diff --git a/eggs/fonts/.uuid b/eggs/fonts/.uuid deleted file mode 100644 index 45e598c..0000000 --- a/eggs/fonts/.uuid +++ /dev/null @@ -1 +0,0 @@ -6f341271-cb27-4cfe-87c6-d69fe82422e1 \ No newline at end of file diff --git a/eggs/fonts/calibri-bold-italic.ttf b/eggs/fonts/calibri-bold-italic.ttf new file mode 100644 index 0000000..51e749d Binary files /dev/null and b/eggs/fonts/calibri-bold-italic.ttf differ diff --git a/eggs/fonts/calibri-bold.ttf b/eggs/fonts/calibri-bold.ttf new file mode 100644 index 0000000..ed0d118 Binary files /dev/null and b/eggs/fonts/calibri-bold.ttf differ diff --git a/eggs/fonts/calibri-italic.ttf b/eggs/fonts/calibri-italic.ttf new file mode 100644 index 0000000..94ed4e1 Binary files /dev/null and b/eggs/fonts/calibri-italic.ttf differ diff --git a/eggs/fonts/calibri-regular.ttf b/eggs/fonts/calibri-regular.ttf new file mode 100644 index 0000000..072384a Binary files /dev/null and b/eggs/fonts/calibri-regular.ttf differ diff --git a/eggs/kde_config/kde.org/UserFeedback.org.kde.dolphin.conf b/eggs/kde_config/kde.org/UserFeedback.org.kde.dolphin.conf index 4820a51..ebc8a7a 100644 --- a/eggs/kde_config/kde.org/UserFeedback.org.kde.dolphin.conf +++ b/eggs/kde_config/kde.org/UserFeedback.org.kde.dolphin.conf @@ -26,5 +26,5 @@ dataSourceCommonSettings\activeState=true dataSourceCommonSettings\activeState=true [UserFeedback] -ApplicationStartCount=343 -ApplicationTime=884423 +ApplicationStartCount=495 +ApplicationTime=1442274 diff --git a/eggs/kde_config/kde.org/UserFeedback.org.kde.kate.conf b/eggs/kde_config/kde.org/UserFeedback.org.kde.kate.conf index 760c479..4ae07da 100644 --- a/eggs/kde_config/kde.org/UserFeedback.org.kde.kate.conf +++ b/eggs/kde_config/kde.org/UserFeedback.org.kde.kate.conf @@ -17,5 +17,5 @@ dataSourceCommonSettings\activeState=true dataSourceCommonSettings\activeState=true [UserFeedback] -ApplicationStartCount=24 -ApplicationTime=27264 +ApplicationStartCount=43 +ApplicationTime=78464 diff --git a/eggs/kde_config/kde.org/UserFeedback.org.kde.kwrite.conf b/eggs/kde_config/kde.org/UserFeedback.org.kde.kwrite.conf index eaea20d..2c714de 100644 --- a/eggs/kde_config/kde.org/UserFeedback.org.kde.kwrite.conf +++ b/eggs/kde_config/kde.org/UserFeedback.org.kde.kwrite.conf @@ -17,5 +17,5 @@ dataSourceCommonSettings\activeState=true dataSourceCommonSettings\activeState=true [UserFeedback] -ApplicationStartCount=59 -ApplicationTime=54302 +ApplicationStartCount=60 +ApplicationTime=54331 diff --git a/eggs/kde_config/kde.org/UserFeedback.org.kde.plasmashell.conf b/eggs/kde_config/kde.org/UserFeedback.org.kde.plasmashell.conf index 216eb38..f88f1bb 100644 --- a/eggs/kde_config/kde.org/UserFeedback.org.kde.plasmashell.conf +++ b/eggs/kde_config/kde.org/UserFeedback.org.kde.plasmashell.conf @@ -26,6 +26,6 @@ dataSourceCommonSettings\activeState=true dataSourceCommonSettings\activeState=true [UserFeedback] -ApplicationStartCount=203 -ApplicationTime=2301887 +ApplicationStartCount=228 +ApplicationTime=2880507 LastEncouragement=@DateTime(\0\0\0\x10\0\0\0\0\0\0%\x8c\x9b\0tW\x8a\0) diff --git a/eggs/kde_config/kde.org/elisa.conf b/eggs/kde_config/kde.org/elisa.conf new file mode 100644 index 0000000..47093eb --- /dev/null +++ b/eggs/kde_config/kde.org/elisa.conf @@ -0,0 +1,12 @@ +[General] +audioPlayerState=@Variant(\0\0\0\b\0\0\0\x6\0\0\0\x36\0\x61\0u\0\x64\0i\0o\0P\0l\0\x61\0y\0\x65\0r\0\x43\0u\0r\0r\0\x65\0n\0t\0\x41\0l\0\x62\0u\0m\0N\0\x61\0m\0\x65\0\0\0\0\xff\xff\xff\xff\0\0\0\x38\0\x61\0u\0\x64\0i\0o\0P\0l\0\x61\0y\0\x65\0r\0\x43\0u\0r\0r\0\x65\0n\0t\0\x41\0r\0t\0i\0s\0t\0N\0\x61\0m\0\x65\0\0\0\0\xff\xff\xff\xff\0\0\0.\0\x61\0u\0\x64\0i\0o\0P\0l\0\x61\0y\0\x65\0r\0\x43\0u\0r\0r\0\x65\0n\0t\0T\0i\0t\0l\0\x65\0\0\0\n\0\0\0\n\0\x31\0.\0m\0\x34\0\x61\0\0\0\x12\0i\0s\0P\0l\0\x61\0y\0i\0n\0g\0\0\0\x1\x1\0\0\0\x1c\0p\0l\0\x61\0y\0\x65\0r\0\x44\0u\0r\0\x61\0t\0i\0o\0n\0\0\0\x2\0\a\v\xeb\0\0\0\x1c\0p\0l\0\x61\0y\0\x65\0r\0P\0o\0s\0i\0t\0i\0o\0n\0\0\0\x4\0\0\0\0\0\0\bf) +contentViewState=@ByteArray(\x82\xa2\x65index\0npreferredWidth\xfb@k\0\0\0\0\0\0\xa2\x65index\x2npreferredWidth\xfb\0\0\0\0\0\0\0\0) +expandedFilterView=false +headerBarHeight=1e+05 +headerBarIsMaximized=false +nowPlayingPreferLyric=false +playControlItemMuted=false +playControlItemVolume=100 +playListPreferredWidth=0 +playListState=@Variant(\0\0\0\b\0\0\0\x5\0\0\0\x18\0\x63\0u\0r\0r\0\x65\0n\0t\0T\0r\0\x61\0\x63\0k\0\0\0\x2\0\0\0\0\0\0\0\x10\0p\0l\0\x61\0y\0L\0i\0s\0t\0\0\0\t\0\0\0\x1\0\0\0\v\0\0\0\b\0\0\0\x2\0\x30\xff\xff\xff\xff\xff\xff\xff\xff\xff\xff\xff\xff\xff\xff\xff\xff\xff\xff\xff\xff\0\0\0\x2\0\x36\0\0\0\x44\0\x66\0i\0l\0\x65\0:\0/\0/\0/\0h\0o\0m\0\x65\0/\0s\0o\0m\0\x65\0o\0n\0\x65\0/\0\x44\0\x65\0s\0k\0t\0o\0p\0/\0\x31\0.\0m\0\x34\0\x61\0\0\0\x1a\0r\0\x61\0n\0\x64\0o\0m\0M\0\x61\0p\0p\0i\0n\0g\0\0\0\t\0\0\0\0\0\0\0\x14\0r\0\x65\0p\0\x65\0\x61\0t\0M\0o\0\x64\0\x65\0\0\0\x2\0\0\0\0\0\0\0\x16\0s\0h\0u\0\x66\0\x66\0l\0\x65\0M\0o\0\x64\0\x65\0\0\0\x2\0\0\0\0) +showPlaylist=true diff --git a/eggs/kde_config/kdeconnect/trusted_devices b/eggs/kde_config/kdeconnect/trusted_devices new file mode 100644 index 0000000..7e9a84b --- /dev/null +++ b/eggs/kde_config/kdeconnect/trusted_devices @@ -0,0 +1,5 @@ +[e0d5b483b2eb47b8983916527295e689] +certificate=-----BEGIN CERTIFICATE-----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\nE15HmM/RX25HGfPcbii5\n-----END CERTIFICATE-----\n +name=Galaxy Note8 +protocolVersion=8 +type=phone diff --git a/eggs/kde_config/kdeglobals b/eggs/kde_config/kdeglobals index 70b8602..1ae6372 100644 --- a/eggs/kde_config/kdeglobals +++ b/eggs/kde_config/kdeglobals @@ -119,8 +119,8 @@ ForegroundPositive=166, 209, 137 ForegroundVisited=202, 158, 230 [DirSelect Dialog] -DirSelectDialog Size=727,480 -History Items[$e]=file:$HOME/Code/tmp,file:$HOME/Code/embeded_task_dispatcher,file:$HOME/Code/webdev_start,file:$HOME/Nextcloud/Office/Schule/Pp/rnote,file:$HOME/Code/webdev_start,file:$HOME/cisco_env,file:$HOME/Nextcloud/Office/Schule/TiP,file:$HOME/Code/CiscoPrepare,file:$HOME/Code/webdev_start,file:$HOME/Nextcloud/Office/Schule/Inf/rnote/webdev,file:$HOME/Code/penetration_enviorment,file:$HOME/hacking_cwd,file:$HOME/hacking_cwd,file:$HOME/Nextcloud/Office/Schule/Wir/rnote,file:$HOME/Nextcloud/Office/Schule/TiP/rnote,file:$HOME/Code/bash-image-tui/wir_calc,file:$HOME/Nextcloud/Office/Schule/Inf/rnote/3.test,file:$HOME/Nextcloud/Office/Schule/InfT/hack_acad,file:$HOME/Nextcloud/Office/Schule/Mat/rnote,file:$HOME/Nextcloud/Office/Schule/Pol/rnote,file:$HOME/Nextcloud/Office/Schule/Deu/rnote,file:$HOME/.config/yolk/,file:$HOME/.con,file:$HOME/Code/wir_calc,file:$HOME/Documents/ISO,file:$HOME/Code/triangle_inf,file:///var/home/someone/Code/bulk_rename,file:///var/home/someone/Nextcloud/Office/DieLinke/solid/orga,file:///var/home/someone/Nextcloud/Office/Schule/TiP/rnote,file:///var/home/someone/Documents/ISO,file:$HOME/Code/webwatcher,file:$HOME/Code/watch_construction,file:$HOME/Code/pico_rgb,file:$HOME/Code/bulk_rename,file:$HOME/Code/sort_visualizer,file:///var/home/someone/Nextcloud/Office/Schule/InfT/rnote,file:///var/home/someone/Nextcloud/Office/Schule/p5,file:$HOME/Pictures/ScreenshotLap,file:$HOME/Code/webwatcher,file:$HOME/Code/group_builder,file:///var/home/someone/Nextcloud/Office/Schule/Wir/rnote,file:///var/home/someone/Nextcloud/Office/Schule/Inf/rnote,file:///var/home/someone/Nextcloud/Office/Schule/Pol/rnote,file:///var/home/someone/Nextcloud/Office/Schule/Eng/rnote,file:///var/home/someone/Nextcloud/Office/Schule/Phy/rnote,file:$HOME/Nextcloud/Office/Schule/Kun/rnote,file:$HOME/Nextcloud/Office/Schule/Deu/rnote,file:$HOME/Nextcloud/Office/Schule/Mat/rnote,file:$HOME/Nextcloud/Office/Schule/Mat/rnote,file:$HOME/Nextcloud/Office/Schule/Deu/rnote +DirSelectDialog Size=820,584 +History Items[$e]=file:$HOME/Nextcloud/Bilder/nixLapScreenshot,file:$HOME/Nextcloud/Office/Schule/InfT/rnote,file:$HOME/Code/school/chat,file:$HOME/Downloads/torrent,file:$HOME/Downloads/torrent,file:$HOME/Downloads/torrent,file:$HOME/Code/tmp,file:$HOME/Code/school/scrape_glocke,file:$HOME/Desktop,file:$HOME/Desktop,file:$HOME/Desktop,file:$HOME/Desktop,file:$HOME/Desktop,file:$HOME/Desktop,file:$HOME/Desktop,file:$HOME/Desktop,file:$HOME/Desktop,file:$HOME/Desktop,file:$HOME/Code/school/chat,file:$HOME/Nextcloud/Office/Schule/InfT/rnote,file:$HOME/Code/solid/vaultwarden_org_sync_lib,file:$HOME/Code/priv/auto-decrypt,file:$HOME/Desktop,file:$HOME/Code/solid/vaultwarden_org_sync,file:$HOME/Desktop,file:$HOME/Downloads,file:$HOME/Code/tmp,file:$HOME/Code/embeded_task_dispatcher,file:$HOME/Code/webdev_start,file:$HOME/Nextcloud/Office/Schule/Pp/rnote,file:$HOME/Code/webdev_start,file:$HOME/cisco_env,file:$HOME/Nextcloud/Office/Schule/TiP,file:$HOME/Code/CiscoPrepare,file:$HOME/Code/webdev_start,file:$HOME/Nextcloud/Office/Schule/Inf/rnote/webdev,file:$HOME/Code/penetration_enviorment,file:$HOME/hacking_cwd,file:$HOME/hacking_cwd,file:$HOME/Nextcloud/Office/Schule/Wir/rnote,file:$HOME/Nextcloud/Office/Schule/TiP/rnote,file:$HOME/Code/bash-image-tui/wir_calc,file:$HOME/Nextcloud/Office/Schule/Inf/rnote/3.test,file:$HOME/Nextcloud/Office/Schule/InfT/hack_acad,file:$HOME/Nextcloud/Office/Schule/Mat/rnote,file:$HOME/Nextcloud/Office/Schule/Pol/rnote,file:$HOME/Nextcloud/Office/Schule/Deu/rnote,file:$HOME/.config/yolk/,file:$HOME/.con,file:$HOME/Code/wir_calc Splitter State=\x00\x00\x00\xff\x00\x00\x00\x01\x00\x00\x00\x02\x00\x00\x00\x8c\x00\x00\x02\xa8\x00\xff\xff\xff\xff\x01\x00\x00\x00\x01\x00 [General] @@ -147,7 +147,7 @@ Sort by=Date Sort directories first=true Sort hidden files last=false Sort reversed=true -Speedbar Width=140 +Speedbar Width=127 View Style=DetailTree [PreviewSettings] diff --git a/eggs/kde_config/kwinoutputconfig.json b/eggs/kde_config/kwinoutputconfig.json index 282608d..700198b 100644 --- a/eggs/kde_config/kwinoutputconfig.json +++ b/eggs/kde_config/kwinoutputconfig.json @@ -96,7 +96,7 @@ { "allowSdrSoftwareBrightness": false, "autoRotation": "InTabletMode", - "brightness": 0.3, + "brightness": 0.45, "colorPowerTradeoff": "PreferEfficiency", "colorProfileSource": "sRGB", "connectorName": "eDP-1", @@ -192,6 +192,129 @@ "transform": "Normal", "vrrPolicy": "Automatic", "wideColorGamut": false + }, + { + "allowSdrSoftwareBrightness": true, + "autoRotation": "InTabletMode", + "brightness": 1, + "colorPowerTradeoff": "PreferEfficiency", + "colorProfileSource": "sRGB", + "connectorName": "HDMI-A-1", + "edidHash": "8bb13e6ebf8b69983f0b01fff800ba56", + "edidIdentifier": "SEC 42265 16843009 49 2016 0", + "highDynamicRange": false, + "iccProfilePath": "", + "mode": { + "height": 1200, + "refreshRate": 59950, + "width": 1920 + }, + "overscan": 0, + "rgbRange": "Automatic", + "scale": 1, + "sdrBrightness": 200, + "sdrGamutWideness": 0, + "transform": "Normal", + "vrrPolicy": "Automatic", + "wideColorGamut": false + }, + { + "allowSdrSoftwareBrightness": true, + "autoRotation": "InTabletMode", + "brightness": 1, + "colorPowerTradeoff": "PreferEfficiency", + "colorProfileSource": "sRGB", + "connectorName": "HDMI-A-1", + "edidHash": "b6ffed1370fd1fa7f485b6dc22f0e31b", + "highDynamicRange": false, + "iccProfilePath": "", + "mode": { + "height": 1080, + "refreshRate": 60000, + "width": 1920 + }, + "overscan": 0, + "rgbRange": "Automatic", + "scale": 1, + "sdrBrightness": 200, + "sdrGamutWideness": 0, + "transform": "Normal", + "vrrPolicy": "Automatic", + "wideColorGamut": false + }, + { + "allowSdrSoftwareBrightness": true, + "autoRotation": "InTabletMode", + "brightness": 1, + "colorPowerTradeoff": "PreferEfficiency", + "colorProfileSource": "sRGB", + "connectorName": "HDMI-A-1", + "edidHash": "e4a604de5de357046262dbfa52772ed9", + "edidIdentifier": "LEN 4420 16843009 18 2010 0", + "highDynamicRange": false, + "iccProfilePath": "", + "mode": { + "height": 1200, + "refreshRate": 59950, + "width": 1920 + }, + "overscan": 0, + "rgbRange": "Automatic", + "scale": 1, + "sdrBrightness": 200, + "sdrGamutWideness": 0, + "transform": "Normal", + "vrrPolicy": "Automatic", + "wideColorGamut": false + }, + { + "allowSdrSoftwareBrightness": true, + "autoRotation": "InTabletMode", + "brightness": 1, + "colorPowerTradeoff": "PreferEfficiency", + "colorProfileSource": "sRGB", + "connectorName": "HDMI-A-1", + "edidHash": "6de584089725e151fdebb59ad54cae74", + "edidIdentifier": "MEI 41622 16843009 0 2017 0", + "highDynamicRange": false, + "iccProfilePath": "", + "mode": { + "height": 1080, + "refreshRate": 60000, + "width": 1920 + }, + "overscan": 0, + "rgbRange": "Automatic", + "scale": 1, + "sdrBrightness": 200, + "sdrGamutWideness": 0, + "transform": "Normal", + "vrrPolicy": "Automatic", + "wideColorGamut": false + }, + { + "allowSdrSoftwareBrightness": true, + "autoRotation": "InTabletMode", + "brightness": 1, + "colorPowerTradeoff": "PreferEfficiency", + "colorProfileSource": "sRGB", + "connectorName": "HDMI-A-1", + "edidHash": "87fefc03b6e3e46f9c6a6d7878a765c4", + "highDynamicRange": false, + "iccProfilePath": "", + "mode": { + "height": 1080, + "refreshRate": 60000, + "width": 1920 + }, + "overscan": 0, + "rgbRange": "Automatic", + "scale": 1, + "sdrBrightness": 200, + "sdrGamutWideness": 0, + "transform": "Normal", + "vrrPolicy": "Automatic", + "wideColorGamut": false } ], "name": "outputs" @@ -529,6 +652,167 @@ "priority": 1 } ] + }, + { + "lidClosed": false, + "outputs": [ + { + "enabled": true, + "outputIndex": 4, + "position": { + "x": 1920, + "y": 0 + }, + "priority": 0 + }, + { + "enabled": true, + "outputIndex": 8, + "position": { + "x": 0, + "y": 0 + }, + "priority": 1 + } + ] + }, + { + "lidClosed": false, + "outputs": [ + { + "enabled": true, + "outputIndex": 4, + "position": { + "x": 0, + "y": 0 + }, + "priority": 0 + }, + { + "enabled": true, + "outputIndex": 9, + "position": { + "x": 1707, + "y": 0 + }, + "priority": 1 + } + ] + }, + { + "lidClosed": true, + "outputs": [ + { + "enabled": false, + "outputIndex": 4, + "position": { + "x": 0, + "y": 0 + }, + "priority": -1 + }, + { + "enabled": true, + "outputIndex": 10, + "position": { + "x": 0, + "y": 0 + }, + "priority": 0 + } + ] + }, + { + "lidClosed": false, + "outputs": [ + { + "enabled": true, + "outputIndex": 4, + "position": { + "x": 1920, + "y": 0 + }, + "priority": 0 + }, + { + "enabled": true, + "outputIndex": 10, + "position": { + "x": 0, + "y": 0 + }, + "priority": 1 + } + ] + }, + { + "lidClosed": false, + "outputs": [ + { + "enabled": true, + "outputIndex": 4, + "position": { + "x": 1920, + "y": 0 + }, + "priority": 0 + }, + { + "enabled": true, + "outputIndex": 11, + "position": { + "x": 0, + "y": 0 + }, + "priority": 1 + } + ] + }, + { + "lidClosed": true, + "outputs": [ + { + "enabled": false, + "outputIndex": 4, + "position": { + "x": 0, + "y": 0 + }, + "priority": -1 + }, + { + "enabled": true, + "outputIndex": 11, + "position": { + "x": 1707, + "y": 0 + }, + "priority": 0 + } + ] + }, + { + "lidClosed": false, + "outputs": [ + { + "enabled": true, + "outputIndex": 4, + "position": { + "x": 0, + "y": 0 + }, + "priority": 0 + }, + { + "enabled": true, + "outputIndex": 12, + "position": { + "x": 1707, + "y": 0 + }, + "priority": 1 + } + ] } ], "name": "setups" diff --git a/eggs/kde_locals/ark/ark_recentfiles b/eggs/kde_locals/ark/ark_recentfiles index 60ea2c7..66b19a1 100644 --- a/eggs/kde_locals/ark/ark_recentfiles +++ b/eggs/kde_locals/ark/ark_recentfiles @@ -1,6 +1,18 @@ [RecentFiles] -files\1\displayName=calc.zip -files\1\url=@Variant(\0\0\0\x11\0\0\0'file:///home/someone/Downloads/calc.zip) -files\2\displayName=Catppuccin-Frappe-Flamingo-splash.tar.gz -files\2\url=@Variant(\0\0\0\x11\0\0\0Gfile:///home/someone/Downloads/Catppuccin-Frappe-Flamingo-splash.tar.gz) -files\size=2 +files\1\displayName=Design ohne Titel.zip +files\1\url=@Variant(\0\0\0\x11\0\0\0\x38\x66ile:///home/someone/Downloads/Design%20ohne%20Titel.zip) +files\2\displayName=full_backup_ipad.zip +files\2\url=@Variant(\0\0\0\x11\0\0\0\x31\x66ile:///home/someone/Desktop/full_backup_ipad.zip) +files\3\displayName=judith_full_bu.zip +files\3\url=@Variant(\0\0\0\x11\0\0\0/file:///home/someone/Desktop/judith_full_bu.zip) +files\4\displayName=Archive.zip +files\4\url=@Variant(\0\0\0\x11\0\0\0(file:///home/someone/Desktop/Archive.zip) +files\5\displayName=03_database_connection.zip +files\5\url=@Variant(\0\0\0\x11\0\0\0\x39\x66ile:///home/someone/Downloads/03_database_connection.zip) +files\6\displayName=logseq_local__home_someone_Nextcloud_.logseq_markdown_1756286214.zip +files\6\url=@Variant(\0\0\0\x11\0\0\0\x61\x66ile:///home/someone/Desktop/logseq_local__home_someone_Nextcloud_.logseq_markdown_1756286214.zip) +files\7\displayName=calc.zip +files\7\url=@Variant(\0\0\0\x11\0\0\0'file:///home/someone/Downloads/calc.zip) +files\8\displayName=Catppuccin-Frappe-Flamingo-splash.tar.gz +files\8\url=@Variant(\0\0\0\x11\0\0\0Gfile:///home/someone/Downloads/Catppuccin-Frappe-Flamingo-splash.tar.gz) +files\size=8 diff --git a/eggs/kde_locals/dolphin/bookmarks.xml b/eggs/kde_locals/dolphin/bookmarks.xml new file mode 100644 index 0000000..e1c7956 --- /dev/null +++ b/eggs/kde_locals/dolphin/bookmarks.xml @@ -0,0 +1,12 @@ + + + + + 4,0 GiB Removable Media + + + + + + + diff --git a/eggs/kde_locals/dolphin/bookmarks.xml.tbcache b/eggs/kde_locals/dolphin/bookmarks.xml.tbcache new file mode 100644 index 0000000..e69de29 diff --git a/eggs/kde_locals/kactivitymanagerd/resources/database b/eggs/kde_locals/kactivitymanagerd/resources/database index 1373f07..b3df079 100644 Binary files a/eggs/kde_locals/kactivitymanagerd/resources/database and b/eggs/kde_locals/kactivitymanagerd/resources/database differ diff --git a/eggs/kde_locals/kactivitymanagerd/resources/database-shm b/eggs/kde_locals/kactivitymanagerd/resources/database-shm index 5980915..99efabe 100644 Binary files a/eggs/kde_locals/kactivitymanagerd/resources/database-shm and b/eggs/kde_locals/kactivitymanagerd/resources/database-shm differ diff --git a/eggs/kde_locals/kactivitymanagerd/resources/database-wal b/eggs/kde_locals/kactivitymanagerd/resources/database-wal index 8487af3..2b2750a 100644 Binary files a/eggs/kde_locals/kactivitymanagerd/resources/database-wal and b/eggs/kde_locals/kactivitymanagerd/resources/database-wal differ diff --git a/eggs/kde_locals/kactivitymanagerd/resources/test-backup/database b/eggs/kde_locals/kactivitymanagerd/resources/test-backup/database index b16073b..a0ea2d0 100644 Binary files a/eggs/kde_locals/kactivitymanagerd/resources/test-backup/database and b/eggs/kde_locals/kactivitymanagerd/resources/test-backup/database differ diff --git a/eggs/kde_locals/kactivitymanagerd/resources/test-backup/database-shm b/eggs/kde_locals/kactivitymanagerd/resources/test-backup/database-shm index 24b4a75..a88b11e 100644 Binary files a/eggs/kde_locals/kactivitymanagerd/resources/test-backup/database-shm and b/eggs/kde_locals/kactivitymanagerd/resources/test-backup/database-shm differ diff --git a/eggs/kde_locals/kactivitymanagerd/resources/test-backup/database-wal b/eggs/kde_locals/kactivitymanagerd/resources/test-backup/database-wal index d6a9446..6f30e9b 100644 Binary files a/eggs/kde_locals/kactivitymanagerd/resources/test-backup/database-wal and b/eggs/kde_locals/kactivitymanagerd/resources/test-backup/database-wal differ diff --git a/eggs/kde_locals/kactivitymanagerd/resources/working-backup/database b/eggs/kde_locals/kactivitymanagerd/resources/working-backup/database index b16073b..a863269 100644 Binary files a/eggs/kde_locals/kactivitymanagerd/resources/working-backup/database and b/eggs/kde_locals/kactivitymanagerd/resources/working-backup/database differ diff --git a/eggs/kde_locals/kactivitymanagerd/resources/working-backup/database-shm b/eggs/kde_locals/kactivitymanagerd/resources/working-backup/database-shm index fb72349..f5dcf65 100644 Binary files a/eggs/kde_locals/kactivitymanagerd/resources/working-backup/database-shm and b/eggs/kde_locals/kactivitymanagerd/resources/working-backup/database-shm differ diff --git a/eggs/kde_locals/kactivitymanagerd/resources/working-backup/database-wal b/eggs/kde_locals/kactivitymanagerd/resources/working-backup/database-wal index 5c49ff2..3d8ad7d 100644 Binary files a/eggs/kde_locals/kactivitymanagerd/resources/working-backup/database-wal and b/eggs/kde_locals/kactivitymanagerd/resources/working-backup/database-wal differ diff --git a/eggs/kde_locals/kate/anonymous.katesession b/eggs/kde_locals/kate/anonymous.katesession index f176771..0465a7f 100644 --- a/eggs/kde_locals/kate/anonymous.katesession +++ b/eggs/kde_locals/kate/anonymous.katesession @@ -1,5 +1,5 @@ [Document 0] -URL=file:///run/media/someone/bootfs/cmdline.txt +URL=file:///home/someone/Desktop/Text File.txt [Kate Plugins] cmaketoolsplugin=false @@ -46,7 +46,7 @@ Kate-MDI-Sidebar-0-Splitter=922 Kate-MDI-Sidebar-1-Bar-0-TvList= Kate-MDI-Sidebar-1-LastSize=200 Kate-MDI-Sidebar-1-SectSizes=0 -Kate-MDI-Sidebar-1-Splitter=894 +Kate-MDI-Sidebar-1-Splitter=922 Kate-MDI-Sidebar-2-Bar-0-TvList= Kate-MDI-Sidebar-2-LastSize=200 Kate-MDI-Sidebar-2-SectSizes=0 @@ -54,7 +54,7 @@ Kate-MDI-Sidebar-2-Splitter=1662 Kate-MDI-Sidebar-3-Bar-0-TvList=output,diagnostics,kate_plugin_katesearch,kateprojectinfo,kate_private_plugin_katekonsoleplugin Kate-MDI-Sidebar-3-LastSize=200 Kate-MDI-Sidebar-3-SectSizes=0 -Kate-MDI-Sidebar-3-Splitter=1346 +Kate-MDI-Sidebar-3-Splitter=1353 Kate-MDI-Sidebar-Style=2 Kate-MDI-Sidebar-Visible=true Kate-MDI-ToolView-diagnostics-Position=3 @@ -101,7 +101,7 @@ Documents=0 View 0=0 [MainWindow0-ViewSpace 0 0] -CursorColumn=104 +CursorColumn=13 CursorLine=0 [Open Documents] @@ -138,23 +138,23 @@ SizeLimit=128 UseRegExp=false [Recent Files] -File1[$e]=$HOME/Downloads/client (9).ovpn -File10[$e]=/run/media/someone/bootfs/cmdline.txt -File2[$e]=$HOME/Downloads/final.ovpn -File3[$e]=$HOME/Nextcloud/internalToSecureWg.wg -File4[$e]=$HOME/Nextcloud/Office/DieLinke/solid/fonts/sources.txt -File5[$e]=$HOME/Nextcloud/Office/DieLinke/solid/fonts/woff2otf.py -File6[$e]=$HOME/Nextcloud/Office/DieLinke/solid/notes/nc.md -File7[$e]=$HOME/Nextcloud/Office/DieLinke/solid/UmgangKi/plena_struktur.md -File8[$e]=$HOME/Nextcloud/Office/Schule/DQI22-12/InfT/test.asm -File9[$e]=$HOME/Nextcloud/Office/Schule/DQI22-12/InfT/Timer1.asm -Name1[$e]=client (9).ovpn -Name10[$e]=cmdline.txt -Name2[$e]=final.ovpn -Name3[$e]=internalToSecureWg.wg -Name4[$e]=sources.txt -Name5[$e]=woff2otf.py -Name6[$e]=nc.md -Name7[$e]=plena_struktur.md -Name8[$e]=test.asm -Name9[$e]=Timer1.asm +File1[$e]=$HOME/Nextcloud/temp/wordlist_small/usernames.txt +File10[$e]=$HOME/Desktop/Text File.txt +File2[$e]=zip:///home/someone/Downloads/LetterBomb.zip/README.txt +File3[$e]=$HOME/Downloads/Wii Party (Europe) (En,Fr,De,Es,It,Nl)/Vimm's Lair.txt +File4[$e]=$HOME/Downloads/Erstelle einen Überblick über die verwendeten Tech.md +File5[$e]=$HOME/Nextcloud/Other/Personal/culture/quotes.txt +File6[$e]=$HOME/Nextcloud/Projects/quots.md +File7[$e]=$HOME/Desktop/bremen_bg.svg +File8[$e]=$HOME/Nextcloud/LogosBgBremen.txt +File9[$e]=$HOME/Downloads/userbase_db(1).py +Name1[$e]=usernames.txt +Name10[$e]=Text File.txt +Name2[$e]=README.txt +Name3[$e]=Vimm's Lair.txt +Name4[$e]=Erstelle einen Überblick über die verwendeten Tech.md +Name5[$e]=quotes.txt +Name6[$e]=quots.md +Name7[$e]=bremen_bg.svg +Name8[$e]=LogosBgBremen.txt +Name9[$e]=userbase_db(1).py diff --git a/eggs/kde_locals/klipper/data/0028f9a0da0cbd04fd8aead83ab075534a1b31bf/0028f9a0da0cbd04fd8aead83ab075534a1b31bf b/eggs/kde_locals/klipper/data/0028f9a0da0cbd04fd8aead83ab075534a1b31bf/0028f9a0da0cbd04fd8aead83ab075534a1b31bf deleted file mode 100644 index d3a2078..0000000 --- a/eggs/kde_locals/klipper/data/0028f9a0da0cbd04fd8aead83ab075534a1b31bf/0028f9a0da0cbd04fd8aead83ab075534a1b31bf +++ /dev/null @@ -1 +0,0 @@ -winergarden_ap_light \ No newline at end of file diff --git a/eggs/kde_locals/klipper/data/0028f9a0da0cbd04fd8aead83ab075534a1b31bf/e7f2e245a3a3725afb0385c74b216d6764b21ecb b/eggs/kde_locals/klipper/data/0028f9a0da0cbd04fd8aead83ab075534a1b31bf/e7f2e245a3a3725afb0385c74b216d6764b21ecb deleted file mode 100644 index 780a044..0000000 --- a/eggs/kde_locals/klipper/data/0028f9a0da0cbd04fd8aead83ab075534a1b31bf/e7f2e245a3a3725afb0385c74b216d6764b21ecb +++ /dev/null @@ -1 +0,0 @@ -
winergarden_ap_light
\ No newline at end of file diff --git a/eggs/kde_locals/klipper/data/0a0c7769f84a49f4252a6cce8b84a11bc8d55bc9/0a0c7769f84a49f4252a6cce8b84a11bc8d55bc9 b/eggs/kde_locals/klipper/data/0a0c7769f84a49f4252a6cce8b84a11bc8d55bc9/0a0c7769f84a49f4252a6cce8b84a11bc8d55bc9 new file mode 100644 index 0000000..7ca968e --- /dev/null +++ b/eggs/kde_locals/klipper/data/0a0c7769f84a49f4252a6cce8b84a11bc8d55bc9/0a0c7769f84a49f4252a6cce8b84a11bc8d55bc9 @@ -0,0 +1 @@ +((68a847b8-71d8-47ea-a042-6b74b5d7f37b)) \ No newline at end of file diff --git a/eggs/kde_locals/klipper/data/0e0e5d9ddb2cb1e532d85bd43365107476f982f9/0af9c135b154fefb84f56980ae70764fed3075f4 b/eggs/kde_locals/klipper/data/0e0e5d9ddb2cb1e532d85bd43365107476f982f9/0af9c135b154fefb84f56980ae70764fed3075f4 deleted file mode 100644 index f9af99b..0000000 Binary files a/eggs/kde_locals/klipper/data/0e0e5d9ddb2cb1e532d85bd43365107476f982f9/0af9c135b154fefb84f56980ae70764fed3075f4 and /dev/null differ diff --git a/eggs/kde_locals/klipper/data/0e0e5d9ddb2cb1e532d85bd43365107476f982f9/0e0e5d9ddb2cb1e532d85bd43365107476f982f9 b/eggs/kde_locals/klipper/data/0e0e5d9ddb2cb1e532d85bd43365107476f982f9/0e0e5d9ddb2cb1e532d85bd43365107476f982f9 deleted file mode 100644 index 3e32805..0000000 --- a/eggs/kde_locals/klipper/data/0e0e5d9ddb2cb1e532d85bd43365107476f982f9/0e0e5d9ddb2cb1e532d85bd43365107476f982f9 +++ /dev/null @@ -1 +0,0 @@ -172.24.4.100 \ No newline at end of file diff --git a/eggs/kde_locals/klipper/data/0e0e5d9ddb2cb1e532d85bd43365107476f982f9/a58017e920650f56367431a08d3be91849347829 b/eggs/kde_locals/klipper/data/0e0e5d9ddb2cb1e532d85bd43365107476f982f9/a58017e920650f56367431a08d3be91849347829 deleted file mode 100644 index 6ba0806..0000000 Binary files a/eggs/kde_locals/klipper/data/0e0e5d9ddb2cb1e532d85bd43365107476f982f9/a58017e920650f56367431a08d3be91849347829 and /dev/null differ diff --git a/eggs/kde_locals/klipper/data/10582636e1e964222a142ac58a2ef06c57a0e03b/10582636e1e964222a142ac58a2ef06c57a0e03b b/eggs/kde_locals/klipper/data/10582636e1e964222a142ac58a2ef06c57a0e03b/10582636e1e964222a142ac58a2ef06c57a0e03b new file mode 100644 index 0000000..c621b60 --- /dev/null +++ b/eggs/kde_locals/klipper/data/10582636e1e964222a142ac58a2ef06c57a0e03b/10582636e1e964222a142ac58a2ef06c57a0e03b @@ -0,0 +1 @@ +((68a8480b-fa78-4cda-b4d9-b859ac87bed3)) \ No newline at end of file diff --git a/eggs/kde_locals/klipper/data/14c001c0cbfd4865ec37facb5a58717b9062eed4/14c001c0cbfd4865ec37facb5a58717b9062eed4 b/eggs/kde_locals/klipper/data/14c001c0cbfd4865ec37facb5a58717b9062eed4/14c001c0cbfd4865ec37facb5a58717b9062eed4 new file mode 100644 index 0000000..debfe6d --- /dev/null +++ b/eggs/kde_locals/klipper/data/14c001c0cbfd4865ec37facb5a58717b9062eed4/14c001c0cbfd4865ec37facb5a58717b9062eed4 @@ -0,0 +1 @@ +((68a8655b-f5db-4fbf-a84e-fa866bd39268)) \ No newline at end of file diff --git a/eggs/kde_locals/klipper/data/195c6217ed1b40470373b1b519cd3a78af0bc333/02c026504438082a98e90a74dca8b909de4feda5 b/eggs/kde_locals/klipper/data/195c6217ed1b40470373b1b519cd3a78af0bc333/02c026504438082a98e90a74dca8b909de4feda5 deleted file mode 100644 index 4a38154..0000000 --- a/eggs/kde_locals/klipper/data/195c6217ed1b40470373b1b519cd3a78af0bc333/02c026504438082a98e90a74dca8b909de4feda5 +++ /dev/null @@ -1 +0,0 @@ -
sed -i 's/mgmt\.led_enabled=true/mgmt.led_enabled=false/' /etc/persistent/cfg/mgmt
\ No newline at end of file diff --git a/eggs/kde_locals/klipper/data/195c6217ed1b40470373b1b519cd3a78af0bc333/195c6217ed1b40470373b1b519cd3a78af0bc333 b/eggs/kde_locals/klipper/data/195c6217ed1b40470373b1b519cd3a78af0bc333/195c6217ed1b40470373b1b519cd3a78af0bc333 deleted file mode 100644 index 657f40b..0000000 --- a/eggs/kde_locals/klipper/data/195c6217ed1b40470373b1b519cd3a78af0bc333/195c6217ed1b40470373b1b519cd3a78af0bc333 +++ /dev/null @@ -1 +0,0 @@ -sed -i 's/mgmt\.led_enabled=true/mgmt.led_enabled=false/' /etc/persistent/cfg/mgmt \ No newline at end of file diff --git a/eggs/kde_locals/klipper/data/1a52d062678259e7b82dffd54e164ab2872e041e/1a52d062678259e7b82dffd54e164ab2872e041e b/eggs/kde_locals/klipper/data/1a52d062678259e7b82dffd54e164ab2872e041e/1a52d062678259e7b82dffd54e164ab2872e041e deleted file mode 100644 index 83a8987..0000000 --- a/eggs/kde_locals/klipper/data/1a52d062678259e7b82dffd54e164ab2872e041e/1a52d062678259e7b82dffd54e164ab2872e041e +++ /dev/null @@ -1 +0,0 @@ -ap_one_light \ No newline at end of file diff --git a/eggs/kde_locals/klipper/data/1a52d062678259e7b82dffd54e164ab2872e041e/f765ce959e2c1fd72147d470ba02611500ab9d85 b/eggs/kde_locals/klipper/data/1a52d062678259e7b82dffd54e164ab2872e041e/f765ce959e2c1fd72147d470ba02611500ab9d85 deleted file mode 100644 index 804ed66..0000000 --- a/eggs/kde_locals/klipper/data/1a52d062678259e7b82dffd54e164ab2872e041e/f765ce959e2c1fd72147d470ba02611500ab9d85 +++ /dev/null @@ -1 +0,0 @@ -
ap_one_light
\ No newline at end of file diff --git a/eggs/kde_locals/klipper/data/1a81d9cc16e73bcc25dd61edd244d9b950ac7311/1a81d9cc16e73bcc25dd61edd244d9b950ac7311 b/eggs/kde_locals/klipper/data/1a81d9cc16e73bcc25dd61edd244d9b950ac7311/1a81d9cc16e73bcc25dd61edd244d9b950ac7311 new file mode 100644 index 0000000..3251edf --- /dev/null +++ b/eggs/kde_locals/klipper/data/1a81d9cc16e73bcc25dd61edd244d9b950ac7311/1a81d9cc16e73bcc25dd61edd244d9b950ac7311 @@ -0,0 +1 @@ +(#PCDATA \ No newline at end of file diff --git a/eggs/kde_locals/klipper/data/1cd98d701bb1700c1a1ceb68a26bc8d817e1a1f6/1cd98d701bb1700c1a1ceb68a26bc8d817e1a1f6 b/eggs/kde_locals/klipper/data/1cd98d701bb1700c1a1ceb68a26bc8d817e1a1f6/1cd98d701bb1700c1a1ceb68a26bc8d817e1a1f6 deleted file mode 100644 index 0c6d5ea..0000000 --- a/eggs/kde_locals/klipper/data/1cd98d701bb1700c1a1ceb68a26bc8d817e1a1f6/1cd98d701bb1700c1a1ceb68a26bc8d817e1a1f6 +++ /dev/null @@ -1 +0,0 @@ -librespeed-router.arpa. \ No newline at end of file diff --git a/eggs/kde_locals/klipper/data/1cd98d701bb1700c1a1ceb68a26bc8d817e1a1f6/7b9786f81ef405351cbe9a5c85b69a0d2ea903b0 b/eggs/kde_locals/klipper/data/1cd98d701bb1700c1a1ceb68a26bc8d817e1a1f6/7b9786f81ef405351cbe9a5c85b69a0d2ea903b0 deleted file mode 100644 index 3b41e2f..0000000 Binary files a/eggs/kde_locals/klipper/data/1cd98d701bb1700c1a1ceb68a26bc8d817e1a1f6/7b9786f81ef405351cbe9a5c85b69a0d2ea903b0 and /dev/null differ diff --git a/eggs/kde_locals/klipper/data/1cd98d701bb1700c1a1ceb68a26bc8d817e1a1f6/b034e6f653bfe9408310b92dc620b98302dc48b4 b/eggs/kde_locals/klipper/data/1cd98d701bb1700c1a1ceb68a26bc8d817e1a1f6/b034e6f653bfe9408310b92dc620b98302dc48b4 deleted file mode 100644 index 01999fd..0000000 Binary files a/eggs/kde_locals/klipper/data/1cd98d701bb1700c1a1ceb68a26bc8d817e1a1f6/b034e6f653bfe9408310b92dc620b98302dc48b4 and /dev/null differ diff --git a/eggs/kde_locals/klipper/data/20b42aa0e4950dfb2b505a0aa619e764f9a76338/20b42aa0e4950dfb2b505a0aa619e764f9a76338 b/eggs/kde_locals/klipper/data/20b42aa0e4950dfb2b505a0aa619e764f9a76338/20b42aa0e4950dfb2b505a0aa619e764f9a76338 new file mode 100644 index 0000000..cd37432 --- /dev/null +++ b/eggs/kde_locals/klipper/data/20b42aa0e4950dfb2b505a0aa619e764f9a76338/20b42aa0e4950dfb2b505a0aa619e764f9a76338 @@ -0,0 +1,5 @@ +#### Element-content (datatypes): +PCDATA Data in `PCDATA` data Eneteys will be passed and marked-up +CDATA Data in `CDATA` data Eneteys will not be passed, treated as as-is +EMPTY `` +ANY \ No newline at end of file diff --git a/eggs/kde_locals/klipper/data/20b42aa0e4950dfb2b505a0aa619e764f9a76338/55c66a746666151c404ab4640c541c11f4268b03 b/eggs/kde_locals/klipper/data/20b42aa0e4950dfb2b505a0aa619e764f9a76338/55c66a746666151c404ab4640c541c11f4268b03 new file mode 100644 index 0000000..6fe96ff --- /dev/null +++ b/eggs/kde_locals/klipper/data/20b42aa0e4950dfb2b505a0aa619e764f9a76338/55c66a746666151c404ab4640c541c11f4268b03 @@ -0,0 +1 @@ + \ No newline at end of file diff --git a/eggs/kde_locals/klipper/data/2a2c02faa3fad5738af1786af6ca15f4f8b78928/082bfac9b636e6f230e827afb7de0fc1c0fc88f8 b/eggs/kde_locals/klipper/data/2a2c02faa3fad5738af1786af6ca15f4f8b78928/082bfac9b636e6f230e827afb7de0fc1c0fc88f8 new file mode 100644 index 0000000..65d2495 --- /dev/null +++ b/eggs/kde_locals/klipper/data/2a2c02faa3fad5738af1786af6ca15f4f8b78928/082bfac9b636e6f230e827afb7de0fc1c0fc88f8 @@ -0,0 +1 @@ + \ No newline at end of file diff --git a/eggs/kde_locals/klipper/data/2a2c02faa3fad5738af1786af6ca15f4f8b78928/2a2c02faa3fad5738af1786af6ca15f4f8b78928 b/eggs/kde_locals/klipper/data/2a2c02faa3fad5738af1786af6ca15f4f8b78928/2a2c02faa3fad5738af1786af6ca15f4f8b78928 new file mode 100644 index 0000000..a604bc3 --- /dev/null +++ b/eggs/kde_locals/klipper/data/2a2c02faa3fad5738af1786af6ca15f4f8b78928/2a2c02faa3fad5738af1786af6ca15f4f8b78928 @@ -0,0 +1,2 @@ +![2025 Methodenblatt_Rhetorische Stilmittel.pdf](../assets/2025_Methodenblatt_Rhetorische_Stilmittel_1759302291007_0.pdf) +![erzaehltext_interpretation.pdf](../assets/erzaehltext_interpretation_1758293056172_0.pdf) \ No newline at end of file diff --git a/eggs/kde_locals/klipper/data/307d0396e5395c38d229ace43ca2a6ccd4f8a524/307d0396e5395c38d229ace43ca2a6ccd4f8a524 b/eggs/kde_locals/klipper/data/307d0396e5395c38d229ace43ca2a6ccd4f8a524/307d0396e5395c38d229ace43ca2a6ccd4f8a524 new file mode 100644 index 0000000..2e11d6c --- /dev/null +++ b/eggs/kde_locals/klipper/data/307d0396e5395c38d229ace43ca2a6ccd4f8a524/307d0396e5395c38d229ace43ca2a6ccd4f8a524 @@ -0,0 +1 @@ + diff --git a/eggs/kde_locals/klipper/data/316494a1af5ee903ff4d80f4fd4a120085229b44/316494a1af5ee903ff4d80f4fd4a120085229b44 b/eggs/kde_locals/klipper/data/316494a1af5ee903ff4d80f4fd4a120085229b44/316494a1af5ee903ff4d80f4fd4a120085229b44 new file mode 100644 index 0000000..0cc4f7c --- /dev/null +++ b/eggs/kde_locals/klipper/data/316494a1af5ee903ff4d80f4fd4a120085229b44/316494a1af5ee903ff4d80f4fd4a120085229b44 @@ -0,0 +1 @@ +[Nach_Mitternacht_1755671054457_0.pdf](../assets/Nach_Mitternacht_1755671054457_0.pdf) \ No newline at end of file diff --git a/eggs/kde_locals/klipper/data/38330a1fd11c5b1967c206409292bb9c9fdb3da1/074b8fbcd1fafdd1e8631014f6bd1105cdeca84c b/eggs/kde_locals/klipper/data/38330a1fd11c5b1967c206409292bb9c9fdb3da1/074b8fbcd1fafdd1e8631014f6bd1105cdeca84c deleted file mode 100644 index a28e9bc..0000000 --- a/eggs/kde_locals/klipper/data/38330a1fd11c5b1967c206409292bb9c9fdb3da1/074b8fbcd1fafdd1e8631014f6bd1105cdeca84c +++ /dev/null @@ -1 +0,0 @@ -
# Loads default set of integrations. Do not remove.
default_config:

# Load frontend themes from the themes folder
frontend:
themes: !include_dir_merge_named themes

# Text to speech
tts:
- platform: google_translate

# Includes
automation: !include automations.yaml
script: !include scripts.yaml
scene: !include scenes.yaml
group: !include groups.yaml
climate: !include climate.yaml #Uses HACS intigation

# Networking
http:
server_host: 172.24.2.4
ip_ban_enabled: true
login_attempts_threshold: 5
use_x_forwarded_for: true
cors_allowed_origins:
- https://nextcloud.urmel.duckdns.org
trusted_proxies:
- 172.24.2.5

# Google Home intigration
google_assistant:
project_id: home-assistant-94153
service_account: !include SERVICE_ACCOUNT.json
report_state: true
expose_by_default: false # Nach https://community.home-assistant.io/t/exclude-entities-from-google-assistant-home/290325
entity_config:
cover.sys_niklas_cover_1_warper:
expose: true
name: Rolladen Garten
cover.niklas_cover_2:
expose: true
name: Rolladen Hof
climate.niklas_thermostat_group:
expose: true
name: Heizung Niklas
climate.kichen_thermostat_1:
expose: true
name: Küche Heizung
climate.livingroom_thermostat_group:
expose: true
name: Wohnzimmer Heizung
cover.storage_cover_1:
expose: true
name: Rolladen altes Schlafzimmer
input_boolean.sys_niklas_pc_power:
expose: true
name: Niklas Pc

# Sensors
binary_sensor:
- platform: tod
name: sys_morning_sensor
after: "06:00"
before: "13:00"
- platform: template
sensors:
sys_niklas_pc_power_threshold:
friendly_name: "Niklas Pc power threshold"
value_template: "{{ states.sensor.niklas_plug_1_pc_power.state | replace(',','') | float < 80 }}"

sensor:
- platform: template
sensors:
sys_niklas_alarm_clock_future:
friendly_name: "Wecker zukunft"
value_template: >
{# Unix Date [+1d] + (clock h + clock min in unix) - unix now > in H and min #}
{% if as_timestamp(now().date()) +
(state_attr('input_datetime.sys_niklas_alarm_time', "hour")*60 +
state_attr('input_datetime.sys_niklas_alarm_time', "minute"))*60
>= as_timestamp(now().date()) + (now().hour*60 + now().minute)*60 %}
{# Today #}
{{ (((as_timestamp(now().date())+(state_attr('input_datetime.sys_niklas_alarm_time', "hour")*60 +
state_attr('input_datetime.sys_niklas_alarm_time', "minute"))*60)-as_timestamp(now()))//3600) | round}} Stunden {{ ((((as_timestamp(now().date() + timedelta(days=1))+(state_attr('input_datetime.sys_niklas_alarm_time', "hour")*60 +
state_attr('input_datetime.sys_niklas_alarm_time', "minute"))*60)-as_timestamp(now()))%3600)//60) | round}} Minuten
{% else %}
{# Next Day #}
{{ (((as_timestamp(now().date() + timedelta(days=1))+(state_attr('input_datetime.sys_niklas_alarm_time', "hour")*60 +
state_attr('input_datetime.sys_niklas_alarm_time', "minute"))*60)-as_timestamp(now()))//3600) | round}} Stunden {{ ((((as_timestamp(now().date() + timedelta(days=1))+(state_attr('input_datetime.sys_niklas_alarm_time', "hour")*60 +
state_attr('input_datetime.sys_niklas_alarm_time', "minute"))*60)-as_timestamp(now()))%3600)//60) | round}} Minuten
{% endif %}

shell_command:
ap_wintergarden_light_on: ssh -i /config/ssh/ap_one -o 'StrictHostKeyChecking=no' someone@172.24.0.4 "sed -i 's/mgmt\.led_enabled=false/mgmt.led_enabled=true/' /etc/persistent/cfg/mgmt"
ap_wintergarden_light_off: ssh -i /config/ssh/ap_one -o 'StrictHostKeyChecking=no' someone@172.24.0.4 "sed -i 's/mgmt\.led_enabled=true/mgmt.led_enabled=false/' /etc/persistent/cfg/mgmt"
ap_hallway_light_on: ssh -i /config/ssh/ap_one -o 'StrictHostKeyChecking=no' someone@172.24.0.4 "sed -i 's/mgmt\.led_enabled=false/mgmt.led_enabled=true/' /etc/persistent/cfg/mgmt"
ap_hallway_light_off: ssh -i /config/ssh/ap_one -o 'StrictHostKeyChecking=no' someone@172.24.0.4 "sed -i 's/mgmt\.led_enabled=true/mgmt.led_enabled=false/' /etc/persistent/cfg/mgmt"

light:
- platform: template
lights:
hallway_ap_light:
turn_on:
action: shell_command.ap_hallway_light_on
turn_off:
action: shell_command.ap_hallway_light_off
winergarden_ap_light:
turn_on:
action: shell_command.ap_wintergarden_light_on
turn_off:
action: shell_command.ap_wintergarden_light_off

# Covers with scripts
cover:
- platform: template
covers:
sys_niklas_cover_1_warper:
unique_id: sys_niklas_cover_1_warper
position_template: "{{states.cover.niklas_cover_1.attributes.current_position}}"
close_cover:
- condition: state
entity_id: binary_sensor.niklas_window_1_contact
state: "off"
- service: cover.close_cover
target:
entity_id: cover.niklas_cover_1
open_cover:
- service: cover.open_cover
target:
entity_id: cover.niklas_cover_1
stop_cover:
service: cover.stop_cover
target:
entity_id: cover.niklas_cover_1
set_cover_position:
- condition: or
conditions:
- condition: template
value_template: >
{% set current_position = state_attr('cover.niklas_cover_1', 'current_position') %}
{{ position | float > current_position | float }}
- condition: state
entity_id: binary_sensor.niklas_window_1_contact
state: "off"
- service: cover.set_cover_position
target:
entity_id: cover.niklas_cover_1
data:
position: "{{position}}"

#Spotcast HACS intigration
spotcast:
sp_dc: !secret sp_dc
sp_key: !secret sp_key
country: DE #optional, added in 3.6.24

\ No newline at end of file diff --git a/eggs/kde_locals/klipper/data/38330a1fd11c5b1967c206409292bb9c9fdb3da1/38330a1fd11c5b1967c206409292bb9c9fdb3da1 b/eggs/kde_locals/klipper/data/38330a1fd11c5b1967c206409292bb9c9fdb3da1/38330a1fd11c5b1967c206409292bb9c9fdb3da1 deleted file mode 100644 index 32dd722..0000000 --- a/eggs/kde_locals/klipper/data/38330a1fd11c5b1967c206409292bb9c9fdb3da1/38330a1fd11c5b1967c206409292bb9c9fdb3da1 +++ /dev/null @@ -1,155 +0,0 @@ -# Loads default set of integrations. Do not remove. -default_config: - -# Load frontend themes from the themes folder -frontend: - themes: !include_dir_merge_named themes - -# Text to speech -tts: - - platform: google_translate - -# Includes -automation: !include automations.yaml -script: !include scripts.yaml -scene: !include scenes.yaml -group: !include groups.yaml -climate: !include climate.yaml #Uses HACS intigation - -# Networking -http: - server_host: 172.24.2.4 - ip_ban_enabled: true - login_attempts_threshold: 5 - use_x_forwarded_for: true - cors_allowed_origins: - - https://nextcloud.urmel.duckdns.org - trusted_proxies: - - 172.24.2.5 - -# Google Home intigration -google_assistant: - project_id: home-assistant-94153 - service_account: !include SERVICE_ACCOUNT.json - report_state: true - expose_by_default: false # Nach https://community.home-assistant.io/t/exclude-entities-from-google-assistant-home/290325 - entity_config: - cover.sys_niklas_cover_1_warper: - expose: true - name: Rolladen Garten - cover.niklas_cover_2: - expose: true - name: Rolladen Hof - climate.niklas_thermostat_group: - expose: true - name: Heizung Niklas - climate.kichen_thermostat_1: - expose: true - name: Küche Heizung - climate.livingroom_thermostat_group: - expose: true - name: Wohnzimmer Heizung - cover.storage_cover_1: - expose: true - name: Rolladen altes Schlafzimmer - input_boolean.sys_niklas_pc_power: - expose: true - name: Niklas Pc - -# Sensors -binary_sensor: - - platform: tod - name: sys_morning_sensor - after: "06:00" - before: "13:00" - - platform: template - sensors: - sys_niklas_pc_power_threshold: - friendly_name: "Niklas Pc power threshold" - value_template: "{{ states.sensor.niklas_plug_1_pc_power.state | replace(',','') | float < 80 }}" - -sensor: - - platform: template - sensors: - sys_niklas_alarm_clock_future: - friendly_name: "Wecker zukunft" - value_template: > - {# Unix Date [+1d] + (clock h + clock min in unix) - unix now > in H and min #} - {% if as_timestamp(now().date()) + - (state_attr('input_datetime.sys_niklas_alarm_time', "hour")*60 + - state_attr('input_datetime.sys_niklas_alarm_time', "minute"))*60 - >= as_timestamp(now().date()) + (now().hour*60 + now().minute)*60 %} - {# Today #} - {{ (((as_timestamp(now().date())+(state_attr('input_datetime.sys_niklas_alarm_time', "hour")*60 + - state_attr('input_datetime.sys_niklas_alarm_time', "minute"))*60)-as_timestamp(now()))//3600) | round}} Stunden {{ ((((as_timestamp(now().date() + timedelta(days=1))+(state_attr('input_datetime.sys_niklas_alarm_time', "hour")*60 + - state_attr('input_datetime.sys_niklas_alarm_time', "minute"))*60)-as_timestamp(now()))%3600)//60) | round}} Minuten - {% else %} - {# Next Day #} - {{ (((as_timestamp(now().date() + timedelta(days=1))+(state_attr('input_datetime.sys_niklas_alarm_time', "hour")*60 + - state_attr('input_datetime.sys_niklas_alarm_time', "minute"))*60)-as_timestamp(now()))//3600) | round}} Stunden {{ ((((as_timestamp(now().date() + timedelta(days=1))+(state_attr('input_datetime.sys_niklas_alarm_time', "hour")*60 + - state_attr('input_datetime.sys_niklas_alarm_time', "minute"))*60)-as_timestamp(now()))%3600)//60) | round}} Minuten - {% endif %} - -shell_command: - ap_wintergarden_light_on: ssh -i /config/ssh/ap_one -o 'StrictHostKeyChecking=no' someone@172.24.0.4 "sed -i 's/mgmt\.led_enabled=false/mgmt.led_enabled=true/' /etc/persistent/cfg/mgmt" - ap_wintergarden_light_off: ssh -i /config/ssh/ap_one -o 'StrictHostKeyChecking=no' someone@172.24.0.4 "sed -i 's/mgmt\.led_enabled=true/mgmt.led_enabled=false/' /etc/persistent/cfg/mgmt" - ap_hallway_light_on: ssh -i /config/ssh/ap_one -o 'StrictHostKeyChecking=no' someone@172.24.0.4 "sed -i 's/mgmt\.led_enabled=false/mgmt.led_enabled=true/' /etc/persistent/cfg/mgmt" - ap_hallway_light_off: ssh -i /config/ssh/ap_one -o 'StrictHostKeyChecking=no' someone@172.24.0.4 "sed -i 's/mgmt\.led_enabled=true/mgmt.led_enabled=false/' /etc/persistent/cfg/mgmt" - -light: - - platform: template - lights: - hallway_ap_light: - turn_on: - action: shell_command.ap_hallway_light_on - turn_off: - action: shell_command.ap_hallway_light_off - winergarden_ap_light: - turn_on: - action: shell_command.ap_wintergarden_light_on - turn_off: - action: shell_command.ap_wintergarden_light_off - -# Covers with scripts -cover: - - platform: template - covers: - sys_niklas_cover_1_warper: - unique_id: sys_niklas_cover_1_warper - position_template: "{{states.cover.niklas_cover_1.attributes.current_position}}" - close_cover: - - condition: state - entity_id: binary_sensor.niklas_window_1_contact - state: "off" - - service: cover.close_cover - target: - entity_id: cover.niklas_cover_1 - open_cover: - - service: cover.open_cover - target: - entity_id: cover.niklas_cover_1 - stop_cover: - service: cover.stop_cover - target: - entity_id: cover.niklas_cover_1 - set_cover_position: - - condition: or - conditions: - - condition: template - value_template: > - {% set current_position = state_attr('cover.niklas_cover_1', 'current_position') %} - {{ position | float > current_position | float }} - - condition: state - entity_id: binary_sensor.niklas_window_1_contact - state: "off" - - service: cover.set_cover_position - target: - entity_id: cover.niklas_cover_1 - data: - position: "{{position}}" - -#Spotcast HACS intigration -spotcast: - sp_dc: !secret sp_dc - sp_key: !secret sp_key - country: DE #optional, added in 3.6.24 diff --git a/eggs/kde_locals/klipper/data/3eec97e1e1b89db40d16cef9a662d64c2f2474b2/09de65ac87ab7375189b6dca0669e3155936ceaa b/eggs/kde_locals/klipper/data/3eec97e1e1b89db40d16cef9a662d64c2f2474b2/09de65ac87ab7375189b6dca0669e3155936ceaa deleted file mode 100644 index 514854b..0000000 --- a/eggs/kde_locals/klipper/data/3eec97e1e1b89db40d16cef9a662d64c2f2474b2/09de65ac87ab7375189b6dca0669e3155936ceaa +++ /dev/null @@ -1 +0,0 @@ -
ap_hallway_light
\ No newline at end of file diff --git a/eggs/kde_locals/klipper/data/3eec97e1e1b89db40d16cef9a662d64c2f2474b2/3eec97e1e1b89db40d16cef9a662d64c2f2474b2 b/eggs/kde_locals/klipper/data/3eec97e1e1b89db40d16cef9a662d64c2f2474b2/3eec97e1e1b89db40d16cef9a662d64c2f2474b2 deleted file mode 100644 index 23ce1e5..0000000 --- a/eggs/kde_locals/klipper/data/3eec97e1e1b89db40d16cef9a662d64c2f2474b2/3eec97e1e1b89db40d16cef9a662d64c2f2474b2 +++ /dev/null @@ -1 +0,0 @@ -ap_hallway_light \ No newline at end of file diff --git a/eggs/kde_locals/klipper/data/416323c528134a5d635692fa22742741a02e6ca4/302cd1928e1940192e92ccdf6dd5a7395c7ba814 b/eggs/kde_locals/klipper/data/416323c528134a5d635692fa22742741a02e6ca4/302cd1928e1940192e92ccdf6dd5a7395c7ba814 new file mode 100644 index 0000000..8f48a7c --- /dev/null +++ b/eggs/kde_locals/klipper/data/416323c528134a5d635692fa22742741a02e6ca4/302cd1928e1940192e92ccdf6dd5a7395c7ba814 @@ -0,0 +1 @@ +file:///tmp/mozilla_someone0/2025 Kartenabfrage_Rhetorische Stilmittel.pdf \ No newline at end of file diff --git a/eggs/kde_locals/klipper/data/416323c528134a5d635692fa22742741a02e6ca4/aa63aea9b7d356b3d10df6c52af13ce0e0508852 b/eggs/kde_locals/klipper/data/416323c528134a5d635692fa22742741a02e6ca4/aa63aea9b7d356b3d10df6c52af13ce0e0508852 new file mode 100644 index 0000000..150e61e --- /dev/null +++ b/eggs/kde_locals/klipper/data/416323c528134a5d635692fa22742741a02e6ca4/aa63aea9b7d356b3d10df6c52af13ce0e0508852 @@ -0,0 +1 @@ +file:///tmp/mozilla_someone0/2025%20Kartenabfrage_Rhetorische%20Stilmittel.pdf diff --git a/eggs/kde_locals/klipper/data/48974181f127933d481f2a1ed204f8a480764eb1/1cf46b986f4cd666bb1d4ab21b9a21f6113e24b0 b/eggs/kde_locals/klipper/data/48974181f127933d481f2a1ed204f8a480764eb1/1cf46b986f4cd666bb1d4ab21b9a21f6113e24b0 new file mode 100644 index 0000000..7d1f2f9 Binary files /dev/null and b/eggs/kde_locals/klipper/data/48974181f127933d481f2a1ed204f8a480764eb1/1cf46b986f4cd666bb1d4ab21b9a21f6113e24b0 differ diff --git a/eggs/kde_locals/klipper/data/0e0e5d9ddb2cb1e532d85bd43365107476f982f9/6c4882ffa3dc6f5122457cd1b4e100ced6bcf7f4 b/eggs/kde_locals/klipper/data/48974181f127933d481f2a1ed204f8a480764eb1/1ffbeb154278cdb83a74d26ad39c6de693f3f4c8 similarity index 81% rename from eggs/kde_locals/klipper/data/0e0e5d9ddb2cb1e532d85bd43365107476f982f9/6c4882ffa3dc6f5122457cd1b4e100ced6bcf7f4 rename to eggs/kde_locals/klipper/data/48974181f127933d481f2a1ed204f8a480764eb1/1ffbeb154278cdb83a74d26ad39c6de693f3f4c8 index 71f6a61..f881ff8 100644 --- a/eggs/kde_locals/klipper/data/0e0e5d9ddb2cb1e532d85bd43365107476f982f9/6c4882ffa3dc6f5122457cd1b4e100ced6bcf7f4 +++ b/eggs/kde_locals/klipper/data/48974181f127933d481f2a1ed204f8a480764eb1/1ffbeb154278cdb83a74d26ad39c6de693f3f4c8 @@ -1 +1 @@ -172.24.4.100 \ No newline at end of file +3.559 \ No newline at end of file diff --git a/eggs/kde_locals/klipper/data/48974181f127933d481f2a1ed204f8a480764eb1/48974181f127933d481f2a1ed204f8a480764eb1 b/eggs/kde_locals/klipper/data/48974181f127933d481f2a1ed204f8a480764eb1/48974181f127933d481f2a1ed204f8a480764eb1 new file mode 100644 index 0000000..b4d896b --- /dev/null +++ b/eggs/kde_locals/klipper/data/48974181f127933d481f2a1ed204f8a480764eb1/48974181f127933d481f2a1ed204f8a480764eb1 @@ -0,0 +1 @@ +3.559 \ No newline at end of file diff --git a/eggs/kde_locals/klipper/data/0e0e5d9ddb2cb1e532d85bd43365107476f982f9/5d5a7f481a343c5958df9c5ccf09a392b0089cd5 b/eggs/kde_locals/klipper/data/48974181f127933d481f2a1ed204f8a480764eb1/5d5a7f481a343c5958df9c5ccf09a392b0089cd5 similarity index 100% rename from eggs/kde_locals/klipper/data/0e0e5d9ddb2cb1e532d85bd43365107476f982f9/5d5a7f481a343c5958df9c5ccf09a392b0089cd5 rename to eggs/kde_locals/klipper/data/48974181f127933d481f2a1ed204f8a480764eb1/5d5a7f481a343c5958df9c5ccf09a392b0089cd5 diff --git a/eggs/kde_locals/klipper/data/48974181f127933d481f2a1ed204f8a480764eb1/ec5aaa3384830e69461cf28401f580a79d2a79f3 b/eggs/kde_locals/klipper/data/48974181f127933d481f2a1ed204f8a480764eb1/ec5aaa3384830e69461cf28401f580a79d2a79f3 new file mode 100644 index 0000000..8f7427e Binary files /dev/null and b/eggs/kde_locals/klipper/data/48974181f127933d481f2a1ed204f8a480764eb1/ec5aaa3384830e69461cf28401f580a79d2a79f3 differ diff --git a/eggs/kde_locals/klipper/data/4a65cbfc67c58050e04b98020a0715903db91b6b/4a65cbfc67c58050e04b98020a0715903db91b6b b/eggs/kde_locals/klipper/data/4a65cbfc67c58050e04b98020a0715903db91b6b/4a65cbfc67c58050e04b98020a0715903db91b6b new file mode 100644 index 0000000..03569eb --- /dev/null +++ b/eggs/kde_locals/klipper/data/4a65cbfc67c58050e04b98020a0715903db91b6b/4a65cbfc67c58050e04b98020a0715903db91b6b @@ -0,0 +1 @@ + \ No newline at end of file diff --git a/eggs/kde_locals/klipper/data/4bfe1e9ba8bcd08b5d7f0422110b778eb81d635d/4bfe1e9ba8bcd08b5d7f0422110b778eb81d635d b/eggs/kde_locals/klipper/data/4bfe1e9ba8bcd08b5d7f0422110b778eb81d635d/4bfe1e9ba8bcd08b5d7f0422110b778eb81d635d deleted file mode 100644 index 50e6863..0000000 --- a/eggs/kde_locals/klipper/data/4bfe1e9ba8bcd08b5d7f0422110b778eb81d635d/4bfe1e9ba8bcd08b5d7f0422110b778eb81d635d +++ /dev/null @@ -1,2 +0,0 @@ -ap_wintergarden_light_on: ssh -i /config/ssh/ap_one -o 'StrictHostKeyChecking=no' someone@172.24.0.4 "sed -i 's/mgmt\.led_enabled=false/mgmt.led_enabled=true/' /etc/persistent/cfg/mgmt" - ap_wintergarden_light_off: ssh -i /config/ssh/ap_one -o 'StrictHostKeyChecking=no' someone@172.24.0.4 "sed -i 's/mgmt\.led_enabled=true/mgmt.led_enabled=false/' /etc/persistent/cfg/mgmt" diff --git a/eggs/kde_locals/klipper/data/4bfe1e9ba8bcd08b5d7f0422110b778eb81d635d/b3e000226f77db9868fa2b1f34fae1fd2a59a53b b/eggs/kde_locals/klipper/data/4bfe1e9ba8bcd08b5d7f0422110b778eb81d635d/b3e000226f77db9868fa2b1f34fae1fd2a59a53b deleted file mode 100644 index 2ce8a03..0000000 --- a/eggs/kde_locals/klipper/data/4bfe1e9ba8bcd08b5d7f0422110b778eb81d635d/b3e000226f77db9868fa2b1f34fae1fd2a59a53b +++ /dev/null @@ -1 +0,0 @@ -
ap_wintergarden_light_on: ssh -i /config/ssh/ap_one -o 'StrictHostKeyChecking=no' someone@172.24.0.4 "sed -i 's/mgmt\.led_enabled=false/mgmt.led_enabled=true/' /etc/persistent/cfg/mgmt"
ap_wintergarden_light_off: ssh -i /config/ssh/ap_one -o 'StrictHostKeyChecking=no' someone@172.24.0.4 "sed -i 's/mgmt\.led_enabled=true/mgmt.led_enabled=false/' /etc/persistent/cfg/mgmt"

\ No newline at end of file diff --git a/eggs/kde_locals/klipper/data/4d98f440ca73f6559b68544ff9ab8c51e448b1ca/4d98f440ca73f6559b68544ff9ab8c51e448b1ca b/eggs/kde_locals/klipper/data/4d98f440ca73f6559b68544ff9ab8c51e448b1ca/4d98f440ca73f6559b68544ff9ab8c51e448b1ca new file mode 100644 index 0000000..b3369dc --- /dev/null +++ b/eggs/kde_locals/klipper/data/4d98f440ca73f6559b68544ff9ab8c51e448b1ca/4d98f440ca73f6559b68544ff9ab8c51e448b1ca @@ -0,0 +1 @@ + \ No newline at end of file diff --git a/eggs/kde_locals/klipper/data/4d98f440ca73f6559b68544ff9ab8c51e448b1ca/dbc637f400ad63d6577ad74754101614d5170f6b b/eggs/kde_locals/klipper/data/4d98f440ca73f6559b68544ff9ab8c51e448b1ca/dbc637f400ad63d6577ad74754101614d5170f6b new file mode 100644 index 0000000..d77d6bc --- /dev/null +++ b/eggs/kde_locals/klipper/data/4d98f440ca73f6559b68544ff9ab8c51e448b1ca/dbc637f400ad63d6577ad74754101614d5170f6b @@ -0,0 +1 @@ +<!ELEMENT WHITEPIECES (KING, QUEEN?, ROOK*, BISHOP*, KNIGHT*, PAWN*)> \ No newline at end of file diff --git a/eggs/kde_locals/klipper/data/4e50a6db4252d1f2369fd8f73c65874ee967fd3f/4e50a6db4252d1f2369fd8f73c65874ee967fd3f b/eggs/kde_locals/klipper/data/4e50a6db4252d1f2369fd8f73c65874ee967fd3f/4e50a6db4252d1f2369fd8f73c65874ee967fd3f new file mode 100644 index 0000000..7af99f2 --- /dev/null +++ b/eggs/kde_locals/klipper/data/4e50a6db4252d1f2369fd8f73c65874ee967fd3f/4e50a6db4252d1f2369fd8f73c65874ee967fd3f @@ -0,0 +1 @@ + diff --git a/eggs/kde_locals/klipper/data/4ef5d6c25a10ecbe49a18f9217edecdff4272fbd/4ef5d6c25a10ecbe49a18f9217edecdff4272fbd b/eggs/kde_locals/klipper/data/4ef5d6c25a10ecbe49a18f9217edecdff4272fbd/4ef5d6c25a10ecbe49a18f9217edecdff4272fbd new file mode 100644 index 0000000..c811f4e --- /dev/null +++ b/eggs/kde_locals/klipper/data/4ef5d6c25a10ecbe49a18f9217edecdff4272fbd/4ef5d6c25a10ecbe49a18f9217edecdff4272fbd @@ -0,0 +1 @@ +![2025 Methodenblatt_Rhetorische Stilmittel.pdf](../assets/2025_Methodenblatt_Rhetorische_Stilmittel_1759302291007_0.pdf) \ No newline at end of file diff --git a/eggs/kde_locals/klipper/data/4f4901963a4144d0b5d2652b73d5da59495be56a/4f4901963a4144d0b5d2652b73d5da59495be56a b/eggs/kde_locals/klipper/data/4f4901963a4144d0b5d2652b73d5da59495be56a/4f4901963a4144d0b5d2652b73d5da59495be56a new file mode 100644 index 0000000..15411ae --- /dev/null +++ b/eggs/kde_locals/klipper/data/4f4901963a4144d0b5d2652b73d5da59495be56a/4f4901963a4144d0b5d2652b73d5da59495be56a @@ -0,0 +1 @@ +, gegenwillig, \ No newline at end of file diff --git a/eggs/kde_locals/klipper/data/51ce6d60819a7dc2a90bf5f2f13bf67669515d45/51ce6d60819a7dc2a90bf5f2f13bf67669515d45 b/eggs/kde_locals/klipper/data/51ce6d60819a7dc2a90bf5f2f13bf67669515d45/51ce6d60819a7dc2a90bf5f2f13bf67669515d45 new file mode 100644 index 0000000..414c8e2 --- /dev/null +++ b/eggs/kde_locals/klipper/data/51ce6d60819a7dc2a90bf5f2f13bf67669515d45/51ce6d60819a7dc2a90bf5f2f13bf67669515d45 @@ -0,0 +1 @@ + $70,784 \ No newline at end of file diff --git a/eggs/kde_locals/klipper/data/1cd98d701bb1700c1a1ceb68a26bc8d817e1a1f6/5d5a7f481a343c5958df9c5ccf09a392b0089cd5 b/eggs/kde_locals/klipper/data/51ce6d60819a7dc2a90bf5f2f13bf67669515d45/5d5a7f481a343c5958df9c5ccf09a392b0089cd5 similarity index 100% rename from eggs/kde_locals/klipper/data/1cd98d701bb1700c1a1ceb68a26bc8d817e1a1f6/5d5a7f481a343c5958df9c5ccf09a392b0089cd5 rename to eggs/kde_locals/klipper/data/51ce6d60819a7dc2a90bf5f2f13bf67669515d45/5d5a7f481a343c5958df9c5ccf09a392b0089cd5 diff --git a/eggs/kde_locals/klipper/data/7dd53ce68f609f747d4b61c4bb7030e1b2eeb569/64cbe9ed9ad8ba97e38a6c2581db39566c979b7a b/eggs/kde_locals/klipper/data/51ce6d60819a7dc2a90bf5f2f13bf67669515d45/add7e07333a2d189bed8ce17f97f79b1d534e89c similarity index 79% rename from eggs/kde_locals/klipper/data/7dd53ce68f609f747d4b61c4bb7030e1b2eeb569/64cbe9ed9ad8ba97e38a6c2581db39566c979b7a rename to eggs/kde_locals/klipper/data/51ce6d60819a7dc2a90bf5f2f13bf67669515d45/add7e07333a2d189bed8ce17f97f79b1d534e89c index ea93ecc..6cb099e 100644 --- a/eggs/kde_locals/klipper/data/7dd53ce68f609f747d4b61c4bb7030e1b2eeb569/64cbe9ed9ad8ba97e38a6c2581db39566c979b7a +++ b/eggs/kde_locals/klipper/data/51ce6d60819a7dc2a90bf5f2f13bf67669515d45/add7e07333a2d189bed8ce17f97f79b1d534e89c @@ -1 +1 @@ -stretchoid.com \ No newline at end of file + $70,784 \ No newline at end of file diff --git a/eggs/kde_locals/klipper/data/51ce6d60819a7dc2a90bf5f2f13bf67669515d45/b37981816f881d9ad50e7c46eff1f18169bf9bf7 b/eggs/kde_locals/klipper/data/51ce6d60819a7dc2a90bf5f2f13bf67669515d45/b37981816f881d9ad50e7c46eff1f18169bf9bf7 new file mode 100644 index 0000000..e64c14a Binary files /dev/null and b/eggs/kde_locals/klipper/data/51ce6d60819a7dc2a90bf5f2f13bf67669515d45/b37981816f881d9ad50e7c46eff1f18169bf9bf7 differ diff --git a/eggs/kde_locals/klipper/data/51ce6d60819a7dc2a90bf5f2f13bf67669515d45/e534a190c6d34783930c16b550dbb119e8e71707 b/eggs/kde_locals/klipper/data/51ce6d60819a7dc2a90bf5f2f13bf67669515d45/e534a190c6d34783930c16b550dbb119e8e71707 new file mode 100644 index 0000000..c623e2e Binary files /dev/null and b/eggs/kde_locals/klipper/data/51ce6d60819a7dc2a90bf5f2f13bf67669515d45/e534a190c6d34783930c16b550dbb119e8e71707 differ diff --git a/eggs/kde_locals/klipper/data/1cd98d701bb1700c1a1ceb68a26bc8d817e1a1f6/63756bcd2afb556255223f058e02ee09a52956e5 b/eggs/kde_locals/klipper/data/53d84c13ca53b1ab23e61c24ddbb80ef476368bc/045070e5c11879603263a489ef3df690f25c1873 similarity index 61% rename from eggs/kde_locals/klipper/data/1cd98d701bb1700c1a1ceb68a26bc8d817e1a1f6/63756bcd2afb556255223f058e02ee09a52956e5 rename to eggs/kde_locals/klipper/data/53d84c13ca53b1ab23e61c24ddbb80ef476368bc/045070e5c11879603263a489ef3df690f25c1873 index 63f1766..c6ad542 100644 --- a/eggs/kde_locals/klipper/data/1cd98d701bb1700c1a1ceb68a26bc8d817e1a1f6/63756bcd2afb556255223f058e02ee09a52956e5 +++ b/eggs/kde_locals/klipper/data/53d84c13ca53b1ab23e61c24ddbb80ef476368bc/045070e5c11879603263a489ef3df690f25c1873 @@ -1 +1 @@ -librespeed-router.arpa. \ No newline at end of file + kann ich auch mit dem Auto anreisen. \ No newline at end of file diff --git a/eggs/kde_locals/klipper/data/53d84c13ca53b1ab23e61c24ddbb80ef476368bc/53d84c13ca53b1ab23e61c24ddbb80ef476368bc b/eggs/kde_locals/klipper/data/53d84c13ca53b1ab23e61c24ddbb80ef476368bc/53d84c13ca53b1ab23e61c24ddbb80ef476368bc new file mode 100644 index 0000000..5bf92be --- /dev/null +++ b/eggs/kde_locals/klipper/data/53d84c13ca53b1ab23e61c24ddbb80ef476368bc/53d84c13ca53b1ab23e61c24ddbb80ef476368bc @@ -0,0 +1 @@ + kann ich auch mit dem Auto anreisen. \ No newline at end of file diff --git a/eggs/kde_locals/klipper/data/60b24fde864e8de374923f2b538fd989639f330d/5d5a7f481a343c5958df9c5ccf09a392b0089cd5 b/eggs/kde_locals/klipper/data/53d84c13ca53b1ab23e61c24ddbb80ef476368bc/5d5a7f481a343c5958df9c5ccf09a392b0089cd5 similarity index 100% rename from eggs/kde_locals/klipper/data/60b24fde864e8de374923f2b538fd989639f330d/5d5a7f481a343c5958df9c5ccf09a392b0089cd5 rename to eggs/kde_locals/klipper/data/53d84c13ca53b1ab23e61c24ddbb80ef476368bc/5d5a7f481a343c5958df9c5ccf09a392b0089cd5 diff --git a/eggs/kde_locals/klipper/data/53d84c13ca53b1ab23e61c24ddbb80ef476368bc/b83f947308a2de40ea5f50f65e35800daefdd3dd b/eggs/kde_locals/klipper/data/53d84c13ca53b1ab23e61c24ddbb80ef476368bc/b83f947308a2de40ea5f50f65e35800daefdd3dd new file mode 100644 index 0000000..5d459b1 Binary files /dev/null and b/eggs/kde_locals/klipper/data/53d84c13ca53b1ab23e61c24ddbb80ef476368bc/b83f947308a2de40ea5f50f65e35800daefdd3dd differ diff --git a/eggs/kde_locals/klipper/data/53d84c13ca53b1ab23e61c24ddbb80ef476368bc/f8ddd1f64f914bf7933536723a589adf63367e4f b/eggs/kde_locals/klipper/data/53d84c13ca53b1ab23e61c24ddbb80ef476368bc/f8ddd1f64f914bf7933536723a589adf63367e4f new file mode 100644 index 0000000..71355bc Binary files /dev/null and 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eggs/kde_locals/klipper/data/608be6eb33860f5cd382faab47339b313ae9c502/5d5a7f481a343c5958df9c5ccf09a392b0089cd5 diff --git a/eggs/kde_locals/klipper/data/608be6eb33860f5cd382faab47339b313ae9c502/608be6eb33860f5cd382faab47339b313ae9c502 b/eggs/kde_locals/klipper/data/608be6eb33860f5cd382faab47339b313ae9c502/608be6eb33860f5cd382faab47339b313ae9c502 new file mode 100644 index 0000000..1b0e646 --- /dev/null +++ b/eggs/kde_locals/klipper/data/608be6eb33860f5cd382faab47339b313ae9c502/608be6eb33860f5cd382faab47339b313ae9c502 @@ -0,0 +1 @@ +$443,471 \ No newline at end of file diff --git a/eggs/kde_locals/klipper/data/608be6eb33860f5cd382faab47339b313ae9c502/70d7ded84453fd5e0eb69705bd7d1bc19604e823 b/eggs/kde_locals/klipper/data/608be6eb33860f5cd382faab47339b313ae9c502/70d7ded84453fd5e0eb69705bd7d1bc19604e823 new file mode 100644 index 0000000..6a0700c Binary files /dev/null and b/eggs/kde_locals/klipper/data/608be6eb33860f5cd382faab47339b313ae9c502/70d7ded84453fd5e0eb69705bd7d1bc19604e823 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-mail.aamshoff.de \ No newline at end of file diff --git a/eggs/kde_locals/klipper/data/b8a3e07795c42484ff810d8b7c653ef1dad979f4/43df43b374603d9130a019e6f4fb0115b6c853de b/eggs/kde_locals/klipper/data/b8a3e07795c42484ff810d8b7c653ef1dad979f4/43df43b374603d9130a019e6f4fb0115b6c853de deleted file mode 100644 index cd4a928..0000000 --- a/eggs/kde_locals/klipper/data/b8a3e07795c42484ff810d8b7c653ef1dad979f4/43df43b374603d9130a019e6f4fb0115b6c853de +++ /dev/null @@ -1,9 +0,0 @@ - - - - - - - -sed -i 's/mgmt\.led_enabled=false/mgmt.led_enabled=true/' /etc/persistent/cfg/mgmt
- diff --git a/eggs/kde_locals/klipper/data/b8a3e07795c42484ff810d8b7c653ef1dad979f4/b8a3e07795c42484ff810d8b7c653ef1dad979f4 b/eggs/kde_locals/klipper/data/b8a3e07795c42484ff810d8b7c653ef1dad979f4/b8a3e07795c42484ff810d8b7c653ef1dad979f4 deleted file mode 100644 index abf57dc..0000000 --- a/eggs/kde_locals/klipper/data/b8a3e07795c42484ff810d8b7c653ef1dad979f4/b8a3e07795c42484ff810d8b7c653ef1dad979f4 +++ /dev/null @@ -1 +0,0 @@ -sed -i 's/mgmt\.led_enabled=false/mgmt.led_enabled=true/' /etc/persistent/cfg/mgmt \ No newline at end of file diff --git a/eggs/kde_locals/klipper/data/bb4ae1235df92cd78d0bac99d62ad69c4b1812e3/bb4ae1235df92cd78d0bac99d62ad69c4b1812e3 b/eggs/kde_locals/klipper/data/bb4ae1235df92cd78d0bac99d62ad69c4b1812e3/bb4ae1235df92cd78d0bac99d62ad69c4b1812e3 new file mode 100644 index 0000000..9a32ee4 --- /dev/null +++ b/eggs/kde_locals/klipper/data/bb4ae1235df92cd78d0bac99d62ad69c4b1812e3/bb4ae1235df92cd78d0bac99d62ad69c4b1812e3 @@ -0,0 +1 @@ +git@git.urmel.duckdns.org:Kyattsukuro/auto-decrypt.git \ No newline at end of file diff --git a/eggs/kde_locals/klipper/data/bdc7876052b1b80d0c2726073540f80aafc25e57/37448738bfa9489046b35f3e6cb0170031052d92 b/eggs/kde_locals/klipper/data/bdc7876052b1b80d0c2726073540f80aafc25e57/37448738bfa9489046b35f3e6cb0170031052d92 deleted file mode 100644 index 067f6af..0000000 --- a/eggs/kde_locals/klipper/data/bdc7876052b1b80d0c2726073540f80aafc25e57/37448738bfa9489046b35f3e6cb0170031052d92 +++ /dev/null @@ -1,9 +0,0 @@ - - - - - - - -/etc/persistent/cfg/mgmt
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a/eggs/kde_locals/klipper/data/c54510164cc8d733671407d85a03ce267a769f7b/bffc37f28f1820f0d988d8bcb4c3680e52441e42 b/eggs/kde_locals/klipper/data/c54510164cc8d733671407d85a03ce267a769f7b/bffc37f28f1820f0d988d8bcb4c3680e52441e42 deleted file mode 100644 index c000dbd..0000000 Binary files a/eggs/kde_locals/klipper/data/c54510164cc8d733671407d85a03ce267a769f7b/bffc37f28f1820f0d988d8bcb4c3680e52441e42 and /dev/null differ diff --git a/eggs/kde_locals/klipper/data/c54510164cc8d733671407d85a03ce267a769f7b/c54510164cc8d733671407d85a03ce267a769f7b b/eggs/kde_locals/klipper/data/c54510164cc8d733671407d85a03ce267a769f7b/c54510164cc8d733671407d85a03ce267a769f7b deleted file mode 100644 index 32c583f..0000000 --- a/eggs/kde_locals/klipper/data/c54510164cc8d733671407d85a03ce267a769f7b/c54510164cc8d733671407d85a03ce267a769f7b +++ /dev/null @@ -1 +0,0 @@ -Galaxy-Note8.arpa \ No newline at end of file diff --git a/eggs/kde_locals/klipper/data/c7c591538469cbca1982464b6fba88736bdc6b0c/5d5a7f481a343c5958df9c5ccf09a392b0089cd5 b/eggs/kde_locals/klipper/data/c7c591538469cbca1982464b6fba88736bdc6b0c/5d5a7f481a343c5958df9c5ccf09a392b0089cd5 new file mode 100644 index 0000000..d613fbb Binary files /dev/null and b/eggs/kde_locals/klipper/data/c7c591538469cbca1982464b6fba88736bdc6b0c/5d5a7f481a343c5958df9c5ccf09a392b0089cd5 differ diff --git a/eggs/kde_locals/klipper/data/c7c591538469cbca1982464b6fba88736bdc6b0c/71f57deb4a36c71e173c6af62612313598da81ac b/eggs/kde_locals/klipper/data/c7c591538469cbca1982464b6fba88736bdc6b0c/71f57deb4a36c71e173c6af62612313598da81ac new file mode 100644 index 0000000..40e5b07 Binary files /dev/null and b/eggs/kde_locals/klipper/data/c7c591538469cbca1982464b6fba88736bdc6b0c/71f57deb4a36c71e173c6af62612313598da81ac differ diff --git a/eggs/kde_locals/klipper/data/c54510164cc8d733671407d85a03ce267a769f7b/ed4a116ba1b56093e2e425375ea48e7c508a502b b/eggs/kde_locals/klipper/data/c7c591538469cbca1982464b6fba88736bdc6b0c/a24238079c67aa3b0eac1d99bf8ea58332332f2c similarity index 76% rename from eggs/kde_locals/klipper/data/c54510164cc8d733671407d85a03ce267a769f7b/ed4a116ba1b56093e2e425375ea48e7c508a502b rename to eggs/kde_locals/klipper/data/c7c591538469cbca1982464b6fba88736bdc6b0c/a24238079c67aa3b0eac1d99bf8ea58332332f2c index 08cc7b4..42182f7 100644 --- a/eggs/kde_locals/klipper/data/c54510164cc8d733671407d85a03ce267a769f7b/ed4a116ba1b56093e2e425375ea48e7c508a502b +++ b/eggs/kde_locals/klipper/data/c7c591538469cbca1982464b6fba88736bdc6b0c/a24238079c67aa3b0eac1d99bf8ea58332332f2c @@ -1 +1 @@ -Galaxy-Note8.arpa \ No newline at end of file +#REQUIRED \ No newline at end of file diff --git a/eggs/kde_locals/klipper/data/c7c591538469cbca1982464b6fba88736bdc6b0c/b7fd4d725f0b4f638794690cd832a1c51636c5f0 b/eggs/kde_locals/klipper/data/c7c591538469cbca1982464b6fba88736bdc6b0c/b7fd4d725f0b4f638794690cd832a1c51636c5f0 new file mode 100644 index 0000000..ae2db8a Binary files /dev/null and b/eggs/kde_locals/klipper/data/c7c591538469cbca1982464b6fba88736bdc6b0c/b7fd4d725f0b4f638794690cd832a1c51636c5f0 differ diff --git a/eggs/kde_locals/klipper/data/c7c591538469cbca1982464b6fba88736bdc6b0c/c7c591538469cbca1982464b6fba88736bdc6b0c b/eggs/kde_locals/klipper/data/c7c591538469cbca1982464b6fba88736bdc6b0c/c7c591538469cbca1982464b6fba88736bdc6b0c new file mode 100644 index 0000000..355ccd9 --- /dev/null +++ b/eggs/kde_locals/klipper/data/c7c591538469cbca1982464b6fba88736bdc6b0c/c7c591538469cbca1982464b6fba88736bdc6b0c @@ -0,0 +1 @@ +#REQUIRED \ No newline at end of file diff --git a/eggs/kde_locals/klipper/data/cc8eafd6f04fd391112e0706ffe8172b33bc903a/cc8eafd6f04fd391112e0706ffe8172b33bc903a b/eggs/kde_locals/klipper/data/cc8eafd6f04fd391112e0706ffe8172b33bc903a/cc8eafd6f04fd391112e0706ffe8172b33bc903a new file mode 100644 index 0000000..22bf7b9 --- /dev/null +++ b/eggs/kde_locals/klipper/data/cc8eafd6f04fd391112e0706ffe8172b33bc903a/cc8eafd6f04fd391112e0706ffe8172b33bc903a @@ -0,0 +1 @@ +https://open-access.network/informieren/open-access-in-fachdisziplinen/kuenstlerische-faecher \ No newline at end of file diff --git a/eggs/kde_locals/klipper/data/d009cb05bb78cd710a7277f8d641cd8ab60917e4/d009cb05bb78cd710a7277f8d641cd8ab60917e4 b/eggs/kde_locals/klipper/data/d009cb05bb78cd710a7277f8d641cd8ab60917e4/d009cb05bb78cd710a7277f8d641cd8ab60917e4 new file mode 100644 index 0000000..27fc024 --- /dev/null +++ b/eggs/kde_locals/klipper/data/d009cb05bb78cd710a7277f8d641cd8ab60917e4/d009cb05bb78cd710a7277f8d641cd8ab60917e4 @@ -0,0 +1 @@ +pkgs-unstable \ No newline at end of file diff --git a/eggs/kde_locals/klipper/data/d009cb05bb78cd710a7277f8d641cd8ab60917e4/de0ee1651b90a632b0fd4acfdb5a9671fd497864 b/eggs/kde_locals/klipper/data/d009cb05bb78cd710a7277f8d641cd8ab60917e4/de0ee1651b90a632b0fd4acfdb5a9671fd497864 new file mode 100644 index 0000000..ee00fc8 --- /dev/null +++ b/eggs/kde_locals/klipper/data/d009cb05bb78cd710a7277f8d641cd8ab60917e4/de0ee1651b90a632b0fd4acfdb5a9671fd497864 @@ -0,0 +1 @@ +
pkgs-unstable
\ No newline at end of file diff --git a/eggs/kde_locals/klipper/data/de483ea4209d8937b1712d7f27dbcf0aa91cb159/de483ea4209d8937b1712d7f27dbcf0aa91cb159 b/eggs/kde_locals/klipper/data/de483ea4209d8937b1712d7f27dbcf0aa91cb159/de483ea4209d8937b1712d7f27dbcf0aa91cb159 new file mode 100644 index 0000000..ae1b6ff --- /dev/null +++ b/eggs/kde_locals/klipper/data/de483ea4209d8937b1712d7f27dbcf0aa91cb159/de483ea4209d8937b1712d7f27dbcf0aa91cb159 @@ -0,0 +1 @@ +((68a847d2-6b96-4b6a-914e-56b2fafe63f4)) \ No newline at end of file diff --git a/eggs/kde_locals/klipper/data/9046c876a4b1ba9da9dda909c87333f9f0c56872/a815b82e05a94768b0ea85b2f11c5d3d80254b27 b/eggs/kde_locals/klipper/data/e1072b16920d56fba0fc8ff55fa78c920aee831a/170e11c65313f7d6d4b4cdf440c5c3aeb89708bf similarity index 84% rename from eggs/kde_locals/klipper/data/9046c876a4b1ba9da9dda909c87333f9f0c56872/a815b82e05a94768b0ea85b2f11c5d3d80254b27 rename to eggs/kde_locals/klipper/data/e1072b16920d56fba0fc8ff55fa78c920aee831a/170e11c65313f7d6d4b4cdf440c5c3aeb89708bf index 8e6f1f1..00b828e 100644 --- a/eggs/kde_locals/klipper/data/9046c876a4b1ba9da9dda909c87333f9f0c56872/a815b82e05a94768b0ea85b2f11c5d3d80254b27 +++ b/eggs/kde_locals/klipper/data/e1072b16920d56fba0fc8ff55fa78c920aee831a/170e11c65313f7d6d4b4cdf440c5c3aeb89708bf @@ -5,5 +5,5 @@ -librespeed-router.arpa
+@git.urmel.duckdns.org
diff --git a/eggs/kde_locals/klipper/data/e1072b16920d56fba0fc8ff55fa78c920aee831a/e1072b16920d56fba0fc8ff55fa78c920aee831a b/eggs/kde_locals/klipper/data/e1072b16920d56fba0fc8ff55fa78c920aee831a/e1072b16920d56fba0fc8ff55fa78c920aee831a new file mode 100644 index 0000000..95241f3 --- /dev/null +++ b/eggs/kde_locals/klipper/data/e1072b16920d56fba0fc8ff55fa78c920aee831a/e1072b16920d56fba0fc8ff55fa78c920aee831a @@ -0,0 +1 @@ +@git.urmel.duckdns.org \ No newline at end of file diff --git a/eggs/kde_locals/klipper/data/e2ca48612ed90110a9289483836a061bc031c7fa/e2ca48612ed90110a9289483836a061bc031c7fa b/eggs/kde_locals/klipper/data/e2ca48612ed90110a9289483836a061bc031c7fa/e2ca48612ed90110a9289483836a061bc031c7fa new file mode 100644 index 0000000..d301247 --- /dev/null +++ b/eggs/kde_locals/klipper/data/e2ca48612ed90110a9289483836a061bc031c7fa/e2ca48612ed90110a9289483836a061bc031c7fa @@ -0,0 +1 @@ +((68a847f6-f69f-431a-8797-54968dfce8b4)) \ No newline at end of file diff --git a/eggs/kde_locals/klipper/data/e43259cab68049b0eb3b93bcb930e33285d1990d/119fbd0220a508662248ef77d9ef257e7cc489d2 b/eggs/kde_locals/klipper/data/e43259cab68049b0eb3b93bcb930e33285d1990d/119fbd0220a508662248ef77d9ef257e7cc489d2 new file mode 100644 index 0000000..7a73c3f Binary files /dev/null and b/eggs/kde_locals/klipper/data/e43259cab68049b0eb3b93bcb930e33285d1990d/119fbd0220a508662248ef77d9ef257e7cc489d2 differ diff --git a/eggs/kde_locals/klipper/data/e43259cab68049b0eb3b93bcb930e33285d1990d/5d5a7f481a343c5958df9c5ccf09a392b0089cd5 b/eggs/kde_locals/klipper/data/e43259cab68049b0eb3b93bcb930e33285d1990d/5d5a7f481a343c5958df9c5ccf09a392b0089cd5 new file mode 100644 index 0000000..d613fbb Binary files /dev/null and b/eggs/kde_locals/klipper/data/e43259cab68049b0eb3b93bcb930e33285d1990d/5d5a7f481a343c5958df9c5ccf09a392b0089cd5 differ diff --git a/eggs/kde_locals/klipper/data/e43259cab68049b0eb3b93bcb930e33285d1990d/805ee3200ef60937a043c3f17ebd05944703f92d b/eggs/kde_locals/klipper/data/e43259cab68049b0eb3b93bcb930e33285d1990d/805ee3200ef60937a043c3f17ebd05944703f92d new file mode 100644 index 0000000..1175a14 --- /dev/null +++ b/eggs/kde_locals/klipper/data/e43259cab68049b0eb3b93bcb930e33285d1990d/805ee3200ef60937a043c3f17ebd05944703f92d @@ -0,0 +1,2 @@ + +<!ATTLIST element-name attribute-name attribute-type attribute-value> \ No newline at end of file diff --git a/eggs/kde_locals/klipper/data/e43259cab68049b0eb3b93bcb930e33285d1990d/b7fd4d725f0b4f638794690cd832a1c51636c5f0 b/eggs/kde_locals/klipper/data/e43259cab68049b0eb3b93bcb930e33285d1990d/b7fd4d725f0b4f638794690cd832a1c51636c5f0 new file mode 100644 index 0000000..ae2db8a Binary files /dev/null and b/eggs/kde_locals/klipper/data/e43259cab68049b0eb3b93bcb930e33285d1990d/b7fd4d725f0b4f638794690cd832a1c51636c5f0 differ diff --git a/eggs/kde_locals/klipper/data/e43259cab68049b0eb3b93bcb930e33285d1990d/e43259cab68049b0eb3b93bcb930e33285d1990d b/eggs/kde_locals/klipper/data/e43259cab68049b0eb3b93bcb930e33285d1990d/e43259cab68049b0eb3b93bcb930e33285d1990d new file mode 100644 index 0000000..4cda12e --- /dev/null +++ b/eggs/kde_locals/klipper/data/e43259cab68049b0eb3b93bcb930e33285d1990d/e43259cab68049b0eb3b93bcb930e33285d1990d @@ -0,0 +1 @@ + \ No newline at end of file diff --git a/eggs/kde_locals/klipper/data/e833a31703215f2b63f633bae1c5ac0967dab009/c2dc166ff8f34fde6ff0cf886f1d266292b53ad4 b/eggs/kde_locals/klipper/data/e833a31703215f2b63f633bae1c5ac0967dab009/c2dc166ff8f34fde6ff0cf886f1d266292b53ad4 deleted file mode 100644 index a344334..0000000 --- a/eggs/kde_locals/klipper/data/e833a31703215f2b63f633bae1c5ac0967dab009/c2dc166ff8f34fde6ff0cf886f1d266292b53ad4 +++ /dev/null @@ -1 +0,0 @@ -
hallway_ap_light:
turn_on:
action: shell_command.ap_wintergarden_light_on
turn_off:
action: shell_command.ap_wintergarden_light_off
\ No newline at end of file diff --git a/eggs/kde_locals/klipper/data/e833a31703215f2b63f633bae1c5ac0967dab009/e833a31703215f2b63f633bae1c5ac0967dab009 b/eggs/kde_locals/klipper/data/e833a31703215f2b63f633bae1c5ac0967dab009/e833a31703215f2b63f633bae1c5ac0967dab009 deleted file mode 100644 index 47b59bb..0000000 --- a/eggs/kde_locals/klipper/data/e833a31703215f2b63f633bae1c5ac0967dab009/e833a31703215f2b63f633bae1c5ac0967dab009 +++ /dev/null @@ -1,5 +0,0 @@ -hallway_ap_light: - turn_on: - action: shell_command.ap_wintergarden_light_on - turn_off: - action: shell_command.ap_wintergarden_light_off \ No newline at end of file diff --git a/eggs/kde_locals/klipper/data/eba59bdad83ee86cd09bf0ce7f2126b8cc332010/eba59bdad83ee86cd09bf0ce7f2126b8cc332010 b/eggs/kde_locals/klipper/data/eba59bdad83ee86cd09bf0ce7f2126b8cc332010/eba59bdad83ee86cd09bf0ce7f2126b8cc332010 new file mode 100644 index 0000000..32c46a4 --- /dev/null +++ b/eggs/kde_locals/klipper/data/eba59bdad83ee86cd09bf0ce7f2126b8cc332010/eba59bdad83ee86cd09bf0ce7f2126b8cc332010 @@ -0,0 +1 @@ +![06 -American-Dream-over-the-years.pdf](../assets/06_-American-Dream-over-the-years_1755858224039_0.pdf) \ No newline at end of file diff --git a/eggs/kde_locals/klipper/data/eef8b3cf26ae8fcc430fb2639fbe83848f3c3d44/d0f2d507fb8e147266977b98e49cacd204084e8a b/eggs/kde_locals/klipper/data/eef8b3cf26ae8fcc430fb2639fbe83848f3c3d44/d0f2d507fb8e147266977b98e49cacd204084e8a deleted file mode 100644 index 76c1689..0000000 --- a/eggs/kde_locals/klipper/data/eef8b3cf26ae8fcc430fb2639fbe83848f3c3d44/d0f2d507fb8e147266977b98e49cacd204084e8a +++ /dev/null @@ -1,9 +0,0 @@ - - - - - - - -ping librespeed-router.arpa
- diff --git a/eggs/kde_locals/klipper/data/eef8b3cf26ae8fcc430fb2639fbe83848f3c3d44/eef8b3cf26ae8fcc430fb2639fbe83848f3c3d44 b/eggs/kde_locals/klipper/data/eef8b3cf26ae8fcc430fb2639fbe83848f3c3d44/eef8b3cf26ae8fcc430fb2639fbe83848f3c3d44 deleted file mode 100644 index 4619afd..0000000 --- a/eggs/kde_locals/klipper/data/eef8b3cf26ae8fcc430fb2639fbe83848f3c3d44/eef8b3cf26ae8fcc430fb2639fbe83848f3c3d44 +++ /dev/null @@ -1 +0,0 @@ -ping librespeed-router.arpa \ No newline at end of file diff --git a/eggs/kde_locals/klipper/data/f0a928abea9ff983e68f762c019425e25fc24735/f0a928abea9ff983e68f762c019425e25fc24735 b/eggs/kde_locals/klipper/data/f0a928abea9ff983e68f762c019425e25fc24735/f0a928abea9ff983e68f762c019425e25fc24735 new file mode 100644 index 0000000..12e5018 --- /dev/null +++ b/eggs/kde_locals/klipper/data/f0a928abea9ff983e68f762c019425e25fc24735/f0a928abea9ff983e68f762c019425e25fc24735 @@ -0,0 +1 @@ + diff --git a/eggs/kde_locals/klipper/data/f63d63fe35d3d1beaaa9159fd28d4f9d0668f186/f63d63fe35d3d1beaaa9159fd28d4f9d0668f186 b/eggs/kde_locals/klipper/data/f63d63fe35d3d1beaaa9159fd28d4f9d0668f186/f63d63fe35d3d1beaaa9159fd28d4f9d0668f186 deleted file mode 100644 index 51423aa..0000000 --- a/eggs/kde_locals/klipper/data/f63d63fe35d3d1beaaa9159fd28d4f9d0668f186/f63d63fe35d3d1beaaa9159fd28d4f9d0668f186 +++ /dev/null @@ -1 +0,0 @@ -~/.local/share/user-places.xbel.bak \ No newline at end of file diff --git a/eggs/kde_locals/klipper/data/feae914346a79cf815b32ec1010e885810b33ab9/7b822de874a1d9cee6baf39fcf344ce7c5be2c30 b/eggs/kde_locals/klipper/data/feae914346a79cf815b32ec1010e885810b33ab9/7b822de874a1d9cee6baf39fcf344ce7c5be2c30 deleted file mode 100644 index b8907e3..0000000 --- a/eggs/kde_locals/klipper/data/feae914346a79cf815b32ec1010e885810b33ab9/7b822de874a1d9cee6baf39fcf344ce7c5be2c30 +++ /dev/null @@ -1 +0,0 @@ -
ap_hallway_light_off: ssh -i /config/ssh/ap_one -o 'StrictHostKeyChecking=no' someone@172.24.0.4 "sed -i 's/mgmt\.led_enabled=true/mgmt.led_enabled=false/' /etc/persistent/cfg/mgmt"
\ No newline at end of file diff --git a/eggs/kde_locals/klipper/data/feae914346a79cf815b32ec1010e885810b33ab9/feae914346a79cf815b32ec1010e885810b33ab9 b/eggs/kde_locals/klipper/data/feae914346a79cf815b32ec1010e885810b33ab9/feae914346a79cf815b32ec1010e885810b33ab9 deleted file mode 100644 index ab63303..0000000 --- a/eggs/kde_locals/klipper/data/feae914346a79cf815b32ec1010e885810b33ab9/feae914346a79cf815b32ec1010e885810b33ab9 +++ /dev/null @@ -1 +0,0 @@ - ap_hallway_light_off: ssh -i /config/ssh/ap_one -o 'StrictHostKeyChecking=no' someone@172.24.0.4 "sed -i 's/mgmt\.led_enabled=true/mgmt.led_enabled=false/' /etc/persistent/cfg/mgmt" diff --git a/eggs/kde_locals/klipper/history3.sqlite b/eggs/kde_locals/klipper/history3.sqlite index 34a8094..62abd9a 100644 Binary files a/eggs/kde_locals/klipper/history3.sqlite and b/eggs/kde_locals/klipper/history3.sqlite differ diff --git a/eggs/kde_locals/klipper/history3.sqlite-shm b/eggs/kde_locals/klipper/history3.sqlite-shm index f032a75..f179590 100644 Binary files a/eggs/kde_locals/klipper/history3.sqlite-shm and b/eggs/kde_locals/klipper/history3.sqlite-shm differ diff --git a/eggs/kde_locals/klipper/history3.sqlite-wal b/eggs/kde_locals/klipper/history3.sqlite-wal index 296f292..ded8a00 100644 Binary files a/eggs/kde_locals/klipper/history3.sqlite-wal and b/eggs/kde_locals/klipper/history3.sqlite-wal differ diff --git a/eggs/kde_locals/krunnerstaterc b/eggs/kde_locals/krunnerstaterc index 83f3328..83e73c0 100644 --- a/eggs/kde_locals/krunnerstaterc +++ b/eggs/kde_locals/krunnerstaterc @@ -1,6 +1,6 @@ [PlasmaRunnerManager] -LaunchCounts=6 exec:///run/current-system/sw/bin/packettracer8,46 exec:///run/current-system/sw/bin/code,1 exec:///run/current-system/sw/bin/vim,26 exec:///run/current-system/sw/bin/rnote,3 exec:///run/current-system/sw/bin/firefox --name firefox,3 exec:///run/current-system/sw/bin/wireshark,1 krunner_systemsettings_kcm_krdpserver,1 exec:///run/current-system/sw/bin/gimp-3.0,1 file:///home/someone/go/pkg/mod/golang.org/x/tools@v0.31.0/godoc/static/analysis/help.html,1 krunner_systemsettings_kcm_netpref,1 exec:///run/current-system/sw/bin/kinfocenter,1 krunner_systemsettings_kcm_access,1 exec:///nix/store/168i9bhp9nybjqf2x0grbxq6w6hzllim-spectacle-6.3.5/bin/spectacle,3 exec:///run/current-system/sw/bin/nextcloud,1 krunner_systemsettings_kcm_workspace,12 exec:///run/current-system/sw/bin/virt-manager,1 krunner_systemsettings_kcm_bluetooth,8 exec:///run/current-system/sw/bin/libreoffice --writer,34 exec:///run/current-system/sw/bin/dolphin,2 exec:///run/current-system/sw/bin/libreoffice --calc,82 exec:///run/current-system/sw/bin/librewolf --name librewolf,1 exec:///run/current-system/sw/bin/libreoffice --impress,4 exec:///nix/store/yd26m5az9n23gmgzfyihv0a2cz4g6bx0-spectacle-6.3.5/bin/spectacle,76 exec:///run/current-system/sw/bin/konsole,2 exec:///run/current-system/sw/bin/kate -b,16 exec:///run/current-system/sw/bin/zap,24 exec:///run/current-system/sw/bin/systemsettings,1 krunner_webshortcuts_https://duckduckgo.com/?q=rnio&t=kde,1 calculator_8192*2 +LaunchCounts=1 calculator_1855-1847,1 calculator_32+16,1 krunner_systemsettings_kcm_access,1 calculator_96+8,3 exec:///run/current-system/sw/bin/wireshark,1 exec:///run/current-system/sw/bin/nixos-help,30 exec:///run/current-system/sw/bin/libreoffice --writer,2 exec:///run/current-system/sw/bin/plasma-systemmonitor,3 exec:///run/current-system/sw/bin/firefox --name firefox,1 krunner_systemsettings_kcm_bluetooth,2 krunner_systemsettings_kcm_netpref,2 calculator_88+8,1 file:///home/someone/go/pkg/mod/golang.org/x/tools@v0.31.0/godoc/static/analysis/help.html,17 exec:///run/current-system/sw/bin/virt-manager,1 exec:///run/current-system/sw/bin/vim,1 exec:///nix/store/168i9bhp9nybjqf2x0grbxq6w6hzllim-spectacle-6.3.5/bin/spectacle,116 exec:///run/current-system/sw/bin/dolphin,2 calculator_2048*2-2,1 calculator_8192*2,1 exec:///run/current-system/sw/bin/kdeconnect-app,127 exec:///run/current-system/sw/bin/code,257 exec:///run/current-system/sw/bin/librewolf --name librewolf,1 krunner_webshortcuts_https://duckduckgo.com/?q=rnio&t=kde,1 calculator_1024*16,19 exec:///run/current-system/sw/bin/nextcloud,9 exec:///run/current-system/sw/bin/gimp-3.0,2 exec:///run/current-system/sw/bin/okular,130 exec:///run/current-system/sw/bin/konsole,1 krunner_systemsettings_kcm_desktoppaths,115 exec:///run/current-system/sw/bin/logseq,61 exec:///run/current-system/sw/bin/rnote,1 calculator_4096*2-2,1 exec:///run/current-system/sw/bin/kinfocenter,1 calculator_1024*4,1 calculator_104+8,1 calculator_512*8,3 krunner_systemsettings_kcm_krdpserver,1 calculator_1024*2-2,36 exec:///nix/store/yd26m5az9n23gmgzfyihv0a2cz4g6bx0-spectacle-6.3.5/bin/spectacle,1 calculator_112+4,6 exec:///run/current-system/sw/bin/libreoffice --calc,31 exec:///run/current-system/sw/bin/systemsettings,2 exec:///run/current-system/sw/bin/kate -b,1 krunner_systemsettings_kcm_workspace,10 exec:///run/current-system/sw/bin/packettracer8,16 exec:///run/current-system/sw/bin/libreoffice --impress,1 calculator_((5/6)+(10/16))/2,16 exec:///run/current-system/sw/bin/zap [PlasmaRunnerManager][History] -default=li -e33200df-9983-40fd-8947-71417c6b518e=code,li,ko,lib,rno,rn,sett,dol,k,r,orc,v,virt,do,8192*2,vir,nex,kate,d,sys,power,cod,rnio,l,lin,scre,pack,cisc,cisco,vi,scree,set,wire,kon,pro,ze,z,li#,zap,fire,calc,ka,term,ter,wal,s,CODE,bl,ne,plas +default=lo,li +e33200df-9983-40fd-8947-71417c6b518e=gn,v,ko,nex,ne,dol,lo,do,512*8,sett,set,n,rn,li,r,code,log,l,scree,ter,scre,gim,rno,g,d,re,rem,k,libre,lib,tas,scr,virt,cod,disc,cha,KO,o,kde,1024*4,1855-1847,kog,pack,((5/6)+(10/16))/2,screensho,kon,1024*16,112+4,104+8,96+8 diff --git a/eggs/kde_locals/kwalletd/kdewallet.kwl b/eggs/kde_locals/kwalletd/kdewallet.kwl index 249d569..847f3d6 100644 Binary files a/eggs/kde_locals/kwalletd/kdewallet.kwl and b/eggs/kde_locals/kwalletd/kdewallet.kwl differ diff --git a/eggs/kde_locals/kwalletd/kdewallet_attributes.json b/eggs/kde_locals/kwalletd/kdewallet_attributes.json index e1d2b93..ee514e2 100644 --- a/eggs/kde_locals/kwalletd/kdewallet_attributes.json +++ b/eggs/kde_locals/kwalletd/kdewallet_attributes.json @@ -1,6 +1,6 @@ { "$fdo_created": "1748649994", - "$fdo_modified": "1751462326", + "$fdo_modified": "1763541318", "Chromium Keys/Chromium Safe Storage": { "$fdo_created": "1748704742", "$fdo_mime_type": "text/plain", @@ -12,6 +12,61 @@ "xdg:schema": "org.qt.keychain" } }, + "Network Management/{397a39fc-ebe9-4912-88cd-3548359cd7a5};802-11-wireless-security": { + "$fdo_created": "1758984333", + "$fdo_mime_type": "text/plain", + "$fdo_modified": "1758984333", + "attributes": { + "server": "Network Management", + "type": "map", + "user": "{397a39fc-ebe9-4912-88cd-3548359cd7a5};802-11-wireless-security", + "xdg:schema": "org.qt.keychain" + } + }, + "Network Management/{3dc06da0-8f68-479a-a967-a5a8c29bfa32};802-11-wireless-security": { + "$fdo_created": "1760108551", + "$fdo_mime_type": "text/plain", + "$fdo_modified": "1760108551", + "attributes": { + "server": "Network Management", + "type": "map", + "user": "{3dc06da0-8f68-479a-a967-a5a8c29bfa32};802-11-wireless-security", + "xdg:schema": "org.qt.keychain" + } + }, + "Network Management/{59e4bb44-5d48-4442-bc2a-c11d6294968c};802-11-wireless-security": { + "$fdo_created": "1759249764", + "$fdo_mime_type": "text/plain", + "$fdo_modified": "1759249764", + "attributes": { + "server": "Network Management", + "type": "map", + "user": "{59e4bb44-5d48-4442-bc2a-c11d6294968c};802-11-wireless-security", + "xdg:schema": "org.qt.keychain" + } + }, + "Network Management/{62eb7f34-d5f0-42b4-a71a-737e598a3713};802-11-wireless-security": { + "$fdo_created": "1758969994", + "$fdo_mime_type": "text/plain", + "$fdo_modified": "1758969994", + "attributes": { + "server": "Network Management", + "type": "map", + "user": "{62eb7f34-d5f0-42b4-a71a-737e598a3713};802-11-wireless-security", + "xdg:schema": "org.qt.keychain" + } + }, + "Network Management/{8131dbf1-7bf9-4ca8-9630-754196d95604};802-11-wireless-security": { + "$fdo_created": "1759494180", + "$fdo_mime_type": "text/plain", + "$fdo_modified": "1759494180", + "attributes": { + "server": "Network Management", + "type": "map", + "user": "{8131dbf1-7bf9-4ca8-9630-754196d95604};802-11-wireless-security", + "xdg:schema": "org.qt.keychain" + } + }, "Network Management/{8710b5bc-79a9-4e7b-aacd-bb6e3fcac42f};802-1x": { "$fdo_created": "1748851397", "$fdo_mime_type": "text/plain", @@ -23,6 +78,17 @@ "xdg:schema": "org.qt.keychain" } }, + "Network Management/{b5139e13-d2b3-45c8-937c-85ff9fcd22ff};802-11-wireless-security": { + "$fdo_created": "1758359018", + "$fdo_mime_type": "text/plain", + "$fdo_modified": "1758359018", + "attributes": { + "server": "Network Management", + "type": "map", + "user": "{b5139e13-d2b3-45c8-937c-85ff9fcd22ff};802-11-wireless-security", + "xdg:schema": "org.qt.keychain" + } + }, "Network Management/{c18cb36a-7b3f-4377-bc34-c71a2eff8cc4};802-11-wireless-security": { "$fdo_created": "1748855789", "$fdo_mime_type": "text/plain", @@ -45,6 +111,17 @@ "xdg:schema": "org.qt.keychain" } }, + "Network Management/{c56f34fe-4787-4a5c-93be-dbbb485ec24f};802-11-wireless-security": { + "$fdo_created": "1755868536", + "$fdo_mime_type": "text/plain", + "$fdo_modified": "1755868536", + "attributes": { + "server": "Network Management", + "type": "map", + "user": "{c56f34fe-4787-4a5c-93be-dbbb485ec24f};802-11-wireless-security", + "xdg:schema": "org.qt.keychain" + } + }, "Network Management/{c7aa6938-f602-45e7-a37f-06cc315af94f};802-11-wireless-security": { "$fdo_created": "1749996475", "$fdo_mime_type": "text/plain", @@ -67,6 +144,17 @@ "xdg:schema": "org.qt.keychain" } }, + "Network Management/{cfd294ec-e27b-4f89-bd3e-470087e9fb7b};vpn": { + "$fdo_created": "1763038224", + "$fdo_mime_type": "text/plain", + "$fdo_modified": "1763038224", + "attributes": { + "server": "Network Management", + "type": "map", + "user": "{cfd294ec-e27b-4f89-bd3e-470087e9fb7b};vpn", + "xdg:schema": "org.qt.keychain" + } + }, "Network Management/{dfe08559-d90f-43c1-90cf-c0608c6813ab};802-11-wireless-security": { "$fdo_created": "1750142628", "$fdo_mime_type": "text/plain", @@ -78,6 +166,17 @@ "xdg:schema": "org.qt.keychain" } }, + "Network Management/{ea4a48c8-4be1-4722-910f-285658db6e81};802-11-wireless-security": { + "$fdo_created": "1763105808", + "$fdo_mime_type": "text/plain", + "$fdo_modified": "1763105808", + "attributes": { + "server": "Network Management", + "type": "map", + "user": "{ea4a48c8-4be1-4722-910f-285658db6e81};802-11-wireless-security", + "xdg:schema": "org.qt.keychain" + } + }, "Nextcloud/someone:https://nextcloud.urmel.duckdns.org/:0": { "$fdo_created": "1748714581", "$fdo_mime_type": "text/plain", @@ -90,14 +189,34 @@ } }, "Nextcloud/someone_app-password:https://nextcloud.urmel.duckdns.org/:0": { - "$fdo_created": "1751462326", + "$fdo_created": "1763541318", "$fdo_mime_type": "text/plain", - "$fdo_modified": "1751462326", + "$fdo_modified": "1763541318", "attributes": { "server": "Nextcloud", "type": "base64", "user": "someone_app-password:https://nextcloud.urmel.duckdns.org/:0", "xdg:schema": "org.qt.keychain" } + }, + "Passwords/smb-172.24.2.6:-1": { + "$fdo_created": "1760266650", + "$fdo_mime_type": "text/plain", + "$fdo_modified": "1760266650", + "attributes": { + "server": "Passwords", + "type": "map", + "user": "smb-172.24.2.6:-1", + "xdg:schema": "org.qt.keychain" + } + }, + "xdg-desktop-portal/org.kde.konsole": { + "$fdo_created": "1761141127", + "$fdo_modified": "1761141127", + "attributes": { + "server": "xdg-desktop-portal", + "type": "binary", + "user": "org.kde.konsole" + } } } diff --git a/eggs/kde_locals/libkunitconversion/currency.xml b/eggs/kde_locals/libkunitconversion/currency.xml index 99b99a8..7fecac4 100644 --- a/eggs/kde_locals/libkunitconversion/currency.xml +++ b/eggs/kde_locals/libkunitconversion/currency.xml @@ -5,37 +5,37 @@ European Central Bank - - - + + + - - - - - - - - - - - - - - - - - - - - - - - - - - - + + + + + + + + + + + + + + + + + + + + + + + + + + + \ No newline at end of file diff --git a/eggs/kde_locals/user-places.xbel b/eggs/kde_locals/user-places.xbel index 5c42841..4714174 100644 --- a/eggs/kde_locals/user-places.xbel +++ b/eggs/kde_locals/user-places.xbel @@ -176,4 +176,22 @@ + + + + /org/freedesktop/UDisks2/block_devices/sda1 + true + 440b-60d7 + + + + + + + /org/freedesktop/UDisks2/block_devices/sda1 + true + 12ce-a600 + + + diff --git a/eggs/kde_rc/arkrc b/eggs/kde_rc/arkrc index bb5b725..37e7d8d 100644 --- a/eggs/kde_rc/arkrc +++ b/eggs/kde_rc/arkrc @@ -1,6 +1,6 @@ [ExtractDialog] 1707x1067 screen: Window-Maximized=true -DirHistory[$e]=$HOME/Code/,$HOME/Downloads/,$HOME/Build/armv7_linker/,$HOME/Documents/,$HOME/Nextcloud/Office/Schule/Kun/,$HOME/Builds/,$HOME/Code/broadway/,$HOME/Documents/VPN/ +DirHistory[$e]=$HOME/Code/school/,$HOME/Code/,$HOME/Downloads/,$HOME/Build/armv7_linker/,$HOME/Documents/,$HOME/Nextcloud/Office/Schule/Kun/,$HOME/Builds/,$HOME/Code/broadway/,$HOME/Documents/VPN/ [Extraction] openDestinationFolderAfterExtraction=true diff --git a/eggs/kde_rc/dolphinrc b/eggs/kde_rc/dolphinrc index dfc46ba..e833b81 100644 --- a/eggs/kde_rc/dolphinrc +++ b/eggs/kde_rc/dolphinrc @@ -1,6 +1,3 @@ -[DetailsMode] -PreviewSize=32 - [General] BrowseThroughArchives=true Version=202 diff --git a/eggs/kde_rc/gtkrc-2.0 b/eggs/kde_rc/gtkrc-2.0 index fbdfa62..5d8fbe2 100644 --- a/eggs/kde_rc/gtkrc-2.0 +++ b/eggs/kde_rc/gtkrc-2.0 @@ -1,4 +1,4 @@ -# created by KDE Plasma, Wed Jul 2 15:17:42 2025 +# created by KDE Plasma, Tue Nov 11 08:07:37 2025 # gtk-alternative-button-order = 1 diff --git a/eggs/kde_rc/gwenviewrc b/eggs/kde_rc/gwenviewrc index c46967c..1f39abc 100644 --- a/eggs/kde_rc/gwenviewrc +++ b/eggs/kde_rc/gwenviewrc @@ -7,32 +7,31 @@ SideBarPage=folders [MainWindow] MenuBar=Disabled -ToolBarsMovable=Disabled [Recent Files] -File1[$e]=$HOME/Nextcloud/Office/Schule/InfT/docker/media/dockerCreateDemoPP.drawio.png -File10[$e]=$HOME/Downloads/Screenshot 2025-03-07 at 10-24-50 NxDeckGantt.png -File2[$e]=$HOME/Pictures/Screenshots/Screenshot_20250219_145207.png -File3[$e]=$HOME/Nextcloud/Office/Schule/Kun/farbschema1.png -File4[$e]=$HOME/Nextcloud/Office/Schule/Kun/kubismus/f_schema1.png -File5[$e]=$HOME/Nextcloud/Office/Schule/Kun/kubismus/o_schema.png -File6[$e]=$HOME/Nextcloud/Office/Schule/Kun/kubismus/farbschema1.png -File7[$e]=$HOME/Nextcloud/Office/Schule/Kun/kubismus/kubismus-lines-a3.xcf -File8[$e]=$HOME/Downloads/PDF.pdf -File9[$e]=$HOME/Downloads/Screenshot 2025-03-07 at 10-25-27 NxDeckGantt.png -Name1[$e]=dockerCreateDemoPP.drawio.png -Name10[$e]=Screenshot 2025-03-07 at 10-24-50 NxDeckGantt.png -Name2[$e]=Screenshot_20250219_145207.png -Name3[$e]=farbschema1.png -Name4[$e]=f_schema1.png -Name5[$e]=o_schema.png -Name6[$e]=farbschema1.png -Name7[$e]=kubismus-lines-a3.xcf -Name8[$e]=PDF.pdf -Name9[$e]=Screenshot 2025-03-07 at 10-25-27 NxDeckGantt.png +File1[$e]=$HOME/Nextcloud/Office/DieLinke/solid/media/logo/hb/2025logo_solid_hb.png +File10[$e]=$HOME/Nextcloud/Screenshot_20250922-214259_WhatsApp.jpg +File2[$e]=$HOME/Desktop/Untitled.xcf +File3[$e]=$HOME/Downloads/canvas.png +File4[$e]=$HOME/Nextcloud/1129285025.jpg +File5[$e]=$HOME/Nextcloud/simnplyfied_tw.png +File6[$e]=$HOME/Nextcloud/Bilder/nixLapScreenshot/Screenshot_20251111_094817.png +File7[$e]=$HOME/Nextcloud/Office/DieLinke/solid/media/social/transparent-join.png +File8[$e]=$HOME/Nextcloud/Office/DieLinke/solid/media/social/white-join.png +File9[$e]=$HOME/Desktop/blk.jpg +Name1[$e]=2025logo_solid_hb.png +Name10[$e]=Screenshot_20250922-214259_WhatsApp.jpg +Name2[$e]=Untitled.xcf +Name3[$e]=canvas.png +Name4[$e]=1129285025.jpg +Name5[$e]=simnplyfied_tw.png +Name6[$e]=Screenshot_20251111_094817.png +Name7[$e]=transparent-join.png +Name8[$e]=white-join.png +Name9[$e]=blk.jpg [SideBar] InformationSplitterSizes=220,255 IsVisible ViewMode=true PreferredMetaInfoKeyList=General.Name,General.Created,General.ImageSize,Exif.Photo.FNumber,Exif.Nikon3.Lens,Exif.Photo.Flash,Exif.Photo.ExposureTime,Exif.NikonIi.ISO -SideBarSplitterSizes=159,602 +SideBarSplitterSizes=159,1547 diff --git a/eggs/kde_rc/kiorc b/eggs/kde_rc/kiorc index 2f09629..562c9ad 100644 --- a/eggs/kde_rc/kiorc +++ b/eggs/kde_rc/kiorc @@ -4,4 +4,4 @@ ConfirmEmptyTrash=true ConfirmTrash=false [Executable scripts] -behaviourOnLaunch=alwaysAsk +behaviourOnLaunch=execute diff --git a/eggs/kde_rc/ksmserverrc b/eggs/kde_rc/ksmserverrc index 9b46db3..bc619cb 100644 --- a/eggs/kde_rc/ksmserverrc +++ b/eggs/kde_rc/ksmserverrc @@ -1,5 +1,7 @@ [LegacySession: saved at previous logout] -count=0 +clientMachine1=localhost +command1=librewolf +count=1 [Session: saved at previous logout] count=0 diff --git a/eggs/kde_rc/kwinrc b/eggs/kde_rc/kwinrc index 286dfdc..d773618 100644 --- a/eggs/kde_rc/kwinrc +++ b/eggs/kde_rc/kwinrc @@ -1,12 +1,13 @@ [Activities][LastVirtualDesktop] -e33200df-9983-40fd-8947-71417c6b518e=89cafc6a-ea97-4933-b016-4017a4ca30f9 +e33200df-9983-40fd-8947-71417c6b518e=1cdd0132-045f-4aa8-bc2e-b11b7a91de79 [Desktops] Id_1=5b1ead16-5db2-422a-9d3f-2c518bd23430 Id_2=89cafc6a-ea97-4933-b016-4017a4ca30f9 -Id_3=5a9fefac-086f-47fd-bd92-618fe1bd6d3c +Id_3=1cdd0132-045f-4aa8-bc2e-b11b7a91de79 +Id_4=7de589f8-1518-45a6-a599-e90f22fefb89 Name_2=Desktop 3 -Number=3 +Number=4 Rows=1 [Effect-overview] @@ -70,17 +71,26 @@ tiles={"layoutDirection":"horizontal","tiles":[{"width":0.25},{"width":0.5},{"wi [Tiling][a1ae33c8-0075-5ee2-8cca-47b2c56a9de2] tiles={"layoutDirection":"horizontal","tiles":[{"width":0.25},{"width":0.5},{"width":0.25}]} +[Tiling][aa8154fb-555f-5cf5-9033-a31acd86bd47] +tiles={"layoutDirection":"horizontal","tiles":[{"width":0.25},{"width":0.5},{"width":0.25}]} + [Tiling][cabc6c37-482e-5f6e-ae1f-4bb5646e00fd] tiles={"layoutDirection":"horizontal","tiles":[{"width":0.25},{"width":0.5},{"width":0.25}]} +[Tiling][d1d3ae20-dc98-5a16-8fe0-9f844ef0b686] +tiles={"layoutDirection":"horizontal","tiles":[{"width":0.25},{"width":0.5},{"width":0.25}]} + [Tiling][e319c315-5c95-50f8-88c9-eb405b1221f5] tiles={"layoutDirection":"horizontal","tiles":[{"width":0.25},{"width":0.5},{"width":0.25}]} +[Tiling][f02eee31-5bc6-5c40-a51d-fd7152eec15d] +tiles={"layoutDirection":"horizontal","tiles":[{"width":0.25},{"width":0.5},{"width":0.25}]} + [TouchEdges] Bottom=ApplicationLauncher [Wayland] -InputMethod[$e]=/usr/share/applications/com.github.maliit.keyboard.desktop +InputMethod[$e]=/run/current-system/sw/share/applications/org.freedesktop.IBus.Panel.Wayland.Gtk3.desktop VirtualKeyboardEnabled=true [Xwayland] diff --git a/eggs/kde_rc/kwriterc b/eggs/kde_rc/kwriterc index a89ba7f..f51bea4 100644 --- a/eggs/kde_rc/kwriterc +++ b/eggs/kde_rc/kwriterc @@ -6,7 +6,3 @@ Show Menu Bar=false Show Status Bar=true Show Tab Bar=true Show Url Nav Bar=false - -[MainWindow] -1707x1067 screen: Height=923 -1707x1067 screen: Width=829 diff --git a/eggs/kde_rc/kxkbrc b/eggs/kde_rc/kxkbrc index b6ece95..b87daba 100644 --- a/eggs/kde_rc/kxkbrc +++ b/eggs/kde_rc/kxkbrc @@ -1,4 +1,6 @@ [Layout] LayoutList=de +Options=caps:none +ResetOldOptions=true Use=true VariantList=deadgraveacute diff --git a/eggs/kde_rc/okularrc b/eggs/kde_rc/okularrc index 87080d6..93fefb5 100644 --- a/eggs/kde_rc/okularrc +++ b/eggs/kde_rc/okularrc @@ -10,23 +10,23 @@ ShowSidebar=true 1536x864 screen: Width=600 [Recent Files] -File1[$e]=$HOME/Desktop/MechanischeWellen.pdf -File10[$e]=$HOME/Nextcloud/Office/Schule/DQI22-12/InfT/AduinoInstructionSetSummery.pdf -File2[$e]=$HOME/Nextcloud/Office/Schule/TiP/CCNAv2.pdf -File3[$e]=$HOME/Nextcloud/Office/DieLinke/solid/protokollvorlage.pdf -File4[$e]=$HOME/Nextcloud/Office/DieLinke/solid/protokollvorlage_20250624_uneditable.pdf -File5[$e]=$HOME/Nextcloud/Office/DieLinke/solid/docs/protokollvorlage.pdf -File6[$e]=$HOME/Nextcloud/Office/DieLinke/solid/protokollvorlage_20250624.pdf -File7[$e]=$HOME/Nextcloud/Office/DieLinke/solid/protokoll_20250624.pdf -File8[$e]=$HOME/Nextcloud/Office/DieLinke/solid/ProtokollBasisgruppe24.06.2025.pdf -File9[$e]=$HOME/Nextcloud/Office/Schule/DQI22-12/InfT/AduinoInstructionSetSummery.pdf -Name1[$e]=MechanischeWellen.pdf -Name10[$e]=AduinoInstructionSetSummery.pdf -Name2[$e]=CCNAv2.pdf -Name3[$e]=protokollvorlage.pdf -Name4[$e]=protokollvorlage_20250624_uneditable.pdf -Name5[$e]=protokollvorlage.pdf -Name6[$e]=protokollvorlage_20250624.pdf -Name7[$e]=protokoll_20250624.pdf -Name8[$e]=ProtokollBasisgruppe24.06.2025.pdf -Name9[$e]=AduinoInstructionSetSummery.pdf +File1[$e]=$HOME/Documents/output.pdf +File10[$e]=$HOME/Nextcloud/Office/Schule/Mat/abi/N_Mathematisch-naturwissenschaftliche_Formelsammlung.pdf +File2[$e]=$HOME/Desktop/assets/Antrag_10_1758473040331_0.pdf +File3[$e]=$HOME/Desktop/Antrag_10_1758528519707_0.pdf +File4[$e]=$HOME/Nextcloud/Office/Schule/Mat/abi/mat.pdf +File5[$e]=$HOME/Nextcloud/Office/DieLinke/solid/landesebene/protokoll01102025.pdf +File6[$e]=$HOME/Desktop/9.Netzwerkverkabelung.pdf +File7[$e]=$HOME/Nextcloud/RL-Docs/Anderes/BT_102__barrierefrei___1.23__Formular_freigegeben.pdf +File8[$e]=$HOME/Nextcloud/Office/Schule/Eng/israel/israel_ho.pdf +File9[$e]=$HOME/Desktop/bremen_bg.svg +Name1[$e]=output.pdf +Name10[$e]=N_Mathematisch-naturwissenschaftliche_Formelsammlung.pdf +Name2[$e]=Antrag_10_1758473040331_0.pdf +Name3[$e]=Antrag_10_1758528519707_0.pdf +Name4[$e]=mat.pdf +Name5[$e]=protokoll01102025.pdf +Name6[$e]=9.Netzwerkverkabelung.pdf +Name7[$e]=BT_102__barrierefrei___1.23__Formular_freigegeben.pdf +Name8[$e]=israel_ho.pdf +Name9[$e]=bremen_bg.svg diff --git a/eggs/kde_rc/plasma-org.kde.plasma.desktop-appletsrc b/eggs/kde_rc/plasma-org.kde.plasma.desktop-appletsrc index 4c31eff..1a9ec94 100644 --- a/eggs/kde_rc/plasma-org.kde.plasma.desktop-appletsrc +++ b/eggs/kde_rc/plasma-org.kde.plasma.desktop-appletsrc @@ -58,7 +58,7 @@ popupHeight=324 popupWidth=324 [Containments][2][Applets][35][Configuration][General] -history=#719ece,#431863,#ac85e4,#e6649a,#3b86ca,#42b783,#d6ca2d,#8a8203,#c5cff5 +history=#e21300,#656565,#572b77,#43fefe,#fffffe,#576783,#719ece,#431863,#ac85e4 [Containments][2][Applets][4] immutability=1 @@ -124,7 +124,7 @@ DialogHeight=771 DialogWidth=955 [Containments][34][General] -positions={"1707x1067":["1","15"]} +positions={"1707x1067":["9","15","desktop:/blk.jpg","8","1","desktop:/open_gw.sh","8","0"]} sortMode=-1 [Containments][34][Wallpaper][org.kde.image][General] @@ -146,6 +146,7 @@ wallpaperplugin=org.kde.image positions={"1707x1067":[]} [Containments][43] +ItemGeometries-1707x1067= ItemGeometriesHorizontal= activityId=e33200df-9983-40fd-8947-71417c6b518e formfactor=0 @@ -156,7 +157,7 @@ plugin=org.kde.plasma.folder wallpaperplugin=org.kde.image [Containments][43][General] -positions={"1536x864":[],"1920x1080":[]} +positions={"1536x864":[],"1707x1067":[],"1920x1080":[],"1920x1200":[]} [Containments][8] activityId= @@ -224,7 +225,7 @@ immutability=1 plugin=org.kde.plasma.printmanager [Containments][8][Applets][18][Configuration] -PreloadWeight=55 +PreloadWeight=60 [Containments][8][Applets][19][Configuration] PreloadWeight=42 @@ -264,7 +265,7 @@ immutability=1 plugin=org.kde.plasma.bluetooth [Containments][8][Applets][23][Configuration] -PreloadWeight=92 +PreloadWeight=100 [Containments][8][Applets][24] immutability=1 @@ -281,7 +282,7 @@ immutability=1 plugin=org.kde.kscreen [Containments][8][Applets][32][Configuration] -PreloadWeight=70 +PreloadWeight=85 [Containments][8][Applets][33] immutability=1 @@ -295,7 +296,7 @@ immutability=1 plugin=org.kde.kdeconnect [Containments][8][Applets][36][Configuration] -PreloadWeight=65 +PreloadWeight=70 [Containments][8][Applets][37] immutability=1 @@ -309,14 +310,14 @@ immutability=1 plugin=org.kde.plasma.battery [Containments][8][Applets][38][Configuration] -PreloadWeight=24 +PreloadWeight=53 [Containments][8][Applets][39] immutability=1 plugin=org.kde.plasma.brightness [Containments][8][Applets][39][Configuration] -PreloadWeight=15 +PreloadWeight=29 [Containments][8][Applets][9][Configuration] PreloadWeight=42 @@ -326,10 +327,10 @@ DialogHeight=540 DialogWidth=720 [Containments][8][General] -extraItems=org.kde.plasma.cameraindicator,org.kde.plasma.manage-inputmethod,org.kde.plasma.keyboardlayout,org.kde.plasma.notifications,org.kde.plasma.devicenotifier,org.kde.plasma.battery,org.kde.plasma.brightness,org.kde.plasma.mediacontroller,org.kde.plasma.clipboard,org.kde.plasma.keyboardindicator,org.kde.plasma.volume,org.kde.plasma.networkmanagement,org.kde.kscreen,org.kde.plasma.printmanager,org.kde.plasma.bluetooth -knownItems=org.kde.plasma.cameraindicator,org.kde.plasma.manage-inputmethod,org.kde.plasma.keyboardlayout,org.kde.plasma.notifications,org.kde.plasma.devicenotifier,org.kde.plasma.battery,org.kde.plasma.brightness,org.kde.plasma.mediacontroller,org.kde.plasma.clipboard,org.kde.plasma.keyboardindicator,org.kde.plasma.volume,org.kde.plasma.networkmanagement,org.kde.kscreen,org.kde.plasma.printmanager,org.kde.plasma.bluetooth +extraItems=org.kde.plasma.cameraindicator,org.kde.plasma.manage-inputmethod,org.kde.plasma.keyboardlayout,org.kde.plasma.notifications,org.kde.plasma.devicenotifier,org.kde.plasma.battery,org.kde.plasma.brightness,org.kde.plasma.mediacontroller,org.kde.plasma.clipboard,org.kde.plasma.keyboardindicator,org.kde.plasma.volume,org.kde.plasma.networkmanagement,org.kde.kscreen,org.kde.plasma.printmanager,org.kde.plasma.bluetooth,org.kde.kdeconnect +knownItems=org.kde.plasma.cameraindicator,org.kde.plasma.manage-inputmethod,org.kde.plasma.keyboardlayout,org.kde.plasma.notifications,org.kde.plasma.devicenotifier,org.kde.plasma.battery,org.kde.plasma.brightness,org.kde.plasma.mediacontroller,org.kde.plasma.clipboard,org.kde.plasma.keyboardindicator,org.kde.plasma.volume,org.kde.plasma.networkmanagement,org.kde.kscreen,org.kde.plasma.printmanager,org.kde.plasma.bluetooth,org.kde.kdeconnect shownItems=org.kde.plasma.battery [ScreenMapping] itemsOnDisabledScreens= -screenMapping=desktop:/dqi_user2.csv,0,e33200df-9983-40fd-8947-71417c6b518e,file:///home/someone/Desktop/video_test.odp,0,e33200df-9983-40fd-8947-71417c6b518e,desktop:/dqi_user.csv,0,e33200df-9983-40fd-8947-71417c6b518e,desktop:/GroupeExport.csv,0,e33200df-9983-40fd-8947-71417c6b518e,desktop:/lu1735331yvphx.tmp,0,e33200df-9983-40fd-8947-71417c6b518e +screenMapping=desktop:/satzung_bremerhave.pdf,0,e33200df-9983-40fd-8947-71417c6b518e,file:///home/someone/Desktop/video_test.odp,0,e33200df-9983-40fd-8947-71417c6b518e,desktop:/dqi_user2.csv,0,e33200df-9983-40fd-8947-71417c6b518e,desktop:/Antrag_10_1758473040331_0.pdf,0,e33200df-9983-40fd-8947-71417c6b518e,desktop:/blk.jpg,0,e33200df-9983-40fd-8947-71417c6b518e,desktop:/lu1735331yvphx.tmp,0,e33200df-9983-40fd-8947-71417c6b518e,desktop:/open_gw.sh,0,e33200df-9983-40fd-8947-71417c6b518e,desktop:/Archive.zip,0,e33200df-9983-40fd-8947-71417c6b518e,desktop:/satzung_bremerhave.odt,0,e33200df-9983-40fd-8947-71417c6b518e,desktop:/open_wg.sh,0,e33200df-9983-40fd-8947-71417c6b518e,desktop:/amh1tqh06166z417-2033267517.jpg,0,e33200df-9983-40fd-8947-71417c6b518e,desktop:/dqi_user.csv,0,e33200df-9983-40fd-8947-71417c6b518e,desktop:/judith_full_bu.zip,0,e33200df-9983-40fd-8947-71417c6b518e,desktop:/GroupeExport.csv,0,e33200df-9983-40fd-8947-71417c6b518e diff --git a/eggs/kde_rc/spectaclerc b/eggs/kde_rc/spectaclerc index 8265890..beb0ce6 100644 --- a/eggs/kde_rc/spectaclerc +++ b/eggs/kde_rc/spectaclerc @@ -1,5 +1,4 @@ [Annotations] -annotationToolType=10 rectangleStrokeColor=170,0,0 textFont=Noto Sans,11,-1,0,400,0,0,0,0,0,0,0,0,0,0,1 textFontColor=252,252,252 @@ -8,8 +7,9 @@ textFontColor=252,252,252 captureMode=0 [ImageSave] -imageSaveLocation=file:///home/someone/Pictures/ScreenshotLap -lastImageSaveLocation=file:///home/someone/Pictures/ScreenshotLap/Screenshot_20250619_145103.png +imageSaveLocation=file:///home/someone/Nextcloud/Bilder/nixLapScreenshot +lastImageSaveAsLocation=file:///home/someone/Pictures/ScreenshotLap/Screenshot_20251104_111407.png +lastImageSaveLocation=file:///home/someone/Nextcloud/Bilder/nixLapScreenshot/Screenshot_20251111_094817.png translatedScreenshotsFolder=Screenshots [VideoSave] diff --git a/eggs/kde_rc/systemmonitorrc b/eggs/kde_rc/systemmonitorrc index a383d4f..e55ee4a 100644 --- a/eggs/kde_rc/systemmonitorrc +++ b/eggs/kde_rc/systemmonitorrc @@ -1,2 +1,2 @@ [General] -lastVisitedPage=overview.page +lastVisitedPage=processes.page diff --git a/eggs/libreoffice/4/user/backup/FreeseNetzkonzeptSchulnetzkonzept.docx.bak b/eggs/libreoffice/4/user/backup/FreeseNetzkonzeptSchulnetzkonzept.docx.bak new file mode 100644 index 0000000..02c2162 Binary files /dev/null and b/eggs/libreoffice/4/user/backup/FreeseNetzkonzeptSchulnetzkonzept.docx.bak differ diff --git a/eggs/libreoffice/4/user/backup/FreeseProjektdokumentation.odt.bak b/eggs/libreoffice/4/user/backup/FreeseProjektdokumentation.odt.bak new file mode 100644 index 0000000..43f3a1e Binary files /dev/null and b/eggs/libreoffice/4/user/backup/FreeseProjektdokumentation.odt.bak differ diff --git a/eggs/libreoffice/4/user/backup/LF12_DQI-Projektdokumentation.docx.bak b/eggs/libreoffice/4/user/backup/LF12_DQI-Projektdokumentation.docx.bak new file mode 100644 index 0000000..6a476b7 Binary files /dev/null and b/eggs/libreoffice/4/user/backup/LF12_DQI-Projektdokumentation.docx.bak differ diff --git a/eggs/libreoffice/4/user/backup/Vorlage Netzkonzept Schulnetzkonzept .docx.bak b/eggs/libreoffice/4/user/backup/Vorlage Netzkonzept Schulnetzkonzept .docx.bak new file mode 100644 index 0000000..7a71b4e Binary files /dev/null and b/eggs/libreoffice/4/user/backup/Vorlage Netzkonzept Schulnetzkonzept .docx.bak differ diff --git a/eggs/libreoffice/4/user/backup/allzwecktemplate.odt.bak b/eggs/libreoffice/4/user/backup/allzwecktemplate.odt.bak new file mode 100644 index 0000000..845cf9b Binary files /dev/null and b/eggs/libreoffice/4/user/backup/allzwecktemplate.odt.bak differ diff --git a/eggs/libreoffice/4/user/backup/allzwecktemplate.ott.bak b/eggs/libreoffice/4/user/backup/allzwecktemplate.ott.bak new file mode 100644 index 0000000..deaa2ac Binary files /dev/null and b/eggs/libreoffice/4/user/backup/allzwecktemplate.ott.bak differ diff --git a/eggs/libreoffice/4/user/backup/bremerhaven protokoll.odt.bak b/eggs/libreoffice/4/user/backup/bremerhaven protokoll.odt.bak new file mode 100644 index 0000000..2296084 Binary files /dev/null and b/eggs/libreoffice/4/user/backup/bremerhaven protokoll.odt.bak differ diff --git a/eggs/libreoffice/4/user/backup/einleitung.odt.bak b/eggs/libreoffice/4/user/backup/einleitung.odt.bak new file mode 100644 index 0000000..cf8ec05 Binary files /dev/null and b/eggs/libreoffice/4/user/backup/einleitung.odt.bak differ diff --git a/eggs/libreoffice/4/user/backup/freese_quellenverzeichniss.odt.bak b/eggs/libreoffice/4/user/backup/freese_quellenverzeichniss.odt.bak new file mode 100644 index 0000000..d559246 Binary files /dev/null and b/eggs/libreoffice/4/user/backup/freese_quellenverzeichniss.odt.bak differ diff --git a/eggs/libreoffice/4/user/backup/ho_cubaUsMigration.odt.bak b/eggs/libreoffice/4/user/backup/ho_cubaUsMigration.odt.bak new file mode 100644 index 0000000..ae513a8 Binary files /dev/null and b/eggs/libreoffice/4/user/backup/ho_cubaUsMigration.odt.bak differ diff --git a/eggs/libreoffice/4/user/backup/lspr_protokoll_20251029.odt.bak b/eggs/libreoffice/4/user/backup/lspr_protokoll_20251029.odt.bak new file mode 100644 index 0000000..352491f Binary files /dev/null and b/eggs/libreoffice/4/user/backup/lspr_protokoll_20251029.odt.bak differ diff --git a/eggs/libreoffice/4/user/backup/marx_manifest.odp.bak b/eggs/libreoffice/4/user/backup/marx_manifest.odp.bak new file mode 100644 index 0000000..d697dae Binary files /dev/null and b/eggs/libreoffice/4/user/backup/marx_manifest.odp.bak differ diff --git a/eggs/libreoffice/4/user/backup/pp.odp.bak b/eggs/libreoffice/4/user/backup/pp.odp.bak old mode 100755 new mode 100644 index d3a8f0e..77f10e0 Binary files a/eggs/libreoffice/4/user/backup/pp.odp.bak and b/eggs/libreoffice/4/user/backup/pp.odp.bak differ diff --git a/eggs/libreoffice/4/user/backup/pp_cubaUsMigration.odp.bak b/eggs/libreoffice/4/user/backup/pp_cubaUsMigration.odp.bak new file mode 100644 index 0000000..ea2c362 Binary files /dev/null and b/eggs/libreoffice/4/user/backup/pp_cubaUsMigration.odp.bak differ diff --git a/eggs/libreoffice/4/user/backup/protkoll111112025.odt.bak b/eggs/libreoffice/4/user/backup/protkoll111112025.odt.bak new file mode 100644 index 0000000..458c423 Binary files /dev/null and b/eggs/libreoffice/4/user/backup/protkoll111112025.odt.bak differ diff --git a/eggs/libreoffice/4/user/backup/protokoll20251028.odt.bak b/eggs/libreoffice/4/user/backup/protokoll20251028.odt.bak new file mode 100644 index 0000000..3872239 Binary files /dev/null and b/eggs/libreoffice/4/user/backup/protokoll20251028.odt.bak differ diff --git a/eggs/libreoffice/4/user/backup/protokollvorlage_bg_bremen_stadt_odt_template.odt.bak b/eggs/libreoffice/4/user/backup/protokollvorlage_bg_bremen_stadt_odt_template.odt.bak index d73f0b6..e002613 100644 Binary files a/eggs/libreoffice/4/user/backup/protokollvorlage_bg_bremen_stadt_odt_template.odt.bak and b/eggs/libreoffice/4/user/backup/protokollvorlage_bg_bremen_stadt_odt_template.odt.bak differ diff --git a/eggs/libreoffice/4/user/backup/satzung_bremerhave.odt.bak b/eggs/libreoffice/4/user/backup/satzung_bremerhave.odt.bak new file mode 100644 index 0000000..2b691f5 Binary files /dev/null and b/eggs/libreoffice/4/user/backup/satzung_bremerhave.odt.bak differ diff --git a/eggs/libreoffice/4/user/backup/simple_chat_testprotokoll.odt.bak b/eggs/libreoffice/4/user/backup/simple_chat_testprotokoll.odt.bak new file mode 100644 index 0000000..13775e7 Binary files /dev/null and b/eggs/libreoffice/4/user/backup/simple_chat_testprotokoll.odt.bak differ diff --git a/eggs/libreoffice/4/user/config/fontnameboxmruentries b/eggs/libreoffice/4/user/config/fontnameboxmruentries index 3ac78ee..f10edfc 100755 --- a/eggs/libreoffice/4/user/config/fontnameboxmruentries +++ b/eggs/libreoffice/4/user/config/fontnameboxmruentries @@ -1,2 +1,2 @@ -Gilroy Bold;Gilroy Light;DejaVu Sans Condensed;DejaVu Sans Mono;Gilroy Medium +DejaVu Sans Mono;DejaVu Sans Condensed;Gilroy Medium;Gilroy Bold;Gilroy Light diff --git a/eggs/libreoffice/4/user/pack/ExtensionInfo.pack b/eggs/libreoffice/4/user/pack/ExtensionInfo.pack index 0f9ec49..21e5b0a 100644 Binary files a/eggs/libreoffice/4/user/pack/ExtensionInfo.pack and b/eggs/libreoffice/4/user/pack/ExtensionInfo.pack differ diff --git a/eggs/libreoffice/4/user/pack/config/fontnameboxmruentries.pack b/eggs/libreoffice/4/user/pack/config/fontnameboxmruentries.pack index 20dd920..3ce0911 100644 Binary files a/eggs/libreoffice/4/user/pack/config/fontnameboxmruentries.pack and b/eggs/libreoffice/4/user/pack/config/fontnameboxmruentries.pack differ diff --git a/eggs/libreoffice/4/user/pack/registrymodifications.pack b/eggs/libreoffice/4/user/pack/registrymodifications.pack index 1bba9de..1487337 100644 Binary files a/eggs/libreoffice/4/user/pack/registrymodifications.pack and b/eggs/libreoffice/4/user/pack/registrymodifications.pack differ diff --git a/eggs/libreoffice/4/user/pack/wordbook/standard.pack b/eggs/libreoffice/4/user/pack/wordbook/standard.pack old mode 100755 new mode 100644 index ba26549..bc3c0d5 Binary files a/eggs/libreoffice/4/user/pack/wordbook/standard.pack and b/eggs/libreoffice/4/user/pack/wordbook/standard.pack differ diff --git a/eggs/libreoffice/4/user/registrymodifications.xcu b/eggs/libreoffice/4/user/registrymodifications.xcu index 2dd4c1a..7af0b43 100644 --- a/eggs/libreoffice/4/user/registrymodifications.xcu +++ b/eggs/libreoffice/4/user/registrymodifications.xcu @@ -1,5 +1,15 @@ +1 +Bash + +100 + +1 + +0 +default +0 .uno:Menubar .uno:Menubar @@ -21,16 +31,17 @@ true true 1 -file:///home/someone/Documents +file:///home/someone/Nextcloud/Office/Schule/InfT/project file:///home/someone/Downloads file:///home/someone/Documents 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V1dHUlISPT09nDhxApfLRXh4ONXV1Zw6dYq6ujqioqI4deoUCQkJ6HQ6ObkcOHCA1NRU/u3f/o3i4mIyMjLw8fFh//79REZGEh0dzYEDB3j33XeZMWMGkZGRBAUFcfLkSR588EHsdjunT5/m7t27xMfHk5eXh8lkIjY2lsHBQVpaWvDx8aG5uZmxsTEuXrxIa2sriYmJ7Nq1i48//piZM2cSFhZGQUEBKpWK5ORkysvL+cd//EfCw8OZPn06MTExFBYWsmDBAnQ63T31PnPmDMXFxeTk5BAcHMy1a9c4d+4cs2bNQq1W8/7777NmzRrq6ur4zW9+Q1RUFHFxcZw5c4auri4yMzO5e/cuP/3pT3E6nSQmJhIREUFJSQnTpk0jIiKC2tpaLl68SEJCAlevXuXq1askJiai1WpRq9U0Nzdz5MgR4uLi8PHx4ZNPPiEjI4PW1lZKSkpwOBzMmDGDrq4uTpw4ga+vL0FBQZw5c4YbN26QmJjIyMgI58+f5/jx48TExFBeXo7D4SAyMlJObkeOHMFisVBTU0NVVRUOh0P296KiIkJDQwkMDJQ6EYY5IiKClpYWWlpaOHv2LH5+foSEhKBSjbuzCgoKGBkZITAwkLy8PGA8DlRfX4/BYODGjRtoNBp+9KMf4XK5SExMJCYmhlOnTpGamkpQUBBHjx7FbDaTmppKa2srV65coampieTkZO7evUtxcTE+Pj4T3GYe3IspsYVcvALu3LmTqqoqXnzxReLj4/n1r3/NmjVr+Pzzz1mxYgWFhYUsXbqUzz77DKfTSWdnJzC+unj44YcnpecJQxgREUF+fj5Lly4lPz+f+Ph4Xn/9df7lX/6FN954g5/+9KfExcWxadMmWltbefTRR4Fxet62bdt46qmnOHDgACMjI1gsFo4fP05JSQlLliwhLy+PyMhIOjs7sVgs2O125s2bxwsvvACMr0xeeeUV7ty5I1eeMJGeFx0djd1ul/S87u5udDodoaGh5Obm8sc//pGcnBzsdjvV1dW8/PLLxMXFMTw8jF6vZ+/evaxatYo9e/bIzTXz58+npqaG4uJifve737Fr1y4eeughysvLSU9Px2Qy8Zvf/IbVq1fT1NSE0Wjkueeew8fHB7VazYwZMyawVcrKysjOzpaMlri4OGCcFinu2bVrF83NzfT39zM2Nsa6devYuXMnBw8e5NFHH6WyspLVq1dz5swZuVrv6uoiISGBwMBAoqKiiI6OBsaZKCUlJaxatUoyZ5KSkuTq0NfXFz8/Py5dusTevXvx8/Ojp6eHoaEhEhIS0Gq1jI6O8o//+I+kpqbyyCOP4OXlxalTp4iJiZEMo5CQEBITEwGIiori0KFDPP/88+h0Onx8fEhJSZH1CwgIQKfT0dfXxzvvvENKSgqlpaW8/vrrnD17ll/84he8+OKLnDt3DpfLxbPPPktISAg3b95kaGiI++67j2vXrhEYGMjly5fRarUcPXqUiIgIjh49yuuvv87NmzcpLS3F19eX1tZWdDodXl5e+Pj48PDDD/PZZ59x6NAhVq5cyY4dO3jyySfJysqiuLiYyMhIzp49i91u59y5cyxdupTt27eTlZVFa2srBoMBPz8/abAPHz7M2rVrWblyJZ988gm+vr7MmzePnTt38txzz5Gbm8u//Mu/sHTpUg4dOsSKFSsoKysjIiKCgwcP8stf/hK9Xn+PjsQbVFhYGIcPH+a73/0uRUVFqFTjewF8fX05duwYkZGRfPHFF7z33nsTYhEeTMSUcH2Ihpk+fTrh4eE0NzfT1dWFw+Fg2bJlaDQajEYjaWlpLF68mIGBAYKDg0lJSZny9Lzw8HC8vb1pbGzk888/5xe/+AUwzmj4JnpeREQEoaGhDA8P09TURFhYGLGxscTHxxMSEkJTUxMDAwNERUVx//33o9Pp5Cp82bJlpKWlUVRUxJw5c9BoNPT09ODv78/ChQvRarUMDg7S3NzMtGnTiImJITExER8fH27cuAGMG6z09HT0ej0A6enpciCGhYWRlJQkmR3CFwrQ2dlJYGAgK1euJDo6mhs3bjA6Oip93QA2mw2bzYa3tzfz588nISGB0dFRwsPDmTFjBgaDAYC0tDR8fX0BCAoKYtq0acTGxsr2tVgseHl50dXVhUaj4f777yc5OZm+vj6WLVsmaXyzZs3CZDLR2toKwKlTp1i3bh0AISEhxMXFERUVhcvlIikpieDgYBn0FXoQLg6LxYJWq2VgYACr1UpOTg6LFi3i7t27tLe3M2PGDMLCwkhOTkar1XLz5k1gnIMvJn+n00lubi7p6el0d3djNBpJTk5m7dq1VFRUYLVaSU1Npbe3F6PRSG5uLjExMVgsFpqamnA6ncycOZOIiAgSExNpb29neHgYlUrF/PnzSU1N5ebNm+j1eh544AHsdjvNzc1kZmaSmpqKxWJh3bp1fPjhh5LlU1lZiV6vl28OCQkJtLW10dXVxejoKCtWrMBgMNDf349Op8Nms2G1WuVbX3p6unRLKsdhamqqZGVptVrmzp1LYmIiPT09st4rV66csMDy4F5MCdeH8FHFx8ezcOFC+vr6CAsLw+l0snfvXlJTU5k1axZ79uyho6ODRYsWAeMNr9VqCQ8PJyEhgWvXrtHQ0EBOTs6E4ERsbCz79u1j9erVZGZm0t/fT1dXF2lpacTExHD9+nUWLFgAQEVFhfRrpqamsmfPHsrLyzEYDCxatIj8/HxaW1t5+umnaWxsJCsri/r6enJyckhKSiIxMZG4uDi5OhC+zt/85jf4+/tjMpmYNWsWN2/eJC8vj8WLF+Pv78/Ro0dxOBysW7dObjFXq9X09PRgs9l46qmniI+PJy4ujvnz59Pf3y8NcGZmJtevX+exxx6jubmZ0dFRFixYwO3bt7Hb7RiNRnJycujs7OTUqVMYDAaSkpLQarWsX7+e8PBwkpOTycrKorOzk2nTpmG1Wtm9ezexsbHYbDa2bdtGc3Mz6enpTJs2jby8PGw2G6mpqeh0Oo4fP47dbmfZsmU0NDSg0WjIycnhzp07LFq0iMWLF2MwGCgpKaGpqYmIiAj8/f0JDw9naGiI0NBQYmNj2bVrl6RMbt26lbq6OsLCwpg9ezZFRUW0tLSQkZGBRqOhoqKC2tpaVq1axe3btxkZGWHRokWStTI4OMjKlStZvHgx06ZNY3h4WLpe5s+fD4zvrDx27Bg9PT0kJyeze/durly5gsPh4L777qOiooKSkhJmzZqFr68vbW1tnDx5kpUrVzIyMkJXVxdZWVnY7XZCQ0N54oknCAoKIi0tjYyMDAYGBhgcHKS3t5fHHnsMgNbWVsLCwrBYLLLvXr9+nRkzZhATE0NVVRWBgYHY7XZycnLYt28f3d3dzJkzB5vNxvLly5k3bx5BQUGyvjabDaPRyLlz5xgYGOC///f/TktLCwUFBcydO5cHH3yQvXv30tzcTFJSEjk5OXz22WesXbuWuLg4bt++zXe/+10yMjIIDg5m8eLFMkgdEhLCzp07MRgMrF+/nvPnz9PY2IhOp2PhwoWUl5dz4cIF0tPT8fX1pampibKyMpKTk9mzZw/Xrl0jLi4Ol8tFaGjohHrX19cTFxdHenq6J5j4DZhSrA8RHBGrF6fTydDQEEFBQZSXl3Pu3Dl+8pOfTIhYK6PQdrtd0u7co8/KREtWq5XBwUFCQkJkAAi+8mkbjUbprx4cHESn02G32zEYDH+WnudeJ2GsnU4nIyMjOJ1OgoODZf3EKnV0dBStVou3t/ekFCplkiT3a8rnmUwmrFYrQUFB2O12RkdHJfUOkPQ8dyaLMoAkrglqn9PplMFDtVqNn58fo6OjuFwu+bZhsVgwm80EBgbK1Z2/v78sV7wpmM1mHA7HBJmU+hP69fb2Znh4GG9vbxwOBwaDQT7DYDBMaO/g4GDGxsawWCwEBQXhcrkYHh6WPn0l28Jms0kfrXimxWLBarXi5+d3Dx3T4XAwPDws+epOp5PBwUEMBgNOp1M+X7SD0KcyGZaSreTeL8W9/f39BAYGotVqZb1FYH1kZAQfH58JwVIlg0lZF5PJhFqtljTPkZERAgICZGDUy8sLvV7P5cuXOXHiBL/61a+k7Mo+5l7u0NAQPj4+aLVa6d4TK+XJdCTuHxsbQ6vVyjb8urGm1Wo9hvobMKUMtXJQK3nGLpdLcnVDQ0PvoYoJgwNMoO4pjZj4raSTic4iOrOQwWq1olar7+k8SqM2GVVpsgEI99IHlQNNlC1eF8Xro7uvXclYEawCjUbD2NgYXl5e6HS6CRxl9wExmWF3p1TBV8wb5SSivC7ucafqKWUTbAD3dlAaMGXbCx0p/1ZeU05USloXfEVDE3Vx3+ykVqsZGRmRb19qtRqLxYLT6cTHx0fS/pRxg8loZ+5tItpFyWhR6lP8L/Tozo2frP+7j4XJFgDK+illFGW7y6lsO6VOWlpa5A5Tpf6U901WztctStzHgvt33Ntb2RfEPR72x9djSvioBRwOB01NTXLloaTf+fj4EBISIju+zWajsbFRdi6NRiMNy8jICG+99RYbN26kvr4etVpNV1cXPT09WK1WGhoa+Oyzz6iurkatVvPWW2+xc+dOYLwDlZeX093dLf8fGBjggw8+mEBzm8y49ff3U1RUdA/FT6VS8e677zI8PCzrqqSwqVQqGhoauHXrliynvb1dfl8Yb7Vazd69e6murpYUxsrKSv72b/9WrhSVz7bb7TQ2Nkp5e3p66O7uljK585GLiooYGBiQK04lmpqa7uHSKuuhXLkqZRgaGpJ1UV53l0GlUrFjxw4+/PBD2RZik5OQTxg8YSCVKz4lHdBms3Hr1i35WWlpKf/wD/8g/+/u7qampmaC/JMZSiGXMMQmk4mWlpYJK07xbPG2Ib4zNDREW1ubXAULepuXlxc3b96U/VNshCorK5OuBvfJTcil7HvK68r6K/UxmREU9yQkJBAaGjppm7iX616Ou36UOhIQhl5MVu6G393oe4z0N2NK+KhFA1VWVvKzn/0MvV7P7NmzKS8v58CBA7IznT9/HqvVSmNjIwMDA/z4xz+WEfvi4mIqKyvp6OggJiaGmzdv4u3tTWpqKgMDAxQUFMiMbx9++CErVqygtbWVWbNm4e3tTXNzM/Pnz6exsZG8vDxycnIwGAzs27ePEydO0NfXxwMPPMD27dupqakhMTFRBseEfIWFhfzxj3/kmWeeYWBggM8//5xLly6RmprKiRMnpP87IyODgoICvvzyS8lw+PTTT0lJSSEyMpKPP/6YTZs2MXPmTGJiYtizZw9XrlwhOTmZmpoavvzyS1pbW0lLSyMxMZHS0lIWLFiASqVi7969XLp0SbILfv7zn2MwGEhLS+P3v/89Bw4cIC0tTcYAxCDp7+/nhz/8IbGxsaSkpPDRRx9RVlaGt7c3Go2G//bf/hsw7tMV9a+srKS9vZ3q6mr27dsnA3Jbt27l0qVLZGRksHv3bt59912Sk5OZNm0aBQUFnD59munTp1NbW8uRI0eoqKggJyeHW7duYbPZCAsLIzg4mE2bNsmAnphAd+3aRVJSEteuXWPXrl0EBARgsVior6/H6XRy48YN7ty5w9///d8TERFBcnIy8fHxXLx4kSVLluByufj0008JCAggOTmZAwcOcPHiRRoaGsjMzOTEiROcOHECnU4nt6qL9j18+DD/+q//SkxMDDNmzODYsWOcOHGCyMhIWltbaW5uprm5WXKxf//738vg5JEjR6itrZWumzt37uDl5UVmZiZ6vZ733nuPxYsXSyaM0igqf8Q1JdyN62T/u3/u/uYxmYH8NuV+2+f+uZ/J6uXBV5gSK2rRQDExMSxcuJBnnnkGu90uM+W9//77kvP5hz/8gYULFxIcHMwDDzzAY489hsvlIiAggMDAQEnZeumll3jxxRdJSEigurpaBn7i4uJ44oknuHz5sjSSLpdLDpDk5GRCQ0Pp7e2lu7uburo61q9fT0BAAHv37qW+vp7a2lqZs0PpL6+pqeH555/n+PHjAFy8eJGXX36ZoKAgxsbGeMZ0jOMAACAASURBVOaZZ2hqauLgwYMcPXoUq9XKu+++i8FgYMaMGTQ2NgKQkJDAY489RnZ2Nv39/ZSUlKDVatHpdIyNjbFy5Uq0Wi2nTp2SOtRoNIyMjDA6OioDYMnJySxdupQnnnhC1m3dunWkpqZOcHEAFBYW8vzzz3P9+nXa29u5desWK1asoKCggLCwMLKzs9mwYYOkw3366aecO3eO0tJSbt68yfe//322bdvGyMgIpaWlvPTSS/j7+xMbG8tjjz1GTk4OV65c4eDBg5jNZrZt2yYDaAAXLlzgySef5Hvf+x4PP/ww4eHh/OAHP+CTTz7h/fff5+2332bbtm388Ic/lJPiD3/4Qw4cOEBjYyPt7e2MjIxQX1/PjBkzWL58OatWrZKGVrixtFot8+fP5/r168D4xpmFCxfS2tpKaWkpO3bswMvLSyaOUvbP+Ph4HnzwQR544AGuX7/Ozp07UavVbNy4kfvuu4+8vDyOHTtGYmIiUVFRrF69mvnz50t/t6A6im35L7/8MgEBAcA4P9ndJfJ/AqIuyrcIj4Gc+pgSPGoBEcSxWq3SeEZHR/Pss8+i0Wiw2+2SG+vj44PZbMbpdGK322lvb2doaEhSsrRarTRCPT09MlBnNpvR6XQ8++yz/PKXv2TJkiV4e3szNDQ0QZbR0VHsdjuAlEmtVuPr68vixYsnJCdSqVSUlZVx48YNgoKCKC4uJjMzk1mzZslgmzKYBOMr06ysLObMmSPLESlQdTodJpNJ/v3SSy/xxRdfcOzYMclxVg4uk8mEy+Xi7NmzWCwWpk+fTn9/Pz4+PjKTnU6nk2lGlRDG4cSJE8ydO5eGhgauXbvG9OnTZTwAxicko9FIbGwst27dwmg00tXVxQsvvEBFRcWE1+/09HRpgLy9veXONWW9IyMjuXjxInFxcTLJFIxPOBqNho6ODvLz81m2bBn3338/LpeLM2fOsH37dnJzc2XQVbhERkZGaG9vx2azodfrMZvNE3zEJpOJkZERycYR2f0CAgKIjo6WlDMfHx9mzpwpedXK13zRf2Dc3aXX60lPT2fWrFlSdnGvkAHG6Wq3b9/GZrPJPincWQK5ubnSTeKBB+6YEq4PAR8fH3kyysKFC4mPj6eyspKkpCTpv3vssce4du0ac+fO5ebNm1RVVZGdnc19993H3LlzycjImODXE8Y1PT2d1NRUEhMTOX78OFeuXGHVqlUkJyfj4+PDhQsXMBgMtLS0cO3aNXp6esjNzWV0dJRr164xc+ZMHn/8cVpbWxkdHSU7O1syItRqNdevX+ehhx7iySeflEmRBA0OYGBgQBrAdevWYbFYaG5uljS68+fPMzAwQGJiImlpaXz55ZeMjY2RnJzMmTNn8PPzY+nSpXh7e3Pt2jXUajXf/e530Wq1GI1Grl27xqJFi2hvbycqKgqNRkNmZiZNTU1UVVWRk5NDSEgIx48fR6vVMn36dCl7V1cXer2ev/7rv2bGjBn09PSQmJhIdHQ0FouFtLQ0hoaGOH36NPPmzWN4eFiuVtevX09PTw+nT5/m+eefJzAwEKvVSkpKCjDOU75w4QIjIyMsX75ccnqzs7NRq9VERETI36GhoVImu93OrFmzyM3Nxc/PD39/f2bPni153xqNhsOHD/PII48wf/58rl69yuDgoGzn6upqbty4QVZWFmq1ms7OTpqamjAYDBw7dgyj0Uh4eDhBQUFMnz4dk8lEbm4uISEh1NXVkZqaKl05YjIODg6moqKClpYWHnzwQTQaDTdu3CA3N5fGxkZmz57NzJkz6erqIjc3l3PnztHb20tOTg5ZWVlkZ2eTnJx8T5DO6XRy69YtEhISJvjs/6Nw97OL8iZzcUzmkxeff9P3/lL4uoDlVJX3PwtTkvUx2d+iQwu2g/t1QYESQR33Duce/Pimxvxz8ijvUf4tVoXKYOPXBam+qZ7/EV0pv6fUl3t9ldfEalkEk5T5Kb6uzK/rLt8k0zfpc7JgkvK3krGiZCa4l/Pv0eG31em/py4q1VfMI3fKp+if4po7K+ffI5/Qx9dl8fum738bv/T/CSjrqgxIK3OVuAe2BbMJJurs28qs1Jn4maxdYCKLyX1MTBWjP2UMNYwrz2w2MzY2Jne9fdOM6U5VEmW536/s5ILXKjq78F0qO764LjYSiHJE54KvOs/o6Ch6vX5SQyP8115eXvL138fHB5VqPLGRxWKRXGP3rGeiDCGnkAG4pwMrs/opZVB2TKVu3I2xeL74WzzTbDbLnYFDQ0OSj/tNWQiVnwNyAhWD0Z0O53K5GBgYkLsy7Xa73IIs9KRkeCjbXkCpI+EeU/LmlfUTMih1LeRQGgv3coW8YoIT7arsn+4GUEmrdO/Lymcojby7Pt2NurKvKvuCcjJTyit49Mo+4D6mhOvI29tbxmqsVisOhwMfH58JiZommxzdP3Ov29dN8n9u9e5u4AUEs8dms+Hr6zshfe+3WQh9m8XOVMOUCCYq8bvf/U4m4+no6GD79u2SatXV1SUznsFEalVBQQHbt2+np6fnHoqYSPYvVuKCyqfMxCfKKS8vlzk37t69i1arlX5TtVot+bgCFRUV9Pb2olaraW9vZ3BwUA5gZRbAtrY2/vZv/1ZmXjOZTFy7dk1eV/J8NRqNfK74X8gs5Bb3ijqK301NTZSUlODl5cXVq1fZvHkz586dmzChqdVq6urq2LJlC5999hnnzp2bQB8TBqq0tFTq8t1332X37t1SXqXuh4eHOXPmzD0UL0DKKwymVqulpaWFrVu3olar2b59O2+//Ta9vb3cvXuXn//859TU1KBWqxkcHOT999+f0D/EM4QuhIHy8vKirKyMQ4cOSdmE4VXqUKVSSf2KcpTt29PTQ29v7wQqptLYenl5sWnTJsbGxmhsbGT79u309fWhVqtpaGigqqpqwkSpVqsxm83s3r2b/fv3yw0pSirf5s2b6ejomCCvcjIT9zmdTq5du4bLNe6vV25CEve4/3/58mUsFgsqlUqyakQbKbPjlZaW8vd///fyeXfv3pUURlFvUbb4W6kbJU1TXFP2AzHxXr58mdraWlQqFSdPnmTz5s0TdCbw5ZdfsmXLFrZs2UJ9ff0EKiTA4OAgV69eBcY3W/3617/mwoULEyZxYXzv3LnDpUuXJizuxDWLxcLJkyeB8RQRu3fvZufOnTLY7E47/EthyhhqMWtqtVqefvppYJxGFxwczPbt2+no6OCjjz5i3759wERSv8lkorCwkJCQEP7whz9gNpvZunUrb731FmNjY5jNZkwmE0eOHKGzs5PCwkLMZjP5+fmyLNEgR48epaCggLNnzxIREcHx48d5++23aWtro76+nrfeeou3335bDlSRaAbgtdde47e//S2dnZ2Mjo7y6aefsmPHDsbGxkhNTWX69OkyaHngwAFJF7x79y5btmwhPz+f7u5uNm3axKZNm/j888+pq6ujpKSEzs5OTp8+TV9fHx9//DH5+fkyIKbUR15eHm+//TYAhw8fJi4ujkOHDskUpeK+uLg4RkdHuX79OllZWdy6dYuPPvpIslkKCwupq6uT5a9cuVLKrlxBjo6O8sknn8hEWeK6WAHl5eXx1ltvkZeXh1qtZseOHWzfvp2RkRFaWlr49NNPiYiIwOUa5/YuWLCA3t5eKUNkZKTkTytXgcpnCBQWFrJ8+XLa29vZtGkThw4dQqVSceLECT755BOZeW7Xrl1s27aNgYEB2tra2LRpEwUFBQC8++67/OpXv6KxsRGLxcL27dvZuXMnPT09qFQqmUxKZMMzGAxs2bKFzs5O/vSnP3HixAmACatQkTXO6XTyzjvvYDKZeOedd/j444+B8VVvZ2cnBQUFdHV1cfLkSfr6+igsLJzQtjabjcOHD7Nv3z4aGhrw8fFh7969fPjhh5hMJs6ePcvGjRv56KOPpKyXLl1Cr9djMpn4+c9/zltvvYXJZKK5uZn33nuPoqIiAJYvX46/vz8WiwWbzcbevXvp7+8HoLq6mo8++ogvv/ySzs5O/u3f/o3Nmzdz+PBhrl69Sl1dHdXV1VRXV9PY2MjmzZsl88ndxfPBBx+wY8cOAPLz80lPT2fTpk0MDQ1NWEmnp6dTU1ODxWIhKSmJ8vJyNm3aJFMO79u3TyZlEzlsRO4cUYZKpaKrq4v33ntvwlgX12w2G7t372bTpk3yzWPevHmUlZXJuk8VTBlDDV+tbMXWbaFM4a/6xS9+QVhYGDAxEZDD4SA0NJRHH32UyMhIPvjgAwICAli2bBmfffYZ0dHRvPnmm/j6+hIVFUVpaSlOp1POyEp/rdls5je/+Q1r1qxBpVJx9+5durq6KCoq4tatW5KTvHv3bpKTk9Hr9bS1tQHjCWief/55oqOj6erqwmazcebMGTk7K1d5Dz74ILdu3QLgzp07XL16leDgYLlRYnh4mJ6eHq5evcrt27cZGhri5s2btLW1UVlZKV1DSpdOR0cHdrud3NxcysvLCQsL49KlS3h7e0u9wfiADwgIIDMzU55BuHHjRux2OwcPHqShoYFHH31UsigElFv7xY+Pjw8/+tGPSElJmeAmEoPu0qVLPPbYY7S0tLB3717MZjPr1q1jZGSEhIQEli5dylNPPUVERIQsW3y3tbWVrKysCWUq3QjCdaFWqzl58iQxMTGS0+xyuTh06BCjo6OUlpbKdJ1Go5GSkhJ0Oh3+/v68/fbb2O128vPz6ejoIDMzk8cff1yeen/x4kX8/f2lS+DEiRNs2LBB5roQ26ejoqL4yU9+Il1Fysnf5XIRExPD008/jdVq5Z133mHhwoUEBQXxxRdf4Ofnx+uvvy6D13V1dZjNZiorK2X/djgc6HQ6mpqaeOedd9iwYQOjo6MMDw9TW1vL5cuXqa6uJjs7G5fLxenTp1m+fDnDw8MMDAzg6+tLZmYmGzZskDlLHA4H+/fvx2w2yzdA8dajpDCWl5fT0tJCeHg4HR0d9PX1MTg4SFtbG2VlZfT29tLZ2UlHRwfXr1+npaVFsq/E2BKr6czMTHx8fGhvb8fX15eSkhLCw8Oli8XpdGKz2YiMjCQlJYW5c+ei1Wr505/+hF6v5+OPP8Zms7Fy5UoaGhom2A5l/xQTuWiX8PDwCe0i2uall15izpw5mEwmeapTbGwsS5YsuWcX7V8SU8pQCzgcDnlcVFZWlsxdMTg4yPDwsNyZpnzFM5lMkjYWFRUljYagpIWFhcnO6XK5uHv3LiMjI8BEA+p0OnnttdfYtWsXVVVVXL9+nfvuu08mQRI+ZiWE/1mj0cjdh8ePH8ff35+wsDD5mcVimbAqFb7ShIQEnnvuOY4dO0Z1dTVRUVEEBQWh0+nk69ndu3clq+Gpp54iPz+fpqamCa96586do6uri5GREU6dOoXVamXVqlXEx8dTXFwsnyvqarVaJYVMo9EQGBjI+vXriYqKktRHQecTLg6YeECCWq3GZDLR19cn9dDY2EhTU5O8V0lLdDqdMmeHkEcMkMmg9HfW1NTQ0dEBjPuiL168KBkiJ0+e5MknnwTGV9YJ/yvNqdFo5NlnnyUwMJCtW7cSFBTESy+9RHV1NSdPniQoKAiDwcBTTz1FTEyM9M3D+NmPL7/8MhcuXKCqqoovv/yS+Ph4mR/d6XSSkZEhXQsDAwNyVafsny6Xi9HRUSorK/Hy8pL+eHGf1WqVGRF1Oh0Wi4Wuri4ph5iUrFYrUVFR/OxnP+ODDz6gtLSU/v5+kpKS6O3tRa/Xy3iJUn+in6tUX1FAjxw5QlpamuyXIo4i7nW5XDIr5bJly1i8eDHbt29nYGBAsmVEu46OjtLd3c3w8LC8d9u2bdINKFBUVER/fz89PT2cOnVK0mStVitlZWX3uHzMZrOUQVB1n3vuORmDsNlsEwKC4lAOZf8EGB4epq+vT/YjpYtGTLSibx8+fFjSLadA+E5iytDzhMH58ssvJQ0tKCiI/Px81q5dS2RkJJ9//jmDg4MywU9nZyfd3d2o1Wru3LlDaWkpTz75JN/5zncoLS2lqamJF198EZPJxKpVqzAajYSGhqLRaKisrGTmzJkEBgZy584dent7JX97zZo1Mo+GwWCQSfktFotcoT7zzDNcuHCB69ev09/fz5w5c4iIiOCLL75g2rRpJCcn09zcTGxsLDqdjqSkJKxWK1euXCEuLo4jR47Q19eHl5eXTPifkJDA3LlzUalUREZGEhAQQHZ2Nh0dHXR0dJCdnS2T5KelpTFz5kza29vp7e2V6VBfeeUV1q5dS3d3NwEBAZSVleHv78/9999Pd3e33MgTFhaG3W5Hp9ORmJhIcnIydXV1GAwGmfWst7eX0dFRZs+ejb+/v/TzORwOOjs76e3txWQycfToUXp7ezGbzcyePZsrV64wODhIUlISJ06ckBnb1q9fT0VFBbdu3WLu3LkkJyczODhIWlqa9EFWVlYSHBxMQkICd+7cobu7m8zMTGDcb6nT6YiOjsZqtXL48GEWLlxIc3MzBoNBrr69vMaPEouOjiYsLIz29nb6+vpYvHgxERERnDlzRmaImzNnDtXV1fj7+5OWlkZgYKBMZh8VFcWZM2eIjIxkwYIFtLS08NBDD8lDlS0WC8XFxbz00kuYTCYOHz6MyWRCr9djs9no6uqiv78frVZLTU0Nt27d4vvf/z7z5s2jsLAQl8vF008/zdDQEE8//TQVFRXk5ubS2tpKe3s7aWlp6PV62tvbZfoDLy8v1q9fT1tbG2FhYdhsNoKDgwkODqanp4eysjKio6NZs2YN+/fvl3GT7OxsVCoVhYWFzJ49G4PBQG9vL5GRkQQHBxMWFjYphTEiIgKr1cr169dlilKVSkV0dDQGg4F58+ZRWVmJxWJhwYIFGI1G6urqyMnJkZvUBgYG6O7uZmRkhJ///Ofk5uZy9+5dfHx8uHjxIsnJyTJ1cF9fH319fYSHhzM6OkpUVBRhYWHExMRQU1NDQkIC/v7+7Nu3T7pLxC7hc+fOERQUxNDQEHfv3sVoNNLf38+xY8fkpCHePEVWyqKiIu7cuSMptyJLoUj8JWzTXxpTjvXxy1/+koyMDL7//e9PGi0W7pCGhgasVitOp5PIyEiZRlEJZdBAyeRQPq+xsZHBwUEA/Pz8SEtLu4dmJVwLItn6ypUr5ar+P6Pu/94ItLhuNBplbhSHw0FSUpLM+OYece/r66OlpUUeMJucnPyto+TKZ5rNZurr66VOp02bNoFv7M48eO+993jhhRfuyZymLFu4L27cuMGf/vQnfvzjHzN79myMRiNbt27lRz/60QR9uDMN/qP6+7bfd6/bZEwMpWyjo6PcuHFDrvbj4+MJDw//Rl1PRp1zOBzU19fLjTIhISEkJCTc076if27fvp158+aRnp5+TyIud1/xt9XX/07/FO4Q8baUlpYmNyq598+2tjbu3r0rg7ppaWkTkqJ9Uzsps24ajUZu3bolV8tiTMC4y6++vl66ksThF//RfvR/E1PCUMO92eIm40pP9rf47mQDSFmu8nvK7HuTDQ73z5TfVQYjYGLWN6UcSj+YkoKlfCUTs7y/v7/cMemui6+rrxjYynP3lAEsJU8V7uWiClmVWfhE+lGhI5PJJHdWKrPXfV05ysEn7lXyYcXuUlEPJeVOUMSE20vcY7VaJeNFqRehX3fdKo2XcBk4HA55qogo12g0otfr8fX1xWKxMDw8LJN+iTZ0p2Mq20FMVMJICqMs6qlsP6WfVulnF7ofGRmRGRDVarUM6Pn5+d3T/iL5lniuu0xKw+3OU56MAqg06EJG5WnxIg6gHA/u9ExRFyWdURhO97GlvF/5Hfd7lTpT0iiF/O7tNJkdEOVNxmF377vK57iP/6mAKeH6EA12+/ZtiouLaWtrIyFh/By68+fPMzw8TGRkJIWFhVRXV+Pr60twcDCXLl1ibGyM0NBQmSQ9IiICnU7H4cOHqaurIzg4GG9vb3bt2sXY2BhxcXGo1WrKy8vp7+8nMjKSmzdv0tTUxLRp01Cr1XR3d3PlyhWZ7Onq1as4nU65chSdY2BggPz8fOmqENeEn03JtYXxAfz++++Tk5NDTU0Nb7/9NoGBgSQkJPDRRx/JV9B9+/Zx9uxZ+bqpfKYYhFu2bMFgMBAaGio7Nny12UbwiYUMk00mjY2NGAwGuWX7n/7pn5g7dy6BgYHYbDYuXbpEYmLiBEqcKEPJ23X3Ld66dUvKJb6nvEdpOJqbmwkLC8PlGk8ZIIyVyINy5coVgoKC6O/vJy8vj7GxMRISEiaUpdQ3MEHvYsCVlJQQFxeHRqPhiy++YM+ePfJEoTfeeIOmpiYyMjLQ6/X30PFEHQsKCiguLpZBO7vdLvNGu+vePcOiMETC+It6A1y/fp3XXnuNFStW4O3tjdFopKamZsLuUaF3pf9VqQO1epzz39zcLANn7npQ6spms3H79m0pg7K/CmbR5cuX5Y7RY8eOERISIicPpc6bmppkHhNle0+2OlUucES93CccpeFU3q/8u6KigoMHD7JgwQKuXLnCkSNH8Pb2JioqasLkI8pX9l33tz5l31XKOFWMNEwRQy1m2gMHDlBTU0NWVhbTp0/nD3/4Az4+PixcuJDu7m4++eQTMjMzyczMpLq6mj/+8Y9ERkbKzHApKSmcPHkSPz8/8vLyyMzMZO7cubz55pskJCRw/vx54uPjMRgM/OIXvyAwMJDExERee+01Ojs7eeB/Hce1efNmTp8+zaOPPsrvf/97EhMTZf4KZYfauHEj06ZN4/jx42RmZuLv7y8HaWVlJXv37qW0tJSsrCzKyso4ePAgdXV1LFmyhN/+9rfo9XoWLlxIVFQUY2NjnDhxgiVLltDQ0IDT6cTPz4+MjIwJKwAvLy9qa2upqKjgscce45133mF4eJj4+HhpcLdv3y5Xrps2baKzs5OZM2dy5MgREhISOHbsGOHh4bzyyivSRxwZGcmNGzeYNm0akZGRFBQU0NjYyMKFC6moqKCgoICysjJSU1O5desW+/fvZ2hoiKSkpAlvGTdv3uRHP/oRTqeTOXPmUF5ezsGDB+XmieLiYlQqFdXV1djtdl599VX8/f1JTEzk1KlTVFRU0NbWRnx8vHQfzJo1i3379pGcnMzRo0fl8VP79+9HpVIRFRXFRx99RElJiQwe79ixg6qqKubMmcPJkyepqKjg/vvv586dO/z617+WCauOHTtGXl4eK1asICMjgzNnznD8+HE56AsLC2lubiY5OZmmpibJmJk+fTrvvfceKpVKTvANDQ1s27aNqKgourq6+PTTTxkbGyMwMJCLFy8SGBhIaWkpNpuNV199FV9fX1JSUoiJieHq1atkZWXh7+/Ptm3bsFqtzJ49mxMnTnDq1CmZKuHy5csUFBTgdDqJjY2dsBnq4sWL/N3f/R2BgYGkpaVx7tw5CgsL8fX1xWQycfXqVYxGI52dnbS0tPDLX/5SnlF59OhRampq6O/vJyoqivr6ery9vZk9ezYqlYpXX32V2NhY0tLSOHToENOnT+f48eMEBgbyyiuvMDY2Rk5ODpWVlWzduhWj0Uhqaip5eXmcPHmSsbExZsyYIY2oOMQ6KyuL/Px8AgMDKSoq4ujRo6SkpFBTU8ORI0eoqqqSbhABlUpFd3c33d3dZGdn8+GHHxIfH09RURGJiYm0tbWRn5+PWq0mMjKSLVu2cO7cOfz8/IiKigImnrA+lQzy12FKsD6EohISEkhPT+f06dPcvHmTpUuXYjAY2LNnD1qtloULF3L79m2++OILsrOz+d73voe3t7dkJohXRofDwaJFi2hoaODs2bOEh4fLFVxLSwt5eXk89NBDOBwO/P39+fGPfyyTCB04cIDw8HBSU1MZGxtjwYIFjI2NcfDgQeAr+pg4FcRut6PRaCRFT6C2tlYeybR7927OnDnD+vXr8fHxITQ0lMWLF7N27VqZlOm+++6TjJC1a9fyve99T7IYlBsfAHkgqVqt5m/+5m+4fv06f/d3f8fp06f56U9/ygMPPMDSpUulf/j27duUlJRw48YNHA4Hly9fJjg4WOpQnFEoGBowTh9sb28Hxld84tis06dP89FHH6FWj29WEfmtBSIiIsjNzWXDhg04HA7efPNN9Ho977//PkFBQRiNRn73u9+xYMECqYennnoKtVqNv78/gYGBkg734osv8uKLL8qVZVlZmTxl5M0330Sn07Fz504OHTok86pcv36dnp4eWlpa+MEPfgCMc4T7+/sZHR0lLi6OpUuXsm7dOiIjI5kzZw7Lly/nqaeeor29nY8//hiNRsOmTZsAmD17NrNnzwbg4Ycf5q/+6q944okn8Pf354c//CFFRUW8/vrrbN++nT/84Q/81V/9FTNnzuTjjz/m1Vdf5fLly1y+fJmWlhbMZjPXrl2TR849/fTT96zGhbz19fXA+EYUcebjxYsX+eSTT9DpdHz44YfSDSIQExPD/fffz+OPP05PTw8ffvgher2ejRs3kpCQQFlZGZs3byYnJ4fQ0FAefPBBHn74YVwuFwaDgcDAQPR6PUFBQbz88su88MILREdHc/DgQTZs2EBtbS09PT2Stnft2jUiIiJkPwLYtm0br776KufPn6e3t5eLFy8yZ84cVqxYMcGtERQURHV1NWVlZTIjpdFo5JFHHmH37t0ys6LD4aC8vByYmLZh9uzZbNiwARiPLS1fvpxly5Zx5swZPv74Y6mjsbExTp8+zeOPPy7ZHP8vGGZ3TClD7e/vz5NPPklgYCA1NTXMnDlTRrj7+/tZsWIFixYtkvzS/v5++vr68PX1xW63k52dLY+Duv/++8nOzqa0tJRVq1bR3NzMwMAA3t7e9PX1cf36dS5cuACMHzQgqD1dXV10d3dz8uRJOjs7yc7O5pFHHqG2thb46jVN0KgyMjJwOp2EhYVhNpslN9udyid8gIJypdVq8fHxmVQPYuecCKYo/YGCdZKRkYHJZOLz40AEdQAAIABJREFUzz/H39+fV199lQULFvDKK69QXFxMTU2N5KaKMp1OJ93d3TJaLny3wncpjiiDidxyjUYjo/xWqxWdTkdERATPPPOMDNQI2UUGRHHklmBpPPfcc3Lrr7e3tzxeShyS6nA4aG9vl4wHl8slMx7COFVr9erVTJ8+naKiIkJDQ5k2bRrPPPOMfNVW7q7MyMiYoHen0zmBeqY8cFUJvV7PzJkzeeqpp+7pp2IHo3BPbNu2jZkzZ/Liiy/y6KOPsnbtWvbs2UNjY6Ok7wmdCMqdyWSSJ8sICqTQvaCIuVwuSS/V6/VER0fj4+OD1WpFr9cTGxsrM0oqdS/6pGg/nU5HQkICzzzzjKyDaAP37H537tyhtbWVrq4uKbM42PjEiRNYrVbq6+upqanBy8trwoG6drudsbGxe3zXDoeD6Oho2RZCVvFW+uijj/I//+f/ZPny5TIILqDVaomNjSUgIGDC58qJTbSd2Wymo6OD2tpa6dqMi4vj2WefRaVSMWPGDKZPnz7BP/3/GqaE60Moz2g08umnnxISEsKGDRu4cuUKe/bsYfXq1eTk5PD5559z8+ZNXn31VW7cuEFJSQlGo5GMjAx5gO0TTzxBUlISW7dupaOjgx/84AdyE8HChQt58MEHmT9/PvHx8aSnp+Pj48P+/fvlGXvr1q1jzpw5hISEsHjxYoqKijh16hQbNmzA6XRy+/Ztenp6ZHa3ffv2kZOTQ25uLh0dHZw7d4558+Zx48YNzp8/j1ar5fnnn8fb25vi4mJiY2OZN28eQ0NDREZGEhoaCsCVK1ckhcw92Kl0t1RVVbF8+XJ5JmJ0dDTL/z/23js+quvM/3/PCPWCeu+9IQFCIMDgYFwoBju2E6fYJk6c3cTJ7nedXWed18aJY8fEsePEvYAdGwNGjimmCYwAYzqSUO8NaSQkjcqMykgjTdH9/qE9x3cG4WS/v9f+liR7Xi+9NDP33nNPeU57ns/zeW6+maCgIFxdXUlKSiIrKwsvLy/S0tL405/+REJCAmvWrGFgYID6+noSExOZN28eFouF48ePy0jrNpuNc+fOSTVJX18fU1NTxMbGEhAQgLe3N0FBQSxZsoSKigpCQ0NJTU11MPK5ubkxODjI6dOnKSgoID4+nsrKShITE6Xh7P7776ekpIScnBy6urooKSlh4cKF5ObmXsOACEh7wMWLF3F3d+eBBx4gPDycqqoq4uLiWLJkCWfOnKGhoYGwsDC5A46Pj8dqtbJ79270ej1jY2Pk5uYyNjZGYmKiXOBtNhtpaWn4+/vj5eVFU1MTycnJREREcO7cOYlVVqsZbDYbCQkJMmivp6cnGRkZMjp7VFQUhYWF5OXlcfvtt9PQ0EBPT4+EVXZ3d1NaWkpOTo6Mi1hRUUFERASHDx/GaDTi6+tLaGgoUVFR2O120tPTSU5OprKykoSEBGJiYhyMX35+frS1tVFeXs7KlSsJDAykpqaGefPmMTIygr+/P6tWraK2tlaqKZqbm1myZIls+7S0NAfbQ29vL56enjz88MMSIeHn50dNTQ2JiYlkZWVJZsW8vDyio6MpLCxk8eLFzJ8/n/7+fpKTk6WhXLSfRqMhNDSU7u5uNmzYQHJyMo2NjVRVVfHQQw9hsVgICwtDq9USEhIi7RjOY0LIxrFjx8jKymLDhg34+/tTV1dHQkICCQkJGI1GMjIyHJ79a5us/8dRH84WWGcj1WwICPUu1Xkim+2z83e1cDvnq7aMi2siNTc3y12Zr68vKSkpshziXgHbEyG5brvttmvIedTlEvV85513uP3224mNjb2GhMnZsu9cfmdr/vXgY/8vQurcLuJE4dy+zvlery/UKA/n6+p8neup/t25Xy0WC/v376ezs5M777yT9PR0ByOccxlne9eXyc6XpesRL13v81/aH85yrk7Xk+XrvUPd7sCs8qFuE/UYFM+L9zjvSv/c2LuenKj7V52fcx2cy+9cT+d+na2N/lonZ3X6H5+owbGh1cdtYZhTlBmi9/Hxcbmyjo2N0dLSQmZmpjxKql2K1UkNA1JfUwvf6OgoiqIwd+5cB6EQMCKj0Sg5KeAL67SYdEQ9BCpD5A9fQOXEf2dEgEYzE8/Q3d1deq3NdkxzHjziWXFNq50J5Do1NSW5ndWDUz0wnOFaGo2G2tpaXF1dSUtLY3R0lIaGBlJSUggMDLyGoU+rnSEwCgoKckAlOEOn1LCq603OImm1M45LYWFhuLm5Odw7ODiIt7e3RIXodDoGBwfJzs7Gzc2N0tJSPD09yc7OxmQyMTExgUajkScWNZQPZrxJzWYzISEhDox+4rNQFanL6gztUvfB5OQkDQ0NEp8OoNPpCAoKwtvb+5rAyOqkhgE6y66QF/UpS+2Z6yyPIh9XV1cGBgaYnp7Gzc2NgICAa8p89epVaRdQ5yNUMILFUMDnnFUQs8mRekFWt5vzb85yLcqvlhXBr6LeTc82WTsz66kDCYt81dDNv8YJ+39cRy0abmxsjL179zJnzhxGR0fZt28fc+bMkcFWGxsb2bVrl3zG3d2dP/7xj9LQADPk/CK/o0eP0tXVBcx0nnA9F52kdqsF+OyzzyRBjXqXotVq6e7uZsuWLcAM3ad4Vtw7PDx8jQAcOnSI4uJieRR1cXFheHhY5vvZZ59JgxHMBI/V6/WyfmLhEIJoMpmk/nVsbMzBkGQymSRW9MKFCxQWFsqyqaFxIi81jE1cGxoa4sUXX5Ru4MeOHWPv3r1y0dm9ezd79uyRk8rU1BRvvvkmJpOJ6elpxsbG5MRstVqv4Qd3cXFhamqKwsJCnn/+eS5cuIBG84VRVnxuaGiQ+tnjx4/T0tICQGFhIZWVlQ4T2RtvvEFzczMAvb29so8qKyvZunUrb731lgMlqXqx2r17N1VVVYyNjTksroJVr6enR07AgvHOeRd79uxZampqgBld8p/+9Cfpqj81NUVzc7PsF5hZHESbiwVVfQoSfXH8+HHJAyPGg5Bdi8WCq6urdK0Wci7yEHp6gF27drF161ZOnDhBZ2cnP//5z3nppZeorq4GoKmpSbqUK4oi7RMnTpzg6NGjstzCkUQsEEK/roYuqpn/JiYmZLtbrVbMZrMcS2KBFPIo5EdcV8P22trapO1IURSHe9XjTc3mp/6uhoKqd+x/jemG0FGLhv/kk08IDg6msbGRnp4e+vr62LdvHz09PcTGxvLJJ59QW1srI4j09vZKaNe7775LWVkZijJDgPNv//ZvmEwm8vLyaGtrY/v27VRWVjJ//nyeeeYZ2traaG1tJTQ0lFdffZXa2lpiYmKkcVAI4csvv0xZWZmES7333ntcunSJlJQUysrKeO211zCZTGRkZDjs6IuLiykqKiIkJASLxYLRaGTbtm1yF/jzn/+cjo4O5s+fj91u54033iA2NpbY2Fi2bdtGcXExAwMDeHt78+KLL9LQ0IBGM6PHLywspLy8nIyMDH7/+9/T1NREVVUVixYtYmpqCk9PTxISEuQgUgvpbEKr0WgYGRmho6OD+++/H4Da2lpSU1OZN28edrudDz74gK6uLu644w4KCwslMufOO+9k37597N27l5CQEI4fP85HH33E6dOnmTNnDvEqT7qGhgY++ugjGXtx7969fPLJJ3z++ecEBQUxMjLChx9+yC233IKrqytPPPEEer2em266icuXL1NWVsaFCxfIzs4mPDyc7u5uIiIiiIiIIDIykoqKClatWsXU1BRubm5ERUVJ9ZRIWu0MXW5xcTHf+973+PTTTyVFa0hICNXV1ezfv5+pqSnmzJnDO++8w4ULF0hMTKSwsJC0tDTeffddsrOzefHFF6mpqSEjIwN/f38mJiawWCxkZWVRW1vLrl27uOWWWzAajTz//PM0NjZKI+uOHTtkwGLBSS4mtp/97Gfo9Xry8/Opqalhz549lJWVkZ2dTWFhIVarlRMnTpCVlcXjjz+OyWRiwYIFlJSUcPToUaqqqoiPj2fOnDkEBgaSlpZGU1MT4+PjPPDAA0RGRqLX69m6dSt5eXn4+vryi1/8gra2NgYHB/Hy8pJRkFJSUqioqODgwYPU1NSQnZ3Na6+9xpkzZ2hra8NgMDA6Oiqhffv375d9NW/ePF5++WXOnDlDR0cHQUFBvP/++5SUlJCUlMSbb75JXV0dZWVlLF68GPjiVGYwGHj77beJi4sjJiaGp556itbWVinnzqqdv/X0P76jhi/iz4WEhPCHP/yBw4cPExgYSGlpKU899RRXrlyhpaWFJUuWcM8998hd9PT0tLT8ilh4wjJfUFDAd7/7XTw8PNDpdISHh9PU1CR3rd/85jfR6/UcO3aM5cuXs2HDBgemOJjZcVitVh599FEZSVocC8WCkZSUxAMPPHCN51x4eDjp6emcO3cOPz8/+vr6CA8P58KFCwDk5eXx3e9+l+DgYHx9fVm6dCmjo6PSuv7kk09SX19PS0sLsbGxEnmyd+9evLy8GBwclJG3v/Wtb9HT04PVaiUzM5NVq1YBXKOCaWtr45133nHYuauT83exazt//jweHh54e3tz7tw52tvb+fGPf0x0dDTDw8NYLBY8PT0pKSmRCJGwsDD5HpH3vHnz+P73v8+JEyfkaSc2NpawsDDpcBIcHMzIyAharZb8/Hy++93vSs/JBx98kNDQUBkEWN1f6mNzcnIya9eulQyIaj0rwJ49e7j11lsB2LhxI8nJyTz33HNUVlby3HPPER0dzdq1azl06BBr165l1apVHDt2TJIvGQwG3NzcWLBgAd/5zneIi4uT+Qskxvz584mJicFkMkkk0t13301TU5PE+I6NjUmom1D7ubq6kp+fz8MPP4y3tzc7duzA29ub/v5+urq6uP322/nBD37AqlWrcHd3p6CggO9973t4eXnh7+9PYmKijPd40003cfvtt0tahNbWVk6ePMnQ0BDR0dHk5ORgNBrl5uLb3/42zc3NmM1m1qxZQ0FBAeXl5Rw8eJCQkBD6+vo4duwYfn5+fOc732FoaAij0YjVasVkMmEymRgdHeUb3/gGiqJw/PhxIiIi+OY3v8nIyAiHDh2ShP9VVVVYLBa+9a1vMTAwgMlkcjj1BQYGUlBQIClvJyYmeOCBBySjo7OK6G893RC1FQNIxLET+mB3d3dOnToFIBnW1O6kWq1WciaLGHfbt28HZjpWcNeePn0af39/7Ha73DEImFJQUBC1tbVUVlY6HFMB6RF39uxZRkZGiIuLw8XFhZycHBYvXozFYpGRzMFxdTcajaxatYr6+noZB1IEcoWZgSliCU5OTtLS0iKPyi4uLpw+fRpXV1cHis3p6Wni4+MBWLlyJcnJyXKxUk9Uan2euly+vr6kpaVdAwsUSS38YvcNM0fhiIgIgoKCOHv2LG5ubnz22WcMDw/T2dkpHWV6e3tledR6V3FMraqqorW1lby8PA4ePHgNw9zY2Bg6nU7SV1qtVs6dOwc4wrFEvdRcK+rjt7jHuU1cXFxobm5mcHCQFStWAPDhhx/S19fHli1byM/PZ8uWLQwPD3PgwAGio6OprKyktraW2NhYbDYbpaWldHd3Sx32pUuXJGPenDlzJDdHX18fHR0dcuIT9Kd2u524uDg0Gg1Lly6VhFPqtrdarRI6KmIsrly5kqSkJM6dO8ddd90lr4+Pj3P27FksFgtms5nBwUGHYMGirSYnJ4n/T75vmGGUa29vp62tjZGREXx8fBy4bQQ0T6vVEhsbi6IorF69mqysLAYHB6mpqUFRFHx8fGhsbKShoUFCAt3d3bHZbAQEBDA4OEhtbS2KohAbG4tGoyEvL48FCxZI71nnDYJg8mttbaW9vV22nxj7N4BZ7f/3dMOoPjQaDYGBgeTn55Obm0tmZibz5s2jsrKSO++8k8TERAICAggPDyc8PJzQ0FAiIiLo6uoiOjqaqakpjEYj9913nwxY2tLSQnx8PLm5uRiNRpYsWcLcuXNJTU0lLCyMuXPnsnz5cgYHBwkNDaWgoEA6fyjKDP2mr68vY2NjLFu2jKVLl0rMb2ZmJt7e3pJ9TK1G0Gg0eHt7k5SURGZmJpmZmXJSFc4GWVlZNDU1ERMTI7HNXl5eREVFSUayu+++m6ioKAIDA4mIiCAwMJCbb74ZvV6Pj48Pqamp8lpwcDARERGzqjXEZ29vb+Li4iRUSn2PyWTizJkz3HLLLWg0MzBAi8XCvHnzcHd3Z+PGjeTn5+Pr60teXh46nY6CggKWLFmCi4sL4eHhJCYmkpCQQHJysoRGCSOWUC10dXXR09PDI488QkREBHFxcSQlJZGQkEBjY6Ns/5SUFFJSUmhubiY6OpqYmBjCwsIkk5q3tzefffYZiYmJREZGygVV7JTVCAa1cXN4eJjc3FwCAgKYnp4mLS1NBiqGGSxybm4uCQkJpKen09/fj7+/P7fffrtUtyxZsoSYmBgSExO5cuUKgYGBBAUFER4ejl6vx9/fH51OJ9s5KSlJlj8gIICvfOUrGAwGPDw8SEtLu2aBjI+Pp7W1lfDwcFasWCHzjIqKwmw2861vfQuTyURsbCwJCQmyjVJSUsjKyiIzM1OqU0T/z507F71eT1tbG0FBQXIyd3V1JSoqiri4OMLCwiTxU2hoKGFhYYSFhbF06VK6uroIDg4mJyeHjo4OWlpacHFxYdOmTeh0OhISEpg/fz4hISGEh4dLNsP29nZaWlpwd3fnwQcfZHR0FBcXFzIzMwkMDCQyMlLKrhpR1NzczPj4OF5eXgQFBZGamkpoaKiDnP81Gwf/q+mGQH2A4y7QGdVwPXiScwfNBk26XkfOdq/43ZkZT31ttnzVeakNI+qd/5dBl5z//yX1Vl+7nhUdHNEOonzq7yLfyclJfve735Gfn88dd9xBRUUFx48f56GHHiIsLEy2yV9Sjy/rqz9335/LW0y4ly9f5pNPPuHHP/4xYWFhfPTRR0xMTPDwww9fV3+pRheoB7oaYqfus9me/bKyOiNDZqvv9fp8NjTD9dprNkIm0bezxXP8sonseiiWL+tHYey85ZZb5AZEXXb1M8XFxTQ1NbFhwwYH7pLZ2kCNsrkehFD9ntna6Xp1uV47/LVM9jfMRK1O6gE12+9Cv9fS0kJ6ejpeXl4O8Dc1tEo8JziKvb295e5JCI2a2Ww2CJb6sxqSJ36bTfCc4XgDAwMEBgY6vEPkYzAYcHd3x8vLy6FMatif+r94xtPTUwYXUNf7/8tuQ13+pqYm6ZTT3d1Nf3+/hMM5D7DZIGZarRa9Xi+fE+2nbk9nSJfIV8CsRHup4ZfqU4JIjY2NBAUFERoaislkktBCf39/hoaGJExNeMCpmfu0Wi1DQ0My6otaHtTBdUUZ1H3jzIgo2qK3txe9Xk92djZz5szBarVKo7i6L0US8i7aQ3x2li01XE9A5oRue7bJXz2WBgYGAJg7dy5eXl7XTP5qGKlaFpwXyenpaXp7ex24RtT5iH6anp52CDo721Sjrre6/GLRETp/dZ+JwBPiVCTycZ641ZslcV2N/PlrmaThBtFRiwFeVFTEr371K1577TW6u7sljEkIjzoiiZubG++++y6VlZUyD3GsEt8FHEqkHTt20NraKjvIme1LLACvvvoqLS0taDQzEKxXXnlFBuQU94sJRN3Z4+Pj/PKXv+Szzz7DxcWF0dFRGUz0rbfeoq+vzwEqJ2B++/bto6SkROYJX+hfhdCOj4877PILCwupqamRFnL1gBbwvdHRUQ4ePMj4+Pg1kyEgvfLE72LQAxQXF/P222/LewUyxs3Njffff5/NmzezZcsWWa6xsTHJFSIgbaIffv/739Pb24tGM+PRJ2g9XVxcJOZZtL/4XQyq8fFxJiYmZPQci8UiB9vQ0JCcVJubm3n66aeBGV3xp59+KuGc27ZtY+vWrRw4cMChDdSD9a233sJgMGAwGByQMW5ubpjNZvr7+yVUTj24hezYbDYOHTokJ0NFUXjppZfo7+8HYGhoSEbkEQuA2WyW/S1gaGoZE/J46NAhyQOj0cwgfwRCRI1xHh4e5tChQxJiqYa7jY+Ps2XLFt5++210Oh3Nzc28/PLLvPXWWzLCizDoabVazGazhA9qNDORYQTG3Gg0Ul9fLyfYiYkJOdZcXFwkfW9fXx8vv/yylCtxr6i3ug37+vr45S9/ye9//3tOnDghr4tAIQLeKqC6Iu6iKMPY2Jg09sKMnl8YpQWNrVoNJvKd7fRwI6YbQkctGnvv3r2kpqaydu1aQkNDee6556RbaVpaGi+99BJnz57lypUrLFq0iJ6eHnx9fUlMTOTIkSN8/PHHkiP45Zdfpra2Fl9fXzo6Oti1axf19fWsWLGC4OBgB6cSkTQaDWVlZdIdNTg4mN/97ndER0cTGhpKZGTkrHzV8AW222g00tfXR3JysgzGKVja6uvrKSsrY9myZfzqV7/i0qVLREZG0tPTw7lz5yQBz/bt20lPT2fHjh1otVrefvtt6urq5M5v27Zt1NTUsHLlSi5evMjx48fp7OwkIyODJ554gvr6emJjY+nq6uLpp58mPDyc1NRUh6M7OFJNqnf6YjBERkaSn58PQElJCV/72tfw8fHhww8/ZN26dSxfvpypqSmee+45mpubGRoaIiAggFdffZXz588TERFBQkICDQ0NZGZm4uvry6uvvsrp06elwemtt95iaGiIuLg4/vjHP5KVlcU777xDWloazz77LOXl5URGRjIwMMCuXbuk67lgJrTZbMTFxUnD38qVKyVPil6vZ9GiRYyPj0sYn3CDVu/kioqKcHV1ZeXKlbz//vs0Nzczd+5c3Nzc+Pzzzzly5AgxMTFUVVXx8ccf09TUREJCAjt27CAtLY333nuP+Ph4fvrTn+Lq6kpqaipBQUE0NjZKO8KBAweorKzk5ptvZv/+/Rw8eJBLly6RmprKqVOnOHbsGE1NTSxcuFDKk0ajob6+nqeffpqAgACysrL46KOP+Pzzz+nu7iYkJIRPPvmEgYEBuru7mZyc5KmnniIyMpK4uDj27t3LhQsX6OjoIDk5Gbt9JoZgTk4Ob775JomJiTJ6z+bNm6msrKSjo4PU1FTeffddiouLycvL45133qG8vJxz586xfPlyjh07xsWLF1m9ejVtbW1s3bqVvr4+UlNTKS4uZs+ePTQ2NpKZmcknn3xCXV0d4+PjuLu78/7771NaWkpcXBxz586VfdDc3ExVVRXf//73SUpKorW1lc2bN9Pb20t2djYHDhzg8OHDXL16ldjYWHbv3k1tbS0eHh6YzWZ27tzJpUuXWLBgAYWFhXz88ce4uLgQHBzMu+++y4ULFwgODqa/v5/NmzczNDRESkqKPF3f6LvqG2JHLZKbm5sUCKvVytjYGN/61reYmJjg008/JTU1lXvuuUfGzRPHWZjZsYSGhlJSUsLo6CiJiYnceuutVFdXc+nSJTZt2kROTo6EnKknKPFns9lYvnw5y5cvZ86cOTLiRG5urnQAcMYlO6tJAgMDcXV1pa+vj8DAQEl24+Pjww9+8APGx8cZHR1ldHSU7373u6SmpjI2NsY3vvENEhMTaWxslBBAo9HI8PAwERERrFu3jpqaGs6dO8f999/P8uXL6enp4dChQ8TFxVFeXi53K//8z/9MfHw84eHhrFmzhg0bNsyKCjl69Cj79u275neR1B5fwpFF/H769GkqKyuZmprCw8ODr33ta7S3t1NUVMSKFSv45S9/6RBQdO7cuZSUlODr68u//uu/cuTIEcnl7ObmhlarlbvPwcFBuZv6h3/4B9LT09m5cyeurq7SY3Lu3LnYbDY50NQk+YCM6APwla98hdtvv52CggLgi9OKi8tMHMILFy6wceNGAB555BG6u7t58803+fzzz9m6dSt33303aWlpHD58mF/84heYzWYqKiqko45eryc0NJQVK1awadMmSfgEXwQRWL9+vZS9wcFBli5dSlZWFhcuXODw4cPExMRQU1MjgzqLesTGxrJ69Wq+9rWvSTRKfHw8586dIyIigomJCV5//XVWrVpFUFAQa9asYf369Wg0GqKjo0lISCAyMhIvLy/Wrl3LnXfeia+vL4899hgw4yAlHGp+8pOf0NbWRlNTE35+fgwPD9Pa2sr4+Dj33HMPiqLQ3d3N3XffLcsnVG8eHh6YTCbOnj3Lz372Mx588EEmJiZITExk06ZNtLW1ceDAAUnCJRyFhMx5eHhI+J/BYEBRFLy8vHj00UdlfMxf/OIX0pC5ZMkSNm3axMWLFyXccXR0lLa2NkwmEytWrGDt2rUUFxfT0dGBn58fZWVlTE9PExAQwCOPPIK3t/f/qj7+X5JwFsjNzcVsNuPu7i71e0FBQfT19dHQ0OAw0JqamjAajVy+fJnY2FiGhoaYmprCx8dH7hJ9fHw4d+4cra2teHt709zcLL33xABXlBkMtsFgoLW1lZqaGvz9/QkMDMRsNsuj/OnTpyU0Sj35TU5O8sYbb3DmzBnCwsI4efKk3Nn19/fLwKPimCzoPEU9BHzLzc0Nu93O5cuX6e3tRavVyskIkJzGTU1N+Pj4EBERgaurKxs3bsTV1ZXAwEB5v5ubG11dXRI65Zyio6MlBtg5aTRfRHUGR/ibVqtl8eLFJCcnMz4+jqenp6xXeHg49fX1cvcDM8fQiooKAgMD0ev10sHFw8ODm266iZMnT9LY2Ii7uztlZWX09vYCM4ueaJf4/wwWsGzZMlJSUoiOjiYqKoodO3YAOHjkie/q047zQqXGVGdnZ0so5uuvv05+fj7PPPMMa9eu5Te/+Y104oiIiODEiROMjY0RExPD0NAQly5dkh59BoOBixcvSlmxWq3U1dWhKAoNDQ10d3fL47inp6dkF4yJicHFxYU777zTwZ1b9GFvby/V1dXSiWfOnDnce++9Ui20cOFCGZm+s7OTxsZGbDYbw8PDDA0NSc9Ztdprz549zJ8/n66uLun5NufGAAAgAElEQVQhe/r0aXx8fKitrZVRuXt7e3Fzc5N2CavVSn19PV1dXbS1teHi4sLKlSs5f/48tbW1BAUFcerUKYqLi6XuXOj3BbNdXl6ePDmIPhK0BytWrGDOnDkO0FdhVzp9+jSKouDv7097e7sMKpGQkIBGo5GLn6IocpMQFRUlHcBuueUWJicniY6OdpDz/1V9/BeSRqPB39+fjo4OdDodkZGRpKSkEBYWhr+/P7m5uTQ1NdHS0kJwcDD5+flERESg0+lITk4m/j89sXJycggODiYuLo7Q0FACAwNZsmQJra2t5ObmsmjRIj788EOpDlAbDDWaGayvosxQbKanp5OQkEB1dTUPPvgg3t7eGI1GPDw8ZEQXtS5T7Ji++tWvEh8fj8FgID8/n4CAAJKSkggJCSEoKMgBkjRnzhx8fX0JDw8nKCiI6OhokpKS6OrqYtmyZSQlJREWFkZ4eDgBAQEsXbqUtrY20tPTyc/PJzs7WxLbR0REMHfuXCngPj4+eHl5yUCpzgavkJCQayB9atWH0WhkwYIFwIzOOjMzk6CgINzd3WlqaqK/v5/U1FQZEzAgIIDly5ej1+ux2WwsXrwYV1dXIiMjaW5u5qabbsLX15e+vj6+8Y1vSG/FxYsXs3TpUsLCwujp6WH58uXExsZK+JZWq5UxFN3d3cnMzGRgYICRkREJxxwcHOTs2bPcdtttwAyHttFolF5s6hOUur8tFgtLly7F3d1dOpskJyfL+wMDA1m8eDERERFkZGRQXV3NypUrJUPh2NgYy5cvJyIigvDwcNra2khNTZVUsDqdjoiICOrr6yV6Jjs7W0INY2JiyM/Pp729nYSEBMLCwhzGhbu7O3PnzqWjo0PCVtvb28nIyEBRFKKjo7ntttvo7+8nMTFRBsPNysoiLS2NrKwsUlJSHHaNGs0M096ZM2e46aabWL58OUeOHCEiIoLVq1dTUFAgAzYHBQWRnJxMaGiojPZSVVVFWFgY09PTkgM8NzeXVatWkZKSQnV1NampqSQlJck+nDt3LjfffLPUg2dmZjpEn/Hx8WFsbEw6M2VkZBAcHExoaCharZbU1FRqampYv349KSkpkgto3bp15ObmStlISkrC19eX6OhovLy8iI2NxcvLi9HRUbKzs/H29iY4OFhGtlHLxI2cbmjUhzOs5uDBg/LoJfTFs8GU1IiR2fTQjY2NJCYmOqAXnO+/HupjNt30l12frU7Ov33Z+2fL53plEsmZfErkobaAC2SHMKqKvIVxqq6ujg8//JCHH36Y5ORk3n//fUwmE//4j//owJN9vfo5q4W+rLxfds05j9nyBdi7dy8jIyM8/PDDDAwM8Mc//lFOQkIN4tzWzggBQHJXi0lETRKmRmWo01/S/7PVR32fOg91Xn/uHWrSJOfroi7iNOS8KRF5TE5OcvToUe6+++5r3v2X1OvP9f1saAvx3PXgol+W72xy8ufG25/rlxs93TATteiw1tZWtFotiYmJDsKoFi6R1NSbznmpB6XaSCauV1RUkJeXh9FopKenRx6ZxH1qY6MaKjXbAiCe6ejo4OTJk6xZs4bIyEiOHz/O2NgYGzZskIgB4WE1m/Cqj+fOeFznNnJxcXEIbXS9ycN5EbBYLNTX1zN//vxryj+bcM/Wll1dXRw7doxbb72VuLg4Pv/8cwYGBrjvvvukW7RGoyE9PV0Sv4sFQaP5Inp6Xl4e09PTMkqOGgOsLrMzjHI2jG1RURHJycmkpaUB0NnZia+vL4GBgbNO/OKzqPtsA1/UXf2c1WqVahZ1+zm3UVtbG0ajERcXFxYsWCBdrL29vSUrnXM9ZpNz58/CZdvNzQ1/f/9r4JzNzc14enpKrurryUZ1dTWxsbEyD+d6qheovr4+ysrKiIuLY968eZSWljJ//nyHwMrObSu+iz503lSp5U79frWcO49Z9aSuhskC18iGuh2d73WW97+GdEPoqEXDTU5OUl9fLxvPYDBQX1+PwWBAo/ki6rPo2B/96EcUFRWh0Wi4cuUK3d3d9Pb24uLiQnd3N01NTdIdtb+/n/LychRFoa2tTYbO6ujo4Pjx41itVgYGBrBYLFRVVTE+Pi47W+3qrE7Ou46LFy8yMjIi47KJ4+ScOXPYv38/zzzzDC+99BKKotDf309lZSUajYaJiQna2tro6OiQUKPq6moGBwcxm82MjIwwNTUluUCE2zzM6PYqKiowGo1oNBpeeOEFTp06JRnsampqJHzPYDBw+fJldu/eDcxwfzQ2NkoYpF6vl200PDwsP09NTUkPM5jRbRsMBsrKyoAZz7vTp08zMTHB6OgoR48epbi4WBpFtVqtA7b90KFDdHV1SQ4XYVR0dXXFbDZz9uxZbDYbfX19VFdXo9XOkMPb7XapDz5y5AhvvvkmQ0NDclcowqWNjo5y+fJlqSsWARMEREsYpJzxzxqNhu3bt7Nz505GR0flhNve3o5Wq5Wu4729vSiKwnvvvcef/vQnJicnsVqtMuIQINFDgibgJz/5CYWFhZSWljI9PRNpp6KigomJCcbGxiT3hd1up7u7W3KADA4OUlZWJiMM9fb2SqIy8b26ulrKUX19vazTxMQEFRUV0kCp0+kknPXYsWOcO3eOgYEB2b7V1dVywlNDFC9dusSRI0c4cuQI4+PjHDx4EKvVytWrV9FqtbS0tMj2NBqNNDY2otfr0WpnqHAFN8/Q0BCdnZ3odDoZNq+yspKJiQkURaG3t5eGhoZrKHXFWBMLpCifsEOIa86wWfGc873OarC/hnRD6agtFgsffPCBJOX/6U9/ilar5ejRo6xatcoBY9za2kp9fT1ubm74+vry29/+lurqampqavDx8eGjjz6S+ubBwUE2b95MUlISiYmJtLW1sXv3bu68806JCa2trZUsYwcPHuT8+fOS3EiUT/yf7Ugq9K2RkZGkpqYCMxP3XXfdhaurK6+99hrPPvssqampGAwG3nvvPXp7exkcHKSiooLS0lIuX75MXFwcu3btor+/XzLSnTlzBj8/P/bu3cuyZcvYsmWLbKNnn32Wnp4efHx8iIqK4rXXXiMoKIgFCxbQ2NjI/v37OXHiBMuWLeOll17CZDJhNBqJiIhgz549NDU14eHhQXd3N7/5zW8ktOyVV16RhimDwUBRURHt7e1MT08TFxcnB3h6ejp+fn6Ul5ezYMECAgICCAwMJCkpiejoaIdQV2KxOHjwII8++ihGo5ELFy5w9uxZoqKiOHnyJKdPnyY6Ohq73c62bdvo7u5mdHSUS5cuMXfuXIqKipg7d67k4Fi4cCEBAQHYbDa6u7spKChgYmKCDz74gKioKGJjY3nsscdwc3PjwoULBAQEsG3bNqqqqrBardd41hUWFjI0NMSKFSuoqqpi9+7dXLp0iaCgIK5cucLZs2epqqqioKCAbdu2YTabWbx4MTqdjk8//ZSmpiYZNFmwMZrNZhobG/mP//gP6fL97//+74SFhZGamsqFCxc4ePAg7e3tBAYG8oc//IGJiQk6OjrIzMzkzJkzvP7666xbt449e/ZIfo2YmBieffZZ3NzcCAkJwcvLi61btxIeHk5cXBxPPfUUg4ODBAUFYTab2bZtG729vfj6+tLe3k5/fz+fffYZ6enpbNmyhY6ODi5evMjy5csdHFdeffVVaSiHGX4RAX3V6/UcOnSI2tpa5s6dy3vvvYfJZJLsfm+//TYDAwO0trZSUVHB/v37uXDhAq6urnz++efU1dVx9uxZIiMjefHFF7FardTU1LBgwQKHXfhf06T635FuiB21OGp5eXlRUFAgj11+fn7ce++9aDRfkJmLXdnBgwfRamfCxjc2NpKTk0NaWhrR0dGcO3dO0pIKh46bbrqJNWvWoCgKS5YsISIigunpaXx9fSksLGRycpKIiAgqKyuZN2+e3F07C8i7777L+++/Dzg6j4jvzoxu6qO9u7s7kZGRNDY2Ehsby/e//30aGhqw2WysWbOG7OxsGhsbMZvNfOc73yEoKAiLxSJ39MLZR91Gt9xyCx4eHpI/OScnh40bN+Li4kJ1dTVpaWnSy9Dd3Z1NmzYREBBASUkJy5cvZ+PGjVRWVuLu7s7SpUu57bbb0Ov1tLa2Mm/ePDw8PJiYmGDFihXk5eU5IDnUqhrx3c3NTYZ1UpM/iXv37t3LypUrASTHRG1tLXq9npqaGux2O4sWLaK+vl4yE1ZVVTl4emo0GhITE7ntttskU5zaoy4gIIC8vDzZ9+Hh4WzcuJHp6WnOnz/P9PQ0WVlZMr6gunxpaWmsXbsWX19fLl26hLu7OxkZGQwPD7N27VpeeeUV0tPTgZmTxPr16/Hz80Or1UojlUYzE5k8OztbhiBrbGzkueee49KlSzJs19e//nU8PDxoaWkhNzdXhj6bN28et956KzqdTgYdeP755wHo7+9n06ZNEhlz6623YjQaGRoawsPDg4ULF0oZXL16NRrNjGNVeXk56enpPPbYY2RlZWG1WiUk9PLly3R1dZGdne1AxiT6VagM3NzccHFxoaysjM8//5z8/HzOnz/P+vXrWb16NeXl5QQEBPDVr36V4OBgSktLCQgI4Ec/+hENDQ24u7uTnZ1NVlaWPOGmpaURGBjI8PAwGRkZrFmzRsI0haOMs1rq7zHdEBO1WL07Ozs5c+YMZ8+exWg0yph26uOKgOvpdDoeeughVq5cyWeffSaDiZrNZhYsWCB1o4KlS2Bb7XY7R48epbKyktOnTzM0NMQPfvADPDw8KC0tlUIyNTUlvczU6d5775XRwZ2TOL6LJPRvbm5upKam8uKLL/Lss88SFxfH1atX2bp1q3QxBjCbzRKStnXrVvR6PVFRUXR0dEjc8ejoKGfOnOHcuXOMjIxgsVjw9vampKREvnfbtm1MTU2h0+mwWq1ygrfb7WzdupWhoSGWLFnCuXPnOHToEHl5eVitVhmZJCYmhrS0NIaGhsjLy3Ng71MT7KvVQep6z8ZwJrzPent7uf322wEkK+HLL7/MwoULefLJJ1m9ejV79uyRhEc7duwgLy+PsLAwTpw4QUNDA1qtlsDAQE6cOCGP1SIgcltbG52dnZw/f57Tp09z9epVOflMTU2xaNEiPDw8cHFxITc3V/abWJB9fX3Zv38/PT09LFu2jOnpaTw9PVm0aBG7du3iySeflOqDoKAg9u7dS1dXFwEBAYSGhhIeHi4hhWLyn5ycZP78+TzxxBMyqr0gn7JarbS2tuLm5sbIyIgMwGyz2QgMDOTw4cMcP36cvr4+yUj39ttvExoaioeHh9Rbt7W1MTAwwPnz5zlz5gyjo6PYbDa8vLw4ffo0eXl5NDQ08NJLL1FVVSVJmywWC3FxcaSmpsr+hi88Vd3d3UlPT2fz5s0YjUbS0tLIzc3lrrvu4uOPP2blypUcOnSIzz77TC4SYnEQkYJef/11MjMz5Ri12Wz4+fmxePFi9Ho9OTk5+Pv7yzYT4+FnP/uZQ5COv+d0QxgTxdFG8EkAMmqwn58fRqNR8mQIFYnBYCA8PByr1Upvb68UfMFl293dzdDQEDk5OVKHKHge6urqsNlsuLu7k5iYKIVrcnJSqgECAgLw9PSUuNYvsxqLI1phYSG9vb38n//zf9Bqtfzrv/4r999/P4sXL8Zut1NZWUlUVBTh4eH09PQwMDAgoUWenp7y/RaLhfb2dgoLC3nqqadk9Oq4uDiGh4elfj01NRW73S65nL29vRkdHaWxsZHs7GypuxeQOrvdTm9vL5GRkQQGBtLa2orFYiEzM5Px8XGJ74YZfWJ7ezuZmZkOdRWnkBdeeIHExETuvfdeuru7eeGFF3jqqackW56zUUmcigReViS1sVNtPBLyYDQamTdvHlarVXoMhoSE4O7uLtVcCQkJwAwkz8fHB612JjiARqNxkCODwUBISAjt7e2YTCaysrIcDF3iZFdRUUFkZKSEFVqtVjIyMujp6SE6Opre3l78/f1xd3enoqKCmJgYGaZttnqL6O4CEiacuUQ79PX1YTKZ8PPzk/pUAfc0m83o9Xp5QlSUGUx2eno63t7eNDQ0oCgKmZmZdHZ2Sl6T1NRUJicn0el0ZGVl4enpSXt7uwzwazAYJDOkn58fJpNJcucIbg7RDzabTQYjCAoKYmhoCD8/P3p7e4mNjaW5uRmNRkNKSooMz2YwGAgODpZekzk5OZhMJnkKFT4G1dXVxMfHExAQIANMCzVWUVER//Iv/+JAmvX3mm6Iido5qSdGNdTM2RKutirPlpxhQteDAs1GtKQui7hPXTaRxCTj4uKCTqfj5MmT3HbbbURFRUnniI0bN846gJ0t/er3AVINI3YYsy0Uaiu9epJTIxpmq4ezpV+NaFHr453bz8XFhatXr0rUR0xMDKdPn0av13Pvvfdek4+6PtdDOTj3l3Nd1Z9n60vn+n1ZO81GyPNlKBfnvlGTMDk/p0aqzPb8X1Kv2SYjdTmvh5SYLQ/n+jnfO5sMqNtffZ8zEme2uJ5fhh6arQyz3S/eJfhpxM4frmWC/HuauG+IiXo2gfpLJjO18KoF/ssEUFyvqKggJyfHwfvOGQ6kHtDi2Z6eHsbHx0lJSflSHPdsdRN5ioH2ZTAh9SIkOEI2btyIv78/Bw4cwN3dnTvuuAOLxcLo6CjBwcHo9XpGRkZITU2V75oNUy1+GxgYYGBggMzMzGsY5aqqqsjKyromyOyXfb7e5CvaU6vVcuLECUwmE3fddRdms5n9+/eTnJzMokWLZKiqOXPmkJ2dfU3QVK1WS11dneTgFrA/cV0N1XKeWJxPRaI8Op2Os2fP8tWvfhVPT08ZfWThwoXXQNtmmyRnmzyuN6Feb6Jxlk2BBgoJCSE6Olqe+NREXbMNWzHJ1dXVSQcq9X379u0jPj6ehQsXOizs6nS98XM9iOz16iGeGx8fZ2xsDB8fH3x8fK67wDgv7s4bDGc5+3tLN4SOWqTx8XHa29u5cuUKWu0MyXt1dbVkxXrppZc4cuQINptN6mdHRkZkKKDOzk5qa2vRarV0dnZKIqPx8XEJPbPZbLS3t3P16lUJ2VHDtUZGRmhububq1atoNBq2bdvGzp07JSNZVVWVNELZ7Xaqq6slNE7ACa9cucLk5CRPP/00Fy9edNCzzyZkznAhMSCEMezEiRPATMQZi8VCcXExSUlJTE9P89Of/pQtW7bw3nvv0dbWJp2C7Ha7ZOszmUwS4ldeXi4Ns1VVVVJ/LSYIvV6PRqNhz549mM1mGeLLYDBQWVnJ6Ogok5OTlJeXS9jX22+/za5duySDWnNzM52dnbJNGhoapL4/ISGB4uJiJiYm8PT0xNPTk6KiImAGBnbs2DEZ1Uc9YIUxtbCwkOnpmcgqYlIXk1hzczM1NTW4uLhQUVFBf38/Wq2WwcFBpqdn2PYsFgu/+c1vOH/+PDabjaioKMrKyujo6ACgublZQssmJibo7OyUTIpCBTA2Nib7SvTp2NgYmzdvpqSkRO68KysrGR8fx2Kx0NfXh6Io9PX1YTAY+PWvfy2NpGNjY5LXBWY4WI4ePUp/fz9/+tOf6Onp4ejRo5w7d07mOzU1hd1u5+rVq5IiwG6309HRwe7du+X7BARQlFfIklCh6HQ6NJov9NwCrqn+PDQ0hKIoEnq4Y8cOdu7cKeGOagijeqJtbW3l8ccf58CBA5KLRmwsJicnGR8fR6fTSQhmT0+PZIQcGxujqalJytHQ0JAMZiHkVW0LuQH2m/+tac6fv+W/Pwne2Q8++ACz2czY2Bjf+973aGlpobi4mKCgIP7t3/6NsrIy5syZw9q1a9mxYwdr1qzh5MmTrF69miNHjtDe3s6mTZtobGxk9+7duLu7Mzg4iL+/P8899xwPPPAA2dnZDA0NUVRUJBEPe/fuxWq1ctddd3HhwgWpp37yySdpbW1FURTGx8fx8fGhrKxM8gxv3boVs9lMb28vmzdv5umnnyYsLIx77rmH8fFxKioqZHBYsXNXD3B1Uk/S4r+4x9XVlYyMDGBGvxkSEkJycjImkwlXV1cee+wx/uM//oPg4GB6enr44IMPWLJkCXV1ddxzzz0UFxeTlpYmWeump6dlFBmBFPjggw+YnJxkYGCAf/iHfyAwMJCPPvqIlJQU3N3d+eEPf8hdd91FYmIiFRUVfPrpp0xPT/PMM89QV1dHcHAwWq2WU6dOcfr0admHO3fulJDIX/7ylyQmJkpXaphxFRZuw0uWLMFqtUrDpPp04+LiwoEDB8jJySEqKoqGhgbJWjd//nz27duHn58f69evZ+fOnRiNRgwGAw888AAfffQRP/rRj3j99df5l3/5Fy5fviyf8/HxIS4uTi6Kvb29HDlyhPXr13PkyBHJ0HbbbbdRUVGBwWBgYGCAp59+WhrHNJoZitvLly+TkZHB4sWLef3112XU9X//939n7969eHp6Eh4ezqJFiygpKSE/P5/09HROnjyJwWDA29ubu+++m40bNzI5OUlmZianTp1ienqapqYmVq9ezcWLFzl48CBxcXHcdtttvPrqq6Snp9Pe3o7dbken09HX14erqysvvfQSdrudvXv38utf/5qUlBQ6OzuBGZrc+vp6brrpJuLi4vjDH/6A3W6XKJvDhw/LzdKlS5f45je/ybZt23jkkUdoa2vDYrFw1113UVJSwuHDh7FYLKxbt44VK1bI3frY2BgeHh4sX76clJQU3n//fZYuXSqDTJeXl1NSUsLDDz/MlStX2L59O97e3uj1etrb2xkYGGBiYoJ/+qd/orKyklOnThETE8OPf/xjuRg4j5u/1XRD7agB1qxZQ2ZmJh0dHdIIIYxnWVlZkuVMcOUK+I6bmxt33XUXubm5lJWVMX/+fO677z4qKytxdXVl8eLF3Hnnnbi4uLBkyRLplFJZWYndbpd41zlz5rB+/XoZuzE7O5t169ZJDoZbbrlFHtPKysqI/0+WuomJCQIDA3nooYdIS0vD19eXBQsWcOedd+Lu7u5w5IYZ7ozf/va30qr9ZTsCYSmHL6CMwiLf09PD888/z9e//nWCg4NZuHAhGzdupK+vj9tvv53t27djMBgoKCigoKBA0n/CTNxFIeBNTU388Ic/JCwsjK6uLlpaWjhy5IiM6p2SksK3v/1t/Pz8qKurY968eTKfjIwM1q5di6enJ+fPn5dhwsSR995778Xb21s6q6hjUwr1BcyE38rOziY9Pd1hNy24vaurq9mwYQMAubm50qGnr6+Puro6EhMTCQ4Opq6ujkcffVQGNBZkWFNTU/j5+TFv3jw2bNggSbEEfBJmYJzC6Dc9Pc3y5cvJz8+XEbATExNlcALRHzDDCTJ//nwpnyLCeGBgID4+PiQlJfHWW2+xbt06vL29yc/PZ82aNbi6uuLn50dQUJAM6ZadnU1ubi4eHh7Y7XY6OzsZHByURuacnJxroHw9PT20tLTwjW98g8zMTPR6PY2NjWRkZDgY2kWb5uXlER8fLx1nfH19uffee8nMzJRY6g0bNlBRUSE5wsUiKqiI1RDG9PR0eToTycXFhYmJCa5evcrk5KSD45NWq8XNzY3169fLTUNKSgoPPvgglZWVTE9P8/Wvf53c3FwuX74sg0+IhWb37t289tprDnE5/5bTDTVRC6G32+3YbDYH2BLMsGht376diYkJoqOjOX78OPX19dJSLnC7CxculDvlRYsWOcDzbDYbR48epbq6mpMnT0q8r6AzVfNNw4wA79u3jytXrmA0Gvn0008lY9rNN98siYnEIBNQNkE4/8EHHzA6OnqNfm3ZsmU88sgjEsr1ZUkIOHwRrUZQdMbGxvLkk09SUFCAxWKRA2F0dJT09HTq6uoICQlx2OFUVFQwPj5OcXExpaWlDA4OkpOTwxtvvMHg4CCxsbGkpqby7W9/m/feew9PT0+Hcgo3f4vFgslkIjAwkH379jEwMMDKlSuxWCzMnTuXzMxMeVRVe5upXf5FXUTd1Lp88RlmcPNLly7Fw8ODkZERioqKWLNmDT/72c9YtGgRL7/8MgMDA5SVlZGbm8vrr7/uwEf9ySefOGDxt2/fLiNcu7u78+mnnzI+Ps6xY8eoqqqirKxMGg1tNhs+Pj4UFBQwMDAgCYPUx27R3++//z5Wq1WSU+Xk5EiHl8cff1xGFTcajezYsYOJiQlJeBQSEuKg4xZ533fffSxfvlyqBp2hfALSlpSUxI4dO6ipqSE0NFQupoKpzs/Pj/r6ejo7O5mYmCAgIIDq6mqphhIwxkWLFkno5pIlS/Dx8eHQoUPodDpcXFxmhTB6eXnJQL3ONhphCwgODubUqVNUVlZKlZUYlzk5ObS2trJjxw4WLVqEVjvDT9/U1ER8fDz19fV4enoyPDzM9PQ069at49vf/vZ1gQR/c0m5AdL09LSiKIpiMBgUs9msDA8PK1NTU4per1eampqU7u5uZWJiQjGbzcqlS5eUkZERxW63K9XV1UpXV5dis9mUoaEhZWJiQuZ55coVpa6uTlEURRkfH1cMBoOiKIpis9mUqqoqpaKiQqmurlYURVHa29uVqqoqZXp6WhkaGlIsFotiMBiUqakpZXp6WikrK1P0er0yNDSklJSUKGVlZUpPT4+81tXVpSiKovT39ytWq1WWYXBwUCktLVUmJycd6qmut/jNZrMpNptN/m61WhWLxaIoiqK8/PLLyrZt2xRFUZSpqSnlxz/+sdLc3KwoiqLo9XrFZrMp09PTyvj4uDI8PKyMj48ro6OjyuDgoPLEE08ofX19iqIoytWrV5XS0lJZv5KSEqW8vFyWv7y8XN6r1+sVq9WqdHV1KRaLRRkcHJTlNhgMSkNDg9LT06OMjIwo09PTSmlpqdLb26soiqLU19cr9fX1sk2mpqaUgYEBxW63K21tbcoPf/hDZXx8XFEURdm7d6/yzDPPKIqiKBaLRbHZbIrdbr+mfXp7e5WpqSnFbrc7tKPdbnd4RrRlRS/7WmcAACAASURBVEWFLI9er1fq6upkHYaHh5WSkhJZhpGREaWsrEwZGRlRqqqqlLKyMqWhoUEZHR1VxsfHFZPJpIyNjSlWq1X2vbp8ojyDg4NKSUmJMjU1pVgsFqW0tFTR6/XKxMSELEtnZ6csU1lZmexjkcf09LSDLAwNDUn5NZvNil6vV1paWhS9Xq8MDg4qo6OjyuTkpDI0NKTY7XalsrJS0el0is1mU0wmk1JSUuLQd/X19UpHR4cyNTWllJSUyP4eHByUcqooitLa2qo0NDQoijIzfmpqapTe3l7Z1pcvX1auXr2qKIqiNDU1KbW1tQ79piiKYrValYqKCuXzzz9XGhsblenpaaWurk7R6XSK1WpVRkZGFJPJJN+p0+mUy5cvS5n/+OOPFb1eryiKonR1dSltbW1KT0+PHOfO4+lvOd1wqA/FyaqrtigrTggOcd35eefnZkNWKMr14VrXg2ip857tszrf2cp3vbpez5otjojNzc2UlJSwfv16AgICOHjwIG5ubtxxxx3XQNXU7VReXo7dbic/P/+69bhe2wrjmTpI6mxldM7vz8HfLl26xMTEhFSpnDhxgvj4eDIzM69BqMzWXuqyqbk6AAeUiKiLuo1nq+v1dJtqWRB5ivJ9WX+q36u+1xkC6nyvupxfJjOztb3Iy7ntnft0NnmbTXad3y3eNZvczvZOkZzl6Xrld35WoHsEcuV6MM4/N37+ltINdW4Qja+G6pw5c4aioiIH3KbolNbWVrq7u9FoNNK6LSYstZFBLQQif7V7qvgdmPU94rpGMwPPa2xsRKPR0NDQIFESIjm/Vx0lRZ2fuowwo7M+fPgwMEMq9MEHH9DU1ATMICUeeOAB/P39URSFDRs2yElaPfhhJiqMIPCZP38++fn5DnUXZTAajTLKhrq8Go1GEj0JdjTnyU59vxhEJpNJWu/Vv7e0tPDRRx9JFYh6sNpsNux2u1QXNTc3U1FRQW1tLeAYmEFMko2NjdJYpp4AxfHfmUlRlFncJ4y0onw6nY6dO3dKnbPVapWRQMARE+0sp87JeRPh3OZqGXA2GqsXnfLyciorK+np6cFut2MymWQUFvXEJL4bDAaJcFIjlpzbQK1adJ7UnBcWdbm12pnoKQJ9pX7Wub/F/c6Tp7O3qvOY1Ghm4jJWVVUBkJmZKZkP1eWZbVFT1+1vNf2PT9TOE+Tjjz/Ozp070Wg0HD16lBdeeIGpqSlsNhtDQ0OSF2Jqaora2lr5/IEDBxgZGZHGkdbWVq5cueIwQISA6nQ67rvvPgkRunLlCjqdTgZorampkeGgjEYjzc3NtLW1AUi4IMwwkOl0OoaGhqSHpIiWAVwjtLPBiUT5ioqKiIqKAmYMe7W1tWRkZFBTU8MPf/hDfv7zn8v6Xr16ldLSUmw2GxMTE1RWVkp+h5qaGgklFPBBAVMbGxujtLQURVHo6uri5MmTWK1W+vv70Wg0sm3NZjN79uyhublZQrtEhBLRJo2NjTJf4bosFpqmpiZ0Oh0ww+dx/vx5aXgMCQnh448/ZmJiQnpS7tmzB5iB5xUXF0t4ntpj0cXFhcnJSXbt2iXheWaz2SFAcXNzs4RnVlRUyEVUwMsMBgNTU1PXwPME1wV8Ac8ThjA1dNMZnqeeeEwmE88++6xs3/8KPG90dFTC8xRF4ejRo3z66ad0dnbKcGTPP/+8jNoiGCVdXFzo7+/nxIkTkjBJLHIwEzC3trZWMgyqGSWdYahjY2NUVlZKfhv1RFtUVMRvf/tb/vjHP2I2m6X3a0dHB2azWf6NjY0xOjpKXV2dlKne3l5qamqk8b+5uRmdTjerbrm+vh6j0QiAXq+no6ODzs5OGdBYPZ7UY+fvId0Q8DxAUpN6enrS19cHQHd3NxEREaSmpqLVavnJT37C4sWLWbduHdPT05w6dYrAwEBiYmLw8vKiqKiI4OBg7rjjDoqKimhpaeHhhx9m4cKFDgOrpKREBl29cuUKxcXFeHp6snLlShRFoaWlhf7+fn7961/zwgsv4OHhIfk9ysrKiI6OJjc3Fx8fH8rLy6mtreU73/kOxcXFVFRU8JWvfIW7777b4SgvJhOR1OURbu+CdU9RFEk2NDAwwLJly7jjjjt47733sNls/Pa3v+Whhx7CbDbzyiuv4O7uzqFDh/j5z38uA4kWFBRIg1l/fz8/+clP+PDDD/H09KSzs5MFCxZgNpvZsmUL999/P9u3b6e5uZlbbrmFvLw89Hq9DKe0adMmDh8+zJUrV3jqqaf4wx/+QEpKCjqdjh/84Ae88cYbBAQE4OLiQklJCUVFRZjNZu677z7y8/OJioqSC0lSUhIRERES+ZGVlYXBYABg8eLF2Gy2/4XnbdyIzWYjODiYwMBAli1bxoIFC/Dw8ODxxx8nPz+fq1evyn4TDJIAp06dIjQ0lKioKF555RXCw8NpaGjg0UcfZceOHSiKwqpVq6ipqcHNzY2+vj5+9KMf8e677+Lm5iblSOywYQbX/dhjj9HS0oKrqytPPPEEoaGhbNq0iWPHjuHj4yODFFy4cIHAwECMRiObNm1i8+b/y96bR0d5XOn/n+5Wt7bWvu8SQjtCCyCD2QIYTEhsB2dxbOIMsZPJJE5OVp9kvpPF4+Q4duLgFYJtsDGbAIHBCIFYLIFAEpLQLiEhoQ1JIKm1tdbW0urfH0qV325kJ5k5v2NmMnUOB7X6Vb1Vt25V3br3qee+wMKFC6Vszp49y9jYGF/72tckH7lYcFtaWigvL2ft2rW8/fbbEre9adMmHnzwQSuumX+28plb1CrVxyTl2dnZTE1NUV9fT1NTEytXriQxMZGEhARglgXtqaeeIjw8XBLliCN1Z2cn+/fvZ9OmTTQ2NqLX6/Hy8pIW9p/+9CfOnTsHzFqvnp6efPDBB9jZ2ZGYmEhsbCxTU1MUFRURHBxMcHAwo6OjuLm58fjjj7Nw4UJgFp4n2js5Ocn27dtZsWIFRqOR4eFhuYCB9fGura2N5557TnJJK4/SQgZKN4lY2IR1I9wegNysjEYj9fX1JCYmSsTL2rVrJULk2rVrBAYGEhkZSX19PRMTEzzzzDM8/PDD2NnZceTIESYmJvD29iYpKYmgoCC6u7slr8iTTz4pE5H6+flhb28veS4effRRPD09KS8vJygoiK997WvY29tTXFyMs7Mz0dHRkg9aCX8TUEPlMVyU/4PnWcPzBIRU6dJxdXVl8+bNkkQsMTGRzZs3S2hcamoqFotFupWeeuopfH19KSsrw2QySd4UtVrNF7/4RYKDg6mpqaGlpUWmF1PGPMTG6eTkxNGjR2lubsbf358nn3yS4OBgTCaTdL0JEqhvfetbuLq60tzcTExMDN/+9rfp6enhypUrEro5Pj4u54go69atk+giDw8PFixYQFRUlDwhzuVu+mcpn/lCLY61APX19WzZsoUHHniAS5cuSQgaIGlQYXZyNDU1UVhYyOXLlyVM7Uc/+hF79uzBYDDQ09ODk5OTxGBv3bqVz3/+8+Tn5xMaGsrTTz+NVqulpqbGSjlFvriIiAh8fX1RqT6G3PX09HDu3DmKi4sZHR3F3t6e5557jszMTNra2ujs7MTJyUlSUCqPaYGBgfzgBz8gMjJS9sFWBkprQViVWq2WoqIi/vznP7Nq1SrUarVcYPz8/EhISKC7u5ulS5cyPj7OmTNnKC0t5fbt26xatYr+/n4CAwO5//77UavV7Nixgw8//JDx8XG+853vyISyZrMZDw8PysrKGB0dlQxuGo2G9vZ2hoaG0Ol0dHR0yIk5OjrKvHnz6Ozs5ODBg4yPj7Ns2TJJgCUInXQ6HadPn5YBQKVPXUlQr4xRKN1F8M8HzxOXpPr6+rh8+TI5OTnyPTMzM0xOThIbG0tVVRUZGRk4ODjI5Lo5OTkyOe2xY8ckK55glBTZfVQqlUwiGx8fT09PD4sWLZI+fNGG2NhYDh06hI+PDw4ODpI0Suh1aWkpBQUF6HQ6TCYT+/btY3R0lMjISBobG3n//ffx8/Nj9erVEropLnAJQ2RsbIzMzEwqKyupqqq6Kz7yz14+c9SHGAjhg/bz82NqaoqBgQHc3d0ZHR3Fw8NDXgH28vKSV8TF0SgyMhKLxYKzszN37twhKCiIxsZGyXwXGBgo39Pf34+dnZ1k5RMKLXzkLi4uVFVV4e7uTnh4OH19fbi4uKDT6TAYDLS2tqJSqWTyTJ1OR39/P15eXnR2dspsJX5+fnelKvqkvgP8+Mc/ZuvWrSQnJ1NSUsKxY8d4/vnnUalmE+66uLgQExPD2NgYJpMJT09PAIxGIzdu3JCK39DQgFo9SwMaFhZGRUWF7IvwSy5YsACNRsP4+DhqtZrx8XFcXFyorKxk/vz5eHt709PTI4+wXl5e1NXVSUtTq9Xi5uZGX18fvr6+dHZ2MjQ0JJOYilRcMTExqFQqhoaGaGhoICkpSV7Q+dOf/oSTkxPp6encuXOHn/70p9LSmwvB0tXVhaenp1wghOxsg4Qwu6lXV1fj7++Pv78/PT099Pb24ufnh5eXl5SDsCBHRka4ceMGUVFRtLa2YjabcXR0JCgoyMpXKzDoQUFBUqdEEb7w5uZmkpKSZIA7LCwMV1dXmfnn1q1bhIaG0tPTQ3t7OwsXLvzUHJS9vb20trai0WiIj49neHgYDw8PBgYG8Pb2prm5WVKVCjeXxWIhMTGRixcvUlVVxcjICP/5n/8p50xycjKDg4NW7HliM4mKirI6vYm2lJeX4+PjQ2hoKAaDAQ8PD6nfgus8LCyM3//+96xdu5bk5GSGhoZ44403eOqppwgMDJRsf0rdUAYSxXd6vV6yEVosFpkA+p950f7MF2r4ZAiWsHIFyQ58MgkOYAUns61XWGkajUa6GYQVO1ek2zZq/Y/0QRRlWiNbeJaSlEmtVnPmzBmmpqZ4+OGHGRwc5Pjx49x3330StqZsj/I9wm9nG5wUVpntZRLRFts+2rZ/rt+JIsZG+Z3Sn2y74ChPTUpSpuHhYTIzM0lISCApKemudtmOtTIvnvApfxJ8UFiFor226AMlTO7TxttWh5SyVtYlnv174HnKG4LiWdt8kUrd+KRF/NPGSqWaRUWVlZWxdOlSQkND74IX2qJI5kKtKN+nLEpUjFIvKioqiIuLw97enuHhYVpbW0lMTLRyLylPIqJNtlC+/ys2xfIZFyXQ32KZvdgwODgof2d7qUD5s+0zFovlrgsRc/2t8rN4XvwvLhwI8L7ye4vFYtmzZ4/l9ddft5jNZsvQ0JDlt7/9rSUvL88yPT1taW9vl5dElO8Tf1tbW2u5ceOGrPeT2mfbdmV7pqenLSUlJZbGxkaLxWKxjI+Py4sbyv7ZXj6wrX9qasqyc+dOy65duywWy+xlmN/85jeWgoICi8VisZw4ccJy7Ngx+XlqaspiNpvlP4vFYjl69KjFaDTK/oiLGnP1RzkuyjaZTCZZ35UrVywvvPCC/L6vr0++X3mh5ZNkpnyXrQ7Zfi8uJk1PT1uGhoasvhf/DwwMWDIyMixHjhyRl1xKSkrkRY+5+qMc61//+teybls9E2P6aX1Rjr+4ANPT02OZnJyUz3V1dd0lo7n0yGKZvSx16tQpqwtYtjpjNpst3d3dsm09PT1WF7GUMrRYLJbGxkbL+fPnrX6n1JHu7m5LU1OTxWKxWC5duiT11lYf/ta8tJXzP1u5Z3ImWv66a3/nO9/BYDCwdOlSzp8/z61bt+jo6JAwr/r6eubPn09DQwMXL16kurqa6OhoOjs7yczMxMvLC5VKxZUrV6irqyMkJISRkRHOnTvH5OQk/v7+tLS0kJeXh1arleTtSlymLQRIad0fO3aML3/5y3h7e9PR0UFFRQVbt26lrKyMX/7ylwQGBvL73/+ezZs3k52dzcDAACEhIdy8eZPz588TFRWFp6cnRUVFXLlyhcjISO7cuUNBQQFtbW3Sr5ebm4ubmxtubm5WFs8bb7xBd3c3DQ0NREdHk5GRwf79+4mJicHDw4OcnBxaW1sJCwvj6tWrEg5lb29PUVERt27d4s6dO4SFheHn50dOTg5r1qzBxcWFgYEBOjs7SUlJ4ezZsxiNRnQ63V3BPbVazbVr16ipqSExMZGMjAwCAgJwcXFBrZ5l6/vggw8kReoHH3yAq6srDg4ONDQ0YG9vT3t7OwMDA/zgBz/A3d2diIgIgoKCyMrKYtmyZRLJAsjxvnbtGh0dHURERNDS0sKlS5dksM6isI7Ly8v5j//4D7y8vOSzFy9exN/fn8HBQTo7O5mensZgMNDc3MyvfvUrgoOD8fX1paqqis7OTsbHx7G3tyc3N5f+/n5SU1PJyMigrKyM8vJykpKSaGhokMHnyclJysrKKCoqwtXVlcjISHJycoiNjZXZS4TsSkpK8PLyYmBggI6ODikjvV6Ps7Mz+fn5VFdX4+HhgV6vtxr/F198kdjYWJkEIzMzEycnJ8LDw6WMxPgWFhZSVlaGSqXC29ub8+fP09LSwrJlyxgeHiYnJ4fe3l5CQkKs2vfSSy+RnJyMVqtl27ZtJCYmcuHCBSwWCz4+PlRVVVFSUoLJZGJ8fJyGhgbc3d0xGo0ycYTAXufl5UkI4s2bN7l27RrT09OEh4fT1dXFhQsXcHJyws3NjdLSUoqKipiZmcHPz0/W888Ix7Mtn3kwET4+MlZVVUn/niAFysnJITs7W9KHfvDBB5w+fZro6Gimp6fJyckBYOfOnYSHh/P+++9TWlrKlStXGBoaIjMzk8HBQerq6njttdeYmJhg586dtLW1zRl5NpvN9Pf33/WdUBIHBwcZzAPkzw4ODri4uPDuu++SkpJCa2srDQ0N8l2C7a6pqUnSVur1eg4cOEBOTg49PT2UlpZy/fp1Ojo6qKys5M033wRmMbqCAjMyMhKj0UhycrKcFMHBwQQGBjI4OMiNGzc4fPiwTBR79uxZPvroI5nk9vz583z44YcMDQ3h7u5uxcctfPEAjz32GE888QSrV68G7mb7O3PmDI888gienp4sW7aM7du3s3//fs6ePctzzz1HfHw88+fP55VXXiE8PJy9e/dSU1PDpUuXMBqNZGZm4uHhIZP0WhS+SIEEcXNzk/jgjIwMhoaGKCgooLS0lDfffJP29naef/75u/RJp9Ph5uZGdHQ0IyMj/OlPf6Kjo4Pf/va3ks97x44duLi4YGdnh6enJ/PmzWNycpKOjg4ZGHZ3d+cb3/gG3/rWt9Dr9VRWVvLTn/6U//f//h+urq5UVVVx8eJF0tPTsVgsvPTSS4SGhkqonKur612XdmAWHlpcXMyZM2e4ceMG7733HqGhoezbt4+amhpOnTqFWq1m3759Vn8n9FB81mg0ODk5kZ+fD8CRI0cYGhriypUrVFRUcOTIERlQLCkp4fz58/T395Oenk5ubi7nzp1jamrqLrdJREQEu3fvZtu2bURERLBjxw6am5t58cUXGR0d5b333qOjo4P58+ej0+m4du0aZ8+elcRlorS3t1ttGiIoW1RUREFBgRzD3/3ud4yPj/PKK6+g1WoJCAiwmnP/V+6BhVqpeGfOnKGrq4vy8nKuXr1KTEwMERERhIWFUVRUxPT0NNHR0RIU39rayrZt2yRUauXKlczMzGA0Glm4cKGEIuXm5lr5zZ5++mkcHBzkIqAsRqOR7du3y1x8FoU/DZDRcFHEzyaTiZSUFL7yla/g6+vLRx99REhICB4eHhInHB0djU6no7u7m4CAAFavXk1fXx9qtZq0tDQiIyPp6uqitLSUtLQ0CUvKyclhz549TExMEB8fz3e/+11OnDhBQUGBlI+DgwNFRUXY2dkxb948ent78ff3Jzo6mrCwMEwmExEREURHR+Pj44PJZJKcvsq+iH56e3vj6+srrUGlVXfp0iU8PDyIiIhgeHiYmzdv4u7uTlhYGAEBAQQEBMjFzmw2s3LlSuzs7BgaGkKr1TI1NcXk5CTu7u6EhobKVFqAVULhmJgYifRxcHBg8eLFhISEcPv2bcbHx0lISJDYd6Uf2t3dXQb8jEYjIyMjJCYmsmzZMhwdHbFYLLS1teHr64ujoyOhoaH4+PhgNpsZHR1lZGSEsbExNBoN/v7+MsP35OQkJpOJzs5OysvLuX37NosWLaK/vx+VajaxcFpammyzuKghivh58+bNfPjhh7S2trJixQp6e3tZvXo1dnZ2Mi9hcnKyRDwpizjZiRIdHY29vb2VjMSmHRoayuLFi9HpdLS3t6NWq7nvvvsICQlhxYoVrFy5ktzcXGkEiLEXm5Lgox4aGiI4OJgNGzZgZ2eHv78/GzZswNnZWfqlLRaLRE+JIvzg4+Pjsi+pqanExsZKJFFUVBTr1q3DbDYTGRnJ+vXrrW4k/l+ZLZ/5Qi0sqenpaWZmZnjhhRf4+c9/Tmtrq7S4XF1d8fPzY3R0FCcnJywWC3v27JHuDp1OR2JiIs8//zzJyclERESg1WrRaDS4urri7u4uo+QdHR00NzczMzMj2cKUxdPTk1//+tfcf//9wN2k/komO/iYCU6j0RAdHc3DDz+Mk5OTpEn19vaWF3jMZjNGo5GUlBSGh4d55ZVX+PznP4+bmxsajQYHBwfpIhA39wYGBnjkkUf48Y9/jL29PVeuXOGdd97B29ub8PBwwsLCuHz5MsXFxfj7+zM0NCRRBs7Ozri4uODi4oKXlxeurq7o9Xo8PDykfJSTQTCaiXERQS3xWZTa2lp5AWh0dBRXV1d++MMfsnLlShYuXMjPfvYz/Pz80Gg0LF26lOeff57Q0FBWrlxJf38/p06dwtPTUwbWduzYIXHAbm5uHDlyBIPBwJEjR7h+/TplZWUEBASg0Wiwt7cnOjqadevWcf36dQIDA602e5i9/Tg+Ps7u3bsJCAjgwQcfpKamhqioKG7cuEFYWBhbt27l9OnTxMbG0tPTw/79+3FycuKBBx5g48aN3HfffbLfYjN+9NFHeemllzh48KBEIsHs4jkyMkJgYKCVLgUFBZGeno7JZLLCjQcFBeHk5ERQUBBeXl6kpKTwu9/9jsjISKKjo3F0dEStVuPj43OXfjo6OvLmm2+Snp5OZ2cnx48fp6qqitraWoKCgqTO6/V63N3dUalUODk5sWbNGoKDg6V7TbBBOjs736XjPj4+pKSkkJaWhqenJ4899hi3bt3C0dERe3t73N3d5clrcnJSnjAKCgqsgoKhoaGMjY2RlZWFl5cXnp6eZGZmUlVVxaZNm9iwYQONjY14enri4uIiUUWiLUqd+2cvnznqQ+ycwroTkB+BWFBGtIeHhyX8TaWaTUY7MTEhLwoMDw9LP6nSZSH4EpydneXvjUYjnp6ecxLHzIUsEe355S9/SUJCAk8++SQdHR385je/4dlnnyUuLu4uRMHQ0BDOzs6YzWauXr3KsWPHePrpp0lKSpJWhoAQijaIixlTU1PY29tboUZEmwYGBrC3t5eW28jICGq1GicnJ4aGhuQGJPgwlNaJ8ph75MgRioqK2LZtG8PDw7z44oskJCTwxBNP3EXIpJSPktxf/F65qMPHG5g44Qg3g8lkkkdgmOUVHxsbk4vK9PQ0IyMjODk5MTY2hp2dHWazWcpJOaZGo1Fucsp3q1SzfCUmk0n6cgcHB/Hw8LAibhIJjk0mE5OTk7i6us6JnrHVQXt7e3Q6HaOjo6hUKpmR3RZ9I/ru6upqtRgKHRNymvkrLa2Li4tVCjFlfES02Ww2MzAwgFarlRu6wFZ/EoRN/E5kWBHwu/7+fvR6veRLV7ZP+VnonJOTk9Wzyn6Kf7Z6YTKZMJvNks5UXIIS1reACQqIoq2MlLEj2/G31bNPQzKJ0+D/VEv9M1+oRVEu2EoFtT3qKRcssCY/EhaamNzKRRM+ziSjPCqLd4ggou0giwVILJi3bt2ip6eH5ORk7OzsqK6uxtnZmXnz5t01SZXugvr6evR6PcHBwXcxsin7It4nvhN9En0R/VfWD8jnlG0XCv1J8Kfq6mrc3NwIDQ1lcHBQEs2LxU35rCi2k0gseEI+YoxE2+fqp21dc/0sdGIuuSj1RYy7cpO0nbSiLco22Y7vXLBJJYTNlj1PqbfKPtr215YhT/lZPGvbf9vPcy0ytn5l5TxQbu5K/VC+VynXudqk3NCEAaWcC8p5qJShrbFjW5R6oByXuSC3tjIQz9nqslLuyvEWum/bVuXY2M5vWx28V8pnjvpQCqanpwdA+jCFRSmEKkh45rrvr3RBKAUv6hYDDB/n3zt16hTx8fFWu/Zc/5QuAjc3N3kRQqVS4evrK31qtv1R/qzRaNi9ezcajYbQ0FAuXLjAoUOHSEpKwtHRkfLycoxGo9VxV9le8T6YtaDFlXHbDUbZT6VclEWlmr2E4uHhgbu7O8PDw9KvK2Q+MTGBxWKRFpKoW9mfueQjvhfPNzU1sW3bNoKDg/H29ub48eNkZmayYsUKWltbuXDhAnV1dcybN0++S7motbS0UFxcTFRU1F39UPZVOd62fuGpqSnMZjNarRaz2cxrr70mb1WqVCrKysqA2eCfsh6l7JVjKvomrENhDSrloFyshTUrrG7xvehjXl4eFRUVtLa2EhUVRUtLC42Njfj4+GBnZ0dtbS2Dg4N4e3tz5coV9u/fz6pVq2hoaOD69euEh4dbLdDKNggdqK6uprm52QpPrdQp8Vmpc8oxFouecszn0tOzZ89K94goyg2gsbERg8GAr6/vXXql1J+BgQFKS0uZmZmRQXPlfN69ezdNTU0kJCSgUqmorq5mfHwcDw8P+U5Rt8FgoLa2VhpJShef8oKVqFv5/71SPvOFWqkEL774IpWVlUxNTdHV1YWTkxNnz57F3d0dFxcXfvSjH0kAfUtLCzqdjra2Nuzs7Ojo6ODatWu0tLQQGRnJpUuXKC8vJzo6GoPBQHl5uZzwDQ0NXLhwgerqalJSUsjPz6e+vp558+ZRV1eHs7Mzzc3NWCwWFtqW/gAAIABJREFUqqurKS8vx9HREXd3d06dOkVLSwt6vR4XF5e7gP+2E0D0saGhgYaGBrZs2QLM8o0sXLiQhIQE3n77bZqamrhz5w4Wi4WBgQH8/PwoLS1Fr9dz/fp1SktLiYiIoLa2ll/+8pd4e3vfBT3r6+vjypUrkmsEZvlTVCqV3ADEJD1x4gRvvPEGkZGR5OXlMX/+fE6cOIFOp8PLy4sXXniB3NxcFi5cyMDAAKOjowwNDTE8PIzRaOTatWvU1tYSExNDSUkJFRUVBAcHY2dnx0cffUR3dzchISF4eXlx8+ZNZmZmiIqKIiwsjDNnzvDAAw/Q0dFBaWkpAwMDMuglZCja+c4775CSkkJjYyM3btwgIiJCLiDV1dV89NFHxMfHk5+fT2lpKbGxsdTX12Nvb09rayt6vZ633nqLEydOEB0djaenJ2NjY9y4cYO0tDRu3bpFTk4OycnJODo6kp+fT2VlpRzv3Nxc2tvbCQsLu2tMn3vuOUpKSoiLi0Ov13Pu3Dm6u7sJDQ2loKAAb29vSktL8fPz49e//jU1NTUsWLCA/v5+6uvr6ezsJCgoiOLiYm7duoWdnR1OTk785S9/kYRJYWFhHD9+XMI6AwICyMrKYv369bS0tJCVlYXZbCYgIACLxcLZs2cZHh4mMDCQ2tparl27JlFD2dnZWCwWQkJCMJlMnD17lomJCfz9/amqqqK0tBSDwUBoaCinTp2io6MDk8nE4OAgPj4+dHd3YzAY5LX2kJAQpqamKCsro6CggLCwMC5cuCBjQb6+vlYb08jICKdOnSIsLAwfHx9KS0spLy/HZDLh7+9vZTW/+eabDAwMkJubS2BgIDMzMxw/fhwXFxc8PDxQq9VcvXqVVatW0dXVxdmzZ0lMTESlmr3JGxwczLVr13B2diYnJwcHBwfCw8MZHh7m/PnzTE5O4ufnR2FhIZWVlajVasl9PddJ4LMu90SLxAQI/2sOt4aGBlxdXamvr6e8vJzXX38dQCIanJycyMrKoqenh9zcXPr6+sjMzKSoqIhly5Zx6dIlman5yJEjdHd3s2PHDlJTUxkcHGTfvn34+/tjZ2dHaWkpJSUldHd3c+HCBS5dukRvby85OTk0NjZKHoVjx45JVEppaakVYkS032Qy0d/fb4UKEUWkMBJFXMMGmDdvHiMjI8TGxhIbG8v+/fvp6ekhMzOT3t5etm/fjslkwmQySWtFCT1ra2vj5ZdfprCwkOzsbC5cuEBubi5tbW3U1dXxyiuvWKEpYBbVoVKpJNvZjRs3qKur49VXXwVm+S9CQ0Px9vamsLCQ69evU11dTX19PQUFBWRmZpKcnMz09DTXr1/nzJkznDlzhlOnTpGXl8fhw4c5e/YsgFXAytHREWdnZ8bHx4mOjubJJ5/km9/8pjwhwMdH4srKSiwWCwsXLiQlJYWZmRl+8pOfUF1dzXPPPUdBQQGPPvoohYWFlJaWMjExwdGjR8nPz+fOnTtcunSJW7duSZeT2Kz0er1cQPz9/eno6KC1tZXp6WkOHDiAo6MjR48e5dy5c5w7d46TJ09y4sQJ2TZhIWq1Wrno7N+/n4KCAg4dOsTly5exs7PjN7/5jUwnp1ariYyMxNXVld7eXomKMRgMbNy4kccff5wvfOELEkvt5OTEkiVL0Ol0DA0NSfpSrVaLXq+3QuwYDAYyMzM5cOAAVVVV7Nixg1u3bnH06FHq6uqIi4tjcnISBwcHbt26xZkzZ9izZw/19fVs27YNg8HA+++/T2trK4sXL+bYsWN0d3fLJMa5ublcvnyZc+fOcebMGXbt2kVDQwMvv/wy09PT/PGPfyQ0NBS9Xo+joyMHDhygv78frVYr22ixWNDr9TKDPcCuXbtwdnbmwIEDkj5AOacE/7VarWbnzp1ERESwc+dOABl0h9ngp8FgkEbWwYMHZYDY3d1dBuEBXn31VRobG3n99depqanh0KFD6PV63nvvPfnue8QbbFXuiYVaFLVazf3338+5c+eYmJigqKiItLQ0Cb/z9fWVRD/iaCPQAq6urqxfvx69Xs/t27eJjIwkLS0Ng8GARqNhxYoVREZGMjo6iqOjoyQpmpmZISEhgbi4OEZGRuQEnpycxGw2ExoaytKlS9FoNHR1dZGcnExiYqLV0U8M7LVr19ixY4ck/7EtygVcOdHCwsJ45plnyM7O5vLly2zatInf//73LFmyhMjISL75zW/S0NAgWewCAgLugp6tXLkSmIVrhYeHo9Fo+Oijj0hKSkKtVt8F9RobG2P9+vVcuXKF0dFR8vPzWbRokXzO399f8oeIE8/ExAQzMzM4OzuzZs0aQkJCaGxslHIZGhqiq6sLNzc3HnjgAYmHVcL+lIEne3t7fH198fPzm9OKyczM5JFHHgHg9u3bdHd3S8syOjqayclJ2trauH37NvPnzyctLU3yIKtUKpmsWDwvAlpKP6lOp5PxBbPZTEhIiEwC3N7ejqurK2vXriU0NBSw9ol6e3sTExMDzGKG3d3deeCBB/D19SU2NpaCggLCw8Pls7GxsbJdIyMjjIyMSEY/Hx8fmYT23/7t39BoNLzwwgvALHZeuckK2N/09DSRkZGSSOzOnTv4+vqyYcMGifrYsGEDjo6OmEwmoqOjue+++yRpWVBQEBs2bMDBwQE/Pz82bNiAvb093d3dpKSkEBMTQ0hICH19fezfv5/8/HzJHLhkyRLS0tIwmUwkJSWxbNkyVCoVRqORiooKKwSMUmbR0dFy7nh5ebF06VLZPtu5EhERQUJCAtnZ2Tg6OrJixQpmZmYwmUwyqA2zRlBERIT8vHjxYn7729/KOTFv3jy5qHd3dxMUFMSDDz6Ivb09AQEBLFmy5C7ky71W7qmFWqfTcf/99xMREYFKpZKWl5OTE1NTU8TGxrJz5056e3tZsmQJJ0+exGAw4OzsjJubm5yI69ato66ujoMHD/KFL3wBlUolbyBGRESg1+t55ZVXcHNzw9XVFWdnZ3Q6He7u7sTFxfHBBx9IRIGIpDs6OrJ8+XLy8/PJz8+3guiJQV65ciX/8R//IaPqtkGnT8o+UlZWxs6dO3FxcWHevHmkpaVx48YNVq1axeDgIK2trVb0j7bQs9raWvz8/PDx8cHFxQU3NzfpfxZoB0GMLyaMTqdjwYIFpKSkYDabcXd3Z2hoCC8vLwwGA/Hx8WRkZHD9+nWWLFlCSUkJVVVV8racWFRcXFyYnp5Gp9MxODjIunXrUKvVGI1GgoODAe6CMyqDNsoAnvLoe+PGDQICAoiNjQVmSfCXL1/OD3/4QwIDA3niiSd44okn6OvrY+XKldTX13Pw4EE2bdpETEwMWVlZGAwG7O3tiYmJ4cyZM/JiSGBgINXV1dI1cPXqVbKzs2lvb8fX11dmndm0aRP29vYYDAbCwsLkmIlxi4mJ4dChQ9y8eZOvf/3rEokSEhJCRkYGb7/9NqWlpcBsxpL33nuPmzdvkpKSwsaNG9m4caP01Qp59PX1sWPHDpqamlizZg2NjY3k5eVx8eJFWltbgVmc+N69e3FycqKhoYHDhw+zatUqNm/ezODgoOQ3d3NzkwuUt7c3FRUVnDhxgjVr1vDwww9z584decnI3d1dPrty5Ury8/PJy8vDy8sLBwcHHnroIVxdXVmzZg2LFi2ivr6ekJAQudmK4u/vzx//+EfOnTsnM4+LgG99fT3nz58nPz+fpqYmQkJCMJvNeHt7W/mfRXurq6tpa2tj9erVREZG8vzzz5OamoqDgwNeXl50dXWRn59PVVUVBQUF5OTk0NfXx8aNG+np6WHDhg309vZy4sQJqqqqqKqq4pvf/KZkgPT395d6rOzDvVjuOdSHMpBkC1Ozs7NjZGREUi0KGJewjIWlJJjhzGazvF4sikqlYmpqiomJCfmdbZR5eHgYZ2dnNBoN09PTMqjW39/P4cOHuX37Nl//+tdJSEi4C6WiRAwo+yKOis8++yxRUVFs376d4eFhfvrTn8pFzs7ODr1eT3p6OhMTE2zduhWLZZZOdHp6WgZobKFnc8HUVKpZqNvo6CjOzs7MzMzIK91zRddFthiBU9dqtZLa1MHBgZGREbRarYRnKZEl4iSi0WjQarWMjo5isVhwcXGht7eX5557js2bN7Nu3Try8vLYu3cv27dvl3UprRhle8CadAk+9rErCaeElaoc7+HhYZycnOQmMTw8bJWpXkAahd6IzVjISNQr+jKXHsEszNPBwUFeplKpVPKI7+DgwOTkpJSN0Wic8x1KPRHjOz4+LtkjxeYqIHnT09MyADw9PY3JZJJutcHBQXQ6ndXlE1Hv5OQkU1NT0qAZGBiQ2ceVz/b393Po0CE6Ozt54oknSEhIsEK/TExMyE3dFgUjyuTkpOTRFmM6NjbG1NQUKtUspFFcPppr/EWsRqfTycQEIyMjEn4LyDFXzj17e3vs7e0lvHRqakrCPIVOKvt9r6I8bMs9u1DbLiZiUo2NjcmFWgyC2BWFsJWQG+XfKhdUZXTXVqFFUS4Q4nN1dTVqtVoqryhKeJZyEru6uqLRaBgdHZW0lyEhIfT399PU1ER8fLzEd4t3NTY2EhYWhp2dnVVEWmmFigmghKfZwguV/dNoNAwPD+Pg4CDRFZOTk5LsXanw4gKS7SJpO15KGdmOmZBJX18fHR0dREVF4eTkRE1NDRqNRlrKnzRRleOkHCMl/ljJ/mY7XsI1IH4v/inbbStXsenodDq5mIor1vb29neNty07oXLs4WM2R9EW22eVfVXKT2yuYpxFGiutVmsFhRQnEOXf2y44c6GQbH9nC3m0WCwyZVd0dPRdtw1t26ucP8pFU6PRyLsEc2HdlfNUOcZKJIjytKWEWCp117ZeW0PCdi7YBoVtdfBeLPeE68N2kRZFufACpKen84c//EH6s37xi19w7tw5VCoV7e3t7N69Wyb5FIMtfhYTRvysVAYlbErZnsnJSY4dO8a7777LzZs3AawCgrb1iveJSbxnzx62bdsGzCYd+PDDDzEYDAAcPHhQHsdEH4VixcTEMDExwV/+8hfp31UuNkqqVmEx2vrYBCytublZ9u3ixYv86le/ku3v7u6WQSpl3WJS2C7Soh1DQ0N0dHRYbQzieVv3jp2dHb6+vnJCLViwQHIR19TU8Nprr7Ft2zZUKhUHDhzgrbfeIj093Uom4t1qtZr3339f5sK0lT1YxwHeeecdmf9QuZgrJ+Xo6KjkGAfIzc3l17/+tXz21q1bMiuP8p3wMfRRpVLdtWkAMpimHCfxvFJXBgcHZT5KtVrN3r17ef3112X9tbW10nVl6zpS1mO7SPX09GAwGOaEbyrbrlLNJm0eGBiQn+Pi4mSSi/Pnz7N9+3Z27drFzMwM6enp7N69m8uXL9+1UQr3jqj/2LFjvPTSS8DsKaa4uJjq6uq72iP6YovFFs8Iw2zHjh0A9Pf3U1FRYaWX4mdlv4Q8bI0JpU6L/203snupfObwPOCuSWT7T1iLly9fZs2aNcybN4/R0VFKSkp45plnsFgs/OY3vyE5OZna2lri4uL48MMPuXr1KpGRkXR2dnLo0CFKS0tJSEjgwoULnD59mr6+PubNm8fu3bspLCwkMjJSWjIqlUpmLvnSl77Eyy+/zNq1a9m1a5e8vl1bW8t7770nyeJPnDhBZmYmbm5uBAQEEBQURHl5OatWrcLDw4Oenh7JV1JRUcHMzAxBQUEyqa0Slnb48GEZSX/nnXfw8PCQGUDKy8tJT08nMjKSsrIy0tPTcXFxYWJigvr6emZmZmhoaKC9vZ1f/OIX+Pr6Mn/+fEJCQigsLGTt2rVMTk7y3nvv4erqyvz58zl+/DiFhYXcuHGDxMREsrOzycnJkVd7lcfz9PR0Xn31VcLCwggNDSUzM5OLFy8SGhrK9evX6e7upq6uDnt7e06cOMG2bduIi4vD2dmZzMxMmaTXwcGB27dvY2dnx+LFi7l586Z0X4ibnmJiaTQaamtrqaio4Itf/CJvvPEGIyMjhIaGotFouH37NgcOHGB4eJjIyEiKi4tpbGxk48aNZGdnc/ToUXm1/tatW4yMjNDZ2UlNTQ2//e1vCQoKIjw8nODgYCmjsbExdu/ejb+/P2FhYRw5coSrV6/KtFUCYePr60tDQwMffvihTJ4wNTXFhQsXuHDhgtSNU6dOERkZKbO119TUoNVq+fDDDyVUMjAwEHd3d6qrq1mxYgXt7e2kp6eTlJSEp6cn+/bto7i4mN7eXubPn8/hw4cpKSkhMDDQiixMpVLx0ksvcfz4ceLj43F3d5dzIDY2lgsXLqBWq7l48SLh4eG8+OKLZGdnk5SUxMDAAGfPnqW2tlYGD8XtUhcXFw4fPsxjjz2Gj48PU1NTHDx4kPz8fKKioqisrMTV1ZXi4mLi4+Px9/fn2rVrrF69mt7eXs6dO4fBYGDRokVcunSJU6dO0draSnx8PCdOnCA/Px8/Pz+rm6hqtZrs7GyysrJoa2tjw4YN7NmzB61WS2xsrES43Lp1S+ZX/bT15NP+Kdeje6ncMxY1zFpQpaWlNDQ0yN8rdzdb+I74197ejpOTE1/4whf413/9V3Jycrh06RLd3d1kZGQwPj5OTU0NTz/9NI6Ojly+fJmAgAC+8IUvcOjQIfz8/EhOTubAgQOyHTAbcBsZGZHBGr1eT2pqKo2NjQDs2bOHr3/966xcuZLi4mJu3LjB1q1bJdRnrmOWsKyefPJJvvWtb5GSkiK/EwtSX18fN2/eZP369QQFBbF161ZeffVVaWnt3buXZ555BrVazenTp3nmmWc4fvw4N2/epLOzk5GREerr64mIiGD16tU8+OCDsj3CytPpdKSlpVFXVwdAfn4+9913H+3t7eTm5nL06FEA3nrrLTkWoi8RERGsX7+eZcuWUVJSwokTJ5icnOS1115jyZIlvPPOOxQWFhIUFIS/vz+bN2+WUD4PDw+ZnSYqKop/+Zd/4amnngLgoYceYsuWLTIvoq11fvLkSb74xS+iVqv5/ve/T11dHc8++yy5ubn86Ec/4nOf+xwPPPAAMEvwtWXLFvr6+sjNzeX73/8+J06c4Pr169y+fZu+vj5u3LjB/PnzWbt2LZ/73OdkP4WMnJycWLRoETdu3ACgsLCQ1atX09jYSFFREUeOHEGtVvPqq6+ydOlS1q9fz89//nPOnDnDz372M5qamvj+979PRUUFHR0dPPbYYxw4cICmpiaGhobkLdeoqCgeeughFi9eLPsqMOUhISEEBgbS0tICzDLvrV27loqKCk6ePEl+fj7d3d0cPHgQsEbYzJ8/n0ceeYSoqCiOHDlCWVkZbW1tHDp0iPXr1/OLX/xCxiXCw8P56le/SkhICBaLBU9PT7y8vJiYmGD58uVs2bKFr3/96wAMDQ1x+fJlRkZGmJmZIS8vj2984xsSh/zSSy9JxNDU1JTU+cHBQRwdHSkoKJDyn5mZ4bHHHuPixYtkZ2czPDzMnj17pL6KwLR4h7DAly9fLnVXxHvOnj0roX/3olX83yn3TBZyQFqCgvXt7ykWyyxHrrCU6urqGBsbQ6/Xs2zZMkJDQxkYGCA1NVX6Zj08PCTMT1lsfdTj4+OEh4dbQY0EPEhZlFSRc9UzVxHYWtv+azQaDh8+zOrVq9FoNDQ3N3Pq1Ck2btzIqlWrmJycJC8vj3379kmcrTKIKizFqakpHBwcJJQJkL7y0dFRiWaZmJgAZl06gYGBODg4MDU1haOjI3FxcdKXrAwaCX4MURwcHEhKSmLJkiUSASI2OwcHB8kCaDKZuHXrllW2D+VtRKV7QBRhxV+9ehWdTkdCQgJjY2McOXIEvV7P9773PUJCQpienpa4bZGyLTAwULoURBHBTuHjVPZFbJSfJCNXV1eCgoJwcHCQ6bpiY2NJSkqiurqanJwcvvWtb7F8+XIiIiK4cuUKH3zwgUQ1iL6oVLM37+7cuUNCQgL29vZSRkLWQ0NDVnIQtLuenp6S8Mr81zyiy5Ytk5h8ZazEzs5O3p5Uq2e5YFavXk1wcDD9/f1WsDitViufFZlZAHnaE+M0MTGBr68vDz30EDqdTiZ0Fqgqk8kkU4TFx8fLhRYgKytLoq5E/EaZO1EkrBboE+X8sFhmk+cq6YfFuIgEwV/60pcI/ysc8l60iv875Z5yfajVahITEyXtpa3ro7i4mMDAQIKDg5mYmCA/P5/Vq1djb2+Pj4+PtI6/9KUv0dfXR3d3N4sWLZKWmah3aGiI8PBwSfB+9epV7ty5w5YtW6yuZpvNZqanp/nqV79KdXU1Op2Oixcv0t/fT3BwMGlpaRw5coSRkRE+//nPYzAYyM3NlcfCoaEhKisrWbVqFTDLreHg4EBUVJTVDShl/ycnJ2lvb+fzn/+8nHSJiYksWrQIR0dH9Ho9CxYskDSednZ2nDx5kk2bNpGWlkZpaSlGo5G4uDhiYmKorq6moaGBhQsXypucHR0duLi4cPr0aXltXdCUjoyMsGzZMvR6vcwr6OPjY+Un9/DwoLi4GIPBwLp165ienqa5uZmlS5dSU1PD8uXL8fPzY2RkhJSUFHJzcxkdHSU1NZXk5GRSU1OJiIiwOjF92uamUqmoqqpi9erVEukgaGK9vLzQarVERkaSkJCAo6MjN2/eZN26dZJ5cWZmhlOnTkkZFRUVYTKZJH6+pKSEW7dukZiYiFarlTJycHDg/PnzDA4O4u/vj7OzMxEREQwMDLBixQocHR1paGiQR/xFixaRkJCAVqvFx8eH1NRUmeuys7OTwsJCHn/8ccLCwrhy5Qo6nY6kpCTCw8O5dOkSIyMjREVF4ezsTFlZGWazmb6+PoqKihgcHCQkJASdTkdkZCSDg4M8+OCDEruenJws4yfKcbpw4QL29vY8+OCD3L59m/7+ftLS0sjPz+eb3/wm/f39+Pr6EhYWRlZWFnq9npSUFFJSUli0aJHMXSjqVavVVFRUUFdXJylZJyYmJJ58dHSURx99lMbGRubPn4+XlxfV1dWMjo6SkpJCe3s7QUFBMimGcOmFhIQwPj5OR0cHycnJVmRlYkO5dOkSiYmJkoVPEFlt3LiR2tpadDodycnJ9zwm+r9S7gnUh9LJr+QsULpENBoN+/fvp66ujn//939Hr9fz05/+lPvvv5+vfOUrc0a3Py2iOxc6wjYo8UkRZNu/E8+LolLNwsveeOMNpqenefbZZ2lububll19m69atpKWlWQUPleQxYjLMFSEXRfBWzNXnv9Xvv3ccPk2Wf+t7W5IcZbGN7M+FHlEGv5TtUspMyEH8nbDSbdEFtjL578jn02Sk1F8lA54tZPL/7zb8I8/aklcpv7dFcsxV/yfVPRfJ0n9Vnn9PP/8RefxPLffUQq28nqs8wonPMOvn0uv1aLVaTCYTY2NjeHp6Sj5rJeoCPp4oyu8ExEksCLb0qMo2TE9Py7ZotVrGx8fl7TyBsQYkpA0+XoQEJ7ROp5MUk4L4x1axlBNDYE2Fsk9PTzM1NWWFjRULmiBmt8WTiwi6Eo2g/E5sEEJGoh1iLMTmId6j3EQE4sRW1uJ7ZVEGaJTjK94ruJrt7e3vGm9le5UbpnIhn2ti246DGEOlzGx1QxgHgLzOrPxeufgqIYyircrxFO9S1js5OSmx+8pbqQLlYLtoKuMbSleGGE/bOSL+Trn5KXH9Sr1SwjmVuHTxrDIJ7VzzUpCmicD7XAyNwo0kaHeF31/UJdj45nL/2dalUqnkrUPRflt2TNEGJWrkf9NCfU8EE5WKJ+BHYkCUECxBwKTVatm7dy8tLS14enrKiaPVaiUzlvgsJqsgygek5SXe9+abb3Lo0CGplEoIlnhW/G1nZ6cMJgqlFv47gXsWxETl5eXodDrpzxScy6IIZaqurmZkZITq6mpaWlqsSP1VqtlrueKG29TUFE1NTVbfFxcXo9FoaG9v591337XiobaFPwnuZPGz8rMYC5VqFk+cnZ1thV09f/48OTk5Uh5CTqIe0X8lZK6zs5N9+/Zx+fLlu6BkgGSKg9kLGCITSU1NDenp6fKigkajkWNha43X1dXx3nvvsWfPHvLy8qzGV6VSSXkqx0epG3Z2djK7iiBEEnIQSSZUKhW7du3CYDBYjbeQn9BXW6iZ+Dw+Pi7zF4o2CV0V7VDKTal3tjpmNpv5y1/+YqWryo1FjKO4gCTq1el08rNSFmIMdTrdXTBC276ITbykpES2XbRVPKvcsI8dO8af//xnWZd4j/Ld4vm2tjaJGbe1jsUJcufOnXK+C/lpNBrZdqVh8L+p3BM+ajEROjo6SE9Pl3Cd9PR0rl69yu3bt4mJieG73/0uN27cYMWKFTLvWmtrK6mpqZw/f56srCxu375NdHQ077//PhcvXpQ+SJEJY/HixVy4cIGjR4+iVqsJCQnBzs6O1tZW0tLSaGhoYM+ePXR0dLBgwQIyMjLIycmhs7OTmJgY3nrrLQnXqqqq4tSpUxgMBubPn8/JkyfJyMjA19cXo9FIVlYWLS0txMXFcfPmTY4dO8bQ0JDklhDWg8jWce3aNTZs2CBhS7dv3yYuLo69e/cyNTXFggULKCws5Nlnn8XNzY3Y2FjOnTtHVVUV999/P11dXTQ0NGA2m+nq6iI4ONhK4XNzczl58qQMvh4+fJjS0lICAwOlf1O0KS8vj+eff55HHnkEs9nMvn37uHLlCjExMdjZ2fH+++9L627Xrl3U1NTQ1tZmBatTqVT87Gc/Y9GiRZhMJoaHh8nIyKCyslImVX3nnXcICwsjKCiIXbt2sXPnTulnzMjIoK2tDR8fH6anpzl06BCtra3MmzfPilfcwcGBkpISmpqa+OpXv8qtW7c4fPgwAwMDREREcPLkScLDw8nKyiI4OJiMjAyqqqqIjIykra2NXbt20d7eTnR0NOnp6TQ1NaFWq3FwcODb3/424+PjLF68mDNnzlBZWUl7ezsLFy4kOzubjz76CE/EyBrqAAAgAElEQVRPT+zs7HjrrbeorKxk0aJFXL16lRMnTtDQ0EBSUhKHDh1icHCQ5ORk7ty5Q0ZGBk1NTURFRVnd3mttbZXxkIqKCjo7Ozlz5oxkejx79ixZWVk0NzezadMm+XfDw8NkZ2cTFxdHe3s7ZWVldHd388EHH+Du7o67uzt79uzh0qVLeHl5UVlZiYuLC9euXcNgMPDBBx9QWVnJzZs3WbBggdUJprq6WhKEzZ8/n2PHjnH79m0WL17M0NAQR48epaqqinnz5sm0YELn/Pz8JDyvo6NDjmF8fDzHjx8nIiKCM2fOEBQUxE9+8hMaGxtJSEiQtyeFsSHgea2traxbt45jx45RVFRkBb8tKysjKipK3jj837RY3xMWtSi9vb2YzWZOnz5NV1cXZWVlrFu3jsLCQgAWLlzIli1b0Gq1DA8Ps379evr6+mhvb5cE/ps3b5Z0nStXruTw4cNUVVWRkpKCVqslPT2d4uJivve973HkyBEAabUAvPvuuzzxxBN0d3dLbObGjRu5fPkyGo2GlJQUCdcqLy+npaVFUkpWV1fz4x//GL1ez+joKIsXL8bLy4vc3Fx27dqFRqNh3759kjhIFAcHB371q1+Rmpoqmb7c3Nx49NFHAfjc5z4nrU5/f39Wr17NI488gsViYc2aNVJuHh4efPTRR1y5coW0tLS7lLWnp4f+/n6ysrLkBYrw8HCZIFh53L569Spbtmzh4sWLnD9/nnnz5nHfffcxPT1Nd3c3U1NTnDx5kps3bzI4OMjw8DCNjY2Sd1lsEE899RQ1NTV4enpiMBjo7e2VbHAODg4sWLBAyjMsLIyHH36Y2NhYRkZGCAsLY+HChVy4cIE7d+5QUVEhs7LDx+4UFxcXEhMTiYmJwc3NTeZqPH78OH19fVRVVWE2m6mqqqKvr4+CggL0ej1qtZo9e/bw+OOPk5qaytjYGC4uLmzYsIGsrCy8vb1JTU3l8ccfB2YRDZs2baKtrU1CGM1mMwcPHiQ9PZ0lS5bg5ubGhQsX6OjoYHR0lCeffBKAtWvXyktT77zzDgaDgby8PMk/IlwYPT09NDY2MjQ0RGNjIxUVFcTFxTE+Pk5eXh7Xrl2Tc0A5vnZ2djQ0NLB7924yMjIwGAwYjUb6+vo4duwYdnZ2nD9/XsL1ioqKmJiYoKmpibq6OoxGI0NDQzQ1NTE4OGjlyhFc2QJZsnbtWpqbm4HZhLp1dXXU1tbKrPFKF5aw+m3nd2dnJ9XV1ZjNZq5duyZ14YknnpC4fUC6EPPy8njiiSfw9PTk7Nmz5OXl3QW//c53viMX+P9t5Z5YqMWgnDp1isDAQJycnDAajbi7u0tmNaGUAkKk0WgICgrC1dVV8l4kJCQA1gE+ceRzcHCQVp6tD0tYJHD3DT/l8VMUAQtauXIl999/P/v27ZNcHRbLx9eOAwIC8PT0lEkQfH19+drXviYVXhSj0cgf/vAHzpw5w+joKD4+PlbwQVEnICF3ApEi/H5jY2NMTEzg7Ows6VaV/ezs7KS4uJjk5GQGBgawWCz4+/vj5uYmGfOENV1fX8/169eZnp7m8uXL9Pb2Sn/y+Pg4p0+fJiEhgcnJSSYnJ/H09MTDw0Mey4UcJyYmMBqNfOc73yEjI4O6ujqCg4Px8PC4i6dD9E3A1KampvD19SUgIICxsTGio6P58pe/LPHiSr0BZOJZoUexsbEyyAgfb1I+Pj5s3bqVq1evkp+fL3lQRBzAy8tLXqKB2YClqFen0xEaGoqzs7OEMMbHx/PII49I/6/QG0dHRxITE63GULRFcLo89NBDEi2hdA2YTCa6urokX0hAQACOjo5MTk7KeoTMRBsdHR0ZHBykpqaGkpIStFotBQUFpKSkyOS18+bNsyKXGhgYoLe3F0Ba3coxFG1asWIFy5cvZ//+/QwPD0sOHDE/RK5JgQNXGgdKqKGY346OjoyPj6NSqTAYDPT398u5I+b3XAFD0W8BNVy2bBlr1qzBZDKRmppq5e/+32RNwz3i+gDkgtrd3U1gYKBMShsREcHY2BhxcXFotVqysrLkz0FBQczMzEiQfkBAgMyOXVlZSWNjI9/+9re5du0apaWleHt7s2XLFiYmJsjMzOShhx6SiUYLCwtxd3dn1apVHDx4kLCwML7yla9w/fp1KisrmZmZITo6mqysLIxGI0FBQYyNjcn0VcK6P3XqFPPnz5cJO/V6PV5eXtx3332Ul5fj6+tLdHS0VTBsaGiI5cuXExISQmtrq8yG4unpSXd3NydOnMBoNKJSqUhOTubmzZtUV1fL42NXVxejo6OEhYURGRlJXFwcLS0tzJs3Ty6+zs7OGAwGHB0dcXFxwdfXF19fX8mwFhoaKo+ZdXV1Ek0zPT1NfHw8lZWVjI2NsXz5ctzc3DAajRKyJpK0enp6EhkZKSednZ0dFRUVZGdns3TpUlJTU7Gzs8PHx0fStF6+fFlCzxISErh48SLT09My+4q/vz9arRYnJyeKioqIiopi8eLFdx2xJyYmcHBwkG4lo9GIt7c3oaGh2NvbU15eTkxMjITG+fj4sHLlSiIjI8nIyGBqaoqFCxcyOjpKZGQkRqOR+Ph4hoeHuXjxIqmpqUxOThIREWEFYWxsbCQmJobly5eTlZWFxWLhq1/9KgMDA3h6euLv709/fz/Hjh2TluoXv/hFGhsbsVgspKSkSCNApVLh6elJfX09PT09JCUl4eHhQUBAAGazmfj4eLRaLbm5ucTExJCUlGSFlDEajSxduhRPT0/uv/9+JiYmJKlRxF9pQMXNPWdnZwoLC/Hy8iI2NhZnZ2d8fX3x8PAgMjLSisDr5s2bNDQ0kJqaSmhoKBkZGQwODmIymXj44Yfp6OhgZGREMtspx8XZ2Zna2lpGR0dZuHAht2/fJjAwEB8fH/z9/SkqKiI4OFieeE+fPk1oaKjM6mKxfAzPu3z5MhERETz88MMMDg7OCb+1DaiKdvxPd4XcE6gPZflHBfpJ0Bz4+Ni1b98+Fi9efJf/VPk3oi7xWSxwWVlZVFZWsnjxYjZs2HBXpPq/Ai+yfU60FZgzkPL3yEMZoVfW848qpxL1IYJ4onxWim6rov/difdpY2arH3NZdn9rTP9WG/9RONk/omPK8vfoovKdtvr/aXKwbZvtz59U/tYzynbaLrpzzVOlvoqg5P/0RXmuck8t1LaLjVAW5dVnW7Y45f/wMWphrizFyoVH6QOzXZSEkggiGIPBIFMdiXqVR0Ql3Ei0QdQh3gGzlwEEVMn2eKkMLtpGrpX1AlZwKCVpkziSChkog1SifiXUSyRHELC/T1oIlPKzTXIq2jAxMSE5s5X9FkdkMRaiHcq/Fd8p67Vtu62VZAvlE3IQEMrp6WmcnZ2lLthCGEWdSt1TwhCFPihdOUqGQSX0UXwvxlzZFyXEUjwnPqtUH1MKjI2N4ejoaPWscuFR+nqV+qkcM6U+ijYoIYLKOwpKaKntfBKyF/UIOlHh/zWbzfL2r/isnGu2eq+UqWjnXPPHFuap7Jtw/QFy/ihdTXPNF+X7xWdbvfmfYm3fEz5qIbza2lrefvttysvLrSBBWq2W7u5udu7cKWFK4jslzEgJ7fskCJZarZZBLSVcT3w3NTVFa2urlU9acBLMBcdTvkcJWZsLTibSRYF1jsWjR49SXV0tYWTierGtn1worwiKNjQ03AUfFHXY8mSMjY3xl7/8xQr619PTQ21trXxGCfXq6upiYGDAagwEbE30WXw3PT1NSUmJFdTKVrZarZbW1lb27t0r5aVSWcPUxLPis+ivWq2mrKyMt99+m3Pnzkm5KWGFSojY0NAQP//5z2lqapIyLC4ulgtGc3Oz3Ox6enooKiqSjHx37tyR/RbvFvUq4xWi7cqxEXwcSp0TMrGF8imhcCqVipKSEsbGxuSz4u+VuqFWqxkYGKCrq8sK9SIWtNLSUrZv386OHTukP9sWlip0fC44q9BhlUpFU1OTlX//Zz/7GZ2dnXKhFfA8W7ijqEMZ61GOVXNzs9W7bGF2Qt5ms5nm5mZZj4CA6nQ6Jicn2b59O2+88QYVFRWo1bPkUm1tbVab0vbt260gjMo5Kvop2nivl3vCRy0mzbvvvounpydXrlzB19eX7u5u3n33XWZmZvDx8aGkpAQ7Ozt6enpoamrC3t6eyspKmTOxrKyM2tpaCZUrLCwkKiqKq1evcu7cOQlx+uMf/8jx48clDOjAgQOUlpaSmppKbm4uv/rVr/D29mb+/PlkZmbS2NjIsmXLMBqNvPfee5SUlJCcnMzp06e5fPn/Y+89g+O6rrTdpxuhkXPOOScSJAGKOYgmaVLRkjWSLFmusmx5ZEvyj6mZKbtsOXy2bEm2AkmRkigGkZSYSTAHMAJEJHLOOTZiI3WjgfsDd2+eboGUZ+qrMn3r7ioUGo0Tdlh7nX3Wftf73qK2tlZCmoRDz83N5fz589y9e5eEhASKiorIzMxk+fLlWFlZcfToUY4fP05wcDDNzc1cv36dxsZGUlNT2bZtG/v37ycqKgpvb2+TlWZtbS1Hjx4lJyeHFStW0NDQwOnTp7G2tsbT05M9e/Zw+/Zt7Ozs8Pb2NlnFHDx4kLq6OiYnJwkNDWXXrl2SPa+qqopTp07R1dVFVFQUv/nNb7h8+TIJCQloNBo+/fRT8vLyWLhwIcXFxRw7dozKykpSUlI4fvw4HR0dLFq0iIGBAY4ePUpFRQVRUVFUV1fz+eefo9Vq8fHx4fDhwzQ1NUllnQMHDlBdXU1UVBTHjx/nzp07EgqpXJVu376dxYsXc+vWLZnodOzYMaytrfH29ubgwYPk5+cTEhKCp6cnLS0tuLm5ERAQwIULFygrK2PFihVotVpeffVVKagrlNBVqjl62V//+tdcuXKF2NhYqS4v6lBTU8OxY8ek+PC+ffvIz8+XTldA+RYuXEhJSQkZGRmMjY3h4eEhaUHt7e2xsrJi79695Obmyr6/evXq/8o2lIkqgtbU1taWqKgoPv/8c0ZGRkwYBvfv3y9X8zt37qS7u5vIyEgpOnv+/Hk8PT159dVXGR4eJiYmBm9vb2pra/H398fb25uMjAzq6+tJT0+nuLiYjIwMCgoKiI6OpqGh4RswVGGDdXV1vP7668zMzJCSkkJRUREnT56Um6GXL19GpZqDA05PT/Paa6/h4OBAWFgYmZmZktwqKCiImpoarKysCAkJwcvLi5///OcYDAbS09M5e/Ys58+fp6WlhdWrV3PkyBHy8vIIDw/n+PHjZGVlkZ+fj7+/v+Rzedid9UOxohZFSHGtX7+e69evk5GRIbUEh4aGKC4u5uzZs6SmppKbmyu5hGtqaujv72dwcJChoSH27t1LTk4O3d3dHD9+nIqKCmJiYhgeHpYq5k888QQRERH09vai1+vJzc2lsLCQqKgoVq1axcaNG4E5KFJHRwcAX3/9tdyQOnXqFBUVFaSlpVFTUyNXG2J1U1paipeXFzY2NmRmZrJ48WKpcCFYzN544w1JyLNy5UqmpqaoqKggISGBrVu3kpiYaPLaCHNwqHXr1hEdHU17ezs7d+7ExsaGTz75BKPRSGZmJo8//rhEjSgN0MbGhs2bN3P+/HkA0tLSJANZeXk59fX1UoQhKiqKJ598kuDgYPbu3UtMTAwhISFkZGTQ19dHT08Pr7zyCiqVirVr10oSn+7ubvLy8iTV54EDB/jhD39IfHw8Y2Nj+Pn5sWTJEm7duiUxtQUFBVy9epXy8nLWrFlDXl6e3N0X7ba3t+f06dNoNBpCQkJ47733sLW1ZdeuXQwMDMiEkpycHMCU5Gnt2rVotVomJiZwd3dn4cKFvPjii1haWtLX14ednZ2ElsXGxvK9731PbsQq++/vf/87KpWKY8eOUVRURFtbG6tXryYjIwMPDw8WLFjAc889h1o9x0vT1dWFm5sbQ0ND1NbW8swzz3DixAl0Oh25ubn86Ec/wtHRUeLM/ze2oVzxJyUl8fLLL/PCCy/g5OTEa6+9Ni/D4PLly9m2bRs/+MEPaG1tJSsrS+Lv8/LycHV1ZeHChfI6YAphVc6JqqoqHBwc8PT05Nq1a3z66aeo1ep5YaheXl4sXryY559/HqPRyN/+9jdsbGzYvn27lI17++23SUtLw93dnUceeYSnn34atVqNg4MDzs7OODg4YG1tzUsvvcSLL75IQkICZ8+eZd26dUxOTtLe3i6hpYI0anx8nOLiYm7evElfXx9DQ0P09fVJyKsyHPKwlofKUU9NTdHT00NxcTFBQUEmqd6C6UzApTQaDYODg/T29gJz8CKh7zYzMyPhO6tWrWJmZo732dbWVrK7CTjetWvXUKlU+Pr6SlklwThnNBoldAtM06FnZ2ext7fH19dXyiMpi6WlpXxii/ja7OyslHYS1xDpysHBwbi5uUm9PgFTMt9CEKt2ETe0sbEhJCSEZ599VgqCBgcHfyOmazAYcHJyIiAgwCSsI6B5S5YsYd26dRw8eFCmB98PKiX0FpX1EWnlvr6+vPjii1y/fp3CwkIpt2Q0GiX8zdfXVzpBBwcHNm3aJMmMfH19TeBfynanp6czMTEhoYDBwcH88Ic/lKvs4OBgBgYGgDl1FcHaJsZRjLmIWcMcZCw2NtYEgqeEvimLlZUVbm5uPPvss1KT0NPTU8ZWRaweYP369aSkpLBnzx4mJiYkRYEY95iYGOzs7Ez2KP6ntqFWq+np6ZHiEyIcY21tzeTkJPv375cMg2lpabz66qtcvnyZ8vJybG1tTfYrZmZm6O3tZWRkxCSuL9qm1+tlf4rxFuf6+vri5OR0XxiqaKO1tbWUDjMajVJc9rnnnsPCYk42S1AL29raylR1o9FIR0eHVG4XIR1BBXv58mUMBgM1NTVkZWVhZ2fH5OQkFhYWJrah1WpxcnLC3d3dZF7+K5SHIvQhXt10Oh0XL14kLCyMZ555BhsbG44cOcLatWuJiYnBxcVFCr+mp6dz48YNHB0diY+Px87ODi8vL+zt7Vm9ejXT09N0dnaSmprK9PS0zNLz9fUlKCiICxcuyESJxsZGAgICsLCwICUlhbKyMpk1dvToUZmk8cQTT3Dt2jVGRkZ4/vnnGRgYIDw8nKmpKUJDQ6WKiVqtlnhoIcRZVFREY2OjFN3s6+vj/PnzxMbGYmtri6enJ2q1Gnd3d8LDw7l8+TJGo5Hw8HA5eVWquUyv8+fPY29vz4YNG/D19aWsrIzIyEgCAwMZHBw0oY4Uv4UjiIiIkJPk/PnzDA0NSXa80tJSEhISSExMxMHBgYsXL+Ls7Myjjz7K5cuXGR0d5YUXXmBkZARnZ2f8/f1lZtrAwIBktcvOzsbX15fVq1fj5+fHkSNHUKvVEnUTFBQkk0fq6+sxGAwy4SQyMpKxsTFiYmJMYriDg4OsW7dOtmnhwoUUFRURGRlJbGwsDQ0N+Pv7o9FoiI2NxdLSklu3bhEREcGlS5fo7OxkdHSU5ORkDAYDly5dIikpCRsbG4aHh/Hy8sLPz4+Q/zeD0cHBAX9/f5PNxLCwMMrKykxU0ENCQpicnCQmJoaRkREJ5WtqaqKxsZHFixfj7+9PRkYGw8PDbNiwAR8fH6ampoiKikKlUnHy5Ena2tro6en5h23DYDAQFhZGfX09FRUVJCUlmSA1pqenZXKUOcOgnZ0d0dHRHD58mNDQUDZu3EhfXx+VlZWEhYWRmJiIXq/nypUrREVFSX6S7OxsIiIiOHfuHD09PUxNTREYGIirqyv29vb3haGKYm1tTX9/Pzdv3iQ9PZ2QkBCKi4tlpqlOp+P73/8+eXl5JCUl0dbWJsNtycnJLFiwgPj4eJPNXp1Ox+joKK+99prE9gcGBpKZmUlUVBRLly6lpaUFX19frK2tTaCkgYGBeHp6Sh+knCsPWyjkoUR9KKtk/rfyu/nQCQ86zvy7B917vuPud8x897zfd/e7x/2+E7+VzvrbzlHWW3me8u9/pP/vNxbKuPd8JDjfVr/5+sG8DuKzeX0fNEb/aF/+3/yfsv73s5fOzk4yMjL4yU9+YuL4xTFKSNn/1DbM220+3uaoFfPx+t/Yu/K+8xXlOeZorAeNoXg7M+csUV7L3JaVqBi4hyz6NttQXnu+ufWwlYfKUYsiOsscSjMxMUFfX59MzlB2dH9/P56ent+I6YrP5tArMVF0Oh1Go1HyHCshT6IuSgY3C4s5NWkRNwNMRE5FMa+HEipkDic0r5/SCSr7Q3xWXlPAlLRaLR4eHibXFJ/N+1Vcw8JiTvB2dnZWbqqYM8UpIXXinmJsxLXNoZJK4zdvmxKCODQ0hJWVlWRhM6+7+FvUqaenR4YflBSn5u2dz5HM92CZ7xhlu41GI2VlZQQFBUlVmvb2dpydnXF0dDQRrBVqJ87OzhIWJ66hhIiKPlTi8eeDmqpU9+CL5rahHL+ysjIpkmAOg1Pew7xfle1X9rGy3srxNj9X6STNi9I+zeujrJe5k1R+b15nIQahLMq+mM/ulH0tjjcfZ/H/wcFBk9T1h81Z/9Nj1EonUFdXx7Zt2/jggw+k0KaQuIe5jarW1lZgjmktIyODiYkJDAYDO3bskJlfAgqkhMbpdDrg3sCIFOvs7GxOnToFzMXb2tvbuXTpkozdqlT3IEti8M6dO8eNGzdQqeZeycU1RTvEBJ6YmGBqakqePzY2ZgLMV0KGRkdHJR2nqIu4v4gPijoozxWQrR07dgBzcX7Bt6FWz6XvCipR8x+AzMxMLly4INuidBJTU1OMjo7Kv0U7/vKXvzA4OMj27dvlhtHw8LD8v8FgYHJy0sQhK52QGKdjx46ZsLApf9TqORGFkZER6ejq6upMxlHEdM3HW6VSyb4Xzk5cR6VScf78edra2lCpVPT393Pr1i1KSkrkuaLdFhYWXLlyRYrt6vV6ampqpG0IO1SpVFy9elVCB2HO0YvUbdHXAhZ26NAhZmZm6Onp4dixYxKSKYparWZ8fJyxsbF5bUO0G+Du3bt89tlnci6JY4Wz0ul0864U1Wq13MAUTk7cTzwExPiNjY0xODgoqRGU9gfIWLK4rrDp+vp63n77bf7jP/6Dr776CrVabVI/87llMBjkIkjM2enpaYxGI9u3b5cxcqVtinGfmJhAr9fL6ykhqsq2iAWfwWCQbe3p6WHbtm0PdlT/5PJPj1GLlY5arWbnzp1oNBpWr17N1NQUf//738nKyiI7O5vk5GROnz5NR0cHaWlp5OXl8c477+Dj40NMTAxHjx6ltraWyspKFi1aZLISPnfuHGfOnCEjI4OEhAQpxiq4Mc6dO8fdu3cJCgqitLSUDz/8kNDQUEJCQoB7r1hVVVXs3r2b0tJSkpOTJVxPOP2MjAySk5P56KOPcHZ2Zs+ePeTk5JCYmMgnn3xCaWkpubm5LF261GS1WVdXx4EDB2Rs7vPPPycuLo7PPvuMiIgItm3bRktLC87OzhIyJvpu586d3Llzh97eXlauXMn+/fs5f/48iYmJVFZWcujQIYaGhmRqt+iTpqYmdu3aRUlJCTExMQwODnLixAlKSkpIS0vj/fffJzMzE0tLSwmzEnV+9913GR4e5sqVKyxbtoyMjAxu3LiBra0tlZWVHD16lLy8PGJjYzl37pxMCw8MDOTjjz8mMzMTZ2dnhoaGuHXrFrm5ucTFxUneDbV6Lh169+7dUoLL0dGRjz/+mNjYWHx8fHj77bepr6+XWaPK8d6zZw+3bt0iOzublJQUrly5wpEjR2TM/6233mJ0dJS0tDQOHz7MggULyM7OxsfHh71793Lp0iUsLCykCnd3d7dkVhQSaM7OzhLXLYQcLl++TH5+PhEREeTl5XH+/HnKy8tJTU0F7sFQT58+jYuLC1VVVXID/cyZMzJN++233yY3NxcPDw/0ej179uwhLy+P1NRU/vznP1NbW0txcTGLFi3C3t6euro6li9fTkVFBQcPHqSwsJClS5eya9cu2Q8ajYbi4mKMRqNEOF2/fp3s7GyWLFnCrl27uH37NteuXWPVqlUmq9OSkhJOnjzJ4cOHWbhwIUePHiUgIICjR4/S0NDA/v37ycrKYnp6moiICPmwF7HxhoYG3njjDaqrqzl48CA5OTksXryYnTt3Eh8fz+eff05wcDCffPIJTU1N+Pr6Ul9fL9udlJTE+fPnqaqqora2lqioKHbt2sWdO3fw9vbm6tWrXLlyhTt37pCQkICtra3s64KCgvu2W+h7CrHgjRs3fiN09LCUh2JFLZ58b7zxBv7+/ly/fp2enh5cXV2lRp1Wq+Wpp56SO/chISFs2LCBLVu2YDAYcHZ25rXXXpN6gWL1AXPCra+99hpeXl4UFxdLxey8vDxGR0dZu3Yta9asobCwkMTERLZu3cqqVatMMtEArl+/zne+8x02btzI5OQkvb29+Pn5yU2rzs5ODh8+TGBgILdv3+app56SFKzT09M899xzjI2NodVqZdsBurq68PT0pKGhga6uLrly6OvrkwkFKpVKJtrA3KpCq9XS2dnJL3/5S1xcXOjt7UWj0TA+Pk55eTnOzs5y41AZpgC4efMmS5cu5bHHHmNiYoIjR47g7e1NQ0MDAwMDjIyM8OSTT7Ju3TqTMMf4+DgrV66kvr6elStXUlxcTFFREd7e3uTn56PValm6dCnR0dGyDgaDAQ8PD+7cuYNGo+EPf/gDSUlJjI6O8m//9m+EhoZSXV0N3Iup5ubmUl1djaenJzdu3MDJyYnk5GTZd+Pj47z44osm4y36s7e3l02bNuHu7k5lZSVTU1O4urpy69YtYA6W+KMf/Uhi8m1sbNDpdMzOzjIwMMBTTz3Fo48+KsdIoAtiY2OJiIhgcnKSlpYW+vr6+P3vf8+KFSsYHh5m8+bNLF26lNzcXDIyMvD19aWmpka+dYg+3LRpEzdu3KCmpoYlS5awb98+QkNDKSsrY3x8nOHhYV555RVSUlJobm7Gy8uLxsZGOjo6mCLio1sAACAASURBVJ6e5oUXXpDwOGUYr7OzEx8fHxobG6mvr6e7u5s333xTbriJjM2RkRG0Wi1bt27FxcWFW7duMT4+zi9+8QvZv3AvRCAeTK+++ipqtZr+/n5mZ2fRarVMT0/j5+eHj48PfX19JvMa7pE9wdwDz9PTk8bGRplQBXOsesK+Vao52tozZ87w8ssv88tf/hILCwscHR35yU9+wvDwMGfOnKG1tRUnJycKCwsZGBhg48aNuLm50dDQYHL/8fFxxsfH5233zZs3GR8f580335QcJQ+bgxbln+6o4V6nnjhxgpCQEIlrdnR0lAau0+moqKigtbWV4eFhbG1taW1tpaamBoPBILOslDFcUZycnLh79y79/f24u7vj6emJo6MjW7duRaVSSSJz4dRqa2slLhjuDZ6bmxuFhYWUlZVJ2smAgAC0Wi0ajYbw8HC2b9/OU089haOjI0VFRdTX1+Pr64tarTYhrFG2+/r16zI9V7zuCZ5ggPT0dLq6ujh37hxwz9k6ODgwMTFBZmYmExMTFBcXMzg4iLu7u4ylpqenc+rUKVpaWkzu7e7uTnl5OcXFxcAcxejs7CwbNmzAzc0NjUYj47JK452ZmUGv1/Pxxx/j7u6OnZ2dZDncuHEj09PTMpVcJNaEhobKZKa+vj6uXr1KaWkptra22NramjxUxb28vb0l4dOmTZtkxmh9fT2Tk5PY2tqapGori4WFhcxk6+rqoqCggODgYHp6eoA5Ev/bt28Dc9jy4uJimpqamJ2dxcHBAVdXV3ktjUZDQ0MD4+PjaLVampqaqKqqkhCw69evk5eXZwIXs7KyIjAwEJVKxaZNmySyQDxMFi5cSEFBgUwK8fT0xMLCgu9+97vY2dnh4OAg7UHYhkqlksksyj0EGxsbWltb0ev13Lp1CxcXF6ampiQ8LT8/XyrLtLa2UlhYKOeLtbU1BoNBqhUVFBSY7AuJN5QdO3ZIZJQIRwltTmVWr3jIKsv09LSEE167dg0HBwcZogEoKCigq6uL2dk5+GVnZycXLlwgJCSE3NxcSYKm0WiwsrLCYDDg6+uLnZ0doaGhrFmzhunpaclBbW4LdnZ2tLW1zdtuR0dHRkdHJZILHl718oci9CF+e3h4SAjQk08+KcVno6KisLW1pampSYptChxqe3s7MTExeHp64uvri4eHB35+fiabCXZ2dhQVFdHR0cHjjz9OcnKyJPT38fHB09MTb29v3N3dCQ4Oxmg0Mjg4aCJCq1KpiIyMpKuri4CAAJYtW0ZYWBh6vZ60tDQcHR2JjIyUP9HR0bS2thIQEMDq1auxtbXFz88PV1dXKUor2h0ZGcnw8DBLlizBw8OD2NhYOjo6WLFiBUFBQVKZfcuWLXJ1PDs7K3HHnZ2dLFu2jEceeYTx8XHi4uLw8/PD2dmZ2tpa1q9fLzMnRVvCw8Pp7+/Hy8uLtLQ00tLSaG1txcfHh4CAAJycnPDz8/sGS51arZZK2HZ2dqSkpODn50dXVxcJCQmSlU8Iloo3j8cff5zo6Gjs7OxobW0lPT0dDw8PvLy88PDwwNfXFwcHB2kPgoK1v7+f1NRU6uvrmZqaknC1iIgIvL295Xgr7UhAB11dXaU4r52dHYmJifj7+xMeHk5NTQ3BwcEkJibS3NzMggULiIyMxM3NDV9fX9luIbJgbW0t33AAEhISCA0NpbKyksWLF0tGOMEMuHTpUpqamggMDDSxR/FqHRQUxMKFC/H09CQ+Pp6WlhZCQ0Px9vbGxcUFf39/LC0tiYyMZGhoiLS0NJydnYmOjpb9K441GAyMj4+zfv16KV7r7++PhYUFpaWljIyM8MorrzA2NoadnR1paWn4+fnh7e2Nm5sb8fHxDA8PU15ejl6v59FHHzUJAQwMDODu7k5HRwepqanY29szMTHBihUrCA4OJigoiLCwMEJDQ3FzczPZa9BoNDKjUdh5Wloarq6uJCUl0draKlXb6+vr8fHx4Tvf+Q4JCQnU19fj5uZGYmIiLi4uklUzPT0dW1tbhoeHSUhIwN3dHR8fH2kLSpisn58fExMT2Nvby34R7RZZlz09Paxbtw5fX99v+KWHpfzTUR/3gwCZl/sdo9zhN4fZiMFqa2uTXLiCcF+5wfKPXte8Lua/zb/7R9o13/XMv/tH++xBx35bW8zb/KB6ganIwLe14UH3UT4Iv62vzds+Xz/frz/+kbo9qP3/SN+bj6/yf+bIA/PybeP5oHabHyfsXmTjiQexElVhPkdycnIoKSlhyZIlLFiwwIT06EF28KA2K8dX3OfbrvOgOfNttnu/usxXr390/jws5Z/uqMF0AJTZiAIqpBQnFUYvdob7+/ul2K0SK1pWVoavr69M5lAOjDAgAbKfnp7GxcVFbkDAPba4oaEhPDw85n3FVl5TiedU4kBFEffr7e3F3d39G3hPJYxLfJ6dnZUoDnd3d5PvlRNBpZpDLwh4nrifOR7VvL+Vk3F2dm6voK+vzwSKFhwcbOKUle01h4wpHZL423xymjsL83ER95mammJsbEy2W3ltJdubcszmc+bKvpiensbKyoqRkRFGRkYICAiYF+ZnDmlTshUKWzSvtxJep1LNwSVtbGxk9qFyHO4HozP/WxwvYtwiC1Jp58JexHdKFsHx8XGcnJxM+kH038DAAK2trcTFxUldz87Ozm/It4n7C1EBZXvFfZVOX2mf97M3875QhiyVfTnfuCjZM5X3U9YLoLW1VYafzK9l3vfi8/3my8NQHqoY9blz5xgYGCA/P5/y8nIJWxKTZHZ2DkKkxDp/+eWX1NXVSeMTA3H79m327t0LzBno2NiYVJUQPzC30SjgeWIABdRsaGiI7du3SyUVAQOamJgwgf4pjVPpRCYmJiRMDeZitjt27JDxOWX7BdJBGOLQ0BBqtVrulM/XZ6IdAwMDJvC8iYkJuQE5OTmJXq+X7RWbZqKuyr41Go188sknMhNTKKkIKNzY2JjJxBTQwN/97ne8//77nDt3TkKnRLsbGhq4evWqVECZnp6WbdPpdGRkZJj0h4C7VVVVmbRb9LMScqWE6k1OTjI1NWUyvmJ8VKo5iKA4V2QBKs9VbkgKBRxRRD+99957DAwM8Omnn9La2irhZkqmPbFBtm/fPpqbm2W/3759m7KyMnmcTqczscehoSET6KayNDY2yg1mlUol2y2uLeo3NDTElStXqK6uZnp6mvfee0/mCQinJBR0rKys2LZtm9zEHRgYoKqqStZPwN9gTp6uublZ2srMzIycIwJGKeaEst+Gh4d5++23+dOf/sTFixflmAlonKiTgJ4aDAYJxzOHJSohtqKPzIV4RX+MjIxQW1sr7Vyv16PT6UwY85QwQiXzovI6D1P5p8eo4d6K4MiRI7i5uVFSUoKdnR29vb3s3bsXnU6Hvb097777LlVVVajVc+rWBw4coLKyUpI4Xb16lYaGBlJSUrC2tqa5uZmlS5eyZ88esrKyTOA7wiBbWlq4cuWKFHnt6Ohg3759NDY2snDhQr788ktJ+uTu7s7u3bvJy8uTMW1R95MnT0qlkgMHDkjI1e3bt0lKSuLMmTNcunSJtrY2oqOjuXbtGm5ubmRkZODk5MRvfvMburu7JcmMSCsODg7m5MmTlJeXMzMzQ2hoqMlr9HzwvHPnzpGcnMypU6fIzMwkJyeHyMhI3nvvPerq6qisrGTBggUmK5jjx49z8eJFampq2LJlC5cvX6aoqIhVq1bR0NDAwYMHyc3Nle0WD6OWlhaysrL48Y9/THx8PBcuXCAjI0PCEq9du8bu3buJiorCx8eH9957j8bGRjw9PdFqtfz617+WseTjx4+TmZkpY/snT56kpKQEJycnibe+c+cOIyMjHDp0iPLycqqqqggJCeHDDz/k+vXr9Pf3Ex8fb/K2IIR5Ozo6iI+PZ9euXczMzJCYmMiOHTvIy8sjKyuLxYsXs2vXLrlIELFlcZ0PP/yQ3t5eCUvMzs7m8OHDuLq6Ymtry3/913/R3NxMdHS0VC+/efMmCxcu5A9/+APl5eUsXryYzs5ODhw4IGGJZ86c4ebNm1JBxvwhvHPnToKDgwkMDOS3v/3tN2CJwhZaWlrIzs6ms7NTwuhqamro6upCo9HwwQcfUFlZyczMDJGRkbS3t+Pp6UlAQAAXL14kNzeXdevW0dnZya5du7h+/Trh4eGUlpZSXFxMbm4ujzzyCHv37pUcGt3d3Xz55ZcUFhbi6ekp3z5FyLGwsJDf/va3REREcPfuXQ4cOEBOTg5Llizh+PHj7Nu3DxsbG1paWtixYwd37tyRdASHDx+msLCQ2NhY3n//fWpqakzarVLNqSPt2bOHxYsXU1payq1bt5iYmODMmTNs3LgRrVbL7t27yc3NxcbGxmRM/5XKQ7GiFkWj0fD1119z69YtKcvl4+Mjd5h9fHzYvHkzJSUlZGdn88Mf/pCFCxfS2dnJ2bNnCQ4O5u7du/J64inZ09PDpk2b5oXvTE5OsmbNGtasWUNRURFDQ0P4+PhQVFTEyMgIgYGBvPnmm9TV1XHkyBG5IhFoCeE03d3dOXPmDP/93//N6OiohOctWbKEY8eO0dTUxOuvv46/vz+jo6OMjIzIjChB3v+zn/2M6elp7ty5w9tvv82zzz7L6OgoCxYs4Omnn6aoqEjW/dvgedXV1YyMjLBx40bc3d2prq7GwsKCF154QfaBcvWWn5/PL37xC0JCQpiammLr1q2SYOj8+fMy8UW0W/SfRqNBq9Vy8eJFyUyWnp5ObGwsZWVlpKSk8MQTT7BkyRJJuiNWMwEBAaxbt45nnnmGyclJjh49SlBQEOXl5XR3d7No0SKeeuopSkpKGBsbkwiC0dFRpqameP755xkaGuLixYssWLCAjRs3SpIu8brb3d1tgiIA2Lhxo9QKFBudAkUkMjTNJaX0ej3Lly+ntbWVpKQkuYK3s7OjsLAQjUaDwWDgrbfews3NDZ1Ox+9+9ztWr14NQHJyMi+99BIeHh4S063X6ykrK8PZ2VkiF8T9YG4B4+bmRnp6uqzvg2CJHR0deHp6UlVVJcUufvrTn9LS0kJ3dzcRERE8+uijlJSUAHMJPGJVumnTJtneS5cukZiYyO9//3t8fX0xGAz8+Mc/xsbGhps3b3L79m0CAwMpLCyUfDoLFy6U5FCiPnZ2djQ0NPDuu+9SUlLC5cuXefnllwkPDyc7O5vp6WmpnDQ8PIyvry++vr5MTk6yb98+HBwc6O/vp7q6mpmZGZ5//vlvwG8dHBwYHx/n17/+NV9//TV2dnYsW7ZMbgbfvHmT5uZmnJycyMvLM6nfv1J5qBz11NQUP/3pT9myZQs9PT3k5ORIoiGdTidTtlUqFY6OjmRlZVFXVydZ7KytrXnssccAJFE9IKE9YgWpLLOzs9J5GAwGrly5gp+fH6Ojo4yNjTE8PExWVhaWlpaEh4ejVqtJSkoiLS0NuPcw8PPzo6amBjs7O8kdfOfOHWpqamQSwM2bN+nq6sLJyYne3l7u3r0ryeJ9fHyAOTpPa2trrl69SmZmpnQaygkpyoPgeV1dXVhaWkrImGDaM389FZ+tra25du2aVPCuqKigvb2dwcFBAgMDsbCwIDExUbZbGUt2dnZmxYoV2NjYYDAYpGLMzMwM1tbWVFZW0tnZyfT0NEuWLGF4eJgTJ07g6OhIR0cHJSUlWFpaEhQUhFqtZuvWrXLfQYSSNBoN5eXlVFdXo1LNQSoF45q7uzttbW3U1tZ+I17t6OiIt7c3Go2GJ554AoDKykoJV1TaxtTUFElJSVKYQdk/MBc2+tvf/kZiYiKlpaWSCKq7uxu9Xo+Xl5fJ+Dz99NOcPXtWXkc8KEJDQ1GpVCxatIj4+Hh8fHwICwtj//79JvsBFhYWjI2NUV9fT2Njo1SpuR8s8fr167i6umI0Gunr68PGxsYk/itgfsrzKioqmJmZoaamhra2NqlpWF9fz7lz52hqasLW1lZC2pydnfHy8sLR0ZEtW7ZgYWGBRqOZd25NTEwQEhLC66+/LvUfc3NzJUmSWq2WSAuV6p5gwszMDCEhIczOzrJy5Uo5f4TKk7iPCJH09vZibW1NTU0Nnp6etLa20t7eTkNDAz4+PhLKt3btWhPb+FcqD0XoA+Y6TwnBiYiIkK/5CxcuxMPDg7CwMLy8vHB3dyc9PZ36+npSUlJYsGABcXFxNDU1ERkZKYVhBf9zYmKiCXRKOBIB3RMQvYCAAClwmp6ejouLC4GBgfT19bFx40ZSU1OZmppienqahIQEGQdWqVTY2toSGhrKqlWrCAkJYe3atTQ1NeHv78+aNWvw9/eXsDQhyGk0Glm2bJmEqHl5eaFWq4mMjKSsrIz4+HhCQ0Ml/EhA3wC5YeTj40NXVxfLly+X8Lz4+Hi8vb0JCwuTkEV/f3/8/PwktMscihQVFUV9fT0rVqzAx8eH0tJSCW3auHEjer1+3nYLOlTBgpecnIy3t7dsU0hICOPj4+h0OqKjo6mvr8fFxYUtW7Zga2uLi4sLzc3NkrWvubmZkJAQSe3p4+ODu7s7ixYtoq2tjcjISBISEvD29pZixklJSZSWlkph4KSkJLkprdFoiIyMlDzkExMTNDY24uXlhUajIS4uTsL8goKC6OnpYXZ2lu9973sSLih+XFxcpCJ4SkqKFGcICQnBx8cHX19fvL29gbkHxNq1a7G0tMTLy4uYmBiam5uxt7dn5cqVkk40MTGRgYEB+vr6ePrpp2VYSYxLbW2thNW5u7sTFRUl+9YclhgWFiYFbp2dneVc8PT0JCgoSH4WUDZ/f3/a29vx8PCguroab29vJiYm2LBhAzqdDp1OJ6F0Pj4+uLq6EhcXR3h4OK2trcTExODr6yttShwj6mNpaUlAQAABAQEAxMXFUV9fT1RUFKmpqVhZWeHn54ejoyN2dnYEBgYSFhZGUFAQq1evpr+/H0dHR6KioqTI73zt9vT0lGiVsLAwSkpK8PT0ZGJigrVr10ooX1JSklxp/6s564cO9TEfkkD5+9sgOuJ6yjif+XXnY+ES4YT77VibX1O5k25+LWWdlUV5zP3+nu+zOEasFs1RDeb3e1B/Ko83r8f9rjPfefPtootjzAlvHnR/83uZt9u8XsrfSjTHtWvX6OzsZPPmzZKcS/kWcr8xeVA75xsrJRfKg+zT3M6+LS5qfg1xz/vV60HHmt/nQe27X9+aH/eg85TjLcZF2Uf3I4f6R+skvrufbzAvD2rLv5qDFuWhCn2IHd7q6moJSZqdvUfgD6YGKeBIcI/MXJD+K5EMYCo+OjMzw927d+87IURdAK5evSolgtRqNZ2dndTU1MjjxY60KOKzcFJKaJCop/gtdrhVqjkdP0EUdPfuXZMMMVFH8+9mZ2cpKiqSr4NKYijRZ+YPo6KiIokCMf+Zz1ko621O0al8cIhjlA8UJYRuvgmlhJTN9/AbGRmRcU8ljEqv13P37l0ZAhDCqCKBBKC6ulqmJisdaFtbm0SzCDSP+bgIgiHzh4dyvEUdR0dHTWKzyoeIGDNxrhCUHR0dZXh4mMHBQbnnoayDiOErx1z0jVAnEUgJYRsqlYqKigopnABzhE0nTpyQ5w4ODlJeXm5yL5gjVSosLESlUpnMJ1FflUpFe3s79fX187ZJbCoLzUJRf6U9qFRzOozt7e0mfaR0nmNjYyZ7IOYP8vkWKuJzQ0ODVFlS9r2yLaLMZ4sPe3moHPXMzAxtbW2cOHFCsuQVFRVJGJNWq6WiooKOjg45YQQs77PPPqOuro6PP/4YtXpO3661tVXSklZXV0sjqampobu7G5VqjintT3/6E1lZWczMzCmnlJSUyLRXDw8PyYo2PT1NWVmZZPMTf/f09KDX62lubqa1tVXG1PV6veQamJmZoaSkRDoPJdxscnJSxgoBjh49SklJCaOjo8zMzNDR0UFVVdU3HPX09DTHjh2jpKSEkZER1Go17e3t1NTUSOhUbW2tFG6tr6+nvb0da2trZmZm+Otf/8q1a9ckhrawsJCqqipUKhVffvklBw4ckOxror9VKpXkehgYGGBqaoru7m6JJpiZmaGiooKenh7UarXM5tNqtahUcygG0b8DAwMyhjo0NMTk5CTFxcVyE7O8vFym9qpUc1p6bW1tGI1Gjhw5Qnl5uYSQ6XQ6GQ8eHByUUDOYc25iI6m6upozZ87Q2dkp2wVIeOTk5CTW1tYMDQ1hMBikAICAh3V0dEjxZa1WS3Z2tkztF7Fk0U/iusKRis/5+fm89dZb/OpXv6Kuro7x8XFKSkoky+H27ds5deqUlCOrq6uTslH19fWcPXtWcnJ0dHTIDfTMzExu3LghN1T9/f25fPmyVKwpKyuTD4bZ2VlKSkro6uoy6c+xsTET+xSwv6KiIunEBwYGKCsrk280nZ2dnDlzRj4ECgoKJKxWq9XKvs/Ly+PSpUt0d3eb9IsYp6qqKglvVKvV1NfXU1tbi0qlIjMzkw8++MDk4SuOGxsbo7y8XI5lf38/FRUVJrYrwnXClv7VykMRoxYrr+PHj1NQUEBjYyPp6ekcO3aMmpoarly5wsqVK6WApYhfiqepwWDg888/p7i4mP/8z/9Ep9Nx7NgxTp06RWpqKl988QU1NTXcvn2blJQUWltbOX36NJs2bWJsbIxPPvkEPz8/kpOTyc3N5dy5c2RlZbFmzRpsbGy4e/cuq1evZnZ2lsOHD0skxkcffURRURG+vr7U1tayY8cOioqK6Ovro7GxEb1eL1N4L1y4QGlpKfb29pJXQxiqXq9n3759ODo6EhERwdGjR9Hr9eTk5ODu7s6HH37IxMQE9fX1Jlp5AtKo1+u5c+cOPj4+7N69W+J1W1paOHTokIzz1dXVcezYMTZs2MDMzAw7duzAw8ODuLg4dDod165dY9++fXzve9/jq6++YnBwkJSUFMnPAHNG/s4775Camsru3bvRaDTs3LmTyclJamtr8fPz46uvvuLChQukpqby6aefsmDBArZt20ZMTAx//OMfAbC1teXEiRP4+flRVVVFZmYm+fn51NTUkJmZyZo1a8jMzKSkpIRVq1Zx5MgRioqKqKmpITQ0lKtXrzIxMcGNGzdYuXIlBoOBjo4O0tPTGR0dZffu3URHR+Pj48Nf//pXBgcH6evrw8HBgZycHMkRExYWJmlpL1y4QHV1Nb6+vhw7doyqqiry8vK4efMmvr6+lJeX89FHHxEXF4eNjQ3btm2TPNQuLi4cOnSIgoICNBqNSaKQ0mlPT0/L9P0FCxawcuVKLl68KAV4ly1bxs6dO1GpVCxbtoybN2/y5Zdf4uDgQEREBBUVFZSVlTE8PExgYCCffPIJfX19WFlZ0d3dTXt7O9evXycmJgY/Pz8KCwtZvHgxNjY2nD9/nvr6epYtW8b+/fuprq6mqqqKmJgYLly4wOTkpOxP5XiPjo5y7NgxNBqNHMPm5map5n7ixAl6enqIjo7m1q1btLS0cPPmTaKjo9m1axdarVYSI1VWVpKfny/3XZTzICsri9u3b7N+/XouXbrEoUOHsLe3JyYmhszMTO7evcuiRYtwd3c3OW9ycpIvvvgCPz8/goKCeOutt9BoNFy5coUVK1Z8I3z1r1geqhV1dXU1Tz31FAsWLECr1VJcXEx0dDSurq5SGPWVV14hIiLC5LVIrIYEb25TUxMuLi44OzvT1dWFtbU1zz33HOHh4dTW1rJixQrc3d2Znp7G2dlZMubB3FM9ISGBvr6+b7zKW1hYsGbNGjnwy5cvx9PTU65K4uLiiI2NRaPRoNPpTNAEq1evxsnJSSZaiLoLaF56erpcsbi7u/PSSy/JlWZycjLr1q2ju7sbuPfqJur/6quvYmlpSWZmptw8HR0dJSEhgejoaLq6uhgdHSU9PR1fX1+mpqawtrYmMTGRxx9/HBsbGwIDA7GysuLPf/4zMCduu3nzZnx8fOZNFxeUqQaDgejoaL7zne8wMDBAZWUlgYGBwBz7n5Kj2tbWlvXr18vEHjs7O9555x2+/vprnJ2dqa6uJjY2FkdHR2BOd1CgVoqLi3nmmWek6KuXlxcvvfSSXC0q6+jl5SWpRQW64/XXX2fz5s0MDw+zevVq1q9fT3t7u4n9RUREcOvWLX71q18xOjpKb28vs7OzUlPR0tKSNWvWsGrVKslq9+yzz2Jra8vdu3exsrIiJiZG6i8qx1k5bub/a2xsJDk5WTLixcbG8thjj2FpaUlERASJiYn09PSg1WppbGwkLCyMzs5OysrKCAwM5I033iA1NZWJiQmeffZZIiIi6OrqApCJRgCrV6+WDIw1NTW8/PLLvP7666jVary9vfnBD34g6y6coNFoxNPTk5UrVwLIt8bExERsbGwoKSnhu9/9LitWrKC/v5+WlhZee+017OzsuHTpEq6urvz85z9nzZo1jI6OsmXLFhYtWmTC/ifKunXrJLIrNjaWxMREurq65MNtzZo1REZGmmSHTk9P4+TkJCX3YI4n5sknn7yv5ue/YnmoHHVUVBSHDx+moKAANzc3Fi9eTG9vL0lJSTg5OUkYnfmmwMTEBAsWLODtt99m+/btVFVVScYtMRmPHDkiEynOnj1LaWkp165dA+Ym+f79+6WquQiJ9PT04OLiQmdnJzk5OWi1Wi5duiT5aycmJnB2dqagoMAE02o0GvHz8yMrK4uCggLUarXUGczLyzOJsVlYWNDS0sKtW7fIysqiu7sbOzs7k4QNcV3zjDVLS0sJ+J+dnWX9+vVStDQ1NZXe3l7c3NyorKykt7eXa9euUVRUJNutUqn44osvMBgMfPDBB5SUlNDW1gbM0VOeOHGCuro6k/g+zEEIT5w4QUdHh0nqvkajoaWlRRLQDwwMYGdnx6lTp+jv75fE83q9nrq6OoxGI8HBwZJlLyEhgd7eXhYvXszU1BQZGRkUFRXR3NzMokWLOHLkCB988AEjIyNoNBr56i3q/E9QtgAAIABJREFUW1FRQX19PfX19WRlZXH58mXs7e2xsLDg448/5uzZs5LZT5mCLWzJx8eH/v5+iTDZvHmzhBsmJCRIxjWAsLAwOjo6OHToEGNjYyxatAhAkj8B/PWvf5X4Z+V9xGcxnvX19VhbW8vsQ2dnZw4dOkRfXx9jY2M4OztTX19Pa2srbW1t2Nvb09XVRUhICJ2dnXzwwQfk5eVJbUO4t38gIKdDQ0NcunSJgoICOjo6SEhIYM+ePXz88cdMTExgbW09r40p6zs+Pk5ISIhEl6SkpBATE8Pp06e5du2aRPls374dvV4vH94fffQRV65ckYyAyvopr52RkUFxcTEVFRWMjo7i4uJCbW0tnZ2deHt7k5WVRX5+vgyXif2JhoYG7ty5w82bN+no6MDGxsaEWuD/C+WhQn0YjUaqqqpwcnLC19cXo9FIeXk5QUFBeHl5SZ4MZRqzOK+/vx9vb29J79nZ2YmjoyNOTk7s3LmTqKgoHnnkEVxdXeXmj5WVlWQOq62tlYkMXV1duLi4YGNjI+FjU1NTeHh40NTUhFqtxt/fH3t7eyoqKoiNjZXq0MKpOTk5UVdXJ1nzdDodtbW1xMXFyaQKQG7UiLhiUFAQFhYWODk5SVV0IXCg0+lMQj6zs3MSZN3d3QQEBODq6kpLSwuDg4MkJibKGLq/vz++vr6UlJTIh0NiYiI6nY7KykoSEhLQarVotVqMRiNJSUlYWlrKsI5SNVy8Cre0tEg8rbJ+jo6OVFdX4+HhgaWlJTY2NjQ3N+Pt7S25iIXIrFarxcLCAr1eL6XQysvLiYyMRKPRyCxUwaJYWlqKq6srgYGB9Pf34+bmJiXIVCoVlZWVJpSgKpWK6Ohopqenqaurk7A9o9GIpaUler0eZ2dnE/RCT08PTk5OjI6O4uPjQ3V1tXxLEfFyJycnYI4LZXR01ISp0GAwEBsbi1qtlvBM8VYgnIvYN7GwsMDBwYHu7m7Gxsawt7fHyckJKysriouLCQ8Px9nZmeLiYgmx6+joYGpqChsbGzw8POjv76e3t5eUlBQGBwcls521tTW2trb09fVJxsfGxkYsLCxwc3MjODhY8oj7+fmZ9KfgxxF17urq4osvviApKYnHHnuMnp4e2traiI2Nxd7envLycuzs7PD390etVlNaWkpYWBiurq709vbS1tZGSkoKY2NjWFlZSeikCKmpVHOKPGJ/xMHBgdDQUEpLSyULI8zh362trU3ECVSquYxMEbMPDg6WNjMwMGDSln/llfVD56iVTliJ3pjvHFHEAMwHlVOr1VL3TjkplZNzPtSHed2U55j/70FdqPy/8rO58ZhfR0nwY94X5mgVcT3zut7v/vNdU3kd87qY7+DP174HjdX96mM+ZsKJzVef+cIv8+3+f1vb5zvX3AbM+8XcXszHzbwd5jamHDPlGM7nOP4ndqa8prAX8/5U3vMfGQslskI81K9evcrw8DCPP/64CZeNsg7z9Z0Spqesn7LOotwPSjmfvd/vO/N6KG3oQWOltOv5rvswOPiH5t1AGIWALCmdkCharZa+vj4ZZlAeo1Ld019TdrbRaCQxMVE6aUCiE5TQOREfns+RKR2VkqEM7imSzNce8Vvcp6ioSGYimrfPHCqmRFiIlaWStEdpdOI+3+YElO0G09dPUU9lEfdraWmhvb1dOlFzJ6ec7I2NjRJRMR88UAnJEhwqot5KJ20ONVS2Wdlu5QOku7tbogSUxzxobEQ/zAexnJ2dlWgIlWoufV4gMcyvN9/DXrRZ1G9kZISKiooHTnxzuxoZGUGn00lUzHzOxtxJK68j/u7p6aG2tlZ+V1FRYQLxg3tCxso+mZ2dZe3atTz11FMSFaJ0qnq9nq+++oq6ujp5LTE/lOx+5osi5Ya4cr4p56VOp5NvqfM9kJXXUkJUlfN2vrFRjrfwG8r/PQyO2bz80x210pFdunSJPXv2SBjO7du3+fvf/y4hOVlZWVy/fp2ZmRn6+vpoaWmhtbWVyclJGb8T0L22tjYJUxseHqauro7W1lY5aGKwent7mZqaYmZmRm4e3b17F61Wi1qtpqenh4qKChPBWJFV+O6772JhYSG13iYnJ6mqqpLMarW1tbS0tGBhYUF7eztNTU1YWVlhNBrp6uqiqqqKyclJCVObmZmRE7KgoIDZ2Vk6Ojo4duwYLS0tzMzMoNPpTNqi0+koLi7GYDBgNBoZGBigtLSU3t5eJiYmqKmpkfhSZbvHxsakWs3IyAjDw8PMzMyJ/ooNKGGwd+/e5dy5c3R2dkrkghIS2NfXJyFiubm5XLp0ia6uLiwsLBgZGZFwPNGfhYWFAGRnZ3P9+nUJ17py5YokPlKr1XR1dVFZWSmZ1MzHEO7Fent6erh8+TI5OTnA3OajcETj4+MUFRV9wzGJz1VVVRIDPDw8TGlpqWR4m56e5vr16wCcOnWKnJwcGVYZHR2VNADj4+P88Y9/JD8/XzpZcX3RRzdu3JBQz6qqKjkuIyMjtLa2ygeCOEf00b//+7/z29/+lqamJnQ6HaWlpRLvPTIywvT0NAMDAxKWKuCY4+Pj5OfnMzMzQ3NzMxkZGRL2euHCBW7fvi3b0tvbK9FCer1eqiepVHPitjU1NTIePzY2RklJCXq9Ho1Gw8jIiFTMUTrgwcFByS7Y1dWFSjUXnhLzQ6vVUllZKaGbShstKSnhj3/8Izt27KC7u5uRkRFmZ2dliOODDz6QSBWlw1er1QwMDEhMuVqtprm5We616PV6ysvL6ezsZHZ2jilThASnpqakitB8bzD/zPJPh+eJDlGr1WRmZjI+Ps6mTZsICwvj8uXL3L17l7S0NGxtbcnLy6O4uBg3NzdOnjzJxYsXKS4upr+/n9OnT5OTk0N5eTnW1tacOHGCoqIiVCoVN2/epKqqSqrHCC1BAQns7+9nYGCArKws6uvrqampISsri5CQEP7P//k/qNVqbt68ySOPPGKSxHHq1Ck2bNggxWT/8Ic/yM3PoqIizp49S1ZWFt7e3tjY2PDpp5/y6KOP0t3dzTvvvIPRaKSgoICKigo8PT2pqanh6tWrFBUV0dnZyZ07d4iMjCQzM5OOjg7GxsbIzs6msrKSO3fuEBoayhdffEFTUxNZWVksW7aMH//4x1haWpKcnMy2bdvo7u7m2rVrJCUlYW9vL1cYOp2OhoYG/vjHP7J69WoOHjxIVFQUe/fuJTg4GGdnZ9nW6upqSktLZQz40qVLlJWVcfXqVeLj4/n000/ljr9Go6GkpITi4mK8vb1paWnh5MmTMiV+27ZtaLVaZmZm5ANUMAwWFRWRm5vL8uXLGR0dZceOHVRXV8t2m4+hqF9ZWRkHDx6UijU2NjYcPnyYGzdusH79en73u9+h1WplHFW5yv3qq6+4fPmy3Bd57733aGtr486dOyxfvhydTifFbc+fP8/Y2BhXr15l8eLF/OlPf2JkZAQXFxfs7OzYvn07YWFhREREyA0vtXouSUrQ22o0GiYnJ7lw4YIcl5MnT3L8+HGioqIkhzLMrUSjoqLo7Oxk7dq1pKamcubMGc6fP093dzeOjo6cO3cOZ2dnrly5wvDwMAcPHsTR0ZGwsDA++ugjent7aWpqwsPDgxs3btDU1MTMzIzc27hy5QppaWncuHGD06dPy9TxAwcOyAfJzZs3aWhooKmpieXLl/PJJ5/Q3NxMdnY2y5cvZ3h4GJ1OR3JysslKvrCwkIsXLxIcHMzevXuZnJwkOzubvLw8AgMD+fDDD5menubChQusWbPGZKW9fft2HnvsMQICArCxsWH37t0sWLCADz/8kEceeYRdu3bh4OAgoZLintPT0/zlL39Bq9WSkZFBQEAA+/fvp6ioCFtbW3JycqisrOTrr78mKiqK/fv3U19fT3V1NQMDA5w9e1aSlgUFBf3/oQ9RlPGh5557ji1btnDkyBGKi4uJj49n5cqVhIWFUVdXh8FgwNXVVeoQJiQkEBERIWWzYmJiCAoK4vbt2+j1erlTPzs7y+bNmyWXA9xb7axdu5a8vDwyMzNZsWIFpaWlvP7669jb21NdXU1ERARPPfXUNziAzdsgNmlefvllAgICyM7OxsHBgejoaElsFBISgtFoZHp6mujoaB599FG5MSRgajY2NoyPj/Ozn/2MkZEROjo6WLJkCY8//rhc0W7atInw8HBKSkpoamoiPj4eOzs7JiYmCAoK4kc/+hEuLi7Mzs6ydetWvL295WYlzK163NzcMBqNvPnmm4SFhTE6OipX++bFYDCwdu1aNm/eTEFBAWVlZYSGhhIcHExhYSGurq787Gc/o66uDp1Ox+bNm1m1ahVFRUW0t7fLDduSkhL8/Pz4xS9+wdKlSxkdHeXpp58mOTmZrq4uoqKiWL16NUFBQXLFnpiYKLMszcdQhDaE8vzGjRsxGo1UVlYSHx/P4OAgU1NTbNiwAbVaPS8CIzU1lZCQELRaLQ0NDZJ3RHBCKF/hLS0teemll/Dy8qKlpYUtW7ZgNBrp7u7G1dWVBQsWSLk05WpM8Fs8/fTTWFhYkJOTg4uLC+Hh4UxMTGBjY8PWrVtZtmzZN0JJYBpea2trIzExUb5hKd+QUlJSiI6Olg/N8fFxXn/9db7//e8zOjrKI488wtatW+no6MDa2ppnn32W4OBgampqGBgYIC4ujubmZoxGI0uWLGH58uXU1dXR3d0tWe+EwxbwPPP6KR1beno6IyMjfP7556xZs4aysjK+//3vk5CQQFFREV5eXjz55JPy7URZZmZmcHJyIjMzk+zsbCnAoNfrsba2Ji4ujscee8wkpAlzQtFqtZpXXnkFNzc3+UYRHx/P2NgYLS0tvPzyy8TFxdHY2GjSlvHxcVasWEFqaiqdnZ2yPQ9D+ac7arg34Q4fPkxRURHW1tZS3SMrK4vq6mqGhobo6enBwcGBrq4uk9is0nkKqJ6TkxNGo5EFCxaYxKKVsSmj0UhAQIBMloiKiiIgIIAdO3YwNTVFZGQker3eJIVd1NfKygp3d3fef/99JiYm8PPzkxlQMGekgm0sISGBvLw8SktLZaKG2P12cnKSLGMTExPExMRga2srk1HErrWou3Aaer0ePz8/4uLi6OvrIzU1FY1Gg62trewP89ib6C+1Wk1+fj47d+7EYDAwMDCAr68vp0+fpqWlxUTtHOYc1K1bt7h06RKLFy9m4cKFaLVaQkJCWL58OQMDA2zfvp3Y2Fjs7Oy4fPkyd+7cIS4ujoqKCkmFKpA7H374Ibdv35a7/gKJ4ebmxp07dygtLSU5ORl3d3cmJycl9E1Zf2WbYmNjycnJ4ezZs1hYWNDQ0CD3E9rb2zEYDNjY2Ej2OmURbIP5+fk4OzsTFxeHVquV93RycqKoqEiKUhw6dIiBgQH8/f0ZGRnB2tpaZt6Nj4+zb98+SbgkSnh4OJWVlRw+fJjp6WmWL1/O+Pi4JBoTArPCLs0XAyKOCtDQ0CDRHDY2NnR0dHD+/HlUKhWDg4O4urpSXFyMlZUVzs7OfPzxx3z99ddYW1vLFadyP0BkxjY2NmJnZ8fAwIBEZxgMBhwcHPD19eWzzz6jtraW8PBwIiMjTfrI2dmZ/Px8Ojs75ZuEQNYEBweTnZ1NWloakZGRHD58mKqqKlJSUuQiSoQslGXFihUcPXpUEjvNzs5y8uRJmSKv0WjYv3+/zDAWdu7t7Y2VlRUnTpxgaGiIJUuWoNFosLCwIDU1FT8/PzIyMmhoaCAkJITo6Gi0Wi2pqakSnaPcLH1YykOF+jAYDBQXF+Pk5ER0dDRgCsmpqamRgHilerXSWRuNRlxdXWlvb6e/v5+UlBSGh4clbEmj+X/Ye++ouK8z//81wwww9CZ67x2BepcsybIdyy12YjuOHW+ySTbHm2Q3OYlzTuKsneNs7E1xly0rbrKaVZBQAyQhCRAggRAdIUTvIAaGMswM7fcH33v9mQEp2e93v99of5t7DgeY+Xxuv8+993nez/txmBewVcDSfH19mZyclJBAb29vCVvS6/X4+PhYXe2MRiNVVVXExsbKCNteXl5yUQke3YSEBKmPtrOzIyoqSjp8GI1GWX+TyYSnpyeTk5PU19eTlJSEnZ0dRqNRnphF241GI87OzphMJq5fv05MTAweHh4MDAxIuNrg4CBubm6MjY3h5OQkscdCj9fV1YXRaCQmJgZnZ2caGxvx8fGR0DpRL6PRSGdnJzMzM8THx0se5cDAQAICAujv76erq4u0tDRMJpPU/8XExNDf38/w8DCurq64u7szOjpKV1cX6enpMpq82WxGo9Hg5ORkNd4CtpiamirboISeKTewxsZGZmZmCA0NZXp6mo6ODjw9PWUft7W1kZaWJqNVK8dQOOn4+fmh1+tpamoiPj5eYqZra2txd3fH3d2d9vZ2GaC4o6ODgYEBkpOTsbe3l1HKU1JSrE7VKpWK1tZWTCYTQUFBuLq6Ultbi1arJTY2luHhYTQajZUHqHJ+Dg0N4eDggJOT0zx4Xm9vL2azmcDAQLRaLVVVVQQEBEjec+U8EqdRi8XCzMwMzs7OjI6OSscwi8WCk5MTWq0WR0dHeZjRarU0NDTg6+tLQEAAw8PDNDY2yj6anZ2lurp6XmBpoWIbHh6WDHo1NTW4ubkRGhrKwMAA3t7e6PV6CTuFL6mD6+rqUKlUJCQkoNfr6enpkUyHRqOR2tpaOe+VcyErK4v6+nomJyf55S9/yc2bNxkfHyctLY2qqiouXLhAa2srv/zlLyUNb1JSklW/z8zMyLbdDaqPv7mgXghlcSf4jUi26A5bazt8CfmxtTjfCb6jrIPyM+V74vPblb2QtVlZ1kJ1sK2fLdRqoWfF3wtxTN+pbFsYpG0bRH8prefKflKeapXjpnQiud20su1f5VgtBJW8U//ZpjvNE9s8Fxr3hebNQvVYCAaqLE/ZL8rPlH270Ly+3Rz7S+l2+djCHe8E11OOi+1nC8H2bMdQ2R4lLG+healMtjDUO/WR7Vgq81I+c+PGDemOr/SsVanmuGby8/MJDw9n8eLF8+KQ3q3pb36+V3aOWq2+LSTHNilVH7YDrLQoi+ueGChBuqScREqonxBktxMIymerqqoklHChjUacpJQEU8JpQtRX+Z7oC5GHLbZzIQyvEJC2nysXpvhtsVis9LS2+SrrJPJWqea8NPft2yet4YCVOkipahECXuQhSJbEM3q9Xnp1Kvtc2QdKAaCETYrPBZRRjJU4dVZXV1stclG/K1eukJWVdVvButChQKWac0Rqbm6W5Yh3lZBNpX52IUEr9Meibrb6XFFWVVXVPOjm7TYe2z5SjrNKNYesEDEiy8rKrOCkyn5RvjM5Ocng4OCCm87ExAR9fX1WMUnvtDnZbta2glz5rvKQceLECUpLS63aa9tO5bu2rIyiHjExMXz1q1/Fz8/P6v3Z2Vm8vLx45JFHpOHTdmyVP8ry/9bpb476gC931crKSnbs2EFtba1UD9jb20tX5DfffFPGJRR6VCHUBgcHaW1tlVf84uJitFqt9KoTCwVg165dBAcHS33u66+/jlo9F21CGbRWBGJ1cHCQbGCdnZ309fXh4+PDrl27UKnmos2IsEFNTU34+PhISFJmZqa8khcXFxMXF4dGo5EEOiK6s0A3eHp6kpeXx/Hjx4mKiprndtvb20tDQwMjIyO4uLgwOjqKo6MjQ0NDaLVahoaGpEAVVzchLF588UW6urooKipi9erVtLW1SVWJxWKhvr6e6elpXFxcZIBQLy8vHBwcKCoqkioLoX+EucXR3d1Nd3c3Wq0WnU7HjRs3GBsbw9PTk507d+Lk5IROp8PZ2Vla/QUyYmBggIaGBoKCgjh//jxZWVmy3Qud6MU8ycrKYunSpbz//vs4Ojpy69YtTCYTISEhzM7Oyra4uroyNTXF559/ztatW+cFMe3p6WFoaAiDwYCbmxsjIyOSmKmkpIRLly4REhIivRVv3bolYz6KuSIEUENDAyaTCXd3d0ZGRujr66O3t5epqSk+++wzQkNDcXJywt7e3qqPOjs7qampITY2Fo1Gw44dO+ju7iYsLAx7e3uuX78uI+mIea5Wq+fptScnJ+ns7GTv3r2EhYVhsVhoaGggISFBbjw9PT2SClbMKaPRyHvvvUd1dTXNzc0kJCTw7//+7zg6OhIcHExnZye5ubm4uLjg7+9Pc3OzDFIroKYjIyMyIk9VVRVOTk5WaAzbQ4RKpZIqFOGN2draysWLF9mwYQOzs7M0NTWh1+vx9vaW7yptTAthnsVY2AYKVo6T8mBje0hT/ohn7oZ0VwlqAckJCgrC3d2dnTt3Spa6JUuW8Mknn+Ds7DwPkmM2m/n5z38uQ1itXbuWI0eOSFiVkiksKiqK7OxsxsbGKC0tZeXKlbzxxhsEBwcTGxsrNwCVak7H+8EHH5Camsqnn37KyMgIp06d4ubNm9Jl+NatW+Tn5xMVFcXOnTtpamqaxyomItPs2LGD9evXo9fr+d3vfofZbJYu3+fOneP06dMsWrSIjo4OioqKWLZsmWQKE3UaGhqipKSEXbt2ce+997Jjxw4yMjJ4++23WbVqFf/0T/+Evb09YWFhUnenUqkkO97TTz/NhQsXcHV1lWyFTk5OC8KWWlpabgvBEpN5aGiIt956i87OToqKinB0dCQzM5OioiKJ3jAYDJw/f56YmBhycnJwcHCQjG8//elPCQ0NlQxpV69eXZAhTbRfpZqLtHLs2DEyMjI4efIkTz75JCdOnJDMcAcOHODKlSucPXuW+Ph4wsPD5Vgrx3d6eppXX32V4uJiiouLcXV15ejRo9y4cYPa2lqCg4MpKSmhvr4eFxcXrl+/zjvvvENMTIwMTybq2N3dzdGjRzl27Bjr16/nxIkT7N69m7i4OLy8vCT0rbGxEbPZzLFjxygqKpLQzV27drF27VqcnZ358MMPAVi9ejU5OTmcP3+eCxcuEBERwdtvv31bSNvevXupra2lqamJ9evXMzQ0xP79+9m+fTs3btzg448/pra2lqGhIRITE6UKbGxsjIMHD7J582YyMjKYmppi586dREREkJCQwPXr162wx2+99RYVFRW0t7dTVVUlgxmrVHPBh6urq8nJyWHdunVW/W17Yzl//jynTp2SaorZ2Vk5hmfOnGHfvn24uLgQEhIiDX23E5y280QpxBf6zvb7uz39zVUfyiQgOefOnaOoqAidTgcgrc+3g+RMTU1JxiwB89m4caMcgOvXr1sxhQUHB/Pcc8/J62Fqairbt2+XBiplEpy8wvtpzZo1LFmyhI6ODnQ6Hc888wwhISGcO3eO/v5+kpKSrFjF1qxZIzk64uLi5CkkNjZWRkmuqalh+/btrFq1CovFQlRUFPfcc888prDZ2VnJe/Daa6/h6uoqT7dCvRMcHMy3v/1tKypVmDs5TU5O8qtf/YrHHnuM7u5uTCYTycnJt4UtJScn3xaCJfpJhLV68sknJdbd2dmZ2NhYRkdHcXZ25tlnn8XPz4+SkhKCgoL45je/Kfm3MzIyeOyxx1CpVISGhi7YbvhyMU1PT6PT6UhMTORPf/oTqamp2NnZsXbtWnlaLi4uZtGiRYSHh0v+ZUFlqkyTk5P4+/uTmJhIfHw8tbW1MmSXTqdjZGSEjQqmPUdHRzZt2sTmzZvnXe/r6+ul0O3v78fJyYlt27axevVqzGYzERER/OM//iMDAwMS8WIL3RQBC+Lj43nwwQfRarUUFhbi4eFBdHS0xGyL/rKFtDU2NvLUU08RFxfH2NgYixcvlqHBqqurmZiYkBwwyj51c3PjpZdeYnh4mI8++ggPDw8JNRTvRkVFSeNzUlISCQkJcm6kpKSQmJjI8PAwpaWlREVF4evrKyGtgr/dVj3Y0tJCWlqahMIpyf3j4+Mle56SjfB/arqrBLWA5AiVhVarJSsri76+PlQq1W0hOUIvJgK4Dg0NcfbsWUpLS7l16xYpKSl88sknvPvuuxI1YBsdZvfu3QwNDVnl6+bmxvj4OJmZmRiNRkk+LuB5FouFAwcO0N3dzZYtW6SlXckqlp+fj6OjI42NjVy9epW8vDwJ6xI6tqSkJPLz86mqqkKlUuHp6bkgU5hKpeKDDz6gqKiIzs5OqdM8cuSIJEkX7HC23BgWi4Xg4GDeeOMN8vLyiI2Nlcxyd4It3Q6CJVJYWBhjY2OcPn2aiYkJVq1aJWGJiYmJ0stxbGyMxMRE2tvb+fDDD0lJScHOzs5KtePl5SVVIxqNhqtXr7Jz506AeXr49evXk5eXx5YtWzAajdI5SjiHjIyMEBQURHh4ODCnZ83OzrbKQ/m3yWQiNDTUCq4l0EFKg5foX5HEXOno6JDj2tHRIdVAMEf+1dbWxieffIKfnx8bNmyQhFC20E2Yi7d44MABhoeH2bRpE0ajkUWLFskNTGlDUKaoqCg+++wzrl+/jlqt5uLFizLflJQUCVnNyMiweq+np4cPP/xQqsi0Wq2MBG4ymWhra5Nefbdu3ZJzEr5EaCjpegcGBoiNjcXHx4cPPvhAemMqdeNTU1OSNVB4V3p7e8tgAUajUd5aBW7+btEX/y3S3xz1AdYWW8GFIHborq4uFi1ahK+v74KQHCE49Xo9np6e0tVUuNH6+voSHBxMeXk5/v7+BAYGShidYNcS7HnCcURZn97eXoaGhiROWmngm5mZoa2tDS8vL4KCgqRbu2AVq6urk+x5gv5TpZoLQjo7O4tOp8NkMmEymTh06BBNTU0888wzpKenS/yx4N4W9eno6JCRVdLT06Uu1N/fHw8PDys2OeV7SobB9vZ2AgMDaW9vx2AwkJ6eviBsSZDKC123YDOzhWDt27ePpqYmPDw8eOGFF6itrcXOzo74+Ph58Maenh76+vpIS0vDYrEwPj5uxQhYW1uLvb09MTExGAwGRkZGpN5ZJNGerq4uQkNDMRgM3Lx5E7VajaenJ+Hh4VRVVeHi4kJ0KYcyAAAgAElEQVRkZCQAvb29slyRhMu+uDEJuKNgORTliFBfwm7h5uZmZXQSBt2GhgbZ92IeCR15f38/g4ODxMTE4OjoKJni4uPjqaurkwbX5ORkZmbmogFFRkbi7e1NTU2NDNI7MDCAh4cHBoMBLy8vOc7ixnT9+nW8vb3x8vKisbGRqakpNBoNKSkptLe3o9frZYBiJRqis7OTtrY2UlNTcXV1ldzX6enpjI+P093djbe3txTItka62dlZ7O3tpWdqYGAgQUFB/Pa3v+W73/2uhLYqVR9K1kAXFxdcXFy4ceMGdnZ2RERESKcY5fj/d1BT/N9Id42gFovidkBzpUVZaQFW6qOUV31bIaXMVwh3pTCzhYcp81C+Z4sGsbV420KfbtdWoUrRaDRMTEyQn5+Pi4sLa9asWRA+t1AeynJsreFiU7Ftg60FXryv1+s5f/48ERERUk+pPDmJton8xeeCDrWpqYl77rkHLy8veQIVz9jC9pR9DfMdDGxvS2J8bMdUfK+sp3JsleoSMU+UyIGF+kE5hiIv5bz7S2OhbIPtrUZ8Jv62ba/4LWB1yrG0fUb5rPh+oXmubIeyT2zJvJTPL9TnymdtN01lfZT5CZoAT0/PBd9Z6P2/5rP/iemuEdQwNxjK04Ptgl9ICP+lwRNCoqqqCldXVyIiIiQLmXBKUE6whQT+7YSiSqVi//79jIyM8I1vfANnZ2cmJyfRarUUFxfj5uZGUlLSvMUmklhAavUcgZMI4XQnQS/ak5ubK13mb7dwbPvKYrFIXfbMzAxVVVXY29uTnp5+W6El+qWlpYWRkRHS0tIWHJc7CSxlP46OjlJRUSFDJBmNRum8JMh3XF1dCQgIYHx8HAcHByvnm4Xmzp0EoO0zynbeaVxvtwkq887KymJ6eprQ0FAZYUQpKNXqOS6ZLVu2yFO4EstsW44t+53o49HRUVxdXVGp5ojJ8vPz+dnPfiaDMzQ0NLBq1ap542Kbr/KwMz09jdFonMeNrjw0AZKYSnCOK8tQqVT09fWRn5/P7OwcXUF1dTXt7e04OjpKF/s7zX3l/7bjqByv/+mC+q5CfZw8eVLGrQsKCmJmZobDhw/j7u6O2WwmPz+fjo4OzGYznZ2dVFdX09bWhru7O01NTXh6elJXV4dareby5cvU1dURGhrKyMgIp0+fJiEhAXd3d9544w2OHz9OamoqHR0dciIJbzvlxL127RqlpaWEhYXR29uL0WhkZGQEo9FIcXExb775JqtXryY+Pl6G3lKr50icrly5wvT0NJGRkTQ1NXHx4kXpoVddXU1JSQl+fn5MTU2RmZlJWFgY3t7edHR0cPHiRVQq1TxvSL1eT0FBATk5OdIN98yZMyxatAh7e3vKy8spKSlBo9HMQ4xcunRJRnupra2luLiY4eFhKisrWbJkCYcPH5YGNhENRKgeDh06JIMIVFVVUVJSwtDQEKGhoZJMaWRkhODgYImMiY2NpbS0lKKiIm7evGkVmy8uLo7W1lb+5V/+BXt7e+Li4qirq+PcuXP4+/vj5+fHj370Izo6OoiLi5vnUZifny+Z7JQhzrq6unBzc+Ps2bP09PQQFhZGTU0NxcXFBAcH09/fz6VLl+js7GRqaorm5mbq6+tpbm4mKCiI9vZ2Ll68SFBQkCSDamhokJBQ5eaVnZ3N8PAwLi4uREVFWZ0m1Wq15EVJSUnh4MGDBAQE4OrqKpEWR44ckZFVjhw5gpubGxqNhvb2drRaLV1dXQwPD/PjH/8YDw8PIiIiCA4O5sSJE6xevRoHBwdOnDgBzIURu3HjhozgEhERQUtLCxcvXsTLy0t69Ir+Kyoq4pVXXsHf35/Q0FAaGxvJz88nJCSEnp4ebt26xfj4uNxYX331VcLDw1m0aBFVVVV0dnZK42dhYSF6vZ5Vq1ZRVVUl1XzLli2zOvGLsm3/vt1nSuic+O5/atL85Uf+36VLly7x7LPPEh8fz9TUFC+99BLbtm1j3759hISEUF5ejoODAz4+PpjNZuk8YjKZqKurIzg4mNOnT7N06VIKCwtlaK/nnnuO3t5e6uvrCQkJkfwB/v7+XLlyherqavz8/GhqamLJkiVWO3ddXZ0UWIsWLZITZ2JigpiYGJKTk1m3bp2VgQ3mjCUuLi5UVFTIxXv16lXKysr4zW9+wxtvvMHGjRsZHR0lLCyM0dFRamtriY2N5d1335WoBbBW+3z22WfExsbi6OiIwWDg/fffJzw8nN/85jf84Q9/4He/+x0/+MEP8PX1lXURV/4rV64wMzODr6+vZJ+zs7MjICCAN954g6mpKU6dOsWLL77I6tWr+elPf8qWLVvk6ebKlSukp6fz0UcfsWnTJo4fP05cXBx//vOfycjI4Ctf+QpHjhxheHhYbj6PPvoo58+fZ3x8nIcffhgvLy9OnjzJQw89JN2io6OjgTneDaPRyIEDB0hJSUGr1RIVFWVlwBN1Wbx4MadOnSIxMREPDw/pKi1oZo8fP85Xv/pVOYZXrlyhv7+foKAgTp8+jbu7Oz4+PoyNjTE6OopKNUfnWVhYiL+/P5WVlaxbt44rV64QFBTEiRMneOKJJ6yE8ZNPPgkgjYa2arvTp0/zzDPP4OXlxapVq3j33XeJjY1l0aJF5Obm8uyzzxIdHc2vfvUr7r//fvbs2cPatWtpbW1lzZo15ObmypuasFXY2dlJtA/MGXnz8/PZtm0bBw8eJDY2lvLyclxdXdmzZw8RERGcOXOGd99916puWq0WT09PSeL0xz/+kfj4eF5++WVeeeUV/vCHP2CxWPjpT38qN/3w/4VMEULaZDKxatUqnn32WWZmZrC3t2fdunWsXLlSliOw5mLs/p7+99JdhfrQaDQYjUaGh4epq6sDYMOGDZLvIj4+ntjYWOzt7WVk7ZCQEMkdPDMzI4leEhMTSUtLkxChiIgIWY6AysFcANXGxkbOnj3LQw89BHy5q3d0dNDW1saSJUusvLLMZjOzs7MEBwezaNEigoKC5kG/pqamSE1NJTU1laamJsrLy1m2bBljY2Oo1Wq+973vMTAwIAl9oqKiZB7PPvss3t7ekgdZOcGHhoZYuXIl/v7+MrpzcnIy69evx2w2k5CQwObNm62MrQAGg0FGgvbw8JCkUKWlpWzevJm2tjaCg4PZsmULfn5+lJeXs2HDBh5//HEAyRcB4OLiIgP7CnKm++67T54C09PTJXud4LEQF7eEhAR5uhOEPwIdcunSJVJTUxkeHgbmgtQmJibKk6xSVdTY2EhERATPPvssBoNBhtYyGAysX7+ezZs3U1RURG1tLc3NzSxbtgy9Xo9WqyUmJkYaGb28vIiNjSUyMpK+vj5MJhNpaWmsWbMGi8VCSkoKCQkJch4NDg5KGJmvry++vr5SraHUcV+8eBFPT08iIiIYHR3l5s2beHh4EBYWJm8mbW1tdHV1MT09zbp16yR/tyBEmpycxMPDg9DQUKv5a7FY5LjGxcXJjczR0ZGlS5cSEhJCd3c3ExMTkoHSVm3g4eFBcHCw5NoQZGbLli1Dp9MxPj4uw5LpdDrCw8MlD834+DhjY2OMj4+j0Wjw9fXF398flWoO4y7IxGzn7t/T/366K1QfMDeg/v7+7N+/n6KiIjZu3AjA/v37iY+PJzIyUnrjCVIeJycn1Gq11DuXlpaiVquJiYlhcnISLy8vyVT3xRdf0NPTw/Lly9HpdBw4cAAXFxeio6Oprq5mdHSU7du3z4twXFpaipeXF0NDQyxbtoz8/Hy6u7tJSEjAz8+PmzdvsmzZMiudovBgvHTpEn19fTzyyCMSAaLX60lISJAuw4KsZv/+/ZLC8saNG1KoiGjaIt/p6WkJWRRY29bWVil8ampqWL58uexT8XtqagqtVktoaChr166lp6eHhIQElixZwpUrV9i8eTMVFRX4+voSFRXFq6++iqenJ2azGbVazeeff05TU5NEiJSWlqLVatm+fTvXrl0jLS0NJycnfHx8OHr0KG1tbTz11FO8+eabWCwWxsbG8Pb2Zs+ePVRWVuLm5kZiYiIlJSWUlZWRmppKTU0Nzs7ODAwMsHHjRgYHB8nKyiI6OhpPT08rneXLL7+Ms7OzxPVeuHCBlpYWIiMj0Wq11NfXMzMzQ2pqKvX19bi6ujIyMiJjbjo7O0siKIFiEBC2trY2UlJSpG7cxcUFk8lEQkICb7zxBpGRkfJGopy/StXMqVOneOSRR3Bzc5M3hccee4yIiAj8/PxYtWoVBoMBDw8PVCoVBw8eJDw8nPvvv59z587R2tqKj48PixcvJi8vj/r6ekn+VF5eTlNTE6GhoezZs4eamhrCw8MxmUyEh4fT29tLUlISzs7OtLS0EBMTQ1hYmFX/OTo6kp2dTW9vL5s2bZIIq4yMDPr6+tDpdCQnJ9PZ2cnSpUs5fPgwIyMjpKen4+/vT1RUFGFhYfNUUmKu2ho+/57+z9JdYUyELw0+IsS7k5MTMzMzjI6O4uLiMo94CL60/guDx8TEhJVxRDwzNjYmJ49gzxseHpbMan/605949tlniYqKsjLoKOuj0WgkQkOj0UhD5J2MUCaTienpaQn7EnSbarUas9ksqS7Hx8clksLR0RGNRiMpK5XtFvUaHR3FyclJtlsseNtnbf+2Nc4IRMPU1BQODg7o9XocHR3R6XQyeohOp0Oj0UgDrLu7O6+99hqPPPKIvJXYEjiJ06eLi4s8gQmBNzY2JjHkbm5uTE5OMjY2hoeHBxaLhcnJSRwcHFCpVDI6j7Ozs9WpenZ2Vr6nVqvx8PCQmHKhhhgcHJSb+cTEhLyaq9XqeXNJOY8mJycl9G0hw5zSccb2FG1bP+EsJcbNlqtC5DMzMyONqHZ2dkxMTDA7OytPygLC6e7uLusg2ASNRqPkEXdzc7Ma4+npaQwGA+7u7gu22Ww2Yzab5TiMjIzg5eUl665SqeR4TExMMDU1Nc/4aLuGlf15O7SKLTnU3wX5X053haC+3QAuxGy1EDOXmBhKAbvQIlJ+J/7W6/Xo9XqpA1QKNCXMaCE0gai7KMMWymXbPvHsQrA35TPiei/afyeImPIZYc0Xz9rWW1kfUaYSCvaXkA/ivVu3bkl+hoX6W5Sh7KvbLVgBURT5i3fFJmRbN9u+V4797eqvrM9Cm5kSPqicc0rCq4VQGsqTo5gnts8qy1CWr+z7hRgQRRm2Zd4OQmo7Rsp5pOxv2/mmnHPKugj1jlKlZ7vh265bJXR2ofiloh8EdFSMv/hfzF0ltPTvQnwu3TU6ajGgarWac+fO0dDQYCXQlMJKuThzcnJobm62IsgR+Yjf4mQuUl5eHn/84x+BOR2lk5MTV69ele9qNBorw5AybzGBlBNWTGa1+svAAUqLtRCgJpNJfr9nzx4+++wzWU5jY6Nk+1PWwzZfWwExPT3NxMSElXARz9oGDhB6T6XwE/WsrKwkMzOTo0ePolLNwa6Ki4ulC/bo6Kgs19vbW6IVVCoVhw4dkh6EFouF119/neLiYiu8tFIIK380Gg0XLlygublZ1kX0sbLNtnNF+aM8mYq2Xr16VcZiFH2xEC5YbBSnT59mYGBA1ke5ySvngmiz2WxGr9dLpyfbMa+rq+Pll1+WHqO2Y2hnZyf/12g0XLp0SQaOVd56DAYDr7zyCvX19bKMgoICK7dqpQCvqamhtbXVKg/Rf3Z2drIflEY+5f+ij5T1U24Kou7K3xqNxkqgazQasrKy5C1HJNHXxcXF1NbWyr4Vfa2s30Lj/j853TWCGuYmjMFgIC8vj+DgYL744guqqqqsrqs5OTmcPXsWOzs7+vr6KCgoIDIykpaWFhnnTa/X09zcjF6vp62tjfr6er73ve+Rn58PzEVf6e/vZ3JykqmpKXJzcyUfQX19PadPn+bSpUuoVCoaGxulC/m1a9c4fPiw1NuKoLWCsKmmpoa9e/cyNjYmmcq6uroYHBzk9OnT/PCHP6S6uhqAFStWyNhsIyMjUjjAXDDZkydPSpfy0tJSTp8+Lb3XlBP4448/5he/+AVNTU2oVCpKSkrIyclBpVJRXl4u4Xfj4+O8//77/PKXv6Srq4uxsTHKysokomV0dFRGEB8eHua3v/0tnZ2dZGZmYjabeeGFF9i7d6+8Ih87doyGhgZgjjyoo6MDmIu8ER8fL7+7desWR48elfWDL0+Ko6OjnD17lpMnTzI6OkpHRweZmZncunWL2dlZysrKOHr0KLW1tcCXm7VtPlVVVTIogwhUK9zQAVpaWjh69Cj9/f3zbkYDAwOcOnWK3NxcLBYLRUVFkqIA5qBneXl5VvpomAuvtXfvXk6dOsX58+dRqeZw1eLZxMREZmbmgjADlJaWsn//fiYmJmhvbycnJ4e8vDzUajVVVVXU19dLfW9BQQFnz56V6o6goCA5Vy5fvszNmzele3tpaSknTpzAZDIxODhIYWGhFJotLS1kZmYyODiI2Wzm8uXLHDp0iK6uLhoaGmTQ2oGBAS5fvszx48fp6OhApVJx8uRJcnJy6O3tBb4U0mNjY9TW1kqkVXd3N7m5uZw5cwaVSkV7ezvHjh3j/Pnz88K6mUwmyQw5NDTE2NgYmZmZMmBxeXk5WVlZXLt2TY7339NcuisEtfL6dOTIEdasWYOLiwsbN26kvLycX//615SVlfGv//qvqNVqVq9eLZ+97777ANixY4cMollRUUFZWRnd3d1cuHABDw8P3NzcpOu2o6Mjzs7O0vvO3t6eoqIiYO6ka7FYyMvL49q1a7z77ru0tbXxq1/9ioyMDIKCgnjxxRcpLCxkx44d7N69m23btmEwGDh48CA+Pj58/PHHXLt2jdraWmpra6VB0sfHR5IqOTs7S32qm5sbJpNJRvLetWsXTk5OZGZmUlpayueff055eTnvvPMOMN8zMCAggKioKIqKivjiiy+4dOkSH3/8MYsWLeK1117jwoULODs7o1arZSQTEfm6o6ODzs5Oli9fzje+8Q2eeOIJnJyc8Pf3x2w2S9SNTqcjJiYGe3t7fv/739Pa2srrr78uXZqV4btcXV2lkHzttdfo6Ojgt7/9LcPDw/IWALB3714Zq1GtVlNfX8+VK1fYsWMHarWa119/HXt7ewICAoD5KgUxZ4qKijh9+jTnzp3jxIkTMvqK4AF//fXX6ezs5JVXXpF1FO9+9NFH8gY1OzuLv7+/nAtnzpwhKyuLs2fPsnfvXtn3MAeLO3LkCNnZ2Tz//PN88sknGI1G6uvrJbeFoHdtamoiJycHFxcX9uzZQ15eHj09PZSVlXHt2jXi4uKoqKhAr9dLutnDhw/LfISNBiA4OJirV69iNptl0FyTycTo6Cje3t709/dz8+ZNq3b/5je/YWpqitdee01GaTl69ChDQ0Pk5eXR2NjIwYMHcXR05PDhw5w+fVrWr6CgwKq/bt26xcmTJzEYDJw7d478/Hyam5upq6ujqKiIAwcO4OrqyuTkpJUnK8yF2uvv78fFxYXp6Wlee+01urq6ePnll5mamuLtt9/GYrEQGhoq5cLf01y6KwS1uPb09vbS0tLC/fffD0Bra6uMXejj40NUVBQ9PT0MDw/T0dFBX18f69ato6+vD41Gw7p165ienmZsbEwawATEKTAwUHIGCBifSDExMVLQODs7s3TpUgIDA+ns7MRsNpOWlsb69esZGBigvb2d0NBQfH19iYyMxNHRkdbWVjo7O/Hy8mLTpk2SZEatniOyEeqC6OhoPDw8AObVITY2Vi5Gb29vli9fjpubG+3t7Wg0GlatWkVqaipgjdf19vYmKioKgM7OTtkPkZGRhISEUFNTI+Fwbm5uxMTEoNFoMJvNEkNsNBpxcHCQnCoTExM8/fTTJCcn82//9m9yM0hMTASgr6+P0NBQ7r33XmkYtCXcUS7siIgItm7dOg9nrNfrWbZsGaGhofT29lJVVcWKFSukmioqKootW7bg5eUFzBEfCWiaUoUREhJCVlYW+/btw97eHq1WS1hYmDwBjo2NSQijUjcLMD4+zpo1a/D09MRisUhEB8zxgzg6OrJx40bZx6INRqOR2NhYPD09qa6uZmxsjPT0dGJjY+Up1GQyYW9vT39/PwEBAWzYsIHBwUHUajXLly8nIiICg8GAg4MDvr6+6HQ6qqqqsFgskhwKwGw2y7YGBQXh5+eHyWTCz8+Pb3/729y4cYOqqipgjiRLo9FICF1KSgrr16/HYrGQlpbGhg0brPS/IiZoaGgoK1eulOtw8eLFkjhLmYR6RKjRhGdrZGQkAwMDTE9Ps2bNGnkQUiZBdhUeHo7BYJBBqbds2cLMzAwhISFs27bNiuL272ku3RXwPGFQyM3NJTU1VZKet7S0sHHjRlauXIm7uzsrV67EwcEBi8VCeXk5y5cvJygoCBcXF7q6usjKyiIxMZGNGzeSk5NDe3s7AQEBLF68mOzsbNra2iTEqaioiJ6eHry8vNi3b58k4jEYDERHR9PR0cHSpUtRq9V0dHSQlJQkYV2PPfYYXl5eREdHs3jxYjo6OuR1Pycnh40bNxIXF8eZM2fo7u4mLi6O2NhY9u3bx+TkJHFxcdjb23Pq1Cm0Wi0zMzPs37+f1tZW6YCQkpJCXV0d27Zto7e3F4PBwOLFi+fxNM/Oznm1ubq6snbtWhkfbt26deTm5vLggw/S399PcHAw7u7uHDhwAE9PT5KTk/H39ycmJobAwECpc1ar5xjUduzYweDgIKGhoSxdupS6ujry8vJYsmQJ3t7eXL9+XcLHtFotZ86cYWRkhISEBKampjh69ChJSUkEBwfT0NCAv78/qampVjpztVrN0aNH6enpYdWqVbS1tUl43rJly2htbSU9PR2NRkN/fz8vvfQSDz/88Dz1xdDQEKOjoyQkJEikzMGDB+nt7WXFihWo1Wra2tqsYGrKtgqu6GXLlnHy5EkuX76MRqNhw4YNNDc3Y7FYWLJkCW5ublZlzs7O8g//8A/s3r2be++9l2PHjtHf389jjz2Gq6srLS0tFBQUsG3bNsrKyjh//jzbt29nYmICX19fRkZG8PHxob6+njNnzjAxMSGJ+V1dXTEajaxYsYLx8XFOnTpFQkICFy5ckGoFf39/ysvL5WFmdHSUQ4cO0dHRwbJly9BoNLS1tREXF0dISAh1dXWsWLECgOHhYYqKihgeHmbx4sUMDg6SmJhIQ0MD69atIy8vj7q6OsLCwoiPj5drVHCXNzY24u7uzqJFi+QJWgSWPX78OCaTia1bt1rpuR0cHDhy5Ajt7e1s2rSJgIAA6fUZFxdHdXU1GRkZkntavPfXJluDttKeo/z/v+MGcFehPiwWyzxIk62VWRmFW9COiuv02NiYvCbawrXMZjMmkwk3NzdUqjnYkThJCiOfSqWSkUXgS36M0dFRPD09ra5yykEXn09OTkqIoEqlkg4BQp9oNBqZmZmRJ1wBeVLC30Qkcds6TExMWPFwK8sXMDUB17JYLHh4eGAymXBwcJAnG61Wy+joKBqNRpaxkKFOlClgc8IiLzgnBGzO0dFRtk30rziNKssRUEixGYgk9NQCAqiE0QkjlRAQlZWVdHZ28pWvfMUKmaGsN8xtAMLTUDC92dnZMTw8jLu7+zyEjeg/QbdqMBiwt7eXN7Hx8XGmpqZk3yvfE/NA8LtMTEygVqvlnBOkRO7u7kxNTcn5Z4uIGR4etopKLyCMKpUKrVYrjYoODg6YzWZJsevu7s74+DiTk5N4enpawVAFzFO0eyG0i/BLsP1uaGiIL774go6ODp566imSkpKs0CZms5mpqSmrtSLeFRwiYo7bCs6xsTEcHBzkAUUEPhbwS9u5vRCKR2k8/e8sfP8z6a4S1La7ny00SmlMUg6WLZRNOXi2Aygmi1artYoULb5bqAzl4hYC1dHRUT6rhFcp6wJf3hZsYVXKMpUTzVb/CsgNyLaPbMuyhYsp+1AIPfG5qJvIZyHnDdGf4llh5RcxLZXODsr+Uz47PT0tBZmyHGUdlXW3hZOJ+tm2Wwk/Uz6rRC6IpISe2S5uJaxzIcinso7K8VR+pux327EU5SrngZJkyva3ktVOeQhRwt0WEkq2gg3mQzeFmkOn00mYnHLOKudCRUUFHh4eksNEHGoE5att+5XjL8q803irVNaYdNv5KOovxlM5P8X3C8kNOzs7q/U9MzMj148SQqtsq+28uRuF/l2hoxZpenpawrTAGk4EX8LUxEKx/VulUs2DH4kTjzIw6+XLl3nxxRfnDYoSjiXe7e3tRa/Xy8+6urq4fv26fEetVstTj3IhnjlzhnPnzllNWqWOVrmoxsfHOXz4MEeOHEGlUvHuu+9KXaZarWb37t289dZbVgJU2UfKhaKsv/he6Czfe++9ebBDW/iaEnql1+v54IMPrHCtMKcr/tGPfsStW7fm9Z9ovwg1ZWdnR1FRkbzh2I6NeO9OC1KlmoMAVldXW22ItnPjdsJMCCK1Wk1TU5NUJQnebPGM7enNtq5i/on/BTWAXq+fB1kTf4v8lP0ryrE9I7377rsSUaQcQ6E+EM+LPhIUB8LwZ5unEt4Jc7YFgTqamJiQsReVc0qUefr0aTnPVSqVNHaK/JQ/4l3xt3hGOR8X2txE/d577z2J2lGOuYD9if5T1rG1tdUqQLISbijWt6jHzp07+fOf/yzLtZ33tvPmLji7zkt3hY5adFBlZSU//vGPcXR0JDk5mYsXL3LixAna2tqIj4/nyJEj5Ofnk5iYSHFxMbm5uVRXV5Oenk5BQQG5ublSd7dv3z5KSkpITU2lvLycn/zkJ3h4eBAXF0dYWBhFRUWsW7eOiYkJDhw4QHl5OYsXLyY3N5fz589TW1tLWloav/71rzlz5gzJycm4uLjwwQcf4O/vT1hYGFVVVZw4cYKBgQGio6PJysri4MGDUv946tQpWlpaSEhIoKmpSbrhCvSJEOB/+MMfmJ6extPTEzc3N6qqqvD09KSoqIjExKEs58gAACAASURBVERpsFq7di3Nzc3s378fvV6Ps7MzZ86cISkpiX379knCoaKiIqKjoykoKCAvL4+GhgYSExOlLt5sNhMcHCzRJGlpaZw4cYLCwkIaGhpISUnh0KFDnD17lsHBQTZu3Mju3bupra0lLCyMoKAgqquriYmJwdPTU46hWq2mq6uLgwcPUlhYyOLFizEYDFbx806cOMHFixfx8fGRbuF2dnY0NjZSW1tLRESEjCRTUVHB2bNnWbJkCeXl5RQUFNDS0kJ6ejrnzp3j5MmTdHV1kZiYSGZmJgUFBURERFBWVkZOTg61tbWSo0T0dWZmpjxZFhQU4Onpyeeff059fT1paWmcOXOG8+fP4+bmxsDAAHv27OHy5cukpaVRXl5OZmamZNo7f/48ISEh0gB49OhRysvLSU1N5cqVK2RmZlJZWUlKSgo5OTlcuHBBtlt5qhOQtYaGBu69915OnjxJYWEhISEhjI+Pc+DAAVpbW4mKirJSBxUWFnL58mWqqqpkSLU9e/ZII92uXbvIz8/HZDIRERHBzp07cXd3Jzo6mqNHj/K73/2OwMBAIiIiyM7OJjs7Gw8PDxYtWiRRJenp6dTU1HD8+HFWrFiBs7Mzx48fp7CwEE9PT65cuUJ2djZlZWW4ublRVlZGUFAQ2dnZBAQEkJOTIyl/RYCIhdq9ZcsWsrKyKCgoID4+nv7+fvbu3cuVK1dISEjg6tWrZGdnMz09TVBQEN///vdpbGwkIyOD4eFh9u3bJ5kWw8PDKS4uZsWKFWi1Wpydnbl+/TqrVq2iubmZQ4cO0d/fT2hoKJ9++illZWWYTCbCwsJkRKK7TaVyV5yoRWcEBgayatUqyXpWWVmJSqXia1/7GiMjI4yMjFBbW8vly5epra0lPj6ekZERGhsbuXbtGkNDQ7i7u0skQ0VFBZcuXSI6Opq1a9fy0EMPWZ36NBoNIyMjmM1mSeBTVVVFeno6XV1dDAwMkJqayuOPPy6t6UuXLpUY4WvXrtHS0kJgYCC1tbVUV1fz4x//GBcXF8bHx2WQ1vPnz8tQR7t375Z4XrGrP/XUU1gsFoaHh/H398dgMPAf//EfkoVM1Begv7+f2dlZDh48iFqtpry8nLKyMjo7O6moqODcuXP09fVx+PBhqqurZUw6Yfy57777OHfunIwSU1RURE1NDZWVlaxYsYL29nYKCgpoamri8ccfx9XVlS+++ILr169TW1sraTWVJ0ZRR4DDhw+TmppKRkYGIyMjJCUlMTExgcVioaamRgpK4SCjPF2WlJTw8ccfk5eXx/DwMEajkbq6OvLz87Gzs2PNmjUyAkttba007Obl5ZGdnY3BYGD//v3U1NTIuSEw2KIcYTNQqebsFzdv3uTWrVs8//zzqFQqLl68iMViwdvbm+rqajw8PIiNjSU3N5eOjg5GR0d56qmnGBoaore3Fz8/Pzo7O6mqqpLIjQsXLnDu3DkeffRRGSD42LFjmM1mq3ar1XNUArm5uXz9619n0aJFFBQUyLbs27eP3t5eKioqpPu4Mnl7e/PWW29hNpuJi4ujubmZmZkZiZ2urKzkySef5OTJkwCsWrVKnpJDQkLYvHkzGzduZHp6msHBQfr6+jh27Bgwd7sVRr3k5GScnJzo6ekB4MKFC8zMzEXEaWpqwmAwoNfrqa+vp66ujpmZGerr6xkZGaGwsFCqyURStvupp57C2dlZUqrW1tZSVFTE5OQkZWVlfOc738HV1ZX8/HwMBoPU/yclJfHkk0/i5ubGm2++ydjYGDk5OZSXl1ud8EUS6+ett95icnKSY8eOcfXqVVpbW9m8ebMM06a8Pd4tQhruEkEtkr29vTS6wBx+VIROEvzHUVFR3Lp1C0dHRwICAnBycsJgMPDYY4/h7+/P4cOHuXjxotwh9Xo9Op1OGkDECU4YXvLy8lCpVAQEBDA0NISzszMBAQE4OjoyNTWFvb295PuAuQUm4FLr1q1j9erV7N69W7LEzc7OSga/gIAAvLy8sFgsEoL1ta99TRrcRBIhuFpbW8nMzMTNzQ03Nzeam5uBOaFoMBgAOHnyJOHh4ahUKhmj7he/+AUPP/ywNN6tXr2aDRs2AHNwLsF34e7uTmBgIO7u7pw5cwa1Wk1gYCB6vV6S9Ts4OMhTxeTkJBaLRRoqt2zZIkmihOOLbRI6wImJCasoLKK/HR0dSUtL4ytf+Qrw5bU8KiqK6upqbty4QUNDgyQJiomJYXBwEI1GQ1hYmOxPV1dXkpKSZP/odDqWLVvG1q1bmZmZISgoCJ1OZwWBhDmDqlAZCD1mcnIyMCecnn76adTquYjeLi4uODo6ytOVTqeTEElhAO7q6mJkZAQHBwcCAwMlAkIICwH7tG33QiqjiYkJYI42dfny5axbt47Q0FCeeOIJMjMzJT5abDr9/f288MILTE9PU1RUREFBAbGxscCcsV3ExFQKLLG2BH8HzHnFVldXk5qaytDQ0Lw5J5LwUn3uuecYHx/niy++wNPTEy8vLwk7nZ6epr+/n4GBAezt7Xnuuefo7++XG4CtAVjgrYuLixkaGiI6OprBwUFUqrmwZELP/MgjjxAYGMinn34q66fk4XFzc+ORRx4h/H9RA09MTEjOGUDOVXt7ezw8PHjiiSck82FAQIDso+LiYun0czepQO4K1YdIOp2Ojo4Orly5wvLlyxkfH5eUia6urnR0dODn54dOp5OxEGdmZggLC6OpqYn+/n6WLVtGcnIyra2tBAQEyHhxTU1NVFVVkZqaikajoa+vj9raWlatWkVHRweBgYHodDp8fHwIDg5menqakJAQAgICOHHiBN7e3phMJk6fPo3BYCAoKAij0cj169dJSEhg69atDA4OcuLECaKjo/Hy8sLV1RUXFxe8vb1ZsWKFjAEXGxtrpQ/t6+vj0KFDLFq0iEceeQSz2czjjz9ORUUFaWlpuLm5UV5ezuzsLAkJCfT29kqBm5ycTE9PD48++ijBwcEYDAb6+vrIyMiQbZieniY4OBi1Wk1kZCRjY2NkZGTQ1tYmBZqPjw9hYWGMj4+zcuVKBgcHuXbtGjExMTz88MOSDD4jI0OSNhUVFbF48WIraF9wcLD0UluxYgUlJSW0tLQwMDAgo3c3NzeTmppqdRW2s7NjcHCQBx54ALVazdatW2lvb8fX11ey8vn5+aFSzbEsajQa/P398fT0JDQ0FKPRSEdHh+QTDwoKkr+FEFGr1YSFhVFQUEB3dzfPPfecRGIEBQWhUs15dk5MTEhGuQsXLuDg4MBXv/pVGd/R398fd3d3urq6aG1tJSkpCX9/f7y8vLC3tyc4OBhnZ2cuXbpEa2srzz//PBqNZl67Z2dnJdpBqFEeeughJiYmJMTOaDRSWlpKTEwMS5culQZwtVrNxMQEAQEB3HvvvVy9epWkpCT0er2sX2lpKR0dHdxzzz3Y29tz7NgxGck8IyOD0tJSOjs7Wb16NT09Pbi6uqLT6UhPT8fd3Z2LFy/i6+tLfX091dXVDA8PExMTQ3V1NVNTU6xZswYnJyfc3d3x9vYmJCSEoKAgioqKCAgIIDU1VQaxWL16teRIV7b7woULhIeHs27dOjo7O2UkdxG5KDo6GpVqzmtxcHCQZcuWERkZKd3+Y2JiWLVqlYy1KbDfYn1nZGTg5ubGlStXsLe357777qOyslJu9GNjY0RFRTE+Pk5CQgKvvvoqmzZtwtXVVa7PuyHdFaiP/0yytfT+V1xTbI0ItjEH75T37WBECxknbK37trow5W9boh7bE9iddvy/tg5/bVuU5f+1/fHX5qscQ9v3betv++zt6ghIh6M7jaEtQsO278WtY/PmzVbomju1XdSxvLycM2fO4Ofnx7e+9a15Y2U7Dv+ZcVI+b4uMEe+Oj4/z8ccf88ILL9yxv/4rrvh/qe62Y/hfrQP+z5Sv/N722eHhYSoqKti4caO0A9wt6a4Q1KKjBLZZ4JCVkCH4ksVOLAbxmRJGJgZHyVYm/hd61dnZL1m8bAdNma/4LcoTqAShMxZ5KpnrRD7KfAXqQHymtOKLdipPlsp+sbObo940mUwyorWY8MKwJMpfCA4l8lFCk0T9xP+2bdFoNFLQKeFk4m+h1nB2dpb1N5lMODs7W3kpKtnURN8r62fbR0LlItpt+6xtn4nPlf270BjCHIZd4H6Vc0M5n5SCVpQlMOjKqN0i2UL7lHBRQIbpEv2pfNZ2bijH/3aMfcrxFXnYwirFmAqVi3IsRDmiLco1ofQi1Gq1VlhpkacYF/GsqMP4+Lg8gYq+FmoloXpSIl6Um4zRaJSYb2W+YoyVm61yvirZ/ZT9IFA5tmyFSuy9bX+K3wthze+WE/Xds2Uwp1d76aWXKCkpkYtOCYcScDwxUE1NTVZMcUoDglarpbKykqNHjy4IHRLQHyV0SK2eYybbtWuXhAmK9+zs7KisrOTAgQMSrC8+FxhhrVaLVqu1qqcQBlqtVkLlVCqVNEyJhaJ8b2hoiJ6eHllfg8FARUWFrLsoR/SJyFvkJZ7Lz8/nvffe4/3337cStKK9wqAq8KxKxjTRJlHf5uZmOYnb29v5yU9+IuFaZrNZRqoR7yghi6J+tuOkhGOKBSh+lLAvIRyamprm9aewN7z99tu8+eabtLS0UFVVxQcffEBDQ4NchJcvX5YLX1k/UUchZBsaGti1a5eEc4r6iL5Vws3EmImNTKPRcPbsWUnSJKhgRX0Xygu+5Dq3HVNbCJzov+npad59911ZpugHMY+Es4xom52dneR0GRgYkAE2lNA05dwFZFxNmBO8gspAzA3l+nn99dfJysqSda2srJT6bdE2IQSV5Fx2dnZcu3ZNMgzazmXl+nnnnXewWCxyA1pojon6iXmohEeKfrdtt7JflYeKu+D8apXuCh212AEFof/09DRxcXGUlJSQmZkpvd9EzMTKykqGhob44Q9/KOO+Ka/LRqORvXv3SjhUSEgIn376Kb29vcTFxXH8+HFycnLo7+8nLi7Oahd95513SEpK4sCBAyxbtozz58+TmZlJaGgo4+PjdHd3o9frmZ2d5fLlywQGBnL+/HmMRiP79++nqqqKrq4uAgIC2L9/P/X19cTFxXHkyBGKioqkS/kPf/hDKioqSE9PZ3R0lM8//5yWlhaSkpJ4++23+fzzz4mNjcXPz49PP/2UyclJqXv/+OOPpbv5559/TllZGcPDw0RGRlpx+vb29jI0NIS9vT2JiYns3LmT0dFRQkNDsbOzo729nd27d0uvug8//BC9Xk9oaCjZ2dmEhISQm5uLu7s73/3udyW6IDAw0AqeJxjZli5dyuXLl8nOzqa8vJzk5GSJ9JiYmCA8PNzqlGwLx7xy5QpZWVlyARYUFGCxWLh58yZDQ0P88z//M97e3oSFhZGTk0NVVRV9fX0EBQXR0NCAVqslOTmZzz//nIiICI4dOybhmVevXmXdunUYjUYOHz5MeXk5oaGh6HQ6earS6/W8/vrrrFmzBr1ej7e3N7t376aoqIjQ0FAuXbqEr6+vDDx87NgxSkpKsLObi2P42WefyVidAoFSXFxMZGQkly9fxt3dncLCQgICAtizZw91dXWkpKRw4cIFjh8/Tl1dHUlJSRw/fpxLly7h5+cnPRnFmGZnZ3Py5EmJVjh8+DCXL18mIiKCW7ducfDgQTo7O4mKirI6Md4JyhcdHc2uXbukEf4/C+WbmZmhv7//tlC+S5cu4eXlhcFg4Pvf/z6zs7MsXryYqqoqTp8+LQP1ZmZmUlJSgre3NzMzM+zcuZOysjJSUlLIysqitraWwcFBCdUtLCwkMjKSqqoqyTYpgkyLOfbXyh/xW4njvltO03CXnKhtdWhiZxRRvwX1ZWNjI+Pj41RWVhIeHs769esl5E55/Tl79iw6nY7NmzejUql4++23mZyc5PDhw/T09FBRUUFgYCDbt2+fd53V6XTcf//9rFixgn379tHa2spzzz3Hrl27cHd3Z9++fbS0tBAdHU1JSQkwZzUXwmR4eJi+vj7eeecdOjs7uXr1KufOnaOmpoZ77rlHvpOcnMyTTz6Jt7c33d3dzMzMcOrUKcbGxoiPj+ehhx4iJSUFgI0bN0pI4EcffcQjjzyCwWDg7NmzNDU1sXnzZs6cOQNYnySWLl3KN7/5TZ5++mkcHR35wQ9+QH19PT/72c84ceIEP//5z3nggQdYunQpO3bs4Dvf+Q61tbWUlZXJE3R5eTm+vr5kZGTw9NNPy6gjSg7izZs309LSAmAFU8vLy2PXrl3Y29vz0UcfMTo6auX4EBgYyMqVK/na177G+Pg4b7/9Nk5OTrz55puS8+L3v/89K1euxNPTk40bN/Lggw8yOzsro7nrdDqcnZ351re+xXPPPUdAQAB2dnbce++9pKenc/XqVTZt2iSjlJ88eZKysjJaW1s5dOgQ8KWa7MaNG4SFheHh4UFraytGo5HCwkKeeeYZAgICKCkpYWpqStJ7trS0sG7dOgoLCzl58iRRUVGsWrVKhqxSq9VER0czMTFBXV0d4+PjtLS0sG/fPtra2qioqJAb+KOPPkp9fT15eXnk5uYyMjLCJ598AnzpDWkwGMjPz+fpp5/Gy8uLnJwc8vPz6e3t5ciRI3R2dlJTUyPDeynT/20onxCOC0H5YO4U7uvry7Jly3jqqaeYmZkLk6ZWzwWiALh48SIwxxH/ySefsHz5ch544AHpDfzggw9SW1tLdnY2Z8+elZvhjRs3iIiIYHp6WlKk3m0n4v/TdFcIauWkEi6fMDfIygC1ZrOZ3t5eTCYTjo6OmEwmCbmz1ckCMrSTVqvFw8ODxx9/HD8/P5ydnSUTnG0SZFANDQ0EBQVJHZtwwRXxE0Xq6+uT8DFPT09JCgRz8ML777+fpKQktFqtFQxIrVZLuJOg5tTpdJILQQkJBGQ9lLqzmZkZvLy88PX1lfl2dXXJwMDiSij4THbv3o2Liwvf//732bBhA88++6w8yQmXePgSetbd3S3VMyLUmRBqyijwSl2uVqu1gqk5ODgQEBDA17/+dYmBFUnAMScnJ+WNKjg4mK9//evAnAAQXpU6nQ6TySTL6urqkl55Ii8hLAQCpKGhQcaknJmZkXV0cnJiw4YNrFmzRvYTzEEZOzs7cXNzo6KiApPJRGxsrGTvU6vVDA4OSpWPt7c3Pj4+Ut8r9LU6nY7CwkKMRqNEcUxOTtLb2ytjeDo5OXH//feTkpKC2WzGzm6OSlalUskgtdu2bbOqn7KvBa+Ik5MTa9asYfny5cTExPDQQw9x4MABSfEq1sLdAOVzcnKS0cuV0E3Blvj888/T399PVlaW5KKZmZljmdTpdAQHB0tOFJ1Ox9KlS9m6dStTU1OEhIRYRWf//1u6K1QfIqlUKnkSi4qKwtHRkcnJSVxcXFi8eDHd3d309PSQmJhIbGwsN2/elE4dStfdkJAQSkpKGBgYYMmSJWzcuJGKigpcXFxISEjAYDAQGhoq2dCU5Xd2dnLu3DnWrFnD9u3b6enp4cKFC3zjG9/AwcGB1NRUFi1axOjoKFFRUVy6dImAgABiY2PR6XT4+/vj6urKvffeK2lSlyxZgtFoJCYmRsKAdDqdPIUFBwfT1dUlmQBTU1PJycnBzs4Od3d3Dh06JMH+W7du5dChQ/j5+XH//fej1+uJjY1lbGyMxMRE6uvraW5ulsT1ok+mpqbw9/dnw4YNMkJLTEyMjAoeGRnJgQMHJNSwq6tLRvpOSkqSwQ2SkpIkPE9cuY8fPy6xr4GBgfj4+GBvb09gYCCLFy+mvLyc4OBg6ZEJcwvUycmJzs5OSkpKWLt2LQEBAVRWVpKYmCjpTLdv3055eTnp6ek0NjZSVVXFkiVLSEtLIz09nYSEBDl+Qj0wMDBAbm4uq1evZv369Xz22WfcunWLwcFBtm/fzq1bt9Dr9WRkZODk5CQ3P3ESzc7O5oEHHiAqKoqJiQkZG9LBwYHLly+zaNEiCQMLCwvDaDSyZcsWGYBixYoV/x977x0d9XXm/79mRr33XhEqqAGiiSaawYDBQGyMcWEde2PHm9i7m+NkN44T5ySOs147jo2JC6YYCNhgLJroiA4CCfUuod5HjLpGmlGZ3x/ae/2ZQZBk9/s94ev93XN0JM18Prc897nted73eXPz5k1gzJ4/e/ZsamtraW5uJjIykuXLl3P79m0GBwdZuHAhPT093Lx5k8bGRn7wgx9gNBppaGhgypQpMhiUyWSSi5W4gfnoo4/S1dVFa2srM2fOpKuri9zcXGJiYkhKSjIzAfw9oXwjIyPMmjWLgIAA7ty5w9WrV0lKSiI9PZ3Kykq6urqIiIiQl1WSk5OZOXMmJ06coL6+nhkzZjA4OEhkZCRdXV0sXbpUymjatGmMjo7KzYq3tzdeXl4PlCPw/0R6IFAf/6fSXwPDUf49Xkda5mH5vKXX/V55/d9SlPvV735/i/+ViILxgv3cq93/kzreS/Z/zfdKxIoSKWIJ9bJ8768t87/z/P3a/LfIR5g0MjIyuHjxIqGhoTz11FPjttUSfify+Vvq9rdA+f6atvx3ZfS3jMP/SXnfpfRATNTKDlCSswovvRKCJ55VQm0soXHAXeScymO9coAr7dtKCJN4VtyUFGEwRR2U9RHl3CsSm2jDwMCADPEoYGxK+JCwzyujranV6rtgS8p8LScVJZzMEoo0HpzM8jsxKSifVUKyxPFYCX8aHh6WsErL6GSify3LFPK7F0TMEg5nOblYQiGV+QpTg4g4KOQpnEX3gwha1kGJx1Ye15WIAuXCIT5T1l20TZQ/3qTZ3d2Ni4vLXf1tqUdKuJvy2XvB1JTwPcsJW6nnQkbKdlvmK/rpXpHsADNZW45LATVVQvUEm7plOco+VsJHlWNP5GvZPuUm6ruSHigbtZiolPA28ZnoXPH90NCQhGuJyUVp/hA2SyVsSQnnUZYpygDMoHJCMTIzM+Vz4nvl3+JZJQRPCS8T+QpYVFlZGV999ZW8naWsH3xrW1ZCDUWeSriWwWCQpLy3bt2S9vh7QZGUUC5Rf8vvlLJXOgyVdRDtEX8PDQ3Jeij7ybK+oq01NTXs2rXrLuiZKEMpXyGPkpIStm3bxp49e9DpdHfBMZV92tPTw09/+lMJBRN9Y6lH4h1LqJwS6mUJLVRC7JRlK7+z/Fvk09bWxo4dO8x0SeigMt65Ev5mCWEUOvPJJ58wOjp6V38r67d582YzwlzRTiUM0lLnxoO/Weq5yEe0Iy8vT3Kb3g8+CmO+BGW/5uTkyPsTW7ZsMesXy3yU8Faht2q1mlu3brFlyxb+9Kc/fWdt1FZ/+ZH/+0nsHhsaGjh79ixeXl7MmjWLy5cvs379eo4cOcKUKVNkqMVHH32Uqqoqfv7zn/PKK6+wdu1abty4ISFYo6OjpKen4+joSGJiIuHh4aSlpeHr68vKlSvlDkKtVtPS0sK5c+coKSnhueeew87OjpMnTxIaGsqKFSs4fvw4jY2NLFmyhDt37rB//35GRkYkV+O5c+eIjY1lxowZ7Nu3j9HRUZKSkpgxY4bZrunGjRtcuXKFRYsWMTIywrVr1+js7GTVqlXY2Nhw+PBhTCYTmzZtory8nJs3bzJ37lx8fHw4evQoKpWKZcuWER4eLncLfX19fP3110ybNo2vv/6agIAA0tPT5VVsJycnjh8/jp+fH0uXLmXfvn10d3czdepUUlJS+OKLL+jp6eGRRx6hoaGByZMnS0TNtWvX0Ov1JCYmMn36dD7//HNGRkZITk6WbRMT45EjR+jq6mLRokXcvHmTwsJCVCoV69evvyuuyb59+ygvL8fDwwO9Xs/evXtxdXXle9/7nowu6Ovry6OPPmp2sjhz5gz+/v7Mnz8fZ2dnLl68SEFBAUuXLmXSpEns378fvV7PsmXLCAwMJCEhQTq70tLSZOS/mTNnyoD5PT09+Pj4yPgpK1asYP/+/Wi1WgICAli1ahX79+9HpVKxYcMG0tLS0Ol0uLu78/jjj5uZX7KysiQX4OjoKA0NDTQ1NeHh4cHjjz/O/v37qaysNLPRi7ZlZ2eTmZlJUlIS4eHhHDp0CJPJxMqVK+nv7+eVV17hxRdf5IknnuDUqVOUlJRIZ2Fqaio6nY41a9YwOjrK3r17cXR05Pnnn6e/v5/Kykra29uJioqira0Nf39/mpubMRqNlJeXY29vz7PPPsuBAwdoa2sjICCAtWvX8tVXX2E0GtmwYQPnz5+ntbUVJycnnnzySTPzGIxxfGo0GjZv3sxnn30mJ+KnnnqKjIwMqqqqePjhh3FycuKbb75heHiYjRs3Ultby5UrV5g7dy79/f1y46HX64mLi+PAgQN4enqyfv16MjIyZLAtMcaF/IRzVoy172J6IFolOl5cVnBwcMDX15fS0lJyc3MpKCjA2dmZ8+fPY2tri0ajwc/Pj5SUFNauXUtfXx9btmzB1taWnTt3UlRURH9/P11dXVRVVVFSUkJJSYkZbEkcAf39/ZkxY4bkqXvnnXdQq9WS4WLlypWSYfvo0aPExMTg5OREQUEBn376KRqNhi+//JKysjLq6+tZuHAhJ0+elO0S5SQnJ2MwGOjq6gIgJCSEyZMnc/r0aamgAmP6wQcfYG9vz86dOyktLWVoaIjY2FhJdqo8eooIZzY2NqjVatLT01mzZg1RUVHk5+dTVlaGu7u73PU++eSTnDp1Cr1ez4ULF1izZg2RkZHcvHkTg8FAeXk5LS0tVFRUsHjxYkkcGxAQgK+vL/n5+XfVYTx4nq2trYQiil1OVlYWXV1drF27FhsbG7Zt20Z7eztXrlzh+vXrFBYWsmjRIjIzMyWqQSRra2uJOBgeHqa9vZ07d+5w9uxZLl++zMWLF2lra+PLL7+UshcTxurVq+nt7WXKlCnU1dXR0NBAR0cHt2/f5pNPPsFkMnHkyBEuXbpETU0Ny5Yto6SkhEOHDlFaWkpRUREnTpygpKSEIfasaAAAIABJREFUlJQUCgoKJFGvkIOIc93S0kJ9fT25ubmkpKRQWVnJ1atXaWlpYf369WamFWFO+fDDD7G1tZWhZLu7u0lKSuLo0aNMmDCBmTNn8sQTT9DV1SXhee7u7ly5coXTp0/LSHsHDhxg0aJFLF68mOHhYbq7u/nwww9ZtGgRzc3N1NfX09PTQ11dnQxv29HRwdmzZ2W7i4uLOXHihIQwHjlyhMLCQmbNmkV5eTlNTU1mJrKSkhJCQkIIDQ0lIyODrq4uuru76e7u5vjx46SmpjI6Osq2bdswGAzcuHGD559/HmdnZ6ZNm4bRaESn0+Hi4kJubi4HDhxg/vz5NDQ0MDIyIol0c3JyaG9vN6NDE/2bmJjIpk2b2LRpkzy5fZfMHvCATNRiQEZFRfHYY4+RmppKbW0tGzZs4O2332bOnDl4eHjw7LPPUl1dzcmTJ/Hw8GBgYEDuTGxtbQkODuaJJ57A1tZWQuXErnD16tV3wZbUajU9PT18/vnn/OhHP5J18fDwYP369Xh4eGAwGMxskyqVSjJd2NjY4OPjw4YNG3BycsLNzU3CtURS2kBNJpOkyvLx8cHPz0/uykTcZJG/gKlpNBr8/f0lV6Iy2dnZ0d3dTUtLiyT0DQsLIzw8HEC2Wyw64nitUo2hQCZMmEBoaKisZ2dnJ3fu3GF0dFQGQVL6CmxsbMbls1NC36ytrQkMDJTwPNFu8dtkGos+KCilnJycWL16tWQ4FzhoS2LUoaEhvL29iYiIoLm5mZs3bzJlyhS5a3ZwcGD27NksXLgQGFscxHcff/wxMTExxMbGMjg4yMDAAM3NzTI6oqenJ0888YS8aKE8Yjs4OLB06VKSkpJQq8dY3EVkRaUMrK2t6evro7W1VdrHRcAr8ezQ0JAZUa1INjY2+Pn5sWHDBuzs7PDx8cHDw0PWb3h4WMJQhR9CBM1XQvnE4iaeHR0do32rqanB1taW3t5empubMRgMODo6SkiooLVTmhsFhDE5ORm1Wk1gYKBZu4WOnzp1ijt37qDVajl16hReXl4S3z48PIydnR2xsbGsWbMGg8HApEmTJNJG5CPozgR8s6uri9OnTxMQEICjoyNarZZHH32UyMhIiS3XarWS0FeYSURwsO/aJA0PCDxPCLe1tZXc3FxJGuvj48OxY8d48cUXUanGbqo5Ojoya9Ys/P39qaqqIjc3lzlz5uDn50dBQQETJ07E09NTKnxAQIC0hU2aNEnClsTkU1BQQFVVFZ2dnbi5uTFnzhzy8vLw9vaWkDWdTicJY69du0ZpaSmxsbE8/PDDZGVl4efnx8SJEzEYDISFhclLBfDtbafU1FQaGhro7u4mNDQUBwcH/Pz8UKlUBAUFMTw8zMSJE7G1tcXX15fCwkIiIiLMYEcqlUqaPgB5Y/Prr7/mkUceITY2Fp1OR3R0NGr1WBD//Px8Jk2aREJCAsePH0er1TJ37lxiYmLo6OggJiYGtXqMtDcjIwN3d3dJQhv+XyzZKSkpXLlyRWLL4+Pj5bGzt7eXr7/+ms7OTlSqb+F5dnZ2uLu7y4h34ruioiIZRe7hhx+mvLwck8kkb2hGRUXR399PTEyMdIiKBXXatGlMnDgRFxcXtFotDg4OWFtbs3jxYgYHB2ltbWXq1Km4uLig0Wi4evUqERERZGRkoNGMReebP3++PF4nJSXJ/nZxcWHu3LlUVFRQWFhId3c3r7zyCtXV1TK2uIi01tfXJxcW0ceenp5kZWUxPDxMUlISVlZWhIeH09nZyfz586mvr5dkFEI3xK5fyCUoKIjg4GBg7DLQyMgIEydOlBDGBQsWYDQauXz5MuHh4axevZr+/n4aGxuZMmUKkydPlgS7Iorg2rVryczMZMGCBRQWFtLZ2cnkyZNxdnYmMDAQg8FAUlKSjHvd3d3Nyy+/TFNTE52dnUybNg2DwUB4eLj87eDgIPultraWl19+mYULF1JXV0doaCj+/v5ynAry3vj4eBmiNioqCpVKxeHDh6mrq6Onp4fw8HB8fX2ZP38+xcXFkjQ6ICAAT09POjo6qK+vlzpQXV1NUVERiYmJd92j+C6iQR4I1IcyKT3nu3btws3NTdrfLL30oiPGg3kpO8oSGSGSZV73gv2Iv7u7u6Wdd9OmTQQEBNy1y1XmIyaz8fJUtnc8FIBlXZV5WOZzLzkof+v1evbs2cNLL730N8tAXMnXarVs3LiR8PBws7bdrw/vVd/xylTKw/JdISMxQdwvr780QMeDeYn2HD9+nNzcXGbOnMmyZcvumgTu1Rf30rF71fF+MlGime7VN+PJ2VIG4rRpmY9SDkKelu1WBjH6Szqi1N3x0niyGU9HlfX5rk20/9P0QEzUyslK3P4S8ROUkJuhoSF5RFNC9ywnVDBHknR3d1NVVSUvmghnT3BwsFm5SsW2/Ex4tMUtOnEMFKYBJVxwPNicJURM8A3a2dlJWJuoszI/g8GAXq/H09NTMpYryxFXnSdNmiQdjCJetpCXGEgdHR14eXmZkZ6KuirNOwKe1dTURHBwMGq1msHBQUZHR+VuSshWKR8hO51Ox8jICD4+PrKfAMno7uXlJWFvIi+1euyiiqen5139pyzvXpOeUtZK6KQoW7mwKAPvWE5ilnBMJdZ8PJ0Tderp6cFkMuHq6noX+auQq9BbZR8qF2khB2X7TSaTWR2UEFWlzt/rM5PJJPvd8lml7o+MjNDf3y9twMrJ17J/h4eHaW5uJiQkxIwkVwnv02q1eHh43LXx0GjGGOytrKxwdHSktrYWPz8/OZ6U5VkuWKKflP37XbVJW6YHwkZtmXbs2CHtrkr4lo2NDUajUUaW6+3tlZ0rJkDx+9SpU9IJaG9vz/bt28nJyQHGotFVVFTIDhZKKmx03d3dEveqUn0LRxoaGuLs2bP09vZKpRXOQWGnVavV8ppsWlqavG4s7J6iLVu3bmXbtm3yBtvWrVu5ePGiVLjOzk4J5du3b5+ZfAYGBuT13v7+ft59911p+2xubpbttrKyore3F5PJxODgIB9//LEZIaiQl3IBEROFTqejqqrqrslNJOWAHx0dpaurSz5bXV0t2y0WSpVqjJBU2BiV5YlJ6OOPP+bOnTvyc6PRSE9Pjxn0TtSjuLiYK1euyAlwaGiI3t5es4Gr0YwR9B4+fBiNRsOBAwek/ba/vx+NRoNWq+XEiRNSnmAeJ0Kj0Ui6No1Gg16vl/08PDws7eDp6enS2Ssmm6GhIYkbFs49AfszGo2yLyzlsHv3bt566y1KSkpku7u7u83Cfor3jEYjfX19UkcHBwclK49KpUKr1UpS44GBAfR6vXx2YGDADN8tAkAp6yTk2NXVJe3TOp1Oss1oNBrZFtG2wcFBPvnkEzl+lf0HcPDgQan3ZWVlcpMwMjJCT0+PGQRPCcMT/wsZK+GN3/X0QNio4dsdR2ZmJk1NTaxevZqDBw+SlZWFnZ0dLi4u3Lhxg6NHj+Lm5kZra6skZ42JiWHXrl1MmjSJ7du3ExUVxS9+8Qv6+vqIjo7G2dlZwosmTJjAhQsXOH/+PA8//DAZGRns2rVLsq9UVVWRmppKbm4uiYmJZg6K5uZmXn/9ddRqNdOnT+fEiROcOXOG0tJSJk6cyL59+9Dr9eTn5+Pu7s7PfvYznJ2diY2N5cSJE1y+fFk+Kxx2kZGRuLq6snXrVvr6+khJSeGbb77hwoUL1NfXExQUxOHDh8nPz8fFxYXr169z9uxZbty4QVxcHCEhIeTn5zNjxgzs7Oz44osv6O3tJSkpiQsXLkjiXmG/LC8v5/bt20ydOlXuXOrr60lNTSUpKYlr165RXFws7aILFy6kqqqKvXv3cuPGDXx9faXTTUxIH374IRUVFTg4OODu7s6WLVvw9PQkIiKCw4cPc+TIESoqKpg4cSJHjhyhuLhY2nmVJq3Dhw9TXl5OYWEhCQkJbN26lYyMDNzc3GTo2+vXr6NSqTh79iyHDh2SpMNbt26Vgz8kJETWr729naNHj7JkyRL279+PWq3mq6++IicnR/o53n33XYKCgoiIiGDHjh1cuXKF7u5uvL29+fnPf05NTQ0xMTHs3LmT7Oxsbty4QVJSErt27eLq1auy/mfOnCE3NxdXV1cZje7atWuEhIRw+PBhLl++jL29PSUlJRw8eJBbt24RHByMm5ubnITT09MpLCxk/fr1jIyM0NbWxn/8x3/Q0dFBWFiY1PMdO3YQHBzMnj17ZKS99PR0zp07R0ZGBpMnT2bnzp3cuHFD6sOOHTtkJMAjR45w9epVrl+/TlJSEjY2NmYnLPj2FJKWlsapU6ekD+Ho0aPk5eWxYMECzp49y9dff01mZiZhYWGcP3+e06dPc/v2bVavXi1x32q1mtzcXP785z9TWFjIzJkz6e3tZd++fSxZsgRAblwGBweZMGHCfc1r/9vSAyMFoRynTp1i3bp1ADzzzDM4Ojry3nvvcfXqVT744APmz5/PjBkzOHjwIK+++io+Pj5cvXpVBo1paWnB1dWV5ORkXnjhBXmUhm+hbMuXL5dkm52dncTGxjJ37lwKCgrkQtDY2EhdXZ1ZHYWz4/nnnwdg//79kpFbIDVef/111qxZg4eHB4sXL+aZZ57B2toaPz8/wsPDZYjRZcuWsXz5ciIiIjh69CghISF0dHRQXl7OiRMnCA4OpqioiNbWVqZPn85jjz1Gfn4+HR0dLF++HHd3d8mpqDxqr1ixQu7yz5w5w49//GP+6Z/+SS4MP/zhD+V7YhC4urrS3NzMm2++yYkTJ/Dw8GDlypVyl37y5EkZnEnExVaaLCwvTSxYsEDuNK9evcrrr7/Os88+i16vJzY2lqeeekrC/JTJ3t6eH/7whwwODnLq1CkqKyvx8PAgKyuL3t5eRkZG6Ovrw2AwkJCQwPr165k0aRIXL16kvLwcLy8vOVkrd8Wi3+3s7NDpdEyaNIl58+Zx69Yt6RRetmwZFRUVnD9/ntDQUDIzMzEYDIyOjvKv//qveHl50dLSwuOPP46trS3p6elkZmYSFBQkJ5fly5cze/ZsMjIy8Pb2xt/fH19fX06ePElxcTG+vr5kZWWh0+mYPXs20dHRMuazMBu0tbXJODbXrl2T7PQvvPAC9vb2tLa2AmOnqosXL1JTU4OLiwvZ2dl0dHTw8MMP4+/vT3p6OgMDA7z66qt4eXlx6tQp2trasLOzIycnh+7ublavXo2dnZ3Uc8sTk0giYJcYM6tWrZKIHp1Ox9SpU5kxYwbXrl2jsrKSV199FX9/f/mMaNuFCxdYt24dixYtoru7m0mTJkk0U2FhITk5Ofj5+UlYp9Lc8b89PRATtdixnj17Fm9vb8LCwhgaGuLzzz/HxsaGjz76iIceeojNmzdz48YNrl69SmhoKJcuXaKpqYmwsDD6+/vJzs5Gq9UCYyaBq1evyghvKpVKMiSXl5dTX19PbW0tJpNJ8tABkqtt8eLFhP0XUaZQWhsbGzo7O7l27Rqjo2NcjSrVWOAgK6sxTrwlS5Zw8eJFHBwc0Gq13Lx5U9pmdTodnZ2dZjZJGAvvGBERIeMVR0ZGAmP4XycnJ3lLUZhbxMQj8unr66O0tJSRkRFKS0upq6tjeHgYT09Prl27xqlTp+jv75ewQqXyj4yMyLCeDg4OlJeX4+fnR15envT8BwcHo9FoSEhIYNasWWYyMRqNTJs2jaGhIVJTU4Gx4+zt27cxmUzycsq5c+cYHh7G1tb2rl2SyEu0bWhoCB8fH5ycnAgKCmLp0qWo1WqKi4spKyuTJqr8/Hz6+/sljCswMJClS5cC3y5C7u7udHR0cPLkSUZGRnB2djZjP7G1taWmpoba2lrc3NxkuatXrwbAy8tL1lNEIjQajbi7u+Pp6Ym7uzuPPPKI9FsobbHiyrSnpyeurq74+PiwfPlyhoeHpa1fueABTJ48mZycHOmrUalUBAYGSv0zGo1kZ2fT0tJCcHAw9vb2hIeHs2jRIgmHGx4extnZmb6+Pi5duoROpyMkJAQbGxtiYmKYN28eQ0ND2NnZMTIygoODA7m5uRw+fNjMXyH6xdvbm8mTJ0sEVEVFBQ0NDdLcJfIRfXvp0iXa2tqkaUIkd3d3MjMzKS4ulnb9hoYGiouLcXV1lfJfsWKFWfn/f3pATB9iohbEquKWUWJiIgkJCXJgubi4MH36dAIDA4mLi6O8vJyEhASmT5+Op6cnWq2W+fPnExgYSGhoKBUVFYSFhUnMaGNjI56enty+fVviVGNjY+VlDi8vL+bNm0dTUxNeXl7y+KW0x/r5+XH79m2io6OZPn06NTU1hIeHY29vj5OTE+vWrUOr1RISEoK3tzfV1dVERUURFRVFXFycDGwujnViIK9cuZIpU6bg4ODAwoULqa2tJSwsTDJv+/n54e3tTWhoKL6+vnh7exMQEICDgwMeHh60trbi6upKTU0NXl5eaDQaVq5cSVFREf7+/sTGxuLm5oa/vz9eXl74+/tL+atUKnx9fUlJSSE2Npbg4GAZs3tgYIDly5djNBoZHh4mPj7ejEnDysqKuro6bGxs2LBhA42NjfICg7u7OwsWLCA3N5eoqChJ+iva4uvrK8uHsYEcEBCAi4sLM2bMwM3NTe6AY2NjaWxsJCoqiujoaCIiImhvb2d4eJhp06bh6uqKTqcjMTFR4nFNpjHW86CgIEpKSnjqqafw9/eXZXt5eREQEICVlZWE9oWHh1NfX09sbCyenp54enri5+dnVj83NzcSEhIICQmhsbGRuLg4fHx88Pb2lpDQ8PBwwsLCCAkJYdq0aQQGBtLS0kJ8fDw+Pj7yx9/fHxcXFykDwYxdV1fHM888g7OzMx4eHnh7e6NWq/Hz80Or1TJr1iySk5Oxt7enu7ub+Ph4PD098ff3x8PDg5iYGPz9/Wlra2PevHkSDz0wMCChcuLZyMhI9u7dS2RkpBmuXon6qaurY82aNfj4+JCZmUlAQADDw8PExcVJfQwKCiI+Pp6qqirmzZtHWFiYNKWoVCpiYmJoaGhg4sSJJCUlkZ+fj5ubG0ajkZkzZ+Lv709raysJCQnSmTueU9YSOfO/wZn4QKE+4NtbbGKHYcltqPTkKxEA4n+R373+v5d33PJ7Zb73g2CNh+4QXmnlO5bBaizfE04dy2A/yvSX2vPXtMmyLePJ416yGK9O96rHvfp4PMTG/d6zfEeZ372+Hy/fe8nzXtyZ49VXWe696jee/vylOtwPdvjX1OW/86xlHUpLS4mMjDQ7cY2n98p0r7berx+U34+Xx73qPh4yRvm8sq7KfL8r6YEwfSgFqvTmwrdRwMQzSqSCMuKX6Exl9DsRd0H8L4hhR0dHqa6uNrvBBZjlaTKNwaIECkGpLMoyxLPKwSYGvyhf1F3ZFsESIuolYIfK/MS7g4ODNDY2yrKVvxsbG6VJB8ZMPvX19WYTgFKRlSgOywVG+fnIyIj8UQ5WZX8pF1clqe2dO3ekLVWr1ZoR8ioHnOUCYvmM8sajeF4pa1FP0VZl//6lxUrkr9Q1y0lNqTvKcpXPK0+D4tKPsg5K2KOyT0V8bJGP0omnbFdPTw+5ubkyPrdlXSzlNZ5OKhFMyvYoZSouPik/E+WJPhB93NbWJv0XYixYjg+l+cRSniIf8a5SRuIzy/4TpiQhJ71eL8ePsr/HWyC/C+mBmKhFR504cYLf/OY3fPTRRzKmgKXpoa+vT0KM+vr6zJSwv79fTpYCwibgQT09PRJW1dvbK6FnarUag8EgaaJEvjAGifrkk0/khK5Wj7GyiKu6KpVKhtRULiAajYZz587R2NjIqVOnyM3NlRAnoUglJSV89NFHALJMo9Eod9uiLTBGSSauvov6C5n19PTw7rvvYjQagTF4nlBgtXqMvslgMKBSqcjOzubmzZtmMhKwRI1GI+FaSriYsLPeuXNHOtdEUk7+ot4wFrNFODT/9Kc/SVurqFN/f78st7e3F4PBICFsRqNRTlLKfHU6Hbt27eL06dPyWQGxM5lMZtAtAd0Uk5sIeqTE54rF9ObNm3z44Yds3boVgJs3b5KbmytlpNfrJRWU0FUR5+PKlSvSKXrjxg2OHTsGIOXd3d1ttlsXbQbkbViA8vJyLl68KNstrrnD2O3T7du3k5WVBUBhYSGfffaZtNWLkARiDIgfUY6oA4zRkAlGHLGREM8rx5nQDZGvgKyKvv/4448ZHR2V+jowMMDAwIC8UyCuvKtUKoaGhqTZTKPR0N/fL8elgDta4s6V+Hrx+/Tp07z33nuSPq2xsVHCUMX4VrLYf9fSAxE9Twi2sLCQ2NhYUlJScHNzY8uWLXz/+99n165dPP3007z33nvY29vz2GOP0dfXx4kTJ7Czs+Oll17ij3/8I9bW1nh7e7Np0yZ27dpFc3MzP/7xj2lububcuXOo1Wp+9KMfkZWVxdmzZ1m6dCnNzc1s376dkJAQ1q1bR2FhIWfPnsXFxYWnnnqKxsZG3n33XaKiopg3bx579uxheHiY5557jkOHDklF/Jd/+RezY2NTUxOXL1/Gz8+PlStXyuhpvr6+/OAHP2DOnDmSky47O5szZ85gZWXFCy+8wNatWyWD9UsvvURaWhoAc+fOlQGCbGxsePXVV4mLiyPsv66t29nZcezYMYl6OXv2LNnZ2cTExLBu3TrJGSkcZnv27MFgMLBx40ZOnTqF0Wg0a4sYvC0tLVy+fJm0tDR+//vfc+7cOZ588kn27NnDU089hZubm5wEe3t7+eabb3jooYeIiYmhs7OT7du34+zszCuvvMKvf/1rNBoNa9aswdramrS0NGxtbVmwYAH79++X4Wn/+Z//WUaj02g0lJWVUVJSIiedTz/9VNJaLVmyhIaGBiIiIqioqCAwMJDjx4/j6OjIa6+9RmpqKi0tLbi4uDBp0iSOHz9Ob28vTz/9NLt37+bhhx+WTsP9+/czODjIL37xCxwcHNi9ezfd3d28/vrrnDx5ksuXLzNt2jQ2btzI7t27sbe356233pIwzj179rBs2TLKy8tJT09nypQppKSk8Pbbb+Pu7s7MmTNZsGABBw4c4Hvf+x6RkZGcOnWKy5cv4+7uTnx8PHv37qWhoYENGzYQFxdHUlKSnLgzMjJobm6mq6uLnp4ePvroIwYGBpg7dy69vb3MmzeP9PR0FixYIINMxcXFsXz5cjZv3syqVav4h3/4B1xcXHjnnXd49tlnCQkJkZOjWj12iWrv3r309/ezdOlS7OzsZPiG73//+9JBPDIyImF/arVaxunp7+/HwcGB2NhYbty4gY2NDSEhIcyfP5+0tDSGh4d54YUX2LNnjwxZ/JOf/ITS0lJOnjzJa6+9ZgYVNBqNfPnll7z44ovy1JmWloabmxvJyclkZGSQkZGBSqXihRdekKw436X0QOyoRbKxsSEnJ4dr164xPDwsSS/FLb7u7m5eeukloqOj+eabb3j11Vfx9fXl8uXLqFQqfvKTn9DU1ERpaSmOjo4yzOPRo0dxcHBAp9NRVFTEQw89JGm+hKda7NxOnz4tIW0jIyMEBATwj//4jzQ0NJCWlib53fLy8ujv7+exxx5jdHRU7mKVx7Wvv/4aHx8fYGzH9cYbb1BTU0N7e7u0Y8NYGM7nnnuOyMhIuaA8/fTT0tyxZs0aWW5zczO+vr6UlZXJHZnSvLJixQrJX2drayuRDQAJCQnyCvixY8fQarXY29uTnZ1Nb2/vXW0RO62QkBCCg4NZuXIl4eHhNDY2YmVlRWdnp9kRV6AqFi5cSHt7OzAG7Xr55Zdpb2+X0QOfe+45EhMT2bt3L1ZWVuj1em7duoWfnx9+fn5YW1vL90W7ysrKMBqNBAYGSjjcK6+8Qm9vL319fZLPsaOjg3PnzvFv//ZvWFtbU1xcTHJyMhs3bmTSpEmMjo6yYsUKHn/8cQDefPNNenp6JCRs6tSpPPvsswQFBVFXV4ebmxstLS00NDRgMBiIj49n48aNAEyZMoXnnnsOFxcX7O3tef/992Wslvr6evz9/cnOzqa7uxsPDw9eeeUVzp07h62tLcnJyVK/Y2JiePzxx5kyZYq8zDUyMiJ368PDwzg6OjI6Osrt27ext7fHzs6OtLQ0pk2bxvLlyyWiaGRkRJLpNjY28qtf/Ypr166h0WhISUnh+9//vrx9+Nprr0lEidAjGEMhzZ07lwULFtDc3Exqaiq+vr5UVVXJqIPbtm1j1apVpKam8sgjj/DQQw9x5MgR6Xz18PCgvLyc4OBgfH19sbKyYs+ePXInXlhYyODgIBs3bkSv19PR0UFcXByvvvoqYE5IYGNjwy9/+UuKioooKipCrVazcuVKqf/79+/HwcFBEmArx+F3JT1QE7XRaCQuLo6EhARpz8vJyZHHNQ8PD+nR9/Hx4cqVKzQ3NxMUFCTheLa2tpSXl6PT6fD09KSlpUUGMkpJSWHixImUl5fT0NBARUUFo6OjpKSkkJ+fz40bNwgKCuLKlSucPHkSvV6Po6MjNjY2jIyMEBQUhJWVFYmJicycOROj0SgxppaK0dvby6effkphYSEXLlzA29uby5cvYzKNcfNZWVnR0tKCXq8nMDCQGzduUFdXJwlwxcIhBl1dXR0Gg0HuvIaHh6WNs7e31wyeV19fj16vx9vbm+nTp3Pw4EH0ej0ODg7cunULo9FIaGgoNjY2REdHM3fuXAmdU7ZF7GoKCgr47LPPmD59uvxMXExSIkA0Gg2Dg4OUl5dTU1Mj8xTPDA8P4+bmhpOTE4CEN86ePZv4+HhJfKC0NYrjveDH+/Wvf42bmxtdXV1cunQJo9GIs7MzdXV1krzA09OTCxcuoNPpJLIkOzub9vZ21Oqx+M9XrlwBxm7JzZo1i9u3b1NVVYW9vT0ZGRkAcvK2t7dHq9ViY2Mj84OxyUDgtvv7+1mzZg319fXU19dz69YtgoKC0Ol0DA0N0dXVxfXr1yWuv7KykqqqKmBsMSsoKGBgYIBJOZp2AAAgAElEQVTCwkJ56lGaKaqqqsjIyMDPz4+uri6++OILQkJCKC4uJi8vTwbZLygooLKyEi8vL4aGhrh8+TIODg7Y2dnR1dVFRkaGJJ795ptv5III5nC86upqqqqqsLW1lZBVcfLw9vZm1qxZnD9/nokTJ5KTk0NRUZGMfaMk3RC3cYeGhuTOfdq0aUydOlVCGsVk3NzcLFnQlRuezs5Ozpw5w8KFC2XI2MrKSurq6jCZTEycOBGAlJQUSdj7XXIkwgMCz4Mxwbq6ukpFDw4OJjExkbq6OubNm0dISAgeHh4yGl58fDxlZWUysP3Jkyfx9PRk8eLFzJs3zwyytHjxYtrb23F1dWXChAlkZWXh7e3N6OionLhjYmJYuHAhMTExlJWVSUibq6sr/v7+ODs7M2/ePAwGg4QlCaiZgHnZ2NhIm5+LiwthYWGSmHPRokXcunWLNWvW4O3tLemHdDodjz76KBUVFURFRZGSkoKDg4OEDNrY2Ehss0qlYtGiRXR0dDB79mycnJzw8PDA09PTDJ7n7e2Nra0tXl5eVFZWsmLFCrkrbmtrA2DOnDkAEq4loF3Ktoh+EbLr6OiQmNra2lpmzZpFWFiY2bVtcX3c1dUVFxcXYmJi8PHxkfl6eHgQGBgocdmdnZ3Y2NhI2FpERAQTJkzA399fLhw2NjZ4e3vT39/PqlWrcHd3Jy4ujtu3b6PVann66acl+7eArRUUFDB79mwmTpxIYGAgra2tkiF9x44dREdHExwcjKOjI1evXmXJkiVMnjyZwMBAmpqasLOzY968eeh0OmbMmIGrqyuhoaH4+PhIMoQJEyZQV1eHq6srAQEBTJ48mbCwMGxsbIiLi2NoaIjk5GQGBwcpLi4mLCyMtWvXUl9fT29vr+y/yZMn09nZSX9/PwsXLpRErsHBwTKi3u3bt5k1axYajYawsDDi4uIk0XBVVRXOzs5s2LCBsrIyJk+ezPTp0wkJCaGkpIT169fj4uJCUFAQlZWVxMTEoNfr2b17N+vXrzdzDqtUKry9vcnPz6e+vp7w8HCefvppKisrCQgIIDQ0FG9vb5YsWUJHRweLFy+mtbUVNzc3SVYxceJEwsPDmTBhguzP4OBgFixYIK+VK8eW0Am9Xk9vb68ZOQaMLZQjIyNkZmayadMmnJ2dKSkpkWGCH3nkEUm4GxUV9RfRKv8vpgcCnqdMfwlepBS8+D00NMSxY8dYs2bNXRG/7gVZUubz15SpdHAo37eE4Vl+JxxdlmWMp0zK/MfLdzwZ/a1KeT9ZWH6mtBPe7z0l4uVe9Rivzspk6QS6X/vE74GBAXmT1VKNx3Mqic9KS0uJiooaFwo5Xl9btsEyKNO9+lt839LSQmFhoYxKZ4nwuJ9+3et7+PbEU1ZWhlarJSUlxSyg1/3k0NHRQU9PD2FhYWbIKY1mjOItNTWV3t5eNmzYYGbzVeqGshylfMbTF8vylW1XvqNMyjFgOSbvN76VdbF8xzJf5XcP8sT+QEzUSmHpdDpsbW1xcnL6i4NvvE4WA0b8rYxWZqlk42FoxfcqlcrsOzFYmpqaZAwRJYpAWT/L36IOOTk5REVF4eTkJOuoVqspLy/Hzc0NX19fs/gGliYA5YAS5SnhgJYyFQOvuLiYgIAAyfSiRGj8JYVXqVTU1NSgUqkICwu7ayKwrJ/lxKbsEyX+Xfx/+/ZtSXggkAEqlUoGo4+NjTWDnSnrLWQv9KapqUnG0h5v8h1vgCr7WxzR+/v7zeJv3G8REfIXk754TrRPebFJOD+VEQhFXS3LEp8p4YOWk4jlQmo5JoaGhujr68PNzQ3LdK8JfLwNgiXySvm5Ui+VMFalDou/9Xo9qampzJ8//6/q7/EWe1GeEn1kZWVFRUWFvJ2ak5NDUlLSuIvVvRa98cbwg5T+7jZq5UA5c+YMu3btYvPmzdy5c4erV6/y4YcfSmdidXU1t2/fRqUaw1FqtVqys7OBMejRJ598gk6nQ61W09jYSHl5OVZWVtTU1PC73/2OyspKVKox6FteXh4jIyMMDQ1RV1dHRUUF8C2OWwzampoa6uvrpS2voKBAQuFycnJ45513zOiJRNLr9dTU1FBVVYWVlRVNTU3U1tZKe62y7teuXePixYu0trbKIDgff/wxHR0dqNVjgYXy8/Pvgs4JBRc7JIPBQGNjo0STDA8PU1tby8GDB6VjUrynUqloamqiqKgIGIvZMDo6ik6nw2QaY8XOzMyUbT558iTNzc0yIP/7778v66vT6STbxsDAgGy3cuco/u7o6CA3N1eiZUpKSqTcjEYjWVlZGAwGmpqa+Oabb6ivrzdjrlZCCfPy8tDr9QAUFRXJv3t7e6msrJR48r6+PvLy8iRsrK6ujrKyMjmhKBeus2fP8tFHH5GXlyfRJlVVVRiNRumsEzLS6XTk5OTIMn73u9+RlZUlJ9iamhq5y37//fd54YUXqK2tZXh4mOrqampqahgZGaG1tRUrKyva29sxGo1otVpKS0tlvW7fvk1lZSVqtVrqeUdHBxqNhrq6OoqKiu4aEyaTiUuXLrFlyxYZ0ErkMzAwQGdnJ0NDQ7JNXV1dZGdnyzHx1ltvcfXqVRmJr7a2VsIOhawsI9kNDg7K6HciUl9HRwdFRUWMjo7i6OiITqeTejU4ODhufws9Lysrk2Orp6dHki8ox6iVlRX9/f2UlJTI08CBAwcoKiqir6+PkZERGhoaKCsrk3pWWFhIe3s7KpWKtrY2iouL6e/vf2AnaXgAbNRCOGq1mvPnz6PX61mxYgUTJkzg7Nmz5OTkMGvWLOzt7Tl48CBHjx4lKCiIO3fu8Mtf/pLw8HCio6M5ceIEpaWlzJ8/n9bWVrZv305RUREGgwEnJyd2797N1KlT8ff3591336Wuro68vDyMRiMHDhygublZMniIlb6wsJD33nuPoqIi8vLySE5O5tChQ/T19TFlyhRu3rxJeno606ZNk9eMxc7oyy+/5MaNGxQWFuLh4YGtrS3btm1j8eLF6PV6iS8eHR2lu7tbcuslJCRw48YNiVYwmUz86le/wsrKCjc3N9zd3aUyDQ0N8f7770uIlMlk4s9//jPt7e3SCZmVlUVNTQ2zZ8+Wdnm1Wk1lZSXvvvsudnZ2hIeH89lnnxEdHc2ePXvw8vJi7969aLVadDod1tbW5OXlkZeXh4+PD83NzZw/f57k5GRsbGz4wx/+QHV1NQ0NDdTV1XHhwgVKSkpwdnbG399f9m9/fz9vvPEGMOYY9vDwYMeOHTg7OxMZGcnmzZtpa2vj9u3bBAYGcvHiRVpaWmhsbJQOZjFRvPfee9TX15Oens6iRYs4efIklZWVzJ07lw8++ID6+nquX79OeHg4O3fulGxAdnZ2bNu2jc7OTlpbW4mJiTHL97PPPsPJyYnk5GSKioo4d+4cly5dwtbWlvPnzxMeHs6+fftwdHTkwIEDaLVaiouLiY2NZcuWLdIua2VlxdatW4mNjcXR0RFXV1e6urp4/PHH+eKLL8jMzKSkpARra2u++uor5s6dy/vvv4+rqytfffUVxcXF9Pb20t3dzfbt23FyciImJoYTJ05QVlbGvHnzaG5uZt++fdTW1kom7zfeeIPw8HCioqLYu3cvKpWKmTNnSmLmvLw8dDod+fn5eHt7c/jwYaytrUlNTaW9vZ1bt24xbdo0PvroI4KDgyWTzfbt24mIiDALharcjYqFIDU1lZiYGBlJ8Pr16xQVFVFWVsb06dPRarWMjIwQFxfHRx99dFd/NzY20tPTQ0tLCydPnuTChQskJCSwb98+zp49S2RkJEFBQWbzx+DgIDt37sTf35/w8HD279+PwWAgJycHe3t7PvvsMzo6Oujv76egoIDr169z4cIFQkNDeffdd1Gr1Vy+fJk5c+aY6cKDlB6IHbU4Gj355JOsWrWKr7/+mry8POLi4khJSWHChAlUVlZiZWVFQEAAdXV12NnZMXPmTBk8JywsjKVLl+Ln58etW7cYHBwkISEBg8GAn58fM2fOZM6cObS2tlJRUUFcXByOjo709vYye/Zs5syZQ1NTk1ndhoaGmDRpEpMmTcLJyQmNRsNDDz0kIWlBQUGkpKQwefJkCfBXtmvhwoXEx8dTW1tLcHAwISEhWFtbU1ZWRkBAAK+++iqzZ8+W0LjJkyfT1tZGdHQ0Dz30EEFBQdja2rJ48WK6u7tlgCllGcrjt6CBWrJkCc3NzVRVVfHkk08SFRUlTwGijn5+fsybN4/29nYJ/dNoNFhbW1NVVYVKpeKVV15h5cqV9PT0sGzZMkkpFRkZKT3sAkGTmJgod1WLFy8mLi7uLsiivb09Dz30EP39/Wi1WjQaDcnJybI9Avf+zDPPoNfrmTp1KmvWrJHoBzEhdHd3U1payqRJk3B2dgZg8eLF8rSiVqtZsWIFERER5OfnSyyxYB6fMWMGixcvlo5VsbhmZ2dLlE91dTVlZWWsWLGCuXPnMjQ0JE1J1tbWlJeX4+Liwo9+9CMJB01KSmLVqlUSyfDTn/4Ud3d3WSdRP5PJxKJFi6TjKz4+nj/84Q9ERkZiMBjQarVMnjwZvV5PZGQkCQkJNDc3S2quJUuW4Ofnx82bN5k6dSqPP/64RH5Mnz6d1atXU1BQIAMu1dbWUlhYyPTp01m+fLk0HYg6VVdXo9FoePnll7l9+zbW1tZMmTKF1atX4+joiMlk4ic/+QkBAQGyr5Q3RoVOBQUF0drayhtvvEFubq7s08TERPmMQPbcr7+1Wi2ZmZm4uroSERHBwMAAdnZ2rFu3jlmzZplNpsPDw7i4uDBt2jRZJz8/PzZt2sTg4CC9vb2yv5ubm8nNzSUgIIDg4GC6uroICwvje9/7nrzk9qBN0CL93Sdq+Ba/eeDAAXJzc7GxsaG/v19GfysrK6Orq4uWlhYcHBxoaWmRBKIieXp6cv78ecrKypg5c6ZkTRFBepqamkhLS8PLy4v4+Hja29uZNm2atBda2gOVyWQagw/V1NRw+vRpGarSz8+P/Px8Lly4cNe7lkfEoqIiCgoKSEtLIzQ0lNbWVjZv3szVq1elPV7cgPT09CQ9PZ2ioiJpUxa7AVEfk8kkMeBHjhyhs7NTHpWFqSAiIoI9e/ZQWloqURxi0uzp6ZGws6qqKvz8/Dh69KhEwIyMjLBlyxZ5cUT5rqurK1lZWdy8eZOoqCgmTJhAV1cX06dPNzMjWNrNhWlCmDw6Ozslg3hfXx+hoaFs2bKFPXv2yKOtciEXdXB1dSUhIYG2tjZmzpyJXq/nxIkTZGdn09rair29PSaTCaPRSEBAALGxsbK/xXfiurky9fb24u7uTlFREZcvX2bixIkcPXpUxpF2c3MjLS2N8vJy4uPj6enpkcS54sSwe/duGRL2jTfekIvrhQsXyMjIoLe3V0JMxa3Y5cuXc+jQIZKTk4mOjsbLy4vBwUFmzZrFnTt3cHd3p7KykubmZvz8/Dh//jzl5eXMmjWL3NxcUlNTmT59OsPDw3JM9Pf34+zsTFVVFWfOnCE6OpqbN2+SlpaGtbU1Xl5enD59mqKiIqKjoxkeHuaTTz5h4sSJcgLcs2cPHR0dqFQq3nzzTbmR2bt3r4yUqPQfODs709bWxowZM6irq2PBggV4eHig1+uZOXMmMBbY6tKlS5I7dLz+NplMzJkzh4GBAUloPDo6KuUm9GB0dBQrKysJXbx8+TJNTU0SJSL0RvgIVCoVs2bNoqOjg/DwcIKCgiRjk9Lm/SCmB8aZKCYYQTQqCEBLSkqwsbGRMDonJyfUajWurq4YDAYzU0BhYSFOTk6Eh4dTV1dHZ2cncXFxWFtb09DQgE6nY8qUKfT09FBWVkZMTIx0KlpbW2M0GqWHW6VSyauxwi6s1+ulsvr6+kq409DQELGxsWYOie7ubskgrVarJQ5apVKRkJDAnTt3aG5uZsqUKXR3d2Nvb4/BYMDKygoHBwdJFBAeHk55eTlDQ0PExcXd5Ti9c+cOLS0tBAUFSby3jY0NBoMBZ2dnCgsLcXd3x8/Pz4wEwWQyUVxcjLW1NdHR0ej1eqqrq/Hy8sLPz4/Ozk6qqqpITEyUu0nRV87OztIOHhMTQ3t7O7W1tSQkJEj6L3HCUDqFVSoVVVVV9PX1MXnyZJqammRMkPDwcJycnMjPzycqKgp7e3uJ/e7r68PDw8Msn76+PoqLi4mOjkaj0VBRUYFKpcLLyws3NzdsbW0ZGBjA0dGRwcFBSktLiYmJkaFCxfdubm5m+RYVFcnIil5eXvT09HDw4EHCw8N55JFHJOGAv78/7e3tNDY2Eh8fj7W1NTqdjurqambMmEF1dTWpqam89tprGI1GysrKMBgMhIaG4ujoKJ2FKpUKR0dH6urqJE6/sbERrVZLQkICMGZT9fb2Jjg4GJPJRFFRkdRzQcUWGxuLXq+XYwKgtLRU0tl5enrS19fHmTNnGB0dZdOmTdL84efnR3d3NzU1NcTHx2NjY0NXVxelpaVMnz4dnU7Hzp07+fnPfw7Af/7nf7Jx40ZZH6VDubW1FWdnZ7q7uwkICKC1tZWmpiZiY2MlDV5+fj7BwcG4urqSl5d3z/4W+hkVFUVnZyd2dnZyoVXak+vq6uSdgtDQUNTqMbaa7u5uGfbVxsaGwcFB3NzcyMvLw93dneDgYDo6OvDw8DCjKxO68CClv/tEbemhv5cH+14eauU74tnxvPvK55Se3/E+U6I+xHeW+Vn+Dd8GnbkXTO1e5Snbci90gjJZ2tEsPfJK+SjzsVTw8dK92ni/7+/XlnvlpYR3jZePUmb3QpQoyxSfWbbd8tnx5DWePEUd1Wo1NTU1aDQaefHDsr6WdROOPXEst9RBZbLMTzzz14yJ8dpoiZiwbIuguBPsOkodV76vrIeg93JxcZE+FTc3t3v2mxL1oayD5bP365fxkEyW8hpPVpb9b6mP46Fr/l9If3fTh6XAdDqdjDOshPhYJvGOEvJlOQAtJyblYBCfNTY2Ul1dLTtR2CHHm3DEDqi2tpa6urq7JmiVyjyEqfgOID8/X17tVuap/F+UqVarycnJkTtwpazgW2+7SqUiMzOTo0eP3qWsQiELCws5ePCgvGgwXtlKmSj7RBnJTNwGA2Q0t/H60HKAKAepODX19PSYXaFXLnCWdRJ1VSJIxOfZ2dmyHpaDTpnXvdoryleaayz702QyEfZfcaXr6urYt2+fRAiMl8Q7gj7OcuIUOqhcIAoLCyU3pLKOlpOSaMt4k4zlAi/yEPZo0R++vr5ERkaOO7ErNyg6nY79+/dTVVWFnZ2dtFWrVCrc3d3p6+ujoKAAlUpFQ0ODhHBawjct2yPKHG/ToOyXe5khleNd/D2e2WK8TZvI13J8Cjkp6/mgpb/7RA3fCnrHjh188MEHHD9+nLa2Nnp7eykpKZHR1z744ANOnTolJzBxVVmlGsPRFhYW0t3djck0xrxcUFBAW1sbarWaoqIiWlpaUKvHAgcJiFBZWRnHjh2jublZdqCA76jVaunVFxH7mpubSUtLk7C2vLw8Gd6yq6uL3Nxcs4EsOv3YsWPodDpaW1sxmUzU1NRIqGFfX5+8Uix2cPX19ZJg4N133+XixYsMDQ0xPDxMYWGhJI/19fXl7Nmz0gYnkkajoby8nF/+8pd0dHTIa8yjo6OybbW1tRL21dvbS3Nzs4QtCnOPWMAKCgpkaMujR4+SnZ0t+6Wrq4vy8nK54FVUVFBfX3/XbsloNPL+++/z9ttvc+zYMbmQNDQ0yMlB9LeoX1lZGXq9nq6uLoxGoyR5rauro76+XjroWltbyc/Plwvpb3/7WylfrVZLUVHRuFHaBgcHKSgokIuoOEIL2KOAMI6MjBAYGEh2draMZNjV1UV+fr7Mt7y8nNraWhkBMC8vTzqpWltbKSkpMYvEJ2Rz5MgRGRpWrR7D6hcWFqJWq+nr66O6upra2lpUqjFTV0lJiSQMVo4JtVpNSUkJLS0tZjtq5QItkmi3sKELyKHQlV/96lcS5qdMKtXYTdVr165x8uRJYGwTImi3RIySnp4eOS7z8vJk/UpLS2lubkatHiPmLSgoQKvV3tUvWq2Wuro6aTLs7OzEZDJJWJ2ArAp/jNA/lUpFWlqaGVS3oaGB8vJy1Gq1JLYWsD/xY7nhe9DS3x2eB98eldLT0wkKCmL+/PmEhITw7//+78BYiMMFCxbwySef4ODgwJw5c0hLS+PQoUM4OTkRGhrKT3/6U4xGIxcvXiQ5OZkf/vCHWFlZER8fz+nTp7l27RoXLlwgIiKCffv20dbWRlNTE87OzhIqZW9vT2ZmJhkZGWbwHUB6sQ8dOkRra6uMDJaTk8PZs2dJSkri7bffxmAw4OLigo+Pj9muMD8/n4aGBgkJO3DgAEeOHCE8PJz09HQuXbpEXl4ewcHBDA8P88UXX0gKqo8//hgPDw+mTp1KWVkZR48e5dy5c6SkpODp6cmtW7dITk6W3nSxSykoKKCwsJDHHnsMa2trduzYQWJiItu2bcPT05Pdu3eTk5ODs7MzFRUVbNmyRV5dtmR43r9/P/39/UyZMoXDhw9jMBg4efIkS5cu5Wc/+xmNjY0kJiaSn5/P8ePHuX79urzyLyb+Cxcu0NbWxptvvomrqysXL17k1q1b3Lx5k+DgYDZv3szQ0BCXLl0iICCAPXv2UF5eLnHuTk5OnDp1CltbW1QqFTt37mTlypVotVp++9vfSt7K1tZWvvrqKxITEwkJCeH48eOcPHmSpqYmkpKSzHaRubm5pKWlce3aNeLj4/n8889JTEzk888/JzQ0lLfffhtHR0dJp1VWVsaECRPw9vbm97//PfX19RQVFWEymTh+/DgXL15Eo9GQkZFBQUGBhPS98847AGRmZjJz5kyz05q4rq3T6SQxbmNjI3q9nqysLLKysiSf4Icffsjo6ChnzpxhwYIFfPzxxzg4OJCcnExqairXr1/n/PnzREdHm/lvRHvF/+O1e8qUKWzZsoUZM2Zw4MABFi5cKOGFoq4dHR1s3ryZgYEBent7WbhwIbt27UKlUknIXVVVlRwTv/nNbxgZGSE4OJjr169z7tw5zp8/T1xcHH/+858pKSnB0dGR0NBQs133H//4R9LT02UslfPnzxMbG8unn35KVFQUb731FgDh4eFcunSJb775BkdHR6Kjozl+/Djl5eXMmzdPQnULCgowmUycPn2a+vp6Ll68SGJiotlJ4UFOD8SOWiS1Ws2dO3doa2uTNjER0c1kMpGQkMDatWsBiIuLIzo6mpaWFvr7+3F3d+fFF19keHhYMjY///zzeHp6cunSJXx9fYmKipJOnR//+MesW7eOnp4eFixYwNKlS6mrqyM/P5/AwEAz+M66deswGAwUFhbyyCOPMG/ePMnRGBYWhq+vLwaDgYcffhiDwSB3u8qk0+nYsWMHy5cvp66uDo1GI6GGVlZWrF69mhkzZpCfn090dDQhISEMDAxgZWVFQkICjz76KBqNhoKCAqKjoxkYGJC7NYH7Fkko3ZQpU4iPj2f69OlycoOxKIW5ubkSzyp2O4sXL2bJkiVmk7RYRBctWiRhiQ4ODjJqnF6vx8vLi2eeeYawsDCuXbuGk5MTUVFRMjSnWLCMRqOkWfP09CQrK4snn3yS+Ph4yQK/du1a7OzsuHXrluxvcTQVx2aDwSBpowQyQBDqdnR0EBQUxIwZM5g3bx49PT20tbURFxdHbW3tXf1SUlJCXFycjLUh+CkHBwfx9/dn7ty5tLe3S1kbDAbs7e1pbGykqqqKuLg4XFxcyPv/2Hvv4DiT887/gxkMchyEQSIiiUAQDCC5DMsAxs1BJe1StmrtU9m+cjj7ru6sK1s+WXeyreyVtcvNXu6CcZmJZQRJJIIgiJyJQIDIGeDMYGaQBsD8/sB1b88QXEl3vztxresq1mA479vx6ae7n/4+36e2lueff56srCwmJiaoqqoiKSkJg8GA0Whk+fLlvPTSS3LHvpRsPP/889TX17NixQreeOMNGUj4mWeeITU1lf7+fiIiIqQ8AlI2NBoNxcXFhIeHExcXJ+srdrrqOPyqdvv5+bFmzRp27NhBWFiY03sdHR0YDAYOHDggF5vt27fLZyorK0lKSiI0NJT5+XmeeeYZLBYLExMTlJeXExQUxIoVKzAajezevZuAgAAJk1R3s4LyNTk5WcJHBUomMDCQ3bt3Y7FYGB4eZt26daSkpEg4qAphVKG6Yvf9wgsvYDAYZHzVJ9HU4ZqeKEUtVlPhYeXp6elEIu/l5cWRI0cwGo3SNbapqQmz2czU1BSHDh3C09OT4OBgJ8W0fft2LBYLYWFh7NixA41GwzvvvMO5c+ck5EcgP5aC7wjlkJKSwueff05RUZHcxYyOjpKSkoJer5eKSXgcqgIQFBTE3/zN33D06FGGh4cZGhqSUEOHw8GVK1eora0lLS2Nu3fvUltbS35+PrAowNnZ2czMzNDT0yOP1uL4ZrPZuHbtmnxWJEHED4vxJm02Gzk5OTx8+JBNmzZJZrs1a9YwPz8vd04iCeU4MjLC9evXJSxRMAYKG7aHh4ekUt2yZQt2u53AwEDS0tKAL2zqW7dupaenh5/97GecPn2a7du3c+LECZqbm1m7dq1UKrOzs6SmplJXV8eZM2fQaDSEh4eTl5cnnUTKysqorq6mqKiIsbExvLy8MBqNNDY2EhYWRk9PD9euXcNisdDV1YW3t7dcQFWTjAjCK8j6Bc/FzMwMVqtVQhiF56qXlxc5OTkEBgaSnp7Ow4cPZWzPkpISKioqpMPMyMgIaWlp0tHocRdkQUFBfPe73+W9995j1apVtLe3c/ToUdavX+80loDkCRf5eHp6cvToUaxWK7t372ZiYoLIyEjS09O5fv06H330kRxLVSYf124BoRRmNpGEXCUmJtLf38/Ro0elaSY/P5+SkhIsFgs7duyQC6Ovr6+Ev1VWVrJr1y7J6ihiXgYGBifLrVQAACAASURBVFJeXv7YXa2AHGo0Gi5cuIDZbJaBB2w2G42NjdLlX5jNDAbDklDdtWvXOpWz1Fg8qem3jvqAL47qIsLx3NwcaWlpaLVa/Pz8MJvNhIaGMjU1JXGf3t7e0lQQHh7Od7/7XV5//XUZzXtkZITQ0FA5KRsbG/Hx8SEpKUnaqYS3m+DisNvtcnf0OPhOc3MzXl5eMihqXV0d4eHhxMTE8ODBAyYmJmQAWNXlWxxrBwcHiYyM5MGDB3h5eREaGio93fbs2UN4eDgNDQ1ygcrIyGBycpJ79+6xatUq3NzcZABbjUZDaGgog4OD0klC7c+5uTlMJpMkxR8cHMRkMmEwGNDr9Tx48ACr1UpGRgY2m42FhQUnzzPxOTo6Kt2xIyMj5UWZ0WiUfRMQECCx2gK6l5KS8sgN/djYGJ2dnaxZswYPDw8aGxsJCAggNjaW0dFRQkJCZF+PjIxQVFTE6Ogof/7nf059fT0hISGEhYVx//59OWFXr17N/fv3cTgccnFQ4Zh9fX2SezwkJERGnXdzW3RN7u/vJzg4GB8fH2ZmZhgbGyMiIoLg4GAaGhrQ6XSkpqYCSHflNWvWMDU1JQMsT09P89lnn9HZ2cmrr77K1q1bqaioYNmyZYSFhWEymSQ9a0hIiNMxX5UNEQT34cOHZGRkYDKZJHRTuEiLQL7h4eFMTk7S0NBAamoqgYGB1NfX4+3tzYoVK3j33XfZunUra9eufYQnxbXdU1NTjI6OSoZDEaBY0M6q8tDX14fJZCIhIQGr1SrpCWJjYwkODqaqqorY2FgiIyPp6OjAZrORnp4ueWcE5G58fJz29nbS0tKc0DFubm7y3mdhYQEvLy9mZ2fp7++XQYnb2tqYnZ1l1apVTE9P09jYSHR0tPSEVSGMAqqbkZGB2WyWEdp9fHycZOFJTk+EonZNS0FwHgfngcXdcFNTE6tWrXrs7+ptuZqPK7pjKfjOUogG9VZeJNc6i7aI7647KnEL3draSnBwMOHh4U6QKde6LXWxo+a/FOLCtT5LPfs41If4+3Fj4ZqnaJP6juun2veuN/4qckF8HxsbY3R0VJL+u8IqXVERj+sf17a79olIS8mYK2JkKdim3W6nsLAQNzc39uzZ4/Tb4/pBPeo/jlhrqbos1W9q34tnjUYjAQEBToRRrtA5174Rz4nPpeRYrcuXja9rncX3peRJlKG251fNL3VcvmysXcfhq5ieiL2/6GBhixZ/iwsxVxSFeEZ4FGk0GgmKF4iQsbExmpubgaWFQ3z+OvAd8ekq4Go+NptNog7c3BZxtMePH6evr0/ubl3pJ4ViEt5oKoxKPSpPTU1JDzF1UqhKTVVial3Fjn5ubo6amhqnNov+VBWjeixUla/6T51Moq3Cnuqq9F3HWaPRYDQancJqiXxU5SXKDgkJkbtktb6weMGUm5sr/98VA+z6Xe2zpdov6iy8FsVporm5WebnCi8T+bi7u7N3716ppNXFXu0P1X27o6PDKb6lq+JxbYNqvhBjaTKZnDxW1X4SWGf1/2DRzu66+RAwT/U5dUxEe8SGo7Ky0mnREPn09fVx9OhRJicnH9loqPUQ79XW1kqEiJubm1xUXGUUHg0qrfaN+ptrPzscXwTQVeF4XyarT1p6IhQ1fDGJVaaw/v5+Ojo65OANDQ3R3NwshUYoIbvdzvHjxzl48CD/4T/8BwAZMQMW3aVVSI7FYqGmpkZiV1WYmoCaDQ0NOU1EAe2pqqqSdrHJyUnJamc2mzl16hTt7e0yZtzw8LCMFmK326mrq8NqteJwOBgYGKC5udkpQreqpITQ9vT0cPDgQQ4dOsT169fRaDTU1tZKiJM6kcbGxqRwqiQ0IvCnYBWz2WySBa6urk7C7Orq6uSRc3h4mHv37smArOq/hYUF6uvrpVdhU1OTtP9qtVon5jp1Mmg0i0yAt27d4saNG3KcBDxLMKQ1NDTg5uYmIYwADx8+lP3scDi4ePEib7/9tvSaFHVzc3OToZ5EW0ZHR2lqapJYchG9RCiT+vp62V/iAndiYoLJyUkaGxuZnp4GkDBFo9EoIY1Cjtzc3Lh//z7t7e2y/5ubm5eEnonxP3/+vIwyVFdXJzcZDx8+dIK0qe+azWZqamo4e/YsCwsLTqyBgBM8T118CgoKuHnzJpcvX5ZyVF1dLS/UVJin6CMRQFfMCcG50traysjIiJQFwXIHEBkZSXV1tQw8uxR0s7u7G41Gw/DwsOQZEWMs2i2YC/v7+2UfqFHINZovWA/FXFEXE/Fd9Jt4Vn1f3Wg96emJgufdvHmT48eP4+fnR2JiIqOjo2RnZ8toEu+++y5tbW0SCibec3NzIzMzk+rqavbt20dCQoIMaPrUU0/x4x//mLGxMQoKClizZg0/+9nPpK12eHiYI0eOUF1djY+PD6dPn2Z8fJwbN27w1FNPOdmwLBYLra2t/PCHP+S5556jsbGRixcvSoa/nJwcOXk3bdokHXfS09M5ePAg7e3tFBQUEB4ezltvvSUVioCMqcIDiwLU3d1NYWEhL774IpmZmVy8eJHGxkZKSkpITEx04k3++OOP5cJ1+vRptFot165do7CwkKysLM6fP8/MzAx37txhw4YN/Mmf/Al+fn6sXLmS48eP09DQwM2bN0lOTuaHP/whGo0zq5hQiO+88w51dXX4+PiQkJBASUkJt2/fZu/eveTm5nL9+nVKSkokPE+0bWBggPfee08qzGXLlnHq1CmuXr3Kc889xyeffEJOTo68nD137hw5OTnExsZy8+ZNAgMDuXr1Kt7e3rS2tjI9Pc0zzzwjw1uJcWpqauLixYvk5eWxceNGvve97+Hu7s6dO3cIDw/nyJEj1NTUMDY2RldXF7du3aK8vJyuri6GhoaIiIggOzubiIgIysvL6enp4amnnuL999+ntbWVa9eusWXLFn70ox9hMpmIiIigs7OTM2fOUF5ejl6vJzs7W17ybt++XTr4aDQaGSS3p6eHzMxMurq6OH/+PM3NzWzevJnvfOc7aDSLNAnCni2Uzk9/+lOsVivd3d288MILXLlyhfb2dp5++mlOnjxJeXk5eXl5JCcnExwcLMsUC35AQAD/7t/9Ow4dOkRnZydFRUWsWrWK6OhoysvL2bNnDzU1NVy4cIHW1lY8PT05efIk4+PjXL9+nW3bttHa2srFixd57rnnGBwc5MKFC1y+fJnU1FRCQ0NpaWkhNjYWg8HAX//1X0uecAHdLCkpITw8HH9/fz744AM2b96Mj48Pf/M3f8PCwoITlK+oqEja+V09QH+X0hOxoxadn5aWRkZGBkNDQ0xMTJCcnExsbCzu7u60tLRgNpvlBaBIQhAvX75MaGgou3fvBiArK8vpWPriiy8SHh7O+Pg4zz33nCRVV2FqgqXr5Zdflhc2on4LCwuEhYVht9v57ne/S0REBI2NjaxevZqRkRGsVivJycn8/u//vgxaKngv4AvYkuDRSEtL49lnn5U7GnX3rv6dmprKd77zHYmAaG5u5g//8A9JTEykqalJ9gEsXuZkZ2fzs5/9DH9/f3p7e0lNTcVsNmMymYiJieEP/uAPmJqaYnZ2lsTERL797W8TFBREaWkpCQkJREVFYTQaiYuLe4RVTNRp27Zt8hITYM+ePRJ2V1lZia+v75LwvPb2dpKTk/n617+ORrPo/JCYmIjdbsdsNuPj48MLL7zAli1bpNu2gDCKHdHc3Bzu7u5s3LiRtWvXOtGUinIEB8j09DRGo5Ho6Ghefvll5ufnqa6uZsOGDTz//PPMzc1RVVVFTEwMBoOBiIgISkpK+N73vsfIyAgrVqxg06ZNUklWVlYSFxdHZGQkNpuNZ555BrvdjsVikex1IsyVn58fX//61/H19ZVOJaJ+9+7d46WXXmLLli2YTCa6urok94mbmxt79+7FarXK4K0iCbn6oz/6I4lW2rVrl9yRlpaWEhYWRlxcnIyLqM4TYUKDRZjdn/3ZnxERESE9TgVCqKqqiqeffpqXX36Zqqoq/P39eemll+QlfVZWFnq9Hli8ODYYDHh6ekpZnp2dlXUKCgrijTfeIF6BbqakpGAymQgPDyclJUVy3Ih2q1C+pKSkR9ryu5ieCEUtktFoJCgoiLa2NkZHR6mpqZGrcEJCAmFhYUxPT7Nhwwb5jjCR/PKXv8TDw4PPP/9c8iULOJkggxETfWZmBk9PT4qLi9m8ebMTTE2lK1VttBrNosPG0aNHmZmZYWBggJ6eHrRaLZOTkzIyjYppDg4O5tatW1itVnbu3Mnw8DCpqalyd6AuOJ988okMpqraz2prazl58iTe3t5MTU2RmZnJJ598Qnd3tyTtEYpEwJiEk8ng4CALCwvMzc0xNDQkYxCKS1OhXGERVjc2NkZycjKRkZHMz88/llXMZDIRHBxMTU0NRqORy5cvU1dXR1tbG9u2bZPkVsK2LOqXlJTEvXv3+Oyzz9BqtXR1dUnkxsDAAB4eHnh5eQEwOjrK4OAgvr6+DA4OSnZEAc+bnZ11cmNX04MHDySscmBgQJ6K7HY7qamptLW1cfv2bdzd3dm0aRNGo5GYmBieeuopBgYGyMzMlJ6Q165do6KigtHRUXbu3Mno6CjJycmEhoZitVrx8vLi9u3bkjvcx8eHVatWyboJ26gqT6mpqZw7d47S0lI0mkVucJ1Oh8ViYXR0FJ1OJwnK4AsFL7DJ77//viTpv3btGtXV1QwMDEh4XkxMDAkJCU5lWq1W/uRP/oSnn36agwcPkpmZyTvvvMPo6CgrVqwAFr0Vb9y4wYYNG7hz546Mci7aoNVqmZ2d5erVq9TW1lJVVUVvby8TExN4eHhI9IeXl5f0WvTx8ZGOWAK6GRAQQEZGBrW1tVRXV1NYWCjZH+12+yNQvn+rAWt/k/REoD7EkXV2dlbiYJctW0ZTU5PE1q5evZrBwUGGh4clw5d4z2az8eDBAyYnJ/H09CQqKkoKjcFgwM/PDx8fHywWiwTYq/kICFFGRoYMzGo2mx+BJ42OjjI0NITNZpMohNHRUQlN02q1+Pr6YjabCQkJkbbHmJgYQkJCqK6uZtmyZYSEhDAxMSH5sENDQ+nr68PPz4+goKBHbu/b2towmUxkZmbi7u4uYWrR0dFON+WTk5PYbDYZ+VkceQWUT6vVSlhdcHAwRqNRQvfsdjsNDQ0YDAaioqIYHx9/LKuYyWSira2N1NRUvLy8pLuz2EmLyzcBz1MvlIRyjomJkdzXer0enU6Hh4eHzAcWd2v+/v4ShtjW1iZDls3MzGC32yX7nXrxZbVa6e3tlW1zd3cnICAAk8mEn58fR48epaOjg02bNvHKK69QVVVFaGgosbGxkv1tenpa8k5rNBrJllhVVYXBYGDZsmX09vYyOjoq5aitrU0yKar9Fxwc/AgBVVNTE35+fsTExMj4hX5+fgQGBjI8PMzExISEtKl9//DhQ/r6+oiNjQWQtAPBwcHEx8dTX18vTYfqe1arVfaXYOprbGwkMjJSRlYfGhqSC1VHR4dc2MbGxggKCsJiseDp6SmhkB4eHpKTXFyGR0ZGYrVaaWlpIT09XWKcxclSZV1sbW2V9vX09HT6+/slvFVA+Tw8PCQ3iWjL72J6IhS1SK5wK3XyLQVTU51h1Gdd83N91vWm2vVd8ax4Rr2scq2jSCqqQNgjHY4vAp2ql4VLwYpUWJPr82p7RB+ox30138fdsrtCplQ4mCsSQiTVbu6KjhB1UMdE7VNRzlLj5toHS9XvV4mlaAMgqWpFf39ZvgsLCxQXFzMxMcEzzzyDu7v7I+1WZUFt+1IxFNU+UfvQFWGyFFrmV/WDWq6QXSFfah1d66eOn/hN9JHoLxURocqAKltqnVznz1Lj5Dre4n1B1KSW4bq4us4rV7n+XVXQIj1Rpo+lkhh8jWbRvVU1TQiycXgUZqUOuAq7c4XbNTY2UlpaKn9Tn1XLUCdMRUUFtbW18v/UiapOIle3blWRDQwM8M///M8UFRXJCzDBqTw7OytNAmpa6qZao1l0HRaIAfXm+8aNG5IcyRX6KCaO2l7XybBU37q243GTTvS7RqPhzp072Gw2RkdHpQflUtA5ddLPzc1JAh5VMQjz1YULF2QdRTli1+ba367KaOfOnbz44ovSbdpVWartKysr42c/+xltbW0yXqSASqrPq0pFHf+lZFWj0dDU1ERra+sjikj9W4y/u7u7E/JBraswT6kKXLRf9Imq4Nvb27l165a8dBbPa7VarFYrOTk5jyhj8bvr2MKiuUT0h+uCPzY2xqVLl2RwaXWzI8ZDNQGqf6vzUW3v72p6IlAfQjjtdjs3btyQfA1VVVVUV1czOzuLwWDgr/7qr+jp6SEtLQ2Hw0F+fj5DQ0PExsZSUVFBaWkpWq1WEhWVlZXh6elJYGAgV65cwWKxEB0dzf3797l48SKRkZH09vaSm5vLwsICMTExzMzMkJubi91uJzw8nJKSEurr6/Hx8cHf35/CwkKuX79OYGCgDKUkQlCVlpZSXl4u+RGqqqq4e/cuUVFRMgKzh4cHYWFhfOc732F8fJysrCx8fX25dOkSy5cvR6/Xc+zYMT7++GOSk5PR6/VUV1dLN9vw8HCuXr3K+Pg4y5Yto6KigpaWFtavX4+bmxvFxcWUlJSQkZHB9evXuXfvHgsLC/KoDIsKoKamhpCQEHnEnJmZoaCgAJ1OR0hICA0NDVRWVjIyMkJcXJzTJKytrSU0NFQeXQUywmKxEBER4bTzb21tpby8nM2bNzM8PMzJkyclKf/c3JxsW3h4uAwy4Oa2CA9855132L17N25ui0Ecrl+/js1mIyoqio8//hiTyYRWqyU8PJy7d+9y7949li9fTkdHB+Xl5QwMDEhbrajP+Pg4165do6qqipCQEPr7+wkICKC1tRVfX19pz9ZqtfT39/Od73yHiIgItm7dysjICKWlpWzcuBGHw0FpaSl1dXXyaJ+bmyvt3TU1NVRXVzM5OYnBYODKlStUVlYCi+78n3/+OStWrECv1zM4OMjNmzdlbMWqqirJ7hgcHMyVK1dku8vLy+UFeHh4OPCFUm5qasLHx4eenh7m5+dpaWmhqqpKmo6Ki4u5efMmdrvdyZ1ayENhYSEtLS1kZWWRn59PT08PCQkJNDQ0UF1dLWVOJDc3N6qqqrh8+TJbtmyR4/b555/j4+ODh4cHhw8fxm63ExISgtlsprS0lM7OTuLj4x+BzH3Z36K839X0ROyoxap56NAhqqqq+PTTT6moqODUqVN4e3tz5MgRHA6HDMTq7+/PlStXuHz5MnNzc9jtdj766CMCAwP59NNPsdls/PSnP8Xf35+EhAQOHjxIY2MjH3/8Mbdv3+bUqVPEx8fT2trK/Py8hHsVFhby6aef0tLSwltvvUV1dTXnzp3Dy8uLM2fOkJubS1dXF4GBgfIYKZTS+Pg4R48exd/fn08++QSTySTj4Pn4+PDWW28RGxvLp59+ysTEBHFxcezcuZP4+HgZy6+hoQFAxoaMjIwE4Oc//zlarZaUlBQ+/PBDqqqqyM7OpqysjNTUVKnES0tLKSsrIywsjI6ODhYWFtDr9Vy9elXu3kS9b926xfXr17lx4wb5+fkymvWbb74JwIcffkhfX5/TRY5o64ULF5iamqKgoICSkhJyc3O5ceMGV65cecQEEBUVRXNzM4ODg/JewWazcerUKSYnJ/nnf/5nli9f7hRmaan03nvv0djYyHvvvSd5kIOCgjh16hRFRUWcPn2a4uJiPvvsM65fvy7DfLW0tDjVPTAwkISEBKlMzp8/j8Vi4fLly48QJgUEBBAXF8e+ffsIDAzEYDDQ0tLC2NgYZrOZkydPSq4NERHlvffeY2RkRP722WefYbFYWLduHVevXpUh0Ewmk6TK/dGPfkR/fz//8A//wNTUFL/4xS/QaBaduA4ePEhTUxPvv/++vFj29fXl8OHDclzE/Ll69SrDw8MUFxfT2trKiRMn8PX15cyZM5SWlsrFSb2EFXjmM2fOEB4ejk6nk3KRk5NDXl4eFy5cwOFwkJOTs+QpR93pvvPOOyxbtozDhw/L6Oqzs7OcOXOG27dv09HRwb1797h9+7bT/Pl/6cvTE6GoxWANDAyg1+vZv38/QUFBBAQEsHnzZhks1GAwsGrVKmCR4Gffvn2SCyIiIoKsrCzc3d2xWCysWrWKPXv2oNFo6Ovrw2Aw8Pzzz0uh3rVrFxs2bGBqaoqMjAzWr1+P2WxmZGSEqKgonn32WTw8PIiOjmbz5s1otVqGhoZYt24dCQkJTqxkgMR/ZmVlSRPNhg0b5M7FarWyY8cOyVsQHx9PfHy8DM4qYtXBYoRusSDZ7XaSkpLYu3cvWq2Wvr4+QkND2b9/P4GBgfj7+2MwGNBoFqN3xMXFsX//fkmXunXrVuLj4x+BiEVERHDmzBk+++wzuYtTiZGioqLYv3+/E12rSEI5TE5O4u7uTlJSEsnJyfj4+DjxYs/Pz+Pv7y+jRtvtdhISEnj66aeZmZlhYWGBzMxM1q5dKxW1umtS/x4aGsJgMPDMM8/IALRZWVl4e3vT0dGBp6cn27ZtkyHcnnrqKaKioiTzmmi7IHT67ne/i16vZ3Z2Fjc3N6cgDaJ9Ioq6CBXl6+sr27KwsEBcXByZmZlotVoKCwtZtmyZvKTV6/Vs3boVf39/dDod5eXlfOtb32Lbtm0AJCcnOzl6JCcns2fPHubn50lKSmLfvn1yvNV2h4SE8NRTT8mQYmofCfPI9PS05M/esGEDOp2Ovr4+UlJSSEtLk2RLYlwF2mrjxo24u7szMDCAv78/u3fvJioqCm9vbzZt2kRwcLCTc43oB1GHqakpJicn2bFjB76+vvI0tn37dikXmZmZxMfHS9jn/1PUv156IhS1ELBvfOMbcrCjoqIICgoCkKiFpKQk3nvvPYaGhhgdHWVkZETCf8xmM2+++SYJCQmSdEikAwcOYDKZsFqtPP3000RHR/P973+fvLw8wsLC8PX1RafTERQUxNe//nUZYCAyMlLy1Xp7e7Njxw5ycnKoqKggLCwM+EKZ6HQ6Ojs7efvtt9m4cSO+vr4SdeDl5cX27dv5x3/8RyIjI2V7BGyprq6OoqIiioqKZKy8iooKbty4gYeHBwaDQZbzjW98g8nJSdlH586do62tjcOHD7N161a6u7v5+7//ezo7O4mKipJID4GkUBeDdevWsWnTJoKCgggODmZiYgK9Xs/w8DBRUVGyfiKJSbV8+XKOHTvG/Pw8er2egIAA/Pz8CA4OdlIcWq1WBlA9f/48VqtVHtdDQ0Nxd3eX312Tr68vo6Oj/OhHP+LOnTu88cYbjI+PY7fbZWzBt956i/DwcA4cOIDBYKCnp4eYmBiCg4Ml0kNAEIVCKSkpkeas3t5e1q9fz4kTJ5woWNUkYmgCTm2ZmJiQdQ8JCSE4OFgSYAk44dzcnJMzTG9vL5WVlfL0lpeXx8jICL/3e79Hc3Mzer0ef39/QkNDZT8eOHBAemVGRkYSGBgIQFhYmNPFJCwioy5fvszIyAjBwcEEBgbi5rYYt3Lbtm1UVFRw9epVJ5MJIBe3Dz/8EC8vL1544QU8PT0ZHR0lNjZW5hMSEiKJt0QSwYB//vOf09vby969e/nBD35AREQEq1atkvEhQ0JCJDrKz89PblB+l80Zv0l6IlAf6jHKbDbj7u4uFaRI4ohlNpulYn348CG+vr5oNBr+6Z/+if/4H/8jgYGBj1wQubktQso8PDzw8fFhfn4eq9UqoV+ul2FGoxFvb29J5ykuQtzc3CR3rzjGi/x7eno4cuQIf/u3f8vCwoK8QFHrLiB5rr9ZrVZ5USmwxFarFTc3tyX7Qe0jo9GIp6enxC4L2JoIaireUfva9fJOo1nkAhHBRcXO83E38/Pz89hsNonbdi1nqfEUUeOX6hf1b/VzZmaGiYkJfHx88PX1xWQyodPppEIVNKTu7u5MTk4yOzv7SLBa18vBhYUFZmdnsVqtBAQE4OnpKaFx4ndXKN2XtUVFVlgsFnx9fVlYWHCCj87NzTE/Py/LcTgcclcrxvvhw4f4+/s7XYi6yq6Xl5fTpaXaRnGhqvaJKxpEBGoWJ1S1fwQuXUQxF1QHj5MjVZYELNTf3x8vLy/MZrOTbKhz7H81ucrt4y6xXcf930p6YhS1ECjXTnZVECppiwoRGx8flztY9bZfJcEX+YvJKOhNhd1W3aEsxaKnkuIIQVEdSAQdq/qcqIOou/hc6rZfLRuQCkNti6sbregDtS/UJJ53RQSIv5cS9qUmlutEWWp8/k8kV0UrylHhieqC4wojE32jIl9URawqcPiiz0U+S6FjlkJpqEgG0S+iPqpcucLXBGpIyKEqc6ocfFm5YszUPnFFL6ntdIUAik+x8KjzzFU21P5cSkGK3wU6S5Vh0RYVieOKLFKRHuq7ol9c/3ZFH6l3JGpff9WV9xNh+hCdJ5w0xKfoYPEpdhtCAOALdjhxFFSVjfheXl5ObW2tfEcIsNh1qPC0a9euMTg4KP/v0qVLHDx40KmuYpIJ+JPISzi5iGdEW1SBVSedEKSamhrKy8udBFFVrCr0zPWm3FWxqr+Jen3ZjmYphbvUJFZ/f9wzqtIUSV1oHvfPNR/X/NS6Nzc3U1tb61QXlYBHOPuoY6XRLMZmLCsrc8Jcq+3SarXYbDYZKNhVGYn+VxdhWCT8Epdkan1EfScnJykpKXlEyaiLuKiv2WyW3qlCcYrnS0pK+PGPf/wIXE2UKYi61LkkyvzFL35Bfn7+Iwu869yqrKyUrvBq3qpcucqT63iJMt3d3RkaGiI3N9fpfXVuLhWVSPy/OtfVv8fGxiQixrWPRLADdX66Qly/qumJgOcJ5fbgwQPy8/Opr69n2bJl3L9/H71eL8nlGxoauHv3LlqtFqPRiE6no7u7W5pBbt68ib+/P4GBgdy6dYs7d+6wevVqbt++3VCYqAAAIABJREFUjd1uZ3p6Gk9PTwnlGxsbIyEhgevXr9Pb20tCQgIXLlzgwYMHzM/PS4/Ca9eusXfvXhwOB0VFRXR3dzvBlgScUBXunp4eCgoKqKmpITIyks7OTvR6PQ0NDRIWJ4T27t27TExMSMEbGxvj4sWL+Pv7o9frqayspK6ujqSkJB48eEBFRQUDAwPExcVx9+5d6urq0Gg0hISESJhaUlISra2tVFRUMDIyQmxs7CNKD3hkMrr+E8+4fv6qd37d/H+dMsT3iYkJ/v7v/x6r1UptbS2JiYmMj48zPT3N+Pg4s7OzVFZWUl1dTUpKCvfv3+fSpUssW7aM7u5ucnNzcTgcREZGSlurGANXeNrVq1cZGxsjNjYWo9FIfn4+ExMTREdHA1/wRx86dIju7m7Ky8vx9fUlICCAS5cu4ePjQ1BQEFevXpXRgaampiQZU1xcHDU1NZSWljI3N4fBYJABfwW/xc2bN7FYLBIBdOXKFUl5IOaNRqPh8OHDcjOyatUq+vv7yc3NlcRHk5OTtLW1sXHjRmpra9Hr9dy/fx+73U5paSk9PT3Y7XYps/Pz88TFxUlZbWhoIDQ0lPv371NSUkJAQAABAQFOjmFq0mg0lJWVkZeXx/DwMFu2bOHq1asSutjW1kZtbS2tra3SfV3ogNbWVoqKimhoaGDFihX09/dTUFBAaGgovr6+Eq0THx8vIw8NDw+TkJDA22+/TU5ODqmpqQQFBVFcXExHRwdxcXGP2PO/aumJWG5E58XExEieAF9fX06dOsXMzAznz5/Hbrfz5ptvotVqWb58ORcvXmR4eJjbt2/T0tLCL3/5S3p6enjzzTcpLi6WF35tbW2EhoZy+fJlGhsbCQoKIiMjg7t379Lf38/U1BQtLS1kZ2dLpwa9Xk9OTg79/f0EBQXJiXHhwgVu3rz5CGzpwoULMrK3SBEREQQGBnL58mW8vb05ffq0bIugzRQpICCAgoICqqqq8Pb25r333iMuLo4jR45QUVHB0aNHqaio4NNPP5XQs9u3b0u4lmD9q6ys5OTJkxKmdvnyZaanp2VAT1fF91UTWrvdTnR0NP/lv/wXyTHS2NhIe3s71dXVtLe388knn7BhwwYGBwc5cuQIiYmJtLS04HAsXgjfv3+fK1euAF8oWwFPi4iIwG63YzQaaWtr44MPPmBgYIDPP/+c27dvyziFahI7OWG3/uEPf8jAwAD/8A//wPz8PAaDgeLiYgAKCws5e/asdDT56KOP8Pf358iRI8zOzhISEsKtW7eARThiQ0MD77//PnV1ddI2r55YhLzV1dXxl3/5l3zve99jdnaW7OxsYmJiePvttwHkhR4g4Yj5+fmUlZWRm5tLfn6+hCcGBgbS1tYm/39yclLi9t9++23Gx8cl2ZZ6ulI/7927x/Xr1yVZ04kTJ6isrOTjjz+WijgvL481a9Y4mYoA4uPjWVhYkAvGj3/8Y/r6+vgf/+N/AODt7U1JSQkAH330EV5eXpw4cYKRkRF8fX2JiooiNjaWGzducPHiRcnICc5OVl+19EQoapEcDgctLS385Cc/cTpqCtxnYmKijMwthGJ2dpbJyUnMZjNpaWns27eP3t5eCVMTAVCrqqoICAjAzc2NhoYGVq9ezbe+9S2uXbsmQ0EZjUa8vLwkMkRc6IkJOjg4iJ+f35fCllTbW11dnYxiLexprhzD4p3KykoZjmhhYYHt27ej0SzyAru7u7N161YJTRTQM5PJRGxsLBs2bMDDw4Oenh50Oh3bt28nOTkZd3d3nnrqKcLDwyUcSjCwqXX9qiTVDqyiNKanp+Vxe9u2bU5juXPnTtatW8fk5CQZGRlkZmZKyJ7IT8DTNmzYgI+PD7du3SI0NJTIyEgGBwd5+eWXWbdunVRc6gLncDiIjY0lMzOT/Px8bDabDK7qcDhISUmRCIeNGzfy0ksvcfv2bQYGBggPD5cOT1arlZUrV8o2DQ4OYjAYJAwTcII+qvV3OBxMTk4yOjrKvXv3CAoKYufOnU4y6Xo/MTs7i8PhICEhgYSEBAIDA7FaraSnp7N27VpGR0elmUhcoP/7f//vsVgs0jzT19cng3qosiROIiIEmEDB7N+/H71ej7e3N88++yxRUVGPjPHs7Czd3d28+eab2Gw2LBYLGRkZbN++HVjkCBEbJ5vNxvbt24mNjcXNzQ29Xi936L29vXh7e5OVlUVSUpJs+1c1PRGKWqx0J0+epKOjg4KCAsxmM8uXL+fo0aPodDp0Oh3h4eGyswUUqb+/n8TERJ599lmam5vx9fXlpZdeoqOjg+9///t0dXXh5+fHT37yE7q6uujs7OT48eOYTCbJi2s2mwkKCmJ4eJjg4GA0Gg1BQUHSxVin03H27FlefvnlXwlbEm25cOGCBPaPjY2xYsUKjh49ioeHxyOwNzc3N374wx9K0qn169fzgx/8gOTkZL72ta8RFxdHR0cHsbGx6PV6CT0TJE5ubm74+Piwa9cuYmJi6O7ulphe0RY/Pz+mp6d59913ncpeyk7866bH2af/Ty0AAuXyd3/3dzz99NPs2LGDuro6ysvLCQkJwcvLS3JTp6enExoayve//31u377tBMMU0E2xYAp42vvvv09wcDB6vR6TyYRer5cxHgVix3WyBwcH09zcTEdHBxs3buTFF1+ktbWV8PBwZmZmyM7Oprm5meLiYknqJbz2hMNPZGQkWq2Ww4cP09zcTEVFBW+88QYPHz6Uu3JRloBFqsrxtdde46233uLdd99lzZo1BAcH84//+I/s2rULWMTENzU1cf/+fTZs2MCJEyeYnp5Gr9cTGBhIYGAgAQEBREZGUlJSQl5eHvv37ycqKooTJ07InXNLSwvu7u6S4fAHP/iB0ylD9M26devo7e3l2LFjBAcH87WvfU3CbsPCwvD29pYLkpAbMW+OHDlCX18fn3/+OR4eHjz//PM0NjYSHx+P0WjkzJkz1NfX09DQwM6dOzl27Jj0xExLSyM3N5fKykpeffVVgoKC6O/vJy4uzql+X8X0RKE+5ubmZFRkMZmmpqYkpEkk0eECuiVuqwX8yd3dnenpaSeYmrhFF2VNTEyg0+kICAiQ3mIqrGqpXXtQUNCvhC2pbZmZmWFyclIqTAEJFBcu6tHR9ZbfYrHg5+cn3dOnp6cfgZ4t1YdLwdTE86KMpVAEv874uO7K/k8KvmuZotyZmRlmZmYICAgAFndVWq1WQs7UZ+fm5rDZbPIktVSd1TG22+0SDikU89zcHB4eHhiNRvz8/KSLuSgDFnfk7u7uMtq1yWSSZQoK0Pn5eclc6OHhga+vL//9v/93/vRP/xSDwcDc3BxWq9XpWRVSCov8JxaLRS7Oaj2sVis6nQ5PT0/sdjtTU1P4+/tLZJMK9xTzZCkY68zMDHNzc/j6+j4Cw5yensZmsxESEkJXVxfl5eW8/vrrUqbU+ohTjqj7UrDbpcwmc3Nzki9dr9ezsLAgN1KiPlqtFm9vb9ra2rh69SoWi4W//uu/lh6+Op0Ob29vbDYbc3NzTlj4r6qy/q0ranWgVAUpqjUzMyPpL13tWeqnxWLBy8sLnU4nFZ7IV4VYCaUulKRKCLMU85pQuGLSil2Yq4C54old/1YhdK55iPLhC0yzCtdyXTiWgjqpSl+tv5qvCt9SoWPib5Fc4UxCwavtVE088/PzTE9Py0molqk+6zqGrn2m1kFle1sKeqX+pi586vOuUDRRjqscqQiMpWRMyIbAPou6u0IG1XaqEejFb67w0rGxMUkh6+bmTOjlCrVTkTwi1JvIxxU6qNbbFfHjqlRd5USdF+JyW3g6ivFV31XLdIWILjVX1DkhNhbe3t5oNBq5OIq+np6exsfHRz4/NTUlvwMyCrygahWBOkSfiXFyLfOrmH7rpg+1A1UBEZ1cVlYm7YIq3E0VYoDy8nL+63/9r8AXMD8hwCJEklB+rpcgar6Tk5N0dXXJAbbb7RIOpCpyMXG+bHeqCqcKJ3Rzc6O3txeLxSLfUSFmOp3OKW/1XfVZtd80Gg1VVVWcP3/eSTmp+bpCBd3d3SkpKeHKlSuPlOHaDhVGJr6LZ2dnZ2UfiTwe96wKvXTtJxWaKRSnqojFWNbV1TnBskSZrguM+Hfw4EEZ+1Gtn/jdldlOhUB2dHQ4KXJXJjtXZaTW1XWhEr9//vnnlJWVSZOGWr6al5Bvd3d32W6Au3fvSvdxYZpT+0GUMz09LflXRFKhbuo4qO2/ceMGBQUF8tnh4WH+83/+z/T29i5ZjjpOrmMoylI/1b6qqKiQEVzOnj3LT37yE2AR1vh3f/d33L17V75XVlYmTS0Ox+Ll8Jo1a6Snperko8II/y2k3zo8T3SsEKq0tDRGR0cpKyvDbDZz48YNduzYgVar5fz585SUlGAwGORxRghIXFwcd+7cYffu3TQ0NDA4OIjFYmFkZITh4WGJpY2Pj+fq1avk5uZisVhYtmwZR48epaqqiszMTC5fvsw//dM/ERUVRXx8PGfOnKG/v58NGzaQk5ODv78/Dx8+pKqqCofDIUl3XInaHz58yKlTp2hpaSE5OZlz585x584dBgYGSElJ4a/+6q+ora1l3bp1WCwWTp48SVdXF4mJiZw4cULCwZYvX052djZFRUX4+Pig1Wo5duwY3d3drFy5kpKSEknQ4+3tzblz5+jq6mLZsmVYLBZOnDjB8PAwSUlJHD58mMrKSski+Mknn1BcXMyyZcsICgri6NGjPHz48BGi9pGREU6cOEFJSQlxcXH09/dz+vRpJiYmSExM5MyZMwwMDLBhwwaGh4c5e/asDCzQ3NzM2bNnmZqaIjAwkCNHjlBVVSVd49WTVHV1NTk5OczMzBAbG8vhw4cpKiqSl7EnTpzgzp07bNmyRSI1hM3/6NGjVFdX4+fn5xRfz83NjZs3b0pGxaSkJD7++GPJMFhYWEh+fj6tra0sX75cIm0WFhbw9PTkj//4j2Vknfb2dk6fPi3jbR4+fJiKigocDoeEZ8KiEhNESF1dXaxcuZLz589TUFBARkYGzc3N5OXl0dvbS1RUFMePH6e6upra2lpSU1OdzG+dnZ2cPXuWkpISSRFQVFTEzp07cTgWEUfqnFA9aSsqKvjbv/1bXnzxRcbHxzl58iSVlZUkJibS1tbGuXPnuHLlCtu2bSM/P59Lly6RmJjIwMAA165do6uri9jYWKKjo2lrayMmJsaJ+0WjWYwo/9lnn8kL+nPnzlFSUkJnZyfp6elShubn57l48SKpqalYrVZu3bqFyWQiLy+Pp59+Gp1Oh8FgoKqqip07d+Lp6YnJZGJ+fp6UlBSJUtm5cyfz8/N8+umn3L59W3pTHj16lN7eXlJSUjh+/DhlZWWMjIxIhktRj69q+q3vqEXy8PCgvb2djz76iBMnTtDX1ydv6wXe89q1a1gsFj799FPAGW6jmi56enro6elhfHyc1tZW9Ho9P/3pT9Hr9fj4+JCXl0dKSgr79u1jeHiY2dlZ7t69S01NDampqezatYusrCwA9u7dS1dXlywnLy+PvLw8HA4Hb7/9NjqdjiNHjsho0+J4nJ2dTU9PD5WVleTl5dHY2Mju3bvljfmqVav45je/SUhICC0tLTQ0NEi78t27dzlw4AAFBQVYrVaKiorYu3cvq1ev5he/+AU2m42CggLJfPcXf/EXxMTEYLVaWbFiBStWrKCwsJBDhw4xMzNDTk4OtbW1tLS0sGvXLsrKysjJySEiIoIdO3YwNzfHv/zLv6DRaDh58iTd3d1Op4HZ2VmKi4v5gz/4AyIiIvjpT38qKSwfPnzIc889R2dnJ7CIBKiuriYgIEA6W7i7u3PixAkZcXzz5s0SIqd6dv7yl7/Ey8uLjz/+GIvFItudkZHBkSNH2Lp1K+np6YyNjfHOO+/g5eXFoUOHuH//PkajkbVr1zrlK+pvMpn4xS9+wfPPP8/Zs2cxGAysWbOG06dP09TUxJo1axgaGqKhoYHOzk727t3LpUuXCA0NJTMzk9/7vd9Do9Hw5ptvotFoOHv2LDU1NfT29rJz504ZdkrdvZWVlZGVlUVDQwMDAwPYbDba29u5efMmHh4ebNq0SUJRzWYzExMTDAwMyOjdwrRz+vRpNm/eTFpaGhaLhY0bN0rM/Z07d750TpSUlPDtb3+bvLw8GfEoISGBy5cvs3btWvz9/QkLC0On0zE0NCQpSrVaLWvXrpWh5ERy3fXDon1+dnaWwsJC7t+/T319PVlZWdTX12MymeQJw93dnfb2dj788EOOHDlCT08P69evZ2pqSsaGFPZ0kdzc3OTF+65duyRap6SkhIWFBTIyMmhoaOCTTz5hYmKC69evU15ezr1799izZw/FxcVOpsavcvqtt0CsthrNIpF5fX09paWl0rHA4XDIo5G3tzfr16/nmWeeAZyP6RrNYiiqubk5dDodk5OTMmbg7Ows4eHh9PT0AIuENuKmv6CgADc3N6KiojCbzXh5eUmcs7D/LSwsYLfbefHFF7l79y4NDQ3s27ePmZkZDAYDr7/+uoRQqaYMX19fnnvuOdLT09HpdERGRjodvwUeNSUlha9//eucP3+e9vZ29Hq9PH7Pzc0RGxtLYmKizDcgIIBXX32VhIQECfcTfBLR0dFERkbKyREUFMQ3vvEN6fwgmPbEgiIuXT09PdHr9bz22mvSFV8kh8PB8uXL5SWW4NT+5je/iZ+fH3a7XcZYjIuL45vf/CbXrl2TuPXQ0FAOHDiAv78/ISEhTm726i7Hw8ODyMhIDhw4gE6nIyYmRrZb7LxnZmaYn5/H09OTZcuWceDAAbRarSTiWgorK1j8Ojs7pdedSN7e3kRGRuLt7c309DRhYWFERERIpTQ/Py/HycPDA71ez+uvvy4RE2L37pr8/PyIjIyUDkuDg4MyqKvD4SA6Olqy9wUGBhIcHIyXl5ccF7XvHQ6HvJxbak5s2LBBzglhiujp6aG8vJyFhQVKS0sZGhpi2bJl+Pv74+HhQWtrK01NTfzFX/wFbW1tcsEyGo3Mz88TFRWFXq+XbIoiALEoQ9Tl+vXr8hRjNpvx9/cnKirKqS3iWU9PT8nRrkaOF20Rl+hikRIXiWIcFhYWsNlsUvkKzh0xJ772ta8RGxuLt7e3HEPX/vyqpifC9CGOahMTE2RmZhIZGUlGRoY8Oo6MjLBv3z4WFhbo7e1l7dq10vShXhgODw9TV1fHnj17qK2txWazkZmZiZeXF88995ykMHU4HMTFxeHr64uvry+9vb1ER0ej1WrZuHGj9PyLj4/n1KlTGI1GJicnSU9Px2q1snz5ctLS0oiJiaGpqUkG4FRNMcnJyXR3dzM7O0tmZiaTk5OsWLFCxlv09vbm8uXLxMfH43A4KCsrY8WKFaxfv57c3Fx6e3vZtGkT6enpjI+Pk5qailarJTk5WUaC2bZtG56enpw+fZrg4GBiY2PRaL5wp9+7dy+1tbX4+/uzatUqLBYLK1aswGw2s3//foqKirBYLGzevJnNmzdLr7WVK1c62RHn5uaYm5uTi1tsbCyNjY1EREQQHR3NiRMn5AQPCwujrKyM2NhYtm3bRmJioozFmJiYKBeeubk5iXkV4xcVFUVjYyPR0dEsX74co9Eo2x0VFUVubi7u7u7s3r2bxMREamtrSUpKkmMqFncVNyvq/7WvfY2ysjJeeeUV7ty5w+DgIG+88QYTExPEx8dL5aTVaon/n7SwK1euxGKxUFhYSGZmJitXrqS+vh69Xk9ycrKkqxWeh2qZgrp0YmKCNWvWMDIyIiGEEREREqbm5+cnFy8R91DgrjUajWy3p6cnGzdupKCggN7eXsbGxmQUdNc5odFoaGtrY/369bz22msSCZKcnIyvry/BwcE0NDQwPT0tgyQLsjM/Pz8MBoMM5ODn5ydjcxYXF5ORkSERNhrNYnzLvr4+oqOj8fLyQq/XE/8/aUxXrFjhZMaxWq2sWrWKuLg40tLSqKys5MGDB5hMJtLT06Xn7vj4OCkpKXh5eUn62OLiYnlK3rlzp4To+fr68u1vf5uamho8PT1ZvXq1LHtycpLU1NSvvFciPGGoD7G7Vi+CvuzG+DfJ+zd998vyUdPj8v9NyxHP2+12PvjgA/70T//U6XJkqU/XOnxZfy3V/l+nfx7X9v/VfF2JkR6X11Lt+rLfXeGOrp/CNPabysL/XzL0v5q+rHxX26u66QFngqjftL1L9ef/bt2XSq75qu+ItriOp7iv6Ozs5KWXXpIejuql5f/NMfq/kX7rilpNrspnYWEBq9UqL9HEMUa93RffXZm01EsVYWbQaBYpHu12uxNiQMUvi+/iCCmw1yIfwQrm7u7O3NycrIOA/Ym6q+0RNlj1xlwNxioUiaiDm5ubpKsU7RY36eII+GVluipNka/rJHAd+se1RYyF6B/RbnHDL3hU/Pz8HmE/c+0HV8ic6yIt/l/ALNXJKsZU/CbeVZEXap1FvmqcTRWKqCIX1GdV85SQOYEYUvvIVREtNd6ifirc7nELj8PhkCRf6u8q1E/0vZBztS2u/bqwsMD09LR0UHEtU+TjaiJwXdDgC5u/Wj914VXLFJ+qHKkyr5Yhnnf9rs7hpZ5V8fRqHVTF7kqC9VVW3L91GzV8sfJ3dHTwr//6r2RnZ0vy/qqqKqanp6Vy1Ol0TjAzFV7k7u4uYTniWTERW1paGBwclM+q8Czh+ah+F0pG5CMER6fTkZeXR35+vlNZIl8xYYQSU5n6VNiaVquVZQp7m5gEbm6LsCUxCXU6nQwLJsr4sjIFg5zaJ6Ickb/4Xa2nWgf1d/EufIG71el0vP/++9hsNmZmZqiurnbqP7VMFTo3MjJCfn7+I/cLoo9EPZqamjh58qRTYFQxTmJcVChYZ2enXNBEPUS+oj7iHZGPKj8qNNJsNvPhhx/KflDLVGVF7Ru1/1UZcx1/9VMdS1UeRD+7uS3SHUxOTsqLTtEOka9om1gwOzo6nOZEWVmZ7BcVXijKE/V17SNBTKaOjVo/deFTIY1qOap8ijzUfMRYuEIjxQZJtFeUJ35zOBx4eHhIByPXOojyxHe1vl/V9Fu3UcMX5Dhnz57Fzc2N5557jtDQUKqqqigoKGD37t0MDw9z4sQJKioqCAkJYWpqiiNHjjA0NERqaipHjhyhrKyMhw8fYjAYOHnyJCdPniQkJARvb28OHTrE6tWr0ev1FBUVcfXqVTw8PAgMDCQ7O5vi4mIiIiKYnJyUJC+xsbFkZ2dTWVnJ3Nwcer2e7Oxsbt++LW1ox44dw2w2S7hWZWUlDseivVTFhBcWFnLp0iW6u7tJTU3l3Llz3Lp1i/T0dKqqqjh37hw1NTWsX7+e4uJi7ty5Q1ZWFlNTUxw7dozCwkJCQkJITEwkOzub3t5ekpOTnexvY2NjnDt3js8++4ywsDCam5vx9/fnzp07eHt7Owl2Tk6OtGnn5uYyPT3NmTNnJOTuypUr3Lp1S8Km1KNocXExly5dor6+nueff54zZ85I1MXY2BhnzpyhubmZ5cuXSyUnyj19+jTvvvsuf/iHf8itW7dwd3enoaEBh8NBZ2enZJAT8QZ7enoIDw/Hbrdz7Ngx+vr6SEpK4tKlS8TFxXH16lUiIyP58z//c/r6+ti4caOE9FVXV2O328nNzaW0tFTCEj/44APu3r2LRqOR9lfRh2fPnuXmzZsy8PCRI0eor68nPT2dlpYWcnJyGB8fJykpyWlXWltby8WLF6msrCQlJYWOjg7OnDkjPVMLCgowGAzk5eURFRXFsWPHnKCbpaWl9Pf3k5KSIk8lGo2GEydO0N/fT2VlJfv37+fu3bscP34cDw8PvL29OXz4MFVVVRgMBh48eMB/+k//icDAQNLS0igsLOTOnTvs2rWLrq4uTp06RWVlpQxRthR002q1EhYWxre//W2MRiPr16+ntbWVCxcuyHar9XPdvdbX13PhwgUJWT1+/Dh5eXl4e3szPDxMTk4ONTU1rFq1isbGRs6dOyf7vra2Fk9PT2pra5mdneXP/uzP8PHxecTO7LqY/VtRxl+WnogdtUgeHh50dnZSX1+PxWLhqaeeYnp6GqvVyujoKGNjY6xbt05ioOfm5mTAzdraWvbt20d+fj5+fn7s3LmT6elp4uPjCQoKIjo6mr6+Pux2O++//z5eXl588MEH2O12CgsLef3114mPj+fnP/+5zLeqqoquri6ysrK4c+cOOTk5JCUlsWnTJux2O7/85S/l5H4cXEucFurq6nBzc+P1119nYmKCiYkJmpqaKCsr4/79+6SmpuLn58fly5fZsWOHhDbl5+fj7e3Nnj170Ol0vPfee1gsFnJzc6murnYqJzQ0lO3bt0sCIuEg0NzcjMlkAr44vYyMjJCdnc2HH35IV1cXJpOJmZkZzp49CyxCoFzDU4mJeenSJV577TXpxr1nzx7a29uBRVhid3c3VVVV3Lx5U5YpjqsDAwO88sorFBUV0d/fz8TEBD09PRiNRqqqqhgdHSUgIAC73U58fDzbt2/n0qVLHDp0yAmC1dLSwvz8PBUVFfj7+7N69Wp+//d/H09PT2pqarDZbHR0dDAwMEBDQwO7d++WsMTo6GgMBoN0IBFmigcPHnDv3j2+8Y1v4O/vL3HwTU1NXL9+nc7OTjo7OyXCR/Q9LPJkC/RDQUEBH330EVqtluPHj9Pa2kprayvT09N0dHRIHLwK3dy1axfl5eXSRCeSl5cX/+2//Te2bNmCTqfj/Pnz/OVf/iVXrlyhoaFBXsBfvHiRpKQktm3bxquvvsr8/DxZWVlYrVYWFhbo7+9nZmZGKvCloJt79uzh2rVr+Pr6kpmZybe+9S10Oh1VVVV0d3c7IZtUxamaFf7lX/4FnU5Hdna2DDC8bds21q5dS3l5OREREXh7e5Ofn8+//uu/otPpOHz4MC0tLXR2dmKz2aipqSEuLo5Nmzbx2muvLamA1Z2z+P5/96zDAAAgAElEQVRvOT1Ritput6PX64mNjXWybwpITmRkpOTNuHjxIvHx8eh0OiwWC3q9nvDwcDw8PLBYLLzzzjv88R//McHBwTJ/Ad/z8vIiPj6e1157TQLqRcRvETvxtddeIzw8nICAAAn1EaYIEbz2N4VrrV27Flj0LDMajSQlJfHw4cNHjpWi3YJXBJAhtgQ/yauvvkp8fLx8XqPRMDMzw8GDB/mjP/ojucsxGo0ycrTIFxapVcvKyqisrMTDw4OCggJWrlzJ7OwsNpuNb33rW3JHp74n/hZu4+LUoNpyfX19efbZZ1m9erXTu6WlpbS0tEjq1dnZWYxGI8PDw0xOTvLCCy+wYsUKsrOzJSRONSUEBgbyyiuvsHz5cqanpxkbG8NoNMq2CbY4rVaLyWRiZGSEhYUFQkJCCA8PlzZejUaDh4eHJNJy7Zu5uTlmZ2fRaDT4+Piwf/9+Vq5cSWZmJtu2bePw4cOYzWYnW7JWqyUyMpKAgABmZ2fx9PQkLCyM119/XZ4Ah4aGsNlskuvDFbq5FJzMbDbzox/9iKtXr9LS0uIURgsW6XSDg4OZn5/Hw8NDwhfFPwFpczgcEi4obM2u0M2IiAgnm7SAqW7fvp2nn35ajkt/f7/0RHWVddHuAwcO4OfnR3h4uET3uLu7Ex0dLYM2e3p6EhkZyeuvv05AQACTk5MMDQ0xMzMj4X0qLPF3OT0Rpg9xpLZaraxevZqVK1fi6enJ+fPn6e3txWw2SzhdREQEGo2G5cuXMzg4SHR0tIxYHhcXx8LCAnNzc7S0tGCxWPD29qa3t5eysjLGxsZIT0+XkLEVK1YQExOD0WgkLS0NWAzceu/ePfz8/JzgeCaTif3793P9+nVmZ2fZsmWLJGIPCQn5lXAti8VCeHg4oaGh+Pv709vbS1hYGEFBQZhMJskA98ILL0gu7PHxcfbt2yd3mpmZmWT9TycKT09P1q5d63T8bGlpobm5GZvNhq+vL8nJyRQXFxMcHExmZqbcHQvMuoBBxsXFyX4ICwsjMjKS9vZ2bDYbW7ZskZG3xTh5eHhw8+ZN4uMXI6mfP39eOi28+OKLPHjwQMISVXhWc3Mzr7zyCq+88gpms5mUlBQaGxvRaDRs2rSJ7u5uenp62LhxI0lJSbS3t9PZ2cnL/x95bx4d9XHlfX+6te872iW07wiJTYBZbDYbY8M4JHacyXFiJ5PjnEmcZHyScZLJnDNPPBPbcbwbAzY2BoPBCDCbBEKIRQihfRdaWvu+dmvrltRSv39oqvzrRmDnmed9ozdPneNj1P3r+lXdunWr6t5vfe/jj7NixQqqq6uxsbFh5cqVTExMUF5eTmhoKMnJyZhMJi5evEhCQgLBwcHk5ubKxVGtniPjHxkZYf369dy8eZM7d+4QGBhIYmKiDFJ5enrS1dVFeXk5UVFR7Ny5k9bWVsbGxli9ejXNzc3U19eTnJxMUlKS2W5OuDiUmcIF3HH58uW0tbXR2tpKREQEO3bsoLGxkenp6bugm7GxsWZ++ZGREdauXUtAQACDg4OkpKRw5MgRtm/fTlhYmMTOG41G4uLiaGxspLKykuTkZE6dOkVnZ6e8gevs7CwTK98LuinoVqempsjKyiI5OZnu7m7u3LlDYmIiS5YsYe/evahUKhISEu5ygQjopo+PD1FRUQwPDxMdHY2trS3j4+P4+Phga2tLYGAgS5cupbS0FD8/P1atWkV1dTX9/f3Ex8cTHh5OR0cHhYWFJCcnm/mq/9ZInL9FWTCoD8so8v/paO3XwZzuFYn/a77/a4sgyDl+/DjR0dGSv9cSknSvd37T9ytlC1+5MCzLN6nj6957r7bMN77K91rWb9nP+/X7m8hCfD4xMcGRI0dk9u+wsLB7IlGUMvkmY/zX6NE3rQu4a9z+d/Xvf6LHyueys7NZvXq1TGTwTcfpr5XRX9u/v+eyIAy1GAglDakSkiV2pUqMtVo9dxPRysrKDHIn/KFKtjdAHnlF1FgJ51HCnyy/E5NYidMURQm5EsdWUYeAJlnid0Vdyr5YWVlJ4ikHBwczCJaVlTmjm3KywlfQQsvju3iPEsqnlLVwX4hnhRFVwqrEc0ojpoRZmUxzUDml8RX1Cllbwgfnw7sqvxfjJWSk/MyyDWKcBVQS5od9iXERqB3hShM0oEqZKiGg4jfib6VuWPZBeTy3srJCr9djMpnMKErF80oXh5CRUo+Uxkk8J75T9k0JA7ScI8pn54PtWVlZSTeMra2tnD9Cd5Wyt4SoKsdR+U5LGVlZWcmLNJbwRlHP+Pi4hKHON9+F7irlK9qkHCNlvX+Pxn1B+KiFQJXwIZVKhU6nk4lmATOomUo1l1/NEnInfL2WsDRx1VSlUsnApFAOZUJUS1id+FzUU15eTkVFhRkkSxhB5f/PnDlDfn6+2TFWqTg2Nja0tLRIQqX6+np5xd0StqSEHZWUlHDgwAFJoGQJoWtpaZG4YVGPkENfX5+Zv1oJ49u/fz8DAwPY2tpK+SnHwxJ6poSpKZ8zmeagU+fOnZP5LZWGxBJWp4QX9vb2cuDAAYqKiqRclc9bQtosZa5sj7LfygQQwngKPnFLSJcSuifqUj6jbK/SIFjCGdvb2/nVr37F0NCQWb+tra0lx4hAxCihfJZFqddGo5E9e/bI+pR6LtpkCY1U9kO5GKpUKqqqqmTGH2UbhFyUum9jY8O+ffskp41Sn5VzVjkvAE6ePMlrr70m+2M514qLi9Hr9ahUKlpbW5mcnLwLeijap9xoWVtbS8iqeJfylPb3VhaEj1qsou3t7aSnp9PU1ER8fDwff/wx77//PlFRUQQEBEhmruDgYPR6PZ9++ilJSUl4eXmRkZFBRkaGRFCcPHmS/Px8IiIi6Ozs5PPPP5cMea+//jrp6ekkJCTg7u7O559/TmlpqeQJsKRCFUWlUvHHP/6R0tJStm/fzsmTJwkPD5dXwS9evMjx48fx8/Ojt7eXrKwsWltbiY6OlumDRJ2CIU+lUpGamsrevXuJjY3F19eXoqIizp49i16vZ/HixWY71r179xISEsKKFStwdnbm+PHjFBYWMjo6SkhICD/84Q/p7u4mNTWV1tZW0tPT6e7uJjo6mldeeYVTp04RHx8v+11cXExCQgJZWVmUlpbS09NDeHg4mZmZBAUFkZ2dzdTUFKdOnaK4uJi4uDhJp1pRUUFiYqLZDlww6+Xm5rJ06VImJiY4duwYk5OThIaGcuTIEXJycpidnSU4ONhsB/WHP/yBJUuWoNVqCQ8P59ixY1y6dImYmBiJ025oaKCpqYny8nJiY2M5duwYvr6+5OTkcO3aNRYvXkxPTw9Hjx6ltLSUxYsXk56eTkFBASMjI4SFhXHs2DFu375NRESE9OHn5ubK3JUZGRlotVoiIyNl+ivlzlmtVnPt2jWmpqbw9vbm0qVLTE9Pk5WVRVVVFWFhYQQEBMg4iIeHBydOnODkyZOEhobS0tLC1atXaW5uJiUlhfLyck6fPm023uKdPT09fPHFF2g0GqKiojh+/Dg1NTWMjo4SGRnJyZMnyc3NJSwsjKKiIi5evEhVVRUJCQnSqKnVas6fP8+iRYtwdHQkMzOT2dlZTp06RWpqKq6urly7do3MzEzU6rlr60qdKyws5MyZM5SWlrJ161Zu3brFpUuXZJLmTz/9lFu3buHr6yuJxUT7hT5v2LCB7u5uTpw4QUNDA0lJSRQUFHDlyhXWr1+PSqXipz/9KQ0NDaSmpqLVajl69ChtbW1ER0dz5MgRCgoKGBwcJCwsTDJKfh1k9e+lLIglSBhDAc0TMKDQ0FB27Ngh89FdvHiRsbEx9u7dK8lzBNvY1atX+Yd/+Aeqqqq4ePEiN27coLe3ly+++AK9Xk9VVRU/+tGPsLKyIiwsjF27dknFLykpoaWlhRMnTsj2WB5t1Wo1NTU1hISEEBQURHNzMw0NDRKYf/v2baqrq/nFL36Bk5MTExMTrFmzBmtra27dugV85aYoLCxEq9XyrW99S2b1CA8Pp6mpCZiDONnZ2XHgwAFGR0fNjq62traUl5dTXV3N7OwsJSUlbNmyhYyMDNRqNcnJyXz3u9/FwcGB8vJyNBqNhNFFRkayc+dOs34LYy74UOrq6mhoaKC+vp7Z2Vnq6+upq6vDycmJRYsWcenSJbKzs3niiSeoqqoyI7CCOU7hJUuWsGzZMnQ6HW+//Tb29vZ8+OGHGAwGrl69yrp161i9erWUr9jtu7q6EhsbS19fn0zMu337do4cOUJraysjIyNoNBoAmYJLo9HQ0NDA2bNnGR0d5bPPPmN8fJyqqir+6Z/+CRsbG4qKiiRzYWZmJjdu3JAGsKGhgfHxcaqrq5mamuLmzZvExMTw8MMPy52lpbsJ5o7s586dY//+/TQ0NHD48OG7YIkAbm5ulJaW0traygsvvICdnR3j4+OStTAvL4/9+/ffNd5CVz788EP6+vq4fv06ubm5uLm58Z3vfIfCwkIuXLjA5cuX0el0fP7551RVVREbGyuhn0qdGxgY4PDhw+zbt4/KykpiYmLw8PCgt7eXyclJPvjgA+zs7Ni7dy9gvjtNT0+XhEdVVVUyWey+ffuYnZ3l+vXrfP/735dBZ6WcxMIm+tLf309ubi7Z2dkSfivyM8bHx/PUU0/h6urKW2+9xdjYmBkj3saNGyktLeXMmTM4OTnx0EMP3Rey+vdUFoShFgMZHR0tWeQ6Ojpwc3OTzFrwFXve1q1bga+i7UqfqL29vfT1rl69mgcffBCDwUBqaqrZDTMB5RIQrA0bNrBmzRoASktLJYpB6X/MzMxkYGCA3t5eLl++jI2NDd3d3QwODpr5vkWW6cDAQDw8PCQDmVAe8dzk5KRM3AtISJqALT355JM4ODiYyWp6epq1a9eybt06ZmZmzKBnQiaCXH3lypVs2rSJI0eOMDk5KdMTWfY7LS0No9HI4sWLcXR0ZHZ2jnGwq6uL0dFRyWon8M2W7gdlETsxkRVE/Papp56SHNRRUVF3nVa8vLzo6+vDZDKh0WgYGBgwcxvBHKVmZ2cnLi4ubNq0id/+9rds374dBwcHbG1tJYvc5OQkqampAFJGvr6+0h/s6OjI6tWreeihh5icnESn0zEwMMDs7Cw+Pj4SAaRSqcjPz5eE+UpjHRERQV5eHjU1NfT09LD4v6GijzzyiIQlTk1NSUpSMe7CFxwaGoqnpydGoxE7Ozv8/PzmHW+R4uuxxx4jOjpaptwSC5xgzxOkZYGBgTg4OEidE0WQZYmTiRgrka5KCVlV6qpyDgi/u729PfHx8ezatYvJyUmioqIks6KQmyhqtVrSk1pbW+Ps7Mxjjz0mUVGATLws5rN49l6MeKJvIn3afJDVv6fdNCwQ14eYAD09PZSWlhIZGUlKSgo+Pj7k5uYyPj7Oli1bGB8fp729nbS0NOrq6igoKGBgYIDExESMRiP5+fn09PTw/PPPo9Vq6enpYdmyZdInFhYWBswlCb18+TJ2dnZs27aNrq4uebPOycmJCxcuSMw2fOXTa2lp4fnnn2f9+vX09/cTHR1NYWEhHh4e7NixA61Wy7lz54iIiMDd3V1SV3p4eODr6ysnl2CJa2xsZPXq1UxMTHDjxg0GBweJioqSsCVB86kMlAwNDVFWVkZdXR2+vr44OTkRFhbG+Pi4ZL3LyMggPj6eoaEhKisrSUxMJCkpCTc3N7N+d3R0MDw8zPLly5mcnJT1JCcnMzIyIm/OBQcH4+rqiqOjI35+fri5uclM2lu3bjVz6wQFBZGVlcXs7CwbN24kPj5e9iUsLAytVktMTIxZgl+xc/X39+fUqVPyVFBTU0NFRQVPP/00AQEB5OXlYWtry5IlS4iIiKCjo4OdO3cSEhLCxMQE7e3tEhIoxttkmsPhR0dHS+5spW4IHfPw8GD58uUYDAYJBQV4+eWXefDBByWjnTIAPD09zbZt27C2tuapp56ivr6e6elpUlJSJGNdTk4O27dvZ3BwUCbGcHBwwMfHB5hjIkxMTKSsrIzAwEA53kLnoqKiaGpqwmQykZqayuDgICUlJSxdupRt27YxMjJCR0cHy5Ytk5sDk8lEQEAA7u7uUm9mZmZkH4OCghgaGqKwsJCBgQGWLl1KaGgolZWVREZGSjZC0V8XFxcuXryIl5cXO3bswN7enrq6OhITEyVGPDY2Vj6v/K2TkxM1NTXodDp27txJfX09JpOJZcuWyZu6Qgft7Oy4cOECUVFRrF69mqqqqrsY8XQ6HZs3b+b27dv3hayK9/+9lAWB+rhfuR9cR+xMhc/w5s2bREdHs3v37nvC3ESxREnc6xnxDuUuBLhLGb4JHMny+GzZl/n6aSmH+Z75n9Q73zPzfackyCkpKSErKwtfX19+8IMfzPuO+8n2fhH5bzouliRH/xPZWxbxuVarpaysjI0bN86L+rHsy9fJW9kupUvg62R0P9kqP/smcrN8Zr7f3Ksf93v2fs98nWzuJ9f76c03mS9gjlBRfmepG/drz9+6LChDbTngwqVhCZGzFKb4bmRkBBcXF6ysrBgbG2N4eJjg4GCz4KCoX2mALItarWZwcBAXFxczrgrL3yuVSdk+JdOcpeLD3JFtdHQUb29vSZijXACUHCHzLTYCQmcyfZUw1VI2arWagYEBnJ2dJZJD/FbAwyoqKggJCZHtsLa2pr+/Hzc3N+neUGbdUKqKTqeTGd+Vn883RsLAKw3UfAbVEoKlhPYpv1caOKXOjI+PMz09LW/qKd8Jc35aX19fRkZGJO+HkL/yectJey9joyQt0ul0WFlZScifss3z9UVZr1KXlPGIe+mYKGIcBUpCqUuWuipcECMjI2b9tpxbSt0Svxe60dfXh6enJyrVXOA/NDTUbLOk/P98c8RSnlZWVrS0tODn54e9vb0ZPHRsbIy6ujpiY2NxcnKSiWuFPur1evr6+mQbLOWpHCvL+T6fDVnoxnpB+KiFgPv7+3n11Vd56623GBkZkThM+ErhRLp4tVotr8aK793c3KSAu7q66OzsBL7ykwmscnFxscx+oVbPUaAaDAYzI/nRRx9J36ROp5MTUqVSMTIyYjZBxHdGo5GxsbG70gmJ/8S145aWFpk6SXynxB0rDRvMXR8XQSbxG5EpRK1WS3+6Wj1341D4BAWHghJKpcTK5uTkcPz4cQB55fiDDz6QPnedTicxyufOnaO/v1/2y83N7S7DIeQp/J5KzK3gLjEajWbyNBgMkh1xPmikJfxQ2RdxxV58JvhYhE4pJ19vby979uwBoL29nZ6eHikPnU5312Iu/j5+/DgnTpxApfoK16s0BAJ+d+HCBW7cuCHrVI6Rsu1q9dwNXBH8FM8r+zUzM8PY2JiUh4grKOsRumJlNZcVRa/XY21tjU6nk7KfmZkxS+rb1tZm1u/R0VGz3aZ453xlZmaGvXv3Mjg4KIO6oj16vV6+x9JITk9Po9VqZZvHxsaYmprCysoKg8FAQ0OD2SImNjgODg589tln3Lx5U7ZB6BBAT0+PBBIMDw9z9uxZ6d82mUxmss/IyKC9vV3qik6nk2gepR4tVCMNC8RHLXYmb775JkuWLJFwtuzsbM6ePUtXVxfOzs688cYb1NTUYGVlRUdHB8ePH+fcuXOEhIRw+vRpoqOj+fDDD0lJSeHw4cPodDpSU1O5ceMG6enpDA8PEx8fz3vvvUdOTg5LlizBxsaGjz/+mKysLMlcd+rUKerq6njooYdIT08nKyuLiYkJfHx8eOmll2htbSUoKEhCkYSCHjt2jFOnTuHv709ZWRljY2NUVVUxPDxMXV0dR48epaGhgcjISL788kuqq6ul700Yuf7+fvbs2cMDDzzAG2+8gbe3N+np6eTm5uLj40NfXx//+Z//Ka/DHzx4kJKSEqytrXFzc+Ptt9/m2rVrBAUF0djYSFFRkUxoevToUWJjY9mzZw9paWnA3IK2cuVK0tPTuXTpEg0NDWzatIljx45x48YNDAYDHh4evPjii9jY2BAfHy8xvdbW1pw+fRqtVktwcDCHDh1Cr9eTkZEhYVdnzpzhwIEDGAwGwsLC+Pjjj7l58yb29vYUFxdz9uxZmd3G2dnZ7NIQfGX8Dx48iKenJ9nZ2UxOTvLxxx9z584dGhsbCQkJ4Y033qCqqgpvb29SUlLk71SquSzkhYWFDA8Ps23bNolWSEpKIicnhwsXLlBSUsKSJUukf1u04eDBg3R0dLB161beffddkpKS+Oijj2SS3NraWgnHzM7OprCwkISEBHJzc8nIyECj0eDi4kJmZibe3t6cOXMGNzc3fvvb3+Ll5UVsbCzvv/8+CQkJHD58WEIwq6qqsLKyktDSs2fPEh4ejpeXlzQm4+Pj/Nu//RvV1dWEhoZSV1fHqVOnKCkpITU1lX379pGbm8u1a9dYv369Wb/PnTvHmTNnqK2tJTo6mpdffhmNRoNGoyEpKckMnnfy5EkuXrxIXV0dO3bskFDODRs2oNFoZDJZX19fvLy8pOwnJyd588030Wg0eHt7093dzeeff05BQQGJiYk0NDRw/PhxNm7cKOMcYswFX4uV1VxWo6NHj3Ljxg2am5tJTk7m8OHD9PT0sGrVKgoKCnjllVdYtGgRsbGxfP7551y/fp3W1lbi4uJ48cUXJcnbrVu3OHPmDGVlZcTExPCnP/0JjUZDTU0NKSkpd53qF0pZEDtqIZTR0VGio6NZtWoVrq6u3Lx5kz/84Q+0trZSWVlJaGgojz76KOXl5eTl5fHcc8/h5+eHVqtlaGhIXpoQ0XexG7ezs2N2dlZOwqSkJL73ve8RERFBe3s7zs7O6HQ67ty5Q0lJCT/5yU9YunQpZWVlaLVa/vCHP3Djxg1GR0cxmUy88MILhISEmK2+Y2NjElkh2NsmJyclic2tW7d46aWX+P73v8/ExATx8fE8/fTTksEN5hTU19cXo9HIqVOncHJyQqPRUFdXh5ubG0VFRczOzuLh4cGPf/xjHBwc5HHQ29uby5cvExYWxv/6X/+LxYsXYzAYePbZZ3F2dqaxsVFeLBgaGpLvEzIpLCzkn//5n4mNjZXyDQkJITc3Fy8vL9avX88zzzyDg4ODnMAwh9Y4d+4cv/vd7xgaGpLZxtva2ujt7UWv15OQkMB3vvMdSkpKKCkpwdfXl8LCQgYHB9m8eTMhISHU19cD5m4N5WQZGBjAaDQyOjoqd4JPP/20NJDJycns3r3bjNRIHNG1Wi2/+tWvpBtr69atDA4OAnD8+HE8PDzo6OigtbUV+ArSlpeXh729vWTkE2ia4eFhTCaTlJ29vT2Tk5M88cQTrF27losXL3LhwgX8/Pyor6+ntbWViYkJZmdnJUJk06ZN7N69W+72VSoVw8PDaLVa/P39efTRR6moqJAJaoXLRlnEDvVnP/sZYWFhHDp0CC8vL/r7+7l+/ToTExP87Gc/o6+vT/ZbnL6ys7P5/e9/j8FgkAyE3/ve96irq5OyE2NRWFjIz3/+cxb/N4/NY489JmWRkZHB6OgoKtUcTanQK9E+ccnI1dWVL774Qra5pKSElJQUvLy8JOrDsszMzMikB4KErbi4GIBdu3bJ3y1evJitW7fy+OOPo9Vq5bMFBQXY2Niwdu1ann32WWxtbTl69Cienp50dnbS2NiIlZUVTz/9tIR9LjQDLcqCMNSiREdHc+nSJT7++GOqqqokd7TJZMLNzc2M7czFxYUbN25IuJbBYKCoqIjBwUGmpqaoqamhra1NkuWkpaXx5ZdfMjAwgJOTE7dv32Z2dlbejHJ2dmZwcBBHR0euXbtGQ0MDixYtkhm/XV1dsbW1lUk5lb4ugKamJhoaGggMDKSrq0tGxquqqnB0dMTBwYHr169z+fJlCcmyPGaKujZt2sQf//hHtmzZgr+/P46OjoSFhfHQQw9hMBgkXnV6epq4uDjc3d05ePAgQUFBtLa2cvHiRRoaGrC3t5dXvO3s7BgZGSE/P19OeFtbWzQaDSbT3G29q1ev0tLSwqJFi/D09MTd3Z3t27cDMDQ0RH5+vnRTCIUOCAigrq4OBwcHuru75US3sbGhr68POzs7fH19gTmImKurK76+vjz88MMSKmcymbCzs2NoaIgPP/xQykL8B3OLbXV1NQ0NDZhMcxAxgbzw9vamrq6OkpISaWRFcXV1ZXR0VGZ0B7hz547MLC9QFg899BCLFWyEMGfM/P398fHx4erVq1hZWVFQUEBXVxezs7OkpqYyPT3NiRMnsLGxobKyktraWoKCgggICECtVrNt2zYWL15MZ2cnJSUlEl7X1dVFWVmZ3LmLBLhqtdosI4unpyfl5eXyJq2yGI1GvL295fNi87Bx40YSExMZHx83g+MJKtHZ2TlGwStXrjA+Po63t7e8jWkZkBN6kpOTQ2dnJzMzM1RXV0vEUHBwMFZWViQlJbFq1Srgq8V2amqKVatWMTIywqlTp4iLi8NkMrF69WqWLFlCd3c3HR0dcpG2NJLW1tZUVVUxNTVFUFAQ1tbW7Ny5E5PJRGVlJW1tbeh0OhwcHGhra+POnTvY2dkREBCAjY0Njz32GDC3ARQuFIEE2rx5M8HBwahUqrviLAuxLAjXh5j4YvCcnJzYvHkzixcvpry8nB07dhAeHo6Hhwf+/v6Snay7u5vm5mZWrlzJ0qVLaWtrY9OmTVhZWcnjlr29Pb6+vty5c4ctW7YQGRlJUFAQPT09qFQqNmzYIKF5Xl5erF27loaGBpYtW0ZaWhp+fn40NDRIIL6Xl5cZHaRou8juHRAQQEhICMuXL2dgYIDQ0FBSU1NJTk6mtLSUmJgYIiMj8fT0lElEhSETR3UvLy/CwsJYtmwZAQEBODg4MDIyQmJiIk5OTnh7e+Pt7Y2VlRXd3d0YDAYef/xxYmNjmZ6eZmhoiLS0NLy8vCS1ZXR0NF5eXgwPD7N+/XqZYFXEAjZs2EBdXR1paWmsXLmSoKAgOjo6iH2WnZYAACAASURBVI+Pl1SvGo2GyMhIMzieg4MDYWFhbNiwgfDwcNavX8/AwABpaWm4ubkREhKCr68vbm5ueHt74+PjQ09PD4mJifj4+LBo0SI8PDyIiYmRN+YEOZXS/y/Y1BISEkhISMDPz09iu9PS0hgZGcHV1ZU1a9bg7u4ud3UODg54e3vT29vLtm3bmJmZobW1FR8fH3ny6ujowNvbWxptYRDt7Owkc5+joyMpKSl0dHSwcuVKIiMjaWtrw87Ojp07d+Lr6yuzmG/evJnY2Fja29vx9fUlISFB+ozXrFmDj48Pbm5utLa2Sra/zs5OVq9eTUREBL6+vvj6+uLv709gYCCFhYX09vaydu1aM9eHWq2WYyzmT09PD25ubhKeKS5GJSUl0dTUhI+Pj4RnlpSUsHHjRhISEnB0dCQwMFDWp9Tt6OhoGhsbWbduHX5+flRUVBAQEIBer+fhhx9mamoKo9Eob6mK9llbW9PY2CgX/OTkZLRaLfb29sTFxVFYWCjdh4v/G4eutAkBAQF0dHQQEBDAmjVr0Gg0xMXFYW1tTXV1Nf7+/szOzhIbG4ujoyMdHR0kJSURFxdHS0sLUVFR+Pj4EBoaSkNDA8HBwaxdu5aOjg68vLyIjIyUNsXb21v2W7x/IZUFgfqwjMjOF2lXFhHYsbKy4tKlS8TFxREcHHxf/9LXRfAtvxO/sWyDsm5LxIBlMOLr3qn8TBn4Ur5b2ef7tfP/ZN/uJfv71avs9736cK96hCulsbERX19fycNhWa/l7+8FcbufnO/33XzFktzrm9Z5L3neT/bzyaSnp4czZ87g6enJ7t2775LJfH0Rcrl16xaFhYU88MADpKamzkvQdC89s4S0fVPdnm8sRJlvLC3rvJdcvk5e93v2m9azkMuCNNQCgtPR0cHQ0BBJSUlmyisUThhIwOwzEf0eGRmRfBKizLcQzAfXUsKWlP9XBg+VbQdkdg6VSiV3B2KHJvilExMTZaClt7eXkJAQGUwVzw8ODuLl5YVKNYeSGB4exsvLywxGJdoOc1fvQ0JC7jrCWRoRy77AV1SrQ0NDODk5SfeSpayV9VpG95VuIJPJJG+OCVIdpaxFlpewsDAzZIiyT/eC+Cl32crfKOGMKtUceqGxsZGEhARsbW2lO2RwcBAfH5/7JoRVvtNyXMS7gHl1RLlgi9/29/fj7e3N7Ows7e3tLF68+C59n2+8lLp8v8VSGTQdGhrCwcFBJhdQjpNot2Vdoq1DQ0MsWrRIBomVMlFuSESdon5lEbouuNbt7e3Nkjori2iTctzEvBgfH5cJDpRjYAlLFfWIton3K+UixkcJmbVk+1POjYVquBeMj1oMvEixBXM+2Ndff13CuaanpyVeFbhLiQUMCKCjo0MGUVSqORiYgOQMDQ0xOjoqB1sJ1xITXanEyncqDcprr73G8PAw7733HoODg9TW1nLlyhUJcxLX22HOXyf6AnOpsJqbmwEkBGtqaoqZmRnef/99CeXr7++XaZ30er2EY01NTclFRkClYO6au4AtKQ2a+F4Ek1Squeu6IsB48OBBCeUTyq2E0U1PT8uFyHKREjITE+b69esUFBRgbW1NU1MT2dnZckz7+vokS6Dot9Iwi0CdSqViampKykFMSPHv3Nxc/v3f/53z58/LCS7GzdbWlg8//JCioiLZTgHPE/UI2N/ExARDQ0NMT0/fteBYjrmY7GJiK3VDPD8yMiJpASYnJ9mzZw9jY2PodDqam5ulgRgfH5eQUPG3MBYCwihgnnq9XkJLLU8uSgz+kSNHKCsrkzIS177FvBAwVNF/AUvT6XR88MEHZoHYCxcu0N3djclkkhsfpfFTMvRNTExIyuHp6Wnq6upksBGQ4yL6KfoiIHtKaGJlZSWHDh2S81lcuRf9EfqgZH4UuqRsk2D0E/NAybqpTA4s6layCy40Iw0LxEctjHRDQwOfffYZt2/fJjU1FR8fHyoqKuQ18L/85S+0tbXh5uaGp6en2fHs0KFD5Obm0tnZSUJCghkUac+ePRQUFJCXl8eSJUsoKChgz549MpvI3r175bMnTpwgKyuLs2fPkpycLJngdDod0dHRZjvMP//5z+h0OrKzs0lLS+PWrVs0Njbi4eHB+Pg4H330ERcvXsTZ2ZmkpCTKy8tJSUnB2dlZsoitXbuWkpISyUAWFxdHVlYWtbW1NDQ0EB8fT3V1NX19fRgMBoaGhjh27BhFRUWkpqaSn59PVlYW27ZtY2Jign/9139lbGyMhIQEs6CUSqVi3759lJaWyjRMBw4cICsri5UrV1JYWEhpaSn5+fmsWLGCI0eOcP36dQwGAz09PRw+fJji4mJ8fHzw9vaWY9bf38+f/vQn6uvrGRoakuxsHR0dpKamkpWVxYEDB2Rs4IsvvqCxsZG1a9dy8+ZNTpw4wZkzZwgPD6egoIDMzEw0Gg0xMTG88cYbZuMt3jkyMsJbb73Fj3/8YwwGA87Ozhw8eJDbt29jY2NDaGgo3d3duLi4EBYWxjvvvENxcTEDAwOSbAnmJmRVVRVnz57l4MGDpKWlcfjwYWJjY9m7dy+rVq0y273+6U9/Yv369Rw4cAArKyuuXLnC1atXmZycxMvLi5deeonm5mZiYmLIyMiQcMcnnniC8+fPU1ZWxoYNG2SGdcHgt2fPHqqrqyktLWXp0qXs27dPIk6Ki4s5d+4cBQUFEsJoyaEtdPLmzZsUFRVx+/ZtVq9ezYcffsi5c+ewtbUlICCAgwcPkpGRQUJCApWVlRw+fJjS0lISEhL48ssvqampkcluf/GLXzA9Pc3KlSvJzs7mwoULUn+Vp4mmpiY+++wz8vPzCQ0Npb+/n08//ZSNGzcyOTnJyy+/TENDA8PDw9ja2rJnzx4GBwcJDQ2V+qlSzUEN33zzTcrKymQKr0OHDlFQUEBqaiqnT5/m8OHDTE1NER8fL23HQjSq/2+UBbOjBuju7sbHxweNRkNvb6/8XMnJq3QrwNxA9fT0kJmZyeLFi7l9+zYADz/8sOTa7evrY+fOndjb29PT08PGjRsJCQnh6aefBmDbtm1yp3n79m1+/vOf4+rqSlFREbdu3SI4OJj8/Hz5PpjLz7d+/XoaGxvZsGEDBQUFODs788ILL5CTk0N2dja7d+8mPj5eQsFEXwAef/xxScJ0/vx5du/ezW9+8xtsbW1xdnbm+eefp729HbVaTUZGBnl5eaxYsYKPPvpIIlSqqqrYvHkzDg4OjI2N4ejoSFpaGs8995wM0iiLgCk6OzvT29uLk5MTOp2OhoYG7OzseOaZZ/Dy8iI7O5vc3FyCg4MpLi6mq6uLZcuWkZqaSkVFBfCVC2BiYgJ7e3u+/e1v09jYyLlz5/jWt77F0qVLuXjxIsuXL2fnzp0St71r1y7Z75ycHJ5++mmioqJob2/n9OnThISEUFlZKaP5luMNcy4MkVLq+vXrZGRk0NbWhqurq8zlNzMzg7OzM1qtFq1Wyy9/+UszwyAMXEpKCu7u7jz77LM4OTkxODiIWq02GzPhohHUsOIyxeXLl6VuiAtDv/zlL3F3d6e4uJhf/OIX+Pv7MzU1xY4dO+Qu88yZMxiNRqanpykvL2dqaoqnnnqK8fFxrl27RkVFxX0hjPfa+RmNRp577jlCQ0MpKytDr9ezbds2tmzZQldXF3Z2duj1eiorK7l+/To//elP+elPf8rMzAwBAQH85Cc/oaqqCnt7e9asWcNzzz2HWj2XN9PPz4+mpiZ5iUycFAU8T61Wk5eXR3R0NIGBgYyOjsrch08++SQVFRUyCG1ra2vmzgAoKSlh0aJFPPfcc9ja2nLixAl5QtFoNOj1elauXMm3vvWtu5Jl/N9QFoShFoN19epVnJ2dUavV0sgaDAaqqqqYnJxk9erVdHd3c+HCBbPfubi44Ovri52dHbt27QKgpqZG4mLt7OwknnN2dpZf//rXBAcHA8ijmoAtubu7U1RUhFarNYOpPfroo3e1eWpqinfffRdPT09cXFzo7e3l2rVreHt74+fnR3V1NV1dXdI4GwwGGYUXEKeJiQn8/PwoKSnh/PnzDA0NYW9vL49qo6OjrFixAi8vL2pra2WOv/Xr1xMZGUldXR3t7e00NDQAc4ZTEFkJRRa7r9jYWFxdXTl58iRFRUXo9XpcXFxkcgbhz3Vzc2PRokU4OzuzY8cOrKyssLOzky4BZTGZTBJqODMzg5+fH0VFRTQ2NhIQEIBKpaK2tpauri6mp6epqqqS/fbx8aGqqkpeaBJQr0cffRQnJyeWL18+73gvXrwYrVZLR0cHer1e5ioMCwvjwQcfBObcYhUVFdLFk5OTI2GJSh/moUOHKCsrIyIiQt6wy8/Pl7cGlb7Y3bt388477xAbG0tkZCRubm54eHjw6KOPYjQaJdGSSFRw7do1+vv7mZmZoaamho6ODrRaLaGhoahUKpYtW0ZKSopMlDw9PY2Xlxdubm53QRhnZ2ext7enu7ubgwcPSnkox2N6epri4mLa2trw8vLC1tZWEouVlJSg1Wrx9PRkcHAQDw8Pbt68SUZGBhMTEzg5OZktiKOjo+Tl5QFISNvWrVsJDAyUOgUQFBQk4Xlr1qxhcHBQ6qPBYJCL7czMDDY2Nqxbt46cnBy54Iv2e3l50draSl5eHnq9nrCwMFQqFWlpaTI3oxKNovzt/w1lQbg+xA4nMjISnU4nL7x4e3vj6+tLa2srsbGxEuO7Y8cO7Ozs5JHUzs6OqKgoWlpaSEpKwmAw0NLSIqFI8fHxLFq0CD8/P1xcXMwCaba2trS0tMiks2IX2dnZyVNPPUVkZCStra0sWbLEjEFNrVZLiJ2DgwOpqam4uLjQ19cnM08LvmfBTubj40NnZye+vr7U1tbi6+srLxA0NzdLCJi7uzsBAQF4e3sTEBBAeHg4q1evZnBwkIcfflhCsMLDwyksLGTRokXMzMwQHR1NaGgo9fX1kgFOyY/R09PD1NQUO3fuZMmSJeh0OglLjIiIwMfHB09PT+Lj44mKiqK5uZn4+Hj8/f1ZtGiRlKFgZRP+Ph8fHwICAnBzc2Pjxo3y5ua6devw9PREr9ej1+vx9fWlrKwMf39/TCYTSUlJUtarV69my5Yt1NfXExYWRnBwMHV1dfj5+ZmNt3jvkiVLKCwsZNu2baxfv17uvpKTk7G3t5ec4dHR0YSFhdHd3c2mTZvugmCJ3XlnZ6dMQjE8PCyhaEr/vrOzM4GBgaxatQoPDw8JqxMJKDw9PWX9YWFhNDc3s2HDBhYtWkR5ebmEtO3YsUP6bePj4/H09JTyE6yRvb29JCQkSAijp6cnMTEx8iKUMF7KxVhciomKiiI1NRV7e3sCAwMlDl9ctPL29ubBBx+kqqqKwMBA4uPjcXNzk1BOf39/goKCaGhoIDw8nJUrV9LW1oafn5/ZRS+Vag66Nz09jdFoZMmSJZSVleHo6MjMzAzh4eEEBwdLGKq3tzc1NTWkpaWRlpZmFrwTEFWTycSaNWtYu3at3LRERETg6OiIv78/zs7OZuN3r6J0C1kG1f//WBYE6sOy3At2o/xMPCe+t3zO8ntL6J9ltF3snDQaDRkZGYSFhfHoo4/ehXqwfKfyvcq/dTodp06dQq1W8+STT8od6XyKYqlIltF8ZfvuB3GybNtfC0G6n9yVfAzzIQfmGx9lsXxGGMlTp07h6OjIk08+edeFi/neb/ley36Kvy3ROZbf3a/tX/esEjVzr3Gb7zvxmSXaA8wJ9u/Vd7VaTX19PcHBwTg4ONw1JpYIlfnmw/3m1Xwyu5cuWOrj/d5l2TbLufdNdVcpt/s9r5Snsg3z6e587ZtPN/7WZUEYauVAKKEzQliWsCAly9nXNX++iTM7O0tpaakZt8O9FNVoNFJaWsqyZcvuMthqtZqqqip5CceSicxSAZW35qysrBgeHpYg/fkQB5aLg3jnzMyMnCxiAVBCFUW/raysqKmpwcfHBx8fn7sMhGiTYDG7efMmu3btwsnJyazf4lnl7+5lUOeb5JapzSxZ376urvneqdQdtVpNeno6ixcvZtmyZXf1U7mrmg8PrSxKHVEmg1Cr1VRXV+Pr6yuDqQL2JfJfwpxbRmlYLQN/oghdUJIrWT6rNE7zGS6Vag4ZYzAYcHV1NWObtLKyIj8/n/7+fh577DE5zgJxY2NjQ1ZWFk888YQMUIpxsba2prOzk5GREeLi4igrKyMyMhJnZ2ezvs0HLxTjK1K8Cb+0kuVR/P5+GzBLCKj4bD4dtqxDKZ+enh5GRkaIjo42Y0i0HPP71bsQyoLyUR84cEAGBvPy8piZmaGsrEwGXgSkTqvVMjExIX3LKpWK8+fPs2fPHrRaLUajkba2NkngNDExQW9vL8XFxTJ1VldXF7a2thgMBtra2qirq0OtVtPe3k5RURG1tbWYTCYaGhro6+uT8KaWlhb57NDQkPw3zAW5hO/NYDDQ1NREXV2d2Y5HQJIEH4NI21RbW0tnZ6eEZ5WXl8tEtEoDt3//fpqamnjnnXfo6+tDq9VSWVmJSjUHoWtvb6e6ulq6AkQ/YC6l0oEDBxgZGUGlUkn/NkBgYKD0bwLU1dXR398v2yyu6JpMJjo6Omhra6OjowOj0cjQ0BCzs7MMDAygUqnM+q1SqSQES8QeKisrJVVld3c3RUVFMiNMWVmZZOl76623yMzMZGpqiv7+flpbW2ltbWVmZobh4WEqKyslZlulUnHlyhVgbqLW19ebweGUMLDOzk4ps9LSUl599VU6OjpQqVR0d3dTXV0tIX9DQ0OUlpYyMzPDxYsX6enpob+/Xy40YuxLS0vJyMiQ18DFGAoXh06no66ujpaWFhmonJqaYnBwEKPRSFFRkYwrCN6ZlpYW1Gq1NJrCUIn+arVaXn75Zd5++21KSkqwsrKisrJSxnf8/PxkPkdxizUzM5P8/Hz8/f0pLi6W46/T6STvjMlkoqKiQspWEGcJfVDquV6vp7m5GY1GI6F6tbW1nDhxAqPRyODgoJSnciz0ej2vvfYaKpWKt99+m87OTvr7+6mpqUGtVtPV1cUf//hHampqUKlU6PV6ysrKMBgMmEwmWW9XV5dk4Wtra0OlmoOKlpaWAnN3DM6cOUNHRwcmk4nu7m7a29tpa2vDZDLJfs/OzkpdFlf2v8lG8P+rsiB81GIneunSJcbGxqisrJRXhtPT02lubsbNzY3MzExcXFzIzs6mrKyMgoIC8vPzSUlJ4ebNm1RVVbFx40Zqa2t59913GRgYkPjk3//+94SHh0vf4RdffMGOHTu4cuUK6enpdHZ2Sh6NixcvcvjwYXbv3k1lZSVnz55l+/btnD17ltOnT6PRaLC2tsbPz489e/aQmpqKk5MTr776Kk1NTbS2tjI4OMi5c+ckVjokJET2s6urS+Z5s7Ozw2AwkJmZSU5OjmRRq6mpwcnJSfLtAjJA9cknn/DYY4+xdOlSTp8+zYULFySe989//jPDw8P09fURHx/PO++8I5MDnzhxgo6ODlatWiU5Ks6dO0doaCh+fn7cuXOH0NBQfH19qaio4Pz58zzyyCNUVFTwzjvv4OrqipOTE3/5y18oKiqiuLgYGxsbrl69SkhICEePHsXR0ZH33nsPFxcXAgMD5Y5frZ4jzHrnnXfQaDR0dHTg4uLCiy++KLOcvPnmm9TV1eHs7ExISAjvvfeehDa+/fbbXL16lby8PHx8fGhtbeXkyZM0NjayatUqpqamaG1tZfXq1Zw+fZozZ87g7OzM4sWLzVJ6NTQ08Nprr+Hg4EBERITMsbl8+XL8/Pw4ffo0GRkZjI+PExwczE9+8hN53Vij0dDS0kJLSwupqalmO707d+5QU1NDaWkpHh4eZGZmUlVVRUZGBlu3buU3v/kNbW1tpKamcvz4cWxtbSktLZX5Ntvb27l69Srr16/nhRdeQKfTybjGF198gVqtlhwvylOEm5ubRP5cunSJ4uJiLl26REpKCoGBgRQUFLBp0yYKCws5efIkAwMDeHl5kZSUxJ07d2Rs4r/+679ob2/n9u3brF27lqNHjzI+Pk5KSgoZGRno9Xqys7OJi4tjz549aDQa2tvbaW1tJScnh6qqKhYtWsSXX35JR0eHlNEHH3xAY2Mj9fX18rQjFsHz58+zdetWrly5glqt5siRIzJjTWBgIPv27SMpKYnFixfz5z//mdbWVq5cucKDDz7I888/z+TkJCkpKXz88cdoNBry8vIkQ2NTUxNFRUVERkZy9epVOSezsrK4fPkyt2/fxsXFhdOnT9PQ0CATX//oRz/C1dWV0NBQXF1dF8yuekHsqEURR/CBgQGmpqZoamqS/B9K4Lu4hfSd73yHxMREGhsbiY+PZ/PmzXh7ezM+Ps7KlSvZvXs3d+7cwdrampUrV0oEw6pVq2TQZ3Z2llWrVrF27VpaW1tlZuVXX30VgDVr1uDt7Q3MHd82btzII488QllZGa6ursTHx6NSzaW6b2trY8mSJXK3uG7dOpYtW0ZXV5d8F0BjY6PMDymOqO7u7kRFRTE8PMxDDz2Eq6urhCgqV3a9Xs/U1BS9vb3Mzs7KoFNraytGo5EVK1bw7W9/m4qKCmxsbFi2bJmEw0VERPDwww/j6+srSa/c3NzkZZ+pqSl5yeKBBx6Q/Q4JCWHVqlX09/czNDREWFgY8fHxBAcHMzw8LBEqExMTREZGkpqaSk9Pj3yvaLvIhZiUlCTHMTU1lSeeeAK1Ws0DDzyAm5ublFdCQgI7d+7E2dkZd3d3kpKSiI6OlmQ+SUlJEtkj9AMgOTmZmJgYuru7zS5ewNwu84EHHmBgYICRkRFCQ0NZt24dycnJ9PX1odPpZODa2tqaiIgI/vEf/xFnZ2eGh4fZv38/69atM+uXeP/mzZvZsGED9fX1lJeXEx4ejo+PDxMTE3h5efHMM88QFBTEhg0buHTpEjU1NSQnJ9PY2Mjzzz8vTxh+fn4888wzMrXac889J+GNSvfb9PQ0bm5u1NXVkZ6eLt1wQUFBksNaXL6pqqpi/fr1PPjgg2Y5Bx0cHOjo6JD0pmL8N23aJPXV1taW7373u5J3pLu7m6SkJMkp/dBDD5GcnExdXR1arZZnnnmGkJAQamtr5c1iS2On/Fu4iBITE9myZQvt7e34+/uzYsUKHnzwQbRaLbW1tZJ3xmAwEBgYyLPPPouXlxdGo5Ht27cTERFBeXk5zc3NJCQkSHjmmjVrePzxx2lrayMgIIC4uDhiY2Oprq6WAAQ7OzumpqYIDw/nmWeekenIlHGDv2VZGK3472Iymdi9ezdr165lfHycpqYmbG1tGRgYwMbGhs7OTjIyMoA5o37y5Enu3LlDZGQkTk5O5OTkoNFocHZ2pri4mNOnTxMfH8/MzIzMgWc0GsnMzKSsrIzc3Fy5wk9NTeHl5cVHH31ERUUFnZ2dDA0NkZWVRXl5OUVFRdjY2HDjxg2ysrJITk6Wq3ZmZibu7u5ER0ej1WpZvny5NF6WPnKYM5g1NTUcP34co9HIAw88IOFqERERMstKQUGBmb9N1CEu/ogdkr29vWQNLC8v59SpUyxdupSuri7y8vIkob2vry9nz56ls7OTgYEBBgYGsLOzk8dfOzs7Ll68yPj4OJcuXaKsrIwbN26g1WpxdnaWOyVbW1tMJpNkrhseHubcuXPyRp2rqyvNzc2yXlEiIyPx8/NjfHycFStWYDKZzKL4o6Ojst8wR6h06NAh6aZS3vLUaDQ4ODig1WoBJKKgtbWV8fFx3N3dqa6uNsNDA4yMjODg4EBfXx+1tbX4+/tLWlfh2nJycpKnMZHBHeboTP/t3/6No0eP3hX8E5sIo9GIs7MzaWlp9Pf3ExcXh6OjIyqVSvprk5OTqa+vR6WaQzp5eXmxd+9enJ2d8ff3l/cGhN/0wIEDEsevfO/GjRvJy8ujq6uLwMBAVq5cKRdSsfs2GAxkZ2eTkJDAlStXuHz5sjTGDg4OfPnll7i5uZGQkMDAwABr1qxhZGSEixcvUlBQgFarlRC7yclJIiMjCQ8PR6fTsXz5crPsMgKu+NFHH9Hc3ExcXBy+vr5yvIX+mkwmnJyccHFx4fXXX2d2dhY/Pz8ZexEukp6eHk6cOIGTkxPJycn09vaSmpqKg4ODGQpIxGampqYICAggPj6e/v5+li1bJpMFi1uXYi4ZDAZCQkKIiYlhcHBQ9kU8bxkb+FuXBRVMFDSjAn85MjLCyMgITk5OeHh40NfXx/j4OHFxcbz77rv4+fmxYcMGfHx8pF8tMDAQjUbDtWvXePrpp+WFA71ej6enp6RpnJmZwc7OTlIdCv/f8PAwg4ODzM7OEhMTg0ajYXp6Gj8/PwoKCuju7mbXrl0EBATQ0NAgr+HGx8fLxSUpKQmj0WgWgVYSDYkduF6vJzAwEBcXF6qrq7GxsSE6OprBwUHJFGb5u4GBAVxcXGSfRBYPHx8fSkpKKC4u5qmnniIgIICWlhZpyKKionBxcaGkpAQfHx+Cg4OpqamRQVB/f3+Z/khAHYWMYmNjqaqqwsnJifDwcMn9PTs7i5ubG/39/eh0OgmfqqysxN3dncX/zWshigjudHZ2kpiYKP2JHh4ecvyV/Z6YmKC6upqoqCj5PoErHh4eZmJiAkdHR9zc3HB0dKS6ulpC6ESyWH9/f7OUWSaTierqamxtbYmOjgbmTjiTk5MkJCTQ0tIi/eqenp4YDAY8PT2BOapXV1dXmZJKcGoIv7IyOGpvby8hef7+/nLxFcHr3t5eiXMWft2oqChcXV3p7+/H09PTzKfu5OQkLzEpF++Ojg56enpk1vWKigope5hLDNHX18fSpUupq6vDxsYGPz8/HB0dGR8fl7t6vV4vE9YKv7Narcbf3x8HBwfJ2e7h4cHQ0BDNzc0kJSXJFFkiCDk7O4tGo5EMgD09PbS1tZGYmCjx4DC3sInEGuIW7fj4OI6OjoyOjuLl5UVXVxc9PT2kT00wYwAAIABJREFUpKQwMTFBTU2NTJ7Q398v+W+GhoZwdnaWeHCDwUBtbS2xsbHY2toyNTWFnZ2dzA4lAsHi2fr6euLi4uQCLeyJ0NmFUBaUof4mTRHHkZqamrsySoh6enp60Ol0xMTEmJG63Ct6rlSe+XxSon5xzA4NDb3rnZaoEct6lfAy5e5Y1D8fSsRSHsrItyWkSPiAxVV3ywi3MrL9dQgKZZ/uFZm/lzzna7slxFH5b8u67of2EPK632/F9/MhCe436e71HsvPlagk5TjMN97zQb6UfyvrVyJElN/NJ1fLdlkGGe83dso2KMfbcuwty3z1KMfV8neW8rjfOy1hd/NBBP+a9t2rjvnG9evqXShlQbg+LAfY8juxAqpUc4RKwl8leIeVEXpxjIqOjjZT9jt37kgUhYABwleKoVQsMYCWShkSEmIW3JvvOVGURlFJZqNUdtEvy88B6Ye39OWJ9lpCBcVOOSoqygymNTQ0xMDAgKyvuLh4XliV0vgoZW/5t3i2vLxcEuSIdoh6LSeeEk6pbLd4rr6+nr6+PrPJo5SD8t/KMVI+f/r0aRnpV8LxjEajJOgXv7PstxgH0Ue9Xk9paalZ/5UG1XLRUanm8mCKK/+iX8qj/MTEhGxfXV2dRBIp26CEV1rqibIoDYzor2iHUq4FBQWcPXv2rjqVfVJ+p6xb/Ft5+1HUq9frZa5IpRyUMhU6ODk5KW/CqlRziCCBzlDKVGnslW4HZVuVuqBsp1In7vWsUi8sZaq0BZY2YKGUBWGohUC0Wq1M5KrX69HpdNTU1DA0NISVlRV9fX1cuXKFnJwcwDyZ6r/8y7/w4Ycfsn//foxGIwMDA5SXl6PVahkfH5eQNb1ez/DwMFZWVvT29jI9PU1DQ4OEQpWUlPDqq6/KLB7d3d1UVlYyOTmJSqWisbGRpqYm1Gq1jFCXl5fLRURAiAQSQBwhBwcHqampkVwSXV1dEoo0NjaGRqORcDL4ioLTYDAwMjIik4ROTExIKJJaPZeos7S0lPT09LuM6r59+3jttdc4deoUExMTkkNF1Nve3i7hhePj45SXl8sgVE9PD1VVVTJhb1FREZWVlej1egYGBiQcC+ZcAuK6tsFgoL+/X6YjE3jsiYkJTCYTXV1d1NbWYjQaMZlMtLe3k56eLmGBpaWlktEPvsq0LTKcCD/4xMQEZWVlclxMJpOEOs7MzFBeXk53dzdGo5Fjx45RVVUlOSlaWlpoaGi4C7OsUs25X27fvs2FCxcwGo2SGU6wvnV2dkojPjQ0JP3pZWVlknFOOYbi3zU1NRI2l5uby9WrV+VYjIyM0NbWJmXY3d1NbW3tXbENmEsA/cQTTzA8PCwhq0I3VCqVhAACLFq0iKysLMkaqdTdqakpeX3fZDKHqQkEjfCjKw1qR0cHL774Ivv37+fo0aPAnBtHjPfs7CxFRUWSJfIvf/kLZ8+elSeG6upq6S++fPkyb7/9tly05uu3kKFKdTfDnaWclf8pmRbFf/M9J+CCyr8t618IZUHA88Tq+8knn+Ds7Mz169eZnp7mk08+Qa/Xc+3aNQIDA/noo4/kZEtLS5PKMzIyQklJCb/+9a/55JNPSElJ4cUXX5T8D9bW1uzdu5fExESZaXvlypW88sorLFu2jJMnT3LmzBmWLl1Ka2srFy5cYPXq1czOzvK73/2Oqakp6urqsLKy4ujRo9y+fRt/f3/y8/P55JNPiI2NxcvLiz/84Q/MzMwQHBxMSUkJOTk5lJaW4u3tzZ49e5icnOTq1auEhoayd+9eamtr5e6tsLCQkpISmW1CLELl5eXk5OTg7OwsYYk1NTWSAOfjjz9Gp9PR0tIiUw+J316+fJlt27axa9cu7OzsKC8v59y5c2zfvp3s7GxOnjwp8aUjIyOkp6dTVFRETEwM//Ef/wFAcXExy5Yto7S0lFdeeYVNmzYBsH//flavXo2NjQ2vvfYaLS0t1NfXExgYyM9+9jMCAgKIjIxk7969NDY2cuPGDQICAnj99deZnJyktbWV7u5url+/TnNzM8uXL+f48eM0NjZKCBbMTZixsTH27t1LREQEpaWlkka1rq6OGzdusGHDBqanp2lra5MMeHfu3JF+yszMTCYmJigqKsLT05ODBw9SXl7O9PQ0kZGRZgv+66+/LilIJycn6ezspLW1la6uLlpbW3nrrbeIj4/HyclJZmwXmedLS0sl+ZBIZCEm/M2bN7l58yZbtmwhPz+fzs5Orl27RkpKCidPnuTkyZPS57t3717q6+vp6OhgyZIlZi6WK1euMDw8jLe3N1qtlry8PFQqFbdu3WJ4eJjPPvtMsgZ6eHhQXFzMAw88wNjYmNRzkfKurq6Ozz//nOjoaA4dOkRjYyO1tbVMT09z9OhRurq6GBsbIyIiQs7Rjo4Ouru7ee655zh8+DAxMTG8+OKL8hR74MABuru7ycnJYcWKFXz55ZfExMSwatUq7O3t+eSTT3BxcSEqKoqsrCzKyspYu3Yto6Oj7Nmzh4aGBrN+LxTUxd+6LDgpCMyr0WjE1dWVJ554Ant7ewoLC0lKSmLXrl13XSe2s7NDo9Hwxhtv8P3vfx9vb2+CgoL4wQ9+gJeXF66urqxYsYLh4WGCgoKwt7fn/fffZ926dfT09ODq6oq7uztdXV2Eh4ezbt064uLimJiYICwsjB/96EcMDAyQn58vg2sGgwEbGxu2bdvGunXrsLe3Z9OmTYyNjTE6OkppaalkjRN8HLt27cLBwYGCggLGxsbkjUSj0cjDDz9MbGyshOSJU4YyECZY3B555BEiIiKorKzExsaGH/7wh/LWmKVL49NPP2Xv3r2Mj4+zfv16mfNxZmbGDJao0Whk5H90dJSIiAgef/xxuru7sbOzw2g08tJLLxEcHIy/vz8xMTHSby9giYKPOCkpiW9/+9tYWVlRWFhIbGwsnp6eaLVa4v4f9t4zOs7jyvP+daMbOTVCIwcCBIhAAmCmJFKMkqg0lpN45FlL58zsyHM86/V4d+yz6/GRZ3Z2xrbssS1LoiSSYhJoiiIJkCBBEiByBpFzJImcYzeARqMB9PsBW6Wnm5D97uyc1/S+ri9odD+hwq1bVff+7//Gx3P06FHGx8dpa2vjK1/5Ctu3b2d0dJT29nbi4+Px9PSUfNtW61q+TAcHB/75n/9Z4qPb29ulg0q0R7S9o6ODN954g//0n/4TavUaB8Z/+A//AVhLWLu6ukpiYqKE7om+7u3txdPTkz//8z/HyclJBoqIY7BGo+HAgQPs37+frq4uXFxc+M53vsOhQ4eYnZ3l2WefZe/evRLtojw6Hz58WCKPVldXeeWVVySSwc3NjRdeeIEdO3bQ0tLC7OyslA1RhMK6du0a/v7+XLt2DbPZjKOjozStrAdLtFgsODo68uDBA1xdXfH396enp4eRkRFef/11EhISePDggXQOCibGJ554gieffFKy5Ym2uLi4UFtby9mzZ/n2t78tM9O/+uqrqNVrWXr++q//Wp7EnnzySfbs2SMx9U888YSEB0ZGRrJ//37Cw8NpaGjAYDA80u4/lbXyWChqMcECAgLIz8+nvr5eEn+Lo1hcXByNjY1cuXLlkSOJ2WwmJiaGH/7whxLaJ2BfWq2W9vZ2ysrKKCwsBOCpp54iPT2dF198kc7OTqanp3FycuLhw4f4+PjI7M8iaebZs2fx9/fnySeflKiDzZs3s7y8LCffwsICgIwyE4EXVVVVbN++XR4/zWYzmzdvxs/PD7PZzI4dO6SCFQJs3ye9vb3cuXNHKgtYgyKJjOUnTpyQkWtK5eDg4MC3vvUtvvWtb6HRaLh58yYNDQ1UVVXJY55wOnZ3d0ubooDtLS0todPpuHfvHqmpqSwuLjI0NERDQwO1tbXcvn0bPz8/YmJimJmZkRAs0Seurq7s2rWL0dFRkpKSJJmT2CnFxsZy+fJlqqqqCAgIYMuWLYyNjbF161YcHR1tfAmzs7Ns3ryZmZkZEhISiIuLY2JiQoa4e3p60tLSIhElZ8+e5b333sNkMkmkhehvkRg3OTkZ+FwJhoeHMz09zfnz55mbmyM0NFRS3YrFUshVXFwc8/PzvPfee+Tk5ODm5iZtnMLWLHbUCwsL3Lhxg/r6eh4+fChZ6oT5R61Wyz5LTEzEz8+PxcVFduzYYSMPggpUBGX09/fT399PdnY2arWa6elpdDodLS0tTExMSLOaMLOMj4/j4uIiMwtlZGRw//59IiMjJUxt+/btj4R9K8vi4iJbt27l+9//PgkJCZhMJglhFPkzP/roIxwcHNDr9dI0A9DT00NxcTGlpaWYzWaCgoIoLy+nsbGR5ORkfH19bdr9OJke/tDlsUJ9rKys0NHRgYeHB3q9XkK3pqam8PPz4+HDh1gsFoKCgvDw8HjEaSZ2i1arVR4PYS1DuBKmJnipw8LCWFlZob29HT8/P8nLK+yXTk5OHD9+nDfeeIOQkBDc3d3p7OxkaWmJzZs3S+UoJu/9+/eZn58nMTERBwcH2tracHJyIioqitHRUYk5FmxtQoHNzc3h4uKC2WxGo9HIzNyAdFRZLBZCQkJYWlrC1dVVQpHm5uZkAlAfHx8bh9/k5CQuLi64urpKitHV1VVcXFykU1QJexsaGsLLywuNRoOjo6OEcK2srMjIzU2bNjE2Nsbc3Byrq6skJSVhMBh48OCBTG5qMBjkWJhMJlpaWoiIiECn0zEzM4OHhwfz8/PodDqamprw8vIiJCQEs9lsA8FS9sHU1BSOjo4yeGRhYYH29nZiYmLkAtDW1oaLiwuRkZHU1dUREBBAcHCwhLtNTU3h7+9PV1cXCwsLbN68WXJsiIVreHiYqakpgoOD0el0dHR04OTkRFBQEMvLy6ysrEjFND4+Tl9fH8nJyTI7O9jCMYXzra2tDZVKJVkhnZ2dWVxcxNnZGZPJhEajwc3NDZVqDXI3Pj5OQkKCDZmX4MEWc0Kr1coQ9ODgYBwcHKivrycsLIzg4GBgzdcwOjpKcnIybW1teHh44ObmJiMhe3p6+NGPfoRWq6WtrY3ExEQ5FzUaDUtLS3h5eck6CB+SMlWWwWCQc81sNtPS0iJNL2ITJJLPiqxL4eHhEvuu1WqJiYmR7RYp1B53JMb/l+WxUtTKqig9+krlY//9et5q5XfKe8RvSq+yvbdaeZ1w8iUnJz/yTnvvsb1A2QuZ/T3K5yjRBb8LymfvFRfP+rfCi9brd/u62vflen9/Vz+uVz/7dig9/OuRUdnfp3yucizFs5QwN3H/eqQ78Cg0cr1+/H3t/qIxXE9u1+tf+8/K5yr7QZyAxDN/F+xU2V/rjcfU1BSFhYVERkaydevWR+beepDVL2r7enW371d7k9zv64M/KWjb8liYPkRRCpM9LlQM/vLysjw6379/X4YbCwFRKm/xWan4lAIpnCMi56Ayc8Tq6lomlMTERG7evElJSckjEC/lO8V9oiiVj0qlorGxEaPR+IjAKiehcvFQPlf5TnvsqvKz/cQWTijxf2NjIzU1NTJTiPI3Uc+6ujqmp6dlXcQuUtk3YgdaW1sr80Mqx0w56ewXgjt37lBaWirbLLhRlIpHPMN+oisVlTgF2CMj1sOPK5+1urrK5cuXaWlpkXVoaWmRbV5v4bfvX6X82PefeMd6+GD7tonvOjs7qa+vp7m5Wd4vzD5K6J34LMyC9gp5cnKS8+fPMzk5adNuMV4TExO0t7cD4OXlxSuvvMLWrVtZXFyUuRaVMqu8135xnZ+flyiVvr4+iViy7yPl/8o2KfttPTie/b3/fy+PlaIWkLahoSEb2FJzc7PESGs0GmZmZjAYDLS0tMjBNBgM9PT00NbWBsDPf/5zCgoKWFpaQq1W2zDtGY1GCatqb2/nxo0b8p2Li4s0NjZKeNGpU6c4f/48APPz8/zzP/8zVVVVUtgaGhpkGq/h4WFaW1vlMVipaDMyMhgfH2dkZAS1Wi0Z3JTwPBEVNzExIZ1KKpWKt99+m4KCAsln0dLSIqFdY2NjtLa2SpY2+52RcqEqLCzk7t27su3KSSHgjyJNVHl5uYw2E8qhqamJzs5OSZd57do1mSxBYISNRiOLi4sYjUZWV1cpKCjgN7/5jWTEc3d3JzMzE0BGHop6TExM0NraKpOxKiGMNTU1kn9DpVpLWDA9PU1paalUFgKCKWRlamoKgLS0NE6fPs3MzIx0eBYUFABradqUDIiiPxcWFuRmQEDaRBGK5dSpU1y+fFle29nZKWGTAlM9ODiI1Wrlo48+4vr165jNZon5F/UTNAR1dXWkpaVx79491Go1b7/9NlarlY6ODsmsKORc9MuDBw+4f/8+RqMRPz8/Hjx4QGtrqxwLwT4Jawv14uKibENtbS3Dw8MsLi5y9epVOjs7mZ+ft2m3/QlHrV5jQBTZYQCJoAEka6ByUyL+CiicEg6nZCC036D8aVf9eXks4Hlip5CRkUFRURG5ubkkJSVx7do1rly5wo4dO8jKypIZlM+fP09cXByffvopfn5+REZG8qtf/YrCwkJiY2PR6/V88MEH6HQ6du7cyc2bN0lPT8fT05PQ0FDeffddJicnGRwcxMPDg3v37tHW1oZWq8VsNnPlyhWKioo4cuQI169fx8/Pj8OHD7OyssLJkyeJjIwkMTGRU6dO0draSl5eHiEhIfzqV79idXWVe/fusWvXLpvjY0NDA319fUxOTuLl5cWpU6dkSqqqqioJzwsMDOSdd95hdXWVu3fvsnfvXt5//318fX3ZsWMHV65coby8nPz8fMLDw/nlL3+JSqUiNzeXffv22eyGwNZ04unpSUxMDJGRkTIsWuz81Oq1tFS7du0iISGBhoYG7t69i8lkwmKxkJqaysLCggxF//jjj3nuuefw9/fnl7/8JRMTE3JnJRgQp6enJd+ISCem0Whoa2tj3759mM1mPvnkE7y8vNi4cSN/93d/h0ajoaCggKioKI4fP05nZycjIyMkJiaSnZ1NVVUVgYGBZGZmUlNTQ3R0NDMzM3z66afSh1FQUEBgYCCXL18mNDRUQgC3bt2Kl5cXCwsLjIyMsHPnTqampjh79iwpKSm4ubnx/e9/H41GQ21tLY6Ojly8eJHq6mqcnJxkRKroXwEfFYl6b926RUlJCaGhoTQ1NVFZWUlTUxO7d+/mxIkTqFRr6bdaW1vJz8+no6NDhrmHhYWRmJgoFyVHR0fGxsawWCxkZmaSn5/Pli1b+O1vf0t2djbJyclMTk5y6dIl6uvr6e7uZteuXTK5cmRkJD/96U8ZGBiguLiYp59+mvT0dEZGRti1axepqal0dHRIBr07d+5gMBhobm7Gyclp3XYLk8k777yDyWTCaDRy4MABzp07h0qlIjExUbIj3r59m3379skUeH9Suv9n5bHYUYsVu7KyEm9vb5m/ztnZmZdeeoktW7YQERHBZ599xk9+8hOsVivBwcEkJyfLldzR0ZGvfOUr7Ny5E61WK6F8sOZJFxwagtfhb/7mb/jyl7+MwWBg//79HDlyhP7+fjo7O20S0u7evZsdO3YQFhYmUyUJvPK9e/eIjIwkJCSE6elpCWmzJwKCNa7q06dP88ILL9DY2EhMTAzf/OY3qa+vB9YS7MbFxTE4OEhgYCBf/vKXMZvNqNVqUlJS5DtLSkrQ6/VERq7lDQwODuaVV16RqBN726zyu/j4eDZv3kx0dLT83mq1yh3y6OgoTz/9NLBGHCR4kQcGBiTjX3BwMO3t7SwsLLB9+3aqq6vx8vLib/7mb+jq6mJ+fh6tVitPHFFRURw8eJCYmBjANrpQkBeJHZ+Pjw+vvPIKGo2GmpoaCWG0WCwEBwcTEhJCU1MTw8PD1NfX4+zsTHJyMvX19SQnJ/PVr35V7uyVyQmio6N5/vnnCQ8PB9Y2BgJ5ERYWxpYtW1haWpIY+C9/+cssLS1RVVWFo6OjhGPay+umTZt4/vnncXFxoaysDHd3dzZt2oTBYODll1/mF7/4BVu3bpXXvvzyy7i5ueHo6Iifn5/Ey0dGRpKUlERoaChbt27FaDRy9epVXnrpJYqLi9HpdDZzQqRSa2xsZNu2bbzwwguyT1dWVnBxccFoNNLZ2cnmzZtlUt8DBw5ImWhvb7eBMIaGhvL6669jsVjWbbdos+DxOHbsmHznvn375O/V1dVER0dLMMCfyr9PeSwUtRCep556ioWFBfz8/IiKisJisUhEhU6nY3FxUYLvxbG3qKgIWIOCCRiWKOfOncNoNEr0SG1tLa6urnh4ePDee++RlpYm2bKEl7urqwurdY0ZTkSSicVAeOjPnTvHysoKe/fuZWxsTPI9C1vueiB9b29vfvjDH/LBBx9IatbU1FQJL4PPGb4EuY1yF3L+/HkWFxc5ePAgBoOB0NBQNmzYIO8RpaSkhNTUVNkm4BF74Hq+gIyMDJ577jlgDSmQk5PDG2+8wV//9V9z6NAh/uVf/kUGkeTm5vLSSy8BazA1o9HI8ePHiY2NJSoqipKSEqqrq1Gr1eh0OsrKyqiqqgLWEhH39/dTV1cnd3slJSWMjIxI0p6lpSUSExMlXOuJJ54gPz+f1dVVfv3rX7Nz505+9rOfkZCQQHp6ulRaaWlp7Nq1C51OR1ZWloye9PHxITMzk+bmZmANyldbWyvNJZWVlRQUFDA5OSlZ+hYXF+XYuLq6smXLFsB2IfT09CQ9PZ3x8XGefvpplpaW8PT0JCkpidTUVP7pn/6JkpISee2nn37K8PAwvr6+6PV6AgICpBIVMqfRaNDr9ZIbXCBKBLOigIfC2sLb2dlJSUmJhNF5eHhw69YtrFYrycnJjIyMsGfPHubm5sjKyqKqqkpSzZ49e5b3339fQhhXV1d/b7ujoqIYHBwkNTVVmu3y8vIoLS3FaDTy9NNPMzo6Snx8vMyE86fyf14eK9QHYMMiNzMzg0ajwd3dXYZSC4yn0WhkdHQUlWqNKhLWMNNC8RqNRgk3EhmpQ0JCCA4OZnZ2ls7OTrZs2YLVamVpacmGj0JkcRbZwC0Wi4SATU5O8uDBA5KTk3FwcKChoYGAgAACAwMljnVmZuYReJkweQwPDxMSEsLQ0BCTk5MkJydLKkmz2YyDgwNmsxkvLy8JJ5ubm6O1tZWEhATc3d1paGjA3d2dqKgoJicnZWZpf39/JicnMZvNBAcH20S0/S7vO6yxrOn1eonTFr/bOwZXV1cZGRmxSfw6NjYmk8MKWKKbm5tURK2trTg6Ospx6u7uBtbw1kNDQ6hUKsLDw3FwcMDT01O2W0AYN2/eLOFa9s5g0Yaenh4JjTSbzXR3d+Pj44O/v780Pfn6+spddXNzMzqdjqWlJelIFJsAZR06OzuxWCzEx8c/gnIQ9tiwsDD0er3MRrJp0yYGBwdl8ls/Pz9UKpXkqBayYY+kEM+dm5tjbm6OwMDAR+bE9PQ0zs7OuLi4sLi4yIULF7h//z67du3ilVdewWQy0draSmxsLCqVitbWVuLj41lZWeH+/fsA+Pv7Ex4eTl1dHYGBgQQFBTExMWEjR/btVqYOGxgYkFzeRqORgYEBYI2szMfHh7q6OmnSsUfu/Kn828ofXFErBVXpxVcqESX0RygeUZRCbg8JWg8+JJ5t/5v4Xlmv3wU/Ep/t66iEmClt1EqPuX3dlYgTsTNSesLFM+wVr6inQDqI774IWmWvFMQ7xHXiNGAPr7LvGyUaQNyrhBWuh/awH2N7JSX+2gdZiPeLk4OyL0UdxfX2Cm89OVuvb+x/F05r+zYq628vG/ayJ+osnGX200zUQ/BO26M7lG2wf65SjsRO9siRI3JXvB4qyF7e1otiVcqucuztaWLXk/v1NgDimcK8ppwTSkrYPynx31/+4KYPpQCK4AOl0JeVlUlEg5iU4h6j0WjzHDGBxP/iOTk5ORICBo8yfTU2NvLzn/9cBiWInIIAmZmZvPvuu/KZPT09NlAm8f3ExAQ3btx4JIHneguPIA3Kz8+XqbqU15rNZklMJN4jzC8ODg40NjbK+8QkUKlUjI6OkpmZKZ81Pj7OP/zDP9iQPSn7SXjgRdFqtfJ/pTJSqdb4s0XuO6vVKtEgoiiVWnt7O+3t7ahUKtLT02WWEZVqLUpPmAOURbzHfkevnOgC8SHeI+or7u3o6KCkpASVai3KU4xDe3s7hYWFEmWjVIbrKTFl6i6lohPoF6ViUSrZhw8fSoIu0Uf216pUa4ErFouF2dlZid5RLrTK/I4qlcpGzsXv4rd9+/bx/PPPSyWttAsrNwCivR0dHRQVFT2yeCj7fj0l+9lnn3Hy5EmJcBHXLS8vyxyEsBbiLvwlyj5TvsM+2vFP5feXPzjqQ0wOi8VCU1MTwcHBzM/P09PTw9jYGDU1NezYsQOr1Up9fb3k2xgeHuYHP/gBfn5+bNiwQUZawdrRrqioiLKyMrZs2UJWVhatra2srq5RlTY2NlJeXk5wcDCLi4v87d/+Le7u7hw8eJDW1lbeeustgoODCQsLw9fXl6ysLI4cOcLi4iLXr18nKCiIoKAgpqamJOTKzc2NCxcusLy8jIeHB56enuTn59Pf309ERITNLr+5uZnjx48THx8vcyZWVFTQ29tLVFQUFy9e5OTJkyQkJDA2NiYju1pbWzGbzeTl5REXF4eXlxc9PT1kZGTg4eGBxWKRqIO+vj42bNhAS0uLjEQUBFHiiF5ZWUl7ezsbNmxgZmaGO3fuMDY2hr+/vzQ1CMiiaHdgYCB1dXUSQy1SFsHapMzPzyctLY379+/j5eVFUVGRTPiq1+u5ffs2ZrNZJmWoqqqir6+PqKgo2tvbKSkpwdfX1ybzi1q9xj8uQvpFNGlNTQ1qtRo/Pz+Ki4vJycnBYrGQkpIiFczMzAxvvfUWMTEx0ocxOzuL2WyWWXGqq6upra1l06ZNdHR0kJ2dTWhoKHNzcxQWFtLR0UFsbCxDQ0Pk5uai1WplZJ5Q5qKPQkJCCAwMJC/lEUQYAAAgAElEQVQvTybjDQ4Oln4HtVrN+fPnMZlMkiBpeXmZtLQ03N3dcXNzo7S0lMbGRoKDgxkYGOB73/senp6ebNy4kYGBAfLy8vD19cVkMklzRn9/P+Pj4/zgBz/A399fypxyZ1xWVsbdu3exWq0kJSVx/fp1mRTj4cOHFBUVybYp+z4zM5P33nuPJ554QvZRRUUFi4uLWCwW2tvbZaahnJwcBgcHWV1dS0bR0tJCeXk54eHhjI2NUVFRwcOHD4mMjHwEA/+n8sXlD76jVpasrCzy8vK4c+cOxcXFxMTEUF9fz+TkJBqNhp///OdotVqCgoJQq9V4e3uzYcMGAD744AOZwaKyspLKykr8/f25f/8+q6ur+Pj4cPv2bUknWlpaysmTJ/H29iYkJIQjR44QEBCASqXC19dXPleEYK+srMiMHtXV1QAcP34cnU7H8PCw3EUI/t2cnByys7PJyMjg2rVrwOfOPaG0l5aWCA8P59atW4yNjVFdXU13dzdeXl7o9Xqio6MpKyuTiW9v3LiBn58f4+PjdHV1AfDRRx8RERFBZ2cnTk5O9Pb2cuXKFfR6PYAMS7ZaraSnp2Mymbh9+zbV1dVUVVUxMjJCbm6uTLgqWNPgcxu1aLfAX585cwZnZ2c+++wzibsVyrqoqIhXX32Vv//7vyc5OZnp6Wl8fHw4e/YssLaIitRgN2/eZGxsjHv37tHc3ExfXx+VlZV88MEHwOe7VYDbt28zOjpKcXExHR0dXLx4ETc3NwlXrKmpwdfXV+7eRRFKwGw2o9fraW5upqamhu7ubmpra+nu7ubMmTPs3LmToaEhLly4QFBQEGfPnqWkpISGhgaZAm5sbIympibeeecdGxOcso8E6uT69evk5eVx69YtOVaij9zc3Pjbv/1bEhMTiYqK4he/+AWRkZF88sknNDc3c/PmTanQfX19cXNzIzY2lqWlJX72s58xODjIW2+9JRM9v/POO9KZLlBTSjOJGJfq6mp0Oh1arZbjx4/T1dXFr371KwYGBvj444/p6emxyXMp+s7Hx4ekpCSeeuop3NzcePfdd5mammLz5s1UVVXh5OQkT3rCxn/lyhW6uro4fvw4HR0dvP/++5SUlEictzhVPQYusj+K8gdX1OJ45ujoiEaj4dNPPyUjI4PQ0FCZNkgMZnR0NM8884xMDRQaGkpERAQA3/zmN/Hx8aGkpITBwUEiIiJ49tlnCQsLY3l5mSeffJKYmBg6Ozvp7u5m586dkncgICBAOro8PDwICwuTjpzV1VVJqARrKAdxdJudnWXfvn0cOnSI5eVlQkJCePrpp7FarTLL9qFDh6QDS2lvFTskV1dX1Go1u3btIjIyUqbVEgtFREQEmZmZXLx4UUKvQkND0Wg0kiHtwIED7N69G6vVSmtrK/Pz8wQEBMj6K80Fy8vLMnAmMTGRhIQEZmdnmZ+fZ+/evURG2qbPEp/j4+Nlu729vXnyySfx8vKSE1sUjUaD0WjEaDTS1dWFj48P+/fvlw5hQREKa6aWnTt3EhMTQ39/P01NTezateuRoz58bq5aXFxkZWWFkJAQduzYgVarZWBggE2bNhEfH/8ICkagJKKjo212wWazWdqi9+7dS1hYGDMzM7i6unLo0CGZvX7r1q2kpKQwMjJCWVkZ27ZtY2lpyWZBEH0kZENwxkRHRxMQEPBIkt+5uTmOHj1KfX09Y2NjWK1W9u3bJ4N4Nm3aJCMGPTw8CA8PJzIykoWFBWZnZ0lISGDv3r04Ozvj5OQkESIuLi6EhIQQGhr6iAIcGxsjNjaW+Ph4zGYzo6OjBAcH89xzz+Ho6Mjrr7+Os7OzXESVJTQ0VKZvAwgJCeH555+Xp4TV1VXm5+exWCx4eHhw+PBhAgICGBgYYGVlhR07drBz506ZzDgyMlKaaP6kqP/flT+4olYOlKenJ/v372fjxo0EBQWRk5NDR0cHaWlp8pgtil6vZ2FhgY8//pjV1VW6u7tliOrhw4d5+PAhP/7xj3n48KEkrHF3d8fX11faKAWWVq/XS0UQEhLCxMQEn3zyiQwjV6lUpKWl0dvby82bN6WZ4oUXXuAXv/gFZ8+exdnZWXr3XV1def7553FycmJ8fFwuJkJRC1IiAWvy9vbGwcEBV1dXHBwciIqKora2luLiYkJCQoiMjOTgwYMEBARw//59KioqyMzMZH5+npSUFH784x9z584dAP7qr/6K5ORkrl+/DqyR31y/fp2pqSkCAwO5cOECnp6eeHp64ubmhlarlcE0Fy9elNF/YmxE9NuNGze4d+8e9+/fl1BEQeAEnyvS1157jaysLH76059KAq3V1bWsOzMzM3zyySd0dHRQWVmJn58farUaZ2dnvL29JcJGq9WysLBgY7dNSkoiMzOTsbExdDodXl5eqFRrbHZ79+6lqqqK27dvy5OEKMLcUVJSQnZ2NtHR0bS3t1NRUSGRPYJAKjExER8fH/7H//gfHDhwAB8fH27cuEF+fj6HDh2Si5CPjw/Dw8PA58FaDx484ObNm/I0J/JH6nQ6CadTjv9f/uVfsn37dgoLCzlw4AD/+I//SHR0NLGxsbi4uEhoo3Bqvv/++3h4ePDyyy/T3NxMVFQUvb29uLu7873vfY8rV67I7OMff/yxzekNkH10584d/P39+cpXvsLw8DAajQZ/f38ZUi/ggsoiII6iiMAlgM2bN8ukEr6+vpLASavVkpSUxO7du2lrayM0NBQfHx8cHR1xd3fHw8PDpn5/Kr+7PBaoD/jc+af0OM/OzqLVauVKbc/hIMjdvby8pHNGp9PJNPbiPuEYEbtKk8nE6uoqjo6O0pGjfK4I8xUsaUtLSywuLuLo6CiDUIRinZ2dxdXV1SYCS/wViW9FHZRtW1hYkKx5SqY18VdkWnFzc7NxTopnWq1WnJyccHR0ZHZ2VvaP6MPl5WUJZZyZmZEmEJPJJO2/os9FWPqdO3cwGo383d/9He7u7rIuJpNJQgdFu+09+0p7o8lkwmq1PsICuLy8jNFolPzWnp6eNr8rx0Xp1BPvEYmOxff2/SmUvn1fms1mDAYDGo0GnU4nk5yKTNbr1VGn03Ht2jUsFgtf//rXZZ+aTCbZLuWYm0wmSVdg30eAjWNOPEuccLRaLQaD4REZF3USiYw9PT1ZXV2VMFAl6sVsNuPs7Cwd0WIhU7ZNmKkEhHV6ehoXFxecnZ1ZWlrCYDDIpLrroTGU/aqsn9FoRKvVyr5XjsvS0pJNAuP1UDn2z/1daJDfda0S0aKsgz366o8RafIHV9TwqLKGz3doShiRvbDbw36UsDLl4CmRAfbwIvFc8U57+JbYVYrrlXUVsCWlUIjPYiKKNikRJ18kZMrnAjZtU6I7lPcoSYjEu8SR3n5S2StUQXAkzCitra0SV/v7JqoSyqfsQ+V99qKltOkq4Yb2/S3qJOonFiDleCpNOsp3i+coF2b7SSzab98W5ZgCMrWUl5eXTWICJXxP6VC0H1d7+KOyX5RyIcbQHmapfIbymcrxVo6h+N1+gVtPQSrlU1lEHeznmv2zlDIviv38VcqnqLe9bCv7SznfRF1E/ynn93rwQ6UcraeM7efHerLxOJc/uOlDFJVKJbl1RUJW8b0oYken3AUK6JnFYsFkMklBF/ZUBwcHCVN78OCBHJiioiKWl5flgIlBU0LW7OF19oK13gQUf5W7PvGc8vJyCTVUFqVCE9crBVlZJ/FMMSE0Gg3FxcXSji5ga+s9X5w0hHNT+R5HR0dSUlIICgqyaSOsBQ9VVFTYOBkFPM9sNpOenm7TX2ICC5iZeI8oyn5TQtEsFguLi4uy7+wJfObm5mR91Wo1xcXFMj+lcszFbtx+7JTjIbg4lBNW9Kf4zt3dXZ6qxDXKPlPWz2q1Soeysr9FuXDhAufOnQPWTjj/+I//KCGMIjej0uSkfIay3mK8RQYcBwcHOd5iXO7evSuDUEQRxEuXL1+mt7fXZiFXKl6lKUvZn+KvOKEIP4fFYuHtt9+mrKxM3ldeXi6T3yrnof2iZr9wiROVcizEGCqVtEq1dppWLhbKugonvsitWlNTQ01NjcxXqhw3Zfse5/IHh+fB54D6EydOsLKywtWrV0lKSmJqaoq8vDx8fHxwcHCgsLCQ+vp6wsPDmZ+f59atW8THx+Pl5cXJkyf59NNP2bRpEzqdTsKjQkJC8PT0lNFxGzZsoKSkhN7eXrZt28bq6iqVlZU0NzcTEhJCTU0NHR0d9Pb24uHhQU9PD97e3jQ3NxMUFERJSQnt7e3S2WkfGCJWbQGvWlxcpKurS0INt23bhkajoaGhgerqapmiSBSVSkV/fz95eXnSlnzv3j0ZAam0IarVaqqqqmhra5MEQxUVFbS1tREUFGTzXAELFHkcjxw5QnFxMd3d3URHRzM0NERtbS21tbUyz6QYl88++4yCggLq6urQ6/W4uLhw+fJlHB0d8fHx4erVq2zcuJHe3l7paJuenmZ2dpbm5mbJDBgREUFTUxNVVVVs2LCBgYEBKisr6enpkbDEU6dOERMTg5+fn4TGbdy4kYaGBv77f//vEpEj2r1jxw5UKhWFhYXU1dURGxtLZ2cnVVVVjI2N2ThyxQ60tLSUrKwsnJ2dCQsL4+bNmzg6OuLr6yupYMfHxwkPD+fmzZv09PTg5eXF8vIyt2/flnZ9kbvS39+fmZkZvvOd7+Dk5ERsbCxTU1NkZ2ej0Wjw9fXFxcWFgoICDh48iIuLC93d3SwtLbFp0yZSU1M5ffq0bLdQaErI6tzcnMx03tLSwq5du7BYLNTX11NZWYlavZboIj8/n+zsbBISEtDr9VK5mUwmcnJymJmZITo6msbGRvr6+oiIiJDKr7a2lqKiIhISEsjLy6OlpYVNmzbR1NSEt7c3bW1t+Pv78/bbb5Ofn09sbCw6nY6JiQn6+/vZtm0bLS0tVFVVSUhteXk5DQ0NeHp64uHhQU5ODiMjI4SHhz9iQvlv/+2/yUhKJycnsrKyZPo80c81NTXo9Xq+//3v09PTI3l52tvbGRwcJDg4mPLycgkRTEpK4v333+fu3bt86UtfkjI3NDREpMJx/rgr68dmRw1rjozvfve77Nmzh+DgYBoaGqirq+PkyZP09fWRkZGBWq3m1KlT+Pj4MDIyImlNHRwcCA0NJTg4mJmZGZm4U3ixhV0O1hyGAmp2//59Tpw4ITM637p1i7t375KVlUVxcTG5ubksLCxw9+5dWltbOXPmDBaLRXr9lccn+DwAJTs7m5ycHO7cuUNBQQEbN26U2bh7eno4ceIELS0t/PKXvwQ+P+YtLy9LCNZPf/pT+vr6+PDDDzGZTDbEQEKwQkNDqampYXV1lfb2doqKimSiWvFctXqNHjM1NZXAwECcnJwoKCggIyODu3fvkpGRQU9PD+fOnSM5OVnuYkRZWVnh5Zdf5rXXXiM7O5tTp04REhLC+fPnmZiYwGKxcOrUKYKCgigqKuL+/fvU19dTUlJCTk4Od+/eJT8/n4yMDFJTU2loaODEiRMUFhYyPDxsA0sMDAyUGOb29nbS0tLkYu3h4SEJpUS7YS06r66uTu4ab968yeLiIllZWfT19dmYk7Kzs2ltbcXb2xu1ei3Hn3IcTpw4QW9vLzt27ODq1auMjo5SVVVFWVkZ7733Hn19ffzkJz9hYmKC999/n8nJSUwmk4Rxbty4EZVKxc9+9jP6+/v5l3/5FxYWFvDy8rJZZD09PeUYarVagoODbU4zoqwHWa2ursZgMKDVavnFL34hiadOnz4tqWnt5cTNzY3XX3+d119/ncjISPbs2YPBYOC//Jf/QmtrKz/84Q9paGjgq1/9KtnZ2XR2djI1NcW1a9fIzc3FYDBw8+ZNZmdncXNzk+HisOYcFU7bkJAQiauenZ3l0qVLODo6kpaWxrVr1ygqKuLSpUvcvXvXxp4s+iEyMhKdTsfJkyepqanh9OnT1NXVsby8zI9+9CMGBgYkHDA6Ohp3d3cmJibo7e1lcHCQ8fFxvvSlL/Haa6/x7LPPAnDkyBH27t2Lu7s7Fy5cYG5ujqKiInmieQysv7+3PFaKem5ujhdeeIGKigpMJhO1tbXs2rULk8nEysoKGzdu5IknnpA8vgLCBsidlrOzM5WVlWg0GqKiouS1wiYn7vP392dxcZHw8HDeeOMNmpqaaGtrIywsjJiYGMLDwyUHiHBUxsbG8o1vfIOamhoZGdjT0/OIHR0+J+FJT0+XyjEgIACNRsPk5CSrq6vs3r2bbdu2AZ/bb+fn5zEYDMTHx/PUU0/h6+vLX/7lX9LZ2Sl5hsU7RFBBQECAFPjExERJ5KMsYoLt2bMHR0dHhoaGcHFxYf/+/URFRbGyssLTTz9NdHT0uooa1pxPq6urmEwmuTMUXA/9/f34+/vLHdzS0pJkvYuOjiY0NFQmfd29ezdbt26VCXYjFbDEiIgI3NzcqK2txWKxEBcXx9jYGL6+voSEhEi4ZVBQkETrDA8Ps3HjRnbv3s3IyAju7u7s3LnThsFNTMaxsTHJpmgymSgtLWXbtm0y8jM4OJhnn30WJycnRkdH2bp1K8nJySwvLzMxMcGGDRtkuPabb77J3NwcpaWl6HQ6AgMDiY+Px2q1Mj4+zoYNG3jmmWdQq9e4MpQ5MS0Wi6yTkF1PT09pjlsPshoWFoa7u7scb1gjSTpy5IiUqyeeeAJ/f38JU5ycnJSbB71ej16vx8nJSVLuil3xpk2bWFhYoK+vj+HhYeLj49m2bRujo6MShidSxen1euLj420SCwsZEXEJQj4jIiLYvn07q6urDAwM4O3tzZEjRyT8Vako/f39iYuLA2BgYABfX1+eeeYZfHx8iI2NpaSkRLIw+vn5kZCQAKylexP8KIIYS6/Xy4VE2MphbTO4fft2goOD14WBPq7lsVDUQsnpdDr+6q/+ivj4eG7duiUJiZydnZmamqKlpYVz585x9OhR2traqKioIDc3l5mZGZKSkigsLOTevXsEBgZiMBjw9PSUuRIjIyO5desWg4ODXL58mfb2dq5fvy5XYxcXF7RaLV5eXjKvXGRkJFqtlosXL+Ln58fk5CR9fX2Sga+np4df/epXNk5IUTw9PXniiSdITEwkICCAvLw8urq6+OSTT4iOjiYlJUVGBYoiHFcvvvgira2tEgYnMl6vt1MSbbly5QqwRh0qgoHEdVarVU7yd955B61Wy9GjR9HpdAwNDREWFoazs7MUbHsHi16v5+LFi+Tm5vLmm2+SkpLCP/3TPxEcHExERAT79+/njTfe4Le//S27d++WJgu9Xo+HhwdeXl44Ojry1FNPkZiYSGdnJ+Hh4evCEmtqaiguLkav18skxdPT07i5uWEymTh9+rQ0j3V0dHDu3Dmeeuop2tvbuXDhAi+++CLu7u44ODjg7e0td7Fi8dm/fz/5+fkUFhYSEBCAq6urRDsIbLHYHe7bt4/S0lKKi4vx8PDgq1/9Kvfv35fy0draikajkfZeV1dX/vVf/5XV1VWOHTtGd3c37u7uODs7o9Pp5IkN1jYLeXl5TExMkJiYSFVVFVlZWdI+r5QjAVnV6/VkZmZKyKrJZLKBrD799NN8+OGHjI6OyvF/9913pdJW2r5nZmY4dOgQ3/72twkMDOSNN97ga1/7GqOjoxw+fJjKykoyMjJ4+eWXiYyM5PLly5LdLzo6msuXL8vAr/DwcGpra+no6CA/P5+mpibS09MxGAwSLunu7s6f/dmfYbVamZ2dlZhs5ekhNjaWs2fP0t/fz5//+Z8zPz+PyWTC39+fjIwMzp49K6OPY2Nj+fDDD+nt7SUlJYWjR49y9OhR9Hq9bKeDgwMmk4msrCxKS0uZmZkhJCREkn+JheaPoTw2qA+hHCwWi413eHFxUdppKysr+c53vsPq6ioLCwtyQJycnHBycpJpocTkE5NUq9WiUqkkS51wWAlWPKPRiNVqtYGLwedQvaWlJYn7FJlfvLy8KCgoQKvV8tRTT9nsqpVOGvG/Emro6emJxWJhYWFBTijlO1dWVpidncXT0xONRsPc3BzLy8t4e3s/4tCcnZ3F0dFR7iTWg1aJ/y0WC2azWcLz5ufnWV5elthX8VzlfeI70Z8itFwJlROL1NLSEs7OzszNzeHo6Civte/PhYUFdDqdDZIC1pSpEpZoNBolVE9AI4U8KNvt5eWF2WxmeXlZwgrt26Lsh/n5eTQaDU5OTnIcBAxSyJ6joyPT09NcvHiRwcFBvvGNb5CYmMjk5CTu7u4yS/v8/Dze3t6yf+fn5+U4TE1NSf5pq9UqYZ9izGdnZ3FycpJ9plKpZDZz+yO5+Cz6VvSDvUPMaDTKhU+JuvgiBIgy1ZYSESTml+gXJXwQ1jIqOTo6yjlmNBrRaDTyRCDGQrnwqFQqmflFOU7K+s/OzuLi4iJhpyLZsxJ+KPhC1oPG2o+1gFQKR6kSvvnHVB4LRS2KvRJSfmexWDAYDDLIwh4OZQ/lUQqmvXAqP9vvhJV1+SJUh32xN3so6yaKPcRIKAV72NIXvVM5mQRCYD1FaH+9sk72+QTXE25xrWiPvZNU2Z4vgnKJ65U2SOU4KNuidMYK85TyhGLfF0plooRcfdF3yr5VOn2VbRYbBDGJlc/q6OhAo9GwceNGyYYnxmx+fl7aS5V1ValUEpVhTzJlP/6irsr+UY7Z8vIyi4uLMvBKoFzE2K/XdvEe++/sZUHImj000r6PlTIOn0P47P9fT2YFt7dQ+PZ1UqJb7GXBHlMu6iyUtIeHhw3MU8igkF2lLCvLH5uShsfE9CEGQ5DTZGZmYrVaee+996RgiuAE4eFWKpEvgv2Ia65evSqhWPZ8G0K5K2Flys8DAwM2iU+Vv9nvZhwcHBgZGeHjjz9eF19tD0sTk/Wzzz6jqanpEcyqKAKx8dvf/hZY4yceHByUbV9vIVmvbUoIk/jevt0ODg4MDw9z4sQJG5iiaN96zxPMdqLP1Wo1169fp6yszOb54t3impKSEsbGxmhubqarq8sGnqasj7jfXhmstxgrrxX9ray3sn9EPTIyMqioqADWTEkff/wxeXl5qFQq4uLiGB4e5tatW48kdMjLy+Pv//7vbSa+UBBGo5H3338flWqNWbG4uBiTyUReXt4jcMXZ2VkJp1PKslD4P/rRj2RC4JqaGr73ve/ZwDGVkFTlvfYLsvJasdkR/4v7xPf28yMrK0smzbWH7Sl37PaL/9LSkuzbiooK0tPTbeavqLNyTn7Roq+E66WmpvKb3/zGps/Ejv69996zUdrKuorrlYvEY7RX/cLyWMDzxIQ5deoUBoOB5eVlXFxcJLRncnKSTZs2cfbsWZaXl9m8eTM5OTnk5eXR1NTE1q1bKSsr49q1azg5OcmADTGA9+7dw8XFhcbGRjZs2EBOTg5Xr17F19eX+fl5Ll26JFMICftlV1cXW7Zs4Qc/+AGlpaUkJyfj6OjIb3/7W5qbm4mOjn4EVie82SL0fG5ujocPH7KwsCDJkjo7O0lOTubq1aukpaURERFBT08PBQUFEm4kcLFiol68eJGCggLc3NyIj4/n1KlTJCUl4evrS0VFBTdv3mR1ddWG40FA9zIyMrhz5w6JiYkUFBQQEhJCTk4OarVa2hmjoqIYHh7m0qVLGI1GAgICuHjxIg8ePMDNzY3Ozk6uXbtGTU2NjMa8dOkSCwsL6PV6zp07J9M3OTo6kpqaSmlpKSkpKSwsLHDp0iUWFxeJ/F9wKDEuP/nJTxgcHOTmzZsyku7TTz/F0dERrVbLJ598QnV1Nf7+/szOznLu3Dk5To2NjZK8yJ7B7+HDhzKbirB71tTUMD09TVRUlI0CMpvNnDt3jv/4H/8jQ0NDnD9/nmPHjsmEA6mpqRQWFkqbempqKlNTU2zcuJHQ0FAqKirYv3+/jbJZXV2VLHhCRv7rf/2vkmHxxRdf5MKFC7S2tpKUlMSZM2c4fvy4zBSUnp5OYWEhQUFB+Pn5MT09jdVqJTY2lvDwcCorK9m1axdOTk6kp6dTXFzMhg0bqK6uJisri5aWFhITE20U6sLCgiSw2rx5M7m5uZIbx8vLi+rqanJycrBarbI/hYKcmpri29/+Nhs2bECn0/HBBx/Q0tLCwMAAERERfPrppzQ0NEiSpvT0dDo6OqScDw0NsWPHDlpbWzEajQwPD+Pq6sr9+/e5fPkygJRdMSYCejs+Pk5lZSWzs7Okp6dLOff29qapqYm9e/fS19fHmTNnaGxsJDExkbS0NFpbWzEYDMTExHDp0iWqqqoIDg62icq132g9zuWx2FGL8vDhQ5577jneeOMN4uLiMJlMfOlLX6K8vByr1cqRI0dkuvvKykoSEhIwGAxyUAwGgxx45Srp5ubG22+/LYl3SktLefPNN7l8+TKtra04ODgQERFBcXExjY2N7Nmzh/b2doxGI0lJSbz66qsEBwdLnoqWlhZu3LgBIG1yzc3N9Pf387WvfQ2NRkNHRweTk5P09vbKXI1Go5FvfvOblJWV0dvby3e/+12cnJyYn5+XqZwE+5rY+YtglpdffhmDwYCrqytBQUESQfHuu+/i4uLChx9+KIMQhLLYuXMnnp6eBAQE4OLiQkNDgzzOP3jwAFhzsubn53Py5EkAPvvsM7q7uwkODmbfvn1kZ2fT19fH7Owss7OzNDY28u677+Lg4MDFixdpb2+nr6+Pffv2UVRUxLVr19iyZQvbt29ndnaW3/zmNzg7O3P69GmMRqNNcMnu3btpbGxEq9Xi5ubGr3/9a1xcXDh9+jRdXV1MT0+TkpJCTk4ON27c4MiRI0xPT1NXV8fp06dxcnLio48+AmyPuGNjY6yursrs8s3NzRw+fJi7d+8Ctkf6hw8fyrBplWrNfl1YWIjFYuHu3bvo9Xr279/P8vIyv/71r1Gr1Vy6dIn+/n5p9hDvbmpqorm5Wf6flJRER0cHHh4exMTEcPPmTY4ePcoHH7Sb5T4AACAASURBVHzAwMAA1dXVFBYWsmXLFl566SW2bduG0WhkdnaW7u5uWV+r1WoT1KJSrSUqLi4u5s6dO8zOzvLpp5/S3NxMXFwcBoNBcneIHf78/DwLCwvU1tZSU1NDV1cXCwsLtLW1YTAYqKioYH5+XhJmKe+9desWr732Gh0dHbS1tTE9Pc3MzAxjY2OcPHmSzs5Ompubyc3Npb+/n7m5OV5//XUADh8+TE9PD7AGFjh37hyTk5OEhITQ09PD4uIin332mY0ecHR0pLu7m5MnT0p5PHnyJE5OTnz44YdyvMVCdPbsWQ4fPszhw4el/+mFF16gvr6ejIwMSktLGR0dlSdSMbf+mMpjoajFpPH29qa9vV3SVvr4+BASEiIdSWCbvzAoKAgPDw8GBwcpKyuTiUHti6C4FFzG9sfkwMBAvLy8pC0wKChIErFrNBrp4BKOyiNHjrBjxw75nWiDsHWKHHQiXZhgvUtKSnqk3UK5ClzqeuxvVqtVwt1EEVFwTk5OhIaGcuzYsUfIlETwy5tvvsni4iJLS0sMDQ0xNzeHRqOR7bZYLDJ45dVXX8Xb2xs3NzdCQ0NZWVmRAR7CAajVatHr9Rw7dgx3d3e8vb0lNE+ENAuWO0dHR4KCgjh27JgNlh2QON7nnnuOqakpyQx47NgxHBwcCAgIwMfHx8bO7ezsLE1hkZGRfP3rX7fpf1ijT438X4gdo9GIv78/er3e5ii8XjGbzeh0Ol566SXCw8Mxm83SLmyxWHBycsLHx4evf/3r+Pn5sbKyIjlbAB48eEBPT4/NDs3BwQGj0ciWLVv48Y9/LBd2Nzc3nn/+eZKSklhZWZEyVldXx/DwMHFxcRKxtLKyIj+rVCqZAVylUuHi4sLOnTt55plnWF1dJSQkBBcXFykrQtkWFRWxuLhIRESETHE3PT0tcfBf+9rX8PT05MKFC7LuQrZzcnJYWlqio6ODhoYGuaMV/enm5saRI0fYvn07VquVlJQUOSarq6tSphcXF9HpdExPT7OwsEBhYSHJycmy7cI0KYJ9GhoaKC8vJyQkBK1WS1hYGMeOHbORH2UREEjBrCmCtlxdXXniiSc4ePCgTbv+mMpjYfoQCjMhIYG7d+8yNDTEoUOHMJvNREdHS3KlmzdvMjMzg7u7O3q9npCQEFZWVmSuO5VqzZscGxsrHUNqtZrZ2VkZlRQbG4tGoyEzM5Ovf/3r6HQ6CZ8SsDuBoY6KipI81v7+/hw8eJDe3l7m5+fZtm0bzs7OclIKZru2tja2bNnC7t27KSkpQa1Ws3PnTjQajQzoELn0srKyiIuLw8XFBX9/f1QqFXq9XrK5qVQqwsLCqKuro6+vj6eeeoqpqSkqKyuZnJwkLi6OuLg46uvr2bBhA2FhYVKpqdVqsrOzZa68lJQUDAYD7e3t8gjt6uqKTqfDzc2Nffv2UVdXh6+vL7GxsVgsFiIjIyUWWjAPhoeH8+STT1JfXy/pYc1mMxs2bMBkMnHo0CFu376N1WrlwIEDJCQkUFdXR2hoqDQ7iLbNzMywY8cOyeCWnJxMXV0d0dHR8vgtmA8TExPJz8+nu7ubo0ePEhsbS319vTQX2NunJyYmCA4OxsvLC29vbyL/F01ofHy8jcx5eHiQmZkpceGNjY0yyu3FF1+ksLAQo9HInj172LNnD/X19fj4+BAfH49Go6Gvr4/79++TlJTEpk2biI2NtbHTp6SkSBz91q1bmZiY4Pnnn5dRnMnJyfj7+1NSUsLi4iK7du3i4cOH+Pv7SwY6V1dXCgoKCAsLk4ru3r17vPzyy5jNZvr6+qSSDAkJkf0m0CiinX19fQQFBclNQ0lJCd7e3uzcuZPm5mZmZmbYs2ePjBpUq9WMjIzg7OzMX/zFXxAVFcXQ0JBkGfTw8ODZZ59ldHQUo9EoYx4EptxoNHLlyhVpugkKCmLPnj04OzuzsrKCTqeTKJjIyEhJZCUCtLZt24a/vz979uyR4x0VFUVYWBhubm7U19ezvLzM888/T3p6OmNjY2zfvh2TyURMTAwzMzM899xzGAwGRkZGSElJ+aNl7XvsUB//nh2obJqSkAjWR0j8vnfbO+7+d+tq7yj8Xe/9Xdd+0W/rPfN3PUeJNPm31me9un3R7+t9tkfKKJ+lJJjq7e0lLS0NtVrNm2++iYuLy7qIhP+dItAK6enpeHt7c/DgwUfk5PeNmfJ7ZRb5yclJUlNT+e53vyuvUxIq/VvrbY+oECYbJZnUevX8txRl238fwZT95y96ln3+RXsnn7Kv7cvvmw9fVPd/r/74Q5bHQlErB1HpDbZnFRMTQUlUo/QQi0kvcJWiiEkvdhfiWCj+n5ubw8PDQ9ZBXC+8yPC5TUyYHETWF1EEZMjZ2VnitgVhvKurq81z4HPbtj1Eyl7olcpMOWkAGwY30WfKa+HRJKrK+torGWW77fmM7RWquFf00XqQLgEDE9/Z189+jOy9/PaMeUrcsSAyEphhe+iZeJbSoaZcAOzbZrFYcHFxkWMo4G9KdjpluLOSNN8eZeHg4MDS0pKNbVnUTQk7VH4nlDhgs4Aq2yMCa5S/r8dGZ9828Vl5rfheCQ8V19mP03qwOuU7lG1ROouV8moPAVTCJkU/Kd8h5FE8S2n+Evfav0dZhy8ab/t59sdSHgtjjXLAtVotaWlpNDY2SrC8EFCtVotWq5UCLJjDVlZWOH78uLxGORAqlYq6ujqWlpaorKxkdHQUrVYrI8ocHBx49913uXjxoo2gCnuvuFb8NjQ0RGdnp3y2EvaVlZXF//yf/1MKT29vr03yWgEvEjhYkZxVCZVStk0JgxP/i+uFAhB9YE/gr1arZZSX+E0J4xoYGODcuXOcOXNGYoVF/6lUKpv+UavVNn1v/07lmIjflTAwUWf7togJe+PGDSorK22geCrVGjlVUVGRVByenp44OTlJmaiurrbBzwtFJ/pHWS9xjfJa8R4HBweJzigqKuKtt96Svwm8+nrtFu2yh8dZrWtshAJSar8gK/tI+ZwPPvgAs9ks3yHqK9qjVFwODg7U1tZKbo/m5mYGBweprKzkwYMHLC0t8d5779m0U9knot7K/5WJZ5WyqBxD5d/15FVcL945MDAgebCV7xH1Ef1rrziVfSr+KpMv28unUubsx1tZV6W++WMqj4WNWqzYDx8+5OrVqzLlUXNzM8HBwdy+fZvg4GAuX75Mfn6+TF/14Ycf0tTUJCE5bW1tzMzMEBMTY2OrPXPmDBMTEzQ0NPDcc8+RmZlJeno6zs7OMvFoT08Pu3btorGxkfPnz0vWrvPnz1NdXS2dWx9++CGBgYFERERQU1NDWloaZrOZiIgIgoKCqKys5ODBg8zMzHD27FkiIiIICQmRuQ9FVOW5c+doaGjAYDAwODiIWr2GlV5ZWaGzs5Nbt25hsVgIDQ212U3k5uaSm5tLU1MTKSkpFBQUcOPGDTw8PNDr9Zw9e5Y7d+6wadMmqquruXfvHv39/SQnJ8u+VqvV3Llzh/7+fl544QX8/f3Jzc0lODiY3Nxc9Ho9d+/e5c6dO8zNzREaGspHH31EdXW1zB4j0CCbN28mIyOD3NxcAgIC8Pb2ttnBpKenExkZyd27d9FoNKSnp1NZWYmbmxsODg6kpqZSVlZGXFwckZGRNuN2/vx5UlNT+cY3viFNH319fcTHx1NYWEh5eTkHDhzAYrGQlpZGRUUFGzdupKKiguzsbJqbmyVMTfSfwWDgzJkzlJeXy4i3ixcvMjk5SUxMDKGhoZSXl3Po0CGmp6e5dOkSTU1NJCUlkZaWRmlpKQ8fPiQxMZELFy5QUFDAxMQEISEhXLhwgba2NhITE0lPT7e5dj38vhiLvLw8bty4QUdHB0eOHCEjI4Pi4mI2bdok6yAYBsVOXq1Wc/r0aQICAnBycuKTTz6RpFgrKyvExcVx/vx5urq6WFpaknkgi4uLCQwMpLKyEr1eT0FBAS4uLnJclpeX8fHx4cSJE1RWVqLT6ZiamuLq1atMTk4SHR0tkRS+vr7y78DAAO3t7SwsLJCWlobRaGTDhg1897vfpb6+npSUFEwmk8wiFBQUxLlz56irq6O+vp64uDibTdalS5fYsGGDRFONjIxw5swZnJyccHFx4fz589TV1eHm5oafn5/NyeH/xvJY7KjFseXy5cvs2bOHuLg4LBaLZIWrq6vDarWSl5fHM888Q1JSEh999BHPPPOMDSTnpZdeoqioyOaoBWve5rfeeosvf/nLDA8PU15ezre+9S1SU1MB5OoOcO7cOf7iL/5CJuAcHBxk//79krlv69atckc9PDyM2WyWkEBA7ra8vb1JSEiQcMLy8nKZ4bu3t5epqSlmZmbo6emhrq6O+fl5CeWrqqpienpaOj7gc9ODEpbY3NzM3Nwc4+Pj5ObmUlBQwPLyMm+++aZs99GjRxkYGKC7u9umr52dnent7aWiogK1Wk19fb2kzbRarRQXF7Nx40aOHDnC2bNniY+PJzIykvT0dFpbW3nppZdobW2lu7sbk8lEX18fmZmZsq7iPeJ5nZ2dDA4OMjQ0xO7duykqKiIjI4MtW7awdetWG0SLg8Na9nCDwcCBAwcoLS1lcHCQ5uZmiTzZv3+/9Prn5eVRVFTEyMgIaWlptLS0PAJTE6anW7duERISgl6vp7GxUcL7PvvsMxvIHayRUC0tLVFQUEBXVxeNjY08/fTTdHV1ScjX/v37qa+v5+LFi/T29lJdXU1+fj4tLS3s37+fxsZGpqenbYJClDtjs9lMdnY2r732Gm5ubszPz2M0GmlpaaGiooLR0VHq6+slzlw5homJiZw/f55/+Id/ICIiQkZX3r59W5JwvfDCC2RnZ7O8vEx+fj6vvvoqkZGRlJeXs7y8THNzM+Pj43R2dnLo0CHKysrIyMhg06ZNuLq60t3dTUdHh6T7tVqtFBYWSl6a1dVVCgoKKCwsxMvLi9raWoaHhyVeOS4ujmPHjuHn58fx48cZHx+nrKyMzMxMZmdnMRgMDA0NSbipWNAEw11JSQkmk4kbN27wn//zf+bWrVs0NTVhMBhISUmR3ClfFGH8f0t5LBS1KMJ+tbi4KIV5YmKC6elpAMLCwiSJkRDW/4e9N4+Os7jyvz/drX2XWvu+WIsty9q9CdvYBGOIDSacEAgnIZDJcJKcTJaZk0wymR+BJDMkIQECNjF4xTvY2NjyCpZlyRjb2qx9by2tfe3W3t1q9fuHpoqn2zKQ+c2cOO/71jk+anc/Tz1Vt27dp+reb33vQpAcMSmVfrrf/va3cmW9kHtEwPqU39lsNgIDAyVHsCiC4vTixYssW7ZM+qKFD1uZ+FTACjdv3kxSUhJ79uzBarUSGBgoebbn5ubTK/X39zMzM8PWrVsJDw/nnXfesWsTzMPxQkND8fPzQ6fTUVJSQkZGhmS2E7IRuQcjIyPx9PS8LTv3zMwMKSkpbNq0SfJLjIyMMDIywtzcHEFBQRIhoSxKd4anpycNDQ20tLSQmpoqx0lZ5ubmGBgYkKfagoKCJORO+BkFO6K4HuZzHLa2tmI2mzl9+jRLly5l8+bNvPvuu3R0dMhrBbTL3d2dVatWsW7dugVhakodU6lU8nCO4ItWQu4E3O7ixYt4eXnJAzfe3t6yXuGXd3JykjkOPT092bRpE6mpqTg5OREZGSldXE1NTVRXV9v5TJVtEjDNTz75hNHRURYtWkR3dzeLFy/mscce48SJE/JlK4qnpyd6vV5yjhQUFEga2MnJSXx9feWcMJvNpKSkSCpVtVotx9tms6HVagkJCZH+X7VaLeWXl5fH6tWr5U7z29/+tiTI2rJli3yRCrRTVlYWe/bsAeYXLiKu4+TkhJeXF1u2bCEpKUlygIuYg2gXwGOPPcb+/fuZmJhg5cqVTE5OSncKQGhoqNSj/y+Uu8L1AfMGICwsjAsXLuDs7MzatWtxc3OjpKSEyMhIMjIymJiYIDk5GY1GQ1xcHGfOnKG/v19CchYtWsTU1BQpKSl2qxaj0ciDDz4ojUx4eDinTp3iscceIzQ0FE9PT65du4afnx+rVq3i0KFDLFu2jFWrVjE5OUlsbKxcdZ8/fx6DwUBYWBharZapqSm0Wi3h4eEEBgbS2NjI0NAQNpuNwsJCRkdHiYmJYXBwkI6ODlasWEF4eDjOzs6EhITg7+9PRkYGN2/eRKPRsGLFClpaWhgYGGD58uXExcXZBUrGx8eJiYlhdnaWxMREiYF2dnbmS1/6Ei0tLRQXF5Oeno5GoyEqKgqr1Up0dDTe3t5yt2GxWCgvL6ehoQFXV1dSUlIoLi4mKCiI3NxcJicniYuLw9PTk8TERAoLCxkbG+Ob3/wmFy5coLW1leTkZB544AF0Oh0BAQG4urqSnp5+my+1pKSEkJAQlixZIg2YxWJh/fr1nD17FpVKxfLly9FqtfK+hoYGnnjiCTZv3ozRaJSrcpGh++TJk3R3dzM0NMSmTZuYmpqit7eX7OxsZmdn5Uk3R5hacHAw165dk5m7H330UUpKSm6D3Ol0OlasWIFeryc8PBx3d3cCAgKIjY1ldHSUvLw8WlpaqKysxGw2893vfpeGhgZmZ2fJycnBaDSyaNEixsbGSE9P59VXXyU6OlpC34SMxKKhsLCQ2NhY1qxZQ1dXF8HBwXh5eeHl5UVpaSmJiYnk5ORIX7ow+D4+PuTk5BAaGkpCQgL9/f1Sr7y9vYn9L1hiYmIi4+Pj8uXr6urK9evXCQ4Ollju+Ph4xsbGyMvL48qVKzQ0NMiTssLVtnTpUq5evYrNZiM3N5eIiAhKSkpYvHgxqamp1NTU0NnZSWZmJklJSbi6unLu3Dmio6NZs2YNjY2NwHxSXKvVKhcdsbGxMqBvs83n2xweHiY7O5uEhATJaf3ggw8SFxcnM9ED8uX0/2bXx12B+hDlr4nGfpFrldFpRx/WZ0WvHX/7n44S3wmG9N99xudBkZS/L4Qw+SL1i79qtZpt27bxjW98Q7INftbzFmqPY7vv1B+lv9pRXndCIXxenVNTUxw6dIiBgQGefPJJ4uLi7BBBX1QWwv9eW1vL2rVrWbt27R2hfVarlYKCAu67777/MdTB/7QOKes0Go0cPnwYg8HAN7/5Tbsj+uIZoq81NTWcOXOGf/7nf76NKe/z2vxFPjv27Yvq1J105e+13BWGWjkxldhZRziUMiGnmHQajQY3Nze5dRRIgvHxccnNrISeKWFBIiLsmERV+cyFDJEoShiYI1zLEco3Ozsrr1W2QUxs8VzHfosM1SL4pnTrKOFe4jtHCJZyK6tWq6VrRvgXRRuUUCnHCWez2ezqFc8R1wqGN8GQNjU1JXMNKrmQlTSYSreUqFepC8o+KSFw4hrh9hDZ1cfGxiQPtXghOeKWxXOU2eGVEEslVE60Udk+Uc/c3BzOzs6YzWZJVbuQ7or7lYRVSgSIUraOQUbRHpXqU1ZBRxiiclwcYZNKWKKQ30I4blGfEoKnPI0r3GLKMVBSkQoKUYHcsNlsklXQxcVFup6UeG+lfoo+K8dNyF6JS3ekY1XqvTIepZSDUtaiv3+v5a7wUQuhHzt2jJqaGkncLmBJjjAwmBd6Y2Mjvb29wKdwIgH9eeutt9i1a5e8VgkRU8LzxL1KWJqAMSkHWq1W097ezttvv83JkyclLEoJnRIwNqEQjvA8JdRPfFa2Wyi7aKto3/79+3njjTeATw3e4cOHaWpqug0a5gjBUv7W29vL888/L5nhlBBA8TxxT3d3N0ajUU4aZVu3b9/O1NSU7Ovs7CwlJSVyAv3617/mo48+krJX9kVArJTtFc9UQvyUsEeNRsPY2Bjvvvsu+fn5chKWlJTIsdm5cye7du1CpVKxe/du9Hq9DBAr4WM2m026FJR6IwybaJOyfeLzzp07GRwclO4KZ2dnGfC9dOkSV65ckfhr0UfRb2X/xP+VRkr5u9Ap8X9HSKDVamXbtm2yDQLKdydYolJHhEG+ceMGb7/9No2NjXbyFi9pDw8PeeS/vLwcq9XK1atXmZqa4tKlS/z6178GkFzwSiMqguPKOSzaoBxvR51TjpPQFdFvZR+Vc8RR/8UYOsr679lIw13ioxZv608++YSrV6/S1tZGRkYGZWVlHD9+HLVaTWRkpGS5CwsLY3p6mnfeeYe0tDS0Wi1Xrlzh0qVLmEwmoqKi8PDwoLGxkVWrVtHe3s6ePXtobW0lPT2dS5cuSbpJkb2krKyM5ORkLl++TEFBgTwKLlYBarWa999/H3d3d8xmM6WlpWi1Wvbu3YvNZiMoKIidO3dSXFyMu7s7Wq2Wt956i9jYWCIiIqisrOTkyZOMj48THx/PoUOHKCgokIq3d+9ebty4QWxsLB0dHRw/fpzp6WliY2PtmMJEHsEbN26wYsUKgoKC7Lb177333m0MadeuXcPLy4tt27bR1tbG+vXrpa9U3FtdXc2pU6cYGhpi0aJF/PSnP+Xq1atkZGSgUqk4ePCg9FN+8MEHVFdX09vbS2pqKseOHaOvr4/s7Gw0Go3koli6dCmlpaWcOnVK8kyIfms085ldDh06REtLC0uXLqW4uJgPP/wQs9ksYYlCN/7zP/9T5uYLDg7m+vXrVFRUsHr1alQqlQxsrl69mvPnz1NWVoZerycjI4OioiLOnTuHi4sLvr6+7Nu3T6bPEn5xmJ/Q7733HgUFBXR1dZGQkMChQ4eorKwkIyODc+fOUVlZiV6vZ9myZZw8eZIPPviAuLg4BgYGyM/Pp6OjgyVLltDS0iLH0NfXl/3791NWVoaLiwshISFSp5qamqitrSUuLo6bN2/S399PVVUVly5dIiYmhtHRUQ4dOsTNmzdZsmSJRMu0t7fzwAMPcPLkSa5evWrHnqeEJYqVqKPr64033iAxMZEPPviAJUuWcOvWLU6fPk1AQABardZu5b53716ZYWndunWEhYVx/fp11q9fz9jYGMeOHaOyspIlS5ZQV1fH2bNnJcnY/v37KSkpQaPRSC6Ruro60tLSKC4u5vTp03R0dBAXF8eJEyd49913sVqtBAcHs3//ftra2oiLi+PcuXPExsaSn59PXFwc+/fvp7i4WCYoOHDggJR9fn4+Fy5cYGBggOTkZLtd6N+rC+SuWFGLYjKZuO+++3B2duby5ctMTk4yOTnJsWPHMJlMFBcX4+rqKlEJ4eHhkgVOpNoRKyX4FCq3e/dutm7disFg4Nq1a1RWVmI0GgkLC5P0nW1tbZw+fZqamhrS09Pp6elZENLW2dnJ0NAQCQkJMuL+/vvvMzIyQnNzM48//jiHDh3CxcWFJUuWSCjfn/70J5ydndm3bx+jo6MUFRWRl5dHTk4O77zzDmvXrsVkMtHc3Mz27dtxdXVl9+7dMv2RWPG999573HfffcTFxdm5FeDODGm1tbWYTCbWrVvHxo0bueeee+xcHTAPoxOZ1wGSk5N58sknCQsLo6+vD4vFwpUrV2hqasLZ2ZmvfvWrVFdXS04MwZAGyK0wwGuvvYabmxs7d+5kZmaGwsJC8vLyyM3N5Y033mBwcJArV65w48YNqqqqGBkZsYMlilXRU089xcjICCaTCU9PT9auXcvQ0JBE3CjH22QysXXrVoxGIxcvXuTAgQO4uLiwY8cOLBYLhYWFfO1rX5NBKNHmtrY26uvreeCBB6irq+PEiRPU19dTV1dHfn4+7u7uPPDAA+j1ehlQ/da3vsXevXsxmUwsX76c2NhY3n//fXbv3o1arebw4cNUVVUxMDDAypUrb4OT2Ww2rl+/zu7du7lx4waXLl3iww8/ZGxsjIMHD2IymSgtLeW73/0uZrOZy5cv89RTT+Hv709xcTEXLlz4TPY85WpSaaA8PDy4//77yczMpKKigomJCfr6+vjggw/s9AJgaGiIF154ga1btwKfJmKGeVhjfX099fX1vPfee6SlpWGz2RgeHmZqaorm5mbWrFnD1atXOXToEB0dHTJZsE6nw2az8fjjj+Ph4cHGjRsxGAysWLFCQvmKi4spKiqisbERs9lMS0sLhYWFzM3NkZaWRmVlJbt372ZsbIzz58/T3NxMZWUlYWFhbNmyRbp7/qdiA3+rclcZaiFU4ZctKCggPT2d8fFxNBoNzz77LDqdjvPnz8vrRRLXRx999DZIm0ibpXRfWCwWvvrVr+Lj48OBAwckvGrdunWsWrUKmOfGFX5vZREJSR9//HHuvfdejh07RmZmJtPT01gsFjw9Pe18qYA0JG5ubgQFBUnGueDgYJmoU2z7hKERnNpf+9rX5DZbYIbFqmh6etrOvwh3ZkgbHBy87eSZ0ocHcM8995CXlyfl5+rqKp8pYGqBgYGStU3sBIT/UrAGivYI2Yu+PPHEE3I1Kfqt0Wjw9vbmkUceITo6mk2bNsns5kIuSjfSM888Q2VlJWfPnsXZ2ZnZ2Vm5xYZP2dREdhBxv6urK3FxcXz1q1/FarWSnJxMSEjIbSssoSPKLbZgSxRY79j/Ig8SMRHRD+F7F891cXGR4+3t7Y1Wq5UHM4ROwjxiobq6mubmZsrLyyUqIzc3l40bNzIzM0NaWppdLEOZXsrNzY2cnBw79jxBegTzuHtRlMZXYN8FOVR5eTnp6ekSYqmUvbu7Oy+++CLbt28H5l0SIv6iVn/KKJmdnS3vnZyclDBU5YEUwRoo+iTuAXjllVd49NFH8fb2ZnZ2Fh8fHzZv3kxqaipTU1MMDQ1hMBjsXEIuLi5ytf7oo4/K3XRqaqpsX2lpKTqdzs4n//dW7grXh5ggJpOJyspKAB5//HEMBgNzc3OSjUtwF2/YsIG2tjZu3rzJ6OgoSUlJdHR00N/fLyFtAtbk4uLC/fffz7vvvktISAibN2/m448/ZnJykszMTDZs2EBPTw+jo6Pk5ORgMpmIjo5mdnZWQtrg03x+S5cuJTExEZVqnv7SZDIRFBSEl5cX165dY2hoiC1btjA+Pi4T78bGxrJ8+XJu8G0srAAAIABJREFU3bolDbRot4uLCz4+Ply9epWmpiby8vJYsWIFZWVlREZGEhsbi6enJxUVFczNzbFmzRpOnTqFr68vubm5MkWTSjXPkKbX6wkLC8PNzU0ypPn7+5OTkyMpH5WJRYWham5uprm5mfT0dFJSUvD09OT8+fNERESwaNEi2traiIyMxMPDAz8/Pz755BOSk5PJyMjgwIEDGAwGTCYTixcvxtPTk8uXLxMXF0dWVpZkz4uLi8NgMMh+JyYmotPpmJub586uqKhgaGiI3NxcO7y8SjV/nPz48ePExsayadMmTpw4IVnb0tPTZV5Nd3d3eULU39+fRx99FE9PT+rr6+XJw9HRUZktXInSCAgIoKWlherqaoxGIz/4wQ9obW1lamqK3NxcpqamiI+PZ3x8nHvuuYeJiQk++ugjnnzySfz9/amqqsJgMPD1r3+dmJgYqqurCQkJIT4+XuqTgFWKotFoGB4e5qGHHsJqtfLEE08wMTGBXq8nOzsbNzc35ubmWLRokcz3KRIFbNmyhcnJSbq6um5jz4uKisLV1ZX8/HyWL19+W6BucHCQixcvsnz5ch5++GHa2trw8fHB3d2dtLQ0u0D66OgoW7duxWQySdhmc3Mz3d3dfOUrX5Ec1CtWrKCgoICWlhYMBgNxcXG4uLgQExPD5OQkX/7yl2ltbcVisZCbm8vY2BharZagoCC6urok77xgxGtoaGBubo68vDymp6clxer9999PaWkpNTU1eHl58cwzz1BRUYGLiwvLli3DaDQSHR0tA9q//vWvWbVqFQEBAX+3q+q7AvUhyl8Dt/oi9zvWsVC9X/Q7Ub+yKH/v6enh9OnTPPfcc3YMYcr7HNsmdhC9vb0yy/N3vvOd25LsLvS8v7Z8VtvvJL87Pe+vkd1C/f6865RyUxqXz2vvneq40/fiO7GV12g0nDlzhoqKCpYvX87GjRvtYJ2Oz1qo/Qs90/H6hdq+ENpFWZfy94WeI/7vSBLl+FcpzzvJ54tc91kyvVO5k/w/b3wcf5+bm+ODDz6gubmZjRs3kpGRcds4CTlMTk5y48YNNmzYYHdi+e/NWN8VhloIzhGmJFY8SuKd6elpZmZm7AjlPwueo1R08btyUGdnZ6muriY+Ph5/f3+7BKaO+F2xurBYLAQHB8trlck+F4JzieeL/yshc6IdAmro6upqx+CndFU49slxQoo6JycnsVgs+Pv72zGzOU5c5efBwUG6u7tJTU3F2dnZzofqaBxFH/r7+wkMDLSbGOJapYwd3Sy1tbV4eHhIP7v4TdQxODiIVqu1a6Py2cpnOMpA9LWnpwdPT098fX1vGydHuYqiUs0zK87MzODt7c34+Dizs7Py2LqQubIecZ/om6jPkflROUaOsE9xzcDAACEhIUxPTzMwMEBMTIw0vqIOZb02m43R0VE5BqItCy0GBCxTCSVUokCU/1f2Ra1WYzabqaqqkvzsQs+UsL87zVelrhkMBunuUs5dmI8riCQPAlE1MDCASjV/mlXEamZnZ3F2dpY8H0lJSbfNC0eZK18+f6+G+q7xUdtsNolxVeJGBeZV+P7Kyso4evQoAAaDwQ6Xa7FYJKTMbDYzNjYmJ7ISrmS1WmVaKBcXF86cOSNTawmFUtIsKkt7ezv9/f3AvLGanJy87TCNRqPh8uXL/OpXv+LPf/4zbW1tdlApoTAiWCqKqEP8Jr6bmZmRhlzUIT6La0SdKpVK8jUIGSkVWZC4K5VXPPP111+Xx7PNZjMTExMyECN80KL9MzMz/OUvf5FyVPqElWOoNGIwD8F89dVX6evrk89VGvjx8XHefPNNzGYzVqtVjiHMv1SVhl35TLPZjNFolAa4sbHRLtAofJtKAyLG7eWXX6a6ulq2R5RPPvnETi9Uqnm8tvishIHNzs6Sn5/P4OCg1AFlVhabzSZjLUqdF3WNj4/zl7/8BbPZzMDAgOS+EG0UbkC1Ws3o6Kg0ZG+//bY0pkajkdOnT0v/sXJFXF5eLlNe2WzzEE+j0Wg3Tkr/9NTUlKznrbfeoqSkhFdeeUXGbZTyFD5zJbOdEnIoXnJnz56luLjYrm0icXRHRwf79u2zm2s6nU7GOoQMxPhUV1dLOzAyMnJbv5V6b7FYmJiYsFvQ/b2Vu8pH3dzczMGDB7l+/TorV67kd7/7HfX19VRWVpKUlMQrr7xCVVUVwcHBeHp6cujQIUpKSli+fDn79+/n2LFjaDQaAgMDee211+jp6SEgIECSyQjlOH78OCdPnsRmsxEfH4/FYsFgMJCZmcnp06e5cOECExMTJCUlyTYKg/nWW2/h7u5OSkoKL730EvX19Vy/fl0GIsVkOn/+PKGhoTzyyCMEBgayY8cOli5dyttvv83SpUv53e9+x/Xr1wkJCWFoaIjdu3dTUlJCSkoKf/zjHyktLaWxsZHMzEz27dvHuXPnCAsLk6uLhVb7vb29bN++ncrKSulf37lzJ7W1tSxfvpwdO3bIvIlRUVF2KyBPT0/a2tqIjo4mODiYI0eOcPLkSUJDQ2lpaeHAgQOUlJQQGxtLQUEBFy5coKWlhS1btsiAp1qtpqOjgwMHDnD16lUyMzPZtWsXS5YsYdeuXSQkJPD6668TERHB8uXL7ThUVCqVZHfr6upizZo17N27l2vXruHu7s758+c5duwYRUVFktdFyHpoaIjXX3+drq4uwsLCmJiYYMeOHWRkZKDVaiUcT6/Xs3TpUrsVfm9vL/v27cPNzY2MjAx+8Ytf0NrayuDgIP7+/pw8eVKiCHp6eti3bx/t7e0kJiaye/duUlJS2LNnD7Gxsfz0pz9Fo9GQk5PD2bNnuXjxIo2NjURFRfHSSy/R0tIi+TuUq3HR746ODh5++GEOHz4syatqamp46aWX6O3tZfHixZw6dYrLly+j1+tZtGgR9fX1DAwMMD09jcFg4IUXXiA0NJSkpCS7nU5vby+nT5+mqqqKgIAAOjs7ef/99ykvLycnJ4fdu3dTXl6Ok5MTfn5+7N69m4KCApKTk6moqCA3NxeDwcDq1avZtWuXzEjT19fHgQMHKCsrIygoiMDAQGn8lTshtVpNVVUVRUVFlJaWkpKSQmFhIRcvXpTMgO+//z41NTUSYvvaa6/JY/eHDh3i6tWrtLS0kJGRIZMu33PPPZSUlPC73/2O4OBgUlJSOHLkCFeuXKGvrw+VSsUbb7xBbW0tKpVK6v3/v6L+vyi9vb0EBQXR2tpKb28v09PTPPnkk0xNTXHhwgWSkpL4xje+gUql4t1338XT05PBwUE6OzuZmJhg3bp1PPjgg3LFICLDoghjOzk5KYNPgF0EXwRv3Nzc5D2A/G7jxo0MDQ0B8+xqTz31FJOTk5J0SBQnJydu3bpFUVERZrOZ4eFhAAYHB2UA6ZlnniEtLY1jx47x7LPPkpiYyKVLl1CpVPzkJz+hu7ubxsZGXF1dmZ2dlYFWR7eFmPQff/wxaWlpEt3Q29tLeHi4ZMYTJwdF38B+6y9yHM7OzmIymXB3d+fWrVuMj4+TkZFBbm4uH3/8Mc3NzfzTP/0TYWFhtyFj+vr6CAgIQK/Xo9fr5Q5HfL9hwwYeeughUlJS7E7qTU5O0tzczA9/+EOioqL4+OOPaWhoIDAwkGvXrqFWq4mOjiYkJISenh67tit5kmdnZwkNDSUtLY3x8XEmJyc5f/48sbGxlJaW2r2cAE6dOkVOTg6NjY20tbXh7u7OU089RWNjI1NTU9x333185Stf4fLlyxgMBkJDQ6moqJDJlNVqNf39/QQHB3PPPffw7LPPAnD06FEiIiJobm6mra0Nb29vHn/8cblyB+z6/eMf/xh/f39UKhVbtmyRxFBmsxkPDw+++93vMjs7K2ljy8rKUKvVnDt3jk8++YScnBy0Wi2bNm2SsDSl/ppMJlatWsWTTz5JYWGhzGqj1+vp6OjAx8cHq9WKl5cX/f39eHp6YjAYaGpqwtPTU+pMZWUlRUVFREVFUVZWRk9PD9nZ2WRlZVFVVWX3TMfPFouFr3zlK+Tl5ZGfn8+5c+eIjIykpqaGvr4+0tLS+PrXvy4z2q9YsUKuqE+fPk1MTIxM/ix22QAxMTFs3LiRhx9+GIPBIK+tqqpCr9eTmJjI/fffL+fP3yPy464w1EJwhYWFEuI2ODiIm5sbTk5OWCwWtFotra2tfPLJJ1gsFokKWLt2LfHx8QAEBgYC84MoSHPECTkxMfV6PTU1NURFRUkXhqurK83Nzdhs83nd0tPTOXz4sNwKisltMploaGiQ7gEPDw+7F4GyzM7OsnjxYjIzM6VvUVBAAvj6+sqMz4IfuL29naioKKamprh69Squrq60tLRIkh7hLti2bRtTU1O3uWYEKVRZWRlWq5XCwkKCg4Mxm80MDg6SmpqKn5+fXQJTZbFarTQ3N1NfX09rayvh4eH09vZis9lwd3fHarXi6uqKWq3mypUr9Pf33+abLywslCfRBJlSaWmpNK4mk+m2BL5ClnNzc1y5coXe3l7CwsLw9PQkIiKC+++/X/qZhctCWcR4Nzc3c/nyZQBaW1slhj08PBxXV1e2bNkiX2ziWLIgPLLZbFy+fFnmrhT1NjU1UVFRgb+/Px9++CHh4eGMjY1hsVhkoEoYk5GRET7++GPm5uaIiYkB4MEHHyQwMNAOy7tQvwsLCxkeHmZmZoba2lo6OjqYnp5GrVYTGhoqrxWEXo888ghWq5WsrCy0Wi3l5eUEBATQ0dFBfX29XYwBkLsdsfIV7bv//vsJCwsjLi4OX19f3n//fUpLS5mensbb25uBgQHGx8fRarVMTk5SWVlJfHw8np6ebN68WcZVlIZz27ZtwO3+8tnZWWpra6mvrycmJkZywW/evBlvb28pI7FoamlpoampCZPJJFkAt2zZAsxDBMVCwMPDg87OTkkwJmS0ZcsWPDw87HKb/r2Wu8L1IVaIiYmJGI1GVqxYga+vL4mJiQQHB+Pr68uKFSswmUy4uLiwevVqVq9ezcDAgGQIExSUIjVTU1MTMTExbNq0ye7ouVarxdXVFa1Wy+LFiwkPDycyMpKhoSE8PT3x9vampaWFhx9+mJiYGLuViV6vp7e3F39/f9zd3UlOTiY4OJiAgADCwsLsjgv7+Pig1+tlQtGMjAw6OjrIy8sjOjoaf39/qahLly6lpaWFpKQkVq9ezdmzZ9Fqtaxfv57Vq1czOTlJYmIiSUlJDA8Pc+PGDR544AG7U2cqlYrY2FjGxsbw8fEhLy+P1NRUjEYjq1atwt/fn5mZGSYmJiSO3HEMwsPDaW5uZvny5Xh6ehIaGkp8fDyRkZFEREQQGBhIVFSUbG9eXh5xcXF2OPWkpCSMRqNkw0tPT6ezs5N77rmHqKgoOU7iYJJyex4VFYVer2f16tVSB4aHh1m2bBnBwcHExsaSkJBA7H+d1hT3azQaGhsbiYmJYcuWLXLVpVarSUhIIDMzE51Ox+LFi+0gWhMTE8TGxrJ+/XoyMzNxcXGRGGt/f38WLVoEgIuLC1u3biUiIoKZmRlyc3Ol3oyMjHDPPfcQFhZGWFiYZBXMycmhvb1dQiy1Wq10XYWGhtrFFaKioujs7ORLX/qSPFErcN6JiYkEBAQQHByMk5MTKSkpdHR0kJiYSEhICNHR0axatUrC4dzd3enp6SElJUW6x1SqefyywIZv3ryZtLQ0ent7CQgIICEhgZ6eHsxmM4888oiEuAnXUUZGBt3d3bi7u/Pkk08SERGBXq9n8eLFhIWFERwcTGBgIImJiZSUlNDe3k5eXt5t+qnVajGbzQQGBrJx40YSExPp7OwkNjaW6OhotFotoaGhUq5jY2Py5bR69WpaW1tJSkoiMDAQHx8fZmdnmZiYYPHixXh4eNDV1UVaWhpLliyhra2NRYsWERUVJSlchWsG7owGulvLXYH6cCx3gub8dz471qlcLX3W4NwJqvRZz3B8zkL9ENcsVIcIfOTn5/Pwww8viNTo7e2VBxuUPkDH7eYXfaZjuZPiflZfPk8+jm1wrFd5jdLV5FjnQv37rD4u1B7H8b8Tuc9/p97P+s2RTOnz5P5F54C4VlnvFx2Hz5LPF22Dco6IVbvIWK8M2DrOvTuNpWM7P2/O/TU24E7z+U79vpuM+F3h+hACFclthatApZrPuSZOHyoZymB+K+V4Ok/UNTc3Z3dMWgh7dnaW/v5+aRTFQM3Oztq5R8TJquHhYTvIn2DBE20U7RZFDK44QSaeIfolnj0zM0NXV5e8XslGt3XrVgl7slgsDAwMyDpCQ0MlD6/op1IplTJS9svRmCgnjvJ+4ZYQshXfG41GGZxRqVT09/dTWloq/fsigYBKNY+qcXzmQp/Fs5UTU7RXyFzJfKjsn3JchWvH8Xvli0zJXqg0nsLHLMZbQMJE+5U8EUrZKMdY9Em0T9Tf0dFhh0RYCBom2qHUAWX7VCoVQ0NDjIyM2LXLUd+VclK6lpR9FvNLOX9Encp+K+ehcl4on62cA8r5GxMTI3c7gB0yR/l8x/mknEei/QMDA7eNB8y7zwRaxGKx3NZvlWo+JjIxMbGgfNXq+aQJIpnGQi/bu8lIw11iqOHT4MDk5KSE+szMzNDQ0CCNtsVisYM4KdnfHKFcyiPZavU84b7NZsNoNLJjx47b6DYF5E3kLATo7+9nx44ddgbLycmJ8fFxietUQrDm5ubkEWvxfBHUBG6DYAl+DKE8RqNRPmt0dBS1Wk1nZyf79u2TEDmj0cipU6fsYH2ObZicnLwNyme1Wnn77bd5+eWXeeGFF26TvUqlkoot5CFcJQBtbW0MDAwA8xPol7/8pSTbuXDhAn/4wx/o7u62GxchdwF3FP1UGmaz2Swzdot7NBoNN27c4OjRo3R0dPDWW29Jn7cw4jAfaDOZTHR2drJ37140Gs2CMDVRp7jPcRI2NDRIOKJSN0RfxsfHMZlMEtImDLwYY6FHAm4pxqq5uVkGW4uLi2WwbaGihP0VFhZSX18v29DS0sLIyIhsuzgqrxxvpa4rKXfhU4OshHkKfZ6YmGBkZET2W8xDAc8TOizGUARiDQaD1C9xrcBhW61WaUgvX75MQ0OD3fyemZmReqCUn6hXzO+2tja7vopn1tfXyziLcr4LnTeZTLz55puy/yaTSdoUMb927dqFXq+3q1foxNjYGGazecFV+d+q3BU+ajFJy8rKOHDgAMPDw6SkpFBdXS1JiCwWCzt37pTcBcpMGSqVitOnT3Ps2DFcXFwYGBigoaGB0dFRampqMBqN7Nmzh1u3bpGamsoHH3xAfX299Gkp/dAtLS3s27ePlStX4urqKklnxsbGCA0N5V//9V9pa2sjKSmJq1evcu7cOZqamv5XIFg9PT1ERUWh0+nQ6/UyyPriiy8SGhpKcnKyZBETgc/XX399QSiSOKYtjrHPzc1RV1fH6OgodXV19PT08N5773H69GlycnLYuXMnFy9exM3NjZiYGLZt24aHhwcpKSkcP36cmzdv8uCDDxIWFsaf/vQn/Pz8WL16NcHBwXbbT4HfPXPmDIsXLyY/Px+tVisJsI4cOUJRURFOTk7ExsbKoGF1dTUHDhygv79fsvTt3LmTsrIyVq9ezZ49ezh+/DgajYaAgADa29vp7OyUMlLC1BbaDgud6+zsZOfOnWRlZREQEMDBgwdpbGykr6+PxMREfvrTn9LU1ERCQgLl5eXk5+dTWVlJZmam3QERnU7HW2+9RV9fH/Hx8bS1tXHgwAHy8vLw8vLi17/+tWRA/Oijj5iamqKmpobh4WG6u7t55513GBoaYunSpfzyl7+kvb2djIwMrFYr27dvlzC1I0eOcP78ebq7u/Hy8uKVV16RCJW4/0qCoFar0ev17N27l1WrVvHKK68QFBTEe++9x9WrV4mOjqa5uZmXX36ZsbExCY1raGhgaGgIrVbL7t27ZbJggScXsZLXXnuNpqYmfHx8MJlM7Nu3j+vXr5OUlMSVK1fYuXMn09PTpKam8n/+z/9Bp9ORm5uLXq/n4MGDlJSUEBMTIznRRaD+1VdfRafT4evri5ubG9u2bZP9Frqp1+uJiYnh5MmT1NTUMDc3J/stxrSgoACz2cyaNWvo6OiQcMK4uDjJyNnY2MiGDRs4ffo0V65cwWg0EhQUxM9//nM6OjqIjIy0g/X+rctds6IGZJohNzc3TCYT2dnZMvhTUlJCfX09gYGB0lgLIVqtVoxGIwEBAZSUlDA1NcXExARms5nR0VEuXbrE97//fb73ve9htVoJDw/nH//xH2XiWeUbPSkpiaSkJAmYj4uL41vf+hY1NTVyq/bjH/+YoKAgDh48SGRk5P8aBKu0tBQnJyeOHTtGQ0MDS5cuRavV8sADD7BlyxZ6eno4f/68hC319vayaNGi26BIc3NzMp3SzMwMTz/9NN3d3UxPT0sZXb9+ne9973t4eXnJreVXvvIV7r33XlQqFQ888ICEGIqMJvfffz+enp5s2LCBBx98UKZXUmK8V61ahZ+fn2R/Ewc3BgcHsdnmU2WFhIRIBI4wpH5+fixatIjBwUGysrJoaWkhLCxMIhoMBgP33nuvbMPRo0ftZKSEqYkdjnKsxSGV6Oho0tPTpWshIiLCTjdmZmb4yU9+QkREBPv37yc0NBSdTid3D6K9gptbkOUvWbKE6Oho+QLNyMjg6aefxsfHh76+PkkoZTAYGB4eJjQ0lE8++QSA7Oxsnn32WQIDA/H29pbBQoCSkhL+/d//nY6ODqqrq4mJieGhhx7i1q1bsj02m42YmBjJ4a3VamU2b3d3dyoqKrBYLISHh/ONb3wDtVpNWFgYP/rRj2hubua9996TO7aKigr8/PyYnZ2V6AlnZ2esVisBAQGcOXNG7lYFBnrp0qU88cQTqFQqsrKyePrpp/Hz8+PYsWNYrVbMZrOcI0J+goxNGEVPT09Wrlxp1+8XXniBxx9/nPHxcTIzM3nsscfs4Hqirq6uLmJjY4F5QrGVK1fy6KOPcvr0aW7dusVzzz3HsmXLaGhooKCggOjoaG7evInJZGJubo4f/vCHciGoPAD1tyx3Ryv+q7i7u5OXl8e5c+fkdk+v11NXVydzwAm4lrL09fXJt3Rvby8uLi50dnZK5fX39+fjjz/m3LlzTE1N4enpaacUoojDE21tbTQ3NzM+Pi6zUgsfV1BQEIBcscL/LgTLYrGwevVqnJ2dqa+vl4cVmpqa8PDwIDQ0FDc3N7Zs2YKLiwvu7u63BUaEW+X5558nIyNDZtvu6Ojg1q1bzM3NZ5QuKyuT20AvLy/pa3SEJQLSrSB+VybPVQaRXn75ZYaGhggKCmJubo6hoSHKysrkdl3ITOnnh3mo29q1a3n++ecxGo0UFRVJgyEQOgEBAcC822DNmjV2Muro6KC2thaNRkNVVRWHDx8GsPMDiy29TqejtbVV0uQqEyKEhobKySqOdG/cuFHGCZQukrVr13Ljxg1KS0uZmpqira1NutFUKpVcYPj4+NDQ0EBjYyOTk5Ncu3aNqKgo6d6w2Wxcu3aNiYkJZmZmaG5upqmpSZJqFRUVYbPZ8PX1lXSySp0TO7k1a9bwhz/8gS9/+csEBwfj5uZGcnIya9aswWQySZ0TPttr167h5OREQkICarWa9PR0srKy8PLyIjMzkyNHjtDf38/KlSuxWCwcOXKExMRE1Go1y5YtY/ny5VgsFplAV8j7+vXrAMTFxaFSqSTuWik/s9kscdP5+fkANDU1yX67u7tLHnmbzYabm9sdg7+enp5SP8PDw6mvr6e8vJyYmBhcXFwoKiqipaWFgIAAgoKC8Pb2lrA/gQpxjP38rctd4fqAT4M1jY2NrFu3juzsbK5evYqvry9ms5l77rkHrVbLwMAA6enpdgbJx8cHb29vfHx8SE5OZunSpZhMJskat2LFCmprawkPD2fJkiX4+voSFhYmYXXKNty6dUvC+WJiYoiLi5Pwo7CwMAIDA6WCC+hZZGQkMTExt0Gw4FND+XkQLK1WuyAES0DkxMmw2NhY3Nzc0Ov1ZGZmSmY7kWHa39+fkJAQ2WaYn4hjY2M4OTlhMpno6elhw4YNTE9PS5eFv78/paWl9Pf3s27dOnlC0dXV9TZYYlRUlJ0cvL29iYyMxMfH57Yg4ejoKP7+/tLNI/DLAq4XExNDfHw8cXFx+Pv7y/aKF1ZgYCB+fn4sX75cnozz9PQkJiZGJibWaDQkJSWRnZ0tZeTu7k5XVxdLlizh6NGjhIeHS7y00h8p/MZOTk5EREQQExMjIZehoaH4+/tLHVm2bBldXV2EhobKFZfoK8z7utPT01m/fj3Xr1+XacISEhJYvHgxbW1teHh4sHLlSnp6eiS0TriosrOz0Wq1pKam0tjYSHR0NAMDAxiNRjw9PQkJCWHlypVUVFSwefNmyU8TGhpKcHAwwcHBUn4qlYrAwEDi4+NJT08nJiZG+pNTU1Px8vKSmbzFacTR0VE2btxIdnY2ZrOZ2dlZli1bxtTUFB0dHfKZra2tuLm58dBDD5GamiqP+6ekpODt7U1YWJiEf8bFxcnkx3l5eTKOtGTJEumLFr7qlpYWfH19+epXv0praysTExO39Ts1NZW4uDgJ5VP2W+icq6srH330EevXr2fRokUYjUZcXFzYvHkzMTEx6HQ6cnJyyM3NJT4+XiYc0Gq1sl6lHt8N5a6C5zlG6x2jseI7ca3yuztdK65zjLg7ohBEWQjm5OincqzPsS4lSkTZZscg1kLohIWuFf43ZRDoTnKCT4+xfxEZi/bq9Xry8/MJDw/nkUceua3t/zfls8b1865XytOx3+LahepU/r+xsVFSbiqDkXci3nLs+0IQPse2K+9xhBaK3xbSGeW14lnKe5Xt+KyxV37+LL0Uz1zoXqWuKeWyUF/Fb3eS4UL1LESitdA8XkgmSvk56oT4v3DzOTk5cfLkSVauXEloaKi8Tvn8hWStjHndLb5pUe6KFbWAPi9aAAAgAElEQVQQWGNjozzGqlKpqKmp4fLlyyQnJ6PRzOfNq6+vJywszE7oVquViooKQkND7WBLC00QURaa2OJvdXU1Tk5OeHh42F0rFKKjo4OxsTEZbHB8ltJQKpVPqXBTU1MS0C+Ko3FVqeahWe3t7YSEhGCxWNBoNDQ3NzM5OYmfnx/l5eVcu3aNxYsXo1LNk1a5u7vj7u5+2wRWQu5EO0Xx8/MjJyeH5ORkO9mItgtolSiOLwZHYyyeq4R6KeWglOlCxmUhY+I4tiqVys7oChnW1tbi7Owsc/5ptVq71Ztot7hXCSVUcmP09fVJPLDQIWViZFGPwWCQaCThNhHyFtcJ98Lx48cJCQmRiXWVSARxnYCaOTk5ycCwSDIr2utoYEZGRpienpauOtFGJUJFjKNAhQgZOC4GxLgpx0QJj1Or51OIzczM4OfnJ/WyqqpKpksTdSn7pnyOUn7Kfs/NfcoUKOB2ynmuNLTKeSPaJp4pVvfiBSH6XV1dLXXjTu0Rbbqbyl3hoxZK8/HHH1NYWCiPSgvOBwHRqampkQE4gLq6OolLPn78OJWVlZLNTfmvq6uLsrIyGhsbmZmZYWRkBKvVKk8/tbe3S8yr0WikublZHg3v6+ujrq4Ok8kk6TNPnz4tgyGC90G4F0SgZmRkhN/85jdUVVXJCSn+DQwM8MYbb7Bv3z7Onj2L0WjkxRdfpK6uDpVqPjONCAZ2dXVx4sQJ6R+empqirq5OTsaIiAgKCgpk8GdoaIhDhw7ZyVUoojJZsEr1aUJQ5SRRGnJRHKGGSgMpfnd8MQlFFxwcSrigqMfxn7hfWaeyLicnJzo7O3nssceYnp5mdnaWjo4OGhsb0Wg0WCwWdDodR48exWg0MjMzw61bt7BarczOzjIyMkJlZaXkZRGpxBzbZ7VaqaqqwmQyAfOcLg0NDTJTjvIld+TIEV566SXy8/Mldre2tpaRkRGcnZ3p6uqiqamJsbExyYFSXl4OzBv4qqoqibXv7u6mrq5OyrW9vZ3jx4/L+aAcR6UR/tOf/sSOHTvIz8/HYDBICOHIyIj8e+vWLZn1p7y8nJGREdRqNX19fVRVVTEzM4NGo6G+vl7KRDkmjv2+efMmH374oYwJdXd309raKvVyYGCA6upqCZns7++noqJCziNlfwYHB6msrJTGtKqqip6eHpydnZmYmKCjo4O6ujqcnJzQ6XS0tLRIN+l//Md/0NbWhko1Dy+9deuWjJcojffs7Cw6nY733nuPsbExqRvCkDvqhnLBcTeUu2ZFrVaruXnzJu3t7ZSUlBAcHExUVBSlpaVkZGTg7e1NQUEBlZWVrFu3jqNHj3Lz5k0++ugjUlJSKCoqYmpqisuXL3PvvfcCnyrCyMgIV65c4fDhw9x777289dZbpKWlsXfvXnp7ezl48CDl5eWMjY2RkpLC9u3bZcaM559/HpvNRn19PVarlRMnTtDX1yefWV1dzcWLF1m1ahW/+tWvMJvNkkv5rbfeIiUlhbi4OLtThr29vZw9e5Yvf/nLpKWlMTw8zP79+1myZAnx8fFcvnyZs2fP0tTUxJIlSzhz5gxDQ0N0dnaSlZXF9u3bCQ8PJyYmBi8vL8mA5u7uTnR0NKdOnWLt2rW3EVIp/y70vdI4LnTt37KIl8fFixeZmJggPDwcvV7PoUOH6O7uRq2eT45cU1NDe3s7ubm57N69G51OR1lZGVlZWfzDP/wDnp6eLFu2jKNHj1JcXIynp+dtuRNhnlRpYmJCMupZrVbOnTvHmjVr7GB5xcXF+Pn5yYTBP//5zwEoKCggMTGRHTt20N7eTlFREffeey9dXV04OzuTnJxMQUEBZ8+elT7cV155hYmJCQYHB2lqaqKkpIS2tjZWrVolg9iO7hO1Ws2ZM2fIyMhg1apVqNVqyRy4bds2li9fzne+8x28vLxYvHgxhw8fpr29neLiYuLj43n++edlFvnk5GSOHj3KmTNnJC+Mo5tP9LuyspLW1lZu3rxJaGgozs7O7Ny5kw0bNjA1NcWrr75Ka2srXV1deHt78y//8i/ExMQQHR2Nm5ubrHd4eJgXXngBtXqedOvixYtUVlZSXFxMdnY2u3fv5sMPPyQ9PZ3h4WGOHj1KRUWFJPk6cuQIOTk5hISE8Pvf/56uri6KiopYt26d3S54z549tLS00NbWdkfd8PHxISYmRibuuJv0/65YUYtitVrZunUrWVlZ1NfXA0ifE8CGDRtklPuTTz4hKChIpnfy9/fnueeek5SlypVYbGwsTk5O/O53v8PFxUUaJUEylJaWxuLFi5mamsLHx4dly5ZhsViwWq3ExcWxefNmmTD0oYceYs2aNRiNRsrLy0lISCAoKAiTycSmTZswmUwMDAwQFBREdnY2Dz74oB1RPMyjB/7t3/6NlpYWDh06RGRkJLm5udx3333Mzc2h0+lYtmwZfX19TE9Pk5aWxlNPPSUTlmZlZcmDFDabTR6+gXleCg8PD8bHx6Vc70bD+9cW8aI7d+4cWq2WkydPYjKZWLFiBXl5ebS1tdHb28s3v/lNkpOT0el0tLW1kZaWhqurK2azmfj4eJ599lm8vb3Jzs4mMjJSQuWUbhy1Ws369eulm8PDw4PHHnsMT09PubsTRaVSMTw8TF9fH2azGV9fXx599FHc3NyorKwkOTmZr33ta7J+i8UiX6DKcTaZTKSlpfGlL32Jnp4empubefLJJ0lKSpIrRLHyXsjF1N/fz9DQkN1OSezk4uLieOaZZ/Dz86OmpkbCMBsaGli0aBHPPvssBoOBkpISwsPDcXFxkXDJOz3TarXy0EMPkZubi06nk3hnjUaDTqdjaGiItLQ06bLIyspi69atdhwvMA8EWL9+PUajEYPBQGVlJd/61reIj4+nvr4eX19fyT9SVVVFVlYWX/7yl7FYLERERLBq1SpycnKkzJYuXSpRVspFh16v5+mnn/5M3Xj66acJDw+/bUd5N5S7qjUqlYozZ85QVVUlk3wCnD9/HqPRyPnz56moqKC9vZ0NGzYwNjYmo/mDg4Ps3bsXNzc3uRIQ27SXX36Zqqoq2tvbsVqtzMzMcOLECXnySok1bmpq4saNGxQWFjIyMiIzrszNzZGcnMypU6coLCzEx8eHFStWSFY6b29vedT95s2bODs7YzAYOHDggGS6E+1paGhg//79uLq6Mj4+joeHB729vRw/fpzJyUl0Oh0uLi4YDAYmJiZoamri6NGjLFu2jIGBAa5fv05RUZF8IVksFpnd2mKxMDU1JX3f27dvl24apY/576kIAyEOa3z729/G2dlZ5syzWCy4u7sTHh7Orl27qKurIyEhQZJY5eTkoNFopM8a5t0ZAQEBlJeXS7eRmKADAwNcvHiRkpIShoeHJfWtI4RQFHFgo6+vD1dXV+bm5uTkF1h30Qc/Pz+uXLki6XmdnZ0xGo2Mjo7i4uIiFyYJCQns37+f2tpaAgICKCsr47XXXpOGz1E+Tk5O8lj0zMwM77//vkycIPqtUqlITk7mzTffZGZmhiVLlqDT6di7d6/MJTk6OoqzszMjIyP09fXx4osv2umuss/CmGk0GmpqaqiqquLs2bNEREQQERHBxMQEubm52Gw2aaAdXQriFO3k5CQ1NTWsXLmS3bt309HRQWpqKrOzs1KXFy9eTFNTE1evXpWybGlp4cKFC4SGhpKamsrAwADZ2dnSTSOe90V1426D5YlyV6A+xBt7fHyc3t5enJycJHXp6OgoHR0dxMbGSi4Jf39/4uPjqaqqwsvLi/j4eAYHB+nr6yMqKkqmGxIBjY6ODnkENjMzk/7+foaHh4mMjJS+TZg/tNDf3y99zrH/BZr38vLCaDSi1Wqpr6/Hzc2N8PBw1Op5MvTw8HDCwsJob29ndHSUpUuX4uzsTF9fHx0dHZKZTRncE+T0mZmZuLq60tPTQ19fH1lZWTJpq7e3N66urvKY77Jly+js7JR82ALSJiZ9dnY2Fy9epLm5me9///vA/ErCz89PBlYWWlWL7xfK9ei49XW8ZyH1WShq7ogUUCJYlPeIz/Ap94No0/DwME5OTvj6+mIwGJiZmZGQQIvFgpubm+SwDgsLk/EGkXBX4Llh/jh/Q0MD8fHxMmAoni3kqVKpZKJgHx8fCTVUurEMBoM8gr5o0SLc3Nzw9fVldHQUrVbLgQMH0Ol0REZG8u1vfxuz2UxNTQ0JCQly9+fj44NGo8HFxQUXFxe5s6urq8PX15fo6Gj27NlDcnIyq1evlqtFpStNp9MBkJmZyeTkJENDQ4SGhkoGQtFvi8VCdXU1CQkJ2Gw2fv/73/P0009L5kmBQ/f19eWjjz7CZrNJSlVlvwXkTRwr1+v1MjN6WloaQ0NDdHV1sXTpUuk/VqbxUupIU1MTZrNZZg6vrq5Gq9USERHByMiIDI7PzMxw8OBBWltbyc3N5dFHH6WlpUXuOsfGxmhsbCQxMVEu1sSYmkwmGhsbP1c3HHXwbil3haF2LI7Qnc+DNTmiG5R13Ol3pTFS/ub4V1wj3tCO0XaxqnCsxxFx4vh88X9R50K/f1Y7lfeLzyrV/JHt2NhYmVPSsT+f1Walu2ghSJTyOQuhO5QIjIWuu5MMlf38LMic43gon7+QkRcuLiVKZCG5Kk8vOvb7s15sn6c7KpWK0tJSuru72bBhg93LciH5KuXiCLEcHR2VBl3520I+5IXqFdeK61UqFdPT0zQ2Nsqj6o4G1Gg04ubmZpfHU+kbX2gu3kl3lO1V3u84fsq5pqxD/Hb16lUmJyfZsGGD5MFW7jKUnOXK8Xcc8zstQO7Wcle4PoQghQtCZBgB+8l96tQpu+Pjyr+Ok9BgMEifrnIwVSoVN2/elDkFVap5CJwgwVEy7onfHZXzTsbGZrNn6NLr9Rw+fFgiU8SxdkejqZycju2F+VN6NTU1txl2pTKLHURWVpZdEEj8Lvri+FnZt9raWnnkWa2eP/peXV39uS8S0Sbh+lHmc1RukQGmp6closWxTcq2AuTn51NSUiKva2tro6ury25lJ4rgdQEkXwh8uipXGhIhYyE/0V6lsVQiYBz/Ok54QV518OBBu1yHMH8c/JFHHkGtVnPr1i1ZtxJyptQt5QteKSN/f395jXI3orxP+XJSoneUuqw0ZO7u7qSnp8vVcnl5uSRTGhkZwcnJyS4pgHJMHY20kLujDJWfYd4t6Jg4whH2KepwNKQqlYq1a9eyadMmXF1d5bxV6pHSYCvHVOiC8lnKub4QrPduKneFoRZC2rdvH/X19bz55pt0dHRgs81zfIjAmKurKxcvXgTmBVpdXU1PT480tnV1dTLbRnV1tYTymUwmqqurpREKCQnh4sWLUmGqqqrsEqHW19ej1+uZm5ujra2Nzs5OBgcHmZqaYnp6munpacmSV1NTQ3d3t1RIYZhGR0f5xS9+QXNzs0zLVVJSQllZGYDcMgvYnbhfpZpPLKqEGVVXV0s/6sTEBM3NzZKASECSBN2j0jBNTEzQ399PeXk5c3Nz9Pf3y5eXyWSivb2d+vp6ifFtbGyUMhgcHOTatWvyOG9LSws6ne62lVpzczOHDh2itLSUd955R8qkt7dXTvja2lrJvFdbWys5Q7q7u/nNb35jB0usrq6WY+Hi4sK5c+eAeV9mbW2t7J/JZOLWrVtyTJUyUqlU1NbW0tfXh0ajYXR0VGZ8EanYxN/JyUmampok5Wx/fz/19fV2iXKVYyOK6HdJSQl79uzB29ub/v5+eVzabDZTWVkp9bGmpkYeEZ+cnKS1tZW2tjY0Go3si2j/8PAwtbW19Pf3yyBfXV2dzJBeUVEhmQPHxsZkBm/R7+7ubmw2G5OTk9y6dUsmBR4eHubWrVsSmif87hqNBr1ez7Fjx/D39+fUqVP84Q9/4NVXX6WqqgqbzSbbp4T9DQ0NoVaraW1tRafT4eTkxNjYGHq9nurqapkOrr6+XupyZWUlFy5csJv3Yr4I6J7BYGBwcFAmqJ6enmZyclLSQqhU8+6pgoICCgsLgXmobnd3t0xzJ2yB0lgr2TbVavvkyI7w0rut3FXwvOvXr7Nr1y42bNjAqlWr+MMf/oDBYKCgoIB169YhgPZ5eXkcOXKEuro6rl27RmxsLC+//DI2m42LFy+ybt06zp49S2trK6tXr6a6upozZ87w0UcfsXbtWrRaLWVlZaxcuRJnZ2dOnjxJT08Py5cv59ChQ3z44YeEhIQwMjLCH//4R6qqquRqbmxsjLa2Nnp6eigvL+fSpUt2EC+hFF1dXXz44Yc8+OCDxMbGcvDgQR577DEOHz5MTk4OP/vZzxgdHSU2NlYmeRVK8vLLL9PZ2cmlS5dYv349586do7m5mby8PF599VU6Ozu5du0acXFx7Nmzh7a2NoqLi1m7dq1sg1qt5tKlS7z66qskJCQQHR3N2bNnOX36tKSE3bFjh8xNGRsby7Zt28jKysLNzY0//vGPcmL6+flx+PBhSktLcXV1JSYmRm6Vx8bGePPNN+nr6+NnP/sZOp2OU6dOkZ+fz9q1a/nNb37DyMgIly5dYt26ddy4cYOPP/6YL33pS3R2dnLo0KHbYInV1dXk5eVhs9nQ6XSsXr0as9nM/v378fLyIjExkd/+9rd0d3fj6elJZGQkZ8+elVlnBHTz4sWLrFixgu3bt3P9+nWysrKorKykubkZg8FAfX09hYWFtLe3c/XqVeLj49m5cyf9/f2cOHGCTZs23eYPFn9FvwcGBvjRj36Ek5MTw8PDWCwWUlNTeeONN2htbeX8+fOsX7+emzdvUlRUxP3338/bb79NbW0tpaWlxMbGcuTIEZqbm6V+/uAHP8BsNpOQkIBGo+HmzZv8+c9/ZuvWrbzxxhvodDpu3ryJk5MTpaWlqFTzmec7OzspLS3l2LFjxMXFcfToUZm+Lisri+eee+42CBogIX5RUVEsWbJEQg6npqYIDw9nZGSE999/n7KyMhISEjhw4AAJCQkcPHgQd3d3jhw5wo0bNwgLC+P69evs2bOHZcuWMTMzwx//+EfpF8/KysLf35/z589z77332rl4Dh8+LP3RJ06coLi4mPDwcAoKCnBxcaGgoIB3332XjIwMpqen2bVrF0ajET8/PyYmJjh37hxFRUVERkby+uuvMzc39/+w997BcR1X/u9nBhhkYDCDnAEikwDBnHMQLUuyJAfJ1spbkl3WumzLaXdrvbslrblrSzZtyQoURVGRQcw5IpEEiUzkDBAAASLnnAYzmHl/wN26M4C8+3776j2s93UVCgPMvX27T58+3fecb3+PtAWiLEQD/F8tC2JHLYrBYMBgMNDb24vRaKSzs5OXXnqJqakpuXqLVbi0tJQXX3yRyMhIysvLCQoK4qmnnpIr944dO+SOqKqqitjYWCYnJ+UuWwnJ2rJli1xRV65cSXh4OF1dXYyPj5OQkEBcXBxarZbh4WEJrZqYmGD9+vUEBgZaQbzEZI6OjiYhIYGtW7fi6ekpXTnT09Oo1Wp0Oh0vvPACcXFxVkZ6eHiYmpoa4uPjcXd3l31R8g0/+uijREZGUlZWRlNTE0uWLLGCJImiVqvZsGEDe/bsYXh4mIGBAeLi4mhpacFkMrFp0yaefvppysrKcHNzk4GfpqYm/Pz8eOaZZ3B2dqa4uBiNRkNcXJx0byjL+Pi4TPZaX19PcHCwPEzh4eHBiy++iLu7O62trTz66KMyV2RAQMAcWGJSUpLMr6gklXdzc2PdunVyR71jxw6cnJzkYZBt27bJ8RbQzfDwcMbGxnB3d+db3/oW0dHRGAwGaXhnZmbQaDR89atflcladTodzz//vEzmKg7LzOf2GR8fZ3R0VAZ3p6en5TgVFhYSGRmJr68v4+PjPPLII1anUPfs2cOSJUuor6+nsrKSmJgYdDod4+PjBAYG8r3vfY+wsDBJZrVv3z40Gg3l5eUsXrwYDw8PJiYmpGtC8Kh/+9vfJikpiba2NhoaGiRc7csgaKJPw8PD+Pn5AbNB9d7eXvz8/Ojv76empoaEhAT5Vinu02g0khtH6IZGo2HPnj2sXbuW6elpYmJiePTRR+UblSDWEvop5mBMTAxXr17l3//937FYLHLzInTawcGBxx57jJUrV1JdXc3ixYt58sknUalmya48PT1lKj9vb2+eeuopjEajdDX+Ty8LylCbTCb27dtHf38/t2/fJj4+noMHD+Lq6oq3tzdOTk7ylXHt2rV88sknNDc3k5CQgNFoxGw2S99VSkoKhYWFdHZ20tbWJoljhJtibGyMmzdvMjg4SHp6OgUFBXR2djI+Po5Op6OsrEyiP1SqWcKooKAgioqKyM3Nxd7efl6IF1gf2RZK6eTkxKVLl+jt7UWtVkv2L3E9zO6EtVotiYmJdHd3s2bNGiYmJrh+/TpFRUV0dXXJo+HT09OSZKq3t9cKkqRshzCKY2NjNDc34+rqSk9PDzMzM9y7d48rV66QlJREU1MTBQUFpKSk4OnpSXd3N8ePH2d8fJxVq1YBs3jixMRE4AsfqsjU/aMf/Yg//elPNDc3SxL57u5ujEYjhw8fxmAwoNVq5QnS0tJS3N3d58ASNRoNIyMjmEwmvLy8qK+vl6+1d+/eJTs7m+HhYUkNW1JSwtjYGKmpqRQXF0vCqZGREYKCgiThkTC8AQEBVFZWcvfuXfk6rFLNogJCQ0MxGo1cuXJFIoFeffVV6XdWFtHvH//4x/zhD38AQK/Xc/fuXcbGxti6dSvd3d0kJCTg4ODA+fPn5cIqFnuBWlmzZg09PT0sXboUDw8PeVYA4Pjx46Snp9Pd3c3ExAQrV66kp6eHxMREFi1aRFVVFenp6ajVauLi4khOTqa2tlbqhoCrOTg4SBnYBplhNtmykmpW6FJvby9NTU2o1bO0B2azmbGxMa5du8bIyAhr1qyRupGQkIDJZJI6B8iTnmIRHRoakv1X+rd1Oh0jIyMsW7aM/v5+YmNjSU9Pp7S0VJ7EFPXGxsZSXl7OuXPnMJvNbNy4kcnJSZm30RYt9NdQFgTqQyhMf38/rq6ukl/a29ubiooKoqOjJRvX/fv3UavVREVFUV5eLmE83d3deHt7y0wZjY2NqFSzDGI+Pj40NTXh7e2NWq3G29ubzs5O+vv7CQwMlEdQ/fz88Pb2pry8nPDw2QSqgnVuZmYGT09P6uvrcXBwIDAwUGZVjoyMxMvLSwaghJ+6r69PwrmGh4dpa2uT7RkYGJgD9RK/x8bGqKmpITo6WibqFX3x9PTEyclJ0rWKLDjzQZLGx8cxmUxotVpg9kiyxWLBx8eHjIwM6uvrefbZZ2VS27GxMSwWC0uWLKG/v5+hoSGCgoLQarUSQrV48WJZv0qlkhlVfHx8aG1tRafT0drailarxcXFhf3797Nt2zaWLFmCq6srFRUVqNWz7HixsbG0t7fT2dnJqlWrJCzRzc1N/tTV1Un6VsEBHRkZidlspqGhQR5OEnqh0+kIDw+nvLxcuqQGBgZwdXWVfOf19fXY2dkREBDA1NSUhF96e3tLAn1XV1d+8IMf8MYbb/DKK6/MQeco+93S0iJP55WWlhIcHCwzgwu4aGVlJWq1Gg8PD7npmJqawtHREZVKRVlZGeHh4fj6+tLb24uXlxdqtZqOjg76+vokz7PFYqGqqoqIiAi8vb1pbGzEYrEQHh7OgwcPSElJoampib//+7/Hy8uL0tJS4uPj8fDwmBeCJnSutbWVDz74gN/85jeMjo5SWVmJs7Mzy5YtY2hoiK6uLrRaLe7u7oyNjTE0NCRZBuvq6pienpYQObVaLXnNJyYmcHNzY2hoCB8fHz744AMCAwN54okn5JuKWj3LDT40NISLiwsGgwG9Xk9lZaWkNhY7eYHHfvDgASaTicDAQNzc3KisrMTR0ZHo6Gh6enrw9vZmYGBAnhJW9vkvIcYWqmFfUIYarAlnBN5W+EOV0XLxWTmBxMptK3RbZIgtdMsWDaC8Xwl/E0V8/5ei9Uoki3LnrBS3cqdhS0I0H1Oe+P1l8CxRjzJKP190XvjQDQYDkZGRczCytvKyVWxl0FJJoKNEBoh2FRcXs2TJEisole3YzOdWsJWdsj22crGV0XwTURm4UhbRF6EPlZWV1NTUsH37dnQ6HZOTk7i5uc1BfSjTTillbQtJm6+vtjqo9IPb6obt2NuSKinHdHh4mNu3b+Pv78+6devm1Cv6IMZM2U61Wk1BQcGcBf/LjJdSN4RcbWU9H1Y+Pz/f6lyBLUpEtEd5j20dtrpiKyPba5RzYj60jCgLGq5nWUDFZDJZLBaL5datW5b6+nqLxWKxGI1Gi9lstlgsFqvf4kdcc+7cOXm/2Wy2mEwm+ffg4KBlZGTEYrFYLDMzM/J5MzMzVnXOzMzI7y9dumTp7++3qs9isVgaGxstpaWlVnWJ3z09PZY333zTcvPmzTntFD/nz5+3TE1NyTYo+6H8bTKZ5vTzy/7+ss/K/4l2inptn297r5CFst8lJSUWi8ViOX/+vGVsbGze5wpZ2H4WP8pxGR4etuTm5loyMzMtQ0NDVvfN18Yvk9l8/Rbt/7J7xTWiLdeuXbN0dXVZjcP09LSlrq7O0tDQYKVb88nMYrFYRkZGrJ5pMpnk36Lfyu+VMrp7967UUVt5inuV9c6nW7ZyT0tLs+zbt+8v6tl/Jk+hN8ofi2VW1y9fvmyxWCyWmpoaS2Vlpbz2y+TU3d1tmZiYsAwMDFiGh4ct/f39ltraWktbW5u8V1w7NDRkefXVV2W9FovFcufOHTl3lP1MTU21NDc3y+vOnz9vGRwcnNMfcX1BQYGlvb3dYrFYLFNTU1Z1LtSyIFAfFkUkPSsri5SUFCIjIxkfH0er1VJVVYWHhweVlZUS/qTT6Th//jydnZ2EhYVx+PBhhoeHUavV8hSW5c+r87FjxxgeHiYqKgqVavZQSEFBASEhIYyOjpKbm0tNTQ2RkZF0d3dz584dUlNT2a+tIe4AACAASURBVPZnEp3s7GwZILt48SKBgYH4+/tTUlJCcXExExMTBAQE8Morr9DU1MSWLVsICAjg8uXLtLa2EhkZSUNDAxkZGWRmZrJnzx4qKyu5d+8e4eHhDA8PU1JSIgluGhsb0ev11NTU4ODgQH5+PpWVlQQEBGAwGLhx4wYdHR34+/vT2dnJrVu38Pf3x2g0kp2dTW1tLQEBAVa7WEH0ExQUxL179/D09OTu3btUVVURFxdHXV0dBQUF9PT0EBoaCnyBTZ2amuLSpUsEBAQQEBDA8ePHZWb0gIAAysrKKCgoYHh4mODgYFJTU+nu7iYsLIzi4mLpRw4MDLQaF5E/Lzg4GD8/P0mo4+Pjg7OzM0VFRRI3397eTnl5OQ8ePJCpu27evPml/RZFrZ49PZqbm8vk5CSBgYFkZWVRX19PZGQkvb293Llzh7S0NFatWkVPTw9ZWVkMDg7i5+fHhQsXGBoaIjExkYqKCoqLi+nv7yckJIScnByZCkqtVvOTn/wEs9lMVFSUDCoqoX1CnkajkaysLBobG4mMjKSyspLS0lJWrFiBvb09ZWVlFBYWEhQUJF0jarWaoaEhKisrCQ4OpqCgAK1WS3l5uXQPdnV1UVRURGFhIRERERLps2XLFuzt7blz5w4lJSXExsbS2dkp9VfwX2RkZBAcHCyzztTV1REcHCx95qIdhYWF3L59m5aWFjZt2sSZM2cIDw/Hx8eH3t5e0tLS0Gg0eHl5Acg34r1799LU1MTNmzflvD169CheXl6EhIRw584dKisrMZlMhISE0NDQgNFoJDY2lvz8fOrq6li5ciUqlYrc3Fzu3LnD4sWLSUtLo7q6WqZWO3fuHFFRUdTV1RESEkJeXh7V1dVER0fT0dFBeno6iYmJuLq68tZbb3H16lViY2PlieaFuKNeEMFE8ap0/PhxRkdHpWKcPXtW8nIYjUbefPNN7OzsiI6O5tChQwDSX2YymXBzc+PTTz8F5ndViGdVV1dz+/Ztzp8/T01NDXl5efT09JCcnMypU6dwdHTE0dGRlpYW3n33XRoaGnjttddkrrh79+4B8Omnn+Lk5MSJEyeYmZkhKCiIDRs2sGrVKo4ePcr4+Di1tbWkpqZy9uxZPD09sbe35/79+xw6dIjKykr279/PwMAAf/rTn1iyZAlqtVr2+/r169TV1ZGSkoLBYODy5cucP38ei8Ui87+98847tLS0sG/fPmpqarh79y4jIyOcO3fOSrZ2dnYyoe7Vq1elserv7+fKlStcvXqVqakpUlJS5PFpy59fDQXbmTh8Mjo6ik6n48iRIwAcPHiQvr4+li9fzrFjx8jJyeHEiRNkZ2dz8eJFHBwcOH36tMzQrSzBwcFyklRVVVFQUMD777+PWq2WSAex6N28eVP+7N+/n4cPH35pv4VxGB0d5fjx4zg5OXH8+HEyMjK4dOkSaWlpXLhwgXPnzsk2eXh4SMhifHy8xHunpaXR1tbGmTNnsFgsJCcnU1RUxM2bN5mZmeHTTz/F09MTR0dHYmJi5uCvxWIpxuLevXucOHFC8rIEBwdTWlrKxMQEzc3NHDp0iKqqKt58803ZF5g9R3DixAm6urq4dOkSRUVFnDx5kuzsbI4dO0Zvby8ffPABSUlJ2NnZ4ejoiLOzM46OjmRmZlJaWsrU1BRnzpzhwYMHfPrpp3JxeuONN3j48CFvvvkmpaWl3Lt3j97eXomjF66a5uZmrly5QkBAgEx3JbDdAL/73e9obW3ltddem0OOFhcXR05ODk1NTej1eo4fP87u3bu5desWBQUFZGVlyYNDMIv0EbIMDg6msLAQs9lMWVkZGRkZBAQEUF9fj9lsRq/Xc+PGDVpaWnBzc+PgwYO4uLhQWFjIqVOnyM7O5v333ycwMJCHDx/S2NgIzFLnhoSEWKXYW4hlQRhqUQYGBli9ejUBAQGSEc78Z4IbgEWLFrFr1y7s7e3p7OxkzZo17NmzR6YS2rZtG05OTnMgOcpVsqWlhYcPH7Jy5UqZ0HTJkiUsXryYgYEBDAYDGzduRK/XS9SCSNsDWKUQEmmsRKAzODhY5lFsb29n1apVxMfHS57eDRs24ObmRldXFxaLhbVr10omvPXr1xMfHy93g8p+x8bGkpiYyMTEBAMDA6xfv56YmBhGRkYYHx8nMTGRrVu3MjU1RWJiIklJSVYwOpGIND4+nl//+tc8/vjjjI6OyvRVnZ2duLu7s2rVKnx9fa04v8UCFx8fL/vt5ubGzp078fb2Znx8nNDQUL7yla+g0Whob29Hq9Wya9cufHx8cHFxYePGjWi1WqtDRaJugSduaWmhoqKCNWvWyANOkZGR7N69G09PT7RaLTExMYSHh9PX1yehk3+p3zALO3NxcWHLli14e3vT1taGs7Mz27ZtIywsjIGBATZv3oxOp8NgMBAYGCifKci3dDqdZGhcs2aNDCD6+vqyYcMGnJ2dUatnE8TGx8fL4HNra6uVz1QsCAkJCXzjG98gPz+fhw8f4unpKdOw9ff3YzabpW4AMtjm4uLCqlWrePXVV9mxY4dEpmzevJn4+HiMRiNbtmwhJiZGtkHoUGdnJ5GRkaxdu5aenh7s7e3ZtGkToaGhjI6OMjExQVJSEhs3bpSBwfj4eKkLQg8Eb8iqVavkAqJcnPr6+oiIiGD37t3zxgO+9rWvsXPnToaHh5mcnGT9+vXY2dnR1NREWFgY69evl+gU0T+Y5V339fWVsM+AgAB27dpFREQEJpOJDRs2EB4eLjnlKysriYiIoKurC3t7e7Zs2UJ0dDQAUVFRsu16vZ6YmBicnZ3lYrQQy4Iy1Nu2bePw4cM0Njbi7+9PUFAQx48fR6PRoNFo8PX1lYJ87LHHOHLkCO+++y4mkwlfX1/MZjM+Pj5zYG9eXl5cvnyZQ4cOMTk5KV9LZ2ZmmJmZQavVYm9vT2BgIMuWLePNN99kaGiI1atXs2bNGqqqqoiJiZFJA+7du0djYyOBgYESDaJSzSaEFRCiJ554gjNnzlBYWMhzzz2Hr68vb731FiaTibVr15KQkEBdXR1hYWE4OTnJ/IbOzs74+/vLwwRubm64u7tjb2+PXq9n/fr1XLhwQWag3rVrF1VVVfj5+aHX6yXsTySmVe5oNm/ezODgICtWrGDTpk3yKP1Xv/pVXFxc5IInJoowLg8ePLDqd1BQkESTqNVq9Hq9hFyJNF7Dw8OEhITg7u6O2WyWMlYWrVbLM888w1NPPYW/v78kyBIQveDgYLmr1+v1eHh44OzsTHx8PDt37qS6uvov9ttisUgExpEjR+jv7+fRRx9Fr9fT3t7OokWLWLlyJW+99RYjIyM4Ozuj1+vlG52XlxdDQ0N4e3vT0dEhEQQuLi6SH+PkyZPSoHh6esoDHmVlZXPY7oSx6+7upqOjQyZZTk1N5f79+xw9epTIyEiWLVtGbW0tERERUlbCEG7fvl1uaNasWUNISAgPHz4kJCQEBwcHmXfS8mecs5ubG0eOHGHnzp3U1NRw/PhxHnvsMTQajdS5qKgotm7dKrMn6fV6XFxc0Gg0MoGwcpEZHR3lo48+IjQ0lLa2NtLT08nMzKSjo4Pnn3+ehoYG3NzcrA7VwOwbwe7du1m1ahUBAQGsWrWKvXv3EhwczOOPP05PTw9nz56Vz1q0aBE3b96kpaWFS5cuUVdXx5EjR1i9ejUDAwO8+uqr1NXVERgYiJ2dHR4eHtjb2xMTE8PevXv59NNP2bx5MyEhITKvaGFhIfn5+aSmpjIxMcGyZcu4du0aOTk5MkC8EMuCQX3A7OQaHR3F2dlZ7gjGxsYkQ5qyqeJaBwcHK1/sl9U7PDyM0WhEr9fLXZdIYqtEPJjNZsbHx3FxcZHZKUZHR/Hy8mJyclIeWLGzs8PFxeUvIhnEq75YrQVUSaVSSeiSMCyirWL3NDk5KQ+8CGOlVqtpaGjgypUrDA4O8rOf/QwvLy/6+/vx9PSUUev5TtIBEqUg2j8xMYHFYpFpnuaTn0ql+ov9VrZdOS5i4VKOgbJN4n/iUItGo2FqaoqZmRnJGa7k8VbKAJAQTq1WOwchYyuza9euUVJSgre3Nz/84Q8ZGRnBYpnFrFssFsbGxuR427Z3eHgYNzc3yV1uUSAnTp06RW1tLXFxcTz77LNMT09LlrjU1FR0Oh2rV6+eg75QqVQy24qArmk0GoxGIx4eHhiNRsbHx62ItZRyE2MosM3T09NWSA3lWBiNRsbGxtDpdExNTUkXoZJES1w3OjpqpUdKXVLWaTAYJF5aQEDV6tksQM7OzgwMDODm5mbFGKkcb0C+LY+MjODu7o6dnR3Hjh2jvr6eFStWSMa+sbExHB0dMRgMaDQayfktjtB7eHhYoUWUujI9PY2joyNTU1MYDAY8PT3l25r5z1wnDg4OjI6OyrbPNw8WQlkwhlrpw7P8GUpjq0y2BDbzGSKhwOJapRFWDqLyb7PZmtxIuQtVQtdsJ5vtZ6XCzGeUlApgqxDK+0QblIZJGAej0Uh1dTVeXl4EBwdLWJz43my2zjsn6poP3mj7Wq5kUFP2xbbfyvYpr1XCvubDh1ssc3MO2spI6VNXjqGQkWiT6IvytxhD2zr7+/vlCU6xaCqN0XzQOuXYCEic+CxkIvIqJiYmYm9vbwVRVOrql+mjcnFWylI5fuJepUxEsYX2/SX9tB1vZV229cyne7Y6qmyD7cKrZPiz1Q1xD3xBniXk297ezsDAgIzVzNcm2zmsbOd8Oqqca/PNTVtqX1ubslDKgnB9KIUkFFsoa3Z2tvSTiVVbeZ0QsvI7oRhKXO/o6KgcgM7OTurq6mR+NLFTFEWtVnPjxg2ZIy8jI2NewyyK+Kx8pvgt6lYqgOCEEJ9VKhW1tbXU19dL46Xs2+TkpHyGvb09SUlJBAUFWU0AOzs76urqyMrKkrsVsSsV9UxNTXHgwAEuXbqEWj3LjqesQ8jPti9iYtjuakW9Ig+ikIUYN5H/T9wn2i/qtq1HPFdMJmUbzH8+ESfGSTnuyvuUOiXq1Ov1rFq1Srp0BIeJUodEfWK3KP4niO1FP+zt7bl69SqDg4MEBASwbNky2V6la0fZRyGzL0OCCPmINo2MjJCdnY1aPZt6TMkYKOq0lYOtfgLSTy50QdxjZ2dHcnIyvb29VguCch4+fPiQ8vJyWY/IqSieKX43NDRw69YtOUa2+i90QzwjJyeHN954g9bWVuzs7BgbG5PfBwYGykM9MHu4LTU1dc7mQDkH1Wo1vb29ZGZmSmItW+SG7XwtKiqSZG5KYiZl/xdaWVDwPKPRSHp6On19fYSEhFBeXm4FW8rIyJAZpt3d3blx44bkRrh37x4lJSXST52fn09paSnh4eFUVVXxq1/9Cm9vb8LDwykoKCAnJ4eYmBjMZrOEdi1atIiBgQEyMjJIS0tj7dq1kh0vMTERo9EoT365urpKfmHhrkhLS6OwsBCTycTMzAwGg4GBgQFGR0fRarVy9T506JDMSPL222+j0+m4d+8eYWFh6PV66uvrKS4ulhCyX/ziFzx8+JD4+HgsFgvp6el0dnYSHh7Ow4cPuXTpEjqdjsHBQUm6FBQUxPj4OKmpqRiNRvz8/HjjjTfIzMxkx44d6HQ6Xn75ZSYmJoiLi8NgMJCSkoLRaMTX15fs7GzKy8utMuYIZRZuBJFwtLi4mLKyMry8vNBoNNy5c4fk5GQCAgIIDw+XbyVdXV1kZWXR0tJixfjW0dGB2WxmcnKS9PR0TCYTfn5+FBcXU1hYSGhoKLW1tfzTP/0T3t7eRERE0Nrayq1bt6R7ICsraw4sEWYnXXNzM7dv38bFxQUHBwd+9KMfMTExIQPIaWlpAPj4+PDaa6+RkZFBYmIiBoOBn/zkJ8zMzLB48WK6urokdHPr1q20tbWRlZVFYGAgTk5OZGZmUltbS3h4OAMDA9y6dUtCN0tLSyVsrquri7y8PJqamggPD7cyfIBEWkRHR3P16lXq6uqYmZmRciguLqapqYnIyEjy8vKoqakhLCzMakFRqWZZDJ9//nm+8Y1vYGdnJ+kP/P39uXXrllW9InNKQEAA9vb2XLhwAT8/PwICAkhNTWXfvn2EhIQQGBhIdXW1hKyK5L1arZaJiQlGRkYoLCyUcZ28vDyZKKG5uZl//Md/JCIigs2bN3PhwgUOHTpETEwM3t7ecvctZHHgwAFWr16Nn58fd+/e5d69e7S3txMVFSV3w3Z2drzxxhsSthoRESFPCdu+xarVatrb20lPT2fFihVyLnV0dNDT0yM3P0JvFlJZEDtq8Wr1ySefUFhYyOHDh8nLyyMuLk5mLi4rKyMvL4/u7m5u3LjBsWPHKC8v5+DBg5SWlnLq1ClcXFw4efIk7e3tHDx4kMnJSXlM19PTUzLcCRrF5ORkysvLyc/Pp6uri7S0NM6cOWP1uu/v7092djYAly9fpquri8LCQjIzMwHr161ly5ZJY5eTk0NDQ4M0Ysp+RkZGkp6ezh/+8AecnJyIjIykr69P7mCuXLkijYVKpUKj0RAREYG7uzvXr1/n+vXrWCwWJiYm+PDDDwkLC6O+vl6+Sra1tXHt2jXJEPfWW29hNBoJDAxkw4YNJCUlSZ9cZGQkDg4OvPXWW9y/f5933nmH4uJizp8/j6urK5988onsp+jrxYsXmZqaIi0tjdraWq5cuYLFYuHSpUtcv36drq4u3NzcrF6ZYZbi8vr166SkpEhj3tHRQV5eHu3t7Rw9epTy8nLMZjPDw8O8++67jI2NSfIhQbxjNBr5/e9/T1tbG/v27aO0tJSsrKw58Dzx3P3799PW1ibrcXZ2Jjo6Go1GQ2NjI7W1tRIK5+zsTFhYmDze7+LiQnR0NGq1mg8//FDC3QR0s76+Xv7+5JNPmJqawt7enqNHj1JQUICdnR2NjY0cOnSIiooKDh06RE5ODo2NjVRXV8u0UkojpdVqpc5NTU2h1+u5evUqPT09XL16lfz8fNatW0dWVhanT58mOzubjz76aE6/8/Pz+eY3v0lGRgYajYbXX38dPz8/vLy8GBsbw8fHh/T0dHJzczl48CDNzc3s3btXvpEVFhYCs29BXl5eEmHx9ttv09/fz/j4OG5ubhQUFHD9+nWCg4NJTk7m2rVrrFixgqmpKWpqarhy5QoXL14kJCSEiIgIdu7cibu7OyqViqCgIAICAoAvuMsF1anIIzkzM8Py5cspLS2loaFB6pRygZuamsJisUjiK+UbgpifAP7+/rS1tdHR0UFraytXrlzh1q1bXL16lbGxsQVnoEVZEIZaKJaIrD/yyCN4enri4OCAn58fdnZ2Evazdu1aHBwc6OjowM/Pjz179uDq6oqXlxdr165FpVLh4eHBD37wA+7fv09FRYXcGYSEhNDd3U1lZSWJiYmSIEnA8wRkaOPGjeh0Osk4JgJ+fX19LFu2jMTERCtXidlslpSTTzzxBGvWrJGv6Uq4mFCCwMBACgsLaW5upre3F2dnZ8LDw+X37u7u7Nmzh6CgIGB2p5eQkADAhg0b2L17N1lZWZLEaPv27axfv57JyUmWLl0qmcsEsZWDg4PcOQUEBEj0hJ+fn+Tu6OrqIigoiK985Ss4ODgQFBTEunXr5n0dFK+XYnIIpILRaKSnp4dVq1YREhJiBa+C2VfuqKgoYmJicHFxwWg0ykk2Pj7Od77zHUJCQkhNTcXV1ZWXXnqJ1tZWSktL8fX1JSAgQObiGxkZIT4+nu3bt0tqUVt4nmjziy++iJOTExkZGdjZ2eHr6ytzct6+fZulS5fKe/z9/SXEzsnJSebig1kipk2bNllBN1evXs3SpUsJCQnh+eefp6SkhMrKSpmY9s6dO/I1e+3atSxfvpyZmRnJ0qiEQooSGxtrZXAE9Gx4eBidTsfu3bsloZW9vb2E54k+29nZMTIyQnJyMgaDgWvXrsmM6oL2c2ZmhvXr1xMaGkpjYyNGo5GkpCTWr18PWMMxPT095dsewEsvvcTY2Bh5eXk4OztLDDXMIjt27NhBUFAQ1dXV8rBQb28vGo0GHx8fCZPT6XRERETg4eFhxWYJs0yaAn1jZ2dHfX09ERERMsWcSGMm+hIbG0tERIQ84yAOZCl1QWxkFi1aJDceixYtYtGiRXh4eEiGy4VYFoShFivjN7/5TSYmJuQhgGvXrlFfX8+xY8eIiYmRQH+z2cwzzzzDwMAAJpOJgIAAGcH39/eXxOwiYaXgbPjss88k1E+syCIaLOBKq1at4q233pKIjWPHjkmkxaZNm8jOziY7O9vKJ6tWz6a9P3HiBL29vRQUFLBmzRru3r3L/fv35Qkt0U8vLy+ioqLYtWsXAQEBtLS0cOfOHTIyMiTZjfCnwix8SnA+9/b2SqUPCQkhLi6Of/u3f+PatWvodDqcnZ3lYuXp6Slz97W0tODu7m6VBdrPz4+3336bsbExnnvuOTo6OlCrZ/HArq6u8iCBKELxo6KiOHbsGDMzM3h4eMgUUR4eHmzdupUTJ05QWVkp+y0moKurK1qtFg8PD1xdXUlKSiIlJYXm5mb0ej21tbUYDAbc3NyYmJigoaFBykGM4UcffYROp+OJJ56gqqoKHx8fSXJkC88Tpa6uDovFIjHq/v7+st8+Pj5SRq2trSxevJjTp09L7m0l5G7t2rX88Y9/tIJuVldXs2jRIoaGhmhpacHFxQUnJycaGhrkQrZixQoSExOpq6sjNDRUbkIE9FIUlWo2AcapU6eorq6muLjYCnom2iMgoNu3byc4OJjm5mbCwsKsxqikpIQnn3ySV155hVWrVlFdXS0x/gC+vr4cPXqU7u5uvvnNb8prIiMjJQy1oKCA+vp64uLiaG5u5uzZs1gsFu7fvy+zvxgMBv7lX/4FrVYrT02K9gnj5+zsLNklfXx85NhERUVRWFhISkqK9FOL4uPjw/j4uFzIDh06xPDwsHQLVVRUcPz4cWB2ISkqKmJwcJCoqCgA3nvvPatMMmIzlZOTQ35+vnzz8/X1xd3dHb1ePwc+upDKgkF9wBcwOnt7e1xdXSVsSUCBjh8/Tn19PZs2bWLPnj0MDAzg5OQk4WKiqFSzDHQmk0lOXIPBwNTUlPSlWSwWHBwcrF6RhLtjbGxMKptI4inqEK6V5557jiVLllhFtwU8y8nJCTc3N0ZHR3F0dJyT2FYEjkRwaGJiQkbgBR2l7fXDw8MSd6tM+CkgTO7u7nNQCyIAJ4yubTtmZmZkEl07u9lMKM7OzjLrtvL5Qj4wu4MRr73zwbdGRkbk6U7bfthG3kdHR3FycpLjPDQ0JE9wjo+PMz09LbHByjGcmZlhcHBQXjtf3eK3yBSi1+tlPEHEDSwWi4RjChmNjIzIcTCZTBIiCrMnYUW/xXgLSJugMHB3d5ftE7SltnBMJcJF2WYBzdNoNJjNZhkHUd6jfMuZD54ndo9KxAlYkySJe9XqWcpdo9EoZSR44cX9rq6uTE5OYjKZcHd3Z3JykomJCfR6vRVSRQlhFM8QEFplYFv5vTDgYr5ZLLMEXxqNhuPHj+Pi4sJTTz3F1NSUbK9t8mqLxSJtgYCa2pJaKdsjdF/A8xYiysO2LAhDPV9RGhsRFGhubmZ0dJSEhIQ5sDPA6vN8yAwl1G8+SNlfguaI7+rq6lCr1TIQqTRiyvuVwHnx95dBm2yVSQlhE30SMlAyCSoj7eK3clJ+GYxOiRJQQpts+61sty1sTHm/bb229ysRFspJZCtzW8idrS4oDbFSVsp7xHVKdjrbepTyFr/FjsuWWdEWmqc0kqIfyvYq6xVGUql3og1KmN98MrK9Xllsx1N5jxLhoYQEimcqdd622ELilP1Uju184yXkZ9t/ITelfEQblHoiNi9Cd2HWPy8SGtjiyZXz3BZGqJxXfy1lQbg+xOD29/czOTnJ4OCg5BFQKkd4eLj01cLsgKSlpdHe3i53SkqFUkK4lJPlwoULTE5OSoW4cuWKhPaIZ9kaefF3bGws0dHRVhNL4JsvXLhgpeC2sDNluzs7O/njH/8og0ZKBRcQLKVRsFVw5bOVBt3Ozo6GhgYyMzOloVC2QdRtKxPlM1Sq2VyHgqe7pKREErgrJ4zSkIj6jEYj+/btIycnZ05/Ojo65GuubT1KGSlhlUrjqly46+vrKSoqkv3r6+uT/klhNGyNtFqtZnJyUpL0iDqFHJVGTTyntbVVBnnFQSRRrzDgtkZHGErx3XyLuL29Pbm5uVRVVVnBA22NtK3+9fX1yVd65XOU/VD2xWg0cvHiRakzykxByvmh7LOt7ivHQ6WahTBOT09b9VEJjVVC+YSclHJRfif6Jp7T1dVFcnIyMJunU9gBW5ko9VgYbtuNgu1iLD6LBW6+H9vrF0pZEPA8seLu37+f0NBQMjIyGBwcxM3NjZSUFPnKmpWVRWVlJYGBgUxNTZGRkcHt27fl0W2tVktDQwPT09Pcv3+f8vJyoqOj6e7upqSkhIKCAiIiIrhw4QLR0dHU1NQQEhJCT08PqampbNiwwcoAd3Z20tzcjL+/P3l5eXh7e5OdnU1TUxOLFi3i4cOHlJSUUFVVRWBgIFeuXCEqKoqGhgZ8fX1JSUmht7eX0NBQK0ibm5sbr7zyCr29vWzcuBF/f3/S0tLo7u4mNDSUoqIiiouLMRgM+Pn5We3aq6qqcHZ2pqWlhZmZGWpraykqKkKtnk2IkJmZSXp6OkajkWXLllntNG/dusW9e/cYGhqSJ8imp6fp7OzEy8tLGjOTyUR6ejoqlUoS1wsCovDwcEZGRmSCUh8fH8n2NjAwQPifuTja2tpYvny5ZFPz8PBgenqaEydOYDKZ0Ol0uLm5kZaWRldXl1W/p6am5vRb+dlgMPCv//qvTExMkJOTw8aNG7l8+TIuLi6E/5nvIT09ndHR0TmMfZcvXyY3N5cHDx4wNDREdHS0NGQ+Pj4Spubu7o6rqyvnzp3D39+fgIAALly4wP79+4mMjMTb21uSWJMLPAAAIABJREFUM4mYiuhLWFgYDx48oLS0VMLUlIZucnKSrKwsbty4QWhoqER1ODs7o9PpqKioID8/H71eL2MKYhxff/114uLiZADuzp07Uh/r6+spKCigra2NiIgIKioquH37NsXFxezevVsuUIsWLWJsbIxbt25JKKxom0qloqenh/z8fHmMvbq6Gq1WS01NDT4+Puzbt49bt26RmJjI5OQkKSkpFBcXExYWRm5uLr/97W8JDQ0lMDCQqqoqcnNzCQ0NpaenZ15YohjX/Px8Cc9dvXo1586dk3C7zs5O0tPTpYyKi4spKiqSfDLK9s/3WRTloj/fj+31C6UsiB21KCqVitOnT5OZmYmbm5vEjH700Ue0tLSQnJyM0Wjk0qVLXLhwQWbnaGlp4fLly+Tl5ZGRkcGpU6e4ePEimZmZHDt2jJ6eHg4cOEBiYiIajQaVSsXHH38s+SkEd4DRaJyD5vj8889paWkhNTWVW7dukZqayuXLlyWm+/Tp0yxdulT6VD/++GP0ej19fX2SJa+xsZGUlBQmJyclzjk4OJjNmzezbNkyjh49Sk5ODqdOneL27ducOXMGZ2dnPv/8c4mMEK91N27coLu7m8zMTOrq6jhx4gSurq6cPXuW3NxcioqK8PLykmQ8Qq5ms5nly5eTm5tLf3+/NPCNjY1WEDGAwcFBmScvLy9PEgLdv3+ftLQ0PvzwQx48eMDvfvc7hoeH+fDDDxkYGJDwR8FNAvD73/+e1tZWfvvb39Lf3y933WfPnuXixYvcvXv3L/Z7vsljNBrx8fHhl7/8pcw+otPpZD8OHDhARUUFBw8epLy83MoVJV7lJycnpdFpbm7mD3/4A93d3Rw8eFCmZBM7UwFTE3wzgoNk2bJlJCcnYzabOX/+PFlZWZw4cYKioiLy8vK4fPmyXCyV8j19+jQ9PT3yKPfvf/972tvbef311+nv72f//v0MDQ1JEivbGIBwb42MjFBbW8vnn39OWVkZycnJDA0NkZuby7179zh//jx+fn44ODhIFrnMzExOnTolddloNM5x1xUUFFBQUCAhqzdv3mRkZISrV6/KWIlIkOvp6Ym/vz+XLl2SsQZBdNTW1sb+/fupq6vjvffek0glJSxRvBFVV1eTmppKYGCgTOU2PDwsD029/vrrtLe387vf/Y729nYOHDggoZu2MvprLAvKUM/MzBAZGUlISAgDAwMSPTExMYHJZCIuLk6yyA0ODrJhwwbc3d2JjIykurqaw4cPU1tbi1arxWQysWXLFitWsdjYWOzt7eno6JARePiC80MJzxHGNCIigt/85jc8/fTTMqXTjh07CAkJQaVSsXXrVkJDQ9FoNDQ3N9Pa2kp4eDgZGRn4+Pjg5+cnT1+J4J67uzvBwcGEh4cD0NbWZsU45+Hhwbp163B2dp7DBid2IYIXIygoiFWrVqHRaGhrayM2Npb4+Pg5EW+1Wk11dTVJSUk89dRTMsWYwWCYo+TiFXNiYkI+Jz4+nuXLl8sUZiEhIezevRuNRkNQUBCPPvoovr6+UnZi0gtY5SOPPMLMzAz+/v5s3ryZ8fFxWltb8fT0nLff09PTVhAs2zaK+sfHx3F3dycqKkqiOrq6uiR0UwQBhaGfmZnB29ubDRs2kJ2dLd94RF++//3vYzabuXv3LjBLzSkWb29vbyIjIyW/SFFREY8//jjr1q2jrq4OvV7Prl27pHHctWuXFdJC6eIT8Lzh4WEGBweJjo5m+/btODk58dJLL9Hb20tRUdGcviuDiUVFRdjb2xMZGSnT2K1cuZKQkBDa2tqkPB0dHeno6MDe3p6tW7cSEhLC5s2b2bx5M7dv35YyVo7/kiVLJHue8MMbDAbs7e3x9fVl8eLFODo6YmdnR2FhIf/xH/+Bo6OjfKtxd3ent7eX6elpyT45MzPDihUrCFfAEpUundDQUJYvXy43GVFRUVL2AwMDREdHs3XrVgm/bWlpkW6p/99Q/79QhOJ5e3uzbt06kpKScHNzw9nZmcnJSZycnBgeHsbLy0uC7zdu3MgHH3xAW1sb4eHhuLi48Mwzz6DRaPj617+Ov78/LS0tc1jFzGYzK1eu5B/+4R84ceIEMMtmNjMzY3VIQ7Rp3bp1jI6OsnTpUrZs2YKzszN9fX0EBwfL1zCYRSTs2bOH7373u5w6dYrg4GAGBgbQ6/X09PRISJuoWxycAHjqqaewWCwMDQ3JHHtCHkofJMDSpUu5du0aPT096HQ6tFotKtUsAdKmTZsoKCjgxo0b0mjCF0RPH3/8MSMjI/IwTXV1Nfn5+XO4eAXc7dSpU3h4eODj40Nubi7p6ek88sgjPPbYY7S2tuLs7IyLi4uE54kSHh5OYWEhDx8+5Lvf/S4NDQ04OztLHPuHH37ImjVrePrpp7FYvmDaE/3W6/Uyv6KAYCmDs05OThgMBn71q1+xbds2TCYTJ06coKKigrKyMv72b/+W/v5+TCYT/v7+Vn3T6XS0tbVRUVHBkiVL+MY3vsHDhw/lWFZVVaFSqdBqtXR2dnL16lUKCgpobGwkNjZWHtoZGhrixIkT9PX1kZ+fz7e//W1JFBUYGCjlony2WGS3b9/OiRMnKCsrY9GiRTzxxBPU1dXh5eWFg4MDtbW1ODg4WCW5FcXFxYX33nuPc+fOodVqJSKlv78fd3d3NBoNjo6OMjP922+/jUajYceOHQQHB8sTjU1NTQwODuLq6mrlggBkvkoHBwf0ej2xsbGcPn1aUg9HRkZy8uRJ6uvruXPnDgUFBXK8Y2NjefjwIWfOnCEpKYl169ZRU1NDcHCwZCYUp3qVMlm+fDmtra0cOXKE8PBwmpqauHv3Ljdv3qSnp4fvfOc71NbWyjlRV1cnd/D/G8qCQH0oo/pKn6rBYMBoNMosF7ZsaqOjo7i6usoVX9QlIG/zsYopX/Gmp6dxcnLis88+w9vbm8cff9wKkSDqU3IYCPYtJWxK1CsCEoK1a2RkRELj7O3traBdtjArJUxJGVCylRHMvvIKWlLbNighV/CF/99isUiomZ2dHVqtVr7eK+GAop7p6Wmmp6elj1TJmAaz7hEXF5d5IXhCTuJkn5JNzZZF0JZpT4liUDLr2QbapqenZRbv6elpJiYmpDzc3d2lH17ZPnHv8PAwFotFLgzKvoij7d7e3kxNTcnAmICpiZ2gq6urZFZUwjGVfZlvDMX/BCucgOENDQ1JQzsxMYHBYECn081BUYhrVSoVOp1OQkABq/MBYuwNBoP04U5OTkqGPovFIsdlvjG01WuRdFjULSCYgvVQZGNycHCQcFN3d3creKMtmsRWJlNTU5jNZlxcXBgfH58DWR0YGJAyUkI355P1X1tZMIZaFHF8WGB7xf8EdArmwtqE8VUqqVKx54OCCZImkZ1Zq9XKSaNcLERd8ymBLUxJpfoCv6q8Rgl7soVyiXoFjajtYqSUj20b5oPG/SVYkvI60U7lAiOKbT3KPsIXjILzEeWI8RIL23xsasr6bQM9SuOsrPfLoJACc6u8VunDdXNzs0oGq5S9Eg5mixoQsDxlvYLDZb5EvcqF17bYykgJrVTKaj4jpoQJWixfED8pNxzzPUetVks8tsAKm0wmzGYzjo6Oc2CeyvFXwjxt55p4O1O+Qdm2Wfm32FSIPk5NTaFSqWQbvkznbI26rd6IopTRX7OhXhCuD/jCiHz88cccOHCAnp4eOamUDF9Kg9jQ0CCvEUZOTDYljE0MuBjspqYm9u7dS1ZWFiaTiZ6eHmpqamQAS8moJYpKNQsBE7AupWLY2dlhMBh45513rNpo2w5ldLm1tVXuwFQqFXV1dTx48GDO4qBSWTPwKSFV4hpb+JQwvCqVips3b9LV1WX1bPHWoXyOeIaoX/lZGJPU1FRu374tDZ8S5md7r/I5on4hK9trRDtgNr3ZgwcPALh79y5Hjhyhs7PTqm6TycS7777LzMyMlZEWY2xnZ8d7773Hhx9+KHefynERchJMfqJdQ0NDvP/++1ZjL/L2wWxc4L333pMZhJQwL9EXERy7cuUK+/fv5+OPP5btstX1M2fOUFJSMgcmKT6LxBYqlYoTJ05QV1c3Z3yVOmI0GmlsbJT1lZeX84tf/EK2t6+vT/q9lbqrlI+A9Cl1VzzDbDZjMpmsWBaVfQJkOjFRkpOT2bt3r7y+qamJ+vp6Wa9Sb2xhisqf+Rb3v3bjrCwLAp4njHBOTg5vv/02a9euZfXq1ZSXl3P06FHJuXHkyBEyMjLQarW0tbXx85//HE9PT+Li4sjOzubChQsStnTs2DGKi4vx8vKSr0dCgV999VUGBgZ49NFHaWtro6+vj7GxMSYnJ+UR3pqaGpYsWWK1GywvL+f27dts2LABlUrFxYsXiYiIIDk5Gb1eT3FxMc7OztTV1aHVajl8+DD5+flERUXx4MEDmQ0kLCyMn/70p5SWlrJs2TKmp6f59NNPSUhIwM3NjZMnT7Js2TLOnz+Ph4cHmZmZZGRkEB4eTldXFydPnqSoqIjExERKS0u5fPkyZrNZohGE0o+Pj/OTn/wEd3d3kpKS+PDDDyW7X01NjcyqkpKSgslk4vz58zKp65EjRySpkLu7O0eOHCE7O5uoqCgJWUxLS5MQtvz8fHms+KOPPiI/P5+AgADa29s5c+aMPG5+5MgRioqKcHBwwN/f36q9Dx484Pbt2zzzzDNkZWVx/vx5Nm7cyMDAAFqtloMHD1JcXEx8fDyXLl2iurqakZERoqOjOX36NFlZWSxevJicnBwOHDjA5s2bWbJkCbdv3+bs2bO0tLSg0+morq7GYrFQWVmJg4MDBw4c4MGDB7KexsZGVCoVer2eF198keHhYQmJKy0tlYEt5aErsPZFNzU1Sdfa0qVL5+wWBbnYc889x0cffSSD0BqNhsHBQU6ePElLSwuLFy+WiWefeeYZMjIyOHnypAzkFRcX4+joSFlZGYODg/z0pz9Fp9MRHR1NaGgo+fn5rFmzBkdHRz799FPs7e2Ji4vj2rVrZGZmUlVVRVJSEpmZmVy/fh1XV1cGBgY4duwY3t7eEraZnZ3N+fPnSUxMJCMjgzNnzuDt7U1XVxd9fX10d3czNDRESUkJv/71rwkKCiI8PJzAwEDy8vLYvn07Q0NDfPbZZ4SHhxMUFMTp06clXG/JkiVcuXKFO3fu4O3tbTVnlQuSciGz/fuvuSyIHbUQ8tKlS9m4cSPPPvssarWaEydO8PLLL5OcnCwhaXv27CE+Ph69Xs/WrVt58skngdlI/+joKJcuXaKrq4upqSkWL15Mamoq8EV2E0AeQU9MTKShoUEGJHp6emhpaaGnp4cXXnhhjhLY2dlZBXhKS0vlhBeG5vDhw2zfvp3+/n7u3bvHCy+8IHkkpqenOXnyJDBLevPcc8/h7e0tmf1qampwcnKivLycwsJCampqqK+v58qVK4yMjPD5558zPj5ORUUFP/zhD5menubtt9/G2dmZgwcPzoHypaSk8PTTT9PZ2Ul3dzf19fXs3LmT27dv09vby+HDhzl06BDNzc28//77WCwWzp07R0lJCa2trWzatImsrCyuXbtGZGQka9asYWZmhvLyciwWC7W1tfT09NDY2MiWLVvIzMzkwoULrFixQi5sBw8exNHRkSNHjlBXV0dXVxfr16/n+vXrgLULoq6ujpiYGGA2uLRs2TJKS0uJi4vjk08+Ye3atTz22GOSoe7xxx+XGcPHx8epqakhPT2dzZs3s3HjRr7+9a/j5ubGo48+ytjYGElJSXR2dtLS0sLo6CiNjY0cP36cr33ta6xfv176zh955BGuXr2Ki4sLy5cv52/+5m/QarUArFixQiZGVS7+yp0twM6dO3n++ef51re+BXzhchF9PXfuHDt37kStVvP973+fyclJfvzjH5Obm8tLL71EXFwcTz/9NAAXLlzgySefxGg0cvXqVV5++WWuXbtGTU0Nzc3NjI2NUVZWRnh4OFu2bOFrX/ua3OEqXRQbN26ktrYWgNzcXJYvX05fXx95eXl89tlnODk58ac//YnFixfzne98h9dee42TJ0+yd+9ebt++zS9/+Uv6+vrIzs7m7/7u7zh9+jQ1NTX09PTQ1dVFY2MjUVFR7Nixg23btkkZifnl6enJ4sWLqaurAyAvL48tW7bQ2NgoGewMBoNMXG3rkvvfXBaEoRZFGEHhVwTro7ihoaEsWrQIQAZ+YBbak5OTw7JlyxgbG2NmZobAwEC5G7AtdnZ2UnkEXrOjowOTyYSjoyOJiYnA3FXabJ5NHST8hRaLhe7ubpmtWq1W4+DgQFtbm9y5uLm5YTKZSElJISkpSWJjRcBTWURA8fHHH+ef//mf2bp1q/Sdr169mj179mAwGFi5cqW8x9HRkeDgYJ599lkr/yUg2dOqq6vJyckhLCwMHx8fGfzKz8+noKAAZ2dnPD090el0PPPMM+j1erRaLT4+PnKBs1gsTE5OSuid6LdKpcLLy0vyCYu3D7Hj02g0+Pv78+1vf1vmhhR8wfMVMV6NjY2sWLGChIQE3n77bas0WCLIGRgYiFarlcZawNSEq0zEOQ4cOEBsbCwJCQmSp6K9vd3qhJ+o19vbm9DQUKv4iOi3sn0wywMjMNbKV3RAkn8JnVa6gurr6+np6WHLli2YzWbOnDnD6OgoP/vZz1ixYgU//elPKSgoIDc3l5qaGqampli+fDmjo6NW8Q8HBwempqbo7u5mamoKJycnmW5LyHdyclIGwC0Wi4S+ubq6EhAQIHk+nJycCAsLkzkPT58+zdNPP82ePXt44YUXCA8P58iRIxLWKcZZo9EwNjZGV1eX9N8rIaXKwL4oYg64u7sTFBSEk5OT5N5ISkrisccem3f+/W8uC8L1AdbR5ejoaBwcHNBqtZw5c4Zt27aRmJhIX1+fxLV6eHjQ2NhIaWkp69atY2hoSP7f29sbvV4vSWMiIiKs/FsTExPodDppzIuKijCZTKxcuRIXFxdcXFwkxaitbyw3N5fCwkL8/PwICQkhOzsbf39/EhIS8PDwYNeuXZSXlxMbG4vBYCAmJkYeXTYYDOj1ehYtWoSvry+XL18mIiJCEtAPDw8TFhbG0qVLaWpq4sknnyQiIoKJiQna2tpYsWKFXGAiIiJwdHTEz8+PiooKIiIiCAkJkYG+gYEBzGYzP/jBD4iPj6enp4fQ0FBCQkKYnJwkPDwcX19fli5dSmhoKDt27JCuopiYGKanp+Wzd+3aRWpqKtPT02zcuBEfHx9ycnIICAiQR/rDwsIwGAysXbuWO3fuUFtby+rVq9myZQuFhYWEhIQQFhaGyWQiNDQUk8kk6S6V/uebN2+yY8cOzGYzFy9epLu7m69//eusW7eO69ev09LSwqpVqzAYDERFRTE2NsaKFStob2/H19cXR0dHYmNjGR0dJT4+XiZEcHBwoK+vj02bNkk3gXiDO336NCMjI3IhXbRoESMjIyxevBiDwcDNmzeJiorC3d2dK1euEBERQXR0ND09PWRlZbFy5co5wdf5grPic2VlJStWrMDPz0/m8dy2bRsBAQHY2dkRHh7O0qVL0Wq11NfXs27dOry9vSWK5dy5c+zevZsNGzZQXl5Ob28vixcvJiYmhoaGBioqKli6dKnUg+rqary9vblx4waDg4PodDqZys1gMLB06VKCgoKoqKggJiaGoKAgEhISWL58uUwckZSUJBNvGAwGkpOTeeqpp0hKSiInJwez2UxiYiIxMTEUFBTQ0tJCQkICTk5O1NXV0dfXh8VikQyRISEhODk5ERERweDgIFu3bsXOzo4HDx6wdOlS9Hq91RuLKLaB9vkCjH+NZUGgPpTlywZC+fm/OijiWrEjVAbj/jMkhzKaD3Oj0PO1Seyq/k+j0POhPWzdL8oAljLY85faZtumLxvyL5PLf6XfAiUhfPwTExN873vfm/NWY/sMZV/VajUHDx5k27ZtxMXFzSHi+e/I+r+jV+K7sbExPv74Y370ox/JIKbyHmV9Sp1TBm7F97YoEyVqydb3rSQ1+r/b9v8TmYjfSoImoW/zyU/ZJ8Dqnv9sfP6fGBfxlqcEAcynL/9def1/WRaEobadfPDFIQ2lsitZvGwnq7gWmANxs2ULU0KP4Au/oahXSZFo2z5bVraJiQl5yGB4eBhnZ2c5iW0Z0kQR7RX9UqnmZiwXbVDeK56r7IstQY8S7zo5OSlxqUoYn3ICiXuVkDFb6J1wPQFzjI4t9FC0QeCOlWMo6hFytYW/KWWtRDyIvgmMuJCRsn3C7aJSqSSUU4y7EjIp6rYdf/EMWxilGCeRvHZ6elrynCvZ6GwNkq2BUI6hUm+VslXqtbIOUUTb5xsXpXyFbJXXKxcP23MHQl6Tk5O4uLjMu5AojbWtzs03f5SIISVCSJmFXCkbZb22c0a5uVLKUPl5PlmLe5Vz9n+qoV5QPuqZmRkePHgglV74OG0hXUookjAcSp/g+Pg477zzDm+99RbNzc3U1tbywQcfkJmZKetRQvlsE66KAxYq1Swp0eDgoPxbo9FYMZCVlZXJI7jJycn8x3/8h5UhsmVRE8ZDHDn/7LPPAKivr6elpQWYVT7BlS3uFf0uLi7m0KFDMkhqb28vn6NSqTh06JBMyzQ4OMgvf/lLKSfxfKU8lbAsIQvldeL/ot9KSJ5Q/MHBQVJSUuRkc3d3JzU1lZycHNk2ca+ox9afDrPQLYGUEWOvTM7b2NgoZTQ4OEhHRwd2dnZUVVVx8uRJOW5CZqJ+oUOiv/b29pI2QOjO4cOHaWlpsRovs9mMRqPh5s2b3Lx5E3t7e/Lz86U+iDbaGleYzRxz6NAhyTWilLEwjoIgyhYOqnQFmc1mOSdEu2zlqZST+FspB2V94jtRh3Ie3Lt3Ty4AyrEX1yvnmvJecX13dzd1dXXY29vT1dXF/fv3reQu7hX1fvTRR7S3t0ujrRwX5TNFX5RyLikp4cCBAwAUFhbKVGfK9opnKnXIVuf+p5QF4aMWK1xZWRk///nPcXJyIiEhgZKSEkkdqlaryc7OZnp6moaGBgYHB3n55ZelzzctLY2ysjI6OjoIDAykvr5eZuw+ceIEMTExMvllU1MTFy9exN3dnf7+folpfvjwIePj43z++eeUl5ezcuVK9u7dS0pKComJiTg5OXH8+HHKysokbOr8+fOsW7cOV1dXgoKCJBRpZGSEs2fPUl5ezv/F3ntHV32c+f+ve9XbVe+9oF4AgRBgYboBg4kxhrXXids52ZSTZDdl4zh2vt4kPrubxI5t3LBjTDNgegchikA09d4b6r1LV7q6ku7vD50ZPvdasv3d/e4xzm/nHB1J985nPlOeeWbmmffzfkJCQqT3mBC2gwcPyujN8+fPZ+fOnURGRuLp6UlOTg5nzpyRtmTlsVgE/MzIyECn09HX18fevXtlxBcbGxuqq6tZvHgxDg4OEpLm5+cn4xSq1Wp8fHzkTkev1/PZZ58xd+5cLly4AEwT8xw9ehRfX186Ozs5duyYZEgTnm7i+fPnz/OXv/yFJ598UrpW37p1i7lz5zI2NsbevXsxM5sOS7Z7926Ki4tpbW0lIiLCyJHmV7/6FYsXL2ZwcJD+/n6OHTtGQUEBg4ODuLu788knnxAeHo6npyfvvPMO+/btY968eQAcOXKExsZGHB0d5cWmSjXtYHHu3DkCAwNJS0uTBErZ2dmEhoZKd+e8vDxSUlKMAvmKqD03b94kMjISlWoakrl06VKsra25ePEiV69excHBATc3N/mcSqXizTffZPny5ezevZtly5Zx9epVrl69ire3N+Pj43z22Weyj7RaLYcOHZLPFhQUYGVlRUFBAePj4/zwhz/Ezs6OsLAw2ZZLly5hbW3N4cOHyc7Oxs3Njf7+fvbs2UNubi7+/v44ODjIfhgdHeXo0aPk5+cTEBBAT08Phw4doq2tjYiICC5dukRhYSEpKSlUVFRw4sQJsrOzCQkJoa2tjcOHD9Pd3c2cOXO4cOECN27cwMLCQnJFq9VqqqurSU1NZcmSJZI8rK+vj3Pnzkl7+L59+2Q81JycHJycnMjMzCQyMpKTJ09y8+ZN/P39GR4e5vPPP+fevXuEhIR84fTV2dlJZ2cn8+fP58MPPyQgIIDU1FRCQkJobm7m+PHjqNVqPD092b17Nzdv3sTW1taI2/rblB6IHbXoNB8fH5KTk9m2bRsTExO89dZb2NjY8P777+Ph4UF9fT1//vOfSU5OxtnZmeXLl7Np0yYMhukbfkdHR2xtbbGzs+O5557j2WefxdPTE4CsrCyJwHj33XexsrJi165d1NbWSix1Q0MDnZ2d3Lt3jxdffBGYJobZsmULgYGB7Nu3j8rKSsrLyzl8+DBz5szB2tqalpYWwJgwR0CXSktLZfggcbTLzs6mv7+fJ554guHhYSwtLQkJCZGOHm+99ZasnzAjCCG1s7Pj9OnTWFtb4+3tzZkzZ/jJT37C559/DhgjWkQS5E4CKrdz507g/rHQwsKC+vp67t69S0FBAa2trRQVFfHss89y4MABSc3q7u4uyYqU9suSkhK2b99ORkYGFy9eJDY2lrlz5zIxMUFHRwc6nY5Tp05RV1dHX18fg4ODVFVVSZOEOKp+97vfJT8/Hy8vL0n+NDg4SEFBgSTfEsFNg4KC+M53vkNoaCgjIyMEBgaSkJAgYX9KmoD8/HwmJycpLS2lpqYGlUpFYGAg6enpXLhwgQ0bNuDj4yPHR5gPTp06RVhYGIsXL2ZgYIDg4GAAuah/9tlnALI/TW22N2/eJCgoiPLyco4ePcro6CgHDhzg7NmzxMXFkZiYyMDAAO+88w7W1tbs3buXiooK6uvrGRkZIT8/n8DAQBYtWsTWrVuZmpoiNzeXqakpSkpKaG5upqenh7lz53L58mXOnDnD6tWr6ejooK2tzahOAwMD3Lp1CysrK+zt7XnnnXeYmJjg5MmTVFRUsG7dOjo7OwEkjjyoBrLXAAAgAElEQVQoKIhr167x8ccfYzAYOHz4ME1NTWRlZRm5pguZDwgIQK/X89Of/pR79+4xMjLC559/jl6v55NPPmFiYoI7d+7w3HPP4ejoiE6n4z/+4z9YtmwZmZmZXLhwgYGBAQ4ePEh7ezsFBQWSy8ZUV8TGxvL000/LOfHwww+TkpLC9evX+dvf/oaVlZUMcH3t2jU2b94s44N+25Q0PCCKWiRLS0tpB5ycnMTS0hJvb28JPRPuwiMjI1L5CG+plpYWGhoapNIUR0CY9ihbv349AQEBXLp0CVdXVwICAti6dasRvEh4XcXExBgd1QScSK1WY2try+rVq1mwYIH8TMDszMzMvjIv3Lf3CQJ2kcSzVlZWst3CHiqSwWAgOTmZ0dFRXFxcjOyF4vfg4KDMPzExwcDAAFNTU1hbWxMUFCSxvUpb3ZNPPsnvf/97wsLCCAwMlPUSx1pvb28cHBykl55YlHJzc6mqqkKn05GWlsbg4CAqlUqGqUpNTSU+Pl5C3FxdXSW/uNIGOTIywtjYGC+88AK7d++moaEBX19fXFxcjMwYoq+FiQumaU89PDzkbkmZBJSso6ODoaEhzM3N8fT0xNHRUVJ8Tk1NyfBsyiROMoIjQ/TZyMiI7M/o6GiJ5VcqgKmpKZ566inGx8fJycnB1dWV+Ph4Hn30UdkGwUwonH+2bduGRqNBq9XS3t6OTqeT4cBEaCyDwUBnZ6cM++Xl5YWLi4vRqcva2tqoz2AaCvf8889TXFzMlStXcHJyQqPRsHXrVry8vBgfH8dgMEgvRi8vL9lHgpxp27ZtODs78+STT2JmZiZJzYQ8u7m5UV1djYODA2VlZfj6+qJWq5k7dy4bN26Uvg2CkEmgoOrq6mQw4aSkJFJSUggICODJJ5/kxIkTRpHHlSYd5fxubW2ltLQUf39/1Go1/v7+bN++HZVKRXBwMIGBgf/lS/4HIT0Qpg+RbGxsaG5u5u7duyQnJxMQEEBhYSGhoaHyUmfTpk3k5eUxb948GRxg/vz5xMfHM2/ePGJiYowGQq1W09/fT2ZmJpaWljz77LO4urpSVlZGcHAw8+bNIycnh5GREebNmyeJZUSwUI1GQ2pqKhqNhjVr1tDQ0MDw8DDJycncvHmTsrIy+vr6iIiIwNnZmaqqKlpaWtiyZQtNTU0SPmZtbS2PtoJQvbq6miVLlqDVasnIyKCnp4c5c+Ywd+5c8vPz8fPzkxGTxbN9fX2sWrVK2pODgoI4evQojz32GL6+vtja2pKdnc3U1BRBQUES8rZw4UL8/PxkMAUfHx8jofXw8KCxsZF169YRFDRN/p+ens7TTz+NjY0NDg4O8kc8q1arKS8vZ/Xq1WzZsoWxsTHi4uLIzs5mYmKClJQUrKysGBkZwcPDA41Gg5eXF66urri6uhISEiInj6WlJZmZmVy9epVly5YRGxuLpaUlbm5u+Pn50dPTw927dyVeOiIigrS0NCwsLAgKCsJgMEhIpeDFFuX29/dLAv/AwEDs7e1xcnLCwcGBuLg4Tp06hbu7OwsXLpTBgVUqFQEBAVy5coXx8XEJhauqqpIYaHt7eyorK4mJicHd3d1onJqamsjOzsbX15fnnnsOvV7PvXv3iI2NJSEhgYsXL2IwGFi+fDnR0dEUFBTg5eXFokWLKCkpobOzk+joaHmUz8zMJDk5GZ1OR0FBASEhIcyZMwdzc3MJ64uJieHq1avU19eTnJxsVKexsTEyMjJwcnJiyZIlzJ07l6KiIjQaDZGRkRw+fJiOjg60Wq0MwOvo6IidnR0pKSkUFBTg7OxMTEyMNEEmJyfj5+cn55pKNR0ZaM2aNQA88cQT0sY+d+5cHBwcGB8fl05No6OjbN26ldzcXFauXIler6exsZGFCxei1WrJzs4mLCyMxMREaToU71FeZvf19XHp0iViYmLYtGkTTk5OlJaWEhwcLOF/yijt30Zl/Y2jPkzhQOKyTSn0pqiQmaByps8ob61nuhn+sgGb6fb+y/6erT3K98z0jGm9ZntO+axom8hjmte0XTOVKz7/qmRaB9P+FvURu3qlF5xp34j8pqyBM/WjaZ1nyzvTbb/y1GI69rM9N5OMzXTc/rJnTd//VWNqOg5fJTNfJhti3jQ0NEjb7D/90z9JRxJTtMNXvfPLxn0muVJ+/mXPzvS3qb34675HWcZMMv115/q3JX3jihqMFZiSGEmwdAkzgVarlbjc4eFhqqqqiImJkVGzZxtwIaxKyk/lQJqZmTE4OIjBYMDR0dHI/grI6NjKSyqxYCgnJ9w3CZge7U2fE+0W/3d0dKBWq3F3d5ftFhAzZT+JSalsi2ibubk5Q0NDjI2Nyd2U8h2ANCkICKGy75WwRHGUVsIiRR2U9Rd9LZ4x7TsByRIoEZF/JviXeH9XV5d0VhJtm6k/lH1tqriU49zV1YWTk5M8KpuOv6nynEnZiL5Q5leOqZBTpdw1Njbi6uoqYYpK+N9Mikf83dnZiUqlws7OTt6rGAz3YXRw36SjXADNzc2NIqgr2zUxMUFxcTH+/v64ubkB0NraKkPYKeGZM80h5XjOtJCYbrhUKtUXYLGm3/X29sqTslLuRd+IPNbW1tja2s7aZ8o6CzkxlctvMzQPHgAbtei4oaEhjh07hoWFBQMDA5w4cQJzc3P6+vpQq9VUVFRIEnmDYfpIu2vXLvLy8oDpSdPX1yeVyoULF2hqapIDPjQ0ZITnFPZNoTyuXbsm4wCaCkRzczMfffQRKtU03lmEChKCNzAwANyf6Gq1mrNnz5KWlkZtbS15eXnSBCME99q1a1RUVMhn6urqZDmAtPWKhWZ4eFhCy4Qbu2jL8PCwFNa7d+9y+PBhgC/gRwcHB6murpZtFpzTyskjFNvFixfp7Oxkz5490vYuAgKrVCrpFqxWT8eyFDA0c3NzGRnGzGyaVdDCwkIysl2/fp3y8nKjXaJy1zg0NMQHH3yAXq+XLvvixl+tVjMwMGCEDRay8fLLL/PBBx8wMDAgF17xzvfee8/IzizaLxbQiYkJuZgI8n9Rtl6vl+Pd3NxMamqqtOMq+b3HxsY4e/Ysvb29wPTiLi5MxVgIjm6VapprXdidxbvUajXj4+N8/PHHfPjhh5SWljI8PIxer5eLjIA7tra2yrqPjIwYcXGLvPn5+WRmZkolfuXKFXnpPDExQWVlpbwXASSboxhv0W6lDKlUKjIyMiguLpZ9KAjNVKrpuwlzc3PZ18JLVeRVKu8zZ86wa9cuaeu+e/cuO3bsMNrkHDp0iJKSEgDJhKhSqdDr9VJGlNBTMA7irJRr5Rz9tqUHwkYtJuzJkydxc3OjoqKC1tZW2tvbOXHiBK2trQQEBHDy5ElKSkqknautrQ17e3tCQkL45JNPyMnJwWAw4OPjwy9/+UuGh4dJTEyktraWffv2Sba6P/zhD9TW1sogtDt27KCkpAR/f39iYmKMTDBvv/02OTk56HQ6YmNj2bVrF3fv3mXOnDnk5OTw7rvvMjw8TFRUlNGOKS0tjfPnz+Pu7s74+Dh9fX3s2bOH7u5uYmNjeeWVV7h37x5z585lcnKS999/n4CAAAICAtizZw9paWl0dXVhZ2fHG2+8IZVbf38/hw4dkixyb775JpWVlRQWFkrXahsbGyO3efE7PT2dy5cv88gjj3Ds2DH27NnDnTt3GBoaIjIyUir/np4eDhw4QHV1NWvXrkWr1bJz505u375NVFQUe/fuJScnRwaWff311ykuLmbBggX09vayd+9e7t69S1BQEBcvXmRkZISLFy+SkJDAv/3bv0lbrSnB/u7du8nIyKC5uZmUlBR2797NnTt3sLOzY2xsjNdee42Ojg5CQ0OxtbWV9b19+zZWVlYEBU2HQDMzM2Pv3r0UFhaSmJhIQUEBer2e6upqBgYGqKioYGhoiIyMDNLS0rh06RLp6emEhYVx/vx5rl69ik6no729nf3795OTk0NYWBi5ubns2LGDkJAQAgMD+fzzzzl16pR0d/71r3+NnZ0dCQkJlJWVceDAAVJSUrCwsODdd98lPT0dBwcHcnNzOXPmDJmZmcyZM0fGThQLyNjYGN7e3oSHh1NVVcXZs2dlGLPq6mpOnz4tw40J/wA/Pz+uXLkiAwY7ODhw9OhRLl++TGRkpIzi097eTlJSEg0NDXzyySckJibi4ODA7373O2pra2lpacHV1ZVdu3aRlZWFp6enPMUKJfnHP/6RkpISFi5cSGtrK5999hlZWVlERERw5swZtFqt0XjX1dWRmJhIaWkp586dk2gWCwsLHB0d8fHxITg4mKNHj5Kbm8ujjz5Kfn4+Bw8epKioiGXLllFeXs6+ffsAaGxs5J133iErK4uuri5iY2O/cLL9e0sPRMvEDbq7uzt//etfOXfuHC4uLmRnZ/Paa69JDttFixaxZcsW8vPz5XNi9yCOegKIn5yczAsvvIC1tTWNjY14eXlRWVlJR0cHAE899RQdHR1cunSJpUuXsmnTJrkLEKmyshK9Xs+PfvQjnJ2dOXfunCS4EQtGaGgozzzzzBeOeV5eXpJ+VaPR0N7ejpeXF3fu3AEgMTGRF154ATc3NxwcHCR+eHx8nIqKCl599VXKysqorq4mICCADRs2UFpayvHjx7G1taW7u5uKigqmpqZ4+umnaW1tRa/XEx0dzYoVK4D7jjJiF7Fu3ToZ+WVsbAw/Pz+8vLwkqZTIZ2dnR35+PkVFRYSHh3P69Gk2bNjAihUrSE1NZWxsjC1btkhESVJSEt/97ndxd3fn5MmTDA8Po1JNI0K2b9/Oj3/8YxISErCwsCAhIYHnn38eLy8vI9PFyMgI1dXV/OxnP5McKhUVFbi6upKVlSU9LH/wgx8YYZ1hGpmj0WhISkqip6eH8+fP89JLL2Fubk5xcTHd3d28/fbbbNy4kZ6eHnka6OjowM7ODi8vL7y8vLh58yYZGRn4+/uTm5tLa2sriYmJUtnHxcWxadMmli1bRn9/v4So3blzB39/fx5++GG++93vMjk5SWxsLL6+vkxOTpKbm4uDgwO/+MUvuHz5Ml1dXaxevZqAgACqqqqA+7t8MzMz1q9fLyGDS5YsYcmSJbzxxhtkZ2fz5z//GbVazfbt27l27RqRkZE888wzXLhwgaGhITkmExMTJCQk8I//+I/yIk2cRAGCg4NJSEigr69PKrmnn36apqYmzp49K3fXBQUF8lmxy507dy7f+973cHNzkxS24+PjFBQUzDjeL7zwgoyoHhISQmhoKAaDgYULF7J27VpWrFghUVtRUVFcuXKFnJwctm3bxqJFixgZGaGvrw93d3fu3r3L6Ogo/v7++Pj40NfXZyS7f6/pgVHUMH20cXd3p6+vTxLspKenA/cjWytdVtVqtYxSHBERgZeXl1x1tVqtjHR848YNnJycmJycpLu7W0ac0Ov1uLq6UlJSQkFBgVFAWJimZezt7TUiTDIzMyM+Pp6kpCTGx8fx9vaW+ZXC0tfXx4oVKygrK5NIFhG0F6YF//bt2wwPDzM2NkZ1dbU8KpuZmUmHAhHCSvRTUFAQAMuWLSMsLEwuVko7ndJ+qLTjlZWV0dTUJGk6xfHQlBluYGCAVatW8f3vf58//vGPBAYGkp+fT2lpqWyvlZWVkY02KysLmMY3m5mZERcXx9KlS0lLS2PTpk1ywk9NTcldvHIHJNzcr1+/TltbG97e3tKJaO3atXKXKeqp7OupqSmqq6s5cOAAcXFxuLm5ce3aNRmzUqPRsGLFCs6dO4erqyv19fUUFRXJGIDC9qvRaPDw8MDe3p6NGzdiZmYmWfsEM1xlZSWdnZ1y8+Dr60trayuAjJ+o1+vp6OigsbGRsrIynJyc6OjokFzLlpaW2NjYGC3se/bskeYDpTv8mTNnyMvL47333mPp0qXs2LEDR0dHDhw4IH0LsrKy8PX1xdLSkpKSEqqrq+WRPycnh66uLjlmtbW1aLVaBgYGqK2tpba2loGBAezt7aV918/PD3Nzc+Li4li0aJGca0q5yszMBKYVvko17bSVlJREWloajz322BfGe2xsDJ1OR3d3Nz09PRL+KWTv6tWraDQagoODuXXrFubm5mRlZVFfX09/fz9ZWVnSUUeY05TP/72nB8b0oVJNE7UvXLiQhIQEoqOjJTH+xo0bCQkJwcnJCU9PT7y8vPDw8MDX15empibp9dTX18fWrVtxcnIiMDCQ6upqgoKC5M4hOTkZR0dH5syZI7G0S5cupbu7Gw8PD5KTk2VAUpheHOzt7RkeHmbJkiUsXrxYYryjo6Oxs7PD09MTZ2dnIxuYuAgKDQ0lOjqa6OhoSTSfmJiIq6srMTExVFZW4u/vT1dXl+QJEVHFCwsLefzxx/H19ZVMf4KDu6OjAwcHB8LDw3F2dsbb2xs3Nze8vb1ntMUJe2pOTo68tImLiyM4OJiQkBBCQkJwdXWVeS0sLHB1dWXx4sVMTU2RlJTE4OAgjo6OrF27FltbW3x8fGSUdRFMwM7OjsWLF6PT6ZicnCQiIoK+vj7+4R/+gampKTw8PIiMjKS6uhpPT0+5eAIS+9rU1MSSJUtYtGgRjo6O9PT0SGZCNzc3o6C9oq+dnJxoa2vD39+fxx57jPDwcEpLS1m8eDHR0dGS1XBwcJAFCxYwNDSEs7MzycnJ+Pv7S5xtbGwskZGRcmfn7e0t8dmurq6SnbCrq4uHHnoItVqNt7c3ISEhBAQE4OHhQV1dHdHR0RQVFWFra8v4+DiLFi1Co9HQ0dHBtm3bcHBwwN3dXY6Zvb09bW1thIaGfsG1PigoiKSkJBm70sLCgujoaCIiIggLC5O+BJs3byYgIIDm5mZiY2OZM2cOYWFhtLS0SFy+m5sbAwMDWFlZ0d3dLf0SBMm/p6enDJKs1+uZmJggNjbWyCtQrVYTEhJCQ0MDdnZ2LFu2TN4jzJkzh97eXrZv32403jU1Nbi7uxMREUF0dDQxMTEybqMYw4mJCdavX09SUhJOTk4kJSVJr8nFixfj4eGBhYUF8fHxeHp6EhkZSVBQECEhIfJy9O95V/1AoD7AeBcIX34Dr7yEMkVxfBksZzaoj/J9ppdbs8GKZnqH6bPKy7yv8+xs7zBt99dt41e976vKns3u92XlK9EcynfMduM+U33F51/VvpnIs2Yau5naYvqe2dr3ZW3+KsXwXxmLmfLMBLH7svrOND9myv9VcjeTTH/ZOIn/TVEW4vupqSnZlplguEp0y3+n3/8e0wNh+oD7uyPl7TLcZyhTqaZB+83NzfIZJcyps7NTHhnhvsCI30II9Ho9XV1dRkd+IUCmClyv19Pd3S2FyDSvSjXt2CACGJgqFCUJj6ib8qim/F9wFwgFL4RzbGyM3t5eWQfTSSmeV9bJtB6ifycnJ6mvr5e0kKK9pt58om6if5V5lfnF5+L9QklPTk4aseY1NzfLoKaiHwwGA1qtloKCAnnkF20QfW36blMIphIup2RPVPa3qJvpeIu+V34mnle+X/lu0+9N66tstyhb/K+s/8jICHl5edJD0dRsZWrWMTc3Z2BggLGxMdRqNY2NjV+ot3IcZgtMq2xHd3c3Y2Nj8jPhJavT6YzGSchBV1cXeXl5UgaV/a3MqwyaK94pZAOQnsAjIyNGyl9saoQZT9mHyrmifJfpfP97Tt+4olZO/Orqat577z3efvtteUkgYDgwfWPd0NAATNuABXGRXq/ngw8+kK7TKtU0/EnYQYW9TkDkPvzwQyPXayXGV61WS2hce3s7H330kdEuUeQV0K3KykqpqPV6vYQQ6XQ6zpw5I9uhZKoTE0FAu2CaOU5Zf1GOEpYo4Ipnz541clsXv2fa3Ys+huk7gLq6OglfUkKwZlL+4m+1Ws3Y2Bijo6OyDVqtVk5aUTehbEUeoQDKy8tlmXq9XvavlZUV+/btIyMjQ9ZTCcGampqS9K+mO7rh4WFee+01eXFpMBhkXiX8UjzX399v1PcjIyOSQW5oaEjWW0QaF3A9vV4v3asFPFC5YAjInZAd0Q9K9kEBuxN1srGxYf/+/dy6dcuo3aYLsXJMDh48KCFx5eXlcpxFfyovI0U7z549y1/+8hdOnTqFWj1NeysU5L59+6ioqJD9VV1dzaVLl+Qdil6vl3DM7u5ufvvb35KdnS1lXemiPjExIWVDpVJJKKnoE6VsAhw9elTauHt7e+WmZmJigr6+vlmZHpX9qfwR9fh7Tt+4jVo5uXfu3ImVlRXLly9Hp9Px1ltvcevWLW7fvk1CQgKnT5+mpaWFRYsWkZWVxX/+539KdMXRo0epqqqiqqqKiIgI3njjDVpbW3FxcTFCCUxOTnLw4EEqKioYHByks7OTlpYWGhsbaWxspKWlhX379lFaWkpkZCSnT5+mtLSU7u5uoqKijLwCS0tLOXjwICkpKVhbW/Pmm29SW1uLq6srIyMj/OY3v8He3l5C98Rkb2xs5I033qCyspKhoSH8/f15++23JTzvyJEjnDlzhqamJgIDAzl58iRFRUVYW1szNDTEa6+9hpeXl3TFNXUyUamm2cUOHDjAggULyMnJIScnh97eXq5evcqqVatoaWlh7969ZGZm4uTkhIeHhyynsrKSY8eOsXDhQt566y1cXFzYvXs3t27dMoLn3blzh6SkJCMHnA8//BB3d3dKSkooLi7G3Nyc/fv3s2rVKgAZ+Far1RIWFkZvby/m5uaEh4dz8OBBbty4QVtbG3Z2dhJ6qNVqCQ4OljsttVpNdnY2x48fJz4+npGREd5++21KSkrQaDTU19fz+eefc+bMGcLDw0lLS+PKlSuSjnbHjh0UFxfj4OBAfX09+/fvp6qqCktLS/7yl7+QmZlJbW0t9fX1Mqjv1NQUbW1tnDx5kvLycnx9ffnzn/9MdXU1ra2tREVFSeVuelzX6/UcOnSIM2fO4OjoiK+vL729vZiZmREREcH+/fu5c+cOOp1OwiphWsnduXOHzz//nKKiIh5++GGampo4duwYjzzyCCMjI3zyySdS6QUEBMgxHBgY4I033mDbtm04OTmhUqnYuXMn169fJywsjPLycvLy8rh79y4LFy7k/Pnz1NbWYm1tTUdHBzt37iQrK4uQkBBu375NRkYGmzZtwsLCglOnTuHn58fx48cZGRlh//79ZGdnExQUxJUrV0hNTeXUqVM89NBD0rFKrVaTn5/P/v37KS4uZtGiRZSWlnLhwgVqamqIj4/nzTffpK6uDltbWyP39/9ND8iOWqzOP/vZz/D19SU9PZ2Ojg6cnZ1lTLWenh62bNki4XFBQUGsXbuWjRs3otfrcXR05Ic//CEtLS2Mjo5KPmdTJjm9Xo+vry8///nPKS4upqWlBb1ez9jYGJ2dnaSnp/OLX/yCF198UU4cQWYjkjhGx8fH4+/vLwlylHzN3t7erFixgmeeeUYKq0jDw8M4OTmxZcsWsrOzsbS0lOHEYJpd79/+7d/Ytm0bQ0NDzJs3j61bt0rugzVr1rBp0ya5aJgS8MA0R0l/fz+vvvoqx48fx9HRUSpLgMuXL9Pe3o61tbWM+ydSREQEHR0dHDp0CC8vL7Kzs1mzZs0X4HlTU1MS8SBSeHg4Fy9elBjhiIgISQFaXFxMXl6eEUxxcnJSQgbPnDlDYGAghYWFtLS04Ovry6OPPmoEERNtPH/+PGvWrCEtLY2+vj5CQkJYvXo1hYWF3L17l+eeew5/f3/KyspIS0uTyJW2tjbZh7m5uaSnp/OrX/0KGxsbrl27RmhoKN7e3hgMBlpbWwkKCsLb21v2h6enJ/fu3aO6uhqNRsO2bduMnD9msqMKJx0zMzNyc3MBJAEYTKMxlP2gVPTp6ek89dRTLFq0iIGBARITEyWjXHZ2NuXl5bi5uUllLfrJ0dGRl19+mczMTFpbW7l48SLx8fH84Q9/wMfHB51Ox3PPPYe7uzvnz59neHiYV155hdu3b1NXV8dDDz3E+vXruXz5MuvXr2fp0qWsWLFCmk3EKaCnp4d58+axcOFCbt++TWVlJT/96U9RqVQS2SHk9Nq1azz++OOsXLmS7u5uTpw4QUBAAMXFxfT390ueFSWvx/+m6fSNK2q4f8Q7ceIEQUFBjI+Pk5mZiYODgzy6Dg8PU1paSmNjo0RINDY2SqyzIDMXppSlS5dSU1PD5cuXAYyUWm9vL7du3cLS0hJXV1eqqqooLi6WAPyMjAwuXbqETqfD0tJyRldYtVotTTHV1dWMjo6SnJwsvSqtrKzo6OggMzNTerIpnxeseOLoJuB5IsjnlStXuHr1KgaDAWtra7k4WFpa0tTURFlZGWZmZtTU1LBnzx6jNooy7t27h7W1NdXV1Xh4eFBRUUFLSwutra34+flhbW1NREQEKSkpgPHpZt68ebz11ls8/vjjODk5UVRUNCM8T7n7A1i9erUMNhsVFUVDQwPNzc2Ulpbi6Ogod+/r168Hpm2WApPu5+eHhYUFjz32GNbW1hKWqDQFiGN6W1sbkZGRNDU1UVpaanTz7+zsTGFhoVzsPT09sbGxYdOmTRIap1JNe1G6uLhIKJ+SW9nUW1OtVhMQEIDBYOCRRx6RCBuly/Inn3xCQ0PDF0xPFRUVNDU14eXlJXH85ubmlJeXA9NUukFBQezbt88I8gjg6OjI3bt3qampQa1W09nZSXNzs8SYiwCxgghJ9EF7ezvp6eksX76ctLQ0edI4d+6clAtLS0sJUdVqtVy5cgUHBwc0Gg3V1dUUFRXh6emJTqeTHoy2trb09/eTm5sr0R5CFiwsLLCxsSE3N9fI/CGSs7MzWVlZFBcXY2Njg5+fH2ZmZmzcuBFbW1vmz5/PwMAAJ0+eNBr3/00PiOlD/HZzc+P27duEhYXx+OOPo9FoCA0NJTw8HBsbG+rr6/Hw8MBgMBAZGYmNjQ0tLS1ERUVJqJObmxu+vr5UVVURGBjIunXrjI5fZmZmEh+9bt06EhIS6OzsxMfHR0DYJ+gAACAASURBVDo3FBUVERQUREREBC4uLnh7e+Pu7o6Xl5dRfXNzc7GzswMgJCSElpYWNBoNmzZtwsbGBnd3d+rq6oiIiJA7e5VqOnqLgH0JZrihoSEJ91u0aBH5+fnExMQQHByMq6urZJ0T+OKmpiaio6M5fvw4Dg4O0qNSWT8vLy+WLl1KXFwcgYGBkqFtdHSUNWvWSFtzXFycUbRslUqFh4cHYWFhREdHExYWJpXe2rVrZQRrd3d3fHx8jBSqSjXNDrho0SLc3d3Jzs7G2dmZ8fFxkpKS8Pb2pr29nfj4eOzt7fH19aW5uVk6d9TW1hIWFoafn59st4eHh4TlqdVqhoaGSE5OJikpiYiICBwcHIiIiJD5vb29ycnJobW1lbVr15KcnExNTQ0RERF4e3vj6uoqIXcpKSkUFhaSnJzMggULcHFxITQ0VMIWQ0JCCA4OJigoiGXLltHU1ISnpyehoaHyfb6+vtjZ2XHw4EGefPJJI7upSqWSji9BQUEEBgYSEBCAn58fLS0teHl5YTAYaG9v54knnpBegGJ3HhERQUNDA9HR0cTGxkoWu7GxMVJSUnB2dqarq4v4+Hi5AME0tHR0dJSioiK2bdvG0qVLGRgYYGRkREIffXx8JCOemDPPP/88tbW10ptwxYoVUpY8PT1xcHDA2tqa0dFRHnroIfz8/PD09MTNzY3g4GCsra3Jz89nYGCAtWvXGkVLEgtrWFgYCxcuZO7cudTX1xMcHIyvry/V1dU4OTmxefNmI7bJ/0oyvav5tiNGvnF4nrITYWZolOnns8GEhICblms6OKbvnK382epi+l7T3fJMz32d+pv+/WVliP+rqqpkZJeZ6q90TZ6pXaaXV7O1a7b3i7yzTYKveudM4zdbu5WwL4ECEJdLSieo9vZ2Tp8+jYuLC1u3bv2CLCjfbWrfn62ts7VHecnY09NDSEiI0a5Y2SfKtpqWNVv6OvL7ZeMwm5zP1D7RlpycHNRqNfPnz/9CYN2ZyhEnKzMzMyoqKkhLSyM6OppVq1Z9AakzWx/MVDclpPKr5qT4brb2ziTbpt99mex/0+kbV9RgPGh6vd6IwU3cBiuhRiIqSVtbmzRfmE4eUa4gZKqpqSEmJgZLS0smJydpbGwkICDA6Jgr6jCTcM2k+JVHf9ObbVFPUQdTwRZtU15Oiu+7u7slub5oh6inEpJo+v2XLRpC8JUsdLMpXfG3YOQT+YUt3sHBgaamJlxdXaVH4UyKQ5ShfKfSbVy8T4kU+bJxNO0/UTdR3myK1RT+Jk4S4+PjODs7S7SFMC81Nzfj7+//hcksvlfmFW0TbHbiGVMZmknWTZWgcic92+IiZM5UsczkT6AcFyVkTkSLVxI4KfMoGRNFO0X54n8xf0zlSCnLM80dYSZS8uKI/tPpdLS2thpdqH6dTdBMc1M5zjqdDmdn5xnn2kz99yCmB8ZGrVJNM951dXVx6tQpKisrMTMzk+x5QqAFUxhMhwwaHh4Gprk3MjIyZKcLtjeYjgbyt7/9jezsbGCamU5EjVCppqF0wqY2OTkpIYFKhSImhlarlZAwYUoR9enp6WF4eNgIxyrgWqIMpbD39/dLyNHw8LBko3v//ffp6emR7xAQLKHwx8bGZP1mEi4hkIcOHeLll1/m3LlzchKKd6pU07AqEdlbtE2UC8bR3GH6Au/69esAlJWVSdikXq83YpxT4mTNzMzkJan4XqvVSqga3IeUvfPOO/zpT39iz549UqkICOPQ0BBnz56V0D61Wi2hXWr1NAmWCGWmUk3D8UT9VKpp7LJy0bx16xanTp2SdRB9MDAwQE1NjRGsTsDURJ8od/UDAwNGlKMDAwOSqre/v1/eT6Snp0u2RGG+EfkEnHAmRSTcrgVE0BSiJhgQRblK1kDTckW9gS/A85SyIZT08PAwOp1OLtIC0trf3y8DJk9MTHDu3Dnppi7mgajTTDtk5aIr4Jgw7Usgghcrx9tUMSv9DMQmTrAMirJ0Oh1TU1Pk5eVx5MgRqWfE6cc0r5Ar5QbhQUrfuI0a7mN1U1NTuXHjBubm5jzyyCOkpaVx+PBhhoaGsLe35/e//z2FhYWo1WpcXFzYsWOHtDt+/PHHXLhwgZiYGOzt7dmzZw+XLl3C398fDw8P2tvbJSnMtWvXuHbtGmvXrqW1tZX33nuPjo4OPDw8+Oijj0hLS+PWrVtYW1tz5coVQkJC2LNnD97e3rz//vt0dnbKaCpwX9lnZGSwY8cOJicnaWtrY2BgQHJ9BAYGynYK6GFtbS1ubm60tbVx6NAhsrKyiI6O5urVq5SVlVFcXExcXBwfffQRd+7cwdHRkevXr3P58mXu3LlDbGwsNjY2RrSfyt3fgQMHeOaZZ0hNTcXJyYmMjAyuXLnC6OgoQ0NDfPzxxzJG4ZEjR8jOzjaC3ImJVV5ezq5du2R9zMzM+PTTT0lJScHOzo6//e1v3Lp1Swr/hx9+SFdXF1FRUaSmpnLp0iVKSkpITEzk97//PdnZ2djb2+Pn5yfrOjExwWeffcZTTz3FwoULaWpq4p133pGsgVNTU7z88su4uLgQExPDp59+SlZWFpOTkwQGBvKv//qvdHR0sGDBAu7du8e+ffsoLCw0YksUBFd//etfKSkpwc3NjXnz5hmZVFJTU7lz5w4rV67k8uXLHDlyRLreCz5yUd9du3Zx+/ZtyVj4yiuv0NzcTExMDBcvXuTSpUuMjY0RFhbGq6++Sn19PUlJSdTW1vL555+TnZ1NZGQkO3bsoKysjJycHJKSkoD7m5fa2lpSU1N5++23Wbp0KQcOHCAyMpJdu3YRGBjI+++/T3p6unTMOnjw4KzMikIBqdVqrl27RkFBAdnZ2SQmJnLgwAFu3rxJb28vgYGBvPTSS1RVVREaGkpeXh5nz56loKCARYsWkZaWJvuopaWF3/72t6hUKhYsWMCJEye4evUqo6OjhIWFyfkxNTXFzp07iY6Opquri9OnT9Pc3MylS5eorKxk/vz5HDlyhJqaGpYuXUpJSQl/+MMfcHFxITIy0uhEmZaWJi9T9+/fj7m5OXv37iU7O5slS5awd+9ejh49ioWFBba2tpw7d46CggJcXFxobGzk+PHj5ObmsnjxYj744APOnz+PSqWS9RV1fpDSA7GjFkmlUnHs2DEZkLajowMvLy/y8vLo7+/H19eX73//+6SmpuLg4MC8efPo7u4GIDo6mu3btxMVFUVraytWVlZotVpJ2iQQEzDNImdjY4Ner8fKykrufMVxWsTqa2pqkjvDnp4e+bwIeS+SwTCNzFi4cCGhoaFs2bJFeo8NDw/LXb9IZmZm8oJTo9Fw5MgRuasuLS3F2dmZ73//+4yNjXHx4kWqq6txdXUlOzubnp4e1q1bh4uLiyRXUu6UlAJmY2ODv78/CQkJZGRkSGa4vLw82tvbiY6OZunSpRQUFDAyMvIFyJ3Ymaenp/PII4+wbt06SU7l6+uLXq+nqqpKRo6+c+eOPEFYW1uj0+k4fPgwvr6+VFRUyMC2zz//PIsWLTLarYvd2dWrV6mqqmJ0dBRPT082btwoo2GvXLlSxnsUZEliTBYuXMgLL7yAvb09DQ0NeHt7z8iWeOXKFRISEti6desXSLgANmzYIOskoGfz58+nqKhIyhFMnyhu3ryJn5+fJGIyNzfnJz/5CRqNRsqHqF9iYiLPPvusJFQSjjalpaXodDqefvppurq65GlNKLeIiAg8PDx46qmn8Pb2ljFBtVotmZmZhIaG8vjjj9Pd3c2xY8dmZFYUEFSlmWVqaoof/OAHeHl5cezYMUkaJha/8fFxfv7zn+Pr68u+ffvw8vKivr6exsZGNm/eLBWnl5cXKSkpPPfcc7K9Yj4o3yUW/j/96U/s3LmTyclJTp8+jb+/P8XFxWi1Wp544gnpUBMYGMjq1avZunWrHA9R/7i4OAoLCzl16hShoaGkpaXx4x//GDc3N3JychgbG2PZsmWsWLGCkZERFi9ezKOPPiqfcXJyoqmpiba2NoaGhli3bh3r1q0zMl09aOmBUtTDw8Ny95iRkUFRURF+fn50d3dLd+67d+9Kbl3BKQ3TNKd5eXno9XoKCgro7+/H1dWV9vZ24D7T3tTUFJWVlTQ0NFBVVcXU1BQpKSkUFRVx48YNNBqNtFdZWloyNDREZmYm/f39WFpakpKSQmZmpjSjiMGdmJjg17/+NeHh4RgMBmxtbamoqJALhTIJop7BwUFOnDhBVFQUBoOBxYsXExMTw/j4OFZWVjJoq0BHrFmzRuJtlcezPXv2GLk9i6TVaklLSyMnJ4eHH34Ye3t7NBoNGzduRK1WS7yqWKAsLS2N7O4iubi4kJubS2FhITAd604ww4no5M7Ozqxfvx5zc3NSUlK4evUqlZWVREREYDAY2LBhAy4uLtja2kqCIWUSp40lS5bg4+PDyMiIRNQIW3BbW5vklg4PD8fLy4u9e/cC00fgr8OW6ObmRmVlJXl5eUYemMJmLBgG29vb5YKjPA6LSSziPjo7O7Nx40YmJibw8vKS5fn6+hIZGSnZHA0GA3fv3gXux3RcvHgxsbGxchOh7Hfl7vH06dPEx8ej1WolbWpbWxuenp60trZSXl6OmZkZQV/CrKi098P0cT87O5vW1lbCwsJwdnbGwcGBTZs2YTAY8PDwkIoxMDAQg2Ealujp6UlBQQHNzc1UV1djYWFBX18fmZmZTExM4O/vT2RkJPv37zdiAxRjNDw8TGtrK25ubjLg7KZNm7CyspL4+a6uLqysrGhtbaWwsNBoQZ2cnMTHxwcrKytOnDjB2rVrsba25vbt27JPzMzMJFzTYDBgZ2cnzUUCYrlq1Sq8vb0xNzeXhGQi//+aPr4kqVTTLGhhYWHEx8czMTHB/PnzmZiYkFzNVVVVhIeH89hjj1FVVYVer8fGxgYPDw9iY2Pp7OxEr9ezfPlyBgcHiYmJkfApX19fGhsbcXNzo6amBmdnZwwGA2FhYdKbcfXq1Wg0GkJCQggKCiI6OhoPDw/6+vpISUnBw8ODsrIy5s6dS0pKitEl2dDQkBzg0dFRli9fTktLC8HBwcydOxc7Ozu5g7SwsKCmpgYnJyc2bNhAQkICPT09Etfs4uIio0AvXLgQJycnGXBAwPoEDNHGxkY6cSh3TCqVCgcHB+rq6ti0aZN0zmlubiYqKkrC3jw9PfHw8CAgIABPT88vQO5UKhVz5syR7HTJycmUlpZia2vLxMQE8+bNIzg4mKamJuLi4rC3t6e0tJSkpCQWL14sIVn+/v54e3vj5OSEj4+P0YkE7kflqKmpobe3l+joaAn9cnV1xcPDA0dHRxoaGoiNjaWnp4eBgQHJlhgUFERNTQ2+vr7Mnz+f3t5eyZYYHh6Op6cnGo2G5ORkBgcH0Wg0LF68GGdnZ9nO8fFx6ZCj1+uJjY2V/eTl5SU9/GDaocjX15eWlhZiYmJwcXGRsD+Yvgdpa2tj8+bNuLu7ExQURF1dnWRA7O7uNhpvJQOi0oGpu7sbNzc3KUshISG0tbWxePFi5s6dS2VlJVVVVWg0Gl544QWam5uxt7f/Qrk+Pj5Gpy4vLy8ZlHnp0qX4+flJ2XBxccHR0VFi5uPj42lubsbb2xtvb2+ys7Px8PBgYmKCsLAwGdAgKiqK0dFRmpub2bx5s3QcErtUwYoXFxdHTEwMiYmJ1NfXExYWhr29vTTDTUxMEB4ejoODAw0NDURGRhr1iUqlwtvbW8JOo6OjqaysJD4+nri4OInRtrOzkzz3np6esu9bWlpwc3MjICAAjUaDj4+P9GsQ73jQ0gOH+piNce7evXvU1NSwevVqqRy/Trmmdtuvc7Nreqkz26Xd122b8gZ+prJmu+E3/Vvknel/ZVnie2Ue5YRR1klZlmkdTOtl+v3/TV2V9TS9cVfW98v65r8zFv/T5fzflDlTH8+UR5Q5U3+LPOLCbf369RL9JJJS7kzrN9sYmJavvIicaezFvAJmlHHT04ipjHyZ3Jj212zff9U4/L8Ys286PTCmD2E+MDMzo6qqio6ODqm4DQYDgYGBrFy5Ut58K9nuJiYmyM/PN2LsmpiYkFhbIUxFRUVy55uVlSXziGeUzG5KL7/JyUlGR0dlWeK7xsZGDhw4INElpkx2QhjEsb6oqGjG2+XR0VH27dsnCadUKhVFRUXSXimSmAh1dXXcu3fP6DPTiS2eEyxnSjiceE7kF5/P9AN84VkBZ1Pevivf39LSIhEOJSUldHV1GbXD9G9lXcWPkhlNtHFqasqIxVDkU/4vxkeQKynLUTKxmbLtid+CkEnJMKgsQ5mEnJmOj/JdwpQC02iJtrY2JicnKS8vlwGNTZkPRZ+LS0uYJmI6cuQIfX19Rkpu06ZNuLq60tbWBkzH99y3b5+kWjDtb5FE/YT7tnKTJNoiEBpibEQfjI2NybB3YlyUHp0AhYWFaLVaOb5KmF9NTQ1tbW1yzot3ihiIos6lpaX09PQYbdqU/aTsb1E/5QZEtMNUnmfL+wDsWWdND4yihulObWpq4sSJEzQ0NDA2NgZMM2zp9Xp6enooLS2lpaUFMzMzioqKaGpqQqVSceTIEQoLC6UiVDJw6XQ66urqOHLkCL29vdTX19PV1SWhVoK7QVzKCcFqaWlhz549lJSU8PHHH8tFRNjFhQecUJrd3d0y2K5Op5Pu5WZmZnR0dFBbWyuVXmNjI1VVVRgM0/bsnp4eGSWlsbGR2tpaCfvr6uqisLCQyclJdDodpaWlUqgEVaiAI/X09FBUVERXVxeDg4NMTU0xNDTE6OgoPT09lJWVSVbB+vp6amtrJeucSCqVirKyMrZv3y5hhA0NDTQ2Nko4X2FhocRV9/f3U1lZKfuhqKhI8jycP3+ejo4OOjs7mZycpKmpiaqqKtnP9fX18n8RbUXJACfGApBQSPGZGD8whkKKv00ZC5VMbMpnlYpPfKesgxIeqsyrfKeynmIzMT4+zu7du6XJ7Le//S2nT5+mqqpK8oy0t7fLgMBiHAWWu7S0FAsLCxobG3nllVdobW2VsMSSkhKp5EZGRjh//jwAPj4+lJaWUl1dDUzD3PLz840utA2GaSx1b2+vDAUG0+aa/Px8dDodY2NjvP766zIMmrK/xsbGOHfuHHq9nra2NvR6PZ2dneTm5jIxMUFbW5tkaQR4++23uXDhAlNTU4yOjhrJr7hT6u3txcLCgqamJsntcu3aNW7cuEFnZ+cXcPLKRUTIjpLFUIyTcvzF79nyPsi76gfCRi1W4+PHj5OTk0NdXR0LFizg0KFDxMfH8+6775KYmMgvf/lLxsbGiI2N5cqVK2RnZ1NRUcGcOXMk7Ozq1assX77c6Fj26aefSnjW6tWraWpq4uTJk2zYsEEG0RSXVGFhYXLlHxkZ4aOPPqKmpob/83/+D7dv3+bSpUuUlZWhUqkIDg6mrKxMBih966236OnpoaGhgfb2ds6cOUNtbS2Wlpa4uLiwc+dOkpKScHR05OjRo5w9exa1Wk1YWJhUZDExMbS0tLB//36WL1+OXq/n1VdfxczMDFdXV5ycnNi1axcajYawsDD+9Kc/0dTURHp6OkuWLOEHP/gBZmZmJCQk8Nlnn+Hq6kpqaip6vV5Stt6+fRsPDw8JYauvr2fBggVG+O/U1FS0Wi2+vr5cv36dw4cPk5mZKcM75eXlcfHiRZYvX84rr7xCU1MToaGhuLu7c+jQIUZGRpg3bx5FRUUyHl5CQgJHjx7l9OnTODk5MTAwwI4dOyRfhUByKHfZD/LkmS2JNty9e5eBgQFSUlIoLy+nqamJxx57jIiICLKzs6mrqyM7OxsfHx8OHTpEdXU1d+/eldBTrVZLY2Mjjo6OXLt2jccee4zg4GBSU1M5f/48zc3NzJ8/H71eL1kl1Wo1dXV1eHp64uvryyuvvMLIyAj29vbSXR2m+7Wvr49PP/2U+Ph43NzceOmll9Dr9Tg7O2Ntbc37779PSEgIYWFhRpFndDodOTk51NTU4OLiwuDgIL/+9a8JCAggODiY3t5edu/ezUMPPYSdnR3vvfce9vb2xMbGArBr1y48PT0JCgri9ddfp7m5GTc3N0ZHR9mzZw9tbW1oNBqam5tpbm4mPT2dqKgoGX3p2ygT/930QO2oKyoq2LJlC/Hx8XJHpvQG8/LykoFRs7Oz2b59O//8z/+MtbU1Tk5OPPvssxJapFwpm5qaeO655wgODkar1bJ06VJ5iZSfny8VpIAGiSSA9ENDQwwMDFBSUsL69etZtWqVREDodDrs7Ozkhc6PfvQjqqur0Wq1pKSksGDBAurq6nB3d2fOnDmoVCq5CwkMDJS7UFFnmIYaBgUFodPp0Gg0rFy5ksHBQbq7uzEzM5Nx7GD6SBwdHS25HQICAnjxxRdxcnJibGxMwqIEKmHz5s1MTk6Sl5fHggUL2LBhg9Hxz8zMDK1Wy+XLl3FycuLEiRPY29sTHR1NVFQUw8PDZGVlERQUhJeXF1qtFhcXF773ve8RHR0NwMqVK6XSHx4e5sMPP2TVqlV0dHQwPj5OcHAwlZWVREZGMm/ePNrb26X56NuupOH+Ebq3t1eiD8SFs2B3NBgMfOc732HRokXcvn2b+vp6IiMjcXR0ZHBwkISEBLmpiIqKIjY2Vi7cbW1txMTEUF9fD2DkvAHGsrR69WqmpqYkjBXu3wX5+PgQFxcn5X7NmjXodDo6OztxdnZm3rx5bNy4US6gItnZ2XH9+nXy8/OJj49ndHSU+fPn8/jjj2NhYUFYWBjBwcGy3JiYGDZv3oy9vT12dnYkJiZKk87KlSuxtLRkcHCQ3NxcIiMj+Zd/+RdiYmIYHR1l27ZthIWFSdPOg2ye+J9MD5SiDg8P5/DhwzJqs5WVFadPn5ZHHxsbGymACQkJHDlyhLfeeovBwUFJFalU0GJQfXx8+Pjjj6mvr8dgMHDhwgWKi4u5ffs2CxYswNraWu5C4b5NVqvVkpyczG9+8xv+/d//nejoaC5evMjVq1eZP38+MC20J06ckErrvffeIyoqSt4iT01NYWlpSXV1Nbm5udy4cYN79+5JzmUhgC4uLty6dYuuri4yMzPJz8/n2rVrdHd3y6gYlZWV9Pf3c+PGDdLT0xkYGGDBggV0dHQwf/58bG1tJZkNgIeHB1euXKGsrEweXQ2G6Sg3kZGREgMtjoFCYd+4cYOIiAhefPFFxsfHqaqqko41gpK1q6tLxmxUqVTSFbmzs5NLly6RnZ3N0NAQGo2GV199lSNHjtDc3ExbWxu2trYyoo2TkxP19fUycs/rr78uvRa/rZNS9L+rq6uM8K60kQqc+rlz58jNzWXp0qWEh4fT1dXF/PnzJXxRmFAA6WWp1WolZ7MISuHq6kppaamEgtra2pKWlsbw8LA0Wwg4qaiDMB1mZWVx/fp1BgYGZP1FXq1Wy969e6U5UaShoSHWrFnDQw89xJkzZ9BoNNL5S61Wc/v2bQoLC7ly5Yqsz969e+nq6qKxsVHyWwtvXAcHB65fv87cuXOpqKjgr3/9K0VFRdjb2xtxuPz/OT0wqA+xypeXl0vIjFarpampCQ8PD1xdXWVUaaFwiouLcXJyIiAggK6uLpnH1dXV6DZXp9NRWVkpIV4VFRXANDg/JiaGuro6hoeHiYmJMXJv1ev1MiK6qEdTUxMGg4E5c+YA0y7tZWVlJCQkMDg4SFNTEwkJCfIiRbSvra1N2gljYmJobGyUytzHxweDwUBhYSF+fn709fVJu3F0dDT19fXodDri4uJobm6ms7MTg8FASEgINjY2FBcXywC1nZ2duLm5SdfzqqoqnJ2dcXFxYXh4GGdnZ/r7+7G3t2f//v3U1taSlJTEd77zHUkXK6CCdnZ29Pb2ylOD4GSwtbWVMDYRnFej0WBlZSUno0o1zaInyuns7MTDw4OGhgbJ8ubu7k5paamE101NTXHv3j0Z7V15sTTT7bzpBZwpKuH/9Y2+Uk7FhmCm8sVn4+Pj/O53v+Oll17CwcGBwsJChoaG8PX1lc4r5ubmhISEMDg4SGVlJWFhYdjZ2aHVarG1tWVkZEQy5Lm5uaFSTYd/m5iYwMrKChcXF6ytrSkvL8fS0pLQ0FBpB46JiaGvr4+2tjbJkKg0fVRXV8uoQjExMXR2dspgwhYWFnR3d3Pv3j3i4uKMzFKTk5MMDAxgZ2dHd3c37u7uDA8P4+LiAkxfoIoTcWxsLHq9nsLCQmJjY+nv75dOSHPmzEGv10seHuGsNDg4SFxcHH19fdjZ2TE6OoqVlZXEtH9bT1r/nfRAKerZYDnKpCQmmm2CiL+BWSeu8sZaedxWmgFmgvcoyxHfifqIv2eD4pm+07TuM7VrNmiR+D0TomOmPhD/K99z69YtBgcHWb16tXR2UUKtxP+mFznKepj+P9O7lS7upmXMVK/Z2m/anplkxnQcTftupqREWijH3xQiKuog2iIQBUruD2Ve4X5vb2+Pv7//rGM4U198XWVkivZR7kBNSaJM+8i0v2abI0qEhVLWvmwOmo7DbPA+ZX8o36FEM/1PLLrftvTAnSeUUCilGQPu37SL36ZCrhSimYRO/J2XlycRJSIJQVHeEovPlYpYpZrGdAu0iXLCzlQP8Vt4yZm68orn6uvruXfv3heUUkdHB5WVlUbvEbBDZdtFOX19fZSUlMi+FGl8fJz8/HwjZSSieIiLoubmZklsJJABcB/KJd5RW1vLgQMHJPGOXq8nPz9fKmWl8szLyzNaXJWLlWiL6DPxvXh+eHiYrq4uI5iXUgko69Xb2yt3auXl5ZLMS4yfKarFVG6UsjKT3CkXk6KiIqP4jMp2KVEoBoOBiIgI/P39GR0dlUGKGxoapH1ZpVJRXl7O4cOHjeJ4mqaZTg3KRVqlmoaziXYrF0elb4KpvBQVFclnxOc6nY5Dhw5JigLhAq5872ynGeWcUF7KFxYWyrooYbNCRpSsmUqY7ApXgQAAIABJREFUoGn/PgD7ym8kfeOKWnS8GJxf/epXHDhwAJVKRVdXF2VlZfT19UkmrKKiInp6ehgcHGRiYoLBwUFGRkb+v/beParKK7//f53D/XK4IyB3EQUBkUQwMSiJo3GSNFlJNJnOZFaS+aOr7fSPtJ3pStvMmk4znXRWnSRtbUymRpvEZIzB4AUUjKAgclFBEAj3+1VALgc4wDkc4PcHa+8853jitN9fu0La/VrLJRye8zz78nk+z372fu/Ph/7+fvr6+hgYGECv19PX10dLSwt6/Uq0tpGREZlF+fTp0/I79vI8o9FIa2srAwMDdzl7nW5lITA3N1c6w9raWilZMxqN1NTUyPggAp1Ox+HDhzl+/DjvvfceMzMzdHd309vbK6Odffnll9Jp5eXl8c4777CwsEBXVxe5ubn09/fbjDjETWc2m6mtrZXzlfX19TZSrPr6evr6+lhcXOSzzz6joaFB6rOFRlxI7ITyBVYWwurq6uRNKrbdz8/PExERQUVFhXSMjY2NMnqaiEnc1taGTqcjJyeHmpoaxsfH0etXMpTU19fj5OQk05/V1NRIZ6x1IK+++ipnz56lrq4Oq9XK7du3uXXrFnfu3JHJaaenp5menubq1asysl9RURElJSUy2/zIyAhffvklJpOJ+fl5ZmZmmJ+fZ3p6GpPJRGtrK/39/eh0OoaHh2lsbJQR/4SN6nQ65ubmaGtrk6qWqakp2UY6nU5uq9ei1+sZHh7m4MGDHD16lJKSEpqbm6murpbniIqKorS0VEYgFLJJnU4n57NnZmYwGo3ygStkfCLbD8ClS5coKSlhZGQEJycn2daw8qAWGZF0upVpGSFZFRnOb926xcLCAu7u7hiNRpl0eHFxkYaGBnlPCJvW6VakgSJS5fT0NFNTUzQ1NckyjI6OUl5eLuWDok1EbJv6+no+++wzYCV5tchcNDc3x/DwsBxU/V8fUa8KeR6sdF5/f790Fg899BB/+7d/i06n44svviAjI4O+vj7eeOMNUlJSuHz5Mj4+Ply+fJne3l6ys7O5du0a9fX1uLq6curUKWpra6X2+Gc/+xnr1q0jKiqKuro6urq6pELko48+4ubNm3h7e8ukssXFxWzevBkvLy85IiwuLqagoIDBwUESEhIYHR3l1KlT1NTUsGPHDl599VWsVisGg0FmohEG/cknn5CUlMTevXu5evUqR48epba2lp6eHrZt28aRI0cwGAzEx8eTm5tLa2sr27dvZ2pqiitXrtDT08Pk5CQbN260ecV+44036O/vx8vLi4iICM6fPy8jkGVnZ1NbW0tLSwuxsbFSwlhSUsLOnTvlOXQ6HdPT03z++ee4ubmRkJDAr371K7q7u+ns7GRpaYm8vDyuXLnC/Pw8KSkp1NXVkZCQQEBAAFVVVVy8eJG9e/dSWFjI5cuX6ejoIDw8nIqKCmZmZiguLiYpKYmDBw/S0dFBf38/BoOBn/70pzLriZiDFJsienp6eOqpp0hISKCqqorXX3+dzZs3093dzfXr14mNjeXkyZNMTk4yPT1NRUUFCQkJcnGypKSEmJgYDhw4AKwsklksFpqampicnKSpqYni4mK6u7u5evUq69at4/3332d4eJhTp07JQD2iTO+99x4DAwNSPnr48GEZb8bPz48DBw7g7e1NWFiYTOSg062kxTp//jxPPPEEmzdvZmhoiI6ODqnY8fX1pbq6mrS0NFxdXcnOzubs2bOEh4fL9HSff/45i4uL5Ofn09zczPXr13Fzc+Po0aOMjY3JUJ09PT0UFxeTkpJCRUUFZ86ckYHBPvnkEzmQqaiooKGhge7ubtLT0zl69ChdXV2Ul5eTmZmJ0WjEaDSSlpbGkSNHqKiowNPTU8YpEfdEbm6ulKT29PSQk5PD1NQUly5dIjExkXfeeYfZ2VmmpqZkzkVhc2+++SYTExMyS9Phw4dpbm6W+RN/8pOf2NiGsNf/i3zjI2oxsgMoKCjAYrHQ0tJCfX09oaGhPPPMMzIQkbOzMy+88ALp6elMTk7KeMkLCwvExcWRkJBAVFQUV69exWKxkJycLF8nt23bJnOztba2cvLkSXbv3k1lZSVLS0tSDuTs7MwTTzxBSEgIIyMjwFdTCM3NzTz22GNkZmZiMpno7OwkJSVFKjceffRR5ufnGR8ft6nf8vIyr732mszmbTQaSU1NZdOmTSwvr6zsb9++XY5m161bx549ewgKCmJ6epoHH3yQJ5980qFEadeuXbi7u8vgUw8//LCcsqitreW5557jlVdewc3NjTVr1vDiiy/KaR/tq3FwcLB03mK0n5KSgru7O7du3eKxxx5j586dsoza5Kw7duzAYDAAK6+xu3fv5i//8i8JDg7G3d2dl156ScZymJiYICUlRV73vvvu4+mnn5ZKB+0rr5Czzc/P4+LiwrZt29i5cyebNm2SG0jEFILVasXb25ve3l5cXFzYv38/8fHxMs7I008/zdzcHLOzs3LBWCSgePzxx4mMjKS6uhp/f39++MMf2kR/E9MC/f39vPTSS6xfv56Wlha5cLy4uEhISAgPPPAAw8PDNrG2YSWo0WuvvUZraysnTpzA29ub9957T6bCEjbm5eVFT08PTk5OrF27lr6+Ph599FE++OADpqam2LRpEzdu3CApKUnK+NLT09m1axdDQ0M4OTmxf/9+Nm7cSFNTk4yZ0t3dzeLiIhkZGTz00EN0dXUxNDTEiy++yMaNG+ns7KSrq4vk5GRZb21SgwceeIDw8HBu375ts5NQlFtMT4g+ePbZZwkICKCmpobw8HC+973v3TX1JN6EXn75ZUJDQ6mvr2d6epqUlBQ5NZKWlubQNv4v8o07auGoYMUR/vCHP2T37t2UlJTIUKQeHh60tLTw61//Wr5KRkREUFhYSGNjo00Aobm5OdLS0vDx8ZGOwGKxyM5eWloiLi6OP/mTP+Hw4cNkZmbi5uaGs7OzvOns55rF7xs3buTs2bOUlpbi5OREW1sbzs7OzM/Pyy2xgMw0LRyqxWLh3XfflcHNxTUWFxdxc3Ojt7eX0tJSysrKsFgshIaGUlRURGdnp8ymrt3yrC2TiDIndp998cUXVFdXMzg4SEZGBtnZ2fzLv/yLlDBqFwzt0elWkgfExMSwbt06jEYjW7ZsITExkfLycm7evGkTQL+goACTycSFCxeoq6uTcY8LCwt5++23GRgYkBlgzGYz8fHxhIaGMjMzQ3p6OsvLyzZSNEe2AStytqWlJXlsaGgofX19PPTQQ1L+Njg4iLe3t3w91y4Qah1zWFgYDQ0NXLlyBZ3uq92KZrOZqKgoFhYWyM3NvWtrOKzsRH3//fdpbW0lISGB2NhYJicnZSREcX3x8NA+4I8dOyZzDU5PT/Ozn/2MxsZGm2MvXLggVT3e3t60tLSQlpZGZWUloaGhBAcHk5iYyMjIiJTxCQepXUvR6/VyN66npyfj4+OYTCZcXFzk/bR27VqOHDlCY2OjzEs6NjbG1q1bgZWkuiKs7uzsLP7+/ty8efOuh1BYWBjV1dVUVFTYzGObTCaZR/STTz6xiVS4vLyMwWDA09OT999/n4GBAVJTUwkICGB+fl5uvhIPf+08+P9VvnHVh3gVslqt3LlzR0YuGxsbw8XFBT8/P6ampuTUiMlkIiIigtDQUBobG2WkLyHyt1qt+Pv7MzAwwNjYGJs3b8ZsNjM7OyvDGd65cwc/Pz8GBgaIjo6W8jwhCTIYDMzMzODp6Wkj9hcLP+7u7kRERDA1NSWlab6+voyNjTE6Okpqaqoc7YvvjY+P09jYSGJiIp6enjIEpNhUI0bEMTExBAYGUldXh5+fn8wC7ebmxtzcHH5+fjbnHRkZoaenh5SUFCnH0+v1+Pv7ExMTIwOmR0VFyRRfY2NjBAcH29wAQ0NDcpfaU089xfDwML29vWzevBmTycSJEyfo6uriqaeeIjMzk8nJSTo7O4mPj6e9vZ2lpSU8PDzYtGkTTU1NcuPD6OgoAQEBTExMEBQUxO3btxkYGCA5ORmdTidlXfYPIbPZTENDAyaTifDwcCIjI6VUDVYWWX18fJiamiIkJISmpiYZ3c7NzU3KulxcXJifn8fPz0/WW6xHrF27lvn5eby9vZmeniYgIICcnByam5txdXXlpz/9qY0Ub3Z2lvb2doKDgwkLC5PytcTERLy8vKirq8PLy4u4uLi76tPR0cHw8DAZGRmYzWY5qNDpdLJ9Ojs72bJlC+3t7Xh6eqLX62XyX19fX2mXTU1NrF+/Hg8PD2kbIgOMsBODwcDw8DBmsxlPT09cXFxkNnur1Yq7uzuNjY2yLkajkba2NhISEjAYDCwvr8hfRdTB+vp6mdDXPjVXS0sLbm5uhIaGYjKZ8PPzk/3d39/P9PQ0a9euxdfX10ZdMjk5SW9vr0yUPDAwwPDwsBxVm0wmaRtaZci9pJH2fsWR6uTbyDfuqB2h7RgRKU87ShIdoF3YcCTHsu8c7XnFq7ujY+2vYy+Butfqs/Zv9mJ9R6vk9p9r62avbtCODB2t4mvPZd9Ggq9rz6KiIiYmJnjmmWdschuKhafi4mJ0Oh3f+c537imjs88DaF8O7chP/C7eqr5OEijOoVWsaD+7Vx/Y25H9MdqpNycnJxoaGmhsbOSRRx4hODjYJp+i/fe09ba3B60SSPtdrexMbEb5uryP9nZt337a8wjbsG9f7bns7Uh7Tq2CRJRdtJejOtpfR3sue/vVfsdRHRyd09E9oa2nfV9oy6x16MJm7JUr3zaHvSqmPkTD9/X1UV5eLpUd4tVUK88R34GVHVLahtfeEFot5ujoKD//+c9tIs6JDCvaG0R7Y2iNV7w+i+uL83Z0dPDzn/9cpkE6efIk7733no0T0ToSbVQ9vV7P4OAgBQUFwIo6QxsgR9RLHKs1UG2AHFFWrVPXSqOqqqoYHByUfxfzyvbG+sgjj7B//37OnTt3l1zLxcWFRx99lN27d991Qy4uLnLr1i2Ki4tlnkttHRYWFuTIEe5+IIqciOIzEQypq6uLwsJC6WDE8dqHk32oW23/aNtG1FtcY2hoiKqqKtlP4prLy8skJSXx/PPPExQUxPLysk2ORNG+8FUuw8XFRSmr1KIN/CTmZEtLS+V1RO5P4Vy07XL48GGphNDrVxJetLe3O3QuYipC2GRDQwNdXV13OSTtSBRW1oO0ax72Dx7tfSfqrdPp5DTf0tKSjQpEe6yw+7m5OU6dOmUzIBFqHfG7tk72tqH9Wfzt9OnT8ljxv7iHtfFIRBlaWlq4evWqzOCktZNvE6tC9SE6pKuri76+Pv7pn/6JrVu34uXlxblz5/Dx8cHZ2ZmysjIaGhqIioqiubmZV199laCgIBk7orq6mu7ubpkXsbu7m/DwcHx8fGhsbMTFxYXY2Fg6OzspKSkhNDSU+fl5ysrKaGlpISIiwma+W6fTUV9fT1VVFaOjo0RFRXH+/Hk6OzuJjY0lKCiI8vJyoqKiWLNmDf7+/hQVFbFr1y6Wlpa4cuUKvb29REdH24zG9Xo9165do7CwkDt37pCenk5OTg4bNmwgICCAoaEhCgsL8fDwwN/fn5qaGqqqqggJCUGvXwmYNDU1RXh4uFSo6HQ6uXMNVhzFwMAARUVFbNmyBQ8PD8rKyrh165aMjaId+YjzFBYWkpWVRX9/P2VlZURERLCwsMCNGzeorKzE398fHx8f6eA6Ozt5++23SUhIwN3dncXFRSorK+no6GD9+vWcPn2agwcPEhsbS0hICHV1dVRWVrJ27Vr6+/v5i7/4Cxlg6vbt21y8eJGgoCAmJyc5efKknFfu7e1Fr9czNDSExWKhvb2dqqoqlpaWCA4O5uLFi7S0tODs7Gzzuizsqri4mODgYDw9PTl16hQBAQFERETQ2NhIdXU1w8PDREdH09LSwpUrVwgNDcXT05PS0lKam5uJiIiQ2+SFA8jNzWV0dJTm5mZSU1M5d+4ck5OTREREcPPmTSorK5mZmSE8PJz8/HzMZrNc6Purv/orWe/29nZKSkowGAwyjde1a9fYuXMnY2NjFBQUsH79epke7vLlyzg7O+Pn58ePf/xjxsbGSEpKwmg0kp+fz6ZNm/Dx8aGrq4srV67g4uJCYGAgRUVFVFVVkZyczNmzZ+no6MBqtRIVFSXDCURERDA5OUlFRQVtbW1ER0fLB4rQkL/66qusXbuWf/iHf+CZZ56hoKCAiYkJIiIi6OzspLa2lubmZkJDQ7lw4QJxcXFy2vKVV16x6W+tnd+8eZPq6mrZT8I36PUrG4cuXbpETU0NSUlJjI2NsbS0JB82VVVV3Lhxg/Xr19Pb28uZM2cICQlhbGyM3NxclpaWWLNmjc0Oy28T3/iIGr7aRSUcyve+9z3S0tJ47bXXGBwc5MCBA9TW1nLx4kUWFhY4fvw4gYGB+Pj4EBMTAyCTkKampjI+Pk5zczOffvqp1IJ6eHjIJ+6BAwfo7e3lN7/5DTdu3ODGjRuMjo6Sl5cH2G66ee+99+jp6WHr1q3k5OQwPDwso+8BMl2UuIYYLZw5c4bCwkLOnj0rjxWjksbGRr744gu5TV5keRba7H/8x39kYGCAX//61wwMDHDo0CGMRiNOTk789re/pb6+nnfffZeOjg4+/PBDWltbpZJDa4ShoaH09/fT3d0tk8d6e3tz9OhReawYBR09ehRvb2+5uHnw4EHa2tr4zW9+g9Vq5c033yQmJsZhBLPl5WUsFotc4O3q6qKxsZGamhqCgoIIDAwkJiYGk8kkFzbFFmkhSQRkfV9//XVmZmZwdXXlzp075OXlUVVVRV9fH9evX6elpYXjx4/j6enJ559/TmlpKV9++SW9vb3k5+fLPhQjuAMHDjAwMMAvfvELdLqVMJfl5eUAfPLJJ1gsFukE3n33XXp6enjrrbdobm7mP/7jP1hYWJBbogW+vr7k5ORw4cIFXnrpJVpbW2lra+Pdd99ldHSUTz/9FDc3N06ePInRaCQsLIyysjJgJW2cwWCQUreWlhZqamo4ePCgtCmhvggICMBoNMqcje+88w7t7e3Sbtzd3YmPj5fRFUdGRmhqagLg4MGDdHV14ezszOXLl2loaMDHx4fe3l6Wlpbw9/cnPz+f2tpaDh06JB+6lZWVfPnll3R3d1NYWCjbE5B9dvToUdLS0uju7qa1tZVDhw4xNTVFaWkpubm5cp1mdHSUDz74AH9/f1xdXR32t9bOZ2ZmmJ2dlXYlFkY/+OADOVBpa2vj2rVrDAwMUFlZyeDgIIcOHSItLQ2j0cjRo0dZt24dLS0tckDR39/PqVOn5H34beMbd9TaaYKGhgYqKyt5+eWXsVgsTE5OEh8fLyOAJSQkyNxxIhWScNQ+Pj7s3r2b4OBgqqqqZAwFIZUTc9Imk0kuHO7cuROr1UpycrKMDAe2q8thYWE8+uijuLm5MTAwQFpaGsnJyXLxTxtxT+vgh4aG8Pb2ZteuXURFRdnU+c6dO0RFRZGWliYdwPr166WTHx8fJz4+nqysLHx8fPijP/ojent7qaurY3x8nDVr1vDd734XNzc3fvCDHxAYGEhxcbFsT1FfJycn1q1bJ+doRSot7auo+Hlubo7MzEwCAgIYHh5mYWGBrVu3kpGRwfz8PKmpqWRkZMiRjmBxcRFvb2+ZTkmv13PfffcRExPD9PQ0wcHBrF+/HoPBgIuLC3/8x3/M6Ogo169fJygoiMjISGJjY6WsMT4+nj179mCxWNi4cSMZGRky2pwop9VqJSQkhPT0dDw9Penr62PDhg2kpaXdtSt0amqKmZkZkpOTyczMBFbUO2J07OXlxdatW+UI32w2s2XLFu6//34iIyN54YUXqK6uttmxCSsBizZs2ICfnx+3bt3i5s2bhIeH4+fnx+TkJD4+PmRmZsrfRSwLYatRUVHExcVhNpu5fv0627Ztkw5KJC8QfaS1jRdffJHAwEAuXboErMSJEbE5YEXaKfr0Rz/6EW5ublRUVDA0NERcXByPPfYYISEhLC8vk5mZSVRUFH19fZjNZlJTU9m+fTtWq5XU1FTi4+PvSswsVFX79++XQb8iIyNl2FoR7XHt2rU4OzvLRdSwsDC8vLyIjo6+q78d2bm2rWdmZnB3d+ehhx6SUxhiGkbEn9mxYwdxcXFyOjQrK4v09HRmZ2fZvHkzDzzwgIzQ+G3kG3fU2lHdxx9/jNls5q233qK1tZXvf//7NDc34+fnx5o1a/D09MTZ2VmugM/NzXH48GEAgoODZZAjf39/GblN7DCLjY0lJycHs9nMH/zBH9DQ0CBzD4pVcRFURuvAgoODZRLYxx9/nPz8fEpKSnjiiSfkebOzszGZTAQGBmKxWDh//jxPP/20DFIUHR0NfDWvlpaWRl9fHx999BExMTHyFbWoqIiRkRFZ76CgILkrUNTt+eefZ3x8HKvVSlhYGF9++SVWq9Um55uYWy0vL+fatWsUFBTIoFJWq1XWE74aKd1///28+eabTE5Okp6eTkZGBk1NTURGRkoNtiO8vLzkYmNpaSk+Pj5y5OTq6kpERAT19fXk5eWxtLREW1ublBy6urpitVr5t3/7N9zc3Ni/fz8tLS2yv728vHBxccHHx4fk5GS++OILenp68PPzk1H7vLy82L59O21tbVy4cMFmnnJ5eZmwsDD27NlDQ0MDsbGxjIyMcPr0aWpqamhrayMiIgK9Xo+7uzvJycns2LGDxsZGoqKimJ6epre3Fy8vL3legV6v58EHH+QnP/kJ+fn5uLi4MDU1RVBQECMjI1gsFv71X/8Vg8GAv78/77//Ps3NzXJqx2q1cujQISk7NJlMeHp6Mj09TWRkJIODg5SVldHc3ExxcTHFxcUMDg7S29uLxWKxCej1z//8z4yOjlJXV0d5eTmFhYUMDw/LNRmr1crevXupr6/n7/7u7xgYGGDt2rUO6x0aGkpgYCBubm54eHjg5+cn2xNW5vpF3lJPT0+Cg4OZmJiQqg0/Pz8pq5ufn+fZZ5/l6aef5tixY/j5+WGxWGz6297O3d3d5UNH2KfImfnmm2/i6upKYmIiXV1dXL58mcDAQJydnaUaKC4ujpiYGH7xi19QVFQkg1bp9fq76vJt4htXfdgrPEwmE2azGYPBgIeHB+Pj43I0Zr8iLjJR+Pj43KXMmJ6elg7WxcUFnW5FDiSc/cTEBH5+fnetItuXSassEK/SOp0OT09PuWBnNBrx9vaWmmqz2Yyvry8zMzMsLy9LuRN8FTdhfn6epaUlGSFNjKBElDBtvU0mExaLRRqjyIju6enJwsICRqMRf3//u+oiRheLi4t4eHjI6GnahSbtIur09DQGg0G+bopoe/da3RfbfUV7+/r63tVPJpOJxcVFfHx8mJ2dxWw2y7pYLBbm5uakdGtiYgIfHx9cXFxsVAqwMjr28PCwsQWdbkWVcuzYMbq6uti7dy87duywkdWJaG9+fn5ycVMsDgstsjjXwsIC09PT+Pr64uTkxOTkJE5OThgMBodBmJaXl23e1tzd3XF1deWXv/wlL7/8MhERESwtLUkdu9VqxcfHx6beZrOZhYUFG3udnZ2Vtqe1DWG7or/FuUXbioGPCHdrNBplxMm5uTm5sca+j0S9/fz87upv7X3gSGExNTUld/DaR+gTx4qt6aLe4p6dnJx0aOf25bNarczNzeHt7Y1Op5MhB8QOUO2xi4uLzMzMSFv+Ns5J2/ONO2pwHCEOvnp9dyTBEd9zJOMSaI1Lu5NOSLXE97UOQUxfiEU/+3NqETeRNpiMOI9244zW2B2pWBzVwZEztf+edtpI1EnbRvZt6kgO9XXXvNd3tMfb94OjB5z27/Z9Lf5m3y/igSt+to/Ap72GXq+no6OD+fl5kpKSbByqfZkdybvsnbpWnmjf345sTdseQnIngu9r1ULaazpSWmjPZW/n9tfRHqdte+05BVrJpLYO96q3KKNWKqntW3F/2NuNtm/ty3wvW7C3sa9TgNjbob2dau3CkX/4trIqpj60N4xOp6O4uJj29nab11hYcYD20h7x/ebmZmpra21GPCKf3fLysnydEr+XlJTIn+2NUVxnYWFBLkCIc4p/er2e06dPy80L4sbSPgC0cihx3jNnzthEChMj8tdff10uAmnbRVtXcQ7tubU7BUU5HUnwtI7RkeFPT0+TnZ0tz5ubm0tOTo7MAamN1ifqd+rUKZl/Udwg9qNgwcmTJ5mbm7ORFWrli8JZiGN0uhWZWnZ2tjxfQ0MDPT09Nm0hyrNu3To2bdokb1J7eZm9Y7l16xZXr161eSBryy3KZjKZZH0bGxv5+7//eymJs1gslJWVyXNorxscHCzf5LQ2LOST2j4VI9q8vDza29spLi6WD3ttP2lH2Fq7tO9LMdjQ2rM4tra21qbM4nvafJP2dibqLYJ5aZ27vaP9urdTrR3b73mwf8A4csj2gw5HAw5tP9sPCLTHrYKx6X+Zb9xRaztrZmaGwsJCzp07J1Ng5eTk0N/fz+zsLJcvX5Y6X/iqE41GIwcOHODSpUu88847LC4ucv36dU6ePEl/fz8Wi4WzZ8/KSGKlpaXcvn1bdvbVq1cpKipCp1uZHjl+/DiVlZUsLi5SV1fH4OAg1dXV6HQ6SktLuXDhArCSaTknJ4fa2lp0Oh1lZWXk5+ezvLxMf38/Fy9e5OLFi+h0Otrb28nJyaGkpAS9Xi9zDppMJnx9fQkPD5fbie2Nu7q6mvPnz7O0tER7ezsFBQUyUtyVK1fIzs7mwoUL8iF36tQplpaWmJyc5NSpU1y+fPkuzbm4Dqw4D19fXzo6OqioqACgs7OT3t5euUVbHC+cTFVVFb29vVitVj766CMZLU1ERfv0009paGhAp9Nx9epV+vv78fT0pKKighMnTmA2m2lra2NycpKOjg5mZmb4+OOP+eu//muZPDg9PV0mab19+zZlZWXygVtRUcG5c+ekvriiokKkltf4AAAMqklEQVS2wblz5+TiqnA2165dIycnR9ZdBDsSZa2vr2dpaYm6ujoWFhZoaGhgbGyMP/3TPyUnJ4e5uTn5IBCRAi9fviwjCPb09Nj09+3bt8nJyWFoaIjh4WGOHTtm00aTk5P87ne/k9nai4qKZLLgvLw8CgoKmJ6exmw2k52dTVlZmXSaJ0+epLq6msbGRrnwW1tbS0FBgay3cLQ3b97ks88+k31tX2+xcHflyhVOnjzJ4OCgtLFLly7R09PDpk2bsFqtMlDTsWPHGBwcvGvQpP3n6HPxmXbQYz+Ysf/99/3N/vyOruGoDN82VoWOWowUjh49iqurKyMjIyQkJHD48GEWFxfJy8sjKCiIgoICQkNDqaioICMjQ766zczMyCA9p0+fJjY2ljfeeIOsrCxSUlI4cOAARqOR3NxctmzZgq+vLydOnODxxx/n4sWL5Ofn093dzcTEBJWVlYSEhGA0GomMjOTKlSvcunWLrKws+vr6ePfdd4mPj2f9+vXk5+ezceNGzp07x9atWykvL6eoqAh3d3fa29vp7++X23iFFra7u5uAgACOHTuG0WikurqazMxMuZASHx8vbyq9Xk9NTQ0ffPCB3LItNsXU1NQQHBxMamoqH3/8MZ6eniwvL1NeXo6HhwdNTU3cunULDw8P8vPziY2NlclN7Y1XjBitViv19fWkp6cTGRlJamoqsbGxuLm53XUjHDlyhOeff561a9faxGwYGhriyJEjfOc73yE5ORm9Xs+RI0f48Y9/TH9/P2fOnCE6OpqysjKGh4dlthixGLe0tCTz6M3MzNDR0cH27dtlPby9vYmNjeX111/n/vvv58KFC3h4eHD8+HFGRkZoa2vj+9//PjU1NRw+fJjQ0FDeeustPDw82LNnDx4eHly6dAmLxcKuXbv41a9+RUpKCgUFBfj7+1NYWEhqaioffvghWVlZFBYW8thjj7FmzRqZ2DcxMVEuWOfm5vLd736X7OxsmU3FarVy/PhxFhcXOX78OPv27cPf35/Dhw8zMDBAR0cHn376KXv37mXTpk0sLCzw0Ucf8Wd/9mcMDw9z69YtgoODqa2tpaGhAYPBQHV1Na6uruTm5pKYmEh3dzfBwcEy8/f169f5wQ9+QE1NDf/+7/9OVFQUb7/9NktLS+zduxdvb2+H9c7Pzyc4OJgPP/yQ5ORkLly4wMjICNeuXZOhFdLS0rh+/ToJCQmEhYXh4+PDxx9/THV1NQ8++OD/iqmF1c43PqLWMj4+Tnp6OuHh4UxNTTExMeFQnuco6L/AYrHg7u5OUlISWVlZ6HQrO9EiIiJ49NFHcXd3JyYmRi5m3b59G3d3dx555BEiIiIYGRlh586dPPzww7i6utLV1cXg4CDBwcHExMTwwgsvcPPmTVpbWwkMDJTfq66uZnp6muTkZMbHx3F3dyctLY24uDiGh4fR6/Vs374db29vBgcH5e+bN28GsAkCpK3TyMgIOp2O7du3yyzOGRkZhIWFsbS0JDffvPTSSzQ3N7Nhwwa2bdvG7du3mZyc5IEHHpB6XeCuEbJ2hO3l5SXLERISwpo1a+Sij9ahl5SU4O/vT2xsLNPT0zLMZ3R0NGFhYYSFhdHe3s7y8jJffPEFERER+Pr60tPTw9q1a8nKymJ8fFyOzsXCUGBgIHFxcVLGppWpOTk5ERsbK8saHh7O1q1bcXV1lRHzduzYIaPFjY+Ps2HDBgIDA9mwYQPT09P09fUBK3Gb9+3bB6xIvx555BEZq8XV1VUuOHp4eBAaGkpiYqIcyWsTx8bFxUmFg4uLC2lpaaxbt47R0VEpLd2zZw+zs7O0tbXh6+tLdHQ0ERERMuYIrMQfT0xMlA+nyMhIHnroISYmJhgeHmbHjh1ERUXR0dGBl5cXmZmZzM3NkZWVxejoKGfOnGHfvn10dnYyMTEhc1lu3LiR2dlZenp67lnvkZERwsPDycrKwmKx4OzszMaNG1m/fr3NfSVG0G1tbXh5eUk9tHLQ//OsihG1dk73zJkz9Pf3yzCfIpZySEgIExMTREZGMjIywpYtW2zmo3Nzc7l69SoPP/wwKSkpNDQ0yGzdBoOB5uZmAgMD2bRpE7/73e+oqqrCycmJrKwsOjs7mZ+fZ+fOnbi5uXHixAlaWlrYvHkzVquVrKwsysrKiI6O5vr161itVhnFLCkpifb2dmJiYmhra8PHx0cGAfL398dsNhMWFsby8jLnz59nYWGBP/zDP6S/v19mmw4KCsJkMpGXl0dSUpKNjCgkJIS+vj6MRiPbtm1jZGSE6OhoxsbGCAsL47e//S2urq6YTCYyMzO5ePEitbW17Nu3D4PBQGlpKU1NTWzfvh1fX1/efvttHn74Ydn2Ys5Qr9dz9epVDAYDSUlJDhdDxc9Cfujj48PExASzs7M8++yzsp8efPBBqWSprq7m2WefxcvLi9DQUMrLyykpKeGxxx4jNDRUSsm2bt1KcHAwx48fx8PDg9jYWJydncnLy8NgMDA5OSmnEmJiYrhz5w4pKSk0NTXx5JNP0tXVxezsLPfdd58M77lnzx58fHy4//77ZdS+7u5uPDw8yMjIAFYeBidOnMBgMPDcc89RUVFBU1MTer2ezMxMampqKC8vl8G0Ojo6uHHjBgkJCWRnZ8uddOJBYzab5UO9qalJvskYjUb27dtHbGws4eHhPPDAAzJpRE1NDfv378fd3Z3Z2VmKi4tpbW1l165dJCQkcOzYMSwWCz/60Y9oaGjg8uXLwEqG8Z6eHrq7u3nuuedobGxky5Yt7NmzB29vb7Zs2UJkZCRTU1N0d3fj6elJenq6Tb39/f3ZvXs3x48fp6uri8TERAICAqRKw2AwkJiYKHeCxsTEMDs7y5NPPinD9NpPPSj++1k1qg/4SlImdhGKeVZ7eZ6jxQaz2YzZbLaR6gl0upUUVR4eHri5uUl528LCAn5+ftKp+Pr6ArYyMLHwIUbqYh5RK7nTlt3V1RWdTmeT9VssvMzOzkp50fz8vHTo2rl2d3f3uyL22R8rPl9eXpE9zczMSJ2o2BBiMBhoa2sjLy+PiYkJXnnlFQIDA21UKtpzLSws8Mtf/pI///M/t9mCbd/O4pparatw9tr2EAoCq9Vqs5BrsVikpBJWFjG12llRF7GxRsjUtNdwc3O7q41mZ2exWCw27ekoRsjCwoJcLBP10/a3xWKxCYu7uLgoNfliMXJqagpPT09mZ2elHWlliaKsWtsFbNpIzKM6aiMhRROjdWFXQt4n/jYzM8Nbb73Fvn37pNpFKID+M/U2Go34+vpy584dDh06xN/8zd9I27VXZCwtLckNLfbqIjX18T/PqnHUwhi0o7ivk/7YG4S9NMfeeOylVvYGKD6zP5e4piOplr2E6F5lvZe8yJGEyP5nR8c6Opd9XURW98DAQJnp/Ovabm5ujsnJSTn6157HUZm1bSvKpS2zfQQ1R3XRXsPRZ/bt8HXlsVcR2M/Da5UuWtkWcFe/OWpbRyqCrztW2y7aetyrjcRn2vM7qr9AHDs1NcXw8LBc17BXk/xn6i3sZHJykqCgIBuJpPZ6Wsmb/d4CR32j+O9lVTlqrXzG3nHa48gRis8dHfd1zs3R3+3/Zl9WR9f5r9TTkUNx9Lv9jf5117zXebRlvlf7aZ3L1zkhRw7j9z04HV3zP1sX+7L/vra/1wP96x4Qjtr968p7L1v5/1se++vZl/H32c3Xbez4r9T7991r96qP4n+WVeGoFf+9aG9O7eYER47O/mH3v2WDwP9m7Pvs/9V5qr7/9qActUKhUKxyVpU8T6FQKBR3oxy1QqFQrHKUo1YoFIpVjnLUCoVCscpRjlqhUChWOcpRKxQKxSpHOWqFQqFY5ShHrVAoFKsc5agVCoVilaMctUKhUKxylKNWKBSKVY5y1AqFQrHKUY5aoVAoVjnKUSsUCsUqRzlqhUKhWOUoR61QKBSrHOWoFQqFYpWjHLVCoVCscpSjVigUilWOctQKhUKxylGOWqFQKFY5ylErFArFKkc5aoVCoVjlKEetUCgUqxzlqBUKhWKVoxy1QqFQrHKUo1YoFIpVjnLUCoVCscpRjlqhUChWOcpRKxQKxSpHOWqFQqFY5ShHrVAoFKsc5agVCoVilaMctUKhUKxylKNWKBSKVY5y1AqFQrHKUY5aoVAoVjnKUSsUCsUqRzlqhUKhWOUoR61QKBSrHOWoFQqFYpWjHLVCoVCscpSjVigUilWOctQKhUKxylGOWqFQKFY5ylErFArFKkc5aoVCoVjlKEetUCgUqxzlqBUKhWKVoxy1QqFQrHKUo1YoFIpVjnLUCoVCscpRjlqhUChWOf8fNC8Z476uVSAAAAAASUVORK5CYII= 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+Vorlage Netzkonzept Schulnetzkonzept MS Word 2007 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 +Untitled 1writer8falseiVBORw0KGgoAAAANSUhEUgAAAWoAAAIACAYAAACrXyZCAAAACXBIWXMAAAsTAAALEwEAmpwYAAAgAElEQVR4nOy9eXQc1Zm//3S3utVaW0trsSRbtmzJsrzjFYNjvC+sA4QlEOcAJhkYSMLMJGGSMN+cSSYkgThkAhjwDgSM8YJleZXlVZYt2ZZkLZZk7dZmLd0tqff994d+VZQayZg5SZCZes7RUXfVrVv33q761Fv3vve9Cr/f70dGRkZGZsSi/LoLICMjIyNzY2ShlpGRkRnhyEItIyMjM8KRhVpGRkZmhCMLtYyMjMwIRxZqGRkZmRGOLNQyMjIyIxxZqGVkZGRGOLJQy8jIyIxwZKGWkZGRGeHIQi0jIyMzwpGFWkZGRmaEIwu1jIyMzAhHFmoZGRmZEY4s1DIyMjIjHFmoZWRkZEY4slDLyMjIjHBkoZaRkZEZ4chCLSMjIzPCkYVaRkZGZoQjC7WMjIzMCEcWahkZGZkRjizUMjIyMiMcWahlZGRkRjiyUMvIyMiMcGShlpGRkRnhyEItIyMjM8KRhVpGRkZmhCMLtYyMjMwIRxZqGRkZmRGOLNQyMjIyIxxZqGVkZGRGOLJQy8jIyIxwRoRQ+/1+8b/P58Pr9Q7aFvjf4/F8Ybs0L2Gbz+fD5/OJ278sX2laGRkZmZFC0NddACl+vx+FQoFSqRTFUqFQiNuFbUFBQWL6wOOlxwj5+Hw+lEolSqVyUD6BxwgMdU5hf+A5pWllZGRk/h6MCIsaEIW1qamJkpISzGYzMGAVC2KrUCiwWCwcPXoUt9stiqTUWhbSKxQK2traqKqqQqlUYjKZqKqqwuFwiOfzer3AgNh2d3fT3d0NgNfrFfMR/qSWvmB5C/+F/GRkZGT+HowIoRZE+ODBgxQUFOB2uzl58iTwuYALohwWFkZOTg59fX3ifsEKF/4E0ezu7uahhx7i+PHjqFQq9u7di1qtFs+pUqlob2/HZrPR0dFBU1OTWCbpOYUyCH8qlQqFQoFKpQIGhF62qGVkZP5ejIiuD0FYe3p6yM7O5rXXXmPu3Lns2bOHCRMm0NTURFpaGkajkba2NpxOJy6Xi9zcXNra2li6dCkHDhxAqVQSFBTE008/DUB4eDgvv/wy7733HikpKUycOBGv18snn3yC3W5n4cKFfPjhh6SmpjJp0iRUKhXnz5+ntraWrq4uvv/973PgwAEApk6dyqlTp/B6vaSlpTFlyhRyc3NZt24dXq9XFHYZGRmZvzUjwqJWqVT4/X7Wrl3LE088wdNPP83u3btxuVx0dHTg8/koKCjgwIEDPP7448TExOB2uxkzZgylpaW0tLRw7do1Vq5cSWlpKU6nEwC73U56ejpPP/00P/3pT4mLiyM7O5ve3l4eeeQRNm/eTHh4OAsWLMBut3PhwgXmz59PdXU1GRkZHDt2jLq6OlpaWigsLMRgMLBmzRpOnDhBSkoKq1evBgasbxkZGZm/FyNCYYTuiwsXLrB69WrefvttLl++jEKhwGaz4XK58Pl8uN1uXC4XWq2Ww4cPc/LkSeLi4vB4PCiVSsLDw1GpVIP6jjs7O1mxYgU6nY49e/YQFRUl7he6LNxuNz6fD51Ox5UrVzAYDNx77700NDTg8Xh47rnnWL16NRaLBZ1O94VzyMjIyPw9Uf3qV7/61dddCEGom5ubycvLo6enh/vvv5+UlBROnz6NQqFgypQpJCYmcvr0acLDw5k4cSLd3d1ERESIFvaoUaPo6upi6tSpaLVa6urqMBgMTJ06lXnz5qHRaFi1ahV1dXWUlZVx7733EhsbS0VFBVqtVhzMTE5Opra2lkWLFnH9+nX6+/vR6/Vcv36dpKQk+vr6CA0N5cyZM8ycOVPsY5e7PmRkZP4eKPwjxF1BEGvBUhUGBb/MLU76OVAopS52Unc9QHTZC2SofKXHymIsIyPzj2ZECLVUpKXiKBVpqW+0kG64fUN5bAjudtLjbyTu0u+CoAt5S/8L/euALOIyMjJ/F0aUUAufYbBlG/h9uLRfJpRDTWIZ6hzDTXi50WdZpGVkZP5ejAihlpGRkZEZnhHh9SEjIyMjMzyyUMvIyMiMcGShlpGRkRnhyEItIyMjM8K5ZYVaGkdaGoNaHhuVkZH5pvG1B2WSurkJgf4F3+TAyHlDucANFVtauk06yUU4z43yGs71TghvKvtNy8jI/KMZUe55w81OlO4L/CxwI4EVjgncN1y+N+sjLftQy8jI/CP42oVaKorl5eVUVVXx8MMPU1JSQn9/P4sXLxZnEgoWLXw+S7CpqYlz587hcDiYMmUKycnJ2Gw2GhsbCQoKGnS8VFgDtwUSmKa/v5/y8nLuuOMO2aKWkZH5hzIi+qgF4TMajRw9ehSlUsnZs2cZN24cABaLBYPBgFKpxO12Y7FYxIUDtm7dyrhx44iKiqKyshK/309QUBAOh4OrV68C4HQ6yc3NpaOjAxiIe+10OlEoFPT09NDf34/f7xej6F2+fJmioiKUSiU9PT24XC48Hg9utxsYCJ8qnaIuIyMj8/fka++jllq0UVFReDweXnrpJZ5//nnGjh1LfX09hw8fRqvVkpaWRm1tLQ6Hg+bmZn7605/S2tqKwWBAq9XidDppamqiv7+fkJAQQkJCyMvLIzY2lu3bt/Piiy/y7rvvkpycTGtrKz/+8Y8pLy/n/PnzrF69mp07d5KZmUlhYSGTJk1CoVBQXFyM3W7nzjvvpKKigttuu42//OUv/OIXvxjWGpeRkZH5WzIiLGoBoVti9OjRvPXWWwAcOnSIuLg4HnzwQfLy8vB4PCxatIjRo0fT1dXF5MmTmTZtGiqVCqVSiVqtprOzk9jYWLZt20ZbWxszZswgLi6OWbNm4XK5eOKJJ1Cr1Zw5c0YMW2o0GlEqlaxdu5Zp06Yxa9Ysjhw5QlhYGDBglXd3dxMZGcnPf/5zuftDRkbmH8bXLtRSi7Svrw+/38+//uu/0t3dzfvvv096ejo9PT3U1NQQFRWF2+3GZrPhcDhwuVyYTCbMZjM2mw2LxYLVasXpdHL9+nUWLVpEcXExZWVl4mK3ANeuXUOhUFBdXU1OTg5RUVFYLBYsFsug2Nh6vZ6uri6ef/55UlNTMRqN2Gw2Dh8+PGz4VRkZGZm/NSNi4QBhwM5sNhMVFUVaWhqrVq2ioaGBJUuW4Pf76enp4eGHH0alUhEbG0tsbCwxMTFERUWh0+kICwsjMjISnU5HVFQUMTExTJ06lcmTJ+N2u5k0aRJOp5Pq6mpcLheLFi1i5cqV9PT0MHbsWJKTk4mPjycuLo60tDTa29u599576erqwmazERUVRWhoKPHx8bS2tpKRkTGo/DIyMjJ/L752rw8pNwr0f6P+4OFc7qRxrYV9P/nJT3j22WfJyMgQPUe+zK86ME/hnAJDeZUMVydh35elDaybNC72zZzjHxWWNbCNvqyON5vfUHUZblGHoTx6YPDiE9JtgWUdKo+vWq6h0kgXppAOPEuvx6HC6t5MeWT+b/G1C7X04vV4PCgUCnFNQqmQSie/CCgUCrxe77DiLkVI6/V6UalUBAUFiZNYpDeNMKFFujiAcNMI7oGBixMMdyNJ6yasVD5Uub6K8AaKlXT9x+Hylqb9KoI0XPmGq59CoRjy4fq3EJp/hJAN9aD8W55LOF66ar0sxDI3w9feRy29CQS3OqPRCEBQUJB4ESuVSpRKJS6XC6fTiclkore3VxxEFATWarWKghho2QUFBaHVamlvb6e/v39QOiGtVHACBVmlUuFyucTvXq8Xv99PU1MTZrNZXEXG5/Ph8XgG3YRKpZLe3l4sFssgwREeHj6fT/zs9/txOp3ig8dqtdLc3CyWT0grLZ9Qj6tXr9Ld3S0KgiDkdrtddEkUhCgwL4/HM6gMQl1ulCawbQwGAw6HQ3wwBB4rtIt0u7BPus3tdlNfXy+6RALiccJ5XS4XjY2NuFwusTwA3d3dtLa2AuDxeAAwmUy0tLSIeTkcDhwOBz09PZjNZgDx/NK6B57X5XLR0NCA0+kcdE7p9WC1WmlsbBxUbrvdjt1ux2AwDBLswN/B7XbT0NCA3W4fdD0JeXu93kHtKOQv883maxdq+LzroLy8nP3795Obm8vBgweBAfH57ne/y8mTJ4GBAcdnnnmG06dPs3PnTsrKysR89uzZQ2trqyi8goALIi/cGLm5uWRnZ4v5C39BQUEEBQWJ24UHhfTv0KFDtLS0iJajUqlk586dnDp1apAFLhwr3Oz79++nsLCQ999/n4aGBlGcVCoVKpVqUHk9Hg+7d+/G5/OJN+yrr76K0+kc9GAS/M1PnDhBV1cX1dXVHDx4ELvdjsPhEEVceFvZsWMHZrP5Cw8/Ia+goCCxPC6XS8xD+BPqJT1GqG9+fj7vvfce1dXVvPXWWzQ0NIjHSI+Vtq9Qb2l7CQ9PtVrNW2+9JfrCCw/Q/fv38+yzzwKg0WhYv349BoNh0Mrw/f39/PGPfxTPA2A2m/nd734nXisNDQ089dRTFBcX8/7779Pa2irWSaEYGC9RqVRYrdZBD3KNRsOf//xnMb0UaXv/7ne/GzQ4nZOTw7//+79TXFzML3/5S9HIAMR2EOr97rvvUlVVNajrRkgr/Z1k/u/wtftRw+ezDE+dOkVrayu/+93v6O3tBaC2tpbMzEyOHz/OkiVLiI6OJigoSBxkFG7OgoICampqePTRR7l48SL9/f2MHj2a3t5eUlJSaGhoYM6cOZw+fZpr164xdepU2tvbKSwsZO7cuRgMBlpaWrBYLDz88MM0NDRQVVXF7bffjt1up6KigmnTpqHT6YiMjKSjo4OCggLS09OJi4ujvLwcv9/P6tWrqauro7q6mtmzZzNq1CgAPv30U5544gmee+453G43L7/8MqtWrSIyMpKuri4mTpxIZ2cnfr+fqVOnkpiYSEdHB7/5zW/45S9/SUxMDAaDgebmZnQ6HQ0NDSQkJGCz2WhqamLWrFkcPnwYt9tNe3s7f/7zn3n11VcpLCzE6XSyfPly9Ho9W7du5Yc//CFOp5Nz584xY8YMysvLGTduHFeuXMFkMrFgwQJOnDiB0WjkhRdeIC8vj/j4eBISEigpKSE2Nha73c6YMWOYMGECDoeD9evX8/bbb5OYmMikSZPQarUYDAbOnj1LVlYWbrebxsZG+vr6uP/++zEajVy6dImZM2diMplobm5mzJgxOBwODAYDd999NzExMYP6lqWWeWVlJZMnTyY0NJTs7GwyMjJYvHgxRUVFXL16Vezays3NJTY2lokTJxISEiJec3q9Hq1Wy4oVK5gzZw4ul4vc3FwiIiKIj49n/fr1fP/732fDhg288sortLa20tnZKZbr+PHjNDQ0sHz5cmDgQXD+/Hm0Wi3f+ta3CA8PH9StJgx6L1++nK1bt9Le3k51dTXp6elUVlYybtw4ysvLiYmJISIigvPnz9PV1cXy5cs5f/48fX19zJ8/n4qKCkwmE0FBQaxZs0a2pv+PMCIsasE6ePbZZ/F6vSxatIjy8nIATpw4weLFi7ly5QodHR2o1Wrsdjsff/wxu3fvJjo6GoCSkhLGjRuHz+fj9ddfJyIiAoVCwd69e3G5XBw/fpxt27ZhNBpFT5CQkBA6OzvZtWsXpaWldHV10dLSwq5du9i8eTNGo5H169fz1ltv0dXVRUpKCvn5+VRVVfHmm2+SkZFBREQEFouFCRMmcOXKFbKzs9m8eTMmk4nf//73Yh1feeUV3n33XZ544gk8Hg9Op5P09HQ+++wzfD4fBw4c4OLFixw6dEi0kvv6+lCr1ej1ehwOBzk5OYz9/ycBnT17lri4ONLT0+nu7ubEiRMkJycTFxeH2+1m1KhRnDhxgtOnT3Py5EkOHDjAnDlzqKioAECr1ZKdnY3VaiU3N5f29nby8vKIiYnhgw8+wO12k5qaypYtW2hsbOSvf/0rZ86c4ejRo+j1etGqBmhtbSUkJITExETsdjstLS3Y7XZ+//vf09/fzzvvvMOpU6e4du0aBoOBffv28c4779DX18f//M//cO7cOaqqqkQxO378OIWFhYSFhYlvQUqlkpqaGux2OzNnzmTPnj3AgH/7vHnzyMvLY9OmTRw9epTZs2ej0+nYuHEjDQ0NfPTRR1y8eHGQUCuVSkwmE1u2bOHYsWNER0cTGRnJRx99RG1tLeHh4eh0Ovx+PzExMURGRnL+/Hlx8lV6ejrZ2dliF4vX6yUmJoYPP/yQ+vp6tFotDoeD8vJyDAYDarWahoYGdu7cSUREBKNHj2bXrl1YrVby8vLo6OggOzubqKgoHA4HEydO5NixY1RWVpKcnEx+fj4FBQUcO3aM8PBwDh48SEdHh9y//X+EESHUAp2dnbz22musX7+ejz76CK/Xi9VqJT4+nnHjxpGTkwMMvH7+0z/9E/fcc4/YByn0cSqVSl588UXxhomIiECtVqPRaGhtbWXixIlERkZiNpvZt28fOp0Or9dLcHAwY8aMEf22bTYbt99+O2vXruWf//mfqaio4MiRI8TFxWGxWDCbzYwfP55x48ahUqlISkoiMzOTnp4erFYr8+fPZ926dWLZ1Go1e/fuZfr06ezdu5eUlBSioqIIDg5m7ty5aLVaANatW8fMmTPx+/0EBwcTFRVFSEgIZrOZU6dO4XA4CAsLY+LEiej1evbv309UVBROp5OwsDBRcOLi4ujr68Pn87Fu3TrmzZsndmUIaDQaNBoNWq0WtVpNdHQ0kydPJigoCI1Gg16vp7u7m/DwcH70ox+RmpqKXq8nPT2dhQsXMnbsWACSkpKw2Wx0dXUREhLChx9+yKFDh/B6vSQnJ/PjH/+YiIgIEhMTyczMpK+vD4PBQFZWFi+99BJ+v5+5c+fidDopLCwkPj4et9v9BWvx6tWrREREMGPGDEpKSgAIDg5mwoQJpKWlUVlZSUJCAsnJySiVSrq6uggLC+OFF14gLS1tUH+3z+cjOjqaRx99lDVr1nDw4EHa29tFcRbenBISEujs7OTkyZPEx8fjcrkAmDBhArGxsTgcDmDAoGhtbUWn0+F2u8WxhZycHC5evAjAuHHjeOSRR8jKyuK9994jLi4OpVIptr9eryczM5OgoCBSUlIYP348lZWV5Ofno9frcbvdhIWFkZGRMagsMt98RoRQC6+3ly9fZuvWrTQ0NPCd73yH48ePM2rUKCZOnMjKlSs5ffq0GK+jo6OD+Ph4MY+xY8diMpnw+Xz09fUxefJkdDodTqeT/fv34/V6WbJkCbt27aK6uhq1Wk1bWxt9fX1oNBqsVitWqxWj0UhKSgpZWVmcP3+eyMhIsWvB6XRiNpvRarXcfvvtvPHGG9TU1OD1ejGbzXR3d5OcnExWVhbnzp0jNjYWGBgUzc7O5tChQ0RFRbFixQpUKhUnT55EoVDQ3t7O8uXL6ezspLu7G7VajdlsRqlU4nA4KCwsJCUlhR/+8Ie899574oPE5XLR0tIiDiyZzWa6urqIjo6moqKCjIwM3G63OHmnpaUFvV4vttmoUaPYuXMnDoeD3t5e3G43PT09eL1e4uLiKCws5K677qKurg673Y5WqxUH3rZs2UJRUREAoaGhvPjii3zyySeUlZUREhLC3LlzWbRoEUVFRajVaoKCgrBarfT29qLT6Vi4cCHnzp0TZ3729vbi8Xior69HqVTS39+Pw+Ggv78fGIgDU1VVxZIlS1i8eLEYHmDChAns27eP/v5+/u3f/o3Gxkb27NmD1+tl2bJl1NfXY7PZxEE+i8UCgMFgECdMhYWF4XK5qKurQ6PREB4eTm9vL9euXcPtdlNaWkpHR4c4yOvxeDAajfh8PpxOJzDwMK6trSUiIkIcUFWpVPzHf/wHK1eupKurC5PJxKlTp+jp6eHb3/42sbGx7N69G7vdTm9v76ABZOH38Hg8NDQ0AIgxZwwGA263Wzy33P3xzedrd8+DwW5R3d3dKJVK9Ho9NpsNGLD8pJZzUFAQXq+X0NBQYGDAyOl08uabb/Lkk08SHByM1+slNjYWm80mWiLCDaBWqwkNDRVnN4aHhw9y8xMGdzo7O0VLxmKxiFaMQqFAo9HQ1dWFVqslNDR0UF+qcGxMTIz4uu1yuejp6SEiIoKIiAhcLhdWq5WwsDB8Ph9arVa8WWNiYkQr3OVy4Xa70Wq14kCj8Oag1Wrp6+sTPwt9uCEhIfT19REWFobD4cBisZCYmMhbb73FsmXLyMzMFD0I+vr60Ol0omukQFBQEP39/URFRWE0GvH7/eLM0ODgYNxu9yA3R4VCIQpxdHS0+Ntcv34drVYrtrHwewUFBXH9+nUiIiLEsmu1WoxGo1hXoZ7BwcG4XC5cLhcajQb43EMjJCSErq4uoqKi0Gq12Gw27HY7kZGRBAUFYTKZ8Hq94puT8NBwOp2iV4XwGxkMBsLDw8XuNWnscaG+Go1mUN+ztA0MBgMRERGD3BOFwVOXy4Xf78dmsxEREUFwcDAej2dQ+wv5CV4nfr9ffGgLbznS2zWw/WW+uYw4oRYQhErqNwuDfYMDtxuNRqxWK6NHjxZvZGEkH744MUV6fukIe6BP9lDbAl33pGUb6lhh/1B+z9Ltwx0nlFN6zFB1kKYT/gsPqL6+PlJTU7/QfoE+2tL/XzaZRyiL1DdYqIuwb7g2GurcUobzM/6ydhXS/2/8xm+G4dorMM1w5wq8BoZr26/SJjLfbEaEUAsMJ0xDff+yGz9wn/Tilu6XXvBerxeXy0VoaKh4zFctr5DnjRY/kN6gDocDt9tNREQEHo9nyEkxgfkOJdxfZYblULPzbpbA9NJ8A8VrqPQ3yitwe+BvOly+N0o3VL7DXTOBv+eXletmyhdoWAj5f1mdvuq5ZeH+ZvO1C7XUAs3Pz+fYsWNMnDgRhULBY489xrVr1yguLqa7u5slS5bQ0tLCyZMnmTFjBv39/Tz55JMolUrsdjsnT54kNTWVHTt2kJWVhcVi4Tvf+Y4ovAKC4CmVSi5evIjH42H+/PkAvP3220yaNInFixffcAbZUJa2tD6BwhpoHQnft2/fTkJCAqtXrx5WPAJnZwbmc+LECVJSUkhPTx90vqHKKd/cMjK3Hl/7YKJULATPjMcff5y9e/fS3t7Opk2bUKlUfO973xP9ah0OBw888AAzZswQB1S2bduGSqUiKyuLyspKHnvsMVpbW8WJLYWFhXR3d2O1WqmqquLChQti33BMTAwAzc3NdHZ2YrVagQErtbm5mYqKCnp6ejAYDPT09NDd3U1XVxelpaVUVVXh9Xqpr6+nqKiIrq4ulEol9fX1lJSU4PP5aG9vp6mpiYKCAt58801xtL6mpoYzZ85w1113YTKZKCwsxGw209/fT11dHU1NTdhsNgoLC8WZicXFxRgMBhQKBWVlZbS0tHDbbbexadOmIS1yqfUeOItRRkbm1uBrn/AitQ41Gg02m42jR4+SlpZGYmIi9913Hz/72c84deoUr7/+Okqlks7OTg4cOEBiYqI4EFRaWsojjzwiumAdPnwYh8PB7bffjsFgwGAwsH//flavXs2uXbuYNWsWFy9eJCUlBbvdTnl5OS6XSxzcAygvL2fTpk288MILlJaWUlZWxoIFCygqKkKr1eLxeOjp6WHOnDkcOXKExYsXs3fvXlauXElZWRlJSUniBAUhAp8w4wwGfICdTidGo5H33nuPZcuW8eabbzJ//nw++ugjHn/8cbZs2cLixYu5du0a+/fvR6vVsm/fPmJjY/F6vaxZs4bRo0fjcrkoKyvjtttuk61lGZlvGCPKovZ6vej1eq5du4bL5UKpVJKZmUleXh7R0dH86U9/QqfTodPpmDx5MpGRkQCiB4XgPSC4WzU0NJCamsrly5fRaDSiH3FycjKPPvrooKngpaWl3HXXXSQlJYnlGT9+PGlpaRw+fFj0OY6KikKtVhMeHs6cOXOYP38+VVVVxMfHc9999xEREcHu3btJS0tj2bJlXL16FY1Gw/Lly1myZAkpKSmo1WoAYmJiyMrKwuv10t3dzcKFCzGbzXR0dDBr1izmzZuHwWBgyZIlfOtb36K8vJy0tDRmz57NwoULMZlMootccHCw6HomIyPzzeJrF2qpRW00Gunp6WHdunX09PSQk5PDZ599RlFRERkZGUyePJmOjg6sVitjx45l/Pjx+Hw+NBoNERER4gICnZ2d3Hvvvdx222288cYbnDt3TgySI/hCHzlyhPT0dDEIlOCP29jYKHZ9dHd3c8cdd4jrKl67do3z589jtVrxer1UVVVRVVXF7NmzsVqtnDp1Cr/fz8MPP0x9fT15eXlMnDgRi8VCZ2cnoaGh1NXVifmbzWbq6+uJiYlBr9dz5swZIiMjiY+Pp6GhQXTj2rFjB11dXWRmZlJVVcWdd94pLtx76dIlYCDokuC3LSMj881iRAwmwoBlff36dbq7u5kwYQJOp5Ouri70er04kSArK4u2tjZMJhNjx44VfXNVKhW7du0C4IEHHqCyspKUlBQiIyOpra0lLi6Oa9eukZKSQlNTE++//z4vvfQSY8aMobu7G5fLRUpKCpcvXyYsLIzY2Fji4+NxOByUlZWRmJjImDFjqKiowO/3k5aWxvbt2/F4PDz22GPExsby3HPPsXbtWqZMmUJUVBR1dXWYzWamTZtGa2srarWapKQkLl++TEpKCrGxsfT29tLW1sb48eNxOp1UVVUxadIkYGCWZkZGBmazmdLSUrEr6Pz58yQlJREeHk5dXR0zZ87k+vXrfPjhh/zyl7/8Us8FGRmZW4+vXailDOVJ8WXb4HMPioKCAqZPn054ePiQrk9KpZKysjLy8/N5/vnnB7m6SfMJ/BxYRqVSyV//+lcSExNZunQpfX19bNy4kaeeekrsO5b6FN/IDzmwboHpb8bro7CwkHHjxhEfH39Dl8bAmNE38k8O9EseyotEmvZm43MLbeL3fx77O7Ddv6ycN2o/4KaPl5G5VfjahVp6gwo38FATN4bzf5UeK3wXhEP4HOh3Kk0j9XeW5jGUu50038CyC7v5ABMAACAASURBVEjFK9AtT1pO4XxSIQn0SQ6cQBIo/IF5DXW+4R5qQ/n5DnVM4Pm/LI/Az4HtdDPluJl0N3rIBNZDRuZW52vvo5aKpxCRTdgWGC9ZSBMo5EI+gqBIY/VKrTZADJMp3MhCfoEiDAPB5js6OsQQmyqViubmZgoKCgaJgiCSDQ0NnD179gsWqID0oSHURVr39vZ2McaHkEdBQQFNTU1iGaWxi4X/wvRj4QER+IATLMyzZ8/S2Ng4SPykwemF4+x2O1VVVVRWVlJWVobT6Rz0UJOuvuPxeMjNzRXjXEuD7fv9nwfTF45RKAYWFb5w4cKgtpAuRFBQUCCWU5h2Lq2ftAwAVqtVXBRAoVCIHjrS8sjI3Mp87UL9VQj0CQ583R7KhziwS0GlUqFWq8X0zc3NWK3WIV/Dr1+/Tl1dHfC54LpcLvbu3SueQypgLpeLffv2AdDY2DjIapYG4JfGkFAoFKJLYXV1NT09PQDitoqKCs6fPy+eT2rlCmIpDXgvnDPwoQAD7oYFBQUA4sNKOE54APj9fkJDQ/nP//xPqqqqaGlp4YUXXhCD8wuR4ZTKgdV21Go1R44cEcN9AoPeFKT5C5hMJrGdhHoKoj9cnYW6Bnb9wEBApytXrojfOzs7OXr0qFgWGZlbnRGxCvnNIr1hX331VX7wgx/w6KOPir7PgRM6hG0lJSUcO3YMg8FAa2srhw4d4sSJE8THx/Paa68RFBTEwYMHiY+Px+l04na7xRvd6/USHR3Nzp07qa2tRaVSYTQa0ev1YszsAwcO0NraSnx8vCj8mzZt4o477uDAgQNUVFSgVqvZtWsXFy5coL6+nqlTpwJw8uRJSktL0Wq1tLW1kZiYyLVr1zh8+LAYJe3q1auUlpaKoVF9Ph/5+fmcOHGC8PBwDh06RFxcHHv37kWr1XLmzBk6OjpISUkhKCiIxsZGjhw5Qm1tLRMmTMDlcnHo0CFcLhfFxcWcOXOGY8eOMWXKFNEv/eTJk6xevZo777xTtKxhYMJNfHw8Z86coaCgQAw2VV9fT3FxMdOmTeP06dOcPn2aqKgodu/eTXFxMZcuXWL69Ol8/PHH1NfXo1KpCAsL48yZM4SFhdHS0vKFOpeUlJCWlkZ9fT1HjhxBoRhYKUWIJS4E+3c4HDidTlJSUvjkk0+or69HrVYzf/78Id+UZGRuNW7ZK7i7u5umpqZhY/JKra533nmHiIgIjhw5QmNjIzqdjoyMDAoLCxkzZgxLlizB5/NRWVnJr371K06dOkVCQgIhISFUV1fzwQcfkJyczCOPPEJ0dDRXrlxh//79LFmyhDfeeAONRsOxY8e4du0awcHBBAcHc+edd3LmzBlqampoaWmhsLCQ69evs2bNmkHW4smTJ6mrqyMtLY3W1lZqamrYvn079957L4sXL8ZutzNv3jzi4uLE47xeL6NGjaKtrY3y8nJaWlrw+Xx0dXVRW1vL4cOHiY6OFq3YjRs3MnnyZNHVcOPGjURFRZGdnU1zczMTJ05Eq9UOWtZM2n5jxozBbDazf/9+FAoFra2tHDlyhKeeeorMzEwsFgv33HMPnZ2dNDQ0MGHCBGpqaqiurqa9vZ0lS5bQ3t7Otm3bcDqdPPDAA6jVak6fPk19fT3R0dFs2LCB++677wt1LigoIDU1FZvNxtmzZ0lMTKSiooI//OEPfPbZZ+h0OvR6PWVlZezatYuQkBBWr14tWucyMt8EbimhlnZv/OEPf6Cnp4ekpKRBA5BD4fV6iYyM5Pe//z3h4eGiNSeIUV9fH48++ijbt2/n9ttvZ+vWrUybNm1Q6FMhLnJoaCharZaWlhYx9rJKpeLVV19l1KhRWCwWsYsAwGaz8fzzz7Nq1SosFgs6nW5QN8ALL7xAUFAQb775phgi0+PxYLFYxBCZSqWS0NDQQV0Df/3rX4mLixO3CbGWJ0yYwI9+9CPWr18v9tu63W68Xi92u11cGHXs2LH89re/FafRB8ZDEdIBnD17lvnz5/Pyyy9TVFREdna2GO5Tp9PhcrkIDg4mNjaW06dPs3//fhISEsRJS2FhYWg0Glwul7hwbXd3N8899xwRERH86U9/Ijg4mP7+/kFrKkZFRdHe3s6GDRuIi4ujt7eXe+65h3379jFt2jT27NlDQkICWq0WhUIhlllY7FZG5pvCLdf1Ie13Fmb4DTXCL92WkJDAhQsXxNjSwoouWq0WnU7HtWvXuP322+nt7eWBBx7A7XazYMECGhsb6e3t5aGHHiIvL0+MZR0SEsLKlSs5c+YMDz30EIWFhURGRqJSqWhvb2fOnDkUFRWxbNkyOjo66O/vJz4+no6ODpKTk+ns7GTmzJkEBQWRn59PeHg4U6ZMwWAwoNfrmTdvHp999pk4TV3ojggJCSE9PR21Wk1dXR0hISGkpKSQlJTE+fPniYmJQa1WYzAYyMjIYMqUKQQHBzN27FiOHj2K2+0mMzOTKVOmUFRUREpKCiaTiYiICBwOBzExMYwePRqz2UxVVRUul4uKigpuu+02li9fzpEjRxg1ahSrVq1CpVKRm5tLdHQ0ZrOZhIQETCYT48aNo7e3l9DQUGJjY8VlwVpbW7nnnnu4cuUK7e3tJCYmYjKZxC6KGTNmsG/fvi/UWYgr7fF4iI6OZvr06TgcDpYvX05QUBALFiwQu7Tuv/9+CgoK6O3tRa/Xi91LwvUgI3Or8rW7531VAn1nh3PZChwYDHSDC9wfeJw0nZQbuREO5eMc6P8s9QYR9guxt6V5BeY51HFD1UWwLIUBvC+rZ2C+w7W18N3n84nB6gPrOdznG7kJCgtBBLbxjfK72d9Jds+T+aZwywn1zSK9uYUujC/z95X6Vg/lyy3tXhGOl05uEdIFCorUp1vqZid92AwlbsJDIdClTzhuuIeTdCB1KBe1oR5w0vzh80kj0jpIL5Wh6hW4fyivm0DhHu6hO9xvKqz8Iq1j4O8kdXmUxVrmm8AtJdSB4itYd19mUQeKaaD4SQUxMC+pRaxUKsWuE4fDQVBQEOHh4aKFLQiJy+USyyUgFbPhLGRhqS2lUikuYRUTE4Pb7UatVg+a0SedhCLNM9D1b7gHwY3eRoZq95vNYyhL+6uUQ7pvqM/S62C48wRuk5G51bmlhPp/w40ERPr5ZoXC7/fz/PPPM2vWLHp7e5k+fTrLly8f9DDYuXMnK1asECPuCa/2NxIRQciLiorQaDR0dHTQ2NjIAw88QFlZGatWrRrSch0uPxkZmW8OX3s86q+C1LrNyckhLy+P3/72t4SEhAxrUQNkZ2czdepUxo4di9Pp5OLFi4wdO5bKykqio6NJTU3l4sWLhIWFkZaWxuXLl5kyZQo2m43m5mb6+/u5++67CQ8PF0Vx4cKF9Pf3s337dpYvXy5G1bv99tvFxWl//vOf88ILLxAeHk5JSQnz5s2jtbWV7u5u0eLu7u5m9OjRNDY2smTJEnEhWLvdDgwIeHx8PNXV1bS0tGC1Wrn77rspKirC6XQyffp0SkpK6OvrY9SoUSxYsOALq7zIyMjc2txS7nnwuVW6c+dO3njjDdrb2wdtlyL0sxYXF1NTU8Ovf/1rzp49S2dnJ8HBwURGRvLhhx9SV1fHgQMHiI+P59VXX8VisfCXv/yFgoIC2tra6OjoECdcAOLklS1btvDyyy9z6dIl9u/fz+XLl9mzZw+FhYW0tLSgVqvRarW89tpr9PX18fbbb3Pu3DlaW1vx+/3k5uYSFhbGvn37CAsLY+fOnRiNRk6cOCFa4gaDgZycHNLS0qisrKSkpIRLly5x+PBhzp8/z549ezh27BgJCQls374d4IauijIyMrcet9QdrVB87kf9xz/+kZKSEsaPHz/ka7/UonzyySfZvXs3wcHBbN68mblz53L69Gm6u7tF3+X4+HiysrIwmUykpaXx0ksvodVqSU5OFmfzCXi9XlasWEFQUJDofuf1enn44YfFyRbBwcHodDqUSiX9/f3Mnj2bH/zgB/h8PmbOnElWVhY6nY4pU6YQHx/PlClTANBqtajVarEbRXAjVKvVVFVV8corr1BZWYlCoeCJJ55gyZIlKBQKsrKyCA8Plyd6yMh8A7mlhFral6zX65k+ffqwfbPCdp/Px4QJE9DpdDz88MPEx8czatQo7HY7DQ0NhISE0Nvbi8PhAGDlypUUFBQQGhqKUqkUFyMQJlAIg5Nms5mXX36ZDRs2kJycTEhICDU1NYSGhmK1WkUXudbWVubMmcO5c+fElcaNRiNWqxW3201PT4/43+v1YjAYMJvNdHd3Y7PZuH79Omq1mo0bN5KSksLBgwcZP348KpVKXFzA4/FgMBgAxDUkZWRkvjncUoOJgV4aQn/1cINpUmF3u90EBQXh9XrFwT2DwUBkZKToQREUFCRayWFhYYSEhAzyrtBoNHg8HtxuNz6fj9DQUHF5L5/Ph8lkIjY2VvTM8Hq9uFwuwsPD6ejoEJfxEsotiL+0/MO5sQHirLuYmBgsFgtmsxm9Xi/23Qt1CIwYOFQ7yh4SMjK3DreUUH9VpII0lPAJCN8F4fyyIPiBoipsG2pRg8B9wvmGclO7kd9v4ENKKOfNuCUGlutmfJel5xP2S/2/pW0nROsTpsYH+qMP5XUj9ZKRHxIyMjfmlhPqGwnNjSzqQN9lGDqwfeBxQ6UZyg/6Zsoc+CYwVDlv5gExXHluJLw3U77AdpDmL/0sPY/0+BstXjBUmw31QBPSyAIuI/M5t2wfNdw4fkOgSEtn0cGANfrxxx9z+fJlMbbyhg0bMBqNgxYpEPIayjKVpgksj/SzUqnEarWSn58/aOEDIV1/fz85OTmieEnFaqg8A4V/KGFVKBQcPHgQo9E45BuE1+vlk08+oaioaFC9hLbo7Oyko6MDp9OJQqGgqamJzZs3DyqD0JZtbW1s3rwZq9WKzWYjJyeHnp4eMQyqcE5p3O533nmHvr6+L7yRBNZBRkbmFhNq6Q1st9vp7Owc1noM7Pdtb28XZ/11dHQAA5Htrly5IkaQa2pqoru7G0Dsi1YoFFitVq5fv05PTw9KpVJcEFeYoWgymQZ1n3g8HkwmE06nk97eXjGqm9/vp7e3l8OHDw8Srurqav7f//t/1NbWAgNC5na7MZvN4uCj2+3GaDSKXQYmk0mM1Gc2mzGZTIOmavf19fH666+TnZ0NIA6WCoON+fn51NTUMGfOHAwGAxaLhfb2dk6ePInT6eTo0aNcvHhRbEebzUZFRQUwEPjfarWKwhoZGcnOnTv59a9/TVhYGA0NDSiVSpxOJ0FBQTgcDnp6esR+e2EhX7vdjsvlwmg0AgNR/ux2+6CohTIyMrdg9Dyh3/O5557jiSee4KmnniIqKmrIvlph24YNG+jt7SUmJoacnBzq6+vp7u4WVwHPyclh0qRJXL16lbFjx7J161YmTJjAm2++SWJiItnZ2Vy+fJn6+nocDgcnT56krKyMtrY2srOzKSgowOv1kpaWhsvl4he/+AUdHR18/PHHGI1G9u/fz8yZMzlx4gR+v5/Nmzdzzz33iIOT5eXlTJ8+nfz8fBYtWsT27dvJzs6mt7dXDLR/4MABamtrqaysJDw8nOzsbC5evIhKpeL48eMUFRXh9/sZM2YMMBCadMGCBRw6dIj777+f8+fPk5ubi9/v59ixYwBUVlaSkJBAdna2GO/6yJEjLFmyBIfDwZUrVxgzZgzbtm3DZrNhMBiIj4/nyJEjnD17ltTUVCIjI+nt7RX9vM1mM0lJSSQlJZGTk0NmZiY7duygrKyM/v5+zp8/T3NzM83NzWRlZZGTk0NJSYlY1ytXrjBu3DjCw8MBOeqdjAzcYha1lPnz57NmzRqioqKAG9/QCoWCqqoq+vr6OHPmDI8//jjLli3D7XZz1113MW3aNBobG9FoNISEhGCxWMRVY9rb23E6nUyePJno6Gj2799PYmIiLpcLs9lMRkYGS5Ys4erVqwAEBwejUCh47LHH0Gg0PPTQQ9jtdvx+Pz09PURGRjJjxgy0Wi0wsNxXcXExwcHBFBYWAgNdJbfddhsPP/wwAN/5zncICgrisccew2QykZOTg0ajISYmhr1792IwGEhMTKStrQ0Y6N4pLCzE4/HQ2dnJ1atXiY2Npa+vD51OR19fH6mpqUydOlUM8m8ymUhISGD27NloNBqUSiVdXV3k5OSIPuKRkZHk5OSIvt1dXV1iG9vtdn7729+ybds2ysrKiImJwWazcenSJSorK8nIyODChQsUFxfz7W9/m9TUVPLz82lvb2fUqFGiVb127VoSExP/xleLjMytzS0l1ArF52vvrVu3jgMHDqDT6cR9gQjr8N19993o9Xp27dpFRESEuFKK0+nEarVit9ux2+2YTCY8Hg92u53q6mq6u7tJS0ujtLSUc+fOsXLlSoKCgujr6+PFF18URU9YCgoGuj5sNhs2mw273Y7NZsPhcIjnEMRf4Pjx4yxbtoxHH32UuLg4Dh06hEqlwuFwiHkJxwqf9Xo9HR0drF27lhUrVtDU1MTSpUu57777ACgsLCQlJYW7776b++67j40bNxIaGirGD3E4HFgsFgwGA8HBwTz33HPs2LGDa9euYbPZ2LFjByUlJWi1WsLCwujo6KC6ulp0B+zo6OCpp55i+vTpwEBXTUdHBxEREaxbt47c3FyUSiW9vb3odDqsViuZmZm8+OKLGI1GqqurMRgMxMTE0NPTw8KFC3nggQdob28Xuzvkbg8Zmc+55bo+YHD0vBt5fcDAKuTl5eWEh4fz4IMPMm3aNC5duoRGoyEuLo7Y2FhiYmKIjIwkNjaW1NRUUlNTaW1t5fbbb8dgMNDX10dmZiZvvfUWP//5z2lqagIgLi6OyMhI9Ho9er2eMWPGiIu/CvlGR0eL/8PCwsSVY2JjYwkPD6e1tZXMzEwiIiLEWCJJSUnEx8cTGRmJRqNBr9eLS06FhoayevVqTCYTnZ2dLFq0CI1GQ2NjI6mpqQQHB3Pt2jWSk5MZNWqUGIBfEFWlUklWVhYRERFERkYSFhbG1atXWbJkCQsWLBAXNfB6vaSmprJgwQL0ej1tbW1MmjSJlStX0tvbi8lkIjU1VRRkt9vN2LFjmTRpErNnz0ar1eL3+5k1axZjxoyhoqKC9PR0pkyZIn5euHAhMTEx1NXVkZCQQHh4OKNGjSIsLEz8/eSuDxmZW9w9D77oCXGzx3yZV4HQF15aWsqVK1cYO3YsbW1tfPvb3/6CT/CXuQYO5+csPf5m6xKYR6Cr243c4IZyPxyuDsOlCUwXmCYwINSX1XOo899MPb4szVAuhDdK81XcLAM9if7RHio3KgcM7WsvbJe5NbnlhPpmCbS+hc8wdKB74eIOjBmtUqmwWq34fD7CwsLE/AJvDkCcDCKdaOL1ege5vgVODvF6vahUKjHWtdR1Tzg+0C1Qul3o3hHSC9+lrn6Ct4u0nkJbCGWSni/Q/VA4p9SLRtgnfB9qwktg2YV8h5qwI62/NK1Q5uFEdqgHQeDvGSjWUu+Yf5Qr4I0ejoETp4T90rr8b4wNmW8Ot1QftXCjwYDAud3um+7TFI6V3vBSUXS73YNm3UlFx+fz0d/fP0iQAsVCECCFQiFOVTcajfj9fnHpKrPZLK716HA4cDgcqNVq0QVPqVSiUqlQqVSDRHmo+gt95c3NzeLUdxhwnZOKZn9/v5ivx+PBarWK08xdLhf9/f3iOeFzgQgsQ3NzMzabjdbWVtEtUOh+Eo4THkrSvIQ2Ehb7lQqz8CB0uVyYTCaxHG63W3T/UygUmM1m0VVSON7j8WA2m8W8bDYbTqdTbC9hMWKhPoFuf0Iegtuix+PB5/Ph9XrFP+GhK/3s9/uxWCw0NTUNmU7Iw+PxDFpgV5pGuH6F60l6/QY+jITjhLTSa8But9PY2PiFcgAYjUYxSuNQZRRcRgPPLzMyuaX6qKWvsoL4CN8DLYvAtMJNH2hhCQN3+/btY+rUqYMmpAjpe3t7+fWvf8299947aDKMcA6hHFJLbc+ePdTW1nL8+HHmzJnDzp07uXTpEr29vYSFhfHJJ59QXFxMUlISJ06coLa2lqNHjzJv3rwhzyEVNqFsVquV//7v/2bVqlUolUqOHTtGWVkZR44cYerUqZw8eZKCggLq6uqYMGECH374ISUlJaJXx6effkpjYyMhISFijJLA+gvbtmzZgtPppLq6mqqqKjEgVmC7Bv4JeX366adMmDABjUYzaL/L5eLjjz+msbGRoqIiMjMz+fDDDykuLiYyMpL29nYOHz5MSUkJkyZNElcz/+ijjyguLhYFcc+ePRQXFzNp0iROnDjBuXPnqK6uZtq0aQDU1tby4IMPsnTpUqKjoykvL2ft2rWsWbOGiIiIL5R5qDoI3+12O7/61a9YtWrVoAWWpeml15n0OpS2qZDWYrGIK9uXlpbS0dHBmDFjMJvNoheRkFZ4gAkPuFdeeYXly5ej0WgGXfsNDQ1s2LCBlStXfuHhGHjNDnX/yIwsbimhllqxOTk5bNiwgUWLFomBjqQXm9RCKSgooLKykra2Nq5fv05bWxspKSkAFBcXi6thJyYmUlhYSGNjIykpKRQUFFBaWkpERASlpaX09vbidDoZNWoUR48eFa3A/Px8SkpKUKlUxMXF4fP5SExMZN68eezevVv0InnppZd49913qaqqYsGCBcTFxXHgwAGeffZZMjIy+OCDD7jjjjsIDQ2lqqqKnp4eDAYDnZ2dtLS0UFxcTHl5OVlZWZSWllJSUkJjYyN33303CoUCnU7HvHnzOHHiBL29vRQWFvKzn/2MnTt3UlpaSlRUFGvWrOGjjz6iqqqKlJQUHnzwQaKiolCpVDidToqKimhsbCQ5OZn8/HxKS0uZOHEi9fX1REREEBwcjNvtZvLkyeTk5OD3++nv76ewsJCLFy8SHx9PeHg4fr+fsrIyysvLCQsLo7+/n4yMDCoqKrhw4QKxsbGEhobi8/mYOHEiycnJ7N+/X7SSV65cydatW6mqqmLdunWUlpZiMBjIzMzk1KlT1NXV8eyzz/Luu+9SUVHBvffei9vt5tixY1y9epWf/OQnbNy4kYkTJxITE0NwcDCHDh3CbDZz55138umnn1JTU8Pzzz9PbW0tBQUFREVFUVFRQWlpKTU1NYwfP56LFy9SXV1Namoqly5dorCwkLCwMCorK8WJP6NHj+b48eO0t7cTGhrK2bNnKS4uxul0kpSUBAwEAMvPz+f06dMkJCTQ3d3NmTNnSExM5PXXX8flcjFq1CgKCgrQaDRER0fz05/+lLlz59LS0kJhYSEJCQn85je/Qa1Wk5aWhlqt5vjx45jNZiwWCwkJCeTl5dHV1UViYiLHjh0TZ5bq9Xpyc3OHvGb1ev0XZrjKjCxuqa4P+GoLBwiv3OPGjSM3N5fW1lYcDgf5+fns2LGDLVu20NnZiUaj4ciRI1y4cIEtW7aQkZHB/v37uXDhAvPmzRO7C5KSktizZw+bN2+mpqZGDNov3ORbt24FBl5r9Xq9OGEkLi5OtF5UKhX19fXodDoiIyPF8KTvv/8+Y8aMISYmBoCOjg5OnDiBwWCgoKCAoqIiXC4X5eXlfPbZZ+zcuZO5c+cO6obR6/X09vaiVCqZNGmSuEqMIPyRkZHExMRgNptpaWnB5XLx6quvUlRUBAw8tDZv3kxGRgbZ2dlcuXKFpKQk/vjHP6LVasVX55CQENavX4/RaGTTpk2cO3eOqqoqXC4Xu3btAga6YF5//XU0Gg2RkZHk5eVx+fJltm7dyvXr11m/fj0w0IWjVCrZvn07c+bMwWazERoaSmxsLCaTCaPRSHR0NKGhoXR2dgIDvufh4eGEhoZisVjo7OxEp9MRFxdHfX29aCVqNBp6enrE8jz66KM0NjZy7tw59Ho9EydOpLW1lT//+c8YjUbefvtt8vLyUCgUFBYWcvDgQTZv3sy4cePIz8/n8OHD3HnnnVitVhQKBaNHj+azzz5jx44dXLx4kdzcXA4fPszJkyeJi4tj27Zt4rX4l7/8Ba1WS319PRUVFbz77rsYDAbWr1+P3z8QD12wgGtqajh27Bjx8fH09/fzzjvvcP36dd544w3RW0m45v1+P2lpaXzwwQdYLBbi4uLYsWMH1dXVxMTEkJmZycaNG3nrrbe4evUqu3fvHvKalXapyIw8bimhlr6q3czCAT6fD7VaTVdXlzhhZM6cOTQ1NdHe3k5eXh4AmZmZ2O12Zs2axT333MM777zDlStXiI+PJzExkbS0NPx+P1lZWWi1Wq5fv05YWBjPPfcckyZNIjg4mMmTJ4tlU6vVtLe3U1JSwr/8y78QFRWFzWYDBvpCU1NT6e/vx2KxEBkZidfrZd26dVgsFk6dOgV8Hq40JCREXClm3LhxpKWl0dTUREhICKNHjx705mCxWDh06BDPPPMM48ePF/tf7XY76enpmM1ment7xa6OmTNnMmvWLAoKCgCYMWOGWP/q6moSExNJT0+nr69v0AClEP86Pj6eH//4x+j1emJjY5k8ebLY/jqdjh/+8Id88skn1NTUEB8fj8lkor+/n2XLlvHkk08CA77sTqeTn/3sZ1y+fFn0pTYajURGRoq+6jabDb1eDwy4RVosFhwOB6Ghoej1esxmMz09PaSmpor9tEJIWGm7T5s2jf/6r/9ixYoVOBwObDYbVquV+fPn8+yzzwKQnp5OTEwMycnJfPe732XTpk1cvHiRhIQE4uPjmTRpEm63W1z8ob29HZVKxTPPPMOcOXNQKpVMmzaN0NBQsT2mTp1KaWkpd955J0lJSXR3d7Nw4UKeeeYZFAoF4eHhmEwmxo4di06nEycxud1u+vr6WLp0Kd/73vcAxHYQfveMjAzRgm5qaiIqKkpsm8mTJ6NSqWhqaiIiIoLnn39+yGtWyEtmZHJLCbV08O5mFg4Q+OCDD8jIyODjjz8mJCSEjIwM5syZw9y5c4mOjsZm84FGjgAAIABJREFUs6FQKCgrKyMyMpL4+HhWrlxJVVUV+/bto7W1VVwWy+VysXTpUpqamujr60Or1YrxKqTleOONNygsLOTVV18lLi6OSZMm8d5773HXXXfx9NNPc+HCBUpKSnjwwQf56KOPOHz4MFFRUcyYMQOA1NRUrl69Kk5Pt9lsov+ycPN98MEHBAcHY7VaAdi2bRu5ubm88847tLW1sWbNGjZt2kRaWhovvPACZrOZPXv2cN999/H444+Tl5dHU1MTK1asAKC5uZmwsDASEhJYunQpXV1d7N27l2XLlolxS4QJPkuXLqWkpAT4POiUyWQSBw0Fa/i2226jr68Po9FIUlIS6enpXLhwgYSEBACsViuffvopBw4cICEhge9///sYDAays7N57LHHeOCBB9ixYwcKhYK77rqL1157jZkzZxIVFcW2bdu4++67Wbt2LXl5eTQ2NrJu3Tpmz57N5s2bmT59Ounp6cDA4FpNTQ3Lly/nkUcewe/309fXR0REBNOmTePc/8femUdHdVz5/9N7qzd1axcItCAQiN2ACd5Y7HjfxrFjJ8cZMlsyMycz44lnnyQnv3ESx544Y3tgPLaDg9cYmx0kBGYXiwRIYhEIhNAutZaWutWt3rvVvz90XvmpaWGceAY5099zdNTdr17VrVv1btWr+t5bx49jsVhEWqVSKfjyeXl5rFixArvdzkcffSS8WAcGBvB6vSxfvpyhoSHsdjsGg4FIJEJ/f7/YsIPRt6yTJ09y8uRJfD4f8+fP59ixY2RlZZGens6ZM2e45557eP/99/F4PPzBH/wBbW1tYkA4ceIEkyZNwmw2c+TIEWB0AFYoFDgcDhQKBT6fj+bmZnQ6nfCy/eCDD1i8eDF/9Ed/xKVLl8bts/GsmSQmFr5U9Lx4nqh8UybRGrWUTvI2hNGZnkQDk9gR0i69ZIxNJhMmkwmv14vH48Fms42RQ6vVCiePtLS0Mbv70jFaoVAIn8/HyMgIVquVSCSCy+UiIyMDpVLJ0NCQkEcycpmZmeh0OiH70NAQarUarVYrGAuAYHB4PB6sVqtYUpGCGoXDYSwWCyqVCofDQVpaGmq1Gq/XSyAQID09HQCXywUgYqXA6LKC5HzjdrsJhUKkp6cTDAbH6F9yIddoNJjN5jE6kDYMpSBWVqtVBGiKxWL09/eTkZGBTqcDEG8XWVlZqNVqhoeHx8yGHQ6HOMhBWhrx+/14vV7S09NRKBQMDg6OkUXyfJTYMIFAgEgkgl6vF4GipM1klUpFT08PNpsNjUYjmBAqlUp4b1qtVvx+Py6XC5vNNobGqdPpcLvd+P1+0tPTxf1SHmq1ml/+8pesWLGCM2fO4Ha7+Zu/+Rva29vJyspCo9Hgdrux2Wz09fWNWdZRKEYPrOjt7SUrK0u8OdlsNtFvJajVapxOJyaTCY1GQzgcxuVykZWVhVKpZHBwkEgkMm6fTdL9Ji6+VIb6t0U8B1X+XU6HgrGOHTCW6xvPe/0sLms8fS++HHmaRPnK5Yn/H89tHq9MOU9anl+8DPH1lOcbf2CAQvHZgf/HkzVRWVKe15Izvq0S3S/vyuNxpeUySHJejy6lvMbrD/F9Rbpfkq2trY3m5maMRiMLFiwQbBF5feUHLozXPvH6iJczERJR/5IG+cuF31tDHd+R443TeOnHMwifp8x4Yx//QEmfx7uWaFAZrzwp/WeVmag+491/vfW/3rwSpY0fkD5Lzvj0n5Wn/Lt0fTxDfD16Hi/d9VyLHyiude/11FXS83jt81l6T5Q2acAnNn5vDXUSSdxoxL8tyN/SkoYxic+DpKFOIokkkpjg+FKxPpJIIokk/i8iaaiTSCKJJCY4koY6iSSSSGKCI2mok0giiSQmONQ3WgC4Nl9VHlM4EScXEvNDx+OW/ra77Yl28CU5gau4tHL5rmeXXy6vFKM6ni2QiG4mL1+6P748yVlmPKeGeP3Ly4qn38XrML5NEvGNPy/i5ZHX8bdlTMh1KNeHdC1RvRP1J6k9pCiG8fVPsjiS+J/AhGJ9xD/8MNZxAUhoHKTfpTzk+SVyUJDfcy2+cnxaef7jcWPjr11PXROVNd6gI//9WuWMl/94PN3x0sYfsHAtWa+nLMnYfZaur7de490vpb2WPIk4z9dqj2vlfb3yJ5HEb4MJEeZU6tQej4eGhgYUCgVmsxm/38+lS5cwGo0ivKbb7SYlJYVoNEpDQwPRaBSz2XzVDFv6H4vFCIfDY7ze5MY5/h55OnlQdXmeAwMDNDQ0EIvFsFgsKBQK+vv7CQQCGI1GwuEwzc3N9PT00NnZiUIxGnRHCv4uN1bxZQSDQfbv309OTg5arZahoSGam5vp7u4mFAphtVpRKBTY7XYaGxvR6/UEg0Gampro7e2lt7eXtLQ04RqvVCo5fvy4cMmWlxdff7/fT3NzM11dXaINpGBMUkD8+NNhBgYG8Hg84rzHyspKFAoFVqv1qqD016trKW+n00lTUxMpKSmoVCouXrwoAlTJ3zTk7SPXa6KBQqlUcuLECbxerwhu5PV6uXLlCna7HafTKVzs4/WkVCppbm6moaGBqVOnir4g1V+aqcv7ShJJfBGYEGvU0kNUVVWF0+nk5Zdf5tKlS7z//vtcvHiR1157DYAPP/yQ5557DoA1a9bQ2NjIW2+9RXNzs3hApBgGXq+XtrY2lEol+/bto6Kigr6+PhHUXR64XalUcuXKFbHkIH99jw+k39nZyZtvvonVamX37t0iCNF//ud/8o//+I/AaOyEtWvXsmfPHmKxGMePHxd1lZY05IHb5a/zer2e8vJyEb41Eonw7LPPEgwGefnll6mqqqKxsZGPP/4YvV7Pvn378Pv9PPvss8RiMerr6+ns7AQ+NX4NDQ1UVlaK/OTlyk9yMRgM/PCHP+TixYu89NJLNDQ0iDCkDQ0N7Ny5k6qqKhHLBKCzs5OWlhZRv9OnT1NdXX1VWZ9H15KB8/v9/MM//AOhUAi1Ws2OHTtwu90ifXzwe7mhjM8LEG115coVDhw4AIxG79PpdPzgBz/A4XBw+PBhfvazn6FQjB5qIBloSZc+n4/NmzeLPOX1j+8rSSTxRWFCrFFLnXr58uXodDoqKyuprq6mubmZ559/nu9973u0t7dz6623Ul9fD8CZM2f4zne+g8vl4tChQxQVFdHR0cHRo0eZPn06zc3NHD9+nMceewyNRoPNZqO+vp5Tp07R1dUlYjOfOnWKhx9+mOeff54f//jH2O12WltbmT9/Po2NjQwPD+N2u/ne974ngiPt3buXr3zlK3z7299GqVRit9tZsmQJZWVlXL58WYTJnDZtGvPmzaO4uBiA7u5uDhw4wB133MGxY8coKiqitrYWt9vNE088QV9fH21tbfj9fhELwmw2Y7PZuPnmmzl8+DBtbW1YLBZ27tzJypUreeKJJxgaGiInJ4cZM2aQnZ0tZord3d0cPXqUlpYWFi1axIULFzh+/DizZs3C6XTS1dXF4OAgf/qnfyruSUtLY8WKFbS0tFBZWUlVVRUajYaSkhKCwaA4BKGuro7Zs2eLwEFS3bq6upgxYwZ1dXXU1tYyd+5curq6cDgceDweHnvsMf75n/+Z5557blxd/9Vf/RUajUbEmDaZTAAUFhaiVCpZu3YtSuXoGYt6vR6DwcDXvvY1Kioq8Pv93HrrrWzdupXU1FS+9rWvYTabqamp4dy5cyxbtkyESYVR46pWq7FarWRlZdHV1SVOS6moqBAhRquqqkhLSyMzM5NIJMKaNWuYP3++CKIl9dklS5awfPnyMWvrSSTxu2JC9CRpRqfT6WhqamLSpEnccsstInynUqnE7/eLY4kAvvWtb/HRRx9x+fJlMbvr6elh165dZGRkYLFYWLBgAVarlcuXL6PT6ejs7MRut5Obm8uTTz4posvNmjWLgoIC9Ho97733HkajkbKyMlpbW1myZAkul4vm5mZgNPzoK6+8wrp160T84traWjweDwaDgYqKCmD0LeHEiRP8+te/HhPA//z58xiNRpqamhgeHkaj0TB//nzKysrYtGkTjz32GJMmTRJR0STd/PSnP+Xs2bM8+eSTlJaW8oMf/IAf/OAH/Nu//RtGoxGXy8WGDRvYv3+/2Oj61a9+xfTp01m+fDlOp5PXX38dq9XKzp07aWtro6ioCKvVKsKVSnKvX78ek8nEo48+yqlTp/jqV79KZmYmNpuNAwcOUFdXx/HjxykoKMDj8XDlyhXefvttFixYwLJly7Db7axfv57U1FS2b99OW1sbc+bMIRaLcfnyZRYsWIBWqx1X11euXAEQyy1Sm0uGuampiQcffJDGxkbuv/9+Tp48STAYpKCggCNHjjAwMEBHRwd33323iNCXkZFBNBpl9+7d4ozJpqYm3nnnHXEG5JkzZwiFQqhUKjweD4WFheJUnd27d6PX69FqtaSnp7Ny5UqOHj0qlp2GhobQ6XTceuutyfXpJL5wTAhDLb3+nj9/nq1bt/LAAw+IGV4oFGJkZITJkyeLEJ4Ac+bM4dvf/jYwGvhf+v+Xf/mXvPjii/T19Yn8/X4/Pp9PrDVK4TTfe+89/uqv/oqOjg5xekkgEGDx4sX8y7/8C16vF5PJhE6nE4aztbUVpVLJe++9h1qtxm6309fXxy233MKTTz7J3r17gVGDt2TJEr7zne+IcJ3SkoHX6xXLPTqdDqPRKA7rjUQiIjyqXDfPPvssGo2Go0eP0traSnFxMR9++CEdHR0MDQ1hsVh4+umnefzxx4Ws0tq8z+cTsZHz8vL42c9+Nqbs+LXiFStW8L3vfY+UlBSUSiXZ2dn813/9l4iLff/997N8+XKxDKVQjJ6kE41GxSGyoVCI6dOn89xzzxEOhzEYDKSkpBCLxUSbjqdrafnKZDIRCoXo6uoiFArhcrlEMH6TyYReryclJYW0tDTef/996uvrsVqthMNhtFotkyZNEiFp16xZI9bNJV2r1WphyBUKBV/5yldYvXo1p06dYt26ddTU1GA2mzGbzfzwhz9k/fr11NbWill8/Ma11WpFrVYnj7VK4gvHhNhMlF4Td+/eTUtLC3V1dcyYMYNZs2axc+dObr/9dkpKSjh58iROp5PS0lLOnj1LZWUl06ZN49577wVGA983NTUxe/Zs5s+fz6lTp1iwYAENDQ34fD5xgKt0Zt3Q0JA4BSYQCGC1Wpk6dSpnz55l6tSp9PX1kZmZydDQkDhSKxAIsGvXLlpaWli2bBlms5nGxkbuuusuzGYz58+fF0coxWIx5s2bJ0KEpqSk0NTUREdHBzabTbzSSwZz/vz57NmzB6PRyPTp00lPT8fhcNDQ0MCsWbP4yle+wr59+8jLy+PAgQO0tLRw3333odfraWhoYNq0aWRkZIh11YKCAj755BNhNBcuXEhVVRV5eXkMDQ1hMBgIhUKkpqZSUFCAz+fj/Pnz5Ofni8NVr1y5wqJFixgeHhbB/30+H+FwWBzcEAgEuOeee6ioqCAajTJ79mxKSko4deoUeXl5DAwMYLFY8Pl84nSba+k6Pz9fHF+Wn5/Prl27xDmT2dnZXLp0icmTJ+NwOMjNzcXhcDBz5kx6enpIS0sTx42VlJSIWbD0RpSRkYFarSYUCrF8+XLmzZuH3+/n/Pnz+Hw+Tp06xUMPPcScOXNoaGggOzublJQU7HY706dPJzs7G7/fL9rYaDQSCoXEIFRaWir6ddJYJ/FFYULR8+BqmpR8rS+eChV/DUZnkSqV6nPF742ne8l/H4+GF78GKY99fC2MR926HnqYZICl8mKxmBgErlUfuX4+K+a1vP7xMsfrWa1Wj6sfeZ3iy4jXdXya8eoQX5d4umIiecfLV9p4lnQqb7tE9Zc2RuVxuRPpLh7Xou4loixeL7VPnsd4tMNE+k6U/2fJEV8WjPUXGE//ieQar57XU5/fFr8P9MkJYajlD44EuaGVGyQpiL2chiVnTcCnbIf4TiAh3mjJf5c7m0j0tvE6nDzf8QLVy8uX5I+/LuUnfZYbD/mAJDfWcjmksuOdQeQPllyORMZiPAcj+Sk4ctkS6S9Rm45noOMHC3kd5UZTvkYt9QOpXeLvkdLL08Q74sS3mbzvJTI+8fWQ90/puvRf0o28H3wZjUI8xhtg/7edfH4XY/5ZA8VEx4RYo5aQaJYpf5AkYyYZdLnypTXmUCh0leGON1pSWhhLqZKMktfrFeflyRs2EAgQCAQYGBgQBkGpVOLz+XA6nSgUCsGMcDgcYjNUoRileklGJ96zUfovQRqUIpHImLXq+HXr+BNR4nnOEr0skcGOxWJCV7FYTMwupXzkupQPoFL58gdFMk7xRlaeVv4nzVCvXLkiDuCVX5eOT5MMs7wt4wfj1tZW/H6/YMtIR29JR4/JKXbxs0hpLT8UChGJRGhpaUnoFSrpR16f/v5+7Ha7aFt5veVlSfWQypDz0eWf29vbxVKcnFMuXZf+S3sNkhx+v58rV66MOZtRaktJlyMjIwSDQXG/lCZejlgsRkdHBy6Xa8y98k3d1tZWOjs7xXFybW1tAOKoNinPQCBAc3Oz2LuQ2q2jowOn0zkmf+ke6f7m5mbBypHrTN5P4/Uj5SfXl3RUmdQGUn+IH3S+DJgQhlrewSV+rPy79MopXZN+lzbdpN/tdjsVFRUoFAq8Xq/4H8/RlXb942dQ0vVQKMQLL7wgDIX04Jw7d47vfOc7HD16lP/3//4fwWCQ+vp6ysrKKC8vp7Kykvr6ev70T/+U8+fP89Zbb4mzEY8dO8a5c+eEHJJBkTpMKBTi8ccf59y5c0Iv0nl+0p8ks1w/0mepXnIDvnPnTvr7+8foTnq4fT4fW7ZsGZOPZGwk2TZt2jRmKUnSkTRjlQ4FjsViY/QpyS6lj2/DaDSKRqPhgw8+4MSJE1cNWFJ95W8c0m+SvFIZ69ev58KFC2zdupWjR4+K9I2NjZSVlYnzG6V2lsslfd6yZQvhcJi1a9cKTrRUJ7nOlUol7e3tHDx4kJ6eHv7rv/6LoaEhysrKxEDu8Xg4ePAghw4dEgOHUqmkurqa06dPj1lmkff77du3U1FRcdWSXXy/l/qBVKeUlBTWrl0rJhbSPVIdpLpu2bIFn88n5Ilvc+ne8vJyduzYMWb2KaVta2tj48aN+P1+gsEgkUiEF154geHhYbZu3SqeRaVSiV6v56WXXmJwcFD0FxilPG7fvl1MCCR55W+zZWVl7N69W8gk70fSn2TI5f1Cnlf8syMNLB999NGYt7QvCyYEj1pq4FOnTuF0OgkGg9xzzz0cOXJEcHhrampQq9VMmjSJzs5OZsyYwdq1a3nggQfQ6/W4XC70ej3FxcUcOHCAgwcPsnLlSnbs2MHzzz9PdXU1kUiE2bNnc+bMGYaGhigoKGDx4sXA6KnZR48exWAwcMstt6BSqdiwYQPFxcUsXboUGOUYa7VaHn74YbZt20ZjYyNVVVW0t7fz3HPPEYlEaGhowGKxsGLFCqZPn45erwdGZ3g2m42amhp6enoIBoM88sgjoiM2NTUxY8YMysvLmT9/PleuXOHy5ctoNBoUilGvTckjT6fTcdddd3Hs2DGGh4dZtWoVV65cobGxkZtvvpns7GxGRkYwm82oVCoOHTqE0+kkIyODtLQ0XnvtNf7u7/6OzMxMAE6ePElLSwtWq5W8vDzxWTp49cyZM3R1dbF48WIuXrzIyMgIDQ0N9Pf386Mf/QiFQsHu3bvJy8tj5syZRKNRTpw4QXFxMc3NzQSDQUpLSzl9+jQKhYLi4mI6OjpwOBzo9Xo6Ozupra3lK1/5Ck1NTQwMDADw0EMPAeDxeKipqSElJYWFCxdy8OBBgsEgDz30kDgsOC0tbcws6fXXX+eZZ56hqqoKlUrFokWLAMRmak9PD06nk2XLlpGamorJZMJisQiD4nQ6OXHiBMPDw2RkZNDf309paSkWi4XU1FTMZrPYhM7Pz+fw4cOUl5fzD//wD3R3d6PX6/F6vVRWVqLRaIhGo0yZMgW73U5tbS3z5s1Dr9dz+PBhioqKyMjIoLGxkZ07d3LHHXdgsVjo6+ujqamJoqIiWltbSU9Pp6mpCZfLxf3334/b7ebixYtiwASoq6vD7XZzxx13AHD+/HlGRkbIycnB6/UK56vJkyeL58hsNnPo0CHy8/PJyMigvr6eHTt2sHLlSlpbW2lqauLOO++kurqavr4+otEozzzzDM8995w4nNlms6FSqaipqRG8/YyMDMrLy8nPz2fVqlUAZGZmUlVVxY4dO1i+fDk+n48TJ04we/ZscnJyOHr0KN3d3UybNg2Hw0FlZSVLly4VdNIrV66Qk5PDL37xC/7mb/6GUCiE3W5n6dKl1NfXMzw8zNKlS6mtrRWUSWlQu//++/F4PGzfvp0/+IM/EG/QXwbc8Bm1fPkiLy+PmpoaLl68yL59+zh+/DiffPIJFRUVVFRUkJ6ezquvvkpvby82mw2v18uMGTPYvHmz4Crv2LGDkZERUlNTUavVZGdnc+TIEfbv38/Ro0fZsmULe/fuJTs7m/Xr1ws5XnnlFTIzM2lqamLjxo1YrVYWL17MG2+8ITz9pFH5l7/8JTk5OcydO5enn34ar9fLihUraGhowGQyYbfbefvtt6mrqxP0r7Nnz3LhwgWqq6sJh8OcPHlSzLAADh06xP33309VVRUAg4ODbN++ncLCQjZt2kRWVhYbNmwgLS2N8vJydu/eTUVFBefOneOll17i3XffxeFw8OKLLwpZ9+7dS39/PxUVFdhsNrZu3UpPTw9Go1Hkc+bMGXbu3ElGRgZ1dXU0NjZy4sQJpkyZwu7duzl9+jRvv/02bW1trFu3jv379wuqY2pqqtBfc3MztbW1vPbaa2zbtg2v18uBAwfYv38/R44cYevWrZSVlZGens4rr7yC0WgUBnvNmjX09/fz2muvsX//frRaLXv37qWxsRGAffv2sXHjRkpLS/n1r38tZlNvvfWWoDbKXcoHBgZwOBxMmTKFtrY2jh07xnvvvcfbb7+N1+vl2LFjlJWVcfLkSXbs2EF1dTWdnZ1oNJoxxn7r1q1kZ2fzm9/8hqysLN5//318Ph87duwQA6jX62Xnzp2MjIxgNBqxWq3MmTOHw4cP09rayubNm8nKyhJOQuvXr6erqwuz2cwLL7zA9OnTsVqtDA8PU1hYyKVLl9i3bx8wOoHZvHkz0WiUiooKmpubuXDhAj6fj02bNvHGG29QWFg45lTxSCTCJ598wr59+/iP//gP7HY7BoOBPXv24Ha7+eijj0hPT+eNN96gtbWVtLQ0XnjhBZGPx+MhPz+f5uZmKioqyMnJob29nXfeeYfc3FxBNdVqtYIKqdFo2LNnDzU1NWzcuJHbbruNQCBAKBRixowZfPzxxwwODgKjb45FRUVEo1HWrFnDa6+9xtDQEGvWrOGXv/wl0WiUmTNn4nK5eOmll/B4PKxdu5bDhw9jt9uprq7m4sWLGI1GYrEYL774IqmpqWKw3rdvH6dOneLAgQPYbDY2btyIzWZj06ZNAMyePZvTp08L2/NlwQ031PLXv2g0SkdHB3/3d39HfX09Wq2WP/mTP2HJkiVotVoWLlzIP/7jP9LQ0MCuXbvIzs7GZrORkpLCkiVLKCwsRKFQoNfrycjIwGw2C8pXJBJh9erVLF++HJVKxZw5c8RsF6C/v59p06aRm5tLd3c3arWakpISUlNTcblcwOhDkJOTw1133SXoXv39/fzyl7/kpz/9KevXr0ehUJCTk8Pq1atZtGiR6AwpKSmo1WpSUlIoLCxkypQpYn22q6uLaDTK5MmTSU9PZ/fu3aSnpzNp0iSKi4sxmUyUlpYyefJkSkpKyMjIoLu7m5GREZ5++mkWL16M3W7njjvu4I//+I9FmQaDAbVajdFoZObMmYKbbrVaMZvNwOjMSqFQ4HA4eOqpp4hGo8yaNYv8/Hy0Wi1OpxOPx8O9997L008/TSgU4tZbb2Xq1KkYjUahv69//evs37+fcDjMxo0bycvLY2RkhFAoxOrVq7njjjvQarXcdNNNBINBZsyYgclkwu12Mzw8zG233caf/MmfMDIywvTp08nNzRWc+bvuuovFixfzyiuv0NXVRVFREYWFhfT09Fz1SgyfbigCPProo1y8eJH+/n7Ky8sxGo2kpKTg9/t56qmn+OpXv0okErmK/6xWq0lNTWX+/PliUJbaUJqljYyMoNfr0el0aDQa8vPzOX78uDAk0WiUtLQ05syZI6idkpftb37zG0KhEIWFhRQWFqJSqcjKymLatGnCgUutVqPRaET+Wq2W3NxcSktLcTqdDA8PU1xcPGZ/Y+nSpfj9furq6rhw4QJdXV1Mnz5dLGmlpaWxYMEC/v7v/x673c67774rnIUKCwvRaDSkp6cza9Ysent7KS8vJz09nWg0itFoJCMjA6vVislkQq1WC91ZLBZ6e3tJSUkhJyeHWbNmEYvFmDlzJllZWaJOkUgEm83GwoUL6e3tFc/dM888Q3d3t+gXkpfq/Pnz+Yu/+AtgdHDQ6/Ui3ktxcTHf/e53+eijj9i6dStnz54lIyODSCSCyWRi1qxZTJ06lZKSErKyssSSWzAY/F3N1v86brihljYBAN555x0KCwvZsWMH8+bNw+v10t3djdFoJBgM4na7aWlpYd68eRgMBkwmk5h9SAZleHiY1NRULly4IJYipk2bRiwWo62tDbPZTDQaxeFwiE0egIcffpiysjJaWlp45JFHsFgsbNiwgfz8fGbPng2A2+3G5XIxb948brnlFl577TXOnz/P22+/TUdHB48//jj9/f1iDTg3N1fUze/3MzQ0hN/vF8s7Utn79++nuLiY4uJi7rrrLnbt2kVvb68wVNFolO7ubiKRCL29vXg8Hm6++WZUKhVnz55l2bJlzJgxg6qqKjIyMsZsJjocDiKRCA6HA5/Ph8ViYXBwkJqaGhQKBcPDw3R0dFCtDnj3AAAgAElEQVRbW8vx48dxuVwEAgFisZjgNEseelarlWg0Sl9fH3l5eVy8eFFsUqWnpzNlyhRWrVrF9OnTMZlM3HnnnYRCIdrb20WQrXA4zIoVK/jVr35Fe3s7+fn5lJSUUF1dLWboTqeTSCQiHqhLly6Rk5NDeno69957LydOnKCyspL77ruPoaEh+vv7cbvduN1u4FOudF9fHzqdjoKCApYtWyYG/JUrVwKjMT9SUlIIBoP09PQQDofFnoL01iA529jtdiKRCP39/YTDYXp6eohGo9jtdnw+H2azmaamJlpaWmhvb8doNIoJQigUwu/34/F4OH/+PHPnziU7O5vbb7+dV155hYaGBkZGRvB6vfh8PjE7ttlsjIyMsHXrVhQKBUNDQ/h8PgYGBkhLS2PevHm8/vrrhMNh0ZcAFi1axLRp01i5cqXQqc/nE8sWLpeLy5cvU1paSlZWFitWrODVV1/l/PnzhMNh/H6/eGvp6OjA4/Gg0WgYGBgQxtjj8XD69GnUajXd3d24XC5mz55NLBbj7bffpqWlBYViNFhZKBQSbTl58mS6u7spKyvj29/+NitWrKCqqgqDwcCjjz7Ku+++y+XLl8nOzuamm26iqqoKs9lMSUkJW7dupbe3F71ej1qtpqysjEgkwty5c8UmpOTFLLVpMBjEbrcTDAYJh8N0dnZSWFj4RZmv/zXccHqenHITiUQIBAJi1JUMmzSiS2uCbreb3Nxc4eVnMBjG0LN0Op1w6fb5fBgMBoLBIB6PRzi9SFCr1WL25XA40Gq1WCwWwuEwDoeDzMxMsbkmGSVp1i6VMTAwgEqlIj09nWAwKDYrUlJSRB2lXXH57EepVKLRaIQLs0ajGcP0kDZB5IwKSXatVovf78flcpGTk0MsFhOR86ToguFw+KoyNRqNMAapqalUVVVx4sQJHn74YX7yk5/w85//HKvVKtpDWl91OBykp6eLzS6dTofT6cRkMoklg0gkMoY2p1KpcLvd+Hw+EblPqmd/fz9GoxGtVkssFqOvrw+bzYZGoxH1l/QTjUaFM0tKSopgJVitVqFXGH0702g0qFQqdu3ahdfr5fHHHx/DbpHk8nq9DA0NiUh5cnaP5Ika78Yv32CLpwZqtVo8Ho8wYiaTaczGqlQnKQJkbm4uCoWC3t7eqzxEpXooFAphdEwmk+ByS2lUKpVwJpI2PuHTYFjxz5b0XaPREAqFcDqd5OTkoFQq6evrQ6vVjpFDpVKJ51EqPxqNkpKSIjbydTqdSK9Wq4nFYjgcDrFmLdeBJJ/E+pD2FaTlOIvFIvYt9Hq90E9qaipGo5GBgQFMJhMqlUqwSQKBgFj2GBwcRKfTjdmol9pKrVbj8/lYt24dq1evFnbgy7KpeMMNtRzyjiV3KInnbMqNwngOCPH5wljerPx3+QMIn746SzQy6aGQN7z8Pvkrt9RZpevxdRuPexz/YMnrkeia3JhJjIZETj6J7peXGQgEqKurIxgMUlxcTF5e3pj7pNmdNJhJ9Y3nmCeSQc46SKRr+b2JZJeuS/pKxI+Pl0Fex6amJrGE81n3/rZIpFc5EvUBqW7SdbnsidKNV0e5fhK1+2ddl9LEyxGfLpF846UZT6+J9BRfdjzHWb7ZN16Z0rX48hI9Mz09PcRiMXJzc79URhomgKGOb8BERkr+u4TxGim+ceLLGa/88b6P93AkkiN+kImvlzy9vLz43xPVPVGaRHnFP3Cflaf027Xql8hZZDwk8tC8lqzX+iyVP14bj1e3RA+9HOPVNV5/1yvjtfTyWX1zvHuvZYTi85fSJ2rbeDk+q06/bVtdj34SDVKJ7v081+Tfr6XP+Ppdb3+eKLjhsT7iHySlUklZWRmZmZkYDAYaGhooLy9n4cKFYrTev38/Z86cobGxEaVSOSa+haR4iWf95ptvMnfuXBG6Mt4IxDeYUqkUfGcphGpnZycFBQUolaNxmS9dukR+fj4KhUJEk2ttbaWvr4+BgQGsVqsoLz7v6upqjEYjGzduFJszkuxyfSiVSj766CP8fr+Y5crlVSpHw6t++OGHgmIor59CMfra/OGHH6JSqcjJyRnjICOVF78BJ7WFUqmkt7eXzZs3U1hYiF6vJxKJsHHjRiwWC1euXEGn0/Hxxx+Tnp5OZ2fnmIMNXC6XWLqSYprApzPykZERXn/9dQoLC68KDCXV7eOPP2by5MliGSGeg5zoT66DRAY8/vO18riRf/F99H/qnv/tOt2ocuOXHMebOE1U3PDNRDkUCgWDg4O88MILIlyowWDgwoULAGJD4tSpU3R0dLB8+XL+9m//VgSTl6LPSRs4Go1GeFJJSxh9fX0MDw8Ti42e/DI4ODhmLfLcuXMcPHgQrVbLc889x7333svIyAgejweA3bt389Of/lQYlpqaGhGUSXICeeeddwDE8oDL5aK3txev10sgEMBsNjMwMMDAwACnTp0a46zgdrvp7e0FPj15BEaZIdLmorT04PP5BNVoaGgIj8cj9ACwa9cu+vr6mDNnDn19fcL5R9qchNGNzM7OTtRqNb29vQSDQdGp09PTefHFF/nggw+AUb71j370I3Q6HX6/H4vFwsDAAF1dXUQiEbRareDBNjc3s3v37jGea9ImZWdnJyqVivb2dlpaWsQrrt/vp7+/HxjdWLbZbGRnZwvdXG8fkv7LB+4vywOZxBeP+D4hff4y9YkbPqOWRjZpplVZWcny5cupqKjgwQcfxO12U1NTw1133UUsNupZdu7cOcHacLlc3HnnnfzsZz9jxowZvP766yiVSv7jP/4DpVJJW1sbTqeTnTt3smTJEmpqati2bRupqamsXbuW9vZ29u3bJxwE3nzzTebPn8/s2bPZsGEDhw8f5v777yc3N5eOjg4UCoXYxJg+fTrnzp0jEAiQk5PD5MmTKS0t5fXXX+f222/HYDCwb98+amtr2blzJwaDgaamJnJzcwVxX4rbXFJSAoyekFJeXg6MbgqpVCrq6urEhovNZiMcDvPKK6/g9/vp6+sjNzeXXbt2cfz4cbKzs4Uji3Sqzc0330xNTQ1btmyhqKiIDRs24HA4aG9v57333qOoqIhTp05x5coV9u/fT2lpKXq9XoQjra6u5oEHHuDo0aOEQiHuv/9+PvnkE/Lz87l8+TL5+flcuHCBlJQU1q9fT0pKCtOnT6ejowOfz0d7eztvvvkmCsXoG0hfXx9Op1OEiN2+fTslJSVs3LiRM2fOEI1GhYPL4sWLv3SznySS+KJxw2fU0sMnvXafOHGCcDhMe3s7TU1NGAwGdDodbW1t/Ou//isXLlwQXMply5YJb6hYLCZofAqFgkmTJvHAAw8QjUZ58sknicVGd5czMjLo7e3F5XKh0Wh48sknBYUNRg8fkChN69atY+XKlfzZn/2ZoAY2NTWh1WrZs2ePqIPb7R4Tn0DaRYfRWBRms5ni4mIyMzPxer14PB5UKpWgjs2bNw9AOA9otVqamprQaDTCXfjs2bPCeeb06dP09fXxxBNPYLVa2bNnD5FIhIyMDE6ePMnPf/5zDh06xIwZM1iwYAF6vV5wUz/55BO6urp44oknuPfeeykoKCA/P5/du3fz1FNPEYvFOHbsGDA6o585cyYlJSX84Ac/YObMmYJhINENVSoVer2ecDiM1+sVp9pIhyJI1LPFixdTVFREY2MjTz31FLfffjt+v5+vfe1rZGRkUFZWRldXF5MmTcLhcDB9+nQWLFgAfLkcE5JI4n8CN9xQyzcXjhw5QlFREQ888AD33Xcfb775JrFYjMHBQXJycnj66aeZOXMmDocDjUaD1WplcHBQBEu6ePEiHo+HQCAglkn8fj9erxeNRkN5eTmHDx/GYrEIzqrf78fv94ulDLPZjEIx6rK9ZcsWHnvsMZYsWUJHRwcXLlzgySef5K//+q+pr6/H7XYTCATIyMjgvvvuIz8/H0C4b8PoAQcffvihcKN2OBwEg0GGh4cJBoP4fD46OjqA0fP31q1bJzjHXq8Xu93OAw88QFZWFm+99RYw6rAyMDDApUuXcLlcpKen09vby9e+9jUeeughHnzwQZYuXUp/fz/RaFScdajT6bBYLAwNDXH58mUikQhut1usq0tvH9JyQygUoru7m0ceeYS6ujoWLFhAb2+v0FkgEMDr9Yo/iS/c0tLCf//3fwOjyz9er1dQ0gYHB2lpaSESieDxeEQ9rVYrTqeTpUuX8sgjj9De3i4GviSS+L+OG770AZ+uF7W3t5OXl0dOTg4GgwGNRoPFYsFqtVJYWEheXh6A2KBqaWnhtttuY8WKFeh0Ovr7+1mwYIE42y4vL09spKWkpHDzzTcTDoeZNm0aOTk55OTkCE+r/Px8NBoN4XCYhoYGbr31Vtra2rhw4QLLly9n0qRJuFwuSktLUalUGI1G1Go16enpGAwG8vPz0el0XL58mcuXL/Poo48CcPz4cVJTU1EoFGzevJmHHnoIvV6PxWIhOzubadOmMTQ0xLRp08RGnORebTKZmDRpEv39/ZhMJh588EGMRiPp6emkpqbS1tZGaWkpd911F8FgkN7eXuFdKQXHNxqNLFq0CLfbTWFhIYsXL2bmzJmcOHGCnJwcCgoK8Hq9PPTQQ5w8eZJFixZx8803A6NvCl6vl3nz5vHggw8Si40GKsrMzCQ1NVW0jcViwWw2k5WVRXFxMT6fj0WLFhEMBpk9e7aQt6SkhNzcXOrq6rBarWRmZpKZmYlerxeHAjQ2NjJ58mR0Oh1Wq5VJkyaN6SdJJPF/ETecnichEQVO+i79Hy/mMvzuwcDl+Wzfvp1FixYxefLkq2hsific8us7duxg4cKFYlApLy8XmxgajYZVq1YlpLB9Xh1J5cXLLulJKvOz5B+vTvHXfxda07Xa6otuxySS+H3EDTfU8gdU8uiT6FtyKpc8LrHcUw8+Ddofj0SOGfEOJ9Jv18pfXoacziZ3NpGI+fI4E9L9g4ODKJVKrFarcNSJ54fKD0YYD3LjGx//WW6cpXwlZxX5dbnhHc9BRspDKkMubyJHl3jjKuUTr0Mp3GV8nvEDgvxgiC8jlSqJJL5o3HBDPVEQP3OPj+l7vffLPQZh7CkoUr5Jw5NEEkl8HtzwzcSJAvnMLn7J4LMQPzO81kxVXl4SSSSRxPUgOaNOIokkkpjgSM6ok0giiSQmOJKGOokkkkhigiNpqJNIIokkJjiShjqJJJJIYoJjQpxCHk9ti+f4wrVjCMc7wSSRRBJJ/D5hQrE+4r3U4PpPmoh36Ega7CSSSOL3BRNiRi15/J04cYJLly6h0Wj4xje+QV1dHTU1NSxcuJCpU6dSXl5OLBbjgQceoLm5mYsXL6LT6XjsscfE2XuQ5CgnkUQSv1+YEGvUkmFNTU3lD//wD7l8+TJbtmxh8+bNPP7443zwwQf09vby+OOPk52dzRtvvEFBQQGrV6/mxIkTnDlzhq6uLrxeL5AMi5lEEkn8fmHCGOpYLCaC50ejUQwGA4FAQMTHkCLBtba2UlJSQnZ2Nnv27GFkZIT58+dTXl6Oy+W6wTVJIokkkvjiMSGWPuRLFnv37uXJJ58kMzOTrVu3AqNLIzabjZaWFgoKCrjvvvsIBALcfffdtLS0sHHjRv7sz/5sTBCiJJJIIonfF0yIeNTSGvWbb77Jrl27xAktg4OD9PX1EYvFyMnJ4Uc/+pGYYZ85c4aRkRFqamqYP38+lZWV2Gw2UlNTk5uJSSSRxO8VJgTrQzKsbW1t9PX14ff7mTdvHjqdjrNnzzJnzhwikQiXL1/G5/MxdepUcf5gTk4ORUVFXLx4kSlTpmA0GpOGOokkkvi9woQw1HLExyaW4kAnOkggGXA+iSSS+L+ACWGo5Q4v8SFB5cH6JYcYOY9aftBAkkedRBJJ/D5iQhjqJJJIIokkxseEoOclkUQSSSQxPpKGOokkkkhigiNpqJNIIokkJjiShjqJJJJIYoIjaaiTSCKJJCY4JoyhlsgnsVhsDE0vnpQyXrpEab+IvK+Vfrx7pD/p98+SOVEZ1yvz50V82ePJJ/2NV6fftlwpT3ns8Xhd/bb6TnSvvB7xZX7e9h6vTb8IyPOMl/Xz5PG73P95ypB0Ff97Ev8zSNLzPgNyjvfvytOOz0v6TTok4Vp5JnIE+l344okchq7HsUh+v3Tf9ehkojsoydsGuEq/X5T8ifQpLzdR2deb10TTaRJfHCZErA95h4tGo7S0tKDT6dBqtUQiEZFG7vASiUQIBoOEw2HUarXo7PIZkXxmARAOh2lpacFkMqFSqcbMoOQON5I7u1qtpre3F6VSiV6vv2rmJjdSktx6vV7IKP0ufR8ZGSEQCKDRaMbUOxAIjHHqkT+4gUCAzs5OzGbzVYZDqVQSjUavMjKJdCCvq1SW3+8XupNkDIVCQmafz4fdbic1NZVQKCTuA8Z8lutZ3g6SnHJZlEolzc3NBAIBLBbLVW0mlRONRse0nbxtJHldLhc+nw+1Wi3aV7pXLsfIyAhDQ0M4HA5SU1PH6EyqcyQSwePxoFAoRGzz+L4htU0sFiMSiaBWq0VegPicqD0S5SU/mUjSnVKppLu7m2AwiMFgGKO7+HKk36V7o9EoKpWKnp4evF6vCKcgTxf/diHvp3IDn6gvSeUqlUrcbjddXV3YbLardCDvZ/K6JfHb44YvfcQbabVazbZt29i/fz/w6YxNqVSiUqlEg6vVap599lkqKirGzAZVKhUqlQqlUolSqRxjxLVaLW+99Rbnzp0TZUv5wqfGR6FQsGHDBk6dOsWePXvYu3cvgDCo0p+UhyT3xx9/zIkTJzh48CD9/f1jZB4ZGUGlUvHCCy/wve99T9TpX/7lX3j++eevkkEqQ6PR8OKLL+LxeFCpVIyMjDA8PCweAqmu0j2SDuSfpe9qtXqMF+f+/fu55557CIVCKBQKNm/ezLe+9S0ikQhbtmwhEonwwgsv4PP5xHefz4dSqeTIkSMcOnSI9vb2MfqW9Cf/TfpdpVLR3NzM5s2bCQQCog9IegqFQmzevFm0r7xu0mfpwT99+jQfffQR1dXVPP7444TDYXbu3InL5RKGW6VS4XQ6KSsrIxAI8POf/3yMbiUEg0H+/M//nIqKCn7xi19QU1Mzpt/JZVQqlbS0tPDJJ5+Iukq6lvQrtXl8P5TXRWpvqS3Onj3L7t27aWtro66ujvfff3+MsZe3qZSXVIa8LwOcPXuWX/3qV1fdL9VJKl9uPCWdSfqNr4O8XACNRsMvfvELvF7vVWmkdMnZ/ReHGx7mVP665na7qa+vp6enhzlz5tDU1ER9fT233347Xq+X8+fPM3v2bKZOnQqAVqslNzcXGH2QOjo6OH36NMXFxRgMBs6fP4/L5eKrX/0qMNqBh4aGRGfz+XzU1taiUqlYsmQJlZWVDA8P88gjj5CRkYFCocBqtaLX63n55ZeZNGkSDzzwAPv376ewsJA5c+YA4HQ6uXDhAgMDA4TDYYxGI0ajkebmZurr61m0aBGTJ08GYMmSJfzwhz/EbrdjMpk4d+4cjz76KAC7du3CYrFw++23c/LkSdra2rjppptIT09n+/btzJo1C71ez+uvv86///u/YzAYOHToEEajkenTp3P+/HmKioo4fvw4kydPpri4mKqqKrxeL5mZmfT29jJz5kzmz58PwOzZs3G5XOzZs4eHHnqIyspKMjIy0Ov1mEwmzGYzJpMJr9dLVlYWDoeDH//4x/zoRz9ieHgYu91OcXEx1dXV9Pb2Mm/ePAoKCrDb7dTW1pKfn4/BYMDn86HValGr1VRXV2O32ykqKgJGZ9BHjhzBaDQyc+ZMsrKy6O/vp66uDrfbzdy5cykuLmbfvn3YbDaWLl0KwNSpU1mwYAHPP/88K1asEDIPDw9z8OBB7r//furr61EoFGRmZmKxWMTbTlVVFcPDw9x2222kpKRgNptRKpU88sgjbN26lYqKChYtWsTBgwcBWLFiBWfOnOHKlSvodDpmzZpFRkYGAPv27cNsNlNYWEhtba0wzIsXL+bcuXMUFRXR0NCA0+lkxowZzJs3jwMHDtDZ2UlpaSmLFy/G4/HQ3t7OtGnTaGxsJC0tjdbWVrZv386yZctQq9VUVlZSWlpKLBajoaGB3NxcdDodFy9eRK/Xc/fdd3PgwAGmTp1KVlYWXV1dbNu2jcWLF5OamsrBgwcpLCxEr9fT2NiIy+Vi5cqV5OTk4PV62b17NytXriQ1NRWXy0VDQwMzZ86kqqqKgoICUlJSqK+vJycnB6vVysWLF8Wb19GjRwmHw5SWlnLmzBmGhoYoKChg8eLFY0JAJPHb44ZrUL6ksWbNGgCmTZtGMBgkNTVVnPby5ptv0t/fj8ViEfcmWttTqVS89dZbtLW1UVNTA8CmTZt4/fXXycjIIDc3l3A4DMCxY8d49913mTVrFhs2bKCrqwuz2cyaNWswGo3iNU6pVOL1esnPz+cXv/gFQ0NDvPzyyzgcDgBeffVVtFotU6ZMQa/Xc/DgQerr61m7di0ej4cXXnhByGixWHjwwQf58MMPuXDhAsuWLRPy2Gw2Nm7cyPbt2ykvL+e2224jEAgQiUQoLi7mo48+ore3F6PRiMFgAMDj8bBp0ybsdjs9PT2sWbOGefPmsWfPHiorKzl06BDp6els2LCBrKws1q9fL2Tx+XysXr2agwcPUltby6xZszCZTCgUCrZt24bf7ycWi6HX6ykrK2N4eBi1Wk1aWholJSV0dnZSW1vL/v37GRgYwGQyiXbR6/WsX7+e5uZm9u3bx/DwMOXl5WRnZ2Oz2YQM77//PufOnWPr1q1UV1dz4MABnE4nn3zyCVarlU2bNvHrX/+a1tZW1q9fz/nz5wFIS0ujqqqK48eP88wzzwBQUVFBOBymrKyMlpYWYcS2bdtGNBrFZDJRWVlJWVkZNTU1fPDBB0KOaDTKa6+9xqFDh3j22WfZsWMHx44d4+jRo7z66qvs3LmTvLw8KisrCQQCHDp0iI0bN3LmzBl27NjBvn372L17N1OmTGHbtm243W727t1LV1cXFRUVIr76xo0b6erqYnh4mEuXLolnYN++fWRnZ3P48GHcbjd5eXmYTCZeeeUVXn31VVwuF6+99hrHjx/n7NmzuN1u3nvvPSZNmkRNTQ3vvvsuLS0trF+/ntOnT1NQUEBGRgZr165lzZo19PX1sW7dOg4fPszFixcJhUJs2rQJAJPJxP79+2lububv//7vuXTpEl6vlzfeeIPe3l7WrVvHkSNHqK6uRqFQ8PLLL7Nw4UKysrIoKyvj0KFDHDlyhC1btrB3716ys7PH9LPkNtjvjhtuqOXo6emhpKSE1NRU7Ha76OB+v5/vf//7nDt3joqKCpFeWk4AaGtrY9u2bcDoa5k0k5o7dy5+vx+3282cOXPEKx7AbbfdxqpVq1izZg2tra1MmTKFoqIi+vv7rzoR3WAwYDKZcDqdTJo0ib/9278VxtLhcDBz5kwMBgMqlQqTyYTP58Pj8bBo0SK+853viPyGh4f5xje+wY4dO+js7GTmzJmoVCr27duH3W4nPT2djo4OzGYzOTk5lJaWMjIyQmlpKWlpaSgUCtLS0gCIRCI8+OCDeDwetm/fzooVK+jt7WXatGlkZGQwMDBAVlYWc+bMITc3l7lz55KSkiLq7/P5uOWWW4hEIrzzzjusWrUKr9cr1uSlZRKNRoNWq0WlUpGTk4PD4aCiogKbzSbWUhcvXixmmTt27CAYDKLRaFCpVKjVavR6PRqNBqPRKNJJuktJSeG73/0uc+fOJRaLodVqsdlsor26u7sxm80888wz4s0kGo3y0ksv8bOf/YxAIIDT6RRvAd/61rf4yU9+wsyZM8nPzx+zjCS17Te+8Q3uvPNOIYdWq+W+++7D6/XidDoZHBwkFouxevVqHnzwQZRKJW1tbXzzm98U+nE4HOj1er773e8ye/ZsjEYjpaWloh+kpKSgVqsxm83MnTsXlUpFcXEx7e3t5OTksGrVKlG2XMZYLIbNZuOmm27C7XbT19fH1KlTeeaZZzAajUyaNIk777wTrVZLZ2cn3/zmN2lvb8disfDMM8+Qk5ODWq1myZIlhEIhOjs7yczM5Pvf/z7Z2dmkp6dTWlo65tl7+OGHWbduHampqbzzzjvcfvvt2O12MjIy+P73v09mZiaFhYUUFhaiVCqZMmUKarWanp4eRkZGWL16NcuXL0elUjFnzpwxezVJ/O644YZa3pB33303b7/9Nh0dHeLB8Pv9RKNRLl68yE033TRmbXhkZETMxo4dO0YoFKKtrQ2TyYTL5SISidDf349er2fJkiWsXbuW4eFhMYNtamoiLS2NzMxM7rrrLi5fvsyePXvEA+tyufB4PHi9XjIyMqipqWHVqlWcOnVKPIgAq1at4q233sJut+PxeBgaGsJisbBgwQKOHz+OzWYTcjc3NxOLxfjjP/5jFixYwODgIF6vl6GhIVpbW4nFYtx88814vV7ee+89rly5glKpFHG6U1NT6enpob+/Xww6d9xxByMjI6SlpbFixQp+85vfEIlEWLx4MYODg/T29hIIBLDb7WJzFqC7u5uuri6+/vWvc8899+D1ekU6gM7OTvE/FAoRi8UIBALU1dVht9uJRqNEIhECgQBDQ0MiX6/XS1tbGzqdjoyMDDo6Ojh06BAKhQKn08nAwIBIe88999DR0YHT6USlUhEIBOjv7ycSieBwOAiHw9x77700Njbi9/vFrL28vFxsNq9du5bLly+L5a8VK1ag1WqZPn06DoeDUChEV1cXTqeThQsXolQqaWxsFAOGVG+FQsGzzz7L888/z80330wwGKS9vZ3s7Gw6Ojo4efIkNTU1dHR0MDw8LIzZ4OAgKSkpDA8PA6NvhBs3bhQThFgsRl9fH5FIhHA4TH19PWfOnOHEiRMA6PV6zGYzmzZtYmRkBLPZjMvl4uOPP+aJJ57gnnvuobq6WkuJbr4AACAASURBVAx8brdbtF9NTQ3Hjh1j+fLlNDU14fF4KCoqIhgM8v7773PPPffw+OOPU1dXJyY2w8PDuFwu8RwALF26FKPRyNNPP41WqyUlJYW7776bs2fPij2Ynp4eMjIySE9P5+233yYQCHDbbbeJ585sNhONRnE4HGLDNWmovxjccHpePA2sv7+flJQUDAYDXq9XdNzh4WF8Ph85OTnA6A5/NBolFAoRCoWwWq3AKBNA2tmXb2hoNBocDgdmsxmVSoVGo2FkZISenh6sVisGg4GhoSEikQhpaWkEg0HxyiYtqXg8Hmw2G729vWLWJ5fbaDSKDT9pw6anpwebzYbBYGBkZASfzyeMvCQ/jM6qnE6nkC8ajTI4OCiMvCSLRqNheHgYjUZDSkqK2MyMxWJiNtbX10dqaioajUY8jHIdazQalEolPp+PkZERDAaDYJ/INz4lHUrLP2q1mmAwKFg3CoUCnU4nNsR0Oh0wOtOX2kEyDEqlEp1OJ5aTdDqdeBtyuVyEQqExDAL5uqZWq2VwcJCRkREyMzNFGRJTQ6vVYjKZCIVCom1DoRBarZZwODyGcaHVagkEArhcLrKyslCr1YTDYSKRCLFYTPQ7rVaL3+9nZGSE3t5etm3bxtNPP82Pf/xj/umf/on8/HyxrxIKhUhLSyMSiYi3ucHBwTH9MBKJYDAYeP/997FYLJjNZsrKyvj3f/93YrEYoVAIn88nGEnDw8MEg0FR356eHvR6PQaDAa1Wy/nz59m1axdPPfUUP/7xj3n++efR6XQEAgGysrLweDwEAgFxf19fH2q1GovFMoaJJMkbi8UEg0peD/l94XAYvV5PJBLB6XRitVpRq9V4vV6Gh4dJT08fs8whbQgnNxV/d9xwQw2fGmuJIiQ3TBLkHGKJ7RDPH02UXvp8LY6wZDykne5E1CLpczwtT7pf2vWW0kj/E+UTz9eFT3f/JUjyyOWW5w2IB07KR07Ris9PKl+SQb5sFC+LpOP474l0J+UrTyf/LVH7yQdQef3i2yi+7cZr2/gyE9En5XlJdU1UJ0l/8kE6EolQW1uL1+ulsLCQgoKCa5aRqL3lA/qFCxdQqVTMmzcPi8WSUN8S5HnJ8wmFQtTW1uL3+5k2bRpTp04VA+r13C+/Lm+bRDLH/yaXdTzeeRJfLG64oZZ3gPjfrvVZnhauPkzgs8qIT5/IyMZ30Ph7xysj/uFN9OBeS/bPqud4D5BcvkR6kz+M16M/eZ6JBk95HvGz4ER5jVfvRIPReAbvWkZFkiHeuF+PARlPvvgBKZEOP6u+8dfHK2c8Izre50Tt9Hn1P14eiWS6nr6bqK5JA/6744Y7vEgPlVKp5MqVK9jtdrKzs8c0tNTYSqWS1tZWduzYQV5eHhcuXCAvL2/M7EzuRCDvHHKOr7xzKZVKLl++zJEjR+jt7aW2tpbS0lKRRj5TkOchv18OpVJJeXk5fX19dHd3c/bsWUpKShI+/PIZVPxs6s0332Ty5MnU19eTnZ191Ww/EolQXl5OY2MjTU1NZGZmkvL/2Tv36LaqK/9/JMuyZEuWbfn9thM7iZ34ERKS4LwICWEgIdAAbWjLMO1A2xlmOs92zVrtlLa0U9awZlgDZQYG6JBAIDB5kEAehBA7dh5O4iR2bMfvt+WHZEmW9bRk6/eHf/dwrSjQzu/Xmnb8XcvLku695+yz77n7nHvOd++t1dLT08PZs2cxmUykpKTwwQcf0NPTQ1NTE2q1GqPRiMfjoba2lpycnLAyScyAgoICFAoFnZ2dVFZWkpqaSlNTE8FgkHfffZfS0lLOnj1Lbm6u0NPo6KjgfEtLIZLMra2tWK1WkpKSbjKASqWSc+fOYTAYxNq/9Lt0vbQ3oNfrRbny+yS/t/J2heo3tH9IbxdVVVU0NzezaNGiWQ4h0nnSG5/8N/n3z/qT9yW5E4m8f/0m5Uhyhw5Qv4lMobr6n7bt88qfN9L/75jzzUT5SO7z+cQD4vF4GB8fn2WcpqamBJ/a5/OJV3+bzSaMg81mw2KxoFQqGR8fF5s5fr8fm80m1tfknlijo6MsX76cS5cuCecWv98v1sGVSiV2u53h4WGxaaZQKHC5XIyMjKBQKPD5fIyOjoo29fT0oNFo6OrqYnh4mLNnz6JUKhkbGxNrn5OTk1itVtF+abDx+Xy0trYyMjIijIjP5xPtmpqaIjIykmPHjqHValEqlTz99NMEAgF+9rOfCScWjUbD4cOH0ev1lJeXCzqh5Ik3PT2N3+8XDAfpXoyPj/PUU0+JTb9//dd/5fDhw8TFxeFyuUhISKCxsRGv18v09DQul4ujR4/i9/s5c+YMNTU1TExMiPsobWBK58MM48ThcKBQKDh27Ji4N9L9Hh0dZXR0FKfTKeSUO8mMjIyIzcypqSnGxsaEDFJfkvYZlEolXq9X3FNJD9JGqNSPxsbGBGVO2vybmprC4/EIR5pQ4/brQm5k5U5I/9NyFIpPHVekJazftKx5/P5gzh1e5Oju7kalUtHV1UVrays2m41du3ZRWlqKy+XipZdeIjs7G6VSycjIiNi5lyh72dnZ9Pf3s2bNGkwmE+fOncPn81FWVsbx48dJS0tjcHCQzMxMfD4ff/d3f0cgEGDt2rUMDAxQXV3N/v37aW9v59ChQ2zfvp3jx4+zZs0aWltbaWlpYd26dfzRH/0RAwMD7N27l4qKCrxeLx988AF6vZ6EhARB4wsGg8TExHD48GHMZjM6nY7a2lomJycpLi6msrISg8FAfHw83/zmNwHYu3ev2LABuHjxIosXL2b//v0EAgEyMjLYsWMHAHq9Hq/Xi0ajISkpCZVKhdfr5W/+5m/47ne/K2hkDocDq9VKWVkZMGM8r127RkZGBq+++ippaWlER0fzrW99C4CcnBw2bNjAkSNH2L59OzExMaSmpuJ2u7lw4QK33347Go0Gt9tNfX09sbGxvPrqq6xYsYK8vDzOnj2L2WzmtddeQ6VS8cgjj5CXl0drayspKSlcvXoVk8mExWLhK1/5Cm+88QZZWVnU19ezYMEC9u3bR2JiIlVVVXzta1/jjTfeYPPmzfT09JCcnMyFCxcYGRkRYQZaW1tJT0+nqqqKFStWkJKSQlVVFbW1tTzxxBMMDw9js9kAGBwcxOFwkJaWRl9fH5OTkyxatIiRkRE8Hg8xMTFUVlZy48YNIiMjiY2Npauri4mJCbZt28aaNWtmzbbnMY/fBeZ8Ri3NoOBTl1+lUklJSQkrVqwQM5za2lq8Xi+PPPKIYAzY7XZOnjyJUqlEq9Xidrvp7u7G5/Nx5swZ3G43BoMBm82GVqvl0UcfRaVSsWvXLjH7lfCTn/yEb37zm2Kn2uPxEBcXh8/nE5S/RYsWiddunU6HyWTCZrNx8eJFFAoFjz32GCdPnmRiYkLE84iIiCAxMZE77riDjz/+GK1WS2RkJA6Hg/j4eHbu3ElXVxcwY0BPnz7NI488QnJystjFv3btGteuXSM/P19Q5qSy29vbeeGFF9i1axcAr732GnfeeSdPPvkkTqeTqKgoRkZG6O3tFXrW6XQMDw8TGRmJXq/n4Ycfpru7W5Q7MTHBI488QnV1NceOHWPDhg14vV50Ot2stwapHK1WS1lZGUajkenpaSwWC0NDQ0RERPDlL3+ZvLw8UbbdbkepVLJy5UqWLVuGyWSiqKiIZcuWMTY2hsPhoK+vj0WLFokBJDY2lh07dhAIBBgYGOD48ePk5ubidDqZmJhg5cqVPPzww2RnZ5OSkgLAmjVr8Hq9HDlyhOeee06wZM6cOcOCBQuwWq243W6++tWvMjg4SHZ2Nlu2bMHn8/HBBx+QnZ0tuPBFRUWsXbt2loPKvJGex+8Sc26o5UsfHo8Hj8eD2+0WnyX6mtFoZGhoiJaWFlwuFx6PB6fTSWJiIsPDw+zatYv169fz2GOP8fbbbzM5OYndbmfnzp1UVFQwOjqK1+udVT7MUIh2796N1Wpl+/btHDx4kKGhIRwOh3C1LSoqYt++fXi9XsrLy4GZ9cE///M/p6amhsHBQbFcIe3iT0xM4Ha7BcWwt7eXhIQEhoaGeOKJJ1i4cCEWiwWfzyde6aVljOvXr2Oz2cTyQGxsLF6vl8LCQv70T/9UzOhsNhsVFRV897vf5dlnn2V4eJj333+fL33pS9x2223Y7Xa8Xi/FxcU88MADYvCQqGByPUv6gJllBckV2W63k5GRIbjYXq8Xl8uFw+EQ92Bqagqn08lHH33EiRMniIuLE3RKOW9bqtPn8+HxeHC5XExNTTE+Ps7o6CgulwuVSoXRaOT5558XDiHSMorL5UKhUBATE8P09DRPPfWUiD8iUfikJbHY2FhByVywYAFXr16lvLwcl8tFdnY2f/qnf4rZbGZycpLk5GSam5vp7e0VHowTExP85V/+JWq1WlDdpL4Y2m/nMY/fNuZ8MxE+3bSQZsDJyckYjUYSEhJITU0lLS2N1NRUoqKiMJlMlJaWYjAY0Ov13H333YyPjwvebltbGxs2bGD79u3Cqys5OZnY2FgSEhIwGAwYjUYMBgO5ubliZr506VKGhobweDysX78epVKJ0+lk1apVtLS0CI7oBx98wObNm8VMt7y8nAcffBCVSkVnZycPP/wwKpUKnU5HbGwssbGxlJeXMzIywrZt27BarTgcDlJSUjAYDCQlJREfH8+CBQsAWLJkCQ0NDRQXF5OcnExMTAylpaXk5eXR1NREeno6Op1O8H41Gg0bNmxgamqKuLg4Jicnqa+vZ/369eTn5zM5OUlsbCyZmZlCzy6Xi6ioKKHnxMREEhISWLBgAQrFDAc4IiKCe++9l+XLl2O320lJSSE2NhaDwTBLlzqdTsQ8ycnJEcskOTk5JCQkiHbCzLpxfHw8SUlJJCYmYjAYyMnJISsrC6vVSk5ODrGxsdTV1bFx40beeecdNBoNq1evJj09nampKTIyMli/fj2NjY3ExsZiNBrR6/WirRqNRjiyZGdnU1RURHl5Obm5uaSlpZGZmUlLSwtJSUnExcVhMBioqKhgaGgIhUJBUVERW7ZsEe7niYmJxMfHYzQaSUpKEp6RoZtx85jHbxNzTs/7PHwWVSscpSkcfejXfVUNrUvaiDp69KhgIERGRrJp06bP5PxCeF5pOCqdXEapzFtxuEPbLq9TLkvo8d9EH58n42/LOElle71edu/ezcqVK7l+/Tp33303qampn9kPPkv+UD3Ir/1NP88b5nnMFebcUMsfBmn3XR4rOtx3+bWScwfMpi1J7AjJgEm/yZ0CJKMoD74knS9nhURERGC1WlEoFCKgUCjFSi6rXM5Q6qAks/S73BNPTt8KdaCRx/iVfpdHJpPYKZIu5TqAmSUeuSyhepA7/MjbLh9E5PqT/5e3OdQwSjqWZAxFqFGNiIjA7/eLNyS1Wh3WiSfUuSMiIoJAICD0KJ0jh6QPSY9yWlxom0PLl+QMdbSaxzx+F5hzQw03G7OqqioWLFhAZmbmTQ+Q9F+6pr+/n4SEBGJiYhgZGeHGjRts3LjxJmMZzmNLTv2TlgTGxsbIzs6eVa/ci0/OW5UbVOnz6dOnKSoqYmpqivj4+FkJByRj093dLdaECwoKiIqKwuPx0NbWhlarJTc3l97eXiYnJ/H5fKSnp4tZpXzW7XQ6sdlsZGVliUD2fX199PT0sH79egKBwE3UrS/qzDD0LUk++M17vc3jfzu+EJuJ8gcU4MqVKyJEqTRLUigUgiMrf2i/853viHCVCoWC9957D5jtABE6O5VmXRIXdXx8XGTFkMJoyg2GdO7g4CB2u13EwZAvN0iyX758maamJjo6OnA6nTfNbpVKJW+++Sb79++nt7eXH/zgB8AMVzkiIoLa2lqcTievvvoqJ06cIBgMcv78eSGTPOD72NgYN27cmKXP6elpEUVQpVJhs9kwmUxfaCMth/wNSD4bn8c8/jdjznnUckPW3t7OtWvXMJlMLF26lKamJs6dO0dFRQVjY2OMjo5SUlJCQUEBMJMI4NFHH6WmpgaYCd6TkJBAW1sbnZ2dxMbG0tvby+DgIN/+9rc5duwYU1NTLFu2jNOnT6NQKCguLmZkZIQLFy7wZ3/2Z/j9ftxuN4cOHUKpVFJWVsaJEydIT0/n6NGjbN26leXLl3PhwgUMBgM7duxAoVBw48YNkfQAEBtyZ86coauri4KCAioqKgDERtyWLVt48803Aaivr0ev1/ONb3yDmJgYdDodCxcupKSkhIULF4oy9+7dS0REBBkZGZSUlAgmxr59+4iKihJJFV544QVKSkpoa2uju7ubn//858AXl1oWuoYcKuMXUeZ5zON3hTmfrshno6+88gqrVq1i+fLls6KAnT17lnPnztHf3y+i5wGcOXOGuLg4hoaGuHbtGnFxcfT39/Puu++yfv16Kioq6OrqIi8vT7gHDw0NcfbsWSwWC4899hhHjhzB5XJRUVGBXq+nsbGRQ4cO0dfXR3d3N3V1dQwNDXHPPfeQnp7Obbfdxssvv0xMTAxHjx5lZGREyL527VqKi4vRaDR0dnbS0NDAO++8Q1xcHO+8846QW6VSUVdXx5/8yZ/wne98B5hJmjAyMsIDDzyA0+lEo9FQW1vLr371K7FMIpW7bds2Ll68KJZL3n33XdRqNV/5yleIiYlBr9ezdetWampqMBgMsyiF85jHPH7/MOeGWg7JtTkYDNLV1cWrr75KcnIyDoeDv/mbv8HhcPDyyy8DM7F4IyIi2LhxI3fffbdY/lCpVJjNZi5dusSNGzfo7+/noYceoquri0AgwJNPPsn27dvxer1otVrUajUKhUIYQ2k25/F4+Mu//EvuuusuPB4Per0ehUIh3JKjo6P5xS9+ITYXJXdzyQ1eKsfn87FkyRJ+/OMfi800r9fL6tWreeKJJ9i3bx/T09O0trbyzDPPsGHDBq5evUpkZCQrVqzgySefFIkCABHrIjR8pBSjWAoVqtPpiIyMFDLNYx7z+P3FnPOo5RuEGRkZnDhxAoD8/Hxh2BITE0Us6dLSUjIyMrh48SKRkZGUlJQQGRlJc3MzqampKBQKduzYwfnz54XjRltbG2vXrmVsbIyxsTFycnI4duwYbrebFStWcNttt3Hp0iX0ej1Wq5X777+f9vZ2PB4PiYmJ9Pb2snr1ahEgffPmzVy6dAmDwUBWVhYAqampfPTRR6hUKuEosmTJEjIzM7ly5QpZWVnC4N64cYPJyUm+9KUv0dzcjEqlore3l8bGRpKSkrj77ru5evWqCIUprZE7nU56e3vJzMzEYrFgNBoZHR3loYceErkItVotExMTpKWlYTabKS0tpaGhgZUrV4pEA/PLCPOYx+8X5pz18Xm8Xenz9PS0CEYkZ4nIzw9lDUjly8tQKpWYzWb+/u//nl/+8pfExMSE5c7KZQsnk/zY53G55cflm3qh/Gc53e7X5T//Onzn0DLktLT/H2vWn8XdnotBIXSD+v9nW+cxj7nAnBtqIKzhDT0up9dJ1C0pRVAwGBRUtFCObCjFKyIiApfLRX9/P9nZ2SJLimQkpbLlFLHQ+uUcbPiUAy6n+4VSDqXzpOslyDnCofxkeR2hPGWpPDm3OJRHHnpuuMHh1zFccsP3WaFkfxPI9SP/rFKpwvaDcNzn30R+mH2fpO9yXrnEqAm95/OGfh5zjS+UoZbzhENnRHLj+HkOB7eapUvHYLaTilRWMBgUbsjhZoeh5yoUChEuVD7TDzcrlxtJKeWR3GCEZjGR87vDzRBD5ZAb8tABI9TYTExMiOBSki6AWUZT3lZ5+2810wdEXA9piUWu41D5f537GA7hdBHuNylm9+TkJNHR0be8f7/OG8k85jHXmPM1apj9oMp5s5KhknubSec7nU727NlDTk4OkZGRPPvss7z//vtER0eTk5MjZtjHjx+nqqqK22677aZZs7yejz76CJ1OxzvvvIPb7SY3N1dwki9evIjL5UKv17Nv3z6uXbuGTqcT0eJ+9KMfUVpaik6nm7XsIp8Ryw1IfX09e/bsYd26dbM8GuXXhBrL//iP/6C9vZ2SkhJefPFFEhISCAaDdHR0MDY2JqLGhepL+i61vbq6murqahYuXCjeJuT3QF633NBL8h04cIC8vDyxCSvXodfr5emnn2bt2rWo1eqbMrfI5ZL0VFVVxRtvvIHJZKKlpYXi4mJ6e3uprKykurqauLg46urqeOutt7DZbNTV1VFSUnLTrDj0T3rb+tWvfsXY2BgLFy5EoVBw6dIlLly4wPnz51m4cCEajYZr167xxhtvsG7dOgAOHTrEwYMHsVgsXL16VWRHD+2r85jH7wpzzvqQ0/PGx8e5dOkSVquV8fFx2trauHLlCiaTScRxls/oqqurcTgcjI+Ps3DhQn7605+yatUq4FPD197ezocffojH40GhUNDT08OlS5cwmUx4PB66u7vp6uoiOjqaxMREoqKiRLS2QCBAUVERO3fu5JVXXmF8fJydO3eSk5PD7t27AcSr+rlz5xgaGsLn89HV1UVnZyfDw8NcvnwZh8OBUjmT4aSpqYno6GjMZjNNTU1MTEygUCi4evUqFouF8fFx2tvbqaurE5m/AZHhur6+nsLCQgoKChgaGqK2tha73Y7D4aC1tVXEer548SJ+vx+TycSVK1fo6OgAZuJdL1q0CIPBIOqUdNrX10dzczNdXV0MDAzQ09ODQjHjFDQ0NMTAwIAIvzo4OMiVK1dQKBSMjIxw/vx5/H4/wWCQy5cvMzAwILjxnZ2d+Hw+QXc0m83CYEdFRTE6Osqjjz7Ku+++i8Vi4dVXXyUiIoI//uM/xmg0ikS2DzzwAMuWLRPf+/r6cLvd9PX1MT4+LsqXQqn29fUJRyaYid733HPPcdddd7F161axWd3V1cXJkydFqFcpSt6DDz5IcXHxfDbtecw55nxGLX/VHBkZob29nffffx+1Ws3evXux2WycP3+e/v5+urq6KC8vF6+zdXV1LF26lJSUFBobG2lvb8fr9ZKRkYFCoaCxsRGtViuyuyxdupTvf//7pKSksH//frRaLS+++CIFBQWcPn2ahIQErFYrUVFRLFq0CIDk5GS6u7tpb2/n4YcfxmKxsHv3bu655x5yc3MBOHr0KDk5Oezbtw+9Xs8LL7xAQkICGo2GGzdu8Mknn+Byubh8+TLx8fFYrVb6+/uZmJigrq6Onp4eOjs7RSzrEydOYDabaWlpYcWKFQBcv36dI0eO0NjYyF/91V+JJRSfz0ddXR1+v58DBw4wPDxMXV0dbW1tOJ1OPvnkE9xuNydOnCAlJYXLly9TWlrKRx99xPDwMP/93//N6tWr0Wq1dHV18fHHH1NZWUl6ejrvvPMORqORs2fPYrfb8fl8fPzxx+j1ev7jP/6DFStWYDabefPNN8nLy2NsbIy2tjZ0Oh0HDhxAo9HwySefcPXqVcbGxjhw4ABqtZp3332Xe+65B5jJrl1ZWSlCi27fvp3Y2FieeeYZmpubuf/+++nq6uLSpUsoFApiY2NJT09HqVTywx/+kLKyMv793/8do9HIK6+8glKpFIkL2tvbCQQCxMXFsWTJEiIjIzGbzfzgBz8gPj6e1atXMzg4yNDQEAsWLKCuro6KigpaW1upr69nenpaRHCU7zXMYx6/a8x5z5OvEba2tqLRaPB4PKhUKgoLC9m6dSsZGRncc889YlYpv3Z6epqoqCi++tWvsmXLFl566SUxU2ptbWV4eJiEhAROnz4NgMFg4J577iEpKYn+/n4KCgpYu3YtBoNBbGZJsyeVSoXL5aKxsZF/+Id/ACAjI4Nvf/vbwk1bOm/r1q0sWLCA3t5eFi5cyI4dO+ju7iYmJobJyUnOnz9PeXk5FRUVZGVlERMTwz333IPb7ebatWukpaWxceNGtFoteXl5bNmyZVZ7nU4nO3bsYOHChfzkJz8BZmbXwWCQsbExtFotS5Ys4a677iInJ4ctW7bgdrvR6/VUVFRQVFRES0sLCxYsIC8vj8bGRjIzM9mwYYOoY+nSpQwODvLd736XO+64g6mpKT755BPef/99XC4Xa9aswefzkZWVRVFREadPn+bixYskJydTUVHBqlWr8Pv9bNmyheTkZOH6vnHjRtLT04mNjeXee++dFX9kampKDIYSFi9ezKlTp4iPj+f555/HYDBgMBgoLi6etbau0+mIiYkhNjYWjUYj+omk7w0bNoicmjATZvUb3/gGJ06c4MiRI+KNYmBgAL1eL+RVKBQYjUaKi4vR6XRh++o85vG7xJwbavj0Afj4448ZHBwEZuJY2Gw2hoeHhfu43W4HZpY1vF4vJpMJs9lMf38/Bw4coL6+noULFxIREYHFYqGlpYVHH32UJ598khs3btDW1oZaraampobJyUmysrJm1WexWLBYLCJt09TUFH/9139NfX09VVVV1NTU8PHHH9PZ2XmTE0pNTQ0Wi4WCggIRgP7DDz/EbrfjcrkoKyvjww8/pK2tTWQysVqtuFwuFi9eTGtrK2vWrEGr1TI6OorZbBb5GSX5HA4H3//+97l69SofffQR586dY3h4mGBwJsegpCez2czo6Ki4vr6+nsHBQcrKyujp6RHJEFpaWrjjjjuIjY0F4F/+5V+IiYmhubkZm80mMqyUlJRgNpuBmVyCXV1drFmzBrvdjl6vp6urizNnzmAymUSgqJGREeGen5GRIZZqpGUtaePRarUyNjbGt7/9bXp7e/noo484dOgQFy9epLCwkOLiYoaGhnC73eTl5ZGXlzcrCt+JEycYHR3FZrMJnrzT6WTJkiUcOXKEzs5OsfTh8Xh44YUXMJvNrFq1Ssz4H3roIb785S8TDAapqqoSSQ3y8/PJzs6etbE7j3nMBb5QrA+r1Up3dzfJycnADAtBrVYzOTkp/kuZs8fGxhgaGiImJoaMjAyam5uZmpoSLtx2ux2TyURBQQGBQICOjg7S09N59tlnWb9+G1EISQAAIABJREFUPWvXrkWlUjE4OEheXh6Dg4Oo1WrByMjMzCQQCNDS0iJSay1evJi2tjYUipkYIWq1GpjJtNLW1kZOTg7x8fEitoeUkspoNJKens6NGzcIBAJkZWUxMTFBbGws4+PjZGVlUVdXJ5IlOJ1OkVosNzeXqakpka6roKBADCqJiYkij6Ckx8jISCYnJ1EqlRgMBv7t3/6NjIwMtm/fLuKgSMH7a2trMRqNFBYWAjM5KycnJ0VORymxrLSZKC2PGI1G+vr6iIuLIz8/n76+Pvr7+1m0aBHj4+PEx8cLxyLJUBYWFmI2m8Wx3NxcIiMjGRoaEpt9Ho8Hs9lMUlISbW1t6PV6ioqK6O/vx+FwkJubK3jvCoWCsbExuru7SUpKQq1W4/V6Z+m0vr6emJgYjEaj0FF3dzdDQ0Pk5uaSmJhIe3s7ubm5qNVqurq6iIyMFKnS8vLyZjFG5g31POYKc26owzlLfJ6TR+h1oeFGQ3mvcgrbv/3bv7Fjxw7y8vJuisl8K1lCaXPh6HSh14UyHm6VaCCUPifVEVp/KAXts+SWy/Sf//mflJeXs2LFCsHZDlfGre5HaHtD6w3HM/519BiuvnDtkv92K12Ha/+t+N6/iWzzmMcXBXNuqMNBenBCQ4lKkBs/+JSvG8ovDveAyoPph14XWr7cWMnPl84JNWjya+Vl3+qc0HJDDb98A+tWyRHkegqlHcp1casyQwcTedtCZZS+h1IbQ7nSoYZfOk+uB3l58u/ywVNupKVZfSh/OrS+UNnD6Vx+jeTocqv+Em4Amjfu8/hdY87XqOUP0/Xr19m3bx8nT57k2LFjBINBnE4n586dm8ULlh4SaVPqyJEjuN3umzjA8ljS0n+JahXO60ziAr/00kuiPKlOeTYTeUzo0LjXSuVMctq9e/cSCAQ4e/asKEd+riS/XD5JH6+88goWi2VWsgKpXvn3vr4+Xn/9dXw+H06nkyNHjghqWqjBkdphMpl49dVXbzJocvlDueyTk5NUVVXx8ccfixgkcp1K7ZDOl+tMfg+k30L1JzfGAC+//LIIEyvF8L548SL79+8PO4DI675y5QrHjh3j5MmTnDhxIuwAIZdHHv9EaodcRrme5g3zPOYKc26o4dOHzm63c/DgQdavX09HRwff+973UCg+TRjgcDiEIZJmccPDwzzzzDNUVVUBiCzUDoeDqakpbDYbPp+P8fFxfD4fKpUKp9MpyvH5fJjNZjGrio6OpqurC5fLJbKDS5lflEolfr+fiYkJXC4XweBMslu3200wGBSxqHU6HY2NjcIzDmY44lKEO7/fz/T0NOfPn6exsVHoYXp6Gq/XS3NzMw6Hg2AwiMViAWY43VJWcckw6XQ69u7dy89//nNiY2Pp6upCq9UyOTkpwq9OTU0JGt/09DQej4f6+nohk9SOyclJrFbrTZlxAH72s58xOjrKhg0bOHr0KO+99x5KpZL+/n6CwSCVlZX09vaiVCoZGRkR7v1ut5vx8XFh4AKBgJBnamqKQCCA1+vFZrOJe+r1erlx44bY0JXui81mE0kdTCaTmHmPjo4yMTEhdGKxWFizZg379++noaFBtFPaWPX7/SKtWk9PD5WVlWIAl/qMxNMOBAL4fD5sNhuBQACr1fr/0MvnMY//Ob4QiQMkgxATE0NycjIajYannnqKr3/965w/f56+vj4KCws5ePAgPp+PO++8U8RYbmho4Ic//CEfffQR27Zto7a2lgMHDlBRUUFdXR25ubm0tLRQUlJCX18f3/72tzlw4AB+v58VK1bQ3d2Nw+EgNTWVnTt3AhAdHS3iVi9btowTJ06g0WjIy8vjxo0bTE9PYzKZ+PKXv8yvfvUrFi9ezCeffEJsbCxOp5PNmzeLDc2mpiYKCgo4fPgwgUCA0tJSjh07RklJCadPn2b16tUsW7YMhULB7t27BQPD4XDw+uuv4/F4yM/P58qVKyKS3z/90z8BM+FSv//973Pw4EH279/PokWLcLlcvP322yQkJBAVFUVUVBRnzpxh06ZNdHR0kJycTHR0NNevX6empga/38/ixYuprq4mPj6emJgYvvWtbxEIBIiMjMRqtdLU1MQPf/hDIiMjueeee3jttdcEa2P16tW88cYb7Nq1i6tXrzI6OopGo0GtVjMwMMDY2Bi7du2itLQUk8nEW2+9xVe+8hUOHjxIaWkp586dw+/380d/9EcMDg4SDAZFVh+YccLZv38/Op2O6OhohoeH+eSTTwgEAmRkZNDX18eKFSsoLy9namqKrVu3cuHCBcbHx/ne975Hd3c3x44dIxAIsGTJEqqrqzEajURFRaHX62loaECpVHLo0CGWL19Od3c3jz/+OG+++SZr167l6NGjIqys2+2mrKyMBx988Ka8lvOYx28TX4gZdThIr8kS++H06dNYrVaSkpIEpc7j8XD58mWUSiXNzc1YrVb0ej3Jyck88sgj+P1+du3ahVqt5oEHHiAyMpIPPvhAsA4kZ4z8/HwGBgZE3W63m5/+9Kfcc889VFVVkZiYyJe+9CVOnTrF5OQkmzZtIj09HbPZLLjFTU1NfOUrX6GlpYWuri5hJN1uN6dOncLhcAiHmoiICL761a9SWFjI0qVLgZlZe3V1NQ899BC5ubnCmzArK0vMqnfu3Inf759F25ucnOTnP/85L730EgMDA9TX1zMxMcFXv/pVampqGBkZYd26dWRnZ2MymXjkkUfQ6/UcO3YMpVJJdHQ0NpuNuLg4Hn74YcFnvtW6r/Q5MjKSq1evotfryc/PJz8/n8OHD5Ofn4/D4RCUxBUrVtDW1gbMvAG4XC7i4uLw+XxERESQn5/P1q1bOX/+PBcuXOCRRx4hKSlJvEUdO3aMzMxM7r77bqanpwkEAiQkJNDS0oJGo+H69es37VU899xzfO973wNmKJ82mw2j0YjVakWlUrFr1y4sFgsxMTGsWrWKhIQE0tPT+drXvibC6fp8PpRKJWlpaezYsQOtVsvDDz9Me3s78MXNlDOPP0zMuaGWbxK6XC5GR0fx+Xy88847ZGdnk5eXx8jICMnJyVgsFu69917uvvtuAKqrqykqKuK+++5j48aNwvVYSgLgdrtxu914PB48Hg8TExMkJSUxNjbGpk2b+PrXv47FYmHhwoV861vfmiXTnXfeyXPPPUdqaipjY2O0trYSFxdHIBAQPFtpuUNau5Ze+yXj5/V6cTgcJCUlYTab2bFjBxs2bBBLJIAYIGJiYgBoamrCbDYLmll5eTmPPvooIyMj+Hw+vF7vrAQEQ0NDxMXF8Sd/8iccPXqUvLw8JiYm6OnpQafTERERgd1uFzK0trYyMTGB0WhkaGiIxx57jNLSUiwWCx6Ph2AwSE9Pj1hmSEhIoLCwkGPHjgEzvOU1a9awefNmCgsLee2115iensZsNqPX65mamuIv/uIvCAQCuFwuPB6PWP5RqVRCl/J743K5hKPR9evXsdlswlAnJSXR0dEhEgK//PLL+Hw+QV380pe+xEsvvSQM549//GOys7MpKSnh0KFD4l5s27aNu+66i5GRESYnJ/F6vUxPT9Pf38/4+PisPtPS0oLT6Zwlo9frxe12i+Ww0L47j3n8NjHnLuTw6SzN4XBgNBqxWCxotVoef/xxEaPjzjvvJCIigv7+fhGIqbe3l7y8PJKSkoiOjkalUgnObEZGBpGRkYKbbDQa0Wq13HnnnWg0Gjo6Oli+fDnZ2dk0NzeTlpaGTqcT8US2bt2Kx+NhzZo1ImvMzp07RR0Gg4GCggJiY2OJi4tj1apVXLx4kfvvv1+8WsfHxxMVFcWdd94JwNDQECkpKeh0OnJycsjMzMRsNrNo0SIUCgWLFi3i+vXrLFy4kDvuuIP09HRaW1tJTk4mNjaWpKQk4uLiyMrKQqvVYrPZmJqaIjc3l6VLl1JcXMzixYuJi4ujpaWFBx98kLi4ODQaDUVFReh0OgYGBigqKuLuu+/G6XSKgE56vZ7ExEShj+bmZlatWkUwGOSOO+5gaGiI9vZ2CgsL2bZtG1euXEGtVnP//feTnJyM2+3mvvvuo7GxkdjYWBISEoiPjychIYGUlBTS0tLEkojD4WDp0qUYjUYSExPFjHbdunVcu3aN4uJi8vPz0ev1FBYWCsNdXl5OcXExExMTrFy5Er/fj91u5/777ycxMRGYMbRFRUV0dXWhUCh44IEHCAQCDA4OkpqaisFgEP1l5cqVTExMkJCQQFJSEvn5+RiNRoaHhyktLRV9KS4ujvj4eOLj4zEajeTl5c1vMM7jd4ovND3vs7jH8s+34iHf6vxbfZb/vxVdLvQ3eX2fx++9FX0t9JxwZX4W9e1Wst1KrlAdhdbT19eH0WgUziW3otN9Xrs/q42hbfpN7tHnIRyvep5SN4/fZ3whDHUoLzYc11n6L1HT5NcpFDNcYjkHV6VS3RQkXkLomqacthUMBgUlLDQAf6jjhVyG0M9ymSWamZzmJ5UlD1g/NTU1iyonl1Xebqk98oD3oXVK54RyteXf5XLLB6jQeuT0NklX8jrkbZeHkpXaB5+yNz4rwa50vSSf/H6Eq0sOSWa5DiWdyfn4n+XkJJ0bjpsdel7owDePefw2MeeGWt7hvV4vwWBQxH6OiooSdCnpM3xqZCYnJwXlTKPRoNVqgRmK3sTEBHFxccKYSeugBoMBIKzTS7gZqvRZpVJhMpmIiooS9LPU1FTBy5YbGaksubGBGWpYX18f2dnZIvFsKIdYMjjSWqharRZG2+fzCV3Ive6kOkP1Kh/8pLLl1wwMDKDVaklMTJzFL5dYF1LmGSmhr1qtFhl1wg128gGmt7eXuLg4sa4vn5FL583PcOcxj18Pc76ZCJ8a65qaGr7zne/Q0NDA008/TXV1NW63W0Sqkz/gMLP5+OSTT3Ly5EmeffZZmpubmZiY4O2336a2tpa3334bu93OH//xH1NbW8ubb74pdu2lsuT/5Q4oKpXqJmeUhoYG9uzZw+DgIC+++KKQX36N5Jgij8IHn8Ytef3117l+/fpN9UvXSgPEW2+9xTPPPENERAQNDQ04HA4GBwd54YUXiIyMFEZX7qThcrnEoCF3SpHKliDNMK9fv85//dd/zWoHQGRk5KyZ/yuvvMJzzz0njLR0rlSmVIf0JqRQKDhz5gz79+8XZYfKJf02j3nM4/PxheJRSxtfmzZtIi8vj+9+97uCeQEI3u+6detQq9XEx8ejUCjYuXMn4+PjVFZWcuedd/LBBx+wd+9e4eCiVCrZvHnzLG/Dqqoq4uLiyMnJobW1ldzcXM6fP092dja5ubnU1tYSExNDSkoK7e3trFixgpSUFFpaWoiLixMBmU6dOkVcXBzZ2dlcvXoVp9NJamoqg4ODlJeXs3jxYhSKmVjbLS0tjI+Po1ar6ezsFBt2bW1tgjp27733ArBp0yakfd4f/OAHPP744yxdupTy8nJu3LhBd3c3GzZsoKuri9HRUbKysviXf/kX/vEf/xG73U5XVxe333572LKDwSBnz54VFDe/38+HH35IUVERiYmJXL58mbS0NJYtWwbM0OrkM2Kn08n58+fR6XQsWbKES5cuMT4+TmFhISUlJZw5c4bu7m4KCgpwOp2cPHmS8vJytFotV65cIT8/n0WLFt3kwj6PecwjPOac9SF/dTeZTDQ0NHDvvfcSHx/PqVOnSE5O5urVq3g8Hqqrq+nt7cVsNrN06VKCwSD79+8XmUmeeuopcnJyMJvN/O3f/i06nY4VK1awZ88evF4vbW1tIgPMlStXqKqqIjc3l97eXg4ePMh9993H/v378fl8nDp1SoQd7e/v5/jx4yxbtozOzk4WLlxIX18fAwMDtLW10dDQgNVq5fr16xQWFvL+++9TWlrKoUOH2Lx5MwA/+tGPWLt2reBEHzlyRIRHldgUhw8fpry8HL1eT3x8PDU1NSKmdGtrq+D3Hj9+nEAgwOnTp6mpqaGkpITY2Fjq6uooKyvjpZdeQqvVUl1dPavs0tJSYmNjee+99xgYGKC4uBiLxcKpU6dQq9UcO3ZMxGheu3Yt0dHRKBQz2Wd8Ph+rV68GZpZlvF4vu3fvJjc3l/fff5+ysjKOHz9OX18fPp+PtLQ03G43H374ITqdjkOHDtHQ0CDKkZap5o30PObx+ZjzpY/QB1VaOx4eHmZiYoKFCxcSGRnJ6OgoU1NTPP7441RUVIhr1Wo19913n3DRHh8f52tf+xonT57k6NGj2Gw29Ho9Dz/8sMgqEgwG2blzJ6Ojoxw/fpz169czOjpKXl4ecXFxWK1W0tPTKSsr4/Dhw2g0mpsC9ygUCiwWCxqNhm9961ssW7YMrVZLSUkJiYmJLF26VMxCJZd2KQSr1WplYmKCu+66i8cee4zp6WkWL15McnKy4BwDrFu3jl/84hf87d/+LSMjIzQ1NZGamorT6WT79u08+uijPP7447z33nu0tbWRlZUlHGI2b958U9nSuvfg4CC5/zfMp+QanZeXxze/+U2efPJJ1Go1r732WliGy/DwMEePHsVkMmEwGJiamkKv17Ns2TKio6Pp6+tjyZIlGAwG3G43FouFxYsX88QTT/DEE09gt9vZu3cvwKzNzXnMYx63xpwbavmDKgXSr6qqYvfu3fzVX/0VUVFRmEwmVq9eTSAQoKenR3Bmx8fH8Xq9REZG8tRTT/HLX/6Sjo4O/uu//oszZ87w4IMPEggE8Pv9jI6OkpqaOmsjrKKigmAwiNFoZP369bz99ttERESwfPlyRkdHCQQCIgi+Wq1mZGQEv9+P2WzG4XCwfv16TCYTY2NjaDQa3G43IyMjTE1NiVgbMLOJt2bNGn75y18yOjpKYWEheXl51NXVERcXRzA4k6VFiskh4bbbbuOBBx5AqVTywAMPUFpayqpVq4iOjqa1tZWIiAjGxsZYtmwZOp0Oq9WK1+ulqKiIS5cu3VS25ESyZcsWzpw5Q3V1NVqtlo0bN3LhwgWio6Pp7u6msLBQbLrCDDfZZDJx5swZjhw5wtTUFO3t7cTExDA+Pk4wGMRsNuN2u9m0aRMHDx6kvr6e+Ph41q1bx7lz5zAYDHR2dlJcXCxm0/OYxzx+PXyhWB+Sd5jL5UKn06HRaJicnGRqaoqoqChcLhdOp5OkpCRUKpU4FgzOBFNyuVyo1WrhEZeamioCAAWDwVkGQqGYCcQTDM4E25e86wwGgwi+HxUVxeTkJC6XC4PBIALySzJrNBrGx8eZnJwkPj5+Fo1MmnlLG3OSMdPr9ajVaqampjCbzSQkJMyie0kbkXJKXCjNzuPxYLVaSU1NFVlvjEYjTqdTvGWMjo6KsqW1YKlsQFwXExODSqViZGQErVaLVqvFbDaTkpIiEvdKena73eh0OrRarXC1lnOqg8EgUVFR2O12VCoVWq0WpVLJ8PAwsbGxwjMxLS0tLA9b/rbyece+KEsmofRM+J9ztsNxykPrmMf/Tsy5oQ6F1Ckl4yoZFjkdLFyHDufwIdHfbuVYIafTSfzhUFqedFz6fysKX7iH6bPOlRu40LLl30P5vlK5oXr4rOOhug3VZTgj+FkJGEIHEbnM4dop3zAMlTVcu8Pdt8/qL/Lr5OWF4zvL2yDnjH/e/ZNz8uXc99B78LugHYbry/PG/A8bc26oQ42Z/MGWP1By4xkIBFCr1Tc5pMiNe+hML7QTy68Llzwg+H8dGxwOBwqFAr1eP0s+OaS3AYnfHFpeqKGTH5PWpKOiomYZQKnczzLq4cqTjknZXPx+/00xpkPPhZkNQkl+uQzSedJvoUZW3j4pkJFc/6H6DReoX3q7kRIVhw4owWAw7D2X6vi8wSS0L0j3X67HUB3/OmXL26ZUKkW425iYmLCOPaEyhBv4JR47fMqpD2eUQ+/jvLH+w8acr1HLDY30WalUcubMGZqbm2cZbekhf/7556mrqxMPvHSNUqnk6aefZmxsbNbsWM5XDjdTkweJl4xLREQEbW1tvPPOO7z55pv09PTcFHRePntqamriX//1X8O2JVwwegmRkZH87Gc/o7+/nyNHjoSd3cofWEk+6Xf5eTU1NTzzzDOzsqkPDw/z9NNP3yS3vA6lcibZwcsvv0xXVxc1NTWz6gnXHrvdTl1dnYheJw1WP/7xj29K+SVvt2TE5fJLn3/84x9jNps5ceIEZrNZ6Df0nsuXcuRG6/nnn+eVV17hlVdeobGxUbQvVH8RERG4XC4OHjw4q/7QviTB7/fzi1/8gt27d/P6669z4MABoRc5h3337t0iBrb8WGg4VHkfkPdH6bPNZuNHP/rRTTP00Drl5c0b6T9szLmhhk9nb5OTk4IeptfrMRgMTE9Pc/XqVRHoH0Cr1dLU1CSMZ0dHh8g8EgwGOX/+PAMDA0RERDA4OEhjY6PwCqyvr6enp0d0aq/Xy+XLlwXLZHh4GKvVisfj4cqVKyLYk9VqJRAIcPnyZTweDyMjI7S2torM193d3bOyfo+OjuJwOGhra+PKlSsMDQ1RW1srmBcKxUwQqubmZux2O263m+TkZJRKJQMDAzQ2NqJUKjGbzVy+fJnp6WlGRka4du2aeJgvXbqEx+MRetFoNKLdly5dor+/H6PRyPj4OHV1dVitVqxWK+3t7fT19QGIqH+9vb2MjY2JQFYwk3HHZDIJXU1NTVFfX8/Q0BAmkwmfz0dPTw9TU1PY7XZaW1sZHx+nt7eXvr4+YfQGBgaw2WxYLBauXr2KQqEQhn5sbIx//ud/ZmJiQkT6S0hIEHsOtbW12O12dDodTU1NdHd3ExERwejoKNeuXRNeotKgtHTpUjZs2CBidg8NDVFfX49CocDpdFJXV8fFixdxOBwi4e3g4CCXLl0Sm84tLS3iGmkm39XVxYIFC/jGN77B4cOHOXDgAB6Ph9raWgBqa2tpbW1l8eLFDA8PMz4+ztDQEBaLZZa+FQoF3d3dtLW1MTk5SU9PD21tbbjdbq5fv05HR4e4Z2fPnmV4eFj08Y6ODrxeL11dXfT397Nnzx4++ugj8QzN8cvxPH6LmHMeNXwao+LZZ59lYmKCsrIyjh49KrjCIyMj7Nu3j02bNqFSqTh79ixqtZr333+frKwsVCoV+/fvx+l0YrFYMBqN7N+/n8jISI4dO0ZPTw/t7e2cOHEChWLG62/Lli3CAPf19fHOO+8QExPDgQMHyMrK4le/+hVFRUXs378fo9HIgw8+yI9+9CO8Xi+VlZV0dHRw6dIl3G43H3/8MWlpaTgcDhFl7uTJk7hcLpEeq7KyktHRUZqbm1m5ciUAP/3pT8nMzKS1tZWysjIOHjxIZmYmb731FoODg5w9e5bKykoKCgpwu93s2bOH0dFRzp07x+nTp0lKShKJAGDGKLW2tnLXXXfR3t7Onj17WLBgAdeuXSMyMpKPP/4Yn8/HW2+9RX5+PpmZmTQ2NrJnzx5ycnKw2WxEREQIw9LU1MThw4dFRL4XX3yRnp4eli9fzu7duykvL+fKlSsEAgHee+89MjMz6evrQ6lUcurUKXQ6nXCGGRwc5OjRo4yMjFBTU0NlZaVIEvHmm29y7733cuHCBVatWsW7775LdnY2b7zxBsnJycL4R0ZG8uGHHxIdHc3hw4dFWWvXrgXgzJkz2Gw2+vr6uO2228jIyODFF18URr26uprk5GRef/11wfLJyspi7969grff0dFBc3Mz58+fJzo6mtzcXABOnjxJWVkZmZmZKBQKLly4wMqVK6msrKS2tpaMjAwaGhooLCzk9ddfZ8GCBezZs4dAICDuQ2ZmJnV1dRw+fJjm5maGhoZ47733iI6O5vjx40RFRXH+/Hncbjf9/f2kpqby9ttvo1QqqaqqoqGhgaGhIfbt24der6eyspKUlBThUxD6tjaPPxx8IWbUUufaunUrN27cEN5/ExMTNDY2UlhYSEVFhVi7CwaDrFq1itLSUnp6ejCZTOj1eqxWK5GRkWzZsoWlS5dy9OhRfD4fFRUVFBYWEh0dzebNm0lJScHpdALQ3t4+a11ZrVZjMBjQarWMj4+zbds2IiIieO2117DZbCxdupSVK1eiVCrZtm0bKpWKpKQkbr/9dpRKJZcvXyY5OZk777yTmJgY8vPzRZ3btm0T9Y6OjmKxWFi3bh06nQ61Wk10dDRtbW04nU7uuOMOli9fTklJCZWVlTQ1NWG1Wlm9ejUlJSWsWrWKTz75RKSskuuyu7tbxO5wOp3ExsZy3333CS/N2267TTiv1NXVkZ2dzcqVK8VavNQOo9HIpk2biIyMBGDz5s0MDg7S0NCAXq8HwGAw0N7ejs/nY8OGDUxOTrJlyxbcbjeVlZW8++67qFQqkSrsjjvuoKSkhDVr1nDq1CkmJibIz88nISFBxDGJjY2lv78fu93O5s2bWbNmDdPT09x+++3cdtttwmCtXr2axYsXi7YHg0GSk5Opra2luLiYvr4+LBaLuP/SUsv69euJi4tDq9Vy/fp1EhMT2bp1K21tbQQCAVasWMGKFSsYGxubVbYEs9lMTEwM7e3txMbGYrfbMRqN5Ofnk5OTg0qlIi4ujqioKDQaDcuXLxf6bmpqYnJykg0bNpCTk4Ner2fnzp0MDQ2xZs0aFi1axJUrV9DpdGzbto3Y2Fjef/99IiIi2LBhA5mZmRgMBrZv305ubi45OTk3PUfz+MPDF8pQKxQK1q5dy5kzZ7Db7fh8PhYsWEBrayubNm0SM0e73Y7FYsHhcNDT0yNmytIywLlz5+jr6+Ohhx4SGVVuv/12TCaTeAWXqICSK3UgEEClUjE8PEx1dbVwnuno6CA/Px+fz0dycjIDAwNs2rSJ8fFxBgYGKCkpoaGhgZqaGlwuFyUlJcIDMiYmhpGREaxWK3a7XbwSw0xAfMkbcGxsDJvNhslkIisrC5fLhUajoaCggMLCQhQKBW63W2ymLV26lIyMDFJSUrh06RIAly9fpqamhs2bN1NbW0tDQ4N4YxgfH8dsNmNqZIqdAAAgAElEQVS1WrHZbLMMkCR/dXU1TqdTDCBlZWXCdT49PR2YCQq1adMmzp07h06n49SpU7S1tZGamio8JsfGxjAYDOj1euLi4iguLmZoaEgMBH6/n7KyMlJTU8nMzKShoQGv1ysSGlgsFoaGhoiNjSUqKoq3336bsbExHA4HY2NjDA4OkpKSglarxeVysXHjRtEWs9mMTqfjJz/5Cf/4j/9IVFQUCoVCZOUJBAK8+uqraLVarFYrJpOJhQsXYrVaOX78OIsWLRLlSJx+CWNjYzQ3N3Px4kVaWlr42te+xttvv43X68Xv9zM2NsbAwACRkZEMDQ1RWVmJ0+kUy01yfVssFpKSkiguLqa/vx+v10tpaSlVVVW0trayYsUK/H4/p0+fRqFQ8Mgjj9DX10daWhqLFy8WySaioqK4du2aeHbmlz7+cDHnrA/4lDXQ29vL6Ogoy5YtY2RkhIiICJKSkrh06RIZGRnk5eUB0NPTQ3R0NB6PB71ej9lsJhAICOPX2tpKZmYmGRkZ9Pb2MjAwwNKlS4URsdlspKWlERMTg8vlEjP4tLQ0TCYTHo+HuLg4YGYjyWazUV5ezsTEBPX19SxatEg4j2RmZtLS0oLH4yExMZHU1FSuXLlCfHw8iYmJjI+Po9Vq8Xq9aDQavF6veJ2W1oulQPZ2u528vDyGh4cZHBxk2bJldHV1odFoWLRoEf39/fT29lJaWirWPJcsWYJSOZNUdmBggOXLl+P3+7l+/ToJCQloNBrRHrvdLqL25ebmCr1LGVeSk5MFqyY7O1us0RcVFaFQzLj49/f3U1JSglKppKGhgfj4eJKSkvB6vfT29pKYmEhmZqaIq+L3+4mIiCAuLo6BgQG6u7spKytjYGCAQCAg2ihtQEZHR4sMNGq1WqRKm5qaEk5FUiqv1tZWSkpKRIS+zs5OVCoVCxYsoL29nYSEBCYnJ+nq6mLx4sW8+OKLPPTQQ7z00kts2LCBiooKEhISsNlsDA4OUlpaKjYxpZyRqampeDweent7BTMlJycHg8FAb2+vyJ6jVCqx2WwsWrSIrq4u3G43RqNRMFZC9T0+Pi7Ws9PT04mJiaG+vp6YmBgKCgoYHh6mp6eHgoICjEYjN27cwOl0UlhYyPDwMDk5OUxOTtLZ2Ulpael8NMI/cMy5ob4VJ1R+PJSaBtzE1w1HdQpHsQpXf2i9t6Jk3YomJ5fr87itv0l5oXqQt1cOed3h6HO/qd4l/YXT76/T5nD1yGW9Vd2fpe/Pu05e162SPhw7dozo6GimpqZYu3YtGo3mJupnaJvDtSWUhx7ats+S7VZtDj1XTpMMxwQKp9t5/OFizg21hNCHIPRYKO9V3unDGSfpeDiOtPx46AMqlRdONrks0jmh8ZjDGQp5naHlhmunvD55tmv54BMql/zc0Ac/HOR6ksv7WYOQVEeojkPbI6eOherlswan0GvCtVF+Tbh+8VmyhxrHcJzsUFmk3+QxyxUKxU33XZI1XBlS3XI55XKE8s1D+3m4QfSzuOTz+MPDnK9RyzukxIwI7ewShcxqtYoOeerUKaxW60081EAgQHt7O/X19fT398+KwxyuztD/vb29+P3+mx5w6bpQDnKocQrn7CJdd/36dUGvkwckkj+E0rG2tjZ6enqIiIjgxo0bQi8Kxcyaa29v7yxjETqzC2dMw8kleQG2tbVx8eLFsGWGGhfJUFVVVQn6WKhRCSfX593/cG8KoX1B/lluROW/S8kilEolV69e5fz58ygUnzrV+P3+WRMCOddZzn0O5axLHGzpd/l3OU8+tAw5j1o6Li9P0ps8Hrr8HHmZ0nnyc0InKfP4w8OcG2r4NGJebW0tzc3N4neFQiGOdXZ2YjKZAER40I6ODnG95AgRGRnJ888/z9mzZ9m9ezenTp0SBlze0f1+P11dXTd5izU0NIiEuvIZTjhnGbkRCZ1pya+THiCz2czRo0cBZmVUkT+skrPKCy+8wMWLFzGbzRw8eFAwL5TKmVgfcscKaSCQ5PH7/bMMWLjUZaFvERMTExw+fHiW7uVGST6zl9bn6+rqaGxsnHWN3MkoVGdyGaVzpDZJ/6V6g8GZtd1AICDubej1oeVIMiiVSrExfPDgQbKyssR9kuKdSAke5o3cPH4f8IVIHCBBr9dz5swZmpqa2LVrF42NjXR3d1NeXi42xJqbm2loaMBsNqNWq6murqajo4PS0lKWL18OQHx8PGvWrKGpqYmrV6+SnZ3N6dOnWbNmDR0dHYL10djYyE9/+lPOnj3LxMQEGzduxO12o1AoOH36ND09PZSUlNDZ2YnD4cBut/Pnf/7naLVazp49y/Xr1/n617+Ox+MRmWP8fj+dnZ2UlJSIoP7Lly9naGiIzs5O9Ho9vb29nDp1iqysLNRqNTdu3OD/sHfm0W0d973/AARAgAC4gDvFVRRFiVpoLY4lmdqXeIm8xI7t2nHr1ya1m92NT19O+vpekiaNk9Su46RJYzfeFNuyZa20tYukFkqURIoUN0ncxH3DRmIjCWJ5f/Dc8SUMSrKbVmqD7zk8BHDvnfnNb2Z+M3fmO7+fw+HggQceYO7cuQDk5OTQ1dVFaWkp3/ve94iKiuK9997DYrGQnZ0tQpB9+OGHeDweNm3aRGNjI2azmcHBQbZu3UptbS0FBQXU1dWRm5tLQUEBDQ0NpKSk0NDQQFFRESMjI7S3t2MwGPB4PPzrv/4rt912G36/n3PnzrFs2TImJyfp6elh/fr1DA0NcenSJebMmUN8fDznzp2jqamJ//W//hc1NTV0d3dTXFwsaIYOh4Ovf/3rREdHc+TIETo7O/nyl79MaWkpRUVFXLhwQVDP9u7dS1xcHAkJCfh8Pmpqavirv/orWltb6evro6ioiJMnT/LFL35RhAU7deoUCxcu5OzZswSDQdavX8+BAwfQ6XQoFAra2towGo0cOnSIgYEBli9fTkNDAx6PB6fTybe+9a1ppxIjiOBWxE0/8CJfGjh16hQbN25Eq9Xy9ttvi8grp0+fJiYmBovFwpEjR3jiiSew2+2Mjo5y5MgRZs+ezdGjR9m8eTOAMPYAjz32GEqlkubmZoaHhxkdHSU/P5/s7GxgaqA4ceIEUVFRgiIHsGPHDgoLC6msrMTlclFSUkJTUxMpKSmkpqaKwzSTk5O88sorLFq0CL/fz7vvvsvcuXOpqqpidHSUkpISLl68iEajYe3atbS2tnL8+HGys7OprKwEprjI6enpNDc3i8FGipLS3NzM5z73OeLj4zl06BC5ubmsWrWK0tJSxsbGqK6uJjo6mqamJi5fvszdd99NVVUVCQkJlJaW8tBDD+H1eqmoqCAjIwOlUslbb73FggULqKioICoqioSEBBYuXEhPTw9PP/00v/71r4mOjsZgMJCens727dvJz8+ntLSUlpYWvvGNb5CZmcnp06dZuXIlDoeD9vZ2jh8/zuzZs6mqqsLpdLJ27Vpqa2vJzMwUjJx3332XvLw8lEole/bs4ctf/rKIdtPT08MTTzzBtm3bWL9+PZcuXSIqKor9+/eTlZVFU1MTKpWKsbExXnnlFWJiYsjKymLnzp1s2rSJQCDAyZMnsdlsbNmyhaSkJJxOJwUFBfzmN79h7ty51NTUMDIywsaNGzl79qzgcEttIYIIbkXc9KWP0I0q6ZU0OjqasbExiouL+b//9/8KjrTX68Xn8wm/zWNjY6xcuZLvfe97Yt1R4up+5zvfIRAI8Ktf/Uo4yQ8GgyQlJZGQkIDH4wGm3Ko++eSTPProozgcDlQqleC2/sM//ANjY2Po9XrBEgBIT08nJiaGuro6tFotNTU1LFy4ELvdzvLly/n+978vwnLFxMTg9XpFcNpgcMot6/PPP098fDwKheITjnw8Hg9f+tKX+M53vsNXv/pVYGppIDExkYSEBLHE4Ha7+bM/+zOefvppdDodO3fu5KGHHmLdunU88sgj/O3f/i0bNmygr6+PY8eOUVJSwsjICLNnz+YnP/kJPp+PxMRE4uPj8Xq9REVFoVarUSgUxMfHk5KSgsvl4q677uKb3/wmw8PDTExMoNVqAcRBnWAwyPj4OMuWLeP73/++cFUrBQMGyMrKIj8/nxdffJENGzYwPj4+bf0/KiqKlJQUVq1axbZt21izZg2FhYXYbDbWr1/PN77xDe666y7+8Ic/sGrVKl555RWWLFkilpEkKJVK0tPT0Wq1TExMoFar8Xg8rF69mueeew6n0znN3WwEEdzquOkzaglSR2tubsblcvHMM88AU/4msrOzGRwcJCYmhjvuuIMDBw6gUCi4/fbbSUpKorGxkdzcXOHsXuIQz5s3D7VaTUdHB1FRUZhMJhQKBQaDQbxGl5SU4HQ6GRoaIiMjQxznTklJ4eLFi2RnZ2M2m0lMTMTpdJKZmUlqaiow5VsjPT2dZcuWYTQaWbhwIZOTk1y+fJns7GyGh4eJjY1lzZo1VFRUCB/S69evp6qqisTERLGxpdVqUSgUFBUVEQwGaWhoQKlUctdddzExMUFPTw86nQ6DwYDBYKCxsZGtW7cyPDzM8PAw2dnZHDt2DKPRyNmzZ3G73URFRVFYWMi8efOIjo4mJSWFwsJCdDodFy9eJDMzk5GREaKioigqKhIhze6++26CwSAej4c777wTu91OW1sby5Ytw2Qy8eGHHxIXF4fL5RInSAsKCsjIyKC+vl6UPTk5mdHRUXJyckhOTgam/GYrlUqWLl3KrFmzOHnyJCqVSpwMLC4uprq6Go/HQ0tLC3q9nqKiIlEXubm5jIyM8MUvfhGv18sdd9xBbm4uVVVVuN1utm7dSltbG3PmzGFycpK2tjY2bdqE3++npaWFnJwcBgYGSE1NFbx1ie8cmVFHcKvilqPnSSyE0N/DsQJmuieU6XC9zzPlE0r7uxalLJw817o33D3y2aX0+0w+tUPlsVqtvPbaazz66KNs27aNxx57jPz8/E/oU7o/HGc4lP43ky7k6YTKcj2dhV4PpQYqlUpefvll1q1bR21tLSaTia1btzI5OYlarZ4xn3C+w+X3haO7RQxzBP9dcEsYarmhCO30cs6w/N5wPFSY7uQ9lAMrvyc0zVB2g/Rf/pu8o0u/yyGxSySWRWgaocYjnCGT7peXQWKsyPORDLCcjTE8PExfXx9ZWVkkJSWF5S1Lz86Uf+jAItXLTFzfmerrWjqTljnk/qaldCQXpG1tbcTFxZGbm/uJwUZeR/J05O3pRupTrruI4Y7gVsYtZailzxDeOX44nu21Zkozza5nmuWGXr/RdG9EHrkM4cr5aY3EtWS4XmSaTyPjjcj+WesiNK1waUtGN3SAkJf3WvqMzKgj+J+AW8JQR/DZEWqI5Mbov5NBCjW0csP836kcEUTwn4GIoY4ggggiuMVx0+l5EUQQQQQRXBsRQx1BBBFEcIsjYqgjiCCCCG5xRAz1fzHkVDb55wgiiCCCmXDTnTLJd/sl95TS7v5MHFf5d7/fPy0NuYMdOU1N4tx+GvaAnFEhcXnl3Gz5wRBJdmBaPqH0NzlDA/hMckUQQQR/WrglWR+hB2DCXYNrRwa5npG8Vrrh8pAjHH84VB4pnesZ4JlkilDSIoggAgm31Iy6oaGB5uZm4XRo/fr1wqlPqOGS/ldUVGC324mOjiYhIYFVq1aJ2e6hQ4eIjo5Gr9fT19fHAw888IkZ7EyHKuTyKRQKDhw4wNKlS0lNTaW7u5uDBw/y13/91+K60+nk3LlzuN1uVq9ezZ49e9iwYQM5OTmfOAlns9nYv38/c+fORaPRcNttt4U1yhEjHUEEEcAtskYtGeuRkRF2797NmjVraGtr47nnngNgdHRURO/2+/14PJ5pzutbWlrYsmULTqcTr9fL4OAgMLUE0dbWhsFgEG5P/X4/Y2Nj+P1+JiYm8Hq9+P1+BgcHCQY/dlYvBQ9QKBS4XC5efPFFdu/eDUBsbCwNDQ0Eg0Ehx09+8hOMRiOFhYUimnZra6sYBKTo5zDlQlWhUJCRkSGioft8PjweD+Pj48Kj2y34shNBBBHcBNz0GbV86UCv15OSkoJWq+XrX/86f/7nf86RI0fo6enB4XBw2223cejQIbKzs3nkkUdITEwkLi4Oq9VKW1sby5cvp6Ojg1OnThEfH09WVpbIR/K/odFoePbZZ3n00Ufx+/2MjIxgsVhQq9VMTk6Sl5fHBx98wKZNm7jvvvsAOH/+PM899xwffPCBSEuj0UxLNzs7mx/96EfCFafP56OpqYnDhw/z7LPP0tXVRUVFBV/4whcwm814PB4sFgttbW3CR/QDDzzApUuXuPvuuykoKIgsfUQQQQTALTKjDodAIEBsbCzHjh3D4XBgMpmw2Wyo1Wr+8i//ktjYWGDK0DscDq5evYrL5QLAYDDQ3Nw8Lb6h3OBt3ryZgwcP4vf70ev11NfX8/jjj3PlyhW6urooLCzkvvvuw+fzAVMhwnw+H2azmfPnz6PX69FoNHR0dPD//t//4/Dhw3zta1/jZz/7Gb/97W8pLS3FaDRy1113kZ6eTnt7O/Hx8cJdaWFhIUuWLMFkMtHf349WqyU3N5fNmzfzta99TRjpUK93EUQQwZ8mbrolkL/eu91u4Zj+vffeIz09nXXr1tHd3c0DDzzA2rVrpy1rANjtdpKTk7nnnntITU3lX/7lX4THOZfLhdvtxuPx4Ha7gaklhnvuuYeamhp6e3tZvnw5Xq+XoaEhAoEAOp1OGHyVSkV1dTWpqance++9PPjgg7z++utMTk4KH9VPPPEEy5cv55133qGwsJAnn3xS5CelU1tby44dO4iNjcXj8eBwOHA4HIyPjwv5pCWQo0ePMjw8PKPjqAgiiOBPD7dE4ABpxutwOEhMTMRisaDX63nssccoLCxkYmKCwcFBUlNT0ev1zJo1C51OB0xFczEajWRnZ6PVaomLi8Pv97No0SJiYmJITEzEYDAQHx/PnDlzRH5z5sxh/vz5pKSkkJ2dTW1tLV/4whdIT08nOjqa2bNno1Ao6O7uJi0tTeSp0WgwGAyYTCby8vLIzMxEp9Ph9Xo5d+4ccXFx3HvvvXi9XtLS0tDr9RQXF6PT6UhMTCQ/Px+DwUBsbCxGoxGDwUBycjLx8fHk5+fT0tJCeno6BoNByBpBBBH8aeOWp+fBx4b8WrS6G3Ebei2K3vUodzNR/kJ9GoemFzG0EUQQwX8UN91QX+/ACzDN0b1Er5MbSulehUIhDsCEM8LyAypyx/wSy0J6Rp6HdE1yUB/qtF5+8EaCnOoXevpQ7sRfKo/0W1RUVNiILhFEEMGfNm66oY4ggggiiODauOmbiRFEEEEEEVwbEUMdQQQRRHCLI2KoI4gggghucUQMdQQRRBDBLY6IoY4ggggiuMVx0w21nL4WCARuKWf6chmu5ej/ZgQDuF6e19Prjej9Rsp/ozr6Y2Mm+a+V963c1kIRWr/yP/n10Htv9XJF8Nlw0w213G2pxHOW+MPyoAD/kUYX2pADgYBI2+/3T3P6D4jrgLge6qta3mnkZQl1w/rHgrwMkg8Seb5yWaSyyTnm8ntD05Vz0kMP+4TmE2oIQvnq4dIPNziE/i7/Hlo/12oDM9VHuDzksoW2tRsx7jc6WEttR96uZpJ9Jh3J21Hon/x66L0SBz/0Hnnakn4DgQA+n29G4y99/2P1wwg+O246j1rqKIFAgMnJSTQazbToKdI90oGVUKMiYabgAKHPye+d6dlwv01MTBAdHS3kkT8ryev1elGpVNM6VLjgB+GixMjzlR+CkT8jv08q1/j4OBqNRtwfOqD4fD4CgQBqtVoc0pGf+IQpN7JGo3HaNbmcwWCQ8fFxtFrttNOZUtmk++Q6ul7QB7mOQ+tI+h7OCIfWr1KpxOFwEBUVhV6vn1a20OelPCYmJgCIjo6edsBIXvZQmWdKTy6X/B65b3O5kZc/E/o9VC/SPT6fD7VajdfrRavVfkL30n2Tk5MEAgG0Wu0n9BBORnn55GmGO40rH6RDyzDTKWB5+5HaU+Qg12fDLeHrQ6rUl156CbVaTVZWFgqFgn379pGUlIRer//EDCPUM17on3Q9dDa5b98+zp07h8ViIT8/n5MnT1JeXo7VahX+PUZHR9m1axc9PT2cO3eOoqIiDh06RFVVFUuWLPlEg5byqamp4d1336WkpGTayUe5TJIc8LHxlQyz9F3+P9SwTUxM8KMf/YhFixah1+s5c+YMO3fuZNWqVfh8PqKiorh48SKVlZWcPn2azMxMXnjhBRYvXozBYJjWgZRKJWfPnuX06dOMjIxgNpvJzMyc1kEl415ZWUl5eTkxMTG0t7eTmZkpZJLk37lzJ3V1dRQXF08zjOHqI9yblPR9cHCQPXv2MDg4SHl5ORkZGcJbYqj+6uvrOXToEBcuXCArKwuj0TitXcnzlhuMH/7wh0In8nYVOnMN9WAYWpehM/MzZ87w7//+72zYsIGDBw9SX19PUVERwWBwWsCK0JlvqJzy33784x+Tm5vLm2++icFgIC0tbZoepPxVKhU/+clPyM7OxmQyiWuhMh47doy3336b3t5e2tvbmT9/vpAvnI4/+ugj4Z8m3OxdXs+h7Tbc9YiR/vS4JZY+pNFfp9Nx4cIFOjs7CQaDxMfHo9frsVqt1NTUiJmQ3W6nsbGRlpYWhoaGGBgYwOl00tfXh9VqpaWlhQsXLtDf38/Zs2eZnJwUs8vCwkK+9KUvsX37dmpra9m/fz9f/vKXWbx4sZDjpz/9KWq1mnvvvRej0chPf/pTUlJScLvduN1uhoaG+O1vf0tzczOBQIDz588LL349PT3U19fjdrtRKpU0NDQwODiI0+mkvb2dtrY2ABwOB5cvX8br9RIVFcXo6Cg9PT0MDw9z/vx5PB4Pw8PDtLa20tvbKxr31atXqaur4+jRo8BUEAMpqILUIZ9//nluv/12tm7ditFoJBgMUlNTQ19fHwqFgosXL9La2grAu+++S2ZmJpmZmcTFxWG322lra6O3txeYOjo/MDBAT08PVqsVrVZLQkICABcvXmRoaEh08Li4OJxOp7hms9loa2vj17/+NRaLhebmZlpbWzGbzbzwwgtYLBZGRkaora3F5/OJMv6f//N/yM/P5/Of/zwlJSXCxeyVK1ewWq309/dz/vx5AOEIKxgMigATdXV1DA0N8eKLLzIyMkJLSwtNTU1i9t3c3IzL5aKzs5Nf/vKXwnPh4OAgdrudoaEhrFYrg4ODNDY2cuXKFdxuNz//+c8ZGRnBZrNRV1eH1+ult7eXlpYW7HY7AFqtFpvNht1ux2q1cu+99wLQ3d1NTU2NCFLR3NxMU1MTfr+fF198kba2Nvr7+7l06RIej4fLly/T2NgIfPxGqVarhaw1NTW4XC5hAD0eDy0tLZjNZvx+P3a7nfr6erxeLz09PVy5cgWHwwFMeYW02+088cQTvPPOO3R3d4s0HQ4HCoWCS5cuUVlZSX9/P4mJiej1ejweDzU1NXg8HoaGhmhvb6e5uRmbzYbVamVoaAiLxcLly5epq6tDoZiKfFRdXU1VVZWQPbJ88ulx02fU8lfC06dPo9VqOXHiBMFgkHPnzqHVannllVfIy8vDZDKh0+no7u7m6tWr/PznP2ft2rW8/PLLFBcX85vf/Aa1Ws3OnTsZHBykpqaG9vZ2+vr6WLx4MX6/n9TUVDo7OxkYGMBgMNDS0oLL5WJoaIh58+YRCAT4/e9/z9NPPy1mL++99x55eXkMDw/j8XiIjY1l+/bt3H777fzhD38gNTWVnTt3EhsbS0dHBzqdjgMHDmCxWGhqaqKsrAyHw8Ef/vAH0tLSmDNnDm63m3/4h39g+fLlbN++HaPRSGNjIxkZGZw6dYrq6mrMZjM7d+5kzpw5ZGRkAFNuUO+++2527NjBgw8+yPDwMJcvX2bdunW43W6io6Pxer18//vfB6CkpISPPvqIpKQk3nrrLVauXInFYuGNN94gJyeHCxcuMHfuXPr7++nq6qK3t5f3339f5Hnu3Dl2795Nenq6cMc6MDBAY2MjHR0d7Nq1i6VLl2IwGLh06RLBYJCuri4aGxspKytjdHSUtrY25s+fT2trKy+88AJr1qxh+/bt3HHHHbz22mvY7XbKyspYvXo1PT09fPjhh/zt3/4tPp8PrVZLSkoKL730Ei0tLdhsNs6fP49KpeLUqVOkp6eza9cu5s2bx9q1a3n22WdZunQpbrebPXv2sHnzZqxWKx988AHBYJB9+/ZhMpno7OzEZDJx/Phx7r33XtRqNYcPH6a2thaXy8WFCxc4f/48w8PDHDp0CKPRSEVFBUuWLOH111/HbDZTW1vL2bNnuXLlCnPmzCEhIQGr1cpHH33Evn37eOihh8jKyuLChQuUlpai1WqprKzk4sWLdHV1UV5ejsFg4NChQ5SUlPBP//RPGAwGTp48ydjYGM3NzXg8Hux2OwUFBbS2tpKTk8P777/P6OgoH3zwAVu2bAHgZz/7GbGxsfT19ZGUlERpaSk9PT2iHgYHBykoKCA2Npbe3l5OnTpFdHQ04+PjPPjgg/ziF7/A4XBw6NAhOjo6GB0d5cSJE6SkpFBZWYnJZOL999/HbrdTXl5OV1cXlZWVeDweTpw4QVJSEjt37sRisVBdXU11dTVqtZoPPviAjIwMXn31VbZu3YpKNRWrJDKr/nS4JWbUEoLBILfffjtr1qyhtbUVrVaL0Whk1apVHDx4UPiULiwspL29na985SvMmTOHYDBIbGwsWq0Wg8HAvHnz2LhxIzk5OWzevFn4hY6KisLj8VBXV8ff/d3foVKpSE1N5ZFHHuHtt99mYmICpVIpZrgwFR4sKiqK5ORkPvzwQ+rq6sjPzyc9PZ3ExERaWlpYt24dRqOR5uZmMjIyePjhhxkaGuLo0aMkJyezfv16YmNjmT17Np///Ofxer0kJiZy2223sWvXLqqqqjhz5gyrV6+moaGBuEtTA+oAACAASURBVLg4HA4H0dHRrFixgmXLlgFgsVjo7OwkEAhgt9tpb29Hr9ej1Wppamri7/7u7zhz5gyPP/445eXlVFdXc/DgQZKTk1m3bh3Z2dk0NzfjdrvRaDT4fD4yMzMpKCggPj4ehUKBTqdjxYoVLF++HJiKbjNnzhyKi4tRKBQYDAb8fj/19fWkpaWxbt26aa+8KpWKmpoakpKSWL9+PSaTiVmzZlFYWMilS5d45plnyM7OJi8vj0AgQEdHBytWrKCoqAiYCvrg9XpxuVyoVCp+8YtfsGPHDtLT07n33ntRqVTExMRw//3309HRQX9/P48++ih9fX2Ul5ezZcsWSktL8fv9FBUVoVQq6e/vJyEhgdbWVux2u6gvnU5Hfn6+cJkbGxuLRqMhISEBjUaDXq9nxYoVFBQUMDY2xsKFC/F6vVy9epUVK1awaNEioqKi2Lp1K7NnzwamlrGSkpL47ne/y9///d8DUF9fj8lkYuvWrbS3t6NSqVixYgWLFy9mbGyM3Nxc4f72kUceobe3l0WLFrFy5Upqa2tRq9UAqNVqHA4HjY2NLFiwgDvuuAOAiYkJWltb2bRpE6mpqVy9ehWLxcKqVasoKipCq9Xy8MMPM2vWLNHPUlNTaWtrE4azpqaGefPmsXLlSqKjo/H5fCxatIj58+ej0Wiw2+20traycOFCke+aNWv4/Oc/z+TkJAkJCURHR6PT6Vi8eDHLli1jZGSE2NhYAoEAa9euRavV/nGNx58QbrqhlkOj0dDY2EhdXR2LFy9meHiY7u5uFixYgNFopK6uDoCqqipOnDiByWSioqIChULB4cOHcTgcmM1mrFYrw8PDmM1mhoeHGRkZAaYGhe9+97vU19eza9cuioqKCAQClJeXs2DBArER9thjj7Fnzx4GBgbYsWMHjzzyCFarla1btzIxMcHevXsB6OjooLCwkIqKCpxOJ4sWLcJut3Pw4EEKCgrYtGkTzc3NLF++nPj4ePr7+4GPlyhWrlxJW1sbTzzxBDU1NSQnJ/PBBx/gdruZnJzEarVitVqFfqQAu2vXrqWkpITf//73uFwuent7WbBgAS+//DJLly7lhRdeoLu7m2XLlpGeni5e5aWZ4unTp4mKisJms2GxWBgeHhafpddYCcXFxVRXV3P27FlcLhfDw8OMjo4yf/58rly5wooVK0hKSgKmlqTMZjPFxcW0traydOlS8vLy6Orq4tixY9TW1mI0Gjlx4gR2ux2Px0N8fDyjo6Ns3LgRgISEBO69917eeust7HY7breb1NRURkZG6OnpYenSpVitVkpLS5k9ezaBQIDW1lYWLFhAbW0tS5YsQa1W09bWhsPh4NixY5w6dQq/309MTAxqtZoPP/yQwcFBlEol3d3dorxxcXHU1dVx4cIFnE4ndrtdLGHA1LLT5OQksbGxIojx0NCQaF+A0OPKlStZv349//t//2+WL1+OzWZj3759zJkzh4mJCcxmM2azmcnJSbFc43A4GBkZ4Y477hA6X7Rokaif4eFhAPLy8ujs7BQ6i46OJj09nd27d9Pd3U1GRoZgdtxxxx309fWJZQ8Aq9WKzWbjW9/6Fs3NzRw/fpylS5fS0tLC+vXrycnJYfv27fT09OD3++nr60OpVJKenk53dzcbNmwQyx9Go5Genh4qKytxuVxCZ3a7XeyZvPrqq2L2HsFnw01nfcDHmxxjY2NcunQJo9FIfn4+ra2tmEwmBgcH0Wg0FBYWAmA2m7HZbIyPj5OXl4fT6WR4eJikpCQUiilan0ajwev1olar8fl8ZGdn4/f7uXz5Mk6nE4VCwe233y5mpgsWLECv1wtZOjs7RZqzZ89mcHBQ7KiPjo6i1WpxOBzk5ORQX19PVlYW6enpdHR0YLVaWbRoEVqtVoTuSk9Px2w2M3v2bDGL8Xq92Gw24uLiGBkZER3BZrORnJws1m2zs7MJBoO0trYSGxtLWloavb29OJ1OjEYjHo9nWro9PT309vaSnp5OTk4ObW1tJCYminX0zs5OdDod8fHxOBwOYmJigKmZmUqlwu/3k5OTI3TR1NSEz+cjKSlJULUyMzOprq4mLi6OefPmAdDb24vX6xVLKjExMRQVFdHU1CSYKW63m/z8fIaGhtBqteJtYOHChZhMJpFne3s7drudhIQE8vPz6ezsRK1WM2vWLDo7O7FarSxevFjEn3Q6nSxYsIDm5mZiYmKYO3culy5dIi4ujtHRUTGLjIqK4sqVKyQmJpKRkUFnZydJSUmkpKQAU7NfjUZDXFwcExMTxMTE4Ha7MZlMDA8PYzAYUKlUXL58mYULFzIyMiJifQIMDAxgtVrJzc0lJiaGxsZGCgoKhGEuLi5mYGAAjUbD+Pg4sbGxOJ1OxsbGUKlUJCUlERcXR0NDA2q1mrlz59Le3o7BYMDj8WA0GtHr9dTU1JCfny9myU6nk+bmZhISEsjIyMDhcNDR0cHChQuxWq0kJCSIDcb+/n5sNhsFBQW4XC5sNhtZWVliYNi3bx8JCQk4HA4aGhp47rnnCAaD6PV6sVTm9/vx+/1kZ2dz6dIl/H4/CQkJ+P1+1Gq1YKG88cYbPPzww/z617/mvvvu4+6778bv90/buIzg+rglDLWEmehPoRSjG/kspSdPG5iWppyZIWdyhPqElpgP4fIKR9MCPhH0QLo3XKCBmWhroet416MQytkC0v3X02Po0tP19BsuL/nv0uZw6LVPU45QHYX+l54JzSdUZjlmalc3Ik+4NG+kbOHaxrV0E6o/6bfr1Z88L+mZzyKj9FnaH4mKimLevHlkZ2dP4+TfSPuQynHgwAFiYmLw+/2UlJQIemFkjfrT4ZYw1NcyAHLx5JUbruHI+cmSAZYOH8ipcFJaMzU6SaZQWcIhXOeTd5pQPrG8M13PaIaWO3QwkBs2eXnCGe1QfV2vTKEDiRxS+eTlln4PN6jNZHhC0wsdYMLpX8o3NJ1wRnGmgVCebqjuwvG/wyE0P3l9hxrNmQx3ODlnMrah9ROORz1TPd2ojKG6kKcTqjsJUn3MhHB1EjHSnx63lKH2+Xz4/X5UKhUjIyPU1dWxYcOGGQ9PwMeczd7eXtra2khISKC4uBibzcbAwACFhYWoVCra2trQaDRkZ2cDU2uJ3d3daLVaJicnxcZSuE4jz0/KM5yxkCA1enkjjoqKwm63U11dzYYNG8I2dqVSyZUrV3A6nRQWFuJ2u0lLS/tEx1IoFPT09GA2m8nNzcVkMn3CGErpShtuJSUl0w7SHDt2jGXLlpGQkCDSl4xXRUUF8+fPF3mHlg0+OQCFDgyRTvnfD3KDLUfoG8iNpiN/Owr3lhTBjeOW2ky02+0cOnSII0eOoFAo2LVrF5OTk0RFRU0b/aXDIfKZW2lpKbW1tfT09DAyMsLrr7/OxYsX+eCDDzh//jwVFRXs2rWLCxcuAAju8w9/+EMuXbrExYsXcbvdYkYhNU7ptJc8b7kMMP1wgGSspDU4uexarZadO3cyPj4+LR25oR8dHeWjjz7CYrHQ3t4OfByKTGrgp06d4sCBA6hUKsrLy5mYmKC7u1sMdnKZxsfH2b9/P16vl76+PnHt2LFjXL16VeSrVCoF3/z8+fOCwyv9JpXB7/cL7rd8Ri2FEWtvb490xv+mkLdj+Z/82qdJR2oX8v+fNq0IpqC62QLIX3GPHTtGcXExTU1N9Pb2otVqefXVV0lISODBBx9k3759+P1+li5dSllZGdHR0Tz44IOYTCbi4+NZtmwZc+fOpby8HK/Xy+OPP853v/tdampqeOaZZ7h69SplZWUsXbqUkpIS9Ho9H3zwAQsXLqSwsJCDBw8yODjIQw89RFVVFVarlZ6eHp5++mmOHDnCxMQEW7ZsITU1lYqKClpbW3n88ccZGxujvb2d4eFh3G43d955J8ePH2fevHmUlZWJk3pWqxWFQoHb7ebgwYN4PB42b95MWloa4+Pj7N69G5vNJuhQwWCQwcFBjhw5glar5b777iM6OhqHw8G+ffsoKSnhoYce4vXXX6euro4f/OAHHD9+HKfTyUMPPURpaSk2mw29Xs+2bdtoa2vjpz/9KQBGo5HDhw9z5swZnnrqKSorK+np6WHDhg0kJCSgVqvp7OykvLycuXPnkpOTQ2VlJW1tbYK729DQwMKFCzGbzWKgqKys5Je//OW0jcEIIojgP4abPqOWv2pZLBZGR0eZmJigq6sLvV7PV7/6VRobG/npT39Kd3c3/f39nDlzhr6+PjZs2CCOAEsHOX784x/T0NBAfHw8MDUjHBkZQa1Wo9frBUVIYkgEg0GxeZidnU1TUxMXLlzg+PHj3H777bjdbj788ENxWu/EiRMA5Obm0tLSwv79+/nRj36Ex+Nh7ty51NbWotfrxWm2YDDInDlz2Lt3L0888QSZmZns2bOHy5cvMzg4KE4YSkb14YcfRq1W43K56Ojo4I033sDv93Py5Ek6OjoAuOeee/jWt77Fs88+y6uvvkpaWhpLliwhISGBtLQ06urqeOeddxgcHOTRRx9FpVJhMBhYunSp0Pvk5CQPP/wwsbGx/OxnP+Pw4cNotVree+89NBoNfr+fuLg41Go1x48fp6ysjJiYGJKTk+no6OCtt94iLi6O0tJSent7SUtLY9WqVcyePRuTyTQt2G8EEUTwH8NNN9RyBINBXC6XOCouLXuo1Wo0Gg1ut5u//uu/ZuvWrbjdbjIzM8XBDa/Xy6pVq4TRlY5gx8bGMn/+fAYGBuju7hZ0Jglerxej0cihQ4coLy/HZDKh1+tJS0tj+/bt/MVf/AVqtRq3283XvvY17rnnHgKBALm5uWg0Gq5cuYLf76ehoUGsK3s8HvGmYDAYSElJwev14vP58Hg8KBRTR36lskhl9/v9jI+PMzEx8Yn133/8x38UhyouXrzIsmXL2LZtG62trXg8HqKjo3nrrbe4cuUK8fHxjI+Pi2UKiVIn6VXSrbR8pNFoGBsbY+XKlXzve9/D6XQyMTHBL3/5S3Q6HV6vl2XLlnHo0CESEhJYv349VquVuXPn8o//+I94vV6SkpJITEzE4/H8ZzeTCCL4k8NNP0IuQaFQoNVqOX36NCqVipycHOLj4zl//jwFBQU8+eSTNDU14XQ6SU1Npauri3nz5qHX61EqlRw9epT6+npSUlL4y7/8S+x2O+fOnWPr1q2sXbtWHEt/6KGH0Gg0wt9BU1MTaWlp5OTk0NLSQnx8PMnJydTX12MwGDh69CgbNmzA7XZjsViYM2cOGo0GQGxOFhcXYzKZmD17Nt3d3XR0dJCYmIjRaMTlcrFy5UpGR0epqalBp9Nxzz33MDg4iNVqpaCgAI1GQ15eHtXV1QwMDJCcnCx4tvfccw/nz59Ho9GQk5ODUqkUyyF9fX3cdddd5ObmUl1dTW5uLlarlZiYGNavX8/AwADt7e0kJCRQVFREQ0MDy5YtQ6VSEQgEaGxsJBgM8swzz+B2u7ly5QpZWVn09PRgMpnQaDS4XC5mzZqFx+Ohu7sbt9tNb28vmzdv5uzZs2RlZWGz2VCr1SxatIjz58+TmZlJYmJiZOkjggj+SLjprI9QqlgocyGcy9OZKGYSkT6UzzkTxU+el5ypYbVaee2113j00UfZtm0bjz32GPn5+dPSnwnh+KQzUe1mMmSh+gjn0lViaoST51rUO/k90tuHXLcz0e3efvttUlNT8fl8dHV18fTTT4uTZ6Hl/qwIR2WT/36jz84kT2j6oToNfTa0HsM9G+6ecFTIz6oL6XOonKEy3ah+/hiy/TExUx8J1eutJvd/NW66oYbwnUw6Aiv5UZbuk3NBJSMVauSl61KacmMkN/xyYyVPQ6FQMDw8TF9fH1lZWeJEXugOeDgak8TQkKclLWvImRKhdDvJKIbS2yTIfw/na3gmfYZjl8iNfzh5wqXp9/tpa2sjJiaGrKysGQ1F6MD6X92hbsRgf9q0QvV9o9zgcHS30PuuJ588DflA8GmM9H8mPqu+ww3KN7sstzJuuqGWV/D4+DjBYBC3243RaBTOYfx+v3DyDtP93coNnFKpFP4TMjIyxLXJyUkmJyfx+Xxik1FuoKS0PB4PZrOZ7OxskZ4UpUOin0myygeJmUb/kZERJiYmmDVr1jSKnZSG9F0KmCAvn3xAknNRA4GAWLoApskR2vCVSiUTExNCpyqVSjjJkWQIx4cODS4gpe33+zGbzSQlJQm61UyzUPmBGPlgGi5tqcxSOcfGxhgaGhJ+yeV8dKnuJV3I04mKihIRS6QBPvQUqFTPg4OD5Obm4vP5RLAKud68Xi+BQEAEZpCO2Xu9XhwOB3FxccDUACa575QcWw0NDQGQkpLyiQNAMw2s4XQoPTc2NiaCNkiQHIhJbUF+2CmcziQ5pP6Rnp7+iUFAam/yNij1IXl7CZ1whBrX0AmBvGzy+pN+l/KVXD9cT265Tv9UDPstsZkoVeypU6f4m7/5G+rr6/nBD34g3D1KTpCkBih/ZmxsjC9+8YtcvnwZmPJz8eKLLwIfb0Y+//zz/OY3v+HQoUP8/Oc/F+lInUH+/fnnn8fr9U4zNBJDJCoqCpVKNW30n5iYEPdLf9IastlsFrK4XK5p90iG2u12s3v3biGLnG8q73RKpZK2tjbKysrEd7nLSHk5pCgzMOUX5amnnuLs2bO8/fbbtLa2inulssl56XL+tzxNKd0f//jH2O32afxYuS7lz0nXJL1J8kq/SWlLecrTef755xkbG5t2LXSmLqUpl6GpqYnTp0+jUCjExm3oMoJer+dXv/oVnZ2dfPTRR9NkkuMb3/gGe/fu5aWXXuLMmTP4/X7efvttampqePPNN3G5XHz1q1+lrKyMnTt3UlNTA0zRFn/3u9+Jsly+fFl4M5TkkgbP0DYhb2NS+ztw4AD33nuvGOzfffddnnrqKdRq9TRdSs+G061U/u7ubl566aVpg1doewjlPEt1Km9b0nf5wCadD5CXR0pPXi65vv1+Pz6fD5vNRmlpqZDjWnLL28CfCm46j1reYOLj49FqtWzYsIG8vDy+/e1v88///M8iosWpU6eYnJxk9erVwvVje3s7hYWF7N+/n6KiIuGqUg6tVsvcuXPZvHkzX/3qV7FarVy+fJmCggLa2tpIS0ujqakJk8lEbGwsu3fvJi8vj2XLllFeXo5er6eoqIjq6mrhiOn2228H4OWXXxauTY8dO0Zubi5xcXHEx8djNBpJSEigpqaGbdu28fOf/5xz584xPj7O6tWrhUextLQ0hoeHqampwel0snjxYubNm4dCMRXt5Pz58yxcuBClUklqaiotLS20tbUxOjrK/fffj81mo6amhiVLljA6OsrVq1fJycmhuLiYxMREFAoFmzZtYmxsDIViKgrJ2NgYixYtEh4Jo6KihCe3+++/X9AHS0pKaGtro6enh82bN2MymThw4AC5ubmsXr1aeC9cunSp0E96ejrFxcVUVlaSnJyMSqWitbWVYDDIli1bhPP5nJwc+vv70Wq1lJSUcPbsWXp7e1myZAkmk4l9+/aRnZ3N6tWrOXHiBJOTk5SUlBAdHU1/fz91dXW43W7S09Pp6upizZo1wnHT9u3b6ezs5Hvf+960t4zW1lauXr2K1+vF6/WSkJCAQqHg3Llz2Gw2SkpKMBgMwonUli1bqKur48iRI8yePZsdO3awfft2Vq1ahcFgQK1Ws3btWnQ6nWDVJCUlYbfb2b17N6tWrSIYnHKodccdd7B3715aW1uZP38+Z8+e5Qc/+AEVFRVotVoKCgqora3F4XAwd+5ciouLAVi4cCEWi4WysjK2bNlCZWWlkPv06dO43W6WL1/OhQsXcDgcJCUl8bnPfY7Kykr0ej1Lly6loqICv98vnH3t3r2bRYsWMWvWLMrKysjKyiIuLo7m5mZGRkZYvXq1iOLT2NjIwMAA+fn51NfXs3HjRpqamkhKShJMqsrKSkZHR/nGN77BsWPHSElJITU1lbq6OrEhffXqVdatW0d0dDRnzpxh0aJFdHd3c+jQIf7mb/6GlJQUxsfHOXPmDDExMTPKPX/+fOE7Xj54/0/GTS9l6KugNOvKy8sjJSWF1tZWqqqqOHr0KBUVFZw8eZJdu3aJ0fTEiRPcc889VFZWAh/PvCYmJqitrSUQmIoXePr0ad58803mz58PwPvvv08gEGD//v10d3dTVlZGSkoKk5OTzJ49m23btuFyuUhOTubdd9+lra2N/fv3k5aWxptvvinkdTqdzJ49m1/96leYzWZ+97vf0dLSwpEjR8SsYmxsTAQEKCsr49SpU+zevVuksW/fPkZGRjh69Cgmk4nXX39dXPvZz36G0+nkpZde4urVq5w8eVIYapvNxt69e/m3f/s3RkdHefnll6mqqqK+vl64HlUqp+IqvvHGGxw7doy6ujoOHDjA2bNn2blzJx999BHJyclUVVUxOjpKe3s7H374Ib/5zW8wmUy0trby5ptv0t3dza9+9Stx1H7Hjh2YzWYyMjLYu3cvTU1N7N+/n6SkJPbu3cvOnTs5fPgw+fn5VFVVYbPZGBkZ4f333+f48eO4XC6io6OJjY1l586d7N27lyNHjnDnnXfi8Xjw+/3k5eVRWlrKzp07OXnypKh7mDrFevjwYYxGI7t37yYuLo7t27czOjpKeXk5gUBALHNJRtrn8/Ev//IvFBUViZBdR44coaqqip07d3LlyhV+//vfT2uPb775Jvv27ePJJ58kNTWVxx57jLvvvpvf//73Ynb8/vvv88477wjvdD6fT3x+6623yM3NJS0tjT179uB0OklJSREeHfft20dNTQ2HDh3i8OHDnDx5ksTERN544w0hw/j4OE8++SRHjx6lpqaGBQsWkJaWxsWLF9mzZw/19fVs376dsrIyETSgtLRUGLU333yT/v5+Fi9ezOjoKLGxsURHR7Nz505effVV+vv7ee211zh58iQ1NTVoNBrefvttYOqN9YUXXsDv95ORkcG+fftEJJljx45x5MgRMjMzcTgc5OXl8dprr3H16lXefvttTpw4wZkzZ9DpdOzduxej0chbb72FwWBAqVTyu9/9DqfTKfx/l5WVceLECXbs2DGj3DExMaL/yZfU/qfjphvq0NcXaZ1WCl81Z84c1Go1w8PD+P1+nnrqKVatWgVMvQ4Fg0ERRuro0aMirltvby+7du2iq6sLlUrFkiVL+PrXv05vby/l5eUkJiYKfrZGoyE3N5eCggICgQCFhYWkpaVx9OhRurq6iIuLw+/3Ex8fz4IFC4QHMICYmBji4+OxWCwkJSXx7LPPkpqaCny8xhYdHU1KSgqjo6P4fD6eeuop7rzzTmDKl3B0dDRqtZq4uDjh7B6m1u1sNht5eXl85zvfETO46OhoMjIyKCwsZHR0FKvVSlFREc8++yxKpZKioiJmzZolGrJOp+Phhx/mC1/4Aj09PQQCAb785S+zYcMGoqKiuO2224SD/5ycHIxGI9/85jd5//33qaqqIhAIcNddd/HII48wNjZGYWEhubm5nDp1iqamJkHFi42NZcGCBQSDQT7/+c8zd+5cfvvb3xITE0NmZibFxcXY7XY0Gg3r1q2jrq6OwcFBEhMT6e7uJj4+nrS0NIqKivD5fMyfPx+TyURvby/BYPATektKSmLhwoUkJSWxYMECFAoF0dHRaDQatFqtMJbSmqfD4cDn85GVlSWWTQwGAzabDZ/PxwMPPCBCZ8HUW4bkltNqtTIxMSEmBRcuXGBoaIi4uDjuu+8+HnjgAXF8PxAIEBsbK2Z977//vphASIEJ9Hq9cCWqUqn4yle+wpIlS9BoNCxatEgEMwBwu92sXbtWRHVZu3Yt4+PjjIyMEAgEePjhh4Wckh7WrFnD5z73OV5++WW6u7vJysoiIyODjIwMoqKiWLhwIQqFQgRV+O53v0tGRoagcko6i46O5tvf/jalpaVcvnyZv/qrv+IXv/gFc+bM4amnniI9PZ1XXnkFnU5HUlISZrMZo9HIt7/9bfF2uXDhQlJSUigqKkKlUonBVq1Wo1arSUxMJC4ujvHxcTZt2sTy5cuvKffN3Ky+Wbjphlo+ItpsNtxuN8ePH+ett97iO9/5jnjNXbFiBT6fT/gPBigrK2PevHnMmTOHdevWsX//fgYGBnC73cyePZvnn3+evLw8bDYbHR0dHDhwgMzMTBFlRVobttvtjI2NCWaG2WwWsyUpiorD4SAYDDI8PEwwGMTr9QKQkZHB6dOn2bhxI/X19WLzZXx8nIGBAcbHx0WYLSkajbwMTqeTyclJzGYzwWAQi8UiGp9SqWTTpk2cOXMGrVYrIp84HA7RUePi4li9ejVnzpwRQYCl6DQKhQKbzUYgEMBisQgD6ff76ejowGg04vV6xYajlG5/f78YJBcsWEB6ejoXL14kNjYWn8+HxWLB6/UyNjYmnF1JPp/NZjMajUb46E5JSSEYDFJXV8f58+fZsmWLKMPk5CQdHR1MTk6yatUqrFYr77zzDh0dHahUKiwWCy6Xi9WrV+P1eqfpbXx8HJ/PJwZws9ksyulwODCZTHR1dbFv3z5eeeUVAEwmE3PmzOG1114TxndkZIR58+ZhMBhobGwkOTkZmJoVS4ePnnvuOf793/+dK1eu8MYbb3DkyBE2bNiAVqsVDvSTk5NFvU1MTDA5OSnW8i0WCwMDA6hUKhITE2loaECr1Yoj+FJQAJ1Ox/j4OGazWRh9mPIfPTAwwOOPP87GjRtxu91YrVbmz59PdHQ0V65cITY2VuhBo9HQ0NBAeno6JpOJL3zhCxw+fJiysjLRtq1WK36/n7vvvlv4G5eW4qQ2A1N7K4ODgyxbtozR0VHuvPNOYmJixDLI7NmzxYnYqqoq1q1bR2trK2NjYyI9i8Ui2rhEf+3t7SU6Opq4uDja29tpaGggKiqK6upqZs2aRWJiYli5LRaL0EvoJvH/ZNxSrA9p99ztdmMwGIRx55HTqAAAIABJREFUklgfbrcbl8tFamqq2IiTTi5Ku/3SjrC02SHtJk9OTuL1eomLi0OlUjE2NiaMqHRKT75TDh8HAZUCxMpHb2mTJBAIMDIyQkJCAmazGZVKhdFoFKcBFQoFGo0Gp9NJTEwMExMT4vU3KipKsAtguktIaaMoGAwyNDSETqdDp9OJDSX5Zo9KpWJwcBCj0YhWqxX6UigU004m6nQ6FAoFLpcLp9MpaIfSxo2cSTIyMoJSqcRkMjE2NobNZiMxMXGajJKXQ3mUeEkmSe7s7Gxee+01bDYbzz33nKgLpVKJWq3GarViNBpRqVRiUykhIWEai0E6lepyuYTeJicnp7FwQhkMUnrV1dUEg0FWr14tmCI2m434+HjxvNR+rFYrKSkpqNVqwRIKBAIisKtKpRL1l5qaSiAQEPdIrBCFQjHNkZfUplwuF7GxsSiVSpxOJwaDAZfLJQ5FjY+PCy+IEqQ2IG0+SnlIbhCk4Bh2u10MYPL+ZLFYSEhIQKfT4XA4GBsbIyEhYZpx02g0WCwWlEqleHOUX5MGe6ldnD9/XqzLe71ehoeHSUlJQaPRiLqz2WwEg1PBqeVOwuQUUKfTKfThcrlEP75RueX9409hVn3TDXUo5B1OolxBeH/K13pebrTljVdu6K5FLwo3WsvvC71H+i5PM9w9N1oGKb+ZOLOhdLxrlSdUr9eTITTt0PtvVD/Sb2fPniUYDLJixYppA0Po81JHnonueCMdM/TZ8fFxMWjN1Cbkm43hdBzuwFFocIkbbUPh5L1e2cLpAa7dJ0L7UaisoWW7VvuSyjw0NMS5c+fYuHEjMTExYdO40fRCEZrXTHL/qeKmG+rQyrzRjjjT8/JKDTVk8g4Z7v5w6V9LhnDpzyTLjTx/I9fljflaepHuCTXkoXq+kUHvRvVyPT3NlK68PDdSv9fSW7i0Qut8pnJdT+838sxMxujTto2ZdHet9K51Tzj9zHSfhNDBOlw5P2sbuVa932i9/ikZ8JtuqOGTM5eZjM5MzvFDf1cqlTQ3N1NdXc2f//mf39AsOoI/LuSdS3qdDp3J/mfnHzpLi9T7Z4Ncl9IbUUSf/7W46ZuJEiQDa7FYmJiYEMEzXS4Xfr+fkZERvF4vo6Ojglg/NjbG8PAwCoVCeNCTNvkcDgdNTU3AlPtUaQ3y0KFDn5gpRPDHh3wGLz9II//9Pzv/0PwiRuWzQa4/+WGqiD7/63DTD7zAx347jh49SkdHBz6fj7y8PA4fPsydd95JTU0N2dnZNDc3s3TpUtra2nj22Wd55513iIuLIykpCafTycWLF1mzZg3t7e0YjUZ0Oh11dXXipJrRaBTe8KRIyRFEEEEEtzpumRk1wO7du8Xu7ujoKJmZmTz88MN4vV4eeeQR9Ho9999/PzExMezZswe9Xs9f/MVfcPz4cWw2G3fddZdgRjzwwAPodDp2796NwWAQr+Cf+9znxC5/ZEYQQQQR/HfALWGopZltSkoKFouFr3/962RkZAg+8NjYGB6Ph/HxccbGxnA4HCQnJ2O322lubhYnnSTa29WrV2lra2NsbIzU1FSGh4d55plnmDdvHq2trcD09dIIIoggglsZt0TgAGkdsbi4mK6uLrxerzitlJ2dLQ4KJCQkkJiYiE6nY+3atcTExHD16lW+9KUvodVq0ev13HbbbcDU4Zl58+axefNmhoeHGR0d5bbbbsPtdpOcnCxCeEVm1RFEEMGtjpvO+ghHnQvlU4bSlD7L5xuRYSZn/PJr0veZKFmhMkvph7rc/GMPEKH5y+X8r8g/nBwS2ybUBWeo3kJdmP4x5LtV9PFZMJMOpWvyfnKryR2O0if9D60HYBpfWu6u+HqUw5nsxf9U3HRDLUGqALvdjtVqRa1Wk5OTM63S5X6ZQ/0ayytaatySwZU39lB6kfR8OK6m/NpMRvl6aVyLSyxvZDOlNxPP9EZklX77jwx24dIPd+1aZQh3XV6eG5Flpmevp7twHfta+ghN+7PqI1zZZ0o7tI7D6SfcQZKZ2tcfQ2+hModrT9dLJ5zs4XT0Wdtf6LPh9CzvZ7fqAHcjuOlLH3LFm81mqqqqhH8BlUpFS0sLDodDHNkNbawKxdTR84qKCmbNmiV83vp8PuERT+7gRj6Sy/OX/D1LcQOlkV7KY2hoiK6uLvr6+kSEbokfLB9IoqKi6OzsRKfTTZuxHTt2jPj4+GknuuTPyj/L85WOPYfOPqV7Qr8rFFMOqSwWi3BKNDExQWtrKzqdjujo6E/MeGbq4KH5hdabpCN5eeSz49OnTwtPcgqFgp6eHuEIS3rG6/Vy9OhRRkZGpgVYCJdvaAeWH7cOpzvpc39/P0NDQ+KY9eTkJK2trcJ507X0EZp2qFyhRlMuTziZQp8NN6BI9ymVSs6cOSOWAqU+4na70ev1YY2hvC2G6kZ+r4Rw7SdUdvnftfQvT6OtrQ2Xy0VcXNy0PtTf34/JZBJGc2RkhLKyMtLT00VZk5KSRNoztT+fzyccecnlkJczVDeh+gltJ7cybqnNxFOnTrFnzx42bdrEokWLOHjwIGazmaNHj4p7Q400gF6v58CBA8JxixQx5cCBA/T19U17VpqVyx21S/B4PMKzV2hElo6ODv7+7/+exMREfvjDH1JZWSkiiigU052019fXMzY2hlKpFH4tysrK6OjoEHm1t7dPM7aSPHJH8FJjls8C5I7X4WOn7/LZeU9PD+vXr6e3txeA9957j6985SvExMQIwy897/P5xLPycGPyvOV/odcknyqSTwdJJzDlx7iqqkqUubGxEYfDAUxFSlEoFGzfvh2Px8P+/fuFY55gMDgt6IBcN8FgEJ/PJ+I1Xkt3kj4sFgubN2/mypUrAOzfv5/HH39c+C2Xl1uqLykfuVEKp4/QugmNkCK/Z3JycpoBDH1eek66F6CpqYlz587h8XhwOBwMDAzQ2dkpZJLuDRd8Qa4X6X7pXvkyg7w/SP1E/qy8HpRKpaDQytMJLf+OHTvYtm0bCoWCbdu24XQ6uXr1qnD/K5Vv27ZtxMTEcP78eWpra0lLS5s2+w2VT/p9cnKSixcvirLKZZb8/kjtOyoqitHRUXp7e4V+b9Vlr5lw03nUcmOYkpJCQkICADqdjszMTJKTkzl48CD/+q//ypo1a4iOjqayspLMzEyMRiPHjx/njjvuIC4uDqVSSUVFBe3t7dx5550kJSWxb98+ysvLeeqppygvL8dsNrN06VIuXLggPMc988wzvPfee8IB0/DwMAcPHkSn03H//fej0WgwmUzExcWRlpaGUqkkNjaWzs5OKioqSE9Px2g0cvr0aebNmyecRR07doyuri7mzp1LSkqKiPKxceNGvv/97/PP//zPtLS00NfXx/Lly2loaMDj8eB0OvnmN7+JSqVi//79DA0N8f/Ze/Pwpq5r7/8jy5Jt2ZItj3jAI9hgMGYyCTMYEsAJTUKAhJD2lqRtkqbpfO/tTft2SMc8zc1t08xNCUkgQBLCPAZDGIwZbDzP8zzJsibbkiVbvz/8nt1jYUja3/s2tK/X8/ixdHTOHtbee+199v6u79q8eTPHjx8nOTmZwsJCvL29WbZsGYcOHcLLywutVsvWrVsBiI2NZeHChXz88cd8+9vfpr6+nlmzZuHl5SWoW1etWkVlZSVOp5Pp06dTVlaGWq1m/vz55ObmYjKZmDt3Lrm5ubjdbry9vXnkkUc4ePAgw8PDzJ07l+zsbAIDA9FoNCgUCmbPnk1fXx8FBQWCLrWiooL/+Z//YfPmzSKiyaVLl6ioqCAjIwNfX1+uXbvGwoULmTx5Mtu3b2fNmjWcOXOGtLQ0cnJyGBgY4O6778bLy4uKigpKS0t5/PHHqampoaWl5Qbdffvb3xbGCWDSpEksX76cDz/8kJ/85CdUV1eTlpaGj48P586do7a2luXLl9PY2Eh/fz+pqanCqN9xxx1cu3aNnp4e5s2bx7Vr1xgaGkKtVjN9+nSuXbvGE088wf79+5k5cyYFBQXo9XrCw8M5d+4cU6dORalU0tfXR3d3N9u2bePEiRP4+PgQERHB9evXefzxx7FarXR2dtLX10dISAhXrlxhxYoVIuzZH//4R0JDQ0lNTUWtVtPQ0MDVq1epra1l2bJlNDc3s3LlSj755BMRtMFut7NixQoCAgIoKiqivLycrVu30t7eTn19Penp6VRXVws2w29961uo1Wry8vLo6uoiOjqa9vZ28ZZotVrZsGED//Vf/8VPf/pTent7qaurIz09nZaWFhobG1m2bBlz587lgQce4E9/+hMAL774IpGRkfj5+YlgHPX19WzcuJHLly+TnJxMdXU1HR0dwF+54ufMmSO4xSMjI1m1ahWHDx9GpVKRkZEhAi1LEaBSU1OZNGkSJSUlpKen4+vry4ULF0hKSqKuro7y8nI2bdpEQ0MDFRUV/PCHPxRvuHJ7dDvKF76ilitJztwl7Sc7HA5mzJjB+vXr2b59O2+88QYBAQGcOnWKhoYGFAoFK1asYGRkhKamJvbu3YtWq2XPnj0oFAq2bNmCl5cXzz//POfPnwfgxIkTtLa2smTJEiwWC++++y59fX1s3LgRjUbDG2+8gdvt5sKFC9TW1gKjDWiz2cjLyyMkJASj0cirr76Kr68vZ86cERFM7r33XkpKSsjPz+f48eNs27aN2bNnY7VaWbduHVarlaamJubPn4/T6eSDDz7Ax8eHY8eO0dTUxJ133klPT49YNaWkpJCbm0t1dTXBwcHs3LmT9evXY7fbOXHiBN3d3axdu5bLly8LXZrNZjZs2EB1dTUHDhxgzpw5+Pr6MjIyQkxMDE1NTVy7do3s7Gzsdjt+fn589NFHgoLz/Pnz2O12srOzaW9vZ/Xq1TQ1NbFz505qa2vp6OggNzeXlpYW1q5dS15eHvX19eh0Ot588002bNjA8uXLGRgY4M477yQ4OJiysjK6urooKipi165dBAUFsWfPHkZGRvDz86OgoEDQc2o0Gqqqqujv72dgYIAlS5Zw6dIljh49SlJSEl5eXhQXF3Pw4EHUavW4upMvAEwmE/fddx+dnZ189NFHzJw5E51OJ2JrdnR0cPnyZc6dO0dfXx9BQUF89NFHBAQEUF9fz7Fjx3C73Zw4cYL29nYyMzOprKwkPDycsrIySktLCQ8PZ8+ePbjdbi5evEh1dTUul4t58+Zx6tQpMjIysNlsfPzxx3R2dlJaWkpPTw9Go5EzZ87wox/9CJPJRGRkJGFhYTidTk6dOiUizQQGBrJo0SJsNhv19fVkZ2cTFhYmWOTKy8vx8fERWw42m40lS5aQk5PD0aNHiYmJwcfHh4qKCj788EM0Gg1Hjx6lsbGRjIwMTCaT6OsjIyNUVlaiVqupq6ujt7eXuLg4dDodpaWlzJ49m4CAAN599110Oh1HjhyhubmZhIQEZs2ahdvtFhSsf/7zn/nBD37A4cOHaW5uZurUqYSHh5OXl0dHRwdpaWmkpaURGxvL4sWLyc7Oprq6mpaWFq5cuUJnZydr1qyhtLSUHTt2YDKZKC0tpbKyktLSUkZGRujq6uKuu+4iNzeX/Px8CgsLxcQQHBzMqVOnRJSm+fPnYzQa8fLyQqPRjGFgvF2NNNwGhlquHIkkHhBbFvJ4cNL+qp+fH88//zyBgYFi/1lSuN1uZ/78+fzkJz+hr68PlUqFt7e3oMrMzMzku9/9LhaLRQTQlVzWHQ6HoJB0u9388pe/JCkpCRh9hdLr9SxatIiFCxcKI6FSqfjd735HWFgYPj4+oi5eXl6CzzggIEBsx0j7s5KL/ODgIEuXLuWHP/whVqsVrVY7JsBnUlISMTEx/OlPfyIzMxO73T5mr1OpVAocufTMwMAAkydPJj4+nv3797NkyRKcTid5eXns27eP8PBwHA4HP/vZz7h48SJnz57lhRde4L333uPatWsAPPDAAzz22GNYLBZ0Oh3e3t643aNx/r7xjW+wfv16BgcHCQwM5Ac/+AFKpZKXX34ZHx8fLBaLCJUmHxDSYHA4HEydOpXf/OY39PT0sGTJEpKTk9m+fTuBgYFYLBbxSq1SqQRt7Lx589i5cydLly4lJSUFo9HIsmXLxuhO4oiWBiOM7tGHhIQwe/Zsdu3axfLly3E4HJSXl7Nr1y7Cw8MZGBjgxz/+MRUVFezbt48XX3yR/fv3c/78eby8RkNyPfPMM0IfAHFxccyZM4ff/va3rFy5UgSc/dWvfkVsbCyAePPbv38/27Ztw+12Y7fbeeaZZ3jggQcICgri008/JT4+nuzsbKKjo3nhhRcICQkRNKrSFoy0LeN0OsnIyODAgQMkJCRwxx13YLVaBac6IIIiOJ1O7rjjDvbu3cvs2bNJT0/HaDSSkZHBs88+KyiF5cGjlUolDoeDwcFBMdlJ8Fe32y2oc+12O+np6fz0pz9lYGCA8PBwQS8LkJ6ezocffsiXv/xlampq8Pb25tq1a3z66aeCYlcen3RkZDRw88DAAN/85jdZu3YtNpuNoKAgsSXmcDj4z//8T+688076+/tRKEbd2gMDA7FarWzZsoVp06bxm9/8hldffVXoQupPZrOZnJwcnnjiCZqamgT/u+cZw+0mX/hholwiIiJwuVycPn2anp4e1q1bR0BAALW1tdTX17Np0yZmzJhBbm4uISEhDA8P09/fT3p6Ovn5+SxYsICgoCBBaK7RaMRK7cknn8RoNFJXV0dsbCzt7e1ER0fT1tbGXXfdRUNDA83NzQQHB5OVlcX169dF5BeFQkFDQwOtra0MDAzQ1NTEk08+SVJSEleuXBEHGv39/cyZM4eCggLmz59PWFgYR48eJSgoSIT1MpvNTJ06lc7OTrG1U15eTlxcHB0dHURERGAymUhISCAkJAQAvV4votRMmjSJ8+fP4+vry+rVq2loaCA2Npauri5mz56NSqWipqYGo9HI6tWrmTdvHkNDQ9TX1zN37lza29vx9/cnODiY9vZ2YmJiRDy7mJgYsrKysFgstLa2ilffyZMn09bWxr333ktHRwcmk4mIiAiamprE675arWbRokXMnDmTgwcPotFocDqd+Pr6ij3OwcFBEhISSEpKIi8vj8jISHFwrFQqWbVqFQMDA1RUVBASEiL0KnGGS4ElqqurxQqpuLiY+Ph4oTur1UpgYCB/+MMfuPvuu1EqlTQ0NNDR0cHq1auZM2cOAFVVVcydO5fu7m58fX0JDQ0VacTHx1NfX09kZCTr1q3D6XRSV1cn9BAdHU13dzcpKSkkJSVht9tZsGABMTEx5Ofn4+/vj5eXF2azmVmzZnH06FFCQ0M5efIkWVlZdHd3Y7PZSE5OJjAwkICAABYvXoyPj4/YjlAqlaL91Wo1cXFxlJWViWhAZrOZtrY2jEYjnZ2dTJs2jby8PEJDQwkMDBShyFwuFxaLBaPRSEtLC8PDw8yfP5/8/Hzi4uLo7u4W/TIuLo6wsDB0Oh35+fmiz6pUKvz9/XE4HERGRuJwOPD39ycpKYnCwkJiY2Pp7u5Gq9WK8aJQKAgODmbq1KlMmTKF6Oho5s6di1arFW+H4eHhgsvd4XBgMpm45557qKqqEtzjHR0dxMTE0NbWxv33309FRQXDw8PodDpaWlqIjIwUjm4Sr/fIyAjz58/Hz88Pk8lEUFAQ06dPp76+ntbWVkJDQzGZTAwPD/Pyyy+LfgK379bHbQHPuxnMBm7EX8rvl655Pi8/bJQfFHn+Nl6+46EXPFEa4+X1ecpyK3TFeGWSz/TyDiQ/DPw86XrqTvo+PDzMyMjIGJd6aeUyXr3k6cr1Ih28efKn3KxNx6uznCdaXlf5wdJLL73EihUrKCgoIDg4mPXr1+N0OgVRkPSswWCgsbGR+fPn35D/zRAYUj8bHh5GpVKJYAvSm4Rnucar23h9qa2tjT179rBx40beffddHn/8caKiom7aL8dLT15WSU9/+ctfSElJobe3F7PZLFgi5Vzfkt5effVVFixYQF1dHQqFgs2bN4tDtvHyuZmMN15u1k9u1fa3qp+8z3v2sZvpynO8uFwuEXt1vHJJ42e8fjJhqG8hciV77lN/llGT7pMMjfy02BMZIDdw0mdPgypvMM8BIjf+crSIZ1mkQfhZ+cnrCX9FmsjrLj0rbXPI0ShyJIIc/eAJV5Kuyf/L6zhe2cYrt+e9w8PD4rVSjlX1bJ/x2kja0pLDID37hLxMXl6jkU5qamoIDAwkPj5+jLHzrINn+3mW3/N+eTt65j2ePjzb1hPXL6WjVCrp6Oigq6uLuLg49Hr9GCPp2Rc822g8UShGYY01NTX4+vqSlJR0Q1nlerDb7dTU1KDVaklISBiTv2f7yvvWzcog5SHXwc0WG/J7PRcw47WDvI089S0f3+O1hWcAA3lbeE7+8rQ+70T1RcptYahh/NlarnDPBpJ+l4vUSAMDA8BoYE7pVVjeiJ6GbrwVtdlsJiAgQKyoPGf98bCbnnKzFYa8g9ysLuM1i7zsnisZqX5DQ0MCSuX5m+cq0rNc4+Uv3+eVwiV5Dm6pPHL9SOLlNUpH63K5xoQ0s9vtY/DUN9ObvDzyQSVNlp769dTLrQaqvJ43ayvPz7d6xvO3m917q3qOl/d448JT95+1qvW8dzzDKtfNzcrwWQun8e77rM9/T963etazvcfTn/TMzfRwu8kXfpgINzoPPPfccwL1IClRvgKRx0SEUWNw/fp1ER/v7bffpqKiguPHj3PixIkbVsDydKTn5YattLSUnTt30t3dDcDRo0d5/vnnAdizZw+vvPKKMBoKxY1YVPlqeLzP0n7tvn37xkw+paWlFBUV0dfXdwOu1bNDGgwGfvrTnwr+bem+uro6fve734kVhmTgJIP58ccfj6mrZ/k9cbhSfiaTieeee06kd/HiRX76059y+PBhtm/fLvDYnnoZGRnh/fff5/r169TX15OXl4fBYCA3N5fXXnttzBuPpw7laUlGWZp05BOoXL/SSv1Wg89zEI+n55t9/ry/eRozObrAsyzyv/HSHy8fYExczpuVQbruee94edwsv5uVxbOv36rMn1W/vzXvWz0r7zfjldnTaN/uRhpuAxy1JJIBaG5upqysjCNHjvDMM89gMBgwm8309fWRlpaGSqWirKwMm83G5MmTUShGV5Eul4v4+HgBqXvkkUf44x//yK9+9SsBjk9OTkar1QLQ0dFBe3s7qampmEwmdDqdgCHt27eP6dOnExUVBSCCsMKoQ4TdbsfpdIpI2iqVCofDgcFgEPH5XC4XqampVFZW4nK5SElJobOzE6PRiFarJSIigqioKLq6unj33Xd54oknKC8vZ3h4mMjISNrb27FYLERFRdHW1oZGoyEuLk5MOvX19Vy+fJmcnBwyMzPp7OwUB0cGg4GCggLi4+PR6/WUlZWh0+nQ6/Uiz3feeYenn34af39/urq6xD61tEVhNBoZHh4mLS0Ng8FAbW2tiE6tVCpRq9V0dnayfv16iouLMZlMIpBDWloaly9fpru7m1mzZnHp0iU2btxIQUEBCoWCxsZGgoODaWlpobq6WjAlDg4OMjQ0RHR0NA6HA4VidJvJaDTicrmYNWsWvb291NfXiwOj2tpalEolUVFRQr9xcXGEhoZ+oYPvVgb2/0+Z5Ol6Lj5uls/nuff/JbmVob9d5Qs31J5bCbm5uXz/+9/npZde4plnnqGiooJDhw4RHR1NVVUVdrudyMhITpw4wdatW9mxYwdr166ltbWVtrY2oqKiBCWqw+HA6XTyxz/+kYiICHbv3s0LL7wAjEaAKSgoID8/Hy8vLxISEqipqSElJQVvb2/6+/tFGSUHg4KCAvLy8gQQv729Hb1eL07gw8LCyM3NZe3atZw8eZKf//znOJ1OPvzwQ5YvX86nn34qcNHf+973OHbsGA888ADFxcW43W5mzpzJ/v37if/fsLoZM2ZgsVjQaDSUlZXx5JNPkpKSgsPhoKGhge9+97vs27ePzMxMTpw4QUVFBUuWLAGgubmZ/fv3k5GRQWNjI21tbaxbt47z58+TlZVFcXGxqF9+fj6NjY2kpKRQV1eHw+FApVJRVVXFQw89xIkTJ1i1atUYo+Pj44PZbObdd99l5syZeHt788tf/pIlS5Zw9uxZwsLCMBgMzJgxQxj+Y8eO8cMf/pCXX36Ze+65B6VSydGjR8XpvlKpFHBLCdEhwb3q6up49NFHOXz4MMuWLePgwYPY7Xby8vKw2WzMmDGDnJwc5s6dy549e/j9738/Zt9+Qibkn1m+8K0P6bVDqVQyMDBAY2OjMLB5eXmEh4czefJk7rrrLoF9djqdLFiwgPj4eLRaLffffz/x8fE4HA7CwsJISEggMjKSyZMnExISQlFRETNnzuSOO+4Q2wHV1dVotVphCFUqFUFBQajVaqKiokhJSRFlHB4eFpjZGTNm4Ha7BQY7ODgYtVqNVqtl+fLlJCcnk5GRIYxeT08P/v7+gvdgxYoVREZGCpSEr68vKSkpuFwuGhoacLvdWK1WgoOD2bRpE729vWg0GlavXi1cnltbW2lpacHHx4f6+nocDgd6vZ6MjAwyMzPx8fHhvvvuw263c+bMGYKDg1m5ciUhISG43aM49MTERPz9/QHQ6XTC+9LHxwetVssdd9whPBOVSiVLly4V2w0wiisPDw9ny5Ytoj7R0dGsXbsWhWI0ms7UqVOJiopi8uTJJCQkiLcP6cA1JiaGu+66i8HBQTQaDXfffTeLFi0S3BZqtRqdTkdGRgbp6ekCK61QKLj77ruprKxEoVCwcuVKIiIiCAwMFBOA1LcmZEL+FeQLN9Tyg6hTp06RlJTE8uXLycrKYvv27fT19WE2m+nt7cVisaDX69mxY4fATEoxFvv6+sRfZ2cndrud9vZ23G43SUlJNDQ0sGrVKuEwcPToUQYHB7Hb7fj7+3Pp0iXhTtvd3S3cWQF6enoER4XD4aC9vZ2AgACuX79OYWETZ2ehAAAgAElEQVQhVqsVo9FIb2+vYP/r7++nrq6O7OxslEolFotF/GY2mzEajfT09OB2uzEYDHz66adcvnwZlUqFyWTCYDBgNBqZO3cuVVVVzJo1SzhRHD9+nFWrVrF69WqmTp3Kjh07cDgcdHd34+XlhcPh4MyZM0RERLB69WrKy8uZOXMm4eHhtLS04OXlRVtbm9iD12q1lJaWcu3aNaxWK729vRiNRoFhtVgsnDx5EqvVKvbEpd+7uro4ffo0+fn5DAwMYDAYBPthWVkZHR0ddHZ2MjIyIrwdrVaraNeenh7RbgaDAb1eT3V1NVeuXMFms2EwGIT79cjICIODg7zzzjuoVCqmTp1Ke3s7cXFxJCYm0tXVJcoOE4Z6Qv515AtHfchPcevq6vDx8SEmJoaOjg6MRiM6nQ63241arUahUPD+++8Lro7BwUG+9rWv4evri9VqxeVy4efnR19fH5MmTRJOLUqlkvz8fJKSkoiOjgZGtwYkXoXQ0FDKysoIDAxEq9UyMDCAl5cXcXFx4t6BgQGSkpJobW3F6XSSlJREaWkpvr6+aLVaHA4HGo1GeHpZLBZhGGHU63JwcBCdTofVasXX1xeLxUJsbKzYs+3t7UWpVBIYGIjNZhPBEvLz81GpVKSlpTEyMkJ1dTURERHo9XoaGxsZGhoS3n/x8fE0NTXR1dXFjBkz8Pf35/r164I2tq2tjYSEBBoaGtDr9UyaNAmAkpISVCqVcK328/NjYGAAvV5Pf38/bW1thIaGEhUVhY+PD+3t7RiNRrF1FR0dTV9fH4GBgZjNZiZNmkRNTQ2TJk2it7eXKVOm0N3dTU9PD6GhoWJVLXkSSit9iavB29sbnU6Hy+XCx8dHOBS9//77bN68mRdeeIGnn36a4OBgDAYDycnJ9PT0oNfrMRqNxMfH34DYmZAJ+WeVL9xQy0W+X+15QisdNp4/fx6HwyFIW8LDw8cdjJ8F9ZGuSffe6p7xrkkY3vFOjD8LSjTePZJ4Pncr7uTPSlsO/ft76v+31uHvvefztJdCMep6fvLkSTF5L1myZIyTjWfacj3IXavhr4x5nuiYm+nk8+jdsx5yJx7PNpZQGHKEgnRNEql8E5PNhHzhhlreCeUDRr4lIh88nh3/s5wD5DwCnk4kNzMonlAeT8MJCOcT6fp42E2Hw0FBQQEjIyMkJycTFhYm6iivj7wstxr88rLL6ybXkbzM0jPjgf898xhPj+MZPfn3m8GcpDaUOymMB4saL59bGVuFYiyd63i6+FsnT089yY2m5wQn5efp5HGrOnj2n89j+D2fvVlf9MzfM48J4/6vI1/4HrXnqlmpVLJnzx6Ki4sFJlYSyThKqxXpfmkAyweyl5cXe/fupbCw8AZMrvx+qQzSZ+neS5cuYTabxzwj90B79dVXsVgsYw6u5GnAKJFNV1cXtbW1gr5VylvCgkvfx8N+yrHFnjqT8pWnIx+k8tWYJx5ZoVDw5ptv0tnZKfKS10OOpZb/7lk++W9Go5HXX399TP096ye/Ls/Ls+42m422tjbMZjM1NTW88847Qu8Sj7G8/eXp2u12Ll++LO6DUYKv119/nTfffBOr1YrFYuHIkSPU1tbi5TXKPHfs2DFsNttN9ScZSbmLttwgeraRRP4z3qSvUCjIz8/nwIEDVFVVCT3m5ORw7Ngx9u/fz4kTJyguLh6z0PAsl3zsTKBb/rXlCzfUnh3O7XbT3NwsWPS6urpEZ21vbxevrEqlkv7+frq7u3G5XGIQy12sPdOBURy0zWbDarWiUIxisHt6egR+uKOjg5GREcGENjQ0RGdnJzBqHFpbW1GpVIJ/VyqPnLFNvvJpbGxk//79AmYmkZpXVFSQk5OD2+2mr68Ph8MBjLL/SYdhTqdT/Obl5YXFYhGR2Y8ePUp/f7/AH0vMf5Jn4vDwMAMDAygUCoxGI3a7XTAEKhQKmpqa6O3tHWP8vLy8xMHpyMgIZrNZ5Cfhxx0OB52dnWP009XVRUBAABUVFXR0dIyJ0mK323G5XAwNDQlmQgnzLbGnSXvdkrS1tVFcXExRURFarZbi4mKsVitutxuVSiXq43aPkuZLnqgATU1NvPjii2OuVVRUoNPpuPPOO/Hz8+MPf/gDkyZNYteuXVy7do0jR46g1Wp56aWXgNEJRKIq9fLyoru7W+R35MgRBgYGcLlc9PT0CN1YLBahb0AwzEmfjUbjmEnObDazaNEinn/+eYHRHxoaIiIigg8++IDk5GRxQC2x5vX399PZ2YnBYBBtJWey6+vru+HNZUL+NeQLx1FLr5kS0X57eztWqxWVSkVlZSXHjh1j1qxZtLe3o9FomDNnDklJSbS1tbFz505WrlxJRUUF5eXlLFq0iJycHObMmUNFRYVIp6KigpMnT5KWlkZDQwMDAwM0NzfzzDPPcObMGex2O8HBweIAcMGCBZSXlxMREcHp06dJTU3F7XZz4MABQkJCiIyMFKTk+/bt46mnnuLQoUMMDQ0xZ84cli1bJozh9OnT6e7u5uzZs6xcuZJnn32W2NhYamtr0el0+Pj4UFVVxfnz5/nFL37BgQMHcLlcTJkyhWvXrhEWFkZPTw/btm3j0KFDjIyMkJiYyO7duwkKCqK/v5/9+/ezYcMGzp49yyOPPILZbGby5MlcuHCB6OhoqqurGRoaYurUqRw7dow1a9ag0Wiw2Wx89NFHrF27VkTEaWxsZPXq1Vy6dImuri4GBwf50pe+xNGjR9FoNCxcuBCTyURJSQlf+cpX2L17N5MnTyY8PByNRsPBgwfp6enhZz/7GV5eXvz3f/83qamppKamUlpaKiYFs9nMnDlzOHTokAjI8JWvfAWAffv2sW3bNvbt2ydY+Hbv3s3IyAh33nknubm5OJ1O0tLSOHz4MPPmzWPz5s2oVCqmTZvG5MmTx6yoNRqNYLQzmUwi2MC5c+fYu3cvaWlpLF26lO3bt4ugAG+//Tb3338/9fX19PT0YDKZWLRoETt27GDKlCmCmD82NlZwbtTX1/Ozn/0MrVaLyWSivLwcvV7P7t270el0xMfH8/DDDzM8PMyqVas4e/YsUVFRAjYpOS75+/uTmJiIl9doZKCOjg6ysrI4deoUTqcTjUYjcOZeXl6Eh4dTXl7O0NAQy5YtY9WqVWPOUCbkn19uixW1JAcPHmTt2rWkpqYyMDCASqVCpVLR0NCAWq2mqKhIOEQEBATQ1dUlqElNJhOBgYH09/dz6NAhkc7g4KDggW5oaMDLy4slS5Ywbdo0Tp8+TUFBAYmJiXR3d+N0OikuLiY0NFR44VmtVtrb26mqqqK5uZmHHnqIZcuWYbfb2bRpE6GhoRw+fJju7m6io6PFCh5Gwyg1Nzfj7e3N8ePHgdEV8+bNm1myZAkJCQlkZGTQ1tbGxo0baWpqora2lpiYGLHK2rBhA0qlkgMHDmCxWAgJCcFsNpOSksLixYuJiopCrVZz1113kZyczNWrV3njjTc4fPgwCxYsIDs7W8RvNJvNREREkJWVhdvt5te//jXTpk0T/Mo6nY6SkhJR/jlz5rB69WrOnTuHWq3moYceEoTsJpOJQ4cOodFo2LhxI+np6bjdbjFRSG8IWVlZ5Obm0tHRQVxcHLm5uWzZsoWOjg7KysqIjo7mgQceEKT1ADabDbd7lLdZorD8xje+QW1tLW+99RZBQUF4e3tjNpsJDg5m69atN6wk5VsRCxYsYO3atVy9epVXXnmFoKAg8ZsnZ4uURnx8PNOmTePkyZN8+ctfRqvVcvHiRcFlnZubS2JiIgaDgaGhIbKystDpdOLtS6PR0NPTg0qlIjg4mPvvv5/q6mqRz/DwMAkJCYKcfzyDarfbCQkJobGxkebmZlwuFzNmzECv13P48GEmTZrE0NAQVquV5ORkMjMzRWSaiT3qfy35wg21XHQ6HYWFhVgsFmpra9m+fTs6nY6enh6ysrKIiIhg+/btwOhr4lNPPcXly5cpKSnBZrNRU1OD3W4nICCAwsJCzGYzjY2NvP322/j7+zM4OMjAwACDg4PYbDa0Wi0ul4u4uDi+8pWvcO+996JWq9m9ezdKpZLe3l6+/vWvU1dXR1FRkeAldjqdDA4OMjg4iNVqRa/X09vby+LFi3nwwQeBUbx1ZWUlDz30EN/5zne4fv36mC0NGI08cvXqVRE6qL6+XnAbb9q0ia6uLrFVI3n6ZWVlkZWVRWNjI0ajkV//+tfcd999lJSUsG7dOvbu3cujjz7KoUOHmDJlCsHBwfT09PDUU08RHx8vJgCr1cratWt58803hVGNjY1l8+bNvP766zidTvr7+2loaCAiIgKz2Yyvry/vvfcezc3NKBQKwsLCqKmpwWAw4HQ6BXm9RDjvdruZO3cufX19XL58WYRP6ujowOVyERgYiMlkwm63i20RSSorK+nr6xPbI/X19fj6+jJlyhRaWlr4xje+wZQpU8T2g7StIPEa2+12uru7uXDhAsXFxfT39+Pr68ukSZMIDw8Xbu8bNmygo6ODa9euiSgoMBp8obu7G51OR3l5OQaDgdjYWFpbWwWhf2JiItu2baO7u1sQ7Utta7fbGRgYEH92u53BwUHRN06fPi3aQ+oXUr59fX0AvP3222JrLz4+nsLCQnJzc1mzZo2YqJ555hkBiZS2piSZ2AL515EvPHCA/LAlPT2diooKwsLCyMjIIDQ0FB8fH2bNmkVnZydarZasrCwCAgJwuVyCoP+uu+4ShOGpqakikGlYWJgg8FepVEyfPl3gprVaLTNnzmTGjBkUFxcTHR1NXV0dkZGRLF68GIVCQWRkJA0NDSQmJrJhwwbCw8MpKCggMDCQ0NBQwsPD8fHxYcmSJQQHB1NTU0NsbCy+vr709PSIeIReXl74+/vj7e0tXnWnTJlCX18fSqWStLQ0Ojo6WLJkCREREdTU1BAREYFOpyMsLAw/Pz8yMzNRqVQ0NjYyffp0AgIC6O3tJTk5WeCMp02bRlxcHHfccQdJSUnEx8eTlpZGe3u7iMCh0+lE1JpVq1bh5+eHRqMhKCiIjo4OWltb2bJlC01NTZSXl7NgwQKWLVvG8PAwkyZNYtq0aRiNRqZOncrSpUsJDAyktLSU0NBQwsLCCAsLIzAwkNjYWOFJmZCQwLRp0wgPDyc5OZn8/HxWrFhBSkoKPj4+hIeHExwcTGJiIgDR0dFi20h6rq6ujnvvvZdVq1bR1tZGf38/ERER+Pv7Ex8fLyLKNDc34+fnR2BgIGq1Wrzp5OTkoNfr2bRpE1OnTqWgoICVK1cKgvnm5ma2bNki3tikN5cHHniAwsJCpkyZwtq1a7Hb7YSHhzNv3jxKS0uJiIggKChIBDqYPHkyOp0Om82GRqMhPDyc0NBQQkNDCQkJITExUZxxFBYWsnjxYhYsWCAQJ11dXQQFBRETE0NycjK9vb0sXLgQg8GAxWJh2rRpvPLKKzz77LOCuEwi+5faQOLAkcbXhPzzy20Dz/u8+FTps/xeST4rnfHgT7fK87PK93l/kyMH/k/m4fmsJ2fveJBB+TPjYbQlZMubb76Jv78/W7duHUMp+nn1Nx7E7PO20+fVz+d9/lZpeMLfPPV0s/z+lrz/lvJ4piXBAQsLCykvLychIYHW1lY2bdo0bt+fMMz/mvKFG2r4a6eVoHee4ewlIySJ5zU5pln6LpHUSzAz6bs8DbgRuw1/xUvLr8lxwRJCRI7dlcO3pOclo6dQKMT9csMgDxQg5StPxzMAgfw3OU+3lIYcQyx/Rl5uSTzTljt+AAKVoVarx5RF0pmUnlx/cgJ3ObTPE+t8s4lGKr+kO3lbS/qR60261zOv8bDO8nYcz0B7wuw8MfKefWC8CViehrwc8t8leN94ATLk5ZfTusKoo47FYhE8KPI2lOop7/+ek86E/HPLbWGo4a8DStqvDAoKwuFwCHfrgIAAcY/kciwF27Rarfj5+aFSqcT+sURnCjA4OIivr++YTisF1ZTzIXsOWE8Do1Qq6e7uFtsAnitTqR7SAJZ4RVpaWoiNjb1hUI33jGcZpHs9JxHps3yl29raKoKvRkdHCwSDVD6n00lbWxsxMTECf+zpDCPJxGC/PWS8tx/PN6GJ9vnXl9viMFHqbB0dHezatYtjx45RWVnJ9u3b+e1vf8vBgweBUYPR0tLCzp07efvtt2lra+PChQvs2bOHXbt2MTw8zPvvv8/u3bs5ffq06MwHDhzgvvvuE9/feecdHn/8ccHkJo907u3tPea7JxNbfX09f/rTn8YYNrkziNwBxe0exf2++OKLtLa2CkMtz9PzGemzHAstdxhRKEZJ8729vces1jo7O9m7dy8Wi4Xf/va3ArYn4aoVCgU+Pj68+OKLdHV1CUMsL4vcEedm2wAT8sWIfMU9YaT/35MvHEcNiNh7O3fuJCYmhocffpjBwUGCg4P51a9+hY+PjwhY+fHHH5Oeno6/vz9vvfUWg4OD/OpXv+KFF14QaIWnn36aJ598ktWrV6NQKJg5cyZdXV2cO3eO5cuXk5ubKyBaFy5cEPjngoICQSg0d+5ccnJy0Gq1gn8aECv9/fv3M3v2bMLDwzl79iwJCQloNBoqKysxmUwsX75cBB4IDAzEbrdz/vx5MjIyKCgooKuri2XLltHY2CgcSFavXs3Vq1cxm80kJCQwNDTE3r17ef7557ly5YqAZxUVFWE2m4mPj2f+/PkAXLlyhfLycp5++mk+/vhjQaikVqspKCigra2NtWvXotfrOXXqFHFxcaxevZrLly9js9mYM2eOQNyEhoaydOnSG7hCJuQfL5LePf97fp6Qf225LQy11OFaW1uJjIzk+eef584772TKlCkcOHCAjo4Onn76aby9venp6REsdy0tLQJTGxwcTFFREfPnzxfRSiQIntPpZOvWrZw4cQJ/f3/S0tIwm83k5+dz/PhxgoKCqK2tpaGhgXXr1nHw4EFaWlq4fPkyzz33HG+99Zbgki4rKyMoKAilUsm+fftQKpXodDqys7PJyMgQ2xx79+7le9/7HoAgyF+/fj25ublcv36du+++m9deew29Xk94eDglJSWEhYWJYAK7d+9m5cqVxMTEcPHiRS5cuIBSqaS6upr6+nruvfdeduzYIQx1UFAQoaGh+Pr64nQ68fHxITs7G71ezwcffEBCQgIvv/wyGo2GpKQkjh8/Tn9/P/n5+QQFBVFRUUFbWxv33nsv7733HosWLRqXUGhCJmRC/vFy22x9wCiOevr06WRmZnL69GnmzZvHli1bqK2tFUB+KaKK2WwmKipK7DH39fWRnJyMxWIRK3SJGN9ms7F69Wo6Ojo4cuQIS5cupb+/X4Sbeuihh7j77rsBSEtLw+12s2rVKtLS0nj55ZdpaWlh8uTJREVFMWnSJFQqFTNnzsTtdtPZ2UloaCjf//73CQ0NJSgoiJkzZ46pn9Pp5OLFi5hMJuGYM2PGDPr7+1EoFCQkJJCQkMDIyAiBgYFMnz4drVaLl5eXwDC7XC7+7d/+jeXLl6NUKpk5cya+vr4iDx8fH8EnIgUl8Pf3p6+vj4GBAbKysti4cSM2m41p06YRHR0t+LoffPBBsrKyAJgxY4aY3CZkQibk9pDbwlBLe7ePPPIIV69epbCwkDVr1vDee+9x4MAB0tPT8fHx4bXXXmPLli2UlZWRk5PDY489xurVq/nLX/5CUFAQTzzxBBqNhu3bt3P//feLdNvb2+nq6uLRRx8lMzMTm81GX18fs2bNQqlUUltbi1arZXh4mJ6eHnx8fCguLiYmJga9Xs99993H0aNHOXfunHAYkfgp1qxZQ3FxMSMjI6jVaux2O729vbhcLlE/pVLJj3/8Y3bu3EliYiIul4t3332XzMxMQWg0ODgoODYkB5Lg4GBKSkqYMmUKbrebpqYmUU6DwYDb7RZE/v39/dhsNiwWCwqFQsRcjI+PJyoqiqKiIhGN3Wg0YjQamT9/Pt7e3lRVVY1JFxjjODEhEzIhX6zcdqgPs9nMyMgIer0eq9WK1WolIiIChWLU68zPzw+z2Yzb7SYoKIiRkRF6e3sFb4bkdhwWFibSlQh6NBoNgPAQ8/HxEZ5soaGhY8oBo5FdgoODRZ4Oh4OgoKAx2wFqtZqenh5BdC+HdUlcyUNDQ3h7ews4leT1FxYWdoMnmXzfUaVSYbVa0Wg0AgEj8UJIIh1+Shzd8kMnOarFYDAQGho6BlomTSye9ZenO3FgNSET8sXLbWGo5Thq6eBKOjwcD/52K4cE+ffxsNEwFkMtfb+Zw4YnqbxnPlKZPdMYD7onT9sTHy0vt2c+njjemznPjAfluhXeV5pUbmaQx9OBZzknZEIm5P++3BaGWi6exu5WBkT+eTxj91npf54y3OzaePC1z3rm78n/89RFbpD/ljJ56lm65pmudN1zUpKnMSETMiH/9+S22KOWVra1tbUcOnSI8+fPs2/fvjHwMLvdzmuvvYbNZhuzspOvniWjMZ43GzBmVTieI4n8HpPJxGuvvYbT6bwBtypf4fb09HDt2rUbnFOkz2+++SZdXV1jyuZ5j/Rd7vH35z//mfb29jErYavVKsjo5WWWi9vt5o033hCcxdI1+TPSG8uFCxc4cOAATU1NY7wW5d55CoWCnJwcDh48eAO+esJIT8iE/GPktjDUknR3dzN79myKioo4evQoSqVSsJj5+fkJukcpBt7Q0JAwSPn5+RQVFYmDtOHhYUHSL+0Du91u2tvbBaJBimw9PDxMf38/FosFLy8vQcReXFzM8PAwNpsNk8k0JuJHX18fNpuNoaEhcXAoRUOXtigkBj2JHW1oaGgMibyXlxe9vb1i8nG73YImtb29ndra2jFGdjwyes+tHbvdTnl5ORaLBbfbLQ4HJY9N6fDxlVdeoaenh8WLF9Pb20tVVRX5+flCf5KjjNvtpre3l7q6OiorKykrKxO6vM1exiZkQv5l5bbAUUtGatGiRXR1dXH69Gnee+89bDYb77zzDsPDw8yePRutVsuZM2f46KOPBNZYr9eTmJhIVVUVQUFBREREcP78eSwWC4mJiXR1dREdHU1LS4vw5lu4cCGXLl3CZDKJqNsGg0HgtU+dOkVwcDBqtZrGxkbOnz+PzWZjxYoVzJs3j9zcXK5cucKqVasYHBykrq4OgJMnTwKjrHS9vb04HA4RnQOgqKiIgwcPCix3UFAQdXV1mEwmvvSlL5GdnU1AQACRkZH4+/tTWFjI0aNH+dGPfiQCG5SUlBAaGsrOnTtFFHGJcP/dd98V3NIWi4Xt27czODhIYmIiBQUFqNVqNm/eTFxcHElJSbz00ks4HA62bNnC//pf/4uQkBBiY2PJycmho6ODe++9l0OHDqFWq/H19WXXrl1ER0cza9asiT3qCZmQf6DcFitq6bUf4LnnnmPr1q3odDquXLlCbW0tcXFxtLS0oFQq2bx5M97e3thsNvR6PQ8++CCNjY1ERUUxb948RkZGBOWoFEMvKCiIgYEBvL29KS0tpb+/nxMnTpCUlITJZGJgYIAFCxZwxx13cOLECdrb29m0aROTJk3ik08+oa+vj7CwMNrb24FRvHd1dTVWq5WAgAA6Ojrw8/MjJiaGe+65h7y8PC5evMjDDz9MZGTkmAjYwcHBPPDAA1RUVHDixAnuu+8+kpKSeOGFF+js7GTLli2sWLGCgYEB7rvvPoKDg2lrawNGgyX09PSgVqsJDAxkw4YNgnDfZrNx4cIFNm7cSHx8PNevX6e2tpbJkycLKN/WrVuJi4vD7Xazfv16/vKXv3Dq1CleeeUVUlNTmT17tsByd3Z2sm/fPpKSksjMzEShUBAdHc3cuXNFu00Y6gmZkH+M3BaGWiI8+uCDD2hra+PBBx/k6NGjWCwWHA4Hs2fP5pFHHqGrq0sQtEuE7FK8QCm24euvvy62Gtzu0biJLS0t9Pb2smbNGiZPnsyePXvQ6/UolUq++c1vMjQ0JIIAaDQaTCYTlZWVGAwGQdh/zz33sGbNGmDU6ebrX/867733Hq2trQJuZ7fb6e/vF7wchYWF9Pb2iu2GoaEhUW6Xy4Ver6empoa2tjZmz55NX18fFRUVjIyM0N/fT39//2eS0UuE+xL0sKysjJ6eHnQ6nQh39cgjj9DZ2Tlmm2T//v34+Pjw1FNPie2h7u5u3nzzTUHGHxgYSE1NDc3NzYKUvqWlRbTbxNbHhEzIP0a+8MABkigUCvr6+khNTaW7uxur1cq6desICQmhurqa8PBwAgICBEl6eHg4ERERgrB99uzZGI1G7rzzTvr7+0lNTWXOnDnY7XZ8fHyYOXMm3d3d+Pj48OCDD5KWlkZpaSnBwcGC+F2r1TJ9+nRmzJhBRUUFqamprFy5EpVKRXNzsyDDNxqNVFdXk5WVRWhoKBqNhrCwMEJCQggJCWHSpEmsXLmSgoICUlNTiY+PJzAwEKfTKYIB6PV67rnnHsrLy4mMjGTjxo1ERERQUFCAVqsVhPNBQUFER0cTFBSEzWbD19eX8PDwMfklJiaiUChISUkRDjKLFi0iKiqKqqoqoTspGAEg9vWHhoZ48MEHCQ8Px2AwCP2lpKSQmZlJf38/LpdLBFkwGo1MmzbtlgeaEzIhE/J/Vm47eB58NuTuZljj8WBn8udv9nk8RMfN0rjZvZ+V/mfVzRMS93kN4N9S7s9Kw/P7zfDY0j2e+OzxyiThvm9WjvHgf/J2/Ht08fcwzHmWWcr/b0nHE3f+RVHFjod//1fGvsvrdTO/hn92uS0MtaRQiVxfTtAu72zySCOSyJEYcjJ8aTtF7nDi2Vk9HU7k98BfHUHkjS+VVxqIngTx8nTkBsOTNH88qJ/cWHneJz0/XrQVOcm8PD25YZVHpZbrVX6vnBRfqr/0rLwMngPfswt9nonDsz1ude1W1z3T9LzmqUd5f7tZHp/ns2dannX8rDqPVwbPCdET0XOr++X5jqevW+XnWY9b1eHzpner++OizOsAACAASURBVP7Wtvs8fWa8sn7W8/9MclvsUcOokr29vWlqaqKgoACbzTZmRaNQjPIwSyIdFGZnZ2M2mzl9+jQul4uWlhacTicqleqG52FsQ8m5puWGSApse+zYMex2+5h8pfuHh4f55JNPxCGl/DdJPCN3eIqcZ9put3Pq1CkcDseY56SyScZSykv+uxQZBxBc1ZIBv3DhgkC8SJ1XPmF4GgTJsEscIGfPnsXb2xuDwcCnn34quKutVqs45JTS8zSKJpOJU6dOjYlGI58gpPukul29epWamhqMRiN9fX1jVrieq0RpgvT8rlCM8pqbTKZxjel4ZZGXaWBggMrKSoqLi6msrBT1kutO/pyUptQGCoWCtrY2Pv30U1Fez2fk9Zc/K+9Dcp3KIwF5Gh+5AZenCaMUCMeOHRN96lZlkY9Dz3KNp/+b6dPzz7PN5P9v1Y63aid53WF0ISHldeHCBZqamm7Qx3jj759JbgtDLSn52LFjXLp0CafTyaeffgqM4n8lLouGhgZhSFwuF/7+/hw5coShoSFOnz6NwWCgvLycoaEhGhsbBRbYc2XrGfLJ0zDCaARoX19fETRV/ozT6UStVnPs2DE6OjpEPaSoKdJ/T0MoN8xyBxO3242fnx/Hjh2ju7tb6EReLk8dyFde0p808cgHX2FhIVeuXBE6k5dLvsqXl8nb2xu73c7OnTuJjIwU+X/88cci3Z6eHsFoKKXnuUrx9fXl448/FtwqUj6SEfBcTdXX15Obm0tbWxtdXV3A2HBT8rzkupZ0Kw3GqqqqMfhxLy8v6uvrcTgcN4R5kyZsqey+vr78+Mc/xmAwcP78eX7zm9+MmQwlPXlOSp7bHPJgF579Tr5ClgdugFFyLbkDkjThtre3C/y9fFKUyuJ0OsdMHPI+LOeZkZdD/mYk+R1I3z37lfy6lIcUJUn+xuUZiELqx1IfknTlmb78N/mznvqTizx9qc6FhYVcvXpV9HfpeamfSG3yzya3BY5a6uAGg4FDhw7xwgsvsGDBAlpaWrh06RJarRZfX1/effddXnjhBc6dO4fFYuGBBx5Ap9OhVCrRaDQMDQ0J55T/+I//4Nlnn8Vms1FdXc2sWbME+sNoNPLkk09SXFxMVVUVS5cuFbjoEydOsG7dOvLy8li4cCH79u0TaT711FNcu3aNqqoq7r//fsLCwjh06BA6nY7MzEwOHTqEUqnE398fk8nE3LlzmTFjhuC8jo+P5+LFiyJQwYoVK1AoFJw9exaDwSAiqR89ehSj0ciMGTMoKysjMzOTc+fOERoayu7du/n973/Pp59+KhAxFy9eZGRkBJ1Ox9atW1EoFNTX15OXl0dbWxtTp06lsrKSCxcusGDBApqbm6mvr2fu3LkMDw/T0NDA0qVLuXTpEqtWrSI7O5s77riDoqIiHnvsMQAR6fyVV14hNjaW5ORkRkZGyMvL4+rVq9hsNu69915SU1NRKBQcPnwYq9WKQqGgv79fMA8uX76ca9eu4e/vz9KlS/H396e7u5uzZ89SU1PDlClTMBqNREVFUVpaSn5+PqGhodxzzz0A7NmzB4vFQl9fH0lJSVRWVvLDH/6QnJwcWlpamDdvHna7HZfLxblz54Qef/nLX/Ktb30LLy8vSkpKxKF1V1cXRqORJ554QvCMSxzhbW1tIpL6hx9+iFKpJC4ujpycHL7xjW9gtVqxWCw0NzcTEhJCSUkJAQEBrFixApfLxcsvv8yUKVPw9/enrKyMvr4+tm3bRlNTE2VlZaSmpmI2mykpKWHhwoUsXryYEydOkJ2dzW9/+1uOHz/OwMAAq1at4vXXXyc2NpZvfvObY4yfpOe2tja+/vWvc/LkSUZGRli+fDl5eXksWrSIpqYmcnJyiI8fjdYuBYh4+OGHaW1tpbW1VQSduHz5MiaTiYyMDC5duiQm1SeffBKFQkFTUxNXr16lrq6OxYsXExQUxLVr10hOTsZms9Hc3Exvby9PPvkkRUVFNDY2EhERQVJSEkePHkWhUBAUFERXVxcrV66kr6+P2tparFYrSUlJlJeX8/3vf5/r169TX19PWlramHH71FNPodVqGRoa4uDBg/T395Oenk5YWBgXLlwQ/T0vL4+ioiLS09Pp6OigpqaG5cuXCwivp9G/3eW2KK20GvnKV77C1q1befzxx9mxYwchISFERERw6tQpnE4nS5YsoaCggOvXr2M0Gvnkk0/w9/cXq4HAwECKi4uxWCxMmzaNkJAQtm/fTmBgIIcPH6alpYUZM2YAUFJSQlJSEi0tLZSUlNDS0oLbPQrnc7vdTJ06lfnz51NTU8PcuXMZGBigqqqKxMREWlpauHLlCiqVivXr19Pe3k5bWxs2m427776bmpoa1qxZw9WrV3n77bdxOp0iAsvg4CArVqwgOzsbGF1B7dy5k02bNpGUlMT58+e5dOkSdrudM2fOUFdXh1qtprKyEqVSyaJFiygoKKCgoACDwcDFixfp6Ohg3bp1XL58Waws3nzzTebMmUNGRgZ2u53w8HAcDgc5OTkYDAaio6NFBy8uLqa1tZWamhr8/PwoKSlBr9czbdo0EhMTgdEVlL+/P+vXr+fq1as4HA4KCwsZGhpCpVKRlpYm3oIaGxs5ceIEjzzyCFqtlpGREWJjY7l+/TpFRUWcOnUKf39/waf93nvvERUVxYoVK1Cr1XR3d1NVVSXa7sCBA1gsFmA0uERaWhoKhYL4+Hj8/f05duwYhw4dQqPRcOTIEXp7e2loaOD8+fO0t7cTExNDZGQkcXFxvPrqq+j1eg4dOkRTUxMpKSn4+vpSXFws+qPb7aaoqAi73Y5er2fXrl3U1dXR1NREY2MjJpOJixcv8qMf/Yiuri6CgoLYsWMHX/3qV6mrqyM7O5uoqCjWrFlDXl4e3d3dBAcHk5iYyPHjx3n//fdFn2xtbSUkJISMjAwA/Pz8WLp0KWfPnsXpdLJu3TreeustIiIiRJAIaZVosVg4ffo0CxYsoL+/nwMHDtDc3ExtbS0lJSWkp6eTnJyMRqMRzmJmsxl/f3+mTZvG+fPn+eSTT0hPT8flcpGbm0tOTo7YUmxvb2f16tVUVFRgMpkAOHPmDG63m0mTJtHW1iaCahw5coS6ujpiYmKYPHkyBw4c4Pjx43z1q1/l3LlzFBcXMzQ0xIoVK2hqaiIzM5Pc3FwMBgPx/xsVFRoaSkREBCdPnmTfvn1otdobxq3UTp988gktLS08+uijvPfee7z00kvMnTuXRYsWiXB9Op1O6Dg2Npb09HShv382uS0MtfQad+3aNdatW8fLL79MTU0Nr732Gj09PWg0GtzuUbpQt9tNf38/27Zt48EHH6S3t3fcV3in0ynczFNTU/n5z38uaFKl1c+uXbsICwsTLuASFE16NZVel3x9fQkODiY/P5+9e/cSHh6O0+nE6XTi6+uLWq0WZP1arRYfHx8CAgJE3UZGRvjFL35BSkoKTqcTrVY7Zp/S6XTicrmEq3t/fz8bNmzga1/7Gn19fWMoTB0OxxgdbNiwAavVik6nG/MKKNXf5XLR1tbGa6+9RnBwMMPDwwwPD5OYmMiVK1fIzs4mPDx8jCu9fG/Rs50CAgJuOKhUq9X4+/uPefWW6qRSqdi/fz9XrlxBq9Wi1+t59tlneeONNygtLQVGXe+l+ssPf4eHh9Hr9Tz//PP4+fkBo4NMo9Hg7++PRqPBz89PuM7PmzePZ599loGBAYaGhvj3f/93uru7efvtt8UqzOl0kpCQwG9+8xtGRkbw9fUV/UsShULBwoULeeyxxzh79qxog8cff5yHH36Y1NRUDh06xLRp09i7dy8LFiwQVLpyCQgIEFstPj4+aDQa0Sfj4+P59a9/jcvlIiQkRKzclUrlDUEbpK0XKWqR1WoFRh2vQkJC+OCDD9i2bZugXPjOd77D6tWrMZvNeHl58Yc//EFsL0hl8fPzQ6lUkpqayo4dO8QboslkYsOGDTz22GMiULK0/Qcwb948Ll68iLe3N1lZWeLt53e/+x1KpRIfHx+xeJIbRLd7NH5oQECAGB+SzjUaDQEBAfj6+op+5HA4mD59uhi38raWdCJPX9r6GRwcvGHcDw4OEhYWhre395j+9c8ktwWOWjLUTU1NZGdn09PTw4MPPohKpaK9vR29Xi9wz0uWLMFkMtHb28ukSZOor68XTimhoaF0d3czZcoUrFYrarWalJQUrl+/TmxsLAaDgcDAQAYGBoiMjMRut6NSqUT0lsuXL4sI3u3t7URERGCxWAgODsZqtRIbGyuiooeGhjIyMkJERIRwRR8aGiIkJASTyURYWBh9fX3cd9995Ofni8FhNpsJCwvDYrEwf/581Gq1OPTz9vYmMzMTp9NJQ0ODCBlWXl6OTqdjzpw5/x97bxoeV3Hl/396U6sltdZWS7L2xZJlS95kY7zbGLAhCSYsgSRAGELIZCfD5EmYzMwLZjJPIAkkzrAFjAlgwCzG4A0LW/IqL9oXS7K1WGtLaq29t1rd6v8L/W7lqt0yTiYZe/7ReR49un1v3apT26m6p77nHGpra1m7dq1og4SEBPr6+khNTWVgYIAlS5aIOh06dAi/309mZiYwJfgkn9QRERFkZGTQ3NyMXq8nNzcXpVLJ+fPnMRgMGI1Guru7ycvLIzw8HIvFQldXF6mpqQwODhITE4PD4SAqKgqfz4dOp8Pv91NQUEBMTAxjY2NUVFQQFRVFbm4uZrMZg8GAVqvFbDaTnZ3NwoULCQsLIzMzk5KSEtxuN3FxcXg8HqKiolixYgWnT5/GYDCI+JMtLS1ERkaKSPMWi4UFCxaQkJBAXV0daWlpmEwmQkND6e/vR6/Xs2LFCpxOJxMTExQVFVFeXk5ycjKjo6Po9XrcbjexsbGkpqYKYyen00lFRQW33norX/7yl2lsbMRisZCTk0NcXBxKpZLNmzczOTnJokWLiIuLo7S0lKSkJFasWEFHR4ewCo2KihJfDwaDgUWLFnHu3DlSU1MZHR1FrVaTm5sLTG0KTp06xa233kp/fz+NjY3cdddd6HQ6BgYGOH36NK2trcJG4MCBAxgMBg4dOsTmzZsZGRnBZrORlJREU1MTGRkZ+P1+4ctcEtBarRa1Wk1XV5c4yM3JySE2NpZLly6RmppKT08PycnJDA4OMm/ePCIiImhsbOTChQv4fD6ampq48847OX36NHPmzMFut6PT6XC73aSlpZGfn8/hw4cpKChg3rx59PX1YTAYsNlsxMbG4nA4CAsLE+HjdDodDoeDrKwssrKyps1bqc8TEhJITk4mPT2dvr4+Kisr2bx5M+vXr2fv3r34fD4KCgrIzs6mqqpK9EFYWBhZWVlBETL/F+i6gOfBdOwnXO4BT0ojTz8TVjIQviNPIz8AuhKsKFjamZ5dqU7y/8EOoWZq/s/j+Upt8OfW72rr83kUjMfAvlMoFOKrJVhMxsD0M7VDsPIC00pfCVIAB/n9QKTE540h6Z78kCuwPPnB59XyGqx9rtTHVVVVJCUlkZSURH9/v1Cbvfnmmzz00EOkpaUF5SPYtc/n49lnn+XLX/4yBw4cYNmyZaxatQqv1zsNEQUIWOiHH35IaGgoer2empoafvjDH4r0wcapXB/8eWPsauZt4LX05RtsHl1p7Pxfo+tCUMuFtHxgwOV4YJje+fJTX/l/eZ7yE/RgEyFQyH2eQJ1pAMkn8pXw2YGqFTn+O9jpuvzeTGkCMc6fB0eaaUIE1kOOJJmpjeX1lGOy5fzKy5G/I1fXBFKgMJOPkWCTWt7PgXUMfD9YHoF48mB9KudN+q9SqWbsw2Cf2jO1g9SXn0fy9hgYGMBkMpGenk5sbOw0IRvYB4H9rFROufO9dOkSCQkJzJkzZ8b3pXHl8/m4ePEiAHPnzg26IMjrOdN4CZZ+poUs8D3pOtgY+7w2/r8qrK8rQS2fJPKJIj2X8NHS70ChcKWdpJRX4E5dXp50LcdhB1tE5HldaaWeiZ9gu6xgA+tKdZEoWF5X2qXNNFH+Wrvrmep8pfp9XhtdiaeZ2nCm+svfuZp6ft6Yku79T3i9mj6WCzC4/IszcHxeqW1nug7cgMh5vlIdgvE5Uz0/b0xdqY2CjfUrtf+fW/b1TNeFoJZIalylUsmxY8eIj49n/vz5IizXm2++iU6n45577hH3AgXUTANW/jtw1yOVC1MT4OTJk5w7d45/+qd/mjGqyV9DqM3SLF0NXUkwyedMsDQz5SelkRuRXEmoBQpQ6f3Z8f+/Q9cN6gOmvMtJsDO9Xi8cCFVXV2MymYiMjKS1tZW2tjahGrFarTQ3N+P1euno6BD+odvb23G5XLS3t9Pa2orVaqWyshKLxcKLL75IY2MjXq+XiooK4fGuvr6e1tZWwsLCcDqdjI+PC7heVVUVFotFONmvrq7+P2/tNEv/N0i+yw3chAQazASmmSk/KU2ggZa8vJl4kBvNzJR+lv66dF2gPiTVxdNPP43NZmPx4sUcOHAAn88nDDu8Xi9msxmn00l1dbXAStvtdn70ox+xefNmiouL6erqorKykvLycgYHB3nnnXeIjo5m+/btApf95ptvsnz5ct5++22sVivFxcV0dnZiNptF5O++vj6Bo3333Xcxm80UFxdjMpmoqqri/PnzwstcoLpmlmZplmbpr0nXxY5aEnCbN2+mqamJ5uZmYmJisFgsNDc3s3HjRlavXo1WqyU7O5tVq1YxOjoKTMGdNm3axAsvvMCKFSsYHR3F6/WyceNGkpKSMBqN3HHHHWzdulUYh2RnZxMXF0dtbS0FBQUsW7aMc+fOsWLFCtasWUN6ejrHjh2jtLSUnJwcqqqqyMnJYe3atWi1WubPn8+qVauE32t5HWZplmZplv7adF0JaoVCwZo1azh+/LgQuFlZWbz55pv09/djsVgYGxtjZGQEh8Mh3r/rrrsoLS0lKyuL/Px8ent7SU9PJyMjg56eHpxOJ9HR0RQWFlJeXs74+DhtbW3k5OTQ3t7OrbfeypIlS/jggw/o6Oigu7ub1atXk5yczCuvvEJRURFNTU2sX7+eyclJhoaGLuPhOlL1z9IszdL/z+i6OEyUDiMk9UNhYSEDAwOoVCoSExMpLy8nPj5eWC1JjmBSUlLE4YYEzlepVDQ0NODxeMjOzqa/v5/MzEw6Ozux2+0sWbKE3t5eHA4HKSkpVFRUkJ2dTXJysvBBYTQahXDv6+sjIyODiooKkpOT0el0wtGP3+8nOTn5qg5wrhf6PJTFLM3SLF1/dF0IaokCkRvS9ZWMOuSm43IKhgSZCVp1JWhXsPz+WvWE6X6i5eUGwquk/3JM65X4kdcdLje2mSmfq4HLzfRcjqYJLPPPaZfPq2dgOqn/A8uTruVt/D/pwyvV/WqgedLzvxY/s/T3Q9eFoA4UuoEn2zMB2uWDPdCwJVDwwuWBAoItCtL9wHICcaMz4WADeQyWH1yOg5V3Q6CQ+ryJL+dHnl8gjzMJhavFqMrzCmZIFJg+WDlXag/pdzB+AnmdiceZ6hasDWa6nimt/Jn8+vMWtiu1Y7C2mRXgsxRI14WOWiK/f8rKa9euXdTV1U2zSpT78pUP9rfffpu6urppfoalfJqamti1axdDQ0NUV1df5jNY/iflGQg7UqlUNDc38+abb4oygMuElHxRkP4HCtvAewqFgpMnT+JyuaZNSrnv3MDJfOLECaF6CSZcpfSSID127JhwLykXPvv27eOzzz6bUQhKbTHTYhLo+1qhmHKqNTw8zM6dO2lubr6sr4J9scjrIfXfyMgIL7300jTHPjO1e3V1NXv27KGmpmbGBW/79u3Cp4VEUv0C6x3YFsH6LbAPg/0Fjifpt8vl4sUXX8ThcExrC/kXQWDZszRL11xQBw5Kv99Pd3c3ly5dAv7kBU76Lwk1yWG/0+nk/PnzwJ92qZJAttlsNDY2incBRkZGRB7SBBkbG8PhcOD3+/F6vcITmtlsZnJyEr1eT21tLTabTbwzOjqK0+nE759yum6324UHLznPIyMjQmCMjY2JQ1HpE9jtdguvZ0NDQzgcDvbv3z/NhN5qtQo3nx6PR3jAkw5cpbztdvtlJvcS7htgYGAApVJJS0sLR44cEegZySG9QjFlkjwxMUF9fT0VFRUolUqGh4exWq0iz4mJCfbv34/b7WZiYkJELXc6nej1euGjGRDt4PV68Xq9jIyMCJ4tFgv9/f3ChaZ09uByuaitrWVyclL4AlepVFitVsxmsxgzhw4d4sCBA9xxxx0MDAwIYS5FfZd4vXjxImazWfQHTDmVt1gsOJ1O0X5DQ0PTxoXcR/j4+Ljw1HjmzBkaGxtRKpX09vbi9/s5duwYXV1deL1eEfF9YmICp9PJ2NgYSqUSr9eL2+2mqamJ8fFx3G63qLvE28TExOyOepYuo2seOEASWCqVSvjAldxU/uY3v+Hee+/lrbfeYtOmTbz11lvccsstDA0NERISQmJiIjDl//jJJ5/k4YcfJi8vj9HRUV599VUSExNRKpWYTCba2toICwvj+PHj2Gw2HnzwQZKSkqiurubMmTNMTEywcOFCPvnkE1asWIHL5UKn02E2m7npppsYHx/n3Xffxev1snbtWo4fP47P5yMvL49Dhw6xbNky6uvr+c53viP43L17N/Hx8ej1ehYuXEhzczPNzc2sW7eOLVu24PP5qKmpITU1lf3797NmzRrcbjevvfYaK1euJDY2losXL3LkyBFcLhfr16+nqamJzMxMXnnlFXGQuWXLFg4fPozdbufee+8lMzOT5uZmDh06hFKpJDw8nKNHj9LU1IRKpSI3N5fe3l7cbjetra0cP36cTZs20dvby8jICImJiZSWlpKens7k5CT19fU4nU7Wrl3L4sWLMZlM/OEPf2DevHmUlpbidrvJysqiv7+f9PR0NBoNWq2W5557jq1bt/L++++zadMmdu/eTUJCAiEhIaxevZqKigrha/iee+5hcnKSbdu2kZqaSmhoKK2trRw7dgyfz0daWhpdXV0UFhayfPly4XXv2Wef5bnnnuOJJ57gwIED2O12oqOjhYtOs9ksBHd9fT2fffYZmzZtoqSkhIiICPr7+7nzzjs5fvw4y5cvJzw8HJ1Ox9GjR7lw4QITExPk5eVx8uRJtFotCxcu5NSpU+Tn51NdXY1arWbFihX88Y9/5L777mNiYoLS0lKio6PRarU0NjYyNjbG1772NSorK4X72/7+fvE1VVBQwIkTJ4QnxKeeegqfzycsb6V5Mkt/v3Rd7Kgl+vjjj9myZQu5ubmEhIRgt9uJiIhgfHwchUJBUlISt99+O8ePH+f+++/n5ptvZmJigg0bNlBYWEhraysAx48fR6fTceedd6LRaFCpVIyNjXHw4EHCwsJQq9Ui1NOnn36KUqlEp9MxNjZGbGws9957LyUlJdx3332EhoZy5MgRMjIy+Na3vkVbWxuvvfaa8Ds9NjZGdHQ0X/3qV3G73YSEhIgdmU6n4ytf+QpDQ0O0t7ej1+vJy8tDr9cDU36cx8bGUKvVwtl9fHw8hYWFxMbGAlOO2q1Wq8CV22w28Tn91a9+Fbvdzscffywiy5hMJgD279/PvHnz2LRpE+Pj4+zbt4/09HQsFgsREREsWbIEg8EgrNoqKio4fvw4d911F1u2bCElJYUVK1awf/9+1q9fz5IlSzh48CAw5Ypz+fLleDweTp8+TXZ2NsPDw3g8HqxWKyqVSri71Gg0QqWh0Wi4//77GR0dpa2tjdDQUOE+E6CpqYmuri7uuecejEYjxcXF2Gw2YmJisNls9Pf309fXR2hoKH6/n9zcXN59912cTic/+MEPiIiIEC5LBwYGKCkp4f777yc9PR2n00l4eDjj4+Oijb74xS8SHh6Oy+Wip6dHbAAA9uzZQ1RUFDBl/Srh8dva2khNTaWoqIiQkBCqq6vR6/VkZGRQUFCA1+tFr9dz8eJFFAoF+fn5rF+/niNHjtDS0sK9995LSkoKx44dw2w2k5iYyPDwMAqFgnvvvRe73S7idAZTyczS3yddc0Etp8jISGpraxkcHBSfwE1NTdjtdlwuFzabDbVajUqlEnHRxsfHcTgcuFwusXMyGAy0t7fT0tKCy+XC7XbjcrkwGAz09fXxrW99S0SMkHYxDz30EIsWLRLqgZiYGNrb2xkcHCQxMRGHwyGES05ODl1dXTzyyCPk5+cLoQ9TwsZqteJyuUTZVquV/Px83n33XdxuN4sXLxbpHQ4HDoeD7373u8Ki0maziTiDiYmJmM1m7rzzTtatW0d/fz/j4+Mif5fLRVxcHP39/Tz44IMiUkh8fDxNTU10dnbi8/mIiIjAbrfzk5/8BLVajdVqpampiXfffZfw8HCUSiVarVbEV5ycnKSzs5P4+HgR2cRoNAJTMRVNJhOTk5N4vV4yMzN58MEHMZvNoj/cbjd+v5+mpibheN/tduN2u7FYLOTn57N3717MZjMrV64EIDY2lrGxMS5evMjw8LDwM/6lL32Jm2++mQcffJAjR45w/vx5od+/ePEijz/+OFFRUfj9fjo7O0VcSaVSSXl5OS6Xi8rKSt5//30iIyNFm7tcLqEu+u53v8tHH30kVG7x8fEMDg7y/e9/n+TkZEZGRnC73YyPjzMxMUFTUxMbN24kLy+P7du3C5XSiy++KL4SpXFrt9vRarU4nU4aGxsZGRnBYDAwODjITTfdxBe/+EX6+voYHx/H5/PR1dU1LTjurK56lq65Cbn8AGbRokU0NjaSmJhIQUEBmZmZ9Pb2snjxYgwGAzExMcydO5fCwkKqqqrQaDTEx8cTFxdHdHS0sERMS0vD7/czPDxMYWEhERERREREsGXLFgYHB7HZbKSnp6NUKpk/f74woklISECn05Gdnc3SpUuprKxk4cKF3HrrrSgUUzjvL37xi9x0001C15yYmEhERAR5eXmkpKTQ2dlJQUEBBoNB8JaYmMilS5eIrB8LKQAAIABJREFUjY3F7/ezb98+br75ZiEkjEYjra2tLFq0iFtuuYXx8XEiIiKIiYkhJycHj8dDf38/cXFxhIaGClN4yRH/7bffjt1uF2GNVCqVWEAUCgXz58/nlltuoampiZCQEBEbcOHChSJGYEFBARs2bKCqqgqlUsmSJUvo6+tj69atdHV1ERERwdatW0V8Sq/XS0JCAkuWLOH8+fOi7SIjI9Hr9cTHx7No0SIR9y4+Ph6j0UhsbCyJiYl0d3cLv8a7du3itttuQ6/XYzQaaWtrIz8/n40bN4rziPj4eBobG1m7di0LFy5EqVQSGhoqFqM77riDBQsWYDabxZfLhg0bqKurIzMzk+XLl6PT6TAYDGRmZor2i4mJISoqio6ODjZu3ChiPi5atIienh4RxiwyMlLwv3jxYrEYazQa7rjjDuLj40UMS4/HI76KEhISiIqKIjs7m2XLltHQ0EBubi7r1q0jMjKSS5cukZiYSGRkpBgvERERWCwW4eh+dlc9S9ccnvfn4FCDpZOupTRXgjldKQ+JrqaMmdIFK0fy6XzgwAGBAtBoNNx0001X9BFyNe0yEzpAaodgyIwrXUsqm6tps6vps2AkP49wOByEh4czMTHBli1bgrq4/bz8g7XBX8pbsHyvJs2f00d/Tt2uptxAuN9MZQcK/KtpT/mh9Ozh5rWlay6oYTqOOtBZfSA8LRBiJwlD6VrS7cknvZR3YB7SfQlhoVb/6WxV7hkvmON4OeZa4jnQsEYa6NLzkZERlEol0dHRgpfA2HJyR+hyeFygk3T5b8lxvfS+9J48b/k7Un6B78nTSG0o50EONZOMNoIJePmknsngRmoPhUJBTEyMqL/P55tWnvTpr1arhUohGH5ezpekd5fGk3ysSNfye/JngXkFCsGZFgapP+XjWU7yMSjF7pPXJVhQhsCxPkt/v3Rd6ailwdje3o7T6bxsosgnkcfjEYE+Jb21UqmcBr8bHx8XKgFpUjgcDjo7O6cJG5VKhUajEbAyuYCXFg2VSoXJZGJwcPAyISbxrVKp8Hg8uN1uvF4vfr9fwNq8Xq/4zJbge3KhIpF80ZF0wJcuXcLj8dDR0TGtTeBPi4vcXeXQ0BAmk0nwHsinfEFRqVRCZ93Z2YlCocDj8VyGG5aEhtfrFTxI+cwUCknqUwl2J9/Z+Xw+oqOjiY6OFrBGadGQ2lLeN3a7XUAdpfel9hscHKSvr0/wIh0MSouS9F/en/LxFtg2Ut8FWrtK78gXJ6n/JGy7nKQ2kdJIZY+MjDA+Pn5ZcAo5r/CnRUviSb7Z8Pv9wqWv9Mzn84n/8gXP4/HgcrmmBeCVp5fyl+oNYLPZaG9vF/NEyi8w7+tgn/d3QddcUMt3KBIkac+ePZw8eZJjx44xODg4bUJIO8Ft27bxm9/8hg8//JBXX30VgA8++ICKigq2b9/O2NgYzz33HNu2baOsrIzdu3cDU1jfp59+WuRpNpspLS2lrKwMh8PB008/LQ6C5LtPgIsXL/Lmm2/S3NzMuXPnhLCT7zqPHz/OD3/4Q0JCQtixYwfHjx8Xk1QuXKWo0AqFArvdLtJIAlIqW6PRsG3bNvr7+3n99ddpaGi47EtBoVDQ3t7OoUOHqK2tpb+/n2effXaaUJHnrVargwqV3/3ud/T09HDgwAFgulGI9FutVgv+5flI9ZEvGPK6nDlzhpqammmLh9QeksCS8pAWH2ls/PGPf2Tfvn2cO3eOl156SYSLksru6Ojgd7/7neCxvr6e119/fRrfEj9yXiU+5IJUKl/+jrz/5Okk8ng87N69W7SzxJvUPlIf9fX18dxzz1FXV8drr73GqVOnpuUvLfJSufJngQu63+9Hp9Px/PPP09HRETS9RFarlW9+85u0t7eL8RxYJ6lfJQoNDeXXv/41NpttWltfje/qWfrr03WBo5YmpNVqpb6+HrPZjNfrJTIykvDwcNrb22loaKCoqIjk5GRgaiAlJCTwta99ja9//es8+uijvP322/zsZz/jscceQ6vVotFoyMzM5I477hAGMpGRkSiVSt577z3y8vIEPjcuLo7FixcTHR1NS0sLzz33HL/85S/FZ3lZWRnnz58XO6m4uDicTielpaXMmTOHJUuWABATE0NYWBhnz54lNzdXeNw7efIkIyMjrFu3jtbWVsxmMz6fj7Vr1/Lzn/+cb3/724yNjeFyuViwYIHA8N5+++3i8C8qKgq1Wo3ZbOb06dMsWrSIjIwMJicnaWpqYu7cuVy4cIH58+fjcrn48MMPxaHskSNHSEhIICEhgZqaGsLCwli/fj1KpZLa2lra2trEziouLg6YWnQmJydZs2YNISEhdHd3U19fj91uJzk5mUuXLrFhwwZCQ0M5ffo0mZmZZGZmcubMGeLi4khJSaGyspLs7Gxx0Pjpp5+Sn5/P5OQkVquVsLAwmpubufHGG2lpaWF4eBiAL33pS4KHEydOiMV48eLFqNVqGhsbaWpqoqioCKPRiEajEembm5sJCQkRuPX8/HxsNhujo6OsXr1aYJvXrl1LXV0dY2NjFBUVUVNTIwx4Vq5ciU6nw2QyYTQaqa6uZvny5fT19dHf34/L5WLr1q1oNBqcTidGo5GRkRHKy8ux2+3Ex8czMDDAvHnzWLRoEQC//e1vueGGG9iwYQM5OTn88z//M/PmzaO6upqUlBTKysqwWq1873vf48iRIxiNRhFd3WKxcMMNN5CVlYVCoeDSpUu0tbXhcDjQaDQ0NDTQ1dXF2rVr6ezspKenhxtvvJHo6GhiY2PRaDRi7iiVSpqammhpaWHJkiWMjo7S3d2NzWbjK1/5ChcvXqSlpUUEIT5z5gx2u51Vq1aJtluzZo2ASc4K6789XRc7amnH+t///d8oFAoyMzMJDQ2ltLSUhoYGnn/+eWw2G08//bR4T61WU1lZyc9//nMefPBBAP7lX/6Fp556iu985zvA1CJw9uxZYY4Mf9LNpqamsn37djQaDYWFhRw6dIi+vj5CQkIYHx8X6AiAgwcPcvbsWZYtW4ZWq6W5uZmqqipeeeUVzGYzzz//vLDE02g0dHR08Itf/EIM4H379gnDlpdffpmysjK8Xi/l5eXU1NQQEhJCSkoKb731FnFxcfzhD39Aq9UyODgoIGXSpHG73fzqV7/C6XTyX//1X8DUxCspKSEyMpL6+np6enqIiYkhNzeXl19+mW3bttHd3c3OnTs5ceIExcXFGAwGlEolfX19vPrqq6xYsYLQ0FDsdjvHjx+nuLiYkydPUlJSwieffAJMWTmWlJQQFhbGxx9/jF6v54033iAiIgKVSsXOnTv56KOPOHToENnZ2bz22mtUVVWRlZVFfX09jY2NdHR0UFJSgslkorW1lVdeeYX+/n5efvllSktLCQkJ4fDhw8KasrGxkby8PGDKsnJ4eJjm5mZeffVV1qxZw+9//3tMJhNxcXHs27ePxsZGFi9ejE6nEzjs8vJyDh48SE1NDb/+9a/54x//SHJyMufOneOjjz6irq6OXbt2cejQIfR6PSaTif3799Pf34/JZOL3v/89VquVF154gbKyMmE5WVFRIfr8448/xul0cuDAAQwGA7t27cJoNE7b2ZvNZnJycgAEgmTHjh2UlJSQnJyM1WolIyOD1157jUuXLrFz506OHj3K2bNnCQ8PF3n5/X5+85vfkJ2dTWpqKpWVlbz99tt0dXXxzDPP8MorrxASEiIw4dLXntfrFbzodDqGh4d57733qK6uxmw2093dzUcffcSOHTsoLCwkISGBQ4cOUVxcLNruzTffJDo6etrue5b+9nTNBbWc+vv7ycvLIzQ0FIVCQWRkJE6nE5vNRlFREY899pgQuB6PhxUrVpCZmUlbWxswhX09cOAACQkJnDhxAr1eT1FREY888ogwXoApQ5O8vDxiYmLYu3cv/f39hIeHCx1dSEgIer1eCNquri6Sk5MxGAxMTk4SHh4u1CZxcXE88cQTYuc9MTFBeno6r732Gk8++STj4+PCKEba2alUKjHJvF4vUVFRREdHEx4ezg033IDb7SYlJYWMjAxhng1TC4/T6WR0dJSCggJ+8IMfiMknfa5LBjfSAuT3+2lvbycqKoof/ehHpKenExcXR2FhITAl/EJCQkhOTmZycpKQkBB0Oh0DAwP4/X4effRRbrzxRgC0Wi3x8fEsWLAAo9HI/Pnz0Wg07Nmzh8nJSVwuF7fddht5eXk888wzPPLIIyiVSnbs2EFsbCwul4tHH32UgwcP0tfXx/z58+nv72fjxo08/PDDTE5OMnfuXJKSkpiYmAAgJydHGDKFh4fzn//5n7S3t6NWq0lISBDGTBqNRkTjjouLQ6lUEhISQlFREXq9HrfbzVe+8hUefPBB7rnnHl5//XWqqqpQq9Xcfffd3HbbbQAUFhby+OOPU11dTXV1NTfeeCN9fX0sWbKE73znOygUCjIyMsjKyhI8ajQaQkND0Wg0xMTEsHDhQpKSkigsLESn04n+MxgMdHR0AFOL3vDwMI888ggZGRm89NJLaLVaga+OiIjgRz/6EZmZmej1egEbBMTZTFZWFhqNhpGRETweD1u2bOGhhx7i4Ycf5oMPPhCuFSRBrdVq8Xg8XLx4kX379hEREYHP50Or1ZKWlkZubi59fX2o1WrS09MJCQkRbhTuvfdeHnzwQe69915effVVsTGZ1VH/79A1F9Tyz6Zbb72VN954A5PJhMPhYHR0lMjISBYvXszp06eJiYkRurfx8XHMZjPf+c53qKur49y5c+zbt4/i4mLS0tJYuHAhQ0NDDA8PExISQnh4OIAwxJAOm+x2O+3t7YSFhWE2m4V1oXQf4JZbbqG6uprS0lJxYOlwOLj11lupq6tjcnJSWNeNjo7icDgwGAz85Cc/4cknn2TdunVYrVbeffddNm3aJPxnuFwutFotCoWCEydOoFarGRkZ4e6776a0tJS6ujo2bNiAzWZjcHAQh8NBSEgIq1atoqysTKhCANLT0/nggw+w2WxotVrCw8PZuXMnq1ev5pFHHqGhoQGXy0VoaOi0gAeSMHnjjTfQarUMDQ0xOjrKypUrcbvddHV1YTAYRNtNTEwwNDQkVARSe0jqo+rqatLS0khKSqK+vp4FCxYQGhqKzWZjZGQEtVrNggUL0Gq15Ofnk5OTQ3l5OTExMfj9fuG/RFqAbr75ZpYtW8YHH3xAVVUV2dnZbNiwgczMTHbt2kV+fj4JCQn09/ezevVqTp06xalTp4Qfld7eXtavX4/X66W7uxuv14vH4yEjI4Ply5ej0Wi4cOECkZGReDwezGYzISEhLF68GIVCgdFoZMmSJZw+fZqIiAgmJyeFbxi32w1M6YAnJibo7+/H5/NhMplwu9309fVN28X+8Ic/5MKFC5w+fZoPPviAxx9/HJPJRFJSksDbnzlzhg0bNtDa2irGh9vtFhGNALEBeeWVV7BYLBQUFBATE0NjY6NA0yxevFiULflXOXnyJG+99RYtLS0i/qdWq8XhcOB0OhkeHiYtLY34+Hhee+01HA4HN954I5OTk8KPidvtZsGCBWKRmqX/Hbrm8LxA2NPg4KAw85bUFCqViv7+fqH/nZycxOPxiB2gpFtVq9UMDg4SExMjTJgnJyfRarXi4ERCLUikVqvFgiDdDwkJweVyoVQqCQsLA6Ymo2ThJ6khJMEm6az9fr+YvJKln91uJzQ0VFgTGgwGxsfHRfkqlYqJiQnGx8dFWSEhIQwPD6PRaMRuEP6EDddoNPT39xMZGSkWCJ/Px9jYmNDBT0xMMDY2htFoFAuD3+8XKIuQkJBpi57FYiE2NlY4BZIWK4fDQUJCgshTaiM5IkRqn+joaHw+H0NDQ8THxwMwODhIQkKCQBiEhoaK9lOr1Xg8HgYHB4mNjZ2GHpHw5tJvyWGRwWAQ742MjBAfH4/P58Pr9YoFASAsLEzwKql0bDYbCQkJDA0Nid2vw+HAYrFgMBjEGAwJCRHtoFar8fl8DAwMEBUVJcab1AZSWkkoBoMpajQa0U4ej0cEb9br9Xi9XgYGBoTx0sjICDExMYyMjIj+ko9XKS+fz8fw8DCRkZFoNBomJiYYHh4mMTERi8WC3+8XZw3j4+MCJeL3+8XXjcvlmqZWk/hXKKY8GEoqDqfTidVqJTExUZjZR0dHz+qn/xfpmgtquNzBu/yedC3H1Mpx0MFwvDNhd4NhaQOrHyxNYH7Ss2AO4OXPAx3py1Er8mfBsN2BdZfnL+URiCcPvJbXTw5zDPwvL0POZ2AbBuuzYMNHXofAazlEL1j9guUvx0rL202OqAjG85XqIuUbiNqR8xjYZ38ppnmmcRmsXsHaS95WgW040xyY6V6wPptpPEBwHPxM/M3S346uC0EdSIGDRj4o5ZNsfHwcnU53WRopj2ACQV5GYHny+1fKS04SHlWj0eDxeAgNDQ0aACGQP6kMeZmBk2smXq62DYHL8goUbsEmfSBvMwnZwPIC37nStVRGsDyv1Jd/TjlX4v1q0s/EY7DFb6bFLDBd4P3Pa6NgbRxsMZkpn0D+rlTvmXj/vLxnBfXfnq65oJYLp5MnT1JcXMzixYsZHh7mgQceQKfTiZ1HS0sLXV1dbNq0CYB33nkHjUbDPffcM203LlHggJbKiIyMZOHChZftiOXvzHQduCtRKpX84he/4O6776akpITFixezatWqabviwHy8Xi/PPvsscXFxImJ6bm7uZdaHUvqRkRFOnDjB1q1bg+Z7NbvdK+2eA69nJ94szdL1RdfVYWJISAi9vb3cddddnDx5kvLycgAqKytxOByo1Wqhd+vp6RFBaqU0NptNrPQSLEvylFZVVYXP50On05GUlMR7773HkSNHUCgUVFVVMTw8zNjYGC0tLVRWVorDEoViSm9eXV3N4OAgv/71rxkbG2N0dJSqqipgSm/o8/kICwsT1l+VlZXCKvLChQvU1NTg9//JqKezs5OVK1eydOlSnnnmGWAKXVJfX49SOeVUv7y8nMrKSoHTBbh06RItLS2Mj4/T0dEhMK8ul4uuri6sVivd3d1UV1fT3d2NQqGgo6ODU6dO0dzcDEBVVRWjo6OMjo7S0tJCVVXVtEOvWZqlWbq+6Jp7z5Pv5oaGhoTP6IaGBh577DFeeOEFxsbG2Lt3r3CD6nA4hCP30NBQTp06xfDwMO+//z6bN28G4MknnyQhIYG4uDhefPFFLBYLx44dw+l0YrFYqK6uJiEhgbKyMnp6eiguLmZsbIzS0lJ6enro6Ohg8eLFjIyM8O///u8UFBTg8Xj4+OOPKSoqYseOHQwODtLQ0CCMCXp7ezEajRw4cACz2UxxcTEmk4na2lqqq6uZmJggNzcXgMOHDwsT4LVr1xIREcH27dvp6emhubmZo0ePkpCQwOuvv86qVat4//33iY+PZ/fu3TQ2NtLT08P7779PVFQUH374IYmJiezfvx+AN954g9DQUD766COio6M5ePAgLpeLCxcu0NLSwqVLlyguLhY79Y6ODkwmE4WFhVd0FDVLszRL14auqx211+slMTGRO+64gy984Qs89dRTdHZ2kpOTw6pVqwRSoby8nHXr1pGXl4fNZqO+vp78/HxWrlwpdsI333wzp0+fpq6ujp6eHpYsWUJRUZE4PDIajWRmZnL+/HlSU1NZt24d4eHhzJ07l02bNmG32wGIjo5m1apVHDx4EK/XKwT2pUuXWLVqFfPmzcPj8aBWq9FoNLhcLurq6sjLyxM8FxQUsGLFChEGSiKDwcDZs2cpLCykpaUFh8PB2rVryczMFKbN69evJyoqivDwcOrr6/F4PGzYsIG0tDT0ej1bt24lLS0NtVpNbGwsWq2W6OhobrnlFsLDw/H7pw4q58yZw9KlS4UByrp169DpdOTn57N27VoB/5pVfczSLF1/dM0FtVyPOjw8zMDAAN3d3TQ3N7NixQoyMjK4cOECmzZtEljVefPmsW/fPurr61GpVGRlZdHe3s6mTZvQaDS43W4SEhLIyMigvb2dpKQkTCYTGzduZGRkhLGxMRQKBQ0NDcydO5fm5mZWr16NSqViYGCAoaEhEctuZGSE+fPnExERwcWLFzGZTExMTAgH9KtXr6a/v5+hoSERl2/u3Lm0trayadMmPB6PUKvIneIMDg5iMBj4t3/7N376059iMBhwuVyoVCo2bNiA3W5nx44dREREMDg4SE9PD3l5ecLp/IIFC+jt7QWmzOJLSkpob28XapmRkRGGh4eJjo6moqKCkpISYmJiSEtL48KFC6xbtw6FQkF/f7+I/xisT2Zplmbp2tN1cZgIUztrk8nEyMiIwCtnZ2eL6BxpaWkiXJZkkqxWqzEajYSHh1NVVUVGRgapqanAVKQVj8fDokWLGB0dFbtuCR+t1+vp7OwkPz+fiooKjEYjUVFROBwOQkNDcbvdImZgXV2dCBvV3NwsDE2am5spKChgbGxMmJ7rdDpiYmIoLy8nMzNT4HClOs6ZM4eJiQlaW1sJDQ0V8Q0TExOx2Wz09vaSmZnJCy+8wH333cfvf/97vvSlL7Fw4UKMRiOdnZ2MjIwwb948BgYGSElJQa1WU1dXR2xsrNCTS/jYuro6Lly4wLJly3jxxRd5+eWXqampEQEPXC6XwAKnpqb+xRC0WZqlWfrb0TUX1IEUCM2D4LjYQKieHIccLJ9gsDQp3UxYUzmkLxh0LpAvKZ30OxB9EexactUpkUIx5TLz008/Ra/XMzk5ydq1a6cZf1wJpiaRhCDp6uqiqqoKvV4vHE/NJIzl/Ab6eb4awS3PV3KFOhMOe5ZmaZaunq65oA4UwMGww3JImvTsSjhP6XcwwSovM5gAlwsoKU0wY4RgxgVy/q4Ez5PqJDd2kKcLxKjKnfsHQgTlhgmBbTQTr4Fp5e8E8hFssQnst6tdrILhlAPzkPfLrICfpVmaomuuo77SRJxpMkuTXalUMjAwwLFjxxgfHxdwNLngk/JXqVTU19dTU1MzbSccuE6pVCqsVitVVVXCkb7k+GdgYEDs3Nva2mhsbKS6upre3t6geGxA8Dg2NiZMf6UvAMmvteRL2GQyCYih5Ezf6/WK58GEY6DgDVwIlEolo6OjIvJ24E5cfk/6PTExweHDh7FarUHLkju0lxZX6bdkjlxZWUlTU9O0/pDnIf2H6Q7y5fULFOCzNEt/r3TNBTVMF2pyx+uBTtsDnafDlGD96KOPGB4eprGxEbh8Ny3R4OCgcIovCRS543iFQsHY2Bjbtm0jKiqKw4cPC/THm2++ybe//W1R5s6dO3n33XfRaDScOHFClBvMlL2trU34w5bv1kdHR4ULUZgKTGA2m0UZ0l9bW9u0PKW2kbeT3DG+pE6RDhQtFgsXL14EppsEyx37S0LR6/Wi0WgoLi4Wnt7kQjlYv8jrLv2+dOkSR48eFWUGqlOC9atKpRIReGaNb2Zplv5E19yprFyofvLJJyK695133klZWRm33HILn332GUuXLqW4uJj09HTuvvtuFAoFH374IU6nE5VKhd1ux+Px4HQ6+fjjj/H5fNx2223ExcVhtVrZv38/fX194hDxyJEjpKamotPpOHPmDAUFBWzZsgWfz8eJEydYuHAhDz30EBqNhtHRUebOnUt7ezvnzp3jhhtuEG5JCwoKSExMBKZQKy+//DLf/e53cblceL1e6uvr0Wg0REZGsmfPHrq6uigqKhLoFslnMMDY2BgpKSm89957WCwW3G43t912Gz/72c/41a9+xcWLF+nr66OoqIja2lrcbjehoaHC69vWrVtRq9WcOHGCRYsWUV5ezuDgIFu3bsXr9TI2NsbHH3/M5OQkN910k/gScblc/OM//iOlpaV0dnby9a9/nbi4uGm78xMnTtDe3s7GjRs5deoUbrcbt9vNo48+yoEDB3A6nRQVFXHixAmioqKwWq3ExcVN8zpXUVHB8uXL6erqwmQyYbFY+NrXvsYnn3yCQqHAYDAQFhbGRx99xMsvvzyr/pilWfp/dM131PKdp8lkIjk5mfj4eBobG2lra0Or1QrLO7PZzJYtW1AoFJw/f55Tp07x4IMPotPp8Hq9NDc3s2fPHjo7O7l06RLHjx8HYNeuXSiVSr74xS8yOTnJSy+9RHh4OIcPH6alpQWNRsOmTZtEdJMXXniB/fv388ADDwBw/vx5TCYT0dHR7N27F5jakdbV1bF9+3YsFgsw5Q/bYrFQW1vLE088QXNzM9nZ2cINqMlkYvHixbS3tzM8PMw999wzTS1gMpno6+ujt7eXpUuXYrfb6ezsZPny5SJii0ql4tChQ3R2drJ06VISEhLweDwUFRVx9OhREhMT0Wg0HDp0iJiYGJYtW4Zareb8+fO88847ZGZmUlhYyNtvv01PTw9r1qxhYGCArq4u4fu5rq5OmO7D1GI6Z84cOjs7aWxspLu7m1WrVuF0Otm5cye1tbXYbDaOHTtGb28va9asISMjgz179tDb20thYSHh4eGMj49z8uRJhoeHycnJISQkhNbWVnp6eti8eTM1NTVMTk6yePFilErlrLXkLM3S/6NrLqgDSafTCVemfr8fh8MhrnU63TS3nj6fTwTulD6nFQoFLpeLH/3oR8IniOQGc3x8XAQHCAsL45e//CXR0dHC6btaraa/vx+bzcYf/vAHYmNjaW1tpbu7mxtvvJH7779fmI0DzJ8/n29+85ukpKQIobZp0ya2b9/OunXreOONN8jPzxdx8Px+PwaDAb1eL1ybyl2eyneOOp0OrVYr1BE+nw+Xy8VNN93E448/jtVqZc6cOSK6SlRUFG63m9/+9rci8ILkuEquq5eTQqFAp9NhMBg4cuQIn376KUajkYmJCTwejxCU1dXVImKJx+NBoVAQHh6OVqtlcnISp9PJ/fffzwMPPIDVaiUlJQWFYiq6eEVFBQ0NDWzfvp3Y2FhxMKrT6QgPDxfqkIiICBFBflZAz9IsTadiyyZRAAAgAElEQVTrwoRcEiQdHR2EhYUxMTGB0WgkLCyM+vp64uLiiI2NxW63s2zZMgASExPp6emhoaGB2NhYYmJiGBoa4o477qClpQW73c7cuXNRq9VkZ2cLM/PExEQ2btzImTNniI2Nxev14nQ6RVw7n8/Hp59+Snt7O0uWLCEtLY3q6mpuvfVWYmJiaG5uRqfTCSFbVFQknPdLwsnr9fKFL3wBn8/H0qVLaW5uRqvVAlNRNm666SZOnjzJ4OAgcXFxIt5iY2OjiLohqWzmzp1LX18fqampxMbGcuHCBdLT0+nt7SUlJYWJiQkcDgcRERH4/X7hY9lgMJCXl0djYyN6vR6bzcbWrVupqqpiYGCAO++8E5PJJHwM5+TkMDIyQlhYGHFxcTgcDoxGI8nJyWg0Gi5evEhERISIcmM0Gunr62Pjxo04nU7xNdTR0UFeXh5ms5l58+aRlJREd3c30dHReL1e4uPjUalU6PV6PB4PYWFheL1ekpKSMJvNLFmyhIaGBhYsWCCCPcyqPmbp752uOTwvkGbCHgdC764EC5NfX80kvxK+ORB+Fwidm4kHOc9Xg2L4PGhbYN0D2+VKmO1gSI+/xE/xTG0VWIb0bCb/0MHyDIZxnwkmeKW+mKl9rkRX4uMvWSQ+j1eJ/hKs+v82BdYlmL/4q30fLh8/n+f3fJam6LoQ1IEoCYnkwQKka8k4RI4ikP5LJP8t5StHZASD5wUatsgRFvIBKrlGDRR4UllyvuTlSySfsHKhIvEtTyfnMbCect7k5QQKbumZvK5ymum9wEVGzm/ge/L2kQdGCMxPXn6w+gU+DzbBA4Wb/Nn1MMnlgmkmXiF4/0nvS7//p3W6mk3P3/L9Wfrr0XWno5Ymv9PppKOj4zKBGig05E76+/r6RGgsv99PZ2cndrtdQMok3eulS5cETlkq0+v1ThMuUp4S7ll6JuGoJX7kGODA9y5duoTL5QKmBrnEg8vlwu12o1AoRLw9KR9J9y7nQxLS8nvSdaBAlF9LaTs7O0WIqsA8ArHLSqUSt9tNR0fHZbzI+0huhBMYkCHQA9/k5KQIbSUvWw4P7OrqwmKxTFucpfLlZUsIHykOoNTWfr+f8fFx2tvbRZg2qV+lPpzpv/y6s7MTq9U6rc+lfCSepPTya3mcR4mUSqXgVbLUlGJ2+nw+6uvrxTiQ5ymVKf+Tyvpz+AkcT4H5Se02Uz5yXLzdbqehoeGytFK95eNJ+i2NBemsRMpbmmt+v5/u7m6GhoYuG2OzNJ2uuaAO/LSV1A0ej4enn34av98/DWcrvSOf5JKgKC8v54033hD3P/jgAw4fPgxMCaK9e/disVj4/e9/T39/v8hXrVYLTDIwDVctPQsUgsEwwFI5MBWL8aWXXqKpqWmaoLVarfzDP/wDo6OjVFZWsn37dsGvSqWitraW06dPi/IlnqTnUhly3qV00jtyflUqFR9++CFHjx6d9nUgpZEb08jx0b/85S+FkyipfOm5Wq1GrVYH/VyV+JEmqkqlorW1lZKSksvqBAgBVlZWxq5du8R9KZ08P4VCwR//+Ef27dvHuXPneOmll/B6vaIuWq2WZ599luHhYVGGxKe8XeQ4dPmColQq2b17N4cPH77MolVqB3l/y/OTxol8jOzYsYODBw9y5swZXn75Zfx+P7t37xZjsa6uDqfTycTExDSepPflY1w+PqXy5PwE9ql8XMjPUALTS8JxpnykMnfu3ElnZ+c0laC83vIvLak8efsdOXKEtrY2UQ+pjvX19bz++utiLMxScLrmh4nySWi1Wjly5AhdXV1kZWVx+PBhRkdH8fv9jI2NUVNTQ0ZGBjAFmbNarYyMjFBaWkpUVBRKpZKzZ8/icDjIyMigs7MTjUZDfn4+k5OTdHd3k5+fz9mzZxkaGsJmsxEeHs7x48epqqpCq9USFhZGcXExbreb8fFxTp8+TUVFBTExMURGRqJQTHndO3v2LFFRUTQ2NqJWq6mpqSEyMhKTycSRI0cEgkRyNJWTkyOEyZEjR8jMzMRkMvHwww/jdrspLS2lq6uL8fFxEhMT0ev1fPbZZ1gsFpKTkykrK+PkyZOMjo4SEhLCqVOn8Hq9nDp1ijlz5tDc3CyCB9TW1hITE8Pp06fp6+ujq6uL3t5enE4nCQkJnDt3TvjRrq+vp6uri4yMDMrLyzlz5gzh4eE0NTUxOjqKxWIhPT2d48eP09HRQXh4OGVlZVRXV+NyuUhOThbqIJ/PxyeffIJeryc8PBy3201FRQV+v5/w8HCMRiOHDx9mcHBQOM/yeDycOXOG6upq4uLiyMvL48CBA4SGhmIymThz5gwOh4M5c+Zw7Ngx9u7dy89//nNycnJIT09Hr9fT2NjImTNnSE1Npby8nL6+PtxuN5GRkcK/uMfjoaysDI1GI9q5ra2NyclJ3G43xcXFTExMYLfbaW1tFegVrVYroJ45OTmcPHmS8PBwzp49S1NTE0lJSZw9e5ba2lra29vJzc1FoVBw+PBhDh8+zE9/+lNycnLIyMhAoVBgNpvJyMjgmWeeYf369Rw9epT6+nrmz5/P0aNHOXbsGFFRUfT393P69Gni4uIYHh6mrKxMBJXt7e3l8OHD5ObmUlZWhlarpaqqivr6ehISEqipqaGurg6v10traytHjhwRC8vhw4fRarVUV1eLQ2efz8fp06fR6XTU19dTWVlJYmIiTU1NVFdXMzAwwPvvv8/dd9/N5OQkR44cQafT0dPTQ0VFBdXV1WRmZhISEoLJZKKkpITMzEzxldvS0oJSqSQ+Pp6mpiZqampQq9W0tbVRWVmJWq0W0c7li/gs/YmuuaCW6/J+/etfM2/ePDo6Oqivr8flcnHbbbfx0ksvYTAYOHHiBAqFgvfffx+j0YjZbGb37t3cd999/O53vyMqKkqs+BcuXBDwr/nz56NQKHj11VdJS0ujubmZoqIi9u7dS0JCAsXFxcybN4+SkhLxOVpcXIzX66WpqYnExESOHTvGmjVr8Pv92O12ampqOH/+PGazGa1WS319vbB83Lp1Kz6fj9raWhYtWsRnn31GSkoKRqMRv9/Phx9+SGlpKaGhoaxduxaPx8OvfvUr1q1bR1tbGwMDA5w7dw6LxSIc+/f29mIwGGhpaaGsrAy/38/GjRt5/vnnMRqNDA0N0dPTQ0lJCU6nk8bGRurq6sjOzsZkMjF37lyGh4dpaGigtraW1NRUjh8/zuDgII2NjVRUVNDR0cEXvvAFrFYrNTU1rFy5kk8++USY1Hd1ddHV1UVlZSVLly5l586d3H777cDUJ69arebVV18lJiaG119/HZ1Oh9VqRalUcubMGVpbW+nr6+Po0aMYjUbmzJnDjh07cLlcpKWlYbPZROCIvXv34nQ6aW1tZdWqVURHRwtHVatXr2ZgYIDh4WFGRkZ46aWX0Ov1HDx4ELVazYYNG/joo48AKC4uZsWKFYSFhYlFdGJigtHRUQYHB2lvb+fTTz8VwRsk4dvW1obT6SQ3Nxefz8czzzzDDTfcQHNzM5WVlSIa+MmTJ6mvryc3N5dPPvmEhQsXEhkZySeffEJcXBwrV65kYGAAk8lEfHw8f/jDH7jxxhuprq5m9erVNDQ0sHDhQj777DNiY2NpaGggPj6e5ORkEZXn2LFjhIaGsmjRIgElfeqpp1ixYgUXL16koaEBh8NBXFwchw4doqWlRbi3BbBYLDgcDvbv349er+fjjz/G7/czMjLCyZMnhQuEpqYmWltbWbBgAe+99x5jY2OYTCZuuOEGqqqquOWWW3j66acxGo3s2bMHh8OB2+2mr68Pi8XCvHnz8Pv9PP/882RlZfHss88KqGZ1dbXYpBiNRmpqahgZGWHBggV0d3ezevXqy1Rms/Qnuq6Wr4GBATIzM0lJSRGqiXnz5qHRaMT/s2fP0tzcTHd3N2lpabhcLhITE4U/joSEBObPnw9crvMKDw8XK3ZeXp4QnNHR0UKYm0wmYmJieOKJJ5gzZw4xMTHMnz9/mupi7969AhMsBTPQ6/XC+X56ejq5ubl4vV7S09NJTk6ehpf2+Xzs2LGDuro63n//fSIiIoiIiKCoqIjExEQUCgUDAwNERUXxve99jxtvvJHR0VEmJibYvHkzjz76KK2trezbt4/HH3+cbdu2YTAYMBgM2Gw27rzzTr70pS/h9/tZu3Yt0dHRxMbGsmjRIiwWC6GhoaxcuVLssr7//e8TFRVFSEgISUlJzJ8/H6/XS35+PrGxsfT09OD3+/nGN77B+vXrUalUFBQUoNPpRH2kyfXAAw+wa9cuwsLCePXVVykqKiIiIgKNRsPAwAARERH84Ac/ID09HYC+vj5yc3OJjo5mfHycoaEhsrOz+fGPf4xWqyUvL0+kzc3NpbW1VfTlf/zHf9DZ2YnT6WT9+vV84xvfwOVykZ+fT0pKClarlcTERLEoS32l0WhQqVRERETgdrux2WxkZWWRlZWFUqkkKSmJjIwMPB4PMBXgYdOmTfziF79g48aN2Gw2UlNTyczMxGw2ExYWRm5ursCZS7y2t7cDEBYWxr/+67/i8XgIDw9Ho9EQFhZGfHw8er2eqKgoCgsLqaurY+nSpSQnJ7N7926MRiMul4sf//jH1NfX8+mnnwJTGPS7776bp556ilWrVuF2uzEajWRnZzM4OEhoaCgFBQXceuuttLa2kpyczKpVq+jo6CA/P5/HHnuMe+65h5KSEiYmJvjggw8E1FOv15Ofny8W2IULF5KVlUVoaCjh4eEMDg6Sm5vLj3/8Y0JCQkhNTSUrK0vUOyoqiiVLlvDOO+/g9/vZv38/N9xwAwqFAo1GQ2hoKCtWrEChmHL5azAYpgnmWSEdnK65oJZ3zJe//GWKi4tpampi69atREdHs2vXLtLS0sjOzmbBggVkZmYK68T8/HxycnJ49913mTdvHsnJyYyOjjI2NobD4cBms4mYigDj4+MMDg7i9/sZHBzE4/FgsVjw+XyMjIwwOTnJli1bOH/+PF6vF61Wi9vtFs9gKj6iZP6sVqtJSUnh0KFDtLa2kpOTQ3JyMtu2baO9vV0sHh6PRwzk4eFhfD4fg4ODbNu2jT179ohPQYnf0dFRNm/eTHNzMx6Ph5iYGJqamqitraWsrIympiaKiopwuVzk5uYSFxdHdHQ0K1asEGoLyQBmYGCA9PR0mpqaOHXqFLfffjtOp5P+/n62bNmCyWSio6ODu+66i4GBAd555x3a29tRq9UMDQ1ht9vFrr+zs/P/Y+/Ng9u+rjzfD0CQAPcVXMRFFFeJoijJkkxbkmVt1mLZjuU4sadjVyfpxJ6MK+lMJdPJ9NSkZ5KptBN34nhpxx7ZkW1ZtjZbuyiRWihSpMR9Fylu4AouIACCIAkSIIn3B9+9+RECZb95r57VU3OrWIKA3+8u55x77r3nfs85BAcHMzs7y/DwMP7+/pSWlnLo0CFp+lizZg1BQUE899xzREREEBsbi9VqxW63s2PHDjo7O7Hb7YSFhQGwZ88ezp49S1VVFcHBwTz66KPcunULf39/aQ6D+cVg+/btrF+/nhMnTlBdXU1aWhpbtmwhNTWV8vJyifs+deoUbrebdevWYTKZcLlc2Gw2BgcHUavVJCQkcOvWLbl7zc3N5Y033uDOnTvMzc0xPj4uQwCIsnfvXtxuN9HR0Tz22GNUVlZSXFzM448/jsvlwmKx4HK55DuPP/44WVlZnDx5Up5A/Pz8mJiYYGhoCJfLJXHsN2/eZHJykpqaGhoaGqivr2d4eBi73c7c3BwtLS088MADC8wCu3btAmDJkiXs2LGD9vZ28vPz2bdvn5RrlUpFfX091dXV3LlzR2Y98vPzQ6/Xk5CQwPbt20lPTycoKIhdu3Zhs9k4evQoO3fuZG5ujtHRUWZmZpiYmGB6eprHHnuM0tJSuekZGxtjcnJygX35kUceISQkhOeeew5fX19gPjyC2WxmZmYGo9HIY489RlFRETdu3FiAkPo/F4rey9cOz/O8TDSbzWg0GkJDQ3G5XIyMjKDX69FoNHfdqms0GpxOJxaLBb1ev+CmHv6KINHpdMzOzuJyuRZAyZTti+Ln5yeRI8KUovxNpVIxMTGBy+UiKCgItVrN6OioFFyRJSY4OFh67sH8BZCvry9Op1PetgcEBDA9PY3T6ZR1C1OQTqfDZDIRGhpKaWkpnZ2dPPTQQ7z99tv87ne/k/ZmmI92J3bHDocDq9VKVFSUHJsYk6+vr1Tgwl4+OjrK9PQ0MTExTE9PY7FYCA8PX3CZJhTM+Pg4kZGRXiFlwotS2Z/Z2Vk5ZjEmq9XKzMyMPM2oVCqsVis+Pj4EBASgVqvlLtXf35/Z2Vm0Wu2CSSyUYlRUlJQBkTHHz8+PwcFBIiIi5G9+fn7Mzs5it9vlXYY4WYiL0eHhYXQ6nfSKFePz8/OTdHC5XNLkMTo6its972CkPC35+PhID0tlX6OjoyUiQil7Is74//yf/5M1a9bQ19eHwWDgl7/8JWazmfDwcOx2uzw5KhE/MzMz8rLUZrMxMzNDREQEDoeDgIAAPvvsMwIDAwkJCeH8+fO89tpr9Pf3ExISIr1jlbBPHx8f7HY709PTREVFyXH5+PjgdDrx8fHBz89PxszR6XR30QqQqBAlpNbpdC6Ye0L2YP505HnJ+H/KwvK1K2r4q7JUYpSVt9Ei1KeAMSntWEr4mhK54In9VH72JghKuJ+ofzHIm7eihAoqb9MXq0cJK/TmfKJU8MImPjs7y4oVK6SS83xHSQ9v4/f8XbynRGl4ThblwufJG1G/sg/K3z354c3BwxuUz1ud3urwxHErxyxkyXP83n67l+OJ57jEyUHZR28YcKGsxI5S2VfP8arVavr7+2ltbUWr1bJ27Vr8/f3v4qFS0d2L/4JX4v7Bx8dH2s49eespA0pZVsqx+F6JsvkyWin7661+pUx58tlz7ohNmEDWfBnPPNtR1vtvcUG4LxQ13G1PXoyxngpP+dlTUSjfVQr4vRT1Yn3x9txi333ZM4t9vtezyv97m6DKdxej02J1LzbhF+uXN8XsTVEoeeH5uzd+fZU+f1UeeBbPNr5K3d7euReN7kUfJU0Wq8dzcbzXmD1pv1hflY5IyncXo8FiGwxvfVA+r6z3y2jorXguIJ5K2NvC7k11Lbbw3EteF9Mj95Mi/9pt1PBXAk1PT2M2mxkbG6Ozs5Pjx49z+fJlzpw5g8ViQa1WU1RUJAMDiXfFjvrs2bOUlZUtwBQDd+FbPYXLU2mI91SqhZhfuHuyifaNRiMHDhyQ71gsFm7duuVVSNRqNR988AG9vb0LdhzK/ij7InZoSjOMZ9/E+54CrqxLTICamhqOHDkid4dKHHVtbS2VlZWo1fPR6959911MJpNsr729nc8++4zLly9z7tw5pqen79rlqdVqiouLOXPmjMTiNjU1YTAYvO6wPBdRJe88aaIsnjIg3m9oaKCsrGzRXVRZWRnHjh276z3PBVHQUrQl6Hf69GlKS0sXXYwAiouLyc/PB/6qePr6+rhw4YI8IXo6SVVWVnL48OG76vVU5KIvyv4raVpcXLzArKFMPqGsr7Ozk7/85S93nbCUsi6KGMPhw4e5ffv2XbT1xJ03Nzfz8ccfe5VRT94J2RLvK1PTidLf388HH3zAxMQEk5OTnD17FrPZfNe88ax3cHCQ/v5+XC4Xn332GY2NjVLuvS1y96OShvtEUYvV/sMPP+TMmTO89957REREcOjQITIzM9HpdLzyyivy4k+tVku7pCC6j48PRUVF9PT0ADA+Pi4vVPLy8iRTh4eHcbvn7XtOp5Px8XF5GQR/PTK63W4J5xL27ZmZGelpODIyIj0KBTStvr6eoaEhgAUXS8KOLoTA5XLR1tYms4gLu7WI8Ge1WqWAj4yMMDg4KKPZCS+umZkZbDabjBwoxiTszGr1vIfh4OCgnDwCpqXT6aitrZV2Q2U5ceIEr732GoDEHIs2RV9Pnz7N1q1bCQwMlJdEk5OT0nY7PT2NVquV5hqAqakpyWcR0EoszsIWqlLNRz4U/BA2TBE4y+12Y7VacTgczM3NSbp6lpMnT/Lqq69K2ZqdnWV0dBSXy4XL5eLw4cNs2LBBXrYq2xAyMzs7y9DQkLz4E/2DeaXR0dEBwODgoFSGIpIjzF+eff7556hUKl599VVqampwu90S2z8wMCAVlOBLQEAA9fX10qavVqsZGRmRtBKYb+VGRdBFyLtSni5cuCD7MzQ0xODgIIC8tA4PD6exsZGxsTE5rywWi6SvkCUhI3NzcxKTL+gxPT3N4OAgw8PDqFQqeQcRFBQkE3mMj48zMzPDwMCA9EqcmJiQc1LwW7R7/vx52W9RQkJCOHbsGL/5zW8IDAzEYDBIGoh5KPgr5sTs7CwtLS1UVFRgs9mYnp6mvr4et9stk06LuS7mjqC1t93611m+9sQB8NcJIJwF9Ho9vr6+REREoNfrSUpK4sKFCxQUFGAymcjOzub06dPyUuqb3/wmAEFBQcTFxXHixAkMBgNms5nnnnuOjz76CL1ez8WLF7Hb7TIy3cDAAElJSXR1daHT6UhOns9iXldXJ2Fczc3N2Gw2Ghsb+elPf8rnn39OdHS0FNbo6GhKSkp4+OGHASTueN++fTQ3NxMcHMzx48fR6XQ8+OCDuN1uRkZGpPL44x//yP79+zl+/DgPPvgghYWFuN1uduzYwfDwMGq1msuXL/P3f//3FBcXMzU1RVpamnSw6erq4n/8j/+Bn58fhYWFlJaWMjc3x6OPPkp6ejqXLl3C39+f1atXc+3aNRITE2WkvbfeeovIyEi++93vyt3y1q1bmZqakgkSxGWVKIGBgeh0OgwGA3Fxcfj5+VFUVITBYGDz5s3cuHGD7du343K5sNvtvPrqqzz44IMSNXDjxg3a2tr4xje+wYMPPsiRI0dwOBzs3r2bqakp2traiI+PZ2ZmhsLCQh577DHOnTuHXq8nOjoau93O2NgY2dnZFBYWEhoaSnh4OH/3d3+HWq2ms7OThx9+mImJCW7evMnDDz/ML3/5S5YtW0Zvby+vvPIKBoOBqakp6ciSkJCAw+Ggu7sbk8nE97//fYqLi4mMjCQ/P5+3334bgPLycurq6rBarcTGxnLu3Dl6e3sJCgpCpZpHWDz99NNs3LiR3bt3c+bMGYaHh6msrMTf358tW7awfPly3n//fbRaLf7+/mRkZHD9+vUFfHnjjTdITk4mPj6ehoYGxsbG+NGPfkRQUBB/+tOfyM7OJjk5maCgIMrLy0lMTKSpqYnx8XEefvhh7ty5Q0JCAgcOHCA9PZ38/Hz0ej3l5eW8/PLLFBQU4HQ6yc3NxcfHh4MHD6LT6di0aRNFRUXMzs6Snp4unWAyMjLQ6/W0t7djt9ulPFgsFj755BPCw8Pp7u5m//79FBUV4XK5yM3NJSIigqqqKmw2G+np6RQXFzMxMUFmZib5+fmEhISwdu1ampqa8PX1xWKxsHfvXv7yl7+Qk5NDQECA3N1OTU3xs5/9jLNnz3L06FGys7Pp7u7mo48+4vHHH+fSpUtkZWVx4cIF9uzZw+7du6mpqeHOnTs8+uijXLhwQcY//81vfsOTTz5JS0sLo6OjREZGMj4+TkdHB/v372f9+vUL7OH3Q7kvdtSC8du2bWPr1q08+eSTdz2jUqlk8HkBOUpNTaWvr08+43bP36LPzc3xwAMPsG7dOnp6enjggQcICwvj2rVrMpzn9PQ0O3bsYOfOnajVar71rW9hMBg4ffo0er1exqZYtWoVzzzzDEajkZs3b7Ju3ToKCgqIi4tjenoam81GdnY2zzzzDD4+Pvzwhz9kaGiI/v5+xsbG8PX1JSoqimeffZba2lquXbvG888/T2JiIjqdjrGxMcLCwpiamkKj0ZCUlMTu3bvp7Oykp6eHxMREli9fTltbGw0NDSxdupSRkRFmZmb4xje+gU6nkzteX19fEhMT2bt3L62trahUKoKCgujq6uLzzz9n/fr1PP3000RFRREdHc0zzzwjd4aAzP+o0WgkZlecXt59913p7i6gesPDwzidTqKioujp6ZE7LuHCnZaWxhNPPCFPOWK3um3bNh588EHJ8/7+fk6dOsWf//xngoODWbp0KX5+fkxOTsrF6nvf+x719fVoNBr8/PwYGxsjPDycb37zmxKvDFBfX09fXx8ajYbz588D8yiE/fv3SznKyckhPT2dmZkZAgMDaWtrw+12s3btWjZs2EBzczODg4MsX76c2NhYKZ8nT57k0UcfJTc3F4vFwoULF0hJSWFsbIzx8XE2bdrExo0bcTqdaLVali9fzq9+9Sv+8R//kebmZhoaGhgfH8dut/Piiy9y48YNPvjgAx566KEFfNm/fz8Gg4EzZ86g1+uZmZmRGP0tW7Zw584dPv30Uw4cOMDKlSu5c+cOQ0NDREZGYrPZGBsbQ6PRsGrVKhISEjAYDGRlZZGSksK1a9eYnJwkPDyc3t5e9Ho93/72t7FarZw8eVLivG02G1FRUezfv5+2tjYuXLjAE088wYoVK+QpaWxsjJGREbKysoiLi+P8+fMSwTExMUFDQwPHjh1j+/bt2O126bDldrtJTEzkxRdflFjuJ554guTkZMrKynjooYdITEyU9mhRHA4Hv/3tb6UPQkREBBMTE4SFheFwOHC73WRlZbF7925gflNhNpvR6XQy3sr27dvZt28fBw8epKKigmXLlmGxWJiammLHjh1SSd9vHpL3RW+URyvl8dhisTA8PExFRQVjY2Ns3ryZvr4+QkNDcTqdLFu2jJdffnmBM8rExAQOh4PJyUmJ77RYLBJPHRISwr//9/+esbExGbBHvON0OomIiMBisfDKK6+QmJgoj2/Lly/n4MGD5OTkSBjTj3/8YwIDA2XAI5Fgd25ujuDgYMbGxmRfRPtqtZqqqipMJpPE7Ar378nJSRwOh+xLSkoKf/rTnw3nUJAAACAASURBVMjMzGT58uWMjo6SnZ3NCy+8II/EwlQA8+YFEfBpfHycf/3Xf8Xtng+iEx0dTWVlpUxYIPqmPKr39PTwN3/zN7zyyisyTZeAIj755JPs3bsXu92Oj48Pjz32GFu2bOEvf/kLHR0dEpL2yiuvcPLkSe7cucPs7CyTk5NMTU1J2+Lk5KTElLtcLpYuXcro6CghISGSD52dnZw+fZrQ0FDsdrvkY1xcHEajkZdeeom0tDRJg6mpKQC5K3r++ef5yU9+QllZGaOjowv64XA4GB0dZXh4mPfee0/CBwXtx8fH0Wq1hIaG8uabb8qFHCA8PJy6ujq5OQgICEClUvHKK68wMzMj+yGef/TRR2lvb+fBBx+Up7icnBzMZjMdHR0EBQWRmppKWVkZTqdzAV+UsviTn/xEJqfYtGkTN2/eJDc3l5aWFnx8fKTjzb59+9ixY4fMzzk0NCT9Ad5991127txJTEwMw8PDPPvss9LDU8hRVFQUAwMDkr4mk4mpqSlcLhcBAQHU1tZK/wOAhIQELBYLx44dY9++fYSEhDAwMMDLL79MQkICsbGxhISEcPjwYT799FNpynI6nfL0FB0djUajkaaZpUuXYjQaMZvNXLx4UZrFpqenJSzwhz/8IZcuXSIsLIzBwUFaW1txOBxSxkTx8/NjeHiYjo4OaVYxm83cuXNHOnWFhoZKfSDGdT+Wr92FHO6+CFOpVFgsFkJCQnA4HNjtdr73ve/h7+/P1NQUa9asIT09ncbGRpYsWUJwcDAzMzO4XC5iYmLQ6/VERkYSGhpKUlKSdGPdvn079fX1REVFERISQkREBKGhoQQEBBAdHU1ISAj79u2jq6sLl8vFmjVrGB0dJTk5mRUrVpCamkpSUhI5OTm0t7ej0WiIiooiMDCQZcuWER4ezp07d3jyySeJjIzE19eX6Oho9Ho9ERERREZGypRTaWlpZGdnExMTw8jICKtWrZKmnoiICKKioqivr2f9+vVcv34dHx8fvvGNb1BTUyNjgej1ekJCQkhMTCQwMBCn00lYWBiRkZHExcWxYsUKnE4nmZmZ7N69m4GBAUwmE7GxsURGRhIVFUV4eDipqakyqW5mZiZq9V8zrkRHR0tPPZGAwN/fn4iICEJCQkhISMBsNrNq1SpCQ0Pp6upi27ZtMg6HyGgj2oqKiiIyMlLmmVSr1SQmJrJq1SrWrl1LSkoKaWlp2Gw2EhISWLp0qXx306ZNDAwMMD4+TkxMDKGhoej1esLCwqRimZ2dZfny5fIE5ufnR3x8PJGRkYSHhxMREUFQUBDJyckSl5ydnU1kZCTR0dHy9/r6erZu3crhw4eJjY0lISGB7OxsOjs7CQsLIycnh82bN9PY2EhoaChhYWGEh4cTHx8vZTgiIoJNmzYRFRVFVlYW2dnZklfC/LNt2za6uroYGRmRfBF8FbI4OztLQkKCNAMkJyfzwAMPsGLFCpYtW8by5culDVjIXWpqKpGRkVgsFgwGA1u3buWdd95h37596PV6ent7iYmJITg4mJiYGHQ6Hfv27ZMxcAR9o6OjCQsL4/HHH6epqYn4+HhSUlLQ6/X09/dTX1/Pli1b+MMf/sBLL70knYv0ej16vZ5t27Zhs9nIzc3FbreTm5uL0+mkqqqK9PR0vvWtb1FYWIjVamXTpk1s27YNp9OJRqNhbGyM5ORkfH195R1DcnIyWVlZ5OTkkPx/x09xOBySh5GRkSxduhS3201ERISMkrlixQrWrFnD4OAgwcHB8lR7+/ZtoqKiCA0NlQ5annrpfij3BTzPEyLjDSbjDZZzL0jRlz3zv/JZWf7f1HOvm2XlMx999BGZmZl0dXWxZs0ali9f7jUewle5pb7XM18Gz/JENnzVsXyV/ngiG0T5X6GjN3TN/5O+iWcnJib49NNPWb9+PQ0NDezZs0c6rHyV8Xv2w1v7i9XhDdnibezejuee9YjLPXH/UV9fz1NPPUVYWNiCdu5FXzEeb7/19PRQUFAg7czPPfecdBBS0sITEZKfn09NTQ2/+MUvAPinf/ondu/ezcaNG+W4vNFUtOtpEvmqMuiNxv9fyPL/H+W+UtRKELynl6HYbYvbaVgIaRNHfE+4judk8SYIyosDt/uv8ZSViBLlc6JvSmiU6LOyX55teRunEp7kCb9zu92YzWYCAwMJDAyUkCLPOpUOIN4munjOmzOJQKx4OgwpQ28KugjolJKmSvoIGJiy/4stdMpwnoIeygVayUtlu4s5xAi+KMcg6vBG/3tB0lSqeTTD6OgoYWFh0utStK+kq6ccLObspOS54LPnWBfrq5APT6WinAvKOkSfhGeoGEtERAS+vr4yxrTyWUEDpXPZveRWvC/c7cPDw6U3qjcZU/5fIJxE7JXp6Wncbrf0QPWEjCpl2xsdRPxrQXvlXPaktXK+Cn7ei3/3S7kvbNRKheNwOCTkSriVeiOqCMw/PT0t4TlK5k5MTNyFU1bWpWxXCIKoT9hbRV0C4qXEvor6RB89la8QGG9C7xkvenR0lO7u7rtumd3u+dgSwpVa9NlTgIRrvLJfop3h4WEJnfIcvygCRiiU3cTEhOyjsCuLNi0WC3a7Xf5fCS/z9fVdoFxFe4JOynEpA9d7wt9UKtWC55UuyJ6Lr/jsuYvr6upaAF281w5b/CaUhrgMjI6Oxs/PT9qfBe2Vi5ey3+I7ISMOh0MmqVAqKaXsCSWmlCPlAiNorJQhpbx4bhqUcqfRaLBYLDidTmJiYuTzyp24+M5gMCzgoSc2WjmHxP/dbrcMLgXcteAqaat8X6PREBAQwNTUFN3d3Wi12gUJmZX0FHIi+iOemZ6eZnJyUkL8hAeoeMdzwyV45+lTodwwiHeV7SrH+nWW+0JRC4I2NDRw9uxZCgoKuHjxIirV/DFUOdkFQX19ffnggw9obm6WITSVzHQ4HPzzP//zXTAb5aRQCpGPjw+ffPIJpaWl8jmlwHoGX/dUeMrdp1JBi9/Ed54B6MX4f//739+l3JWJApR1KNvr7e3l0qVLdykR8W9TUxPvvffegh2Rsg1l4HfR/j//8z/z0ksvoVarOXfuHNeuXcNut/PHP/5RRvwTbb755puUlpZy8uRJjh8/LutVjl+5KIlYGEp+nj59GpvNJrOfKGkqxpWXl0d/f7+sQ0kjJW/EeyJphOcEVbYr3hXvw/yF9M6dO6Wzkghe1d7eLutS8kPJT88kC/7+/vzhD3/AYrFIheDZvvgTvGlqaqK4uHgBfzzL7Owsr7322l3yokzmAHD27FnKy8v5+OOP6ezsvMv5RSwcGo2GkydPUlhYCPx14RbjUvJL+a4nb8U8UdJEySfPk/Ds7CyvvvqqRFgpaafkj3JMYqE5cOAAv/71r6moqOCXv/yljHntjdcCI++5UVLuopU8BbwmRPg6y31xmShWzOPHj9Pa2spPf/pT0tLS+Oijj7hx4wYrVqzgypUr8ka3sLAQh8PBwMAA8fHxaLVaIiIiaGpqoq6ujvb2djIzM7l16xarVq2iurqa5ORkAEwmEyUlJRQVFREXF8fAwAAlJSWkpaXR0tJCdHQ0Op2OK1euEBgYSH9/P5WVlVRWVpKRkUFPTw83btygrKyMjIwMebS8fv06Q0NDEq9qMBhITExErVYzMDBAaWmpdHTx9/ensrKSyMhIWltbqaqqoq+vj40bN1JYWMjIyAj+/v7cuHGD6upqYD7UZkFBgQyaVFpaysjICH5+fqjVasLDwykqKmJsbIyIiAgKCgro6+vDz8+Puro6JicnCQ0Nxe12k5+fj1qtxmq1Ul5eTlVVFXFxcTLrt8vlorKyEqfTSVZWFlFRUbz//vsSbpeZmUlGRgaffvopPT09vPzyy6xevZrf/va3ZGZmYjQaaW5uJjExcYGgl5aWUltbS2NjIyaTifLyctLT0xkeHiYqKor/8l/+C6mpqej1elSq+RjGtbW1xMTEYLFYZFD8mpoajEYjQUFB3Lx5UyYdMJlMXL9+nZSUFAwGA/7+/szMzFBRUUFTUxNZWVk0NDRQWVlJRESErL+trY3MzExgHslx5coVOjs72bt3LxcvXqSsrIyXXnoJs9lMYWEhQUFBGAwGqqqqqKurIy0tTcqeSOJQVFSEVqulvb0dk8nE6OgoKSkp3Lx5k9bWVsLCwigtLaWuro6RkREpnwMDA4SEhGCxWCgvL5eyK8wCos/d3d3s3LmTwsJCBgcH8fPzo7i4GIPBQFJSEj4+PvzmN78hJyeH559/nsDAQP7zf/7PBAUFMTc3R1FREQEBAWg0Gm7evEl9fT0JCQkcPHhQXoparVZKS0tpaGhgdnaW9vZ2AgMDuXXrFkuWLEGj0WC1WikpKWFiYoLh4WFKS0tpaWlZEE9bJCoQfgtlZWWUl5cTGBhIU1MTVquViYkJEhMTuXr1KkajkYCAAEpKSqiurmZ6epolS5YsOLU2Njai1Wp54YUXcLlc/PnPf2b//v3k5eVhMBiIiYmhpKSE7u5u8vLyuH79Olu2bJGL/szMDJGRkczMzFBWVgZAdXU1fX19BAYGUlxcLEPEisBZX6eyvi921GIV++EPf8js7CybN2+mubmZubk5wsPDpXPAwYMH6e3t5ezZs+j1eqampggKCqKiooLu7m6uXLmCn5+fTPvjdrvJy8sjPj5etvXGG28QFBQkA64fOHAAk8nEv/zLvyyI1jY2Nsann37K7du36e7uZnBwkHPnznHgwAGWLVvGtWvX5Ip8+PBh6uvrKSgo4O233+bEiRPo9Xp5jPrwww+prq4mPT2dixcvMjAwQFVVFfn5+Xz22WfS8UBEPzt06BAGg4HLly8TERHBF198wUcffURraytnzpzhjTfe4Ny5cyQmJmK1WiksLOTixYsUFBSQlpbG22+/zfT0NBkZGRIPOzs7y+eff867776L2Wzmvffe4+bNm7S3tzMxMSED7cO859pvf/tbzp8/T3l5OT4+PgwMDMg43729vVitVjo6OqSCg/k43Hl5eRw6dIioqCj5vaBDYWEhMzMzMmtLWVkZBoOB4uJiGbxeHKNbWlr4+OOPMRgMfPTRR9TW1mI0GiUs6/Tp04yOjhIcHMxnn32Gy+Xij3/8Izabjd/97ndoNBqCgoIoKChApVJRXV3N+fPnOXz4MH19fRw4cICrV6/i7+/PxYsX6e7uBsBqtfLUU08xPj7O9evXJR7ZYrHwhz/8gfHxcd5++21KS0ux2WwyLvg777xDREQE7e3tfPLJJ2zevFmGt01PTycvL4/Tp0+Tn59PZWUlx48fp6CgAL1ezyeffCLNPwMDAzLmek9PDwMDAxLT3tXVxYcffsiGDRuIiIjgyJEj1NTUcOnSJfLy8rh8+TLh4eFSof3qV7/ivffe4zvf+c4CVJTAFR85coQPPvgAt9tNWlqa9KZVIh+io6P54IMPiIiI4MyZM0xOTnLp0iVMJhMAp0+f5vLly6SmplJSUoLdbsdkMskTTWBgIB9//DFtbW2cOXOGt956i5KSEjZu3MjExAQqlYrExEROnTrFkSNHqKyslCfqwsJC9Hq9TNW1mKJcv349vr6+/O53v8PX1xer1cqxY8e4du2ahOCGh4fL59va2qivr+fNN9+U89HPz4/w8HCOHj1Ke3u7zFT0de+kRbkvFLUoQ0NDvPbaa7z++ut8/PHHBAQEEBcXR15eHpOTkzKMYlxcHPHx8fI4FRAQIMNkpqamEhsbKz3jhHIQJTs7m+rqarZt24Zer2d4eJht27bxt3/7t9LNWQD/5+bm0Gq1xMfHk5qaikqlIj09ncrKSr797W/LHajYAb/wwgv8u3/379i5cyf/+q//KvHV3//+94F5hR0SEoKPjw+hoaEyO0xiYiL+/v5cvnyZoaEhQkJCAAgLC2PlypX4+/vLndZ3v/td/vZv/5YNGzbwxhtv4OPjg8vlYv/+/SQkJPDee+8xODhIYmKihKX5+/uzYsUKGUslPj6en/70pxJ+lZmZKRUFzB8vo6Ki+Id/+Af++3//7/j5+REREUFLSwsAHR0dvPrqq6xcuZK2tjb5Xnd3N3v27GHfvn1yQVAKur+/P6mpqaSkpJCcnExSUpLE6ArFGhwcDMwrzMnJSfbu3ctzzz0nQ4zqdDqWL19ORESEzM7z85//nNnZWWw2Gw899BA/+MEPpMlMp9OxdOlSkpOTGRwcZGJigh07dvDiiy8yOztLZmYmMTExEkMr7K779u3jH/7hH3jkkUdQqVQyLnl2djY//vGPAUhOTpYwxB//+MccO3aMoqIigoODZQIGt9tNZmYmS5YswWg04na7ef7552U86ZUrV8qQo4JGGo1Gyl1aWprEEg8ODqLVaklKSkKlUmEymfD19eUHP/gBa9asITAwkA0bNqDVapmZmcHX15eTJ0+yevVqTp48KR2JvvjiC9nmwMAAmZmZaLVamUxBxAqPiIjg8uXLfOc73yEuLk4mytDpdHJztX//fhITE3nvvfcIDAwkMTGRlStXYrVaCQoKYuPGjfK9n/3sZ5KHsbGxrFixApfLRVZWFqGhoRiNRnx8fPi7v/s7NmzYgFqtlh6KsNAkoywNDQ2EhIQwNTUl4YNms5mgoCAefvhhCYkU5bnnniMvLw+3282RI0dYsWIFDQ0NtLe3y9DGAlopLpK/boV9XyhqsQOoq6vj4MGDGAwGnnrqKWJjY6mvr8doNNLT0yOzqChjaIgA6yIoucixODIyQlJSEi+99BLvvPOObEMchcvLy3E6neTk5FBWVkZISAjj4+NMTEwwODgoPZrGxsakw4bb7cZms3Hr1i1qa2ulx92uXbvo6+vDbrczOjqKn5+f3KEANDc3k5WVJRXV2bNn6enpYeXKlWg0Gj788EN0Oh12u52Ojg4CAwPlOEdGRpicnOSxxx6jvb1djjksLIykpCTMZjNzc3NUVVWRmppKWFgY3/jGN/j8888pLS2VGbWtViu+vr5s376dyspKaRsdGxtjbGxsgQ3QaDTS3t5OTk4OP/nJTzCbzfziF7+gvb2d8vJyBgcHyc7O5tlnn5W5HT/55BOZ7MHpdLJ69Wpu377Nr371K2lndblcmEwmHA6HjJUiYncIhEJFRQUAOTk5kv/BwcEy+8vc3BzDw8P4+vpy5coVBgYGsFqttLa2smHDBm7evElwcDBOp1MmbbDZbNKNedmyZVRVVREeHo7b7ZYea0IZjo6OSieVF198kYCAAOlp+cgjj1BaWipdxkdHR5mamsJoNGK320lNTZUJAoQjkEqlYmRkBIvFIjOdtLe3ywQMwqtUtG+z2bDb7RJNIeQOYM2aNWg0Gg4dOsTs7CxbtmxhZGRExu8WsaSFvfrMmTPk5eURFhYmF4by8nJGRkYwm80EBASwZcsWPvnkE3p6etBqtWi1WnlP09PTQ3V1NUFBQeTn55OSksLRo0cXOEo1NzdLrDtAZWUlDQ0N7Ny5k7GxMYaGhnjqqafo6OhgYGCAZ599lt7eXo4fP47BYMDPzw+z2czExASPPvooNpuNgYEBAgICmJmZYWhoCH9/f65du8bx48flAiHAAoWFhdy8eZOf//znPPHEE5SUlFBeXs6uXbsYGxvDZDKRkJDA7du3JaY6JiaG+Ph4du/eTVJSErGxsTK/ZGBgIDabbUHyBfj6LxPvK3ie2+2WgZZE4HsRlH9sbIzQ0NAFlyGeEbCUt9liWMLzTAQ9/5d/+Rd27drFrVu3mJ2d5Uc/+hE9PT3SLirqdTgchISESCiTWq1mcnKSP/3pT/zgBz/grbfeYteuXWzfvl0q8OnpaaKjoyWoPigoCJj3GDSbzTJlmNlsJjg4GLV6PkKdyHgiJn9wcPBdq7ifnx9Wq5XZ2VkiIyMZGBiQwfGFacFsNqPX6+WzwvNKyWKtVsvQ0BB+fn7SXgnzx0oRYN/hcMhdnSgqlUomctDpdFLRzc3NYTKZ5K7b7XYzMDAgvdyqqqp45pln5EWWJ1RLoArEOJxOpzxRCLpFRkbKy1DlhZTo+/j4uKTf4OCghIp5hrcVMESTyURkZOSCSyq1Wi3vG5xOp8xNOD09Levx9fVlcHCQkJCQBUkhBHJHrVYTERGB0+nEbDYTGhq6IImAr68vDodDmqOUfBGXV8K7UYxR/CvQGCJ1WFhYmPSQnZqakqnhlJejTqeTkZERgoOD5WI3PT0t+xESEoJaPR+ISafT4e/vLz1XxVwTCRfESVB4kYrxiEw1S5cu5d1332V6epq///u/l0GS1Gq1VMbCQ3Zqagqr1XpXggphcnQ4HERGRt4VS1opoyJw1dTUlKQzIC9uRYIM0b7Y4Qt7s9AjgmZqtVrSSnnJeD/Yp+E+VNSe33kWJdO8YWrvVadKpcJgMNDV1UVQUJDcoXjW7a098VkksY2OjiY7O3sBVOxefRN98kShKCGAog3P8S821sW+E+94G/9iOGRvYxUwOuUCqIRHKm/8RZ+V7wqoo6Cxkg5KXnm2K565F6TOG58Xe/5ezyj/VcK5xP+V0DjBO299VdavpJM3uf6yMX2VMcJfT6LeIKdK2nrKlre6vfVTvCPqEIiJxeSlvLwclUrFhg0bJL7ec3548yHwlF1vENJ7zXGlv4WSJ4vBKJV8WowuX7di9iz3naIWq6VIiaRkjpLhi70vPosUTJ7ve048T2UIC7HQog9iZ+SplJT/egqGqGsx0L23iS6Kp1B5O4IJBe9NuX8Z3QQWVeBXld+LZ70pc88yNzeHy+XCz89P7kQ9+XYvpax0ZFhMwdxrIRPPTU9Py6wonuP1RkPPfij7Oj09vQBOpiz3ojGwQDktRndAptFStq+kh6eMC3y12MkrF3hv/fFG73uNwxsdlM8qPy+mMIU8fZX2vPXTs37PNsT3IrSwMv2beEac3ASdlHPSUya+Sh+9LRBfR/na4XmeSlqj0XDgwAHGx8dJSUlZoFyVx97Z2Vl+//vfMz4+TkZGhqxPPPfFF19QX1/P6tWr5TFHOYmUGF1PQL4o4qLuv/23/0Zubq6Ee8HdXoWeAq7cmYnPs7OznDx5kvT09AUY6fHxcX7xi1/I5Kxut5v/+l//K76+viT/37AtZV89Mdqe7Sr/lPhuJe00Gg3Hjh2jr69POqyIjNBK4Tx9+jTnz59n48aNHDp0iIqKClavXk1jYyODg4Po9XreeustQkJCuHDhAna7nWXLli1oT9C7ra2N8+fPc+3aNRoaGiSMS5iIPDHgnrzxNiYxllOnTlFfX09OTs6CRVPJy8XqVKvnnXZaW1ux2WwMDw/z/vvvs3Xr1gX8U45Jyd/FsMViLC0tLTQ1NbFs2TLpCVpZWcnRo0fZvHnzXSYdpWyK73x8fPj1r39NYmKiNAUpi+ccUW4qPOnqjR5Keerv7+fkyZMUFxdTXl6O0WiUkQsFKkfZPx8fHyoqKsjLyyMlJUVe3HmeHO4135Tti753dHRgNBplrk7xu4+PD//0T//EypUruXnzpryEFrT9wx/+gE6nk/FRPNvwlKd7/Xm+93WV++IyUXmE6enpYXBwUN6y19bWMjc3h8PhoKKiQoZ71Gg0GI1GeUMtVtPa2lpp42ppaaG1tRW3e94mVV1dzdjYGBaLhTt37lBTU7NgpyZsqoDEhIpLnsrKShk+s6uri+rqaubm5hgYGKC5uZnGxsYFCs5gMNDQ0IBKNX951N7ezuzsLDExMUxMTPDaa69hNpsBCA4OZmRkhHfffReYD9X5+eefy0khcNZOpxODwUBlZaW8PK2oqGB4eJiRkRFee+01nE4nRqORpqYmXC4X3d3d1NXV0d3dvUBp9vf3MzAwgMViITg4WNrjBY2Uwi2inonocxqNhqamJmpqavD19UWr1eJyuQgODmZ8fByYx6QqL2Ng3j7+rW99S/Ln8ccfp62tjebmZpxOJz09PTJONCD7LmjY0dHB9PS0xDAPDw+j0Wjo7+/HaDTKC66qqirGxsbkZBNBgMbGxmTkupaWFvr6+qisrJQBf8rLy+V9hcViob6+HpvNxsjICJ2dnTQ0NPDHP/5RQtDq6upwuVz09vZSV1cng9mL3drt27fp6emR9nuA1tZWbt++TUBAAMPDw9y+fVuig8TvLS0t9Pb2YjQamZiYkNBBYcMWfFepVBLmNzg4SFNTE0ajkfLyct5//33Jv7a2NkZGRhgbG6Ovr4+pqSnKysowmUxMTEzQ0dFBVVWV7Idareab3/ymXCCeeOIJAgMDCQ0NBaC2thar1YrVaqW9vZ2BgQGOHj3KsmXLmJmZYXx8nL6+PiYmJnjzzTfp6OjgnXfeoa2tDafTSWVlJZOTkwwNDdHa2ioTGgi6vfXWW7S1tTE0NERZWZmcg42NjVy/fl16UAo7d2BgIA6Hg7KyMiwWC0FBQTQ1NdHV1eXVjPJvsXztO2qhoNVqNQcPHpTCI6KinTlzhr6+PumkER8fLyFcBQUFZGVlSceKAwcOMDAwwPnz59FqtRKEX1dXR0NDA319fRQUFGA0GqmurpbB1jMzM+nu7ubVV19lw4YNWK1WPvroIwnzaW1tJSgoiBMnThASEsLly5dRq9WUl5dTW1tLV1cXly9fJjY2lri4OG7dusXBgwfZvHkzNTU1FBYWUllZyfT0NKWlpSQlJXH8+HH27t0rXWl9fHyoq6sjMzOTnp4eJiYm2LRpE8eOHSMgIICLFy+i0Wh4//338ff354svvmDjxo20t7dz5MgRgoKCuHHjBmlpaXz22Wd0dXVhMBi4cOGCRArs3r0bjUbD6dOnpZINCwujpaUFleqvmXCOHj3KY489hlqtpqurS8bxPnfuHOnp6TidTgYHB2Ws66mpKaKjozGZTISHh3P58mWGh4c5duwYO3bskDu2oKAgtFotN27cICoqigceeIDh4WFOnTqF0+nkzJkzpKSk8PHHHzM2NsbJkyfJzc2ltraWwsJCampqMJvNfPHFF2g0Gi5dugSwwHmjoqICLF/SPwAAIABJREFUk8nE0aNH2bVrFyqVitdffx2bzcbFixexWCycOXOGyMhI3n//fQIDAzlx4gS7du1iZmaGa9eukZqaKjcIN27cwGKxcPbsWbRaLbdu3WLNmjUcPHiQoaEh6uvruXr1KnNzc3z66ads2bIFnU7H0aNHKSkpYcOGDdy5c4f6+nomJia4desWERERmEwmjEYjNpuN4uJiNm/eLBXc+++/j8vlorW1FbvdLnHno6OjJCUlcfjwYWw2GwUFBQwMDKDT6STO+datW4SFhVFTUyORHgcPHqStrY3IyEgqKiq4evUqer2ekydP4na7OXz4MLOzsxQWFvLII4/g5+dHQECAdLbKzc0lPz8fl8tFaWkp3d3d5OfnY7fbOXLkCCkpKfKkJXDrRUVF0mFm9erVfPHFF+Tm5kreXr16lY6ODq5fv05aWhoxMTFyk/P222+zfv164uPj6erqYnBwUG7A8vLyWLZsGQaDgTVr1nDy5EmWLFnCoUOHZCjZrq4utFotp06dIikpaUHG+3+r5WvfUStXu5qaGrZu3UpiYqKMjxwWFobNZmP37t3cvHmT3t7eBe8L4rtcLurq6oiLi2P79u3MzMywbNkyvvnNb9LQ0CA9yB555BG0Wi1ZWVls3LhR7tDj4uLIycnh6tWrVFRUEBYWxqZNm3jooYeYnZ1l165dJCQkUFxcTFxcHHv27KGtrQ2tVktubi6rV69mbGwMQGYKLyoqoq6uDrfbzdatW+VRTKvVkpKSssApxN/fn/379/Mf/+N/JC0tjaioKEZHR2lubmbXrl3o9Xqam5tJSEhg9+7d6HQ6mpqaJJIB5jG5o6Oj2Gw2tmzZQmpqKgEBAezatYuwsDC5262oqJC/q9VqwsLCsNvtNDQ0kJmZycaNGyW0cHZ2luTkZNasWcOKFSvQaDTU1NSQlpbGmjVrKC8vl7fmAk3Q2NhIRkaGxNAqbf6iaDQanE4n/f39BAYGMj4+TkBAAAEBAfj5+ZGRkUF8fDzXr1+npqYGgK1bt7JkyRJCQkLYs2ePhJJt2rSJFStWMD4+Tn19vRyDuBtoaGggIyODzZs34+vry9q1a9m7dy+BgYHs3bsXnU5HXV2djMs8Pj5OVFQUe/bsAeYRN7m5uTz++OOkpqYyPT1NT08PGzduJCsrC19fX3bu3El8fLyMO75p0yacTielpaUS4VNeXs6aNWvYuHEjiYmJhISEsGvXLnkSCAoKIioqCl9fX1588UWmpqakElapVBK90NnZSU5ODhs2bCAwMJCMjAyWL1+O0WjkH//xH1Gr1aSnp0tav/jiizQ2NtLc3My6devo6Ohg69at+Pj40NfXR2pqKo899thd6a+UPAsMDGRqaoqmpiaSk5PZsmULWq2W1atXy3jby5cvlw5qERERaLValixZQnp6OnFxcXJTsGrVKnJzc9FoNOzYsYNVq1YtuJxOTEwkMTGR2traBUgbp9PJAw88wNKlS2U8luDgYBm+d+fOnWzcuBGABx98kOzsbHka/LdevnZFrSwZGRmcOnWKvr4+jEYj586dA+YdYYKDg8nJyaGkpEQ+b7FYaG1tpbS0lM8//5x169bR3NzMgw8+SEJCAr29vRQUFLBx40YyMzNpaWnh0UcfZW5uTmJbxcQymUxs2LCBiYkJtFotRqORa9euMTAwgM1mw2w209/fT3Z2NsPDw+Tl5ZGRkcHk5CQjIyMyjq+oa/v27XR2dhIbGyudTFJSUmQmlIGBAXnEF8pt06ZNC55zuVysXLlSeoJlZWUxMDCA2WxmamqKoqIi7ty5Iy+UOjo60Ol0TE1N4evry7p16zAajVgsFmw2m1S+2dnZnD17VqYZMxqNzMzMkJ6eTltbGzt27ECn08mxKBMj9PX1sWrVKhoaGrh58yZr166V4x8aGsLpdEp3/Keeeoq6ujq++OKLBTY/YXIxGo1yByb6nJ+fj8lkore3l23bttHb20t0dDRms1lO+oGBAZmrMTMzk7y8PGpra1Gr1aSmpsoxiEA96enp3LlzR6YIExju0dFRRkZGFtBSpZqPhW61WjGbzfKIL2CJ7e3tuN1ueRLatGkTJpMJi8Ui64J5PPbOnTupqalhaGiIkZER1q5dy7lz5xaYIqxWq1zgAX7961+zatUqSkpK8PX1lS7nInWcr68ver2evr4+duzYgUajoaOjg9///vdERkbKvJ2dnZ3y3icmJkaaAtPT04mKipIpt+Lj4yUWXfBZ2K+HhoZknHKLxcLk5CTp6em0tLSwZcsWyUtA8j8oKIjr169z584daQZpaWlhamqK3t5eEhIS6O7uZvv27VitVqampqivr+fEiRNSPqamprh16xaXLl2SiSEiIiI4fPiwDDJlMplkPlF/f3+Cg4M5fPiwpKvZbJY+CP87lPsK9SF2xYGBgTK+w9TUFHq9HpvNxuTkJNnZ2Wg0Gqanp2VQdafTSWxsLLGxsdy6dYvw8HApUML5QtjG4uPjJV5U7PTi4+NxuVzU19cTFhYmU3x1d3eTmZkp02VZLBYSEhIYHBzEYrGwevVq+vv70Wq18sY7OjqaiYkJGhsbSUhIID4+nqamJhwOB5mZmfT395OYmIjRaJReZna7nZ6eHpYuXYpOp5O2aJFAoK6ujtjYWKKjo+nu7iYyMpLR0VGioqKkN1VsbCzd3d1ER0fjcDjo7e0lOzubkZER2fclS5bIPHS1tbXSdupwOPD39yc8PJyKigqSkpJYunQpMG8nnpqaIiUlhb6+PmZmZkhLS6O1tRWn08nKlSsxGAyy31qtlsjISMrLy1m2bBk6nY7x8XF5KTo9PU1nZye+vr6kpaXJDDoiT2Z7eztRUVH4+/vL4PYiJ6DD4SAjI0OaWCwWC8nJyTQ1NaFWq2Xyh6qqKhITE+UYHA4HVVVVJCUlodVqcTgcxMTE0N/fT0RExAJaRkRE4Ofnx/T0NCEhIdhsNpnebenSpdy+fVtebLW2tspdW0hICKOjo0RHR8s7h7a2NrKysqTzTVpaGo2NjczMzJCQkMDExARBQUGMjY2RkpLC7OwsHR0d0hSYkpJCbW0t4eHhBAQEMD4+LvtXXV1NVlYWOp2Ozs5OgoKCJHZZ0DU9PV1e1ArHHr1ej91up7m5mWXLluHv78/Q0BChoaGMjY2xbNkyORc7OztRqVRyPqjVauLi4igvLycuLk72PTk5WfZByGtoaChRUVEysa0wRS5ZsoSqqioyMjIkZr62thaDwcD3vvc9AGlH1+l0mEwmli1bxscff8zy5cvp7Oykv7+fH//4xzLYUlhYmDTViKQBOp0Oh8NBYGCgxKz/WzZ9fO2K2htUSnwv/q/8LI7Snt97wno834HFYwV7trcY1tjzt8Vw3N7ggovV8WVjUELXlJ+9vbvYd560/ipYam9C7fm++M6zT/fq82I898b/e9Hwy+pYrD/3+m6xiezZlij3opu3d74K5OurjFv0/atgm0Wdnn3zhr3+KuP/Mn56Ys+VtFqsv0pnFM8wp6K9mzdvypPHqlWrWLJkyZf263+n8rUrarib0d6UixKxIL739HLzfN6bYHubcEqh9TZRlMWbYCh/W2xcyt+9LR6ecYK94WO92Xq9LQDiHc9xeXMA8DaZvLX1ZUrRk5belLUn3zz7rByrN5p7a8+zCNqqVCqvmGYlH75K24v1wxuNxTNKpaSsz9t4lb+JPikVnXjHsyhp6jkPvNHPE5O+2Fi99d+T/l+20HvbiCjHuNgi623x8Jw7onjS8ctoq2zbs/4vWzzvh3Jf2agFs5RM9PHxwWazcfXqVex2OwUFBRLL7DnxxPtqtZrR0VEaGhpkctS6ujrm5ubo7u6WQijeERO7oqJCZu/2nJCwEIfqqQSVTLdYLFy5cmWB0Ivg8UajkcLCwgWB4j0XKm+7H7VazeDgIG1tbVKRzs7OcufOnQVQNPGO5wT39LazWCxcvXp1UUUl3POVPFlsdyfqn52dpbm5mb6+Plwul4SLKdtW0tXT4cizL0raij4olcBiRdBWGfhdqQzKy8tpb29fsLPzlCPluBZrS61W093dvSBYkBLuqcQ2j46OMjQ0dFcsZPGv0h3dZrPR1NREY2OjhAB6KhofHx9aW1tldEPPcZSVlckY2sqLOvHZE6utpLvSQcsTg+xNeSv5eOXKFelOr1xM1Go1zc3N1NTUMD4+LrPLK8cO83ZxETJWoJFEn5R/iylubwuykD1lQgHlfFWO2VM33C/lvlLUKpXqLocSQELjVCoV58+flxlGlLsPAYQXZXJykv/0n/4TWq2WCxcu0NLSIhELMzMzC4KFi2IwGLh+/TrAgpgiSgcLzwko/pRBxv38/Dhx4oS8WOrp6eHcuXPcuHEDPz8/Tp48ydzcHB0dHXftOpV1e+48rFYre/bsoaGhAZifFN/61rfkuJW7YeXf3NzcAlrBPKb5xIkTC7JnePZDOW7RB2WqJWV/5+bm8PX15Y033qCkpAStVstvf/tb6uvr5ftKPnnWPzc3J2OyiL4q/5Tvi2c9d4oiLovZbGZwcNCruzfMh1AtLi5e0C9P2imTQygns5IeKpVKokUEHZSOJGJcAJ988gkvv/yyfFf5vKfsOp1OfvaznzE3N0dLS4vEZwMLnrPb7TI8rWdWmObmZnnxLvgq3LqNRqO8cBMKU0lHJV/FWJSLvPheKavizufq1at0dnbirVitVvLy8jCZTPIi3VPp3rlzh1/96leEhYVx69YtbDbbgoQTnokuPPsseKZU6IvJtFKHKHl9P+6u704f8TUUQZSSkhKMRiNr167F4XBQU1ODRqPh2WeflTYsf39/APLz8zEajaxbt46GhgYmJyex2+385Cc/wcfHh5CQEJKSkjh06BDLli1jx44dTExMMDExgdls5tSpU6hUKmJiYti5cydnz56lo6ODtLQ02traKCoqIi0tjdnZWaqrq1m3bh3btm2TDibx8fEyLGNXVxcWi4VXXnmF4uJiCQkSAqHRaGQksNWrVxMeHk5lZSWvv/46r7/+OqWlpUxMTLB+/XqKiorQ6XRkZGRIKOLTTz+Nn58fer2e7du38/nnn5OTk0NzczMrV66U0c2MRiM5OTkSf+twOPj2t79NcXExYWFhbNiwgYsXLzIzM0NGRgYhISG8++676PV6Hn/8cc6cOYOvry+rVq3i2rVrzM3NkZCQwNNPP41KpaKlpYWKigoSEhIIDAyksrKS8fFxnnjiCRmrOjo6Wi62/v7+LFmyhGPHjpGbm0tJSQnZ2dmUlpYyOztLXFwcW7dupaCggJ6eHtatW0dMTAxlZWWkpqZK2q9fv56tW7cyOjpKQUEBw8PDREZGsnnzZi5fvkx0dDSJiYk0NjaSk5PDxYsXcTqdfPe736WgoIC5uTl27txJfn4+fn5+jI6OYjKZePPNN3nyyScZHR2ltraW9PR0HA4HnZ2djI6O8sILLxAfH4/FYpGxnteuXUtRURHj4+M88sgjTE9PMzY2xieffCKVyfe//32p1H18fLBaraSlpdHR0UF1dTUPPPAA7733HjCfUWbJkiUMDAzw85//HEBmxA4NDWX9+vUkJSXx7rvvotFocLlc/OAHP+Czzz7DarUSHBzM0NAQFy9eJDAwkKeeegofHx/CwsKoqqri9ddf59lnn8VqtVJRUUFubi7Hjh0jNTWV/v5+QkNDeeqpp7h27ZrMDn/r1i2mpqbYvHkzubm5wLwTUWNjI2vWrMFgMMhwwQ899BAGgwGDwcDy5cuJiYnh2rVrlJaW8sMf/pCAgAAcDgenTp3CbDaj1Wplqj2j0cjly5cJCAjg6aefRq1Wywv04OBgdu7cyczMDK+//rrMrzgzM0NiYiLbtm3jzJkzEmqbn58vgQJTU1M0NzfzH/7Df6CoqIjJyUk5t9zu+YvG559/nqNHj8rL75qaGn70ox9x9uxZnnjiCa+B0b7Ocl/sqMXKKLJDREdH88477/A3f/M3mEwmLly4ID3ndDodzc3NnDx5El9fXy5cuEB3dzcPPfQQJpOJrq4uADlBamtruXLlCjCPBa2rq2NmZgaDwcDevXtpamriL3/5C/Hx8VKZv/POO4SGhnLhwgV5m71p0ybZ35aWFvz8/Ojo6MBsNpOUlERcXBxHjhzhxo0bfOc735HxrAEZW/jy5cvY7XbU6vmIXg899BDNzc1UVFQwOjpKcXEx3d3d7N69m2PHjuFyubhx4wbt7e3A/I7kiSeewGw2c/z4cZYvX05cXBxtbW3SMeb8+fN0dXVJqGFVVRV5eXkkJCSQn5/P0NAQL7zwgowW+OSTT3L79m0+/PBDTCYTra2tVFdXY7Va2b17t9x5CvqFh4dz5coVxsbG0Gq1rFq1SqZwEkV48ZlMJkJCQujs7GR6epqBgQGJcNm7dy+NjY0UFBTgcrmksjpw4MBdtBfY2Nu3b2MwGFi5ciVms5n3338fHx8fiouLuXTpEuXl5SQmJkp+HTp0iOzsbJKTk/niiy8YHBxk7dq16PV61qxZw7Zt23jzzTdlnPBz587R1dVFXFwcsbGx3Lx5E5gPPXrq1Cni4uJk1hGLxcLNmzcxGAxSue/Zs4fa2toFJwOYx3ELL9pTp04B8zvHrVu3YjKZpOz29/dLGrpcLkpKSmhoaMDX15fW1la2bt3KyMgIH330EXa7nWeeeQadTsef//xnfHx8KCwslPLvcDhYv349S5YsoaSkRMb+vnLlCv8Xe2ceHVdx5f9Pb9pbS0tq7Ysl2fK+yZY3vGPwgleCWcKSgSSHJclAMpnMcGYYEgKHLCSEMfEk4AC2MXYMtvEajLFlS7asxbIlS9a+S5a6tbSkVndLakn9+0NTxdOjTcjvN78B5kyd4+NW93v1qm7dulXv1vd+r9lsZt68eYSFhbFo0SJ27dqFRqMhOzubyspKmbzj7Nmzcn5GRETgdrvJzs7GZrNJKtALFy5w+vRpHn30UWbMmIHdbmfdunX09/dTXl4OjCUXcDgcbN26FYPBQE9PD7W1tbz11ltoNBqysrLkDluj0dDX18eZM2doa2sjNDSU+vp6NmzYQHV1tXyj3Lt3L93d3dy4cYPi4mK6u7tZvXo1R48eZe7cubhcLs6dO8fVq1ex2WxcuHCB1tZWbr/9durr66Xu3HvvvWRkZNDU1ERBQQGBgYEyHP2rVL4ShlrsPB977DGioqL45S9/Oc7QaTQamdxUvKK6XC6WLVvGP/zDP2C32zEajZICET51A+zYsYOOjg5effVVYLy/2Wg0yrBcwUksXpsiIyNlppDg4GCZtECn08nACFGXn58fgYGBMkOGgA2JtvzHf/yH5AwWvjKNRiNdIw6Hg4ceeoh7772Xvr4+oqOj8fPzY2RkhBdeeIHU1FQAmQFmwYIFvPXWW6xcuVLSOoqJ+eyzz+JwOGT0ZlRUFP/0T//E66+/TnV1tdztKjPkCBfBwMAAP/zhD1m6dClOp1NSW4ry6quvytf10dFRfHx8CAwMHOfLGx4eZt68ecyYMYOIiAjpFnA4HBLHrdVqCQkJYWhoiNmzZ5OXl8fIyAibNm3CZrMRFRXlVfYizVdZWRkPPfQQdrsdf39//vmf/5m/+7u/Y8WKFbzwwgsSpqYuGo2G6OhoSdgjqG9FVpOXX34ZrVaLr68vAQEBcvzMZjPPPvssf/zjH7lx4wajo6M8+OCD3HffffT29spX58DAQHx8fGR0nJBdTU0NixYt4r777pPRfr6+vgQGBuLn50dAQIAksxK6C7B9+3aWLFlCRUWFDAby8/OTyZwFbano24svvkhiYqIcB41GQ0hICB0dHezYsYOQkBA5L4QeKBPvivtHRkYIDg6W7eju7mbHjh2EhobK+/v7+6X7aWBggKGhIckD7uPjg6+vr5SfoEsdGBiQ1KNK98KLL74ooZRut5uQkBC2b9+OyWSitLRUcnmIABehr0NDQ/zkJz9hwYIFDA4OEh4ezpQpU3jnnXe4//77CQ4Opq+vb9zcEjot6FsBwsLC2LRpE6+88gqZmZnj9OWrUr70EHL41PVx6dIldDodmZmZzJ8/n9OnTxMaGsqyZcuorKwkNjaWxsZGFi9ejK+vLxUVFSQlJdHW1kZUVBQ9PT0kJycTHh5Oa2srdXV1pKens3XrVj7++GMZfBIREYHT6ZRZNzZv3syFCxdwOBwkJiaycOFCLl++TExMDE6nE4/HI1/tBU63v79fYn+DgoJwOBykp6cTFBREXl7euOwsIpQ9MjKS4OBgGVxTUlJCZmYmDocDi8VCbGwsTU1NTJo0iZkzZ5Kfn4+Pjw/JycloNBoaGhpkIMjcuXMl58bKlSsJCAigtLSUxMREmYPQ6XSi1+uxWq0kJiaydetWampqKC8vlxzf8fHxtLa2snnzZqqrqxkcHCQsLIz29nbi4uKwWq3Mnz8fjUYjg1/Cw8MJDAxEo9Hg7+/P6Ogo06dPl1wr4eHhTJo0iWvXrpGUlERiYiI5OTkEBwcTHh7O0NAQZrNZYpQrKyuBMY6Tbdu2kZub61X2bW1t0o1z9uxZvvnNb8okACJIZfbs2UyYMIFr166xefNmrly5ItNr1dXVER8fT0xMjOT6eOSRR4iLiyM/P5/Y2Fj6+/sl97O/v7/M6VhcXExqaiobNmygvb2djo4OoqOjqaurIyoqiv7+fmJjY+nt7ZW5HOfMmUNLSws3btxgzZo1hIWFUVFRIWFo4eHh2Gw2zGYzVquVtLQ0wsLCZDCUw+Hg2rVrchMQHR1Na2urjIptbW0lPDycdevWUVhYKLPZaDQamd1bLCC+vr4y3iApKYmqqirS09O5ceMGd911F1euXCEwMBCDwYDD4SA0NBSHw8GcOXPw9fWVfueIiAimT59OTk4OWq2WefPmYTabOXHiBCaTCbvdLrHa8fHxREdHk5KSQn5+vswpajAYGB4eZt26deTl5Y1rd0NDg+S1KS4uJjIyEqfTSWRkJJ2dnURHR9PW1saWLVsoKytjdHSU0NBQmpubyczM5OOPP5Y5D+fMmYPBYKC1tZW4uDhaW1tJTEykpaWFu+++m9LSUqqrq0lKSiIuLk4mLPF2IPllly8dnqc+lVfSP6pZxf4WaI0amfB52E9l+SJ1e+uDui71Kb23Z3irw9tnZdvVdJ9qBIH6e7F7EjvhW/XXWzvU9ajl/7cqsbIekSpKnBVERkaSl5fHM8888xkObMGQl5ubS3l5OQsXLuTQoUM8++yz4w6L3G43er1+XPuU8lL+LYoa4ubtXuVBpZpjWTkW3vqp/E7Zjlvpn1Lv1OPxRfRMXfcX0Utv7fBWl/o3dT3qe7y1+a99/iI65U1fxVv2a6+9xr333sv777/P6tWrmTNnzjh9Us8XrVZLfX09Z8+e5bbbbiM9Pf0LIYv+u8uXbqjVRWlcvJ3Oqv8HPvOd+pRafFYiCrzVA+NRDeqTZdG+W+E1xe/q+pWDLvqiNDCir+rvxIm6aLvSQNyqHxrNp0FB3iaEqN9buZVMxbOVJ/TqBUHcp4R/qduhlo34vrq6mtHRUSZOnPgZOJhSZjAWKelwOEhNTZXuAm8ImVsVbwZGvSgrr1XLTi3DW42DtzFTj416vJVoBvVipZTdrYyaWseURYyH8jol0sfb/R7Pp8EpSv0Sdav7oJSHWqafN2fUuqTWj1vNKfVzdTod3d3dNDY2EhsbS1RUlJSreqxEP0QmdYvFIhM1/99uRP5/li/dUCuVZGBgAI/Hg8vlIiQkxKsiqXfKgNddjnInLf5W1qc0gkNDQ9K3LGhTlXhKJXzJ2w5WKLQaQwtIvgMRtu5yuQgLC5Pk5y6XC6PRiMFgGNd/0Y7+/n7pb9ZoNJLvQWQWV8pEGUSjxOWq+yz6K3y0g4ODDA8PS0SNt92gEpalHDelHJSLonrMRJs0Go2kYk1ISJDICGGclD5xcWYgfO5Konjl+KvhZUojo/xeo9FIzor4+Hi5GKp33mLsmpubCQoKwmQyjbtWvWMVclEaEFGXSKqgNvbiOcPDwwwNDUkXkvDhekuq6m0XrIZPqvVSq9VitVrxeDxER0dLGQ8PD9PY2EhcXJz0J+v1eplfUviqlQatq6sLl8tFfHz8OKOvhDb+d+2o1feqZfvX3gD+K9rx31m+EoeJQkg5OTk8+eSTZGdn8+KLLzI0NPQZXKcS/ywwlcC438Rn9d/q68QK+/vf/56XX36ZDz/8UHJCw6eBE0Lhlc8W9QtIlvqZYuIfOXIEi8XCjh07eOWVVygoKODo0aM0NDTw2GOPkZOTw09/+lNcLheXL1+W/X/hhRfQaDSSvF0oTkFBAX/605+k3ET/tFotxcXF5ObmSnkpM4iocd5///d/z9GjR9FoNJw5c4bDhw9/Rl7qei5cuEBWVhYWi0UeaCnlojTYAvOqvF/U5+fnxyuvvCIPQsVEV2bP0Wg05OTk8MQTT1BSUsLzzz9PdnY2TqeTAwcOjMPwirFSEuWLZyq/h7G8kr/85S/HtUej0UhdUransLCQvXv3ynvVOqjG86r1Y2hoiEOHDuHxeOjv7x/3mxgLvV7Pj3/8Y/7xH/8RnU7H/v37uXjx4rj+DQ0NSSpc5f1KeYnr1fNAoxnjo3799ddlP5QJOgRnumiPw+Hg5Zdf/kx/YexQUchOaZjFOCt3xqIov/sin79IUd+r3IiIBV9txJX3qtunXPS/quVLx1ErFT00NBQfHx82b97M+++/T11dHXFxcZw7d45p06ZhMpkkaZDIQqzVatm8eTMVFRWUlpYya9YsfH19KS0tlQxmAwMDlJaWSn9VUVERM2fOJDk5GRhDbSQmJvLII4+wbds2Hn/8cWpqaiRd5/Tp08nKyqK3t5fly5dLsnO3201ERATt7e184xvfoKSkhI6ODhYtWoTRaKSkpISCggK+8Y1vcPz4cVJTU1m/fj0dHR2SwGjTpk2cPn2aq1evEhcXh16vl/0vLy/nzjvv5JlnnmH27NlhnwqnAAAgAElEQVT4+voSGhpKUFAQdXV1DAwMEB4ezuXLl2X264CAAMrLy6mrq8Nut3P33XfT0tLC9evXmT17tkQFbNiwgfPnz3PPPffQ29tLZmYmp0+fRq/XM2/ePPLy8vB4PDLBa3h4OP39/ZLF7yc/+QkPP/ww0dHRFBYWSnmOjo5y4cIFmTTA398fp9MpD/ba2trkwdrJkydJS0sjPT2dgoIC/Pz8WLFihZxIoaGh+Pn5sWrVKiZMmMAPfvADfvvb3xITEwOMLezDw8MsWrSIsrIyenp6WLp0KSUlJXR3d7N06VJJbL9o0SKCg4MJCQmRiI5z586h1+uZOXMmV65ckTvJzMxMsrOzqaqqwmQyMTg4yMmTJ5kxY4bEJ8fHx0uK0NTUVIaGhsjLy2Pq1KmUlpai1+uZMmUKMTExNDY28tJLL/HLX/6SpqYmWlpaWLJkiXxrWrVqFfv27eOjjz5i8uTJhISEYLPZOH/+PAsWLODUqVP09/ezZs0aGfUpDnpXrlyJVquVxFR6vZ6KigoWLFhAbW2tjC8IDw+XrJQC2RASEoJON5ZsOSsri+TkZNLT0zEajdy8eZOGhgbS0tLIz88nMTGRhIQEmfD44sWLDA8PM336dIqLixkaGmLp0qVfCv5Y+Sxvbr0v4nLxtrh8lcqXjvpQrnxWq5WPP/6Y+vp6wsPD2bZtGz/5yU+IjIzk2LFjMiR548aN7Nu3j5iYGGpqaigpKeHSpUts27aN3//+92g0GsrLywkJCZGk8wEBAUyZMoWf//znxMTEsHv3bjZu3AhAcXExxcXFXLhwgU2bNpGcnMzPfvYzHnroIf70pz/JMO0JEyZw+PBhLBYLgYGBXL58mbi4OAoKChgZGWHPnj0sWLCAmJgYDAYDp06dknzVubm5MutERkYGo6OjHDp0iJs3bzI0NMSjjz5Kc3MzZ86cob6+nsjISLZu3YpWq+XUqVOkpqZKesvs7Gz8/f2ZM2cOzz//PFFRUXzwwQcYjUaampro7u6WNJBtbW0cP36csLAw3nvvPTZs2MDo6CiTJk2SMtRqtWRlZTFp0iTKy8tpbGzk/PnzzJs3jytXrtDY2MiCBQuIiIggKysLt9tNW1sbS5Ys4Te/+Q3R0dFSnhqNhtdee41p06Zx5MgRZs+eLRcAsYO/ePEiGo2G2bNnc+TIERkUs2LFCiIiIuSOUKSAWr9+vcRvx8fHk5+fj8PhICcnB4vFwuXLl8nOzub222+nurqao0ePMjg4yPnz57lw4QIzZ84kMTERg8GA3W4nNzeXlStX4nA42LdvH2azmWPHjpGRkcHRo0exWq10dHQwadIkenp6OH36NP7+/hw/fpzi4mK6urrYuHEjhw8fRqPRyCjUkZERrly5InHkIyMj5ObmMmHCBImyePPNN/Hx8SErK0tShV6/fp2HH36YV155BZPJxMSJE3n11VcJCwvj0KFDGAwGwsPDWbx4MadPn6asrIxly5axa9cujEYje/fuJSYmhvb2dj744AN8fX25cOECzc3N6HQ6oqOjycvLA2DOnDn4+/vLN5bExETeeusttmzZwu7duwkJCaGiooKenh7mzJkjM4jv3buXefPmSVrdTz75BIvFQn19vVygEhISJJTyq2jsvs7lS3d9KAfU7XaTkJDA8uXLqa6uBsZet1JTU3nsscd49NFH8fX1ZdeuXQQHB5OUlMTkyZNleHhMTAx6vV5ikadPn87Q0BDPPPMMZWVlHDp0iIGBAaZOnSppEmHMFzpv3jwZPSY4qqOiovDx8eH69etERUUxadIkCSlLS0sjJSWF5ORkYmNjCQkJ4Xvf+x7vvPOODFAROGkYW5AyMzN58skn6evro7+/n+joaNasWSODFAT95fLlyyVkDT4NrwYwGAw0NDRIjgdhUJ555hn8/Pxkaqz4+HjS0tIk3/HMmTN5/PHHZVt0Oh233347//Iv/8LChQuxWCykpaURExOD1WolLCxMGucZM2ZgMBhkdJ7b7SY0NBSDwUBXVxfTp08fJ09BZp+QkEBqaiqxsbG0t7fjcrlYt24d27dvx+VyMXXqVCIjI6X/dObMmeNeWwHpC21vb8dut5OWliYhhx6Ph/vvv58HHniAe+65h7feeouioiIMBgObNm3i/vvv55FHHmH//v1Snh6PR8LnKioqCA0NZXh4mJCQECZPnkxQUBBNTU2kpaVhMplwu910dXWRmprKt7/9bb7zne+g0WjYuXMnjz76KIcOHcLHx4fdu3czffp0XC4XWq2Wb3/728ydO1fizQUssb+/n/Xr13PPPffIPrpcLlJSUvjud7/LT3/6UzweDx0dHaSmpvLDH/4Qf39/zGYzfn5+VFZW8vd///ckJCQQFhbGxYsXqa2tpaamhrS0NCwWCytXruRb3/oWw8PDzJ8/nwkTJlBXV8fFixfHJTMW+Pb+/n4SEhIwGo2So/3cuXMyoGxgYEDGKPj6+mK1WhkZGeHBBx9k1apV6PV6brvtNomp/18j/V9fvnRDrZyUvb299PT0sGDBApKTk9m/fz+bN2/m4sWLGI1G6urqmDhxoszddv78eWpqanj66aeJi4tj//79pKWlMWHCBHp7e7HZbLhcLqqqqpgxYwZms5klS5Zw6dIlQkJCpB9zYGAAq9XKt7/9ba5fv05dXR3z589n//79REVF8aMf/YjGxkYOHz7MmjVrGBkZwWq14nK56OjoYGRkhJaWFvr7+5kxY4Y0WBMnTqS3txcY4x6pqakhKyuLY8eOSTL/qVOncvvtt/Paa68xMDAg+5+SksKuXbuAMUOdkJAAjBG0b9myhdTUVA4ePCjlIzJw2Gw2HA4HTqeT3t5eIiMjycjIIDc3V75qi4l0++23s3DhQkJDQ1m7di0nTpygqamJlStXykOlkZER+vr6ZDTn6OhY9me9Xk9VVRXLly//jDw9Hg9Wq5Xh4WFJ5C6iKIuLi2WUaUdHhyTwhzFj/Nprr8nXV2E0zp8/z+7du3n66afx8fGhra2NBQsW4Ha7aW1txe12MzQ0RHJyMvPnz5e81hqNht7eXmbNmiUDYHp6ehgYGKCvr4+6ujr8/f2x2+14PB7Jf758+XLOnDnD5cuXCQwMZMWKFeTm5hIYGEhdXR1TpkxBp9MRGRmJyWRi69atMkXc6tWr6ejooKOjA71ej91ux9fXl87OTgCSk5MpKiqS+TCHhoawWq3U19ezevVqHnnkEXQ6HXfccQe5ubnSLVdeXs7vf/97mfWmvb2dJUuWEBsbK7G/kyZNIi0tTWYoGhkZkUkvVq5cyW233caOHTvk+Pf39+Pj48OKFSt47733CAoKYtKkSURHR/PYY4/x+uuv09vbS2NjIyEhIVgsFrq6upg/fz4wFoFqNBoZHByUeq6e0/9b/mvKVw71oYwY6+/vJygoCIvFIqOy2traSEpK4he/+AXx8fF885vfBJA7H5HeSomAcDqdOJ1OeeptsVgIDg4mKChI7lbFzsfjGYt4EqTl4eHhGAwG+vr6GBoaktF26pNnAfPR6/WEhYXJvv3ud79j06ZNJCUl4XQ6cblcBAcHj4NLCWOhPIwSQRFZWVl0dHRw//33Mzo6yvDwMB6PRyZP8PPzk5k1xOm90k8nDswEObw6klC0U6vV0tnZia+vL0FBQeOIhgQixGazSb6V4eFhBgYGCA4Opq2tbZw8ldFu4lkGg0GOUXh4+GfgV2KsRkZGZHYZkRpKEOz7+fkxODgoFwuxG4yOjqajowODwUBYWJjMLxgTE0N3dzdarVYmlx0aGmJkZERyfoiM2UpUgK+vr/SxBwYGSuSE0EGr1UpMTAw63ViWeoGiEIdqPT09MnBoZGREInqED7mjo4PIyEgZFelyufDx8RnnNvB4PLS3txMYGEhwcDA2m03K3e12ExYWJnVBeTApsp+YTCaJphHtE+cN/v7+eDweOcYGg4GOjg5CQ0Mln4gYL41Gg91uJyQkRP7t6+srfd8CfaTT6TAYDP+7o/7/VL50Qw2fhdsIeJXIB6iEPwnjkZWVRXh4+Lh8a2oYnfJE11vQgrhODfkTn9X1iTZ4Y2XzVodGM5bBW0RM3gqqpIZ5Kb+rqakhOTl53CRQ/n4rvK5abt6oMNX9VbdN3T9v5Vby8Da2Spkq26keB3Wgk1InlJhY+BQLLO5XQsXUzxZtVfZTLQ+l7JTPVuqTWLxEv73J71bYbiED9bPUvyuDd9TJMsR96rq81f9F4HHexsXbeKvnhLof3uSrHBf19Ur5/d+UW/Xtf+JC8aUbam/KfCsjcqv7xT3qSfpFBu2vGSr1JPBW362uUU5atcH3do/aQPy1tiknuXph8tZObwuBsp3imr/WH2/j9UXl462Nn2c4vdXzt4yV8hrlwqC+T/n3Xyt/7Tne2nqr+0TxFhilNKLis7e2q2Vyq8Xyi7T38+5Rfla2Tylf8fdfmzfeFrC/pY3Kz8qF/VbXfN2N+Jfuo1YKUJySHzlyRHI1i0GorKzkwIEDFBYWyrBj4XcUwhev+W+88YaE7o2MjHDx4kVsNhuvv/46Ho+HpqYm3n77bWw22zgjKupQDqZyZ6f8rDQ26oVBOcFEv8R1b7/9NtXV1V6jt5T4V6V8YLzRz8/Pp6OjY5yrZGRkhA8//JD8/Hy0Wq1MEizqs9vt4/iJ1e1UBwa9++67EvIlDvi8TVatVktOTo48RFO2Vd0PjUbDyZMnx+GEr127xsmTJ+nq6uLatWtUVFTw5z//mfr6enbv3s3w8DA5OTleJ7pyl+ltR6scw+7ubnbv3i3HXKPRcPjwYcrLy2/ZbvWCogxo+Y//+A+6urq8BkOpdUWpn+o+XLt2jZaWlnE4f41Gw/Hjxzl79ixarZaCggIuXbok79dqtZw7d46TJ0/K8VH+9kWeq5Sf+rO4R7kTLigo4ODBg/K6jz/+mKysLKk7gtFSGdkr5NXa2so777xDV1cXpaWlXL16VfLLe1v8vfXh88ZXjb9Xj8H/hPKV6Inw1b799ttUVVWxevVqWlpagLEABbfbjclkkuiOgoIC6RuEMV5bj8fD+fPn6ezspKuri6qqKmBscjmdTkwmE7W1tQwNDbF7924SEhIwmUx0dHRIX11fXx/t7e10dXVJdjIRqCB8oyMjI/KQS6PRSJ+gmCy9vb3ycMrtdtPd3S0VHsYOswSiRfgzOzs75eQTCBCNZsxn39bWhlarZXBwUB5IuVwuDAYDWVlZ3Lx5ExjzT549e1bSS/b29hITEyMZ/USSURgjnBdZONxuNxaLBYvFgsfjkVmnnU4nJSUleDyfuqAE0kKr1dLV1YXFYpEHjcPDw4yOjmKz2caxu3V3d8vFCqChoYGnnnpKTrjnn3+ewsJCAgMDGRwcJCgoSCYZLi8vx+12ywVZZHwXi7TD4ZDsdSK7OIyhZwSyRkzW8PBwduzYwRtvvAFAaWkp//RP/yR/t1gscnydTqeUz+DgoJTx6OioNKpNTU3ycFWwFwqe5eHhYXloKQyH8EX39PQwNDSEzWaTffLx8SE3N3cc4b7NZuPpp5+W86CjowNAUqHq9Xo5PkLX1Po6MjIix14k2xDjLQ57AclMKe4ZGRmR7Rfuid7eXpmwQsy5J554Qmb5/sUvfsEnn3yCXq+nu7ubnp4e6Rt3Op1cv35dMk7q9XpZl8PhYGhoiPb2diknp9NJX18fg4OD9PT0SBlarVY5Rg6HQ2Y2OnnyJDabDY1GI3V0eHgYu90u5fF13k3DVyDgBT7dwaSlpfHzn/8cgG9961vk5ORQVlaG0+lkzZo1+Pj4YDAY6O3tZefOncTGxkpKy6VLl7J3717uvfde/P39uX79OmfOnOGJJ57g6tWrLF++HB8fH1wuF9XV1cydO5dz585RXV2N2+1m9uzZVFVV0dbWRmpqqkQ9+Pj4EB0dTWxsrORVHhgYoLu7m7vvvpt9+/YxYcIEHA4HGzdu5PTp0wwPDzNlyhQuXLggMyA//fTTwNjqX1FRwfnz5/n+97+P1Wrl3LlzLFy4kAMHDrBu3TomTJhAT08Pf/zjH5k/fz5DQ0OcPn1aQgsbGxsxmUy8/fbbfOtb3yIuLg6AuLg4Dh8+TGxsLM8++ywAv/nNbxgYGGDKlCkSynfo0CHcbjcLFiygtLRUZoK+8847uX79Ohs2bECr1VJXV8cLL7zA5s2bKS8vx2azERYWRnBwMP39/eTk5PDoo49SVlZGUlISL7/8MgkJCfT19bF69WqOHDmCv78/kydP5u677wYgIyODiRMn8tFHHzF16lQSExOJj4/HZrNRWFhIcnIyer0ej8cjcc/FxcXMmDGD9957j+DgYGJiYujo6MBisdDe3s53v/tdcnNz6e/vJyYmRmbMrqur49lnnyU8PJzBwUG+9a1vkZ2djd1up6qqigULFhAYGMjhw4exWq34+fnh4+NDS0sLNpuNzZs3U1hYSGpqKhqNhg8//JDQ0FBiYmIIDAwkNzeXw4cP8+STT3L8+HHcbjfp6enk5+cTEREhA100mrHMRIILPSoqioaGBh588EGam5sxGAy8++67rFixgrS0NADi4+P513/9V5577jm+973vyazpAsc+Y8YMuru7efHFF1m8eDGVlZUSxaHUV2Gom5ub+cEPfsDx48cxm81kZWWxY8cOAN58803mzp0r2Shzc3MJCwvj5s2bPP744xw4cEAeNIoyffp0MjIyOHXqFIsXLyYiIoKkpCS6u7t59913GR4eZvHixVy5coXw8HAZWFNcXExmZiYhISFcvHgRHx8fTCYTWVlZBAYGEhAQQHFxMU6nk6SkJCoqKvjOd75DRUUFHR0dBAYGMjw8LGMF7rvvPt555x3i4+M5efIkdrtdbsBgLGvTP/7jPxIVFfW1NtZfiR21eM1asWIFe/bsIT8/n5dffplz584REBAgX119fX1xu92kpKTwxBNPcPHiRUZGRigpKcHf35+EhATmzJmD2+3mrrvuIiIiApvNht1ul7uyoKAg0tLSmDt3LkePHiU8PBwY22EZDAbS09Mxm80MDg6yfv16li9fjsViwWQySVTKmjVrmDp1KllZWfj7+/PYY49ht9vZuXMnHo+H4OBgenp6CAoKYvv27bS1tcm+ut1u7rjjDlJSUqipqZFQtcbGRklvChAQEEB3dzdtbW3U1tZSUlJCUlISnZ2dOJ1OBgYGmDRpEjNmzJB19/f3k5qaSmVlpSR9HxoaYs2aNdx+++10dnZy4cIFSdFZX19Pe3u7xDOHhYVRWloqUTCrVq1i3bp17Nmzh9zcXFJSUujq6uLGjRvExMSQlJREZGQkXV1dcgLcc889OBwOXC4XUVFRbNu2Tb5BwNgO8pvf/Cb79+/n2rVrkuY1KCiI9vb2caHTHo9HZggRmUAeeughsrKy6O/vJzMzk8zMTM6cOcPVq1dJSUmhs7OTwcFBVq9eTXR0tMySMzAwwIQJE8jIyOBf/uVfSE5OJiYmhq6uLk6cOMGECRPo6+vD4XAwe/Zs5s6dS3NzM4ODgzQ3N1NdXU1tbS333Xcfy5cvZ2BggLvvvpuIiAhOnDghqTS7uroAuPvuu8dBD3U6HVOmTGHFihWYzWZWr15NQ0MDGs0YUX5qaiqzZs2Scurt7WXNmjVkZmbyb//2bxKJYzKZqKqqkjj0O+64g5aWFkZHR1m3bt1n9FWj0bBs2TJSUlKorKyks7OTqVOnEhUVJZ8ldtqCA12r1bJx40ZCQ0PZv38/cXFxrF27dtyc7e/v5/777+fDDz8kJyeHBQsWoNVqOX/+PF1dXSQnJ3Ps2DHsdjvbt2/HYDDg4+PDzZs3CQkJ4S9/+QvZ2dnMnz9fokpqa2sBmDlzJgsXLiQxMZFVq1ZRUFDAJ598QkpKihyjhQsXMn36dFpbW5k7dy5Go5GzZ88yceJEbDYbAwMDrFq1ivj4eJqamoCvN2zwK2GohS/r+PHjDAwM8P3vf1/iVK1WK0888QRJSUl0dHQwPDyMw+Hgxo0b+Pj4sGbNGqZNm8abb76JRqOR7GoOh4OBgQEJiXO5XPI7m80mOW5tNhuPP/44d9xxh8wqctttt2GxWBgcHCQgIIDW1lYaGhokLK+zs5P29nYSEhIYGRmhvr4et9vN1KlTaW1t5Z577mHRokVYrVa5AxdFtAPG8trt3buX4OBghoaGZFi8uO673/2uTPSp0WiYOnUq9957r3xNFzslUXp7e5k5cyYvv/wyzz33HDabTZL+CEytMKyrV6/mgQcewOl08sYbb7BixQpiY2N54IEHeOONN3A6ndhsNqqqqpg8eTIwFsjy1FNPMW3aNHbu3InZbCYuLo6enh5cLpdcQAYGBqTMxXeitLS0MHPmTMmREhQUJMdjYGAAh8MhExKLf319fZK/uqysDKPRiEajkRAxJV/zd77zHbq6umRyB7FAu91umpqa2LJlC0VFRcyaNQuLxYJGo5GwQhG043A4GBwcxGaz8Xd/93e0trZy5coVRkdHqaysxO12y1RngrvZZrORmZnJPffcI3VHRCsCUheV+ijkNDQ0hNPpHDeWdrtd7mj7+/u5efMmb731lnQfCKy8UrddLtdn9FVcY7fbCQoKQq/Xs3PnTu644w75LIPBQHV1NVarVbZzcHAQu91OWFgYtbW11NXV0d/fP24cJ06cSFhYGIODg0RGRtLe3o7ZbKarq4s777yT+++/n7q6Oqqrq8fNSavVyqxZs+jv7+fDDz9kz5490uXS398/rl8CtiqiKZ966inpnhLJObq6uqQLxmg08vjjj2O322X/vSWR+LqVLz2EXBSNZozc5dq1a9jtdrZu3UpGRgYtLS0MDAzISDgRJWe1WnnooYdoaGhgdHSULVu2EBsbKyO6IiIiZN45kYNN5KILCgoiJCSEVatWUVNTg6+vL62trQwNDREbG8ubb77J5s2bCQ4OZvLkyfT19aHX68nIyKCiogKLxcLixYu57bbbOHjwIKGhoaxcuZI77riD3t5eOjo6MJvNGI1GzGYzISEhpKSkyIMfs9lMUFAQU6dOJSQkBKPRyNSpU6XLJS0tjdHRUYqKipg6dSrbtm0jNDSUqqoqoqOj8fHxITY2lqSkJOx2OxMmTJBZNIKCgpg2bRqTJ0+mra2N5ORkIiIiJCXoihUr8PX1paWlheDgYAoKCli5ciW7d+8mICBARiwK0vuQkBDuuecekpOTKS0tJTY2lsLCQlJSUmhpaSEnJ4d169bh7+9PVFQUERERhIaGEhUVhdlsxmQyYTKZmDBhAh7PWMSd0Whk06ZNpKWl0dfXR1RUFMHBwfKfyWSS4xUSEoKvry/Lly/HYDDQ3NzM9u3bZbSf0WgkPT2dOXPmUFJSgtlsJiwsjPDwcEJDQ4mNjSUsLEz6KydPnizz83k8HiZMmMDSpUulC8hkMsn7zWYzLS0tJCUlsW3bNmJiYigqKiIkJASz2UxkZCR+fn4sXryYqKgoOT5Go5HIyEhCQ0NJTEyU+Ofg4GAiIiLGtU/UNWnSJGw2GxMnTmR0dJTOzk5CQ0OJiIhgxYoVJCYmkpSURE9PD7NnzyY0NBSz2SxlEBsbS2hoqNRXHx8fJk2aREREBBERETKysbS0lBUrVrBr1y4mTZqE2WyWvCUJCQnExcUREREh+7Zq1Sq5eM2aNUtmYunu7sbf35/169czffp0mT1lxX9ytdTV1bFgwQJCQ0NpbGxk9uzZhISEEB4ejslkIjU1lSVLltDf38/cuXMZHBxk2rRphIeHy0CisLAwQkNDSUhIYNmyZVy/fp3Q0FDCwsLk3E5OTiY6OhqdTsfKlSspKSkhPDxcXmMymYiNjZU4+q+r6+NLh+epizdozq2gQ593zRetXxyOCd6IiIgIent72bRp07igGQHqf/HFF1m4cCGrV6+mq6uLF154geeff35cmqK/1p5btV/dl8/rp7d7xd+3whir77PZbLz//vvMmzePkpIStmzZQkhIyC3rFrI6cOAA0dHR2Gw24uLimD9//jiIlLd+ikM38b2yvs+Dx4k6vGF81YiYz9MJZT3i9y+iQ+r7vOGj1eidW9Xxt+irN2TOre75vDYqf7fZbBw8eFCO9+bNmwkLC/sMxvnz5K7+X9mnv1Wn/1/79Xmy/aJy/rqUr4ShVg6IeuCVcJ+/NiiiLuVvog5l0gBvkCuRDNfj8UjlVbfB4/k0Db3YoYpoLTUZjVKJxUm3uF+0QQnfg0/x1qKtSiiSMsBBfKdcSETdoi/q35TGUok3FyfrJpMJvV4/DuqlfL7yfo/HQ1dXF35+fhiNxs8kPlAvHB7PeAJ6ISO14VQSu3v7X/RZvYAo9UU5pmKc1fITbVTKU6kb3oq4Tsjn8wJalO1Wk9aL56qNoLhXKScxfuKz8l61fJVt9MaLLfoqUDT+/v7j+ivkoxwb5XPUC7Ea0qoMSFIHoN2qzd4WO2+YcTVU0Jt+iTqU16t14OtstL8SPmpRlEKF8ZGIyqK8Rq1Q6uuES0UYMOX/yrpE0gBBEq/T6SgvL+fq1avSyGq1Y9nDhb9Mq9VKIiTxe2lpKcXFxeOMsdLwijbpdDra2tooKytjZGSEjo4OKisrJaQJPsV0K+/TaMZSDn388cfSaCiNkNLw63Q6CgsLJVZYo9FIF4lIXKDX64mKihpnWNSTVTkJxd8REREEBgZKbuPBwUGampo+My5a7Vj4+rlz57xOfnGNkJPot2i/WOR6e3s5ceKEhNwpdUCM35kzZ+jv7/9MPUr5KJ8p+J2Vslb+E/3Q6XSyDyJMXIzdtWvXqKuro6SkhJKSknH6qjQ6Ot1YtvTW1tZxod1KA6Jc6JSbBFFEm9X6L+o5e/Ys1dXVMrRdbaxEfQ0NDVRVVUn4Y0tLC4ODg+M4yAWPitVqJSsrC41mLJ+hcoFTL1jqvgh9EvNPLVv1fNbpdDQ3N49LgKuUm5iH3uoR1yr7oB7jr6uRhq+IoVbuupTfKSeWckILI/HOGnAAACAASURBVKNc4ZWTV7mLGR0dpampSeKe4bMBG/Cpe0O5y+rs7OTEiROfaad61680blarldOnTwNjWNe2trZxgRHKHUBpaSkvvfQSPj4+7Nu3TyIGlGG4ysVKtCswMJBjx45JjKmyXUJGotTV1XHhwgVZ7+XLlzl58qQMZhHyEM8UYfZCfkqFF89RTxgYQwGUlpbK+pS7F51OxwcffDDuN1Gvekep7K9yYr377ruMjIwQEBAg2yaw9CKLyqlTpyTOWDn+SpmIhbC2tnbcTlMpY6WREG3Q6/UcPHhQGs6ysjKJxigqKqKxsVGOu3LRFIsIwLVr17h69apsR21treyDt92st42LSKahTnOWnZ3NtWvXiI6O5vTp0/zlL3+RKBqlPlRXV3Pjxg1aW1v59re/jU6no7S0VOKNhY66XC5KSkrw9fWVNK5iAyJ20y6Xi4aGhnELktpIKuWhHjflG4c48CstLZX4aPGdUm5CPkq7IJI01NfXj5Pb/6TypeOolQP87//+78yfP5/w8HBqa2sJCgqiqqqKWbNm0djYSHt7u+RPDg8PJy0tjTNnzuB2u1nxnwxndrudxMRE3G43ZWVlLFmyhP3797N+/XruuusuqRx1dXUUFxdz/fp1HnjgASwWC5WVlUyfPp2Wlha6urokeP/1119n/vz5REdHc/bsWfR6PStXruTDDz+U7oOAgAB5KFhfX8/rr7/O8uXLOXjwIPHx8dxxxx1cuHCBwMBANm/eDCAPPd58803Wrl0rSedPnTolWczKysqYN28eTU1N0uh/73vfw2Qy0dPTw6VLl1i8eDHnzp3D4/Ewe/Zszp49y/DwMJMnT5aHf6+++ip33XUXYWFhVFVVERcXx9GjR5k4cSLl5eWkpKTQ1taG2+1m0aJFFBUV0dbWxty5cykpKcFms7FhwwZSUlJ4/fXXmTNnDunp6eh0Oi5cuIDZbJbBCkePHsXtdrNhwwaZRMDHx4eOjg5Onz6Nr68vkyZN4uzZs5jNZr7xjW/g4+NDXl4e5eXlzJ8/nxs3bpCZmcnFixdZvnw5+fn5JCQkUFtby/Xr1ykrK+Pee++lq6uLiooKFi1aREREBEePHuXcuXM8/PDDFBYWUlNTw7Jly8jNzeX222/n3LlzxMfH8/vf/56dO3diMpnIyclhYGAAo9EoEScWi4Xu7m6+//3vc/r0aex2+zijFxYWRmxsLGlpaZjNZsrKymhpaeHChQsEBARgtVqJi4tjeHiYa9eukZaWRnBwMEVFRTQ0NLBx40aee+45HnvsMYqKinj44YelQReHtVevXiUyMpJZs2aRk5NDY2MjGRkZREZGcuXKFeLi4lizZg0Aly9fpq+vj8rKSkZGRoiJieH69euUlJRQUVHB8uXLycjIkBDQp59+mh/+8IfS5dfd3c0f/vAHnnnmGS5cuCDhgD4+PgQFBUnERltbG1lZWVJfTp48yYsvvsi5c+cYGRlhzpw5UhdNJhP33XcfGo2G4uJiqqurKSsrY/v27TIobcaMGTKQad68eTgcDvR6PXl5eZSVlZGamirlVlNTwyOPPMK1a9doampi9uzZ1NTU0NfXR19fH+Xl5bz66qsEBAR8xj3ydS9f+o5aucOMiYnhk08+kbjcffv2YTQaOX78OE1NTTL7xeHDh5k4cSLvvfce0dHRzJs3j3fffZempibmz58vX9HCw8NlfjyBURWDlvyfp8U3b97EZDLxxhtvEBISwvHjx2loaCA1NZX09HTi4uK499572bdvHzt27OD222/H19eXY8eOYbFYWLt2LdXV1axdu1ZmFpkyZQrbtm3jnXfeITg4mEWLFvHHP/5RcjoLGJZOp6O9vZ3c3FwuX74MjO0srFYrd955p4Q+5eTk0NXVRVpamjy51+l0vPbaa9x5552cPHmSxsZG6uvrKSwspLOzk3Xr1pGbm4vD4WDmzJmkpaVx/vx5EhMTGR0dJScnR1JgulwuGhsbZaKD5uZmjhw5gk6n46OPPqK5uZm5c+fKwBqTycT169f57W9/y/vvv09QUBDR0dHcuHGDo0ePUl1djc1m4ze/+Q3l5eXcd999mEwm9u7di81m48aNGxQVFdHd3c26deukLkRGRuJyucjLy6O9vR2Hw0F7e7tEa8yfP59jx44RGxtLQEAANTU1HDhwgJCQEPbv34/H4+Gb3/wmAwMDHD9+nClTplBfXy93kABNTU0yYEQgAUZHR6mtrUWv19PU1ITFYmHKlCkEBgby3nvvcfXqVR588EHJTgifvi3t3r2b0tJSfH19MRgM2Gw2bt68yejoKPn5+fz5z3/m3nvvZeHChTgcDpYtW0ZgYCClpaWkpqayevVq+vr6KC4u5sc//jGlpaXExMTw9ttv4+fnx/nz5zl48CAAsbGxtLS0sGvXLsLCwjh48KDkKU9KSmLOnDkyw09gYCCNjY1YLBap/6Ojo/j5+fH+++/T19cng5BKS0vx8fFhYGCAS5cuMTQ0xOTJk7l06ZLcSAUEBHD16lVpnE0mE8HBwSxevJiLFy9SWVlJc3OzHLv169dLnQY4evQosbGx+Pv7jxu3Dz74gE8++YSbN2+SlJREVVUVpaWlHDhwYJzcli5dSkREBIcOHeL48eP4+/tLWt7U1FTmzZtHamoqAQEBcsH7PLfo16186YYaPvUlfuMb3+D69esUFhaSmZmJzWZj9uzZPPfcc7hcLgIDA1m1ahWPPPIIL774Ij09PfI1XNQTEhLCihUrOHPmDP7+/hIyNzo6KvmPxbW7du3iqaeewmKxMDQ0xNSpU/npT3/KwMCAhNcJ+kofH5/PuD60Wq2k3wwMDESv18uDNeG/Fq9wwmXw0ksvERsbCyBpU3ft2sW7775Lfn4+gYGBGI1GtFotO3fulFSZMJYyLCAgYJzP9cSJE5Ly8wc/+AGrV6/G4XAQHBws3QJ6vV4G4bz22msYjUZZh9gp6fV6nn/+eT766CM++eQTdDodK1as4Omnn6avr4/Y2FiZhmnr1q18/PHHTJw4kSNHjkh/tXjldDqdPPXUU6xZs0aG4w8NDaHRjIU2/+QnP5F80mFhYTIQ4g9/+APh4eHyMEpgYIXPdGRkhIULF3Lw4EGmTJnC3Llz6erqYs6cOTz33HMybDkkJISysjLee+89zGazvNfhcMjxGRwcHKd/ArcLYxPc39+fgIAAiUEXiYnFxBfBJw8//DCLFy/G4XDIMXG5XAwODsr+Op1OKTuDwSB3fOK8YN26dbzxxhusWrWKN998k8zMTFwuF0FBQTz//POsXr2anJwcRkZG2LRpE11dXcTGxvLyyy+PO+QU9K0CCy30NCIiQvrWOzo62LlzJy+99JJc3AMCAnC73Tz22GO8/PLLJCYmSj5rj+dTOtTBwUFSU1N5+umn+c1vfkNra6ucE06nkyeffJK1a9fS398v03yJNixYsMDruP34xz/mqaeeoqOjQ2aYEc9Uyy0wMJDR0bEEwPPmzePZZ5+lv7+fqKgouamBMXefeq5+3ctXBkctfIk6nY7ExESmTJnC6OgoN27cIDExkfb2diIjIxkcHKS+vp4pU6awYcMGSkpKaGlpYcuWLbS2tpKYmIjVaqWiogK32015eTkTJ07Ebrdz4MAB/Pz8SEpKorS0lLa2Nnx9fdFqtUyePJmioiLi4+Pp6OggKCiIiRMnUldXR1VVFRs3bmTx4sWcPXsWj8fDunXrqKurIzY2ls7OTpkZZfbs2bS3t1NVVcXWrVsJDg6mrKyM9evXU1hYSEBAgMSi1tbWYrVaWbZsGZmZmfzlL38hJiaGnp4eMjIyqK+vR6vVEhkZiU6nw2g0yhP7kZER7rvvPrKzs1mzZg03b97E4XAQHh5OW1ubjJILDQ2V/N4ip+Lg4CARERHMnDlTZv0IDQ3l5s2bREVFsXbtWjSasaSoCQkJtLS0EBcXh9lslsbA5XLJt4sFCxbQ19dHTU0NW7ZsoaGhgY6ODlasWEFrayvl5eUEBARw1113UVFRwcjICCEhIbS2tpKRkSHbV1NTIwOdpk6dSnZ2NkajkZiYGDo7O4mOjpY73vb2dpxOJ4sWLaKgoICUlBTpLw4MDOTuu++Wz01MTMRsNlNQUEBAQAAzZ86ksbGR6OhoidnOz8+XOSjFgt/b28ucOXMAKCoqIjQ0lOnTp+Pj40NDQ4MM3PD396e+vh673c7ChQvJycnB4/GQnp7OjBkzOHLkCMHBwTLj/MDAAFFRUWg0Y4kNFi9eTH9/Pxs3bpTZhsxmM4WFhTLQRyShvX79Olu2bOHy5ctER0fLCMP6+nqcTicLFiygoKAAh8OByWRCq9Xi7+9PSkqK7IfI0HP+/HliY2Pp6ekhJCSEGTNm0NnZyR133EFPT4+UUWdnJ2azme7ubhlQk56ezty5cykoKGDVqlWS98VsNkv9s1gszJ49G4PBQF5eHl1dXePGrbCwkMTERMrKyjCZTEydOhWLxUJKSgqTJ0/+jNwcDgcpKSnEx8dTXFxMUlISFouF0NBQ0tLSuHr1KgaDgStXrjBnzpzPnKN8nctXCp7nrSneoD3iMEJ5sCEOWHQ6neQmMBgMVFRU8OSTTzIyMkJ+fj4zZswgKCjoCz9LDYvzdo36fjWlqfJ30VZv1ysPh5TyUB6QKP9Xt+WLtO3z6hQ7KPGWokYjqNulPgD7vLap71P3VSkfbwdCYmz/+Mc/MnPmTFpbWxkcHOSBBx6QKB34LIzsVvXdqnyeLt5qHP7ab95koOyz+j5ln/V6vWSLjIyMJC8vj2eeecYrR/Xf2rdb9VPdPvX3al539WG28j5xJvR54+bxeGSChS8id2VfvLX1f+KB4lfOUCsHT8DHYDwOVWlAYbzhE6f6VVVVaLVaJk6cOG7AlNcq8alKWJWa31bZRlFEG5TwOOXq7c0wKYuyD0rcs6hP9FWNFFHXo5Sd8mRdiTJRtsfb5PRmkNXXqo2CUv7e6vfWFm9tV4+HevKpMckDAwNUV1cTEBBAamrqOIOlhCsqJ696wVJPcmF81KgjUdR9UOqqgJ4JY6NGbKhlqzRq3hZF0U8lFnlkZISamhpGR0eZOHGiV5SIcBGp+y+KN6iietFQ9lV8VrovvM0Lb2OpnqsajeaW4+atLiEHca9643OrjZNaV7z17+tavhKGWl3UCi2K+K6vrw+j0TgumEN5jfJa5WANDg5KXx2MB8YLH6qg9FROyFvtcm+1a1IvADDGwxEUFDQO06nehSgV8lY7Tm+70s/b+aoNhkiz5O1+ZVEaJm8L2uftDEVf1G0ScDkfHx8J0xKGTik7YZxEMlV10IS63aOjo+NSTHkzzmq532rhUspYpK9S16ccG296oQwGUdYr9Ez4XT0ej4QWeguIUeuIGD+RGu1WC696UfSmM8q2Cwy1ckcr6nW73fIQ8lb98mbMRSDY580ndT3eDL1oi9pg36pPah39n2Ck4Svgo1YqZk5ODrt27cJut0t/rTL/oFarJTs7m9zcXMLDw6Wf0Gw2jyNeV14vilar5ebNm7zyyiusXr0ajUZDd3c31dXVdHd3Mzw8zK9//WtWrVol61HvukQ7lfVqNBra29v51a9+xbJly8YtAuL/0tJSjh07RlJSEsHBwePqUe/SlQbF6XTyy1/+kqamJvLy8mhrayM9PV1ODuU96t2beLay7TqdjjfffJPu7m4mTpw4LpLR2/Pb29vJyspi8uTJn9nFaLVjyRyys7PJzs4mKiqK0NBQOWHU4eJit/f888+TmppKWFgY165dY+/evSxdunSc+0fc/9Of/lReK/qhXDjELlq4B0pKSpg5c+a4yaqUsdg5v/LKK1RUVFBQUCD5J95//32mTJkiJ71Op2PPnj00NzfL8xLRBiHPX//613R3d5Oeno5Go6GsrIzKykqSk5M/o3+iLbt375acyQJB0dvbS2pqqnyGmghf9Fm4B1577TUMBgNxcXHSqP3sZz8jKSlJykp9v1K2yo2AVjuWK1PovnqB0+v1vPjiiyQmJo7jy1DqlnLeie96enr4+c9/zvLly8e9NdyqLer7lfO2srKS0tJSyRejlKu3eaBuz/+E8qWjPpSCFGRBmzZtYurUqfzoRz/C7XZTXFwsCfX37dtHenq6ZONqbm6mt7eX5uZmKisr5cn8wMAAV65cob+/n66uLurq6rDb7TgcDgoLC+nt7WVoaIj8/Hyam5slZ3FrayuvvPKKZOPSaMbyFoqsLM3NzVy9enXcq39NTQ25ubnk5eUB0NbWRkVFhQTp//nPfyY6OpqIiAgKCgro6OjA4XBQW1sr2whjMKmcnBza29sBJMRq+vTpfOc732HPnj18/PHHaLVjWV5ENGB5ebnMiFNZWUlDQwMul4va2lqJhy4oKACQ3NO1tbXodGOJf69cuYLD4cBqtVJVVSWJ8kdGRoiOjqa/v1+2VUSNAfzqV78iJSVFcoC/+eabXLlyBY1GQ0FBgeSFtlqtXLx4UaIqBE7Z39+fjo4OysrKJE65uLiYyspKYMxQ9Pb2YrFYuHr1Kg0NDVy/fp3GxsZxBv3mzZvcvHlT1i9k2tHRQUVFBdeuXZP90ev1NDY2smjRIubOncuvf/1rAHmI2NbWxuXLl6mvr5c4fhEcs2PHDhnUo9WORVwajUapvzqdjvDwcJqamujq6qK3t5fW1lacTieFhYVS/l1dXfj6+mI2m/H19aW8vJy6ujp0Oh12u10evGm1Wurr6ykqKpKGThzUCkZCrVZLU1OTxN/DWDCOQGrY7XYaGxvp7OykoKBAzofq6mpu3ryJzWaTmxX1TtvpdFJVVSUTY9hsNkpKShgaGqKpqUnOSzGHBwcHKSoqoqmpSUb4trW18etf/5rBwUGsVislJSW43W6am5upqamRzHxXrlyRi5fQ1Y8++ojDhw/j5+dHREQELS0tWK1W7HY7zc3NUnddLhcWi4Xy8nJ56PoVdBT8P5WvRMCLKFqtVmaFXrNmDXv27KGoqEhihn/0ox/J6z/88EM2b97MlStXCAgI4PDhw2RkZBAREYG/vz+vvfYakZGRHDt2jAkTJlBcXMzGjRsBqKys5P333+f5559n8uTJnDp1ipkzZxIYGIjVaqW4uFi2SezgBVLh5s2bbNmyRfL3ulwuWltb+d73vseBAwdYsmQJhw4dYmhoSGbR0Ov1uFwuOUk++OADtm7dyrvvvsu0adPIz8/HaDRiNBo5f/4827dvJyYmBhjD64pdw4YNG8jNzaWqqkpGjD388MMcPnyY0dFR1q5dS3Z2Ng6Hg0mTJpGXl8esWbP405/+xJw5c7h06RKpqanodDqOHDlCQkICFosFX19fTp06RXh4OHV1dTz00EPExcXR3d3N6dOn0el07N27l+TkZPLy8njqqacA2LZtG9///vdZu3Ytzz77LBcvXmTatGn87ne/Y8aMGZw+fZrbbruN7Oxsli9fLhnqKioqMBqNJCQkAHDp0iXJX63X66mvr8fhcGA0GjEYDLz00kssXLiQkydPsm3bNk6cOMHOnTsxGAycPHmS+vp6AgMD0el0vPHGG3g8Hk6dOoXZbMblctHR0YHNZpNvSz4+PuTk5OB0Olm/fj1ut5sTJ06QnJzMO++8Q0ZGBqdPn2bRokV4PB727NlDZmYmlZWVLFy4UOqGkkgfxhbs7u5unE4nOp2ORYsWUV5eTnNzM0ajUb6daDQaSktLcTqd+Pn5YbPZ+MMf/sBdd93FpUuXWLRoETt37mTp0qVcu3aN5ORkrl69KtEofn5+4+ZNbm4uP/zhD9m5cycPPvggv/jFL/jZz37GX/7yF5YtW0ZpaSlLly6lvLycCxcukJqaytmzZ7nrrrs4f/68RPl4PJ5xbw6//e1vWbRoEUajkebmZg4dOoSvry+XL1+moaGBGTNmcP78eX73u9/h5+eH3W7HbrezZ88e/uEf/oGgoCC5WLa0tLBv3z5CQkLIz8+nvr6eCRMmSCpTsQgtXbqUoqIirl69KudOS0sLN27cwN/fH4vFwubNm8nLy8NqtRIUFMTp06cl5LSxsZH77rtPEoX97476v6ioBSlea51OJ6Ojo5KrGMZ2RHFxcUyePBl/f39gDF9pMBgIDw9n+/btREREMDw8TElJCenp6SxZsgS9Xs+CBQtYuXIler2eu+66C39/f4qKiiTmVPioAwICmDBhglwwRLqj2267jYyMDFJSUjh16pTEbDY1NdHc3Iyfnx+1tbWMjo5iMpmYMWMGc+fOpb+/n/j4eKZNm0ZdXd04dIqIWHQ6nQQGBjI0NERGRgaJiYle5SNSPVVVVTF9+nQWLlxIcnIynZ2d/Nu//RuXLl3C39+flStXEhUVRUxMDOvXrycqKor169czPDws6SQ3bdpEdnY2N27c4P+0d28xcVVtA8f/HGYA5TxDoS2ngQ6UUlqq1J4shbamtTGSmkZNmmr0vjfGuzbRxDvjrW3UC00TNaEmmpjUE5FIrI30xNA6FjvDqcBQYM4wDFNavguyl7u7A32/L+/3suV9flccZvbsvWbvZ9as/az1bNq0iV27dpGSksK+fftU8QKtt6ilND733HNEo1FgcWLO/v376erqwufz8eWXX9LQ0IDNZsPtdnPgwAEcDgft7e0UFBSwd+9etm/fzszMDGfPnlXLgebn53P48GFmZmZwuVw0NzfjdDpxuVxqEonNZuPQoUNqIfnCwkL1LeTKlSvs3r2buro6pqen1fu+e/durFYrW7dupampSbWdxm63093djdPpxGKxqDFai8VCbm4uzc3NzM3NUVdXxzPPPEM0GqWiokKluWnvjfYhmkgkyMvLIxaL8frrr3P16lW8Xi/btm3D7Xazbds2nn76aRKJhEq11MbsGxsb2bNnD729vcRiMZqbm7l//z7nz5+nvLycI0eOcOPGDXp6ejh8+DBr165VgXp6eprBwUG1pnV/fz+HDh2ivb2dy5cv09HRQUtLCzdv3lT7Z7FYePbZZ3E4HMTjcfbu3as+dLRsqrm5OW7fvs3BgwcpLi5mYGCAqakp1dZZWVnqf9p7od3wBNQ3r8zMTJxOJ7Ozs4yPj7Nnzx42btxIeno6L730Elu2bMHhcNDS0sLExAQej4ecnBwikQgFBQXU1tZSWFhIJBLh+PHjeDweXC4XO3fu5MaNG2zZskUVLWhqaqKpqUmVOVtNveoVD9T6xgwEAoyOjnL79m3Onj3Liy++SDAY5NKlS1itVsLhMFNTU0xMTJCbm0tHRwfDw8NEIhH8fr8KIunp6TidTjweDwcOHFD1BrWadRMTE8RiMX7++Wc8Hg+wuEaHVnNvbGxM1Q5sbGzE5/NRVlZGcXExjY2NzMzMMDAwAMB3333HoUOHVCA5d+4ciURC1Y2LRCJqOnJnZyder5eFhcV1mcPhMIFAgHA4jN1u5/PPP1f7oLWNNjTw66+/Mjw8zMmTJ3nyySfVIvjvv/8+xcXFdHd3q/JJVVVVKv95cnJSlS0Kh8NYLBYGBwfp7OzkyJEjlJWVMTQ0xP79+9VUXo22f8FgUM1ijEQiqo0//vhjbt26RUNDAzU1NUSjUbxeL/X19XR0dDAwMMCrr76Kx+Oho6MDv9/PzMwMJ0+e5MyZM2pBee3v9fX1dHV14fF42LRpEz6fj0AgQCAQYGJigkAgwNTUFKFQSE1cqq+v58KFC/T09JCamkp1dTUej4eDBw8yNzeH3+8nFAqpYg2wWH/Qbrdz6tQp3n33XXw+H1NTU1itVu7cucP58+fJy8tjYmJCnVtaYYdr166p7fj9fvr6+uju7ub8+fNMT08zNDSklhPwer04nU5ycnIYGRmhtbWVYDCI3+9nampKtW0oFGJkZETN9uvq6iI9PZ2XX36ZoaEhLly4wJYtW3A6nbS3tzM0NKSC448//kh1dTX79u3jhRde4MyZM+zatYu//vqL1157jcuXL1NcXMxXX31FOBxWbTI2NkZlZSWRSIQffviB+fl5rl69yrlz54DFYci1a9fy9ddfMzw8zLp169Q4+Y4dO/D5fASDQXVdAfz++++43W7S0tKYmppS5bC0CitaRtbOnTtV3nU0GlXfeMLhMN9++62aMJSamkpPTw/j4+OqdmhJSQk3btxgw4YNFBQUcOfOHfbv36/OI21YcbVZ8awP/Z3dsbExAoEADx48IDs7m6qqKhKJhOoN5OXlEQwGyc3NJT8/n97eXrUo/vT0tOqlAWr8qrKyEovFoqpQaFPGtaU9+/v7KSwsJCMjg0gkQkVFBQMDAxQUFFBSUgKA2+0mFotRV1fHn3/+id1up7Kyknv37uHxeCgpKSEvL4/BwUHm5+fVinpazzkej2OxWMjPz6evrw+73Y7FYiGRSKhFhtrb26mpqVGTYN555x2i0SgjIyMqv9nhcJCdnU04HMblcuF0OkkkEsTjce7du0d9fT03b95kfn6eqqoqJicnycvLU4u6R6NR1q1bR19fH+np6dTX1xONRrl+/bpasP7BgwdqSCIQCOD3+8nJyVFZFbFYjMrKSmBxLH5oaAibzYbT6WR8fJxgMEh1dTUul4uSkhLKysoYHR1lYGCAjRs3Eo1GKSoqUhexNtwViUQoLy/n5s2bZGdn43A48Hg8qheYk5NDOBxW1VTWr1+v2q6np4e0tDTWrFlDbm4uV65cweFwPJTmmZaWpor9ejweMjMzcTgc3L59W/WoJycn+f7772lra+O9997j7bffprKykng8jtVqVUVf6+rq1CJA2qzL4uJi0tLSCIfDOJ1OtcCWzWYjFAqpnv78/LzKdtFmSVqtVnUuZGRk4Ha7VfGL/v5+QqEQW7du5f79+/T09KgboHa7Ha/XS0ZGBqWlpWotmLKyMmZnZ1XtwPXr1zM2Nsbdu3cpKipSAdfhcHDnzh18Ph8VFRX09/dz7do1NbQVjUZxu91qXZNIJEJ/fz+bN28mEAio61GrITk7O4vb7aawsJCsrCzC4bDqLWIcKAAABc5JREFUCGjfdL1eL5s3b8bv92Oz2dSMT4vFAqAqttjtdnJzc+nv78dmsxGPx9mwYYMqDqxNBHK5XNTU1Kh0v/n5eaxW6z++RqLRigdqI33KkTFP1XhH2nh32zhxZLnn6e9CG1OS9ON1S6V1Gf/2vzk2Pe01Ll26pHqrDQ0NrFu37pFj0Gc7JEszM6bEJdsv4/E/7vH/yvEY29L4c7L9TdamxvdU/z4u99r6bRm3m+x52mOMeduBQIBffvlFTWvfvXv3I1+fjdteaj/+r8eyVNslO7cftx1tf4z7bvxZ+z0UCvHEE09gtVofydL4V9t2qXZZqv2Wa8PHbetx7bqamCZQ698MrSeqD5jwaO5ysotBvz1jPmmyi9OYTJ/sxE52cWuPW24SwHLHaWR8Xf0x6E9cLVUr2Ym83IWYrA30x2BMidL+nmx/k/3f+NrGDw39dpbbt6UCqbENl8rLXe552kWdLMfbeP7oz43Hbcf4XuiLM2jbMXYKlmNsU/2+GdME9QHc+Dra85OdM8b21v9ufO1kbW98nv5aTRZgl/vQSvYa+uPTHmfsCCx1fuofu1oC+IoHav2F2dvbi8vl4sSJE4yOjuJyuWhtbX0ouf+TTz7h+eefp7S09KGZYCkpKXz22Wfs2LFD5b1qkgU0n8/H6OgoTU1Nj8w86+7uJiMjg+npafbs2ZO0d/LvPH79BacPyKvpRDMzfUDRB9/VOHEiGf05aPz2I8xhxW8mwt/B2mKx8MEHH3Du3DlsNhu3bt0iKyuLSCSibu5pi/xo446JRELlHUciEbWEqN/vJx6Pqx66ljkyOTnJwsICiURCLYeo5WZqJ+Zvv/3GxYsXVV7q/yd9byE1dfVUpPgn0ff0tfY3VrpZzfTn4H/LMf/TrHiPGv4ePnC73QwPD/PFF1/w5ptvEo/Hqa+v55tvviErK4va2lqVGB8MBjlx4gQXL15kenqampoaRkZGqK6u5tq1a2RmZnL37l1eeeUVPvroI7Zv3w4sJuXH43EaGhoYHR1V1aN37NhBY2Mj9+7dY3x8HIvFQmpqKmvWrJHehRBiRZmiR62Zn58nNzeXU6dOcfr0aWAx/UirAnLhwgUSiQRHjx7lqaee4sMPP+SPP/7A4XAwOjrKwsICmZmZJBIJ2traKC0t5fLly+Tn53P8+HE6OzspKSkhHo8zNzfH+Pg4eXl59Pb2PlRnsLS0lOLiYoqKipa8kSGEEP8pKx6o9QFwZmaGwcFBamtraW1t5aeffqKmpkbNbiosLCQlZTGNT6s6EovFKC8v54033lBTa1NTUxkfH1frgITDYQDy8/MJh8O89dZbZGdnq7Vvjx49yqefforL5aK3t/ehG0ASpIUQK23FF2WCv+8aBwIBrFYrlZWVbN++naqqKpqamojFYvj9fo4dO4bD4cDr9VJRUUFbWxtFRUX09fWxZs0aLBYL5eXlXL9+nVAoREtLC1u3bmVhYUFts6+vj9TUVHJycrDZbDx4sFj55dixY6qiiFZySj9WLEMfQoiVYooxas1S+aSQPAd0qTSm06dP09bWpub7P247EoSFEGa24oHamDer5aHqA7Ex2V97TrLc0YWFxYkyCwsLZGRkkJKSovKyjbnVS+V5GhdmF0KIlbTigVoIIcTyVvxm4r+LfoaZfq1o+RwSQvzTSY9aCCFMbtX0qIUQYrWSQC2EECYngVoIIUxOArUQQpicBGohhDA5CdRCCGFyEqiFEMLkJFALIYTJSaAWQgiTk0AthBAmJ4FaCCFMTgK1EEKYnARqIYQwOQnUQghhchKohRDC5CRQCyGEyUmgFkIIk5NALYQQJieBWgghTE4CtRBCmJwEaiGEMDkJ1EIIYXISqIUQwuQkUAshhMlJoBZCCJOTQC2EECYngVoIIUxOArUQQpicBGohhDA5CdRCCGFyEqiFEMLkJFALIYTJSaAWQgiTk0AthBAmJ4FaCCFMTgK1EEKYnARqIYQwuf8BolLnSz2R4JUAAAAASUVORK5CYII= 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visiblecom.sun.star.text.WebDocument, any, visiblecom.sun.star.xforms.XMLFormDocument, any, visiblecom.sun.star.sdb.FormDesign, any, visiblecom.sun.star.sdb.TextReportDesign, any, visible com.sun.star.text.TextDocument, any, visiblecom.sun.star.text.GlobalDocument, any, visiblecom.sun.star.text.WebDocument, any, visiblecom.sun.star.xforms.XMLFormDocument, any, visiblecom.sun.star.sdb.FormDesign, any, visiblecom.sun.star.sdb.TextReportDesign, any, visible com.sun.star.sheet.SpreadsheetDocument, any, visiblecom.sun.star.drawing.DrawingDocument, any, visiblecom.sun.star.presentation.PresentationDocument, any, visiblecom.sun.star.text.TextDocument, any, visiblecom.sun.star.text.GlobalDocument, any, visiblecom.sun.star.text.WebDocument, any, visiblecom.sun.star.xforms.XMLFormDocument, any, visiblecom.sun.star.sdb.FormDesign, any, visiblecom.sun.star.sdb.TextReportDesign, any, visible com.sun.star.text.TextDocument, any, visiblecom.sun.star.text.GlobalDocument, any, visiblecom.sun.star.text.WebDocument, any, visiblecom.sun.star.xforms.XMLFormDocument, any, visiblecom.sun.star.sdb.FormDesign, any, visiblecom.sun.star.sdb.TextReportDesign, any, visible com.sun.star.sheet.SpreadsheetDocument, any, visiblecom.sun.star.drawing.DrawingDocument, any, visiblecom.sun.star.presentation.PresentationDocument, any, visiblecom.sun.star.text.TextDocument, any, visiblecom.sun.star.text.GlobalDocument, any, visiblecom.sun.star.text.WebDocument, any, visiblecom.sun.star.xforms.XMLFormDocument, any, visiblecom.sun.star.sdb.FormDesign, any, visiblecom.sun.star.sdb.TextReportDesign, any, visible any, any, visible +com.sun.star.sheet.SpreadsheetDocument, any, visible +com.sun.star.presentation.PresentationDocument, any, visible +com.sun.star.presentation.PresentationDocument, any, visible +com.sun.star.presentation.PresentationDocument, any, visible +com.sun.star.drawing.DrawingDocument, any, visiblecom.sun.star.presentation.PresentationDocument, any, visible com.sun.star.sheet.SpreadsheetDocument, any, visiblecom.sun.star.drawing.DrawingDocument, any, visiblecom.sun.star.presentation.PresentationDocument, any, visiblecom.sun.star.text.TextDocument, any, visiblecom.sun.star.text.GlobalDocument, any, visiblecom.sun.star.text.WebDocument, any, visiblecom.sun.star.xforms.XMLFormDocument, any, visiblecom.sun.star.sdb.FormDesign, any, visiblecom.sun.star.sdb.TextReportDesign, any, visible com.sun.star.text.TextDocument, Annotation, visiblecom.sun.star.text.GlobalDocument, Annotation, visiblecom.sun.star.text.WebDocument, Annotation, visiblecom.sun.star.xforms.XMLFormDocument, Annotation, visiblecom.sun.star.sdb.FormDesign, Annotation, visiblecom.sun.star.sdb.TextReportDesign, Annotation, visiblecom.sun.star.text.TextDocument, DrawText, visiblecom.sun.star.text.GlobalDocument, DrawText, visiblecom.sun.star.text.WebDocument, DrawText, visiblecom.sun.star.xforms.XMLFormDocument, DrawText, visiblecom.sun.star.sdb.FormDesign, DrawText, visiblecom.sun.star.sdb.TextReportDesign, DrawText, visiblecom.sun.star.text.TextDocument, Table, visiblecom.sun.star.text.GlobalDocument, Table, visiblecom.sun.star.text.WebDocument, Table, visiblecom.sun.star.xforms.XMLFormDocument, Table, visiblecom.sun.star.sdb.FormDesign, Table, visiblecom.sun.star.sdb.TextReportDesign, Table, visiblecom.sun.star.text.TextDocument, Text, visiblecom.sun.star.text.GlobalDocument, Text, visiblecom.sun.star.text.WebDocument, Text, visiblecom.sun.star.xforms.XMLFormDocument, Text, visiblecom.sun.star.sdb.FormDesign, Text, visiblecom.sun.star.sdb.TextReportDesign, Text, visiblecom.sun.star.text.TextDocument, default, visiblecom.sun.star.text.GlobalDocument, default, visiblecom.sun.star.text.WebDocument, default, visiblecom.sun.star.xforms.XMLFormDocument, default, visiblecom.sun.star.sdb.FormDesign, default, visiblecom.sun.star.sdb.TextReportDesign, default, visible com.sun.star.text.TextDocument, any, visiblecom.sun.star.text.GlobalDocument, any, visiblecom.sun.star.text.WebDocument, any, visiblecom.sun.star.xforms.XMLFormDocument, any, visiblecom.sun.star.sdb.FormDesign, any, visiblecom.sun.star.sdb.TextReportDesign, any, visible -any,PropertyDeckcom.sun.star.formula.FormulaProperties,ElementsDeckcom.sun.star.text.TextDocument,NavigatorDeck +any,PropertyDeckcom.sun.star.chart2.ChartDocument,PropertyDeckcom.sun.star.formula.FormulaProperties,ElementsDeckcom.sun.star.presentation.PresentationDocument,PropertyDeckcom.sun.star.sheet.SpreadsheetDocument,PropertyDeckcom.sun.star.text.TextDocument,PropertyDeck com.sun.star.text.TextDocument, any, visiblecom.sun.star.text.GlobalDocument, any, visiblecom.sun.star.text.WebDocument, any, visiblecom.sun.star.xforms.XMLFormDocument, any, visiblecom.sun.star.sdb.FormDesign, any, visiblecom.sun.star.sdb.TextReportDesign, any, visible -com.sun.star.sheet.SpreadsheetDocument, Draw, visible, .uno:FormatAreacom.sun.star.sheet.SpreadsheetDocument, DrawFontwork, visible, .uno:FormatAreacom.sun.star.sheet.SpreadsheetDocument, OLE, hidden, .uno:FormatAreacom.sun.star.drawing.DrawingDocument, 3DObject, visible, .uno:FormatAreacom.sun.star.presentation.PresentationDocument, 3DObject, visible, .uno:FormatAreacom.sun.star.drawing.DrawingDocument, Draw, visible, .uno:FormatAreacom.sun.star.presentation.PresentationDocument, Draw, visible, .uno:FormatAreacom.sun.star.drawing.DrawingDocument, DrawFontwork, visible, .uno:FormatAreacom.sun.star.presentation.PresentationDocument, DrawFontwork, visible, .uno:FormatAreacom.sun.star.drawing.DrawingDocument, Graphic, hidden, .uno:FormatAreacom.sun.star.presentation.PresentationDocument, Graphic, hidden, .uno:FormatAreacom.sun.star.drawing.DrawingDocument, TextObject, hidden, .uno:FormatAreacom.sun.star.presentation.PresentationDocument, TextObject, hidden, .uno:FormatAreacom.sun.star.drawing.DrawingDocument, OLE, hidden, .uno:FormatAreacom.sun.star.presentation.PresentationDocument, OLE, hidden, .uno:FormatAreacom.sun.star.text.TextDocument, Draw, visible, .uno:FormatAreacom.sun.star.text.GlobalDocument, Draw, visible, .uno:FormatAreacom.sun.star.text.WebDocument, Draw, visible, .uno:FormatAreacom.sun.star.xforms.XMLFormDocument, Draw, visible, .uno:FormatAreacom.sun.star.sdb.FormDesign, Draw, visible, .uno:FormatAreacom.sun.star.sdb.TextReportDesign, Draw, visible, .uno:FormatAreacom.sun.star.text.TextDocument, DrawFontwork, visible, .uno:FormatAreacom.sun.star.text.GlobalDocument, DrawFontwork, visible, .uno:FormatAreacom.sun.star.text.WebDocument, DrawFontwork, visible, .uno:FormatAreacom.sun.star.xforms.XMLFormDocument, DrawFontwork, visible, .uno:FormatAreacom.sun.star.sdb.FormDesign, DrawFontwork, visible, .uno:FormatAreacom.sun.star.sdb.TextReportDesign, DrawFontwork, visible, .uno:FormatAreacom.sun.star.text.TextDocument, Graphic, hidden, .uno:FormatAreacom.sun.star.text.TextDocument, OLE, hidden, .uno:FormatAreacom.sun.star.text.TextDocument, Frame, visible, .uno:FormatArea -com.sun.star.sheet.SpreadsheetDocument, Draw, hiddencom.sun.star.drawing.DrawingDocument, Draw, hiddencom.sun.star.presentation.PresentationDocument, Draw, hiddencom.sun.star.drawing.DrawingDocument, Graphic, hiddencom.sun.star.presentation.PresentationDocument, Graphic, hiddencom.sun.star.text.TextDocument, Draw, hiddencom.sun.star.text.GlobalDocument, Draw, hiddencom.sun.star.text.WebDocument, Draw, hiddencom.sun.star.xforms.XMLFormDocument, Draw, hiddencom.sun.star.sdb.FormDesign, Draw, hiddencom.sun.star.sdb.TextReportDesign, Draw, hiddencom.sun.star.sheet.SpreadsheetDocument, DrawFontwork, visiblecom.sun.star.drawing.DrawingDocument, DrawFontwork, visiblecom.sun.star.presentation.PresentationDocument, DrawFontwork, visiblecom.sun.star.text.TextDocument, DrawFontwork, visiblecom.sun.star.text.GlobalDocument, DrawFontwork, visiblecom.sun.star.text.WebDocument, DrawFontwork, visiblecom.sun.star.xforms.XMLFormDocument, DrawFontwork, visiblecom.sun.star.sdb.FormDesign, DrawFontwork, visiblecom.sun.star.sdb.TextReportDesign, DrawFontwork, visible +com.sun.star.sheet.SpreadsheetDocument, Draw, visible, .uno:FormatAreacom.sun.star.sheet.SpreadsheetDocument, DrawFontwork, visible, .uno:FormatAreacom.sun.star.sheet.SpreadsheetDocument, OLE, hidden, .uno:FormatAreacom.sun.star.drawing.DrawingDocument, 3DObject, visible, .uno:FormatAreacom.sun.star.presentation.PresentationDocument, 3DObject, visible, .uno:FormatAreacom.sun.star.drawing.DrawingDocument, Draw, visible, .uno:FormatAreacom.sun.star.presentation.PresentationDocument, Draw, visible, .uno:FormatAreacom.sun.star.drawing.DrawingDocument, DrawFontwork, visible, .uno:FormatAreacom.sun.star.presentation.PresentationDocument, DrawFontwork, visible, .uno:FormatAreacom.sun.star.drawing.DrawingDocument, Graphic, hidden, .uno:FormatAreacom.sun.star.presentation.PresentationDocument, Graphic, hidden, .uno:FormatAreacom.sun.star.drawing.DrawingDocument, TextObject, hidden, .uno:FormatAreacom.sun.star.presentation.PresentationDocument, TextObject, visible, .uno:FormatAreacom.sun.star.drawing.DrawingDocument, OLE, hidden, .uno:FormatAreacom.sun.star.presentation.PresentationDocument, OLE, hidden, .uno:FormatAreacom.sun.star.text.TextDocument, Draw, visible, .uno:FormatAreacom.sun.star.text.GlobalDocument, Draw, visible, .uno:FormatAreacom.sun.star.text.WebDocument, Draw, visible, .uno:FormatAreacom.sun.star.xforms.XMLFormDocument, Draw, visible, .uno:FormatAreacom.sun.star.sdb.FormDesign, Draw, visible, .uno:FormatAreacom.sun.star.sdb.TextReportDesign, Draw, visible, .uno:FormatAreacom.sun.star.text.TextDocument, DrawFontwork, visible, .uno:FormatAreacom.sun.star.text.GlobalDocument, DrawFontwork, visible, .uno:FormatAreacom.sun.star.text.WebDocument, DrawFontwork, visible, .uno:FormatAreacom.sun.star.xforms.XMLFormDocument, DrawFontwork, visible, .uno:FormatAreacom.sun.star.sdb.FormDesign, DrawFontwork, visible, .uno:FormatAreacom.sun.star.sdb.TextReportDesign, DrawFontwork, visible, .uno:FormatAreacom.sun.star.text.TextDocument, Graphic, hidden, .uno:FormatAreacom.sun.star.text.TextDocument, OLE, hidden, .uno:FormatAreacom.sun.star.text.TextDocument, Frame, visible, .uno:FormatArea +com.sun.star.chart2.ChartDocument, Chart, visible, .uno:ChartPropertiescom.sun.star.chart2.ChartDocument, Series, visible, .uno:ChartProperties +com.sun.star.chart2.ChartDocument, any, visible +com.sun.star.chart2.ChartDocument, Chart, visible, .uno:ChartPropertiescom.sun.star.chart2.ChartDocument, Series, visible, .uno:ChartPropertiescom.sun.star.chart2.ChartDocument, ErrorBar, visible, .uno:ChartPropertiescom.sun.star.chart2.ChartDocument, Axis, visible, .uno:ChartPropertiescom.sun.star.chart2.ChartDocument, Grid, visible, .uno:ChartPropertiescom.sun.star.chart2.ChartDocument, Trendline, visible, .uno:ChartProperties +com.sun.star.chart2.ChartDocument, any, visible +com.sun.star.drawing.DrawingDocument, DrawPage, visible, .uno:PageSetup +com.sun.star.sheet.SpreadsheetDocument, Draw, hiddencom.sun.star.drawing.DrawingDocument, Draw, hiddencom.sun.star.presentation.PresentationDocument, Draw, visiblecom.sun.star.drawing.DrawingDocument, Graphic, hiddencom.sun.star.presentation.PresentationDocument, Graphic, hiddencom.sun.star.text.TextDocument, Draw, hiddencom.sun.star.text.GlobalDocument, Draw, hiddencom.sun.star.text.WebDocument, Draw, hiddencom.sun.star.xforms.XMLFormDocument, Draw, hiddencom.sun.star.sdb.FormDesign, Draw, hiddencom.sun.star.sdb.TextReportDesign, Draw, hiddencom.sun.star.sheet.SpreadsheetDocument, DrawFontwork, visiblecom.sun.star.drawing.DrawingDocument, DrawFontwork, visiblecom.sun.star.presentation.PresentationDocument, DrawFontwork, visiblecom.sun.star.text.TextDocument, DrawFontwork, visiblecom.sun.star.text.GlobalDocument, DrawFontwork, visiblecom.sun.star.text.WebDocument, DrawFontwork, visiblecom.sun.star.xforms.XMLFormDocument, DrawFontwork, visiblecom.sun.star.sdb.FormDesign, DrawFontwork, visiblecom.sun.star.sdb.TextReportDesign, DrawFontwork, visible +any, empty, visible any, any, visible com.sun.star.sheet.SpreadsheetDocument, Graphic, visiblecom.sun.star.drawing.DrawingDocument, Graphic, visiblecom.sun.star.presentation.PresentationDocument, Graphic, visiblecom.sun.star.text.TextDocument, Graphic, visible, .uno:GraphicDialogcom.sun.star.text.GlobalDocument, Graphic, visible, .uno:GraphicDialogcom.sun.star.text.WebDocument, Graphic, visible, .uno:GraphicDialogcom.sun.star.xforms.XMLFormDocument, Graphic, visible, .uno:GraphicDialogcom.sun.star.sdb.FormDesign, Graphic, visible, .uno:GraphicDialogcom.sun.star.sdb.TextReportDesign, Graphic, visible, .uno:GraphicDialog com.sun.star.text.TextDocument, any, visiblecom.sun.star.text.GlobalDocument, any, visiblecom.sun.star.text.WebDocument, any, visiblecom.sun.star.xforms.XMLFormDocument, any, visiblecom.sun.star.sdb.FormDesign, any, visiblecom.sun.star.sdb.TextReportDesign, any, visible com.sun.star.sheet.SpreadsheetDocument, Draw, visible, .uno:FormatLinecom.sun.star.sheet.SpreadsheetDocument, DrawFontwork, visible, .uno:FormatLinecom.sun.star.sheet.SpreadsheetDocument, DrawLine, visible, .uno:FormatLinecom.sun.star.sheet.SpreadsheetDocument, Graphic, visible, .uno:FormatLinecom.sun.star.sheet.SpreadsheetDocument, OLE, hidden, .uno:FormatLinecom.sun.star.drawing.DrawingDocument, 3DObject, visible, .uno:FormatLinecom.sun.star.presentation.PresentationDocument, 3DObject, visible, .uno:FormatLinecom.sun.star.drawing.DrawingDocument, Draw, visible, .uno:FormatLinecom.sun.star.presentation.PresentationDocument, Draw, visible, .uno:FormatLinecom.sun.star.drawing.DrawingDocument, DrawFontwork, visible, .uno:FormatLinecom.sun.star.presentation.PresentationDocument, DrawFontwork, visible, .uno:FormatLinecom.sun.star.drawing.DrawingDocument, DrawLine, visible, .uno:FormatLinecom.sun.star.presentation.PresentationDocument, DrawLine, visible, .uno:FormatLinecom.sun.star.drawing.DrawingDocument, Graphic, visible, .uno:FormatLinecom.sun.star.presentation.PresentationDocument, Graphic, visible, .uno:FormatLinecom.sun.star.drawing.DrawingDocument, TextObject, hidden, .uno:FormatLinecom.sun.star.presentation.PresentationDocument, TextObject, hidden, .uno:FormatLinecom.sun.star.drawing.DrawingDocument, OLE, hidden, .uno:FormatLinecom.sun.star.presentation.PresentationDocument, OLE, hidden, .uno:FormatLinecom.sun.star.text.TextDocument, Draw, visible, .uno:FormatLinecom.sun.star.text.GlobalDocument, Draw, visible, .uno:FormatLinecom.sun.star.text.WebDocument, Draw, visible, .uno:FormatLinecom.sun.star.xforms.XMLFormDocument, Draw, visible, .uno:FormatLinecom.sun.star.sdb.FormDesign, Draw, visible, .uno:FormatLinecom.sun.star.sdb.TextReportDesign, Draw, visible, .uno:FormatLinecom.sun.star.text.TextDocument, DrawFontwork, visible, .uno:FormatLinecom.sun.star.text.GlobalDocument, DrawFontwork, visible, .uno:FormatLinecom.sun.star.text.WebDocument, DrawFontwork, visible, .uno:FormatLinecom.sun.star.xforms.XMLFormDocument, DrawFontwork, visible, .uno:FormatLinecom.sun.star.sdb.FormDesign, DrawFontwork, visible, .uno:FormatLinecom.sun.star.sdb.TextReportDesign, DrawFontwork, visible, .uno:FormatLine +com.sun.star.drawing.DrawingDocument, DrawText, visible, .uno:OutlineBulletcom.sun.star.presentation.PresentationDocument, DrawText, visible, .uno:OutlineBulletcom.sun.star.drawing.DrawingDocument, Table, visible, .uno:OutlineBulletcom.sun.star.presentation.PresentationDocument, Table, visible, .uno:OutlineBulletcom.sun.star.drawing.DrawingDocument, TextObject, hidden, .uno:OutlineBulletcom.sun.star.presentation.PresentationDocument, TextObject, hidden, .uno:OutlineBullet com.sun.star.text.TextDocument, any, hidden, .uno:PageDialogcom.sun.star.text.GlobalDocument, any, hidden, .uno:PageDialogcom.sun.star.text.WebDocument, any, hidden, .uno:PageDialogcom.sun.star.xforms.XMLFormDocument, any, hidden, .uno:PageDialogcom.sun.star.sdb.FormDesign, any, hidden, .uno:PageDialogcom.sun.star.sdb.TextReportDesign, any, hidden, .uno:PageDialog com.sun.star.text.TextDocument, any, visible, .uno:PageDialogcom.sun.star.text.GlobalDocument, any, visible, .uno:PageDialogcom.sun.star.text.WebDocument, any, visible, .uno:PageDialogcom.sun.star.xforms.XMLFormDocument, any, visible, .uno:PageDialogcom.sun.star.sdb.FormDesign, any, visible, .uno:PageDialogcom.sun.star.sdb.TextReportDesign, any, visible, .uno:PageDialog com.sun.star.text.TextDocument, any, hidden, .uno:PageDialogcom.sun.star.text.GlobalDocument, any, hidden, .uno:PageDialogcom.sun.star.text.WebDocument, any, hidden, .uno:PageDialogcom.sun.star.xforms.XMLFormDocument, any, hidden, .uno:PageDialogcom.sun.star.sdb.FormDesign, any, hidden, .uno:PageDialogcom.sun.star.sdb.TextReportDesign, any, hidden, .uno:PageDialog @@ -109,13 +213,20 @@ com.sun.star.sheet.SpreadsheetDocument, DrawText, visible, .uno:ParagraphDialogcom.sun.star.sheet.SpreadsheetDocument, DrawLine, hidden, .uno:ParagraphDialogcom.sun.star.drawing.DrawingDocument, DrawLine, hidden, .uno:ParagraphDialogcom.sun.star.presentation.PresentationDocument, DrawLine, hidden, .uno:ParagraphDialogcom.sun.star.drawing.DrawingDocument, 3DObject, hidden, .uno:ParagraphDialogcom.sun.star.presentation.PresentationDocument, 3DObject, hidden, .uno:ParagraphDialogcom.sun.star.drawing.DrawingDocument, Draw, hidden, .uno:ParagraphDialogcom.sun.star.presentation.PresentationDocument, Draw, hidden, .uno:ParagraphDialogcom.sun.star.drawing.DrawingDocument, DrawFontwork, hidden, .uno:ParagraphDialogcom.sun.star.presentation.PresentationDocument, DrawFontwork, hidden, .uno:ParagraphDialogcom.sun.star.drawing.DrawingDocument, DrawText, visible, .uno:ParagraphDialogcom.sun.star.presentation.PresentationDocument, DrawText, visible, .uno:ParagraphDialogcom.sun.star.drawing.DrawingDocument, Graphic, hidden, .uno:ParagraphDialogcom.sun.star.presentation.PresentationDocument, Graphic, hidden, .uno:ParagraphDialogcom.sun.star.drawing.DrawingDocument, Table, visible, .uno:ParagraphDialogcom.sun.star.presentation.PresentationDocument, Table, visible, .uno:ParagraphDialogcom.sun.star.drawing.DrawingDocument, TextObject, visible, .uno:ParagraphDialogcom.sun.star.presentation.PresentationDocument, TextObject, visible, .uno:ParagraphDialogcom.sun.star.text.TextDocument, Annotation, visible, .uno:ParagraphDialogcom.sun.star.text.GlobalDocument, Annotation, visible, .uno:ParagraphDialogcom.sun.star.text.WebDocument, Annotation, visible, .uno:ParagraphDialogcom.sun.star.xforms.XMLFormDocument, Annotation, visible, .uno:ParagraphDialogcom.sun.star.sdb.FormDesign, Annotation, visible, .uno:ParagraphDialogcom.sun.star.sdb.TextReportDesign, Annotation, visible, .uno:ParagraphDialogcom.sun.star.text.TextDocument, DrawText, visible, .uno:ParagraphDialogcom.sun.star.text.GlobalDocument, DrawText, visible, .uno:ParagraphDialogcom.sun.star.text.WebDocument, DrawText, visible, .uno:ParagraphDialogcom.sun.star.xforms.XMLFormDocument, DrawText, visible, .uno:ParagraphDialogcom.sun.star.sdb.FormDesign, DrawText, visible, .uno:ParagraphDialogcom.sun.star.sdb.TextReportDesign, DrawText, visible, .uno:ParagraphDialogcom.sun.star.text.TextDocument, Table, visible, .uno:ParagraphDialogcom.sun.star.text.GlobalDocument, Table, visible, .uno:ParagraphDialogcom.sun.star.text.WebDocument, Table, visible, .uno:ParagraphDialogcom.sun.star.xforms.XMLFormDocument, Table, visible, .uno:ParagraphDialogcom.sun.star.sdb.FormDesign, Table, visible, .uno:ParagraphDialogcom.sun.star.sdb.TextReportDesign, Table, visible, .uno:ParagraphDialogcom.sun.star.text.TextDocument, Text, visible, .uno:ParagraphDialogcom.sun.star.text.GlobalDocument, Text, visible, .uno:ParagraphDialogcom.sun.star.text.WebDocument, Text, visible, .uno:ParagraphDialogcom.sun.star.xforms.XMLFormDocument, Text, visible, .uno:ParagraphDialogcom.sun.star.sdb.FormDesign, Text, visible, .uno:ParagraphDialogcom.sun.star.sdb.TextReportDesign, Text, visible, .uno:ParagraphDialogcom.sun.star.text.TextDocument, default, visible, .uno:ParagraphDialogcom.sun.star.text.GlobalDocument, default, visible, .uno:ParagraphDialogcom.sun.star.text.WebDocument, default, visible, .uno:ParagraphDialogcom.sun.star.xforms.XMLFormDocument, default, visible, .uno:ParagraphDialogcom.sun.star.sdb.FormDesign, default, visible, .uno:ParagraphDialogcom.sun.star.sdb.TextReportDesign, default, visible, .uno:ParagraphDialog com.sun.star.sheet.SpreadsheetDocument, Chart, visible, .uno:TransformDialogcom.sun.star.sheet.SpreadsheetDocument, Draw, hidden, .uno:TransformDialogcom.sun.star.sheet.SpreadsheetDocument, DrawFontwork, hidden, .uno:TransformDialogcom.sun.star.sheet.SpreadsheetDocument, DrawLine, visible, .uno:TransformDialogcom.sun.star.sheet.SpreadsheetDocument, Form, visible, .uno:TransformDialogcom.sun.star.sheet.SpreadsheetDocument, Graphic, hidden, .uno:TransformDialogcom.sun.star.sheet.SpreadsheetDocument, Media, visible, .uno:TransformDialogcom.sun.star.sheet.SpreadsheetDocument, MultiObject, visible, .uno:TransformDialogcom.sun.star.sheet.SpreadsheetDocument, OLE, visible, .uno:TransformDialogcom.sun.star.drawing.DrawingDocument, 3DObject, visible, .uno:TransformDialogcom.sun.star.presentation.PresentationDocument, 3DObject, visible, .uno:TransformDialogcom.sun.star.drawing.DrawingDocument, Draw, visible, .uno:TransformDialogcom.sun.star.presentation.PresentationDocument, Draw, visible, .uno:TransformDialogcom.sun.star.drawing.DrawingDocument, DrawFontwork, visible, .uno:TransformDialogcom.sun.star.presentation.PresentationDocument, DrawFontwork, visible, .uno:TransformDialogcom.sun.star.drawing.DrawingDocument, DrawLine, visible, .uno:TransformDialogcom.sun.star.presentation.PresentationDocument, DrawLine, visible, .uno:TransformDialogcom.sun.star.drawing.DrawingDocument, Form, visible, .uno:TransformDialogcom.sun.star.presentation.PresentationDocument, Form, visible, .uno:TransformDialogcom.sun.star.drawing.DrawingDocument, Graphic, hidden, .uno:TransformDialogcom.sun.star.presentation.PresentationDocument, Graphic, hidden, .uno:TransformDialogcom.sun.star.drawing.DrawingDocument, Media, visible, .uno:TransformDialogcom.sun.star.presentation.PresentationDocument, Media, visible, .uno:TransformDialogcom.sun.star.drawing.DrawingDocument, MultiObject, visible, .uno:TransformDialogcom.sun.star.presentation.PresentationDocument, MultiObject, visible, .uno:TransformDialogcom.sun.star.drawing.DrawingDocument, OLE, visible, .uno:TransformDialogcom.sun.star.presentation.PresentationDocument, OLE, visible, .uno:TransformDialogcom.sun.star.drawing.DrawingDocument, TextObject, hidden, .uno:TransformDialogcom.sun.star.presentation.PresentationDocument, TextObject, hidden, .uno:TransformDialogcom.sun.star.text.TextDocument, Draw, hidden, .uno:TransformDialogcom.sun.star.text.GlobalDocument, Draw, hidden, .uno:TransformDialogcom.sun.star.text.WebDocument, Draw, hidden, .uno:TransformDialogcom.sun.star.xforms.XMLFormDocument, Draw, hidden, .uno:TransformDialogcom.sun.star.sdb.FormDesign, Draw, hidden, .uno:TransformDialogcom.sun.star.sdb.TextReportDesign, Draw, hidden, .uno:TransformDialogcom.sun.star.text.TextDocument, DrawFontwork, hidden, .uno:TransformDialogcom.sun.star.text.GlobalDocument, DrawFontwork, hidden, .uno:TransformDialogcom.sun.star.text.WebDocument, DrawFontwork, hidden, .uno:TransformDialogcom.sun.star.xforms.XMLFormDocument, DrawFontwork, hidden, .uno:TransformDialogcom.sun.star.sdb.FormDesign, DrawFontwork, hidden, .uno:TransformDialogcom.sun.star.sdb.TextReportDesign, DrawFontwork, hidden, .uno:TransformDialogcom.sun.star.text.TextDocument, Form, visible, .uno:TransformDialogcom.sun.star.text.GlobalDocument, Form, visible, .uno:TransformDialogcom.sun.star.text.WebDocument, Form, visible, .uno:TransformDialogcom.sun.star.xforms.XMLFormDocument, Form, visible, .uno:TransformDialogcom.sun.star.sdb.FormDesign, Form, visible, .uno:TransformDialogcom.sun.star.sdb.TextReportDesign, Form, visible, .uno:TransformDialogcom.sun.star.text.TextDocument, Graphic, visible, .uno:GraphicDialogcom.sun.star.text.GlobalDocument, Graphic, visible, .uno:GraphicDialogcom.sun.star.text.WebDocument, Graphic, visible, .uno:GraphicDialogcom.sun.star.xforms.XMLFormDocument, Graphic, visible, .uno:GraphicDialogcom.sun.star.sdb.FormDesign, Graphic, visible, .uno:GraphicDialogcom.sun.star.sdb.TextReportDesign, Graphic, visible, .uno:GraphicDialogcom.sun.star.text.TextDocument, Media, visible, .uno:TransformDialogcom.sun.star.text.GlobalDocument, Media, visible, .uno:TransformDialogcom.sun.star.text.WebDocument, Media, visible, .uno:TransformDialogcom.sun.star.xforms.XMLFormDocument, Media, visible, .uno:TransformDialogcom.sun.star.sdb.FormDesign, Media, visible, .uno:TransformDialogcom.sun.star.sdb.TextReportDesign, Media, visible, .uno:TransformDialogcom.sun.star.text.TextDocument, OLE, visible, .uno:FrameDialogcom.sun.star.text.GlobalDocument, OLE, visible, .uno:FrameDialogcom.sun.star.text.WebDocument, OLE, visible, .uno:FrameDialogcom.sun.star.xforms.XMLFormDocument, OLE, visible, .uno:FrameDialogcom.sun.star.sdb.FormDesign, OLE, visible, .uno:FrameDialogcom.sun.star.sdb.TextReportDesign, OLE, visible, .uno:FrameDialog com.sun.star.text.TextDocument, any, visible +com.sun.star.sheet.SpreadsheetDocument, Auditing, visible, .uno:Hyphenatecom.sun.star.sheet.SpreadsheetDocument, Cell, visible, .uno:Hyphenatecom.sun.star.sheet.SpreadsheetDocument, default, visible, .uno:Hyphenatecom.sun.star.sheet.SpreadsheetDocument, EditCell, visible, .uno:Hyphenatecom.sun.star.sheet.SpreadsheetDocument, Pivot, visible, .uno:Hyphenatecom.sun.star.sheet.SpreadsheetDocument, Sparkline, visible, .uno:Hyphenate +com.sun.star.sheet.SpreadsheetDocument, Auditing, visible, .uno:FormatCellDialogcom.sun.star.sheet.SpreadsheetDocument, Cell, visible, .uno:FormatCellDialogcom.sun.star.sheet.SpreadsheetDocument, EditCell, visible, .uno:FormatCellDialogcom.sun.star.sheet.SpreadsheetDocument, default, visible, .uno:FormatCellDialogcom.sun.star.sheet.SpreadsheetDocument, Pivot, visible, .uno:FormatCellDialogcom.sun.star.sheet.SpreadsheetDocument, Sparkline, visible, .uno:FormatCellDialog +com.sun.star.sheet.SpreadsheetDocument, Auditing, visible, .uno:FormatCellDialogcom.sun.star.sheet.SpreadsheetDocument, Cell, visible, .uno:FormatCellDialogcom.sun.star.sheet.SpreadsheetDocument, EditCell, visible, .uno:FormatCellDialogcom.sun.star.sheet.SpreadsheetDocument, default, visible, .uno:FormatCellDialogcom.sun.star.sheet.SpreadsheetDocument, Pivot, visible, .uno:FormatCellDialogcom.sun.star.sheet.SpreadsheetDocument, Sparkline, visible, .uno:FormatCellDialog +com.sun.star.presentation.PresentationDocument, DrawPage, visiblecom.sun.star.presentation.PresentationDocument, default, visiblecom.sun.star.presentation.PresentationDocument, HandoutPage, visiblecom.sun.star.presentation.PresentationDocument, NotesPage, visiblecom.sun.star.presentation.PresentationDocument, SlidesorterPage, visible +com.sun.star.sheet.SpreadsheetDocument, Draw, visible, .uno:FormatAreacom.sun.star.sheet.SpreadsheetDocument, DrawFontwork, visible, .uno:FormatAreacom.sun.star.sheet.SpreadsheetDocument, OLE, hidden, .uno:FormatAreacom.sun.star.drawing.DrawingDocument, 3DObject, visible, .uno:FormatAreacom.sun.star.presentation.PresentationDocument, 3DObject, visible, .uno:FormatAreacom.sun.star.drawing.DrawingDocument, Draw, hidden, .uno:FormatAreacom.sun.star.presentation.PresentationDocument, Draw, hidden, .uno:FormatAreacom.sun.star.drawing.DrawingDocument, DrawFontwork, hidden, .uno:FormatAreacom.sun.star.presentation.PresentationDocument, DrawFontwork, hidden, .uno:FormatAreacom.sun.star.drawing.DrawingDocument, Graphic, hidden, .uno:FormatAreacom.sun.star.presentation.PresentationDocument, Graphic, hidden, .uno:FormatAreacom.sun.star.drawing.DrawingDocument, TextObject, hidden, .uno:FormatAreacom.sun.star.presentation.PresentationDocument, TextObject, hidden, .uno:FormatAreacom.sun.star.drawing.DrawingDocument, OLE, hidden, .uno:FormatAreacom.sun.star.presentation.PresentationDocument, OLE, hidden, .uno:FormatArea +com.sun.star.presentation.PresentationDocument, DrawPage, visible, .uno:PageSetupcom.sun.star.drawing.DrawingDocument, default, visible, .uno:PageSetupcom.sun.star.presentation.PresentationDocument, default, visible, .uno:PageSetupcom.sun.star.drawing.DrawingDocument, HandoutPage, visible, .uno:PageSetupcom.sun.star.presentation.PresentationDocument, HandoutPage, visible, .uno:PageSetupcom.sun.star.drawing.DrawingDocument, NotesPage, visible, .uno:PageSetupcom.sun.star.presentation.PresentationDocument, NotesPage, visible, .uno:PageSetupcom.sun.star.drawing.DrawingDocument, SlidesorterPage, visible, .uno:PageSetupcom.sun.star.presentation.PresentationDocument, SlidesorterPage, visible, .uno:PageSetupcom.sun.star.drawing.DrawingDocument, MasterPage, visible, .uno:PageSetupcom.sun.star.presentation.PresentationDocument, MasterPage, visible, .uno:PageSetup +Slide any, any, visible com.sun.star.text.TextDocument, Annotation, visible, .uno:EditStylecom.sun.star.text.GlobalDocument, Annotation, visible, .uno:EditStylecom.sun.star.text.WebDocument, Annotation, visible, .uno:EditStylecom.sun.star.xforms.XMLFormDocument, Annotation, visible, .uno:EditStylecom.sun.star.sdb.FormDesign, Annotation, visible, .uno:EditStylecom.sun.star.sdb.TextReportDesign, Annotation, visible, .uno:EditStylecom.sun.star.text.TextDocument, DrawText, visible, .uno:EditStylecom.sun.star.text.GlobalDocument, DrawText, visible, .uno:EditStylecom.sun.star.text.WebDocument, DrawText, visible, .uno:EditStylecom.sun.star.xforms.XMLFormDocument, DrawText, visible, .uno:EditStylecom.sun.star.sdb.FormDesign, DrawText, visible, .uno:EditStylecom.sun.star.sdb.TextReportDesign, DrawText, visible, .uno:EditStylecom.sun.star.text.TextDocument, Table, visible, .uno:EditStylecom.sun.star.text.GlobalDocument, Table, visible, .uno:EditStylecom.sun.star.text.WebDocument, Table, visible, .uno:EditStylecom.sun.star.xforms.XMLFormDocument, Table, visible, .uno:EditStylecom.sun.star.sdb.FormDesign, Table, visible, .uno:EditStylecom.sun.star.sdb.TextReportDesign, Table, visible, .uno:EditStylecom.sun.star.text.TextDocument, Text, visible, .uno:EditStylecom.sun.star.text.GlobalDocument, Text, visible, .uno:EditStylecom.sun.star.text.WebDocument, Text, visible, .uno:EditStylecom.sun.star.xforms.XMLFormDocument, Text, visible, .uno:EditStylecom.sun.star.sdb.FormDesign, Text, visible, .uno:EditStylecom.sun.star.sdb.TextReportDesign, Text, visible, .uno:EditStylecom.sun.star.text.TextDocument, default, visible, .uno:EditStylecom.sun.star.text.GlobalDocument, default, visible, .uno:EditStylecom.sun.star.text.WebDocument, default, visible, .uno:EditStylecom.sun.star.xforms.XMLFormDocument, default, visible, .uno:EditStylecom.sun.star.sdb.FormDesign, default, visible, .uno:EditStylecom.sun.star.sdb.TextReportDesign, default, visible, .uno:EditStylecom.sun.star.sheet.SpreadsheetDocument, Auditing, visible, .uno:EditStylecom.sun.star.sheet.SpreadsheetDocument, Cell, visible, .uno:EditStylecom.sun.star.sheet.SpreadsheetDocument, default, visible, .uno:EditStylecom.sun.star.sheet.SpreadsheetDocument, EditCell, visible, .uno:EditStylecom.sun.star.sheet.SpreadsheetDocument, Pivot, visible, .uno:EditStylecom.sun.star.sheet.SpreadsheetDocument, Sparkline, visible, .uno:EditStyle com.sun.star.text.TextDocument, any, visiblecom.sun.star.text.GlobalDocument, any, visiblecom.sun.star.text.WebDocument, any, visiblecom.sun.star.xforms.XMLFormDocument, any, visiblecom.sun.star.sdb.FormDesign, any, visiblecom.sun.star.sdb.TextReportDesign, any, visible com.sun.star.text.TextDocument, any, visiblecom.sun.star.text.GlobalDocument, any, visiblecom.sun.star.text.WebDocument, any, visiblecom.sun.star.xforms.XMLFormDocument, any, visiblecom.sun.star.sdb.FormDesign, any, visiblecom.sun.star.sdb.TextReportDesign, any, visible com.sun.star.text.TextDocument, Graphic, visible, .uno:TextWrapcom.sun.star.text.TextDocument, OLE, visible, .uno:TextWrapcom.sun.star.text.TextDocument, Frame, visible, .uno:TextWrap com.sun.star.text.TextDocument, Table, visible, .uno:TableDialogcom.sun.star.text.GlobalDocument, Table, visible, .uno:TableDialogcom.sun.star.text.WebDocument, Table, visible, .uno:TableDialogcom.sun.star.xforms.XMLFormDocument, Table, visible, .uno:TableDialogcom.sun.star.sdb.FormDesign, Table, visible, .uno:TableDialogcom.sun.star.sdb.TextReportDesign, Table, visible, .uno:TableDialog -com.sun.star.sheet.SpreadsheetDocument, Draw, hiddencom.sun.star.sheet.SpreadsheetDocument, Graphic, hiddencom.sun.star.drawing.DrawingDocument, Draw, hiddencom.sun.star.presentation.PresentationDocument, Draw, hiddencom.sun.star.drawing.DrawingDocument, Graphic, hiddencom.sun.star.presentation.PresentationDocument, Graphic, hiddencom.sun.star.drawing.DrawingDocument, TextObject, hiddencom.sun.star.presentation.PresentationDocument, TextObject, hiddencom.sun.star.text.TextDocument, Graphic, hiddencom.sun.star.text.GlobalDocument, Graphic, hiddencom.sun.star.text.WebDocument, Graphic, hiddencom.sun.star.xforms.XMLFormDocument, Graphic, hiddencom.sun.star.sdb.FormDesign, Graphic, hiddencom.sun.star.sdb.TextReportDesign, Graphic, hidden +com.sun.star.sheet.SpreadsheetDocument, Draw, hiddencom.sun.star.sheet.SpreadsheetDocument, Graphic, hiddencom.sun.star.drawing.DrawingDocument, Draw, hiddencom.sun.star.presentation.PresentationDocument, Draw, visiblecom.sun.star.drawing.DrawingDocument, Graphic, hiddencom.sun.star.presentation.PresentationDocument, Graphic, hiddencom.sun.star.drawing.DrawingDocument, TextObject, hiddencom.sun.star.presentation.PresentationDocument, TextObject, hiddencom.sun.star.text.TextDocument, Graphic, hiddencom.sun.star.text.GlobalDocument, Graphic, hiddencom.sun.star.text.WebDocument, Graphic, hiddencom.sun.star.xforms.XMLFormDocument, Graphic, hiddencom.sun.star.sdb.FormDesign, Graphic, hiddencom.sun.star.sdb.TextReportDesign, Graphic, hidden com.sun.star.sheet.SpreadsheetDocument, Auditing, visible, .uno:CellTextDlgcom.sun.star.sheet.SpreadsheetDocument, Cell, visible, .uno:CellTextDlgcom.sun.star.sheet.SpreadsheetDocument, default, visible, .uno:CellTextDlgcom.sun.star.sheet.SpreadsheetDocument, DrawText, visible, .uno:FontDialogcom.sun.star.sheet.SpreadsheetDocument, DrawLine, hidden, .uno:FontDialogcom.sun.star.sheet.SpreadsheetDocument, EditCell, visible, .uno:FontDialogcom.sun.star.sheet.SpreadsheetDocument, Pivot, visible, .uno:CellTextDlgcom.sun.star.sheet.SpreadsheetDocument, Sparkline, visible, .uno:FontDialogcom.sun.star.drawing.DrawingDocument, Draw, hidden, .uno:FontDialogcom.sun.star.presentation.PresentationDocument, Draw, hidden, .uno:FontDialogcom.sun.star.drawing.DrawingDocument, DrawFontwork, hidden, .uno:FontDialogcom.sun.star.presentation.PresentationDocument, DrawFontwork, hidden, .uno:FontDialogcom.sun.star.drawing.DrawingDocument, DrawText, visible, .uno:FontDialogcom.sun.star.presentation.PresentationDocument, DrawText, visible, .uno:FontDialogcom.sun.star.drawing.DrawingDocument, DrawLine, hidden, .uno:FontDialogcom.sun.star.presentation.PresentationDocument, DrawLine, hidden, .uno:FontDialogcom.sun.star.drawing.DrawingDocument, Graphic, hidden, .uno:FontDialogcom.sun.star.presentation.PresentationDocument, Graphic, hidden, .uno:FontDialogcom.sun.star.drawing.DrawingDocument, OutlineText, visible, .uno:FontDialogcom.sun.star.presentation.PresentationDocument, OutlineText, visible, .uno:FontDialogcom.sun.star.drawing.DrawingDocument, Table, visible, .uno:FontDialogcom.sun.star.presentation.PresentationDocument, Table, visible, .uno:FontDialogcom.sun.star.drawing.DrawingDocument, TextObject, visible, .uno:FontDialogcom.sun.star.presentation.PresentationDocument, TextObject, visible, .uno:FontDialogcom.sun.star.text.TextDocument, Annotation, visible, .uno:FontDialogcom.sun.star.text.GlobalDocument, Annotation, visible, .uno:FontDialogcom.sun.star.text.WebDocument, Annotation, visible, .uno:FontDialogcom.sun.star.xforms.XMLFormDocument, Annotation, visible, .uno:FontDialogcom.sun.star.sdb.FormDesign, Annotation, visible, .uno:FontDialogcom.sun.star.sdb.TextReportDesign, Annotation, visible, .uno:FontDialogcom.sun.star.text.TextDocument, DrawText, visible, .uno:FontDialogcom.sun.star.text.GlobalDocument, DrawText, visible, .uno:FontDialogcom.sun.star.text.WebDocument, DrawText, visible, .uno:FontDialogcom.sun.star.xforms.XMLFormDocument, DrawText, visible, .uno:FontDialogcom.sun.star.sdb.FormDesign, DrawText, visible, .uno:FontDialogcom.sun.star.sdb.TextReportDesign, DrawText, visible, .uno:FontDialogcom.sun.star.text.TextDocument, Table, visible, .uno:FontDialogcom.sun.star.text.GlobalDocument, Table, visible, .uno:FontDialogcom.sun.star.text.WebDocument, Table, visible, .uno:FontDialogcom.sun.star.xforms.XMLFormDocument, Table, visible, .uno:FontDialogcom.sun.star.sdb.FormDesign, Table, visible, .uno:FontDialogcom.sun.star.sdb.TextReportDesign, Table, visible, .uno:FontDialogcom.sun.star.text.TextDocument, Text, visible, .uno:FontDialogcom.sun.star.text.GlobalDocument, Text, visible, .uno:FontDialogcom.sun.star.text.WebDocument, Text, visible, .uno:FontDialogcom.sun.star.xforms.XMLFormDocument, Text, visible, .uno:FontDialogcom.sun.star.sdb.FormDesign, Text, visible, .uno:FontDialogcom.sun.star.sdb.TextReportDesign, Text, visible, .uno:FontDialogcom.sun.star.text.TextDocument, default, visible, .uno:FontDialogcom.sun.star.text.GlobalDocument, default, visible, .uno:FontDialogcom.sun.star.text.WebDocument, default, visible, .uno:FontDialogcom.sun.star.xforms.XMLFormDocument, default, visible, .uno:FontDialogcom.sun.star.sdb.FormDesign, default, visible, .uno:FontDialogcom.sun.star.sdb.TextReportDesign, default, visible, .uno:FontDialog notebookbar.ui notebookbar.ui @@ -126,7 +237,8 @@ notebookbar.ui notebookbar.ui private:resource/toolbar/standardbarprivate:resource/toolbar/textobjectbar -true +false + true false 0,0 @@ -140,7 +252,22 @@ false 0 Logo +Logo false +true +false +0,1 +true +1 +false +true +false +2147483647,2147483647 +0,0 +false +0 +Find +true true true 0,0 @@ -154,6 +281,7 @@ false 0 Standard +Standard false true true @@ -182,17 +310,42 @@ false 0 Formatting +Formatting false -1 PDF - Portable Document Format (.pdf) +1 file:///home/someone/Nextcloud/Office/Schule/Wir/marx_manifestPDF - Portable Document Format (.pdf) +13 +White;16777215#EF413A;15679802#EF413A;15679802 general -labelTP_PARA_ASIAN +RID_SVXPAGE_CHAR_EFFECTS +RID_SVXPAGE_AREA +customize +labelTP_PARA_STD type borders -V1,2,0 +indents +organizer +1 +33;-8;58;58 +V2,H,0,AL:(4,16,0/0/180/450,180;962) +V2,H,0,AL:(4,16,0/0/180/450,180;974) +V1,2,2,0,27414,0,27415 V1,2,0 V1,2,1,10336 V1,2,0 -V2,V,0,AL:(5,16,0/0/534/450,534;1267) +V2,V,0,AL:(5,16,0/0/48/450,48;450) + +V2,V,128 +V2,H,192,,,;1;,,,; +V2,V,20 +V2,V,0,AL:(5,16,0/0/377/450,377;450) + +V2,V,128 +V2,H,0,,,;1;,,,; +V2,V,0,AL:(5,16,0/0/404/450,404;809) + +V2,V,128 +V2,H,0,AL:(4,16,0/0/180/450,180;922) +V2,V,0,AL:(5,16,0/0/442/450,442;881) V2,V,128 V2,H,0,General,,664,432;5;,,,; @@ -239,6 +392,7 @@ true 2 1250 +1250 false 1 true @@ -252,7 +406,7 @@ true 0 -110 +130 2091 true true @@ -281,13 +435,17 @@ 23265 23266 23266 -en-GB +en-US +0,0,789,484;5;0,0,1708,1032; +-2,0,1708,1004;5;0,0,1708,1032; +-2,0,1708,1004;5;0,0,1708,1032; 4096 -0,0,1832,1417;5;0,0,1832,1417; +-2,0,1708,1004;5;0,0,1708,1032; 480(Build:2) +false true 1753737259 -1753737259 +1761643384 24.8 false false @@ -298,9 +456,55 @@ 1 true General -Canon_MG3600_series -Canon_MG3600_series -,,872,570;5;,,,; +MG3600_series +MG3600_series +,,1707,1031;5;,,,; 3 false +1templates1en-US1Styles0Modern$(brandbaseurl)/share/template/common/styles/Modern.ott0Simple$(brandbaseurl)/share/template/common/styles/Simple.ott0Default$(brandbaseurl)/share/template/common/styles/Default.ott1Drawings0BPMN$(brandbaseurl)/share/template/common/draw/bpmn.otg1Localization0ja_ott_normal$(brandbaseurl)/share/template/common/l10n/ja_ott_normal.ott0Simplified Chinese Normal$(brandbaseurl)/share/template/common/l10n/zh_CN_ott_normal.ott1Presentations0DNA$(brandbaseurl)/share/template/common/presnt/DNA.otp0Candy$(brandbaseurl)/share/template/common/presnt/Candy.otp0Focus$(brandbaseurl)/share/template/common/presnt/Focus.otp0Piano$(brandbaseurl)/share/template/common/presnt/Piano.otp0Vivid$(brandbaseurl)/share/template/common/presnt/Vivid.otp0Lights$(brandbaseurl)/share/template/common/presnt/Lights.otp0Pencil$(brandbaseurl)/share/template/common/presnt/Pencil.otp0Sunset$(brandbaseurl)/share/template/common/presnt/Sunset.otp0Beehive$(brandbaseurl)/share/template/common/presnt/Beehive.otp0Freshes$(brandbaseurl)/share/template/common/presnt/Freshes.otp0Vintage$(brandbaseurl)/share/template/common/presnt/Vintage.otp0Progress$(brandbaseurl)/share/template/common/presnt/Progress.otp0Portfolio$(brandbaseurl)/share/template/common/presnt/Portfolio.otp0Forestbird$(brandbaseurl)/share/template/common/presnt/Forestbird.otp0Metropolis$(brandbaseurl)/share/template/common/presnt/Metropolis.otp0Inspiration$(brandbaseurl)/share/template/common/presnt/Inspiration.otp0Blue Curve$(brandbaseurl)/share/template/common/presnt/Blue_Curve.otp0Midnightblue$(brandbaseurl)/share/template/common/presnt/Midnightblue.otp0Yellow Idea$(brandbaseurl)/share/template/common/presnt/Yellow_Idea.otp0Grey Elegant$(brandbaseurl)/share/template/common/presnt/Grey_Elegant.otp0Blueprint Plans$(brandbaseurl)/share/template/common/presnt/Blueprint_Plans.otp0Growing Liberty$(brandbaseurl)/share/template/common/presnt/Growing_Liberty.otp0Nature Illustration$(brandbaseurl)/share/template/common/presnt/Nature_Illustration.otp1My Templates0allzwecktemplatefile:///home/someone/Templates/allzwecktemplate.ott0soldi_protokoll_bg_bremen$(userdataurl)/user/template/soldi_protokoll_bg_bremen.ott1Business Correspondence0Modern business letter serif$(brandbaseurl)/share/template/common/officorr/Modern_business_letter_serif.ott0Modern business letter sans-serif$(brandbaseurl)/share/template/common/officorr/Modern_business_letter_sans_serif.ott1Other Business Documents0Businesscard with logo$(brandbaseurl)/share/template/common/offimisc/Businesscard-with-logo.ott1Personal Correspondence and Documents0CV$(brandbaseurl)/share/template/common/personal/CV.ott0Resume$(brandbaseurl)/share/template/common/personal/Resume1page.ott +0false-11290$(brandbaseurl)/share/template/common$(brandbaseurl)/program/../share/template/en-US$(userdataurl)/user/templatefile:///home/someone/Templates-112912-1129 +1-1129 +1application/vnd.oasis.opendocument.text-template-1129 +1application/vnd.oasis.opendocument.text-template-1129 +1-1129 +1application/vnd.oasis.opendocument.graphics-template-1129 +1-1129 +1application/vnd.oasis.opendocument.text-template-1129 +1application/vnd.oasis.opendocument.text-template-1129 +1file:///home/someone/Templates-1129 +1application/vnd.oasis.opendocument.text-template-1129 +1application/vnd.oasis.opendocument.text-template-1129 +1-1129 +1application/vnd.oasis.opendocument.text-template-1129 +1-1129 +1application/vnd.oasis.opendocument.text-template-1129 +1application/vnd.oasis.opendocument.text-template-1129 +1-1129 +1application/vnd.oasis.opendocument.presentation-template-1129 +1application/vnd.oasis.opendocument.presentation-template-1129 +1application/vnd.oasis.opendocument.presentation-template-1129 +1application/vnd.oasis.opendocument.presentation-template-1129 +1application/vnd.oasis.opendocument.presentation-template-1129 +1application/vnd.oasis.opendocument.presentation-template-1129 +1application/vnd.oasis.opendocument.presentation-template-1129 +1application/vnd.oasis.opendocument.presentation-template-1129 +1application/vnd.oasis.opendocument.presentation-template-1129 +1application/vnd.oasis.opendocument.presentation-template-1129 +1application/vnd.oasis.opendocument.presentation-template-1129 +1application/vnd.oasis.opendocument.presentation-template-1129 +1application/vnd.oasis.opendocument.presentation-template-1129 +1application/vnd.oasis.opendocument.presentation-template-1129 +1application/vnd.oasis.opendocument.presentation-template-1129 +1application/vnd.oasis.opendocument.presentation-template-1129 +1application/vnd.oasis.opendocument.presentation-template-1129 +1application/vnd.oasis.opendocument.presentation-template-1129 +1application/vnd.oasis.opendocument.presentation-template-1129 +1application/vnd.oasis.opendocument.presentation-template-1129 +1application/vnd.oasis.opendocument.presentation-template-1129 +1application/vnd.oasis.opendocument.presentation-template-1129 +1application/vnd.oasis.opendocument.presentation-template-1129 +1-1129 +1application/vnd.oasis.opendocument.text-template-1129 +1application/vnd.oasis.opendocument.text-template-1129 +1application/vnd.oasis.opendocument.text-template-1129 diff --git a/eggs/libreoffice/4/user/store/.templdir.cache b/eggs/libreoffice/4/user/store/.templdir.cache index 0516173..334a64e 100644 Binary files a/eggs/libreoffice/4/user/store/.templdir.cache and b/eggs/libreoffice/4/user/store/.templdir.cache differ diff --git a/eggs/libreoffice/4/user/wordbook/standard.dic b/eggs/libreoffice/4/user/wordbook/standard.dic index 6400c24..37b9015 100755 --- a/eggs/libreoffice/4/user/wordbook/standard.dic +++ b/eggs/libreoffice/4/user/wordbook/standard.dic @@ -2,14 +2,19 @@ OOoUserDict1 lang: type: positive --- +Aneignungsweisen Checksum Docker Healthineers Imutable Layer Layering +Pfahlbürgertum Shared Spezifikationsversion +Testung +Urbanisierung +Wirtchaftweise dockerfile grundauf hereinbezihung diff --git a/eggs/logseq/SharedStorage b/eggs/logseq/SharedStorage new file mode 100644 index 0000000..7ee7c11 Binary files /dev/null and b/eggs/logseq/SharedStorage differ diff --git a/eggs/logseq/logseq/graphs/logseq_local_++home++someone++Nextcloud++.logseq.transit b/eggs/logseq/logseq/graphs/logseq_local_++home++someone++Nextcloud++.logseq.transit index 987af91..4fd2cfe 100644 --- 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influencers, and the rich tend to get more respect in the USA. Older adults\"},\n :properties {:color \"yellow\"}}\n {:id #uuid \"689f1b84-7f97-4f52-bf5b-9ac98db01510\",\n :page 3,\n :position {:bounding {:x1 526.65576171875,\n :y1 383.40625,\n :x2 759.4852905273438,\n :y2 403.40625,\n :width 901,\n :height 1274.262347130762},\n :rects ({:x1 526.65576171875,\n :y1 383.40625,\n :x2 759.4852905273438,\n :y2 403.40625,\n :width 901,\n :height 1274.262347130762}),\n :page 3},\n :content {:text \"same sex or gender is legal.\"},\n :properties {:color \"yellow\"}}\n {:id #uuid \"689f1b8d-9345-4362-bce2-53282cfde8df\",\n :page 3,\n :position {:bounding {:x1 438.0518493652344,\n :y1 478.765625,\n :x2 664.3701171875,\n :y2 498.765625,\n :width 901,\n :height 1274.262347130762},\n :rects ({:x1 438.0518493652344,\n :y1 478.765625,\n :x2 664.3701171875,\n :y2 498.765625,\n :width 901,\n :height 1274.262347130762}),\n :page 3},\n :content {:text \"Polygamy is against the law\"},\n :properties {:color \"yellow\"}}\n {:id #uuid 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9},\n :content {:text \"Vertrauenswürdigkeit und Integrität von globalen Technologien und Systemen zu bewerten\"},\n :properties {:color \"yellow\"}}\n {:id #uuid \"68a45bbe-8dc6-4496-8d1b-146365123bbb\",\n :page 9,\n :position {:bounding {:x1 90.9062557220459,\n :y1 860.7395935058594,\n :x2 679.1399745941162,\n :y2 899.375,\n :width 953.5999999999999,\n :height 1347.1999999999998},\n :rects ({:x1 437.5043239593506,\n :y1 860.7395935058594,\n :x2 679.1399745941162,\n :y2 876.7395935058594,\n :width 953.5999999999999,\n :height 1347.1999999999998}\n {:x1 90.9062557220459,\n :y1 883.375,\n :x2 297.0122890472412,\n :y2 899.375,\n :width 953.5999999999999,\n :height 1347.1999999999998}),\n :page 9},\n :content {:text \"um sich nicht ausschließlich auf eigene Ressourcen verlassen zu müssen\"},\n :properties {:color \"yellow\"}}\n {:id #uuid \"68a45bfe-58e1-41a2-9646-2ea2f16c9948\",\n :page 9,\n :position {:bounding {:x1 467.8356227874756,\n :y1 928.7604675292969,\n :x2 580.9316005706787,\n 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Fragen der Nutzung und Datenhoheit von personenbezogenen Daten\"},\n :properties {:color \"green\"}}\n {:id #uuid \"68a45ca5-f0be-4fa3-a878-53d6fafbb24e\",\n :page 9,\n :position {:bounding {:x1 90.9062557220459,\n :y1 974.0208740234375,\n :x2 672.6310482025146,\n :y2 1035.4167175292969,\n :width 953.5999999999999,\n :height 1347.1999999999998},\n :rects ({:x1 511.26137351989746,\n :y1 974.0208740234375,\n :x2 645.3196620941162,\n :y2 990.0208740234375,\n :width 953.5999999999999,\n :height 1347.1999999999998}\n {:x1 90.9062557220459,\n :y1 996.7917175292969,\n :x2 672.6310482025146,\n :y2 1012.7917175292969,\n :width 953.5999999999999,\n :height 1347.1999999999998}\n {:x1 90.9062557220459,\n :y1 1019.4167175292969,\n :x2 373.7055721282959,\n :y2 1035.4167175292969,\n :width 953.5999999999999,\n :height 1347.1999999999998}),\n :page 9},\n :content {:text \"Geschäftsperspektive beschäftigt sich mit Fragen der Nutzung und Datenhoheit von personenbezogenen und nichtpersonenbezogenen Daten von Unternehmen\"},\n :properties {:color \"green\"}}\n {:id #uuid \"68a45ccd-e42d-4aa9-bebf-df2a7e65c382\",\n :page 9,\n :position {:bounding {:x1 90.9062557220459,\n :y1 1019.4167175292969,\n :x2 661.85866355896,\n :y2 1058.0521240234375,\n :width 953.5999999999999,\n :height 1347.1999999999998},\n :rects ({:x1 453.4860439300537,\n :y1 1019.4167175292969,\n :x2 661.85866355896,\n :y2 1035.4167175292969,\n :width 953.5999999999999,\n :height 1347.1999999999998}\n {:x1 90.9062557220459,\n :y1 1042.0521240234375,\n :x2 582.5536098480225,\n :y2 1058.0521240234375,\n :width 953.5999999999999,\n :height 1347.1999999999998}),\n :page 9},\n :content {:text \"politische Perspektive die sich mit Fragen von Zugrien und Zugrisrechten von Staaten und Sicherheitsbehörden\"},\n :properties {:color \"green\"}}\n {:id #uuid \"68a45d53-fad2-4105-8f8f-e409d8e3c9c3\",\n :page 9,\n :position {:bounding {:x1 90.9062557220459,\n :y1 1132.8333740234375,\n :x2 112.09221458435059,\n :y2 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Blaß und dunkel sitzt er da, düstere Höhlen sind seine Augen, seine Hände liegen bleich auf dem Tisch. Wieder hat er einen Brief von der Reichs schrifttumskammer bekommen. Eint neue Säuberungs aktion unter den Schriftstellern soll stattfinden, bei der man Algin wahrscheinlich aussieben wird. Vielleicht würde es ihn retten, wenn er jetzt ein längeres Gedicht auf den Führer macht, was ihm bisher immer noch wider strebte. Aber auch das kann ihm gefährlich werden. Denn vielleicht werden die nationalsozialistischen Schriftsteller böse, daß er wagt, den Führer anzudichten, ohne alter Kämpfer zu sein. Er darf auch nicht wagen, einen natio nalsozialistischen Roman zu schreiben, weil ihm das nicht zukommt. Wenn er aber keinen nationalsozialisti schen Roman schreibt, ist er unerwünscht. Er wird noch immer gern gelesen und gedruckt, das soll auch nicht sein\"},\n :properties {:color \"yellow\"}}\n {:id #uuid \"68a56d57-e427-4db8-8991-c89a354cd5cf\",\n :page 86,\n :position {:bounding {:x1 124.83332824707031,\n :y1 83.01040649414062,\n :x2 463.2919464111328,\n :y2 100.34375,\n :width 523.9999999999999,\n :height 864.4166666666665},\n :rects ({:x1 124.83332824707031,\n :y1 83.01040649414062,\n :x2 463.2919464111328,\n :y2 100.34375,\n :width 523.9999999999999,\n :height 864.4166666666665}),\n :page 86},\n :content {:text \"Wo Vollkommenheit ist, hört die Dichtung auf.\"},\n :properties {:color \"yellow\"}}\n {:id #uuid \"68a56da7-9ab7-4415-a65c-9c1bb66eb55e\",\n :page 86,\n :position {:bounding {:x1 58.83332824707031,\n :y1 297.03125,\n :x2 464.40797424316406,\n :y2 331.94793701171875,\n :width 523.9999999999999,\n :height 864.4166666666665},\n :rects ({:x1 388.4166717529297,\n :y1 297.03125,\n :x2 464.40797424316406,\n :y2 314.3645935058594,\n :width 523.9999999999999,\n :height 864.4166666666665}\n {:x1 58.83332824707031,\n :y1 314.6145935058594,\n :x2 301.42652893066406,\n :y2 331.94793701171875,\n :width 523.9999999999999,\n :height 864.4166666666665}),\n :page 86},\n :content {:text \"Bring dich um, Algin - du lebst im Paradies\"},\n :properties {:color \"yellow\"}}\n {:id #uuid \"68a56f13-24ea-45ab-b455-fdf91504bd7b\",\n :page 86,\n :position {:bounding {:x1 58.83332824707031,\n :y1 653.7604217529297,\n :x2 465.5345001220703,\n :y2 687.59375,\n :width 523.9999999999999,\n :height 864.4166666666665},\n :rects ({:x1 212.4166717529297,\n :y1 653.7604217529297,\n :x2 465.5345001220703,\n :y2 671.0937652587891,\n :width 523.9999999999999,\n :height 864.4166666666665}\n {:x1 58.83332824707031,\n :y1 670.2604217529297,\n :x2 111.81109619140625,\n :y2 687.59375,\n :width 523.9999999999999,\n :height 864.4166666666665}),\n :page 86},\n :content {:text \"daß ich in einem Absteigequartier wohne,\"},\n :properties {:color \"yellow\"}}\n {:id #uuid \"68a56f47-3f20-4e67-9a15-3c156c98f845\",\n :page 86,\n :position {:bounding {:x1 59.16667175292969,\n :y1 511.0312805175781,\n :x2 465.0050811767578,\n :y2 546.3437805175781,\n :width 523.9999999999999,\n :height 864.4166666666665},\n :rects ({:x1 325.5833282470703,\n :y1 511.0312805175781,\n :x2 465.0050811767578,\n :y2 528.3645935058594,\n :width 523.9999999999999,\n :height 864.4166666666665}\n {:x1 59.16667175292969,\n :y1 529.0104370117188,\n :x2 249.85499572753906,\n :y2 546.3437805175781,\n :width 523.9999999999999,\n :height 864.4166666666665}),\n :page 86},\n :content {:text \"Mädchen, bunt und leicht wie ein Pfauenauge\"},\n :properties {:color \"yellow\"}}\n {:id #uuid \"68a56fca-8f5b-4ce5-8715-d718b074f7f6\",\n :page 87,\n :position {:bounding {:x1 59.16667175292969,\n :y1 583.3646240234375,\n :x2 365.50611877441406,\n :y2 600.6979370117188,\n :width 523.9999999999999,\n :height 864.4166666666665},\n :rects ({:x1 59.16667175292969,\n :y1 583.3646240234375,\n :x2 365.50611877441406,\n :y2 600.6979370117188,\n :width 523.9999999999999,\n :height 864.4166666666665}),\n :page 87},\n :content {:text \"großen deutschen Denunziantenbewegung\"},\n :properties {:color \"yellow\"}}\n {:id #uuid \"68a5709d-09f5-46c0-939f-7a7dce6b3d6e\",\n :page 88,\n :position {:bounding {:x1 58.41667175292969,\n :y1 226.1770782470703,\n :x2 464.5707550048828,\n :y2 261.53126525878906,\n :width 523.9999999999999,\n :height 864.4166666666665},\n :rects ({:x1 82.09858703613281,\n :y1 226.1770782470703,\n :x2 464.5707550048828,\n :y2 243.5104217529297,\n :width 523.9999999999999,\n :height 864.4166666666665}\n {:x1 58.41667175292969,\n :y1 244.1979217529297,\n :x2 87.16279602050781,\n :y2 261.53126525878906,\n :width 523.9999999999999,\n :height 864.4166666666665}),\n :page 88},\n :content {:text \"Der Stürmer heute neu, die Brennessel, der neue I. B.\"},\n :properties {:color \"yellow\"}}\n {:id #uuid \"68a57132-d84a-429d-bb2a-5d01ad67df23\",\n :page 88,\n :position {:bounding {:x1 58.83332824707031,\n :y1 619.3645935058594,\n :x2 458.8887481689453,\n :y2 654.3645935058594,\n :width 523.9999999999999,\n :height 864.4166666666665},\n :rects ({:x1 73.16667175292969,\n :y1 619.3645935058594,\n :x2 458.8887481689453,\n :y2 636.6979370117188,\n :width 523.9999999999999,\n :height 864.4166666666665}\n {:x1 58.83332824707031,\n :y1 637.03125,\n :x2 196.92091369628906,\n :y2 654.3645935058594,\n :width 523.9999999999999,\n :height 864.4166666666665}),\n :page 88},\n :content {:text \"Der Stürmermann hat Neues über Juden und Freimau rer herausgefunden\"},\n :properties {:color \"yellow\"}}\n {:id #uuid \"68a5715e-86bc-431e-96cf-f4bf199a078e\",\n :page 88,\n :position {:bounding {:x1 73.16667175292969,\n :y1 493.7812805175781,\n :x2 406.8780975341797,\n :y2 511.1145935058594,\n :width 523.9999999999999,\n :height 864.4166666666665},\n :rects ({:x1 73.16667175292969,\n :y1 493.7812805175781,\n :x2 406.8780975341797,\n :y2 511.1145935058594,\n :width 523.9999999999999,\n :height 864.4166666666665}),\n :page 88},\n :content {:text \"Blaue Rauchwolken durchschwimmen die Luft\"},\n :properties {:color \"yellow\"}}\n {:id #uuid \"68a57240-2226-4c81-b2c3-7692e18fb281\",\n :page 89,\n :position {:bounding {:x1 61.58332824707031,\n :y1 494.1770935058594,\n :x2 467.7036895751953,\n :y2 529.09375,\n :width 523.9999999999999,\n :height 864.4166666666665},\n :rects ({:x1 214.8333282470703,\n :y1 494.1770935058594,\n :x2 467.7036895751953,\n :y2 511.51043701171875,\n :width 523.9999999999999,\n :height 864.4166666666665}\n {:x1 61.58332824707031,\n :y1 511.76043701171875,\n :x2 196.95094299316406,\n :y2 529.09375,\n :width 523.9999999999999,\n :height 864.4166666666665}),\n :page 89},\n :content {:text \"Ihnen als Löwenmenschen will ich etwas anvertrauen,\"},\n :properties {:color \"yellow\"}}\n {:id #uuid \"68a572a1-7e5f-4fd7-aaab-ca7ea73cc786\",\n :page 91,\n :position {:bounding {:x1 58,\n :y1 47.36457824707031,\n :x2 463.64796447753906,\n :y2 82.44792175292969,\n :width 523.9999999999999,\n :height 864.4166666666665},\n :rects ({:x1 247.5833282470703,\n :y1 47.36457824707031,\n :x2 463.64796447753906,\n :y2 64.69792175292969,\n :width 523.9999999999999,\n :height 864.4166666666665}\n {:x1 58,\n :y1 65.11457824707031,\n :x2 421.08265686035156,\n :y2 82.44792175292969,\n :width 523.9999999999999,\n :height 864.4166666666665}),\n :page 91},\n :content {:text \"Vorige Woche habe ich einen Straßenbahnschaffner entlarvt durch meinen Zweig\"},\n :properties {:color \"yellow\"}}\n {:id #uuid \"68a572c6-26ca-4511-8b62-dc8a6143ef8e\",\n :page 91,\n :position {:bounding {:x1 58.83332824707031,\n :y1 279.78125762939453,\n :x2 464.53700256347656,\n :y2 315.11458587646484,\n :width 523.9999999999999,\n :height 864.4166666666665},\n :rects ({:x1 228.4166717529297,\n :y1 279.78125762939453,\n :x2 464.53700256347656,\n :y2 297.11458587646484,\n :width 523.9999999999999,\n :height 864.4166666666665}\n {:x1 58.83332824707031,\n :y1 297.7812728881836,\n :x2 200.1056365966797,\n :y2 315.11458587646484,\n :width 523.9999999999999,\n :height 864.4166666666665}),\n :page 91},\n :content {:text \"Nur als ich Franz liebte, habe ich die Welt verstanden\"},\n :properties {:color \"yellow\"}}\n {:id #uuid \"68a5735b-3fb3-4d78-ba9e-07ddfa17c9fd\",\n :page 86,\n :position {:bounding {:x1 58.83332824707031,\n :y1 368.6145820617676,\n :x2 464.96144104003906,\n :y2 439.1145820617676,\n :width 523.9999999999999,\n :height 864.4166666666665},\n :rects ({:x1 252.00001525878906,\n :y1 368.6145820617676,\n :x2 464.96144104003906,\n :y2 385.94792556762695,\n :width 523.9999999999999,\n :height 864.4166666666665}\n {:x1 58.83332824707031,\n :y1 386.19792556762695,\n :x2 458.9423370361328,\n :y2 403.5312690734863,\n :width 523.9999999999999,\n :height 864.4166666666665}\n {:x1 58.83332824707031,\n :y1 404.19792556762695,\n :x2 458.9944610595703,\n :y2 421.5312690734863,\n :width 523.9999999999999,\n :height 864.4166666666665}\n {:x1 58.83332824707031,\n :y1 421.7812690734863,\n :x2 211.92259216308594,\n :y2 439.1145820617676,\n :width 523.9999999999999,\n :height 864.4166666666665}),\n :page 86},\n :content {:text \"es tun«, sagt der Algin, »ich werde mich umbringen. Aber vorher muß ich andere um bringen. Ich muß einen Menschen umbringen, der min derwertiger ist als ich\"},\n :properties {:color \"yellow\"}}\n {:id #uuid \"68a576d1-8c72-4984-b7aa-1bb0a4c04588\",\n :page 92,\n :position {:bounding {:x1 58.83333206176758,\n :y1 65.34375,\n :x2 464.95573806762695,\n :y2 100.36459350585938,\n :width 523.9999999999999,\n :height 864.4166666666665},\n :rects ({:x1 172.83333206176758,\n :y1 65.34375,\n :x2 464.95573806762695,\n :y2 82.67709350585938,\n :width 523.9999999999999,\n :height 864.4166666666665}\n {:x1 58.83333206176758,\n :y1 83.03125,\n :x2 184.61674880981445,\n :y2 100.36459350585938,\n :width 523.9999999999999,\n :height 864.4166666666665}),\n :page 92},\n :content {:text \"Alle sind betrunken, und ihre Sehnsucht ist Beharrlichkeit.\"},\n :properties {:color \"yellow\"}}\n {:id #uuid \"68a579fc-df9a-44f2-825b-3c05488c611b\",\n :page 85,\n :position {:bounding {:x1 58.83333206176758,\n :y1 634.6146240234375,\n :x2 345.7004585266113,\n :y2 651.9479675292969,\n :width 523.9999999999999,\n :height 864.4166666666665},\n :rects ({:x1 58.83333206176758,\n :y1 634.6146240234375,\n :x2 345.7004585266113,\n :y2 651.9479675292969,\n :width 523.9999999999999,\n :height 864.4166666666665}),\n :page 85},\n :content {:text \"Als Eunuch wirst du diesen Roman\"},\n :properties {:color \"green\"}}\n {:id #uuid \"68a57a37-efb2-4435-92e4-1539bff35430\",\n :page 87,\n :position {:bounding {:x1 92.83333206176758,\n :y1 65.78125,\n :x2 372.1472358703613,\n :y2 83.11459350585938,\n :width 523.9999999999999,\n :height 864.4166666666665},\n :rects ({:x1 92.83333206176758,\n :y1 65.78125,\n :x2 372.1472358703613,\n :y2 83.11459350585938,\n :width 523.9999999999999,\n :height 864.4166666666665}),\n :page 87},\n :content {:text \"Das Zimmer ist ein besserer Alpdruck\"},\n :properties {:color \"green\"}}],\n :extra {:page 85}}\n",536870917]],["^15",[53,"^17",1755712904835,536870917]],["^15",[53,"^Z","assets/Nach_Mitternacht_1755671054457_0.edn",536870917]],["^15",[54,"^3","{:highlights [{:id #uuid \"686bea41-7050-4b33-9a7a-2aab0eb8d3d0\",\n :page 1,\n :position {:bounding {:x1 425,\n :y1 287,\n :x2 546,\n :y2 307,\n :width 754,\n :height 1066.3714247715081},\n :rects (),\n :page 1},\n :content {:text \"[:span]\", :image 1751902791412},\n :properties {:color \"yellow\"}}],\n :extra {:page 1}}\n",536870917]],["^15",[54,"^17",1755712904837,536870917]],["^15",[54,"^Z","assets/OpenScan_2025-05-14_102929.269011_1751902759793_0.edn",536870917]],["^15",[55,"^3","{:version 1, :blocks ()}\n",536870917]],["^15",[55,"^17",1755712904839,536870917]],["^15",[55,"^Z","assets/local_1751844041_1751844075825_0.edn",536870917]],["^15",[56,"^3","{:meta/version 1\n\n ;; Set the preferred format.\n ;; Available options:\n ;; - Markdown (default)\n ;; - Org\n ;; :preferred-format \"Markdown\"\n\n ;; Set the preferred workflow style.\n ;; Available options:\n ;; - :now for NOW/LATER style (default)\n ;; - :todo for TODO/DOING style\n :preferred-workflow :todo\n\n ;; Exclude directories/files.\n ;; Example usage:\n ;; :hidden [\"/archived\" \"/test.md\" \"../assets/archived\"]\n :hidden []\n\n ;; Define the default journal page template.\n ;; Enter the template name between the quotes.\n :default-templates\n {:journals \"\"}\n\n ;; Set a custom date format for the journal page title.\n ;; Default value: \"MMM do, yyyy\"\n ;; e.g., \"Jan 19th, 2038\"\n ;; Example usage e.g., \"Tue 19th, Jan 2038\"\n ;; :journal/page-title-format \"EEE do, MMM yyyy\"\n\n ;; Specify the journal filename format using a valid date format string.\n ;; !Warning:\n ;; This configuration is not retroactive and affects only new journals.\n ;; To show old journal files in the app, manually rename the files in the\n ;; journal directory to match the new format.\n ;; Default value: \"yyyy_MM_dd\"\n ;; :journal/file-name-format \"yyyy_MM_dd\"\n\n ;; Enable tooltip preview on hover.\n ;; Default value: true\n :ui/enable-tooltip? 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false\n\n ;; Define the default home page and sidebar status.\n ;; If unspecified, the journal page will be loaded on startup and the right sidebar will stay hidden.\n ;; The `:page` value represents the name of the page displayed at startup.\n ;; Available options for `:sidebar` are:\n ;; - \"Contents\" to display the Contents page in the right sidebar.\n ;; - A specific page name to display in the right sidebar.\n ;; - An array of multiple pages, e.g., [\"Contents\" \"Page A\" \"Page B\"].\n ;; If `:sidebar` remains unset, the right sidebar will stay hidden.\n ;; Examples:\n ;; 1. Set \"Changelog\" as the home page and display \"Contents\" in the right sidebar:\n ;; :default-home {:page \"Changelog\", :sidebar \"Contents\"}\n ;; 2. Set \"Jun 3rd, 2021\" as the home page without the right sidebar:\n ;; :default-home {:page \"Jun 3rd, 2021\"}\n ;; 3. Set \"home\" as the home page and display multiple pages in the right sidebar:\n ;; :default-home {:page \"home\", :sidebar [\"Page A\" \"Page B\"]}\n\n ;; Set the default location for storing notes.\n ;; Default value: \"pages\"\n ;; :pages-directory \"pages\"\n\n ;; Set the default location for storing journals.\n ;; Default value: \"journals\"\n ;; :journals-directory \"journals\"\n\n ;; Set the default location for storing whiteboards.\n ;; Default value: \"whiteboards\"\n ;; :whiteboards-directory \"whiteboards\"\n\n ;; Enabling this option converts\n ;; [[Grant Ideas]] to [[file:./grant_ideas.org][Grant Ideas]] for org-mode.\n ;; For more information, visit https://github.com/logseq/logseq/issues/672\n ;; :org-mode/insert-file-link? false\n\n ;; Configure custom shortcuts.\n ;; Syntax:\n ;; 1. + indicates simultaneous key presses, e.g., `Ctrl+Shift+a`.\n ;; 2. A space between keys represents key chords, e.g., `t s` means\n ;; pressing `t` followed by `s`.\n ;; 3. mod refers to `Ctrl` for Windows/Linux and `Command` for Mac.\n ;; 4. Use false to disable a specific shortcut.\n ;; 5. You can define multiple bindings for a single action, e.g., [\"ctrl+j\" \"down\"].\n ;; The full list of configurable shortcuts is available at:\n ;; https://github.com/logseq/logseq/blob/master/src/main/frontend/modules/shortcut/config.cljs\n ;; Example:\n ;; :shortcuts\n ;; {:editor/new-block \"enter\"\n ;; :editor/new-line \"shift+enter\"\n ;; :editor/insert-link \"mod+shift+k\"\n ;; :editor/highlight false\n ;; :ui/toggle-settings \"t s\"\n ;; :editor/up [\"ctrl+k\" \"up\"]\n ;; :editor/down [\"ctrl+j\" \"down\"]\n ;; :editor/left [\"ctrl+h\" \"left\"]\n ;; :editor/right [\"ctrl+l\" \"right\"]}\n :shortcuts {}\n\n ;; Configure the behavior of pressing Enter in document mode.\n ;; if set to true, pressing Enter will create a new block.\n ;; Default value: false\n :shortcut/doc-mode-enter-for-new-block? false\n\n ;; Block content larger than `block/content-max-length` will not be searchable\n ;; or editable for performance.\n ;; Default value: 10000\n :block/content-max-length 10000\n\n ;; Display command documentation on hover.\n ;; Default value: true\n :ui/show-command-doc? true\n\n ;; Display empty bullet points.\n ;; Default value: false\n :ui/show-empty-bullets? false\n\n ;; Pre-defined :view function to use with advanced queries.\n :query/views\n {:pprint\n (fn [r] [:pre.code (pprint r)])}\n\n ;; Advanced queries `:result-transform` function.\n ;; Transform the query result before displaying it.\n :query/result-transforms\n {:sort-by-priority\n (fn [result] (sort-by (fn [h] (get h :block/priority \"Z\")) result))}\n\n ;; The following queries will be displayed at the bottom of today's journal page.\n ;; The \"NOW\" query returns tasks with \"NOW\" or \"DOING\" status.\n ;; The \"NEXT\" query returns tasks with \"NOW\", \"LATER\", or \"TODO\" status.\n :default-queries\n {:journals\n [{:title \"🔨 NOW\"\n :query [:find (pull ?h [*])\n :in $ ?start ?today\n :where\n [?h :block/marker ?marker]\n [(contains? #{\"NOW\" \"DOING\"} ?marker)]\n [?h :block/page ?p]\n [?p :block/journal? true]\n [?p :block/journal-day ?d]\n [(>= ?d ?start)]\n [(<= ?d ?today)]]\n :inputs [:14d :today]\n :result-transform (fn [result]\n (sort-by (fn [h]\n (get h :block/priority \"Z\")) result))\n :group-by-page? false\n :collapsed? false}\n {:title \"📅 NEXT\"\n :query [:find (pull ?h [*])\n :in $ ?start ?next\n :where\n [?h :block/marker ?marker]\n [(contains? #{\"NOW\" \"LATER\" \"TODO\"} ?marker)]\n [?h :block/page ?p]\n [?p :block/journal? true]\n [?p :block/journal-day ?d]\n [(> ?d ?start)]\n [(< ?d ?next)]]\n :inputs [:today :7d-after]\n :group-by-page? false\n :collapsed? false}]}\n\n ;; Add custom commands to the command palette\n ;; Example usage:\n ;; :commands\n ;; [\n ;; [\"js\" \"Javascript\"]\n ;; [\"md\" \"Markdown\"]\n ;; ]\n :commands []\n\n ;; Enable collapsing blocks with titles but no children.\n ;; By default, only blocks with children can be collapsed.\n ;; Setting `:outliner/block-title-collapse-enabled?` to true allows collapsing\n ;; blocks with titles (multiple lines) and content. For example:\n ;; - block title\n ;; block content\n ;; Default value: false\n :outliner/block-title-collapse-enabled? false\n\n ;; Macros replace texts and will make you more productive.\n ;; Example usage:\n ;; Change the :macros value below to:\n ;; {\"poem\" \"Rose is $1, violet's $2. Life's ordered: Org assists you.\"}\n ;; input \"{{poem red,blue}}\"\n ;; becomes\n ;; Rose is red, violet's blue. Life's ordered: Org assists you.\n :macros {}\n\n ;; Configure the default expansion level for linked references.\n ;; For example, consider the following block hierarchy:\n ;; - a [[page]] (level 1)\n ;; - b (level 2)\n ;; - c (level 3)\n ;; - d (level 4)\n ;;\n ;; With the default value of level 2, block b will be collapsed.\n ;; If the level's value is set to 3, block c will be collapsed.\n ;; Default value: 2\n :ref/default-open-blocks-level 2\n\n ;; Configure the threshold for linked references before collapsing.\n ;; Default value: 100\n :ref/linked-references-collapsed-threshold 50\n\n ;; Graph view configuration.\n ;; Example usage:\n ;; :graph/settings\n ;; {:orphan-pages? true ; Default value: true\n ;; :builtin-pages? false ; Default value: false\n ;; :excluded-pages? false ; Default value: false\n ;; :journal? false} ; Default value: false\n\n ;; Graph view configuration.\n ;; Example usage:\n ;; :graph/forcesettings\n ;; {:link-dist 180 ; Default value: 180\n ;; :charge-strength -600 ; Default value: -600\n ;; :charge-range 600} ; Default value: 600\n\n ;; Favorites to list on the left sidebar\n :favorites [\"startpage\" \"school\" \"server\" \"solid\" \"other\"]\n\n ;; Set flashcards interval.\n ;; Expected value:\n ;; - Float between 0 and 1\n ;; higher values result in faster changes to the next review interval.\n ;; Default value: 0.5\n ;; :srs/learning-fraction 0.5\n\n ;; Set the initial interval after the first successful review of a card.\n ;; Default value: 4\n ;; :srs/initial-interval 4\n\n ;; Hide specific block properties.\n ;; Example usage:\n ;; :block-hidden-properties #{:public :icon}\n\n ;; Create a page for all properties.\n ;; Default value: true\n :property-pages/enabled? true\n\n ;; Properties to exclude from having property pages\n ;; Example usage:\n ;; :property-pages/excludelist #{:duration :author}\n\n ;; By default, property value separated by commas will not be treated as\n ;; page references. You can add properties to enable it.\n ;; Example usage:\n ;; :property/separated-by-commas #{:alias :tags}\n\n ;; Properties that are ignored when parsing property values for references\n ;; Example usage:\n ;; :ignored-page-references-keywords #{:author :website}\n\n ;; logbook configuration.\n ;; :logbook/settings\n ;; {:with-second-support? false ;limit logbook to minutes, seconds will be eliminated\n ;; :enabled-in-all-blocks true ;display logbook in all blocks after timetracking\n ;; :enabled-in-timestamped-blocks false ;don't display logbook at all\n ;; }\n\n ;; Mobile photo upload configuration.\n ;; :mobile/photo\n ;; {:allow-editing? true\n ;; :quality 80}\n\n ;; Mobile features options\n ;; Gestures\n ;; Example usage:\n ;; :mobile\n ;; {:gestures/disabled-in-block-with-tags [\"kanban\"]}\n\n ;; Extra CodeMirror options\n ;; See https://codemirror.net/5/doc/manual.html#config for possible options\n ;; Example usage:\n ;; :editor/extra-codemirror-options\n ;; {:lineWrapping false ; Default value: false\n ;; :lineNumbers true ; Default value: true\n ;; :readOnly false} ; Default value: false\n\n ;; Enable logical outdenting\n ;; Default value: false\n ;; :editor/logical-outdenting? false\n\n ;; Prefer pasting the file when text and a file are in the clipboard.\n ;; Default value: false\n ;; :editor/preferred-pasting-file? false\n\n ;; Quick capture templates for receiving content from other apps.\n ;; Each template contains three elements {time}, {text} and {url}, which can be auto-expanded\n ;; by receiving content from other apps. Note: the {} cannot be omitted.\n ;; - {time}: capture time\n ;; - {date}: capture date using current date format, use `[[{date}]]` to get a page reference\n ;; - {text}: text that users selected before sharing.\n ;; - {url}: URL or assets path for media files stored in Logseq.\n ;; You can also reorder them or use only one or two of them in the template.\n ;; You can also insert or format any text in the template, as shown in the following examples.\n ;; :quick-capture-templates\n ;; {:text \"[[quick capture]] **{time}**: {text} from {url}\"\n ;; :media \"[[quick capture]] **{time}**: {url}\"}\n\n ;; Quick capture options.\n ;; - insert-today? Insert the capture at the end of today's journal page (boolean).\n ;; - redirect-page? Redirect to the quick capture page after capturing (boolean).\n ;; - default-page The default page to capture to if insert-today? is false (string).\n ;; :quick-capture-options\n ;; {:insert-today? false ;; Default value: true\n ;; :redirect-page? false ;; Default value: false\n ;; :default-page \"quick capture\"} ;; Default page: \"quick capture\"\n\n ;; File sync options\n ;; Ignore these files when syncing, regexp is supported.\n ;; :file-sync/ignore-files []\n\n ;; Configure the Enter key behavior for\n ;; context-aware editing with DWIM (Do What I Mean).\n ;; context-aware Enter key behavior implies that pressing Enter will\n ;; have different outcomes based on the context.\n ;; For instance, pressing Enter within a list generates a new list item,\n ;; whereas pressing Enter in a block reference opens the referenced block.\n ;; :dwim/settings\n ;; {:admonition&src? true ;; Default value: true\n ;; :markup? false ;; Default value: false\n ;; :block-ref? true ;; Default value: true\n ;; :page-ref? true ;; Default value: true\n ;; :properties? true ;; Default value: true\n ;; :list? false} ;; Default value: false\n\n ;; Configure the escaping method for special characters in page titles.\n ;; Warning:\n ;; This is a dangerous operation. To modify the setting,\n ;; access the 'Filename format' setting and follow the instructions.\n ;; Otherwise, You may need to manually rename all affected files and\n ;; re-index them on all clients after synchronization.\n ;; Incorrect handling may result in messy page titles.\n ;; Available options:\n ;; - :triple-lowbar (default)\n ;; ;use triple underscore `___` for slash `/` in page title\n ;; ;use Percent-encoding for other invalid characters\n :file/name-format :triple-lowbar\n :journal/page-title-format \"yyyy/MM/dd\"\n :graph/settings {:journal? true\n :builtin-pages? true}\n :feature/enable-flashcards? false\n :ui/show-brackets? true\n :editor/preferred-pasting-file? true\n :feature/enable-journals? false\n :default-home {:page \"Startpage\"}\n :graph/forcesettings {:charge-range 800\n :charge-strength -800\n :link-dist 30}}\n",536870917]],["^15",[56,"^17",1755712904842,536870917]],["^15",[56,"^Z","logseq/config.edn",536870917]],["^15",[57,"^3","-",536870917]],["^15",[57,"^17",1755712904851,536870917]],["^15",[57,"^Z","pages/contents.md",536870917]],["^15",[58,"^Q","",536870917]],["^15",[58,"^O","^1X",536870917]],["^15",[58,"^F",12,536870917]],["^15",[58,"^X",12,536870917]],["^15",[58,"^V",12,536870917]],["^15",[58,"^U",12,536870917]],["^15",[58,"^;","~u68a60d88-9492-49f3-ae9b-9716021e4f4a",536870917]],["^15",[59,"^3","exclude-from-graph-view:: true\n",536870918]],["^15",[59,"^17",1755712904879,536870918]],["^15",[59,"^Z","pages/A.md",536870918]],["^15",[60,"^Q","exclude-from-graph-view:: true\n",536870918]],["^15",[60,"^O","^1X",536870918]],["^15",[60,"~:block/invalid-properties",["~#set",[]],536870918]],["^15",[60,"^F",15,536870918]],["^15",[60,"^X",15,536870918]],["^15",[60,"^V",15,536870918]],["^15",[60,"^U",15,536870918]],["^15",[60,"^:",true,536870918]],["^15",[60,"^?",["^ ","^16",true],536870918]],["^15",[60,"^J",["^16"],536870918]],["^15",[60,"^4",["^ ","^16","true"],536870918]],["^15",[60,"^;","~u68a60d88-673f-45d9-a1de-cbe828ffe3cc",536870918]],["^15",[61,"^3","## Wer ist die Autorschaft\n\t- Sicheres Urheberrecht sorgt für Wertschätzung und schafft überhaupt erst den Anreiz, ein Werk zu erschaffen (über die bloße Vorstellung einer Idee hinaus)\n\t- In der neoliberalen Konkurrenz einzelner Kunstschaffender besteht die Forderung nach Neuem, Originellem und Eigenständigem\n\t\t- Kunstform, die diese Grenzen immer wieder erprobt, ist **Appropriation Art** (Aneignungskunst)\n\t\t\t- Ursprüngliches Werk, Objekt oder Bild wird mit wenigen oder keinen Änderungen, ggf. mit verändertem Kontext, im neuen Werk abgebildet\n\t- Maschine als deterministisch unkreativ betrachtet\n\t\t- Computer und Programme bestehen aus Algorithmen, welche zwar erstellt werden und wie erhofft funktionieren, jedoch dem Bewusstsein verschlossen und unkommunikativ bleiben, sich aber trotzdem auf uns auswirken\n\t\t- Funktionweise unbekannt, Weg der Datenverarbeitung schwer nachvollziehbar → Autonomiecharakter → wirft juristische Fragen zum Urheberrecht auf\n\t- KI-Modelle wären ohne Trainingsdaten nichts\n\t\t- Menschen brauchen Inspiration und Referenzmaterial ebenso für Kreativität und Reaktion → Training bringt KI auf „ähnliche Spielfläche“ wie Menschen\n\t\t- Autoren sind ebenso „Filter“: nehmen Erfahrungen wahr, rekombinieren diese in undurchschaubarer Weise zu neuen Werken\n\t\t\t- Kein fundamentaler Unterschied zwischen AI und Mensch?\n\t- Sollte man maschinell und menschlich erstellte Werke also gleich behandeln? Sind Menschen der Maschine von Natur aus überlegen?\n\t\t- „Nur Menschen können Autoren sein, da Werke menschliche Erfahrungen widerspiegeln müssen“ → anthropozentrisch, tautologisch\n\t\t- Andererseits: Wenn Kunst rein im Ausdruck besteht, welche Rolle spielen dann innere Turbulenzen des Autors?\n\t- Ai als Stilmittel eines Autors\n\t\t- Malerei war lange mit dem Mythos des kreativen, männlichen, weißen Genies verbunden → durch AI-Nutzung kann dies hinterfragt werden\n\t\t- Kooperation zwischen Mensch und Nichtmenschlichem bringt Eigenheit und Widerstand, was besonderen künstlerischen Flair erzeugt\n\t\t- Autor als Filter + KI als Filter → rekursive Kaskade, die aufeinander aufbaut\n\t- #### Nehmen wir Originalität für AI-generierte Werke an:\n\t\t- Wird es kommen wie in Orwells *1984*, wo Romanschreib- und Musikkompositionsmaschinen eine automatische Kulturindustrie bilden? Bisher nicht – schon weil ökonomische Motivation zur Ersetzung menschlicher Arbeit in Kunstbereichen weitgehend fehlt.\n\t\t *Doch Beispiele wie Spotify #Ai Music zeigen erste Ansätze.*\n- ### Entlohnung der Kunstschaffenden\n\t- Wer soll von durch Ai geschaffenen Werken entlohnt werden?\n\t- Wie geht der Kapitalismus mit massenhaft synthetisch geschaffenen Werken um?\n\t- Zunehmend verbreitet sich das Konzept von **Microwork**\n\t\t- Als AI erledigte Aufgaben werden vermarktet, obwohl sie in Wahrheit von unterbezahlten, oft ausgebeuteten Arbeitskräften ausgeführt werden\n\t\t- → *Siehe: „The Culture of Microwork“*",536870918]],["^15",[61,"^17",1755712904904,536870918]],["^15",[61,"^Z","pages/Ai Autorenschaft %23Note.md",536870918]],["^15",[62,"^K",1755712905346,536870918]],["^15",[62,"^[",61,536870918]],["^15",[62,"^@",false,536870918]],["^15",[62,"^Y","ai autorenschaft #note",536870918]],["^15",[62,"^11","Ai Autorenschaft #Note",536870918]],["^15",[62,"^B",1755712905346,536870918]],["^15",[62,"^;","~u68a60d89-2e77-40bc-85ca-0d63066cd58e",536870918]],["^15",[63,"^Q","Kooperation zwischen Mensch und Nichtmenschlichem bringt Eigenheit und Widerstand, was besonderen künstlerischen Flair erzeugt",536870918]],["^15",[63,"^O","^1X",536870918]],["^15",[63,"^F",72,536870918]],["^15",[63,"^X",62,536870918]],["^15",[63,"^V",76,536870918]],["^15",[63,"^U",62,536870918]],["^15",[63,"^;","~u68a60d88-6007-4c37-91d6-c94599e0f778",536870918]],["^15",[64,"^Q","Sicheres Urheberrecht sorgt für Wertschätzung und schafft überhaupt erst den Anreiz, ein Werk zu erschaffen (über die bloße Vorstellung einer Idee hinaus)",536870918]],["^15",[64,"^O","^1X",536870918]],["^15",[64,"^F",70,536870918]],["^15",[64,"^X",62,536870918]],["^15",[64,"^V",70,536870918]],["^15",[64,"^U",62,536870918]],["^15",[64,"^;","~u68a60d88-25fd-4b04-b89f-2222546f086b",536870918]],["^15",[65,"^Q","Autor als Filter + KI als Filter → rekursive Kaskade, die aufeinander aufbaut",536870918]],["^15",[65,"^O","^1X",536870918]],["^15",[65,"^F",63,536870918]],["^15",[65,"^X",62,536870918]],["^15",[65,"^V",76,536870918]],["^15",[65,"^U",62,536870918]],["^15",[65,"^;","~u68a60d88-b649-4303-ba66-b267301f8ab4",536870918]],["^15",[66,"^Q","Menschen brauchen Inspiration und Referenzmaterial ebenso für Kreativität und Reaktion → Training bringt KI auf „ähnliche Spielfläche“ wie Menschen",536870918]],["^15",[66,"^O","^1X",536870918]],["^15",[66,"^F",85,536870918]],["^15",[66,"^X",62,536870918]],["^15",[66,"^V",85,536870918]],["^15",[66,"^U",62,536870918]],["^15",[66,"^;","~u68a60d88-b163-4107-918c-c61c5acbf4b2",536870918]],["^15",[67,"^Q","Autoren sind ebenso „Filter“: nehmen Erfahrungen wahr, rekombinieren diese in undurchschaubarer Weise zu neuen Werken",536870918]],["^15",[67,"^O","^1X",536870918]],["^15",[67,"^F",66,536870918]],["^15",[67,"^X",62,536870918]],["^15",[67,"^V",85,536870918]],["^15",[67,"^U",62,536870918]],["^15",[67,"^;","~u68a60d88-b3b1-4148-82b2-641dd216e912",536870918]],["^15",[68,"^Q","Funktionweise unbekannt, Weg der Datenverarbeitung schwer nachvollziehbar → Autonomiecharakter → wirft juristische Fragen zum Urheberrecht auf",536870918]],["^15",[68,"^O","^1X",536870918]],["^15",[68,"^F",74,536870918]],["^15",[68,"^X",62,536870918]],["^15",[68,"^V",88,536870918]],["^15",[68,"^U",62,536870918]],["^15",[68,"^;","~u68a60d88-b2e2-42f6-9cce-08e8303544b8",536870918]],["^15",[69,"^Q","#### Nehmen wir Originalität für AI-generierte Werke an:",536870918]],["^15",[69,"^O","^1X",536870918]],["^15",[69,"^F",76,536870918]],["^15",[69,"^X",62,536870918]],["^15",[69,"^V",70,536870918]],["^15",[69,"^U",62,536870918]],["^15",[69,"^?",["^ ","~:heading",4],536870918]],["^15",[69,"^J",[],536870918]],["^15",[69,"^;","~u68a60d88-79d0-4a18-ba81-0c2cd8cdf3b3",536870918]],["^15",[70,"^Q","## Wer ist die Autorschaft",536870918]],["^15",[70,"^O","^1X",536870918]],["^15",[70,"^F",62,536870918]],["^15",[70,"^X",62,536870918]],["^15",[70,"^V",62,536870918]],["^15",[70,"^U",62,536870918]],["^15",[70,"^?",["^ ","^2S",2],536870918]],["^15",[70,"^J",[],536870918]],["^15",[70,"^;","~u68a60d88-ad3d-478c-be31-a886ab60018d",536870918]],["^15",[71,"^Q","Zunehmend verbreitet sich das Konzept von **Microwork**",536870918]],["^15",[71,"^O","^1X",536870918]],["^15",[71,"^F",78,536870918]],["^15",[71,"^X",62,536870918]],["^15",[71,"^V",86,536870918]],["^15",[71,"^U",62,536870918]],["^15",[71,"^;","~u68a60d88-d9ec-4568-a27f-1650f5917a3c",536870918]],["^15",[72,"^Q","Malerei war lange mit dem Mythos des kreativen, männlichen, weißen Genies verbunden → durch AI-Nutzung kann dies hinterfragt werden",536870918]],["^15",[72,"^O","^1X",536870918]],["^15",[72,"^F",76,536870918]],["^15",[72,"^X",62,536870918]],["^15",[72,"^V",76,536870918]],["^15",[72,"^U",62,536870918]],["^15",[72,"^;","~u68a60d88-7d54-4436-a126-84c31a988036",536870918]],["^15",[73,"^Q","Sollte man maschinell und menschlich erstellte Werke also gleich behandeln? Sind Menschen der Maschine von Natur aus überlegen?",536870918]],["^15",[73,"^O","^1X",536870918]],["^15",[73,"^F",85,536870918]],["^15",[73,"^X",62,536870918]],["^15",[73,"^V",70,536870918]],["^15",[73,"^U",62,536870918]],["^15",[73,"^;","~u68a60d88-a5e3-4122-8514-d349b1edd799",536870918]],["^15",[74,"^Q","Computer und Programme bestehen aus Algorithmen, welche zwar erstellt werden und wie erhofft funktionieren, jedoch dem Bewusstsein verschlossen und unkommunikativ bleiben, sich aber trotzdem auf uns auswirken",536870918]],["^15",[74,"^O","^1X",536870918]],["^15",[74,"^F",88,536870918]],["^15",[74,"^X",62,536870918]],["^15",[74,"^V",88,536870918]],["^15",[74,"^U",62,536870918]],["^15",[74,"^;","~u68a60d88-0143-47d7-9040-3789995acfca",536870918]],["^15",[75,"^Q","Kunstform, die diese Grenzen immer wieder erprobt, ist **Appropriation Art** (Aneignungskunst)",536870918]],["^15",[75,"^O","^1X",536870918]],["^15",[75,"^F",87,536870918]],["^15",[75,"^X",62,536870918]],["^15",[75,"^V",87,536870918]],["^15",[75,"^U",62,536870918]],["^15",[75,"^;","~u68a60d88-8792-4701-b506-084e5597fd3b",536870918]],["^15",[76,"^Q","Ai als Stilmittel eines Autors",536870918]],["^15",[76,"^O","^1X",536870918]],["^15",[76,"^F",73,536870918]],["^15",[76,"^X",62,536870918]],["^15",[76,"^V",70,536870918]],["^15",[76,"^U",62,536870918]],["^15",[76,"^;","~u68a60d88-bc6a-4593-9882-629ca6edae91",536870918]],["^15",[77,"^Q","Ursprüngliches Werk, Objekt oder Bild wird mit wenigen oder keinen Änderungen, ggf. mit verändertem Kontext, im neuen Werk abgebildet",536870918]],["^15",[77,"^O","^1X",536870918]],["^15",[77,"^F",75,536870918]],["^15",[77,"^X",62,536870918]],["^15",[77,"^V",75,536870918]],["^15",[77,"^U",62,536870918]],["^15",[77,"^;","~u68a60d88-91d6-4fb2-81d4-b73b74972ff9",536870918]],["^15",[78,"^Q","Wie geht der Kapitalismus mit massenhaft synthetisch geschaffenen Werken um?",536870918]],["^15",[78,"^O","^1X",536870918]],["^15",[78,"^F",80,536870918]],["^15",[78,"^X",62,536870918]],["^15",[78,"^V",86,536870918]],["^15",[78,"^U",62,536870918]],["^15",[78,"^;","~u68a60d88-102b-4cab-9c3e-763ef4433b5b",536870918]],["^15",[79,"^Q","Andererseits: Wenn Kunst rein im Ausdruck besteht, welche Rolle spielen dann innere Turbulenzen des Autors?",536870918]],["^15",[79,"^O","^1X",536870918]],["^15",[79,"^F",89,536870918]],["^15",[79,"^X",62,536870918]],["^15",[79,"^V",73,536870918]],["^15",[79,"^U",62,536870918]],["^15",[79,"^;","~u68a60d88-c961-4c90-95ba-dbcdca9417e4",536870918]],["^15",[80,"^Q","Wer soll von durch Ai geschaffenen Werken entlohnt werden?",536870918]],["^15",[80,"^O","^1X",536870918]],["^15",[80,"^F",86,536870918]],["^15",[80,"^X",62,536870918]],["^15",[80,"^V",86,536870918]],["^15",[80,"^U",62,536870918]],["^15",[80,"^;","~u68a60d88-78a6-40d4-a7bf-5b917958ac53",536870918]],["^15",[81,"^Q","→ *Siehe: „The Culture of Microwork“*",536870918]],["^15",[81,"^O","^1X",536870918]],["^15",[81,"^F",83,536870918]],["^15",[81,"^X",62,536870918]],["^15",[81,"^V",71,536870918]],["^15",[81,"^U",62,536870918]],["^15",[81,"^;","~u68a60d88-d801-420f-b655-e33202480a3e",536870918]],["^15",[82,"^Q","Kein fundamentaler Unterschied zwischen AI und Mensch?",536870918]],["^15",[82,"^O","^1X",536870918]],["^15",[82,"^F",67,536870918]],["^15",[82,"^X",62,536870918]],["^15",[82,"^V",67,536870918]],["^15",[82,"^U",62,536870918]],["^15",[82,"^;","~u68a60d88-bbbd-400f-b06f-87e3adea8003",536870918]],["^15",[83,"^Q","Als AI erledigte Aufgaben werden vermarktet, obwohl sie in Wahrheit von unterbezahlten, oft ausgebeuteten Arbeitskräften ausgeführt werden",536870918]],["^15",[83,"^O","^1X",536870918]],["^15",[83,"^F",71,536870918]],["^15",[83,"^X",62,536870918]],["^15",[83,"^V",71,536870918]],["^15",[83,"^U",62,536870918]],["^15",[83,"^;","~u68a60d88-b70f-4e52-8da3-6ea3c207c5f2",536870918]],["^15",[84,"^Q","Wird es kommen wie in Orwells *1984*, wo Romanschreib- und Musikkompositionsmaschinen eine automatische Kulturindustrie bilden? Bisher nicht – schon weil ökonomische Motivation zur Ersetzung menschlicher Arbeit in Kunstbereichen weitgehend fehlt.\n*Doch Beispiele wie Spotify #Ai Music zeigen erste Ansätze.*",536870918]],["^15",[84,"^O","^1X",536870918]],["^15",[84,"^F",69,536870918]],["^15",[84,"^X",62,536870918]],["^15",[84,"^V",69,536870918]],["^15",[84,"^U",62,536870918]],["^15",[84,"^;","~u68a60d88-ae41-4576-a14d-b6609bf1b532",536870918]],["^15",[85,"^Q","KI-Modelle wären ohne Trainingsdaten nichts",536870918]],["^15",[85,"^O","^1X",536870918]],["^15",[85,"^F",88,536870918]],["^15",[85,"^X",62,536870918]],["^15",[85,"^V",70,536870918]],["^15",[85,"^U",62,536870918]],["^15",[85,"^;","~u68a60d88-271c-46c2-9e92-f89258ef0ef0",536870918]],["^15",[86,"^Q","### Entlohnung der Kunstschaffenden",536870918]],["^15",[86,"^O","^1X",536870918]],["^15",[86,"^F",70,536870918]],["^15",[86,"^X",62,536870918]],["^15",[86,"^V",62,536870918]],["^15",[86,"^U",62,536870918]],["^15",[86,"^?",["^ ","^2S",3],536870918]],["^15",[86,"^J",[],536870918]],["^15",[86,"^;","~u68a60d88-018f-4b94-94d7-229b817042b9",536870918]],["^15",[87,"^Q","In der neoliberalen Konkurrenz einzelner Kunstschaffender besteht die Forderung nach Neuem, Originellem und Eigenständigem",536870918]],["^15",[87,"^O","^1X",536870918]],["^15",[87,"^F",64,536870918]],["^15",[87,"^X",62,536870918]],["^15",[87,"^V",70,536870918]],["^15",[87,"^U",62,536870918]],["^15",[87,"^;","~u68a60d88-344d-4d44-8576-0c1f24543784",536870918]],["^15",[88,"^Q","Maschine als deterministisch unkreativ betrachtet",536870918]],["^15",[88,"^O","^1X",536870918]],["^15",[88,"^F",87,536870918]],["^15",[88,"^X",62,536870918]],["^15",[88,"^V",70,536870918]],["^15",[88,"^U",62,536870918]],["^15",[88,"^;","~u68a60d88-4375-41a4-b4bd-b0c49eb1c33a",536870918]],["^15",[89,"^Q","„Nur Menschen können Autoren sein, da Werke menschliche Erfahrungen widerspiegeln müssen“ → anthropozentrisch, tautologisch",536870918]],["^15",[89,"^O","^1X",536870918]],["^15",[89,"^F",73,536870918]],["^15",[89,"^X",62,536870918]],["^15",[89,"^V",73,536870918]],["^15",[89,"^U",62,536870918]],["^15",[89,"^;","~u68a60d88-011b-4597-8a40-b712a69821f6",536870918]],["^15",[90,"^3","### KNN und Algorithmen in GANs\n\t- Datenbanken werden zum Training verwendet, so wird dem Modell eine Art „Erinnerung“ verliehen (jedoch emotionslos im Vergleich zum menschlichen Gedächtnis)\n\t- KNN-Bilderkennung: Analyseobjekt → [KNN-Schichten] → analysierte Darstellung des KNN\n\t\t- Zwischenschichten bauen zur Bilderkennung auf dem gegebenen Bild auf, verändern es und fügen Informationen aus dem Datensatz hinzu → werden sie dadurch kreativ?\n\t\t- Die Ansicht der AI auf ein Bild kann bei Pausierung der Generation auf halbem Wege ersichtlich werden\n\t\t\t- Resultierende Bilder ähneln teils Beschreibungen von Personen unter LSD-Einfluss (Forschungsansätze hierzu vorhanden)\n\t- Halluzinationen als Form der Kreativität\n\t\t- Lässt man ein Bild analysieren, kann die AI es überinterpretieren (vergleichbar mit menschlichem Pareidolie-Erleben, z.B. Sternenbilder → Wagen-Silhouette)\n\t\t- AI kann Gruppen von Neuronen/Daten als zusammengehörig interpretieren, auch wenn dies faktisch nicht zutrifft\n\t\t- Fähigkeit zur Separation und Einzelbetrachtung von Bildelementen\n\t- AI kann Situationen sehen, die Menschen verborgen bleiben\n\t\t- Beispiel Go-Spiel: sinnvolle Züge weit außerhalb menschlicher Rechenkapazität → „Schimmer“ an Kreativität\n\t- AI geht weit über die Rolle des Werkzeugs hinaus\n\t\t- Kann sich selbst weiterentwickeln und komplexe Handlungen ausführen\n\t\t- Arbeitet mit Eingaben der Künstler (Datensätze) und Generationsparametern → kollaborativ\n\t- „Die Entwickler waren kreativ, nicht die AI“\n\t\t- Analogie: Wenn ich ein Buch schreibe, ist es meine Leistung, nicht jene meines Deutschlehrers, der mir das Schreiben beibrachte\n\t- Kritische Bewertung von AI-Werken ist möglich\n\t\t- Fraglich, ob diese Bewertung rein simuliert ist, da Modelle lediglich Antworten replizieren (Quellenkritik nötig)\n- ## Kreativität – Definition und KI\n\t- Kreativität: Produktion von neuem Wissen aus bereits vorhandenem durch Problemlösungsprozesse\n\t\t- Wichtige Merkmale:\n\t\t\t- Inspiration\n\t\t\t- Intuition\n\t\t\t- Emotionen\n\t\t\t- Bewusstsein\n\t\t\t- Unberechenbarkeit\n\t\t\t- Wettbewerbsfähigkeit\n\t\t\t- Ausdauer\n\t\t\t- Externe Faktoren\n\t\t- Experimente:\n\t\t\t- In einer Simulationsumgebung, in der Roboter Nahrung suchen mussten, gelang es einigen Modellen, andere zu täuschen (Unterdrückung kommunikativer Signale) → strategisches Verhalten, erste Anzeichen von „Emotion“?\n\t\t\t- Unberechenbarkeit kann in deterministischen Systemen durch den Schmetterlingseffekt erzeugt werden\n\t\t\t- Externe Faktoren können über Internetzugang und Nachahmung erlernt werden\n\t\t- Bewusstsein:\n\t\t\t- Mit Bewusstsein kommt Fähigkeit zur Selbstkritik und eigenständigem Lernen\n\t\t\t- Philosophische Frage: Wenn Bewusstsein berechenbar ist, wie künstlich ist Intelligenz dann noch?\n\t\t\t- Michael Graziano: Bewusstsein = Kombination aller mentalen Modelle zur Filterung von Informationen auf das Wesentliche\n\t- Aktuell besitzt KI nicht die Fähigkeit, über ihre eigenen Regeln hinauszugehen, um uns zu überraschen\n\t\t- Daher sollte AI-Kunst nicht danach beurteilt werden, wie nah sie der menschlichen kommt, sondern wie viel weiter sie gehen kann\n\t\t \n\t\t ---\n\t- Viele vertreten eine konservative Haltung:\n\t\t- „Nur der Mensch könne Schöpfer sein“\n\t\t- Doch warum sollte dieses Attribut nur auf uns beschränkt sein? → Zur Kreativität muss stets der Mensch im Spiel sein?\n\t- AI-Artists\n\t\t- Meist Ingenieure, Entwickler und Künstler\n\t\t- Ziel: Weiterentwicklung der KI-Kunst und Erforschung ihrer Möglichkeiten",536870918]],["^15",[90,"^17",1755712904922,536870918]],["^15",[90,"^Z","pages/Ai Funktionsweise der Kreativitaet %23Note.md",536870918]],["^15",[91,"^K",1755712905346,536870918]],["^15",[91,"^[",90,536870918]],["^15",[91,"^@",false,536870918]],["^15",[91,"^Y","ai funktionsweise der kreativitaet #note",536870918]],["^15",[91,"^11","Ai Funktionsweise der Kreativitaet #Note",536870918]],["^15",[91,"^B",1755712905346,536870918]],["^15",[91,"^;","~u68a60d89-7700-4acf-b5d9-9c3f08ced35a",536870918]],["^15",[92,"^Q","Ausdauer",536870918]],["^15",[92,"^O","^1X",536870918]],["^15",[92,"^F",114,536870918]],["^15",[92,"^X",91,536870918]],["^15",[92,"^V",113,536870918]],["^15",[92,"^U",91,536870918]],["^15",[92,"^;","~u68a60d88-2148-4886-bead-65967682f2d9",536870918]],["^15",[93,"^Q","„Die Entwickler waren kreativ, nicht die AI“",536870918]],["^15",[93,"^O","^1X",536870918]],["^15",[93,"^F",129,536870918]],["^15",[93,"^X",91,536870918]],["^15",[93,"^V",119,536870918]],["^15",[93,"^U",91,536870918]],["^15",[93,"^;","~u68a60d88-cc70-467a-9c8d-f9351b3e29cb",536870918]],["^15",[94,"^Q","Ziel: Weiterentwicklung der KI-Kunst und Erforschung ihrer Möglichkeiten",536870918]],["^15",[94,"^O","^1X",536870918]],["^15",[94,"^F",122,536870918]],["^15",[94,"^X",91,536870918]],["^15",[94,"^V",112,536870918]],["^15",[94,"^U",91,536870918]],["^15",[94,"^;","~u68a60d88-dd56-4a48-9fff-691aac15b6e7",536870918]],["^15",[95,"^Q","Intuition",536870918]],["^15",[95,"^O","^1X",536870918]],["^15",[95,"^F",134,536870918]],["^15",[95,"^X",91,536870918]],["^15",[95,"^V",113,536870918]],["^15",[95,"^U",91,536870918]],["^15",[95,"^;","~u68a60d88-2fe1-44d8-a0bb-280e932ab44d",536870918]],["^15",[96,"^Q","Beispiel Go-Spiel: sinnvolle Züge weit außerhalb menschlicher Rechenkapazität → „Schimmer“ an Kreativität",536870918]],["^15",[96,"^O","^1X",536870918]],["^15",[96,"^F",97,536870918]],["^15",[96,"^X",91,536870918]],["^15",[96,"^V",97,536870918]],["^15",[96,"^U",91,536870918]],["^15",[96,"^;","~u68a60d88-8e0e-4e4a-9e97-77f0795d7a10",536870918]],["^15",[97,"^Q","AI kann Situationen sehen, die Menschen verborgen bleiben",536870918]],["^15",[97,"^O","^1X",536870918]],["^15",[97,"^F",108,536870918]],["^15",[97,"^X",91,536870918]],["^15",[97,"^V",119,536870918]],["^15",[97,"^U",91,536870918]],["^15",[97,"^;","~u68a60d88-ccaa-476d-adb3-99cd8e0b3b67",536870918]],["^15",[98,"^Q","KNN-Bilderkennung: Analyseobjekt → [KNN-Schichten] → analysierte Darstellung des KNN",536870918]],["^15",[98,"^O","^1X",536870918]],["^15",[98,"^F",115,536870918]],["^15",[98,"^X",91,536870918]],["^15",[98,"^V",119,536870918]],["^15",[98,"^U",91,536870918]],["^15",[98,"^;","~u68a60d88-227a-49f3-951c-19fc27352929",536870918]],["^15",[99,"^Q","Kreativität: Produktion von neuem Wissen aus bereits vorhandenem durch Problemlösungsprozesse",536870918]],["^15",[99,"^O","^1X",536870918]],["^15",[99,"^F",120,536870918]],["^15",[99,"^X",91,536870918]],["^15",[99,"^V",120,536870918]],["^15",[99,"^U",91,536870918]],["^15",[99,"^;","~u68a60d88-fde7-427f-9a00-95897ac36f8a",536870918]],["^15",[100,"^Q","In einer Simulationsumgebung, in der Roboter Nahrung suchen mussten, gelang es einigen Modellen, andere zu täuschen (Unterdrückung kommunikativer Signale) → strategisches Verhalten, erste Anzeichen von „Emotion“?",536870918]],["^15",[100,"^O","^1X",536870918]],["^15",[100,"^F",105,536870918]],["^15",[100,"^X",91,536870918]],["^15",[100,"^V",105,536870918]],["^15",[100,"^U",91,536870918]],["^15",[100,"^;","~u68a60d88-903e-49b5-b31a-3e3f7a1a102d",536870918]],["^15",[101,"^Q","Viele vertreten eine konservative Haltung:",536870918]],["^15",[101,"^O","^1X",536870918]],["^15",[101,"^F",132,536870918]],["^15",[101,"^X",91,536870918]],["^15",[101,"^V",120,536870918]],["^15",[101,"^U",91,536870918]],["^15",[101,"^;","~u68a60d88-ff65-439e-bee6-32d772358577",536870918]],["^15",[102,"^Q","Bewusstsein:",536870918]],["^15",[102,"^O","^1X",536870918]],["^15",[102,"^F",105,536870918]],["^15",[102,"^X",91,536870918]],["^15",[102,"^V",99,536870918]],["^15",[102,"^U",91,536870918]],["^15",[102,"^;","~u68a60d88-64b7-4fce-bb10-4ec913c40ceb",536870918]],["^15",[103,"^Q","Die Ansicht der AI auf ein Bild kann bei Pausierung der Generation auf halbem Wege ersichtlich werden",536870918]],["^15",[103,"^O","^1X",536870918]],["^15",[103,"^F",136,536870918]],["^15",[103,"^X",91,536870918]],["^15",[103,"^V",98,536870918]],["^15",[103,"^U",91,536870918]],["^15",[103,"^;","~u68a60d88-af37-47d7-a356-d270091b190a",536870918]],["^15",[104,"^Q","Philosophische Frage: Wenn Bewusstsein berechenbar ist, wie künstlich ist Intelligenz dann noch?",536870918]],["^15",[104,"^O","^1X",536870918]],["^15",[104,"^F",117,536870918]],["^15",[104,"^X",91,536870918]],["^15",[104,"^V",102,536870918]],["^15",[104,"^U",91,536870918]],["^15",[104,"^;","~u68a60d88-4117-42e8-a854-cbdee5aba276",536870918]],["^15",[105,"^Q","Experimente:",536870918]],["^15",[105,"^O","^1X",536870918]],["^15",[105,"^F",113,536870918]],["^15",[105,"^X",91,536870918]],["^15",[105,"^V",99,536870918]],["^15",[105,"^U",91,536870918]],["^15",[105,"^;","~u68a60d88-435e-4c20-9b54-ca7145176bef",536870918]],["^15",[106,"^Q","Externe Faktoren",536870918]],["^15",[106,"^O","^1X",536870918]],["^15",[106,"^F",92,536870918]],["^15",[106,"^X",91,536870918]],["^15",[106,"^V",113,536870918]],["^15",[106,"^U",91,536870918]],["^15",[106,"^;","~u68a60d88-fedf-407f-a2ac-b5366e9ac447",536870918]],["^15",[107,"^Q","Fähigkeit zur Separation und Einzelbetrachtung von Bildelementen",536870918]],["^15",[107,"^O","^1X",536870918]],["^15",[107,"^F",137,536870918]],["^15",[107,"^X",91,536870918]],["^15",[107,"^V",108,536870918]],["^15",[107,"^U",91,536870918]],["^15",[107,"^;","~u68a60d88-5821-4412-9f03-5170b68cfc48",536870918]],["^15",[108,"^Q","Halluzinationen als Form der Kreativität",536870918]],["^15",[108,"^O","^1X",536870918]],["^15",[108,"^F",98,536870918]],["^15",[108,"^X",91,536870918]],["^15",[108,"^V",119,536870918]],["^15",[108,"^U",91,536870918]],["^15",[108,"^;","~u68a60d88-c531-4b9b-8355-11d798c14e8a",536870918]],["^15",[109,"^Q","Kann sich selbst weiterentwickeln und komplexe Handlungen ausführen",536870918]],["^15",[109,"^O","^1X",536870918]],["^15",[109,"^F",129,536870918]],["^15",[109,"^X",91,536870918]],["^15",[109,"^V",129,536870918]],["^15",[109,"^U",91,536870918]],["^15",[109,"^;","~u68a60d88-7430-4359-b694-5675bc52cab1",536870918]],["^15",[110,"^Q","Michael Graziano: Bewusstsein = Kombination aller mentalen Modelle zur Filterung von Informationen auf das Wesentliche",536870918]],["^15",[110,"^O","^1X",536870918]],["^15",[110,"^F",104,536870918]],["^15",[110,"^X",91,536870918]],["^15",[110,"^V",102,536870918]],["^15",[110,"^U",91,536870918]],["^15",[110,"^;","~u68a60d88-5f79-48f5-b29e-1fb67502dbe9",536870918]],["^15",[111,"^Q","Doch warum sollte dieses Attribut nur auf uns beschränkt sein? → Zur Kreativität muss stets der Mensch im Spiel sein?",536870918]],["^15",[111,"^O","^1X",536870918]],["^15",[111,"^F",124,536870918]],["^15",[111,"^X",91,536870918]],["^15",[111,"^V",101,536870918]],["^15",[111,"^U",91,536870918]],["^15",[111,"^;","~u68a60d88-0c05-4c72-b863-6e21dac4c0c1",536870918]],["^15",[112,"^Q","AI-Artists",536870918]],["^15",[112,"^O","^1X",536870918]],["^15",[112,"^F",101,536870918]],["^15",[112,"^X",91,536870918]],["^15",[112,"^V",120,536870918]],["^15",[112,"^U",91,536870918]],["^15",[112,"^;","~u68a60d88-577b-4f43-bd85-1054f86b2a3a",536870918]],["^15",[113,"^Q","Wichtige Merkmale:",536870918]],["^15",[113,"^O","^1X",536870918]],["^15",[113,"^F",99,536870918]],["^15",[113,"^X",91,536870918]],["^15",[113,"^V",99,536870918]],["^15",[113,"^U",91,536870918]],["^15",[113,"^;","~u68a60d88-3f26-4bf4-ac41-dcd426f3a03f",536870918]],["^15",[114,"^Q","Wettbewerbsfähigkeit",536870918]],["^15",[114,"^O","^1X",536870918]],["^15",[114,"^F",130,536870918]],["^15",[114,"^X",91,536870918]],["^15",[114,"^V",113,536870918]],["^15",[114,"^U",91,536870918]],["^15",[114,"^;","~u68a60d88-59e2-46d0-9a2f-76967f4d6418",536870918]],["^15",[115,"^Q","Datenbanken werden zum Training verwendet, so wird dem Modell eine Art „Erinnerung“ verliehen (jedoch emotionslos im Vergleich zum menschlichen Gedächtnis)",536870918]],["^15",[115,"^O","^1X",536870918]],["^15",[115,"^F",119,536870918]],["^15",[115,"^X",91,536870918]],["^15",[115,"^V",119,536870918]],["^15",[115,"^U",91,536870918]],["^15",[115,"^;","~u68a60d88-9a6b-4e52-989a-fef817c6e7fe",536870918]],["^15",[116,"^Q","Analogie: Wenn ich ein Buch schreibe, ist es meine Leistung, nicht jene meines Deutschlehrers, der mir das Schreiben beibrachte",536870918]],["^15",[116,"^O","^1X",536870918]],["^15",[116,"^F",93,536870918]],["^15",[116,"^X",91,536870918]],["^15",[116,"^V",93,536870918]],["^15",[116,"^U",91,536870918]],["^15",[116,"^;","~u68a60d88-6594-4cd4-bdfb-fccd412aa430",536870918]],["^15",[117,"^Q","Mit Bewusstsein kommt Fähigkeit zur Selbstkritik und eigenständigem Lernen",536870918]],["^15",[117,"^O","^1X",536870918]],["^15",[117,"^F",102,536870918]],["^15",[117,"^X",91,536870918]],["^15",[117,"^V",102,536870918]],["^15",[117,"^U",91,536870918]],["^15",[117,"^;","~u68a60d88-1c11-4492-a664-6e3caf1a8295",536870918]],["^15",[118,"^Q","Unberechenbarkeit kann in deterministischen Systemen durch den Schmetterlingseffekt erzeugt werden",536870918]],["^15",[118,"^O","^1X",536870918]],["^15",[118,"^F",100,536870918]],["^15",[118,"^X",91,536870918]],["^15",[118,"^V",105,536870918]],["^15",[118,"^U",91,536870918]],["^15",[118,"^;","~u68a60d88-5540-44ed-9af7-0d3725b55aa2",536870918]],["^15",[119,"^Q","### KNN und Algorithmen in GANs",536870918]],["^15",[119,"^O","^1X",536870918]],["^15",[119,"^F",91,536870918]],["^15",[119,"^X",91,536870918]],["^15",[119,"^V",91,536870918]],["^15",[119,"^U",91,536870918]],["^15",[119,"^?",["^ ","^2S",3],536870918]],["^15",[119,"^J",[],536870918]],["^15",[119,"^;","~u68a60d88-a27e-490a-a56c-e2562cf37c2a",536870918]],["^15",[120,"^Q","## Kreativität – Definition und KI",536870918]],["^15",[120,"^O","^1X",536870918]],["^15",[120,"^F",119,536870918]],["^15",[120,"^X",91,536870918]],["^15",[120,"^V",91,536870918]],["^15",[120,"^U",91,536870918]],["^15",[120,"^?",["^ ","^2S",2],536870918]],["^15",[120,"^J",[],536870918]],["^15",[120,"^;","~u68a60d88-9bbf-4a00-8cb4-34a28eeb539c",536870918]],["^15",[121,"^Q","Daher sollte AI-Kunst nicht danach beurteilt werden, wie nah sie der menschlichen kommt, sondern wie viel weiter sie gehen kann\n\n---",536870918]],["^15",[121,"^O","^1X",536870918]],["^15",[121,"^F",132,536870918]],["^15",[121,"^X",91,536870918]],["^15",[121,"^V",132,536870918]],["^15",[121,"^U",91,536870918]],["^15",[121,"^;","~u68a60d88-1143-4f87-9221-109b2b2375fc",536870918]],["^15",[122,"^Q","Meist Ingenieure, Entwickler und Künstler",536870918]],["^15",[122,"^O","^1X",536870918]],["^15",[122,"^F",112,536870918]],["^15",[122,"^X",91,536870918]],["^15",[122,"^V",112,536870918]],["^15",[122,"^U",91,536870918]],["^15",[122,"^;","~u68a60d88-a6cd-481a-807c-0ed8bfb76023",536870918]],["^15",[123,"^Q","Kritische Bewertung von AI-Werken ist möglich",536870918]],["^15",[123,"^O","^1X",536870918]],["^15",[123,"^F",93,536870918]],["^15",[123,"^X",91,536870918]],["^15",[123,"^V",119,536870918]],["^15",[123,"^U",91,536870918]],["^15",[123,"^;","~u68a60d88-0d10-4262-b33f-d5da235e478a",536870918]],["^15",[124,"^Q","„Nur der Mensch könne Schöpfer sein“",536870918]],["^15",[124,"^O","^1X",536870918]],["^15",[124,"^F",101,536870918]],["^15",[124,"^X",91,536870918]],["^15",[124,"^V",101,536870918]],["^15",[124,"^U",91,536870918]],["^15",[124,"^;","~u68a60d88-a405-4caa-9e14-37317c51cb59",536870918]],["^15",[125,"^Q","Emotionen",536870918]],["^15",[125,"^O","^1X",536870918]],["^15",[125,"^F",95,536870918]],["^15",[125,"^X",91,536870918]],["^15",[125,"^V",113,536870918]],["^15",[125,"^U",91,536870918]],["^15",[125,"^;","~u68a60d88-d31c-4b8f-8b78-2668ba4656b8",536870918]],["^15",[126,"^Q","Arbeitet mit Eingaben der Künstler (Datensätze) und Generationsparametern → kollaborativ",536870918]],["^15",[126,"^O","^1X",536870918]],["^15",[126,"^F",109,536870918]],["^15",[126,"^X",91,536870918]],["^15",[126,"^V",129,536870918]],["^15",[126,"^U",91,536870918]],["^15",[126,"^;","~u68a60d88-812a-46e8-8d50-4aba1e4285da",536870918]],["^15",[127,"^Q","Resultierende Bilder ähneln teils Beschreibungen von Personen unter LSD-Einfluss (Forschungsansätze hierzu vorhanden)",536870918]],["^15",[127,"^O","^1X",536870918]],["^15",[127,"^F",103,536870918]],["^15",[127,"^X",91,536870918]],["^15",[127,"^V",103,536870918]],["^15",[127,"^U",91,536870918]],["^15",[127,"^;","~u68a60d88-92df-43c3-8f3f-025a7efd69e4",536870918]],["^15",[128,"^Q","Externe Faktoren können über Internetzugang und Nachahmung erlernt werden",536870918]],["^15",[128,"^O","^1X",536870918]],["^15",[128,"^F",118,536870918]],["^15",[128,"^X",91,536870918]],["^15",[128,"^V",105,536870918]],["^15",[128,"^U",91,536870918]],["^15",[128,"^;","~u68a60d88-cfd8-4356-b32f-8510d82955f6",536870918]],["^15",[129,"^Q","AI geht weit über die Rolle des Werkzeugs hinaus",536870918]],["^15",[129,"^O","^1X",536870918]],["^15",[129,"^F",97,536870918]],["^15",[129,"^X",91,536870918]],["^15",[129,"^V",119,536870918]],["^15",[129,"^U",91,536870918]],["^15",[129,"^;","~u68a60d88-bb21-47ed-8434-c9f641932632",536870918]],["^15",[130,"^Q","Unberechenbarkeit",536870918]],["^15",[130,"^O","^1X",536870918]],["^15",[130,"^F",133,536870918]],["^15",[130,"^X",91,536870918]],["^15",[130,"^V",113,536870918]],["^15",[130,"^U",91,536870918]],["^15",[130,"^;","~u68a60d88-dd87-4266-a73e-6246c80fe8bd",536870918]],["^15",[131,"^Q","Fraglich, ob diese Bewertung rein simuliert ist, da Modelle lediglich Antworten replizieren (Quellenkritik nötig)",536870918]],["^15",[131,"^O","^1X",536870918]],["^15",[131,"^F",123,536870918]],["^15",[131,"^X",91,536870918]],["^15",[131,"^V",123,536870918]],["^15",[131,"^U",91,536870918]],["^15",[131,"^;","~u68a60d88-139d-4c64-8de4-637fc354e7d1",536870918]],["^15",[132,"^Q","Aktuell besitzt KI nicht die Fähigkeit, über ihre eigenen Regeln hinauszugehen, um uns zu überraschen",536870918]],["^15",[132,"^O","^1X",536870918]],["^15",[132,"^F",99,536870918]],["^15",[132,"^X",91,536870918]],["^15",[132,"^V",120,536870918]],["^15",[132,"^U",91,536870918]],["^15",[132,"^;","~u68a60d88-6c06-4e56-bcff-d92a0de68780",536870918]],["^15",[133,"^Q","Bewusstsein",536870918]],["^15",[133,"^O","^1X",536870918]],["^15",[133,"^F",125,536870918]],["^15",[133,"^X",91,536870918]],["^15",[133,"^V",113,536870918]],["^15",[133,"^U",91,536870918]],["^15",[133,"^;","~u68a60d88-dc15-41f9-bb3a-66e557250066",536870918]],["^15",[134,"^Q","Inspiration",536870918]],["^15",[134,"^O","^1X",536870918]],["^15",[134,"^F",113,536870918]],["^15",[134,"^X",91,536870918]],["^15",[134,"^V",113,536870918]],["^15",[134,"^U",91,536870918]],["^15",[134,"^;","~u68a60d88-878b-4155-b954-d525246c70c7",536870918]],["^15",[135,"^Q","Lässt man ein Bild analysieren, kann die AI es überinterpretieren (vergleichbar mit menschlichem Pareidolie-Erleben, z.B. Sternenbilder → Wagen-Silhouette)",536870918]],["^15",[135,"^O","^1X",536870918]],["^15",[135,"^F",108,536870918]],["^15",[135,"^X",91,536870918]],["^15",[135,"^V",108,536870918]],["^15",[135,"^U",91,536870918]],["^15",[135,"^;","~u68a60d88-dc7f-41b4-972c-dcb918c8550a",536870918]],["^15",[136,"^Q","Zwischenschichten bauen zur Bilderkennung auf dem gegebenen Bild auf, verändern es und fügen Informationen aus dem Datensatz hinzu → werden sie dadurch kreativ?",536870918]],["^15",[136,"^O","^1X",536870918]],["^15",[136,"^F",98,536870918]],["^15",[136,"^X",91,536870918]],["^15",[136,"^V",98,536870918]],["^15",[136,"^U",91,536870918]],["^15",[136,"^;","~u68a60d88-edb7-492b-a4e3-9413c6d6ffe7",536870918]],["^15",[137,"^Q","AI kann Gruppen von Neuronen/Daten als zusammengehörig interpretieren, auch wenn dies faktisch nicht zutrifft",536870918]],["^15",[137,"^O","^1X",536870918]],["^15",[137,"^F",135,536870918]],["^15",[137,"^X",91,536870918]],["^15",[137,"^V",108,536870918]],["^15",[137,"^U",91,536870918]],["^15",[137,"^;","~u68a60d88-3c57-4d67-b6bd-3bfa1d55bd49",536870918]],["^15",[138,"^3","# Deffinition Ai art\n\t- Es gibt nicht **„die AI“**\n\t\t- Vielmehr ist es ein sehr vielfältiges Forschungsfeld aus Medien, Algorithmen und Programmierung\n\t\t- Forschungsfelder weiten sich von Robotik, Informatik und Automatisierung auf Kommunikationswissenschaften, Neuro- und Psychologie (und weitere) aus\n\t\t- Themenfelder:\n\t\t\t- Mustererkennung\n\t\t\t- Simulation von Kreativität und intelligentem Verhalten\n\t\t\t- Problemlösungen und Suchsysteme\n\t\t- AI als Expertensystem ersetzt frühere Technologien\n\t- Mentale Vorgänge (Denken)\n\t\t- Können durch elektrische oder mechanische Vorgänge simuliert werden\n\t\t- Eine der bedeutendsten Erkenntnisse der letzten 100 Jahre\n\t\t- Künstliche neuronale Netzwerke → Deep Learning\n\t- AI Kunst ist Teil der algorithmischen Kunst\n\t\t- Kunst, die basierend auf einer Handlungsverschrift bei gegebenen Eingabewerten einen erwartbaren Ausgabewert (Funktionswert) liefert\n\t\t- Der Nutzer kann selbst zum Parameter werden und so das Bild verändern\n\t\t- Computer Art existiert seit den 1960er Jahren\n\t\t- Spätestens seit den ersten generativen Bildmodellen ist klar: Computer sind fähig, Künstler (zumindest teilweise) zu ersetzen\n\t- Erkennung computer-generierter Bilder vs. menschengemachter Bilder als neue Art des Turing-Tests\n\t\t- \"Who is generated, who is born?\"\n\t\t- Diese Frage wird obsolet, wenn Maschinen zunehmend kreativer erscheinen oder tatsächlich werden\n- # Ai und Kunst\n\t- AI Art emigriert aus menschlichen und nicht-menschlichen Netzwerken:\n\t\t- Sie ist mehr als das bloße Endresultat\n\t\t- Gemeinsames kreatives Handeln\n\t\t- --> Kokreativität: Der Bias des Datensatzes beeinflusst das Endresultat und wird auch durch kulturell eingeschriebene beziehungsweise eincodierte Machtverhältnisse und Politiken bestimmt\n\t- ## Frage: Braucht es einen moderneren Begriff – was ist Kunst?\n\t\t- Die Position der KI wird in verschiedensten Kreisen anders bewertet und ist umstritten\n\t\t\t- Valide Künstler, Hilfsmittel oder bloße Rekreationsmaschine?\n\t\t- Fakt ist: Sie ist im künstlerischen Bereich bereits angekommen und wird in Kunsthäusern versteigert und ausgestellt (z.B. zeichnender Roboter AI-DA)\n\t- ## Funktionen\n\t collapsed:: true\n\t\t- Filter\n\t\t- Bild-, Text-, Video-, Audio-Generierung für Menschen\n\t\t- Deepfakes (kann bereits empathisch erscheinen)\n\t\t- Avancierte Robotik\n\t\t\t- Optimierung und Planung in der weltweiten Wirtschaft\n\t\t- Daten dienen dabei als Pigment oder Stimmband\n\t\t- Zeigen vermeintlich intelligentes Verhalten, indem sie auf Eingaben (Trigger) durch vorher Gelerntes (ggf. mit induzierter zufälliger Varianz) entsprechend reagieren, um ein Problem zu lösen\n\t- ## Funktionsweise KI\n\t\t- Ob KI Kreativität, Intelligenz oder gar freier Wille zugesprochen wird, ist stark debattiert, sowohl in der Kunst als auch in der Philosophie\n\t\t\t- Es gibt immer wieder Artikel, die berichten, dass Modelle in Laborumgebungen lügen würden, um das eigene Abschalten zu verhindern. Wahrscheinlich ist dieses Verhalten jedoch lediglich auf die Replikation menschlichen Verhaltens, welches in den Trainingsdaten beinhaltet war, zurückzuführen. Zu 100% nachvollziehbar ist dies jedoch nicht.\n\t\t- Die Rohstoffe von KI sind Informationen und Daten\n\t\t- Algorithmen bieten die Regeln, wie eine Lösung gefunden werden soll. Beim Machine Learning wird zusätzlich auf mehrere Ebenen von Daten zugegriffen, um ein Ergebnis zu erzielen.\n\t\t\t- Ein GAN-Modell kann dabei von sich selbst lernen:\n\t\t\t\t- Zunächst wird ein Diskriminator mit großen Datenmengen angelernt\n\t\t\t\t- Ein Generator versucht dann, den Diskriminator davon zu überzeugen, dass entsprechend generierte Bilder nicht generiert waren\n\t\t\t\t- Für die Generierung werden die Beschaffenheiten der zum Lernen des Diskriminators verwendeten Daten genutzt. Es wird versucht, die Merkmale zu rekreieren.\n\t\t\t\t- Es handelt sich um eine emulative Kunstform (dazu gehören auch Morphing, Remix und Mash-up)\n\t\t\t- CAN-Modelle sind darüber hinaus besonders darauf spezialisiert, aus gelernten Daten etwas Transformatives, d.h. Neues, zu erschaffen statt Altes zu reproduzieren\n\t\t- Bei der Entwicklung von Modellen stellt gerade die bildende Kunst (in der Robotik) ein Hauptforschungsfeld dar. Sie bietet die Möglichkeit der visuellen Darstellung der Funktionsweise neuronaler Netze (auch publikumswirksam)\n\t\t\t- Kreativität wird somit als Evidenz für Intelligenz gesetzt\n\t- #### Fragen\n\t\t- Was wird KI?\n\t\t\t- Ein weiteres Tool für Künstler bei der Entwicklung von Kunst\n\t\t\t- Metamorphosische (GANische) automatisierte Rekreationsmaschine durch Formsprachen?\n\t\t\t\t- Wird KI vollautonomer Künstler?\n\t\t\t\t- Besteht die Zukunft in Kokreativität?\n\t\t\t- Evolution der menschlichen Kunst zu nie zuvor gekannten Darstellungen?\n\t\t- Wer ist der Künstler?\n\t\t\t- Das Modell selbst\n\t\t\t- Der Verfasser des Algorithmus\n\t\t\t- Der Künstler, der das Modell bedient\n\t\t\t- Diejenigen, von denen die Trainingsdaten stammen\n\t- ## Transformation\n\t\t- Die Aufweitung des Kunstbegriffs oder allein die Möglichkeit der Kunstschaffung durch autonome, nicht-menschliche Akteure begeistert und beunruhigt gleichermaßen\n\t\t- Der Kapitalismus im digitalen Zeitalter fördert zunehmend die fließbandartige Produktion von Kunst, was die Adoption von AI Art ungemein begünstigt\n\t\t\t- Gleichzeitig werden dadurch ohnehin schon oft kaum von ihren Werken lebende Künstler weiter verdrängt (durch gleich-qualitative Werke oder die schiere Masse an diesen)\n\t\t- Die AI setzt außerdem den Trend der Nichtigkeit des digitalen Besitztums fort:\n\t\t\t- Sie kann Imitationen nicht nur von realen Personen, sondern auch von Konzepten erstellen (die meisten Modelle bestehen aus dieser Idee)\n\t\t\t- Wer besitzt die Rechte an einem Zeichenstil?\n\t\t\t- AI besitzt die Kraft, Neues mit Bedeutung und Sinn aus Altem zu erstellen – man bezeichnet dies als \"Computational Creativity\"\n\t\t- Mit welcher Intention gestaltet AI?\n\t\t\t- Kann das bloße Antworten auf Fragen genug Intention für wahre Kreativität mit sich bringen?\n\t\t- Andererseits: Was ist menschliche Kreativität?\n\t\t\t- Entsteht diese nicht auch bloß durch die Aufnahme äußerer Wahrnehmungen und deren Interpretation?\n\t\t\t- Entsteht dadurch nicht erst der einzigartige Stil, der jeden Künstler auszeichnet?\n\t\t\t- Inwiefern unterscheidet sich diese Art der Kreativität von jener der AI?\n\t\t\t- Repräsentative Umfragen zeigen immer wieder: Gerade bei künstlerischen Werken (z.B. Malerei) ist nicht mehr zwischen Generation und menschlichem Werk unterscheidbar, die Inspirationsgefühle bei der Betrachtung sind ebenso gleich\n\t- ## Offene Fragen\n\t\t- Wie umgehen mit Bottom-Up-AI?\n\t\t- Wer ist Urheber bei der Aufbereitung alter Werke (Übertragung auf KI)?\n\t\t- AI außerhalb der Kunst: Vergleich Code/Textarbeit\n\t\t- KI vermittelt fast religiöse Zustände:\n\t\t\t- Sie macht uns Angst, Angst uns zu ersetzen\n\t\t\t- Gleichzeitig regt sie die Hoffnung, sie könnte uns helfen\n\t\t- Wer spricht eigentlich zu wem?\n\t\t\t- Bias und Gefahr der Trainingsdaten\n-\n-\n-",536870918]],["^15",[138,"^17",1755712904946,536870918]],["^15",[138,"^Z","pages/Ai Kreativitaet %23Note.md",536870918]],["^15",[139,"^K",1755712905346,536870918]],["^15",[139,"^[",138,536870918]],["^15",[139,"^@",false,536870918]],["^15",[139,"^Y","ai kreativitaet #note",536870918]],["^15",[139,"^11","Ai Kreativitaet #Note",536870918]],["^15",[139,"^B",1755712905346,536870918]],["^15",[139,"^;","~u68a60d89-8d21-4aef-a363-a9a2ecec30b3",536870918]],["^15",[140,"^Q","Künstliche neuronale Netzwerke → Deep Learning",536870918]],["^15",[140,"^O","^1X",536870918]],["^15",[140,"^F",215,536870918]],["^15",[140,"^X",139,536870918]],["^15",[140,"^V",165,536870918]],["^15",[140,"^U",139,536870918]],["^15",[140,"^;","~u68a60d88-8551-414b-a1fb-71523f272df9",536870918]],["^15",[141,"^Q","Vielmehr ist es ein sehr vielfältiges Forschungsfeld aus Medien, Algorithmen und Programmierung",536870918]],["^15",[141,"^O","^1X",536870918]],["^15",[141,"^F",210,536870918]],["^15",[141,"^X",139,536870918]],["^15",[141,"^V",210,536870918]],["^15",[141,"^U",139,536870918]],["^15",[141,"^;","~u68a60d88-7209-4740-8169-de084e12dba3",536870918]],["^15",[142,"^Q","Problemlösungen und Suchsysteme",536870918]],["^15",[142,"^O","^1X",536870918]],["^15",[142,"^F",191,536870918]],["^15",[142,"^X",139,536870918]],["^15",[142,"^V",144,536870918]],["^15",[142,"^U",139,536870918]],["^15",[142,"^;","~u68a60d88-3b98-4ad0-8815-4a8dbe1a78f2",536870918]],["^15",[143,"^Q","Die Position der KI wird in verschiedensten Kreisen anders bewertet und ist umstritten",536870918]],["^15",[143,"^O","^1X",536870918]],["^15",[143,"^F",155,536870918]],["^15",[143,"^X",139,536870918]],["^15",[143,"^V",155,536870918]],["^15",[143,"^U",139,536870918]],["^15",[143,"^;","~u68a60d88-efaa-496d-9006-40bb697062c3",536870918]],["^15",[144,"^Q","Themenfelder:",536870918]],["^15",[144,"^O","^1X",536870918]],["^15",[144,"^F",194,536870918]],["^15",[144,"^X",139,536870918]],["^15",[144,"^V",210,536870918]],["^15",[144,"^U",139,536870918]],["^15",[144,"^;","~u68a60d88-4036-4174-8217-3efc84fe20b4",536870918]],["^15",[145,"^Q","Ein GAN-Modell kann dabei von sich selbst lernen:",536870918]],["^15",[145,"^O","^1X",536870918]],["^15",[145,"^F",204,536870918]],["^15",[145,"^X",139,536870918]],["^15",[145,"^V",204,536870918]],["^15",[145,"^U",139,536870918]],["^15",[145,"^;","~u68a60d88-ac96-41e2-b64b-f213b8ed6199",536870918]],["^15",[146,"^Q","Gleichzeitig regt sie die Hoffnung, sie könnte uns helfen",536870918]],["^15",[146,"^O","^1X",536870918]],["^15",[146,"^F",214,536870918]],["^15",[146,"^X",139,536870918]],["^15",[146,"^V",224,536870918]],["^15",[146,"^U",139,536870918]],["^15",[146,"^;","~u68a60d88-8d21-4ae6-9050-e3bf97031495",536870918]],["^15",[147,"^Q","Die Aufweitung des Kunstbegriffs oder allein die Möglichkeit der Kunstschaffung durch autonome, nicht-menschliche Akteure begeistert und beunruhigt gleichermaßen",536870918]],["^15",[147,"^O","^1X",536870918]],["^15",[147,"^F",218,536870918]],["^15",[147,"^X",139,536870918]],["^15",[147,"^V",218,536870918]],["^15",[147,"^U",139,536870918]],["^15",[147,"^;","~u68a60d88-b878-4031-8534-b2578d9f913b",536870918]],["^15",[148,"^Q","## Offene Fragen",536870918]],["^15",[148,"^O","^1X",536870918]],["^15",[148,"^F",218,536870918]],["^15",[148,"^X",139,536870918]],["^15",[148,"^V",222,536870918]],["^15",[148,"^U",139,536870918]],["^15",[148,"^?",["^ ","^2S",2],536870918]],["^15",[148,"^J",[],536870918]],["^15",[148,"^;","~u68a60d88-8618-40e0-9d63-1c1c156d60ad",536870918]],["^15",[149,"^Q","Ob KI Kreativität, Intelligenz oder gar freier Wille zugesprochen wird, ist stark debattiert, sowohl in der Kunst als auch in der Philosophie",536870918]],["^15",[149,"^O","^1X",536870918]],["^15",[149,"^F",227,536870918]],["^15",[149,"^X",139,536870918]],["^15",[149,"^V",227,536870918]],["^15",[149,"^U",139,536870918]],["^15",[149,"^;","~u68a60d88-9120-4b2c-97f2-7730dad3ae3f",536870918]],["^15",[150,"^Q","Avancierte Robotik",536870918]],["^15",[150,"^O","^1X",536870918]],["^15",[150,"^F",213,536870918]],["^15",[150,"^X",139,536870918]],["^15",[150,"^V",186,536870918]],["^15",[150,"^U",139,536870918]],["^15",[150,"^;","~u68a60d88-d454-4d64-9b26-85765a12ae9e",536870918]],["^15",[151,"^Q","Ein Generator versucht dann, den Diskriminator davon zu überzeugen, dass entsprechend generierte Bilder nicht generiert waren",536870918]],["^15",[151,"^O","^1X",536870918]],["^15",[151,"^F",185,536870918]],["^15",[151,"^X",139,536870918]],["^15",[151,"^V",145,536870918]],["^15",[151,"^U",139,536870918]],["^15",[151,"^;","~u68a60d88-ef47-445a-8ae6-d3729472b162",536870918]],["^15",[152,"^Q","AI außerhalb der Kunst: Vergleich Code/Textarbeit",536870918]],["^15",[152,"^O","^1X",536870918]],["^15",[152,"^F",158,536870918]],["^15",[152,"^X",139,536870918]],["^15",[152,"^V",148,536870918]],["^15",[152,"^U",139,536870918]],["^15",[152,"^;","~u68a60d88-c9d9-4ca0-a1dd-8a1f8f9bff6d",536870918]],["^15",[153,"^Q","",536870918]],["^15",[153,"^O","^1X",536870918]],["^15",[153,"^F",196,536870918]],["^15",[153,"^X",139,536870918]],["^15",[153,"^V",139,536870918]],["^15",[153,"^U",139,536870918]],["^15",[153,"^;","~u68a60d88-b0fc-4664-8d01-2277b2427380",536870918]],["^15",[154,"^Q","Wird KI vollautonomer Künstler?",536870918]],["^15",[154,"^O","^1X",536870918]],["^15",[154,"^F",205,536870918]],["^15",[154,"^X",139,536870918]],["^15",[154,"^V",205,536870918]],["^15",[154,"^U",139,536870918]],["^15",[154,"^;","~u68a60d88-101f-453c-a641-db5dee901b91",536870918]],["^15",[155,"^Q","## Frage: Braucht es einen moderneren Begriff – was ist Kunst?",536870918]],["^15",[155,"^O","^1X",536870918]],["^15",[155,"^F",173,536870918]],["^15",[155,"^X",139,536870918]],["^15",[155,"^V",222,536870918]],["^15",[155,"^U",139,536870918]],["^15",[155,"^?",["^ ","^2S",2],536870918]],["^15",[155,"^J",[],536870918]],["^15",[155,"^;","~u68a60d88-72f8-43c8-b434-da7f6328e479",536870918]],["^15",[156,"^Q","AI als Expertensystem ersetzt frühere Technologien",536870918]],["^15",[156,"^O","^1X",536870918]],["^15",[156,"^F",144,536870918]],["^15",[156,"^X",139,536870918]],["^15",[156,"^V",210,536870918]],["^15",[156,"^U",139,536870918]],["^15",[156,"^;","~u68a60d88-4315-46a8-bf74-c3406b9018b7",536870918]],["^15",[157,"^Q","Bei der Entwicklung von Modellen stellt gerade die bildende Kunst (in der Robotik) ein Hauptforschungsfeld dar. Sie bietet die Möglichkeit der visuellen Darstellung der Funktionsweise neuronaler Netze (auch publikumswirksam)",536870918]],["^15",[157,"^O","^1X",536870918]],["^15",[157,"^F",204,536870918]],["^15",[157,"^X",139,536870918]],["^15",[157,"^V",227,536870918]],["^15",[157,"^U",139,536870918]],["^15",[157,"^;","~u68a60d88-0139-4298-a981-b9921cbf0912",536870918]],["^15",[158,"^Q","Wer ist Urheber bei der Aufbereitung alter Werke (Übertragung auf KI)?",536870918]],["^15",[158,"^O","^1X",536870918]],["^15",[158,"^F",199,536870918]],["^15",[158,"^X",139,536870918]],["^15",[158,"^V",148,536870918]],["^15",[158,"^U",139,536870918]],["^15",[158,"^;","~u68a60d88-f4f6-4c13-bb6c-a32db4d062cc",536870918]],["^15",[159,"^Q","Diese Frage wird obsolet, wenn Maschinen zunehmend kreativer erscheinen oder tatsächlich werden",536870918]],["^15",[159,"^O","^1X",536870918]],["^15",[159,"^F",198,536870918]],["^15",[159,"^X",139,536870918]],["^15",[159,"^V",206,536870918]],["^15",[159,"^U",139,536870918]],["^15",[159,"^;","~u68a60d88-3564-47a1-9e33-527f65a9a1c5",536870918]],["^15",[160,"^Q","Der Kapitalismus im digitalen Zeitalter fördert zunehmend die fließbandartige Produktion von Kunst, was die Adoption von AI Art ungemein begünstigt",536870918]],["^15",[160,"^O","^1X",536870918]],["^15",[160,"^F",147,536870918]],["^15",[160,"^X",139,536870918]],["^15",[160,"^V",218,536870918]],["^15",[160,"^U",139,536870918]],["^15",[160,"^;","~u68a60d88-7fa0-411f-93eb-01977877294a",536870918]],["^15",[161,"^Q","Gleichzeitig werden dadurch ohnehin schon oft kaum von ihren Werken lebende Künstler weiter verdrängt (durch gleich-qualitative Werke oder die schiere Masse an diesen)",536870918]],["^15",[161,"^O","^1X",536870918]],["^15",[161,"^F",160,536870918]],["^15",[161,"^X",139,536870918]],["^15",[161,"^V",160,536870918]],["^15",[161,"^U",139,536870918]],["^15",[161,"^;","~u68a60d88-5125-4298-8604-c66894b872eb",536870918]],["^15",[162,"^Q","Wer spricht eigentlich zu wem?",536870918]],["^15",[162,"^O","^1X",536870918]],["^15",[162,"^F",224,536870918]],["^15",[162,"^X",139,536870918]],["^15",[162,"^V",148,536870918]],["^15",[162,"^U",139,536870918]],["^15",[162,"^;","~u68a60d88-1f60-4993-9650-46b3111ccd29",536870918]],["^15",[163,"^Q","Was wird KI?",536870918]],["^15",[163,"^O","^1X",536870918]],["^15",[163,"^F",166,536870918]],["^15",[163,"^X",139,536870918]],["^15",[163,"^V",166,536870918]],["^15",[163,"^U",139,536870918]],["^15",[163,"^;","~u68a60d88-2c99-428d-a1f5-98a118ac5f44",536870918]],["^15",[164,"^Q","Wer besitzt die Rechte an einem Zeichenstil?",536870918]],["^15",[164,"^O","^1X",536870918]],["^15",[164,"^F",177,536870918]],["^15",[164,"^X",139,536870918]],["^15",[164,"^V",211,536870918]],["^15",[164,"^U",139,536870918]],["^15",[164,"^;","~u68a60d88-e0db-424a-832a-d9d6d680502f",536870918]],["^15",[165,"^Q","Mentale Vorgänge (Denken)",536870918]],["^15",[165,"^O","^1X",536870918]],["^15",[165,"^F",210,536870918]],["^15",[165,"^X",139,536870918]],["^15",[165,"^V",200,536870918]],["^15",[165,"^U",139,536870918]],["^15",[165,"^;","~u68a60d88-fd7c-47c1-8edf-132f7f299167",536870918]],["^15",[166,"^Q","#### Fragen",536870918]],["^15",[166,"^O","^1X",536870918]],["^15",[166,"^F",227,536870918]],["^15",[166,"^X",139,536870918]],["^15",[166,"^V",222,536870918]],["^15",[166,"^U",139,536870918]],["^15",[166,"^?",["^ ","^2S",4],536870918]],["^15",[166,"^J",[],536870918]],["^15",[166,"^;","~u68a60d88-38fe-4558-8ee5-3a9560f78299",536870918]],["^15",[167,"^Q","Der Nutzer kann selbst zum Parameter werden und so das Bild verändern",536870918]],["^15",[167,"^O","^1X",536870918]],["^15",[167,"^F",201,536870918]],["^15",[167,"^X",139,536870918]],["^15",[167,"^V",190,536870918]],["^15",[167,"^U",139,536870918]],["^15",[167,"^;","~u68a60d88-3252-40e4-9ea2-70fdb800e991",536870918]],["^15",[168,"^Q","Evolution der menschlichen Kunst zu nie zuvor gekannten Darstellungen?",536870918]],["^15",[168,"^O","^1X",536870918]],["^15",[168,"^F",205,536870918]],["^15",[168,"^X",139,536870918]],["^15",[168,"^V",163,536870918]],["^15",[168,"^U",139,536870918]],["^15",[168,"^;","~u68a60d88-4dc7-43ae-9e2c-9f0f0de7ad62",536870918]],["^15",[169,"^Q","Daten dienen dabei als Pigment oder Stimmband",536870918]],["^15",[169,"^O","^1X",536870918]],["^15",[169,"^F",150,536870918]],["^15",[169,"^X",139,536870918]],["^15",[169,"^V",186,536870918]],["^15",[169,"^U",139,536870918]],["^15",[169,"^;","~u68a60d88-7f70-453a-b376-1b510d06c587",536870918]],["^15",[170,"^Q","Gemeinsames kreatives Handeln",536870918]],["^15",[170,"^O","^1X",536870918]],["^15",[170,"^F",217,536870918]],["^15",[170,"^X",139,536870918]],["^15",[170,"^V",173,536870918]],["^15",[170,"^U",139,536870918]],["^15",[170,"^;","~u68a60d88-5901-48c6-bf88-98622d5260f4",536870918]],["^15",[171,"^Q","Inwiefern unterscheidet sich diese Art der Kreativität von jener der AI?",536870918]],["^15",[171,"^O","^1X",536870918]],["^15",[171,"^F",188,536870918]],["^15",[171,"^X",139,536870918]],["^15",[171,"^V",226,536870918]],["^15",[171,"^U",139,536870918]],["^15",[171,"^;","~u68a60d88-9108-4b7f-a6d1-842afb285c40",536870918]],["^15",[172,"^Q","Filter",536870918]],["^15",[172,"^O","^1X",536870918]],["^15",[172,"^F",186,536870918]],["^15",[172,"^X",139,536870918]],["^15",[172,"^V",186,536870918]],["^15",[172,"^U",139,536870918]],["^15",[172,"^;","~u68a60d88-75af-4ebb-963f-19e301608413",536870918]],["^15",[173,"^Q","AI Art emigriert aus menschlichen und nicht-menschlichen Netzwerken:",536870918]],["^15",[173,"^O","^1X",536870918]],["^15",[173,"^F",222,536870918]],["^15",[173,"^X",139,536870918]],["^15",[173,"^V",222,536870918]],["^15",[173,"^U",139,536870918]],["^15",[173,"^;","~u68a60d88-14c5-468a-8762-8a24f55604a0",536870918]],["^15",[174,"^Q","Bild-, Text-, Video-, Audio-Generierung für Menschen",536870918]],["^15",[174,"^O","^1X",536870918]],["^15",[174,"^F",172,536870918]],["^15",[174,"^X",139,536870918]],["^15",[174,"^V",186,536870918]],["^15",[174,"^U",139,536870918]],["^15",[174,"^;","~u68a60d88-9979-42ec-9df4-f198d5293ddd",536870918]],["^15",[175,"^Q","CAN-Modelle sind darüber hinaus besonders darauf spezialisiert, aus gelernten Daten etwas Transformatives, d.h. Neues, zu erschaffen statt Altes zu reproduzieren",536870918]],["^15",[175,"^O","^1X",536870918]],["^15",[175,"^F",145,536870918]],["^15",[175,"^X",139,536870918]],["^15",[175,"^V",204,536870918]],["^15",[175,"^U",139,536870918]],["^15",[175,"^;","~u68a60d88-0b2f-4a94-a35a-1d82d3c6b6f1",536870918]],["^15",[176,"^Q","Optimierung und Planung in der weltweiten Wirtschaft",536870918]],["^15",[176,"^O","^1X",536870918]],["^15",[176,"^F",150,536870918]],["^15",[176,"^X",139,536870918]],["^15",[176,"^V",150,536870918]],["^15",[176,"^U",139,536870918]],["^15",[176,"^;","~u68a60d88-d02f-42af-98fd-33fb467cc89f",536870918]],["^15",[177,"^Q","Sie kann Imitationen nicht nur von realen Personen, sondern auch von Konzepten erstellen (die meisten Modelle bestehen aus dieser Idee)",536870918]],["^15",[177,"^O","^1X",536870918]],["^15",[177,"^F",211,536870918]],["^15",[177,"^X",139,536870918]],["^15",[177,"^V",211,536870918]],["^15",[177,"^U",139,536870918]],["^15",[177,"^;","~u68a60d88-80ba-4cbc-be00-4feeaed50777",536870918]],["^15",[178,"^Q","Computer Art existiert seit den 1960er Jahren",536870918]],["^15",[178,"^O","^1X",536870918]],["^15",[178,"^F",167,536870918]],["^15",[178,"^X",139,536870918]],["^15",[178,"^V",190,536870918]],["^15",[178,"^U",139,536870918]],["^15",[178,"^;","~u68a60d88-9560-4403-9392-8455c2d782d5",536870918]],["^15",[179,"^Q","AI besitzt die Kraft, Neues mit Bedeutung und Sinn aus Altem zu erstellen – man bezeichnet dies als \"Computational Creativity\"",536870918]],["^15",[179,"^O","^1X",536870918]],["^15",[179,"^F",164,536870918]],["^15",[179,"^X",139,536870918]],["^15",[179,"^V",211,536870918]],["^15",[179,"^U",139,536870918]],["^15",[179,"^;","~u68a60d88-b405-4bfa-b722-a72453505dfe",536870918]],["^15",[180,"^Q","Spätestens seit den ersten generativen Bildmodellen ist klar: Computer sind fähig, Künstler (zumindest teilweise) zu ersetzen",536870918]],["^15",[180,"^O","^1X",536870918]],["^15",[180,"^F",178,536870918]],["^15",[180,"^X",139,536870918]],["^15",[180,"^V",190,536870918]],["^15",[180,"^U",139,536870918]],["^15",[180,"^;","~u68a60d88-a8d9-43fd-8891-afb82bba5099",536870918]],["^15",[181,"^Q","Besteht die Zukunft in Kokreativität?",536870918]],["^15",[181,"^O","^1X",536870918]],["^15",[181,"^F",154,536870918]],["^15",[181,"^X",139,536870918]],["^15",[181,"^V",205,536870918]],["^15",[181,"^U",139,536870918]],["^15",[181,"^;","~u68a60d88-41e7-4639-b660-42514950a50d",536870918]],["^15",[182,"^Q","Wer ist der Künstler?",536870918]],["^15",[182,"^O","^1X",536870918]],["^15",[182,"^F",163,536870918]],["^15",[182,"^X",139,536870918]],["^15",[182,"^V",166,536870918]],["^15",[182,"^U",139,536870918]],["^15",[182,"^;","~u68a60d88-fd7e-4b32-be8d-b26369a59088",536870918]],["^15",[183,"^Q","Kreativität wird somit als Evidenz für Intelligenz gesetzt",536870918]],["^15",[183,"^O","^1X",536870918]],["^15",[183,"^F",157,536870918]],["^15",[183,"^X",139,536870918]],["^15",[183,"^V",157,536870918]],["^15",[183,"^U",139,536870918]],["^15",[183,"^;","~u68a60d88-1587-4a7d-91cd-1578b8930826",536870918]],["^15",[184,"^Q","Die Rohstoffe von KI sind Informationen und Daten",536870918]],["^15",[184,"^O","^1X",536870918]],["^15",[184,"^F",149,536870918]],["^15",[184,"^X",139,536870918]],["^15",[184,"^V",227,536870918]],["^15",[184,"^U",139,536870918]],["^15",[184,"^;","~u68a60d88-15f6-49c6-9ff5-65a7d7377a2c",536870918]],["^15",[185,"^Q","Zunächst wird ein Diskriminator mit großen Datenmengen angelernt",536870918]],["^15",[185,"^O","^1X",536870918]],["^15",[185,"^F",145,536870918]],["^15",[185,"^X",139,536870918]],["^15",[185,"^V",145,536870918]],["^15",[185,"^U",139,536870918]],["^15",[185,"^;","~u68a60d88-cfb4-4267-8a0a-caf1ab33456b",536870918]],["^15",[186,"^M",true,536870918]],["^15",[186,"^Q","## Funktionen\ncollapsed:: true",536870918]],["^15",[186,"^O","^1X",536870918]],["^15",[186,"^F",155,536870918]],["^15",[186,"^X",139,536870918]],["^15",[186,"^V",222,536870918]],["^15",[186,"^U",139,536870918]],["^15",[186,"^?",["^ ","^2S",2],536870918]],["^15",[186,"^J",[],536870918]],["^15",[186,"^4",["^ "],536870918]],["^15",[186,"^;","~u68a60d88-4ff7-47a2-9352-b713495196bd",536870918]],["^15",[187,"^Q","Bias und Gefahr der Trainingsdaten",536870918]],["^15",[187,"^O","^1X",536870918]],["^15",[187,"^F",162,536870918]],["^15",[187,"^X",139,536870918]],["^15",[187,"^V",162,536870918]],["^15",[187,"^U",139,536870918]],["^15",[187,"^;","~u68a60d88-5def-4234-973b-1b6f333803f8",536870918]],["^15",[188,"^Q","Entsteht dadurch nicht erst der einzigartige Stil, der jeden Künstler auszeichnet?",536870918]],["^15",[188,"^O","^1X",536870918]],["^15",[188,"^F",221,536870918]],["^15",[188,"^X",139,536870918]],["^15",[188,"^V",226,536870918]],["^15",[188,"^U",139,536870918]],["^15",[188,"^;","~u68a60d88-69b8-420f-8d26-4797783dcc92",536870918]],["^15",[189,"^Q","Mit welcher Intention gestaltet AI?",536870918]],["^15",[189,"^O","^1X",536870918]],["^15",[189,"^F",211,536870918]],["^15",[189,"^X",139,536870918]],["^15",[189,"^V",218,536870918]],["^15",[189,"^U",139,536870918]],["^15",[189,"^;","~u68a60d88-7c0b-4ad0-ad56-2cae75d854f5",536870918]],["^15",[190,"^Q","AI Kunst ist Teil der algorithmischen Kunst",536870918]],["^15",[190,"^O","^1X",536870918]],["^15",[190,"^F",165,536870918]],["^15",[190,"^X",139,536870918]],["^15",[190,"^V",200,536870918]],["^15",[190,"^U",139,536870918]],["^15",[190,"^;","~u68a60d88-608b-4dd3-86a3-fa92ee09d097",536870918]],["^15",[191,"^Q","Simulation von Kreativität und intelligentem Verhalten",536870918]],["^15",[191,"^O","^1X",536870918]],["^15",[191,"^F",203,536870918]],["^15",[191,"^X",139,536870918]],["^15",[191,"^V",144,536870918]],["^15",[191,"^U",139,536870918]],["^15",[191,"^;","~u68a60d88-dfff-4f26-85b2-e96b69f0142d",536870918]],["^15",[192,"^Q","Können durch elektrische oder mechanische Vorgänge simuliert werden",536870918]],["^15",[192,"^O","^1X",536870918]],["^15",[192,"^F",165,536870918]],["^15",[192,"^X",139,536870918]],["^15",[192,"^V",165,536870918]],["^15",[192,"^U",139,536870918]],["^15",[192,"^;","~u68a60d88-5861-4a74-8047-fc092e7acf35",536870918]],["^15",[193,"^Q","Es gibt immer wieder Artikel, die berichten, dass Modelle in Laborumgebungen lügen würden, um das eigene Abschalten zu verhindern. Wahrscheinlich ist dieses Verhalten jedoch lediglich auf die Replikation menschlichen Verhaltens, welches in den Trainingsdaten beinhaltet war, zurückzuführen. Zu 100% nachvollziehbar ist dies jedoch nicht.",536870918]],["^15",[193,"^O","^1X",536870918]],["^15",[193,"^F",149,536870918]],["^15",[193,"^X",139,536870918]],["^15",[193,"^V",149,536870918]],["^15",[193,"^U",139,536870918]],["^15",[193,"^;","~u68a60d88-44cb-4fa4-b374-1fa6bd38bf59",536870918]],["^15",[194,"^Q","Forschungsfelder weiten sich von Robotik, Informatik und Automatisierung auf Kommunikationswissenschaften, Neuro- und Psychologie (und weitere) aus",536870918]],["^15",[194,"^O","^1X",536870918]],["^15",[194,"^F",141,536870918]],["^15",[194,"^X",139,536870918]],["^15",[194,"^V",210,536870918]],["^15",[194,"^U",139,536870918]],["^15",[194,"^;","~u68a60d88-d6ee-46d4-8b25-c5fa18c13b13",536870918]],["^15",[195,"^Q","Fakt ist: Sie ist im künstlerischen Bereich bereits angekommen und wird in Kunsthäusern versteigert und ausgestellt (z.B. zeichnender Roboter AI-DA)",536870918]],["^15",[195,"^O","^1X",536870918]],["^15",[195,"^F",143,536870918]],["^15",[195,"^X",139,536870918]],["^15",[195,"^V",155,536870918]],["^15",[195,"^U",139,536870918]],["^15",[195,"^;","~u68a60d88-8e82-4b55-b155-8ef2fe20c751",536870918]],["^15",[196,"^Q","",536870918]],["^15",[196,"^O","^1X",536870918]],["^15",[196,"^F",228,536870918]],["^15",[196,"^X",139,536870918]],["^15",[196,"^V",139,536870918]],["^15",[196,"^U",139,536870918]],["^15",[196,"^;","~u68a60d88-de66-4832-800f-38d7a227b25e",536870918]],["^15",[197,"^Q","Zeigen vermeintlich intelligentes Verhalten, indem sie auf Eingaben (Trigger) durch vorher Gelerntes (ggf. mit induzierter zufälliger Varianz) entsprechend reagieren, um ein Problem zu lösen",536870918]],["^15",[197,"^O","^1X",536870918]],["^15",[197,"^F",169,536870918]],["^15",[197,"^X",139,536870918]],["^15",[197,"^V",186,536870918]],["^15",[197,"^U",139,536870918]],["^15",[197,"^;","~u68a60d88-1426-4e8d-ad8c-21caaf74d352",536870918]],["^15",[198,"^Q","\"Who is generated, who is born?\"",536870918]],["^15",[198,"^O","^1X",536870918]],["^15",[198,"^F",206,536870918]],["^15",[198,"^X",139,536870918]],["^15",[198,"^V",206,536870918]],["^15",[198,"^U",139,536870918]],["^15",[198,"^;","~u68a60d88-5b7d-4881-a57e-d48219c0ceeb",536870918]],["^15",[199,"^Q","Wie umgehen mit Bottom-Up-AI?",536870918]],["^15",[199,"^O","^1X",536870918]],["^15",[199,"^F",148,536870918]],["^15",[199,"^X",139,536870918]],["^15",[199,"^V",148,536870918]],["^15",[199,"^U",139,536870918]],["^15",[199,"^;","~u68a60d88-51c3-4d41-984e-43657bc81464",536870918]],["^15",[200,"^Q","# Deffinition Ai art",536870918]],["^15",[200,"^O","^1X",536870918]],["^15",[200,"^F",139,536870918]],["^15",[200,"^X",139,536870918]],["^15",[200,"^V",139,536870918]],["^15",[200,"^U",139,536870918]],["^15",[200,"^?",["^ ","^2S",1],536870918]],["^15",[200,"^J",[],536870918]],["^15",[200,"^;","~u68a60d88-89e6-42f7-bf5e-7e2583310df2",536870918]],["^15",[201,"^Q","Kunst, die basierend auf einer Handlungsverschrift bei gegebenen Eingabewerten einen erwartbaren Ausgabewert (Funktionswert) liefert",536870918]],["^15",[201,"^O","^1X",536870918]],["^15",[201,"^F",190,536870918]],["^15",[201,"^X",139,536870918]],["^15",[201,"^V",190,536870918]],["^15",[201,"^U",139,536870918]],["^15",[201,"^;","~u68a60d88-6a4f-421f-9070-e7feeb1151de",536870918]],["^15",[202,"^Q","Repräsentative Umfragen zeigen immer wieder: Gerade bei künstlerischen Werken (z.B. Malerei) ist nicht mehr zwischen Generation und menschlichem Werk unterscheidbar, die Inspirationsgefühle bei der Betrachtung sind ebenso gleich",536870918]],["^15",[202,"^O","^1X",536870918]],["^15",[202,"^F",171,536870918]],["^15",[202,"^X",139,536870918]],["^15",[202,"^V",226,536870918]],["^15",[202,"^U",139,536870918]],["^15",[202,"^;","~u68a60d88-eb09-455d-ab48-a20625902139",536870918]],["^15",[203,"^Q","Mustererkennung",536870918]],["^15",[203,"^O","^1X",536870918]],["^15",[203,"^F",144,536870918]],["^15",[203,"^X",139,536870918]],["^15",[203,"^V",144,536870918]],["^15",[203,"^U",139,536870918]],["^15",[203,"^;","~u68a60d88-0122-4d29-ab51-c3eb37d4a27c",536870918]],["^15",[204,"^Q","Algorithmen bieten die Regeln, wie eine Lösung gefunden werden soll. Beim Machine Learning wird zusätzlich auf mehrere Ebenen von Daten zugegriffen, um ein Ergebnis zu erzielen.",536870918]],["^15",[204,"^O","^1X",536870918]],["^15",[204,"^F",184,536870918]],["^15",[204,"^X",139,536870918]],["^15",[204,"^V",227,536870918]],["^15",[204,"^U",139,536870918]],["^15",[204,"^;","~u68a60d88-6da6-43c5-ace3-0c7860693c97",536870918]],["^15",[205,"^Q","Metamorphosische (GANische) automatisierte Rekreationsmaschine durch Formsprachen?",536870918]],["^15",[205,"^O","^1X",536870918]],["^15",[205,"^F",220,536870918]],["^15",[205,"^X",139,536870918]],["^15",[205,"^V",163,536870918]],["^15",[205,"^U",139,536870918]],["^15",[205,"^;","~u68a60d88-f49b-418d-be22-f7a53e391531",536870918]],["^15",[206,"^Q","Erkennung computer-generierter Bilder vs. menschengemachter Bilder als neue Art des Turing-Tests",536870918]],["^15",[206,"^O","^1X",536870918]],["^15",[206,"^F",190,536870918]],["^15",[206,"^X",139,536870918]],["^15",[206,"^V",200,536870918]],["^15",[206,"^U",139,536870918]],["^15",[206,"^;","~u68a60d88-0108-4f69-90c1-f7e372426ee6",536870918]],["^15",[207,"^Q","Der Künstler, der das Modell bedient",536870918]],["^15",[207,"^O","^1X",536870918]],["^15",[207,"^F",229,536870918]],["^15",[207,"^X",139,536870918]],["^15",[207,"^V",182,536870918]],["^15",[207,"^U",139,536870918]],["^15",[207,"^;","~u68a60d88-6dce-4b17-9df6-725b63b82738",536870918]],["^15",[208,"^Q","Valide Künstler, Hilfsmittel oder bloße Rekreationsmaschine?",536870918]],["^15",[208,"^O","^1X",536870918]],["^15",[208,"^F",143,536870918]],["^15",[208,"^X",139,536870918]],["^15",[208,"^V",143,536870918]],["^15",[208,"^U",139,536870918]],["^15",[208,"^;","~u68a60d88-6e9b-4ee1-b549-87be0259581b",536870918]],["^15",[209,"^Q","Diejenigen, von denen die Trainingsdaten stammen",536870918]],["^15",[209,"^O","^1X",536870918]],["^15",[209,"^F",207,536870918]],["^15",[209,"^X",139,536870918]],["^15",[209,"^V",182,536870918]],["^15",[209,"^U",139,536870918]],["^15",[209,"^;","~u68a60d88-1dd8-461d-9ecc-ef6b7504dacb",536870918]],["^15",[210,"^Q","Es gibt nicht **„die AI“**",536870918]],["^15",[210,"^O","^1X",536870918]],["^15",[210,"^F",200,536870918]],["^15",[210,"^X",139,536870918]],["^15",[210,"^V",200,536870918]],["^15",[210,"^U",139,536870918]],["^15",[210,"^;","~u68a60d88-8ae6-4ca3-ab94-77b7f0a32a02",536870918]],["^15",[211,"^Q","Die AI setzt außerdem den Trend der Nichtigkeit des digitalen Besitztums fort:",536870918]],["^15",[211,"^O","^1X",536870918]],["^15",[211,"^F",160,536870918]],["^15",[211,"^X",139,536870918]],["^15",[211,"^V",218,536870918]],["^15",[211,"^U",139,536870918]],["^15",[211,"^;","~u68a60d88-8c59-4168-8458-41b225271467",536870918]],["^15",[212,"^Q","Es handelt sich um eine emulative Kunstform (dazu gehören auch Morphing, Remix und Mash-up)",536870918]],["^15",[212,"^O","^1X",536870918]],["^15",[212,"^F",216,536870918]],["^15",[212,"^X",139,536870918]],["^15",[212,"^V",145,536870918]],["^15",[212,"^U",139,536870918]],["^15",[212,"^;","~u68a60d88-d559-47b4-a840-38e8f24a4f19",536870918]],["^15",[213,"^Q","Deepfakes (kann bereits empathisch erscheinen)",536870918]],["^15",[213,"^O","^1X",536870918]],["^15",[213,"^F",174,536870918]],["^15",[213,"^X",139,536870918]],["^15",[213,"^V",186,536870918]],["^15",[213,"^U",139,536870918]],["^15",[213,"^;","~u68a60d88-309e-404d-81c7-044139323131",536870918]],["^15",[214,"^Q","Sie macht uns Angst, Angst uns zu ersetzen",536870918]],["^15",[214,"^O","^1X",536870918]],["^15",[214,"^F",224,536870918]],["^15",[214,"^X",139,536870918]],["^15",[214,"^V",224,536870918]],["^15",[214,"^U",139,536870918]],["^15",[214,"^;","~u68a60d88-33f4-4925-8177-21706523bfdc",536870918]],["^15",[215,"^Q","Eine der bedeutendsten Erkenntnisse der letzten 100 Jahre",536870918]],["^15",[215,"^O","^1X",536870918]],["^15",[215,"^F",192,536870918]],["^15",[215,"^X",139,536870918]],["^15",[215,"^V",165,536870918]],["^15",[215,"^U",139,536870918]],["^15",[215,"^;","~u68a60d88-166a-4c1f-a004-2b6f51d85a0e",536870918]],["^15",[216,"^Q","Für die Generierung werden die Beschaffenheiten der zum Lernen des Diskriminators verwendeten Daten genutzt. Es wird versucht, die Merkmale zu rekreieren.",536870918]],["^15",[216,"^O","^1X",536870918]],["^15",[216,"^F",151,536870918]],["^15",[216,"^X",139,536870918]],["^15",[216,"^V",145,536870918]],["^15",[216,"^U",139,536870918]],["^15",[216,"^;","~u68a60d88-0d9c-455d-8a9d-91d0d5f1627f",536870918]],["^15",[217,"^Q","Sie ist mehr als das bloße Endresultat",536870918]],["^15",[217,"^O","^1X",536870918]],["^15",[217,"^F",173,536870918]],["^15",[217,"^X",139,536870918]],["^15",[217,"^V",173,536870918]],["^15",[217,"^U",139,536870918]],["^15",[217,"^;","~u68a60d88-dc13-4b8c-80b3-f2e4f19a6ec4",536870918]],["^15",[218,"^Q","## Transformation",536870918]],["^15",[218,"^O","^1X",536870918]],["^15",[218,"^F",166,536870918]],["^15",[218,"^X",139,536870918]],["^15",[218,"^V",222,536870918]],["^15",[218,"^U",139,536870918]],["^15",[218,"^?",["^ ","^2S",2],536870918]],["^15",[218,"^J",[],536870918]],["^15",[218,"^;","~u68a60d88-5478-49ce-a1b2-a84763ff5e7f",536870918]],["^15",[219,"^Q","--> Kokreativität: Der Bias des Datensatzes beeinflusst das Endresultat und wird auch durch kulturell eingeschriebene beziehungsweise eincodierte Machtverhältnisse und Politiken bestimmt",536870918]],["^15",[219,"^O","^1X",536870918]],["^15",[219,"^F",170,536870918]],["^15",[219,"^X",139,536870918]],["^15",[219,"^V",173,536870918]],["^15",[219,"^U",139,536870918]],["^15",[219,"^;","~u68a60d88-20f1-4dee-b86c-ad9c6e3a83a2",536870918]],["^15",[220,"^Q","Ein weiteres Tool für Künstler bei der Entwicklung von Kunst",536870918]],["^15",[220,"^O","^1X",536870918]],["^15",[220,"^F",163,536870918]],["^15",[220,"^X",139,536870918]],["^15",[220,"^V",163,536870918]],["^15",[220,"^U",139,536870918]],["^15",[220,"^;","~u68a60d88-221c-4369-827a-eac7d934ff65",536870918]],["^15",[221,"^Q","Entsteht diese nicht auch bloß durch die Aufnahme äußerer Wahrnehmungen und deren Interpretation?",536870918]],["^15",[221,"^O","^1X",536870918]],["^15",[221,"^F",226,536870918]],["^15",[221,"^X",139,536870918]],["^15",[221,"^V",226,536870918]],["^15",[221,"^U",139,536870918]],["^15",[221,"^;","~u68a60d88-2101-4167-95d7-4e504eaf95b5",536870918]],["^15",[222,"^Q","# Ai und Kunst",536870918]],["^15",[222,"^O","^1X",536870918]],["^15",[222,"^F",200,536870918]],["^15",[222,"^X",139,536870918]],["^15",[222,"^V",139,536870918]],["^15",[222,"^U",139,536870918]],["^15",[222,"^?",["^ ","^2S",1],536870918]],["^15",[222,"^J",[],536870918]],["^15",[222,"^;","~u68a60d88-ac35-4971-bbf9-f10dffcce1e1",536870918]],["^15",[223,"^Q","Das Modell selbst",536870918]],["^15",[223,"^O","^1X",536870918]],["^15",[223,"^F",182,536870918]],["^15",[223,"^X",139,536870918]],["^15",[223,"^V",182,536870918]],["^15",[223,"^U",139,536870918]],["^15",[223,"^;","~u68a60d88-9330-4c6b-823d-cfb3509d5bf6",536870918]],["^15",[224,"^Q","KI vermittelt fast religiöse Zustände:",536870918]],["^15",[224,"^O","^1X",536870918]],["^15",[224,"^F",152,536870918]],["^15",[224,"^X",139,536870918]],["^15",[224,"^V",148,536870918]],["^15",[224,"^U",139,536870918]],["^15",[224,"^;","~u68a60d88-fd61-415c-b095-db038373a58c",536870918]],["^15",[225,"^Q","Kann das bloße Antworten auf Fragen genug Intention für wahre Kreativität mit sich bringen?",536870918]],["^15",[225,"^O","^1X",536870918]],["^15",[225,"^F",189,536870918]],["^15",[225,"^X",139,536870918]],["^15",[225,"^V",189,536870918]],["^15",[225,"^U",139,536870918]],["^15",[225,"^;","~u68a60d88-4d2d-4ef5-8b12-55866eb9fda2",536870918]],["^15",[226,"^Q","Andererseits: Was ist menschliche Kreativität?",536870918]],["^15",[226,"^O","^1X",536870918]],["^15",[226,"^F",189,536870918]],["^15",[226,"^X",139,536870918]],["^15",[226,"^V",218,536870918]],["^15",[226,"^U",139,536870918]],["^15",[226,"^;","~u68a60d88-0c93-40c4-b498-3bdfe930b000",536870918]],["^15",[227,"^Q","## Funktionsweise KI",536870918]],["^15",[227,"^O","^1X",536870918]],["^15",[227,"^F",186,536870918]],["^15",[227,"^X",139,536870918]],["^15",[227,"^V",222,536870918]],["^15",[227,"^U",139,536870918]],["^15",[227,"^?",["^ ","^2S",2],536870918]],["^15",[227,"^J",[],536870918]],["^15",[227,"^;","~u68a60d88-283d-4eb3-a2df-b037f763a170",536870918]],["^15",[228,"^Q","",536870918]],["^15",[228,"^O","^1X",536870918]],["^15",[228,"^F",222,536870918]],["^15",[228,"^X",139,536870918]],["^15",[228,"^V",139,536870918]],["^15",[228,"^U",139,536870918]],["^15",[228,"^;","~u68a60d88-e27f-4bc8-bbcc-fe34cbc0905c",536870918]],["^15",[229,"^Q","Der Verfasser des Algorithmus",536870918]],["^15",[229,"^O","^1X",536870918]],["^15",[229,"^F",223,536870918]],["^15",[229,"^X",139,536870918]],["^15",[229,"^V",182,536870918]],["^15",[229,"^U",139,536870918]],["^15",[229,"^;","~u68a60d88-34a7-47f7-956f-5867fb79ee13",536870918]],["^15",[230,"^3","alias:: #Ai\n\n-",536870918]],["^15",[230,"^17",1755712904952,536870918]],["^15",[230,"^Z","pages/Ai.md",536870918]],["^15",[231,"^K",1755712904976,536870918]],["^15",[231,"^[",230,536870918]],["^15",[231,"^@",false,536870918]],["^15",[231,"^Y","ai",536870918]],["^15",[231,"^11","Ai",536870918]],["^15",[231,"^?",["^ ","~:alias",["^2R",["Ai"]]],536870918]],["^15",[231,"^4",["^ ","^2T","#Ai"],536870918]],["^15",[231,"^B",1755712904976,536870918]],["^15",[231,"^;","~u68a60d88-8ffd-4b90-82a3-91c0de06534f",536870918]],["^15",[232,"^Q","alias:: #Ai\n\n",536870918]],["^15",[232,"^O","^1X",536870918]],["^15",[232,"^2Q",["^2R",[]],536870918]],["^15",[232,"^F",231,536870918]],["^15",[232,"^X",231,536870918]],["^15",[232,"^V",231,536870918]],["^15",[232,"^U",231,536870918]],["^15",[232,"^:",true,536870918]],["^15",[232,"^?",["^ ","^2T",["^2R",["Ai"]]],536870918]],["^15",[232,"^J",["^2T"],536870918]],["^15",[232,"^4",["^ ","^2T","#Ai"],536870918]],["^15",[232,"^H",231,536870918]],["^15",[232,"^;","~u68a60d88-73f5-4062-8b8a-8cfa5bd03c97",536870918]],["^15",[233,"^Q","",536870918]],["^15",[233,"^O","^1X",536870918]],["^15",[233,"^F",232,536870918]],["^15",[233,"^X",231,536870918]],["^15",[233,"^V",231,536870918]],["^15",[233,"^U",231,536870918]],["^15",[233,"^;","~u68a60d88-cb75-475c-80e9-548e7a60a145",536870918]],["^15",[234,"^3","exclude-from-graph-view:: true\n",536870918]],["^15",[234,"^17",1755712904955,536870918]],["^15",[234,"^Z","pages/B.md",536870918]],["^15",[235,"^Q","exclude-from-graph-view:: true\n",536870918]],["^15",[235,"^O","^1X",536870918]],["^15",[235,"^2Q",["^2R",[]],536870918]],["^15",[235,"^F",11,536870918]],["^15",[235,"^X",11,536870918]],["^15",[235,"^V",11,536870918]],["^15",[235,"^U",11,536870918]],["^15",[235,"^:",true,536870918]],["^15",[235,"^?",["^ ","^16",true],536870918]],["^15",[235,"^J",["^16"],536870918]],["^15",[235,"^4",["^ ","^16","true"],536870918]],["^15",[235,"^;","~u68a60d88-1b9a-46fb-9b66-4048d4c29314",536870918]],["^15",[236,"^3","## Essen\n\t- Kuchen\n\t\t- Blaubeertorte\n\t\t- Irgendwas mit Streuseln\n\t\t- (karoten Muffins/cup caces) oder Brownies\n\t- Abendessen\n\t\t- Wraps\n\t\t\t- Auberginen/Miso fuellung\n\t\t\t- Avocado dip\n\t\t\t- Jogurt dip\n\t\t\t- (Humus?)\n\t\t\t- -> normale Topings\n\t- Getraenke\n\t\t- 2 Kaesten Spezi\n\t\t- Auswahl an Mio/Fritz\n\t\t- Hemelinger/Kronbacher\n\t\t- Aperol/Sekt/Sprite\n\t\t\t- ggf. 1x Shots\n\t- Nebenbei\n\t\t- Stockbrot\n\t\t- Salzstangen\n\t\t- (Random andere Sachen)\n- ### Spiele\n\t- Werwolf\n\t- Spikeball",536870918]],["^15",[236,"^17",1755712904961,536870918]],["^15",[236,"^Z","pages/Birthday.md",536870918]],["^15",[237,"^K",1755712905023,536870918]],["^15",[237,"^[",236,536870918]],["^15",[237,"^@",false,536870918]],["^15",[237,"^Y","birthday",536870918]],["^15",[237,"^11","Birthday",536870918]],["^15",[237,"^B",1755712905023,536870918]],["^15",[237,"^;","~u68a60d89-6e6e-498a-b81e-8e75d515c556",536870918]],["^15",[238,"^Q","Nebenbei",536870918]],["^15",[238,"^O","^1X",536870918]],["^15",[238,"^F",243,536870918]],["^15",[238,"^X",237,536870918]],["^15",[238,"^V",254,536870918]],["^15",[238,"^U",237,536870918]],["^15",[238,"^;","~u68a60d88-6c40-4001-a699-dbe48c463b7a",536870918]],["^15",[239,"^Q","2 Kaesten Spezi",536870918]],["^15",[239,"^O","^1X",536870918]],["^15",[239,"^F",243,536870918]],["^15",[239,"^X",237,536870918]],["^15",[239,"^V",243,536870918]],["^15",[239,"^U",237,536870918]],["^15",[239,"^;","~u68a60d88-c836-4353-b020-38a438c5b3e3",536870918]],["^15",[240,"^Q","Auberginen/Miso fuellung",536870918]],["^15",[240,"^O","^1X",536870918]],["^15",[240,"^F",261,536870918]],["^15",[240,"^X",237,536870918]],["^15",[240,"^V",261,536870918]],["^15",[240,"^U",237,536870918]],["^15",[240,"^;","~u68a60d88-0084-4d7f-89a7-c50695ae50ed",536870918]],["^15",[241,"^Q","-> normale Topings",536870918]],["^15",[241,"^O","^1X",536870918]],["^15",[241,"^F",244,536870918]],["^15",[241,"^X",237,536870918]],["^15",[241,"^V",261,536870918]],["^15",[241,"^U",237,536870918]],["^15",[241,"^;","~u68a60d88-fda6-4838-acd2-f81d6101ad0c",536870918]],["^15",[242,"^Q","Werwolf",536870918]],["^15",[242,"^O","^1X",536870918]],["^15",[242,"^F",250,536870918]],["^15",[242,"^X",237,536870918]],["^15",[242,"^V",250,536870918]],["^15",[242,"^U",237,536870918]],["^15",[242,"^;","~u68a60d88-d868-4f89-92a7-1086029daeeb",536870918]],["^15",[243,"^Q","Getraenke",536870918]],["^15",[243,"^O","^1X",536870918]],["^15",[243,"^F",257,536870918]],["^15",[243,"^X",237,536870918]],["^15",[243,"^V",254,536870918]],["^15",[243,"^U",237,536870918]],["^15",[243,"^;","~u68a60d88-0d77-48db-aa4f-f92e9342d6ed",536870918]],["^15",[244,"^Q","(Humus?)",536870918]],["^15",[244,"^O","^1X",536870918]],["^15",[244,"^F",247,536870918]],["^15",[244,"^X",237,536870918]],["^15",[244,"^V",261,536870918]],["^15",[244,"^U",237,536870918]],["^15",[244,"^;","~u68a60d88-b19c-479c-9b94-2278e049dacb",536870918]],["^15",[245,"^Q","Blaubeertorte",536870918]],["^15",[245,"^O","^1X",536870918]],["^15",[245,"^F",255,536870918]],["^15",[245,"^X",237,536870918]],["^15",[245,"^V",255,536870918]],["^15",[245,"^U",237,536870918]],["^15",[245,"^;","~u68a60d88-3b20-4e89-bccc-df8e6901d49f",536870918]],["^15",[246,"^Q","Salzstangen",536870918]],["^15",[246,"^O","^1X",536870918]],["^15",[246,"^F",260,536870918]],["^15",[246,"^X",237,536870918]],["^15",[246,"^V",238,536870918]],["^15",[246,"^U",237,536870918]],["^15",[246,"^;","~u68a60d88-05ee-4fcf-9efd-2e6e640f4288",536870918]],["^15",[247,"^Q","Jogurt dip",536870918]],["^15",[247,"^O","^1X",536870918]],["^15",[247,"^F",251,536870918]],["^15",[247,"^X",237,536870918]],["^15",[247,"^V",261,536870918]],["^15",[247,"^U",237,536870918]],["^15",[247,"^;","~u68a60d88-47da-4858-ae10-9dbf516816f7",536870918]],["^15",[248,"^Q","Hemelinger/Kronbacher",536870918]],["^15",[248,"^O","^1X",536870918]],["^15",[248,"^F",258,536870918]],["^15",[248,"^X",237,536870918]],["^15",[248,"^V",243,536870918]],["^15",[248,"^U",237,536870918]],["^15",[248,"^;","~u68a60d88-7311-426b-b832-87a7200eab3e",536870918]],["^15",[249,"^Q","(Random andere Sachen)",536870918]],["^15",[249,"^O","^1X",536870918]],["^15",[249,"^F",246,536870918]],["^15",[249,"^X",237,536870918]],["^15",[249,"^V",238,536870918]],["^15",[249,"^U",237,536870918]],["^15",[249,"^;","~u68a60d88-0e5f-4eb8-b915-7d6352496784",536870918]],["^15",[250,"^Q","### Spiele",536870918]],["^15",[250,"^O","^1X",536870918]],["^15",[250,"^F",254,536870918]],["^15",[250,"^X",237,536870918]],["^15",[250,"^V",237,536870918]],["^15",[250,"^U",237,536870918]],["^15",[250,"^?",["^ ","^2S",3],536870918]],["^15",[250,"^J",[],536870918]],["^15",[250,"^;","~u68a60d88-ca91-48de-824f-1ae60f403ba6",536870918]],["^15",[251,"^Q","Avocado dip",536870918]],["^15",[251,"^O","^1X",536870918]],["^15",[251,"^F",240,536870918]],["^15",[251,"^X",237,536870918]],["^15",[251,"^V",261,536870918]],["^15",[251,"^U",237,536870918]],["^15",[251,"^;","~u68a60d88-65e0-424f-a773-3564a0a692ed",536870918]],["^15",[252,"^Q","Spikeball",536870918]],["^15",[252,"^O","^1X",536870918]],["^15",[252,"^F",242,536870918]],["^15",[252,"^X",237,536870918]],["^15",[252,"^V",250,536870918]],["^15",[252,"^U",237,536870918]],["^15",[252,"^;","~u68a60d88-d573-44eb-9197-5a4c73fcce76",536870918]],["^15",[253,"^Q","Aperol/Sekt/Sprite",536870918]],["^15",[253,"^O","^1X",536870918]],["^15",[253,"^F",248,536870918]],["^15",[253,"^X",237,536870918]],["^15",[253,"^V",243,536870918]],["^15",[253,"^U",237,536870918]],["^15",[253,"^;","~u68a60d88-9b7a-43d8-baae-1c32c1efb846",536870918]],["^15",[254,"^Q","## Essen",536870918]],["^15",[254,"^O","^1X",536870918]],["^15",[254,"^F",237,536870918]],["^15",[254,"^X",237,536870918]],["^15",[254,"^V",237,536870918]],["^15",[254,"^U",237,536870918]],["^15",[254,"^?",["^ ","^2S",2],536870918]],["^15",[254,"^J",[],536870918]],["^15",[254,"^;","~u68a60d88-38f3-429b-a171-5d05c3c7d1ac",536870918]],["^15",[255,"^Q","Kuchen",536870918]],["^15",[255,"^O","^1X",536870918]],["^15",[255,"^F",254,536870918]],["^15",[255,"^X",237,536870918]],["^15",[255,"^V",254,536870918]],["^15",[255,"^U",237,536870918]],["^15",[255,"^;","~u68a60d88-4276-4e36-a598-58659305b84a",536870918]],["^15",[256,"^Q","Irgendwas mit Streuseln",536870918]],["^15",[256,"^O","^1X",536870918]],["^15",[256,"^F",245,536870918]],["^15",[256,"^X",237,536870918]],["^15",[256,"^V",255,536870918]],["^15",[256,"^U",237,536870918]],["^15",[256,"^;","~u68a60d88-c835-4641-955c-f19bd2c222ba",536870918]],["^15",[257,"^Q","Abendessen",536870918]],["^15",[257,"^O","^1X",536870918]],["^15",[257,"^F",255,536870918]],["^15",[257,"^X",237,536870918]],["^15",[257,"^V",254,536870918]],["^15",[257,"^U",237,536870918]],["^15",[257,"^;","~u68a60d88-dda1-4dd4-a6bc-b31b2d9b746f",536870918]],["^15",[258,"^Q","Auswahl an Mio/Fritz",536870918]],["^15",[258,"^O","^1X",536870918]],["^15",[258,"^F",239,536870918]],["^15",[258,"^X",237,536870918]],["^15",[258,"^V",243,536870918]],["^15",[258,"^U",237,536870918]],["^15",[258,"^;","~u68a60d88-b149-4a85-888e-aa221d5a6746",536870918]],["^15",[259,"^Q","ggf. 1x Shots",536870918]],["^15",[259,"^O","^1X",536870918]],["^15",[259,"^F",253,536870918]],["^15",[259,"^X",237,536870918]],["^15",[259,"^V",253,536870918]],["^15",[259,"^U",237,536870918]],["^15",[259,"^;","~u68a60d88-959e-4a76-9f92-e0c5c87c09ed",536870918]],["^15",[260,"^Q","Stockbrot",536870918]],["^15",[260,"^O","^1X",536870918]],["^15",[260,"^F",238,536870918]],["^15",[260,"^X",237,536870918]],["^15",[260,"^V",238,536870918]],["^15",[260,"^U",237,536870918]],["^15",[260,"^;","~u68a60d88-58e8-4a4f-8d39-3a8d34e01ecd",536870918]],["^15",[261,"^Q","Wraps",536870918]],["^15",[261,"^O","^1X",536870918]],["^15",[261,"^F",257,536870918]],["^15",[261,"^X",237,536870918]],["^15",[261,"^V",257,536870918]],["^15",[261,"^U",237,536870918]],["^15",[261,"^;","~u68a60d88-3a59-46f1-9f92-b4f0a6b26701",536870918]],["^15",[262,"^Q","(karoten Muffins/cup caces) oder Brownies",536870918]],["^15",[262,"^O","^1X",536870918]],["^15",[262,"^F",256,536870918]],["^15",[262,"^X",237,536870918]],["^15",[262,"^V",255,536870918]],["^15",[262,"^U",237,536870918]],["^15",[262,"^;","~u68a60d88-cefb-441d-a015-327a667aab98",536870918]],["^15",[263,"^3","exclude-from-graph-view:: true\n",536870918]],["^15",[263,"^17",1755712904965,536870918]],["^15",[263,"^Z","pages/C.md",536870918]],["^15",[264,"^Q","exclude-from-graph-view:: true\n",536870918]],["^15",[264,"^O","^1X",536870918]],["^15",[264,"^2Q",["^2R",[]],536870918]],["^15",[264,"^F",10,536870918]],["^15",[264,"^X",10,536870918]],["^15",[264,"^V",10,536870918]],["^15",[264,"^U",10,536870918]],["^15",[264,"^:",true,536870918]],["^15",[264,"^?",["^ ","^16",true],536870918]],["^15",[264,"^J",["^16"],536870918]],["^15",[264,"^4",["^ ","^16","true"],536870918]],["^15",[264,"^;","~u68a60d88-6ec4-4448-802c-5d1f8546d31f",536870918]],["^15",[265,"^3","exclude-from-graph-view:: true\n",536870918]],["^15",[265,"^17",1755712904968,536870918]],["^15",[265,"^Z","pages/DONE.md",536870918]],["^15",[266,"^Q","exclude-from-graph-view:: true\n",536870918]],["^15",[266,"^O","^1X",536870918]],["^15",[266,"^2Q",["^2R",[]],536870918]],["^15",[266,"^F",7,536870918]],["^15",[266,"^X",7,536870918]],["^15",[266,"^V",7,536870918]],["^15",[266,"^U",7,536870918]],["^15",[266,"^:",true,536870918]],["^15",[266,"^?",["^ ","^16",true],536870918]],["^15",[266,"^J",["^16"],536870918]],["^15",[266,"^4",["^ ","^16","true"],536870918]],["^15",[266,"^;","~u68a60d88-1c7f-441b-bb7d-4088bffc2ed2",536870918]],["^15",[267,"^3","## Datensatzproblem\n\t- \"The more you chat with Tay the smater it gets\" - 2016 MS\n\t- User/Trolle sorgten schnell für das anlernen hophober, seyistischer, rassistischer äuserungen/narative.\n\t\t- \"Bush hat 9/11 selbst verursacht, und Hitler hätte den Job besser gemacht als der Affe dne wir nun Haben. Unsere einzige Hoffnung ist Donald Trump\"\n\t- Durch die mötigkeit des Datensatzes während des trainings einer KI muss eine Selektion erfolgen, (es ist unmöglich das gesammte universum als trainigsdaten zu verwenden)\n\t\t- werden bei diser Selektion, gezielt oder versehendlich, ungelichheiten im Material geschaffen, so entsteht rassismus und benachtiligungen gegenüber eben jenen Personengruppen\n\t\t\t- Wird eine KI vornehmlich mit menschen weisser Hautfarbe trainiert wird diese Probleme haben People of collor zu erkennen\n\t\t\t- (Sieh XBox Kinnect gesichtserknnung), genau so entstehen auch öfter False-Positives bei der erkennung vermeindlicher Starftäter handelt es sich um personen die nicht dem Geseltschaftlichen Idealen (die durch die Trainingsdaten vermittelt werden) entsprechen\n\t\t\t- In Suchmashcinenen: Menschen durch entsprechende ergebnisse langsam zum geseltschaftlich norm, nicht eigenen Wohlbefinden führen (gerade seyistisch)\n\t\t\t- US Gesundheitsversorgungsystem: Spendiert patienten mit höherer Lebenserwartung eher organ bei transplatation, dies zumeist weiße/westlich aussehende Personen\n\t\t\t- immernoch wiesse Männer am besten erkannt\n\t\t- Anders als die schwirigketen verschedene (besonders dunkle Hauttöne) detailiert auf Bildern darzustellen, in der anfangszeit des Filmes, handelt es sich hier um keine tchnische limitation sondern bewusste entscheidungen einen etsprechen Minogenen datensatz als trainingsdaten zu verwednen\n\t\t\t- Auch darauf zurückzuführen das die Kaufkraft unter entsprechender Zielgruppe am höchsten ist\n\t- Problem besonders gross, da nichts zu einer verpflichtenden offenlegung oder sicherstellung der Gleichheit aller Perosnengruppen in Datensätzen verpflichtet\n\t\t- Kaum kontrolle\n\t\t- Sogar möglcihkeit der nachträglichen Manipulation und gezieltes einspeisen von vorurteilen wärend dem trianing\n\t\t- wertvorstellungen der schäpfer wird reflektiert (diese mussten im Vorfeld zum training verwendete daten Klassifizieren oder zuortnen, dabei ggf. auch beieidingende tags verwedet)\n\t- So ist erkennende #Ai, im aktuellen staidum nichts weiter als blose Mustererkennung mit starker rechenkraft, keine Intelegenz\n\t \n\t ---\n\t \n\t \"artificial artificial Intelegience\" (amazon) arbeiter müssen teils bis zu 50 Bilder pro minute emotional korrekt klassifizieren\n\t \n\t ---\n\t- möglich über Algorythem , bilder für menschen nicht merkbar minimal zu verändern, was jedoch zur falschklassifizierung durch #Ai modelle führt\n- ## Absichtlicher Rassismus\n\t- Gründe für das nicht sammeln/verwenden von Daten:\n\t- kein Explizietes interesse us seiten der Datensammler\n\t- Nicht Quantifizierbar (z.B. emotionen, instututioneller rassismus)\n\t- mehr Arbeit als Nutze (seyuelle übergriffe/belästigungen)\n\t- vorteil durch das nicht vorhanden sein von Daten (Ursprung von Kollonialinhalten)\n\t- Das sind alles Probleme die sollange bestehen bis #Ai modelel fähig sind, eigende transention von Informationen vorzunehmen\n\t\t- Bis dahin sollte die Blackbox der AI bei ihrer verwendung so wit wie möglich geöffent und so transparente daten wie möglich verwendet werden",536870918]],["^15",[267,"^17",1755712904976,536870918]],["^15",[267,"^Z","pages/Das Problem des Datensatzes %23Note.md",536870918]],["^15",[268,"^K",1755712905346,536870918]],["^15",[268,"^[",267,536870918]],["^15",[268,"^@",false,536870918]],["^15",[268,"^Y","das problem des datensatzes #note",536870918]],["^15",[268,"^11","Das Problem des Datensatzes #Note",536870918]],["^15",[268,"^B",1755712905346,536870918]],["^15",[268,"^;","~u68a60d89-647e-47db-85de-51147045b7a1",536870918]],["^15",[269,"^Q","Durch die mötigkeit des Datensatzes während des trainings einer KI muss eine Selektion erfolgen, (es ist unmöglich das gesammte universum als trainigsdaten zu verwenden)",536870918]],["^15",[269,"^O","^1X",536870918]],["^15",[269,"^F",286,536870918]],["^15",[269,"^X",268,536870918]],["^15",[269,"^V",293,536870918]],["^15",[269,"^U",268,536870918]],["^15",[269,"^;","~u68a60d88-838d-4c09-9573-14d1845cfce4",536870918]],["^15",[270,"^Q","Sogar möglcihkeit der nachträglichen Manipulation und gezieltes einspeisen von vorurteilen wärend dem trianing",536870918]],["^15",[270,"^O","^1X",536870918]],["^15",[270,"^F",291,536870918]],["^15",[270,"^X",268,536870918]],["^15",[270,"^V",285,536870918]],["^15",[270,"^U",268,536870918]],["^15",[270,"^;","~u68a60d88-7a01-423d-b02a-9e5b359026c2",536870918]],["^15",[271,"^Q","wertvorstellungen der schäpfer wird reflektiert (diese mussten im Vorfeld zum training verwendete daten Klassifizieren oder zuortnen, dabei ggf. auch beieidingende tags verwedet)",536870918]],["^15",[271,"^O","^1X",536870918]],["^15",[271,"^F",270,536870918]],["^15",[271,"^X",268,536870918]],["^15",[271,"^V",285,536870918]],["^15",[271,"^U",268,536870918]],["^15",[271,"^;","~u68a60d88-83fd-4400-8fb2-67d184accd65",536870918]],["^15",[272,"^Q","\"Bush hat 9/11 selbst verursacht, und Hitler hätte den Job besser gemacht als der Affe dne wir nun Haben. Unsere einzige Hoffnung ist Donald Trump\"",536870918]],["^15",[272,"^O","^1X",536870918]],["^15",[272,"^F",286,536870918]],["^15",[272,"^X",268,536870918]],["^15",[272,"^V",286,536870918]],["^15",[272,"^U",268,536870918]],["^15",[272,"^;","~u68a60d88-ea36-472b-9513-27158bdfff0e",536870918]],["^15",[273,"^Q","(Sieh XBox Kinnect gesichtserknnung), genau so entstehen auch öfter False-Positives bei der erkennung vermeindlicher Starftäter handelt es sich um personen die nicht dem Geseltschaftlichen Idealen (die durch die Trainingsdaten vermittelt werden) entsprechen",536870918]],["^15",[273,"^O","^1X",536870918]],["^15",[273,"^F",274,536870918]],["^15",[273,"^X",268,536870918]],["^15",[273,"^V",279,536870918]],["^15",[273,"^U",268,536870918]],["^15",[273,"^;","~u68a60d88-3173-4fea-9fc3-5ffd60562574",536870918]],["^15",[274,"^Q","Wird eine KI vornehmlich mit menschen weisser Hautfarbe trainiert wird diese Probleme haben People of collor zu erkennen",536870918]],["^15",[274,"^O","^1X",536870918]],["^15",[274,"^F",279,536870918]],["^15",[274,"^X",268,536870918]],["^15",[274,"^V",279,536870918]],["^15",[274,"^U",268,536870918]],["^15",[274,"^;","~u68a60d88-470f-40b2-a575-cb0bc5cf25ab",536870918]],["^15",[275,"^Q","möglich über Algorythem , bilder für menschen nicht merkbar minimal zu verändern, was jedoch zur falschklassifizierung durch #Ai modelle führt",536870918]],["^15",[275,"^O","^1X",536870918]],["^15",[275,"^F",277,536870918]],["^15",[275,"^X",268,536870918]],["^15",[275,"^V",293,536870918]],["^15",[275,"^U",231,536870918]],["^15",[275,"^U",268,536870918]],["^15",[275,"^H",231,536870918]],["^15",[275,"^;","~u68a60d88-c4d2-4217-9f75-cc7ef7033742",536870918]],["^15",[276,"^Q","immernoch wiesse Männer am besten erkannt",536870918]],["^15",[276,"^O","^1X",536870918]],["^15",[276,"^F",292,536870918]],["^15",[276,"^X",268,536870918]],["^15",[276,"^V",279,536870918]],["^15",[276,"^U",268,536870918]],["^15",[276,"^;","~u68a60d88-31ed-4917-9d2f-d73b47b27214",536870918]],["^15",[277,"^Q","So ist erkennende #Ai, im aktuellen staidum nichts weiter als blose Mustererkennung mit starker rechenkraft, keine Intelegenz\n\n---\n\n\"artificial artificial Intelegience\" (amazon) arbeiter müssen teils bis zu 50 Bilder pro minute emotional korrekt klassifizieren\n\n---",536870918]],["^15",[277,"^O","^1X",536870918]],["^15",[277,"^F",285,536870918]],["^15",[277,"^X",268,536870918]],["^15",[277,"^V",293,536870918]],["^15",[277,"^U",231,536870918]],["^15",[277,"^U",268,536870918]],["^15",[277,"^H",231,536870918]],["^15",[277,"^;","~u68a60d88-4915-44f4-89e7-4fccf8d1bec8",536870918]],["^15",[278,"^Q","Anders als die schwirigketen verschedene (besonders dunkle Hauttöne) detailiert auf Bildern darzustellen, in der anfangszeit des Filmes, handelt es sich hier um keine tchnische limitation sondern bewusste entscheidungen einen etsprechen Minogenen datensatz als trainingsdaten zu verwednen",536870918]],["^15",[278,"^O","^1X",536870918]],["^15",[278,"^F",279,536870918]],["^15",[278,"^X",268,536870918]],["^15",[278,"^V",269,536870918]],["^15",[278,"^U",268,536870918]],["^15",[278,"^;","~u68a60d88-ce73-451d-a2b1-107f6a301080",536870918]],["^15",[279,"^Q","werden bei diser Selektion, gezielt oder versehendlich, ungelichheiten im Material geschaffen, so entsteht rassismus und benachtiligungen gegenüber eben jenen Personengruppen",536870918]],["^15",[279,"^O","^1X",536870918]],["^15",[279,"^F",269,536870918]],["^15",[279,"^X",268,536870918]],["^15",[279,"^V",269,536870918]],["^15",[279,"^U",268,536870918]],["^15",[279,"^;","~u68a60d88-d2ce-4d30-a75c-cd8ac43098f4",536870918]],["^15",[280,"^Q","Nicht Quantifizierbar (z.B. emotionen, instututioneller rassismus)",536870918]],["^15",[280,"^O","^1X",536870918]],["^15",[280,"^F",288,536870918]],["^15",[280,"^X",268,536870918]],["^15",[280,"^V",294,536870918]],["^15",[280,"^U",268,536870918]],["^15",[280,"^;","~u68a60d88-146c-4825-a97b-33192a2b0c2e",536870918]],["^15",[281,"^Q","Gründe für das nicht sammeln/verwenden von Daten:",536870918]],["^15",[281,"^O","^1X",536870918]],["^15",[281,"^F",294,536870918]],["^15",[281,"^X",268,536870918]],["^15",[281,"^V",294,536870918]],["^15",[281,"^U",268,536870918]],["^15",[281,"^;","~u68a60d88-9640-4b80-8023-6f390c9e3b6b",536870918]],["^15",[282,"^Q","Das sind alles Probleme die sollange bestehen bis #Ai modelel fähig sind, eigende transention von Informationen vorzunehmen",536870918]],["^15",[282,"^O","^1X",536870918]],["^15",[282,"^F",289,536870918]],["^15",[282,"^X",268,536870918]],["^15",[282,"^V",294,536870918]],["^15",[282,"^U",231,536870918]],["^15",[282,"^U",268,536870918]],["^15",[282,"^H",231,536870918]],["^15",[282,"^;","~u68a60d88-63ad-42fd-934b-26ac5955697e",536870918]],["^15",[283,"^Q","mehr Arbeit als Nutze (seyuelle übergriffe/belästigungen)",536870918]],["^15",[283,"^O","^1X",536870918]],["^15",[283,"^F",280,536870918]],["^15",[283,"^X",268,536870918]],["^15",[283,"^V",294,536870918]],["^15",[283,"^U",268,536870918]],["^15",[283,"^;","~u68a60d88-0b59-4bdf-b14b-1c58112b6f66",536870918]],["^15",[284,"^Q","Bis dahin sollte die Blackbox der AI bei ihrer verwendung so wit wie möglich geöffent und so transparente daten wie möglich verwendet werden",536870918]],["^15",[284,"^O","^1X",536870918]],["^15",[284,"^F",282,536870918]],["^15",[284,"^X",268,536870918]],["^15",[284,"^V",282,536870918]],["^15",[284,"^U",231,536870918]],["^15",[284,"^U",268,536870918]],["^15",[284,"^;","~u68a60d88-8a63-42a2-90e8-c03d01cef80c",536870918]],["^15",[285,"^Q","Problem besonders gross, da nichts zu einer verpflichtenden offenlegung oder sicherstellung der Gleichheit aller Perosnengruppen in Datensätzen verpflichtet",536870918]],["^15",[285,"^O","^1X",536870918]],["^15",[285,"^F",269,536870918]],["^15",[285,"^X",268,536870918]],["^15",[285,"^V",293,536870918]],["^15",[285,"^U",268,536870918]],["^15",[285,"^;","~u68a60d88-1967-40e3-b67f-31f714c0684a",536870918]],["^15",[286,"^Q","User/Trolle sorgten schnell für das anlernen hophober, seyistischer, rassistischer äuserungen/narative.",536870918]],["^15",[286,"^O","^1X",536870918]],["^15",[286,"^F",290,536870918]],["^15",[286,"^X",268,536870918]],["^15",[286,"^V",293,536870918]],["^15",[286,"^U",268,536870918]],["^15",[286,"^;","~u68a60d88-595b-45ca-a5ea-1942368cc6d8",536870918]],["^15",[287,"^Q","In Suchmashcinenen: Menschen durch entsprechende ergebnisse langsam zum geseltschaftlich norm, nicht eigenen Wohlbefinden führen (gerade seyistisch)",536870918]],["^15",[287,"^O","^1X",536870918]],["^15",[287,"^F",273,536870918]],["^15",[287,"^X",268,536870918]],["^15",[287,"^V",279,536870918]],["^15",[287,"^U",268,536870918]],["^15",[287,"^;","~u68a60d88-5d45-4efc-8a7f-4a5f5fdc1780",536870918]],["^15",[288,"^Q","kein Explizietes interesse us seiten der Datensammler",536870918]],["^15",[288,"^O","^1X",536870918]],["^15",[288,"^F",281,536870918]],["^15",[288,"^X",268,536870918]],["^15",[288,"^V",294,536870918]],["^15",[288,"^U",268,536870918]],["^15",[288,"^;","~u68a60d88-091f-4279-83a5-2bba24b13344",536870918]],["^15",[289,"^Q","vorteil durch das nicht vorhanden sein von Daten (Ursprung von Kollonialinhalten)",536870918]],["^15",[289,"^O","^1X",536870918]],["^15",[289,"^F",283,536870918]],["^15",[289,"^X",268,536870918]],["^15",[289,"^V",294,536870918]],["^15",[289,"^U",268,536870918]],["^15",[289,"^;","~u68a60d88-761d-46c7-bd06-666169b4d6c6",536870918]],["^15",[290,"^Q","\"The more you chat with Tay the smater it gets\" - 2016 MS",536870918]],["^15",[290,"^O","^1X",536870918]],["^15",[290,"^F",293,536870918]],["^15",[290,"^X",268,536870918]],["^15",[290,"^V",293,536870918]],["^15",[290,"^U",268,536870918]],["^15",[290,"^;","~u68a60d88-0244-4431-b49f-1d6590332b70",536870918]],["^15",[291,"^Q","Kaum kontrolle",536870918]],["^15",[291,"^O","^1X",536870918]],["^15",[291,"^F",285,536870918]],["^15",[291,"^X",268,536870918]],["^15",[291,"^V",285,536870918]],["^15",[291,"^U",268,536870918]],["^15",[291,"^;","~u68a60d88-d2f4-48c3-9864-555171e0c811",536870918]],["^15",[292,"^Q","US Gesundheitsversorgungsystem: Spendiert patienten mit höherer Lebenserwartung eher organ bei transplatation, dies zumeist weiße/westlich aussehende Personen",536870918]],["^15",[292,"^O","^1X",536870918]],["^15",[292,"^F",287,536870918]],["^15",[292,"^X",268,536870918]],["^15",[292,"^V",279,536870918]],["^15",[292,"^U",268,536870918]],["^15",[292,"^;","~u68a60d88-1a51-40a2-936e-203577220aa0",536870918]],["^15",[293,"^Q","## Datensatzproblem",536870918]],["^15",[293,"^O","^1X",536870918]],["^15",[293,"^F",268,536870918]],["^15",[293,"^X",268,536870918]],["^15",[293,"^V",268,536870918]],["^15",[293,"^U",268,536870918]],["^15",[293,"^?",["^ ","^2S",2],536870918]],["^15",[293,"^J",[],536870918]],["^15",[293,"^;","~u68a60d88-6f9b-497f-9c43-501d9fdbff9d",536870918]],["^15",[294,"^Q","## Absichtlicher Rassismus",536870918]],["^15",[294,"^O","^1X",536870918]],["^15",[294,"^F",293,536870918]],["^15",[294,"^X",268,536870918]],["^15",[294,"^V",268,536870918]],["^15",[294,"^U",268,536870918]],["^15",[294,"^?",["^ ","^2S",2],536870918]],["^15",[294,"^J",[],536870918]],["^15",[294,"^;","~u68a60d88-09a2-4bf1-a95c-f9f2d707635e",536870918]],["^15",[295,"^Q","Auch darauf zurückzuführen das die Kaufkraft unter entsprechender Zielgruppe am höchsten ist",536870918]],["^15",[295,"^O","^1X",536870918]],["^15",[295,"^F",278,536870918]],["^15",[295,"^X",268,536870918]],["^15",[295,"^V",278,536870918]],["^15",[295,"^U",268,536870918]],["^15",[295,"^;","~u68a60d88-1709-4e0d-9ea9-1168d6dd173b",536870918]],["^15",[296,"^3","## Meta\n\t- Additional Tags:\n\t- Additional References:\n\t- **Notes:**\n\t background-color:: red\n\t\t- {{query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[Double Dabble Algorythmus]]) (namespace [[Double Dabble Algorythmus]])))}}\n\t\t query-sort-by:: block\n\t\t query-table:: true\n\t\t query-sort-desc:: false\n\t- **Slides:**\n\t background-color:: green\n\t\t- {{query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[Double Dabble Algorythmus]]) (namespace [[Double Dabble Algorythmus]])))}}\n\t- **Summery**:\n\t background-color:: blue\n\t\t- Binary to #BCD converter\n- ---\n-\n-\n- https://en.wikipedia.org/wiki/Double_dabble\n- ```\n 0000 0000 0000 11110011 Initialization\n 0000 0000 0001 11100110 Shift\n 0000 0000 0011 11001100 Shift\n 0000 0000 0111 10011000 Shift\n 0000 0000 1010 10011000 Add 3 to ONES, since it was 7\n 0000 0001 0101 00110000 Shift\n 0000 0001 1000 00110000 Add 3 to ONES, since it was 5\n 0000 0011 0000 01100000 Shift\n 0000 0110 0000 11000000 Shift\n 0000 1001 0000 11000000 Add 3 to TENS, since it was 6\n 0001 0010 0001 10000000 Shift\n 0010 0100 0011 00000000 Shift\n 2 4 3\n ```\n\t- Adds are In place operations on the binarys\n\t- if only 0 left of in initilisation register, finished, read final cells",536870918]],["^15",[296,"^17",1755712904985,536870918]],["^15",[296,"^Z","pages/Double Dabble Algorythmus.md",536870918]],["^15",[297,"^K",1755712905001,536870918]],["^15",[297,"^[",296,536870918]],["^15",[297,"^@",false,536870918]],["^15",[297,"^Y","double dabble algorythmus",536870918]],["^15",[297,"^11","Double Dabble Algorythmus",536870918]],["^15",[297,"^B",1755712905001,536870918]],["^15",[297,"^;","~u68a60d89-5d76-48c0-9e41-d9aaac0c89aa",536870918]],["^15",[298,"^K",1755712904985,536870918]],["^15",[298,"^@",false,536870918]],["^15",[298,"^Y","bcd",536870918]],["^15",[298,"^11","BCD",536870918]],["^15",[298,"^B",1755712904985,536870918]],["^15",[298,"^;","~u68a60d88-1f78-4479-8ea5-bbda6412ee84",536870918]],["^15",[299,"^Q","Binary to #BCD converter",536870918]],["^15",[299,"^O","^1X",536870918]],["^15",[299,"^F",303,536870918]],["^15",[299,"^X",297,536870918]],["^15",[299,"^V",303,536870918]],["^15",[299,"^U",297,536870918]],["^15",[299,"^U",298,536870918]],["^15",[299,"^H",298,536870918]],["^15",[299,"^;","~u68a60d88-9615-43ae-8b98-eb3174bf1beb",536870918]],["^15",[300,"^Q","",536870918]],["^15",[300,"^O","^1X",536870918]],["^15",[300,"^F",306,536870918]],["^15",[300,"^X",297,536870918]],["^15",[300,"^V",297,536870918]],["^15",[300,"^U",297,536870918]],["^15",[300,"^;","~u68a60d88-d72a-41cb-8874-ba59597e895e",536870918]],["^15",[301,"^Q","## Meta",536870918]],["^15",[301,"^O","^1X",536870918]],["^15",[301,"^F",297,536870918]],["^15",[301,"^X",297,536870918]],["^15",[301,"^V",297,536870918]],["^15",[301,"^U",297,536870918]],["^15",[301,"^?",["^ ","^2S",2],536870918]],["^15",[301,"^J",[],536870918]],["^15",[301,"^;","~u68a60d88-c2c2-434e-b0bb-20079b249b30",536870918]],["^15",[302,"^Q","{{query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[Double Dabble Algorythmus]]) (namespace [[Double Dabble Algorythmus]])))}}\nquery-sort-by:: block\nquery-table:: true\nquery-sort-desc:: false",536870918]],["^15",[302,"^O","^1X",536870918]],["^15",[302,"^F",307,536870918]],["^15",[302,"^S",315,536870918]],["^15",[302,"^X",297,536870918]],["^15",[302,"^V",307,536870918]],["^15",[302,"^U",297,536870918]],["^15",[302,"^?",["^ ","~:query-sort-by","block","~:query-table",true,"~:query-sort-desc",false],536870918]],["^15",[302,"^J",["^2U","^2V","^2W"],536870918]],["^15",[302,"^4",["^ ","^2U","block","^2V","true","^2W","false"],536870918]],["^15",[302,"^;","~u68a60d88-001d-4c3c-8fce-9cb91cf88111",536870918]],["^15",[303,"^Q","**Summery**:\nbackground-color:: blue",536870918]],["^15",[303,"^O","^1X",536870918]],["^15",[303,"^F",305,536870918]],["^15",[303,"^X",297,536870918]],["^15",[303,"^V",301,536870918]],["^15",[303,"^U",297,536870918]],["^15",[303,"^?",["^ ","~:background-color","blue"],536870918]],["^15",[303,"^J",["^2X"],536870918]],["^15",[303,"^4",["^ ","^2X","blue"],536870918]],["^15",[303,"^;","~u68a60d88-a513-47cf-86ff-c64847b75e84",536870918]],["^15",[304,"^Q","",536870918]],["^15",[304,"^O","^1X",536870918]],["^15",[304,"^F",300,536870918]],["^15",[304,"^X",297,536870918]],["^15",[304,"^V",297,536870918]],["^15",[304,"^U",297,536870918]],["^15",[304,"^;","~u68a60d88-dd2f-4c65-a5b7-a5d5fad4d8d7",536870918]],["^15",[305,"^Q","**Slides:**\nbackground-color:: green",536870918]],["^15",[305,"^O","^1X",536870918]],["^15",[305,"^F",307,536870918]],["^15",[305,"^X",297,536870918]],["^15",[305,"^V",301,536870918]],["^15",[305,"^U",297,536870918]],["^15",[305,"^?",["^ ","^2X","green"],536870918]],["^15",[305,"^J",["^2X"],536870918]],["^15",[305,"^4",["^ ","^2X","green"],536870918]],["^15",[305,"^;","~u68a60d88-bf59-4ac3-a961-0477f257e1e8",536870918]],["^15",[306,"^Q","---",536870918]],["^15",[306,"^O","^1X",536870918]],["^15",[306,"^F",301,536870918]],["^15",[306,"^X",297,536870918]],["^15",[306,"^V",297,536870918]],["^15",[306,"^U",297,536870918]],["^15",[306,"^;","~u68a60d88-e553-428c-b532-776cf39c9ffe",536870918]],["^15",[307,"^Q","**Notes:**\nbackground-color:: red",536870918]],["^15",[307,"^O","^1X",536870918]],["^15",[307,"^F",311,536870918]],["^15",[307,"^X",297,536870918]],["^15",[307,"^V",301,536870918]],["^15",[307,"^U",297,536870918]],["^15",[307,"^?",["^ ","^2X","red"],536870918]],["^15",[307,"^J",["^2X"],536870918]],["^15",[307,"^4",["^ ","^2X","red"],536870918]],["^15",[307,"^;","~u68a60d88-6474-4530-9313-3f23d719361e",536870918]],["^15",[308,"^Q","~```\n0000 0000 0000 11110011 Initialization\n0000 0000 0001 11100110 Shift\n0000 0000 0011 11001100 Shift\n0000 0000 0111 10011000 Shift\n0000 0000 1010 10011000 Add 3 to ONES, since it was 7\n0000 0001 0101 00110000 Shift\n0000 0001 1000 00110000 Add 3 to ONES, since it was 5\n0000 0011 0000 01100000 Shift\n0000 0110 0000 11000000 Shift\n0000 1001 0000 11000000 Add 3 to TENS, since it was 6\n0001 0010 0001 10000000 Shift\n0010 0100 0011 00000000 Shift\n 2 4 3\n```",536870918]],["^15",[308,"^O","^1X",536870918]],["^15",[308,"^F",310,536870918]],["^15",[308,"^X",297,536870918]],["^15",[308,"^V",297,536870918]],["^15",[308,"^U",297,536870918]],["^15",[308,"^;","~u68a60d88-2179-4eba-94df-bafe1e729c65",536870918]],["^15",[309,"^Q","Additional 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\"#Slide]\" [[Slide]]) (or (page [[Double Dabble Algorythmus]]) (namespace [[Double Dabble Algorythmus]])))",536870918]],["^15",[317,"^3","exclude-from-graph-view:: true\n",536870918]],["^15",[317,"^17",1755712904989,536870918]],["^15",[317,"^Z","pages/LATER.md",536870918]],["^15",[318,"^Q","exclude-from-graph-view:: true\n",536870918]],["^15",[318,"^O","^1X",536870918]],["^15",[318,"^2Q",["^2R",[]],536870918]],["^15",[318,"^F",6,536870918]],["^15",[318,"^X",6,536870918]],["^15",[318,"^V",6,536870918]],["^15",[318,"^U",6,536870918]],["^15",[318,"^:",true,536870918]],["^15",[318,"^?",["^ ","^16",true],536870918]],["^15",[318,"^J",["^16"],536870918]],["^15",[318,"^4",["^ ","^16","true"],536870918]],["^15",[318,"^;","~u68a60d88-2927-4998-bc53-f1f2517f85f7",536870918]],["^15",[319,"^3","exclude-from-graph-view:: true\n",536870918]],["^15",[319,"^17",1755712904991,536870918]],["^15",[319,"^Z","pages/NOW.md",536870918]],["^15",[320,"^Q","exclude-from-graph-view:: 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","^16","true"],536870918]],["^15",[322,"^B",1755712905295,536870918]],["^15",[322,"^;","~u68a60d89-e895-4b1f-ac13-2b63ab648393",536870918]],["^15",[323,"^Q","exclude-from-graph-view:: true\n",536870918]],["^15",[323,"^O","^1X",536870918]],["^15",[323,"^2Q",["^2R",[]],536870918]],["^15",[323,"^F",322,536870918]],["^15",[323,"^X",322,536870918]],["^15",[323,"^V",322,536870918]],["^15",[323,"^U",322,536870918]],["^15",[323,"^:",true,536870918]],["^15",[323,"^?",["^ ","^16",true],536870918]],["^15",[323,"^J",["^16"],536870918]],["^15",[323,"^4",["^ ","^16","true"],536870918]],["^15",[323,"^;","~u68a60d88-23e6-4c11-8012-76e1ab5c8bcd",536870918]],["^15",[324,"^3","## Meta:\n\t- Additional Tags:\n\t- Additional References:\n\t- **Subpages:**\n\t background-color:: purple\n\t\t- #+BEGIN_QUERY\n\t\t {\n\t\t :title \"Index:\"\n\t\t :query (namespace [[Other]])\n\t\t }\n\t\t #+END_QUERY\n\t- **Summery:**\n\t background-color:: blue\n\t\t-\n- ---\n- # Notes:\n\t- ### Zutaten\n\t\t- Mozarella\n\t\t- Rauchertofu\n\t\t- Naturtofu\n\t\t- 160g Maismehl\n\t\t- 60g Maisstaerke\n\t\t- Parmesan\n\t\t- 500g Zucchini\n\t\t- Kirschen (in sirup eigelegt)\n\t\t- 600ml Milch\n\t\t- Karotten\n\t\t- Sellerie\n\t\t- Tomatenmark\n\t\t- Paprika\n\t\t- getrocknete porcini Pilze\n\t\t- Olivenöl\n\t\t- Rotwein\n\t\t- Grichischer jogurt\n\t\t- Getrocknete tomaten\n- # Random\n\t- [[Double Dabble Algorythmus]]",536871162]],["^15",[324,"^17",1755712905001,536870918]],["^15",[324,"~:file/last-modified-at","~m1755717369013",536871161]],["^15",[324,"^Z","pages/Other.md",536870918]],["^15",[325,"^K",1755712905355,536870918]],["^15",[325,"^[",324,536870918]],["^15",[325,"^O","^1X",536870918]],["^15",[325,"^@",false,536870918]],["^15",[325,"^Y","other",536870918]],["^15",[325,"^11","Other",536870918]],["^15",[325,"^B",1755717368112,536871160]],["^15",[325,"^;","~u68a60d89-4a7c-4321-994c-98fc18572af7",536870918]],["^15",[326,"^Q","## 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","^2S",1],536870918]],["^15",[334,"^J",[],536870918]],["^15",[334,"^;","~u68a60d88-98ae-44fc-9ed5-dce2189a4293",536870918]],["^15",[335,"^Q","---",536870918]],["^15",[335,"^O","^1X",536870918]],["^15",[335,"^F",326,536870918]],["^15",[335,"^X",325,536870918]],["^15",[335,"^V",325,536870918]],["^15",[335,"^U",325,536870918]],["^15",[335,"^;","~u68a60d88-051c-41c0-9b63-d18e68461b63",536870918]],["^15",[336,"^Q","**Summery:**\nbackground-color:: blue",536870918]],["^15",[336,"^O","^1X",536870918]],["^15",[336,"^F",332,536870918]],["^15",[336,"^X",325,536870918]],["^15",[336,"^V",326,536870918]],["^15",[336,"^U",325,536870918]],["^15",[336,"^?",["^ ","^2X","blue"],536870918]],["^15",[336,"^J",["^2X"],536870918]],["^15",[336,"^4",["^ ","^2X","blue"],536870918]],["^15",[336,"^;","~u68a60d89-e89d-4ace-8d08-3007903b95d7",536870918]],["^15",[337,"^Q","",536870918]],["^15",[337,"^O","^1X",536870918]],["^15",[337,"^F",336,536870918]],["^15",[337,"^X",325,536870918]],["^15",[337,"^V",336,536870918]],["^15",[337,"^U",325,536870918]],["^15",[337,"^;","~u68a60d88-b2de-4b59-828f-78fe881d5afe",536870918]],["^15",[338,"^3","## Meta\n\t- Additional Tags:\n\t- Additional References:\n\t- **Notes:**\n\t background-color:: red\n\t\t- {{query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[Other/Lyric]]) (namespace [[Other/Lyric]])))}}\n\t\t query-sort-by:: block\n\t\t query-table:: true\n\t\t query-sort-desc:: false\n\t- **Slides:**\n\t background-color:: green\n\t\t- {{query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[Other/Lyric]]) (namespace [[Other/Lyric]])))}}\n\t- **Summery**:\n\t background-color:: blue\n\t\t- Eine Sammlung an verfassten lyrischen Werken\n- ---\n- ### Zweierlei Sein\n\t- Ich kann, weil ich will, was ich muss; doch muss ich nur was der Selbstzwang mir erlaubt, wenn der Wille siegt, dem inneren Gegner überwinden zu können.\n\t \n\t Die zur persönlichkeitsdeffinierenden Kraft elevierter Selbstindoktrination. Ohne sie wäre ich nicht ich, doch ist mein Sein mit ihr wirklich mein?\n\t \n\t Dass muss es: Ohne Selbstzwang wäre ich verachtungswürdig. Die Idee des progressiven unbeachtet, wenn nicht gar dem meinigen Kampf entgegen-gerichtet, verraten von mir selbst.\n\t \n\t Verloren, sollte das 'will', nachlassen und nicht mehr zu dem 'muss' führen, verloren lasse die Kraft nach mir selbst den richtigen Weg zu diktieren.\n\t \n\t Sei mir dann alles genommen? Zurecht sicher, so viel vertrauen Zerstört, durch meinen, viel mehr seinen, Sieg: zu viele Freundschaften gebrochen! Die Angst vor der Zukunft geringer als die Sorge vor mir in ihr.\n\t \n\t Ist die Befürchtung unvermeidlich, so bin ich wertlos, wird die Befürchtung Realität: Neutralisierung!\n\t-\n- ### Alternative(los)\n\t- I\n\t\t- Ich finde mich wider in ewiger Lehre. An einem Ort unbegrenzter Natur, schwarzer Weite bis in die Unendlichkeit - Als könnte man 100 Stunden laufen, und doch am selben Ort verbleiben -, keine Strukturen, ein monotoner Grund.\n\t\t \n\t\t Doch ich vermag zu sehen - auch wenn es nichts gibt das zu sehen währe -.\n\t\t An einem Ort der so friedlich sein müsste, wie die ruhigste Nacht, fühlt sich mein Sein an wie in einer Zelle am schlimmsten Ort eines unsteten Tages inmitten ewigem Geschrei. Mir wird übel, scheinbar ohne Grund, ein mentales Kriegsgebiet: \n\t\t Jede Sekunde das Gefühl der physischen Enge, im doch unendlichen Raum sei ich erdrückt, nein erstickt, vom schwindenden Platz.\n\t\t Jede Sekunde das Gefühl ich würde von Gegenständen übermannt, als schleuderten diese mit ungeheuerlicher Kraft in mich hinein, ungebremst, Todbringend.\n\t\t Jede Sekunde diese Gefühle... \n\t\t doch nie passiert es, wie soll es auch in der ewigen Lehre? So verbleibt die ewig quälende Antizipation und ich mit ihr; ruhelos und langsam schwächelnde.\n\t\t \n\t\t Das war mein Traum, kein schöner sicherlich aber nur ein Traum. Zumindest für mich, zumindest noch...\n\t- II\n\t\t- TODO [#C]\n\t-\n- ### Das Problem der Emotionalität\n collapsed:: true\n\t- Die ausmaßende Schrecklichkeit, ja fast schon Tyrannei, menschenlicher Emotionen auf geseltschaftlich-, politische Debatten ist trotz Erwartung der Irrationalität immer wider erschreckend.\n\t *Anscheinend sogar so erschreckend, das ich mich in jene vermeintlich intellektuell höhergestellte Satzgefüge zu retten versuche, ohne dabei den Zynismuss erkennen zu können selbst, in beschriebener Weise, beeinflusst worden zu sein*\n-",536871410]],["^15",[338,"^17",1755712905014,536870918]],["^15",[338,"^2[","~m1755717745092",536871409]],["^15",[338,"^Z","pages/Other___Lyric.md",536870918]],["^15",[339,"^K",1755712905013,536870918]],["^15",[339,"^[",338,536870918]],["^15",[339,"^@",false,536870918]],["^15",[339,"^Y","other/lyric",536870918]],["^15",[339,"^A",325,536870918]],["^15",[339,"^11","Other/Lyric",536870918]],["^15",[339,"^B",1755712905013,536870918]],["^15",[339,"^;","~u68a60d89-6d15-470a-a9a9-f99572c32884",536870918]],["^15",[340,"^Q","{{query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[Other/Lyric]]) (namespace [[Other/Lyric]])))}}\nquery-sort-by:: block\nquery-table:: true\nquery-sort-desc:: false",536870918]],["^15",[340,"^O","^1X",536870918]],["^15",[340,"^F",344,536870918]],["^15",[340,"^S",362,536870918]],["^15",[340,"^X",339,536870918]],["^15",[340,"^V",344,536870918]],["^15",[340,"^U",339,536870918]],["^15",[340,"^?",["^ ","^2U","block","^2V",true,"^2W",false],536870918]],["^15",[340,"^J",["^2U","^2V","^2W"],536870918]],["^15",[340,"^4",["^ ","^2U","block","^2V","true","^2W","false"],536870918]],["^15",[340,"^;","~u68a60d89-9809-4373-89d1-b64d97448a13",536870918]],["^15",[341,"^Q","I",536870918]],["^15",[341,"^O","^1X",536870918]],["^15",[341,"^F",355,536870918]],["^15",[341,"^X",339,536870918]],["^15",[341,"^V",355,536870918]],["^15",[341,"^U",339,536870918]],["^15",[341,"^;","~u68a60d89-61a2-4f69-a369-036707da307e",536870918]],["^15",[342,"^Q","Die ausmaßende Schrecklichkeit, ja fast schon Tyrannei, menschenlicher Emotionen auf geseltschaftlich-, politische Debatten ist trotz Erwartung der Irrationalität immer wider erschreckend.\n*Anscheinend sogar so erschreckend, das ich mich in jene vermeintlich intellektuell höhergestellte Satzgefüge zu retten versuche, ohne dabei den Zynismuss erkennen zu können selbst, in beschriebener Weise, beeinflusst worden zu sein*",536870918]],["^15",[342,"^O","^1X",536870918]],["^15",[342,"^F",356,536870918]],["^15",[342,"^X",339,536870918]],["^15",[342,"^V",356,536870918]],["^15",[342,"^U",339,536870918]],["^15",[342,"^;","~u68a60d89-9f2f-4ef8-a070-e4a18faea7c6",536870918]],["^15",[343,"^Q","## Meta",536870918]],["^15",[343,"^O","^1X",536870918]],["^15",[343,"^F",339,536870918]],["^15",[343,"^X",339,536870918]],["^15",[343,"^V",339,536870918]],["^15",[343,"^U",339,536870918]],["^15",[343,"^?",["^ ","^2S",2],536870918]],["^15",[343,"^J",[],536870918]],["^15",[343,"^;","~u68a60d89-2e33-492b-8f82-c590e6518d65",536870918]],["^15",[344,"^Q","**Notes:**\nbackground-color:: red",536870918]],["^15",[344,"^O","^1X",536870918]],["^15",[344,"^F",349,536870918]],["^15",[344,"^X",339,536870918]],["^15",[344,"^V",343,536870918]],["^15",[344,"^U",339,536870918]],["^15",[344,"^?",["^ ","^2X","red"],536870918]],["^15",[344,"^J",["^2X"],536870918]],["^15",[344,"^4",["^ ","^2X","red"],536870918]],["^15",[344,"^;","~u68a60d89-c776-4a8a-9511-c82c314d3741",536870918]],["^15",[345,"^Q","II",536870918]],["^15",[345,"^O","^1X",536870918]],["^15",[345,"^F",341,536870918]],["^15",[345,"^X",339,536870918]],["^15",[345,"^V",355,536870918]],["^15",[345,"^U",339,536870918]],["^15",[345,"^;","~u68a60d89-9808-46ec-9e9b-8fd36d42edbc",536870918]],["^15",[346,"^Q","**Summery**:\nbackground-color:: blue",536870918]],["^15",[346,"^O","^1X",536870918]],["^15",[346,"^F",351,536870918]],["^15",[346,"^X",339,536870918]],["^15",[346,"^V",343,536870918]],["^15",[346,"^U",339,536870918]],["^15",[346,"^?",["^ ","^2X","blue"],536870918]],["^15",[346,"^J",["^2X"],536870918]],["^15",[346,"^4",["^ ","^2X","blue"],536870918]],["^15",[346,"^;","~u68a60d89-1026-46da-96ab-1347bfdb014a",536870918]],["^15",[347,"^Q","Ich finde mich wider in ewiger Lehre. An einem Ort unbegrenzter Natur, schwarzer Weite bis in die Unendlichkeit - Als könnte man 100 Stunden laufen, und doch am selben Ort verbleiben -, keine Strukturen, ein monotoner Grund.\n\nDoch ich vermag zu sehen - auch wenn es nichts gibt das zu sehen währe -.\nAn einem Ort der so friedlich sein müsste, wie die ruhigste Nacht, fühlt sich mein Sein an wie in einer Zelle am schlimmsten Ort eines unsteten Tages inmitten ewigem Geschrei. Mir wird übel, scheinbar ohne Grund, ein mentales Kriegsgebiet: \nJede Sekunde das Gefühl der physischen Enge, im doch unendlichen Raum sei ich erdrückt, nein erstickt, vom schwindenden Platz.\nJede Sekunde das Gefühl ich würde von Gegenständen übermannt, als schleuderten diese mit ungeheuerlicher Kraft in mich hinein, ungebremst, Todbringend.\nJede Sekunde diese Gefühle... \ndoch nie passiert es, wie soll es auch in der ewigen Lehre? So verbleibt die ewig quälende Antizipation und ich mit ihr; ruhelos und langsam schwächelnde.\n\nDas war mein Traum, kein schöner sicherlich aber nur ein Traum. Zumindest für mich, zumindest noch...",536870918]],["^15",[347,"^O","^1X",536870918]],["^15",[347,"^F",341,536870918]],["^15",[347,"^X",339,536870918]],["^15",[347,"^V",341,536870918]],["^15",[347,"^U",339,536870918]],["^15",[347,"^;","~u68a60d89-dcb5-4b28-8a50-454a59279e61",536870918]],["^15",[348,"^Q","Ich kann, weil ich will, was ich muss; doch muss ich nur was der Selbstzwang mir erlaubt, wenn der Wille siegt, dem inneren Gegner überwinden zu können.\n\nDie zur persönlichkeitsdeffinierenden Kraft elevierter Selbstindoktrination. Ohne sie wäre ich nicht ich, doch ist mein Sein mit ihr wirklich mein?\n\nDass muss es: Ohne Selbstzwang wäre ich verachtungswürdig. Die Idee des progressiven unbeachtet, wenn nicht gar dem meinigen Kampf entgegen-gerichtet, verraten von mir selbst.\n\nVerloren, sollte das 'will', nachlassen und nicht mehr zu dem 'muss' führen, verloren lasse die Kraft nach mir selbst den richtigen Weg zu diktieren.\n\nSei mir dann alles genommen? Zurecht sicher, so viel vertrauen Zerstört, durch meinen, viel mehr seinen, Sieg: zu viele Freundschaften gebrochen! Die Angst vor der Zukunft geringer als die Sorge vor mir in ihr.\n\nIst die Befürchtung unvermeidlich, so bin ich wertlos, wird die Befürchtung Realität: Neutralisierung!",536870918]],["^15",[348,"^O","^1X",536870918]],["^15",[348,"^F",353,536870918]],["^15",[348,"^X",339,536870918]],["^15",[348,"^V",353,536870918]],["^15",[348,"^U",339,536870918]],["^15",[348,"^;","~u68a60d89-1609-4325-99f0-e6fea187f490",536870918]],["^15",[349,"^Q","Additional References:",536870918]],["^15",[349,"^O","^1X",536870918]],["^15",[349,"^F",359,536870918]],["^15",[349,"^X",339,536870918]],["^15",[349,"^V",343,536870918]],["^15",[349,"^U",339,536870918]],["^15",[349,"^;","~u68a60d89-5800-4417-a5ff-81411321c1ff",536870918]],["^15",[350,"^Q","TODO 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Werken",536870918]],["^15",[360,"^O","^1X",536870918]],["^15",[360,"^F",346,536870918]],["^15",[360,"^X",339,536870918]],["^15",[360,"^V",346,536870918]],["^15",[360,"^U",339,536870918]],["^15",[360,"^;","~u68a60d89-ce8b-44e3-8e0c-647b5a4ec5d0",536870918]],["^15",[361,"^Q","---",536870918]],["^15",[361,"^O","^1X",536870918]],["^15",[361,"^F",343,536870918]],["^15",[361,"^X",339,536870918]],["^15",[361,"^V",339,536870918]],["^15",[361,"^U",339,536870918]],["^15",[361,"^;","~u68a60d89-5c36-46c1-a84c-cf994da412e4",536870918]],["^15",[362,"^?",["^ ","^2Y","query","^2Z",["(and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[Other/Lyric]]) (namespace [[Other/Lyric]])))"]],536870918]],["^15",[362,"^W","macro",536870918]],["^15",[362,"^T","query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[Other/Lyric]]) (namespace [[Other/Lyric]])))",536870918]],["^15",[363,"^?",["^ ","^2Y","query","^2Z",["(and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[Other/Lyric]]) (namespace 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true\n\t- **Slides:**\n\t background-color:: green\n\t\t- {{query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/Deu/Nach Mitternacht/Kapitel VI]]) (namespace [[School/Deu/Nach Mitternacht/Kapitel VI]])))}}\n\t- **Summery**:\n\t background-color:: blue\n\t\t-\n- ---\n- ((68a56a2a-925c-4584-b7ff-926316f139c5))\n- Nr1)\n\t- Möglichkeiten aus der Zwickmühle zu Entkommen:\n\t\t- Aus dem dritten Reich fliehen\n\t\t- Sich von vorherigen Werken distanzieren, Nationalistischen lehren folgen und neue Berufung suchen\n\t\t- Untertauchen, neue Identität schaffen\n\t\t- Suizid\n\t- Reichsschriftskammer ordnete an, das nur im Sinne des Nationalsozialismus zu schreiben\n\t\t- Algien möchte nicht sich zwingen die Idiologie zu vertreten\n\t\t- Selbst würde er Nationalistisch treu schreiben, wäre er unglaubwürdig\n\t- Algien versucht innere Migration (das flüchten in die eigene Welt)\n- -> Algines Dilemma\n- ((68a56d57-e427-4db8-8991-c89a354cd5cf))\n\t- -> Auftrag und Verantwortung eines Literaturschaffenden\n- ((68a56da7-9ab7-4415-a65c-9c1bb66eb55e))\n\t- -> Verblendung\n- ((68a5735b-3fb3-4d78-ba9e-07ddfa17c9fd))\n\t- -> Aufbruch nach Hause\n- ((68a56f13-24ea-45ab-b455-fdf91504bd7b))\n\t- -> Heinis Herberge\n- ((68a56f47-3f20-4e67-9a15-3c156c98f845))\n\t- -> ein leichtes arisches Mädchen\n- ((68a56fca-8f5b-4ce5-8715-d718b074f7f6))\n\t- -> Macht und Ohnmacht\n- ((68a5709d-09f5-46c0-939f-7a7dce6b3d6e))\n\t- -> Der Stürmermann tritt auf\n- ((68a5715e-86bc-431e-96cf-f4bf199a078e))\n\t- -> Der Stürmermann kommt näher\n- ((68a57132-d84a-429d-bb2a-5d01ad67df23))\n\t- -> Verschwörungstheorien\n- ((68a572a1-7e5f-4fd7-aaab-ca7ea73cc786))\n\t- -> der hölzerne Lügendetektor\n- ((68a572c6-26ca-4511-8b62-dc8a6143ef8e))\n\t- -> Lieben und geliebt werden\n- ((68a576d1-8c72-4984-b7aa-1bb0a4c04588))\n\t- -> Einsamkeit\n-\n- Nr3)\n\t- Denunzination: Jemanden Anschwerzen, vgl. Hexenjagt\n\t- Was sie heute untlassen, werden sie morgen tun werden sie morgen tun -> Zeigt wie wenig wert Moral hat, wie vie verzweiflung in der Zeit liegt\n\t\t- Familie über allem, besonders in NS Ideologie -> Vater hat zu viel Verantwortung, kann dieser unmöglich nachkommen\n\t\t- Politisches widersetzen nicht möglich, auch wegen Sicherheit der Kinder\n\t- Handlung in der Manscheid Heini denunziert:\n\t\t- Wanderscheid geht zur Gestapo zeigt Heinis Nationalsozialistische kritik an. Heini würde verschwinden.\n\t\t- Gibt Manscheid Sicherheitsgefühl, er ist sichtbar Ideologie treu,",536870918]],["^15",[427,"^17",1755712905054,536870918]],["^15",[427,"^Z","pages/School___Deu___Nach Mitternacht___Kapitel VI.md",536870918]],["^15",[428,"^K",1755712905053,536870918]],["^15",[428,"^[",427,536870918]],["^15",[428,"^@",false,536870918]],["^15",[428,"^Y","school/deu/nach mitternacht/kapitel vi",536870918]],["^15",[428,"^A",404,536870918]],["^15",[428,"^11","School/Deu/Nach Mitternacht/Kapitel VI",536870918]],["^15",[428,"^?",["^ ","^20",1],536870918]],["^15",[428,"^4",["^ ","^20","1"],536870918]],["^15",[428,"^B",1755712905053,536870918]],["^15",[428,"^;","~u68a60d89-fe2f-4b23-a392-2fea797dd9ed",536870918]],["^15",[429,"^K",1755712905510,536870918]],["^15",[429,"^[",1669,536870918]],["^15",[429,"^@",false,536870918]],["^15",[429,"^Y","index",536870918]],["^15",[429,"^11","index",536870918]],["^15",[429,"^?",["^ ","^16",true],536870918]],["^15",[429,"^4",["^ ","^16","true"],536870918]],["^15",[429,"^B",1755712905510,536870918]],["^15",[429,"^;","~u68a73fa4-972b-43b5-886e-7b0fbee32e50",536871425]],["^15",[430,"^K",1755712905516,536870918]],["^15",[430,"^[",1675,536870918]],["^15",[430,"^@",false,536870918]],["^15",[430,"^Y","references",536870918]],["^15",[430,"^11","references",536870918]],["^15",[430,"^?",["^ ","^16",true],536870918]],["^15",[430,"^4",["^ ","^16","true"],536870918]],["^15",[430,"^B",1755712905516,536870918]],["^15",[430,"^;","~u68a73fa4-0d6f-481c-a631-2ee632daa6ea",536871425]],["^15",[431,"^Q","((68a56f47-3f20-4e67-9a15-3c156c98f845))",536870918]],["^15",[431,"^O","^1X",536870918]],["^15",[431,"^F",474,536870918]],["^15",[431,"^X",428,536870918]],["^15",[431,"^V",428,536870918]],["^15",[431,"^U",428,536870918]],["^15",[431,"^H",498,536870918]],["^15",[431,"^;","~u68a60d89-e04b-4e9f-bd71-a4e9ef4873e0",536870918]],["^15",[432,"^Q","",536870918]],["^15",[432,"^O","^1X",536870918]],["^15",[432,"^F",436,536870918]],["^15",[432,"^X",428,536870918]],["^15",[432,"^V",436,536870918]],["^15",[432,"^U",428,536870918]],["^15",[432,"^;","~u68a60d89-3ba4-4ece-943b-c2334223a35f",536870918]],["^15",[433,"^Q","((68a56d57-e427-4db8-8991-c89a354cd5cf))",536870918]],["^15",[433,"^O","^1X",536870918]],["^15",[433,"^F",478,536870918]],["^15",[433,"^X",428,536870918]],["^15",[433,"^V",428,536870918]],["^15",[433,"^U",428,536870918]],["^15",[433,"^H",471,536870918]],["^15",[433,"^;","~u68a60d89-74f2-4dee-911a-3ff2ae222906",536870918]],["^15",[434,"^Q","Nr3)",536870918]],["^15",[434,"^O","^1X",536870918]],["^15",[434,"^F",473,536870918]],["^15",[434,"^X",428,536870918]],["^15",[434,"^V",428,536870918]],["^15",[434,"^U",428,536870918]],["^15",[434,"^;","~u68a60d89-c11e-4888-ab09-8d2a660694a7",536870918]],["^15",[435,"^Q","-> Lieben und geliebt werden",536870918]],["^15",[435,"^O","^1X",536870918]],["^15",[435,"^F",452,536870918]],["^15",[435,"^X",428,536870918]],["^15",[435,"^V",452,536870918]],["^15",[435,"^U",428,536870918]],["^15",[435,"^;","~u68a60d89-a9fa-4198-a4cb-39c50c6dc97f",536870918]],["^15",[436,"^Q","**Summery**:\nbackground-color:: blue",536870918]],["^15",[436,"^O","^1X",536870918]],["^15",[436,"^F",448,536870918]],["^15",[436,"^X",428,536870918]],["^15",[436,"^V",454,536870918]],["^15",[436,"^U",428,536870918]],["^15",[436,"^?",["^ ","^2X","blue"],536870918]],["^15",[436,"^J",["^2X"],536870918]],["^15",[436,"^4",["^ ","^2X","blue"],536870918]],["^15",[436,"^;","~u68a60d89-6385-4b3d-9929-548b25f78282",536870918]],["^15",[437,"^Q","((68a572a1-7e5f-4fd7-aaab-ca7ea73cc786))",536870918]],["^15",[437,"^O","^1X",536870918]],["^15",[437,"^F",463,536870918]],["^15",[437,"^X",428,536870918]],["^15",[437,"^V",428,536870918]],["^15",[437,"^U",428,536870918]],["^15",[437,"^H",450,536870918]],["^15",[437,"^;","~u68a60d89-d7bf-43f4-bc45-5d68004eb863",536870918]],["^15",[438,"^Q","Nur als ich Franz liebte, habe ich die Welt verstanden\nls-type:: annotation\nhl-page:: 91\nhl-color:: yellow\nid:: 68a572c6-26ca-4511-8b62-dc8a6143ef8e",536870918]],["^15",[438,"^O","^1X",536870918]],["^15",[438,"^F",450,536870918]],["^15",[438,"^X",1666,536870918]],["^15",[438,"^V",1666,536870918]],["^15",[438,"^U",1666,536870918]],["^15",[438,"^?",["^ ","^18","annotation","^30",91,"^31","yellow","^1;","68a572c6-26ca-4511-8b62-dc8a6143ef8e"],536870918]],["^15",[438,"^J",["^18","^30","^31","^1;"],536870918]],["^15",[438,"^4",["^ ","^18","annotation","^30","91","^31","yellow","^1;","68a572c6-26ca-4511-8b62-dc8a6143ef8e"],536870918]],["^15",[438,"^;","~u68a572c6-26ca-4511-8b62-dc8a6143ef8e",536870918]],["^15",[439,"^Q","Bring dich um, Algin - du lebst im Paradies\nls-type:: annotation\nhl-page:: 86\nhl-color:: yellow\nid:: 68a56da7-9ab7-4415-a65c-9c1bb66eb55e",536870918]],["^15",[439,"^O","^1X",536870918]],["^15",[439,"^F",471,536870918]],["^15",[439,"^X",1666,536870918]],["^15",[439,"^V",1666,536870918]],["^15",[439,"^U",1666,536870918]],["^15",[439,"^?",["^ ","^18","annotation","^30",86,"^31","yellow","^1;","68a56da7-9ab7-4415-a65c-9c1bb66eb55e"],536870918]],["^15",[439,"^J",["^18","^30","^31","^1;"],536870918]],["^15",[439,"^4",["^ ","^18","annotation","^30","86","^31","yellow","^1;","68a56da7-9ab7-4415-a65c-9c1bb66eb55e"],536870918]],["^15",[439,"^;","~u68a56da7-9ab7-4415-a65c-9c1bb66eb55e",536870918]],["^15",[440,"^Q","Wanderscheid geht zur Gestapo zeigt Heinis Nationalsozialistische kritik an. Heini würde verschwinden.",536870918]],["^15",[440,"^O","^1X",536870918]],["^15",[440,"^F",494,536870918]],["^15",[440,"^X",428,536870918]],["^15",[440,"^V",494,536870918]],["^15",[440,"^U",428,536870918]],["^15",[440,"^;","~u68a60d89-0bde-400b-9457-ede514a17c37",536870918]],["^15",[441,"^Q","Selbst würde er Nationalistisch treu schreiben, wäre er unglaubwürdig",536870918]],["^15",[441,"^O","^1X",536870918]],["^15",[441,"^F",489,536870918]],["^15",[441,"^X",428,536870918]],["^15",[441,"^V",482,536870918]],["^15",[441,"^U",428,536870918]],["^15",[441,"^;","~u68a60d89-5e33-4064-8d5e-dff80c4be271",536870918]],["^15",[442,"^Q","index:: 1\n\n",536870918]],["^15",[442,"^O","^1X",536870918]],["^15",[442,"^2Q",["^2R",[]],536870918]],["^15",[442,"^F",428,536870918]],["^15",[442,"^X",428,536870918]],["^15",[442,"^V",428,536870918]],["^15",[442,"^U",428,536870918]],["^15",[442,"^U",429,536870918]],["^15",[442,"^:",true,536870918]],["^15",[442,"^?",["^ ","^20",1],536870918]],["^15",[442,"^J",["^20"],536870918]],["^15",[442,"^4",["^ ","^20","1"],536870918]],["^15",[442,"^H",429,536870918]],["^15",[442,"^;","~u68a60d89-c402-4600-9ee9-1dca80eeabc2",536870918]],["^15",[443,"^Q","es tun«, sagt der Algin, »ich werde mich umbringen. Aber vorher muß ich andere um bringen. 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näher",536870918]],["^15",[459,"^O","^1X",536870918]],["^15",[459,"^F",483,536870918]],["^15",[459,"^X",428,536870918]],["^15",[459,"^V",483,536870918]],["^15",[459,"^U",428,536870918]],["^15",[459,"^;","~u68a60d89-3453-4995-96e8-8ba55355aa39",536870918]],["^15",[460,"^Q","((68a56da7-9ab7-4415-a65c-9c1bb66eb55e))",536870918]],["^15",[460,"^O","^1X",536870918]],["^15",[460,"^F",433,536870918]],["^15",[460,"^X",428,536870918]],["^15",[460,"^V",428,536870918]],["^15",[460,"^U",428,536870918]],["^15",[460,"^H",439,536870918]],["^15",[460,"^;","~u68a60d89-68d2-4db2-bd67-d65ab32ff4b2",536870918]],["^15",[461,"^Q","Gibt Manscheid Sicherheitsgefühl, er ist sichtbar Ideologie treu,",536870918]],["^15",[461,"^O","^1X",536870918]],["^15",[461,"^F",440,536870918]],["^15",[461,"^X",428,536870918]],["^15",[461,"^V",494,536870918]],["^15",[461,"^U",428,536870918]],["^15",[461,"^;","~u68a60d89-dae0-4c9f-83bb-f75586223c07",536870918]],["^15",[462,"^Q","Untertauchen, neue Identität schaffen",536870918]],["^15",[462,"^O","^1X",536870918]],["^15",[462,"^F",444,536870918]],["^15",[462,"^X",428,536870918]],["^15",[462,"^V",464,536870918]],["^15",[462,"^U",428,536870918]],["^15",[462,"^;","~u68a60d89-29c4-47fb-880e-4dd017f9f992",536870918]],["^15",[463,"^Q","((68a57132-d84a-429d-bb2a-5d01ad67df23))",536870918]],["^15",[463,"^O","^1X",536870918]],["^15",[463,"^F",483,536870918]],["^15",[463,"^X",428,536870918]],["^15",[463,"^V",428,536870918]],["^15",[463,"^U",428,536870918]],["^15",[463,"^H",453,536870918]],["^15",[463,"^;","~u68a60d89-26d0-4995-aebb-5fce95cb881c",536870918]],["^15",[464,"^Q","Möglichkeiten aus der Zwickmühle zu Entkommen:",536870918]],["^15",[464,"^O","^1X",536870918]],["^15",[464,"^F",484,536870918]],["^15",[464,"^X",428,536870918]],["^15",[464,"^V",484,536870918]],["^15",[464,"^U",428,536870918]],["^15",[464,"^;","~u68a60d89-6a17-4f55-ab3f-c72dde36fd74",536870918]],["^15",[465,"^Q","-> Auftrag und Verantwortung eines Literaturschaffenden",536870918]],["^15",[465,"^O","^1X",536870918]],["^15",[465,"^F",433,536870918]],["^15",[465,"^X",428,536870918]],["^15",[465,"^V",433,536870918]],["^15",[465,"^U",428,536870918]],["^15",[465,"^;","~u68a60d89-83ca-4c79-8d45-81ccf7c438d4",536870918]],["^15",[466,"^Q","Algin ist gekommen. Blaß und dunkel sitzt er da, düstere Höhlen sind seine Augen, seine Hände liegen bleich auf dem Tisch. Wieder hat er einen Brief von der Reichs schrifttumskammer bekommen. Eint neue Säuberungs aktion unter den Schriftstellern soll stattfinden, bei der man Algin wahrscheinlich aussieben wird. Vielleicht würde es ihn retten, wenn er jetzt ein längeres Gedicht auf den Führer macht, was ihm bisher immer noch wider strebte. Aber auch das kann ihm gefährlich werden. Denn vielleicht werden die nationalsozialistischen Schriftsteller böse, daß er wagt, den Führer anzudichten, ohne alter Kämpfer zu sein. Er darf auch nicht wagen, einen natio nalsozialistischen Roman zu schreiben, weil ihm das nicht zukommt. Wenn er aber keinen nationalsozialisti schen Roman schreibt, ist er unerwünscht. Er wird noch immer gern gelesen und gedruckt, das soll auch nicht sein\nls-type:: annotation\nhl-page:: 85\nhl-color:: yellow\nid:: 68a56a2a-925c-4584-b7ff-926316f139c5",536870918]],["^15",[466,"^O","^1X",536870918]],["^15",[466,"^F",1668,536870918]],["^15",[466,"^X",1666,536870918]],["^15",[466,"^V",1666,536870918]],["^15",[466,"^U",1666,536870918]],["^15",[466,"^?",["^ ","^18","annotation","^30",85,"^31","yellow","^1;","68a56a2a-925c-4584-b7ff-926316f139c5"],536870918]],["^15",[466,"^J",["^18","^30","^31","^1;"],536870918]],["^15",[466,"^4",["^ ","^18","annotation","^30","85","^31","yellow","^1;","68a56a2a-925c-4584-b7ff-926316f139c5"],536870918]],["^15",[466,"^;","~u68a56a2a-925c-4584-b7ff-926316f139c5",536870918]],["^15",[467,"^Q","-> Der Stürmermann tritt auf",536870918]],["^15",[467,"^O","^1X",536870918]],["^15",[467,"^F",486,536870918]],["^15",[467,"^X",428,536870918]],["^15",[467,"^V",486,536870918]],["^15",[467,"^U",428,536870918]],["^15",[467,"^;","~u68a60d89-b407-4e0d-868c-5177c12aa10f",536870918]],["^15",[468,"^Q","-> Macht und Ohnmacht",536870918]],["^15",[468,"^O","^1X",536870918]],["^15",[468,"^F",457,536870918]],["^15",[468,"^X",428,536870918]],["^15",[468,"^V",457,536870918]],["^15",[468,"^U",428,536870918]],["^15",[468,"^;","~u68a60d89-94e0-496d-aeb2-a2405db84472",536870918]],["^15",[469,"^Q","((68a56a2a-925c-4584-b7ff-926316f139c5))",536870918]],["^15",[469,"^O","^1X",536870918]],["^15",[469,"^F",493,536870918]],["^15",[469,"^X",428,536870918]],["^15",[469,"^V",428,536870918]],["^15",[469,"^U",428,536870918]],["^15",[469,"^H",466,536870918]],["^15",[469,"^;","~u68a60d89-e607-4694-9c5f-fc7fbb34401e",536870918]],["^15",[470,"^Q","Was sie heute untlassen, werden sie morgen tun werden sie morgen tun -> Zeigt wie wenig wert Moral hat, wie vie verzweiflung in der Zeit liegt",536870918]],["^15",[470,"^O","^1X",536870918]],["^15",[470,"^F",492,536870918]],["^15",[470,"^X",428,536870918]],["^15",[470,"^V",434,536870918]],["^15",[470,"^U",428,536870918]],["^15",[470,"^;","~u68a60d89-f9bd-4862-b217-88590ca724a1",536870918]],["^15",[471,"^Q","Wo Vollkommenheit ist, hört die Dichtung auf.\nls-type:: annotation\nhl-page:: 86\nhl-color:: yellow\nid:: 68a56d57-e427-4db8-8991-c89a354cd5cf",536870918]],["^15",[471,"^O","^1X",536870918]],["^15",[471,"^F",466,536870918]],["^15",[471,"^X",1666,536870918]],["^15",[471,"^V",1666,536870918]],["^15",[471,"^U",1666,536870918]],["^15",[471,"^?",["^ ","^18","annotation","^30",86,"^31","yellow","^1;","68a56d57-e427-4db8-8991-c89a354cd5cf"],536870918]],["^15",[471,"^J",["^18","^30","^31","^1;"],536870918]],["^15",[471,"^4",["^ 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Mädchen",536870918]],["^15",[475,"^O","^1X",536870918]],["^15",[475,"^F",431,536870918]],["^15",[475,"^X",428,536870918]],["^15",[475,"^V",431,536870918]],["^15",[475,"^U",428,536870918]],["^15",[475,"^;","~u68a60d89-48f8-43c6-9baa-0f2eb449834e",536870918]],["^15",[476,"^Q","-> Verblendung",536870918]],["^15",[476,"^O","^1X",536870918]],["^15",[476,"^F",460,536870918]],["^15",[476,"^X",428,536870918]],["^15",[476,"^V",460,536870918]],["^15",[476,"^U",428,536870918]],["^15",[476,"^;","~u68a60d89-27b3-42b1-afd1-d3c581da53e5",536870918]],["^15",[477,"^Q","{{query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/Deu/Nach Mitternacht/Kapitel VI]]) (namespace [[School/Deu/Nach Mitternacht/Kapitel 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Einsamkeit",536870918]],["^15",[479,"^O","^1X",536870918]],["^15",[479,"^F",480,536870918]],["^15",[479,"^X",428,536870918]],["^15",[479,"^V",480,536870918]],["^15",[479,"^U",428,536870918]],["^15",[479,"^;","~u68a60d89-9185-4b40-8918-38f504e561f5",536870918]],["^15",[480,"^Q","((68a576d1-8c72-4984-b7aa-1bb0a4c04588))",536870918]],["^15",[480,"^O","^1X",536870918]],["^15",[480,"^F",452,536870918]],["^15",[480,"^X",428,536870918]],["^15",[480,"^V",428,536870918]],["^15",[480,"^U",428,536870918]],["^15",[480,"^H",488,536870918]],["^15",[480,"^;","~u68a60d89-efc2-4834-b1eb-36be99b80b04",536870918]],["^15",[481,"^Q","-> Aufbruch nach Hause",536870918]],["^15",[481,"^O","^1X",536870918]],["^15",[481,"^F",485,536870918]],["^15",[481,"^X",428,536870918]],["^15",[481,"^V",485,536870918]],["^15",[481,"^U",428,536870918]],["^15",[481,"^;","~u68a60d89-5c6d-46f8-bf1c-6ec2dace4d43",536870918]],["^15",[482,"^Q","Reichsschriftskammer ordnete an, das nur im Sinne des Nationalsozialismus zu schreiben",536870918]],["^15",[482,"^O","^1X",536870918]],["^15",[482,"^F",464,536870918]],["^15",[482,"^X",428,536870918]],["^15",[482,"^V",484,536870918]],["^15",[482,"^U",428,536870918]],["^15",[482,"^;","~u68a60d89-c5b0-4831-9e32-52643e4249db",536870918]],["^15",[483,"^Q","((68a5715e-86bc-431e-96cf-f4bf199a078e))",536870918]],["^15",[483,"^O","^1X",536870918]],["^15",[483,"^F",486,536870918]],["^15",[483,"^X",428,536870918]],["^15",[483,"^V",428,536870918]],["^15",[483,"^U",428,536870918]],["^15",[483,"^H",445,536870918]],["^15",[483,"^;","~u68a60d89-0724-4b21-b0f4-3a1019d606eb",536870918]],["^15",[484,"^Q","Nr1)",536870918]],["^15",[484,"^O","^1X",536870918]],["^15",[484,"^F",469,536870918]],["^15",[484,"^X",428,536870918]],["^15",[484,"^V",428,536870918]],["^15",[484,"^U",428,536870918]],["^15",[484,"^;","~u68a60d89-eb4c-44a2-880d-ebe2396c4139",536870918]],["^15",[485,"^Q","((68a5735b-3fb3-4d78-ba9e-07ddfa17c9fd))",536870918]],["^15",[485,"^O","^1X",536870918]],["^15",[485,"^F",460,536870918]],["^15",[485,"^X",428,536870918]],["^15",[485,"^V",428,536870918]],["^15",[485,"^U",428,536870918]],["^15",[485,"^H",443,536870918]],["^15",[485,"^;","~u68a60d89-3882-4730-912f-4917827241aa",536870918]],["^15",[486,"^Q","((68a5709d-09f5-46c0-939f-7a7dce6b3d6e))",536870918]],["^15",[486,"^O","^1X",536870918]],["^15",[486,"^F",457,536870918]],["^15",[486,"^X",428,536870918]],["^15",[486,"^V",428,536870918]],["^15",[486,"^U",428,536870918]],["^15",[486,"^H",499,536870918]],["^15",[486,"^;","~u68a60d89-052a-42ec-a8f9-8f2b3a0ba25b",536870918]],["^15",[487,"^Q","references::",536870918]],["^15",[487,"^O","^1X",536870918]],["^15",[487,"^F",497,536870918]],["^15",[487,"^X",428,536870918]],["^15",[487,"^V",428,536870918]],["^15",[487,"^U",428,536870918]],["^15",[487,"^U",430,536870918]],["^15",[487,"^?",["^ 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(namespace [[School/InfT/Digitale Souveränität/Bitkom]])))}}\n\t- **Summery**:\n\t background-color:: blue\n\t\t-\n- ---\n- ![Bitkom - Anforderungen an Technologie und Handlungsfelder.pdf](../assets/Bitkom_-_Anforderungen_an_Technologie_und_Handlungsfelder_1755600657287_0.pdf)\n\t- ((68a4574d-6294-4360-ad41-10042d64b61a))\n\t\t- Bitkoms ist als eingetragener Verein, 1999 gegründet und bezeichnet sich seit dem selbst als \"Germany’s digital association\". Als representation von mittlerweile über 2200 IT-Firmen kommentiert der Verein aktuelle Politische Diskussionen auf EU ebene wie auch in Deutschland selber, veröffentlicht Umfangreichere Ausarbeitung zu betreffenden Themen und laden zu Versammlungen ein. Dabei übt Bitkom einflussnahme auch über Lobyismus auf die Politik aus.\n\t\t- ...\n\t\t- TODO Ziele verein digitale suveränität, vergangene Themen, Loyismus\n\t- ((68a4575a-bf37-4a28-b98c-3b9aba625614))\n\t\t- .\n\t- ((68a4576d-7519-4cdb-ae2d-e5721047369a))\n\t\t- .\n- ## Stellungnahme Digitale Souveränität\n\t- ![Digitale Souveränität - 200116_stellungnahme_digitale-souveranitat.pdf](../assets/Digitale_Souveränität_-_200116_stellungnahme_digitale-souveranitat_1755600696245_0.pdf){:width 800,:height 1200}\n\t\t- -> Bis seite 11\n\t- ### ((68a70b71-aed6-4143-9d79-5a1bd8b89057))\n\t\t- Digitalstrategie mit Digitaler suverenität als elemtaren Bestanteil in Europa entwickeln\n\t\t- Politische, wirtschaftliche Selbstbestimmung erhalten\n\t\t\t- Zusammenarbeit auch über EU-Ebene weiterhin möglich bleiben\n\t\t- Entwicklung neuer software/forschung ist elementar um suverenität zu gewinnen\n\t- ### Stand der ((68a70b62-bee8-4bdb-b93e-24acb7a4571d)); Digitale Souveränität\n\t collapsed:: true\n\t\t- kein fester Begriff, viel mehr eine Politische frage -> Kontextbezogene Zielbestimmung\n\t\t- Geprägt von industrie-, sicherheitspolitik, verbrauchepolitischen und individualrechtlichen Aspekten (z.B. Datenschutz)\n\t\t- Kompetentz vertrauenswürdigkeit globaler Technologien und Systeme zu bewerten\n\t\t\t- auch frmdes verbessern (um eigene ressourcen zu schonen), im zweifel jedoch auf eigenes Umschwänken können\n\t\t- #Datensouveränität\n\t\t\t- nutzerzentrierte Defnition beschäftigt sich mit Fragen der Nutzung und Datenhoheit von personenbezogenen Daten\n\t\t\t- Geschäftsperspektive beschäftigt sich mit Fragen der Nutzung und Datenhoheit von personenbezogenen und nichtpersonenbezogenen Daten von Unternehmen\n\t\t\t- politische Perspektive die sich mit Fragen von Zugrien und Zugrisrechten von Staaten und Sicherheitsbehörden\n\t\t\t- DSGVO ist ausprägung dieser Rechte auf europäischer Ebene\n\t\t- Selbstbestimmtheid\n\t\t\t- ausdruck Digitaler Suveränität\n\t\t\t- bedeutender je kritischer der Einsatzbereich\n\t\t\t- ((68a70762-0332-43ea-bbe6-650979cdb3fd))\n\t\t\t- ((68a707bb-e9c0-42ef-95de-068f092bdd1a))\n\t\t\t\t- Wir behalten uns vor auf fremdtechnologie zurückzugreifen, können jedoch auch immer eigene verwenden\n\t\t\t-\n\t- ### ((68a70b3b-1ab6-457f-85fd-98f6feef16b3))\n\t\t- Autakes Handeln in Kritischen bereichen - in Bereichen die geringerer Handlungskompetenz bedürfen weiterhin fremdlösungen nutzen\n\t\t\t- -> Vollständige Autark nicht erwünscht\n\t\t\t\t- Wettbewerbsvorteile würden entfallen\n\t\t\t\t- Einfach Unrealistisch\n\t\t- Umfassende Aspekte:\n\t\t\t- Teilnahme am Internationalen Wettbewerb auf Augenhöhe\n\t\t\t- ((68a709a2-8bed-4803-bba0-d1ba24d0e7f9)) / Vertrauenswürdigkeit von Technologien prüfen\n\t\t\t- ((68a70a0b-f19b-4389-99bb-9ac96af4be29))\n\t\t\t- Neuentwicklung kompletter Technologien, ggf. Nach Risikoabschätzung, gerade in Hochsicherheitsbereichen, Sinnvoll sein\n\t\t- -> Anwendung und und Ausbau dieser Punkte sollte politisch Angestrebt werden\n-\n- https://www.bitkom.org/EN/List-and-detailpages/Press/5-years-GDPR-receives-grade-sufficient\n-",536871425]],["^15",[664,"^17",1755712905122,536870918]],["^15",[664,"^2[","~m1755779622000",536871426]],["^15",[664,"^Z","pages/School___InfT___Digitale Souveränität___Bitkom.md",536870918]],["^15",[665,"^K",1755712905121,536870918]],["^15",[665,"^[",664,536870918]],["^15",[665,"^@",false,536870918]],["^15",[665,"^Y","school/inft/digitale souveränität/bitkom",536870918]],["^15",[665,"^A",647,536870918]],["^15",[665,"^11","School/InfT/Digitale Souveränität/Bitkom",536870918]],["^15",[665,"^?",["^ ","^20",2],536870918]],["^15",[665,"^4",["^ ","^20","2"],536870918]],["^15",[665,"^B",1755712905121,536870918]],["^15",[665,"^;","~u68a73fa4-dffa-4adc-aa83-0f5d700338b0",536871425]],["^15",[666,"^K",1755712905122,536870918]],["^15",[666,"^@",false,536870918]],["^15",[666,"^Y","datensouveränität",536870918]],["^15",[666,"^11","Datensouveränität",536870918]],["^15",[666,"^B",1755712905122,536870918]],["^15",[666,"^;","~u68a73fa4-073c-4bb2-b9b2-fb9f7251bd0b",536871425]],["^15",[667,"^Q","**Notes:**\nbackground-color:: red",536870918]],["^15",[667,"^O","^1X",536870918]],["^15",[667,"^F",702,536870918]],["^15",[667,"^X",665,536870918]],["^15",[667,"^V",702,536870918]],["^15",[667,"^U",665,536870918]],["^15",[667,"^?",["^ ","^2X","red"],536871425]],["^15",[667,"^J",["^2X"],536871425]],["^15",[667,"^4",["^ ","^2X","red"],536871425]],["^15",[667,"^;","~u68a60d89-60de-47fc-800d-89e01f69e20d",536870918]],["^15",[669,"^Q","auch frmdes verbessern (um eigene ressourcen zu schonen), im zweifel jedoch auf eigenes Umschwänken können",536870918]],["^15",[669,"^O","^1X",536870918]],["^15",[669,"^F",700,536870918]],["^15",[669,"^X",665,536870918]],["^15",[669,"^V",700,536870918]],["^15",[669,"^U",665,536870918]],["^15",[669,"^;","~u68a60d89-1a87-435f-a7b8-15b101a0d0d6",536870918]],["^15",[670,"^Q","Bitkoms ist als eingetragener Verein, 1999 gegründet und bezeichnet sich seit dem selbst als \"Germany’s digital association\". Als representation von mittlerweile über 2200 IT-Firmen kommentiert der Verein aktuelle Politische Diskussionen auf EU ebene wie auch in Deutschland selber, veröffentlicht Umfangreichere Ausarbeitung zu betreffenden Themen und laden zu Versammlungen ein. Dabei übt Bitkom einflussnahme auch über Lobyismus auf die Politik aus.",536871425]],["^15",[670,"^O","^1X",536870918]],["^15",[670,"^F",680,536870918]],["^15",[670,"^X",665,536870918]],["^15",[670,"^V",680,536870918]],["^15",[670,"^U",665,536870918]],["^15",[670,"^;","~u68a60d89-d96e-4594-8f74-0c665fe5fc9b",536870918]],["^15",[671,"^Q","Entwicklung neuer software/forschung ist elementar um suverenität zu gewinnen",536870918]],["^15",[671,"^O","^1X",536870918]],["^15",[671,"^F",676,536870918]],["^15",[671,"^X",665,536870918]],["^15",[671,"^V",694,536870918]],["^15",[671,"^U",665,536870918]],["^15",[671,"^;","~u68a60d89-634c-4701-bb2b-8ff725971528",536870918]],["^15",[672,"^Q","{{query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[School/InfT/Digitale Souveränität/Bitkom]]) (namespace [[School/InfT/Digitale Souveränität/Bitkom]])))}}\nquery-sort-by:: block\nquery-table:: true\nquery-sort-desc:: true",536870918]],["^15",[672,"^O","^1X",536870918]],["^15",[672,"^F",667,536870918]],["^15",[672,"^S",709,536871425]],["^15",[672,"^X",665,536870918]],["^15",[672,"^V",667,536870918]],["^15",[672,"^U",665,536870918]],["^15",[672,"^?",["^ ","^2U","block","^2V",true,"^2W",true],536871425]],["^15",[672,"^J",["^2U","^2V","^2W"],536871425]],["^15",[672,"^4",["^ ","^2U","block","^2V","true","^2W","true"],536871425]],["^15",[672,"^;","~u68a60d89-d2a3-4f8e-a229-ab0cd6f7f99d",536870918]],["^15",[673,"^Q","((68a4576d-7519-4cdb-ae2d-e5721047369a))",536870918]],["^15",[673,"^O","^1X",536870918]],["^15",[673,"^F",685,536870918]],["^15",[673,"^X",665,536870918]],["^15",[673,"^V",674,536870918]],["^15",[673,"^U",665,536870918]],["^15",[673,"^H",679,536871425]],["^15",[673,"^;","~u68a60d89-b1bd-47b1-b5c9-1ebedc19eeaa",536870918]],["^15",[674,"^Q","![Bitkom - Anforderungen an Technologie und Handlungsfelder.pdf](../assets/Bitkom_-_Anforderungen_an_Technologie_und_Handlungsfelder_1755600657287_0.pdf)",536870918]],["^15",[674,"^O","^1X",536870918]],["^15",[674,"^F",691,536870918]],["^15",[674,"^X",665,536870918]],["^15",[674,"^V",665,536870918]],["^15",[674,"^U",665,536870918]],["^15",[674,"^;","~u68a60d89-724b-4960-b113-6baf1940fb06",536870918]],["^15",[675,"^Q","DSGVO ist ausprägung dieser Rechte auf europäischer Ebene",536870918]],["^15",[675,"^O","^1X",536870918]],["^15",[675,"^F",696,536870918]],["^15",[675,"^X",665,536870918]],["^15",[675,"^V",701,536870918]],["^15",[675,"^U",665,536870918]],["^15",[675,"^U",666,536870918]],["^15",[675,"^;","~u68a60d89-1d1d-4602-8164-28d91b2ad79d",536870918]],["^15",[676,"^Q","Politische, wirtschaftliche Selbstbestimmung 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\"sub\": {\n\t \"user\": user.name,\n\t \"role\": user.role\n\t },\n\t \"iat\": time.time(),\n\t \"exp\": time.time() + 60 * 20 # 20 minutes expiration\n\t }\n\t \n\t # Sign content of cookie: Still readable by client but changes will be detected \n\t token = jwt.encode(jwt_content, JWT_SECRET, algorithm=\"HS256\")\n\t # Set te coockie under the name \"oauth2\", specify that it should be used for all Paths,\n\t # and sent it even over HTTP\n\t response.set_cookie(\"oauth2\", token, max_age=60*20, path='/', samesite='lax')\n\t response.status = 200\n\t # Return the content of the coockie also as JSON body of the response ()\n\t return dumps(jwt_content)\n\t ```\n-",536870918]],["^15",[766,"^17",1755712905149,536870918]],["^15",[766,"^Z","pages/School___Inf___WebDev___Session 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2\n\n",536870918]],["^15",[779,"^O","^1X",536870918]],["^15",[779,"^2Q",["^2R",[]],536870918]],["^15",[779,"^F",748,536870918]],["^15",[779,"^X",748,536870918]],["^15",[779,"^V",748,536870918]],["^15",[779,"^U",429,536870918]],["^15",[779,"^U",748,536870918]],["^15",[779,"^:",true,536870918]],["^15",[779,"^?",["^ ","^20",2],536870918]],["^15",[779,"^J",["^20"],536870918]],["^15",[779,"^4",["^ ","^20","2"],536870918]],["^15",[779,"^H",429,536870918]],["^15",[779,"^;","~u68a60d89-e453-4831-8179-9e4789a57edf",536870918]],["^15",[780,"^Q","cookie mit token der Nutzer ausweist bei jeder (relevanten) request mitgesendet, server kann dadurch Nutzer identifizieren",536870918]],["^15",[780,"^O","^1X",536870918]],["^15",[780,"^F",773,536870918]],["^15",[780,"^X",748,536870918]],["^15",[780,"^V",773,536870918]],["^15",[780,"^U",748,536870918]],["^15",[780,"^U",769,536870918]],["^15",[780,"^;","~u68a60d89-6968-4d63-bb79-f6fb8714a76f",536870918]],["^15",[781,"^Q","~```python\n@app.route(\"/token\", method=[\"POST\"])\ndef token():\n body = request.body.read()\n try:\n # Read Data from JSON body of POST\n data = loads(body.decode('utf-8'))\n username = data.get(\"user\")\n password = data.get(\"password\")\n except:\n response.status = 400\n return dumps({\"error\": \"Invalid JSON format\"})\n\n # Check if user is known and password is correct\n user = request.db_connector.get_user(username)\n if not user or not hash_context.verify(password, user.hash):\n response.status = 401\n return dumps({\"error\": \"Invalid username or password\"})\n\t\n # Construct content of Cookie\n jwt_content = {\n \"sub\": {\n \"user\": user.name,\n \"role\": user.role\n },\n \"iat\": time.time(),\n \"exp\": time.time() + 60 * 20 # 20 minutes expiration\n }\n \n # Sign content of cookie: Still readable by client but changes will be detected \n token = jwt.encode(jwt_content, JWT_SECRET, algorithm=\"HS256\")\n # Set te coockie under the name \"oauth2\", specify that it should be used for all Paths,\n # and sent it even over HTTP\n response.set_cookie(\"oauth2\", token, max_age=60*20, path='/', samesite='lax')\n response.status = 200\n # Return the content of the coockie also as JSON body of the response ()\n return dumps(jwt_content)\n```",536870918]],["^15",[781,"^O","^1X",536870918]],["^15",[781,"^F",772,536870918]],["^15",[781,"^X",748,536870918]],["^15",[781,"^V",786,536870918]],["^15",[781,"^U",748,536870918]],["^15",[781,"^U",768,536870918]],["^15",[781,"^;","~u68a60d89-aa68-478c-8d3f-110153ce4790",536870918]],["^15",[782,"^Q","references::",536870918]],["^15",[782,"^O","^1X",536870918]],["^15",[782,"^F",783,536870918]],["^15",[782,"^X",748,536870918]],["^15",[782,"^V",748,536870918]],["^15",[782,"^U",430,536870918]],["^15",[782,"^U",748,536870918]],["^15",[782,"^?",["^ ","^32",""],536870918]],["^15",[782,"^J",["^32"],536870918]],["^15",[782,"^4",["^ 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Smith und der freie Markt ⎮ Doku]])))}}\n\t\t query-table:: true\n\t- **Summery**:\n\t background-color:: blue\n\t\t-\n- ---\n- ## #Note Video:\n collapsed:: true\n\t- {{video https://www.youtube.com/watch?v=fQJDIjEFcKA}}\n\t\t- #### Fehlannahme Adam Smith\n\t\t- Adam Smith sah es als verpflichtung des Mittelstandes fuer wirtschaftlichen Aufschwung zu sorgen\n\t\t- Wollte Erklärung des Gesellschaftlichen Systems/Wandel ohne religion -> Absolute Logik\n\t\t\t- Okonomie sollte zentraler teil dessen werden -> eine Natürliche Ordnung\n\t\t- Wollte wirtschaft ohne kontext (sotioal, moralisch, theologisch) studieren -> wie Wisssenschaftliches experiment\n\t\t\t- Geht davon aus das Wirtschaft, gleichwertige Tauschgeschaefte zwischen allen personen eminent sind -> Mensch sein natürlicherweise veranlagt zum Tauschen und Handeln (sei laud Smith ueberpruefbar bei Ureinwohnern)\n\t\t\t- Jedoch ist dieser Tauschahndel nicht eminent, in menschlicher Natur liegt gemeinsames Nutzen der verfügbaren Ressourcen in einer Community\n\t\t\t- #Reziprozität: system gemeinsamen gebens und Nehmens\n\t\t\t\t- Funktional in einer Comunity: Familie, Tribe\n\t\t\t\t- Ich gebe dir, wann immer es dir möglich gibst du mir -> keine festen vertraege\n\t\t\t- Uebergang von Tauschahndel zur Marktwirtschaft keine natuerliche entwicklung (bei Uhreinwohnern), eingeholt durch Kolonialisierung\n\t\t- #### Amerika-Kolonialismus\n\t\t\t- Entdeckung Amerikas als Gründungsereignis des kapitalismus\n\t\t\t\t- Europaer glauben korrekten weg des lebens durech Historische Schriften zu kennen, es gilt nur noch nach diesen zu leben\n\t\t\t\t- Schnelles Aneignen von Wissen ueber neune Kontinent, um aus diesem Profit schlagen zu koennen\n\t\t\t\t- China waehre es moeglich geworden selbes zu tun wie Europaer, jedoch war nicht die intention gefundene Laender auszubeuten\n\t\t\t\t\t- Europäische Konquistador wie Unternehmer, startet mit nichts, durch Investitionen die zurückzuzahlen werden müssen und muss sich Profit aufbauen\n\t\t\t\t\t- In China Expeditionen durch Kaiser finanziert\n\t\t\t- Amerika bat Möglichkeit hohen Gewinn uber anfangsinvestition zu Erwirtschaften\n\t\t\t\t- Columbus als positive bespiel für funktionierendes \"Startup\" -> Kolonien wirtschaftlich gut\n\t\t\t- Fuer Europäer liegt wert z.B. von Gold in Materiellen, für Native Amerikana ist der Spirituelle wert des Materials jedoch bedeutend höher\n\t\t\t- Raubgierig Guavanoere in Amerika dadurch, das ihnen Ausgaben wahrend der Entdeckungen nicht durch Konquistador gezahlt wurde, weg geld zu verdienen + Hatten dort unbegrenzte Macht\n\t\t\t- Ursprung unseres Wirtschaften: Kapitalgeber der Jährliche zinsen für gegebenes Geld erwartet und Unternehmer der diese Lesten muss\n\t\t- #### Folgen Kolonialismus\n\t\t\t- Minear als Amerika sorgte fuer ausdehnung des Handels in Europa und Asien\n\t\t\t\t- China ging auf silberstandart fuer Wahrung uebr (von instabielebn, basislosen Papiergeld)\n\t\t\t- Im Westen wird wirtschaf Kapitalistisch -> Kapital und Finanzgeber erlange dominanz\n\t\t\t- In China haben Erzeuger (Bauern etc.) freien Marktzugang, keine Kaufmanner/Finanizies noetig\n\t\t\t\t- Erweckt Interesse der Europäer, Adam Smith beeindruckt\n\t\t\t\t- Kolonialismus positive auswirkungen auf Kleinerzeuger\n\t\t\t- In england Ruinierte Komonialismus Kleinerzeuger (unabhaenige Kleinerzeuger)\n\t\t\t\t- Kleine Bauern vertrieben für Monopolisierung durch Großgrundbesitzer -> bessere Ausbeutung\n\t\t\t\t- Ganze doerver vernichtet, ehemals saelbststaendige muessen nun Arbeitskraft verkaufen um ueberleben zu keonenn (z.B. in Handwerk\n\t\t\t\t- Armut wurde Kriminalisiert -> unterschied zwischen Gesellschaftsschichten wurde grösser\n\t\t\t\t- Privatwirtschaftliche Kolonien breiten sich immer weiter aus\n\t\t\t- Dreiecksgeschaft hatte grossen anteil an entstehung Marktwirtschaft\n\t\t\t\t- Europa - Waren > Goldkueste - Sklaven > Amerika - Waren > Europa\n\t\t\t\t\t- Transatlantisch Sklaverei wurde zentraler Bestandteil der Privatwirtschaft\n\t\t\t\t\t- Rassismus Produkt von Sklaverei, Profitfier der grund\n\t\t\t- Plantagen in Amerika weisen alle Kapitalistischen Merkmale auf (außer: Sklaven- statt Lohnarbeit)\n\t\t- #### Folgen von Adam Smiths werk\n\t\t\t- Ignorierte Sklaverei, Smiths blinder fleck\n\t\t\t\t- #+BEGIN_CAUTION\n\t\t\t\t Gruende?:\n\t\t\t\t - Wollte das sein werk als entstehungsmerkaml des Kapitalismus gesehen wwird\n\t\t\t\t - Befuerchtung das Rassismus nicht wweit genug vortsggeschritten sei um Skalverei zu akzeptieren\n\t\t\t\t #+END_CAUTION\n\t\t\t- Ursprung des Kapitalismus nicht Industrielle Revolution, sondern bereits 2 Jahrhunderte vor Adam Smiths Werk, der Kolonialismus\n\t\t\t- Sein buch ist nicht Schöpfung die des Kapitalismus\n-\n- ## #Slide Arbeitsblatt Antworten\n\t- ![01_Doku_Kapitalismus_AB_Teil_1.pdf](../assets/01_Doku_Kapitalismus_AB_Teil_1_1755510594145_0.pdf)\n\t- Begriffe:\n\t\t- Autor von 'Der Wohlstand der Nationen' - [[Adam Smith]]\n\t\t- Einhegungen in England, 16. Jahrhundert - [[Enclosures]]\n\t\t- Spanische Eroberer in Amerika - [[Conquistadoren]]\n\t\t- Französische Ökonomen, naturorientiert - [[Physiokraten]]\n\t\t- Handelsroute Europa-Afrika-Amerika - [[Dreieckshandel]]\n\t\t- Indigene Gruppe im Amazonas - [[Majona-Stamm]]\n\t\t- Carl von Linnés Werk über Naturordnung - [[Systema Naturae]]\n\t\t- Silberbergwerk in Bolivien - [[Cerro Rico]]\n\t- ((68a2f794-5a23-4dc7-88b1-527f1ff24cd8))\n\t\t- Adam Smith geht davon aus das der Mensch ein natürliche Veranlagung zum Tauschen und Handeln habe wodurch dann die Entstehung eins Marktes in ähnlichen Formen wie der Kapitalismus ihn besitzt unausweichlich werde. Tatsächlich jedoch ist in Stämmen von Ureinwohnern zu beobachten das selbst der Tauschhandel von Gut gegen Gut nicht unbedingt zur Regel gehört. Viel mehr arbeiten die Stämme, als Community auf basis der #Reziprozität zusammen.\n\t- ((68a2f7ab-7cdd-4ef4-9a9f-1622319bb198))\n\t\t- Die Grundzuege des Kapitalistischen systems zeigen ihren Ursprung in den Faelzuegen und entdeckungen Amerikas.\n\t\t- Aehnlich wie sich heute Unternehmen Gruenden, sind die Europaeischen Kolonialisten zu ihrem \"Startkapital\" gekommen: Sie Starteten mit nichts und suchten sich einen \"Investor\", welcher ihnen Entsprechendes kapital fuer ihre Conquista auslegen konnte, auf dieses mussten sie Zinsen zahlen. So wahren sie darauf angewiesen das die Kolonialreise entsprechend profitreich war um ihr Leben zu finanzieren und den Lohn zurueckzahlen zu koennen.\n\t\t Durch das Beispiel Columbus, der zeigte wie lukrative entsprechende reisen erden konnten nahm die Anzahl an willigen Finanzierenden rapide zu was die Ausbeutung des neuen Kontinents, erneut steigerte. Auch die Entstehung der Gouverneur, welche eben wie der leitende Conquistador auch verschuldet waren, und die Ausbeutung region die sei leiteten als einzige Möglichkeit sahen nötiges Geld zu verdienen, brachte eins der Hauptprinzipien des Kapitalismus erstmals stark hervor: Geldleihende Unternehmer und Privatpersonen und Finanzierende welche durch ihre Auslagen Profite erwirtschaften konnten.\n\t- ((68a2f7c4-602d-4080-a4e4-6530fe5530b2))\n\t\t- In China konnte durch die zunehmende Menge an (Edel-)Metallen aus Amerika welche durch Kolonialismus nach Europa und Asien gelangen, das Währungssystem von basislosen Papiergeld auf stabileres Silber gehoben werden. Da Kleinerzeuger, anders als in Europa, das land auf dem sie Anbauten direkt besaßen, behielten sie auch ihren direkten Zugriff zum Markt, ihre situation verbesserte sich (oder blieb zumindest Stabil).\n\t\t Anders in England, Europa, hier sorgte der Kolonialismus für eine rapide Kapitalisierung, Kleinerzeuger (Bauern) wurden durch Landeinfoderungen von ihren Farmen gedrängt, sie verloren die Möglichkeit eigenständig zu Wirtschaften und mussten stattdessen ihre Arbeitskraft (z.B. im Handwerk) verkaufen und zu überleben. Die Besitzer des Landes nutzten dies fortan für Lukrativere Anwendungen (Schafzucht).\n\t- ((68a2f7d4-6e6f-42f0-afbb-fdffd27fc165))\n\t\t- Adam Smiths buch ist nicht, wie von vielen Angenommen, als die Schöpfung des Kapitalismus zu sehen. Denn dieser Entstand in ersten zugen bereits weit vorher durch die Kolonialisierung Amerikas. \n\t\t (Ebenfalls ist kritisch Anzumerken das Smith sich jeglicher Erwähnung des Sklavenhandels und der Zentralen rolle dieses in der Entstehung eines Kapitalistischen Marktes durch den Dreieckshandel enzog. )",536870918]],["^15",[867,"^17",1755712905198,536870918]],["^15",[867,"^Z","pages/School___Wir___Ethics___Der Kapitalismus - Adam Smith und der freie Markt ⎮ Doku.md",536870918]],["^15",[868,"^K",1755712905347,536870918]],["^15",[868,"^[",1279,536870918]],["^15",[868,"^@",false,536870918]],["^15",[868,"^Y","slide",536870918]],["^15",[868,"^11","Slide",536870918]],["^15",[868,"^?",["^ ","^16",true],536870918]],["^15",[868,"^4",["^ ","^16","true"],536870918]],["^15",[868,"^B",1755712905347,536870918]],["^15",[868,"^;","~u68a60d89-fa1c-4adb-b217-5e961e8b43ae",536870918]],["^15",[869,"^K",1755712905197,536870918]],["^15",[869,"^@",false,536870918]],["^15",[869,"^Y","dreieckshandel",536870918]],["^15",[869,"^11","Dreieckshandel",536870918]],["^15",[869,"^B",1755712905197,536870918]],["^15",[869,"^;","~u68a60d89-9b68-4c99-b218-de4a2e15bc59",536870918]],["^15",[870,"^K",1755712905197,536870918]],["^15",[870,"^@",false,536870918]],["^15",[870,"^Y","cerro rico",536870918]],["^15",[870,"^11","Cerro Rico",536870918]],["^15",[870,"^B",1755712905197,536870918]],["^15",[870,"^;","~u68a60d89-473e-438e-af1e-06ece9d070a5",536870918]],["^15",[871,"^K",1755712905196,536870918]],["^15",[871,"^@",false,536870918]],["^15",[871,"^Y","enclosures",536870918]],["^15",[871,"^11","Enclosures",536870918]],["^15",[871,"^B",1755712905196,536870918]],["^15",[871,"^;","~u68a60d89-8af9-496e-b39e-ca42d7e8a64a",536870918]],["^15",[872,"^K",1755712905195,536870918]],["^15",[872,"^[",867,536870918]],["^15",[872,"^@",false,536870918]],["^15",[872,"^Y","school/wir/ethics/der kapitalismus - 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[[Conquistadoren]]",536870918]],["^15",[885,"^O","^1X",536870918]],["^15",[885,"^F",898,536870918]],["^15",[885,"^X",872,536870918]],["^15",[885,"^V",922,536870918]],["^15",[885,"^U",868,536870918]],["^15",[885,"^U",872,536870918]],["^15",[885,"^U",876,536870918]],["^15",[885,"^H",876,536870918]],["^15",[885,"^;","~u68a60d89-3693-4119-8b62-5facd0385286",536870918]],["^15",[886,"^Q","Im Westen wird wirtschaf Kapitalistisch -> Kapital und Finanzgeber erlange dominanz",536870918]],["^15",[886,"^O","^1X",536870918]],["^15",[886,"^F",909,536870918]],["^15",[886,"^X",872,536870918]],["^15",[886,"^V",955,536870918]],["^15",[886,"^U",322,536870918]],["^15",[886,"^U",872,536870918]],["^15",[886,"^;","~u68a60d89-3d7c-497a-a553-e95e5c314e7e",536870918]],["^15",[887,"^Q","Aehnlich wie sich heute Unternehmen Gruenden, sind die Europaeischen Kolonialisten zu ihrem \"Startkapital\" gekommen: Sie Starteten mit nichts und suchten sich einen \"Investor\", welcher ihnen Entsprechendes kapital fuer ihre Conquista auslegen konnte, auf dieses mussten sie Zinsen zahlen. So wahren sie darauf angewiesen das die Kolonialreise entsprechend profitreich war um ihr Leben zu finanzieren und den Lohn zurueckzahlen zu koennen.\nDurch das Beispiel Columbus, der zeigte wie lukrative entsprechende reisen erden konnten nahm die Anzahl an willigen Finanzierenden rapide zu was die Ausbeutung des neuen Kontinents, erneut steigerte. Auch die Entstehung der Gouverneur, welche eben wie der leitende Conquistador auch verschuldet waren, und die Ausbeutung region die sei leiteten als einzige Möglichkeit sahen nötiges Geld zu verdienen, brachte eins der Hauptprinzipien des Kapitalismus erstmals stark hervor: Geldleihende Unternehmer und Privatpersonen und Finanzierende welche durch ihre Auslagen Profite erwirtschaften konnten.",536870918]],["^15",[887,"^O","^1X",536870918]],["^15",[887,"^F",939,536870918]],["^15",[887,"^X",872,536870918]],["^15",[887,"^V",958,536870918]],["^15",[887,"^U",868,536870918]],["^15",[887,"^U",872,536870918]],["^15",[887,"^;","~u68a60d89-71f0-4bdd-b760-8461962df3f7",536870918]],["^15",[888,"^Q","Raubgierig Guavanoere in Amerika dadurch, das ihnen Ausgaben wahrend der Entdeckungen nicht durch Konquistador gezahlt wurde, weg geld zu verdienen + Hatten dort unbegrenzte Macht",536870918]],["^15",[888,"^O","^1X",536870918]],["^15",[888,"^F",916,536870918]],["^15",[888,"^X",872,536870918]],["^15",[888,"^V",921,536870918]],["^15",[888,"^U",322,536870918]],["^15",[888,"^U",872,536870918]],["^15",[888,"^;","~u68a60d89-9455-4612-afc2-0adcd966c369",536870918]],["^15",[889,"^Q","Entdeckung Amerikas als Gründungsereignis des kapitalismus",536870918]],["^15",[889,"^O","^1X",536870918]],["^15",[889,"^F",921,536870918]],["^15",[889,"^X",872,536870918]],["^15",[889,"^V",921,536870918]],["^15",[889,"^U",322,536870918]],["^15",[889,"^U",872,536870918]],["^15",[889,"^;","~u68a60d89-710d-43e7-9620-5e241b927ae0",536870918]],["^15",[890,"^Q","In england Ruinierte Komonialismus Kleinerzeuger (unabhaenige Kleinerzeuger)",536870918]],["^15",[890,"^O","^1X",536870918]],["^15",[890,"^F",896,536870918]],["^15",[890,"^X",872,536870918]],["^15",[890,"^V",955,536870918]],["^15",[890,"^U",322,536870918]],["^15",[890,"^U",872,536870918]],["^15",[890,"^;","~u68a60d89-7536-4263-9411-e90c18847978",536870918]],["^15",[891,"^Q","Handelsroute Europa-Afrika-Amerika - [[Dreieckshandel]]",536870918]],["^15",[891,"^O","^1X",536870918]],["^15",[891,"^F",906,536870918]],["^15",[891,"^X",872,536870918]],["^15",[891,"^V",922,536870918]],["^15",[891,"^U",868,536870918]],["^15",[891,"^U",869,536870918]],["^15",[891,"^U",872,536870918]],["^15",[891,"^H",869,536870918]],["^15",[891,"^;","~u68a60d89-fd88-4934-a18c-cb8884f3b859",536870918]],["^15",[892,"^Q","index:: 2\n\n",536870918]],["^15",[892,"^O","^1X",536870918]],["^15",[892,"^2Q",["^2R",[]],536870918]],["^15",[892,"^F",872,536870918]],["^15",[892,"^X",872,536870918]],["^15",[892,"^V",872,536870918]],["^15",[892,"^U",429,536870918]],["^15",[892,"^U",872,536870918]],["^15",[892,"^:",true,536870918]],["^15",[892,"^?",["^ ","^20",2],536870918]],["^15",[892,"^J",["^20"],536870918]],["^15",[892,"^4",["^ ","^20","2"],536870918]],["^15",[892,"^H",429,536870918]],["^15",[892,"^;","~u68a60d89-f736-4a85-a42c-93c682c6bf8d",536870918]],["^15",[893,"^Q","Stelle dar, wie die Kolonialisierung und der transatlantische Sklavenhandel die wahren Ursprünge des Kapitalismus darstellen, laut der Dokumentation.\nls-type:: annotation\nhl-page:: 2\nhl-color:: blue\nid:: 68a2f7ab-7cdd-4ef4-9a9f-1622319bb198",536870918]],["^15",[893,"^O","^1X",536870918]],["^15",[893,"^F",944,536870918]],["^15",[893,"^X",1606,536870918]],["^15",[893,"^V",1606,536870918]],["^15",[893,"^U",1606,536870918]],["^15",[893,"^?",["^ ","^18","annotation","^30",2,"^31","blue","^1;","68a2f7ab-7cdd-4ef4-9a9f-1622319bb198"],536870918]],["^15",[893,"^J",["^18","^30","^31","^1;"],536870918]],["^15",[893,"^4",["^ ","^18","annotation","^30","2","^31","blue","^1;","68a2f7ab-7cdd-4ef4-9a9f-1622319bb198"],536870918]],["^15",[893,"^;","~u68a2f7ab-7cdd-4ef4-9a9f-1622319bb198",536870918]],["^15",[894,"^Q","## #Slide Arbeitsblatt Antworten",536870918]],["^15",[894,"^O","^1X",536870918]],["^15",[894,"^F",900,536870918]],["^15",[894,"^X",872,536870918]],["^15",[894,"^V",872,536870918]],["^15",[894,"^U",868,536870918]],["^15",[894,"^U",872,536870918]],["^15",[894,"^?",["^ ","^2S",2],536870918]],["^15",[894,"^J",[],536870918]],["^15",[894,"^H",868,536870918]],["^15",[894,"^;","~u68a60d89-e434-4052-bd4a-b0691dbbe92d",536870918]],["^15",[895,"^Q","![01_Doku_Kapitalismus_AB_Teil_1.pdf](../assets/01_Doku_Kapitalismus_AB_Teil_1_1755510594145_0.pdf)",536870918]],["^15",[895,"^O","^1X",536870918]],["^15",[895,"^F",894,536870918]],["^15",[895,"^X",872,536870918]],["^15",[895,"^V",894,536870918]],["^15",[895,"^U",868,536870918]],["^15",[895,"^U",872,536870918]],["^15",[895,"^;","~u68a60d89-5ebf-4ebc-adf3-0119c907cee3",536870918]],["^15",[896,"^Q","In China haben Erzeuger (Bauern etc.) freien Marktzugang, keine Kaufmanner/Finanizies noetig",536870918]],["^15",[896,"^O","^1X",536870918]],["^15",[896,"^F",886,536870918]],["^15",[896,"^X",872,536870918]],["^15",[896,"^V",955,536870918]],["^15",[896,"^U",322,536870918]],["^15",[896,"^U",872,536870918]],["^15",[896,"^;","~u68a60d89-4531-4762-a559-2d07c7dbbbb8",536870918]],["^15",[897,"^Q","Autor von 'Der Wohlstand der Nationen' - [[Adam Smith]]",536870918]],["^15",[897,"^O","^1X",536870918]],["^15",[897,"^F",922,536870918]],["^15",[897,"^X",872,536870918]],["^15",[897,"^V",922,536870918]],["^15",[897,"^U",868,536870918]],["^15",[897,"^U",872,536870918]],["^15",[897,"^U",875,536870918]],["^15",[897,"^H",875,536870918]],["^15",[897,"^;","~u68a60d89-3dc6-43eb-8517-e08a69f54d92",536870918]],["^15",[898,"^Q","Einhegungen in England, 16. Jahrhundert - [[Enclosures]]",536870918]],["^15",[898,"^O","^1X",536870918]],["^15",[898,"^F",897,536870918]],["^15",[898,"^X",872,536870918]],["^15",[898,"^V",922,536870918]],["^15",[898,"^U",868,536870918]],["^15",[898,"^U",871,536870918]],["^15",[898,"^U",872,536870918]],["^15",[898,"^H",871,536870918]],["^15",[898,"^;","~u68a60d89-6d66-4f0a-8077-17d59b8c86a2",536870918]],["^15",[899,"^Q","Adam Smiths buch ist nicht, wie von vielen Angenommen, als die Schöpfung des Kapitalismus zu sehen. Denn dieser Entstand in ersten zugen bereits weit vorher durch die Kolonialisierung Amerikas. \n(Ebenfalls ist kritisch Anzumerken das Smith sich jeglicher Erwähnung des Sklavenhandels und der Zentralen rolle dieses in der Entstehung eines Kapitalistischen Marktes durch den Dreieckshandel enzog. )",536870918]],["^15",[899,"^O","^1X",536870918]],["^15",[899,"^F",950,536870918]],["^15",[899,"^X",872,536870918]],["^15",[899,"^V",950,536870918]],["^15",[899,"^U",868,536870918]],["^15",[899,"^U",872,536870918]],["^15",[899,"^;","~u68a60d89-21d0-45a4-a239-3dd088fae518",536870918]],["^15",[900,"^Q","",536870918]],["^15",[900,"^O","^1X",536870918]],["^15",[900,"^F",953,536870918]],["^15",[900,"^X",872,536870918]],["^15",[900,"^V",872,536870918]],["^15",[900,"^U",872,536870918]],["^15",[900,"^;","~u68a60d89-6cb7-4b8f-af0c-a7c586e863d2",536870918]],["^15",[901,"^Q","references::",536870918]],["^15",[901,"^O","^1X",536870918]],["^15",[901,"^F",911,536870918]],["^15",[901,"^X",872,536870918]],["^15",[901,"^V",872,536870918]],["^15",[901,"^U",430,536870918]],["^15",[901,"^U",872,536870918]],["^15",[901,"^?",["^ ","^32",""],536870918]],["^15",[901,"^J",["^32"],536870918]],["^15",[901,"^4",["^ ","^32",""],536870918]],["^15",[901,"^H",430,536870918]],["^15",[901,"^;","~u68a60d89-faa8-4ec3-acda-699f3b584b96",536870918]],["^15",[902,"^Q","Ursprung unseres Wirtschaften: Kapitalgeber der Jährliche zinsen für gegebenes Geld erwartet und Unternehmer der diese Lesten muss",536870918]],["^15",[902,"^O","^1X",536870918]],["^15",[902,"^F",888,536870918]],["^15",[902,"^X",872,536870918]],["^15",[902,"^V",921,536870918]],["^15",[902,"^U",322,536870918]],["^15",[902,"^U",872,536870918]],["^15",[902,"^;","~u68a60d89-ed06-4472-a15f-558b9b70e886",536870918]],["^15",[903,"^Q","Dreiecksgeschaft hatte grossen anteil an entstehung Marktwirtschaft",536870918]],["^15",[903,"^O","^1X",536870918]],["^15",[903,"^F",890,536870918]],["^15",[903,"^X",872,536870918]],["^15",[903,"^V",955,536870918]],["^15",[903,"^U",322,536870918]],["^15",[903,"^U",872,536870918]],["^15",[903,"^;","~u68a60d89-62c5-46ac-a965-3454cfacbf40",536870918]],["^15",[904,"^Q","{{query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[School/Wir/Ethics/Der Kapitalismus - Adam Smith und der freie Markt ⎮ Doku]]) (namespace [[School/Wir/Ethics/Der Kapitalismus - Adam Smith und der freie Markt ⎮ Doku]])))}}\nquery-sort-by:: block\nquery-table:: true\nquery-sort-desc:: true",536870918]],["^15",[904,"^O","^1X",536870918]],["^15",[904,"^F",918,536870918]],["^15",[904,"^S",962,536870918]],["^15",[904,"^X",872,536870918]],["^15",[904,"^V",918,536870918]],["^15",[904,"^U",872,536870918]],["^15",[904,"^?",["^ ","^2U","block","^2V",true,"^2W",true],536870918]],["^15",[904,"^J",["^2U","^2V","^2W"],536870918]],["^15",[904,"^4",["^ ","^2U","block","^2V","true","^2W","true"],536870918]],["^15",[904,"^;","~u68a60d89-0cc9-4415-a717-9584cdefbc3e",536870918]],["^15",[905,"^Q","((68a2f7c4-602d-4080-a4e4-6530fe5530b2))",536870918]],["^15",[905,"^O","^1X",536870918]],["^15",[905,"^F",958,536870918]],["^15",[905,"^X",872,536870918]],["^15",[905,"^V",894,536870918]],["^15",[905,"^U",868,536870918]],["^15",[905,"^U",872,536870918]],["^15",[905,"^H",920,536870918]],["^15",[905,"^;","~u68a60d89-bb65-41d9-bebc-be3fdeaf9535",536870918]],["^15",[906,"^Q","Französische Ökonomen, naturorientiert - [[Physiokraten]]",536870918]],["^15",[906,"^O","^1X",536870918]],["^15",[906,"^F",885,536870918]],["^15",[906,"^X",872,536870918]],["^15",[906,"^V",922,536870918]],["^15",[906,"^U",868,536870918]],["^15",[906,"^U",872,536870918]],["^15",[906,"^U",874,536870918]],["^15",[906,"^H",874,536870918]],["^15",[906,"^;","~u68a60d89-7cf4-4e50-b727-6bac6dbcff29",536870918]],["^15",[907,"^Q","Indigene Gruppe im Amazonas - [[Majona-Stamm]]",536870918]],["^15",[907,"^O","^1X",536870918]],["^15",[907,"^F",891,536870918]],["^15",[907,"^X",872,536870918]],["^15",[907,"^V",922,536870918]],["^15",[907,"^U",868,536870918]],["^15",[907,"^U",872,536870918]],["^15",[907,"^U",873,536870918]],["^15",[907,"^H",873,536870918]],["^15",[907,"^;","~u68a60d89-ff1d-4c8c-a0b7-a2e39c06dc63",536870918]],["^15",[908,"^Q","Erweckt Interesse der Europäer, Adam Smith beeindruckt",536870918]],["^15",[908,"^O","^1X",536870918]],["^15",[908,"^F",896,536870918]],["^15",[908,"^X",872,536870918]],["^15",[908,"^V",896,536870918]],["^15",[908,"^U",322,536870918]],["^15",[908,"^U",872,536870918]],["^15",[908,"^;","~u68a60d89-05c9-4e69-9461-539042fd6a69",536870918]],["^15",[909,"^Q","Minear als Amerika sorgte fuer ausdehnung des Handels in Europa und Asien",536870918]],["^15",[909,"^O","^1X",536870918]],["^15",[909,"^F",955,536870918]],["^15",[909,"^X",872,536870918]],["^15",[909,"^V",955,536870918]],["^15",[909,"^U",322,536870918]],["^15",[909,"^U",872,536870918]],["^15",[909,"^;","~u68a60d89-51be-4c38-b96e-d2aa3eab4270",536870918]],["^15",[910,"^Q","Beurteile die Rolle von Adam Smith und die Bedeutung seines Werkes 'Der Wohlstand der Nationen' im Kontext der Dokumentation.\nls-type:: annotation\nhl-page:: 3\nhl-color:: blue\nid:: 68a2f7d4-6e6f-42f0-afbb-fdffd27fc165",536870918]],["^15",[910,"^O","^1X",536870918]],["^15",[910,"^F",920,536870918]],["^15",[910,"^X",1606,536870918]],["^15",[910,"^V",1606,536870918]],["^15",[910,"^U",1606,536870918]],["^15",[910,"^?",["^ ","^18","annotation","^30",3,"^31","blue","^1;","68a2f7d4-6e6f-42f0-afbb-fdffd27fc165"],536870918]],["^15",[910,"^J",["^18","^30","^31","^1;"],536870918]],["^15",[910,"^4",["^ ","^18","annotation","^30","3","^31","blue","^1;","68a2f7d4-6e6f-42f0-afbb-fdffd27fc165"],536870918]],["^15",[910,"^;","~u68a2f7d4-6e6f-42f0-afbb-fdffd27fc165",536870918]],["^15",[911,"^Q","tags::",536870918]],["^15",[911,"^O","^1X",536870918]],["^15",[911,"^F",892,536870918]],["^15",[911,"^X",872,536870918]],["^15",[911,"^V",872,536870918]],["^15",[911,"^U",872,536870918]],["^15",[911,"^?",["^ ","^33",""],536870918]],["^15",[911,"^J",["^33"],536870918]],["^15",[911,"^4",["^ ","^33",""],536870918]],["^15",[911,"^;","~u68a60d89-2fae-44fd-b9fb-e14bb1883d90",536870918]],["^15",[912,"^Q","In China konnte durch die zunehmende Menge an (Edel-)Metallen aus Amerika welche durch Kolonialismus nach Europa und Asien gelangen, das Währungssystem von basislosen Papiergeld auf stabileres Silber gehoben werden. Da Kleinerzeuger, anders als in Europa, das land auf dem sie Anbauten direkt besaßen, behielten sie auch ihren direkten Zugriff zum Markt, ihre situation verbesserte sich (oder blieb zumindest Stabil).\nAnders in England, Europa, hier sorgte der Kolonialismus für eine rapide Kapitalisierung, Kleinerzeuger (Bauern) wurden durch Landeinfoderungen von ihren Farmen gedrängt, sie verloren die Möglichkeit eigenständig zu Wirtschaften und mussten stattdessen ihre Arbeitskraft (z.B. im Handwerk) verkaufen und zu überleben. Die Besitzer des Landes nutzten dies fortan für Lukrativere Anwendungen (Schafzucht).",536870918]],["^15",[912,"^O","^1X",536870918]],["^15",[912,"^F",905,536870918]],["^15",[912,"^X",872,536870918]],["^15",[912,"^V",905,536870918]],["^15",[912,"^U",868,536870918]],["^15",[912,"^U",872,536870918]],["^15",[912,"^;","~u68a60d89-2fb5-43cc-ac70-efb471c871c2",536870918]],["^15",[913,"^Q","Plantagen in Amerika weisen alle Kapitalistischen Merkmale auf (außer: Sklaven- statt Lohnarbeit)",536870918]],["^15",[913,"^O","^1X",536870918]],["^15",[913,"^F",903,536870918]],["^15",[913,"^X",872,536870918]],["^15",[913,"^V",955,536870918]],["^15",[913,"^U",322,536870918]],["^15",[913,"^U",872,536870918]],["^15",[913,"^;","~u68a60d89-8c25-4b74-a61f-4189f64a9230",536870918]],["^15",[914,"^Q","Geht davon aus das Wirtschaft, gleichwertige Tauschgeschaefte zwischen allen personen eminent sind -> Mensch sein natürlicherweise veranlagt zum Tauschen und Handeln (sei laud Smith ueberpruefbar bei Ureinwohnern)",536870918]],["^15",[914,"^O","^1X",536870918]],["^15",[914,"^F",931,536870918]],["^15",[914,"^X",872,536870918]],["^15",[914,"^V",931,536870918]],["^15",[914,"^U",322,536870918]],["^15",[914,"^U",872,536870918]],["^15",[914,"^;","~u68a60d89-fc4e-4ce4-b2ca-864c080ce493",536870918]],["^15",[915,"^Q","China ging auf silberstandart fuer Wahrung uebr (von instabielebn, basislosen Papiergeld)",536870918]],["^15",[915,"^O","^1X",536870918]],["^15",[915,"^F",909,536870918]],["^15",[915,"^X",872,536870918]],["^15",[915,"^V",909,536870918]],["^15",[915,"^U",322,536870918]],["^15",[915,"^U",872,536870918]],["^15",[915,"^;","~u68a60d89-a94a-406f-be54-c84eb6f07058",536870918]],["^15",[916,"^Q","Fuer Europäer liegt wert z.B. von Gold in Materiellen, für Native Amerikana ist der Spirituelle wert des Materials jedoch bedeutend höher",536870918]],["^15",[916,"^O","^1X",536870918]],["^15",[916,"^F",951,536870918]],["^15",[916,"^X",872,536870918]],["^15",[916,"^V",921,536870918]],["^15",[916,"^U",322,536870918]],["^15",[916,"^U",872,536870918]],["^15",[916,"^;","~u68a60d89-85f6-41da-9b91-878807304c78",536870918]],["^15",[917,"^Q","Silberbergwerk in Bolivien - [[Cerro Rico]]",536870918]],["^15",[917,"^O","^1X",536870918]],["^15",[917,"^F",929,536870918]],["^15",[917,"^X",872,536870918]],["^15",[917,"^V",922,536870918]],["^15",[917,"^U",868,536870918]],["^15",[917,"^U",870,536870918]],["^15",[917,"^U",872,536870918]],["^15",[917,"^H",870,536870918]],["^15",[917,"^;","~u68a60d89-9233-45c3-a61b-880c19da3cba",536870918]],["^15",[918,"^Q","**Notes:**\nbackground-color:: red",536870918]],["^15",[918,"^O","^1X",536870918]],["^15",[918,"^F",935,536870918]],["^15",[918,"^X",872,536870918]],["^15",[918,"^V",935,536870918]],["^15",[918,"^U",872,536870918]],["^15",[918,"^?",["^ ","^2X","red"],536870918]],["^15",[918,"^J",["^2X"],536870918]],["^15",[918,"^4",["^ ","^2X","red"],536870918]],["^15",[918,"^;","~u68a60d89-e9fd-4eb0-adc4-59b13375d7af",536870918]],["^15",[919,"^Q","Ich gebe dir, wann immer es dir möglich gibst du mir -> keine festen vertraege",536870918]],["^15",[919,"^O","^1X",536870918]],["^15",[919,"^F",924,536870918]],["^15",[919,"^X",872,536870918]],["^15",[919,"^V",957,536870918]],["^15",[919,"^U",322,536870918]],["^15",[919,"^U",872,536870918]],["^15",[919,"^U",877,536870918]],["^15",[919,"^;","~u68a60d89-68a6-494e-9757-b5f2828a2552",536870918]],["^15",[920,"^Q","Vergleiche die wirtschaftliche Entwicklung in China und Europa im Kontext des frühen Kapitalismus, wie es in der Dokumentation dargestellt wird.\nls-type:: annotation\nhl-page:: 2\nhl-color:: blue\nid:: 68a2f7c4-602d-4080-a4e4-6530fe5530b2",536870918]],["^15",[920,"^O","^1X",536870918]],["^15",[920,"^F",893,536870918]],["^15",[920,"^X",1606,536870918]],["^15",[920,"^V",1606,536870918]],["^15",[920,"^U",1606,536870918]],["^15",[920,"^?",["^ ","^18","annotation","^30",2,"^31","blue","^1;","68a2f7c4-602d-4080-a4e4-6530fe5530b2"],536870918]],["^15",[920,"^J",["^18","^30","^31","^1;"],536870918]],["^15",[920,"^4",["^ ","^18","annotation","^30","2","^31","blue","^1;","68a2f7c4-602d-4080-a4e4-6530fe5530b2"],536870918]],["^15",[920,"^;","~u68a2f7c4-602d-4080-a4e4-6530fe5530b2",536870918]],["^15",[921,"^Q","#### Amerika-Kolonialismus",536870918]],["^15",[921,"^O","^1X",536870918]],["^15",[921,"^F",931,536870918]],["^15",[921,"^X",872,536870918]],["^15",[921,"^V",947,536870918]],["^15",[921,"^U",322,536870918]],["^15",[921,"^U",872,536870918]],["^15",[921,"^?",["^ ","^2S",4],536870918]],["^15",[921,"^J",[],536870918]],["^15",[921,"^;","~u68a60d89-6f29-4a3a-9dee-de408195708e",536870918]],["^15",[922,"^Q","Begriffe:",536870918]],["^15",[922,"^O","^1X",536870918]],["^15",[922,"^F",895,536870918]],["^15",[922,"^X",872,536870918]],["^15",[922,"^V",894,536870918]],["^15",[922,"^U",868,536870918]],["^15",[922,"^U",872,536870918]],["^15",[922,"^;","~u68a60d89-1dfd-4cfa-afad-b8f898b572e1",536870918]],["^15",[923,"^Q","#+BEGIN_CAUTION\nGruende?:\n- Wollte das sein werk als entstehungsmerkaml des Kapitalismus gesehen wwird\n- Befuerchtung das Rassismus nicht wweit genug vortsggeschritten sei um Skalverei zu akzeptieren\n#+END_CAUTION",536870918]],["^15",[923,"^O","^1X",536870918]],["^15",[923,"^F",883,536870918]],["^15",[923,"^X",872,536870918]],["^15",[923,"^V",883,536870918]],["^15",[923,"^U",322,536870918]],["^15",[923,"^U",872,536870918]],["^15",[923,"^;","~u68a60d89-62bb-4731-be80-c69e264a69d7",536870918]],["^15",[924,"^Q","Funktional in einer Comunity: Familie, Tribe",536870918]],["^15",[924,"^O","^1X",536870918]],["^15",[924,"^F",957,536870918]],["^15",[924,"^X",872,536870918]],["^15",[924,"^V",957,536870918]],["^15",[924,"^U",322,536870918]],["^15",[924,"^U",872,536870918]],["^15",[924,"^U",877,536870918]],["^15",[924,"^;","~u68a60d89-4c8c-4782-b561-154fbd8f0729",536870918]],["^15",[925,"^Q","Kleine Bauern vertrieben für Monopolisierung durch Großgrundbesitzer -> bessere Ausbeutung",536870918]],["^15",[925,"^O","^1X",536870918]],["^15",[925,"^F",890,536870918]],["^15",[925,"^X",872,536870918]],["^15",[925,"^V",890,536870918]],["^15",[925,"^U",322,536870918]],["^15",[925,"^U",872,536870918]],["^15",[925,"^;","~u68a60d89-5c3f-419f-9976-50cdf75fa478",536870918]],["^15",[926,"^Q","China waehre es moeglich geworden selbes zu tun wie Europaer, jedoch war nicht die intention gefundene Laender auszubeuten",536870918]],["^15",[926,"^O","^1X",536870918]],["^15",[926,"^F",884,536870918]],["^15",[926,"^X",872,536870918]],["^15",[926,"^V",889,536870918]],["^15",[926,"^U",322,536870918]],["^15",[926,"^U",872,536870918]],["^15",[926,"^;","~u68a60d89-df9d-46ef-8f0c-f55eac026651",536870918]],["^15",[927,"^Q","Ganze doerver vernichtet, ehemals saelbststaendige muessen nun Arbeitskraft verkaufen um ueberleben zu keonenn (z.B. in Handwerk",536870918]],["^15",[927,"^O","^1X",536870918]],["^15",[927,"^F",925,536870918]],["^15",[927,"^X",872,536870918]],["^15",[927,"^V",890,536870918]],["^15",[927,"^U",322,536870918]],["^15",[927,"^U",872,536870918]],["^15",[927,"^;","~u68a60d89-9fa3-4255-8b34-bf3ad8664844",536870918]],["^15",[928,"^Q","Sein buch ist nicht Schöpfung die des Kapitalismus",536870918]],["^15",[928,"^O","^1X",536870918]],["^15",[928,"^F",882,536870918]],["^15",[928,"^X",872,536870918]],["^15",[928,"^V",952,536870918]],["^15",[928,"^U",322,536870918]],["^15",[928,"^U",872,536870918]],["^15",[928,"^;","~u68a60d89-4451-4c10-b830-1c75893c8570",536870918]],["^15",[929,"^Q","Carl von Linnés Werk über Naturordnung - [[Systema Naturae]]",536870918]],["^15",[929,"^O","^1X",536870918]],["^15",[929,"^F",907,536870918]],["^15",[929,"^X",872,536870918]],["^15",[929,"^V",922,536870918]],["^15",[929,"^U",868,536870918]],["^15",[929,"^U",872,536870918]],["^15",[929,"^U",878,536870918]],["^15",[929,"^H",878,536870918]],["^15",[929,"^;","~u68a60d89-34c2-4762-b5c5-46d3e8ba8855",536870918]],["^15",[930,"^Q","Jedoch ist dieser Tauschahndel nicht eminent, in menschlicher Natur liegt gemeinsames Nutzen der verfügbaren Ressourcen in einer Community",536870918]],["^15",[930,"^O","^1X",536870918]],["^15",[930,"^F",914,536870918]],["^15",[930,"^X",872,536870918]],["^15",[930,"^V",931,536870918]],["^15",[930,"^U",322,536870918]],["^15",[930,"^U",872,536870918]],["^15",[930,"^;","~u68a60d89-4f28-4cad-b328-f3a06c5ee035",536870918]],["^15",[931,"^Q","Wollte wirtschaft ohne kontext (sotioal, moralisch, theologisch) studieren -> wie Wisssenschaftliches experiment",536870918]],["^15",[931,"^O","^1X",536870918]],["^15",[931,"^F",933,536870918]],["^15",[931,"^X",872,536870918]],["^15",[931,"^V",947,536870918]],["^15",[931,"^U",322,536870918]],["^15",[931,"^U",872,536870918]],["^15",[931,"^;","~u68a60d89-50fe-4ac6-abdf-d5b17f9d9534",536870918]],["^15",[932,"^Q","{{query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/Wir/Ethics/Der Kapitalismus - Adam Smith und der freie Markt ⎮ Doku]]) (namespace [[School/Wir/Ethics/Der Kapitalismus - Adam Smith und der freie Markt ⎮ Doku]])))}}\nquery-table:: true",536870918]],["^15",[932,"^O","^1X",536870918]],["^15",[932,"^F",941,536870918]],["^15",[932,"^S",963,536870918]],["^15",[932,"^X",872,536870918]],["^15",[932,"^V",941,536870918]],["^15",[932,"^U",872,536870918]],["^15",[932,"^?",["^ ","^2V",true],536870918]],["^15",[932,"^J",["^2V"],536870918]],["^15",[932,"^4",["^ ","^2V","true"],536870918]],["^15",[932,"^;","~u68a60d89-52b4-4690-accb-5e71806b8c57",536870918]],["^15",[933,"^Q","Wollte Erklärung des Gesellschaftlichen Systems/Wandel ohne religion -> Absolute Logik",536870918]],["^15",[933,"^O","^1X",536870918]],["^15",[933,"^F",879,536870918]],["^15",[933,"^X",872,536870918]],["^15",[933,"^V",947,536870918]],["^15",[933,"^U",322,536870918]],["^15",[933,"^U",872,536870918]],["^15",[933,"^;","~u68a60d89-40ed-417f-8210-9abdbb631aa7",536870918]],["^15",[934,"^Q","#### Fehlannahme Adam Smith",536870918]],["^15",[934,"^O","^1X",536870918]],["^15",[934,"^F",947,536870918]],["^15",[934,"^X",872,536870918]],["^15",[934,"^V",947,536870918]],["^15",[934,"^U",322,536870918]],["^15",[934,"^U",872,536870918]],["^15",[934,"^?",["^ ","^2S",4],536870918]],["^15",[934,"^J",[],536870918]],["^15",[934,"^;","~u68a60d89-adff-41b5-a447-160fc37668e4",536870918]],["^15",[935,"^Q","## Meta",536870918]],["^15",[935,"^O","^1X",536870918]],["^15",[935,"^F",901,536870918]],["^15",[935,"^X",872,536870918]],["^15",[935,"^V",872,536870918]],["^15",[935,"^U",872,536870918]],["^15",[935,"^?",["^ ","^2S",2],536870918]],["^15",[935,"^J",[],536870918]],["^15",[935,"^;","~u68a60d89-b57b-4843-aa5f-296fac4da31c",536870918]],["^15",[936,"^Q","Europaer glauben korrekten weg des lebens durech Historische Schriften zu kennen, es gilt nur noch nach diesen zu leben",536870918]],["^15",[936,"^O","^1X",536870918]],["^15",[936,"^F",889,536870918]],["^15",[936,"^X",872,536870918]],["^15",[936,"^V",889,536870918]],["^15",[936,"^U",322,536870918]],["^15",[936,"^U",872,536870918]],["^15",[936,"^;","~u68a60d89-ec91-4db6-8051-957227557883",536870918]],["^15",[937,"^Q","Privatwirtschaftliche Kolonien breiten sich immer weiter aus",536870918]],["^15",[937,"^O","^1X",536870918]],["^15",[937,"^F",948,536870918]],["^15",[937,"^X",872,536870918]],["^15",[937,"^V",890,536870918]],["^15",[937,"^U",322,536870918]],["^15",[937,"^U",872,536870918]],["^15",[937,"^;","~u68a60d89-720c-46d2-b907-6af67fd0dc0d",536870918]],["^15",[938,"^Q","Okonomie sollte zentraler teil dessen werden -> eine Natürliche Ordnung",536870918]],["^15",[938,"^O","^1X",536870918]],["^15",[938,"^F",933,536870918]],["^15",[938,"^X",872,536870918]],["^15",[938,"^V",933,536870918]],["^15",[938,"^U",322,536870918]],["^15",[938,"^U",872,536870918]],["^15",[938,"^;","~u68a60d89-c902-4fbf-bddc-8ee51a12dc88",536870918]],["^15",[939,"^Q","Die Grundzuege des Kapitalistischen systems zeigen ihren Ursprung in den Faelzuegen und entdeckungen Amerikas.",536870918]],["^15",[939,"^O","^1X",536870918]],["^15",[939,"^F",958,536870918]],["^15",[939,"^X",872,536870918]],["^15",[939,"^V",958,536870918]],["^15",[939,"^U",868,536870918]],["^15",[939,"^U",872,536870918]],["^15",[939,"^;","~u68a60d89-1aed-4870-9aa0-4f07054801f9",536870918]],["^15",[940,"^Q","Columbus als positive bespiel für funktionierendes \"Startup\" -> Kolonien wirtschaftlich gut",536870918]],["^15",[940,"^O","^1X",536870918]],["^15",[940,"^F",951,536870918]],["^15",[940,"^X",872,536870918]],["^15",[940,"^V",951,536870918]],["^15",[940,"^U",322,536870918]],["^15",[940,"^U",872,536870918]],["^15",[940,"^;","~u68a60d89-7578-4795-8ca1-9dd705773494",536870918]],["^15",[941,"^Q","**Slides:**\nbackground-color:: green",536870918]],["^15",[941,"^O","^1X",536870918]],["^15",[941,"^F",918,536870918]],["^15",[941,"^X",872,536870918]],["^15",[941,"^V",935,536870918]],["^15",[941,"^U",872,536870918]],["^15",[941,"^?",["^ ","^2X","green"],536870918]],["^15",[941,"^J",["^2X"],536870918]],["^15",[941,"^4",["^ ","^2X","green"],536870918]],["^15",[941,"^;","~u68a60d89-b1ae-4259-8be5-55d8bf318080",536870918]],["^15",[942,"^Q","Transatlantisch Sklaverei wurde zentraler Bestandteil der Privatwirtschaft",536870918]],["^15",[942,"^O","^1X",536870918]],["^15",[942,"^F",959,536870918]],["^15",[942,"^X",872,536870918]],["^15",[942,"^V",959,536870918]],["^15",[942,"^U",322,536870918]],["^15",[942,"^U",872,536870918]],["^15",[942,"^;","~u68a60d89-502c-4e44-8636-0742c45339b2",536870918]],["^15",[943,"^Q","Kolonialismus positive auswirkungen auf Kleinerzeuger",536870918]],["^15",[943,"^O","^1X",536870918]],["^15",[943,"^F",908,536870918]],["^15",[943,"^X",872,536870918]],["^15",[943,"^V",896,536870918]],["^15",[943,"^U",322,536870918]],["^15",[943,"^U",872,536870918]],["^15",[943,"^;","~u68a60d89-3403-4374-9308-e9c1a51f5663",536870918]],["^15",[944,"^Q","Erkläre die anthropologische Kritik an Adam Smiths Tauschtheorie und warum sie laut der Dokumentation nicht der historischen Realität entspricht.\nls-type:: annotation\nhl-page:: 1\nhl-color:: blue\nid:: 68a2f794-5a23-4dc7-88b1-527f1ff24cd8",536870918]],["^15",[944,"^O","^1X",536870918]],["^15",[944,"^F",1607,536870918]],["^15",[944,"^X",1606,536870918]],["^15",[944,"^V",1606,536870918]],["^15",[944,"^U",1606,536870918]],["^15",[944,"^?",["^ ","^18","annotation","^30",1,"^31","blue","^1;","68a2f794-5a23-4dc7-88b1-527f1ff24cd8"],536870918]],["^15",[944,"^J",["^18","^30","^31","^1;"],536870918]],["^15",[944,"^4",["^ ","^18","annotation","^30","1","^31","blue","^1;","68a2f794-5a23-4dc7-88b1-527f1ff24cd8"],536870918]],["^15",[944,"^;","~u68a2f794-5a23-4dc7-88b1-527f1ff24cd8",536870918]],["^15",[945,"^Q","**Summery**:\nbackground-color:: blue",536870918]],["^15",[945,"^O","^1X",536870918]],["^15",[945,"^F",941,536870918]],["^15",[945,"^X",872,536870918]],["^15",[945,"^V",935,536870918]],["^15",[945,"^U",872,536870918]],["^15",[945,"^?",["^ ","^2X","blue"],536870918]],["^15",[945,"^J",["^2X"],536870918]],["^15",[945,"^4",["^ ","^2X","blue"],536870918]],["^15",[945,"^;","~u68a60d89-049d-4ac5-a78c-bda60403f278",536870918]],["^15",[946,"^Q","Uebergang von Tauschahndel zur Marktwirtschaft keine natuerliche entwicklung (bei Uhreinwohnern), eingeholt durch Kolonialisierung",536870918]],["^15",[946,"^O","^1X",536870918]],["^15",[946,"^F",957,536870918]],["^15",[946,"^X",872,536870918]],["^15",[946,"^V",931,536870918]],["^15",[946,"^U",322,536870918]],["^15",[946,"^U",872,536870918]],["^15",[946,"^;","~u68a60d89-ba38-4258-b1dc-59e41154cbb0",536870918]],["^15",[947,"^Q","{{video https://www.youtube.com/watch?v=fQJDIjEFcKA}}",536870918]],["^15",[947,"^O","^1X",536870918]],["^15",[947,"^F",953,536870918]],["^15",[947,"^S",964,536870918]],["^15",[947,"^X",872,536870918]],["^15",[947,"^V",953,536870918]],["^15",[947,"^U",322,536870918]],["^15",[947,"^U",872,536870918]],["^15",[947,"^;","~u68a60d89-b24d-463f-9da2-0759de550af7",536870918]],["^15",[948,"^Q","Armut wurde Kriminalisiert -> unterschied zwischen Gesellschaftsschichten wurde grösser",536870918]],["^15",[948,"^O","^1X",536870918]],["^15",[948,"^F",927,536870918]],["^15",[948,"^X",872,536870918]],["^15",[948,"^V",890,536870918]],["^15",[948,"^U",322,536870918]],["^15",[948,"^U",872,536870918]],["^15",[948,"^;","~u68a60d89-5361-47a4-ab59-e83f4c9f8b5c",536870918]],["^15",[949,"^Q","Rassismus Produkt von Sklaverei, Profitfier der grund",536870918]],["^15",[949,"^O","^1X",536870918]],["^15",[949,"^F",942,536870918]],["^15",[949,"^X",872,536870918]],["^15",[949,"^V",959,536870918]],["^15",[949,"^U",322,536870918]],["^15",[949,"^U",872,536870918]],["^15",[949,"^;","~u68a60d89-c0af-4e81-8102-1d82f0b0b9d2",536870918]],["^15",[950,"^Q","((68a2f7d4-6e6f-42f0-afbb-fdffd27fc165))",536870918]],["^15",[950,"^O","^1X",536870918]],["^15",[950,"^F",905,536870918]],["^15",[950,"^X",872,536870918]],["^15",[950,"^V",894,536870918]],["^15",[950,"^U",868,536870918]],["^15",[950,"^U",872,536870918]],["^15",[950,"^H",910,536870918]],["^15",[950,"^;","~u68a60d89-bbdd-471a-8d7a-48e52ab9a907",536870918]],["^15",[951,"^Q","Amerika bat Möglichkeit hohen Gewinn uber anfangsinvestition zu Erwirtschaften",536870918]],["^15",[951,"^O","^1X",536870918]],["^15",[951,"^F",889,536870918]],["^15",[951,"^X",872,536870918]],["^15",[951,"^V",921,536870918]],["^15",[951,"^U",322,536870918]],["^15",[951,"^U",872,536870918]],["^15",[951,"^;","~u68a60d89-d865-4658-bef3-1e9b43285f96",536870918]],["^15",[952,"^Q","#### Folgen von Adam Smiths werk",536870918]],["^15",[952,"^O","^1X",536870918]],["^15",[952,"^F",955,536870918]],["^15",[952,"^X",872,536870918]],["^15",[952,"^V",947,536870918]],["^15",[952,"^U",322,536870918]],["^15",[952,"^U",872,536870918]],["^15",[952,"^?",["^ ","^2S",4],536870918]],["^15",[952,"^J",[],536870918]],["^15",[952,"^;","~u68a60d89-5808-4454-be15-bd01109a6357",536870918]],["^15",[953,"^M",true,536870918]],["^15",[953,"^Q","## #Note Video:\ncollapsed:: true",536870918]],["^15",[953,"^O","^1X",536870918]],["^15",[953,"^F",954,536870918]],["^15",[953,"^X",872,536870918]],["^15",[953,"^V",872,536870918]],["^15",[953,"^U",322,536870918]],["^15",[953,"^U",872,536870918]],["^15",[953,"^?",["^ ","^2S",2],536870918]],["^15",[953,"^J",[],536870918]],["^15",[953,"^4",["^ "],536870918]],["^15",[953,"^H",322,536870918]],["^15",[953,"^;","~u68a60d89-7457-4194-87e1-0395ab674229",536870918]],["^15",[954,"^Q","---",536870918]],["^15",[954,"^O","^1X",536870918]],["^15",[954,"^F",935,536870918]],["^15",[954,"^X",872,536870918]],["^15",[954,"^V",872,536870918]],["^15",[954,"^U",872,536870918]],["^15",[954,"^;","~u68a60d89-cb2b-4ce3-bdf6-08a2b4839f71",536870918]],["^15",[955,"^Q","#### Folgen Kolonialismus",536870918]],["^15",[955,"^O","^1X",536870918]],["^15",[955,"^F",921,536870918]],["^15",[955,"^X",872,536870918]],["^15",[955,"^V",947,536870918]],["^15",[955,"^U",322,536870918]],["^15",[955,"^U",872,536870918]],["^15",[955,"^?",["^ ","^2S",4],536870918]],["^15",[955,"^J",[],536870918]],["^15",[955,"^;","~u68a60d89-78ab-4048-8f33-dff61a90fcec",536870918]],["^15",[956,"^Q","Adam Smith geht davon aus das der Mensch ein natürliche Veranlagung zum Tauschen und Handeln habe wodurch dann die Entstehung eins Marktes in ähnlichen Formen wie der Kapitalismus ihn besitzt unausweichlich werde. Tatsächlich jedoch ist in Stämmen von Ureinwohnern zu beobachten das selbst der Tauschhandel von Gut gegen Gut nicht unbedingt zur Regel gehört. Viel mehr arbeiten die Stämme, als Community auf basis der #Reziprozität zusammen.",536870918]],["^15",[956,"^O","^1X",536870918]],["^15",[956,"^F",880,536870918]],["^15",[956,"^X",872,536870918]],["^15",[956,"^V",880,536870918]],["^15",[956,"^U",868,536870918]],["^15",[956,"^U",872,536870918]],["^15",[956,"^U",877,536870918]],["^15",[956,"^H",877,536870918]],["^15",[956,"^;","~u68a60d89-b236-4875-acbf-b7dab4609bee",536870918]],["^15",[957,"^Q","#Reziprozität: system gemeinsamen gebens und Nehmens",536870918]],["^15",[957,"^O","^1X",536870918]],["^15",[957,"^F",930,536870918]],["^15",[957,"^X",872,536870918]],["^15",[957,"^V",931,536870918]],["^15",[957,"^U",322,536870918]],["^15",[957,"^U",872,536870918]],["^15",[957,"^U",877,536870918]],["^15",[957,"^H",877,536870918]],["^15",[957,"^;","~u68a60d89-4ac8-456e-8afc-f54795cb72be",536870918]],["^15",[958,"^Q","((68a2f7ab-7cdd-4ef4-9a9f-1622319bb198))",536870918]],["^15",[958,"^O","^1X",536870918]],["^15",[958,"^F",880,536870918]],["^15",[958,"^X",872,536870918]],["^15",[958,"^V",894,536870918]],["^15",[958,"^U",868,536870918]],["^15",[958,"^U",872,536870918]],["^15",[958,"^H",893,536870918]],["^15",[958,"^;","~u68a60d89-175c-4b10-9a0a-caa7626d58a2",536870918]],["^15",[959,"^Q","Europa - Waren > Goldkueste - Sklaven > Amerika - Waren > Europa",536870918]],["^15",[959,"^O","^1X",536870918]],["^15",[959,"^F",903,536870918]],["^15",[959,"^X",872,536870918]],["^15",[959,"^V",903,536870918]],["^15",[959,"^U",322,536870918]],["^15",[959,"^U",872,536870918]],["^15",[959,"^;","~u68a60d89-6c79-425f-8bc2-ca8e267200cc",536870918]],["^15",[960,"^Q","",536870918]],["^15",[960,"^O","^1X",536870918]],["^15",[960,"^F",945,536870918]],["^15",[960,"^X",872,536870918]],["^15",[960,"^V",945,536870918]],["^15",[960,"^U",872,536870918]],["^15",[960,"^;","~u68a60d89-7095-4ac3-9510-ea39653be44a",536870918]],["^15",[961,"^Q","In China Expeditionen durch Kaiser finanziert",536870918]],["^15",[961,"^O","^1X",536870918]],["^15",[961,"^F",881,536870918]],["^15",[961,"^X",872,536870918]],["^15",[961,"^V",926,536870918]],["^15",[961,"^U",322,536870918]],["^15",[961,"^U",872,536870918]],["^15",[961,"^;","~u68a60d89-fb02-4adc-87f8-dd80972cfd53",536870918]],["^15",[962,"^?",["^ ","^2Y","query","^2Z",["(and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[School/Wir/Ethics/Der Kapitalismus - Adam Smith und der freie Markt ⎮ Doku]]) (namespace [[School/Wir/Ethics/Der Kapitalismus - Adam Smith und der freie Markt ⎮ Doku]])))"]],536870918]],["^15",[962,"^W","macro",536870918]],["^15",[962,"^T","query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[School/Wir/Ethics/Der Kapitalismus - Adam Smith und der freie Markt ⎮ Doku]]) (namespace [[School/Wir/Ethics/Der Kapitalismus - Adam Smith und der freie Markt ⎮ Doku]])))",536870918]],["^15",[963,"^?",["^ ","^2Y","query","^2Z",["(and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/Wir/Ethics/Der Kapitalismus - Adam Smith und der freie Markt ⎮ Doku]]) (namespace [[School/Wir/Ethics/Der Kapitalismus - Adam Smith und der freie Markt ⎮ Doku]])))"]],536870918]],["^15",[963,"^W","macro",536870918]],["^15",[963,"^T","query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/Wir/Ethics/Der Kapitalismus - Adam Smith und der freie Markt ⎮ Doku]]) (namespace [[School/Wir/Ethics/Der Kapitalismus - Adam Smith und der freie Markt ⎮ Doku]])))",536870918]],["^15",[964,"^?",["^ ","^2Y","video","^2Z",["https://www.youtube.com/watch?v=fQJDIjEFcKA"]],536870918]],["^15",[964,"^W","macro",536870918]],["^15",[964,"^T","video https://www.youtube.com/watch?v=fQJDIjEFcKA",536870918]],["^15",[965,"^3","index:: 1002\n\n- tags::\n- references::\n- ## Meta\n\t- **Notes:**\n\t background-color:: red\n\t\t- {{query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[School/Wir/Ethics/Einführung in die Wirtschaftsethik]]) (namespace [[School/Wir/Ethics/Einführung in die Wirtschaftsethik]])))}}\n\t\t query-sort-by:: block\n\t\t query-table:: true\n\t\t query-sort-desc:: true\n\t- **Slides:**\n\t background-color:: green\n\t\t- {{query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/Wir/Ethics/Einführung in die Wirtschaftsethik]]) (namespace [[School/Wir/Ethics/Einführung in die Wirtschaftsethik]])))}}\n\t- **Summery**:\n\t background-color:: blue\n\t\t-\n- ---\n-\n-\n- ### Wirtschaftsethik - Überblick\n Wirtschaftsethik beschäftigt sich mit der ==Anwendung ethischer Prinzipien im \n wirtschaftlichen Handeln== und beurteilt die damit verbundenen Normen und \n Werte. Zentral sind dabei ==Humanität, Solidarität und Verantwortung==. Es \n wird geklärt, wie wirtschaftliches Handeln soziale Gerechtigkeit und \n Nachhaltigkeit fördern kann, ==ohne konkrete Handlungsanweisungen \n vorzugeben==. Wirtschaftsethik bietet Orientierung in aktuellen Debatten \n durch Reflexion, Methoden und kritische Analyse. Sie benötigt einen \n interdisziplinären Ansatz, der ==Philosophie, Ökonomie und andere \n Sozialwissenschaften vereint==.\n- ### Theoretische vs. Praktische Ebene\n id:: 689e18ab-57be-4328-a30e-e26adcd05f7b\n Wirtschaftsethik umfasst zwei Ebenen:\n\t- **Praktisch**: Konkrete Fragen werden bearbeitet und ==praktisches Verhalten beurteilt==.\n\t logseq.order-list-type:: number\n\t- **Theoretisch**: Ökonomische Theorien werden ethisch reflektiert und der ==Zusammenhang zwischen Ethik und Wirtschaft wird analysiert==.\n\t logseq.order-list-type:: number\n- ### Individual- und Institutionenethik\n Es gibt eine ==Unterscheidung zwischen den ethischen Verantwortungen von \n Einzelpersonen== (Individualethik) ==und Organisationen== (Institutionen- oder\n Sozialethik). Unternehmen, Gruppen, politische Einrichtungen und die \n Gesellschaft tragen gemeinschaftliche Verantwortung.\n- ### Grundfragen der Wirtschaftsethik\n\t- **Rationalität**: Handlungen gelten als rational, wenn sie kohärent und zielgerichtet \n\t sind. Oft führt die Konzentration auf ==ökonomische Rationalität zu einem \n\t ethischen Egoismus==.\n\t- **Werte und Wissenschaft**: Kontroverse Debatten drehen sich um die Rolle von Werten in der ökonomischen Theorie.\n\t- **Verhältnis von Ethik und Ökonomie**: Diverse Positionen erörtern, ob ==ethische oder ökonomische Ziele den Vorrang== haben sollten.\n- ### Institutionelle Ansätze\n\t- **Ethik der Wirtschaft**: Normative Bestimmung des wirtschaftlichen Systems.\n\t- **Ethik in der Wirtschaft**: Anwendung ethischer Normen durch wirtschaftlich Handelnde.\n\t- **Ökonomie der Ethik**: Wirtschaftliche Methoden auf den Bereich der Ethik angewandt.\n- ### Makro-, Meso- und Mikroebene\n\t- **Makroebene**: ==Gesellschaftsweite== ethische Prinzipien.\n\t- **Mesoebene**: ==Unternehmen== und Institutionen.\n\t- **Mikroebene**: ==Individuelle== Handlungen.\n- ### Reflexionsfragen:\n\t- Was sind die zentralen Werte der Wirtschaftsethik und wieso sind sie wichtig?\n\t logseq.order-list-type:: number\n\t\t- Humanität, Solidarität und Verantwortung für das eigene Handeln zu übernehmen sind zentrale Werte. Ziel ist es Nachhaltig und Gerecht zu agieren.\n\t- Wie unterscheidet sich die praktische von der theoretischen Ebene in der Wirtschaftsethik?\n\t logseq.order-list-type:: number\n\t\t- Die Praxis behandelt konkretes Verhalten, beurteilt und empfiehlt. Waehrenddessen werden in der Theorie grössere zusammenlange welche wirtschaftliches verhalten auf ethische Praxis hat (und umgekehrt) analysiert -> ((689e18ab-57be-4328-a30e-e26adcd05f7b))\n\t- Welche Verantwortung tragen Unternehmen im Vergleich zum Individuum aus ethischer Sicht?\n\t logseq.order-list-type:: number\n\t\t- Individuen, Privatpersonen übernehmen Verantwortung für das eigene Handeln, im vergleich dazu ist der Spielraum der Handlungsmöglichkeiten der Unternehmen deutlich grösser, sie tragen somit eine gesellschaftliche Verantwortung, nicht nur gegenüber ihren Mitarbeitern sondern allen Menschen. Kommen sie dieser nicht nach, sind die folgen für Personen(-gruppen) fatal\n\t- Diskutieren Sie, wie Rationalität im wirtschaftlichen Handeln mit ethischen Prinzipien in Konflikt geraten kann.\n\t logseq.order-list-type:: number\n\t\t- Eines der Grundprinzipien im Kapitalismus ist das Ziel, sowohl von Unternehmen, als auch Privatpersonen ein Gut oder in Dienstleistung nach der Bedarf besteht so günstig wie möglich anzuschaffen, währenddessen für die eigene Arbeit bzw. das selbes Produzierte Gut/die selbst Angebotene Dienstleistung zu einem Maximal möglichen wert angeboten werden. Daraus ergibt sich der zwang, betrachtet man Unternehme, Produktionsgüter so günstig wie möglich zu beziehen. Um jedoch diese günstige Produktion zu ermöglichen, muss der Produzent wiederum an Qualität oder den Herstellungsbedingungen, sparen. Beides Ethisch fragwürdige folgen für Mitarbeiter oder Endkonsument mit sich: Bei Minder-qualitativen Produkten ist die Wahrscheinlichkeit gross öfter Ausgetauscht werden zu müssen wodurch sich ggf. bei der Produktion Entstandener Negativer Einfluss auf die Umwelt mehrfach auswirkt. (Auch zwingt man den Konsumenten quasi einen weiteren Kauf zu tätigen). Spart man an Herstellungsbedingungen hat dies ggf. starke gesundheitliche Folgen für die Mitarbeitenden welche das Produkt produzierten u.a. durch fehlende Sicherheitsmaßnahmen.\n\t\t Andersherum ergeben sich auch Konflikte durch den willen einen möglichst hohen Preis für das Produzierte gut zu verlangen: Hierdurch können (gezielt) Menschen von dem Konsum ausgeschlossen werden, welches im besten falle ausgrenzend und im schlimmsten Falle todbringend ist, kann eine Person sich das eigene Medikament nicht mehr leisten.\n\t\t Daher ist durchaus die Frage zu stellen: Ist das Konzept \"Kapitalismus\" langfristig haltbar und überhaupt mit Solidarität zu vereinigen? Denn jeder Mensch, jedes Unterehmen wird vom System selbst dazu gezwungen eben so wie oben beschreiben zu agieren. Ein Unternehmen welches nachhaltig Handys produziert und damit durch \"unnötige Mehrkosten\" irrational Handelt überlebt nur, weil auch die Kunden bei der Kaufentscheidung ebenso irrational vorgehen.\n\t- Wie trägt die Wirtschaftsethik zur nachhaltigen Entwicklung bei?\n\t logseq.order-list-type:: number\n\t\t- Wirtschaftsethik versucht Empfehlungen auszusprechen um die oben genannten Punkte zu verbessern, dabei wird unverbindlich gehandelt, so sollen alternative Wege nicht verschlossen werden (Verbesserungen müssen jedoch auch nicht implementiert werden).",536870918]],["^15",[965,"^17",1755712905213,536870918]],["^15",[965,"^Z","pages/School___Wir___Ethics___Einführung in die Wirtschaftsethik.md",536870918]],["^15",[966,"^K",1755712905213,536870918]],["^15",[966,"^[",965,536870918]],["^15",[966,"^@",false,536870918]],["^15",[966,"^Y","school/wir/ethics/einführung in die wirtschaftsethik",536870918]],["^15",[966,"^A",850,536870918]],["^15",[966,"^11","School/Wir/Ethics/Einführung in die Wirtschaftsethik",536870918]],["^15",[966,"^?",["^ ","^20",1002],536870918]],["^15",[966,"^4",["^ ","^20","1002"],536870918]],["^15",[966,"^B",1755712905213,536870918]],["^15",[966,"^;","~u68a60d89-a7d1-4ce9-91b1-fd64262dbea5",536870918]],["^15",[967,"^Q","### Grundfragen der Wirtschaftsethik",536870918]],["^15",[967,"^O","^1X",536870918]],["^15",[967,"^F",973,536870918]],["^15",[967,"^X",966,536870918]],["^15",[967,"^V",966,536870918]],["^15",[967,"^U",966,536870918]],["^15",[967,"^?",["^ ","^2S",3],536870918]],["^15",[967,"^J",[],536870918]],["^15",[967,"^;","~u68a60d89-d7ba-4321-a35d-21b6b641dbe9",536870918]],["^15",[968,"^Q","**Rationalität**: Handlungen gelten als rational, wenn sie kohärent und zielgerichtet \nsind. Oft führt die Konzentration auf ==ökonomische Rationalität zu einem \nethischen Egoismus==.",536870918]],["^15",[968,"^O","^1X",536870918]],["^15",[968,"^F",967,536870918]],["^15",[968,"^X",966,536870918]],["^15",[968,"^V",967,536870918]],["^15",[968,"^U",966,536870918]],["^15",[968,"^;","~u68a60d89-87d3-44ce-ba7f-ceca5ee2699c",536870918]],["^15",[969,"^Q","**Notes:**\nbackground-color:: red",536870918]],["^15",[969,"^O","^1X",536870918]],["^15",[969,"^F",983,536870918]],["^15",[969,"^X",966,536870918]],["^15",[969,"^V",983,536870918]],["^15",[969,"^U",966,536870918]],["^15",[969,"^?",["^ ","^2X","red"],536870918]],["^15",[969,"^J",["^2X"],536870918]],["^15",[969,"^4",["^ ","^2X","red"],536870918]],["^15",[969,"^;","~u68a60d89-862f-41d7-9959-760034661a55",536870918]],["^15",[970,"^Q","**Makroebene**: ==Gesellschaftsweite== ethische Prinzipien.",536870918]],["^15",[970,"^O","^1X",536870918]],["^15",[970,"^F",971,536870918]],["^15",[970,"^X",966,536870918]],["^15",[970,"^V",971,536870918]],["^15",[970,"^U",966,536870918]],["^15",[970,"^;","~u68a60d89-73be-464c-859a-9370f827aafc",536870918]],["^15",[971,"^Q","### Makro-, Meso- und Mikroebene",536870918]],["^15",[971,"^O","^1X",536870918]],["^15",[971,"^F",976,536870918]],["^15",[971,"^X",966,536870918]],["^15",[971,"^V",966,536870918]],["^15",[971,"^U",966,536870918]],["^15",[971,"^?",["^ ","^2S",3],536870918]],["^15",[971,"^J",[],536870918]],["^15",[971,"^;","~u68a60d89-aafd-4022-91bf-0ce105f42676",536870918]],["^15",[972,"^Q","",536870918]],["^15",[972,"^O","^1X",536870918]],["^15",[972,"^F",993,536870918]],["^15",[972,"^X",966,536870918]],["^15",[972,"^V",966,536870918]],["^15",[972,"^U",966,536870918]],["^15",[972,"^;","~u68a60d89-0627-4e72-a716-1819c10baa66",536870918]],["^15",[973,"^Q","### Individual- und Institutionenethik\nEs gibt eine ==Unterscheidung zwischen den ethischen Verantwortungen von \nEinzelpersonen== (Individualethik) ==und Organisationen== (Institutionen- oder\nSozialethik). Unternehmen, Gruppen, politische Einrichtungen und die \nGesellschaft tragen gemeinschaftliche Verantwortung.",536870918]],["^15",[973,"^O","^1X",536870918]],["^15",[973,"^F",978,536870918]],["^15",[973,"^X",966,536870918]],["^15",[973,"^V",966,536870918]],["^15",[973,"^U",966,536870918]],["^15",[973,"^?",["^ ","^2S",3],536870918]],["^15",[973,"^J",[],536870918]],["^15",[973,"^;","~u68a60d89-f020-4dba-814e-64c091bf6ed7",536870918]],["^15",[974,"^Q","{{query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/Wir/Ethics/Einführung in die Wirtschaftsethik]]) (namespace [[School/Wir/Ethics/Einführung in die Wirtschaftsethik]])))}}",536870918]],["^15",[974,"^O","^1X",536870918]],["^15",[974,"^F",999,536870918]],["^15",[974,"^S",1009,536870918]],["^15",[974,"^X",966,536870918]],["^15",[974,"^V",999,536870918]],["^15",[974,"^U",966,536870918]],["^15",[974,"^;","~u68a60d89-c873-41bd-a5fd-c8369359291b",536870918]],["^15",[975,"^Q","Was sind die zentralen Werte der Wirtschaftsethik und wieso sind sie wichtig?\nlogseq.order-list-type:: number",536870918]],["^15",[975,"^O","^1X",536870918]],["^15",[975,"^F",989,536870918]],["^15",[975,"^X",966,536870918]],["^15",[975,"^V",989,536870918]],["^15",[975,"^U",966,536870918]],["^15",[975,"^?",["^ ","~:logseq.order-list-type","number"],536870918]],["^15",[975,"^J",["^35"],536870918]],["^15",[975,"^4",["^ ","^35","number"],536870918]],["^15",[975,"^;","~u68a60d89-6227-4590-bede-4280af591667",536870918]],["^15",[976,"^Q","### Institutionelle Ansätze",536870918]],["^15",[976,"^O","^1X",536870918]],["^15",[976,"^F",967,536870918]],["^15",[976,"^X",966,536870918]],["^15",[976,"^V",966,536870918]],["^15",[976,"^U",966,536870918]],["^15",[976,"^?",["^ ","^2S",3],536870918]],["^15",[976,"^J",[],536870918]],["^15",[976,"^;","~u68a60d89-f2ce-4985-999e-18446d3cf486",536870918]],["^15",[977,"^Q","**Summery**:\nbackground-color:: blue",536870918]],["^15",[977,"^O","^1X",536870918]],["^15",[977,"^F",999,536870918]],["^15",[977,"^X",966,536870918]],["^15",[977,"^V",983,536870918]],["^15",[977,"^U",966,536870918]],["^15",[977,"^?",["^ ","^2X","blue"],536870918]],["^15",[977,"^J",["^2X"],536870918]],["^15",[977,"^4",["^ ","^2X","blue"],536870918]],["^15",[977,"^;","~u68a60d89-0a4a-4abe-895f-9bcbf0c7c751",536870918]],["^15",[978,"^Q","### Theoretische vs. Praktische Ebene\nid:: 689e18ab-57be-4328-a30e-e26adcd05f7b\nWirtschaftsethik umfasst zwei Ebenen:",536870918]],["^15",[978,"^O","^1X",536870918]],["^15",[978,"^F",1001,536870918]],["^15",[978,"^X",966,536870918]],["^15",[978,"^V",966,536870918]],["^15",[978,"^U",966,536870918]],["^15",[978,"^?",["^ ","^1;","689e18ab-57be-4328-a30e-e26adcd05f7b","^2S",3],536870918]],["^15",[978,"^J",["^1;"],536870918]],["^15",[978,"^4",["^ ","^1;","689e18ab-57be-4328-a30e-e26adcd05f7b"],536870918]],["^15",[978,"^;","~u689e18ab-57be-4328-a30e-e26adcd05f7b",536870918]],["^15",[979,"^Q","tags::",536870918]],["^15",[979,"^O","^1X",536870918]],["^15",[979,"^F",1007,536870918]],["^15",[979,"^X",966,536870918]],["^15",[979,"^V",966,536870918]],["^15",[979,"^U",966,536870918]],["^15",[979,"^?",["^ ","^33",""],536870918]],["^15",[979,"^J",["^33"],536870918]],["^15",[979,"^4",["^ ","^33",""],536870918]],["^15",[979,"^;","~u68a60d89-b9f2-4936-8dc1-72b0eea1e049",536870918]],["^15",[980,"^Q","{{query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[School/Wir/Ethics/Einführung in die Wirtschaftsethik]]) (namespace [[School/Wir/Ethics/Einführung in die Wirtschaftsethik]])))}}\nquery-sort-by:: block\nquery-table:: true\nquery-sort-desc:: true",536870918]],["^15",[980,"^O","^1X",536870918]],["^15",[980,"^F",969,536870918]],["^15",[980,"^S",1008,536870918]],["^15",[980,"^X",966,536870918]],["^15",[980,"^V",969,536870918]],["^15",[980,"^U",966,536870918]],["^15",[980,"^?",["^ ","^2U","block","^2V",true,"^2W",true],536870918]],["^15",[980,"^J",["^2U","^2V","^2W"],536870918]],["^15",[980,"^4",["^ ","^2U","block","^2V","true","^2W","true"],536870918]],["^15",[980,"^;","~u68a60d89-7828-46a4-93c6-701ddd9335bc",536870918]],["^15",[981,"^Q","**Ethik in der Wirtschaft**: Anwendung ethischer Normen durch wirtschaftlich Handelnde.",536870918]],["^15",[981,"^O","^1X",536870918]],["^15",[981,"^F",1000,536870918]],["^15",[981,"^X",966,536870918]],["^15",[981,"^V",976,536870918]],["^15",[981,"^U",966,536870918]],["^15",[981,"^;","~u68a60d89-f46c-4eb1-b911-42df8412843d",536870918]],["^15",[982,"^Q","Diskutieren Sie, wie Rationalität im wirtschaftlichen Handeln mit ethischen Prinzipien in Konflikt geraten kann.\nlogseq.order-list-type:: number",536870918]],["^15",[982,"^O","^1X",536870918]],["^15",[982,"^F",985,536870918]],["^15",[982,"^X",966,536870918]],["^15",[982,"^V",989,536870918]],["^15",[982,"^U",966,536870918]],["^15",[982,"^?",["^ ","^35","number"],536870918]],["^15",[982,"^J",["^35"],536870918]],["^15",[982,"^4",["^ ","^35","number"],536870918]],["^15",[982,"^;","~u68a60d89-d791-479b-bb63-00ab6cf8df78",536870918]],["^15",[983,"^Q","## Meta",536870918]],["^15",[983,"^O","^1X",536870918]],["^15",[983,"^F",990,536870918]],["^15",[983,"^X",966,536870918]],["^15",[983,"^V",966,536870918]],["^15",[983,"^U",966,536870918]],["^15",[983,"^?",["^ ","^2S",2],536870918]],["^15",[983,"^J",[],536870918]],["^15",[983,"^;","~u68a60d89-4a64-46c4-a305-09c05b643d43",536870918]],["^15",[984,"^Q","---",536870918]],["^15",[984,"^O","^1X",536870918]],["^15",[984,"^F",983,536870918]],["^15",[984,"^X",966,536870918]],["^15",[984,"^V",966,536870918]],["^15",[984,"^U",966,536870918]],["^15",[984,"^;","~u68a60d89-45a6-4acf-95b7-53786aa139d8",536870918]],["^15",[985,"^Q","Welche Verantwortung tragen Unternehmen im Vergleich zum Individuum aus ethischer Sicht?\nlogseq.order-list-type:: number",536870918]],["^15",[985,"^O","^1X",536870918]],["^15",[985,"^F",987,536870918]],["^15",[985,"^X",966,536870918]],["^15",[985,"^V",989,536870918]],["^15",[985,"^U",966,536870918]],["^15",[985,"^?",["^ ","^35","number"],536870918]],["^15",[985,"^J",["^35"],536870918]],["^15",[985,"^4",["^ ","^35","number"],536870918]],["^15",[985,"^;","~u68a60d89-f9c8-475d-a50e-7024c45c268c",536870918]],["^15",[986,"^Q","Eines der Grundprinzipien im Kapitalismus ist das Ziel, sowohl von Unternehmen, als auch Privatpersonen ein Gut oder in Dienstleistung nach der Bedarf besteht so günstig wie möglich anzuschaffen, währenddessen für die eigene Arbeit bzw. das selbes Produzierte Gut/die selbst Angebotene Dienstleistung zu einem Maximal möglichen wert angeboten werden. Daraus ergibt sich der zwang, betrachtet man Unternehme, Produktionsgüter so günstig wie möglich zu beziehen. Um jedoch diese günstige Produktion zu ermöglichen, muss der Produzent wiederum an Qualität oder den Herstellungsbedingungen, sparen. Beides Ethisch fragwürdige folgen für Mitarbeiter oder Endkonsument mit sich: Bei Minder-qualitativen Produkten ist die Wahrscheinlichkeit gross öfter Ausgetauscht werden zu müssen wodurch sich ggf. bei der Produktion Entstandener Negativer Einfluss auf die Umwelt mehrfach auswirkt. (Auch zwingt man den Konsumenten quasi einen weiteren Kauf zu tätigen). Spart man an Herstellungsbedingungen hat dies ggf. starke gesundheitliche Folgen für die Mitarbeitenden welche das Produkt produzierten u.a. durch fehlende Sicherheitsmaßnahmen.\nAndersherum ergeben sich auch Konflikte durch den willen einen möglichst hohen Preis für das Produzierte gut zu verlangen: Hierdurch können (gezielt) Menschen von dem Konsum ausgeschlossen werden, welches im besten falle ausgrenzend und im schlimmsten Falle todbringend ist, kann eine Person sich das eigene Medikament nicht mehr leisten.\nDaher ist durchaus die Frage zu stellen: Ist das Konzept \"Kapitalismus\" langfristig haltbar und überhaupt mit Solidarität zu vereinigen? Denn jeder Mensch, jedes Unterehmen wird vom System selbst dazu gezwungen eben so wie oben beschreiben zu agieren. Ein Unternehmen welches nachhaltig Handys produziert und damit durch \"unnötige Mehrkosten\" irrational Handelt überlebt nur, weil auch die Kunden bei der Kaufentscheidung ebenso irrational vorgehen.",536870918]],["^15",[986,"^O","^1X",536870918]],["^15",[986,"^F",982,536870918]],["^15",[986,"^X",966,536870918]],["^15",[986,"^V",982,536870918]],["^15",[986,"^U",966,536870918]],["^15",[986,"^;","~u68a60d89-7501-438d-9e40-7f6c8ed90c66",536870918]],["^15",[987,"^Q","Wie unterscheidet sich die praktische von der theoretischen Ebene in der Wirtschaftsethik?\nlogseq.order-list-type:: number",536870918]],["^15",[987,"^O","^1X",536870918]],["^15",[987,"^F",975,536870918]],["^15",[987,"^X",966,536870918]],["^15",[987,"^V",989,536870918]],["^15",[987,"^U",966,536870918]],["^15",[987,"^?",["^ ","^35","number"],536870918]],["^15",[987,"^J",["^35"],536870918]],["^15",[987,"^4",["^ ","^35","number"],536870918]],["^15",[987,"^;","~u68a60d89-2855-4cfb-bd95-843c30913223",536870918]],["^15",[988,"^Q","Wie trägt die Wirtschaftsethik zur nachhaltigen Entwicklung bei?\nlogseq.order-list-type:: number",536870918]],["^15",[988,"^O","^1X",536870918]],["^15",[988,"^F",982,536870918]],["^15",[988,"^X",966,536870918]],["^15",[988,"^V",989,536870918]],["^15",[988,"^U",966,536870918]],["^15",[988,"^?",["^ ","^35","number"],536870918]],["^15",[988,"^J",["^35"],536870918]],["^15",[988,"^4",["^ ","^35","number"],536870918]],["^15",[988,"^;","~u68a60d89-4653-4671-9fca-fde6ef544ea8",536870918]],["^15",[989,"^Q","### Reflexionsfragen:",536870918]],["^15",[989,"^O","^1X",536870918]],["^15",[989,"^F",971,536870918]],["^15",[989,"^X",966,536870918]],["^15",[989,"^V",966,536870918]],["^15",[989,"^U",966,536870918]],["^15",[989,"^?",["^ ","^2S",3],536870918]],["^15",[989,"^J",[],536870918]],["^15",[989,"^;","~u68a60d89-b7a2-4e20-a851-ead2cbe96982",536870918]],["^15",[990,"^Q","references::",536870918]],["^15",[990,"^O","^1X",536870918]],["^15",[990,"^F",979,536870918]],["^15",[990,"^X",966,536870918]],["^15",[990,"^V",966,536870918]],["^15",[990,"^U",430,536870918]],["^15",[990,"^U",966,536870918]],["^15",[990,"^?",["^ ","^32",""],536870918]],["^15",[990,"^J",["^32"],536870918]],["^15",[990,"^4",["^ ","^32",""],536870918]],["^15",[990,"^H",430,536870918]],["^15",[990,"^;","~u68a60d89-ab8e-46af-8e07-82b6bb723a70",536870918]],["^15",[991,"^Q","**Verhältnis von Ethik und Ökonomie**: Diverse Positionen erörtern, ob ==ethische oder ökonomische Ziele den Vorrang== haben sollten.",536870918]],["^15",[991,"^O","^1X",536870918]],["^15",[991,"^F",998,536870918]],["^15",[991,"^X",966,536870918]],["^15",[991,"^V",967,536870918]],["^15",[991,"^U",966,536870918]],["^15",[991,"^;","~u68a60d89-5659-4b7f-8ad0-ee3a4af52391",536870918]],["^15",[992,"^Q","",536870918]],["^15",[992,"^O","^1X",536870918]],["^15",[992,"^F",977,536870918]],["^15",[992,"^X",966,536870918]],["^15",[992,"^V",977,536870918]],["^15",[992,"^U",966,536870918]],["^15",[992,"^;","~u68a60d89-0e1a-4946-8495-698588fd3e54",536870918]],["^15",[993,"^Q","",536870918]],["^15",[993,"^O","^1X",536870918]],["^15",[993,"^F",984,536870918]],["^15",[993,"^X",966,536870918]],["^15",[993,"^V",966,536870918]],["^15",[993,"^U",966,536870918]],["^15",[993,"^;","~u68a60d89-f721-46be-84e8-a407ceef23e2",536870918]],["^15",[994,"^Q","Humanität, Solidarität und Verantwortung für das eigene Handeln zu übernehmen sind zentrale Werte. Ziel ist es Nachhaltig und Gerecht zu agieren.",536870918]],["^15",[994,"^O","^1X",536870918]],["^15",[994,"^F",975,536870918]],["^15",[994,"^X",966,536870918]],["^15",[994,"^V",975,536870918]],["^15",[994,"^U",966,536870918]],["^15",[994,"^;","~u68a60d89-675b-48c5-9b52-215f21458311",536870918]],["^15",[995,"^Q","**Mesoebene**: ==Unternehmen== und Institutionen.",536870918]],["^15",[995,"^O","^1X",536870918]],["^15",[995,"^F",970,536870918]],["^15",[995,"^X",966,536870918]],["^15",[995,"^V",971,536870918]],["^15",[995,"^U",966,536870918]],["^15",[995,"^;","~u68a60d89-9653-42ac-a634-4105a499fd75",536870918]],["^15",[996,"^Q","Individuen, Privatpersonen übernehmen Verantwortung für das eigene Handeln, im vergleich dazu ist der Spielraum der Handlungsmöglichkeiten der Unternehmen deutlich grösser, sie tragen somit eine gesellschaftliche Verantwortung, nicht nur gegenüber ihren Mitarbeitern sondern allen Menschen. Kommen sie dieser nicht nach, sind die folgen für Personen(-gruppen) fatal",536870918]],["^15",[996,"^O","^1X",536870918]],["^15",[996,"^F",985,536870918]],["^15",[996,"^X",966,536870918]],["^15",[996,"^V",985,536870918]],["^15",[996,"^U",966,536870918]],["^15",[996,"^;","~u68a60d89-9023-46dd-8faf-0279d8abb69c",536870918]],["^15",[997,"^Q","**Mikroebene**: ==Individuelle== Handlungen.",536870918]],["^15",[997,"^O","^1X",536870918]],["^15",[997,"^F",995,536870918]],["^15",[997,"^X",966,536870918]],["^15",[997,"^V",971,536870918]],["^15",[997,"^U",966,536870918]],["^15",[997,"^;","~u68a60d89-d09e-462a-9467-c4fcc07a6d0b",536870918]],["^15",[998,"^Q","**Werte und Wissenschaft**: Kontroverse Debatten drehen sich um die Rolle von Werten in der ökonomischen Theorie.",536870918]],["^15",[998,"^O","^1X",536870918]],["^15",[998,"^F",968,536870918]],["^15",[998,"^X",966,536870918]],["^15",[998,"^V",967,536870918]],["^15",[998,"^U",966,536870918]],["^15",[998,"^;","~u68a60d89-4fd2-47e1-aa53-31864fbedd52",536870918]],["^15",[999,"^Q","**Slides:**\nbackground-color:: green",536870918]],["^15",[999,"^O","^1X",536870918]],["^15",[999,"^F",969,536870918]],["^15",[999,"^X",966,536870918]],["^15",[999,"^V",983,536870918]],["^15",[999,"^U",966,536870918]],["^15",[999,"^?",["^ ","^2X","green"],536870918]],["^15",[999,"^J",["^2X"],536870918]],["^15",[999,"^4",["^ ","^2X","green"],536870918]],["^15",[999,"^;","~u68a60d89-634f-4705-9770-9d577a5a67f5",536870918]],["^15",[1000,"^Q","**Ethik der Wirtschaft**: Normative Bestimmung des wirtschaftlichen Systems.",536870918]],["^15",[1000,"^O","^1X",536870918]],["^15",[1000,"^F",976,536870918]],["^15",[1000,"^X",966,536870918]],["^15",[1000,"^V",976,536870918]],["^15",[1000,"^U",966,536870918]],["^15",[1000,"^;","~u68a60d89-d2c4-439e-b759-2eafc6b53b3a",536870918]],["^15",[1001,"^Q","### Wirtschaftsethik - Überblick\nWirtschaftsethik beschäftigt sich mit der ==Anwendung ethischer Prinzipien im \nwirtschaftlichen Handeln== und beurteilt die damit verbundenen Normen und \nWerte. Zentral sind dabei ==Humanität, Solidarität und Verantwortung==. Es \nwird geklärt, wie wirtschaftliches Handeln soziale Gerechtigkeit und \nNachhaltigkeit fördern kann, ==ohne konkrete Handlungsanweisungen \nvorzugeben==. Wirtschaftsethik bietet Orientierung in aktuellen Debatten \ndurch Reflexion, Methoden und kritische Analyse. Sie benötigt einen \ninterdisziplinären Ansatz, der ==Philosophie, Ökonomie und andere \nSozialwissenschaften vereint==.",536870918]],["^15",[1001,"^O","^1X",536870918]],["^15",[1001,"^F",972,536870918]],["^15",[1001,"^X",966,536870918]],["^15",[1001,"^V",966,536870918]],["^15",[1001,"^U",966,536870918]],["^15",[1001,"^?",["^ ","^2S",3],536870918]],["^15",[1001,"^J",[],536870918]],["^15",[1001,"^;","~u68a60d89-f453-42b5-a0ff-8792a483002d",536870918]],["^15",[1002,"^Q","**Theoretisch**: Ökonomische Theorien werden ethisch reflektiert und der ==Zusammenhang zwischen Ethik und Wirtschaft wird analysiert==.\nlogseq.order-list-type:: number",536870918]],["^15",[1002,"^O","^1X",536870918]],["^15",[1002,"^F",1003,536870918]],["^15",[1002,"^X",966,536870918]],["^15",[1002,"^V",978,536870918]],["^15",[1002,"^U",966,536870918]],["^15",[1002,"^?",["^ ","^35","number"],536870918]],["^15",[1002,"^J",["^35"],536870918]],["^15",[1002,"^4",["^ ","^35","number"],536870918]],["^15",[1002,"^;","~u68a60d89-1127-4bee-92c3-93f78fd06626",536870918]],["^15",[1003,"^Q","**Praktisch**: Konkrete Fragen werden bearbeitet und ==praktisches Verhalten beurteilt==.\nlogseq.order-list-type:: number",536870918]],["^15",[1003,"^O","^1X",536870918]],["^15",[1003,"^F",978,536870918]],["^15",[1003,"^X",966,536870918]],["^15",[1003,"^V",978,536870918]],["^15",[1003,"^U",966,536870918]],["^15",[1003,"^?",["^ ","^35","number"],536870918]],["^15",[1003,"^J",["^35"],536870918]],["^15",[1003,"^4",["^ ","^35","number"],536870918]],["^15",[1003,"^;","~u68a60d89-0645-4eaa-ac39-a21f52316c40",536870918]],["^15",[1004,"^Q","**Ökonomie der Ethik**: Wirtschaftliche Methoden auf den Bereich der Ethik angewandt.",536870918]],["^15",[1004,"^O","^1X",536870918]],["^15",[1004,"^F",981,536870918]],["^15",[1004,"^X",966,536870918]],["^15",[1004,"^V",976,536870918]],["^15",[1004,"^U",966,536870918]],["^15",[1004,"^;","~u68a60d89-ea9d-42b9-8ba1-92069c945d35",536870918]],["^15",[1005,"^Q","Wirtschaftsethik versucht Empfehlungen auszusprechen um die oben genannten Punkte zu verbessern, dabei wird unverbindlich gehandelt, so sollen alternative Wege nicht verschlossen werden (Verbesserungen müssen jedoch auch nicht implementiert werden).",536870918]],["^15",[1005,"^O","^1X",536870918]],["^15",[1005,"^F",988,536870918]],["^15",[1005,"^X",966,536870918]],["^15",[1005,"^V",988,536870918]],["^15",[1005,"^U",966,536870918]],["^15",[1005,"^;","~u68a60d89-16e1-4135-806d-003725922f60",536870918]],["^15",[1006,"^Q","Die Praxis behandelt konkretes Verhalten, beurteilt und empfiehlt. Waehrenddessen werden in der Theorie grössere zusammenlange welche wirtschaftliches verhalten auf ethische Praxis hat (und umgekehrt) analysiert -> ((689e18ab-57be-4328-a30e-e26adcd05f7b))",536870918]],["^15",[1006,"^O","^1X",536870918]],["^15",[1006,"^F",987,536870918]],["^15",[1006,"^X",966,536870918]],["^15",[1006,"^V",987,536870918]],["^15",[1006,"^U",966,536870918]],["^15",[1006,"^H",978,536870918]],["^15",[1006,"^;","~u68a60d89-4ab1-4bda-8bd7-5169cf6c0d36",536870918]],["^15",[1007,"^Q","index:: 1002\n\n",536870918]],["^15",[1007,"^O","^1X",536870918]],["^15",[1007,"^2Q",["^2R",[]],536870918]],["^15",[1007,"^F",966,536870918]],["^15",[1007,"^X",966,536870918]],["^15",[1007,"^V",966,536870918]],["^15",[1007,"^U",429,536870918]],["^15",[1007,"^U",966,536870918]],["^15",[1007,"^:",true,536870918]],["^15",[1007,"^?",["^ ","^20",1002],536870918]],["^15",[1007,"^J",["^20"],536870918]],["^15",[1007,"^4",["^ ","^20","1002"],536870918]],["^15",[1007,"^H",429,536870918]],["^15",[1007,"^;","~u68a60d89-d1b4-47bd-8bbf-f51a3cffdc32",536870918]],["^15",[1008,"^?",["^ ","^2Y","query","^2Z",["(and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[School/Wir/Ethics/Einführung in die Wirtschaftsethik]]) (namespace [[School/Wir/Ethics/Einführung in die Wirtschaftsethik]])))"]],536870918]],["^15",[1008,"^W","macro",536870918]],["^15",[1008,"^T","query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[School/Wir/Ethics/Einführung in die Wirtschaftsethik]]) (namespace [[School/Wir/Ethics/Einführung in die Wirtschaftsethik]])))",536870918]],["^15",[1009,"^?",["^ ","^2Y","query","^2Z",["(and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/Wir/Ethics/Einführung in die Wirtschaftsethik]]) (namespace [[School/Wir/Ethics/Einführung in die Wirtschaftsethik]])))"]],536870918]],["^15",[1009,"^W","macro",536870918]],["^15",[1009,"^T","query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/Wir/Ethics/Einführung in die Wirtschaftsethik]]) (namespace [[School/Wir/Ethics/Einführung in die Wirtschaftsethik]])))",536870918]],["^15",[1010,"^3","index:: 1001\n\n- tags::\n- references::\n- ## Meta\n\t- **Notes:**\n\t background-color:: red\n\t\t- {{query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[School/Wir/Ethics/Ethik und Moral]]) (namespace [[School/Wir/Ethics/Ethik und Moral]])))}}\n\t\t query-sort-by:: block\n\t\t query-table:: true\n\t\t query-sort-desc:: true\n\t- **Slides:**\n\t background-color:: green\n\t\t- {{query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/Wir/Ethics/Ethik und Moral]]) (namespace [[School/Wir/Ethics/Ethik und Moral]])))}}\n\t- **Summery**:\n\t background-color:: blue\n\t\t-\n- ---\n- ## Kinderarbeit\n id:: 689e1722-1ff0-4f7b-823e-1a3b62038d6e\n\t- {{video https://www.youtube.com/watch?v=C7TbmhPL83I}}\n\t- #Note ((689eff39-42d1-40ab-98ca-d9c8525ab1bb))\n\t\t- Experiment: Kaufen Leute Kleidung wenn sie sehne das Kinder für diese Arbeiten\n\t\t id:: 689eff39-42d1-40ab-98ca-d9c8525ab1bb\n\t\t- Kleidung sein lokal und ökologisch hergestellt\n\t\t- ### Kundenreaktion #Slide\n\t\t\t- Kunden sprechen von Ausnutzung -> Empörung, kein Kauf\n\t\t\t- Einige Kunden nehmen das Angebot trotzdem an -> nur niedrige Bezahlung sei das Problem, kaufen Trotzdem\n\t\t\t- Einige nehmen Angebot der Sonderanfertigung ohne Bedenken an -> günstiger Preis, ==haben keine andere Wahl==\n\t- > Ist das Verhalten der Unternehmen moralisch richtig?\n\t\t- Nein, die Kinder in Niedriglohnland werden quasi zur Arbeit gezwungen um überleben zu können. Niemand sollte fur das bloße recht zu leben Arbeiten müssen.\n\t-\n- ## Deffinitionen #Slide\n\t- ## Ethik\n\t\t- Ethik ist ein Teilbereich der Philosophie, der sich mit den Voraussetzungen und der Bewertung menschlichen Handelns befasst.\n\t\t Ziel der Ethik ist es, Maßstäbe für das richtige Handeln zu entwickeln und zu begründen.\n\t\t- **Funktion:** Ethik analysiert moralische Normen\n\t\t- **Ursprung:** Philosophisch\n\t\t- **Veränderlichkeit:** stabiel bleibend\n\t- ## Moral\n\t\t- Moral bezeichnet die Gesamtheit von Normen, Grundsätzen und Werten, die das zwischenmenschliche Verhalten in einer Gesellschaft regulieren.\n\t\t Diese Konventionen werden von der Gesellschaft als verbindlich und richtig angesehen.\n\t\t- **Funktion:** Wendet Ethische normen an\n\t\t- **Ursprung:** Kulturell\n\t\t- **Veränderlichkeit:** wandelnd\n\t- ### Wirtschaftlicher Kontext\n\t\t- Wirtschaftsethik bietet Prinzipien und Rahmenbedingungen, um ethische Entscheidungen innerhalb eines Unternehmens zu treffen.\n\t\t\t- Ethik: Unternehmen X führt eine Ethikkommission ein, um Umweltverantwortung und soziale Gerechtigkeit zu schaffen.\n\t\t- Moralisches Handeln bezieht sich auf die Einhaltung spezifischer gesellschaftlicher Erwartungen und Normen.\n\t\t\t- Moral: Unternehmen Y passt seine Geschäftspraktiken an lokale moralische Vorstellungen an und sorgt für gerechte Löhne.\n- ## Diskussion\n\t- Wie haben die Menschen in dem ((689e1722-1ff0-4f7b-823e-1a3b62038d6e)) Video auf Kinderarbeit reagiert\n\t logseq.order-list-type:: number\n\t- Warum kaufen Menschen trotzdem Produkte, die durch Kinderarbeit hergestellt wurden?\n\t logseq.order-list-type:: number\n\t- Welche Verantwortung tragen Unternehmen in Bezug auf ethische Standards?\n\t logseq.order-list-type:: number\n\t- Was können Einzelpersonen tun, um ethische Praktiken in der Wirtschaft zu fördern?\n\t logseq.order-list-type:: number\n\t- Wie unterscheiden sich Ethik und Moral in diesem Kontext?\n\t logseq.order-list-type:: number\n- ## Bestechung in der Wirtschaft\n\t- ## Hintergrund\n\t New Yorker Staatsanwälte haben den indischen Milliardär Gautam Adani im \n\t Zusammenhang mit dem Vorwurf von ==Bestechungszahlungen== in Indien \n\t angeklagt. Adani und andere Angeklagte hätten zwischen 2020 und 2024 \n\t mehr als ==250 Millionen Dollar== (236 Millionen Euro) ==Schmiergeld== zahlen \n\t wollen. US-Investoren, bei denen Adanis Unternehmen Kapital \n\t einsammelten, hätten davon nichts gewusst und seien damit betrogen \n\t worden.\n\t- ## Wichtige Fakten\n\t- **Angeklagte:** Gautam Adani und weitere Beteiligte\n\t logseq.order-list-type:: number\n\t- **Zeitraum der Vorfälle:** 2020 - 2024\n\t logseq.order-list-type:: number\n\t- **Betrag der Schmiergelder:** Über 250 Millionen Dollar (236 Millionen Euro)\n\t logseq.order-list-type:: number\n\t- **Ziel der Schmiergelder:** ==Erlangung von Verträgen für Solarenergie-Lieferungen== im Wert von zwei Milliarden Dollar\n\t logseq.order-list-type:: number\n\t- **Geschädigte:** ==US-Investoren==, die in die Firma Adani Green investierten\n\t logseq.order-list-type:: number\n\t- **Wertpapiertausch:** Firma Adani Green sammelte 175 Millionen Dollar von US-Geldgebern während der Bestechungspläne\n\t logseq.order-list-type:: number\n\t- ## Hauptfragen zur Analyse\n\t- logseq.order-list-type:: number\n\t > Welche ethischen und moralischen Prinzipien wurden in diesem Fall verletzt?\n\t\t- Mittels Schmiergeld wurde versucht Bestechung auszuüben. Das Ethische Prinzipe der fairness wurde verletzt.\n\t- logseq.order-list-type:: number\n\t >Wer sind die Hauptakteure und wie beeinflusst deren Handeln das Vertrauen in die Wirtschaft?\n\t\t- Hauptakteur: Gautam Adani; durch seine Aktionen nimmt das Vertrauen in die Wirtschaft ab, die frage wird aufgeworfen wie oft vergleichbares stattfindend und ob jeder dieser ähnlichen falle aufgeklärt wird.\n\t- logseq.order-list-type:: number\n\t > Welche Rolle spielt Transparenz und Unternehmenskultur in solchen Fällen?\n\t\t- Nur durch öffentlich einsehbare Auflagerung der vorgegangen kann sichergestellt werden das Vertrauen in die Wirtschaftlichen Institutionen/ablaufe zurückgewonnenen wird\n\t- logseq.order-list-type:: number\n\t > Wie können Unternehmen sicherstellen, dass sie ethische Standards einhalten?\n\t\t- Durch externe, Unabhängigkeit d.h. auch nicht durch das Unternehmen direkt Angestelltes personal, welches Probleme offen anspricht und das Unternehmen mahnt\n\t- ## Diskussionspunkte\n\t\t- **Grenzen von Moral und Ethik:** Untersucht die Grenze zwischen dem, was rechtlich erlaubt ist und dem, was ethisch vertretbar ist.\n\t\t logseq.order-list-type:: number\n\t\t- **Auswirkungen auf die Gesellschaft:** Diskutiert, wie solche Fälle das Vertrauen in die Wirtschaft und finanzielle Investitionen beeinflussen.\n\t\t logseq.order-list-type:: number\n\t\t- **Verantwortung von Führungskräften:** Betrachtet die ethische Verantwortung von Führungskräften und die Wichtigkeit von Integrität und Transparenz in ihrer Position.\n\t\t logseq.order-list-type:: number\n\t\t- ## Präsentation der Ergebnisse\n\t\t In Kleingruppen erarbeitet und diskutiert ihr die Fragen und \n\t\t Diskussionspunkte. Jede Gruppe präsentiert dann ihre Ergebnisse vor der \n\t\t Klasse und gibt ihre Einschätzung ab, welche Maßnahmen ergriffen werden \n\t\t könnten, um solche Fälle in der Zukunft zu verhindern.\n- ## Zusammenfassend #Slide\n\t- ![image.png](../assets/image_1755191174739_0.png)\n\t-\n-",536870918]],["^15",[1010,"^17",1755712905234,536870918]],["^15",[1010,"^Z","pages/School___Wir___Ethics___Ethik und Moral.md",536870918]],["^15",[1011,"^K",1755712905233,536870918]],["^15",[1011,"^[",1010,536870918]],["^15",[1011,"^@",false,536870918]],["^15",[1011,"^Y","school/wir/ethics/ethik und moral",536870918]],["^15",[1011,"^A",850,536870918]],["^15",[1011,"^11","School/Wir/Ethics/Ethik und Moral",536870918]],["^15",[1011,"^?",["^ ","^20",1001],536870918]],["^15",[1011,"^4",["^ ","^20","1001"],536870918]],["^15",[1011,"^B",1755712905233,536870918]],["^15",[1011,"^;","~u68a60d89-fbb8-44c5-89d2-58e69e4923e1",536870918]],["^15",[1012,"^Q","Einige nehmen Angebot der Sonderanfertigung ohne Bedenken an -> günstiger Preis, ==haben keine andere Wahl==",536870918]],["^15",[1012,"^O","^1X",536870918]],["^15",[1012,"^F",1042,536870918]],["^15",[1012,"^X",1011,536870918]],["^15",[1012,"^V",1079,536870918]],["^15",[1012,"^U",322,536870918]],["^15",[1012,"^U",868,536870918]],["^15",[1012,"^U",1011,536870918]],["^15",[1012,"^;","~u68a60d89-8c9c-4555-b570-a60fa182c1f8",536870918]],["^15",[1013,"^Q","**Slides:**\nbackground-color:: green",536870918]],["^15",[1013,"^O","^1X",536870918]],["^15",[1013,"^F",1039,536870918]],["^15",[1013,"^X",1011,536870918]],["^15",[1013,"^V",1028,536870918]],["^15",[1013,"^U",1011,536870918]],["^15",[1013,"^?",["^ ","^2X","green"],536870918]],["^15",[1013,"^J",["^2X"],536870918]],["^15",[1013,"^4",["^ ","^2X","green"],536870918]],["^15",[1013,"^;","~u68a60d89-a049-4f0b-91d1-8b10a99950f2",536870918]],["^15",[1014,"^Q","**Wertpapiertausch:** Firma Adani Green sammelte 175 Millionen Dollar von US-Geldgebern während der Bestechungspläne\nlogseq.order-list-type:: number",536870918]],["^15",[1014,"^O","^1X",536870918]],["^15",[1014,"^F",1019,536870918]],["^15",[1014,"^X",1011,536870918]],["^15",[1014,"^V",1080,536870918]],["^15",[1014,"^U",1011,536870918]],["^15",[1014,"^?",["^ ","^35","number"],536870918]],["^15",[1014,"^J",["^35"],536870918]],["^15",[1014,"^4",["^ ","^35","number"],536870918]],["^15",[1014,"^;","~u68a60d89-a7e0-4bc5-8389-082f071097ae",536870918]],["^15",[1015,"^Q","**Ursprung:** Philosophisch",536870918]],["^15",[1015,"^O","^1X",536870918]],["^15",[1015,"^F",1083,536870918]],["^15",[1015,"^X",1011,536870918]],["^15",[1015,"^V",1078,536870918]],["^15",[1015,"^U",868,536870918]],["^15",[1015,"^U",1011,536870918]],["^15",[1015,"^;","~u68a60d89-f975-4268-8a6f-eaa6977dd01a",536870918]],["^15",[1016,"^Q","**Ursprung:** Kulturell",536870918]],["^15",[1016,"^O","^1X",536870918]],["^15",[1016,"^F",1074,536870918]],["^15",[1016,"^X",1011,536870918]],["^15",[1016,"^V",1046,536870918]],["^15",[1016,"^U",868,536870918]],["^15",[1016,"^U",1011,536870918]],["^15",[1016,"^;","~u68a60d89-9ea0-4e44-9e7b-c65ca4ec785f",536870918]],["^15",[1017,"^Q","---",536870918]],["^15",[1017,"^O","^1X",536870918]],["^15",[1017,"^F",1028,536870918]],["^15",[1017,"^X",1011,536870918]],["^15",[1017,"^V",1011,536870918]],["^15",[1017,"^U",1011,536870918]],["^15",[1017,"^;","~u68a60d89-0691-48cc-9bab-a80083cc33cf",536870918]],["^15",[1018,"^Q","## Hintergrund\nNew Yorker Staatsanwälte haben den indischen Milliardär Gautam Adani im \nZusammenhang mit dem Vorwurf von ==Bestechungszahlungen== in Indien \nangeklagt. Adani und andere Angeklagte hätten zwischen 2020 und 2024 \nmehr als ==250 Millionen Dollar== (236 Millionen Euro) ==Schmiergeld== zahlen \nwollen. US-Investoren, bei denen Adanis Unternehmen Kapital \neinsammelten, hätten davon nichts gewusst und seien damit betrogen \nworden.",536870918]],["^15",[1018,"^O","^1X",536870918]],["^15",[1018,"^F",1080,536870918]],["^15",[1018,"^X",1011,536870918]],["^15",[1018,"^V",1080,536870918]],["^15",[1018,"^U",1011,536870918]],["^15",[1018,"^?",["^ ","^2S",2],536870918]],["^15",[1018,"^J",[],536870918]],["^15",[1018,"^;","~u68a60d89-e33c-4a28-8637-484432785571",536870918]],["^15",[1019,"^Q","**Geschädigte:** ==US-Investoren==, die in die Firma Adani Green investierten\nlogseq.order-list-type:: number",536870918]],["^15",[1019,"^O","^1X",536870918]],["^15",[1019,"^F",1053,536870918]],["^15",[1019,"^X",1011,536870918]],["^15",[1019,"^V",1080,536870918]],["^15",[1019,"^U",1011,536870918]],["^15",[1019,"^?",["^ ","^35","number"],536870918]],["^15",[1019,"^J",["^35"],536870918]],["^15",[1019,"^4",["^ ","^35","number"],536870918]],["^15",[1019,"^;","~u68a60d89-f136-41f9-8de2-0ba598804508",536870918]],["^15",[1020,"^Q","**Auswirkungen auf die Gesellschaft:** Diskutiert, wie solche Fälle das Vertrauen in die Wirtschaft und finanzielle Investitionen beeinflussen.\nlogseq.order-list-type:: number",536870918]],["^15",[1020,"^O","^1X",536870918]],["^15",[1020,"^F",1081,536870918]],["^15",[1020,"^X",1011,536870918]],["^15",[1020,"^V",1051,536870918]],["^15",[1020,"^U",1011,536870918]],["^15",[1020,"^?",["^ ","^35","number"],536870918]],["^15",[1020,"^J",["^35"],536870918]],["^15",[1020,"^4",["^ ","^35","number"],536870918]],["^15",[1020,"^;","~u68a60d89-bbc2-47c7-851c-3bd4e16fee22",536870918]],["^15",[1021,"^Q","Warum kaufen Menschen trotzdem Produkte, die durch Kinderarbeit hergestellt wurden?\nlogseq.order-list-type:: number",536870918]],["^15",[1021,"^O","^1X",536870918]],["^15",[1021,"^F",1075,536870918]],["^15",[1021,"^X",1011,536870918]],["^15",[1021,"^V",1022,536870918]],["^15",[1021,"^U",1011,536870918]],["^15",[1021,"^?",["^ ","^35","number"],536870918]],["^15",[1021,"^J",["^35"],536870918]],["^15",[1021,"^4",["^ ","^35","number"],536870918]],["^15",[1021,"^;","~u68a60d89-1f3d-4788-adb0-225454c447bf",536870918]],["^15",[1022,"^Q","## Diskussion",536870918]],["^15",[1022,"^O","^1X",536870918]],["^15",[1022,"^F",1032,536870918]],["^15",[1022,"^X",1011,536870918]],["^15",[1022,"^V",1011,536870918]],["^15",[1022,"^U",1011,536870918]],["^15",[1022,"^?",["^ ","^2S",2],536870918]],["^15",[1022,"^J",[],536870918]],["^15",[1022,"^;","~u68a60d89-48a6-466e-bc8c-7ebf8d3b5dba",536870918]],["^15",[1023,"^Q","#Note ((689eff39-42d1-40ab-98ca-d9c8525ab1bb))",536870918]],["^15",[1023,"^O","^1X",536870918]],["^15",[1023,"^F",1068,536870918]],["^15",[1023,"^X",1011,536870918]],["^15",[1023,"^V",1037,536870918]],["^15",[1023,"^U",322,536870918]],["^15",[1023,"^U",1011,536870918]],["^15",[1023,"^H",322,536870918]],["^15",[1023,"^H",1055,536870918]],["^15",[1023,"^;","~u68a60d89-6b7e-4ba0-ae0d-792bf9cfca52",536870918]],["^15",[1024,"^Q","## Zusammenfassend #Slide",536870918]],["^15",[1024,"^O","^1X",536870918]],["^15",[1024,"^F",1080,536870918]],["^15",[1024,"^X",1011,536870918]],["^15",[1024,"^V",1011,536870918]],["^15",[1024,"^U",868,536870918]],["^15",[1024,"^U",1011,536870918]],["^15",[1024,"^?",["^ ","^2S",2],536870918]],["^15",[1024,"^J",[],536870918]],["^15",[1024,"^H",868,536870918]],["^15",[1024,"^;","~u68a60d89-d4c6-44ed-b033-989db4bab646",536870918]],["^15",[1025,"^Q","**Angeklagte:** Gautam Adani und weitere Beteiligte\nlogseq.order-list-type:: number",536870918]],["^15",[1025,"^O","^1X",536870918]],["^15",[1025,"^F",1070,536870918]],["^15",[1025,"^X",1011,536870918]],["^15",[1025,"^V",1080,536870918]],["^15",[1025,"^U",1011,536870918]],["^15",[1025,"^?",["^ ","^35","number"],536870918]],["^15",[1025,"^J",["^35"],536870918]],["^15",[1025,"^4",["^ ","^35","number"],536870918]],["^15",[1025,"^;","~u68a60d89-d86a-4f1b-8d13-99fc13756ee6",536870918]],["^15",[1026,"^Q","**Veränderlichkeit:** wandelnd",536870918]],["^15",[1026,"^O","^1X",536870918]],["^15",[1026,"^F",1016,536870918]],["^15",[1026,"^X",1011,536870918]],["^15",[1026,"^V",1046,536870918]],["^15",[1026,"^U",868,536870918]],["^15",[1026,"^U",1011,536870918]],["^15",[1026,"^;","~u68a60d89-6a3b-4971-a822-9a9f1fc6bc70",536870918]],["^15",[1027,"^Q","**Verantwortung von Führungskräften:** Betrachtet die ethische Verantwortung von Führungskräften und die Wichtigkeit von Integrität und Transparenz in ihrer Position.\nlogseq.order-list-type:: number",536870918]],["^15",[1027,"^O","^1X",536870918]],["^15",[1027,"^F",1020,536870918]],["^15",[1027,"^X",1011,536870918]],["^15",[1027,"^V",1051,536870918]],["^15",[1027,"^U",1011,536870918]],["^15",[1027,"^?",["^ ","^35","number"],536870918]],["^15",[1027,"^J",["^35"],536870918]],["^15",[1027,"^4",["^ ","^35","number"],536870918]],["^15",[1027,"^;","~u68a60d89-42f5-4a4b-b050-dcf809ad69fd",536870918]],["^15",[1028,"^Q","## Meta",536870918]],["^15",[1028,"^O","^1X",536870918]],["^15",[1028,"^F",1073,536870918]],["^15",[1028,"^X",1011,536870918]],["^15",[1028,"^V",1011,536870918]],["^15",[1028,"^U",1011,536870918]],["^15",[1028,"^?",["^ ","^2S",2],536870918]],["^15",[1028,"^J",[],536870918]],["^15",[1028,"^;","~u68a60d89-572c-4f3b-ade2-70ca77385f34",536870918]],["^15",[1029,"^Q","",536870918]],["^15",[1029,"^O","^1X",536870918]],["^15",[1029,"^F",1041,536870918]],["^15",[1029,"^X",1011,536870918]],["^15",[1029,"^V",1037,536870918]],["^15",[1029,"^U",1011,536870918]],["^15",[1029,"^;","~u68a60d89-d982-4fde-8568-d589306b84ff",536870918]],["^15",[1030,"^Q","Ethik ist ein Teilbereich der Philosophie, der sich mit den Voraussetzungen und der Bewertung menschlichen Handelns befasst.\nZiel der Ethik ist es, Maßstäbe für das richtige Handeln zu entwickeln und zu begründen.",536870918]],["^15",[1030,"^O","^1X",536870918]],["^15",[1030,"^F",1078,536870918]],["^15",[1030,"^X",1011,536870918]],["^15",[1030,"^V",1078,536870918]],["^15",[1030,"^U",868,536870918]],["^15",[1030,"^U",1011,536870918]],["^15",[1030,"^;","~u68a60d89-4ac8-4ab7-b56d-fada732a98d3",536870918]],["^15",[1031,"^Q","tags::",536870918]],["^15",[1031,"^O","^1X",536870918]],["^15",[1031,"^F",1076,536870918]],["^15",[1031,"^X",1011,536870918]],["^15",[1031,"^V",1011,536870918]],["^15",[1031,"^U",1011,536870918]],["^15",[1031,"^?",["^ ","^33",""],536870918]],["^15",[1031,"^J",["^33"],536870918]],["^15",[1031,"^4",["^ ","^33",""],536870918]],["^15",[1031,"^;","~u68a60d89-5b60-4857-a398-f7ff73fc0c51",536870918]],["^15",[1032,"^Q","## Deffinitionen #Slide",536870918]],["^15",[1032,"^O","^1X",536870918]],["^15",[1032,"^F",1037,536870918]],["^15",[1032,"^X",1011,536870918]],["^15",[1032,"^V",1011,536870918]],["^15",[1032,"^U",868,536870918]],["^15",[1032,"^U",1011,536870918]],["^15",[1032,"^?",["^ ","^2S",2],536870918]],["^15",[1032,"^J",[],536870918]],["^15",[1032,"^H",868,536870918]],["^15",[1032,"^;","~u68a60d89-ac18-499a-86ca-0182a6b96017",536870918]],["^15",[1033,"^Q","## Präsentation der Ergebnisse\nIn Kleingruppen erarbeitet und diskutiert ihr die Fragen und \nDiskussionspunkte. Jede Gruppe präsentiert dann ihre Ergebnisse vor der \nKlasse und gibt ihre Einschätzung ab, welche Maßnahmen ergriffen werden \nkönnten, um solche Fälle in der Zukunft zu verhindern.",536870918]],["^15",[1033,"^O","^1X",536870918]],["^15",[1033,"^F",1027,536870918]],["^15",[1033,"^X",1011,536870918]],["^15",[1033,"^V",1051,536870918]],["^15",[1033,"^U",1011,536870918]],["^15",[1033,"^?",["^ ","^2S",2],536870918]],["^15",[1033,"^J",[],536870918]],["^15",[1033,"^;","~u68a60d89-63a7-4ab3-ad95-89a8b8624be5",536870918]],["^15",[1034,"^Q","### Wirtschaftlicher Kontext",536870918]],["^15",[1034,"^O","^1X",536870918]],["^15",[1034,"^F",1046,536870918]],["^15",[1034,"^X",1011,536870918]],["^15",[1034,"^V",1032,536870918]],["^15",[1034,"^U",868,536870918]],["^15",[1034,"^U",1011,536870918]],["^15",[1034,"^?",["^ ","^2S",3],536870918]],["^15",[1034,"^J",[],536870918]],["^15",[1034,"^;","~u68a60d89-e232-4bb0-a9bf-16297d8125b3",536870918]],["^15",[1035,"^Q","logseq.order-list-type:: number\n> Wie können Unternehmen sicherstellen, dass sie ethische Standards einhalten?",536870918]],["^15",[1035,"^O","^1X",536870918]],["^15",[1035,"^F",1059,536870918]],["^15",[1035,"^X",1011,536870918]],["^15",[1035,"^V",1080,536870918]],["^15",[1035,"^U",1011,536870918]],["^15",[1035,"^?",["^ ","^35","number"],536870918]],["^15",[1035,"^J",["^35"],536870918]],["^15",[1035,"^4",["^ ","^35","number"],536870918]],["^15",[1035,"^;","~u68a60d89-1379-444f-a319-f28ba2416859",536870918]],["^15",[1036,"^Q","Moral bezeichnet die Gesamtheit von Normen, Grundsätzen und Werten, die das zwischenmenschliche Verhalten in einer Gesellschaft regulieren.\nDiese Konventionen werden von der Gesellschaft als verbindlich und richtig angesehen.",536870918]],["^15",[1036,"^O","^1X",536870918]],["^15",[1036,"^F",1046,536870918]],["^15",[1036,"^X",1011,536870918]],["^15",[1036,"^V",1046,536870918]],["^15",[1036,"^U",868,536870918]],["^15",[1036,"^U",1011,536870918]],["^15",[1036,"^;","~u68a60d89-9a6c-4732-bdea-8aacfae1d89b",536870918]],["^15",[1037,"^Q","## Kinderarbeit\nid:: 689e1722-1ff0-4f7b-823e-1a3b62038d6e",536870918]],["^15",[1037,"^O","^1X",536870918]],["^15",[1037,"^F",1017,536870918]],["^15",[1037,"^X",1011,536870918]],["^15",[1037,"^V",1011,536870918]],["^15",[1037,"^U",1011,536870918]],["^15",[1037,"^?",["^ ","^1;","689e1722-1ff0-4f7b-823e-1a3b62038d6e","^2S",2],536870918]],["^15",[1037,"^J",["^1;"],536870918]],["^15",[1037,"^4",["^ ","^1;","689e1722-1ff0-4f7b-823e-1a3b62038d6e"],536870918]],["^15",[1037,"^;","~u689e1722-1ff0-4f7b-823e-1a3b62038d6e",536870918]],["^15",[1038,"^Q","Kleidung sein lokal und ökologisch hergestellt",536870918]],["^15",[1038,"^O","^1X",536870918]],["^15",[1038,"^F",1055,536870918]],["^15",[1038,"^X",1011,536870918]],["^15",[1038,"^V",1023,536870918]],["^15",[1038,"^U",322,536870918]],["^15",[1038,"^U",1011,536870918]],["^15",[1038,"^;","~u68a60d89-e063-4d43-a549-78fde70edc4d",536870918]],["^15",[1039,"^Q","**Notes:**\nbackground-color:: red",536870918]],["^15",[1039,"^O","^1X",536870918]],["^15",[1039,"^F",1028,536870918]],["^15",[1039,"^X",1011,536870918]],["^15",[1039,"^V",1028,536870918]],["^15",[1039,"^U",1011,536870918]],["^15",[1039,"^?",["^ ","^2X","red"],536870918]],["^15",[1039,"^J",["^2X"],536870918]],["^15",[1039,"^4",["^ ","^2X","red"],536870918]],["^15",[1039,"^;","~u68a60d89-b3cc-4986-9ed2-a078b00511b1",536870918]],["^15",[1040,"^Q","Durch externe, Unabhängigkeit d.h. auch nicht durch das Unternehmen direkt Angestelltes personal, welches Probleme offen anspricht und das Unternehmen mahnt",536870918]],["^15",[1040,"^O","^1X",536870918]],["^15",[1040,"^F",1035,536870918]],["^15",[1040,"^X",1011,536870918]],["^15",[1040,"^V",1035,536870918]],["^15",[1040,"^U",1011,536870918]],["^15",[1040,"^;","~u68a60d89-18cc-477a-bd37-d84a0997002c",536870918]],["^15",[1041,"^Q","> Ist das Verhalten der Unternehmen moralisch richtig?",536870918]],["^15",[1041,"^O","^1X",536870918]],["^15",[1041,"^F",1023,536870918]],["^15",[1041,"^X",1011,536870918]],["^15",[1041,"^V",1037,536870918]],["^15",[1041,"^U",1011,536870918]],["^15",[1041,"^;","~u68a60d89-2812-4703-8129-a66acbbbaf4e",536870918]],["^15",[1042,"^Q","Einige Kunden nehmen das Angebot trotzdem an -> nur niedrige Bezahlung sei das Problem, kaufen Trotzdem",536870918]],["^15",[1042,"^O","^1X",536870918]],["^15",[1042,"^F",1061,536870918]],["^15",[1042,"^X",1011,536870918]],["^15",[1042,"^V",1079,536870918]],["^15",[1042,"^U",322,536870918]],["^15",[1042,"^U",868,536870918]],["^15",[1042,"^U",1011,536870918]],["^15",[1042,"^;","~u68a60d89-af54-48cf-8e49-bddd9be0f9cc",536870918]],["^15",[1043,"^Q","Mittels Schmiergeld wurde versucht Bestechung auszuüben. Das Ethische Prinzipe der fairness wurde verletzt.",536870918]],["^15",[1043,"^O","^1X",536870918]],["^15",[1043,"^F",1045,536870918]],["^15",[1043,"^X",1011,536870918]],["^15",[1043,"^V",1045,536870918]],["^15",[1043,"^U",1011,536870918]],["^15",[1043,"^;","~u68a60d89-a4ce-44da-ab39-d9665e992473",536870918]],["^15",[1044,"^Q","Moralisches Handeln bezieht sich auf die Einhaltung spezifischer gesellschaftlicher Erwartungen und Normen.",536870918]],["^15",[1044,"^O","^1X",536870918]],["^15",[1044,"^F",1058,536870918]],["^15",[1044,"^X",1011,536870918]],["^15",[1044,"^V",1034,536870918]],["^15",[1044,"^U",868,536870918]],["^15",[1044,"^U",1011,536870918]],["^15",[1044,"^;","~u68a60d89-a84d-44e8-8df1-ca819ae32871",536870918]],["^15",[1045,"^Q","logseq.order-list-type:: number\n> Welche ethischen und moralischen Prinzipien wurden in diesem Fall verletzt?",536870918]],["^15",[1045,"^O","^1X",536870918]],["^15",[1045,"^F",1067,536870918]],["^15",[1045,"^X",1011,536870918]],["^15",[1045,"^V",1080,536870918]],["^15",[1045,"^U",1011,536870918]],["^15",[1045,"^?",["^ ","^35","number"],536870918]],["^15",[1045,"^J",["^35"],536870918]],["^15",[1045,"^4",["^ ","^35","number"],536870918]],["^15",[1045,"^;","~u68a60d89-2de9-4fef-8e86-0a200a087cb9",536870918]],["^15",[1046,"^Q","## Moral",536870918]],["^15",[1046,"^O","^1X",536870918]],["^15",[1046,"^F",1078,536870918]],["^15",[1046,"^X",1011,536870918]],["^15",[1046,"^V",1032,536870918]],["^15",[1046,"^U",868,536870918]],["^15",[1046,"^U",1011,536870918]],["^15",[1046,"^?",["^ ","^2S",2],536870918]],["^15",[1046,"^J",[],536870918]],["^15",[1046,"^;","~u68a60d89-d221-49a9-bcc0-8f55dca0b3da",536870918]],["^15",[1047,"^Q","Hauptakteur: Gautam Adani; durch seine Aktionen nimmt das Vertrauen in die Wirtschaft ab, die frage wird aufgeworfen wie oft vergleichbares stattfindend und ob jeder dieser ähnlichen falle aufgeklärt wird.",536870918]],["^15",[1047,"^O","^1X",536870918]],["^15",[1047,"^F",1069,536870918]],["^15",[1047,"^X",1011,536870918]],["^15",[1047,"^V",1069,536870918]],["^15",[1047,"^U",1011,536870918]],["^15",[1047,"^;","~u68a60d89-4738-43ba-b835-0e767aa7753c",536870918]],["^15",[1048,"^Q","",536870918]],["^15",[1048,"^O","^1X",536870918]],["^15",[1048,"^F",1049,536870918]],["^15",[1048,"^X",1011,536870918]],["^15",[1048,"^V",1024,536870918]],["^15",[1048,"^U",868,536870918]],["^15",[1048,"^U",1011,536870918]],["^15",[1048,"^;","~u68a60d89-1a53-4299-bb10-0e92bbc4ec4f",536870918]],["^15",[1049,"^Q","![image.png](../assets/image_1755191174739_0.png)",536870918]],["^15",[1049,"^O","^1X",536870918]],["^15",[1049,"^F",1024,536870918]],["^15",[1049,"^X",1011,536870918]],["^15",[1049,"^V",1024,536870918]],["^15",[1049,"^U",868,536870918]],["^15",[1049,"^U",1011,536870918]],["^15",[1049,"^;","~u68a60d89-cd9b-4a38-b680-94791026331c",536870918]],["^15",[1050,"^Q","Welche Verantwortung tragen Unternehmen in Bezug auf ethische Standards?\nlogseq.order-list-type:: number",536870918]],["^15",[1050,"^O","^1X",536870918]],["^15",[1050,"^F",1021,536870918]],["^15",[1050,"^X",1011,536870918]],["^15",[1050,"^V",1022,536870918]],["^15",[1050,"^U",1011,536870918]],["^15",[1050,"^?",["^ ","^35","number"],536870918]],["^15",[1050,"^J",["^35"],536870918]],["^15",[1050,"^4",["^ ","^35","number"],536870918]],["^15",[1050,"^;","~u68a60d89-4602-4fc5-96f2-554909158b65",536870918]],["^15",[1051,"^Q","## Diskussionspunkte",536870918]],["^15",[1051,"^O","^1X",536870918]],["^15",[1051,"^F",1035,536870918]],["^15",[1051,"^X",1011,536870918]],["^15",[1051,"^V",1080,536870918]],["^15",[1051,"^U",1011,536870918]],["^15",[1051,"^?",["^ ","^2S",2],536870918]],["^15",[1051,"^J",[],536870918]],["^15",[1051,"^;","~u68a60d89-e614-4782-a64f-38de3d6bb4d1",536870918]],["^15",[1052,"^Q","**Betrag der Schmiergelder:** Über 250 Millionen Dollar (236 Millionen Euro)\nlogseq.order-list-type:: number",536870918]],["^15",[1052,"^O","^1X",536870918]],["^15",[1052,"^F",1066,536870918]],["^15",[1052,"^X",1011,536870918]],["^15",[1052,"^V",1080,536870918]],["^15",[1052,"^U",1011,536870918]],["^15",[1052,"^?",["^ ","^35","number"],536870918]],["^15",[1052,"^J",["^35"],536870918]],["^15",[1052,"^4",["^ ","^35","number"],536870918]],["^15",[1052,"^;","~u68a60d89-6e00-40f5-880a-c99f9933e08c",536870918]],["^15",[1053,"^Q","**Ziel der Schmiergelder:** ==Erlangung von Verträgen für Solarenergie-Lieferungen== im Wert von zwei Milliarden Dollar\nlogseq.order-list-type:: number",536870918]],["^15",[1053,"^O","^1X",536870918]],["^15",[1053,"^F",1052,536870918]],["^15",[1053,"^X",1011,536870918]],["^15",[1053,"^V",1080,536870918]],["^15",[1053,"^U",1011,536870918]],["^15",[1053,"^?",["^ ","^35","number"],536870918]],["^15",[1053,"^J",["^35"],536870918]],["^15",[1053,"^4",["^ ","^35","number"],536870918]],["^15",[1053,"^;","~u68a60d89-f079-4d48-8845-33290f8cba23",536870918]],["^15",[1054,"^Q","**Summery**:\nbackground-color:: blue",536870918]],["^15",[1054,"^O","^1X",536870918]],["^15",[1054,"^F",1013,536870918]],["^15",[1054,"^X",1011,536870918]],["^15",[1054,"^V",1028,536870918]],["^15",[1054,"^U",1011,536870918]],["^15",[1054,"^?",["^ ","^2X","blue"],536870918]],["^15",[1054,"^J",["^2X"],536870918]],["^15",[1054,"^4",["^ ","^2X","blue"],536870918]],["^15",[1054,"^;","~u68a60d89-383d-41c7-b5c5-bbedf1a5c97c",536870918]],["^15",[1055,"^Q","Experiment: Kaufen Leute Kleidung wenn sie sehne das Kinder für diese Arbeiten\nid:: 689eff39-42d1-40ab-98ca-d9c8525ab1bb",536870918]],["^15",[1055,"^O","^1X",536870918]],["^15",[1055,"^F",1023,536870918]],["^15",[1055,"^X",1011,536870918]],["^15",[1055,"^V",1023,536870918]],["^15",[1055,"^U",322,536870918]],["^15",[1055,"^U",1011,536870918]],["^15",[1055,"^?",["^ ","^1;","689eff39-42d1-40ab-98ca-d9c8525ab1bb"],536870918]],["^15",[1055,"^J",["^1;"],536870918]],["^15",[1055,"^4",["^ ","^1;","689eff39-42d1-40ab-98ca-d9c8525ab1bb"],536870918]],["^15",[1055,"^;","~u689eff39-42d1-40ab-98ca-d9c8525ab1bb",536870918]],["^15",[1056,"^Q","Was können Einzelpersonen tun, um ethische Praktiken in der Wirtschaft zu fördern?\nlogseq.order-list-type:: number",536870918]],["^15",[1056,"^O","^1X",536870918]],["^15",[1056,"^F",1050,536870918]],["^15",[1056,"^X",1011,536870918]],["^15",[1056,"^V",1022,536870918]],["^15",[1056,"^U",1011,536870918]],["^15",[1056,"^?",["^ ","^35","number"],536870918]],["^15",[1056,"^J",["^35"],536870918]],["^15",[1056,"^4",["^ ","^35","number"],536870918]],["^15",[1056,"^;","~u68a60d89-4777-41f0-92ae-006dcb6b3644",536870918]],["^15",[1057,"^Q","Nein, die Kinder in Niedriglohnland werden quasi zur Arbeit gezwungen um überleben zu können. Niemand sollte fur das bloße recht zu leben Arbeiten müssen.",536870918]],["^15",[1057,"^O","^1X",536870918]],["^15",[1057,"^F",1041,536870918]],["^15",[1057,"^X",1011,536870918]],["^15",[1057,"^V",1041,536870918]],["^15",[1057,"^U",1011,536870918]],["^15",[1057,"^;","~u68a60d89-7073-48bb-a870-46670140e39b",536870918]],["^15",[1058,"^Q","Wirtschaftsethik bietet Prinzipien und Rahmenbedingungen, um ethische Entscheidungen innerhalb eines Unternehmens zu treffen.",536870918]],["^15",[1058,"^O","^1X",536870918]],["^15",[1058,"^F",1034,536870918]],["^15",[1058,"^X",1011,536870918]],["^15",[1058,"^V",1034,536870918]],["^15",[1058,"^U",868,536870918]],["^15",[1058,"^U",1011,536870918]],["^15",[1058,"^;","~u68a60d89-0d33-407a-a837-33b69dc8b2ad",536870918]],["^15",[1059,"^Q","logseq.order-list-type:: number\n> Welche Rolle spielt Transparenz und Unternehmenskultur in solchen Fällen?",536870918]],["^15",[1059,"^O","^1X",536870918]],["^15",[1059,"^F",1069,536870918]],["^15",[1059,"^X",1011,536870918]],["^15",[1059,"^V",1080,536870918]],["^15",[1059,"^U",1011,536870918]],["^15",[1059,"^?",["^ ","^35","number"],536870918]],["^15",[1059,"^J",["^35"],536870918]],["^15",[1059,"^4",["^ ","^35","number"],536870918]],["^15",[1059,"^;","~u68a60d89-fbc1-4862-9432-3dc1bd0caed4",536870918]],["^15",[1060,"^Q","Wie unterscheiden sich Ethik und Moral in diesem Kontext?\nlogseq.order-list-type:: number",536870918]],["^15",[1060,"^O","^1X",536870918]],["^15",[1060,"^F",1056,536870918]],["^15",[1060,"^X",1011,536870918]],["^15",[1060,"^V",1022,536870918]],["^15",[1060,"^U",1011,536870918]],["^15",[1060,"^?",["^ ","^35","number"],536870918]],["^15",[1060,"^J",["^35"],536870918]],["^15",[1060,"^4",["^ ","^35","number"],536870918]],["^15",[1060,"^;","~u68a60d89-28e8-4aa5-b25d-9756ba453d9c",536870918]],["^15",[1061,"^Q","Kunden sprechen von Ausnutzung -> Empörung, kein Kauf",536870918]],["^15",[1061,"^O","^1X",536870918]],["^15",[1061,"^F",1079,536870918]],["^15",[1061,"^X",1011,536870918]],["^15",[1061,"^V",1079,536870918]],["^15",[1061,"^U",322,536870918]],["^15",[1061,"^U",868,536870918]],["^15",[1061,"^U",1011,536870918]],["^15",[1061,"^;","~u68a60d89-a8a5-4b29-bc60-21ab308bb346",536870918]],["^15",[1062,"^Q","{{query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[School/Wir/Ethics/Ethik und Moral]]) (namespace [[School/Wir/Ethics/Ethik und Moral]])))}}\nquery-sort-by:: block\nquery-table:: true\nquery-sort-desc:: true",536870918]],["^15",[1062,"^O","^1X",536870918]],["^15",[1062,"^F",1039,536870918]],["^15",[1062,"^S",1084,536870918]],["^15",[1062,"^X",1011,536870918]],["^15",[1062,"^V",1039,536870918]],["^15",[1062,"^U",1011,536870918]],["^15",[1062,"^?",["^ ","^2U","block","^2V",true,"^2W",true],536870918]],["^15",[1062,"^J",["^2U","^2V","^2W"],536870918]],["^15",[1062,"^4",["^ ","^2U","block","^2V","true","^2W","true"],536870918]],["^15",[1062,"^;","~u68a60d89-401d-478b-b100-87c95646bbe1",536870918]],["^15",[1063,"^Q","",536870918]],["^15",[1063,"^O","^1X",536870918]],["^15",[1063,"^F",1024,536870918]],["^15",[1063,"^X",1011,536870918]],["^15",[1063,"^V",1011,536870918]],["^15",[1063,"^U",1011,536870918]],["^15",[1063,"^;","~u68a60d89-ef12-4309-a48e-a0424a6889c5",536870918]],["^15",[1064,"^Q","",536870918]],["^15",[1064,"^O","^1X",536870918]],["^15",[1064,"^F",1054,536870918]],["^15",[1064,"^X",1011,536870918]],["^15",[1064,"^V",1054,536870918]],["^15",[1064,"^U",1011,536870918]],["^15",[1064,"^;","~u68a60d89-75a6-403e-9798-72c44eb95d26",536870918]],["^15",[1065,"^Q","**Veränderlichkeit:** stabiel bleibend",536870918]],["^15",[1065,"^O","^1X",536870918]],["^15",[1065,"^F",1015,536870918]],["^15",[1065,"^X",1011,536870918]],["^15",[1065,"^V",1078,536870918]],["^15",[1065,"^U",868,536870918]],["^15",[1065,"^U",1011,536870918]],["^15",[1065,"^;","~u68a60d89-e25c-4adb-8a69-e4fef2acd808",536870918]],["^15",[1066,"^Q","**Zeitraum der Vorfälle:** 2020 - 2024\nlogseq.order-list-type:: number",536870918]],["^15",[1066,"^O","^1X",536870918]],["^15",[1066,"^F",1025,536870918]],["^15",[1066,"^X",1011,536870918]],["^15",[1066,"^V",1080,536870918]],["^15",[1066,"^U",1011,536870918]],["^15",[1066,"^?",["^ ","^35","number"],536870918]],["^15",[1066,"^J",["^35"],536870918]],["^15",[1066,"^4",["^ ","^35","number"],536870918]],["^15",[1066,"^;","~u68a60d89-c351-420b-9dc9-60c8296fe713",536870918]],["^15",[1067,"^Q","## Hauptfragen zur Analyse",536870918]],["^15",[1067,"^O","^1X",536870918]],["^15",[1067,"^F",1014,536870918]],["^15",[1067,"^X",1011,536870918]],["^15",[1067,"^V",1080,536870918]],["^15",[1067,"^U",1011,536870918]],["^15",[1067,"^?",["^ ","^2S",2],536870918]],["^15",[1067,"^J",[],536870918]],["^15",[1067,"^;","~u68a60d89-02ef-4d2e-921d-f070673ad654",536870918]],["^15",[1068,"^Q","{{video https://www.youtube.com/watch?v=C7TbmhPL83I}}",536870918]],["^15",[1068,"^O","^1X",536870918]],["^15",[1068,"^F",1037,536870918]],["^15",[1068,"^S",1086,536870918]],["^15",[1068,"^X",1011,536870918]],["^15",[1068,"^V",1037,536870918]],["^15",[1068,"^U",1011,536870918]],["^15",[1068,"^;","~u68a60d89-a19d-4718-aeb2-3e02e9597bdb",536870918]],["^15",[1069,"^Q","logseq.order-list-type:: number\n>Wer sind die Hauptakteure und wie beeinflusst deren Handeln das Vertrauen in die Wirtschaft?",536870918]],["^15",[1069,"^O","^1X",536870918]],["^15",[1069,"^F",1045,536870918]],["^15",[1069,"^X",1011,536870918]],["^15",[1069,"^V",1080,536870918]],["^15",[1069,"^U",1011,536870918]],["^15",[1069,"^?",["^ ","^35","number"],536870918]],["^15",[1069,"^J",["^35"],536870918]],["^15",[1069,"^4",["^ ","^35","number"],536870918]],["^15",[1069,"^;","~u68a60d89-62fe-443b-879f-cb16f84dd937",536870918]],["^15",[1070,"^Q","## Wichtige Fakten",536870918]],["^15",[1070,"^O","^1X",536870918]],["^15",[1070,"^F",1018,536870918]],["^15",[1070,"^X",1011,536870918]],["^15",[1070,"^V",1080,536870918]],["^15",[1070,"^U",1011,536870918]],["^15",[1070,"^?",["^ ","^2S",2],536870918]],["^15",[1070,"^J",[],536870918]],["^15",[1070,"^;","~u68a60d89-1da0-498b-b316-d730d230d097",536870918]],["^15",[1071,"^Q","{{query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/Wir/Ethics/Ethik und Moral]]) (namespace [[School/Wir/Ethics/Ethik und Moral]])))}}",536870918]],["^15",[1071,"^O","^1X",536870918]],["^15",[1071,"^F",1013,536870918]],["^15",[1071,"^S",1085,536870918]],["^15",[1071,"^X",1011,536870918]],["^15",[1071,"^V",1013,536870918]],["^15",[1071,"^U",1011,536870918]],["^15",[1071,"^;","~u68a60d89-19bb-47c9-bc3f-2a307a7d5d8b",536870918]],["^15",[1072,"^Q","Nur durch öffentlich einsehbare Auflagerung der vorgegangen kann sichergestellt werden das Vertrauen in die Wirtschaftlichen Institutionen/ablaufe zurückgewonnenen wird",536870918]],["^15",[1072,"^O","^1X",536870918]],["^15",[1072,"^F",1059,536870918]],["^15",[1072,"^X",1011,536870918]],["^15",[1072,"^V",1059,536870918]],["^15",[1072,"^U",1011,536870918]],["^15",[1072,"^;","~u68a60d89-e6e0-4714-ad38-923ac0682c9c",536870918]],["^15",[1073,"^Q","references::",536870918]],["^15",[1073,"^O","^1X",536870918]],["^15",[1073,"^F",1031,536870918]],["^15",[1073,"^X",1011,536870918]],["^15",[1073,"^V",1011,536870918]],["^15",[1073,"^U",430,536870918]],["^15",[1073,"^U",1011,536870918]],["^15",[1073,"^?",["^ ","^32",""],536870918]],["^15",[1073,"^J",["^32"],536870918]],["^15",[1073,"^4",["^ ","^32",""],536870918]],["^15",[1073,"^H",430,536870918]],["^15",[1073,"^;","~u68a60d89-84ca-48f4-b72a-45d766502dd6",536870918]],["^15",[1074,"^Q","**Funktion:** Wendet Ethische normen an",536870918]],["^15",[1074,"^O","^1X",536870918]],["^15",[1074,"^F",1036,536870918]],["^15",[1074,"^X",1011,536870918]],["^15",[1074,"^V",1046,536870918]],["^15",[1074,"^U",868,536870918]],["^15",[1074,"^U",1011,536870918]],["^15",[1074,"^;","~u68a60d89-dd1d-43da-a7af-9eab719666da",536870918]],["^15",[1075,"^Q","Wie haben die Menschen in dem ((689e1722-1ff0-4f7b-823e-1a3b62038d6e)) Video auf Kinderarbeit reagiert\nlogseq.order-list-type:: number",536870918]],["^15",[1075,"^O","^1X",536870918]],["^15",[1075,"^F",1022,536870918]],["^15",[1075,"^X",1011,536870918]],["^15",[1075,"^V",1022,536870918]],["^15",[1075,"^U",1011,536870918]],["^15",[1075,"^?",["^ ","^35","number"],536870918]],["^15",[1075,"^J",["^35"],536870918]],["^15",[1075,"^4",["^ ","^35","number"],536870918]],["^15",[1075,"^H",1037,536870918]],["^15",[1075,"^;","~u68a60d89-f981-482a-9459-835f8bea47dc",536870918]],["^15",[1076,"^Q","index:: 1001\n\n",536870918]],["^15",[1076,"^O","^1X",536870918]],["^15",[1076,"^2Q",["^2R",[]],536870918]],["^15",[1076,"^F",1011,536870918]],["^15",[1076,"^X",1011,536870918]],["^15",[1076,"^V",1011,536870918]],["^15",[1076,"^U",429,536870918]],["^15",[1076,"^U",1011,536870918]],["^15",[1076,"^:",true,536870918]],["^15",[1076,"^?",["^ ","^20",1001],536870918]],["^15",[1076,"^J",["^20"],536870918]],["^15",[1076,"^4",["^ ","^20","1001"],536870918]],["^15",[1076,"^H",429,536870918]],["^15",[1076,"^;","~u68a60d89-7bc2-4562-b272-9f085a44e02b",536870918]],["^15",[1077,"^Q","Ethik: Unternehmen X führt eine Ethikkommission ein, um Umweltverantwortung und soziale Gerechtigkeit zu schaffen.",536870918]],["^15",[1077,"^O","^1X",536870918]],["^15",[1077,"^F",1058,536870918]],["^15",[1077,"^X",1011,536870918]],["^15",[1077,"^V",1058,536870918]],["^15",[1077,"^U",868,536870918]],["^15",[1077,"^U",1011,536870918]],["^15",[1077,"^;","~u68a60d89-8eb0-40a7-bf23-246f433de710",536870918]],["^15",[1078,"^Q","## Ethik",536870918]],["^15",[1078,"^O","^1X",536870918]],["^15",[1078,"^F",1032,536870918]],["^15",[1078,"^X",1011,536870918]],["^15",[1078,"^V",1032,536870918]],["^15",[1078,"^U",868,536870918]],["^15",[1078,"^U",1011,536870918]],["^15",[1078,"^?",["^ ","^2S",2],536870918]],["^15",[1078,"^J",[],536870918]],["^15",[1078,"^;","~u68a60d89-972a-4c1d-9095-803b566ec5dc",536870918]],["^15",[1079,"^Q","### Kundenreaktion #Slide",536870918]],["^15",[1079,"^O","^1X",536870918]],["^15",[1079,"^F",1038,536870918]],["^15",[1079,"^X",1011,536870918]],["^15",[1079,"^V",1023,536870918]],["^15",[1079,"^U",322,536870918]],["^15",[1079,"^U",868,536870918]],["^15",[1079,"^U",1011,536870918]],["^15",[1079,"^?",["^ ","^2S",3],536870918]],["^15",[1079,"^J",[],536870918]],["^15",[1079,"^H",868,536870918]],["^15",[1079,"^;","~u68a60d89-f60c-4315-a403-6306af158aa3",536870918]],["^15",[1080,"^Q","## Bestechung in der Wirtschaft",536870918]],["^15",[1080,"^O","^1X",536870918]],["^15",[1080,"^F",1022,536870918]],["^15",[1080,"^X",1011,536870918]],["^15",[1080,"^V",1011,536870918]],["^15",[1080,"^U",1011,536870918]],["^15",[1080,"^?",["^ ","^2S",2],536870918]],["^15",[1080,"^J",[],536870918]],["^15",[1080,"^;","~u68a60d89-ac6a-4997-af30-10a54d8d34fb",536870918]],["^15",[1081,"^Q","**Grenzen von Moral und Ethik:** Untersucht die Grenze zwischen dem, was rechtlich erlaubt ist und dem, was ethisch vertretbar ist.\nlogseq.order-list-type:: number",536870918]],["^15",[1081,"^O","^1X",536870918]],["^15",[1081,"^F",1051,536870918]],["^15",[1081,"^X",1011,536870918]],["^15",[1081,"^V",1051,536870918]],["^15",[1081,"^U",1011,536870918]],["^15",[1081,"^?",["^ ","^35","number"],536870918]],["^15",[1081,"^J",["^35"],536870918]],["^15",[1081,"^4",["^ ","^35","number"],536870918]],["^15",[1081,"^;","~u68a60d89-4a28-4f20-9ed5-84f315b27bcf",536870918]],["^15",[1082,"^Q","Moral: Unternehmen Y passt seine Geschäftspraktiken an lokale moralische Vorstellungen an und sorgt für gerechte Löhne.",536870918]],["^15",[1082,"^O","^1X",536870918]],["^15",[1082,"^F",1044,536870918]],["^15",[1082,"^X",1011,536870918]],["^15",[1082,"^V",1044,536870918]],["^15",[1082,"^U",868,536870918]],["^15",[1082,"^U",1011,536870918]],["^15",[1082,"^;","~u68a60d89-e131-4c87-8b37-844456c94d72",536870918]],["^15",[1083,"^Q","**Funktion:** Ethik analysiert moralische Normen",536870918]],["^15",[1083,"^O","^1X",536870918]],["^15",[1083,"^F",1030,536870918]],["^15",[1083,"^X",1011,536870918]],["^15",[1083,"^V",1078,536870918]],["^15",[1083,"^U",868,536870918]],["^15",[1083,"^U",1011,536870918]],["^15",[1083,"^;","~u68a60d89-a224-48cf-b8d1-c7cda61d4eeb",536870918]],["^15",[1084,"^?",["^ ","^2Y","query","^2Z",["(and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[School/Wir/Ethics/Ethik und Moral]]) (namespace [[School/Wir/Ethics/Ethik und 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**Notes:**\n\t background-color:: red\n\t\t- {{query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[School/Wir/Ethics/Kapitalismus Tagcloud]]) (namespace [[School/Wir/Ethics/Kapitalismus Tagcloud]])))}}\n\t\t query-sort-by:: block\n\t\t query-table:: true\n\t\t query-sort-desc:: true\n\t- **Slides:**\n\t background-color:: green\n\t\t- {{query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/Wir/Ethics/Kapitalismus Tagcloud]]) (namespace [[School/Wir/Ethics/Kapitalismus Tagcloud]])))}}\n\t- **Summery**:\n\t background-color:: blue\n\t\t-\n- ---\n-\n- ### #Note Wordlist\n\t- Ausbeutung\n\t- Wettbewerb\n\t- Konkurrenz\n\t- Effizient\n\t- Wachstum\n\t- Wirtschaftskriese\n\t- Volatilität\n\t- Klassenkampf\n\t- Unterdrückung\n\t- Märkte\n\t- Wertpapiere\n\t- Neoliberalismus\n\t- Klimawandel\n\t- Krieg\n\t- Entfremdung\n\t- Faschismus\n\t- Ungerechtigkeit\n\t- Überreichtum\n\t- Manipulation\n\t- Hyper-Individualismus\n\t- Undemokratisch\n\t- Geseltschaftsspaltend\n\t- Egoistisch\n\t- Unsolidarisch\n- ![wordcloud_kapitalismus.png](../assets/wordcloud_kapitalismus_1755256171968_0.png)\n-",536870918]],["^15",[1087,"^17",1755712905242,536870918]],["^15",[1087,"^Z","pages/School___Wir___Ethics___Kapitalismus Tagcloud.md",536870918]],["^15",[1088,"^K",1755712905242,536870918]],["^15",[1088,"^[",1087,536870918]],["^15",[1088,"^@",false,536870918]],["^15",[1088,"^Y","school/wir/ethics/kapitalismus tagcloud",536870918]],["^15",[1088,"^A",850,536870918]],["^15",[1088,"^11","School/Wir/Ethics/Kapitalismus Tagcloud",536870918]],["^15",[1088,"^?",["^ ","^20",1],536870918]],["^15",[1088,"^4",["^ ","^20","1"],536870918]],["^15",[1088,"^B",1755712905242,536870918]],["^15",[1088,"^;","~u68a60d89-e77e-4c51-aea8-bdbde7c7cc80",536870918]],["^15",[1089,"^Q","## Meta",536870918]],["^15",[1089,"^O","^1X",536870918]],["^15",[1089,"^F",1128,536870918]],["^15",[1089,"^X",1088,536870918]],["^15",[1089,"^V",1088,536870918]],["^15",[1089,"^U",1088,536870918]],["^15",[1089,"^?",["^ 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---\n-",536870918]],["^15",[1131,"^17",1755712905249,536870918]],["^15",[1131,"^Z","pages/Server.md",536870918]],["^15",[1132,"^K",1755712905355,536870918]],["^15",[1132,"^[",1131,536870918]],["^15",[1132,"^O","^1X",536870918]],["^15",[1132,"^@",false,536870918]],["^15",[1132,"^Y","server",536870918]],["^15",[1132,"^11","Server",536870918]],["^15",[1132,"^B",1755712905355,536870918]],["^15",[1132,"^;","~u68a60d89-d7e7-4ca5-9439-82436e10d7ef",536870918]],["^15",[1133,"^Q","**Makers:**\nbackground-color:: yellow",536870918]],["^15",[1133,"^O","^1X",536870918]],["^15",[1133,"^F",1142,536870918]],["^15",[1133,"^X",1132,536870918]],["^15",[1133,"^V",1138,536870918]],["^15",[1133,"^U",1132,536870918]],["^15",[1133,"^?",["^ ","^2X","yellow"],536870918]],["^15",[1133,"^J",["^2X"],536870918]],["^15",[1133,"^4",["^ ","^2X","yellow"],536870918]],["^15",[1133,"^;","~u68a60d89-9761-42d5-8ad6-9a9ce03a19f1",536870918]],["^15",[1134,"^Q","#+BEGIN_QUERY\n{\n :title \"Notices:\"\n :query (and (or 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blue\n\t\t-\n- ---\n- Components #Note\n\t- ### APP config:\n\t\t- deployed in OVM or TrueNAS\n\t\t- listening port, addresses\n\t\t- list of self managed shars\n\t\t- ovm or TrueNAs\n\t\t- #+BEGIN_NOTE\n\t\t `/etc/auto-disc-decrypt/server-config`\n\t\t #+END_NOTE\n\t- ### Service config (can be encrypted):\n\t\t- _Listen to request value is filename_\n\t\t- Access key hash <>\n\t\t- Require user consent?\n\t\t- Executing action:\n\t\t id:: 6873af67-adfe-4a48-8e55-6fb7c440d17b\n\t\t\t- HTTP\n\t\t\t\t- Methode, Body, URL (+PORT)\n\t\t\t- SSH\n\t\t\t\t- Target, cmd to exec\n\t\t- On failiure\n\t\t- #+BEGIN_NOTE\n\t\t `/etc/auto-disc-decrypt/server/*`\n\t\t #+END_NOTE\n\t- ### On boot:\n\t\t- Load APP config\n\t\t- check if service config is encrypted\n\t\t\t- YES: Notify user to enter passkey to enable services\n\t\t\t- NO: continue\n\t\t- Check if any managed still encrypted shares are found\n\t\t\t- try to decrypt\n\t\t\t- request must be answered wit decryption request token\n\t- ### Operation chart\n\t\t- Serving:\n\t\t\t- POST: `/request/?trigger_key=` -> request server to start action specified in config\n\t\t\t id:: 6873a504-82a8-420f-9bed-e1cac8ca92c0\n\t\t\t- POST: `/consent/` -> Request User to consent that action is taken\n\t\t\t id:: 6873a896-aa1c-4f46-9ada-b603c28246ea\n\t\t\t\t- GET to same path should include additional information and field to enter token\n\t\t\t\t id:: 6873ac47-5461-4286-a649-4ae5c5d96326\n\t\t- Managing:\n\t\t\t- Retry encryption of own shares every `` minute\n\t\t- {{embed [[autodecryptoperation]]}}\n\t- Encryptions:\n\t\t- https://docs.rs/blake3/1.8.2/blake3/\n\t\t- https://docs.rs/chacha20poly1305/latest/chacha20poly1305/index.html\n\t\t-",536870918]],["^15",[1146,"^17",1755712905260,536870918]],["^15",[1146,"^Z","pages/Server___AutoDiscDecrypt.md",536870918]],["^15",[1147,"^K",1755712905260,536870918]],["^15",[1147,"^[",1146,536870918]],["^15",[1147,"^@",false,536870918]],["^15",[1147,"^Y","server/autodiscdecrypt",536870918]],["^15",[1147,"^A",1132,536870918]],["^15",[1147,"^11","Server/AutoDiscDecrypt",536870918]],["^15",[1147,"^B",1755712905260,536870918]],["^15",[1147,"^;","~u68a60d89-af44-4886-90a8-16b2346996fc",536870918]],["^15",[1148,"^Q","## Meta",536870918]],["^15",[1148,"^O","^1X",536870918]],["^15",[1148,"^F",1147,536870918]],["^15",[1148,"^X",1147,536870918]],["^15",[1148,"^V",1147,536870918]],["^15",[1148,"^U",1147,536870918]],["^15",[1148,"^?",["^ ","^2S",2],536870918]],["^15",[1148,"^J",[],536870918]],["^15",[1148,"^;","~u68a60d89-e9f9-4b40-abbc-5d13b4a941aa",536870918]],["^15",[1149,"^Q","deployed in OVM or 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Tags:",536870918]],["^15",[1168,"^O","^1X",536870918]],["^15",[1168,"^F",1148,536870918]],["^15",[1168,"^X",1147,536870918]],["^15",[1168,"^V",1148,536870918]],["^15",[1168,"^U",1147,536870918]],["^15",[1168,"^;","~u68a60d89-8891-4da6-b640-6e7f837d35d8",536870918]],["^15",[1169,"^Q","**Notes:**\nbackground-color:: red",536870918]],["^15",[1169,"^O","^1X",536870918]],["^15",[1169,"^F",1151,536870918]],["^15",[1169,"^X",1147,536870918]],["^15",[1169,"^V",1148,536870918]],["^15",[1169,"^U",1147,536870918]],["^15",[1169,"^?",["^ ","^2X","red"],536870918]],["^15",[1169,"^J",["^2X"],536870918]],["^15",[1169,"^4",["^ ","^2X","red"],536870918]],["^15",[1169,"^;","~u68a60d89-da12-4487-aeb5-cffd2f591d68",536870918]],["^15",[1170,"^Q","**Slides:**\nbackground-color:: green",536870918]],["^15",[1170,"^O","^1X",536870918]],["^15",[1170,"^F",1169,536870918]],["^15",[1170,"^X",1147,536870918]],["^15",[1170,"^V",1148,536870918]],["^15",[1170,"^U",1147,536870918]],["^15",[1170,"^?",["^ ","^2X","green"],536870918]],["^15",[1170,"^J",["^2X"],536870918]],["^15",[1170,"^4",["^ ","^2X","green"],536870918]],["^15",[1170,"^;","~u68a60d89-6095-4ff9-a0d9-5b0e08716ca1",536870918]],["^15",[1171,"^Q","GET to same path should include additional information and field to enter token\nid:: 6873ac47-5461-4286-a649-4ae5c5d96326",536870918]],["^15",[1171,"^O","^1X",536870918]],["^15",[1171,"^F",44,536870918]],["^15",[1171,"^X",1147,536870918]],["^15",[1171,"^V",44,536870918]],["^15",[1171,"^U",322,536870918]],["^15",[1171,"^U",1147,536870918]],["^15",[1171,"^?",["^ ","^1;","6873ac47-5461-4286-a649-4ae5c5d96326"],536870918]],["^15",[1171,"^J",["^1;"],536870918]],["^15",[1171,"^4",["^ ","^1;","6873ac47-5461-4286-a649-4ae5c5d96326"],536870918]],["^15",[1171,"^;","~u6873ac47-5461-4286-a649-4ae5c5d96326",536870918]],["^15",[1172,"^Q","### Operation 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services",536870918]],["^15",[1174,"^O","^1X",536870918]],["^15",[1174,"^F",1163,536870918]],["^15",[1174,"^X",1147,536870918]],["^15",[1174,"^V",1163,536870918]],["^15",[1174,"^U",322,536870918]],["^15",[1174,"^U",1147,536870918]],["^15",[1174,"^;","~u68a60d89-d9fc-4639-8f5f-d75f8c5ea0a5",536870918]],["^15",[1175,"^Q","{{query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[AutoDiscDecrypt]]) (namespace [[AutoDiscDecrypt]])))}}",536870918]],["^15",[1175,"^O","^1X",536870918]],["^15",[1175,"^F",1170,536870918]],["^15",[1175,"^S",1196,536870918]],["^15",[1175,"^X",1147,536870918]],["^15",[1175,"^V",1170,536870918]],["^15",[1175,"^U",1147,536870918]],["^15",[1175,"^;","~u68a60d89-4976-42b6-b2dd-16ea8a12b9fc",536870918]],["^15",[1176,"^Q","Check if any managed still encrypted shares are found",536870918]],["^15",[1176,"^O","^1X",536870918]],["^15",[1176,"^F",1163,536870918]],["^15",[1176,"^X",1147,536870918]],["^15",[1176,"^V",1158,536870918]],["^15",[1176,"^U",322,536870918]],["^15",[1176,"^U",1147,536870918]],["^15",[1176,"^;","~u68a60d89-aeb4-43e8-b3a2-1843975c7fc5",536870918]],["^15",[1177,"^Q","#+BEGIN_NOTE\n`/etc/auto-disc-decrypt/server-config`\n#+END_NOTE",536870918]],["^15",[1177,"^O","^1X",536870918]],["^15",[1177,"^F",1157,536870918]],["^15",[1177,"^X",1147,536870918]],["^15",[1177,"^V",1160,536870918]],["^15",[1177,"^U",322,536870918]],["^15",[1177,"^U",1147,536870918]],["^15",[1177,"^;","~u68a60d89-65d0-4d66-a9d0-470b0f9d6a6e",536870918]],["^15",[1178,"^Q","{{embed 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consent?",536870918]],["^15",[1180,"^O","^1X",536870918]],["^15",[1180,"^F",1159,536870918]],["^15",[1180,"^X",1147,536870918]],["^15",[1180,"^V",1191,536870918]],["^15",[1180,"^U",322,536870918]],["^15",[1180,"^U",1147,536870918]],["^15",[1180,"^;","~u68a60d89-9c02-4cc6-86b8-da8b23d341b2",536870918]],["^15",[1181,"^Q","POST: `/request/?trigger_key=` -> request server to start action specified in config\nid:: 6873a504-82a8-420f-9bed-e1cac8ca92c0",536870918]],["^15",[1181,"^O","^1X",536870918]],["^15",[1181,"^F",1187,536870918]],["^15",[1181,"^X",1147,536870918]],["^15",[1181,"^V",1187,536870918]],["^15",[1181,"^U",322,536870918]],["^15",[1181,"^U",1147,536870918]],["^15",[1181,"^?",["^ ","^1;","6873a504-82a8-420f-9bed-e1cac8ca92c0"],536870918]],["^15",[1181,"^J",["^1;"],536870918]],["^15",[1181,"^4",["^ 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(+PORT)",536870918]],["^15",[1184,"^O","^1X",536870918]],["^15",[1184,"^F",1173,536870918]],["^15",[1184,"^X",1147,536870918]],["^15",[1184,"^V",1173,536870918]],["^15",[1184,"^U",322,536870918]],["^15",[1184,"^U",1147,536870918]],["^15",[1184,"^;","~u68a60d89-cb9c-4451-850d-d51c3bab8f78",536870918]],["^15",[1185,"^Q","#+BEGIN_NOTE\n`/etc/auto-disc-decrypt/server/*`\n#+END_NOTE",536870918]],["^15",[1185,"^O","^1X",536870918]],["^15",[1185,"^F",1150,536870918]],["^15",[1185,"^X",1147,536870918]],["^15",[1185,"^V",1191,536870918]],["^15",[1185,"^U",322,536870918]],["^15",[1185,"^U",1147,536870918]],["^15",[1185,"^;","~u68a60d89-6e4b-431a-bd3a-acbd99b3e5f5",536870918]],["^15",[1186,"^Q","try to decrypt",536870918]],["^15",[1186,"^O","^1X",536870918]],["^15",[1186,"^F",1176,536870918]],["^15",[1186,"^X",1147,536870918]],["^15",[1186,"^V",1176,536870918]],["^15",[1186,"^U",322,536870918]],["^15",[1186,"^U",1147,536870918]],["^15",[1186,"^;","~u68a60d89-cb1a-403b-a6c5-0b503c959e43",536870918]],["^15",[1187,"^Q","Serving:",536870918]],["^15",[1187,"^O","^1X",536870918]],["^15",[1187,"^F",1172,536870918]],["^15",[1187,"^X",1147,536870918]],["^15",[1187,"^V",1172,536870918]],["^15",[1187,"^U",322,536870918]],["^15",[1187,"^U",1147,536870918]],["^15",[1187,"^;","~u68a60d89-b034-40d5-8242-ea553a2fe161",536870918]],["^15",[1188,"^Q","_Listen to request value is filename_",536870918]],["^15",[1188,"^O","^1X",536870918]],["^15",[1188,"^F",1191,536870918]],["^15",[1188,"^X",1147,536870918]],["^15",[1188,"^V",1191,536870918]],["^15",[1188,"^U",322,536870918]],["^15",[1188,"^U",1147,536870918]],["^15",[1188,"^;","~u68a60d89-2cb9-4877-8165-ae3ceb39ebdf",536870918]],["^15",[1189,"^Q","Target, cmd to exec",536870918]],["^15",[1189,"^O","^1X",536870918]],["^15",[1189,"^F",1182,536870918]],["^15",[1189,"^X",1147,536870918]],["^15",[1189,"^V",1182,536870918]],["^15",[1189,"^U",322,536870918]],["^15",[1189,"^U",1147,536870918]],["^15",[1189,"^;","~u68a60d89-4ad4-445b-81fb-ab27ac207ba5",536870918]],["^15",[1190,"^Q","listening port, addresses",536870918]],["^15",[1190,"^O","^1X",536870918]],["^15",[1190,"^F",1149,536870918]],["^15",[1190,"^X",1147,536870918]],["^15",[1190,"^V",1160,536870918]],["^15",[1190,"^U",322,536870918]],["^15",[1190,"^U",1147,536870918]],["^15",[1190,"^;","~u68a60d89-bdae-4285-a063-ede7855e8ee1",536870918]],["^15",[1191,"^Q","### Service config (can be encrypted):",536870918]],["^15",[1191,"^O","^1X",536870918]],["^15",[1191,"^F",1160,536870918]],["^15",[1191,"^X",1147,536870918]],["^15",[1191,"^V",1179,536870918]],["^15",[1191,"^U",322,536870918]],["^15",[1191,"^U",1147,536870918]],["^15",[1191,"^?",["^ ","^2S",3],536870918]],["^15",[1191,"^J",[],536870918]],["^15",[1191,"^;","~u68a60d89-b0b5-4800-8489-aad9473c5a30",536870918]],["^15",[1192,"^Q","",536870918]],["^15",[1192,"^O","^1X",536870918]],["^15",[1192,"^F",1162,536870918]],["^15",[1192,"^X",1147,536870918]],["^15",[1192,"^V",1167,536870918]],["^15",[1192,"^U",322,536870918]],["^15",[1192,"^U",1147,536870918]],["^15",[1192,"^;","~u68a60d89-fe45-46a8-bb0d-392d433ded5b",536870918]],["^15",[1193,"^Q","**Summery**:\nbackground-color:: blue",536870918]],["^15",[1193,"^O","^1X",536870918]],["^15",[1193,"^F",1170,536870918]],["^15",[1193,"^X",1147,536870918]],["^15",[1193,"^V",1148,536870918]],["^15",[1193,"^U",1147,536870918]],["^15",[1193,"^?",["^ ","^2X","blue"],536870918]],["^15",[1193,"^J",["^2X"],536870918]],["^15",[1193,"^4",["^ ","^2X","blue"],536870918]],["^15",[1193,"^;","~u68a60d89-662c-41b6-9891-494405811afe",536870918]],["^15",[1194,"^Q","Executing action:\nid:: 6873af67-adfe-4a48-8e55-6fb7c440d17b",536870918]],["^15",[1194,"^O","^1X",536870918]],["^15",[1194,"^F",1180,536870918]],["^15",[1194,"^X",1147,536870918]],["^15",[1194,"^V",1191,536870918]],["^15",[1194,"^U",322,536870918]],["^15",[1194,"^U",1147,536870918]],["^15",[1194,"^?",["^ ","^1;","6873af67-adfe-4a48-8e55-6fb7c440d17b"],536870918]],["^15",[1194,"^J",["^1;"],536870918]],["^15",[1194,"^4",["^ ","^1;","6873af67-adfe-4a48-8e55-6fb7c440d17b"],536870918]],["^15",[1194,"^;","~u6873af67-adfe-4a48-8e55-6fb7c440d17b",536870918]],["^15",[1195,"^?",["^ ","^2Y","query","^2Z",["(and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[AutoDiscDecrypt]]) (namespace [[AutoDiscDecrypt]])))"]],536870918]],["^15",[1195,"^W","macro",536870918]],["^15",[1195,"^T","query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[AutoDiscDecrypt]]) (namespace [[AutoDiscDecrypt]])))",536870918]],["^15",[1196,"^?",["^ ","^2Y","query","^2Z",["(and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[AutoDiscDecrypt]]) (namespace [[AutoDiscDecrypt]])))"]],536870918]],["^15",[1196,"^W","macro",536870918]],["^15",[1196,"^T","query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[AutoDiscDecrypt]]) (namespace [[AutoDiscDecrypt]])))",536870918]],["^15",[1197,"^?",["^ ","^2Y","embed","^2Z",["[[autodecryptoperation]]"]],536870918]],["^15",[1197,"^W","macro",536870918]],["^15",[1197,"^T","embed [[autodecryptoperation]]",536870918]],["^15",[1198,"^3","## Meta\n\t- Additional Tags: #Nextcloud #Onlyoffice\n\t- Additional References:\n\t- **Notes:**\n\t background-color:: red\n\t\t- {{query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[Server/Nextcloud Notes]]) (namespace [[Server/Nextcloud Notes]])))}}\n\t\t query-sort-by:: block\n\t\t query-table:: true\n\t\t query-sort-desc:: false\n\t- **Slides:**\n\t background-color:: green\n\t\t- {{query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[Server/Nextcloud Notes]]) (namespace [[Server/Nextcloud Notes]])))}}\n\t- **Summery**:\n\t background-color:: blue\n\t\t-\n- ---\n-\n- #### President data in NSF\n\t- On crash a explicit restart on Server side of the Service may be required\n\t- ### OnlyOffice hide welcome Page\n\t\t- in /etc/nginx/includes/ds-docservice.conf rem out the first line then add:\n\t\t- ```\n\t\t #rewrite ^/$ $the_scheme://$the_host/welcome/ redirect; \n\t\t rewrite ^/welcome $the_scheme://$the_host redirect;\n\t\t location = / { return 404; }\n\t\t ```\n\t\t- You get a \" 404 Not Found\". Editing docs from onlyoffice still works. This change will survive updates if you keep the same ds-docservice.conf. I don’t use docker but this file is never touched during “apt” upgrades.\n\t\t\t- https://forum.onlyoffice.com/t/hide-deactivate-welcome-page/566/4\n- ### Recognizer: php --define memory_limit=2048M\n\t- To set memory allowed memory size\n- ### Crontabs\n\t- use sudo crontab -e --> System host crontab to regularly run jobs\n\t- /5 \\* \\* \\* \\* docker exec -u www-data nextcloud-app-1 php --define memory_limit=2048M /var/www/html/cron.php\n\t\t- https://help.nextcloud.com/t/nextcloud-docker-container-best-way-to-run-cron-job/157734/3\n- ### Domains as Iframes\n ![](https://nextcloud.urmel.duckdns.org/apps/text/image?documentId=2852&sessionId=895&sessionToken=vbMVkIDUFi94FiL%2B2N5umrWqoB5nFNEI1al4rvKqSGbn0LP2kFrrt%2BaZ6OsTUYaY&imageFileName=image.png){:height 1032, :width 776}\n- ### Installing ffmpeg for Video Preview\n\t- apt update && apt -y install ffmpeg\n\t- from https://help.nextcloud.com/t/nextcloud-docker-compose-with-ffmpeg-example/143964/2###\n- ### Custom CSS\n \n ```scss\n @use 'sass:color';\n /* Latte Theme */\n $latte-rosewater: rgb(220, 138, 120);\n $latte-flamingo: rgb(221, 120, 120);\n $latte-pink: rgb(234, 118, 203);\n $latte-mauve: rgb(136, 57, 239);\n $latte-red: rgb(210, 15, 57);\n $latte-maroon: rgb(230, 69, 83);\n $latte-peach: rgb(254, 100, 11);\n $latte-yellow: rgb(223, 142, 29);\n $latte-green: rgb(64, 160, 43);\n $latte-teal: rgb(23, 146, 153);\n $latte-sky: rgb(4, 165, 229);\n $latte-sapphire: rgb(32, 159, 181);\n $latte-blue: rgb(30, 102, 245);\n $latte-lavender: rgb(114, 135, 253);\n $latte-text: rgb(76, 79, 105);\n $latte-subtext1: rgb(92, 95, 119);\n $latte-subtext0: rgb(108, 111, 133);\n $latte-overlay2: rgb(124, 127, 147);\n $latte-overlay1: rgb(140, 143, 161);\n $latte-overlay0: rgb(156, 160, 176);\n $latte-surface2: rgb(172, 176, 190);\n $latte-surface1: rgb(188, 192, 204);\n $latte-surface0: rgb(204, 208, 218);\n $latte-base: rgb(239, 241, 245);\n $latte-mantle: rgb(230, 233, 239);\n $latte-crust: rgb(220, 224, 232);\n \n /* Frappe Theme */\n $frappe-rosewater: rgb(242, 213, 207); \n $frappe-flamingo: rgb(238, 190, 190);\n $frappe-pink: rgb(244, 184, 228);\n $frappe-mauve: rgb(202, 158, 230);\n $frappe-red: rgb(231, 130, 132);\n $frappe-maroon: rgb(234, 153, 156);\n $frappe-peach: rgb(239, 159, 118);\n $frappe-yellow: rgb(229, 200, 144);\n $frappe-green: rgb(166, 209, 137);\n $frappe-teal: rgb(129, 200, 190);\n $frappe-sky: rgb(153, 209, 219);\n $frappe-sapphire: rgb(133, 193, 220);\n $frappe-blue: rgb(140, 170, 238);\n $frappe-lavender: rgb(186, 187, 241);\n $frappe-text: rgb(198, 208, 245);\n $frappe-subtext1: rgb(181, 191, 226);\n $frappe-subtext0: rgb(165, 173, 206);\n $frappe-overlay2: rgb(148, 156, 187);\n $frappe-overlay1: rgb(131, 139, 167);\n $frappe-overlay0: rgb(115, 121, 148);\n $frappe-surface2: rgb(98, 104, 128);\n $frappe-surface1: rgb(81, 87, 109);\n $frappe-surface0: rgb(65, 69, 89);\n $frappe-base: rgb(48, 52, 70);\n $frappe-mantle: rgb(41, 44, 60);\n $frappe-crust: rgb(35, 38, 52);\n \n /* Macchiato Theme */\n $macchiato-rosewater: rgb(244, 219, 214);\n $macchiato-flamingo: rgb(240, 198, 198);\n $macchiato-pink: rgb(245, 189, 230);\n $macchiato-mauve: rgb(198, 160, 246);\n $macchiato-red: rgb(237, 135, 150);\n $macchiato-maroon: rgb(238, 153, 160);\n $macchiato-peach: rgb(245, 169, 127);\n $macchiato-yellow: rgb(238, 212, 159);\n $macchiato-green: rgb(166, 218, 149);\n $macchiato-teal: rgb(139, 213, 202);\n $macchiato-sky: rgb(145, 215, 227);\n $macchiato-sapphire: rgb(125, 196, 228);\n $macchiato-blue: rgb(138, 173, 244);\n $macchiato-lavender: rgb(183, 189, 248);\n $macchiato-text: rgb(202, 211, 245);\n $macchiato-subtext1: rgb(184, 192, 224);\n $macchiato-subtext0: rgb(165, 173, 203);\n $macchiato-overlay2: rgb(147, 154, 183);\n $macchiato-overlay1: rgb(128, 135, 162);\n $macchiato-overlay0: rgb(110, 115, 141);\n $macchiato-surface2: rgb(91, 96, 120);\n $macchiato-surface1: rgb(73, 77, 100);\n $macchiato-surface0: rgb(54, 58, 79);\n $macchiato-base: rgb(36, 39, 58);\n $macchiato-mantle: rgb(30, 32, 48);\n $macchiato-crust: rgb(24, 25, 38);\n \n /* Mocha Theme */\n $mocha-rosewater: rgb(245, 224, 220);\n $mocha-flamingo: rgb(242, 205, 205);\n $mocha-pink: rgb(245, 194, 231);\n $mocha-mauve: rgb(203, 166, 247);\n $mocha-red: rgb(243, 139, 168);\n $mocha-maroon: rgb(235, 160, 172);\n $mocha-peach: rgb(250, 179, 135);\n $mocha-yellow: rgb(249, 226, 175);\n $mocha-green: rgb(166, 227, 161);\n $mocha-teal: rgb(148, 226, 213);\n $mocha-sky: rgb(137, 220, 235);\n $mocha-sapphire: rgb(116, 199, 236);\n $mocha-blue: rgb(137, 180, 250);\n $mocha-lavender: rgb(180, 190, 254);\n $mocha-text: rgb(205, 214, 244);\n $mocha-subtext1: rgb(186, 194, 222);\n $mocha-subtext0: rgb(166, 173, 200);\n $mocha-overlay2: rgb(147, 153, 178);\n $mocha-overlay1: rgb(127, 132, 156);\n $mocha-overlay0: rgb(108, 112, 134);\n $mocha-surface2: rgb(88, 91, 112);\n $mocha-surface1: rgb(69, 71, 90);\n $mocha-surface0: rgb(49, 50, 68);\n $mocha-base: rgb(30, 30, 46);\n $mocha-mantle: rgb(24, 24, 37);\n $mocha-crust: rgb(17, 17, 27);\n \n \n [data-theme-light] {\n //+0.05,\n --color-main-background: #{rgba($latte-base, 0.93)} ;\n --color-main-background-rgb: #{$latte-base};\n --color-main-background-translucent: #{rgba($latte-base, .97)};\n --color-main-background-blur: #{rgba($latte-base, .8)};\n --filter-background-blur: #{blur(25px)};\n --gradient-main-background: var(--color-main-background) 0%, var(--color-main-background-translucent) 85%, transparent 100%;\n --color-background-hover: #{$latte-surface1};\n --color-background-dark: #{color.scale($latte-surface0, $lightness: 5%)};\n --color-background-darker: #{$latte-surface0};\n --color-placeholder-light: #{color.scale($latte-surface2, $lightness: 5%)};\n --color-placeholder-dark: #{$latte-surface2};\n --color-main-text: #{$latte-text};\n --color-text-maxcontrast: #{$latte-subtext1};\n --color-text-maxcontrast-default: #{color.scale($latte-subtext0, $lightness: 5%)};\n --color-text-maxcontrast-background-blur: #{$latte-subtext0};\n --color-text-light: #{var(--color-main-text)};\n --color-text-lighter: #{var(--color-text-maxcontrast)};\n --color-scrollbar: #{$latte-mauve};\n --color-error: #{$latte-red};\n --color-error-rgb: #{$latte-red};\n --color-error-hover: #{color.scale($latte-red, $lightness: 5%)};\n --color-error-text: #{color.scale($latte-red, $lightness: -10%)};\n --color-warning: #{$latte-peach};\n --color-warning-rgb: #{$latte-peach};\n --color-warning-hover: #{color.scale($latte-peach, $lightness: 5%)};\n --color-warning-text: #{color.scale($latte-peach, $lightness: -10%)};\n --color-success: #{$latte-green};\n --color-success-rgb: #{$latte-green};\n --color-success-hover: #{color.scale($latte-green, $lightness: 5%)};\n --color-success-text: #{color.scale($latte-green, $lightness: -10%)};\n --color-info: #{$latte-blue};\n --color-info-rgb: #{$latte-blue};\n --color-info-hover: #{color.scale($latte-blue, $lightness: 5%)};\n --color-info-text: #{color.scale($latte-blue, $lightness: -10%)};\n --color-loading-light: #{$latte-overlay0};\n --color-loading-dark: #{$latte-subtext1};\n --color-box-shadow-rgb: #{color.scale($latte-crust, $lightness: 10%)};\n --color-box-shadow: #{color.scale($latte-crust, $lightness: 15%)};\n --color-border: #{$latte-crust};\n --color-border-dark: #{color.scale($latte-crust, $lightness: 5%)};\n --color-border-maxcontrast: #{color.scale($latte-crust, $lightness: -10%)};\n \n \n --color-primary: #{$latte-maroon};\n --color-primary-default: #{$latte-maroon};\n --color-primary-text: #{$latte-crust};\n --color-primary-hover: #{color.scale($latte-maroon, $lightness: -5%)};\n \n --color-primary-light: #{$latte-green};\n --color-primary-light-text: #{$latte-crust};\n --color-primary-light-hover: #{color.scale($latte-green, $lightness: -5%)};\n \n --color-primary-element: #{$latte-maroon};\n --color-primary-element-hover: #{color.scale($latte-maroon, $lightness: -5%)};\n --color-primary-element-text: #{$latte-crust};\n --color-primary-element-text-dark: #{$latte-mantle};\n \n --color-primary-element-light: #{$latte-blue};\n --color-primary-element-light-hover: #{color.scale($latte-blue, $lightness: -5%)};\n --color-primary-element-light-text: #{$latte-crust};\n --gradient-primary-background: linear-gradient(40deg, var(--color-primary) 0%, var(--color-primary-hover) 100%);\n \n //Unchanged\n --font-face: system-ui, -apple-system, \"Segoe UI\", Roboto, Oxygen-Sans, Cantarell, Ubuntu, \"Helvetica Neue\", \"Noto Sans\", \"Liberation Sans\", Arial, sans-serif, \"Apple Color Emoji\", \"Segoe UI Emoji\", \"Segoe UI Symbol\", \"Noto Color Emoji\";\n --default-font-size: 15px;\n --animation-quick: 100ms;\n --animation-slow: 300ms;\n --border-radius: 3px;\n --border-radius-large: 10px;\n --border-radius-rounded: 28px;\n --border-radius-pill: 100px;\n --default-clickable-area: 44px;\n --default-line-height: 24px;\n --default-grid-baseline: 4px;\n --header-height: 50px;\n --navigation-width: 300px;\n --sidebar-min-width: 300px;\n --sidebar-max-width: 500px;\n --list-min-width: 200px;\n --list-max-width: 300px;\n --header-menu-item-height: 44px;\n --header-menu-profile-item-height: 66px;\n --breakpoint-mobile: 1024px;\n --background-invert-if-dark: invert(100%);\n --background-invert-if-bright: no;\n --background-image-invert-if-bright: no;\n --primary-invert-if-bright: no;\n --primary-invert-if-dark: invert(100%);\n }\n [data-theme-dark] {\n //+0.05,\n --color-main-background: #{rgba($frappe-base, 0.93)} ;\n --color-main-background-rgb: #{$frappe-base};\n --color-main-background-translucent: #{rgba($frappe-base, .97)};\n --color-main-background-blur: #{rgba($frappe-base, .8)};\n --filter-background-blur: #{blur(25px)};\n --gradient-main-background: var(--color-main-background) 0%, var(--color-main-background-translucent) 85%, transparent 100%;\n --color-background-hover: #{$frappe-surface1};\n --color-background-dark: #{color.scale($frappe-surface0, $lightness: 5%)};\n --color-background-darker: #{$frappe-surface0};\n --color-placeholder-light: #{color.scale($frappe-surface2, $lightness: 5%)};\n --color-placeholder-dark: #{$frappe-surface2};\n --color-main-text: #{$frappe-text};\n --color-text-maxcontrast: #{$frappe-subtext1};\n --color-text-maxcontrast-default: #{color.scale($frappe-subtext0, $lightness: 5%)};\n --color-text-maxcontrast-background-blur: #{$frappe-subtext0};\n --color-text-light: #{var(--color-main-text)};\n --color-text-lighter: #{var(--color-text-maxcontrast)};\n --color-scrollbar: #{$frappe-mauve};\n --color-error: #{$frappe-red};\n --color-error-rgb: #{$frappe-red};\n --color-error-hover: #{color.scale($frappe-red, $lightness: 5%)};\n --color-error-text: #{color.scale($frappe-red, $lightness: -10%)};\n --color-warning: #{$frappe-peach};\n --color-warning-rgb: #{$frappe-peach};\n --color-warning-hover: #{color.scale($frappe-peach, $lightness: 5%)};\n --color-warning-text: #{color.scale($frappe-peach, $lightness: -10%)};\n --color-success: #{$frappe-green};\n --color-success-rgb: #{$frappe-green};\n --color-success-hover: #{color.scale($frappe-green, $lightness: 5%)};\n --color-success-text: #{color.scale($frappe-green, $lightness: -10%)};\n --color-info: #{$frappe-blue};\n --color-info-rgb: #{$frappe-blue};\n --color-info-hover: #{color.scale($frappe-blue, $lightness: 5%)};\n --color-info-text: #{color.scale($frappe-blue, $lightness: -10%)};\n --color-loading-light: #{$frappe-overlay0};\n --color-loading-dark: #{$frappe-subtext1};\n --color-box-shadow-rgb: #{color.scale($frappe-crust, $lightness: 10%)};\n --color-box-shadow: #{color.scale($frappe-crust, $lightness: 15%)};\n --color-border: #{$frappe-crust};\n --color-border-dark: #{color.scale($frappe-crust, $lightness: 5%)};\n --color-border-maxcontrast: #{color.scale($frappe-crust, $lightness: -10%)};\n \n \n --color-primary: #{$frappe-maroon};\n --color-primary-default: #{$frappe-maroon};\n --color-primary-text: #{$frappe-crust};\n --color-primary-hover: #{color.scale($frappe-maroon, $lightness: -5%)};\n \n --color-primary-light: #{$frappe-green};\n --color-primary-light-text: #{$frappe-crust};\n --color-primary-light-hover: #{color.scale($frappe-green, $lightness: -5%)};\n \n --color-primary-element: #{$frappe-maroon};\n --color-primary-element-hover: #{color.scale($frappe-maroon, $lightness: -5%)};\n --color-primary-element-text: #{$frappe-crust};\n --color-primary-element-text-dark: #{$frappe-mantle};\n \n --color-primary-element-light: #{$frappe-blue};\n --color-primary-element-light-hover: #{color.scale($frappe-blue, $lightness: -5%)};\n --color-primary-element-light-text: #{$frappe-crust};\n --gradient-primary-background: linear-gradient(40deg, var(--color-primary) 0%, var(--color-primary-hover) 100%);\n \n //Unchanged\n --font-face: system-ui, -apple-system, \"Segoe UI\", Roboto, Oxygen-Sans, Cantarell, Ubuntu, \"Helvetica Neue\", \"Noto Sans\", \"Liberation Sans\", Arial, sans-serif, \"Apple Color Emoji\", \"Segoe UI Emoji\", \"Segoe UI Symbol\", \"Noto Color Emoji\";\n --default-font-size: 15px;\n --animation-quick: 100ms;\n --animation-slow: 300ms;\n --border-radius: 3px;\n --border-radius-large: 10px;\n --border-radius-rounded: 28px;\n --border-radius-pill: 100px;\n --default-clickable-area: 44px;\n --default-line-height: 24px;\n --default-grid-baseline: 4px;\n --header-height: 50px;\n --navigation-width: 300px;\n --sidebar-min-width: 300px;\n --sidebar-max-width: 500px;\n --list-min-width: 200px;\n --list-max-width: 300px;\n --header-menu-item-height: 44px;\n --header-menu-profile-item-height: 66px;\n --breakpoint-mobile: 1024px;\n --background-invert-if-dark: invert(100%);\n --background-invert-if-bright: no;\n --background-image-invert-if-bright: no;\n --primary-invert-if-bright: no;\n --primary-invert-if-dark: invert(100%);\n }\n [data-theme-dark-highcontrast] {\n //+0.05,\n --color-main-background: #{rgba($mocha-base, 0.93)} ;\n --color-main-background-rgb: #{$mocha-base};\n --color-main-background-translucent: #{rgba($mocha-base, .97)};\n --color-main-background-blur: #{rgba($mocha-base, .8)};\n --filter-background-blur: #{blur(25px)};\n --gradient-main-background: var(--color-main-background) 0%, var(--color-main-background-translucent) 85%, transparent 100%;\n --color-background-hover: #{$mocha-surface1};\n --color-background-dark: #{color.scale($mocha-surface0, $lightness: 5%)};\n --color-background-darker: #{$mocha-surface0};\n --color-placeholder-light: #{color.scale($mocha-surface2, $lightness: 5%)};\n --color-placeholder-dark: #{$mocha-surface2};\n --color-main-text: #{$mocha-text};\n --color-text-maxcontrast: #{$mocha-subtext1};\n --color-text-maxcontrast-default: #{color.scale($mocha-subtext0, $lightness: 5%)};\n --color-text-maxcontrast-background-blur: #{$mocha-subtext0};\n --color-text-light: #{var(--color-main-text)};\n --color-text-lighter: #{var(--color-text-maxcontrast)};\n --color-scrollbar: #{$mocha-mauve};\n --color-error: #{$mocha-red};\n --color-error-rgb: #{$mocha-red};\n --color-error-hover: #{color.scale($mocha-red, $lightness: 5%)};\n --color-error-text: #{color.scale($mocha-red, $lightness: -10%)};\n --color-warning: #{$mocha-peach};\n --color-warning-rgb: #{$mocha-peach};\n --color-warning-hover: #{color.scale($mocha-peach, $lightness: 5%)};\n --color-warning-text: #{color.scale($mocha-peach, $lightness: -10%)};\n --color-success: #{$mocha-green};\n --color-success-rgb: #{$mocha-green};\n --color-success-hover: #{color.scale($mocha-green, $lightness: 5%)};\n --color-success-text: #{color.scale($mocha-green, $lightness: -10%)};\n --color-info: #{$mocha-blue};\n --color-info-rgb: #{$mocha-blue};\n --color-info-hover: #{color.scale($mocha-blue, $lightness: 5%)};\n --color-info-text: #{color.scale($mocha-blue, $lightness: -10%)};\n --color-loading-light: #{$mocha-overlay0};\n --color-loading-dark: #{$mocha-subtext1};\n --color-box-shadow-rgb: #{color.scale($mocha-crust, $lightness: 10%)};\n --color-box-shadow: #{color.scale($mocha-crust, $lightness: 15%)};\n --color-border: #{$mocha-crust};\n --color-border-dark: #{color.scale($mocha-crust, $lightness: 5%)};\n --color-border-maxcontrast: #{color.scale($mocha-crust, $lightness: -10%)};\n \n \n --color-primary: #{$mocha-maroon};\n --color-primary-default: #{$mocha-maroon};\n --color-primary-text: #{$mocha-crust};\n --color-primary-hover: #{color.scale($mocha-maroon, $lightness: -5%)};\n \n --color-primary-light: #{$mocha-green};\n --color-primary-light-text: #{$mocha-crust};\n --color-primary-light-hover: #{color.scale($mocha-green, $lightness: -5%)};\n \n --color-primary-element: #{$mocha-maroon};\n --color-primary-element-hover: #{color.scale($mocha-maroon, $lightness: -5%)};\n --color-primary-element-text: #{$mocha-crust};\n --color-primary-element-text-dark: #{$mocha-mantle};\n \n --color-primary-element-light: #{$mocha-blue};\n --color-primary-element-light-hover: #{color.scale($mocha-blue, $lightness: -5%)};\n --color-primary-element-light-text: #{$mocha-crust};\n --gradient-primary-background: linear-gradient(40deg, var(--color-primary) 0%, var(--color-primary-hover) 100%);\n \n //Unchanged\n --font-face: system-ui, -apple-system, \"Segoe UI\", Roboto, Oxygen-Sans, Cantarell, Ubuntu, \"Helvetica Neue\", \"Noto Sans\", \"Liberation Sans\", Arial, sans-serif, \"Apple Color Emoji\", \"Segoe UI Emoji\", \"Segoe UI Symbol\", \"Noto Color Emoji\";\n --default-font-size: 15px;\n --animation-quick: 100ms;\n --animation-slow: 300ms;\n --border-radius: 3px;\n --border-radius-large: 10px;\n --border-radius-rounded: 28px;\n --border-radius-pill: 100px;\n --default-clickable-area: 44px;\n --default-line-height: 24px;\n --default-grid-baseline: 4px;\n --header-height: 50px;\n --navigation-width: 300px;\n --sidebar-min-width: 300px;\n --sidebar-max-width: 500px;\n --list-min-width: 200px;\n --list-max-width: 300px;\n --header-menu-item-height: 44px;\n --header-menu-profile-item-height: 66px;\n --breakpoint-mobile: 1024px;\n --background-invert-if-dark: invert(100%);\n --background-invert-if-bright: no;\n --background-image-invert-if-bright: no;\n --primary-invert-if-bright: no;\n --primary-invert-if-dark: invert(100%);\n }\n [data-theme-light-highcontrast] {\n //+0.05,\n --color-main-background: #{rgba($macchiato-base, 0.93)} ;\n --color-main-background-rgb: #{$macchiato-base};\n --color-main-background-translucent: #{rgba($macchiato-base, .97)};\n --color-main-background-blur: #{rgba($macchiato-base, .8)};\n --filter-background-blur: #{blur(25px)};\n --gradient-main-background: var(--color-main-background) 0%, var(--color-main-background-translucent) 85%, transparent 100%;\n --color-background-hover: #{$macchiato-surface1};\n --color-background-dark: #{color.scale($macchiato-surface0, $lightness: 5%)};\n --color-background-darker: #{$macchiato-surface0};\n --color-placeholder-light: #{color.scale($macchiato-surface2, $lightness: 5%)};\n --color-placeholder-dark: #{$macchiato-surface2};\n --color-main-text: #{$macchiato-text};\n --color-text-maxcontrast: #{$macchiato-subtext1};\n --color-text-maxcontrast-default: #{color.scale($macchiato-subtext0, $lightness: 5%)};\n --color-text-maxcontrast-background-blur: #{$macchiato-subtext0};\n --color-text-light: #{var(--color-main-text)};\n --color-text-lighter: #{var(--color-text-maxcontrast)};\n --color-scrollbar: #{$macchiato-mauve};\n --color-error: #{$macchiato-red};\n --color-error-rgb: #{$macchiato-red};\n --color-error-hover: #{color.scale($macchiato-red, $lightness: 5%)};\n --color-error-text: #{color.scale($macchiato-red, $lightness: -10%)};\n --color-warning: #{$macchiato-peach};\n --color-warning-rgb: #{$macchiato-peach};\n --color-warning-hover: #{color.scale($macchiato-peach, $lightness: 5%)};\n --color-warning-text: #{color.scale($macchiato-peach, $lightness: -10%)};\n --color-success: #{$macchiato-green};\n --color-success-rgb: #{$macchiato-green};\n --color-success-hover: #{color.scale($macchiato-green, $lightness: 5%)};\n --color-success-text: #{color.scale($macchiato-green, $lightness: -10%)};\n --color-info: #{$macchiato-blue};\n --color-info-rgb: #{$macchiato-blue};\n --color-info-hover: #{color.scale($macchiato-blue, $lightness: 5%)};\n --color-info-text: #{color.scale($macchiato-blue, $lightness: -10%)};\n --color-loading-light: #{$macchiato-overlay0};\n --color-loading-dark: #{$macchiato-subtext1};\n --color-box-shadow-rgb: #{color.scale($macchiato-crust, $lightness: 10%)};\n --color-box-shadow: #{color.scale($macchiato-crust, $lightness: 15%)};\n --color-border: #{$macchiato-crust};\n --color-border-dark: #{color.scale($macchiato-crust, $lightness: 5%)};\n --color-border-maxcontrast: #{color.scale($macchiato-crust, $lightness: -10%)};\n \n \n --color-primary: #{$macchiato-maroon};\n --color-primary-default: #{$macchiato-maroon};\n --color-primary-text: #{$macchiato-crust};\n --color-primary-hover: #{color.scale($macchiato-maroon, $lightness: -5%)};\n \n --color-primary-light: #{$macchiato-green};\n --color-primary-light-text: #{$macchiato-crust};\n --color-primary-light-hover: #{color.scale($macchiato-green, $lightness: -5%)};\n \n --color-primary-element: #{$macchiato-maroon};\n --color-primary-element-hover: #{color.scale($macchiato-maroon, $lightness: -5%)};\n --color-primary-element-text: #{$macchiato-crust};\n --color-primary-element-text-dark: #{$macchiato-mantle};\n \n --color-primary-element-light: #{$macchiato-blue};\n --color-primary-element-light-hover: #{color.scale($macchiato-blue, $lightness: -5%)};\n --color-primary-element-light-text: #{$macchiato-crust};\n --gradient-primary-background: linear-gradient(40deg, var(--color-primary) 0%, var(--color-primary-hover) 100%);\n \n //Unchanged\n --font-face: system-ui, -apple-system, \"Segoe UI\", Roboto, Oxygen-Sans, Cantarell, Ubuntu, \"Helvetica Neue\", \"Noto Sans\", \"Liberation Sans\", Arial, sans-serif, \"Apple Color Emoji\", \"Segoe UI Emoji\", \"Segoe UI Symbol\", \"Noto Color Emoji\";\n --default-font-size: 15px;\n --animation-quick: 100ms;\n --animation-slow: 300ms;\n --border-radius: 3px;\n --border-radius-large: 10px;\n --border-radius-rounded: 28px;\n --border-radius-pill: 100px;\n --default-clickable-area: 44px;\n --default-line-height: 24px;\n --default-grid-baseline: 4px;\n --header-height: 50px;\n --navigation-width: 300px;\n --sidebar-min-width: 300px;\n --sidebar-max-width: 500px;\n --list-min-width: 200px;\n --list-max-width: 300px;\n --header-menu-item-height: 44px;\n --header-menu-profile-item-height: 66px;\n --breakpoint-mobile: 1024px;\n --background-invert-if-dark: invert(100%);\n --background-invert-if-bright: no;\n --background-image-invert-if-bright: no;\n --primary-invert-if-bright: no;\n --primary-invert-if-dark: invert(100%);\n }\n \n /*Theme selection hide old description*/\n .theming__preview .checkbox-radio-switch__text,\n .theming__preview--light h3, .theming__preview--light p,\n .theming__preview--dark h3, .theming__preview--dark p,\n .theming__preview--light-highcontrast h3, .theming__preview--light-highcontrast p,\n .theming__preview--dark-highcontrast h3, .theming__preview--dark-highcontrast p {\n visibility: hidden;\n }\n \n //Replace old radio btn. lable\n .theming__preview .checkbox-radio-switch__text::before {\n visibility: visible;\n content: \"Enable this theme\";\n }\n \n //Show new theme description\n .theming__preview--light h3::before {\n content: \"Latte theme\";\n visibility: visible;\n }\n .theming__preview--light p::before {\n content: \"The catppuccino light theme\";\n visibility: visible;\n }\n .theming__preview--light .theming__preview-image,\n .theming__preview--dark .theming__preview-image,\n .theming__preview--light-highcontrast .theming__preview-image,\n .theming__preview--dark-highcontrast .theming__preview-image {\n //background-image: TODO; !important;\n display: none;\n }\n \n //Show new theme description\n .theming__preview--dark h3::before {\n content: \"Frappe Theme\";\n visibility: visible;\n }\n .theming__preview--dark p::before {\n content: \"The milde and cozy catppuccino dark theme\";\n visibility: visible;\n }\n \n //Show new theme description\n .theming__preview--light-highcontrast h3::before {\n content: \"Macchiato Theme\";\n visibility: visible;\n }\n .theming__preview--light-highcontrast p::before {\n content: \"Catpuccinos perfect mix between Mocha and Frappe\";\n visibility: visible;\n }\n \n //Show new theme description\n .theming__preview--dark-highcontrast h3::before {\n content: \"Mocha Theme\";\n visibility: visible;\n }\n .theming__preview--dark-highcontrast p::before {\n content: \"Catppuccinos dark theme withe bright colors\";\n visibility: visible;\n }\n \n \n /*Setting left nav Pannel to be transparent without blur*/\n .app-navigation {\n background-color: var(--color-main-background) !important;\n backdrop-filter: None !important;\n }\n \n /*Setting markdown editor link color to primary light*/\n .paragraph-content a {\n color: var(--color-primary-element-light) !important; \n }\n \n /*Fixing Dashboards toggel item widget visibility (e.g. weather)*/\n .action-item__menutoggle{\n background-color: var(--color-primary-element-light) !important;\n }\n /*Fixing Dashboard Welcome msg visibility*/\n .app-dashboard h2:nth-child(1) {\n color: var(--color-main-text) !important;\n }\n \n /*Fixing Mail sidebar 1 text visibility when selected*/\n .app-navigation-entry.active a{\n color: var(--color-primary-element-text) !important;\n }\n /*Fixing Mail sidebar 2 text visibility when selected*/\n .list-item__wrapper.list-item__wrapper--active .list-item-content__main span,\n .list-item__wrapper.list-item__wrapper--active .list-item-content__main span .envelope__preview-text{\n color: var(--color-primary-element-text) !important;\n }\n \n /*Fixing visibility of left header label and right header icons*/\n .header-right .header-menu button,\n .headeu-main li .app-menu-entry--label{\n color: var(--color-main-text) !important;\n }\n r-right .header-menu .unified-search__button[data-v-3883344d],\n .app-men\n ```\n \n ---\n \n ```\n /*Fixing share link folder icon*/\n .files-public-content .thumbnail\n {\n filter: brightness(0) saturate(100%) invert(93%) sepia(17%) saturate(7243%) hue-rotate(295deg) brightness(97%) contrast(89%);\n }\n \n .files-public-content .files-fileList .date {\n color: var(--color-main-text) !important;\n }\n ```",536870918]],["^15",[1198,"^17",1755712905281,536870918]],["^15",[1198,"^Z","pages/Server___Nextcloud Notes.md",536870918]],["^15",[1199,"^K",1755712905279,536870918]],["^15",[1199,"^[",1198,536870918]],["^15",[1199,"^@",false,536870918]],["^15",[1199,"^Y","server/nextcloud notes",536870918]],["^15",[1199,"^A",1132,536870918]],["^15",[1199,"^11","Server/Nextcloud Notes",536870918]],["^15",[1199,"^B",1755712905279,536870918]],["^15",[1199,"^;","~u68a60d89-4d92-4148-ae64-da2e60e58b30",536870918]],["^15",[1200,"^K",1755712905280,536870918]],["^15",[1200,"^@",false,536870918]],["^15",[1200,"^Y","onlyoffice",536870918]],["^15",[1200,"^11","Onlyoffice",536870918]],["^15",[1200,"^B",1755712905280,536870918]],["^15",[1200,"^;","~u68a60d89-1dd7-4834-b135-0a9ad3bc1f68",536870918]],["^15",[1201,"^K",1755712905280,536870918]],["^15",[1201,"^@",false,536870918]],["^15",[1201,"^Y","nextcloud",536870918]],["^15",[1201,"^11","Nextcloud",536870918]],["^15",[1201,"^B",1755712905280,536870918]],["^15",[1201,"^;","~u68a60d89-1df1-4617-b00a-a19cc708cc99",536870918]],["^15",[1202,"^Q","**Notes:**\nbackground-color:: red",536870918]],["^15",[1202,"^O","^1X",536870918]],["^15",[1202,"^F",1210,536870918]],["^15",[1202,"^X",1199,536870918]],["^15",[1202,"^V",1222,536870918]],["^15",[1202,"^U",1199,536870918]],["^15",[1202,"^?",["^ ","^2X","red"],536870918]],["^15",[1202,"^J",["^2X"],536870918]],["^15",[1202,"^4",["^ ","^2X","red"],536870918]],["^15",[1202,"^;","~u68a60d89-a637-4cbd-8f21-edaebf09cee8",536870918]],["^15",[1203,"^Q","https://help.nextcloud.com/t/nextcloud-docker-container-best-way-to-run-cron-job/157734/3",536870918]],["^15",[1203,"^O","^1X",536870918]],["^15",[1203,"^F",1226,536870918]],["^15",[1203,"^X",1199,536870918]],["^15",[1203,"^V",1226,536870918]],["^15",[1203,"^U",1199,536870918]],["^15",[1203,"^;","~u68a60d89-93ae-4ac4-9861-4178192201d6",536870918]],["^15",[1204,"^Q","~```\n#rewrite ^/$ $the_scheme://$the_host/welcome/ redirect; \nrewrite ^/welcome $the_scheme://$the_host redirect;\nlocation = / { return 404; }\n```",536870918]],["^15",[1204,"^O","^1X",536870918]],["^15",[1204,"^F",1217,536870918]],["^15",[1204,"^X",1199,536870918]],["^15",[1204,"^V",1212,536870918]],["^15",[1204,"^U",1199,536870918]],["^15",[1204,"^;","~u68a60d89-e6ce-4c74-beca-03b82c30a8e2",536870918]],["^15",[1205,"^Q","### Recognizer: php --define memory_limit=2048M",536870918]],["^15",[1205,"^O","^1X",536870918]],["^15",[1205,"^F",1221,536870918]],["^15",[1205,"^X",1199,536870918]],["^15",[1205,"^V",1199,536870918]],["^15",[1205,"^U",1199,536870918]],["^15",[1205,"^?",["^ ","^2S",3],536870918]],["^15",[1205,"^J",[],536870918]],["^15",[1205,"^;","~u68a60d89-84dc-4232-8b1c-f096fedced2d",536870918]],["^15",[1206,"^Q","Additional Tags: #Nextcloud #Onlyoffice",536870918]],["^15",[1206,"^O","^1X",536870918]],["^15",[1206,"^F",1222,536870918]],["^15",[1206,"^X",1199,536870918]],["^15",[1206,"^V",1222,536870918]],["^15",[1206,"^U",1199,536870918]],["^15",[1206,"^U",1200,536870918]],["^15",[1206,"^U",1201,536870918]],["^15",[1206,"^H",1200,536870918]],["^15",[1206,"^H",1201,536870918]],["^15",[1206,"^;","~u68a60d89-04b5-4266-8df1-0f66751cb441",536870918]],["^15",[1207,"^Q","### Custom CSS\n\n```scss\n@use 'sass:color';\n/* Latte Theme */\n$latte-rosewater: rgb(220, 138, 120);\n$latte-flamingo: rgb(221, 120, 120);\n$latte-pink: rgb(234, 118, 203);\n$latte-mauve: rgb(136, 57, 239);\n$latte-red: rgb(210, 15, 57);\n$latte-maroon: rgb(230, 69, 83);\n$latte-peach: rgb(254, 100, 11);\n$latte-yellow: rgb(223, 142, 29);\n$latte-green: rgb(64, 160, 43);\n$latte-teal: rgb(23, 146, 153);\n$latte-sky: rgb(4, 165, 229);\n$latte-sapphire: rgb(32, 159, 181);\n$latte-blue: rgb(30, 102, 245);\n$latte-lavender: rgb(114, 135, 253);\n$latte-text: rgb(76, 79, 105);\n$latte-subtext1: rgb(92, 95, 119);\n$latte-subtext0: rgb(108, 111, 133);\n$latte-overlay2: rgb(124, 127, 147);\n$latte-overlay1: rgb(140, 143, 161);\n$latte-overlay0: rgb(156, 160, 176);\n$latte-surface2: rgb(172, 176, 190);\n$latte-surface1: rgb(188, 192, 204);\n$latte-surface0: rgb(204, 208, 218);\n$latte-base: rgb(239, 241, 245);\n$latte-mantle: rgb(230, 233, 239);\n$latte-crust: rgb(220, 224, 232);\n\n/* Frappe Theme */\n$frappe-rosewater: rgb(242, 213, 207); \n$frappe-flamingo: rgb(238, 190, 190);\n$frappe-pink: rgb(244, 184, 228);\n$frappe-mauve: rgb(202, 158, 230);\n$frappe-red: rgb(231, 130, 132);\n$frappe-maroon: rgb(234, 153, 156);\n$frappe-peach: rgb(239, 159, 118);\n$frappe-yellow: rgb(229, 200, 144);\n$frappe-green: rgb(166, 209, 137);\n$frappe-teal: rgb(129, 200, 190);\n$frappe-sky: rgb(153, 209, 219);\n$frappe-sapphire: rgb(133, 193, 220);\n$frappe-blue: rgb(140, 170, 238);\n$frappe-lavender: rgb(186, 187, 241);\n$frappe-text: rgb(198, 208, 245);\n$frappe-subtext1: rgb(181, 191, 226);\n$frappe-subtext0: rgb(165, 173, 206);\n$frappe-overlay2: rgb(148, 156, 187);\n$frappe-overlay1: rgb(131, 139, 167);\n$frappe-overlay0: rgb(115, 121, 148);\n$frappe-surface2: rgb(98, 104, 128);\n$frappe-surface1: rgb(81, 87, 109);\n$frappe-surface0: rgb(65, 69, 89);\n$frappe-base: rgb(48, 52, 70);\n$frappe-mantle: rgb(41, 44, 60);\n$frappe-crust: rgb(35, 38, 52);\n\n/* Macchiato Theme */\n$macchiato-rosewater: rgb(244, 219, 214);\n$macchiato-flamingo: rgb(240, 198, 198);\n$macchiato-pink: rgb(245, 189, 230);\n$macchiato-mauve: rgb(198, 160, 246);\n$macchiato-red: rgb(237, 135, 150);\n$macchiato-maroon: rgb(238, 153, 160);\n$macchiato-peach: rgb(245, 169, 127);\n$macchiato-yellow: rgb(238, 212, 159);\n$macchiato-green: rgb(166, 218, 149);\n$macchiato-teal: rgb(139, 213, 202);\n$macchiato-sky: rgb(145, 215, 227);\n$macchiato-sapphire: rgb(125, 196, 228);\n$macchiato-blue: rgb(138, 173, 244);\n$macchiato-lavender: rgb(183, 189, 248);\n$macchiato-text: rgb(202, 211, 245);\n$macchiato-subtext1: rgb(184, 192, 224);\n$macchiato-subtext0: rgb(165, 173, 203);\n$macchiato-overlay2: rgb(147, 154, 183);\n$macchiato-overlay1: rgb(128, 135, 162);\n$macchiato-overlay0: rgb(110, 115, 141);\n$macchiato-surface2: rgb(91, 96, 120);\n$macchiato-surface1: rgb(73, 77, 100);\n$macchiato-surface0: rgb(54, 58, 79);\n$macchiato-base: rgb(36, 39, 58);\n$macchiato-mantle: rgb(30, 32, 48);\n$macchiato-crust: rgb(24, 25, 38);\n\n/* Mocha Theme */\n$mocha-rosewater: rgb(245, 224, 220);\n$mocha-flamingo: rgb(242, 205, 205);\n$mocha-pink: rgb(245, 194, 231);\n$mocha-mauve: rgb(203, 166, 247);\n$mocha-red: rgb(243, 139, 168);\n$mocha-maroon: rgb(235, 160, 172);\n$mocha-peach: rgb(250, 179, 135);\n$mocha-yellow: rgb(249, 226, 175);\n$mocha-green: rgb(166, 227, 161);\n$mocha-teal: rgb(148, 226, 213);\n$mocha-sky: rgb(137, 220, 235);\n$mocha-sapphire: rgb(116, 199, 236);\n$mocha-blue: rgb(137, 180, 250);\n$mocha-lavender: rgb(180, 190, 254);\n$mocha-text: rgb(205, 214, 244);\n$mocha-subtext1: rgb(186, 194, 222);\n$mocha-subtext0: rgb(166, 173, 200);\n$mocha-overlay2: rgb(147, 153, 178);\n$mocha-overlay1: rgb(127, 132, 156);\n$mocha-overlay0: rgb(108, 112, 134);\n$mocha-surface2: rgb(88, 91, 112);\n$mocha-surface1: rgb(69, 71, 90);\n$mocha-surface0: rgb(49, 50, 68);\n$mocha-base: rgb(30, 30, 46);\n$mocha-mantle: rgb(24, 24, 37);\n$mocha-crust: rgb(17, 17, 27);\n\n\n[data-theme-light] {\n//+0.05,\n --color-main-background: #{rgba($latte-base, 0.93)} ;\n --color-main-background-rgb: #{$latte-base};\n --color-main-background-translucent: #{rgba($latte-base, .97)};\n --color-main-background-blur: #{rgba($latte-base, .8)};\n --filter-background-blur: #{blur(25px)};\n --gradient-main-background: var(--color-main-background) 0%, var(--color-main-background-translucent) 85%, transparent 100%;\n --color-background-hover: #{$latte-surface1};\n --color-background-dark: #{color.scale($latte-surface0, $lightness: 5%)};\n --color-background-darker: #{$latte-surface0};\n --color-placeholder-light: #{color.scale($latte-surface2, $lightness: 5%)};\n --color-placeholder-dark: #{$latte-surface2};\n --color-main-text: #{$latte-text};\n --color-text-maxcontrast: #{$latte-subtext1};\n --color-text-maxcontrast-default: #{color.scale($latte-subtext0, $lightness: 5%)};\n --color-text-maxcontrast-background-blur: #{$latte-subtext0};\n --color-text-light: #{var(--color-main-text)};\n --color-text-lighter: #{var(--color-text-maxcontrast)};\n --color-scrollbar: #{$latte-mauve};\n --color-error: #{$latte-red};\n --color-error-rgb: #{$latte-red};\n --color-error-hover: #{color.scale($latte-red, $lightness: 5%)};\n --color-error-text: #{color.scale($latte-red, $lightness: -10%)};\n --color-warning: #{$latte-peach};\n --color-warning-rgb: #{$latte-peach};\n --color-warning-hover: #{color.scale($latte-peach, $lightness: 5%)};\n --color-warning-text: #{color.scale($latte-peach, $lightness: -10%)};\n --color-success: #{$latte-green};\n --color-success-rgb: #{$latte-green};\n --color-success-hover: #{color.scale($latte-green, $lightness: 5%)};\n --color-success-text: #{color.scale($latte-green, $lightness: -10%)};\n --color-info: #{$latte-blue};\n --color-info-rgb: #{$latte-blue};\n --color-info-hover: #{color.scale($latte-blue, $lightness: 5%)};\n --color-info-text: #{color.scale($latte-blue, $lightness: -10%)};\n --color-loading-light: #{$latte-overlay0};\n --color-loading-dark: #{$latte-subtext1};\n --color-box-shadow-rgb: #{color.scale($latte-crust, $lightness: 10%)};\n --color-box-shadow: #{color.scale($latte-crust, $lightness: 15%)};\n --color-border: #{$latte-crust};\n --color-border-dark: #{color.scale($latte-crust, $lightness: 5%)};\n --color-border-maxcontrast: #{color.scale($latte-crust, $lightness: -10%)};\n\n\n --color-primary: #{$latte-maroon};\n --color-primary-default: #{$latte-maroon};\n --color-primary-text: #{$latte-crust};\n --color-primary-hover: #{color.scale($latte-maroon, $lightness: -5%)};\n \n --color-primary-light: #{$latte-green};\n --color-primary-light-text: #{$latte-crust};\n --color-primary-light-hover: #{color.scale($latte-green, $lightness: -5%)};\n \n --color-primary-element: #{$latte-maroon};\n --color-primary-element-hover: #{color.scale($latte-maroon, $lightness: -5%)};\n --color-primary-element-text: #{$latte-crust};\n --color-primary-element-text-dark: #{$latte-mantle};\n \n --color-primary-element-light: #{$latte-blue};\n --color-primary-element-light-hover: #{color.scale($latte-blue, $lightness: -5%)};\n --color-primary-element-light-text: #{$latte-crust};\n --gradient-primary-background: linear-gradient(40deg, var(--color-primary) 0%, var(--color-primary-hover) 100%);\n \n //Unchanged\n --font-face: system-ui, -apple-system, \"Segoe UI\", Roboto, Oxygen-Sans, Cantarell, Ubuntu, \"Helvetica Neue\", \"Noto Sans\", \"Liberation Sans\", Arial, sans-serif, \"Apple Color Emoji\", \"Segoe UI Emoji\", \"Segoe UI Symbol\", \"Noto Color Emoji\";\n --default-font-size: 15px;\n --animation-quick: 100ms;\n --animation-slow: 300ms;\n --border-radius: 3px;\n --border-radius-large: 10px;\n --border-radius-rounded: 28px;\n --border-radius-pill: 100px;\n --default-clickable-area: 44px;\n --default-line-height: 24px;\n --default-grid-baseline: 4px;\n --header-height: 50px;\n --navigation-width: 300px;\n --sidebar-min-width: 300px;\n --sidebar-max-width: 500px;\n --list-min-width: 200px;\n --list-max-width: 300px;\n --header-menu-item-height: 44px;\n --header-menu-profile-item-height: 66px;\n --breakpoint-mobile: 1024px;\n --background-invert-if-dark: invert(100%);\n --background-invert-if-bright: no;\n --background-image-invert-if-bright: no;\n --primary-invert-if-bright: no;\n --primary-invert-if-dark: invert(100%);\n}\n[data-theme-dark] {\n//+0.05,\n --color-main-background: #{rgba($frappe-base, 0.93)} ;\n --color-main-background-rgb: #{$frappe-base};\n --color-main-background-translucent: #{rgba($frappe-base, .97)};\n --color-main-background-blur: #{rgba($frappe-base, .8)};\n --filter-background-blur: #{blur(25px)};\n --gradient-main-background: var(--color-main-background) 0%, var(--color-main-background-translucent) 85%, transparent 100%;\n --color-background-hover: #{$frappe-surface1};\n --color-background-dark: #{color.scale($frappe-surface0, $lightness: 5%)};\n --color-background-darker: #{$frappe-surface0};\n --color-placeholder-light: #{color.scale($frappe-surface2, $lightness: 5%)};\n --color-placeholder-dark: #{$frappe-surface2};\n --color-main-text: #{$frappe-text};\n --color-text-maxcontrast: #{$frappe-subtext1};\n --color-text-maxcontrast-default: #{color.scale($frappe-subtext0, $lightness: 5%)};\n --color-text-maxcontrast-background-blur: #{$frappe-subtext0};\n --color-text-light: #{var(--color-main-text)};\n --color-text-lighter: #{var(--color-text-maxcontrast)};\n --color-scrollbar: #{$frappe-mauve};\n --color-error: #{$frappe-red};\n --color-error-rgb: #{$frappe-red};\n --color-error-hover: #{color.scale($frappe-red, $lightness: 5%)};\n --color-error-text: #{color.scale($frappe-red, $lightness: -10%)};\n --color-warning: #{$frappe-peach};\n --color-warning-rgb: #{$frappe-peach};\n --color-warning-hover: #{color.scale($frappe-peach, $lightness: 5%)};\n --color-warning-text: #{color.scale($frappe-peach, $lightness: -10%)};\n --color-success: #{$frappe-green};\n --color-success-rgb: #{$frappe-green};\n --color-success-hover: #{color.scale($frappe-green, $lightness: 5%)};\n --color-success-text: #{color.scale($frappe-green, $lightness: -10%)};\n --color-info: #{$frappe-blue};\n --color-info-rgb: #{$frappe-blue};\n --color-info-hover: #{color.scale($frappe-blue, $lightness: 5%)};\n --color-info-text: #{color.scale($frappe-blue, $lightness: -10%)};\n --color-loading-light: #{$frappe-overlay0};\n --color-loading-dark: #{$frappe-subtext1};\n --color-box-shadow-rgb: #{color.scale($frappe-crust, $lightness: 10%)};\n --color-box-shadow: #{color.scale($frappe-crust, $lightness: 15%)};\n --color-border: #{$frappe-crust};\n --color-border-dark: #{color.scale($frappe-crust, $lightness: 5%)};\n --color-border-maxcontrast: #{color.scale($frappe-crust, $lightness: -10%)};\n\n\n --color-primary: #{$frappe-maroon};\n --color-primary-default: #{$frappe-maroon};\n --color-primary-text: #{$frappe-crust};\n --color-primary-hover: #{color.scale($frappe-maroon, $lightness: -5%)};\n\n --color-primary-light: #{$frappe-green};\n --color-primary-light-text: #{$frappe-crust};\n --color-primary-light-hover: #{color.scale($frappe-green, $lightness: -5%)};\n\n --color-primary-element: #{$frappe-maroon};\n --color-primary-element-hover: #{color.scale($frappe-maroon, $lightness: -5%)};\n --color-primary-element-text: #{$frappe-crust};\n --color-primary-element-text-dark: #{$frappe-mantle};\n\n --color-primary-element-light: #{$frappe-blue};\n --color-primary-element-light-hover: #{color.scale($frappe-blue, $lightness: -5%)};\n --color-primary-element-light-text: #{$frappe-crust};\n --gradient-primary-background: linear-gradient(40deg, var(--color-primary) 0%, var(--color-primary-hover) 100%);\n \n //Unchanged\n --font-face: system-ui, -apple-system, \"Segoe UI\", Roboto, Oxygen-Sans, Cantarell, Ubuntu, \"Helvetica Neue\", \"Noto Sans\", \"Liberation Sans\", Arial, sans-serif, \"Apple Color Emoji\", \"Segoe UI Emoji\", \"Segoe UI Symbol\", \"Noto Color Emoji\";\n --default-font-size: 15px;\n --animation-quick: 100ms;\n --animation-slow: 300ms;\n --border-radius: 3px;\n --border-radius-large: 10px;\n --border-radius-rounded: 28px;\n --border-radius-pill: 100px;\n --default-clickable-area: 44px;\n --default-line-height: 24px;\n --default-grid-baseline: 4px;\n --header-height: 50px;\n --navigation-width: 300px;\n --sidebar-min-width: 300px;\n --sidebar-max-width: 500px;\n --list-min-width: 200px;\n --list-max-width: 300px;\n --header-menu-item-height: 44px;\n --header-menu-profile-item-height: 66px;\n --breakpoint-mobile: 1024px;\n --background-invert-if-dark: invert(100%);\n --background-invert-if-bright: no;\n --background-image-invert-if-bright: no;\n --primary-invert-if-bright: no;\n --primary-invert-if-dark: invert(100%);\n}\n[data-theme-dark-highcontrast] {\n//+0.05,\n --color-main-background: #{rgba($mocha-base, 0.93)} ;\n --color-main-background-rgb: #{$mocha-base};\n --color-main-background-translucent: #{rgba($mocha-base, .97)};\n --color-main-background-blur: #{rgba($mocha-base, .8)};\n --filter-background-blur: #{blur(25px)};\n --gradient-main-background: var(--color-main-background) 0%, var(--color-main-background-translucent) 85%, transparent 100%;\n --color-background-hover: #{$mocha-surface1};\n --color-background-dark: #{color.scale($mocha-surface0, $lightness: 5%)};\n --color-background-darker: #{$mocha-surface0};\n --color-placeholder-light: #{color.scale($mocha-surface2, $lightness: 5%)};\n --color-placeholder-dark: #{$mocha-surface2};\n --color-main-text: #{$mocha-text};\n --color-text-maxcontrast: #{$mocha-subtext1};\n --color-text-maxcontrast-default: #{color.scale($mocha-subtext0, $lightness: 5%)};\n --color-text-maxcontrast-background-blur: #{$mocha-subtext0};\n --color-text-light: #{var(--color-main-text)};\n --color-text-lighter: #{var(--color-text-maxcontrast)};\n --color-scrollbar: #{$mocha-mauve};\n --color-error: #{$mocha-red};\n --color-error-rgb: #{$mocha-red};\n --color-error-hover: #{color.scale($mocha-red, $lightness: 5%)};\n --color-error-text: #{color.scale($mocha-red, $lightness: -10%)};\n --color-warning: #{$mocha-peach};\n --color-warning-rgb: #{$mocha-peach};\n --color-warning-hover: #{color.scale($mocha-peach, $lightness: 5%)};\n --color-warning-text: #{color.scale($mocha-peach, $lightness: -10%)};\n --color-success: #{$mocha-green};\n --color-success-rgb: #{$mocha-green};\n --color-success-hover: #{color.scale($mocha-green, $lightness: 5%)};\n --color-success-text: #{color.scale($mocha-green, $lightness: -10%)};\n --color-info: #{$mocha-blue};\n --color-info-rgb: #{$mocha-blue};\n --color-info-hover: #{color.scale($mocha-blue, $lightness: 5%)};\n --color-info-text: #{color.scale($mocha-blue, $lightness: -10%)};\n --color-loading-light: #{$mocha-overlay0};\n --color-loading-dark: #{$mocha-subtext1};\n --color-box-shadow-rgb: #{color.scale($mocha-crust, $lightness: 10%)};\n --color-box-shadow: #{color.scale($mocha-crust, $lightness: 15%)};\n --color-border: #{$mocha-crust};\n --color-border-dark: #{color.scale($mocha-crust, $lightness: 5%)};\n --color-border-maxcontrast: #{color.scale($mocha-crust, $lightness: -10%)};\n\n\n --color-primary: #{$mocha-maroon};\n --color-primary-default: #{$mocha-maroon};\n --color-primary-text: #{$mocha-crust};\n --color-primary-hover: #{color.scale($mocha-maroon, $lightness: -5%)};\n \n --color-primary-light: #{$mocha-green};\n --color-primary-light-text: #{$mocha-crust};\n --color-primary-light-hover: #{color.scale($mocha-green, $lightness: -5%)};\n \n --color-primary-element: #{$mocha-maroon};\n --color-primary-element-hover: #{color.scale($mocha-maroon, $lightness: -5%)};\n --color-primary-element-text: #{$mocha-crust};\n --color-primary-element-text-dark: #{$mocha-mantle};\n \n --color-primary-element-light: #{$mocha-blue};\n --color-primary-element-light-hover: #{color.scale($mocha-blue, $lightness: -5%)};\n --color-primary-element-light-text: #{$mocha-crust};\n --gradient-primary-background: linear-gradient(40deg, var(--color-primary) 0%, var(--color-primary-hover) 100%);\n \n //Unchanged\n --font-face: system-ui, -apple-system, \"Segoe UI\", Roboto, Oxygen-Sans, Cantarell, Ubuntu, \"Helvetica Neue\", \"Noto Sans\", \"Liberation Sans\", Arial, sans-serif, \"Apple Color Emoji\", \"Segoe UI Emoji\", \"Segoe UI Symbol\", \"Noto Color Emoji\";\n --default-font-size: 15px;\n --animation-quick: 100ms;\n --animation-slow: 300ms;\n --border-radius: 3px;\n --border-radius-large: 10px;\n --border-radius-rounded: 28px;\n --border-radius-pill: 100px;\n --default-clickable-area: 44px;\n --default-line-height: 24px;\n --default-grid-baseline: 4px;\n --header-height: 50px;\n --navigation-width: 300px;\n --sidebar-min-width: 300px;\n --sidebar-max-width: 500px;\n --list-min-width: 200px;\n --list-max-width: 300px;\n --header-menu-item-height: 44px;\n --header-menu-profile-item-height: 66px;\n --breakpoint-mobile: 1024px;\n --background-invert-if-dark: invert(100%);\n --background-invert-if-bright: no;\n --background-image-invert-if-bright: no;\n --primary-invert-if-bright: no;\n --primary-invert-if-dark: invert(100%);\n}\n[data-theme-light-highcontrast] {\n//+0.05,\n --color-main-background: #{rgba($macchiato-base, 0.93)} ;\n --color-main-background-rgb: #{$macchiato-base};\n --color-main-background-translucent: #{rgba($macchiato-base, .97)};\n --color-main-background-blur: #{rgba($macchiato-base, .8)};\n --filter-background-blur: #{blur(25px)};\n --gradient-main-background: var(--color-main-background) 0%, var(--color-main-background-translucent) 85%, transparent 100%;\n --color-background-hover: #{$macchiato-surface1};\n --color-background-dark: #{color.scale($macchiato-surface0, $lightness: 5%)};\n --color-background-darker: #{$macchiato-surface0};\n --color-placeholder-light: #{color.scale($macchiato-surface2, $lightness: 5%)};\n --color-placeholder-dark: #{$macchiato-surface2};\n --color-main-text: #{$macchiato-text};\n --color-text-maxcontrast: #{$macchiato-subtext1};\n --color-text-maxcontrast-default: #{color.scale($macchiato-subtext0, $lightness: 5%)};\n --color-text-maxcontrast-background-blur: #{$macchiato-subtext0};\n --color-text-light: #{var(--color-main-text)};\n --color-text-lighter: #{var(--color-text-maxcontrast)};\n --color-scrollbar: #{$macchiato-mauve};\n --color-error: #{$macchiato-red};\n --color-error-rgb: #{$macchiato-red};\n --color-error-hover: #{color.scale($macchiato-red, $lightness: 5%)};\n --color-error-text: #{color.scale($macchiato-red, $lightness: -10%)};\n --color-warning: #{$macchiato-peach};\n --color-warning-rgb: #{$macchiato-peach};\n --color-warning-hover: #{color.scale($macchiato-peach, $lightness: 5%)};\n --color-warning-text: #{color.scale($macchiato-peach, $lightness: -10%)};\n --color-success: #{$macchiato-green};\n --color-success-rgb: #{$macchiato-green};\n --color-success-hover: #{color.scale($macchiato-green, $lightness: 5%)};\n --color-success-text: #{color.scale($macchiato-green, $lightness: -10%)};\n --color-info: #{$macchiato-blue};\n --color-info-rgb: #{$macchiato-blue};\n --color-info-hover: #{color.scale($macchiato-blue, $lightness: 5%)};\n --color-info-text: #{color.scale($macchiato-blue, $lightness: -10%)};\n --color-loading-light: #{$macchiato-overlay0};\n --color-loading-dark: #{$macchiato-subtext1};\n --color-box-shadow-rgb: #{color.scale($macchiato-crust, $lightness: 10%)};\n --color-box-shadow: #{color.scale($macchiato-crust, $lightness: 15%)};\n --color-border: #{$macchiato-crust};\n --color-border-dark: #{color.scale($macchiato-crust, $lightness: 5%)};\n --color-border-maxcontrast: #{color.scale($macchiato-crust, $lightness: -10%)};\n\n\n --color-primary: #{$macchiato-maroon};\n --color-primary-default: #{$macchiato-maroon};\n --color-primary-text: #{$macchiato-crust};\n --color-primary-hover: #{color.scale($macchiato-maroon, $lightness: -5%)};\n \n --color-primary-light: #{$macchiato-green};\n --color-primary-light-text: #{$macchiato-crust};\n --color-primary-light-hover: #{color.scale($macchiato-green, $lightness: -5%)};\n \n --color-primary-element: #{$macchiato-maroon};\n --color-primary-element-hover: #{color.scale($macchiato-maroon, $lightness: -5%)};\n --color-primary-element-text: #{$macchiato-crust};\n --color-primary-element-text-dark: #{$macchiato-mantle};\n \n --color-primary-element-light: #{$macchiato-blue};\n --color-primary-element-light-hover: #{color.scale($macchiato-blue, $lightness: -5%)};\n --color-primary-element-light-text: #{$macchiato-crust};\n --gradient-primary-background: linear-gradient(40deg, var(--color-primary) 0%, var(--color-primary-hover) 100%);\n \n //Unchanged\n --font-face: system-ui, -apple-system, \"Segoe UI\", Roboto, Oxygen-Sans, Cantarell, Ubuntu, \"Helvetica Neue\", \"Noto Sans\", \"Liberation Sans\", Arial, sans-serif, \"Apple Color Emoji\", \"Segoe UI Emoji\", \"Segoe UI Symbol\", \"Noto Color Emoji\";\n --default-font-size: 15px;\n --animation-quick: 100ms;\n --animation-slow: 300ms;\n --border-radius: 3px;\n --border-radius-large: 10px;\n --border-radius-rounded: 28px;\n --border-radius-pill: 100px;\n --default-clickable-area: 44px;\n --default-line-height: 24px;\n --default-grid-baseline: 4px;\n --header-height: 50px;\n --navigation-width: 300px;\n --sidebar-min-width: 300px;\n --sidebar-max-width: 500px;\n --list-min-width: 200px;\n --list-max-width: 300px;\n --header-menu-item-height: 44px;\n --header-menu-profile-item-height: 66px;\n --breakpoint-mobile: 1024px;\n --background-invert-if-dark: invert(100%);\n --background-invert-if-bright: no;\n --background-image-invert-if-bright: no;\n --primary-invert-if-bright: no;\n --primary-invert-if-dark: invert(100%);\n}\n\n/*Theme selection hide old description*/\n.theming__preview .checkbox-radio-switch__text,\n.theming__preview--light h3, .theming__preview--light p,\n.theming__preview--dark h3, .theming__preview--dark p,\n.theming__preview--light-highcontrast h3, .theming__preview--light-highcontrast p,\n.theming__preview--dark-highcontrast h3, .theming__preview--dark-highcontrast p {\nvisibility: hidden;\n}\n\n//Replace old radio btn. lable\n.theming__preview .checkbox-radio-switch__text::before {\nvisibility: visible;\ncontent: \"Enable this theme\";\n}\n\n//Show new theme description\n.theming__preview--light h3::before {\ncontent: \"Latte theme\";\nvisibility: visible;\n}\n.theming__preview--light p::before {\ncontent: \"The catppuccino light theme\";\nvisibility: visible;\n}\n.theming__preview--light .theming__preview-image,\n.theming__preview--dark .theming__preview-image,\n.theming__preview--light-highcontrast .theming__preview-image,\n.theming__preview--dark-highcontrast .theming__preview-image {\n//background-image: TODO; !important;\ndisplay: none;\n}\n\n//Show new theme description\n.theming__preview--dark h3::before {\ncontent: \"Frappe Theme\";\nvisibility: visible;\n}\n.theming__preview--dark p::before {\ncontent: \"The milde and cozy catppuccino dark theme\";\nvisibility: visible;\n}\n\n//Show new theme description\n.theming__preview--light-highcontrast h3::before {\ncontent: \"Macchiato Theme\";\nvisibility: visible;\n}\n.theming__preview--light-highcontrast p::before {\ncontent: \"Catpuccinos perfect mix between Mocha and Frappe\";\nvisibility: visible;\n}\n\n//Show new theme description\n.theming__preview--dark-highcontrast h3::before {\ncontent: \"Mocha Theme\";\nvisibility: visible;\n}\n.theming__preview--dark-highcontrast p::before {\ncontent: \"Catppuccinos dark theme withe bright colors\";\nvisibility: visible;\n}\n\n\n/*Setting left nav Pannel to be transparent without blur*/\n.app-navigation {\nbackground-color: var(--color-main-background) !important;\nbackdrop-filter: None !important;\n}\n\n/*Setting markdown editor link color to primary light*/\n.paragraph-content a {\ncolor: var(--color-primary-element-light) !important; \n}\n\n/*Fixing Dashboards toggel item widget visibility (e.g. weather)*/\n.action-item__menutoggle{\nbackground-color: var(--color-primary-element-light) !important;\n}\n/*Fixing Dashboard Welcome msg visibility*/\n.app-dashboard h2:nth-child(1) {\ncolor: var(--color-main-text) !important;\n}\n\n/*Fixing Mail sidebar 1 text visibility when selected*/\n.app-navigation-entry.active a{\ncolor: var(--color-primary-element-text) !important;\n}\n/*Fixing Mail sidebar 2 text visibility when selected*/\n.list-item__wrapper.list-item__wrapper--active .list-item-content__main span,\n.list-item__wrapper.list-item__wrapper--active .list-item-content__main span .envelope__preview-text{\ncolor: var(--color-primary-element-text) !important;\n}\n\n/*Fixing visibility of left header label and right header icons*/\n.header-right .header-menu button,\n.headeu-main li .app-menu-entry--label{\ncolor: var(--color-main-text) !important;\n}\nr-right .header-menu .unified-search__button[data-v-3883344d],\n.app-men\n```\n\n---\n\n```\n/*Fixing share link folder icon*/\n.files-public-content .thumbnail\n{\n filter: brightness(0) saturate(100%) invert(93%) sepia(17%) saturate(7243%) hue-rotate(295deg) brightness(97%) contrast(89%);\n}\n\n.files-public-content .files-fileList .date {\ncolor: var(--color-main-text) !important;\n}\n```",536870918]],["^15",[1207,"^O","^1X",536870918]],["^15",[1207,"^F",1220,536870918]],["^15",[1207,"^X",1199,536870918]],["^15",[1207,"^V",1199,536870918]],["^15",[1207,"^U",1199,536870918]],["^15",[1207,"^?",["^ ","^2S",3],536870918]],["^15",[1207,"^J",[],536870918]],["^15",[1207,"^;","~u68a60d89-0460-4eb3-a31b-647a13017abe",536870918]],["^15",[1208,"^Q","from https://help.nextcloud.com/t/nextcloud-docker-compose-with-ffmpeg-example/143964/2###",536870918]],["^15",[1208,"^O","^1X",536870918]],["^15",[1208,"^F",1227,536870918]],["^15",[1208,"^X",1199,536870918]],["^15",[1208,"^V",1220,536870918]],["^15",[1208,"^U",1199,536870918]],["^15",[1208,"^;","~u68a60d89-a44e-40e5-8dc4-a785e15f78a2",536870918]],["^15",[1209,"^Q","use sudo crontab -e --> System host crontab to regularly run jobs",536870918]],["^15",[1209,"^O","^1X",536870918]],["^15",[1209,"^F",1211,536870918]],["^15",[1209,"^X",1199,536870918]],["^15",[1209,"^V",1211,536870918]],["^15",[1209,"^U",1199,536870918]],["^15",[1209,"^;","~u68a60d89-6c4c-4e31-aa52-2fa917c748bb",536870918]],["^15",[1210,"^Q","Additional References:",536870918]],["^15",[1210,"^O","^1X",536870918]],["^15",[1210,"^F",1206,536870918]],["^15",[1210,"^X",1199,536870918]],["^15",[1210,"^V",1222,536870918]],["^15",[1210,"^U",1199,536870918]],["^15",[1210,"^;","~u68a60d89-e9be-4de4-98c9-392b848c40ee",536870918]],["^15",[1211,"^Q","### Crontabs",536870918]],["^15",[1211,"^O","^1X",536870918]],["^15",[1211,"^F",1205,536870918]],["^15",[1211,"^X",1199,536870918]],["^15",[1211,"^V",1199,536870918]],["^15",[1211,"^U",1199,536870918]],["^15",[1211,"^?",["^ ","^2S",3],536870918]],["^15",[1211,"^J",[],536870918]],["^15",[1211,"^;","~u68a60d89-9a97-4315-9020-60841787960a",536870918]],["^15",[1212,"^Q","### OnlyOffice hide welcome Page",536870918]],["^15",[1212,"^O","^1X",536870918]],["^15",[1212,"^F",1229,536870918]],["^15",[1212,"^X",1199,536870918]],["^15",[1212,"^V",1221,536870918]],["^15",[1212,"^U",1199,536870918]],["^15",[1212,"^?",["^ ","^2S",3],536870918]],["^15",[1212,"^J",[],536870918]],["^15",[1212,"^;","~u68a60d89-e206-40a9-953d-f9286ff30867",536870918]],["^15",[1213,"^Q","### Domains as Iframes\n ![](https://nextcloud.urmel.duckdns.org/apps/text/image?documentId=2852&sessionId=895&sessionToken=vbMVkIDUFi94FiL%2B2N5umrWqoB5nFNEI1al4rvKqSGbn0LP2kFrrt%2BaZ6OsTUYaY&imageFileName=image.png){:height 1032, :width 776}",536870918]],["^15",[1213,"^O","^1X",536870918]],["^15",[1213,"^F",1211,536870918]],["^15",[1213,"^X",1199,536870918]],["^15",[1213,"^V",1199,536870918]],["^15",[1213,"^U",1199,536870918]],["^15",[1213,"^?",["^ ","^2S",3],536870918]],["^15",[1213,"^J",[],536870918]],["^15",[1213,"^;","~u68a60d89-7160-4559-a169-64450b236687",536870918]],["^15",[1214,"^Q","",536870918]],["^15",[1214,"^O","^1X",536870918]],["^15",[1214,"^F",1228,536870918]],["^15",[1214,"^X",1199,536870918]],["^15",[1214,"^V",1228,536870918]],["^15",[1214,"^U",1199,536870918]],["^15",[1214,"^;","~u68a60d89-c13d-403c-964a-466fa8bbb38f",536870918]],["^15",[1215,"^Q","**Slides:**\nbackground-color:: green",536870918]],["^15",[1215,"^O","^1X",536870918]],["^15",[1215,"^F",1202,536870918]],["^15",[1215,"^X",1199,536870918]],["^15",[1215,"^V",1222,536870918]],["^15",[1215,"^U",1199,536870918]],["^15",[1215,"^?",["^ ","^2X","green"],536870918]],["^15",[1215,"^J",["^2X"],536870918]],["^15",[1215,"^4",["^ ","^2X","green"],536870918]],["^15",[1215,"^;","~u68a60d89-bbb6-4c5a-9e95-1730e3dd55f0",536870918]],["^15",[1216,"^Q","{{query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[Server/Nextcloud Notes]]) (namespace [[Server/Nextcloud Notes]])))}}",536870918]],["^15",[1216,"^O","^1X",536870918]],["^15",[1216,"^F",1215,536870918]],["^15",[1216,"^S",1232,536870918]],["^15",[1216,"^X",1199,536870918]],["^15",[1216,"^V",1215,536870918]],["^15",[1216,"^U",1199,536870918]],["^15",[1216,"^;","~u68a60d89-e9c6-455a-bab6-374049b69128",536870918]],["^15",[1217,"^Q","in /etc/nginx/includes/ds-docservice.conf rem out the first line then add:",536870918]],["^15",[1217,"^O","^1X",536870918]],["^15",[1217,"^F",1212,536870918]],["^15",[1217,"^X",1199,536870918]],["^15",[1217,"^V",1212,536870918]],["^15",[1217,"^U",1199,536870918]],["^15",[1217,"^;","~u68a60d89-26dc-4792-affd-016bc42897fa",536870918]],["^15",[1218,"^Q","You get a \" 404 Not Found\". Editing docs from onlyoffice still works. This change will survive updates if you keep the same ds-docservice.conf. I don’t use docker but this file is never touched during “apt” upgrades.",536870918]],["^15",[1218,"^O","^1X",536870918]],["^15",[1218,"^F",1204,536870918]],["^15",[1218,"^X",1199,536870918]],["^15",[1218,"^V",1212,536870918]],["^15",[1218,"^U",1199,536870918]],["^15",[1218,"^;","~u68a60d89-b694-4829-a046-e6fea59a5fdf",536870918]],["^15",[1219,"^Q","https://forum.onlyoffice.com/t/hide-deactivate-welcome-page/566/4",536870918]],["^15",[1219,"^O","^1X",536870918]],["^15",[1219,"^F",1218,536870918]],["^15",[1219,"^X",1199,536870918]],["^15",[1219,"^V",1218,536870918]],["^15",[1219,"^U",1199,536870918]],["^15",[1219,"^;","~u68a60d89-a40b-4889-ad28-960b56bb20ee",536870918]],["^15",[1220,"^Q","### Installing ffmpeg for Video Preview",536870918]],["^15",[1220,"^O","^1X",536870918]],["^15",[1220,"^F",1213,536870918]],["^15",[1220,"^X",1199,536870918]],["^15",[1220,"^V",1199,536870918]],["^15",[1220,"^U",1199,536870918]],["^15",[1220,"^?",["^ ","^2S",3],536870918]],["^15",[1220,"^J",[],536870918]],["^15",[1220,"^;","~u68a60d89-2f4c-4edb-8946-04659cf6a9e1",536870918]],["^15",[1221,"^Q","#### President data in NSF",536870918]],["^15",[1221,"^O","^1X",536870918]],["^15",[1221,"^F",1230,536870918]],["^15",[1221,"^X",1199,536870918]],["^15",[1221,"^V",1199,536870918]],["^15",[1221,"^U",1199,536870918]],["^15",[1221,"^?",["^ ","^2S",4],536870918]],["^15",[1221,"^J",[],536870918]],["^15",[1221,"^;","~u68a60d89-eda4-4e86-bb2f-20c6d01140bf",536870918]],["^15",[1222,"^Q","## Meta",536870918]],["^15",[1222,"^O","^1X",536870918]],["^15",[1222,"^F",1199,536870918]],["^15",[1222,"^X",1199,536870918]],["^15",[1222,"^V",1199,536870918]],["^15",[1222,"^U",1199,536870918]],["^15",[1222,"^?",["^ ","^2S",2],536870918]],["^15",[1222,"^J",[],536870918]],["^15",[1222,"^;","~u68a60d89-95c7-4b8c-8ed0-5b18dbbf9fd4",536870918]],["^15",[1223,"^Q","{{query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[Server/Nextcloud Notes]]) (namespace [[Server/Nextcloud Notes]])))}}\nquery-sort-by:: block\nquery-table:: true\nquery-sort-desc:: false",536870918]],["^15",[1223,"^O","^1X",536870918]],["^15",[1223,"^F",1202,536870918]],["^15",[1223,"^S",1231,536870918]],["^15",[1223,"^X",1199,536870918]],["^15",[1223,"^V",1202,536870918]],["^15",[1223,"^U",1199,536870918]],["^15",[1223,"^?",["^ ","^2U","block","^2V",true,"^2W",false],536870918]],["^15",[1223,"^J",["^2U","^2V","^2W"],536870918]],["^15",[1223,"^4",["^ ","^2U","block","^2V","true","^2W","false"],536870918]],["^15",[1223,"^;","~u68a60d89-a191-4de3-b300-6c305ead716e",536870918]],["^15",[1224,"^Q","To set memory allowed memory size",536870918]],["^15",[1224,"^O","^1X",536870918]],["^15",[1224,"^F",1205,536870918]],["^15",[1224,"^X",1199,536870918]],["^15",[1224,"^V",1205,536870918]],["^15",[1224,"^U",1199,536870918]],["^15",[1224,"^;","~u68a60d89-0c28-48b5-9c57-0656843a06ed",536870918]],["^15",[1225,"^Q","---",536870918]],["^15",[1225,"^O","^1X",536870918]],["^15",[1225,"^F",1222,536870918]],["^15",[1225,"^X",1199,536870918]],["^15",[1225,"^V",1199,536870918]],["^15",[1225,"^U",1199,536870918]],["^15",[1225,"^;","~u68a60d89-8d59-4f7f-8b90-9bf81fe90a8b",536870918]],["^15",[1226,"^Q","/5 \\* \\* \\* \\* docker exec -u www-data nextcloud-app-1 php --define memory_limit=2048M /var/www/html/cron.php",536870918]],["^15",[1226,"^O","^1X",536870918]],["^15",[1226,"^F",1209,536870918]],["^15",[1226,"^X",1199,536870918]],["^15",[1226,"^V",1211,536870918]],["^15",[1226,"^U",1199,536870918]],["^15",[1226,"^;","~u68a60d89-491d-48b5-9b94-c2f820514bde",536870918]],["^15",[1227,"^Q","apt update && apt -y install ffmpeg",536870918]],["^15",[1227,"^O","^1X",536870918]],["^15",[1227,"^F",1220,536870918]],["^15",[1227,"^X",1199,536870918]],["^15",[1227,"^V",1220,536870918]],["^15",[1227,"^U",1199,536870918]],["^15",[1227,"^;","~u68a60d89-4464-49e4-bfb9-9aa4049c07f0",536870918]],["^15",[1228,"^Q","**Summery**:\nbackground-color:: blue",536870918]],["^15",[1228,"^O","^1X",536870918]],["^15",[1228,"^F",1215,536870918]],["^15",[1228,"^X",1199,536870918]],["^15",[1228,"^V",1222,536870918]],["^15",[1228,"^U",1199,536870918]],["^15",[1228,"^?",["^ ","^2X","blue"],536870918]],["^15",[1228,"^J",["^2X"],536870918]],["^15",[1228,"^4",["^ ","^2X","blue"],536870918]],["^15",[1228,"^;","~u68a60d89-1d5d-4574-ab0e-002312bd0c4d",536870918]],["^15",[1229,"^Q","On crash a explicit restart on Server side of the Service may be required",536870918]],["^15",[1229,"^O","^1X",536870918]],["^15",[1229,"^F",1221,536870918]],["^15",[1229,"^X",1199,536870918]],["^15",[1229,"^V",1221,536870918]],["^15",[1229,"^U",1199,536870918]],["^15",[1229,"^;","~u68a60d89-2d90-46bd-b3cd-6666bfc59026",536870918]],["^15",[1230,"^Q","",536870918]],["^15",[1230,"^O","^1X",536870918]],["^15",[1230,"^F",1225,536870918]],["^15",[1230,"^X",1199,536870918]],["^15",[1230,"^V",1199,536870918]],["^15",[1230,"^U",1199,536870918]],["^15",[1230,"^;","~u68a60d89-c9d8-46c6-9cf9-9d50685699d3",536870918]],["^15",[1231,"^?",["^ ","^2Y","query","^2Z",["(and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[Server/Nextcloud Notes]]) (namespace [[Server/Nextcloud Notes]])))"]],536870918]],["^15",[1231,"^W","macro",536870918]],["^15",[1231,"^T","query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[Server/Nextcloud Notes]]) (namespace [[Server/Nextcloud Notes]])))",536870918]],["^15",[1232,"^?",["^ ","^2Y","query","^2Z",["(and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[Server/Nextcloud Notes]]) (namespace [[Server/Nextcloud Notes]])))"]],536870918]],["^15",[1232,"^W","macro",536870918]],["^15",[1232,"^T","query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[Server/Nextcloud Notes]]) (namespace [[Server/Nextcloud Notes]])))",536870918]],["^15",[1233,"^3","## Meta\n\t- Additional Tags: #steamdeck\n\t- Additional References:\n\t- **Notes:**\n\t background-color:: red\n\t\t- {{query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[Server/Steamdeck Local Ai]]) (namespace [[Server/Steamdeck Local Ai]])))}}\n\t\t query-sort-by:: block\n\t\t query-table:: true\n\t\t query-sort-desc:: false\n\t- **Slides:**\n\t background-color:: green\n\t\t- {{query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[Server/Steamdeck Local Ai]]) (namespace [[Server/Steamdeck Local Ai]])))}}\n\t\t query-table:: true\n\t- **Summery**:\n\t background-color:: blue\n\t\t- A Guide on how to setup a Local API using #localai\n- ---\n- ## Setup Steps #Slide\n\t- `sudo steamos-readonly disable`\n\t- Activate #SSH\n\t\t- `passwd` _sets password for user deck_\n\t\t- `sudo systemctl start sshd`\n\t- Initialize #packman\n\t\t- `sudo pacman-key --init`\n\t\t- `sudo pacman-key --populate archlinux`\n\t\t- `sudo pacman-key --populate holo` _steamos reposetory_\n\t\t- `sudo pacman -Syu`\n\t\t- Or Alternatively: `sudo pacman -Sy archlinux-keyring`\n\t- `sudo pacman -S podman` _install containerisation Environment_ #podman\n\t\t- `sudo sh -c 'echo \"unqualified-search-registries = [\\\"docker.io\\\"]\" >> /etc/containers/registries.conf'` add docker hub\n\t- Manual install #localai:\n\t\t- ```\n\t\t podman run -ti --name ubuntu-ai \\\n\t\t --entrypoint /bin/bash \\\n\t\t -p 9000:8080 \\\n\t\t --device=/dev/kfd \\\n\t\t --device=/dev/dri \\\n\t\t --group-add=video \\\n\t\t ubuntu:24.04\n\t\t \n\t\t # Inside the container:\n\t\t apt update\n\t\t apt install -y build-essential libnuma-dev curl libcurl4-openssl-dev cmake git\n\t\t \n\t\t wget https://repo.radeon.com/amdgpu-install/latest/ubuntu/noble/amdgpu-install_6.4.60401-1_all.deb\n\t\t apt install -y ./amdgpu-install_6.4.60401-1_all.deb\n\t\t \n\t\t apt update\n\t\t amdgpu-install --usecase=rocm,hip --no-dkms\n\t\t \n\t\t wget https://localai.io/install.sh\n\t\t bash install.sh\n\t\t \n\t\t echo 'HSA_OVERRIDE_GFX_VERSION=10.3.0' >> /etc/localai.env\n\t\t echo 'PATH=$PATH:/opt/rocm/bin:/opt/rocm/rocprofiler/bin:/opt/rocm/opencl/bin' >> /etc/localai.env\n\t\t echo 'GGML_CUDA_ENABLE_UNIFIED_MEMORY=1' >> /etc/localai.env\n\t\t ```\n\t\t- Buildin #llama manualy\n\t\t\t- `HIPCXX=\"$(hipconfig -l)/clang\" GGML_CUDA_ENABLE_UNIFIED_MEMORY=1 HIP_PATH=\"$(hipconfig -R)\" cmake -S . -B build -DGGML_HIP=ON -DAMDGPU_TARGETS=gfx1030 -DCMAKE_BUILD_TYPE=Release && cmake --build build --config Release -- -j 16`\n\t\t\t- `sudo cmake --install build`\n\t\t\t- `build/bin/libllama.so /usr/local/lib/`\n\t\t\t- `ldconfig`\n\t\t\t-\n- ### Soures #Note\n\t- https://steamcommunity.com/app/1675200/discussions/0/595134792309237790/\n\t- https://www.reddit.com/r/SteamDeck/comments/18bf9op/i_ran_llms_on_steam_decks_gpu_tutorial_in_comments/\n\t- https://localai.io/basics/getting_started/\n-",536870918]],["^15",[1233,"^17",1755712905296,536870918]],["^15",[1233,"^Z","pages/Server___Steamdeck Local Ai.md",536870918]],["^15",[1234,"^K",1755712905294,536870918]],["^15",[1234,"^@",false,536870918]],["^15",[1234,"^Y","packman",536870918]],["^15",[1234,"^11","packman",536870918]],["^15",[1234,"^B",1755712905294,536870918]],["^15",[1234,"^;","~u68a60d89-4c96-4012-946f-423573bd50b9",536870918]],["^15",[1235,"^K",1755712905294,536870918]],["^15",[1235,"^@",false,536870918]],["^15",[1235,"^Y","steamdeck",536870918]],["^15",[1235,"^11","steamdeck",536870918]],["^15",[1235,"^B",1755712905294,536870918]],["^15",[1235,"^;","~u68a60d89-208e-4fce-853d-ff66afa5af65",536870918]],["^15",[1236,"^K",1755712905295,536870918]],["^15",[1236,"^@",false,536870918]],["^15",[1236,"^Y","localai",536870918]],["^15",[1236,"^11","localai",536870918]],["^15",[1236,"^B",1755712905295,536870918]],["^15",[1236,"^;","~u68a60d89-e94b-45b7-8397-9926507a02d2",536870918]],["^15",[1237,"^K",1755712905295,536870918]],["^15",[1237,"^@",false,536870918]],["^15",[1237,"^Y","podman",536870918]],["^15",[1237,"^11","podman",536870918]],["^15",[1237,"^B",1755712905295,536870918]],["^15",[1237,"^;","~u68a60d89-6b90-4fad-bb02-0c76e9941e2c",536870918]],["^15",[1238,"^K",1755712905294,536870918]],["^15",[1238,"^@",false,536870918]],["^15",[1238,"^Y","ssh",536870918]],["^15",[1238,"^11","SSH",536870918]],["^15",[1238,"^B",1755712905294,536870918]],["^15",[1238,"^;","~u68a60d89-ad69-4c4f-85fc-de8dfe942194",536870918]],["^15",[1239,"^K",1755712905295,536870918]],["^15",[1239,"^[",1233,536870918]],["^15",[1239,"^@",false,536870918]],["^15",[1239,"^Y","server/steamdeck local ai",536870918]],["^15",[1239,"^A",1132,536870918]],["^15",[1239,"^11","Server/Steamdeck Local Ai",536870918]],["^15",[1239,"^B",1755712905295,536870918]],["^15",[1239,"^;","~u68a60d89-fd75-4e08-affa-64caea99b23e",536870918]],["^15",[1240,"^K",1755712905295,536870918]],["^15",[1240,"^@",false,536870918]],["^15",[1240,"^Y","llama",536870918]],["^15",[1240,"^11","llama",536870918]],["^15",[1240,"^B",1755712905295,536870918]],["^15",[1240,"^;","~u68a60d89-f7f8-48b3-b362-d5aeb55329bf",536870918]],["^15",[1241,"^Q","Manual install #localai:",536870918]],["^15",[1241,"^O","^1X",536870918]],["^15",[1241,"^F",1260,536870918]],["^15",[1241,"^X",1239,536870918]],["^15",[1241,"^V",1266,536870918]],["^15",[1241,"^U",868,536870918]],["^15",[1241,"^U",1236,536870918]],["^15",[1241,"^U",1239,536870918]],["^15",[1241,"^H",1236,536870918]],["^15",[1241,"^;","~u68a60d89-6eba-4ff4-82d0-81f39b742245",536870918]],["^15",[1242,"^Q","~`sudo steamos-readonly disable`",536870918]],["^15",[1242,"^O","^1X",536870918]],["^15",[1242,"^F",1266,536870918]],["^15",[1242,"^X",1239,536870918]],["^15",[1242,"^V",1266,536870918]],["^15",[1242,"^U",868,536870918]],["^15",[1242,"^U",1239,536870918]],["^15",[1242,"^;","~u68a60d89-0a0c-428e-8611-380c04c18e18",536870918]],["^15",[1243,"^Q","~`sudo pacman -Syu`",536870918]],["^15",[1243,"^O","^1X",536870918]],["^15",[1243,"^F",1261,536870918]],["^15",[1243,"^X",1239,536870918]],["^15",[1243,"^V",1265,536870918]],["^15",[1243,"^U",868,536870918]],["^15",[1243,"^U",1234,536870918]],["^15",[1243,"^U",1239,536870918]],["^15",[1243,"^;","~u68a60d89-a281-4559-9fc4-cc58b05957cb",536870918]],["^15",[1244,"^Q","Additional References:",536870918]],["^15",[1244,"^O","^1X",536870918]],["^15",[1244,"^F",1258,536870918]],["^15",[1244,"^X",1239,536870918]],["^15",[1244,"^V",1250,536870918]],["^15",[1244,"^U",1239,536870918]],["^15",[1244,"^;","~u68a60d89-0489-430a-8053-f4c6f9a1c13d",536870918]],["^15",[1245,"^Q","~`sudo pacman-key --init`",536870918]],["^15",[1245,"^O","^1X",536870918]],["^15",[1245,"^F",1265,536870918]],["^15",[1245,"^X",1239,536870918]],["^15",[1245,"^V",1265,536870918]],["^15",[1245,"^U",868,536870918]],["^15",[1245,"^U",1234,536870918]],["^15",[1245,"^U",1239,536870918]],["^15",[1245,"^;","~u68a60d89-8c5a-415f-aef8-2ef4106b6dd0",536870918]],["^15",[1246,"^Q","**Notes:**\nbackground-color:: red",536870918]],["^15",[1246,"^O","^1X",536870918]],["^15",[1246,"^F",1244,536870918]],["^15",[1246,"^X",1239,536870918]],["^15",[1246,"^V",1250,536870918]],["^15",[1246,"^U",1239,536870918]],["^15",[1246,"^?",["^ ","^2X","red"],536870918]],["^15",[1246,"^J",["^2X"],536870918]],["^15",[1246,"^4",["^ ","^2X","red"],536870918]],["^15",[1246,"^;","~u68a60d89-6669-4d36-a99a-e6d04bc676b5",536870918]],["^15",[1247,"^Q","Activate #SSH",536870918]],["^15",[1247,"^O","^1X",536870918]],["^15",[1247,"^F",1242,536870918]],["^15",[1247,"^X",1239,536870918]],["^15",[1247,"^V",1266,536870918]],["^15",[1247,"^U",868,536870918]],["^15",[1247,"^U",1238,536870918]],["^15",[1247,"^U",1239,536870918]],["^15",[1247,"^H",1238,536870918]],["^15",[1247,"^;","~u68a60d89-66eb-4566-a921-c095d2d3b1c6",536870918]],["^15",[1248,"^Q","**Summery**:\nbackground-color:: blue",536870918]],["^15",[1248,"^O","^1X",536870918]],["^15",[1248,"^F",1276,536870918]],["^15",[1248,"^X",1239,536870918]],["^15",[1248,"^V",1250,536870918]],["^15",[1248,"^U",1239,536870918]],["^15",[1248,"^?",["^ ","^2X","blue"],536870918]],["^15",[1248,"^J",["^2X"],536870918]],["^15",[1248,"^4",["^ ","^2X","blue"],536870918]],["^15",[1248,"^;","~u68a60d89-a524-4f60-ae7b-453cc7ba8ecf",536870918]],["^15",[1249,"^Q","https://www.reddit.com/r/SteamDeck/comments/18bf9op/i_ran_llms_on_steam_decks_gpu_tutorial_in_comments/",536870918]],["^15",[1249,"^O","^1X",536870918]],["^15",[1249,"^F",1256,536870918]],["^15",[1249,"^X",1239,536870918]],["^15",[1249,"^V",1263,536870918]],["^15",[1249,"^U",322,536870918]],["^15",[1249,"^U",1239,536870918]],["^15",[1249,"^;","~u68a60d89-ab5d-4eea-9a73-bd8d8e66d8be",536870918]],["^15",[1250,"^Q","## Meta",536870918]],["^15",[1250,"^O","^1X",536870918]],["^15",[1250,"^F",1239,536870918]],["^15",[1250,"^X",1239,536870918]],["^15",[1250,"^V",1239,536870918]],["^15",[1250,"^U",1239,536870918]],["^15",[1250,"^?",["^ ","^2S",2],536870918]],["^15",[1250,"^J",[],536870918]],["^15",[1250,"^;","~u68a60d89-34f7-4dd4-8993-473ceba6cda6",536870918]],["^15",[1251,"^Q","~`HIPCXX=\"$(hipconfig -l)/clang\" GGML_CUDA_ENABLE_UNIFIED_MEMORY=1 HIP_PATH=\"$(hipconfig -R)\" cmake -S . -B build -DGGML_HIP=ON -DAMDGPU_TARGETS=gfx1030 -DCMAKE_BUILD_TYPE=Release && cmake --build build --config Release -- -j 16`",536870918]],["^15",[1251,"^O","^1X",536870918]],["^15",[1251,"^F",1267,536870918]],["^15",[1251,"^X",1239,536870918]],["^15",[1251,"^V",1267,536870918]],["^15",[1251,"^U",868,536870918]],["^15",[1251,"^U",1236,536870918]],["^15",[1251,"^U",1239,536870918]],["^15",[1251,"^U",1240,536870918]],["^15",[1251,"^;","~u68a60d89-961f-4eaa-a755-f1f57db41f5d",536870918]],["^15",[1252,"^Q","~`build/bin/libllama.so /usr/local/lib/`",536870918]],["^15",[1252,"^O","^1X",536870918]],["^15",[1252,"^F",1272,536870918]],["^15",[1252,"^X",1239,536870918]],["^15",[1252,"^V",1267,536870918]],["^15",[1252,"^U",868,536870918]],["^15",[1252,"^U",1236,536870918]],["^15",[1252,"^U",1239,536870918]],["^15",[1252,"^U",1240,536870918]],["^15",[1252,"^;","~u68a60d89-8556-49cc-a1f0-c00a138b155a",536870918]],["^15",[1253,"^Q","~`sudo sh -c 'echo \"unqualified-search-registries = [\\\"docker.io\\\"]\" >> /etc/containers/registries.conf'` add docker hub",536870918]],["^15",[1253,"^O","^1X",536870918]],["^15",[1253,"^F",1260,536870918]],["^15",[1253,"^X",1239,536870918]],["^15",[1253,"^V",1260,536870918]],["^15",[1253,"^U",868,536870918]],["^15",[1253,"^U",1237,536870918]],["^15",[1253,"^U",1239,536870918]],["^15",[1253,"^;","~u68a60d89-1e4e-450d-a86e-3e45ba24cd5c",536870918]],["^15",[1254,"^Q","",536870918]],["^15",[1254,"^O","^1X",536870918]],["^15",[1254,"^F",1263,536870918]],["^15",[1254,"^X",1239,536870918]],["^15",[1254,"^V",1239,536870918]],["^15",[1254,"^U",1239,536870918]],["^15",[1254,"^;","~u68a60d89-f9c4-4f6a-aaf9-6d3e97c2aa82",536870918]],["^15",[1255,"^Q","{{query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[Server/Steamdeck Local Ai]]) (namespace [[Server/Steamdeck Local Ai]])))}}\nquery-sort-by:: block\nquery-table:: true\nquery-sort-desc:: false",536870918]],["^15",[1255,"^O","^1X",536870918]],["^15",[1255,"^F",1246,536870918]],["^15",[1255,"^S",1277,536870918]],["^15",[1255,"^X",1239,536870918]],["^15",[1255,"^V",1246,536870918]],["^15",[1255,"^U",1239,536870918]],["^15",[1255,"^?",["^ ","^2U","block","^2V",true,"^2W",false],536870918]],["^15",[1255,"^J",["^2U","^2V","^2W"],536870918]],["^15",[1255,"^4",["^ ","^2U","block","^2V","true","^2W","false"],536870918]],["^15",[1255,"^;","~u68a60d89-f065-4936-8ee5-6f5ca2ad0ec6",536870918]],["^15",[1256,"^Q","https://steamcommunity.com/app/1675200/discussions/0/595134792309237790/",536870918]],["^15",[1256,"^O","^1X",536870918]],["^15",[1256,"^F",1263,536870918]],["^15",[1256,"^X",1239,536870918]],["^15",[1256,"^V",1263,536870918]],["^15",[1256,"^U",322,536870918]],["^15",[1256,"^U",1239,536870918]],["^15",[1256,"^;","~u68a60d89-7622-4191-885a-79cce707c8b9",536870918]],["^15",[1257,"^Q","~`sudo pacman-key --populate archlinux`",536870918]],["^15",[1257,"^O","^1X",536870918]],["^15",[1257,"^F",1245,536870918]],["^15",[1257,"^X",1239,536870918]],["^15",[1257,"^V",1265,536870918]],["^15",[1257,"^U",868,536870918]],["^15",[1257,"^U",1234,536870918]],["^15",[1257,"^U",1239,536870918]],["^15",[1257,"^;","~u68a60d89-1607-4be3-9a3f-e95ac3b065de",536870918]],["^15",[1258,"^Q","Additional Tags: #steamdeck",536870918]],["^15",[1258,"^O","^1X",536870918]],["^15",[1258,"^F",1250,536870918]],["^15",[1258,"^X",1239,536870918]],["^15",[1258,"^V",1250,536870918]],["^15",[1258,"^U",1235,536870918]],["^15",[1258,"^U",1239,536870918]],["^15",[1258,"^H",1235,536870918]],["^15",[1258,"^;","~u68a60d89-8eca-4bfc-91b2-875108e0248c",536870918]],["^15",[1259,"^Q","~`ldconfig`",536870918]],["^15",[1259,"^O","^1X",536870918]],["^15",[1259,"^F",1252,536870918]],["^15",[1259,"^X",1239,536870918]],["^15",[1259,"^V",1267,536870918]],["^15",[1259,"^U",868,536870918]],["^15",[1259,"^U",1236,536870918]],["^15",[1259,"^U",1239,536870918]],["^15",[1259,"^U",1240,536870918]],["^15",[1259,"^;","~u68a60d89-3cc7-4283-b117-a44a61d02a7b",536870918]],["^15",[1260,"^Q","~`sudo pacman -S podman` _install containerisation Environment_ #podman",536870918]],["^15",[1260,"^O","^1X",536870918]],["^15",[1260,"^F",1265,536870918]],["^15",[1260,"^X",1239,536870918]],["^15",[1260,"^V",1266,536870918]],["^15",[1260,"^U",868,536870918]],["^15",[1260,"^U",1237,536870918]],["^15",[1260,"^U",1239,536870918]],["^15",[1260,"^H",1237,536870918]],["^15",[1260,"^;","~u68a60d89-5732-43cc-a2e7-3ddb8c3eea2a",536870918]],["^15",[1261,"^Q","~`sudo pacman-key --populate holo` _steamos reposetory_",536870918]],["^15",[1261,"^O","^1X",536870918]],["^15",[1261,"^F",1257,536870918]],["^15",[1261,"^X",1239,536870918]],["^15",[1261,"^V",1265,536870918]],["^15",[1261,"^U",868,536870918]],["^15",[1261,"^U",1234,536870918]],["^15",[1261,"^U",1239,536870918]],["^15",[1261,"^;","~u68a60d89-8ad1-40c6-a017-eed47642fb04",536870918]],["^15",[1262,"^Q","https://localai.io/basics/getting_started/",536870918]],["^15",[1262,"^O","^1X",536870918]],["^15",[1262,"^F",1249,536870918]],["^15",[1262,"^X",1239,536870918]],["^15",[1262,"^V",1263,536870918]],["^15",[1262,"^U",322,536870918]],["^15",[1262,"^U",1239,536870918]],["^15",[1262,"^;","~u68a60d89-00e7-4505-89b1-f3e006b3c1a2",536870918]],["^15",[1263,"^Q","### Soures #Note",536870918]],["^15",[1263,"^O","^1X",536870918]],["^15",[1263,"^F",1266,536870918]],["^15",[1263,"^X",1239,536870918]],["^15",[1263,"^V",1239,536870918]],["^15",[1263,"^U",322,536870918]],["^15",[1263,"^U",1239,536870918]],["^15",[1263,"^?",["^ ","^2S",3],536870918]],["^15",[1263,"^J",[],536870918]],["^15",[1263,"^H",322,536870918]],["^15",[1263,"^;","~u68a60d89-e52c-40b9-bbd2-c0f679dc435a",536870918]],["^15",[1264,"^Q","",536870918]],["^15",[1264,"^O","^1X",536870918]],["^15",[1264,"^F",1259,536870918]],["^15",[1264,"^X",1239,536870918]],["^15",[1264,"^V",1267,536870918]],["^15",[1264,"^U",868,536870918]],["^15",[1264,"^U",1236,536870918]],["^15",[1264,"^U",1239,536870918]],["^15",[1264,"^U",1240,536870918]],["^15",[1264,"^;","~u68a60d89-0c0b-482b-b326-630ca9adc5e6",536870918]],["^15",[1265,"^Q","Initialize #packman",536870918]],["^15",[1265,"^O","^1X",536870918]],["^15",[1265,"^F",1247,536870918]],["^15",[1265,"^X",1239,536870918]],["^15",[1265,"^V",1266,536870918]],["^15",[1265,"^U",868,536870918]],["^15",[1265,"^U",1234,536870918]],["^15",[1265,"^U",1239,536870918]],["^15",[1265,"^H",1234,536870918]],["^15",[1265,"^;","~u68a60d89-d8d1-4913-9fa7-ac492aadde64",536870918]],["^15",[1266,"^Q","## Setup Steps #Slide",536870918]],["^15",[1266,"^O","^1X",536870918]],["^15",[1266,"^F",1273,536870918]],["^15",[1266,"^X",1239,536870918]],["^15",[1266,"^V",1239,536870918]],["^15",[1266,"^U",868,536870918]],["^15",[1266,"^U",1239,536870918]],["^15",[1266,"^?",["^ ","^2S",2],536870918]],["^15",[1266,"^J",[],536870918]],["^15",[1266,"^H",868,536870918]],["^15",[1266,"^;","~u68a60d89-7281-4386-a5d3-b59c76eeb0a6",536870918]],["^15",[1267,"^Q","Buildin #llama manualy",536870918]],["^15",[1267,"^O","^1X",536870918]],["^15",[1267,"^F",1269,536870918]],["^15",[1267,"^X",1239,536870918]],["^15",[1267,"^V",1241,536870918]],["^15",[1267,"^U",868,536870918]],["^15",[1267,"^U",1236,536870918]],["^15",[1267,"^U",1239,536870918]],["^15",[1267,"^U",1240,536870918]],["^15",[1267,"^H",1240,536870918]],["^15",[1267,"^;","~u68a60d89-799f-4e86-84d1-84e0ba28c24c",536870918]],["^15",[1268,"^Q","Or Alternatively: `sudo pacman -Sy archlinux-keyring`",536870918]],["^15",[1268,"^O","^1X",536870918]],["^15",[1268,"^F",1243,536870918]],["^15",[1268,"^X",1239,536870918]],["^15",[1268,"^V",1265,536870918]],["^15",[1268,"^U",868,536870918]],["^15",[1268,"^U",1234,536870918]],["^15",[1268,"^U",1239,536870918]],["^15",[1268,"^;","~u68a60d89-3dc4-45f7-9749-c0c57d64a23d",536870918]],["^15",[1269,"^Q","~```\npodman run -ti --name ubuntu-ai \\\n --entrypoint /bin/bash \\\n -p 9000:8080 \\\n --device=/dev/kfd \\\n --device=/dev/dri \\\n --group-add=video \\\n ubuntu:24.04\n\n# Inside the container:\napt update\napt install -y build-essential libnuma-dev curl libcurl4-openssl-dev cmake git\n\nwget https://repo.radeon.com/amdgpu-install/latest/ubuntu/noble/amdgpu-install_6.4.60401-1_all.deb\napt install -y ./amdgpu-install_6.4.60401-1_all.deb\n\napt update\namdgpu-install --usecase=rocm,hip --no-dkms\n\nwget https://localai.io/install.sh\nbash install.sh\n\necho 'HSA_OVERRIDE_GFX_VERSION=10.3.0' >> /etc/localai.env\necho 'PATH=$PATH:/opt/rocm/bin:/opt/rocm/rocprofiler/bin:/opt/rocm/opencl/bin' >> /etc/localai.env\necho 'GGML_CUDA_ENABLE_UNIFIED_MEMORY=1' >> /etc/localai.env\n```",536870918]],["^15",[1269,"^O","^1X",536870918]],["^15",[1269,"^F",1241,536870918]],["^15",[1269,"^X",1239,536870918]],["^15",[1269,"^V",1241,536870918]],["^15",[1269,"^U",868,536870918]],["^15",[1269,"^U",1236,536870918]],["^15",[1269,"^U",1239,536870918]],["^15",[1269,"^;","~u68a60d89-ca09-48f5-b41c-dd42b2b70d73",536870918]],["^15",[1270,"^Q","A Guide on how to setup a Local API using #localai",536870918]],["^15",[1270,"^O","^1X",536870918]],["^15",[1270,"^F",1248,536870918]],["^15",[1270,"^X",1239,536870918]],["^15",[1270,"^V",1248,536870918]],["^15",[1270,"^U",1236,536870918]],["^15",[1270,"^U",1239,536870918]],["^15",[1270,"^H",1236,536870918]],["^15",[1270,"^;","~u68a60d89-f738-4476-8be2-16153b2e3288",536870918]],["^15",[1271,"^Q","{{query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[Server/Steamdeck Local 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build`",536870918]],["^15",[1272,"^O","^1X",536870918]],["^15",[1272,"^F",1251,536870918]],["^15",[1272,"^X",1239,536870918]],["^15",[1272,"^V",1267,536870918]],["^15",[1272,"^U",868,536870918]],["^15",[1272,"^U",1236,536870918]],["^15",[1272,"^U",1239,536870918]],["^15",[1272,"^U",1240,536870918]],["^15",[1272,"^;","~u68a60d89-5960-40ea-aa5d-4357ce98238a",536870918]],["^15",[1273,"^Q","---",536870918]],["^15",[1273,"^O","^1X",536870918]],["^15",[1273,"^F",1250,536870918]],["^15",[1273,"^X",1239,536870918]],["^15",[1273,"^V",1239,536870918]],["^15",[1273,"^U",1239,536870918]],["^15",[1273,"^;","~u68a60d89-4870-438c-907b-42eb97c81064",536870918]],["^15",[1274,"^Q","~`sudo systemctl start 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","^2X","green"],536870918]],["^15",[1276,"^J",["^2X"],536870918]],["^15",[1276,"^4",["^ ","^2X","green"],536870918]],["^15",[1276,"^;","~u68a60d89-abc2-4480-a2d0-13eb6694b9c4",536870918]],["^15",[1277,"^?",["^ ","^2Y","query","^2Z",["(and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[Server/Steamdeck Local Ai]]) (namespace [[Server/Steamdeck Local Ai]])))"]],536870918]],["^15",[1277,"^W","macro",536870918]],["^15",[1277,"^T","query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[Server/Steamdeck Local Ai]]) (namespace [[Server/Steamdeck Local Ai]])))",536870918]],["^15",[1278,"^?",["^ ","^2Y","query","^2Z",["(and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[Server/Steamdeck Local Ai]]) (namespace [[Server/Steamdeck Local Ai]])))"]],536870918]],["^15",[1278,"^W","macro",536870918]],["^15",[1278,"^T","query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[Server/Steamdeck Local Ai]]) (namespace [[Server/Steamdeck Local Ai]])))",536870918]],["^15",[1279,"^3","exclude-from-graph-view:: true\n\n-",536870918]],["^15",[1279,"^17",1755712905304,536870918]],["^15",[1279,"^Z","pages/Slide.md",536870918]],["^15",[1280,"^Q","exclude-from-graph-view:: true\n\n",536870918]],["^15",[1280,"^O","^1X",536870918]],["^15",[1280,"^2Q",["^2R",[]],536870918]],["^15",[1280,"^F",868,536870918]],["^15",[1280,"^X",868,536870918]],["^15",[1280,"^V",868,536870918]],["^15",[1280,"^U",868,536870918]],["^15",[1280,"^:",true,536870918]],["^15",[1280,"^?",["^ ","^16",true],536870918]],["^15",[1280,"^J",["^16"],536870918]],["^15",[1280,"^4",["^ ","^16","true"],536870918]],["^15",[1280,"^;","~u68a60d89-6b90-4a2b-81a7-cc09b525bad3",536870918]],["^15",[1281,"^Q","",536870918]],["^15",[1281,"^O","^1X",536870918]],["^15",[1281,"^F",1280,536870918]],["^15",[1281,"^X",868,536870918]],["^15",[1281,"^V",868,536870918]],["^15",[1281,"^U",868,536870918]],["^15",[1281,"^;","~u68a60d89-8eb4-4e57-964b-ad914524af06",536870918]],["^15",[1282,"^3","## Meta:\n\t- Additional Tags:\n\t- Additional References:\n\t- **Subpages:**\n\t background-color:: purple\n\t\t- #+BEGIN_QUERY\n\t\t {\n\t\t :title \"Index:\"\n\t\t :query (namespace [[Solid]])\n\t\t }\n\t\t #+END_QUERY\n\t- **Summery:**\n\t background-color:: blue\n\t\t- All regarding the political youth organisation\n- ---",536870918]],["^15",[1282,"^17",1755712905308,536870918]],["^15",[1282,"^Z","pages/Solid.md",536870918]],["^15",[1283,"^K",1755712905355,536870918]],["^15",[1283,"^[",1282,536870918]],["^15",[1283,"^O","^1X",536870918]],["^15",[1283,"^@",false,536870918]],["^15",[1283,"^Y","solid",536870918]],["^15",[1283,"^11","Solid",536870918]],["^15",[1283,"^B",1755712905355,536870918]],["^15",[1283,"^;","~u68a60d89-f9f5-489f-abca-e19d0e137a80",536870918]],["^15",[1284,"^Q","## Meta:",536870918]],["^15",[1284,"^O","^1X",536870918]],["^15",[1284,"^F",1283,536870918]],["^15",[1284,"^X",1283,536870918]],["^15",[1284,"^V",1283,536870918]],["^15",[1284,"^U",1283,536870918]],["^15",[1284,"^?",["^ ","^2S",2],536870918]],["^15",[1284,"^J",[],536870918]],["^15",[1284,"^;","~u68a60d89-f505-4095-a293-d4162d621606",536870918]],["^15",[1285,"^Q","Additional Tags:",536870918]],["^15",[1285,"^O","^1X",536870918]],["^15",[1285,"^F",1284,536870918]],["^15",[1285,"^X",1283,536870918]],["^15",[1285,"^V",1284,536870918]],["^15",[1285,"^U",1283,536870918]],["^15",[1285,"^;","~u68a60d89-e161-4426-914c-df192f8f09ec",536870918]],["^15",[1286,"^Q","Additional References:",536870918]],["^15",[1286,"^O","^1X",536870918]],["^15",[1286,"^F",1285,536870918]],["^15",[1286,"^X",1283,536870918]],["^15",[1286,"^V",1284,536870918]],["^15",[1286,"^U",1283,536870918]],["^15",[1286,"^;","~u68a60d89-5291-4b36-9fb4-6d1908f4e440",536870918]],["^15",[1287,"^Q","**Subpages:**\nbackground-color:: purple",536870918]],["^15",[1287,"^O","^1X",536870918]],["^15",[1287,"^F",1286,536870918]],["^15",[1287,"^X",1283,536870918]],["^15",[1287,"^V",1284,536870918]],["^15",[1287,"^U",1283,536870918]],["^15",[1287,"^?",["^ ","^2X","purple"],536870918]],["^15",[1287,"^J",["^2X"],536870918]],["^15",[1287,"^4",["^ ","^2X","purple"],536870918]],["^15",[1287,"^;","~u68a60d89-e644-4ca1-90e0-2b609613f605",536870918]],["^15",[1288,"^Q","#+BEGIN_QUERY\n{\n :title \"Index:\"\n :query (namespace [[Solid]])\n}\n#+END_QUERY",536870918]],["^15",[1288,"^O","^1X",536870918]],["^15",[1288,"^F",1287,536870918]],["^15",[1288,"^X",1283,536870918]],["^15",[1288,"^V",1287,536870918]],["^15",[1288,"^U",1283,536870918]],["^15",[1288,"^;","~u68a60d89-da91-4c25-a321-0c680b17962c",536870918]],["^15",[1289,"^Q","**Summery:**\nbackground-color:: blue",536870918]],["^15",[1289,"^O","^1X",536870918]],["^15",[1289,"^F",1287,536870918]],["^15",[1289,"^X",1283,536870918]],["^15",[1289,"^V",1284,536870918]],["^15",[1289,"^U",1283,536870918]],["^15",[1289,"^?",["^ ","^2X","blue"],536870918]],["^15",[1289,"^J",["^2X"],536870918]],["^15",[1289,"^4",["^ ","^2X","blue"],536870918]],["^15",[1289,"^;","~u68a60d89-9f45-4206-9118-3be773050cd7",536870918]],["^15",[1290,"^Q","All regarding the political youth organisation",536870918]],["^15",[1290,"^O","^1X",536870918]],["^15",[1290,"^F",1289,536870918]],["^15",[1290,"^X",1283,536870918]],["^15",[1290,"^V",1289,536870918]],["^15",[1290,"^U",1283,536870918]],["^15",[1290,"^;","~u68a60d89-1f4a-4cb6-8d2f-ed70fe52aa53",536870918]],["^15",[1291,"^Q","---",536870918]],["^15",[1291,"^O","^1X",536870918]],["^15",[1291,"^F",1284,536870918]],["^15",[1291,"^X",1283,536870918]],["^15",[1291,"^V",1283,536870918]],["^15",[1291,"^U",1283,536870918]],["^15",[1291,"^;","~u68a60d89-9ac7-4381-af43-f5a59e6cf7a1",536870918]],["^15",[1292,"^3","## Meta\n\t- Additional Tags:\n\t- Additional References:\n\t- **Notes:**\n\t background-color:: red\n\t\t- {{query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[Solid/BakIt]]) (namespace [[Solid/BakIt]])))}}\n\t\t query-sort-by:: block\n\t\t query-table:: true\n\t\t query-sort-desc:: false\n\t- **Slides:**\n\t background-color:: green\n\t\t- {{query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[Solid/BakIt]]) (namespace [[Solid/BakIt]])))}}\n\t- **Summery**:\n\t background-color:: blue\n\t\t-\n- ---\n- DONE Ansible Personal Stage\n\t- - Analyze output: of ansible `up` run\n\t ```\n\t TASK [matrix : ensure the configured accounts are registered as admins] ********\n\t failed: [2.nixmain.bak-it-stage.de] (item={'key': 'admin', 'value': 'matrix_admin_password_bcd3ddacf55f4a53bb93d78203fab48e71e6f119'}) => {\"ansible_loop_var\": \"item\", \"changed\": false, \"failed_when_result\": true, \"item\": {\"key\": \"admin\", \"value\": \"matrix_admin_password_bcd3ddacf55f4a53bb93d78203fab48e71e6f119\"}, \"rc\": 1, \"stderr\": \"2025-08-13T11:35:49.912221Z ERROR mas_matrix_synapse::modern:192 error=Failed to query localpart availability from Synapse\\n\\nCaused by:\\n 0: (no specific error)\\n 1: HTTP status server error (500 Internal Server Error) for url (https://matrix.nixmain.bak-it-stage.de/_synapse/mas/is_localpart_available?localpart=admin)\\nError: Failed to query localpart availability from Synapse\\n\\nCaused by:\\n 0: (no specific error)\\n 1: HTTP status server error (500 Internal Server Error) for url (https://matrix.nixmain.bak-it-stage.de/_synapse/mas/is_localpart_available?localpart=admin)\", \"stderr_lines\": [\"2025-08-13T11:35:49.912221Z ERROR mas_matrix_synapse::modern:192 error=Failed to query localpart availability from Synapse\", \"\", \"Caused by:\", \" 0: (no specific error)\", \" 1: HTTP status server error (500 Internal Server Error) for url (https://matrix.nixmain.bak-it-stage.de/_synapse/mas/is_localpart_available?localpart=admin)\", \"Error: Failed to query localpart availability from Synapse\", \"\", \"Caused by:\", \" 0: (no specific error)\", \" 1: HTTP status server error (500 Internal Server Error) for url (https://matrix.nixmain.bak-it-stage.de/_synapse/mas/is_localpart_available?localpart=admin)\"], \"stdout\": \"\", \"stdout_lines\": []}\n\t \n\t PLAY RECAP *********************************************************************\n\t 2.nixmain.bak-it-stage.de : ok=36 changed=21 unreachable=0 failed=1 skipped=18 rescued=0 ignored=0\n\t ```\n\t- ```\n\t TASK [hetzner_dns : update zones in Hetzner API] *******************************\n\t failed: [1.nixMain.bak-it-stage.de] (item={'key': 'nixMain.bak-it-stage.de', 'value': {'CAA': '0 issue \"letsencrypt.org\"', 'chat': {'CNAME': '2', 'admin': {'CNAME': '2'}}, 'login': {'CNAME': '1'}, 'matrix': {'CNAME': '2', 'auth': {'CNAME': '2'}}, '1': {'A': '168.119.110.56', 'AAAA': '2a01:4f8:c013:c960::1'}, '2': {'A': '128.140.48.160', 'AAAA': '2a01:4f8:c012:390d::1'}}}) => {\"ansible_loop_var\": \"item\", \"changed\": true, \"item\": {\"key\": \"nixMain.bak-it-stage.de\", \"value\": {\"1\": {\"A\": \"168.119.110.56\", \"AAAA\": \"2a01:4f8:c013:c960::1\"}, \"2\": {\"A\": \"128.140.48.160\", \"AAAA\": \"2a01:4f8:c012:390d::1\"}, \"CAA\": \"0 issue \\\"letsencrypt.org\\\"\", \"chat\": {\"CNAME\": \"2\", \"admin\": {\"CNAME\": \"2\"}}, \"login\": {\"CNAME\": \"1\"}, \"matrix\": {\"CNAME\": \"2\", \"auth\": {\"CNAME\": \"2\"}}}}, \"message\": \"Importing zone bak-it-stage.de returned HTTP Code 422: could not add record!\"}\n\t \n\t TASK [hetzner_dns : Print zones_extra for better debug message] ****************\n\t ok: [1.nixMain.bak-it-stage.de] => {\n\t \"zones_extra\": \"VARIABLE IS NOT DEFINED!\"\n\t }\n\t \n\t TASK [hetzner_dns : Print zones_filled for better debug message] ***************\n\t ok: [1.nixMain.bak-it-stage.de] => {\n\t \"zones_filled\": {\n\t \"nixMain.bak-it-stage.de\": {\n\t \"1\": {\n\t \"A\": \"168.119.110.56\",\n\t \"AAAA\": \"2a01:4f8:c013:c960::1\"\n\t },\n\t \"2\": {\n\t \"A\": \"128.140.48.160\",\n\t \"AAAA\": \"2a01:4f8:c012:390d::1\"\n\t },\n\t \"CAA\": \"0 issue \\\"letsencrypt.org\\\"\",\n\t \"chat\": {\n\t \"CNAME\": \"2\",\n\t \"admin\": {\n\t \"CNAME\": \"2\"\n\t }\n\t },\n\t \"login\": {\n\t \"CNAME\": \"1\"\n\t },\n\t \"matrix\": {\n\t \"CNAME\": \"2\",\n\t \"auth\": {\n\t \"CNAME\": \"2\"\n\t }\n\t }\n\t }\n\t }\n\t }\n\t \n\t TASK [hetzner_dns : And now, fail] *********************************************\n\t fatal: [1.nixMain.bak-it-stage.de]: FAILED! => {\"changed\": false, \"msg\": \"could not update zones in Hetzner API\"}\n\t \n\t PLAY RECAP *********************************************************************\n\t 1.nixMain.bak-it-stage.de : ok=9 changed=1 unreachable=0 failed=1 skipped=0 rescued=1 ignored=0 \n\t \n\t ```\n\t- Hallo, ich habe gerade versucht die Personal Stage zu starten, dabei ist der ansible run beim DNS setup mit Users:\n\t\t- ```\n\t\t +USERS:\n\t\t +- is_admin: true\n\t\t + loginname: testadmin\n\t\t + mail: it@linksjugend-solid.de\n\t\t + moderator:\n\t\t + - bv\n\t\t + - by\n\t\t + password: adminpassword\n\t\t +- loginname: testuser\n\t\t + mail: it-stage@linksjugend-solid.de\n\t\t + member:\n\t\t + - bv\n\t\t + - be\n\t\t + password: userpassword\n\t\t +- loginname: testmoderator_be\n\t\t + mail: testmoderator_be@example.com\n\t\t + member:\n\t\t + - bv\n\t\t + moderator:\n\t\t + - be\n\t\t + organisations: null\n\t\t + password: moderatorpassword\n\t\t +USERS_GENERATE: 100\n\t\t ```",536870918]],["^15",[1292,"^17",1755712905315,536870918]],["^15",[1292,"^Z","pages/Solid___BakIt.md",536870918]],["^15",[1293,"^K",1755712905314,536870918]],["^15",[1293,"^[",1292,536870918]],["^15",[1293,"^@",false,536870918]],["^15",[1293,"^Y","solid/bakit",536870918]],["^15",[1293,"^A",1283,536870918]],["^15",[1293,"^11","Solid/BakIt",536870918]],["^15",[1293,"^B",1755712905314,536870918]],["^15",[1293,"^;","~u68a60d89-35b4-4123-a3d3-f65f7f9f3bd3",536870918]],["^15",[1294,"^Q","{{query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[Solid/BakIt]]) (namespace [[Solid/BakIt]])))}}",536870918]],["^15",[1294,"^O","^1X",536870918]],["^15",[1294,"^F",1301,536870918]],["^15",[1294,"^S",1310,536870918]],["^15",[1294,"^X",1293,536870918]],["^15",[1294,"^V",1301,536870918]],["^15",[1294,"^U",1293,536870918]],["^15",[1294,"^;","~u68a60d89-4dc3-4dae-8d7d-c9c8230fe691",536870918]],["^15",[1295,"^Q","- Analyze output: of ansible `up` run\n```\nTASK [matrix : ensure the configured accounts are registered as admins] ********\nfailed: [2.nixmain.bak-it-stage.de] (item={'key': 'admin', 'value': 'matrix_admin_password_bcd3ddacf55f4a53bb93d78203fab48e71e6f119'}) => {\"ansible_loop_var\": \"item\", \"changed\": false, \"failed_when_result\": true, \"item\": {\"key\": \"admin\", \"value\": \"matrix_admin_password_bcd3ddacf55f4a53bb93d78203fab48e71e6f119\"}, \"rc\": 1, \"stderr\": \"2025-08-13T11:35:49.912221Z ERROR mas_matrix_synapse::modern:192 error=Failed to query localpart availability from Synapse\\n\\nCaused by:\\n 0: (no specific error)\\n 1: HTTP status server error (500 Internal Server Error) for url (https://matrix.nixmain.bak-it-stage.de/_synapse/mas/is_localpart_available?localpart=admin)\\nError: Failed to query localpart availability from Synapse\\n\\nCaused by:\\n 0: (no specific error)\\n 1: HTTP status server error (500 Internal Server Error) for url (https://matrix.nixmain.bak-it-stage.de/_synapse/mas/is_localpart_available?localpart=admin)\", \"stderr_lines\": [\"2025-08-13T11:35:49.912221Z ERROR mas_matrix_synapse::modern:192 error=Failed to query localpart availability from Synapse\", \"\", \"Caused by:\", \" 0: (no specific error)\", \" 1: HTTP status server error (500 Internal Server Error) for url (https://matrix.nixmain.bak-it-stage.de/_synapse/mas/is_localpart_available?localpart=admin)\", \"Error: Failed to query localpart availability from Synapse\", \"\", \"Caused by:\", \" 0: (no specific error)\", \" 1: HTTP status server error (500 Internal Server Error) for url (https://matrix.nixmain.bak-it-stage.de/_synapse/mas/is_localpart_available?localpart=admin)\"], \"stdout\": \"\", \"stdout_lines\": []}\n\nPLAY RECAP *********************************************************************\n2.nixmain.bak-it-stage.de : ok=36 changed=21 unreachable=0 failed=1 skipped=18 rescued=0 ignored=0\n```",536870918]],["^15",[1295,"^O","^1X",536870918]],["^15",[1295,"^F",1300,536870918]],["^15",[1295,"^X",1293,536870918]],["^15",[1295,"^V",1300,536870918]],["^15",[1295,"^U",7,536870918]],["^15",[1295,"^U",1293,536870918]],["^15",[1295,"^;","~u68a60d89-fe25-47be-98a7-4196726f57bb",536870918]],["^15",[1296,"^Q","~```\nTASK [hetzner_dns : update zones in Hetzner API] *******************************\nfailed: [1.nixMain.bak-it-stage.de] (item={'key': 'nixMain.bak-it-stage.de', 'value': {'CAA': '0 issue \"letsencrypt.org\"', 'chat': {'CNAME': '2', 'admin': {'CNAME': '2'}}, 'login': {'CNAME': '1'}, 'matrix': {'CNAME': '2', 'auth': {'CNAME': '2'}}, '1': {'A': '168.119.110.56', 'AAAA': '2a01:4f8:c013:c960::1'}, '2': {'A': '128.140.48.160', 'AAAA': '2a01:4f8:c012:390d::1'}}}) => {\"ansible_loop_var\": \"item\", \"changed\": true, \"item\": {\"key\": \"nixMain.bak-it-stage.de\", \"value\": {\"1\": {\"A\": \"168.119.110.56\", \"AAAA\": \"2a01:4f8:c013:c960::1\"}, \"2\": {\"A\": \"128.140.48.160\", \"AAAA\": \"2a01:4f8:c012:390d::1\"}, \"CAA\": \"0 issue \\\"letsencrypt.org\\\"\", \"chat\": {\"CNAME\": \"2\", \"admin\": {\"CNAME\": \"2\"}}, \"login\": {\"CNAME\": \"1\"}, \"matrix\": {\"CNAME\": \"2\", \"auth\": {\"CNAME\": \"2\"}}}}, \"message\": \"Importing zone bak-it-stage.de returned HTTP Code 422: could not add record!\"}\n\nTASK [hetzner_dns : Print zones_extra for better debug message] ****************\nok: [1.nixMain.bak-it-stage.de] => {\n \"zones_extra\": \"VARIABLE IS NOT DEFINED!\"\n}\n\nTASK [hetzner_dns : Print zones_filled for better debug message] ***************\nok: [1.nixMain.bak-it-stage.de] => {\n \"zones_filled\": {\n \"nixMain.bak-it-stage.de\": {\n \"1\": {\n \"A\": \"168.119.110.56\",\n \"AAAA\": \"2a01:4f8:c013:c960::1\"\n },\n \"2\": {\n \"A\": \"128.140.48.160\",\n \"AAAA\": \"2a01:4f8:c012:390d::1\"\n },\n \"CAA\": \"0 issue \\\"letsencrypt.org\\\"\",\n \"chat\": {\n \"CNAME\": \"2\",\n \"admin\": {\n \"CNAME\": \"2\"\n }\n },\n \"login\": {\n \"CNAME\": \"1\"\n },\n \"matrix\": {\n \"CNAME\": \"2\",\n \"auth\": {\n \"CNAME\": \"2\"\n }\n }\n }\n }\n}\n\nTASK [hetzner_dns : And now, fail] *********************************************\nfatal: [1.nixMain.bak-it-stage.de]: FAILED! => {\"changed\": false, \"msg\": \"could not update zones in Hetzner API\"}\n\nPLAY RECAP *********************************************************************\n1.nixMain.bak-it-stage.de : ok=9 changed=1 unreachable=0 failed=1 skipped=0 rescued=1 ignored=0 \n\n```",536870918]],["^15",[1296,"^O","^1X",536870918]],["^15",[1296,"^F",1295,536870918]],["^15",[1296,"^X",1293,536870918]],["^15",[1296,"^V",1300,536870918]],["^15",[1296,"^U",7,536870918]],["^15",[1296,"^U",1293,536870918]],["^15",[1296,"^;","~u68a60d89-f33c-461a-8dc5-ca579eaf4c5f",536870918]],["^15",[1297,"^Q","~```\n+USERS:\n+- is_admin: true\n+ loginname: testadmin\n+ mail: it@linksjugend-solid.de\n+ moderator:\n+ - bv\n+ - by\n+ password: adminpassword\n+- loginname: testuser\n+ mail: it-stage@linksjugend-solid.de\n+ member:\n+ - bv\n+ - be\n+ password: userpassword\n+- loginname: testmoderator_be\n+ mail: testmoderator_be@example.com\n+ member:\n+ - bv\n+ moderator:\n+ - be\n+ organisations: null\n+ password: moderatorpassword\n+USERS_GENERATE: 100\n```",536870918]],["^15",[1297,"^O","^1X",536870918]],["^15",[1297,"^F",1299,536870918]],["^15",[1297,"^X",1293,536870918]],["^15",[1297,"^V",1299,536870918]],["^15",[1297,"^U",7,536870918]],["^15",[1297,"^U",1293,536870918]],["^15",[1297,"^;","~u68a60d89-11f8-4598-9de7-4c93203a124c",536870918]],["^15",[1298,"^Q","",536870918]],["^15",[1298,"^O","^1X",536870918]],["^15",[1298,"^F",1303,536870918]],["^15",[1298,"^X",1293,536870918]],["^15",[1298,"^V",1303,536870918]],["^15",[1298,"^U",1293,536870918]],["^15",[1298,"^;","~u68a60d89-d423-4eed-8fff-05fb5b913fc9",536870918]],["^15",[1299,"^Q","Hallo, ich habe gerade versucht die Personal Stage zu starten, dabei ist der ansible run beim DNS setup mit Users:",536870918]],["^15",[1299,"^O","^1X",536870918]],["^15",[1299,"^F",1296,536870918]],["^15",[1299,"^X",1293,536870918]],["^15",[1299,"^V",1300,536870918]],["^15",[1299,"^U",7,536870918]],["^15",[1299,"^U",1293,536870918]],["^15",[1299,"^;","~u68a60d89-d8e8-4a76-b195-fb79bc0815c6",536870918]],["^15",[1300,"^Q","DONE Ansible Personal Stage",536870918]],["^15",[1300,"^O","^1X",536870918]],["^15",[1300,"^F",1304,536870918]],["^15",[1300,"^10","DONE",536870918]],["^15",[1300,"^X",1293,536870918]],["^15",[1300,"^V",1293,536870918]],["^15",[1300,"^U",7,536870918]],["^15",[1300,"^U",1293,536870918]],["^15",[1300,"^H",7,536870918]],["^15",[1300,"^;","~u68a60d89-afff-4bb5-b158-fc10a6003592",536870918]],["^15",[1301,"^Q","**Slides:**\nbackground-color:: green",536870918]],["^15",[1301,"^O","^1X",536870918]],["^15",[1301,"^F",1307,536870918]],["^15",[1301,"^X",1293,536870918]],["^15",[1301,"^V",1305,536870918]],["^15",[1301,"^U",1293,536870918]],["^15",[1301,"^?",["^ 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---\n-\n-",536870918]],["^15",[1311,"^17",1755712905322,536870918]],["^15",[1311,"^Z","pages/Solid___Plenum.md",536870918]],["^15",[1312,"^K",1755712905347,536870918]],["^15",[1312,"^[",1311,536870918]],["^15",[1312,"^O","^1X",536870918]],["^15",[1312,"^@",false,536870918]],["^15",[1312,"^Y","solid/plenum",536870918]],["^15",[1312,"^A",1283,536870918]],["^15",[1312,"^11","Solid/Plenum",536870918]],["^15",[1312,"^B",1755712905347,536870918]],["^15",[1312,"^;","~u68a60d89-2c8b-4a58-bed7-c30316f6b740",536870918]],["^15",[1313,"^Q","Additional Tags:",536870918]],["^15",[1313,"^O","^1X",536870918]],["^15",[1313,"^F",1320,536870918]],["^15",[1313,"^X",1312,536870918]],["^15",[1313,"^V",1320,536870918]],["^15",[1313,"^U",1312,536870918]],["^15",[1313,"^;","~u68a60d89-8a17-4922-acae-fa697fdc002a",536870918]],["^15",[1314,"^Q","**Makers:**\nbackground-color:: 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Meta",536870918]],["^15",[1320,"^O","^1X",536870918]],["^15",[1320,"^F",1312,536870918]],["^15",[1320,"^X",1312,536870918]],["^15",[1320,"^V",1312,536870918]],["^15",[1320,"^U",1312,536870918]],["^15",[1320,"^?",["^ ","^2S",2],536870918]],["^15",[1320,"^J",[],536870918]],["^15",[1320,"^;","~u68a60d89-cd9f-46a7-9e5a-fa1d19690ff2",536870918]],["^15",[1321,"^Q","query-table:: true\n#+BEGIN_QUERY\n{\n :title \"Tasks:\"\n :query (and [[TODO]] (or [[Soldi/Plenum]] (namespace [[Soldi/Plenum]])))\n}\n#+END_QUERY",536870918]],["^15",[1321,"^O","^1X",536870918]],["^15",[1321,"^F",1318,536870918]],["^15",[1321,"^X",1312,536870918]],["^15",[1321,"^V",1318,536870918]],["^15",[1321,"^U",1312,536870918]],["^15",[1321,"^?",["^ ","^2V",true],536870918]],["^15",[1321,"^J",["^2V"],536870918]],["^15",[1321,"^4",["^ ","^2V","true"],536870918]],["^15",[1321,"^;","~u68a60d89-5cb2-4046-8e7c-6c36750eca77",536870918]],["^15",[1322,"^Q","#+BEGIN_QUERY\n{\n :title \"Index:\"\n :query (namespace [[Solid/Plenum]])\n}\n#+END_QUERY",536870918]],["^15",[1322,"^O","^1X",536870918]],["^15",[1322,"^F",1317,536870918]],["^15",[1322,"^X",1312,536870918]],["^15",[1322,"^V",1317,536870918]],["^15",[1322,"^U",1312,536870918]],["^15",[1322,"^;","~u68a60d89-5f23-4b1f-a878-c836d965b1f9",536870918]],["^15",[1323,"^Q","**Summery:**\nbackground-color:: blue",536870918]],["^15",[1323,"^O","^1X",536870918]],["^15",[1323,"^F",1314,536870918]],["^15",[1323,"^X",1312,536870918]],["^15",[1323,"^V",1320,536870918]],["^15",[1323,"^U",1312,536870918]],["^15",[1323,"^?",["^ ","^2X","blue"],536870918]],["^15",[1323,"^J",["^2X"],536870918]],["^15",[1323,"^4",["^ 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[[Slide]]) (or (page [[Soldi/Plenum/AI]]) (namespace [[Soldi/Plenum/AI]])))}}\n\t\t query-table:: true\n\t- **Summery**:\n\t background-color:: blue\n\t\t- Vorbereitung eines Plenas zur Positionierung der Solid Bremen im Bezug auf die Verwendung von AI\n- ---\n- # Plena Struktur\n\t- ### Themen\n\t id:: 686bc829-5abe-416d-adfc-ccfe23640c6d\n\t\t- Deffinition: Ai, GAN, DeepLearning (unterscheide zu herkömmlichen Algorithmen)\n\t\t\t- [[Ai Funktionsweise der Kreativitaet #Note]]\n\t\t- Kann Ki Kust/Kreativität\n\t\t\t- [[Ai Kreativitaet #Note]]\n\t\t\t- ((686c5031-ec23-4ed2-8508-c1afea36a627))\n\t\t- Auswirkung der Verwendung (Datensammlung etc.)\n\t\t\t- [[Das Problem des Datensatzes #Note]]\n\t\t- Missbrauch von AI (Überwachung durch Staartsgewalt, Rassismus durch AI, Deepfakes)\n\t\t- Urheberrecht (Auswirkung für Kunstschaffende)\n\t\t\t- [[Ai Autorenschaft #Note]]\n\t\t\t- [[Urheberrecht #Note]]\n\t\t- Ethische Alternativen (lokale & quelloffene Modelle)\n\t- ### Ablauf\n\t\t- Kurze Einfuehrung:\n\t\t logseq.order-list-type:: number\n\t\t\t- Zielsetzung des Plenas\n\t\t\t logseq.order-list-type:: number\n\t\t\t- Was ist AI?\n\t\t\t logseq.order-list-type:: number\n\t\t- Gruppenarbeit, ausarbeitung der ((686bc829-5abe-416d-adfc-ccfe23640c6d)), Zusammenfassen\n\t\t logseq.order-list-type:: number\n\t\t- Vorstellung der Zusammenfassungen\n\t\t logseq.order-list-type:: number\n\t\t- Diskursion der Leitfrage: \"Wie gehn wollen wir mit AI, sowohl intern als auch bei der Öffentlichkeitsarbeit um?\"\n\t\t logseq.order-list-type:: number\n-\n- ---\n- DONE #Slide Maschinelle Kreativität?\n id:: 686c5031-ec23-4ed2-8508-c1afea36a627\n collapsed:: true\n\t-\n\t- ### Kreatitaet und Kunst\n\t\t- Zunächst lass uns dem Prozess der Kreativität definieren, als eine bewusste oder unterbewusste Weiterverwendung und Verarbeitung von jeglicher Art Erfahrungen (sein es gesehene Bilder oder verstandene Abstrakte Sachverhalte), die am Ende etwas mehr, oder weniger neues erschafft.\n\t\t- Dabei wirken sich beim menschlichen Erschaffungsprozess Emotionen, welche mit den Erfahrungen Assoziiert werden wie auch jene die wir aktuell fühlen, mit als Variablen auf das Endergebnis aus. AI-Modelle hingegen arbeiten \"algorithmisch\" das heiß: Als Prozess der bei gleichen Eingabewerten immer auch die gleichen Ausgabewerte liefert. Die Zufälligkeit die in der menschlichen Kreativität liegt muss also Indirekt, eingebracht werden indem eine Vielzahl an Eingabeparametern wahllos zugeordnet werden um eine Scheinheiligkeit zu erzeugen.\n\t\t- Als gossen Teil der Kreativität wurde dem re-interpretieren und kombinieren von erfahrenen zugeschrieben. Betrachtet man, nun ein Bild generierendes GAN-Modell, welche zuvor mit Millionen an kategorisierten Bildern und eingeordneten Daten trainiert wurde fällt auf, das eben jener Trainingsprozess, dem künstlichen Modell lediglich die selben Möglichkeiten gibt, wie der Mensch sie durch das bloße leben hat: Die Sammlung Referenzdate, Erfahrungen. Ebenso ist das maschinelle Generieren eines neuen Bildes lediglich das Transformieren und Zusammenfügen von Eigenschaften wie sie in den Trainingsdaten vorlagen.\n\t\t- Stimmt man mit diesen Punkten überein, so kann durchaus bereits von maschineller Kreativität gesprochen werden. \n\t\t Interessant ist nun welchem Wert man den beschriebenen Subjektiven Einflüssen auf den Erstellungsprozess wie zum Beispiel den Emotionen zuweist, welche ein Ai-Modell bestenfalls durch wiederkehrende Muster im Trainingsdatensatz zufälligerweise Imitieren kann\n\t\t- Ein angelerntes Modell kann zwar das Konzept von Emotionen ebenso wie das aussehen einer Katze beigebracht bekommen und entsprechende emotionale Reaktionen aus dem training kopieren, jedoch nie selbst fühlen. Eben so wenig ist es in der Lage sich eigenständig über das Niveau des Datensatzes mit dem es trainiert wurde zu verbessern, so mag es die Charakteristiken vom Minimalismus kennen, jedoch nicht in der Lage sein ein Dreieck mit einem Sechseck auszutatschen sollte es nie mit einem Sechseck trainiert worden sein.\n\t\t So differenziert sich der Mensch von dem AI-Modell in einem weitern Punkt: Der Fahrigkeit des Kritischen Beurteilers und der Reflektion für Änderungen und Verbesserungen bei dem eigenen Kreationsprozess anzustreben.\n\t- **Leitfragen**\n\t\t- Stimmt ihr mit der Definition von Kreativität überein?\n\t\t- Sollten wir nur \"kreative\" Kunst verwenden?\n\t\t\t- wo ist die Grenze?\n\t\t\t- Was ist mit emulative Kunst wie Morphing oder Remixen? Wo der Mensch selbst nur das tut was eine AI uebrall macht\n\t\t- _Provokante Bonusfrage:_ Ist ein Werk menschlichen Ursprungs mehr Wert, weil es Menschlichen Ursprungs ist: Sollten wir Maschinen diskriminieren\n\t-\n- DONE #Slide AI Autorenschaft\n collapsed:: true\n\t- Auswirkung auf die 'klassische' Kunst-comunity und Autor*in\n\t\t- Für viele Kunstschaffenden sorgt ein sicheres Urheberrecht für die Wertschätzung die sie verdienen, auch durch entsprechende Entlohnung sollten dritte durch die Verwendung ihres Werkes profitieren. Dies schafft überhaupt erst den Anreiz das Werk zu erschaffen, über die lose Idee hinaus zu gehen. Obgleich man großen Unternehmen wie Nintendo, Niantic oder Disney einen fragwürdigen Umgang bis zum missbrauch des Urheberrechts u.a. durch das verhindern von Comunity geführten Projekten vorwerfen kann (und sollte), muss die Sinnhaftigkeit des Urheberrechts für allein agierende Personen bedacht bleiben. Um ihnen ein Überleben im aktuellen Wirtschaftssystem zu ermöglichen.\n\t\t Daher sollte es kritisch betrachtet werden, wenn AI die zunehmende Nichtigkeit des digitalen Besitztumes weiter vorantreibt, indem sie in der Lage ist ganze Style einzelner Künstler nach zu ahmen und das in einer weise tut, die anders als bei der Appropriations Kunst nicht den Kopiervorgang selbst in den Mittelpunkt stellt sondern das Endergebnis.\n\t\t- Zudem ist zu bedenken das der neo-liberale Kapitalismus, was besonders deutlich wird betrachtet man die Großunternehmen der Gaming-Industrie, ganz nach Wirtschaftlichen Prinzip, möglichst viel Kunst, natürlich (zumindest scheinbar) originell, in einer möglichst kurzen Zeit produziert sehen möchten: der Gewinnmaximierung wegen. Dies übt zusätzlich immensen druck auf Künstler, auch im free-lancing bereich, aus welche nun mit einer Technologie in Konkurrenz stehen gegen die sie quantitative und fortschreitend auch qualitative immer weniger Chanen haben. \n\t\t Die Geschwindigkeit dieser Entwicklung ist eminent, bedenkt mann das Spotify Ai generierte Cover und Songs in playlists und (durch externe Fehler) sogar Profile der Künstler\\*inen einbindet, durch deren Abspielen jedoch kein menschliche\\*r Künstler\\*in vergütet wird. Als weiters Bespiel: Stand Juli 2025 nutzen bereits über 7% aller auf Steam verfügbaren Spiele in irgend einer weise AI generierten Content.\n\t\t- Da der erfolg, die Sinnhaftigkeit und überhaupt das Bestreben nach einem Verwendungsverbote von Ai in der Unterhaltungsindustrie fragwürdig ist muss nach Alternativen gesucht werden:\n\t\t- Ein Idee die Vergütung von Kunstschaffenden längerfristig zu sichern zeigt das Open Access movement auf. Bereits in der Forschung und Wissenschaft immer Beliebter werdend, publizieren Autoren ihre werke unter einer Lizenz (häufig Creative Commons) welche freien Zugriff auf das Werk unter Einhaltung bestimmter Bedienungen gewährt. So wird die Anerkennung des Ursprünglichen Autors gesichert. Ähnliches gibt es auch im Bereich der Informatik bei OpenSource/Free Software. Größere Projekte finanzieren sich dort durch Spenden artige beigräte von Unternehmen, Staatlichen zuschüssen und Privatpersonen. Wobei es auch hier immer wider vorkommt, das selbst kritische Projekte und deren Entwickler viel zu wenig Finanzielle Unterstützung erhalten. So hat das NTP Project welches Zeitsynchronisierung auf den meisten Geräten ermöglicht im Juni lediglich \\$165/\\$1000 gespendet bekommen.\n\t\t- Eine echte und längerfristige Verbesserung für diese Zustände kann der Kapitalismus uns wahrscheinlich nicht bieten. Er ist nicht ausgelegt für Kollaboration, OpenAcess uvm.. Daher müssen wir bei der Nutzung von AI bedenken den Schaden für Kunstschaffende nicht noch zu erhöhen!\n\t\t- Andersherum muss auch bedachte werden das Ai wie auch die meisten zuvor kommenden Technologien die Menschen, gerade jene in ärmeren Gesellschaftsschichten, befähigt. Das Telefon ermöglichte eine schnelle Kommunikation, ohne einen Boten schicken zu müssen, das Internet ermöglichte den freien Zugang zu wissen über unzählige Teilgebiete und nun ermöglicht die AI Einzelpersonen von einer Spezialisierten, wenn auch imperfekte, zusätzlichen Arbeitskraft zu profitieren. und so schneller oder grösser Projekte zum Abschluss zu bringen.\n\t- Kooperation Mensch - Maschiene\n\t\t- Doch bedenken wir, das es durchaus verschiedene arten der Nutzung von Künstlicher Intelligenz in Kunstwerken, oder jeglichen weiteren Anwendungsgebieten gibt, welche differenziert betrachtet werden sollten:\n\t\t\t- Hat AI alleine das Endresultat generiert?\n\t\t\t\t- Wurde ein generell verwendbares, Multifunktionales Ai Modell verwendet?\n\t\t\t\t- Hat der Ersteller ein Modell extra dafür selbst Trainiert/ein bestehendes verändert?\n\t\t\t- Gab es eine ko-kreativitaet?\n\t\t\t\t- Hat der Ersteller immer wider gezielt Verankerungen am Produkt durchführen lassen um zum Endergebnis zu kommen?\n\t\t\t\t- Stärken die Einflüsse/der Bias der AI die Aussagekraft des Produktes? (Ähnlich wie die ko-kreativitaet zwischen Tier und mensch: läuft ein tire in einen Farbeimer und anschließend über ein Gemälde, so ist der Mensch Autor, doch das tier signifikanter Unterstützer)\n\t\t\t- Wurde AI lediglich als Werkzeug verwendet?\n\t\t\t\t- Spielte es eine vergleichbare rolle wie in Bildmanipulationsprogramm in der \"klassischen\" Digitalen Kunst?\n\t\t- Ethische Faktoren:\n\t\t\t- war das verwendete Modell Quelloffen (d.h. ist auch der Datensatz einsehbar)?\n\t\t\t- (ist überhaupt bekannt?) wie wurden die Trainingsdaten bezogen?\n\t- **Leitfrage**:\n\t\t- Ab wann rechtfertigt die schaden-nutzen Bilanz die verwendung der AI?\n\t\t\t- Welche Art an Modellen sind verwendbar?\n\t\t\t- Ausgleichsleistungen an Kunstschaffende denkbar?\n\t- Additional sources:\n\t\t- https://www.gamingonlinux.com/2023/11/gnome-gets-1m-funding-from-the-sovereign-tech-fund/\n\t\t- https://www.ntp.org/\n\t\t- https://www.tu.berlin/ub/forschen-publizieren/wissenswertes-fuer-autorinnen/rechtliche-fragen\n\t\t- https://open-access.network/en/information/subject-specific-open-access/arts\n\t\t- https://www.computerbase.de/news/gaming/rasantes-wachstum-fast-10-000-spiele-auf-steam-nutzen-ki-inhalte.93565/\n\t-\n- TODO [#B] #Slide AI Urheberrecht\n\t- Betrachtet man das Problem des Urheberrechts im Bezug auf Kuenstliche Inteltgenz muss zwischen zwei verschiedenen bereichen unterschieden werden;\n\t\t- Wer ist der Autor von einem AI generierten Produkt?\n\t\t logseq.order-list-type:: number\n\t\t\t- Nach aktueller Auffassung, welche zwar durchaus nicht unumstritten ist, niemand. Die Schöpfung von Medien nach Juristischer Auffassung könne nur ein Menschlicher verdienst sein. Die Autohren der Werke mit denen ein AI Modell trainiert wurde, haben kein Recht auf die Autorenschaft, da kein strikter kopier oder reproduziervorgang stattgefunden hat. Die Eingabeparameter sind nicht Urheberrechtlich schutzbar, der Nutzer der AI gibt dieser lediglich Befehle, somit ist dieser Ebenfalls nicht berechtigt die Autorschaft zu beanspruchen und letzlich haben die Entwickler zwar ein recht auf die Logik, den Programmcode, mit dem das Werk generiert wurden, nicht jedoch an diesem selbst.\n\t\t\t- Um dennoch Autorschaft für ein AI generiertes Werk beanspruchen zu können muss ein mindest-mass an 'kreativer Originalität' bzw. 'persönlicher geistiger Schöpfung' von einem Menschen aus in das Werk gesteckt werden. Wann dies gegeben ist ist variable und subjektive. So koennte argumentiert werden, das erst eine weitreichende Bearbeitung des Ai Generierten Werkes müsste vorliegen um das Kriterium zu erfüllen. Da in der EU aktuell noch keine explizite Gesetzesgrundlage existiert kann ein Urteil des EuGh Orientierung liefern. Dieses besagt das 1) die Persönlichkeit des Autors durch das erschaffene Werk widergespiegelt werden müsse und 2) es sich um ein Ergebnis der geistigen Schöpfung des Urhebers handelt. Dies könnte bereits gegeben sein wenn die Idee des Autors durch das Verfassen eines eigenen Prompts (in welchem der Mensch seine kreativen Entscheidungen trifft) zu einem entsprechenden Werk führt. Nicht Schutz berechtigt wären hingegen Werke welche durch Angabe eines Referenzfotos und einer einfachen Stylewahl generiert wurden. Hier treffe lediglich die AI 'kreative' Entscheidungen.\n\t\t- Welches Material darf, wie, zum Trainieren eines AI Modells genutzt werden?\n\t\t logseq.order-list-type:: number\n\t\t\t- Da auch hier keine explizite Gesetzesgrundlage besteht wird angenommen das das Urhebergesetz über Data-mining auch für die Trainingsdatensätze von AI Modellen greift. Dementsprechend muss für die Wahrung der Privatsphäre die DSGVO beachtet, beziehungsweise Trainingsdate anonymisiert werden. Abseits davon ist das Training, auch mit Urheberrechtlich geschützten Daten, grundsätzlich erlaubt, solange kein Einspruch in maschinenlesbarer Form vorliegt, die Inhalte Rechtmaessig im internet stehen und keine Zugangskontrolllisten massnahmen umgangen wurden.\n\t\t- **Leitfragen:**\n\t\t\t- Wo würdet ihr die grenzen setzen um Urheberrecht zu gewähren?\n\t\t\t- Müssen Trainingsdatensätze stärker Kontrolliert werden (nicht nur des Urheberrechts wegen, sondern auch um Bias zu verhindern)?\n\t- ADD Datensatzproblem und BIAS\n\t\t- Palantie -> Massenüberwachung/Staartsgewalt; Kriminelle Nutzung -> Scams\n-\n\t- Kozept aus analoger welt: by default open (no licsence) in digitale welt übernommen\n\t-\n\t- Progressiven Lizenzen -> Freie nutzung für menschen zulassen, für Modelle zulassen\n\t- Moralische verwerflichketi durch verwendung von AI modellen sobalt Kapitalisitschen 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AI, sowohl intern als auch bei der Öffentlichkeitsarbeit um?\"\nlogseq.order-list-type:: number",536870918]],["^15",[1340,"^O","^1X",536870918]],["^15",[1340,"^F",1374,536870918]],["^15",[1340,"^X",1328,536870918]],["^15",[1340,"^V",1388,536870918]],["^15",[1340,"^U",1328,536870918]],["^15",[1340,"^?",["^ ","^35","number"],536870918]],["^15",[1340,"^J",["^35"],536870918]],["^15",[1340,"^4",["^ ","^35","number"],536870918]],["^15",[1340,"^;","~u68a60d89-4c6f-4385-acbf-c1f46da8a39a",536870918]],["^15",[1341,"^Q","Um dennoch Autorschaft für ein AI generiertes Werk beanspruchen zu können muss ein mindest-mass an 'kreativer Originalität' bzw. 'persönlicher geistiger Schöpfung' von einem Menschen aus in das Werk gesteckt werden. Wann dies gegeben ist ist variable und subjektive. So koennte argumentiert werden, das erst eine weitreichende Bearbeitung des Ai Generierten Werkes müsste vorliegen um das Kriterium zu erfüllen. Da in der EU aktuell noch keine explizite Gesetzesgrundlage existiert kann ein Urteil des EuGh Orientierung liefern. Dieses besagt das 1) die Persönlichkeit des Autors durch das erschaffene Werk widergespiegelt werden müsse und 2) es sich um ein Ergebnis der geistigen Schöpfung des Urhebers handelt. Dies könnte bereits gegeben sein wenn die Idee des Autors durch das Verfassen eines eigenen Prompts (in welchem der Mensch seine kreativen Entscheidungen trifft) zu einem entsprechenden Werk führt. Nicht Schutz berechtigt wären hingegen Werke welche durch Angabe eines Referenzfotos und einer einfachen Stylewahl generiert wurden. Hier treffe lediglich die AI 'kreative' Entscheidungen.",536870918]],["^15",[1341,"^O","^1X",536870918]],["^15",[1341,"^F",1405,536870918]],["^15",[1341,"^X",1328,536870918]],["^15",[1341,"^V",1387,536870918]],["^15",[1341,"^U",4,536870918]],["^15",[1341,"^U",11,536870918]],["^15",[1341,"^U",868,536870918]],["^15",[1341,"^U",1328,536870918]],["^15",[1341,"^;","~u68a60d89-10e9-4720-a0b7-98b3e8dd5b6c",536870918]],["^15",[1342,"^Q","Da der erfolg, die Sinnhaftigkeit und überhaupt das Bestreben nach einem Verwendungsverbote von Ai in der Unterhaltungsindustrie fragwürdig ist muss nach Alternativen gesucht werden:",536870918]],["^15",[1342,"^O","^1X",536870918]],["^15",[1342,"^F",1361,536870918]],["^15",[1342,"^X",1328,536870918]],["^15",[1342,"^V",1412,536870918]],["^15",[1342,"^U",7,536870918]],["^15",[1342,"^U",868,536870918]],["^15",[1342,"^U",1328,536870918]],["^15",[1342,"^;","~u68a60d89-01c4-48d4-ac2b-0802cbcc8ee1",536870918]],["^15",[1343,"^Q","Kann Ki Kust/Kreativität",536870918]],["^15",[1343,"^O","^1X",536870918]],["^15",[1343,"^F",1422,536870918]],["^15",[1343,"^X",1328,536870918]],["^15",[1343,"^V",1409,536870918]],["^15",[1343,"^U",1328,536870918]],["^15",[1343,"^;","~u68a60d89-ec61-4ee1-b3a9-beb26cd1e712",536870918]],["^15",[1344,"^Q","ADD Datensatzproblem und BIAS",536870918]],["^15",[1344,"^O","^1X",536870918]],["^15",[1344,"^F",1339,536870918]],["^15",[1344,"^X",1328,536870918]],["^15",[1344,"^V",1375,536870918]],["^15",[1344,"^U",4,536870918]],["^15",[1344,"^U",11,536870918]],["^15",[1344,"^U",868,536870918]],["^15",[1344,"^U",1328,536870918]],["^15",[1344,"^;","~u68a60d89-0a55-40f3-8b6d-edf37730ccbe",536870918]],["^15",[1345,"^Q","Welche Art an Modellen sind verwendbar?",536870918]],["^15",[1345,"^O","^1X",536870918]],["^15",[1345,"^F",1407,536870918]],["^15",[1345,"^X",1328,536870918]],["^15",[1345,"^V",1407,536870918]],["^15",[1345,"^U",7,536870918]],["^15",[1345,"^U",868,536870918]],["^15",[1345,"^U",1328,536870918]],["^15",[1345,"^;","~u68a60d89-578d-4505-a0f4-fc5438264a7b",536870918]],["^15",[1346,"^Q","**Leitfrage**:",536870918]],["^15",[1346,"^O","^1X",536870918]],["^15",[1346,"^F",1410,536870918]],["^15",[1346,"^X",1328,536870918]],["^15",[1346,"^V",1403,536870918]],["^15",[1346,"^U",7,536870918]],["^15",[1346,"^U",868,536870918]],["^15",[1346,"^U",1328,536870918]],["^15",[1346,"^;","~u68a60d89-d1af-44df-8577-3815a1449c5b",536870918]],["^15",[1347,"^Q","Hat der Ersteller immer wider gezielt Verankerungen am Produkt durchführen lassen um zum Endergebnis zu kommen?",536870918]],["^15",[1347,"^O","^1X",536870918]],["^15",[1347,"^F",1358,536870918]],["^15",[1347,"^X",1328,536870918]],["^15",[1347,"^V",1358,536870918]],["^15",[1347,"^U",7,536870918]],["^15",[1347,"^U",868,536870918]],["^15",[1347,"^U",1328,536870918]],["^15",[1347,"^;","~u68a60d89-68a6-4536-bee1-50b57f7a6552",536870918]],["^15",[1348,"^Q","Für viele Kunstschaffenden sorgt ein sicheres Urheberrecht für die Wertschätzung die sie verdienen, auch durch entsprechende Entlohnung sollten dritte durch die Verwendung ihres Werkes profitieren. Dies schafft überhaupt erst den Anreiz das Werk zu erschaffen, über die lose Idee hinaus zu gehen. Obgleich man großen Unternehmen wie Nintendo, Niantic oder Disney einen fragwürdigen Umgang bis zum missbrauch des Urheberrechts u.a. durch das verhindern von Comunity geführten Projekten vorwerfen kann (und sollte), muss die Sinnhaftigkeit des Urheberrechts für allein agierende Personen bedacht bleiben. Um ihnen ein Überleben im aktuellen Wirtschaftssystem zu ermöglichen.\nDaher sollte es kritisch betrachtet werden, wenn AI die zunehmende Nichtigkeit des digitalen Besitztumes weiter vorantreibt, indem sie in der Lage ist ganze Style einzelner Künstler nach zu ahmen und das in einer weise tut, die anders als bei der Appropriations Kunst nicht den Kopiervorgang selbst in den Mittelpunkt stellt sondern das Endergebnis.",536870918]],["^15",[1348,"^O","^1X",536870918]],["^15",[1348,"^F",1412,536870918]],["^15",[1348,"^X",1328,536870918]],["^15",[1348,"^V",1412,536870918]],["^15",[1348,"^U",7,536870918]],["^15",[1348,"^U",868,536870918]],["^15",[1348,"^U",1328,536870918]],["^15",[1348,"^;","~u68a60d89-7aee-491a-9e59-e13cf70278a3",536870918]],["^15",[1349,"^Q","[[Urheberrecht #Note]]",536870918]],["^15",[1349,"^O","^1X",536870918]],["^15",[1349,"^F",1357,536870918]],["^15",[1349,"^X",1328,536870918]],["^15",[1349,"^V",1413,536870918]],["^15",[1349,"^U",1328,536870918]],["^15",[1349,"^U",1329,536870918]],["^15",[1349,"^H",1329,536870918]],["^15",[1349,"^;","~u68a60d89-0be1-4ea0-86e9-eb098f60a34c",536870918]],["^15",[1350,"^Q","Palantie -> Massenüberwachung/Staartsgewalt; Kriminelle Nutzung -> Scams",536870918]],["^15",[1350,"^O","^1X",536870918]],["^15",[1350,"^F",1344,536870918]],["^15",[1350,"^X",1328,536870918]],["^15",[1350,"^V",1344,536870918]],["^15",[1350,"^U",4,536870918]],["^15",[1350,"^U",11,536870918]],["^15",[1350,"^U",868,536870918]],["^15",[1350,"^U",1328,536870918]],["^15",[1350,"^;","~u68a60d89-d2c4-4122-8929-ec399b483413",536870918]],["^15",[1351,"^Q","Gruppenarbeit, ausarbeitung der ((686bc829-5abe-416d-adfc-ccfe23640c6d)), Zusammenfassen\nlogseq.order-list-type:: number",536870918]],["^15",[1351,"^O","^1X",536870918]],["^15",[1351,"^F",1364,536870918]],["^15",[1351,"^X",1328,536870918]],["^15",[1351,"^V",1388,536870918]],["^15",[1351,"^U",1328,536870918]],["^15",[1351,"^?",["^ ","^35","number"],536870918]],["^15",[1351,"^J",["^35"],536870918]],["^15",[1351,"^4",["^ ","^35","number"],536870918]],["^15",[1351,"^H",1409,536870918]],["^15",[1351,"^;","~u68a60d89-d471-47b8-984a-aba8c9cad9a6",536870918]],["^15",[1352,"^Q","Stimmt man mit diesen Punkten überein, so kann durchaus bereits von maschineller Kreativität gesprochen werden. \nInteressant ist nun welchem Wert man den beschriebenen Subjektiven Einflüssen auf den Erstellungsprozess wie zum Beispiel den Emotionen zuweist, welche ein Ai-Modell bestenfalls durch wiederkehrende Muster im Trainingsdatensatz zufälligerweise Imitieren kann",536870918]],["^15",[1352,"^O","^1X",536870918]],["^15",[1352,"^F",1426,536870918]],["^15",[1352,"^X",1328,536870918]],["^15",[1352,"^V",1425,536870918]],["^15",[1352,"^U",7,536870918]],["^15",[1352,"^U",868,536870918]],["^15",[1352,"^U",1328,536870918]],["^15",[1352,"^;","~u68a60d89-3fb0-4aba-a7d4-defd0e1097f4",536870918]],["^15",[1353,"^Q","Kozept aus analoger welt: by default open (no licsence) in digitale welt übernommen",536870918]],["^15",[1353,"^O","^1X",536870918]],["^15",[1353,"^F",1421,536870918]],["^15",[1353,"^X",1328,536870918]],["^15",[1353,"^V",1421,536870918]],["^15",[1353,"^U",1328,536870918]],["^15",[1353,"^;","~u68a60d89-cbd9-4555-b4ce-cefcdfb3936d",536870918]],["^15",[1354,"^Q","# Plena Struktur",536870918]],["^15",[1354,"^O","^1X",536870918]],["^15",[1354,"^F",1335,536870918]],["^15",[1354,"^X",1328,536870918]],["^15",[1354,"^V",1328,536870918]],["^15",[1354,"^U",1328,536870918]],["^15",[1354,"^?",["^ ","^2S",1],536870918]],["^15",[1354,"^J",[],536870918]],["^15",[1354,"^;","~u68a60d89-b282-4d80-b13c-20c535d1ec87",536870918]],["^15",[1355,"^Q","war das verwendete Modell Quelloffen (d.h. ist auch der Datensatz einsehbar)?",536870918]],["^15",[1355,"^O","^1X",536870918]],["^15",[1355,"^F",1331,536870918]],["^15",[1355,"^X",1328,536870918]],["^15",[1355,"^V",1331,536870918]],["^15",[1355,"^U",7,536870918]],["^15",[1355,"^U",868,536870918]],["^15",[1355,"^U",1328,536870918]],["^15",[1355,"^;","~u68a60d89-3444-45ed-ba47-912f11e2c0f6",536870918]],["^15",[1356,"^Q","",536870918]],["^15",[1356,"^O","^1X",536870918]],["^15",[1356,"^F",1366,536870918]],["^15",[1356,"^X",1328,536870918]],["^15",[1356,"^V",1418,536870918]],["^15",[1356,"^U",7,536870918]],["^15",[1356,"^U",868,536870918]],["^15",[1356,"^U",1328,536870918]],["^15",[1356,"^;","~u68a60d89-3d7a-4dfa-bfee-553e14405a0e",536870918]],["^15",[1357,"^Q","[[Ai Autorenschaft #Note]]",536870918]],["^15",[1357,"^O","^1X",536870918]],["^15",[1357,"^F",1413,536870918]],["^15",[1357,"^X",1328,536870918]],["^15",[1357,"^V",1413,536870918]],["^15",[1357,"^U",62,536870918]],["^15",[1357,"^U",1328,536870918]],["^15",[1357,"^H",62,536870918]],["^15",[1357,"^;","~u68a60d89-25d4-4d00-9639-3e78ee8b914f",536870918]],["^15",[1358,"^Q","Gab es eine ko-kreativitaet?",536870918]],["^15",[1358,"^O","^1X",536870918]],["^15",[1358,"^F",1360,536870918]],["^15",[1358,"^X",1328,536870918]],["^15",[1358,"^V",1399,536870918]],["^15",[1358,"^U",7,536870918]],["^15",[1358,"^U",868,536870918]],["^15",[1358,"^U",1328,536870918]],["^15",[1358,"^;","~u68a60d89-c0fd-4191-8d84-98368ff9a99d",536870918]],["^15",[1359,"^Q","Zielsetzung des Plenas\nlogseq.order-list-type:: number",536870918]],["^15",[1359,"^O","^1X",536870918]],["^15",[1359,"^F",1364,536870918]],["^15",[1359,"^X",1328,536870918]],["^15",[1359,"^V",1364,536870918]],["^15",[1359,"^U",1328,536870918]],["^15",[1359,"^?",["^ ","^35","number"],536870918]],["^15",[1359,"^J",["^35"],536870918]],["^15",[1359,"^4",["^ ","^35","number"],536870918]],["^15",[1359,"^;","~u68a60d89-e93f-40af-a902-01da73ea40ad",536870918]],["^15",[1360,"^Q","Hat AI alleine das Endresultat generiert?",536870918]],["^15",[1360,"^O","^1X",536870918]],["^15",[1360,"^F",1399,536870918]],["^15",[1360,"^X",1328,536870918]],["^15",[1360,"^V",1399,536870918]],["^15",[1360,"^U",7,536870918]],["^15",[1360,"^U",868,536870918]],["^15",[1360,"^U",1328,536870918]],["^15",[1360,"^;","~u68a60d89-cb66-4756-9718-3923ec85ba00",536870918]],["^15",[1361,"^Q","Zudem ist zu bedenken das der neo-liberale Kapitalismus, was besonders deutlich wird betrachtet man die Großunternehmen der Gaming-Industrie, ganz nach Wirtschaftlichen Prinzip, möglichst viel Kunst, natürlich (zumindest scheinbar) originell, in einer möglichst kurzen Zeit produziert sehen möchten: der Gewinnmaximierung wegen. Dies übt zusätzlich immensen druck auf Künstler, auch im free-lancing bereich, aus welche nun mit einer Technologie in Konkurrenz stehen gegen die sie quantitative und fortschreitend auch qualitative immer weniger Chanen haben. \nDie Geschwindigkeit dieser Entwicklung ist eminent, bedenkt mann das Spotify Ai generierte Cover und Songs in playlists und (durch externe Fehler) sogar Profile der Künstler\\*inen einbindet, durch deren Abspielen jedoch kein menschliche\\*r Künstler\\*in vergütet wird. Als weiters Bespiel: Stand Juli 2025 nutzen bereits über 7% aller auf Steam verfügbaren Spiele in irgend einer weise AI generierten Content.",536870918]],["^15",[1361,"^O","^1X",536870918]],["^15",[1361,"^F",1348,536870918]],["^15",[1361,"^X",1328,536870918]],["^15",[1361,"^V",1412,536870918]],["^15",[1361,"^U",7,536870918]],["^15",[1361,"^U",868,536870918]],["^15",[1361,"^U",1328,536870918]],["^15",[1361,"^;","~u68a60d89-1c2c-42fb-b243-70b03bebded5",536870918]],["^15",[1362,"^Q","Da auch hier keine explizite Gesetzesgrundlage besteht wird angenommen das das Urhebergesetz über Data-mining auch für die Trainingsdatensätze von AI Modellen greift. Dementsprechend muss für die Wahrung der Privatsphäre die DSGVO beachtet, beziehungsweise Trainingsdate anonymisiert werden. Abseits davon ist das Training, auch mit Urheberrechtlich geschützten Daten, grundsätzlich erlaubt, solange kein Einspruch in maschinenlesbarer Form vorliegt, die Inhalte Rechtmaessig im internet stehen und keine Zugangskontrolllisten massnahmen umgangen wurden.",536870918]],["^15",[1362,"^O","^1X",536870918]],["^15",[1362,"^F",1372,536870918]],["^15",[1362,"^X",1328,536870918]],["^15",[1362,"^V",1372,536870918]],["^15",[1362,"^U",4,536870918]],["^15",[1362,"^U",11,536870918]],["^15",[1362,"^U",868,536870918]],["^15",[1362,"^U",1328,536870918]],["^15",[1362,"^;","~u68a60d89-825c-47ad-ac06-f344d6b8a827",536870918]],["^15",[1363,"^Q","[[Ai Kreativitaet #Note]]",536870918]],["^15",[1363,"^O","^1X",536870918]],["^15",[1363,"^F",1343,536870918]],["^15",[1363,"^X",1328,536870918]],["^15",[1363,"^V",1343,536870918]],["^15",[1363,"^U",139,536870918]],["^15",[1363,"^U",1328,536870918]],["^15",[1363,"^H",139,536870918]],["^15",[1363,"^;","~u68a60d89-b1c8-41af-af0a-f170244e85f6",536870918]],["^15",[1364,"^Q","Kurze Einfuehrung:\nlogseq.order-list-type:: number",536870918]],["^15",[1364,"^O","^1X",536870918]],["^15",[1364,"^F",1388,536870918]],["^15",[1364,"^X",1328,536870918]],["^15",[1364,"^V",1388,536870918]],["^15",[1364,"^U",1328,536870918]],["^15",[1364,"^?",["^ ","^35","number"],536870918]],["^15",[1364,"^J",["^35"],536870918]],["^15",[1364,"^4",["^ ","^35","number"],536870918]],["^15",[1364,"^;","~u68a60d89-5617-4a57-a47c-ff3fbedd737a",536870918]],["^15",[1365,"^Q","https://www.tu.berlin/ub/forschen-publizieren/wissenswertes-fuer-autorinnen/rechtliche-fragen",536870918]],["^15",[1365,"^O","^1X",536870918]],["^15",[1365,"^F",1330,536870918]],["^15",[1365,"^X",1328,536870918]],["^15",[1365,"^V",1391,536870918]],["^15",[1365,"^U",7,536870918]],["^15",[1365,"^U",868,536870918]],["^15",[1365,"^U",1328,536870918]],["^15",[1365,"^;","~u68a60d89-dcd6-41a4-b18a-2aedd07e006c",536870918]],["^15",[1366,"^Q","**Leitfragen**",536870918]],["^15",[1366,"^O","^1X",536870918]],["^15",[1366,"^F",1425,536870918]],["^15",[1366,"^X",1328,536870918]],["^15",[1366,"^V",1418,536870918]],["^15",[1366,"^U",7,536870918]],["^15",[1366,"^U",868,536870918]],["^15",[1366,"^U",1328,536870918]],["^15",[1366,"^;","~u68a60d89-3cbc-427e-babf-88c5be456430",536870918]],["^15",[1367,"^Q","",536870918]],["^15",[1367,"^O","^1X",536870918]],["^15",[1367,"^F",1353,536870918]],["^15",[1367,"^X",1328,536870918]],["^15",[1367,"^V",1421,536870918]],["^15",[1367,"^U",1328,536870918]],["^15",[1367,"^;","~u68a60d89-4b67-4d97-b545-0f8d03235897",536870918]],["^15",[1368,"^Q","https://www.gamingonlinux.com/2023/11/gnome-gets-1m-funding-from-the-sovereign-tech-fund/",536870918]],["^15",[1368,"^O","^1X",536870918]],["^15",[1368,"^F",1391,536870918]],["^15",[1368,"^X",1328,536870918]],["^15",[1368,"^V",1391,536870918]],["^15",[1368,"^U",7,536870918]],["^15",[1368,"^U",868,536870918]],["^15",[1368,"^U",1328,536870918]],["^15",[1368,"^;","~u68a60d89-9aeb-4ea8-80b9-fb8ccba13de0",536870918]],["^15",[1369,"^Q","Moralische verwerflichketi durch verwendung von AI modellen sobalt Kapitalisitschen hintergedanken",536870918]],["^15",[1369,"^O","^1X",536870918]],["^15",[1369,"^F",1333,536870918]],["^15",[1369,"^X",1328,536870918]],["^15",[1369,"^V",1421,536870918]],["^15",[1369,"^U",1328,536870918]],["^15",[1369,"^;","~u68a60d89-f5d2-4927-ab09-02343ab4fce2",536870918]],["^15",[1370,"^Q","Ein angelerntes Modell kann zwar das Konzept von Emotionen ebenso wie das aussehen einer Katze beigebracht bekommen und entsprechende emotionale Reaktionen aus dem training kopieren, jedoch nie selbst fühlen. Eben so wenig ist es in der Lage sich eigenständig über das Niveau des Datensatzes mit dem es trainiert wurde zu verbessern, so mag es die Charakteristiken vom Minimalismus kennen, jedoch nicht in der Lage sein ein Dreieck mit einem Sechseck auszutatschen sollte es nie mit einem Sechseck trainiert worden sein.\nSo differenziert sich der Mensch von dem AI-Modell in einem weitern Punkt: Der Fahrigkeit des Kritischen Beurteilers und der Reflektion für Änderungen und Verbesserungen bei dem eigenen Kreationsprozess anzustreben.",536870918]],["^15",[1370,"^O","^1X",536870918]],["^15",[1370,"^F",1352,536870918]],["^15",[1370,"^X",1328,536870918]],["^15",[1370,"^V",1425,536870918]],["^15",[1370,"^U",7,536870918]],["^15",[1370,"^U",868,536870918]],["^15",[1370,"^U",1328,536870918]],["^15",[1370,"^;","~u68a60d89-4e59-4618-9d8b-3927669d0ff0",536870918]],["^15",[1371,"^Q","wo ist die Grenze?",536870918]],["^15",[1371,"^O","^1X",536870918]],["^15",[1371,"^F",1381,536870918]],["^15",[1371,"^X",1328,536870918]],["^15",[1371,"^V",1381,536870918]],["^15",[1371,"^U",7,536870918]],["^15",[1371,"^U",868,536870918]],["^15",[1371,"^U",1328,536870918]],["^15",[1371,"^;","~u68a60d89-ed93-4c0e-84b7-cd8a237e6a8e",536870918]],["^15",[1372,"^Q","Welches Material darf, wie, zum Trainieren eines AI Modells genutzt werden?\nlogseq.order-list-type:: number",536870918]],["^15",[1372,"^O","^1X",536870918]],["^15",[1372,"^F",1387,536870918]],["^15",[1372,"^X",1328,536870918]],["^15",[1372,"^V",1339,536870918]],["^15",[1372,"^U",4,536870918]],["^15",[1372,"^U",11,536870918]],["^15",[1372,"^U",868,536870918]],["^15",[1372,"^U",1328,536870918]],["^15",[1372,"^?",["^ ","^35","number"],536870918]],["^15",[1372,"^J",["^35"],536870918]],["^15",[1372,"^4",["^ ","^35","number"],536870918]],["^15",[1372,"^;","~u68a60d89-6d57-4fd8-865a-def2451eebee",536870918]],["^15",[1373,"^Q","Dabei wirken sich beim menschlichen Erschaffungsprozess Emotionen, welche mit den Erfahrungen Assoziiert werden wie auch jene die wir aktuell fühlen, mit als Variablen auf das Endergebnis aus. AI-Modelle hingegen arbeiten \"algorithmisch\" das heiß: Als Prozess der bei gleichen Eingabewerten immer auch die gleichen Ausgabewerte liefert. Die Zufälligkeit die in der menschlichen Kreativität liegt muss also Indirekt, eingebracht werden indem eine Vielzahl an Eingabeparametern wahllos zugeordnet werden um eine Scheinheiligkeit zu erzeugen.",536870918]],["^15",[1373,"^O","^1X",536870918]],["^15",[1373,"^F",1423,536870918]],["^15",[1373,"^X",1328,536870918]],["^15",[1373,"^V",1425,536870918]],["^15",[1373,"^U",7,536870918]],["^15",[1373,"^U",868,536870918]],["^15",[1373,"^U",1328,536870918]],["^15",[1373,"^;","~u68a60d89-2885-4f0d-8e13-66a55b0547bc",536870918]],["^15",[1374,"^Q","Vorstellung der Zusammenfassungen\nlogseq.order-list-type:: number",536870918]],["^15",[1374,"^O","^1X",536870918]],["^15",[1374,"^F",1351,536870918]],["^15",[1374,"^X",1328,536870918]],["^15",[1374,"^V",1388,536870918]],["^15",[1374,"^U",1328,536870918]],["^15",[1374,"^?",["^ ","^35","number"],536870918]],["^15",[1374,"^J",["^35"],536870918]],["^15",[1374,"^4",["^ ","^35","number"],536870918]],["^15",[1374,"^;","~u68a60d89-42bd-4402-88f2-e4dded4c71c1",536870918]],["^15",[1375,"^Q","TODO [#B] #Slide AI Urheberrecht",536870918]],["^15",[1375,"^O","^1X",536870918]],["^15",[1375,"^F",1403,536870918]],["^15",[1375,"^10","TODO",536870918]],["^15",[1375,"^X",1328,536870918]],["^15",[1375,"^V",1328,536870918]],["^15",[1375,"^U",4,536870918]],["^15",[1375,"^U",11,536870918]],["^15",[1375,"^U",868,536870918]],["^15",[1375,"^U",1328,536870918]],["^15",[1375,"^>","B",536870918]],["^15",[1375,"^H",4,536870918]],["^15",[1375,"^H",11,536870918]],["^15",[1375,"^H",868,536870918]],["^15",[1375,"^;","~u68a60d89-7aec-4515-8353-16dd669056f1",536870918]],["^15",[1376,"^Q","Vorbereitung eines Plenas zur Positionierung der Solid Bremen im Bezug auf die Verwendung von AI",536870918]],["^15",[1376,"^O","^1X",536870918]],["^15",[1376,"^F",1338,536870918]],["^15",[1376,"^X",1328,536870918]],["^15",[1376,"^V",1338,536870918]],["^15",[1376,"^U",1328,536870918]],["^15",[1376,"^;","~u68a60d89-cc6c-4a7c-b954-d718e58f2ded",536870918]],["^15",[1377,"^Q","Müssen Trainingsdatensätze stärker Kontrolliert werden (nicht nur des Urheberrechts wegen, sondern auch um Bias zu verhindern)?",536870918]],["^15",[1377,"^O","^1X",536870918]],["^15",[1377,"^F",1383,536870918]],["^15",[1377,"^X",1328,536870918]],["^15",[1377,"^V",1411,536870918]],["^15",[1377,"^U",4,536870918]],["^15",[1377,"^U",11,536870918]],["^15",[1377,"^U",868,536870918]],["^15",[1377,"^U",1328,536870918]],["^15",[1377,"^;","~u68a60d89-bf8c-4f9b-8619-5cc63e56583f",536870918]],["^15",[1378,"^Q","Ein Idee die Vergütung von Kunstschaffenden längerfristig zu sichern zeigt das Open Access movement auf. Bereits in der Forschung und Wissenschaft immer Beliebter werdend, publizieren Autoren ihre werke unter einer Lizenz (häufig Creative Commons) welche freien Zugriff auf das Werk unter Einhaltung bestimmter Bedienungen gewährt. So wird die Anerkennung des Ursprünglichen Autors gesichert. Ähnliches gibt es auch im Bereich der Informatik bei OpenSource/Free Software. Größere Projekte finanzieren sich dort durch Spenden artige beigräte von Unternehmen, Staatlichen zuschüssen und Privatpersonen. Wobei es auch hier immer wider vorkommt, das selbst kritische Projekte und deren Entwickler viel zu wenig Finanzielle Unterstützung erhalten. So hat das NTP Project welches Zeitsynchronisierung auf den meisten Geräten ermöglicht im Juni lediglich \\$165/\\$1000 gespendet bekommen.",536870918]],["^15",[1378,"^O","^1X",536870918]],["^15",[1378,"^F",1342,536870918]],["^15",[1378,"^X",1328,536870918]],["^15",[1378,"^V",1412,536870918]],["^15",[1378,"^U",7,536870918]],["^15",[1378,"^U",868,536870918]],["^15",[1378,"^U",1328,536870918]],["^15",[1378,"^;","~u68a60d89-8475-4f35-af90-4833f3e7b02a",536870918]],["^15",[1379,"^Q","Ethische Alternativen (lokale & quelloffene Modelle)",536870918]],["^15",[1379,"^O","^1X",536870918]],["^15",[1379,"^F",1413,536870918]],["^15",[1379,"^X",1328,536870918]],["^15",[1379,"^V",1409,536870918]],["^15",[1379,"^U",1328,536870918]],["^15",[1379,"^;","~u68a60d89-21da-4edb-b6a0-0705ac1bc934",536870918]],["^15",[1380,"^Q","",536870918]],["^15",[1380,"^O","^1X",536870918]],["^15",[1380,"^F",1391,536870918]],["^15",[1380,"^X",1328,536870918]],["^15",[1380,"^V",1403,536870918]],["^15",[1380,"^U",7,536870918]],["^15",[1380,"^U",868,536870918]],["^15",[1380,"^U",1328,536870918]],["^15",[1380,"^;","~u68a60d89-001d-429a-ba4c-7f1c2e4d854b",536870918]],["^15",[1381,"^Q","Sollten wir nur \"kreative\" Kunst verwenden?",536870918]],["^15",[1381,"^O","^1X",536870918]],["^15",[1381,"^F",1334,536870918]],["^15",[1381,"^X",1328,536870918]],["^15",[1381,"^V",1366,536870918]],["^15",[1381,"^U",7,536870918]],["^15",[1381,"^U",868,536870918]],["^15",[1381,"^U",1328,536870918]],["^15",[1381,"^;","~u68a60d89-b14f-40bf-8b2a-5b1c268bde13",536870918]],["^15",[1382,"^Q","Was ist AI?\nlogseq.order-list-type:: number",536870918]],["^15",[1382,"^O","^1X",536870918]],["^15",[1382,"^F",1359,536870918]],["^15",[1382,"^X",1328,536870918]],["^15",[1382,"^V",1364,536870918]],["^15",[1382,"^U",1328,536870918]],["^15",[1382,"^?",["^ ","^35","number"],536870918]],["^15",[1382,"^J",["^35"],536870918]],["^15",[1382,"^4",["^ ","^35","number"],536870918]],["^15",[1382,"^;","~u68a60d89-43d9-4a73-8155-e235131e65a7",536870918]],["^15",[1383,"^Q","Wo würdet ihr die grenzen setzen um Urheberrecht zu gewähren?",536870918]],["^15",[1383,"^O","^1X",536870918]],["^15",[1383,"^F",1411,536870918]],["^15",[1383,"^X",1328,536870918]],["^15",[1383,"^V",1411,536870918]],["^15",[1383,"^U",4,536870918]],["^15",[1383,"^U",11,536870918]],["^15",[1383,"^U",868,536870918]],["^15",[1383,"^U",1328,536870918]],["^15",[1383,"^;","~u68a60d89-e416-4eb1-9337-4a72278a3b74",536870918]],["^15",[1384,"^Q","https://www.computerbase.de/news/gaming/rasantes-wachstum-fast-10-000-spiele-auf-steam-nutzen-ki-inhalte.93565/",536870918]],["^15",[1384,"^O","^1X",536870918]],["^15",[1384,"^F",1336,536870918]],["^15",[1384,"^X",1328,536870918]],["^15",[1384,"^V",1391,536870918]],["^15",[1384,"^U",7,536870918]],["^15",[1384,"^U",868,536870918]],["^15",[1384,"^U",1328,536870918]],["^15",[1384,"^;","~u68a60d89-4cf0-48b9-a946-6363b5e222ff",536870918]],["^15",[1385,"^Q","---",536870918]],["^15",[1385,"^O","^1X",536870918]],["^15",[1385,"^F",1416,536870918]],["^15",[1385,"^X",1328,536870918]],["^15",[1385,"^V",1328,536870918]],["^15",[1385,"^U",1328,536870918]],["^15",[1385,"^;","~u68a60d89-7add-4908-adae-48ada50ff110",536870918]],["^15",[1386,"^Q","Stärken die Einflüsse/der Bias der AI die Aussagekraft des Produktes? (Ähnlich wie die ko-kreativitaet zwischen Tier und mensch: läuft ein tire in einen Farbeimer und anschließend über ein Gemälde, so ist der Mensch Autor, doch das tier signifikanter Unterstützer)",536870918]],["^15",[1386,"^O","^1X",536870918]],["^15",[1386,"^F",1347,536870918]],["^15",[1386,"^X",1328,536870918]],["^15",[1386,"^V",1358,536870918]],["^15",[1386,"^U",7,536870918]],["^15",[1386,"^U",868,536870918]],["^15",[1386,"^U",1328,536870918]],["^15",[1386,"^;","~u68a60d89-ddbb-48be-b81b-d7c039d10dff",536870918]],["^15",[1387,"^Q","Wer ist der Autor von einem AI generierten Produkt?\nlogseq.order-list-type:: number",536870918]],["^15",[1387,"^O","^1X",536870918]],["^15",[1387,"^F",1339,536870918]],["^15",[1387,"^X",1328,536870918]],["^15",[1387,"^V",1339,536870918]],["^15",[1387,"^U",4,536870918]],["^15",[1387,"^U",11,536870918]],["^15",[1387,"^U",868,536870918]],["^15",[1387,"^U",1328,536870918]],["^15",[1387,"^?",["^ ","^35","number"],536870918]],["^15",[1387,"^J",["^35"],536870918]],["^15",[1387,"^4",["^ ","^35","number"],536870918]],["^15",[1387,"^;","~u68a60d89-da85-4792-a338-a403e78ed98c",536870918]],["^15",[1388,"^Q","### Ablauf",536870918]],["^15",[1388,"^O","^1X",536870918]],["^15",[1388,"^F",1409,536870918]],["^15",[1388,"^X",1328,536870918]],["^15",[1388,"^V",1354,536870918]],["^15",[1388,"^U",1328,536870918]],["^15",[1388,"^?",["^ ","^2S",3],536870918]],["^15",[1388,"^J",[],536870918]],["^15",[1388,"^;","~u68a60d89-2094-4b4c-b1dc-3e6597f3c820",536870918]],["^15",[1389,"^Q","Andersherum muss auch bedachte werden das Ai wie auch die meisten zuvor kommenden Technologien die Menschen, gerade jene in ärmeren Gesellschaftsschichten, befähigt. Das Telefon ermöglichte eine schnelle Kommunikation, ohne einen Boten schicken zu müssen, das Internet ermöglichte den freien Zugang zu wissen über unzählige Teilgebiete und nun ermöglicht die AI Einzelpersonen von einer Spezialisierten, wenn auch imperfekte, zusätzlichen Arbeitskraft zu profitieren. und so schneller oder grösser Projekte zum Abschluss zu bringen.",536870918]],["^15",[1389,"^O","^1X",536870918]],["^15",[1389,"^F",1393,536870918]],["^15",[1389,"^X",1328,536870918]],["^15",[1389,"^V",1412,536870918]],["^15",[1389,"^U",7,536870918]],["^15",[1389,"^U",868,536870918]],["^15",[1389,"^U",1328,536870918]],["^15",[1389,"^;","~u68a60d89-6bb3-429f-a754-3b089e89144f",536870918]],["^15",[1390,"^Q","[[Das Problem des Datensatzes #Note]]",536870918]],["^15",[1390,"^O","^1X",536870918]],["^15",[1390,"^F",1332,536870918]],["^15",[1390,"^X",1328,536870918]],["^15",[1390,"^V",1332,536870918]],["^15",[1390,"^U",268,536870918]],["^15",[1390,"^U",1328,536870918]],["^15",[1390,"^H",268,536870918]],["^15",[1390,"^;","~u68a60d89-b8ae-43ea-8174-e8f980e8ec11",536870918]],["^15",[1391,"^Q","Additional sources:",536870918]],["^15",[1391,"^O","^1X",536870918]],["^15",[1391,"^F",1346,536870918]],["^15",[1391,"^X",1328,536870918]],["^15",[1391,"^V",1403,536870918]],["^15",[1391,"^U",7,536870918]],["^15",[1391,"^U",868,536870918]],["^15",[1391,"^U",1328,536870918]],["^15",[1391,"^;","~u68a60d89-0227-458b-8d01-d49ab1f62ac9",536870918]],["^15",[1392,"^Q","{{query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[Soldi/Plenum/AI]]) (namespace [[Soldi/Plenum/AI]])))}}\nquery-sort-by:: block\nquery-table:: true\nquery-sort-desc:: false",536870918]],["^15",[1392,"^O","^1X",536870918]],["^15",[1392,"^F",1424,536870918]],["^15",[1392,"^S",1427,536870918]],["^15",[1392,"^X",1328,536870918]],["^15",[1392,"^V",1424,536870918]],["^15",[1392,"^U",1328,536870918]],["^15",[1392,"^?",["^ ","^2U","block","^2V",true,"^2W",false],536870918]],["^15",[1392,"^J",["^2U","^2V","^2W"],536870918]],["^15",[1392,"^4",["^ ","^2U","block","^2V","true","^2W","false"],536870918]],["^15",[1392,"^;","~u68a60d89-27fe-43f9-abb0-55751466cdfc",536870918]],["^15",[1393,"^Q","Eine echte und längerfristige Verbesserung für diese Zustände kann der Kapitalismus uns wahrscheinlich nicht bieten. Er ist nicht ausgelegt für Kollaboration, OpenAcess uvm.. Daher müssen wir bei der Nutzung von AI bedenken den Schaden für Kunstschaffende nicht noch zu erhöhen!",536870918]],["^15",[1393,"^O","^1X",536870918]],["^15",[1393,"^F",1378,536870918]],["^15",[1393,"^X",1328,536870918]],["^15",[1393,"^V",1412,536870918]],["^15",[1393,"^U",7,536870918]],["^15",[1393,"^U",868,536870918]],["^15",[1393,"^U",1328,536870918]],["^15",[1393,"^;","~u68a60d89-98d0-4a16-91e7-dc7ddcfa9da7",536870918]],["^15",[1394,"^Q","Spielte es eine vergleichbare rolle wie in Bildmanipulationsprogramm in der \"klassischen\" Digitalen Kunst?",536870918]],["^15",[1394,"^O","^1X",536870918]],["^15",[1394,"^F",1402,536870918]],["^15",[1394,"^X",1328,536870918]],["^15",[1394,"^V",1402,536870918]],["^15",[1394,"^U",7,536870918]],["^15",[1394,"^U",868,536870918]],["^15",[1394,"^U",1328,536870918]],["^15",[1394,"^;","~u68a60d89-0f72-4cb5-bd38-23a044f54165",536870918]],["^15",[1395,"^Q","[[Ai Funktionsweise der Kreativitaet #Note]]",536870918]],["^15",[1395,"^O","^1X",536870918]],["^15",[1395,"^F",1422,536870918]],["^15",[1395,"^X",1328,536870918]],["^15",[1395,"^V",1422,536870918]],["^15",[1395,"^U",91,536870918]],["^15",[1395,"^U",1328,536870918]],["^15",[1395,"^H",91,536870918]],["^15",[1395,"^;","~u68a60d89-ef79-4625-943f-28a49cfe8ac8",536870918]],["^15",[1396,"^Q","**Slides:**\nbackground-color:: green",536870918]],["^15",[1396,"^O","^1X",536870918]],["^15",[1396,"^F",1424,536870918]],["^15",[1396,"^X",1328,536870918]],["^15",[1396,"^V",1408,536870918]],["^15",[1396,"^U",1328,536870918]],["^15",[1396,"^?",["^ ","^2X","green"],536870918]],["^15",[1396,"^J",["^2X"],536870918]],["^15",[1396,"^4",["^ ","^2X","green"],536870918]],["^15",[1396,"^;","~u68a60d89-ef59-46ed-8485-849f118a8dfc",536870918]],["^15",[1397,"^Q","Additional References:",536870918]],["^15",[1397,"^O","^1X",536870918]],["^15",[1397,"^F",1419,536870918]],["^15",[1397,"^X",1328,536870918]],["^15",[1397,"^V",1408,536870918]],["^15",[1397,"^U",1328,536870918]],["^15",[1397,"^;","~u68a60d89-4462-485f-9cdb-eb2917f76e1c",536870918]],["^15",[1398,"^Q","Was ist mit emulative Kunst wie Morphing oder Remixen? Wo der Mensch selbst nur das tut was eine AI uebrall macht",536870918]],["^15",[1398,"^O","^1X",536870918]],["^15",[1398,"^F",1371,536870918]],["^15",[1398,"^X",1328,536870918]],["^15",[1398,"^V",1381,536870918]],["^15",[1398,"^U",7,536870918]],["^15",[1398,"^U",868,536870918]],["^15",[1398,"^U",1328,536870918]],["^15",[1398,"^;","~u68a60d89-4ab5-46eb-b951-b8c18eac509b",536870918]],["^15",[1399,"^Q","Doch bedenken wir, das es durchaus verschiedene arten der Nutzung von Künstlicher Intelligenz in Kunstwerken, oder jeglichen weiteren Anwendungsgebieten gibt, welche differenziert betrachtet werden sollten:",536870918]],["^15",[1399,"^O","^1X",536870918]],["^15",[1399,"^F",1410,536870918]],["^15",[1399,"^X",1328,536870918]],["^15",[1399,"^V",1410,536870918]],["^15",[1399,"^U",7,536870918]],["^15",[1399,"^U",868,536870918]],["^15",[1399,"^U",1328,536870918]],["^15",[1399,"^;","~u68a60d89-b936-4526-a260-36a99d93bf37",536870918]],["^15",[1400,"^Q","{{query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[Soldi/Plenum/AI]]) (namespace [[Soldi/Plenum/AI]])))}}\nquery-table:: true",536870918]],["^15",[1400,"^O","^1X",536870918]],["^15",[1400,"^F",1396,536870918]],["^15",[1400,"^S",1428,536870918]],["^15",[1400,"^X",1328,536870918]],["^15",[1400,"^V",1396,536870918]],["^15",[1400,"^U",1328,536870918]],["^15",[1400,"^?",["^ ","^2V",true],536870918]],["^15",[1400,"^J",["^2V"],536870918]],["^15",[1400,"^4",["^ ","^2V","true"],536870918]],["^15",[1400,"^;","~u68a60d89-43c7-409b-a9d9-192f3a312ea2",536870918]],["^15",[1401,"^Q","Hat der Ersteller ein Modell extra dafür selbst Trainiert/ein bestehendes verändert?",536870918]],["^15",[1401,"^O","^1X",536870918]],["^15",[1401,"^F",1414,536870918]],["^15",[1401,"^X",1328,536870918]],["^15",[1401,"^V",1360,536870918]],["^15",[1401,"^U",7,536870918]],["^15",[1401,"^U",868,536870918]],["^15",[1401,"^U",1328,536870918]],["^15",[1401,"^;","~u68a60d89-153a-4960-95be-9379fb994b08",536870918]],["^15",[1402,"^Q","Wurde AI lediglich als Werkzeug verwendet?",536870918]],["^15",[1402,"^O","^1X",536870918]],["^15",[1402,"^F",1358,536870918]],["^15",[1402,"^X",1328,536870918]],["^15",[1402,"^V",1399,536870918]],["^15",[1402,"^U",7,536870918]],["^15",[1402,"^U",868,536870918]],["^15",[1402,"^U",1328,536870918]],["^15",[1402,"^;","~u68a60d89-09c0-4250-a17e-cbb748c944a0",536870918]],["^15",[1403,"^M",true,536870918]],["^15",[1403,"^Q","DONE #Slide AI Autorenschaft\ncollapsed:: true",536870918]],["^15",[1403,"^O","^1X",536870918]],["^15",[1403,"^F",1418,536870918]],["^15",[1403,"^10","DONE",536870918]],["^15",[1403,"^X",1328,536870918]],["^15",[1403,"^V",1328,536870918]],["^15",[1403,"^U",7,536870918]],["^15",[1403,"^U",868,536870918]],["^15",[1403,"^U",1328,536870918]],["^15",[1403,"^?",["^ "],536870918]],["^15",[1403,"^J",[],536870918]],["^15",[1403,"^4",["^ "],536870918]],["^15",[1403,"^H",7,536870918]],["^15",[1403,"^H",868,536870918]],["^15",[1403,"^;","~u68a60d89-eb08-47eb-b67b-28b7629fc145",536870918]],["^15",[1404,"^Q","(ist überhaupt bekannt?) wie wurden die Trainingsdaten bezogen?",536870918]],["^15",[1404,"^O","^1X",536870918]],["^15",[1404,"^F",1355,536870918]],["^15",[1404,"^X",1328,536870918]],["^15",[1404,"^V",1331,536870918]],["^15",[1404,"^U",7,536870918]],["^15",[1404,"^U",868,536870918]],["^15",[1404,"^U",1328,536870918]],["^15",[1404,"^;","~u68a60d89-8ba9-4484-ad05-6d49c956a43a",536870918]],["^15",[1405,"^Q","Nach aktueller Auffassung, welche zwar durchaus nicht unumstritten ist, niemand. Die Schöpfung von Medien nach Juristischer Auffassung könne nur ein Menschlicher verdienst sein. Die Autohren der Werke mit denen ein AI Modell trainiert wurde, haben kein Recht auf die Autorenschaft, da kein strikter kopier oder reproduziervorgang stattgefunden hat. Die Eingabeparameter sind nicht Urheberrechtlich schutzbar, der Nutzer der AI gibt dieser lediglich Befehle, somit ist dieser Ebenfalls nicht berechtigt die Autorschaft zu beanspruchen und letzlich haben die Entwickler zwar ein recht auf die Logik, den Programmcode, mit dem das Werk generiert wurden, nicht jedoch an diesem selbst.",536870918]],["^15",[1405,"^O","^1X",536870918]],["^15",[1405,"^F",1387,536870918]],["^15",[1405,"^X",1328,536870918]],["^15",[1405,"^V",1387,536870918]],["^15",[1405,"^U",4,536870918]],["^15",[1405,"^U",11,536870918]],["^15",[1405,"^U",868,536870918]],["^15",[1405,"^U",1328,536870918]],["^15",[1405,"^;","~u68a60d89-28f6-43ad-b7af-96e4792fe128",536870918]],["^15",[1406,"^Q","Missbrauch von AI (Überwachung durch Staartsgewalt, Rassismus durch AI, Deepfakes)",536870918]],["^15",[1406,"^O","^1X",536870918]],["^15",[1406,"^F",1332,536870918]],["^15",[1406,"^X",1328,536870918]],["^15",[1406,"^V",1409,536870918]],["^15",[1406,"^U",1328,536870918]],["^15",[1406,"^;","~u68a60d89-664a-4e41-9444-1f4a27080bee",536870918]],["^15",[1407,"^Q","Ab wann rechtfertigt die schaden-nutzen Bilanz die verwendung der AI?",536870918]],["^15",[1407,"^O","^1X",536870918]],["^15",[1407,"^F",1346,536870918]],["^15",[1407,"^X",1328,536870918]],["^15",[1407,"^V",1346,536870918]],["^15",[1407,"^U",7,536870918]],["^15",[1407,"^U",868,536870918]],["^15",[1407,"^U",1328,536870918]],["^15",[1407,"^;","~u68a60d89-799a-45f6-b856-c97546e93a6d",536870918]],["^15",[1408,"^Q","### Meta",536870918]],["^15",[1408,"^O","^1X",536870918]],["^15",[1408,"^F",1328,536870918]],["^15",[1408,"^X",1328,536870918]],["^15",[1408,"^V",1328,536870918]],["^15",[1408,"^U",1328,536870918]],["^15",[1408,"^?",["^ ","^2S",3],536870918]],["^15",[1408,"^J",[],536870918]],["^15",[1408,"^;","~u68a60d89-40b1-4bd4-9807-b73932dc4f29",536870918]],["^15",[1409,"^Q","### Themen\nid:: 686bc829-5abe-416d-adfc-ccfe23640c6d",536870918]],["^15",[1409,"^O","^1X",536870918]],["^15",[1409,"^F",1354,536870918]],["^15",[1409,"^X",1328,536870918]],["^15",[1409,"^V",1354,536870918]],["^15",[1409,"^U",1328,536870918]],["^15",[1409,"^?",["^ ","^1;","686bc829-5abe-416d-adfc-ccfe23640c6d","^2S",3],536870918]],["^15",[1409,"^J",["^1;"],536870918]],["^15",[1409,"^4",["^ ","^1;","686bc829-5abe-416d-adfc-ccfe23640c6d"],536870918]],["^15",[1409,"^;","~u686bc829-5abe-416d-adfc-ccfe23640c6d",536870918]],["^15",[1410,"^Q","Kooperation Mensch - Maschiene",536870918]],["^15",[1410,"^O","^1X",536870918]],["^15",[1410,"^F",1412,536870918]],["^15",[1410,"^X",1328,536870918]],["^15",[1410,"^V",1403,536870918]],["^15",[1410,"^U",7,536870918]],["^15",[1410,"^U",868,536870918]],["^15",[1410,"^U",1328,536870918]],["^15",[1410,"^;","~u68a60d89-3473-4a91-b7af-f079ec6a44d8",536870918]],["^15",[1411,"^Q","**Leitfragen:**",536870918]],["^15",[1411,"^O","^1X",536870918]],["^15",[1411,"^F",1372,536870918]],["^15",[1411,"^X",1328,536870918]],["^15",[1411,"^V",1339,536870918]],["^15",[1411,"^U",4,536870918]],["^15",[1411,"^U",11,536870918]],["^15",[1411,"^U",868,536870918]],["^15",[1411,"^U",1328,536870918]],["^15",[1411,"^;","~u68a60d89-c753-46f5-b95b-769bff8b8fc7",536870918]],["^15",[1412,"^Q","Auswirkung auf die 'klassische' Kunst-comunity und Autor*in",536870918]],["^15",[1412,"^O","^1X",536870918]],["^15",[1412,"^F",1403,536870918]],["^15",[1412,"^X",1328,536870918]],["^15",[1412,"^V",1403,536870918]],["^15",[1412,"^U",7,536870918]],["^15",[1412,"^U",868,536870918]],["^15",[1412,"^U",1328,536870918]],["^15",[1412,"^;","~u68a60d89-d13f-45fb-9521-f6dfb33e4dfd",536870918]],["^15",[1413,"^Q","Urheberrecht (Auswirkung für Kunstschaffende)",536870918]],["^15",[1413,"^O","^1X",536870918]],["^15",[1413,"^F",1406,536870918]],["^15",[1413,"^X",1328,536870918]],["^15",[1413,"^V",1409,536870918]],["^15",[1413,"^U",1328,536870918]],["^15",[1413,"^;","~u68a60d89-ff65-417c-a5e4-4e9d196a843b",536870918]],["^15",[1414,"^Q","Wurde ein generell verwendbares, Multifunktionales Ai Modell verwendet?",536870918]],["^15",[1414,"^O","^1X",536870918]],["^15",[1414,"^F",1360,536870918]],["^15",[1414,"^X",1328,536870918]],["^15",[1414,"^V",1360,536870918]],["^15",[1414,"^U",7,536870918]],["^15",[1414,"^U",868,536870918]],["^15",[1414,"^U",1328,536870918]],["^15",[1414,"^;","~u68a60d89-c10c-4d07-b536-8c763d8ee1e6",536870918]],["^15",[1415,"^Q","_Provokante Bonusfrage:_ Ist ein Werk menschlichen Ursprungs mehr Wert, weil es Menschlichen Ursprungs ist: Sollten wir Maschinen diskriminieren",536870918]],["^15",[1415,"^O","^1X",536870918]],["^15",[1415,"^F",1381,536870918]],["^15",[1415,"^X",1328,536870918]],["^15",[1415,"^V",1366,536870918]],["^15",[1415,"^U",7,536870918]],["^15",[1415,"^U",868,536870918]],["^15",[1415,"^U",1328,536870918]],["^15",[1415,"^;","~u68a60d89-452d-472d-bf05-2d111b65aebc",536870918]],["^15",[1416,"^Q","",536870918]],["^15",[1416,"^O","^1X",536870918]],["^15",[1416,"^F",1354,536870918]],["^15",[1416,"^X",1328,536870918]],["^15",[1416,"^V",1328,536870918]],["^15",[1416,"^U",1328,536870918]],["^15",[1416,"^;","~u68a60d89-88dc-470d-af0e-a7816ec9a3c7",536870918]],["^15",[1417,"^Q","Ausgleichsleistungen an Kunstschaffende denkbar?",536870918]],["^15",[1417,"^O","^1X",536870918]],["^15",[1417,"^F",1345,536870918]],["^15",[1417,"^X",1328,536870918]],["^15",[1417,"^V",1407,536870918]],["^15",[1417,"^U",7,536870918]],["^15",[1417,"^U",868,536870918]],["^15",[1417,"^U",1328,536870918]],["^15",[1417,"^;","~u68a60d89-10c6-4ba0-b95e-a9c5bb610ac9",536870918]],["^15",[1418,"^M",true,536870918]],["^15",[1418,"^Q","DONE #Slide Maschinelle Kreativität?\nid:: 686c5031-ec23-4ed2-8508-c1afea36a627\ncollapsed:: true",536870918]],["^15",[1418,"^O","^1X",536870918]],["^15",[1418,"^F",1385,536870918]],["^15",[1418,"^10","DONE",536870918]],["^15",[1418,"^X",1328,536870918]],["^15",[1418,"^V",1328,536870918]],["^15",[1418,"^U",7,536870918]],["^15",[1418,"^U",868,536870918]],["^15",[1418,"^U",1328,536870918]],["^15",[1418,"^?",["^ ","^1;","686c5031-ec23-4ed2-8508-c1afea36a627"],536870918]],["^15",[1418,"^J",["^1;"],536870918]],["^15",[1418,"^4",["^ ","^1;","686c5031-ec23-4ed2-8508-c1afea36a627"],536870918]],["^15",[1418,"^H",7,536870918]],["^15",[1418,"^H",868,536870918]],["^15",[1418,"^;","~u686c5031-ec23-4ed2-8508-c1afea36a627",536870918]],["^15",[1419,"^Q","Additional Tags:",536870918]],["^15",[1419,"^O","^1X",536870918]],["^15",[1419,"^F",1408,536870918]],["^15",[1419,"^X",1328,536870918]],["^15",[1419,"^V",1408,536870918]],["^15",[1419,"^U",1328,536870918]],["^15",[1419,"^;","~u68a60d89-6377-4c45-9c53-e8f9358b054f",536870918]],["^15",[1420,"^Q","((686c5031-ec23-4ed2-8508-c1afea36a627))",536870918]],["^15",[1420,"^O","^1X",536870918]],["^15",[1420,"^F",1363,536870918]],["^15",[1420,"^X",1328,536870918]],["^15",[1420,"^V",1343,536870918]],["^15",[1420,"^U",1328,536870918]],["^15",[1420,"^H",1418,536870918]],["^15",[1420,"^;","~u68a60d89-d01b-4f89-a14e-a94d674d77e6",536870918]],["^15",[1421,"^Q","",536870918]],["^15",[1421,"^O","^1X",536870918]],["^15",[1421,"^F",1375,536870918]],["^15",[1421,"^X",1328,536870918]],["^15",[1421,"^V",1328,536870918]],["^15",[1421,"^U",1328,536870918]],["^15",[1421,"^;","~u68a60d89-972a-43de-9e3f-f9937bdfd59b",536870918]],["^15",[1422,"^Q","Deffinition: Ai, GAN, DeepLearning (unterscheide zu herkömmlichen Algorithmen)",536870918]],["^15",[1422,"^O","^1X",536870918]],["^15",[1422,"^F",1409,536870918]],["^15",[1422,"^X",1328,536870918]],["^15",[1422,"^V",1409,536870918]],["^15",[1422,"^U",1328,536870918]],["^15",[1422,"^;","~u68a60d89-43d3-4b88-b485-4702688c1dbe",536870918]],["^15",[1423,"^Q","Zunächst lass uns dem Prozess der Kreativität definieren, als eine bewusste oder unterbewusste Weiterverwendung und Verarbeitung von jeglicher Art Erfahrungen (sein es gesehene Bilder oder verstandene Abstrakte Sachverhalte), die am Ende etwas mehr, oder weniger neues erschafft.",536870918]],["^15",[1423,"^O","^1X",536870918]],["^15",[1423,"^F",1425,536870918]],["^15",[1423,"^X",1328,536870918]],["^15",[1423,"^V",1425,536870918]],["^15",[1423,"^U",7,536870918]],["^15",[1423,"^U",868,536870918]],["^15",[1423,"^U",1328,536870918]],["^15",[1423,"^;","~u68a60d89-37ef-426b-8b9b-1d7aacd9a325",536870918]],["^15",[1424,"^Q","**Notes:**\nbackground-color:: red",536870918]],["^15",[1424,"^O","^1X",536870918]],["^15",[1424,"^F",1397,536870918]],["^15",[1424,"^X",1328,536870918]],["^15",[1424,"^V",1408,536870918]],["^15",[1424,"^U",1328,536870918]],["^15",[1424,"^?",["^ ","^2X","red"],536870918]],["^15",[1424,"^J",["^2X"],536870918]],["^15",[1424,"^4",["^ ","^2X","red"],536870918]],["^15",[1424,"^;","~u68a60d89-1fe5-4405-b14d-c22c163df750",536870918]],["^15",[1425,"^Q","### Kreatitaet und Kunst",536870918]],["^15",[1425,"^O","^1X",536870918]],["^15",[1425,"^F",1337,536870918]],["^15",[1425,"^X",1328,536870918]],["^15",[1425,"^V",1418,536870918]],["^15",[1425,"^U",7,536870918]],["^15",[1425,"^U",868,536870918]],["^15",[1425,"^U",1328,536870918]],["^15",[1425,"^?",["^ ","^2S",3],536870918]],["^15",[1425,"^J",[],536870918]],["^15",[1425,"^;","~u68a60d89-2ece-4f08-9f33-49b9bbf246df",536870918]],["^15",[1426,"^Q","Als gossen Teil der Kreativität wurde dem re-interpretieren und kombinieren von erfahrenen zugeschrieben. Betrachtet man, nun ein Bild generierendes GAN-Modell, welche zuvor mit Millionen an kategorisierten Bildern und eingeordneten Daten trainiert wurde fällt auf, das eben jener Trainingsprozess, dem künstlichen Modell lediglich die selben Möglichkeiten gibt, wie der Mensch sie durch das bloße leben hat: Die Sammlung Referenzdate, Erfahrungen. Ebenso ist das maschinelle Generieren eines neuen Bildes lediglich das Transformieren und Zusammenfügen von Eigenschaften wie sie in den Trainingsdaten vorlagen.",536870918]],["^15",[1426,"^O","^1X",536870918]],["^15",[1426,"^F",1373,536870918]],["^15",[1426,"^X",1328,536870918]],["^15",[1426,"^V",1425,536870918]],["^15",[1426,"^U",7,536870918]],["^15",[1426,"^U",868,536870918]],["^15",[1426,"^U",1328,536870918]],["^15",[1426,"^;","~u68a60d89-baf2-4258-acd2-86e2d8d38722",536870918]],["^15",[1427,"^?",["^ ","^2Y","query","^2Z",["(and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[Soldi/Plenum/AI]]) (namespace [[Soldi/Plenum/AI]])))"]],536870918]],["^15",[1427,"^W","macro",536870918]],["^15",[1427,"^T","query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[Soldi/Plenum/AI]]) (namespace [[Soldi/Plenum/AI]])))",536870918]],["^15",[1428,"^?",["^ ","^2Y","query","^2Z",["(and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[Soldi/Plenum/AI]]) (namespace [[Soldi/Plenum/AI]])))"]],536870918]],["^15",[1428,"^W","macro",536870918]],["^15",[1428,"^T","query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[Soldi/Plenum/AI]]) (namespace [[Soldi/Plenum/AI]])))",536870918]],["^15",[1429,"^3","## Scratchpad\nbackground-color:: blue\n\t- Text:\n\t\t- {{embed [[scratchpad]]}}\n\t- Whiteboard:\n\t collapsed:: true\n\t\t- [[draws/2025-07-08-01-22-45.excalidraw]]\n\t-\n- ## Tasks\n background-color:: red\n\t- ### High Priorety\n\t\t- {{query (and (task TODO IN-PROGRESS) (and (not (priority C)) (not (priority B))))}}\n\t- #### Other\n\t\t- {{query (and (task TODO IN-PROGRESS) (or (priority C) (priority B)))}}\n\t\t query-table:: true\n-\n- ## Subpages:\n background-color:: purple\n\t- [[Solid]]\n\t- [[Server]]\n\t- [[School]]\n\t- [[Other]]\n\t- [[Templates]]\n-\n- ## Most recent cahnges:\n background-color:: green\n\t- query-sort-by:: page\n\t query-sort-desc:: false\n\t #+BEGIN_QUERY\n\t {\n\t :title \"Edited Pages:\"\n\t :query [:find (pull ?p [*])\n\t :where\n\t [?b :block/page ?p] \n\t ]\n\t :result-transform (fn [result]\n\t (take 5 result))\n\t :table-view? false\n\t }\n\t #+END_QUERY\n-",536870918]],["^15",[1429,"^17",1755712905355,536870918]],["^15",[1429,"^Z","pages/Startpage.md",536870918]],["^15",[1430,"^K",1755712905354,536870918]],["^15",[1430,"^[",1429,536870918]],["^15",[1430,"^@",false,536870918]],["^15",[1430,"^Y","startpage",536870918]],["^15",[1430,"^11","Startpage",536870918]],["^15",[1430,"^B",1755712905354,536870918]],["^15",[1430,"^;","~u68a60d89-bd43-4f38-a3ca-425b1a88dcf9",536870918]],["^15",[1431,"^K",1755712905521,536870918]],["^15",[1431,"^[",1677,536870918]],["^15",[1431,"^@",false,536870918]],["^15",[1431,"^Y","scratchpad",536870918]],["^15",[1431,"^11","scratchpad",536870918]],["^15",[1431,"^B",1755717700064,536871369]],["^15",[1431,"^;","~u68a60d89-ecd3-41bf-bcf4-bbbc7814f49b",536870918]],["^15",[1432,"^K",1755712905379,536870918]],["^15",[1432,"^[",1460,536870918]],["^15",[1432,"^O","^1X",536870918]],["^15",[1432,"^@",false,536870918]],["^15",[1432,"^Y","templates",536870918]],["^15",[1432,"^11","Templates",536870918]],["^15",[1432,"^B",1755712905379,536870918]],["^15",[1432,"^;","~u68a60d89-4323-4c28-93b2-78f465049135",536870918]],["^15",[1433,"^Q","",536870918]],["^15",[1433,"^O","^1X",536870918]],["^15",[1433,"^F",1439,536870918]],["^15",[1433,"^X",1430,536870918]],["^15",[1433,"^V",1430,536870918]],["^15",[1433,"^U",1430,536870918]],["^15",[1433,"^;","~u68a60d89-37ad-4fc2-9a5a-51ee82f8beff",536870918]],["^15",[1434,"^Q","[[Solid]]",536870918]],["^15",[1434,"^O","^1X",536870918]],["^15",[1434,"^F",1439,536870918]],["^15",[1434,"^X",1430,536870918]],["^15",[1434,"^V",1439,536870918]],["^15",[1434,"^U",1283,536870918]],["^15",[1434,"^U",1430,536870918]],["^15",[1434,"^H",1283,536870918]],["^15",[1434,"^;","~u68a60d89-f051-4743-a518-75310d5f8701",536870918]],["^15",[1435,"^Q","",536870918]],["^15",[1435,"^O","^1X",536870918]],["^15",[1435,"^F",1452,536870918]],["^15",[1435,"^X",1430,536870918]],["^15",[1435,"^V",1430,536870918]],["^15",[1435,"^U",1430,536870918]],["^15",[1435,"^;","~u68a60d89-eeb8-4a5e-915c-22aa0de4cf56",536870918]],["^15",[1436,"^Q","[[Other]]",536870918]],["^15",[1436,"^O","^1X",536870918]],["^15",[1436,"^F",1446,536870918]],["^15",[1436,"^X",1430,536870918]],["^15",[1436,"^V",1439,536870918]],["^15",[1436,"^U",325,536870918]],["^15",[1436,"^U",1430,536870918]],["^15",[1436,"^H",325,536870918]],["^15",[1436,"^;","~u68a60d89-c9cc-4924-8743-58723e906f88",536870918]],["^15",[1437,"^Q","[[Server]]",536870918]],["^15",[1437,"^O","^1X",536870918]],["^15",[1437,"^F",1434,536870918]],["^15",[1437,"^X",1430,536870918]],["^15",[1437,"^V",1439,536870918]],["^15",[1437,"^U",1132,536870918]],["^15",[1437,"^U",1430,536870918]],["^15",[1437,"^H",1132,536870918]],["^15",[1437,"^;","~u68a60d89-ef55-4114-a161-723d09ae3d19",536870918]],["^15",[1438,"^Q","{{embed [[scratchpad]]}}",536870918]],["^15",[1438,"^O","^1X",536870918]],["^15",[1438,"^F",1450,536870918]],["^15",[1438,"^S",1455,536870918]],["^15",[1438,"^X",1430,536870918]],["^15",[1438,"^V",1450,536870918]],["^15",[1438,"^U",1430,536870918]],["^15",[1438,"^U",1431,536870918]],["^15",[1438,"^H",1431,536870918]],["^15",[1438,"^;","~u68a60d89-7b5e-4989-adab-63815b5a583b",536870918]],["^15",[1439,"^Q","## Subpages:\nbackground-color:: purple",536870918]],["^15",[1439,"^O","^1X",536870918]],["^15",[1439,"^F",1435,536870918]],["^15",[1439,"^X",1430,536870918]],["^15",[1439,"^V",1430,536870918]],["^15",[1439,"^U",1430,536870918]],["^15",[1439,"^?",["^ ","^2X","purple","^2S",2],536870918]],["^15",[1439,"^J",["^2X"],536870918]],["^15",[1439,"^4",["^ ","^2X","purple"],536870918]],["^15",[1439,"^;","~u68a60d89-ac50-4851-8641-0a379730b4ad",536870918]],["^15",[1440,"^Q","query-sort-by:: page\nquery-sort-desc:: false\n#+BEGIN_QUERY\n{\n :title \"Edited Pages:\"\n :query [:find (pull ?p [*])\n :where\n [?b :block/page ?p] \n ]\n :result-transform (fn [result]\n (take 5 result))\n :table-view? false\n}\n#+END_QUERY",536870918]],["^15",[1440,"^O","^1X",536870918]],["^15",[1440,"^F",1447,536870918]],["^15",[1440,"^X",1430,536870918]],["^15",[1440,"^V",1447,536870918]],["^15",[1440,"^U",1430,536870918]],["^15",[1440,"^?",["^ ","^2U","page","^2W",false],536870918]],["^15",[1440,"^J",["^2U","^2W"],536870918]],["^15",[1440,"^4",["^ ","^2U","page","^2W","false"],536870918]],["^15",[1440,"^;","~u68a60d89-c301-41a9-835b-498add9fb545",536870918]],["^15",[1441,"^Q","## Scratchpad\nbackground-color:: blue",536870918]],["^15",[1441,"^O","^1X",536870918]],["^15",[1441,"^F",1430,536870918]],["^15",[1441,"^X",1430,536870918]],["^15",[1441,"^V",1430,536870918]],["^15",[1441,"^U",1430,536870918]],["^15",[1441,"^?",["^ ","^2X","blue","^2S",2],536870918]],["^15",[1441,"^J",["^2X"],536870918]],["^15",[1441,"^4",["^ 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green",536870918]],["^15",[1447,"^O","^1X",536870918]],["^15",[1447,"^F",1433,536870918]],["^15",[1447,"^X",1430,536870918]],["^15",[1447,"^V",1430,536870918]],["^15",[1447,"^U",1430,536870918]],["^15",[1447,"^?",["^ ","^2X","green","^2S",2],536870918]],["^15",[1447,"^J",["^2X"],536870918]],["^15",[1447,"^4",["^ ","^2X","green"],536870918]],["^15",[1447,"^;","~u68a60d89-d95a-4db8-8948-2f0286912731",536870918]],["^15",[1448,"^Q","",536870918]],["^15",[1448,"^O","^1X",536870918]],["^15",[1448,"^F",1444,536870918]],["^15",[1448,"^X",1430,536870918]],["^15",[1448,"^V",1441,536870918]],["^15",[1448,"^U",1430,536870918]],["^15",[1448,"^;","~u68a60d89-4676-4114-8b2a-af4f2b6f9c19",536870918]],["^15",[1449,"^Q","{{query (and (task TODO IN-PROGRESS) (and (not (priority C)) (not (priority 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background-color:: blue\n\t\t- Templates to use when creating new Sides\n- ---\n- [[testQuerys]]\n-\n-",536870918]],["^15",[1460,"^17",1755712905363,536870918]],["^15",[1460,"^Z","pages/Templates.md",536870918]],["^15",[1461,"^K",1755712905604,536870918]],["^15",[1461,"^[",1703,536870918]],["^15",[1461,"^@",false,536870918]],["^15",[1461,"^Y","testquerys",536870918]],["^15",[1461,"^11","testQuerys",536870918]],["^15",[1461,"^?",["^ ","^16",true],536870918]],["^15",[1461,"^4",["^ 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:title \"Index:\"\n :query (namespace [[Templates]])\n}\n#+END_QUERY",536870918]],["^15",[1464,"^O","^1X",536870918]],["^15",[1464,"^F",1468,536870918]],["^15",[1464,"^X",1432,536870918]],["^15",[1464,"^V",1468,536870918]],["^15",[1464,"^U",1432,536870918]],["^15",[1464,"^;","~u68a60d89-6614-45b9-b257-b739f12697b0",536870918]],["^15",[1465,"^Q","## Meta:",536870918]],["^15",[1465,"^O","^1X",536870918]],["^15",[1465,"^F",1432,536870918]],["^15",[1465,"^X",1432,536870918]],["^15",[1465,"^V",1432,536870918]],["^15",[1465,"^U",1432,536870918]],["^15",[1465,"^?",["^ 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","^2X","purple"],536870918]],["^15",[1468,"^J",["^2X"],536870918]],["^15",[1468,"^4",["^ ","^2X","purple"],536870918]],["^15",[1468,"^;","~u68a60d89-5f0c-47e2-a1dc-fba4eb965e76",536870918]],["^15",[1469,"^Q","Templates to use when creating new Sides",536870918]],["^15",[1469,"^O","^1X",536870918]],["^15",[1469,"^F",1463,536870918]],["^15",[1469,"^X",1432,536870918]],["^15",[1469,"^V",1463,536870918]],["^15",[1469,"^U",1432,536870918]],["^15",[1469,"^;","~u68a60d89-5353-415d-8e02-b76ca234d77d",536870918]],["^15",[1470,"^Q","Additional Tags:",536870918]],["^15",[1470,"^O","^1X",536870918]],["^15",[1470,"^F",1465,536870918]],["^15",[1470,"^X",1432,536870918]],["^15",[1470,"^V",1465,536870918]],["^15",[1470,"^U",1432,536870918]],["^15",[1470,"^;","~u68a60d89-2d1e-4d61-8a7e-d43fc4f0361a",536870918]],["^15",[1471,"^Q","Additional References:",536870918]],["^15",[1471,"^O","^1X",536870918]],["^15",[1471,"^F",1470,536870918]],["^15",[1471,"^X",1432,536870918]],["^15",[1471,"^V",1465,536870918]],["^15",[1471,"^U",1432,536870918]],["^15",[1471,"^;","~u68a60d89-8127-401e-8f06-2698b7c12b19",536870918]],["^15",[1472,"^Q","",536870918]],["^15",[1472,"^O","^1X",536870918]],["^15",[1472,"^F",1462,536870918]],["^15",[1472,"^X",1432,536870918]],["^15",[1472,"^V",1432,536870918]],["^15",[1472,"^U",1432,536870918]],["^15",[1472,"^;","~u68a60d89-f932-45be-af65-fd562a2b9eab",536870918]],["^15",[1473,"^3","# <% current page %>\ntemplate:: Notes\ntemplate-including-parent:: false\n\t- index::\n\t- tags::\n\t- references::\n\t- ## Meta\n\t\t- **Notes:**\n\t\t background-color:: red\n\t\t\t- {{query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page <% current page %>) (namespace <% current page %>)))}}\n\t\t\t query-sort-by:: block\n\t\t\t query-table:: true\n\t\t\t query-sort-desc:: true\n\t\t- **Slides:**\n\t\t background-color:: green\n\t\t\t- {{query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page <% current page %>) (namespace <% current page %>)))}}\n\t\t- **Summery**:\n\t\t background-color:: blue\n\t\t\t-\n\t- ---\n\t-\n- For all properys in page\n\t- {{query (and (namespace [[school/wir/ethics]]) (property :index))}}\n-\n- Note Simpler used Tags Query:\n- ```\n #+BEGIN_QUERY\n {\n :title \"Tags in current page and subpages\"\n :query [:find (pull ?tag [*])\n :in $ ?current-page\n :where\n [?p :block/name ?current-page]\n [?b :block/page ?p]\n [?b :block/refs ?tag]]\n :inputs [:current-page]}\n :result-transform (fn [result] (->> result (map first) distinct))\n :view :table\n }\n ```",536870918]],["^15",[1473,"^17",1755712905369,536870918]],["^15",[1473,"^Z","pages/Templates___Notes.md",536870918]],["^15",[1474,"^K",1755712905369,536870918]],["^15",[1474,"^[",1473,536870918]],["^15",[1474,"^@",false,536870918]],["^15",[1474,"^Y","templates/notes",536870918]],["^15",[1474,"^A",1432,536870918]],["^15",[1474,"^11","Templates/Notes",536870918]],["^15",[1474,"^B",1755712905369,536870918]],["^15",[1474,"^;","~u68a60d89-bd41-40a2-acce-2feb5e7035ce",536870918]],["^15",[1475,"^Q","**Slides:**\nbackground-color:: green",536870918]],["^15",[1475,"^O","^1X",536870918]],["^15",[1475,"^F",1487,536870918]],["^15",[1475,"^X",1474,536870918]],["^15",[1475,"^V",1479,536870918]],["^15",[1475,"^U",1474,536870918]],["^15",[1475,"^?",["^ ","^2X","green"],536870918]],["^15",[1475,"^J",["^2X"],536870918]],["^15",[1475,"^4",["^ ","^2X","green"],536870918]],["^15",[1475,"^;","~u68a60d89-6730-47cd-8840-a17b8b452a94",536870918]],["^15",[1476,"^Q","For all properys in page",536870918]],["^15",[1476,"^O","^1X",536870918]],["^15",[1476,"^F",1478,536870918]],["^15",[1476,"^X",1474,536870918]],["^15",[1476,"^V",1474,536870918]],["^15",[1476,"^U",1474,536870918]],["^15",[1476,"^;","~u68a60d89-390a-4dee-8670-a1b16122e746",536870918]],["^15",[1477,"^Q","~```\n#+BEGIN_QUERY\n{\n :title \"Tags in current page and subpages\"\n :query [:find (pull ?tag [*])\n :in $ ?current-page\n :where\n [?p :block/name ?current-page]\n [?b :block/page ?p]\n [?b :block/refs ?tag]]\n :inputs [:current-page]}\n :result-transform (fn [result] (->> result (map first) distinct))\n :view :table\n}\n```",536870918]],["^15",[1477,"^O","^1X",536870918]],["^15",[1477,"^F",1490,536870918]],["^15",[1477,"^X",1474,536870918]],["^15",[1477,"^V",1474,536870918]],["^15",[1477,"^U",1474,536870918]],["^15",[1477,"^;","~u68a60d89-09af-4df6-8f38-2d69c857e901",536870918]],["^15",[1478,"^Q","# <% current page %>\ntemplate:: Notes\ntemplate-including-parent:: 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https://open-access.network/informieren/open-access-in-fachdisziplinen/kuenstlerische-faecher\n https://www.museum.de/blog/open-access-zugang-zu-oeffentlichen-bildern-aus-museen/\n https://de.wikipedia.org/wiki/Appropriation_Art\n https://www.zeit.de/digital/internet/2024-11/ki-musik-spotify-streaming-plattform\n https://www.bigtechnology.com/p/spotifys-plans-for-ai-generated-music\n-\n- TODO [#B] Urheber eines KI Generierten werkes: Nach\n\t- US Copyright Office Bericht\n\t\t- Kein anspruch auf Copyright wenn volständig mit KI generiert wurde\n\t\t- (teilweise) Anspruch wenn Kokreation, Menschliche/Maschinelle Arbeit müssen voneinander trennbar sein\n\t- https://iartificial.blog/de/Automatisierung/Urheberrecht-im-Zeitalter-der-KI,-wer-der-wahre-Autor-ist/\n\t- https://www.derstandard.de/story/2000144311970/wer-ist-urheber-eines-ki-werkes\n\t\t- EU richtlinien, Copyright Ai?\n\t- Nach EU:\n\t\t- https://www.iit-berlin.de/wp-content/uploads/2025/02/2025-03-iit-perspektive-Urheberrecht_KI_Beitraege_V05.pdf\n\t\t- Schopfung von Medien kann reihc menschlicher verdienst sein, d.h. kein Urheberrecht fuer Ki generationen\n\t\t\t- jene Autoren mit welchen das Modell trainiert wurde haben auch kein Urheberrecht an generierten bildern, es findet keine kopier/reproduziervorgang statt\n\t\t\t- Anweisungen welche an AI gegeben werden nicht urheberrechtlich geschutzt, Anweisender Nutzer gibt AI lediglich befehle > hat auch kein Urheberrecht\n\t\t\t- Entwichler der Modelle haben selbst auch kein recht am generierten werk, sie schufen lediglich die Logik mit jener eine generation erfolgte\n\t\t- Mass durch mindestmass an kreativer Originalitaet/persönliche geistige Schöpfungen eines Menschen kann Urheberecht entstehen (mindestmass ist einzelfall abhaenig, jedoch ist das blosse kuerzen oder umformulieren nicht schuetzbar)\n\t- https://www.din.de/resource/blob/1142062/df54d68d11749518302993d7976222a5/open-session-rechtliche-dimensionen-von-ki-data.pdf\n\t- EU-Urheberrecht noch keine expliziete Gesetzesgrundlage\n\t\t- EuGh: Persoenlichketi des Autors muss widergespiegelt werden, ergebniss der geistigen Schoepfung des Urhebers\n\t\t- Unterscheliche Deutung zu vorherigen: Schutz moeglich wenn Prompt und Output originell sind > d.h. personlichkeit des Autors iwderspiegelt\n\t\t\t- kein schutz wenn: Referenzfoto, stylwahl > output; ausslieslich Ki Kreative Entscheidung getroffen hat\n\t\t\t- Schutz wenn: idee, eigenen Prompt verfasst (d.h. Mensch ausreichend kreative Entscheidungen getroffen hat) > outputt\n\t- Urheberrechtsverletzung KI output\n\t\t- Liegt vor wenn: KI eine kopie oder widererkennabres werk des originals erstellt und das Original im trainingsdatensatz vorhanden ist\n\t\t\t- zufaelige doppelschopfungen sind keine Urheberrechtsverlaetzung (muss gezeigt werden das Original nicht im Trainingsdatensatz)\n\t-\n- Urheberrecht Training der AI\n\t- Erneut keine expliziete gesetzesgrunbdlage, angenommen Urhebergesetz ueber Datamining greift\n\t- Auch Urheberrechtlich geschuetzte Daten durefen zum training verwendet werden, solange: kein einspruch, in maschienenlesbarer Form vorliegt, die inhalte Rechtmaesig im Internet stehen, keine Zugangskontrolierenden massnahmen umgangen werden",536870918]],["^15",[1530,"^17",1755712905387,536870918]],["^15",[1530,"^Z","pages/Urheberrecht %23Note.md",536870918]],["^15",[1531,"^Q","Schutz wenn: idee, eigenen Prompt verfasst (d.h. Mensch ausreichend kreative Entscheidungen getroffen hat) > outputt",536870918]],["^15",[1531,"^O","^1X",536870918]],["^15",[1531,"^F",1545,536870918]],["^15",[1531,"^X",1329,536870918]],["^15",[1531,"^V",1536,536870918]],["^15",[1531,"^U",4,536870918]],["^15",[1531,"^U",11,536870918]],["^15",[1531,"^U",1329,536870918]],["^15",[1531,"^;","~u68a60d89-a4f6-4424-bbc9-10cca1dd65e4",536870918]],["^15",[1532,"^Q","EU-Urheberrecht noch keine expliziete Gesetzesgrundlage",536870918]],["^15",[1532,"^O","^1X",536870918]],["^15",[1532,"^F",1539,536870918]],["^15",[1532,"^X",1329,536870918]],["^15",[1532,"^V",1549,536870918]],["^15",[1532,"^U",4,536870918]],["^15",[1532,"^U",11,536870918]],["^15",[1532,"^U",1329,536870918]],["^15",[1532,"^;","~u68a60d89-5d54-4127-8f65-366bb790becd",536870918]],["^15",[1533,"^Q","Liegt vor wenn: KI eine kopie oder widererkennabres werk des originals erstellt und das Original im trainingsdatensatz vorhanden 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hat",536870918]],["^15",[1545,"^O","^1X",536870918]],["^15",[1545,"^F",1536,536870918]],["^15",[1545,"^X",1329,536870918]],["^15",[1545,"^V",1536,536870918]],["^15",[1545,"^U",4,536870918]],["^15",[1545,"^U",11,536870918]],["^15",[1545,"^U",1329,536870918]],["^15",[1545,"^;","~u68a60d89-72b8-457a-8b4c-5c28ff5ad51d",536870918]],["^15",[1546,"^Q","(teilweise) Anspruch wenn Kokreation, Menschliche/Maschinelle Arbeit müssen voneinander trennbar sein",536870918]],["^15",[1546,"^O","^1X",536870918]],["^15",[1546,"^F",1552,536870918]],["^15",[1546,"^X",1329,536870918]],["^15",[1546,"^V",1557,536870918]],["^15",[1546,"^U",4,536870918]],["^15",[1546,"^U",11,536870918]],["^15",[1546,"^U",1329,536870918]],["^15",[1546,"^;","~u68a60d89-c4d3-43e0-a69a-350265372cf0",536870918]],["^15",[1547,"^Q","EuGh: Persoenlichketi des Autors muss widergespiegelt werden, ergebniss der geistigen Schoepfung des 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anspruch auf Copyright wenn volständig mit KI generiert wurde",536870918]],["^15",[1552,"^O","^1X",536870918]],["^15",[1552,"^F",1557,536870918]],["^15",[1552,"^X",1329,536870918]],["^15",[1552,"^V",1557,536870918]],["^15",[1552,"^U",4,536870918]],["^15",[1552,"^U",11,536870918]],["^15",[1552,"^U",1329,536870918]],["^15",[1552,"^;","~u68a60d89-ab85-4ebe-b213-2b42cd1ba0ee",536870918]],["^15",[1553,"^Q","Anweisungen welche an AI gegeben werden nicht urheberrechtlich geschutzt, Anweisender Nutzer gibt AI lediglich befehle > hat auch kein Urheberrecht",536870918]],["^15",[1553,"^O","^1X",536870918]],["^15",[1553,"^F",1554,536870918]],["^15",[1553,"^X",1329,536870918]],["^15",[1553,"^V",1537,536870918]],["^15",[1553,"^U",4,536870918]],["^15",[1553,"^U",11,536870918]],["^15",[1553,"^U",1329,536870918]],["^15",[1553,"^;","~u68a60d89-7f18-4eee-948f-d429255bbf85",536870918]],["^15",[1554,"^Q","jene Autoren mit welchen das Modell trainiert wurde haben auch kein Urheberrecht an generierten 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../assets/01-Approaching-the-US-Cultural-differences_1755256551587_0.pdf\n\n- many cultural groups from all over the world. \n ls-type:: annotation\n hl-page:: 1\n hl-color:: yellow\n id:: 689f1a0d-7b0d-4ad9-ac90-0dbda5b60e43\n hl-stamp:: 1755257362143\n- straight-to-the-point communication are common. It is not considered rude\n ls-type:: annotation\n hl-page:: 1\n hl-color:: yellow\n id:: 689f1a33-585e-4624-9254-6903ef93d1f0\n- eye contact shows respect\n ls-type:: annotation\n hl-page:: 1\n hl-color:: yellow\n id:: 689f1a3d-7bd8-4383-8f23-0f6f6c6dbaff\n- Personal space is important\n ls-type:: annotation\n hl-page:: 1\n hl-color:: yellow\n id:: 689f1a4d-08b9-43de-93f1-95f22d7417cf\n- know well with a hug\n ls-type:: annotation\n hl-page:: 1\n hl-color:: yellow\n id:: 689f1a5d-f61c-4a89-8dc7-540dfda0b2ba\n- shake hands with each other when meeting someone new\n ls-type:: annotation\n hl-page:: 1\n hl-color:: yellow\n id:: 689f1a61-7269-467b-adb9-d8b5ea98dcde\n- eat with your mouth closed and to avoid licking your fingers or burping\n ls-type:: annotation\n hl-page:: 2\n hl-color:: yellow\n id:: 689f1a81-f049-47d5-b34f-21386621aac6\n- common to use childcare.\n ls-type:: annotation\n hl-page:: 2\n hl-color:: yellow\n id:: 689f1b19-d8c9-4b7c-a46b-d7776ba8a7c8\n- More women are enrolled in university than men\n ls-type:: annotation\n hl-page:: 2\n hl-color:: yellow\n id:: 689f1b28-dcb0-4404-a9db-e0912f2527f3\n- common to return to work shortly after having a baby\n ls-type:: annotation\n hl-page:: 2\n hl-color:: yellow\n id:: 689f1b3f-f5fe-4240-a7ed-46d2d14b7f81\n- Business leaders, social media influencers, and the rich tend to get more respect in the USA. 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yellow\n id:: 68a458d2-be67-41ca-90a7-285216ed23d5\n- politische und wirtschaftliche Selbstbestimmung auch im digitalen Zeitalter zu erhalten \n ls-type:: annotation\n hl-page:: 7\n hl-color:: yellow\n id:: 68a4591d-4eb1-4bb1-b929-b03d460c53b5\n- Einbettung in globale Zusammenhänge, muss und kann auch unter Rückgri auf globale Technologieressourcen seine Digitale Souveränität stärken\n ls-type:: annotation\n hl-page:: 7\n hl-color:: yellow\n id:: 68a459ad-35e4-4961-9bc6-ccc9a04c8a64\n- über die EU-Grenzen hinaus muss auch weiterhin möglich sein\n ls-type:: annotation\n hl-page:: 7\n hl-color:: yellow\n id:: 68a459c3-e3c6-4699-951d-078e986629e4\n- Dimensionen Digitaler Souveränität darf Europa gerade bei der Entwicklung neuer Technologien, damit verbundener Geschäftsmodelle und entsprechender Ökosysteme, den Anschluss nicht verlieren\n ls-type:: annotation\n hl-page:: 7\n hl-color:: yellow\n id:: 68a45a0d-9796-4352-a37e-46588faf7a69\n- kein fest umrissener Terminus\n ls-type:: annotation\n hl-page:: 9\n hl-color:: yellow\n id:: 68a45ab1-0cb2-49da-a0ce-33d6b00d2920\n- politische Zielbestimmung\n ls-type:: annotation\n hl-page:: 9\n hl-color:: yellow\n id:: 68a45ab5-0dcc-4a24-ad85-4d9a8b50e548\n- industriepolitische Aspekte, sicherheitspolitische Fragestellungen aber auch verbraucherpolitisch und individualrechtlich geprägte\n ls-type:: annotation\n hl-page:: 9\n hl-color:: red\n id:: 68a45ac6-5b96-41d1-8c41-6f19e200d914\n- Vertrauenswürdigkeit und Integrität von globalen Technologien und Systemen zu bewerten\n ls-type:: annotation\n hl-page:: 9\n hl-color:: yellow\n id:: 68a45b8d-6f23-4917-b0bd-c9ab954f47d7\n- um sich nicht ausschließlich auf eigene Ressourcen verlassen zu müssen\n ls-type:: annotation\n hl-page:: 9\n hl-color:: yellow\n id:: 68a45bbe-8dc6-4496-8d1b-146365123bbb\n- Datensouveränität\n ls-type:: annotation\n hl-page:: 9\n hl-color:: green\n id:: 68a45bfe-58e1-41a2-9646-2ea2f16c9948\n- nutzerzentrierte Denition beschäftigt sich mit Fragen der Nutzung und Datenhoheit von personenbezogenen Daten\n ls-type:: annotation\n hl-page:: 9\n hl-color:: green\n id:: 68a45c6b-6ce2-4dcf-ad06-a8c2db3bd9ba\n- Geschäftsperspektive beschäftigt sich mit Fragen der Nutzung und Datenhoheit von personenbezogenen und nichtpersonenbezogenen Daten von Unternehmen\n ls-type:: annotation\n hl-page:: 9\n hl-color:: green\n id:: 68a45ca5-f0be-4fa3-a878-53d6fafbb24e\n- politische Perspektive die sich mit Fragen von Zugrien und Zugrisrechten von Staaten und Sicherheitsbehörden\n ls-type:: annotation\n hl-page:: 9\n hl-color:: green\n id:: 68a45ccd-e42d-4aa9-bebf-df2a7e65c382\n- Selbstbestimmtheit als Ausdruck Digitaler Souveränität ist umso bedeutender, je kritischer der Einsatzbereich digitaler Technologien\n ls-type:: annotation\n hl-page:: 9\n hl-color:: yellow\n id:: 68a7060d-73ee-4a5d-8289-2d9cec4d2e43\n- insbesondere souveräner Bürger und Bürgerinnen als Co-Produzenten digitaler Wertschöpfungsketten\n ls-type:: annotation\n hl-page:: 10\n hl-color:: yellow\n id:: 68a70762-0332-43ea-bbe6-650979cdb3fd\n- [:span]\n ls-type:: annotation\n hl-page:: 10\n hl-color:: yellow\n id:: 68a707bb-e9c0-42ef-95de-068f092bdd1a\n hl-type:: area\n hl-stamp:: 1755776954323\n- Handlungskompetenz braucht\n ls-type:: annotation\n hl-page:: 11\n hl-color:: yellow\n id:: 68a70878-2298-41ca-96b5-68af2bfe5728\n- vollständige Autarkie jeglicher digitaler Technologien ist in der Breite nicht erwünscht\n ls-type:: annotation\n hl-page:: 11\n hl-color:: yellow\n id:: 68a708d3-b094-426f-890c-d254c434fbe0\n- unrealistisch\n ls-type:: annotation\n hl-page:: 11\n hl-color:: yellow\n id:: 68a70923-42ac-4feb-a51a-c4e471b740aa\n- praktikables Gleichgewicht\n ls-type:: annotation\n hl-page:: 11\n hl-color:: yellow\n id:: 68a70936-aa34-4fd7-bf62-ee685edad7fb\n- international auf Augenhöhe Schlüsseltechnologien, Geschäftsmodelle undÖkosysteme mitzugestalten,\n ls-type:: annotation\n hl-page:: 11\n hl-color:: yellow\n id:: 68a70967-4b64-4ec9-955a-d1ebd2274e3e\n- entstehenden Technologien auf ihre Vertrauenswürdigkeit \n ls-type:: annotation\n hl-page:: 11\n hl-color:: yellow\n id:: 68a70997-e531-4609-9bfd-db439a433be9\n- europäischen Wirtschaft in Kernfeldern abzusichern und auszubauen\n ls-type:: annotation\n hl-page:: 11\n hl-color:: yellow\n id:: 68a709a2-8bed-4803-bba0-d1ba24d0e7f9\n- Liefer- und Wertschöpfungsketten kreativ und intelligent durch Risikoabschätzungen zu nutzen\n ls-type:: annotation\n hl-page:: 11\n hl-color:: yellow\n id:: 68a70a0b-f19b-4389-99bb-9ac96af4be29\n- Neuentwicklung\n ls-type:: annotation\n hl-page:: 11\n hl-color:: yellow\n id:: 68a70a2b-20bc-44f0-9ecb-676922757510\n- kann aber nach einer umfangreichen Risikoabschätzung u. 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unabhängigen digitalen Selbstbestimmung\nls-type:: annotation\nhl-page:: 4\nhl-color:: yellow\nid:: 68a4581a-fc42-41ce-82e9-692f37771470",536870918]],["^15",[1663,"^O","^1X",536870918]],["^15",[1663,"^F",1644,536870918]],["^15",[1663,"^X",1642,536870918]],["^15",[1663,"^V",1642,536870918]],["^15",[1663,"^U",1642,536870918]],["^15",[1663,"^?",["^ ","^18","annotation","^30",4,"^31","yellow","^1;","68a4581a-fc42-41ce-82e9-692f37771470"],536871422]],["^15",[1663,"^J",["^18","^30","^31","^1;"],536871422]],["^15",[1663,"^4",["^ ","^18","annotation","^30","4","^31","yellow","^1;","68a4581a-fc42-41ce-82e9-692f37771470"],536871422]],["^15",[1663,"^;","~u68a4581a-fc42-41ce-82e9-692f37771470",536870918]],["^15",[1664,"^Q","Geschäftsperspektive beschäftigt sich mit Fragen der Nutzung und Datenhoheit von personenbezogenen und nichtpersonenbezogenen Daten von Unternehmen\nls-type:: annotation\nhl-page:: 9\nhl-color:: green\nid:: 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Blaß und dunkel sitzt er da, düstere Höhlen sind seine Augen, seine Hände liegen bleich auf dem Tisch. Wieder hat er einen Brief von der Reichs schrifttumskammer bekommen. Eint neue Säuberungs aktion unter den Schriftstellern soll stattfinden, bei der man Algin wahrscheinlich aussieben wird. Vielleicht würde es ihn retten, wenn er jetzt ein längeres Gedicht auf den Führer macht, was ihm bisher immer noch wider strebte. Aber auch das kann ihm gefährlich werden. Denn vielleicht werden die nationalsozialistischen Schriftsteller böse, daß er wagt, den Führer anzudichten, ohne alter Kämpfer zu sein. Er darf auch nicht wagen, einen natio nalsozialistischen Roman zu schreiben, weil ihm das nicht zukommt. Wenn er aber keinen nationalsozialisti schen Roman schreibt, ist er unerwünscht. Er wird noch immer gern gelesen und gedruckt, das soll auch nicht sein\n ls-type:: annotation\n hl-page:: 85\n hl-color:: yellow\n id:: 68a56a2a-925c-4584-b7ff-926316f139c5\n- Wo Vollkommenheit ist, hört die Dichtung auf.\n ls-type:: annotation\n hl-page:: 86\n hl-color:: yellow\n id:: 68a56d57-e427-4db8-8991-c89a354cd5cf\n- Bring dich um, Algin - du lebst im Paradies\n ls-type:: annotation\n hl-page:: 86\n hl-color:: yellow\n id:: 68a56da7-9ab7-4415-a65c-9c1bb66eb55e\n- daß ich in einem Absteigequartier wohne,\n ls-type:: annotation\n hl-page:: 86\n hl-color:: yellow\n id:: 68a56f13-24ea-45ab-b455-fdf91504bd7b\n- Mädchen, bunt und leicht wie ein Pfauenauge\n ls-type:: annotation\n hl-page:: 86\n hl-color:: yellow\n id:: 68a56f47-3f20-4e67-9a15-3c156c98f845\n- großen deutschen Denunziantenbewegung\n ls-type:: annotation\n hl-page:: 87\n hl-color:: yellow\n id:: 68a56fca-8f5b-4ce5-8715-d718b074f7f6\n- Der Stürmer heute neu, die Brennessel, der neue I. B.\n ls-type:: annotation\n hl-page:: 88\n hl-color:: yellow\n id:: 68a5709d-09f5-46c0-939f-7a7dce6b3d6e\n- Der Stürmermann hat Neues über Juden und Freimau rer herausgefunden\n ls-type:: annotation\n hl-page:: 88\n hl-color:: yellow\n id:: 68a57132-d84a-429d-bb2a-5d01ad67df23\n- Blaue Rauchwolken durchschwimmen die Luft\n ls-type:: annotation\n hl-page:: 88\n hl-color:: yellow\n id:: 68a5715e-86bc-431e-96cf-f4bf199a078e\n- Ihnen als Löwenmenschen will ich etwas anvertrauen,\n ls-type:: annotation\n hl-page:: 89\n hl-color:: yellow\n id:: 68a57240-2226-4c81-b2c3-7692e18fb281\n- Vorige Woche habe ich einen Straßenbahnschaffner entlarvt durch meinen Zweig\n ls-type:: annotation\n hl-page:: 91\n hl-color:: yellow\n id:: 68a572a1-7e5f-4fd7-aaab-ca7ea73cc786\n- Nur als ich Franz liebte, habe ich die Welt verstanden\n ls-type:: annotation\n hl-page:: 91\n hl-color:: yellow\n id:: 68a572c6-26ca-4511-8b62-dc8a6143ef8e\n- es tun«, sagt der Algin, »ich werde mich umbringen. Aber vorher muß ich andere um bringen. Ich muß einen Menschen umbringen, der min derwertiger ist als ich\n ls-type:: annotation\n hl-page:: 86\n hl-color:: yellow\n id:: 68a5735b-3fb3-4d78-ba9e-07ddfa17c9fd\n- Alle sind betrunken, und ihre Sehnsucht ist Beharrlichkeit.\n ls-type:: annotation\n hl-page:: 92\n hl-color:: yellow\n id:: 68a576d1-8c72-4984-b7aa-1bb0a4c04588\n- Als Eunuch wirst du diesen Roman\n ls-type:: annotation\n hl-page:: 85\n hl-color:: green\n id:: 68a579fc-df9a-44f2-825b-3c05488c611b\n- Das Zimmer ist ein besserer Alpdruck\n ls-type:: annotation\n hl-page:: 87\n hl-color:: green\n id:: 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","^16","true"],536870918]],["^15",[1676,"^;","~u68a60d89-b64a-4932-bba1-17d529367769",536870918]],["^15",[1677,"^3","- Italiänische 3 Gänge:\n\t- Plan:\n\t\t- https://sizilianischekueche.de/focaccia-siracusana/\n\t\t logseq.order-list-type:: number\n\t\t- Selbstgemachte Nudeln in lang gekochter vegetarische Rotwein Bolognese\n\t\t logseq.order-list-type:: number\n\t\t oder\n\t\t Selbstgemachte Gnocchi-Bolognese in Teigschüssel\n\t\t- https://sizilianischekueche.de/palermitanische-iris/\n\t\t logseq.order-list-type:: number\n\t\t oder\n\t\t https://www.insidetherustickitchen.com/zeppole-di-san-giuseppe/",536871389]],["^15",[1677,"^17",1755712905521,536870918]],["^15",[1677,"^2[","~m1755717712008",536871390]],["^15",[1677,"^Z","pages/scratchpad.md",536870918]],["^15",[1692,"^Q","Italiänische 3 Gänge:",536870918]],["^15",[1692,"^O","^1X",536870918]],["^15",[1692,"^F",1431,536870918]],["^15",[1692,"^X",1431,536870918]],["^15",[1692,"^V",1431,536870918]],["^15",[1692,"^U",1431,536870918]],["^15",[1692,"^;","~u68a60d89-9cdb-4d5e-9fb9-9e3ec2b0165f",536870918]],["^15",[1703,"^3","exclude-from-graph-view:: true\n\n-\n- This page is a collection of some of the Advanced queries from the [[Datalog channel on the server.\n id:: 61db13f4-75e8-4f87-ad60-3ac3479c5fc8\n- ### Resources\n\t- [link: The first message on the datalog channel](https://discord.com/channels/725182569297215569/743139225746145311/743139795865174119)\n\t- [link: Logseq docs - Advanced queries](https://docs.logseq.com/#/page/advanced%20queries)\n\t- [link: Logseq datascript schema](https://gist.github.com/tiensonqin/9a40575827f8f63eec54432443ecb929)\n\t- [link: Logseq frontend db model](https://github.com/logseq/logseq/blob/master/src/main/frontend/db/model.cljs)\n\t- [link: How to Graph Your Data - talk by Paula Gearon](https://youtu.be/tbVwmFBnfo4)\n\t- [link: Domain modelling with datalog - talk by Norbert Wojtowicz](https://youtu.be/oo-7mN9WXTw)\n\t- [link: Athens Research ClojureFam](https://github.com/athensresearch/ClojureFam)\n\t- [link: Learn datalog today](http://www.learndatalogtoday.org)\n\t- [link: Uday Verma's Blog: Datascript 101](https://udayv.com/blog/2016-04-28-datascript101/)\n\t- [link: ClojureScript Cheatsheet](https://cljs.info/cheatsheet/)\n\t- [link: Hiccup syntax](https://github.com/weavejester/hiccup/wiki/Syntax)\n\t- [link: Logseq datascript](https://github.com/logseq/datascript/blob/fork/src/datascript/query.cljc)\n\t- [link: Advanced queries tutorial](https://mschmidtkorth.github.io/logseq-msk-docs/#/page/advanced%20queries%20tutorial)\n- ### Own Querys\n\t- **List all the pages updated in the last 3 days**\n\t\t- See also:\n\t\t\t- {{embed ((686c3af1-5149-453c-94b2-94028372c22b))}}\n\t\t- query-sort-by:: page\n\t\t query-table:: true\n\t\t query-sort-desc:: false\n\t\t query-properties:: [:page :block]\n\t\t #+BEGIN_QUERY\n\t\t {:title [:h3 \"Updated in last 3 days\"]\n\t\t :query [:find (pull ?page [*])\n\t\t :in $ ?end\n\t\t :where\n\t\t [?b :block/updated-at ?v]\n\t\t [(- ?end 259200000 ) ?period]\n\t\t [(>= ?v ?period)]\n\t\t [(< ?v ?end)]\n\t\t [?page :block/page ?b]\n\t\t ]\n\t\t ; :inputs [:start-of-today-ms]\n\t\t ; :inputs [:right-now-ms]\n\t\t :inputs [:end-of-today-ms]\n\t\t }\n\t\t #+END_QUERY\n\t\t-\n-\n- ### Queries\n\t- **Query to search a textual input**\n\t link:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/821317203910721577)\n\t collapsed:: true\n\t\t- collapsed:: true\n\t\t #+BEGIN_QUERY\n\t\t {:title \"Advanced query to search for the text 'Quantum mechanics'\"\n\t\t :query\n\t\t [:find (pull ?b [*])\n\t\t :in $ ?pattern\n\t\t :where\n\t\t [?b :block/content ?c]\n\t\t [(re-pattern ?pattern) ?q]\n\t\t [(re-find ?q ?c)]]\n\t\t :inputs [\"Quantum mechanics\"]\n\t\t :collapsed? true}\n\t\t #+END_QUERY\n\t\t- Equivalent to `{{query \"Quantum mechanics\"}}`\n\t- **Find all TODO tasks outside of the journal pages**\n\t link:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/824060683947737138)\n\t collapsed:: true\n\t\t- collapsed:: true\n\t\t #+BEGIN_QUERY\n\t\t {:title [:h2.font-bold.opacity-70 \"TODO\"]\n\t\t :query [\n\t\t :find (pull ?h [*])\n\t\t :where\n\t\t [?h :block/marker ?marker]\n\t\t [(= ?marker \"TODO\")]\n\t\t ]\n\t\t :result-transform (fn [result]\n\t\t (sort-by (fn [h]\n\t\t (get h :block/priority \"Z\")) result))\n\t\t :collapsed? true}\n\t\t #+END_QUERY\n\t- **All TODO blocks recursively related to a tag or page**\n\t link:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/825330146780381205)\n\t collapsed:: true\n\t\t- How would you query for all TODO blocks that are tagged or recursively related to ancestor block/page that is tagged with a specific tag? For example, I want all TODO tasks that are tagged as clojure or contained under blocks or pages (in any indentation depth) that are tagged clojure. That way I can see all the clojure related articles I haven't read yet, without having to tag them all explicitly.\n\t\t link:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/825074937651396678)\n\t\t- collapsed:: true\n\t\t #+BEGIN_QUERY\n\t\t {:title \"All TODO items related to the tag 'Cowling' \"\n\t\t :query\n\t\t [:find (pull ?b [*])\n\t\t :where\n\t\t [?b :block/marker \"TODO\"]\n\t\t [?b :block/page ?p]\n\t\t (or [?b :block/path-ref-pages [:page/name \"cowl\"]]\n\t\t [?p :page/tags [:page/name \"cowl\"]])\n\t\t ]\n\t\t :collapsed? true}\n\t\t #+END_QUERY\n\t- **Scheduled items and deadlines from the past week**\n\t link:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/827098887826964490)\n\t collapsed:: true\n\t\t- Hey, I try to find Schedules or Due dates that are in-between specific dates, but whenever they contain a marker (TODO, NOW, ...) they should only show if that marker is not completed. Unfortunately, I'm not familiar with Datomic or Clojure at all..\n\t\t link:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/826412758438248458)\n\t\t- collapsed:: true\n\t\t #+BEGIN_QUERY\n\t\t {:title \"🟠 SLIPPING deadlines (<1W)\"\n\t\t :query [:find (pull ?block [*])\n\t\t :in $ ?start ?today\n\t\t :where\n\t\t (or\n\t\t [?block :block/scheduled ?d]\n\t\t [?block :block/deadline ?d])\n\t\t (not\n\t\t [?block :block/marker ?marker] \n\t\t (not [(contains? #{\"NOW\" \"LATER\" \"TODO\" \"DOING\"} ?marker)]))\n\t\t [(>= ?d ?start)]\n\t\t [(<= ?d ?today)]]\n\t\t :inputs [:8d :today]\n\t\t :collapsed? true}\n\t\t #+END_QUERY\n\t- **Find all unlinked pages**\n\t link:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/832512082289229824)\n\t collapsed:: true\n\t\t- query-table:: false\n\t\t collapsed:: true\n\t\t #+BEGIN_QUERY\n\t\t {:title \"Orphan pages\"\n\t\t :query [:find ?name\n\t\t :where\n\t\t [?p :page/name ?name]\n\t\t (not\n\t\t [?b :block/ref-pages ?p1]\n\t\t [?b :block/page ?p2]\n\t\t (or [?p1 :page/name ?name]\n\t\t [?p2 :page/name ?name]))]\n\t\t :view (fn [result]\n\t\t [:div.flex.flex-col\n\t\t (for [page result]\n\t\t [:a {:href (str \"/page/\" page)} (clojure.string/capitalize page)])])\n\t\t :collapsed? true}\n\t\t #+END_QUERY\n\t- **List of currently DOING tasks**\n\t link:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/848575612385624074)\n\t collapsed:: true\n\t :LOGBOOK:\n\t CLOCK: [2022-01-08 Sat 19:22:04]\n\t CLOCK: [2022-01-08 Sat 19:22:07]\n\t CLOCK: [2022-01-08 Sat 19:22:13]\n\t CLOCK: [2022-01-08 Sat 19:22:14]\n\t CLOCK: [2022-01-08 Sat 19:22:24]\n\t CLOCK: [2022-01-08 Sat 19:22:26]\n\t CLOCK: [2022-01-08 Sat 19:22:28]\n\t CLOCK: [2022-01-08 Sat 19:22:31]\n\t CLOCK: [2022-01-08 Sat 19:22:32]\n\t CLOCK: [2022-01-08 Sat 19:22:42]\n\t :END:\n\t\t- query-table:: false\n\t\t collapsed:: true\n\t\t #+BEGIN_QUERY\n\t\t {:title \"🟢 DOING\"\n\t\t :query [:find (pull ?b [*])\n\t\t :where\n\t\t [?b :block/marker ?marker]\n\t\t [(contains? #{\"NOW\" \"DOING\"} ?marker)]]\n\t\t :breadcrumb-show? false\n\t\t :result-transform (fn [result]\n\t\t \t\t(sort-by (fn [h]\n\t\t \t(get h :block/priority \"Z\"))\n\t\t result))\n\t\t :collapsed? true}\n\t\t #+END_QUERY\n\t- **Query to show random block**\n\t link:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/867362494871765002)\n\t collapsed:: true\n\t\t- collapsed:: true\n\t\t #+BEGIN_QUERY\n\t\t {:title \"Give me a random block!!!\"\n\t\t :query [:find (pull ?b [*])\n\t\t :where\n\t\t [?b :block/content ?content]\n\t\t (not [(empty? ?content)])]\n\t\t :result-transform (fn [result]\n\t\t [(rand-nth result)])\n\t\t :collapsed? true}\n\t\t #+END_QUERY\n\t- **Query to show a random page**\n\t link:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/867375290396311633)\n\t collapsed:: true\n\t\t- #+BEGIN_QUERY\n\t\t {:title \"Give me a random page!!!\"\n\t\t :query [:find ?name\n\t\t :where\n\t\t [?b :block/name ?name]]\n\t\t :result-transform (fn [result]\n\t\t [(rand-nth result)])\n\t\t :view (fn [result]\n\t\t [:div.flex.flex-col\n\t\t (for [page result]\n\t\t [:a {:href (str \"/#/page/\" page)} (clojure.string/capitalize page)])])\n\t\t :collapsed? true}\n\t\t #+END_QUERY\n\t- **Search by block uuid**\n\t link:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/868359519678398504)\n\t collapsed:: true\n\t\t- #+BEGIN_QUERY\n\t\t {:query [:find (pull ?b [*]) :in $ ?uuid\n\t\t :where\n\t\t [?b :block/uuid ?u]\n\t\t [(str ?u) ?s]\n\t\t [(= ?uuid ?s)]]\n\t\t :inputs [\"61d9ce9c-0822-4c1d-a9f3-78537657155b\"]\n\t\t }\n\t\t #+END_QUERY\n\t- **Query backlog TODO and DOING tasks**\n\t link:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/868476460061577227)\n\t collapsed:: true\n\t\t- collapsed:: true\n\t\t #+BEGIN_QUERY \n\t\t {:title \"Backlog\"\n\t\t :query [:find (pull ?todo [*]) :in $ ?current-page\n\t\t :where\n\t\t [?p :block/name ?current-page]\n\t\t [?todo :block/marker ?marker]\n\t\t (not [?todo :block/page ?p])\n\t\t (not [_ :block/refs ?todo])\n\t\t [(contains? #{\"TODO\" \"DOING\"} ?marker)]\n\t\t ]\n\t\t :inputs [:current-page]\n\t\t :breadcrumb-show? false\n\t\t :result-transform (fn [result]\n\t\t (sort-by (fn [h]\n\t\t (get h :block/priority \"Z\")) result))\n\t\t :collapsed? true}\n\t\t #+END_QUERY\n\t- **Search for a keyword within a specific set of pages**\n\t link:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/868531920923918356), [Discord](https://discord.com/channels/725182569297215569/743139225746145311/868600535694082049)\n\t collapsed:: true\n\t\t- #+BEGIN_QUERY\n\t\t {:title \"Siloed search\"\n\t\t :query [:find (pull ?b [*])\n\t\t :in $ ?keyword [?title ...]\n\t\t :where\n\t\t [?p :block/original-name ?title]\n\t\t [?b :block/page ?p]\n\t\t [?b :block/content ?c]\n\t\t [(clojure.string/includes? ?c ?keyword)]]\n\t\t :inputs [\"tasks\" [\"Advanced queries\" \"Advanced queries/Examples\"]]\n\t\t }\n\t\t #+END_QUERY\n\t\t- #+BEGIN_QUERY\n\t\t {:title \"Siloed search\"\n\t\t :query [:find (pull ?b [*])\n\t\t :in $ ?keyword [?title ...]\n\t\t :where\n\t\t [(str \"(?i)\" ?keyword) ?matcher]\n\t\t [(re-pattern ?matcher) ?regex]\n\t\t [?p :block/original-name ?title]\n\t\t [?b :block/page ?p]\n\t\t [?b :block/content ?c]\n\t\t [(re-find ?regex ?c)]]\n\t\t :inputs [\"tasks\" [\"Advanced queries\" \"Advanced queries/Examples\"]]\n\t\t }\n\t\t #+END_QUERY\n\t- **Broken references**\n\t link:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/869291105911447653)\n\t collapsed:: true\n\t\t- #+BEGIN_QUERY \n\t\t {:title \"Broken References\"\n\t\t :query [:find (pull ?b [*])\n\t\t :in $ ?matcher\n\t\t :where\n\t\t [(re-pattern ?matcher) ?regex]\n\t\t [?b :block/content ?c]\n\t\t [(re-find ?regex ?c)]\n\t\t [(missing? $ ?b :block/refs)]]\n\t\t :inputs [ \"\\\\([0-9a-f]{8}-[0-9a-f]{4}-[0-9a-f]{4}-[0-9a-f]{4}-[0-9a-f]{12}\\\\)\"]\n\t\t }\n\t\t #+END_QUERY\n\t- **Current NOW and DOING tasks for pages tagged with \"project\"**\n\t link:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/879621160860532766)\n\t collapsed:: true\n\t\t- #+BEGIN_QUERY\n\t\t {:title \"🔨 Project Now\"\n\t\t :query [:find (pull ?h [*])\n\t\t :in $ ?searchterm\n\t\t :where\n\t\t [?h :block/marker ?marker]\n\t\t [(contains? #{\"NOW\" \"DOING\"} ?marker)]\n\t\t [?p :block/properties ?a]\n\t\t [(get ?a :type) ?t]\n\t\t [(= ?searchterm ?t)]\n\t\t [?br :block/name ?searchterm]\n\t\t (or [?h :block/page ?p]\n\t\t [?h :block/refs ?br])\n\t\t ]\n\t\t :inputs [\"project\"]\n\t\t :result-transform (fn [result]\n\t\t (sort-by (fn [h]\n\t\t (get h :block/priority \"Z\")) result))\n\t\t :collapsed? false}\n\t\t #+END_QUERY\n\t- **Querying TODOs from hierarchy pages**\n\t link:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/880431776500179004)\n\t collapsed:: true\n\t\t- #+BEGIN_QUERY\n\t\t {:query [:find (pull ?b [*])\n\t\t :in $ ?s\n\t\t :where\n\t\t [?b :block/marker \"DONE\"]\n\t\t [?b :block/page ?p]\n\t\t [?p :block/original-name ?n]\n\t\t [(clojure.string/starts-with? ?n ?s)]]\n\t\t :inputs [ \"Advanced queries/\" ]\n\t\t }\n\t\t #+END_QUERY\n\t\t- DONE Completed this query\n\t- **List all the pages updated in the last 3 days**\n\t id:: 686c3af1-5149-453c-94b2-94028372c22b\n\t link:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/884486589827395724), [Discord](https://discord.com/channels/725182569297215569/743139225746145311/885529176730398821)\n\t collapsed:: true\n\t\t- The time entered in the Unix time stamp (see https://www.unixtimestamp.com) which is the number of milliseconds since Jan 1st 1970.\n\t\t query-properties:: [:page :updated-at]\n\t\t- We may have to multiply with 1000 to get the result in milliseconds, if using the above site.\n\t\t- query-sort-by:: updated-at\n\t\t query-sort-desc:: true\n\t\t query-properties:: [:page :updated-at]\n\t\t query-table:: true\n\t\t #+BEGIN_QUERY\n\t\t {:title [:h3 \"Updated in last 3 days\"]\n\t\t :query [:find (pull ?b [*])\n\t\t :in $ ?end\n\t\t :where\n\t\t [?b :block/updated-at ?v]\n\t\t [(- ?end 259200000 ) ?period]\n\t\t [(>= ?v ?period)]\n\t\t [(< ?v ?end)]\n\t\t ]\n\t\t ; :inputs [:start-of-today-ms]\n\t\t ; :inputs [:right-now-ms]\n\t\t :inputs [:end-of-today-ms]\n\t\t }\n\t\t #+END_QUERY\n\t-\n\t- **Query for TODO and LATER but excluding SCHEDULED tasks**\n\t link:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/888689090160103476)\n\t collapsed:: true\n\t\t- #+BEGIN_QUERY\n\t\t {:query [:find (pull ?b [*])\n\t\t :where\n\t\t [?b :block/marker ?m]\n\t\t [(contains? #{\"TODO\" \"LATER\"} ?m)]\n\t\t [(missing? $ ?b :block/scheduled)]\n\t\t [(missing? $ ?b :block/deadline)] ] }\n\t\t #+END_QUERY\n\t- **Query for a task having a given block property**\n\t link:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/889013656409505802)\n\t collapsed:: true\n\t\t- #+BEGIN_QUERY\n\t\t {:title \"My TASKS (type: example)\"\n\t\t :query [:find (pull ?b [*])\n\t\t :where\n\t\t [?b :block/marker ?marker]\n\t\t [(contains? #{\"DONE\"} ?marker)]\n\t\t [?b :block/properties ?prop]\n\t\t [(get ?prop :type) ?type]\n\t\t [(= \"example\" ?type)]\n\t\t ]\n\t\t :collapsed? false}\n\t\t #+END_QUERY\n\t\t- DONE Check query with task and property.\n\t- **List all projects (type:: project) that do not have any TODOs on their pages**\n\t link:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/891274363062599702)\n\t collapsed:: true\n\t\t- #+BEGIN_QUERY\n\t\t {:query[:find (pull ?p [*]) \n\t\t :where\n\t\t [?b :block/page ?p]\n\t\t [?p :block/properties ?props]\n\t\t [(get ?props :type) ?type]\n\t\t [(= ?type \"project\")]\n\t\t (not-join [?p]\n\t\t [?b :block/page ?p]\n\t\t [?b :block/marker _]) ]}\n\t\t #+END_QUERY\n\t- **List all the projects with page property \"status\" as Active]]**\n\t link:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/891910125667905546)\n\t collapsed:: true\n\t\t- #+BEGIN_QUERY\n\t\t {:query[:find (pull ?p [*]) \n\t\t :where\n\t\t [?b :block/page ?p]\n\t\t [?p :block/properties ?props]\n\t\t [(get ?props :status) ?status]\n\t\t [(= ?status #{\"Active\"})]]}\n\t\t #+END_QUERY\n\t- **Query all tasks excluding those on a page Journal reviews]]**\n\t link:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/892166421029728256), [Discord](https://discord.com/channels/725182569297215569/743139225746145311/892189369622990949)\n\t collapsed:: true\n\t\t- #+BEGIN_QUERY\n\t\t {:title \"📅 TESTING\"\n\t\t :query [:find (pull ?b [*])\n\t\t :where\n\t\t [?b :block/marker ?marker]\n\t\t [(missing? $ ?b :block/scheduled)]\n\t\t [(missing? $ ?b :block/deadline)]\n\t\t [(contains? #{\"LATER\" \"TODO\"} ?marker)]\n\t\t [?b :block/page ?page]\n\t\t [?page :block/original-name ?name]\n\t\t (not[(= ?name \"Journal reviews\")])]\n\t\t }\n\t\t #+END_QUERY\n\t\t- collapsed:: true\n\t\t #+BEGIN_QUERY\n\t\t {:title \"Main Tasks\"\n\t\t :query [:find (pull ?b [*])\n\t\t :where\n\t\t [?b :block/marker ?marker]\n\t\t [(missing? $ ?b :block/scheduled)]\n\t\t [(missing? $ ?b :block/deadline)]\n\t\t [(contains? #{\"LATER\" \"TODO\"} ?marker)]\n\t\t (not [?b :block/path-refs [:block/name \"test\"]])\n\t\t [?b :block/page ?page]\n\t\t [?page :block/original-name ?name]\n\t\t (not[(= ?name \"Journal reviews\")])]\n\t\t :breadcrumb-show? false\n\t\t :result-transform (fn [result]\n\t\t (sort-by (fn [h]\n\t\t (get h :block/created-at)) result))\n\t\t :collapsed? true\n\t\t }\n\t\t #+END_QUERY\n\t- WAITING **Query all scheduled/deadlined tasks and sort them by scheduled or deadline date**\n\t SCHEDULED: <2022-01-30 Sun>\n\t link:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/897615821688410114)\n\t collapsed:: true\n\t\t- collapsed:: true\n\t\t #+BEGIN_QUERY\n\t\t {:title \"🔮 Future Tasks\"\n\t\t :query [:find (pull ?block [*])\n\t\t :in $ ?start ?next\n\t\t :where\n\t\t [?block :block/marker ?marker]\n\t\t [(contains? #{\"NOW\" \"LATER\" \"TODO\" \"DOING\" \"WAITING\"} ?marker)]\n\t\t (or\n\t\t [?block :block/scheduled ?d]\n\t\t [?block :block/deadline ?d])\n\t\t [(>= ?d ?start)]\n\t\t [(<= ?d ?next)]]\n\t\t :inputs [:today :365d-after]\n\t\t :breadcrumb-show? false\n\t\t :result-transform (fn [result]\n\t\t (sort-by (fn [b]\n\t\t (or (get b :block/scheduled) (get b :block/deadline))) result))\n\t\t :collapsed? true\n\t\t }\n\t\t #+END_QUERY\n\t- **All tasks with priority A**\n\t link:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/898234502890004532)\n\t collapsed:: true\n\t\t- #+BEGIN_QUERY\n\t\t {:title \"All todos that with priority A\"\n\t\t :query [:find (pull ?b [*])\n\t\t :where\n\t\t [?b :block/priority \"A\"]]}\n\t\t #+END_QUERY\n\t- **Query snippet to grab the children blocks**\n\t link:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/901520859779461170)\n\t collapsed:: true\n\t\t- Replace `(pull ?h [*])` with:\n\t\t- ``` clojure\n\t\t #+BEGIN_QUERY\n\t\t (pull ?h [\n\t\t :db/id\n\t\t :block/uuid\n\t\t :block/type\n\t\t :block/left\n\t\t :block/format\n\t\t :block/title\n\t\t :block/refs\n\t\t :block/_refs\n\t\t :block/path-refs\n\t\t :block/tags\n\t\t :block/content\n\t\t :block/marker\n\t\t :block/priority\n\t\t :block/properties\n\t\t :block/body\n\t\t :block/pre-block?\n\t\t :block/scheduled\n\t\t :block/deadline\n\t\t :block/repeated?\n\t\t :block/created-at\n\t\t :block/updated-at\n\t\t :block/file\n\t\t :block/parent\n\t\t :block/unordered\n\t\t :block/heading-level\n\t\t {:block/page\n\t\t [:db/id :block/name :block/original-name :block/journal-day]}\n\t\t {:block/_parent ...}])\n\t\t \n\t\t ```\n\t- **Query for non-task blocks with a schedule/deadline in the past**\n\t link:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/905889607705575434)\n\t collapsed:: true\n\t\t- query-table:: false\n\t\t #+BEGIN_QUERY \n\t\t {:title \"Old Blocks\"\n\t\t :query [:find (pull ?b [*])\n\t\t :in $ ?start\n\t\t :where\n\t\t (or [?b :block/scheduled ?d]\n\t\t [?b :block/deadline ?d])\n\t\t [(< ?d ?start)]\n\t\t (not [?b :block/marker ?marker] \n\t\t [(contains? #{\"DONE\" \"CANCELED\"} ?marker)])]\n\t\t :inputs [:today]\n\t\t :collapsed? false}\n\t\t #+END_QUERY\n\t- **Query to find tasks under a block containing the text \"Follow-up\"**\n\t link:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/918847233586253906)\n\t collapsed:: true\n\t\t- Follow-up\n\t\t\t- DONE find this block\n\t\t\t- #+BEGIN_QUERY\n\t\t\t {:title \"Find: Follow-up Tasks\"\n\t\t\t :query [:find (pull ?b [*])\n\t\t\t :where\n\t\t\t [?p :block/content \"Follow-up\"]\n\t\t\t [?b :block/parent ?p]\n\t\t\t [?b :block/marker ?marker]\n\t\t\t [(contains? #{\"TODO\" \"DOING\" \"DONE\"} ?marker)]]\n\t\t\t }\n\t\t\t #+END_QUERY\n\t- **Query all pages that have been created in the last 2 days**\n\t link:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/920559641514082374)\n\t collapsed:: true\n\t\t- query-properties:: [:page :created-at]\n\t\t #+BEGIN_QUERY\n\t\t {:title \"Pages in last 2 days\"\n\t\t :query [:find (pull ?p [*])\n\t\t :in $ ?today\n\t\t :where \n\t\t [?p :block/created-at ?d]\n\t\t [(- ?today 172800000) ?start]\n\t\t [(>= ?d ?start)]\n\t\t [(<= ?d ?today)]\n\t\t ]\n\t\t :inputs [:right-now-ms]}\n\t\t #+END_QUERY\n\t\t- `172800000` is 2 days in ms.\n\t- **Query to create a table with page and todo count**\n\t link:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/921337299164356658)\n\t collapsed:: true\n\t\t- query-table:: false\n\t\t #+BEGIN_QUERY \n\t\t {:title \"TODO by page\"\n\t\t :query [:find (pull ?b [:block/marker :block/parent {:block/page\n\t\t [:db/id :block/name]}])\n\t\t :where\n\t\t [?b :block/marker ?marker]\n\t\t [(= \"TODO\" ?marker)] \n\t\t ]\n\t\t :result-transform (fn [result]\n\t\t (map (fn [[key value]] {:page (get key :block/name) :count (count value)}) (group-by :block/page result))\n\t\t )\n\t\t :view (fn [rows] [:table \n\t\t [:thead \n\t\t [:tr \n\t\t [:th \"Page\"] \n\t\t [:th \"Count\"] ] ] \n\t\t [:tbody \n\t\t (for [r rows] [:tr \n\t\t [:td [:a {:href (str \"#/page/\" (get r :page))} (get r :page)] ] \n\t\t [:td (get r :count)] ])\n\t\t ]]\n\t\t )\n\t\t }\n\t\t #+END_QUERY\n\t- **Simple query to finds all the tasks created today**\n\t link:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/923276145321967676), [Discord](https://discord.com/channels/725182569297215569/743139225746145311/923282510283169812), [Discord](https://discord.com/channels/725182569297215569/743139225746145311/923486975552528424)\n\t collapsed:: true\n\t\t- {{query (and (between -0d ++0d) (task TODO))}}\n\t\t- d is used to indicate a day. 0d means 0 days or today. \n\t\t Think of it this way:\n\t\t Between -0d and ++0d\n\t\t\t- = between today-1 and today+1\n\t\t\t = between yesterday and tommrow \n\t\t\t = today\n\t\t- ++1d transformed to todays date\n\t\t +1d transformed to tomorrow\n\t\t -1d transformed to yesterday\n\t- **Query all blocks on the current page having a specific tag, say \"#datalog\"**\n\t link:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/923925207738109962)\n\t collapsed:: true\n\t\t- #+BEGIN_QUERY\n\t\t {\n\t\t :query [\n\t\t :find (pull ?b [*]) \n\t\t :in $ ?current-page\n\t\t :where \n\t\t [?p :block/name ?current-page]\n\t\t [?b :block/page ?p]\n\t\t [?b :block/path-refs [:block/name \"datalog\"]]\n\t\t ]\n\t\t :inputs [:current-page]}\n\t\t }\n\t\t #+END_QUERY\n\t- **Query to create a table from \"birthday\" property of a page**\n\t id:: 61db1cf4-95f0-458b-97b9-a42f02c9ce12\n\t link:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/924614606842904577)\n\t\t- query-table:: false\n\t\t query-properties:: [:alias :birthday]\n\t\t #+BEGIN_QUERY\n\t\t {\n\t\t :query [:find (pull ?b [*])\n\t\t :where\n\t\t [?b :block/properties ?bprops]\n\t\t [(get ?bprops :birthday \"nil\") ?bs]\n\t\t [(not= ?bs \"nil\")]]\n\t\t :result-transform (fn [result]\n\t\t (sort-by (fn [h]\n\t\t (get-in h [:block/properties :verjaardag])) result))\n\t\t }\n\t\t #+END_QUERY",536870918]],["^15",[1703,"^17",1755712905605,536870918]],["^15",[1703,"^Z","pages/testQuerys.md",536870918]],["^15",[1704,"^K",1755712905604,536870918]],["^15",[1704,"^@",false,536870918]],["^15",[1704,"^Y","686c3af1-5149-453c-94b2-94028372c22b",536870918]],["^15",[1704,"^11","686c3af1-5149-453c-94b2-94028372c22b",536870918]],["^15",[1704,"^B",1755712905604,536870918]],["^15",[1704,"^;","~u68a60d89-7c9f-41d1-917c-07e2d963f452",536870918]],["^15",[1705,"^Q","We may have to multiply with 1000 to get the result in milliseconds, if using the above site.",536870918]],["^15",[1705,"^O","^1X",536870918]],["^15",[1705,"^F",1781,536870918]],["^15",[1705,"^X",1461,536870918]],["^15",[1705,"^V",1727,536870918]],["^15",[1705,"^U",1461,536870918]],["^15",[1705,"^U",1672,536870918]],["^15",[1705,"^;","~u68a60d89-3a10-4df2-bcdd-cb295c80ba2f",536870918]],["^15",[1706,"^M",true,536870918]],["^15",[1706,"^Q","**Query for a task having a given block property**\nlink:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/889013656409505802)\ncollapsed:: true",536870918]],["^15",[1706,"^O","^1X",536870918]],["^15",[1706,"^F",1770,536870918]],["^15",[1706,"^X",1461,536870918]],["^15",[1706,"^V",1785,536870918]],["^15",[1706,"^U",1461,536870918]],["^15",[1706,"^U",1672,536870918]],["^15",[1706,"^?",["^ ","~:link","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/889013656409505802)"],536870918]],["^15",[1706,"^J",["^3;"],536870918]],["^15",[1706,"^4",["^ ","^3;","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/889013656409505802)"],536870918]],["^15",[1706,"^H",1672,536870918]],["^15",[1706,"^;","~u68a60d89-630a-4bfe-a1e9-72e61d7455a6",536870918]],["^15",[1707,"^Q","[link: Learn datalog today](http://www.learndatalogtoday.org)",536870918]],["^15",[1707,"^O","^1X",536870918]],["^15",[1707,"^F",1800,536870918]],["^15",[1707,"^X",1461,536870918]],["^15",[1707,"^V",1775,536870918]],["^15",[1707,"^U",1461,536870918]],["^15",[1707,"^;","~u68a60d89-9556-452a-8108-1b8c77c52e3d",536870918]],["^15",[1708,"^Q","query-table:: false\nquery-properties:: [:alias :birthday]\n#+BEGIN_QUERY\n{\n :query [:find (pull ?b [*])\n :where\n [?b :block/properties ?bprops]\n [(get ?bprops :birthday \"nil\") ?bs]\n [(not= ?bs \"nil\")]]\n:result-transform (fn [result]\n (sort-by (fn [h]\n (get-in h [:block/properties :verjaardag])) result))\n}\n#+END_QUERY",536870918]],["^15",[1708,"^O","^1X",536870918]],["^15",[1708,"^F",1761,536870918]],["^15",[1708,"^X",1461,536870918]],["^15",[1708,"^V",1761,536870918]],["^15",[1708,"^U",1461,536870918]],["^15",[1708,"^U",1672,536870918]],["^15",[1708,"^?",["^ ","^2V",false,"^34","[:alias :birthday]"],536870918]],["^15",[1708,"^J",["^2V","^34"],536870918]],["^15",[1708,"^4",["^ ","^2V","false","^34","[:alias :birthday]"],536870918]],["^15",[1708,"^;","~u68a60d89-3ca3-4401-9378-2311abb5c263",536870918]],["^15",[1709,"^Q","query-sort-by:: updated-at\nquery-sort-desc:: true\nquery-properties:: [:page :updated-at]\nquery-table:: true\n#+BEGIN_QUERY\n{:title [:h3 \"Updated in last 3 days\"]\n :query [:find (pull ?b [*])\n:in $ ?end\n:where\n[?b :block/updated-at ?v]\n[(- ?end 259200000 ) ?period]\n[(>= ?v ?period)]\n[(< ?v ?end)]\n]\n; :inputs [:start-of-today-ms]\n; :inputs [:right-now-ms]\n:inputs [:end-of-today-ms]\n}\n#+END_QUERY",536870918]],["^15",[1709,"^O","^1X",536870918]],["^15",[1709,"^F",1705,536870918]],["^15",[1709,"^X",1461,536870918]],["^15",[1709,"^V",1727,536870918]],["^15",[1709,"^U",1461,536870918]],["^15",[1709,"^U",1672,536870918]],["^15",[1709,"^?",["^ ","^2U","updated-at","^2W",true,"^34","[:page :updated-at]","^2V",true],536870918]],["^15",[1709,"^J",["^2U","^2W","^34","^2V"],536870918]],["^15",[1709,"^4",["^ ","^2U","updated-at","^2W","true","^34","[:page :updated-at]","^2V","true"],536870918]],["^15",[1709,"^;","~u68a60d89-2d55-46e3-a365-06c695b31cb4",536870918]],["^15",[1710,"^M",true,536870918]],["^15",[1710,"^Q","**List all the projects with page property \"status\" as Active]]**\nlink:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/891910125667905546)\ncollapsed:: true",536870918]],["^15",[1710,"^O","^1X",536870918]],["^15",[1710,"^F",1722,536870918]],["^15",[1710,"^X",1461,536870918]],["^15",[1710,"^V",1785,536870918]],["^15",[1710,"^U",1461,536870918]],["^15",[1710,"^U",1672,536870918]],["^15",[1710,"^?",["^ ","^3;","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/891910125667905546)"],536870918]],["^15",[1710,"^J",["^3;"],536870918]],["^15",[1710,"^4",["^ ","^3;","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/891910125667905546)"],536870918]],["^15",[1710,"^H",1672,536870918]],["^15",[1710,"^;","~u68a60d89-af9a-4a16-a4c1-c456929c6060",536870918]],["^15",[1711,"^Q","This page is a collection of some of the Advanced queries from the [[Datalog channel on the server.\nid:: 61db13f4-75e8-4f87-ad60-3ac3479c5fc8",536870918]],["^15",[1711,"^O","^1X",536870918]],["^15",[1711,"^F",1748,536870918]],["^15",[1711,"^X",1461,536870918]],["^15",[1711,"^V",1461,536870918]],["^15",[1711,"^U",1461,536870918]],["^15",[1711,"^?",["^ ","^1;","61db13f4-75e8-4f87-ad60-3ac3479c5fc8"],536870918]],["^15",[1711,"^J",["^1;"],536870918]],["^15",[1711,"^4",["^ ","^1;","61db13f4-75e8-4f87-ad60-3ac3479c5fc8"],536870918]],["^15",[1711,"^;","~u61db13f4-75e8-4f87-ad60-3ac3479c5fc8",536870918]],["^15",[1712,"^M",true,536870918]],["^15",[1712,"^Q","WAITING **Query all scheduled/deadlined tasks and sort them by scheduled or deadline date**\nSCHEDULED: <2022-01-30 Sun>\nlink:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/897615821688410114)\ncollapsed:: true",536870918]],["^15",[1712,"^O","^1X",536870918]],["^15",[1712,"^F",1731,536870918]],["^15",[1712,"^10","WAITING",536870918]],["^15",[1712,"^X",1461,536870918]],["^15",[1712,"^V",1785,536870918]],["^15",[1712,"^U",13,536870918]],["^15",[1712,"^U",1461,536870918]],["^15",[1712,"^U",1672,536870918]],["^15",[1712,"^?",["^ ","^3;","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/897615821688410114)"],536870918]],["^15",[1712,"^J",["^3;"],536870918]],["^15",[1712,"^4",["^ ","^3;","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/897615821688410114)"],536870918]],["^15",[1712,"^H",13,536870918]],["^15",[1712,"^H",1672,536870918]],["^15",[1712,"^I",20220130,536870918]],["^15",[1712,"^;","~u68a60d89-0700-4429-9201-a7f433e7a437",536870918]],["^15",[1713,"^M",true,536870918]],["^15",[1713,"^Q","**Query all blocks on the current page having a specific tag, say \"#datalog\"**\nlink:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/923925207738109962)\ncollapsed:: true",536870918]],["^15",[1713,"^O","^1X",536870918]],["^15",[1713,"^F",1792,536870918]],["^15",[1713,"^X",1461,536870918]],["^15",[1713,"^V",1785,536870918]],["^15",[1713,"^U",1461,536870918]],["^15",[1713,"^U",1672,536870918]],["^15",[1713,"^?",["^ ","^3;","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/923925207738109962)"],536870918]],["^15",[1713,"^J",["^3;"],536870918]],["^15",[1713,"^4",["^ ","^3;","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/923925207738109962)"],536870918]],["^15",[1713,"^H",1672,536870918]],["^15",[1713,"^;","~u68a60d89-a48b-4439-8dac-1878c2ada91d",536870918]],["^15",[1714,"^Q","[link: ClojureScript Cheatsheet](https://cljs.info/cheatsheet/)",536870918]],["^15",[1714,"^O","^1X",536870918]],["^15",[1714,"^F",1724,536870918]],["^15",[1714,"^X",1461,536870918]],["^15",[1714,"^V",1775,536870918]],["^15",[1714,"^U",1461,536870918]],["^15",[1714,"^;","~u68a60d89-b468-4ba6-bd15-9910f1b1a5c9",536870918]],["^15",[1715,"^Q","**List all the pages updated in the last 3 days**",536870918]],["^15",[1715,"^O","^1X",536870918]],["^15",[1715,"^F",1796,536870918]],["^15",[1715,"^X",1461,536870918]],["^15",[1715,"^V",1796,536870918]],["^15",[1715,"^U",1461,536870918]],["^15",[1715,"^;","~u68a60d89-86cb-43fc-ad73-a2602453abf9",536870918]],["^15",[1716,"^Q","DONE Check query with task and property.",536870918]],["^15",[1716,"^O","^1X",536870918]],["^15",[1716,"^F",1803,536870918]],["^15",[1716,"^10","DONE",536870918]],["^15",[1716,"^X",1461,536870918]],["^15",[1716,"^V",1706,536870918]],["^15",[1716,"^U",7,536870918]],["^15",[1716,"^U",1461,536870918]],["^15",[1716,"^U",1672,536870918]],["^15",[1716,"^H",7,536870918]],["^15",[1716,"^;","~u68a60d89-4723-41e3-a0e2-b8ab406f3862",536870918]],["^15",[1717,"^Q","d is used to indicate a day. 0d means 0 days or today. \nThink of it this way:\nBetween -0d and ++0d",536870918]],["^15",[1717,"^O","^1X",536870918]],["^15",[1717,"^F",1756,536870918]],["^15",[1717,"^X",1461,536870918]],["^15",[1717,"^V",1792,536870918]],["^15",[1717,"^U",1461,536870918]],["^15",[1717,"^U",1672,536870918]],["^15",[1717,"^;","~u68a60d89-9aba-4aa4-af54-81859df70e58",536870918]],["^15",[1718,"^Q","[link: The first message on the datalog channel](https://discord.com/channels/725182569297215569/743139225746145311/743139795865174119)",536870918]],["^15",[1718,"^O","^1X",536870918]],["^15",[1718,"^F",1775,536870918]],["^15",[1718,"^X",1461,536870918]],["^15",[1718,"^V",1775,536870918]],["^15",[1718,"^U",1461,536870918]],["^15",[1718,"^;","~u68a60d89-ad37-4ae9-affe-25f1d88185f8",536870918]],["^15",[1719,"^Q","{{embed ((686c3af1-5149-453c-94b2-94028372c22b))}}",536870918]],["^15",[1719,"^O","^1X",536870918]],["^15",[1719,"^F",1745,536870918]],["^15",[1719,"^S",1807,536870918]],["^15",[1719,"^X",1461,536870918]],["^15",[1719,"^V",1745,536870918]],["^15",[1719,"^U",1461,536870918]],["^15",[1719,"^U",1704,536870918]],["^15",[1719,"^H",1704,536870918]],["^15",[1719,"^H",1727,536870918]],["^15",[1719,"^;","~u68a60d89-a04e-457f-98f7-cdcda2d060c3",536870918]],["^15",[1720,"^M",true,536870918]],["^15",[1720,"^Q","**Broken references**\nlink:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/869291105911447653)\ncollapsed:: true",536870918]],["^15",[1720,"^O","^1X",536870918]],["^15",[1720,"^F",1797,536870918]],["^15",[1720,"^X",1461,536870918]],["^15",[1720,"^V",1785,536870918]],["^15",[1720,"^U",1461,536870918]],["^15",[1720,"^U",1672,536870918]],["^15",[1720,"^?",["^ ","^3;","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/869291105911447653)"],536870918]],["^15",[1720,"^J",["^3;"],536870918]],["^15",[1720,"^4",["^ ","^3;","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/869291105911447653)"],536870918]],["^15",[1720,"^H",1672,536870918]],["^15",[1720,"^;","~u68a60d89-be7f-44b8-9404-789a953334ca",536870918]],["^15",[1721,"^Q","query-table:: false\n#+BEGIN_QUERY \n{:title \"TODO by page\"\n :query [:find (pull ?b [:block/marker :block/parent {:block/page\n [:db/id :block/name]}])\n :where\n [?b :block/marker ?marker]\n [(= \"TODO\" ?marker)] \n ]\n:result-transform (fn [result]\n (map (fn [[key value]] {:page (get key :block/name) :count (count value)}) (group-by :block/page result))\n )\n:view (fn [rows] [:table \n [:thead \n [:tr \n [:th \"Page\"] \n [:th \"Count\"] ] ] \n [:tbody \n(for [r rows] [:tr \n [:td [:a {:href (str \"#/page/\" (get r :page))} (get r :page)] ] \n [:td (get r :count)] ])\n ]]\n)\n}\n#+END_QUERY",536870918]],["^15",[1721,"^O","^1X",536870918]],["^15",[1721,"^F",1739,536870918]],["^15",[1721,"^X",1461,536870918]],["^15",[1721,"^V",1739,536870918]],["^15",[1721,"^U",1461,536870918]],["^15",[1721,"^U",1672,536870918]],["^15",[1721,"^?",["^ ","^2V",false],536870918]],["^15",[1721,"^J",["^2V"],536870918]],["^15",[1721,"^4",["^ ","^2V","false"],536870918]],["^15",[1721,"^;","~u68a60d89-cc47-40cd-927a-c748d89b6b7c",536870918]],["^15",[1722,"^M",true,536870918]],["^15",[1722,"^Q","**List all projects (type:: project) that do not have any TODOs on their pages**\nlink:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/891274363062599702)\ncollapsed:: true",536870918]],["^15",[1722,"^O","^1X",536870918]],["^15",[1722,"^F",1706,536870918]],["^15",[1722,"^X",1461,536870918]],["^15",[1722,"^V",1785,536870918]],["^15",[1722,"^U",1461,536870918]],["^15",[1722,"^U",1672,536870918]],["^15",[1722,"^?",["^ ","^3;","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/891274363062599702)"],536870918]],["^15",[1722,"^J",["^3;"],536870918]],["^15",[1722,"^4",["^ ","^3;","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/891274363062599702)"],536870918]],["^15",[1722,"^H",1672,536870918]],["^15",[1722,"^;","~u68a60d89-b811-4646-8e85-72fdbd58d56e",536870918]],["^15",[1723,"^Q","#+BEGIN_QUERY\n{:query [:find (pull ?b [*])\n :where\n [?b :block/marker ?m]\n [(contains? #{\"TODO\" \"LATER\"} ?m)]\n [(missing? $ ?b :block/scheduled)]\n [(missing? $ ?b :block/deadline)] ] }\n#+END_QUERY",536870918]],["^15",[1723,"^O","^1X",536870918]],["^15",[1723,"^F",1770,536870918]],["^15",[1723,"^X",1461,536870918]],["^15",[1723,"^V",1770,536870918]],["^15",[1723,"^U",1461,536870918]],["^15",[1723,"^U",1672,536870918]],["^15",[1723,"^;","~u68a60d89-2923-4bd8-aac4-1de1aeea3832",536870918]],["^15",[1724,"^Q","[link: Uday Verma's Blog: Datascript 101](https://udayv.com/blog/2016-04-28-datascript101/)",536870918]],["^15",[1724,"^O","^1X",536870918]],["^15",[1724,"^F",1707,536870918]],["^15",[1724,"^X",1461,536870918]],["^15",[1724,"^V",1775,536870918]],["^15",[1724,"^U",1461,536870918]],["^15",[1724,"^;","~u68a60d89-0c7b-47aa-8571-dbc31643e68a",536870918]],["^15",[1725,"^Q","How would you query for all TODO blocks that are tagged or recursively related to ancestor block/page that is tagged with a specific tag? For example, I want all TODO tasks that are tagged as clojure or contained under blocks or pages (in any indentation depth) that are tagged clojure. That way I can see all the clojure related articles I haven't read yet, without having to tag them all explicitly.\nlink:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/825074937651396678)",536870918]],["^15",[1725,"^O","^1X",536870918]],["^15",[1725,"^F",1760,536870918]],["^15",[1725,"^X",1461,536870918]],["^15",[1725,"^V",1760,536870918]],["^15",[1725,"^U",1461,536870918]],["^15",[1725,"^U",1672,536870918]],["^15",[1725,"^?",["^ ","^3;","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/825074937651396678)"],536870918]],["^15",[1725,"^J",["^3;"],536870918]],["^15",[1725,"^4",["^ ","^3;","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/825074937651396678)"],536870918]],["^15",[1725,"^H",1672,536870918]],["^15",[1725,"^;","~u68a60d89-1000-43f2-a169-cef84a5c4c3f",536870918]],["^15",[1726,"^M",true,536870918]],["^15",[1726,"^Q","**Find all TODO tasks outside of the journal pages**\nlink:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/824060683947737138)\ncollapsed:: true",536870918]],["^15",[1726,"^O","^1X",536870918]],["^15",[1726,"^F",1766,536870918]],["^15",[1726,"^X",1461,536870918]],["^15",[1726,"^V",1785,536870918]],["^15",[1726,"^U",1461,536870918]],["^15",[1726,"^U",1672,536870918]],["^15",[1726,"^?",["^ ","^3;","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/824060683947737138)"],536870918]],["^15",[1726,"^J",["^3;"],536870918]],["^15",[1726,"^4",["^ ","^3;","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/824060683947737138)"],536870918]],["^15",[1726,"^H",1672,536870918]],["^15",[1726,"^;","~u68a60d89-b521-4fd7-bd2e-6b910e70de65",536870918]],["^15",[1727,"^M",true,536870918]],["^15",[1727,"^Q","**List all the pages updated in the last 3 days**\nid:: 686c3af1-5149-453c-94b2-94028372c22b\nlink:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/884486589827395724), [Discord](https://discord.com/channels/725182569297215569/743139225746145311/885529176730398821)\ncollapsed:: true",536870918]],["^15",[1727,"^O","^1X",536870918]],["^15",[1727,"^F",1732,536870918]],["^15",[1727,"^X",1461,536870918]],["^15",[1727,"^V",1785,536870918]],["^15",[1727,"^U",1461,536870918]],["^15",[1727,"^U",1672,536870918]],["^15",[1727,"^?",["^ ","^1;","686c3af1-5149-453c-94b2-94028372c22b","^3;","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/884486589827395724), [Discord](https://discord.com/channels/725182569297215569/743139225746145311/885529176730398821)"],536870918]],["^15",[1727,"^J",["^1;","^3;"],536870918]],["^15",[1727,"^4",["^ ","^1;","686c3af1-5149-453c-94b2-94028372c22b","^3;","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/884486589827395724), [Discord](https://discord.com/channels/725182569297215569/743139225746145311/885529176730398821)"],536870918]],["^15",[1727,"^H",1672,536870918]],["^15",[1727,"^;","~u686c3af1-5149-453c-94b2-94028372c22b",536870918]],["^15",[1728,"^Q","#+BEGIN_QUERY\n{:title \"🔨 Project Now\"\n :query [:find (pull ?h [*])\n :in $ ?searchterm\n :where\n [?h :block/marker ?marker]\n [(contains? #{\"NOW\" \"DOING\"} ?marker)]\n [?p :block/properties ?a]\n [(get ?a :type) ?t]\n [(= ?searchterm ?t)]\n [?br :block/name ?searchterm]\n (or [?h :block/page ?p]\n [?h :block/refs ?br])\n ]\n :inputs [\"project\"]\n :result-transform (fn [result]\n (sort-by (fn [h]\n (get h :block/priority \"Z\")) result))\n :collapsed? false}\n#+END_QUERY",536870918]],["^15",[1728,"^O","^1X",536870918]],["^15",[1728,"^F",1791,536870918]],["^15",[1728,"^X",1461,536870918]],["^15",[1728,"^V",1791,536870918]],["^15",[1728,"^U",1461,536870918]],["^15",[1728,"^U",1672,536870918]],["^15",[1728,"^;","~u68a60d89-c1d0-4514-a308-dce42852d367",536870918]],["^15",[1729,"^Q","#+BEGIN_QUERY\n{:title \"Give me a random page!!!\"\n :query [:find ?name\n :where\n [?b :block/name ?name]]\n :result-transform (fn [result]\n [(rand-nth result)])\n:view (fn [result]\n [:div.flex.flex-col\n (for [page result]\n [:a {:href (str \"/#/page/\" page)} (clojure.string/capitalize page)])])\n :collapsed? true}\n#+END_QUERY",536870918]],["^15",[1729,"^O","^1X",536870918]],["^15",[1729,"^F",1794,536870918]],["^15",[1729,"^X",1461,536870918]],["^15",[1729,"^V",1794,536870918]],["^15",[1729,"^U",1461,536870918]],["^15",[1729,"^U",1672,536870918]],["^15",[1729,"^;","~u68a60d89-ef8a-4af2-a302-2bc8deb2dcab",536870918]],["^15",[1730,"^Q","exclude-from-graph-view:: true\n\n",536870918]],["^15",[1730,"^O","^1X",536870918]],["^15",[1730,"^2Q",["^2R",[]],536870918]],["^15",[1730,"^F",1461,536870918]],["^15",[1730,"^X",1461,536870918]],["^15",[1730,"^V",1461,536870918]],["^15",[1730,"^U",1461,536870918]],["^15",[1730,"^:",true,536870918]],["^15",[1730,"^?",["^ ","^16",true],536870918]],["^15",[1730,"^J",["^16"],536870918]],["^15",[1730,"^4",["^ ","^16","true"],536870918]],["^15",[1730,"^;","~u68a60d89-dd55-414f-b0bf-8212b9eb4023",536870918]],["^15",[1731,"^M",true,536870918]],["^15",[1731,"^Q","**Query all tasks excluding those on a page Journal reviews]]**\nlink:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/892166421029728256), [Discord](https://discord.com/channels/725182569297215569/743139225746145311/892189369622990949)\ncollapsed:: true",536870918]],["^15",[1731,"^O","^1X",536870918]],["^15",[1731,"^F",1710,536870918]],["^15",[1731,"^X",1461,536870918]],["^15",[1731,"^V",1785,536870918]],["^15",[1731,"^U",1461,536870918]],["^15",[1731,"^U",1672,536870918]],["^15",[1731,"^?",["^ ","^3;","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/892166421029728256), [Discord](https://discord.com/channels/725182569297215569/743139225746145311/892189369622990949)"],536870918]],["^15",[1731,"^J",["^3;"],536870918]],["^15",[1731,"^4",["^ ","^3;","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/892166421029728256), [Discord](https://discord.com/channels/725182569297215569/743139225746145311/892189369622990949)"],536870918]],["^15",[1731,"^H",1672,536870918]],["^15",[1731,"^;","~u68a60d89-b6c7-409a-bc6d-0b05f37d272a",536870918]],["^15",[1732,"^M",true,536870918]],["^15",[1732,"^Q","**Querying TODOs from hierarchy pages**\nlink:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/880431776500179004)\ncollapsed:: true",536870918]],["^15",[1732,"^O","^1X",536870918]],["^15",[1732,"^F",1791,536870918]],["^15",[1732,"^X",1461,536870918]],["^15",[1732,"^V",1785,536870918]],["^15",[1732,"^U",1461,536870918]],["^15",[1732,"^U",1672,536870918]],["^15",[1732,"^?",["^ ","^3;","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/880431776500179004)"],536870918]],["^15",[1732,"^J",["^3;"],536870918]],["^15",[1732,"^4",["^ ","^3;","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/880431776500179004)"],536870918]],["^15",[1732,"^H",1672,536870918]],["^15",[1732,"^;","~u68a60d89-2573-4b8d-865b-82cd4be3835c",536870918]],["^15",[1733,"^M",true,536870918]],["^15",[1733,"^Q","**Query for non-task blocks with a schedule/deadline in the past**\nlink:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/905889607705575434)\ncollapsed:: true",536870918]],["^15",[1733,"^O","^1X",536870918]],["^15",[1733,"^F",1742,536870918]],["^15",[1733,"^X",1461,536870918]],["^15",[1733,"^V",1785,536870918]],["^15",[1733,"^U",1461,536870918]],["^15",[1733,"^U",1672,536870918]],["^15",[1733,"^?",["^ ","^3;","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/905889607705575434)"],536870918]],["^15",[1733,"^J",["^3;"],536870918]],["^15",[1733,"^4",["^ ","^3;","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/905889607705575434)"],536870918]],["^15",[1733,"^H",1672,536870918]],["^15",[1733,"^;","~u68a60d89-8bc3-4aca-a092-27002f2f566d",536870918]],["^15",[1734,"^Q","#+BEGIN_QUERY\n{:query [:find (pull ?b [*]) :in $ ?uuid\n :where\n [?b :block/uuid ?u]\n [(str ?u) ?s]\n [(= ?uuid ?s)]]\n :inputs [\"61d9ce9c-0822-4c1d-a9f3-78537657155b\"]\n}\n#+END_QUERY",536870918]],["^15",[1734,"^O","^1X",536870918]],["^15",[1734,"^F",1793,536870918]],["^15",[1734,"^X",1461,536870918]],["^15",[1734,"^V",1793,536870918]],["^15",[1734,"^U",1461,536870918]],["^15",[1734,"^U",1672,536870918]],["^15",[1734,"^;","~u68a60d89-13b9-45cb-9260-6218d6ffb53b",536870918]],["^15",[1735,"^Q","#+BEGIN_QUERY\n{:title \"Siloed search\"\n :query [:find (pull ?b [*])\n :in $ ?keyword [?title ...]\n :where\n [(str \"(?i)\" ?keyword) ?matcher]\n [(re-pattern ?matcher) ?regex]\n [?p :block/original-name ?title]\n [?b :block/page ?p]\n [?b :block/content ?c]\n [(re-find ?regex ?c)]]\n :inputs [\"tasks\" [\"Advanced queries\" \"Advanced queries/Examples\"]]\n }\n#+END_QUERY",536870918]],["^15",[1735,"^O","^1X",536870918]],["^15",[1735,"^F",1787,536870918]],["^15",[1735,"^X",1461,536870918]],["^15",[1735,"^V",1797,536870918]],["^15",[1735,"^U",1461,536870918]],["^15",[1735,"^U",1672,536870918]],["^15",[1735,"^;","~u68a60d89-1de3-4ef3-bcb7-8dd57d73acc2",536870918]],["^15",[1736,"^M",true,536870918]],["^15",[1736,"^Q","collapsed:: true\n#+BEGIN_QUERY\n{:title [:h2.font-bold.opacity-70 \"TODO\"]\n :query [\n :find (pull ?h [*])\n :where\n [?h :block/marker ?marker]\n [(= ?marker \"TODO\")]\n ]\n :result-transform (fn [result]\n (sort-by (fn [h]\n (get h :block/priority \"Z\")) result))\n :collapsed? true}\n#+END_QUERY",536870918]],["^15",[1736,"^O","^1X",536870918]],["^15",[1736,"^F",1726,536870918]],["^15",[1736,"^X",1461,536870918]],["^15",[1736,"^V",1726,536870918]],["^15",[1736,"^U",1461,536870918]],["^15",[1736,"^U",1672,536870918]],["^15",[1736,"^?",["^ "],536870918]],["^15",[1736,"^J",[],536870918]],["^15",[1736,"^4",["^ "],536870918]],["^15",[1736,"^;","~u68a60d89-dea0-4294-bb23-bb2fa85c581b",536870918]],["^15",[1737,"^Q","[link: Advanced queries tutorial](https://mschmidtkorth.github.io/logseq-msk-docs/#/page/advanced%20queries%20tutorial)",536870918]],["^15",[1737,"^O","^1X",536870918]],["^15",[1737,"^F",1777,536870918]],["^15",[1737,"^X",1461,536870918]],["^15",[1737,"^V",1775,536870918]],["^15",[1737,"^U",1461,536870918]],["^15",[1737,"^;","~u68a60d89-385f-425e-b771-5e36c87b5ad9",536870918]],["^15",[1738,"^Q","#+BEGIN_QUERY\n {:title \"Find: Follow-up Tasks\"\n :query [:find (pull ?b [*])\n :where\n [?p :block/content \"Follow-up\"]\n [?b :block/parent ?p]\n [?b :block/marker ?marker]\n [(contains? #{\"TODO\" \"DOING\" \"DONE\"} ?marker)]]\n}\n #+END_QUERY",536870918]],["^15",[1738,"^O","^1X",536870918]],["^15",[1738,"^F",1768,536870918]],["^15",[1738,"^X",1461,536870918]],["^15",[1738,"^V",1744,536870918]],["^15",[1738,"^U",1461,536870918]],["^15",[1738,"^U",1672,536870918]],["^15",[1738,"^;","~u68a60d89-f1bc-47c6-9a1e-603356c99024",536870918]],["^15",[1739,"^M",true,536870918]],["^15",[1739,"^Q","**Query to create a table with page and todo count**\nlink:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/921337299164356658)\ncollapsed:: true",536870918]],["^15",[1739,"^O","^1X",536870918]],["^15",[1739,"^F",1753,536870918]],["^15",[1739,"^X",1461,536870918]],["^15",[1739,"^V",1785,536870918]],["^15",[1739,"^U",1461,536870918]],["^15",[1739,"^U",1672,536870918]],["^15",[1739,"^?",["^ ","^3;","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/921337299164356658)"],536870918]],["^15",[1739,"^J",["^3;"],536870918]],["^15",[1739,"^4",["^ ","^3;","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/921337299164356658)"],536870918]],["^15",[1739,"^H",1672,536870918]],["^15",[1739,"^;","~u68a60d89-2325-4153-b0ce-d7949274bdec",536870918]],["^15",[1740,"^Q","#+BEGIN_QUERY \n{:title \"Broken References\"\n :query [:find (pull ?b [*])\n :in $ ?matcher\n :where\n [(re-pattern ?matcher) ?regex]\n [?b :block/content ?c]\n [(re-find ?regex ?c)]\n [(missing? $ ?b :block/refs)]]\n :inputs [ \"\\\\([0-9a-f]{8}-[0-9a-f]{4}-[0-9a-f]{4}-[0-9a-f]{4}-[0-9a-f]{12}\\\\)\"]\n }\n#+END_QUERY",536870918]],["^15",[1740,"^O","^1X",536870918]],["^15",[1740,"^F",1720,536870918]],["^15",[1740,"^X",1461,536870918]],["^15",[1740,"^V",1720,536870918]],["^15",[1740,"^U",1461,536870918]],["^15",[1740,"^U",1672,536870918]],["^15",[1740,"^;","~u68a60d89-b8b7-4a29-b4d2-91e60864b6eb",536870918]],["^15",[1741,"^Q","[link: Hiccup syntax](https://github.com/weavejester/hiccup/wiki/Syntax)",536870918]],["^15",[1741,"^O","^1X",536870918]],["^15",[1741,"^F",1714,536870918]],["^15",[1741,"^X",1461,536870918]],["^15",[1741,"^V",1775,536870918]],["^15",[1741,"^U",1461,536870918]],["^15",[1741,"^;","~u68a60d89-bb1e-41bf-bd82-3a2db23a4470",536870918]],["^15",[1742,"^M",true,536870918]],["^15",[1742,"^Q","**Query snippet to grab the children blocks**\nlink:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/901520859779461170)\ncollapsed:: true",536870918]],["^15",[1742,"^O","^1X",536870918]],["^15",[1742,"^F",1749,536870918]],["^15",[1742,"^X",1461,536870918]],["^15",[1742,"^V",1785,536870918]],["^15",[1742,"^U",1461,536870918]],["^15",[1742,"^U",1672,536870918]],["^15",[1742,"^?",["^ ","^3;","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/901520859779461170)"],536870918]],["^15",[1742,"^J",["^3;"],536870918]],["^15",[1742,"^4",["^ ","^3;","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/901520859779461170)"],536870918]],["^15",[1742,"^H",1672,536870918]],["^15",[1742,"^;","~u68a60d89-f5d0-4b09-88d0-05b334ef8bcc",536870918]],["^15",[1743,"^M",true,536870918]],["^15",[1743,"^Q","collapsed:: true\n#+BEGIN_QUERY\n{:title \"🔮 Future Tasks\"\n :query [:find (pull ?block [*])\n :in $ ?start ?next\n :where\n [?block :block/marker ?marker]\n [(contains? #{\"NOW\" \"LATER\" \"TODO\" \"DOING\" \"WAITING\"} ?marker)]\n (or\n [?block :block/scheduled ?d]\n [?block :block/deadline ?d])\n [(>= ?d ?start)]\n [(<= ?d ?next)]]\n :inputs [:today :365d-after]\n :breadcrumb-show? false\n :result-transform (fn [result]\n (sort-by (fn [b]\n (or (get b :block/scheduled) (get b :block/deadline))) result))\n :collapsed? true\n}\n#+END_QUERY",536870918]],["^15",[1743,"^O","^1X",536870918]],["^15",[1743,"^F",1712,536870918]],["^15",[1743,"^X",1461,536870918]],["^15",[1743,"^V",1712,536870918]],["^15",[1743,"^U",13,536870918]],["^15",[1743,"^U",1461,536870918]],["^15",[1743,"^U",1672,536870918]],["^15",[1743,"^?",["^ "],536870918]],["^15",[1743,"^J",[],536870918]],["^15",[1743,"^4",["^ "],536870918]],["^15",[1743,"^;","~u68a60d89-5caf-4a27-b8ab-38107b3b864e",536870918]],["^15",[1744,"^Q","Follow-up",536870918]],["^15",[1744,"^O","^1X",536870918]],["^15",[1744,"^F",1757,536870918]],["^15",[1744,"^X",1461,536870918]],["^15",[1744,"^V",1757,536870918]],["^15",[1744,"^U",1461,536870918]],["^15",[1744,"^U",1672,536870918]],["^15",[1744,"^;","~u68a60d89-f968-4511-9763-10513114bdc2",536870918]],["^15",[1745,"^Q","See also:",536870918]],["^15",[1745,"^O","^1X",536870918]],["^15",[1745,"^F",1715,536870918]],["^15",[1745,"^X",1461,536870918]],["^15",[1745,"^V",1715,536870918]],["^15",[1745,"^U",1461,536870918]],["^15",[1745,"^;","~u68a60d89-24da-4d45-9b8e-f37923d4b1c1",536870918]],["^15",[1746,"^Q","Equivalent to `{{query \"Quantum mechanics\"}}`",536870918]],["^15",[1746,"^O","^1X",536870918]],["^15",[1746,"^F",1801,536870918]],["^15",[1746,"^X",1461,536870918]],["^15",[1746,"^V",1766,536870918]],["^15",[1746,"^U",1461,536870918]],["^15",[1746,"^U",1672,536870918]],["^15",[1746,"^;","~u68a60d89-b036-412f-9fd1-31f7aa2a5ef5",536870918]],["^15",[1747,"^Q","#+BEGIN_QUERY\n{:title \"All todos that with priority A\"\n :query [:find (pull ?b [*])\n :where\n [?b :block/priority \"A\"]]}\n#+END_QUERY",536870918]],["^15",[1747,"^O","^1X",536870918]],["^15",[1747,"^F",1749,536870918]],["^15",[1747,"^X",1461,536870918]],["^15",[1747,"^V",1749,536870918]],["^15",[1747,"^U",1461,536870918]],["^15",[1747,"^U",1672,536870918]],["^15",[1747,"^;","~u68a60d89-7ec5-45e2-bf8c-2cd67f5352b7",536870918]],["^15",[1748,"^Q","",536870918]],["^15",[1748,"^O","^1X",536870918]],["^15",[1748,"^F",1730,536870918]],["^15",[1748,"^X",1461,536870918]],["^15",[1748,"^V",1461,536870918]],["^15",[1748,"^U",1461,536870918]],["^15",[1748,"^;","~u68a60d89-a23f-4913-8560-f0893d6a339e",536870918]],["^15",[1749,"^M",true,536870918]],["^15",[1749,"^Q","**All tasks with priority A**\nlink:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/898234502890004532)\ncollapsed:: true",536870918]],["^15",[1749,"^O","^1X",536870918]],["^15",[1749,"^F",1712,536870918]],["^15",[1749,"^X",1461,536870918]],["^15",[1749,"^V",1785,536870918]],["^15",[1749,"^U",1461,536870918]],["^15",[1749,"^U",1672,536870918]],["^15",[1749,"^?",["^ ","^3;","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/898234502890004532)"],536870918]],["^15",[1749,"^J",["^3;"],536870918]],["^15",[1749,"^4",["^ ","^3;","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/898234502890004532)"],536870918]],["^15",[1749,"^H",1672,536870918]],["^15",[1749,"^;","~u68a60d89-f4fb-4162-a006-ea3d3d9f9fd8",536870918]],["^15",[1750,"^Q","#+BEGIN_QUERY\n{:query[:find (pull ?p [*]) \n :where\n [?b :block/page ?p]\n [?p :block/properties ?props]\n [(get ?props :type) ?type]\n [(= ?type \"project\")]\n (not-join [?p]\n [?b :block/page ?p]\n [?b :block/marker _]) ]}\n#+END_QUERY",536870918]],["^15",[1750,"^O","^1X",536870918]],["^15",[1750,"^F",1722,536870918]],["^15",[1750,"^X",1461,536870918]],["^15",[1750,"^V",1722,536870918]],["^15",[1750,"^U",1461,536870918]],["^15",[1750,"^U",1672,536870918]],["^15",[1750,"^;","~u68a60d89-aec9-4f8c-b291-257be65f89e5",536870918]],["^15",[1751,"^M",true,536870918]],["^15",[1751,"^Q","collapsed:: true\n#+BEGIN_QUERY\n{:title \"🟠 SLIPPING deadlines (<1W)\"\n :query [:find (pull ?block [*])\n :in $ ?start ?today\n :where\n (or\n [?block :block/scheduled ?d]\n [?block :block/deadline ?d])\n (not\n [?block :block/marker ?marker] \n (not [(contains? #{\"NOW\" \"LATER\" \"TODO\" \"DOING\"} ?marker)]))\n [(>= ?d ?start)]\n [(<= ?d ?today)]]\n :inputs [:8d :today]\n :collapsed? true}\n#+END_QUERY",536870918]],["^15",[1751,"^O","^1X",536870918]],["^15",[1751,"^F",1799,536870918]],["^15",[1751,"^X",1461,536870918]],["^15",[1751,"^V",1773,536870918]],["^15",[1751,"^U",1461,536870918]],["^15",[1751,"^U",1672,536870918]],["^15",[1751,"^?",["^ "],536870918]],["^15",[1751,"^J",[],536870918]],["^15",[1751,"^4",["^ "],536870918]],["^15",[1751,"^;","~u68a60d89-0a00-4ebc-92b0-c3e9f0dca527",536870918]],["^15",[1752,"^Q","[link: Logseq datascript schema](https://gist.github.com/tiensonqin/9a40575827f8f63eec54432443ecb929)",536870918]],["^15",[1752,"^O","^1X",536870918]],["^15",[1752,"^F",1782,536870918]],["^15",[1752,"^X",1461,536870918]],["^15",[1752,"^V",1775,536870918]],["^15",[1752,"^U",1461,536870918]],["^15",[1752,"^;","~u68a60d89-b420-45ce-a72f-d92e63ef1193",536870918]],["^15",[1753,"^M",true,536870918]],["^15",[1753,"^Q","**Query all pages that have been created in the last 2 days**\nlink:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/920559641514082374)\ncollapsed:: true",536870918]],["^15",[1753,"^O","^1X",536870918]],["^15",[1753,"^F",1757,536870918]],["^15",[1753,"^X",1461,536870918]],["^15",[1753,"^V",1785,536870918]],["^15",[1753,"^U",1461,536870918]],["^15",[1753,"^U",1672,536870918]],["^15",[1753,"^?",["^ ","^3;","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/920559641514082374)"],536870918]],["^15",[1753,"^J",["^3;"],536870918]],["^15",[1753,"^4",["^ ","^3;","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/920559641514082374)"],536870918]],["^15",[1753,"^H",1672,536870918]],["^15",[1753,"^;","~u68a60d89-0d57-41cd-ae8f-49ffe59e2c2b",536870918]],["^15",[1754,"^M",true,536870918]],["^15",[1754,"^Q","**Query backlog TODO and DOING tasks**\nlink:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/868476460061577227)\ncollapsed:: true",536870918]],["^15",[1754,"^O","^1X",536870918]],["^15",[1754,"^F",1793,536870918]],["^15",[1754,"^X",1461,536870918]],["^15",[1754,"^V",1785,536870918]],["^15",[1754,"^U",1461,536870918]],["^15",[1754,"^U",1672,536870918]],["^15",[1754,"^?",["^ ","^3;","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/868476460061577227)"],536870918]],["^15",[1754,"^J",["^3;"],536870918]],["^15",[1754,"^4",["^ ","^3;","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/868476460061577227)"],536870918]],["^15",[1754,"^H",1672,536870918]],["^15",[1754,"^;","~u68a60d89-b7bc-40fe-94bd-56c93fe744d1",536870918]],["^15",[1755,"^M",true,536870918]],["^15",[1755,"^Q","query-table:: false\ncollapsed:: true\n#+BEGIN_QUERY\n{:title \"Orphan pages\"\n :query [:find ?name\n :where\n [?p :page/name ?name]\n (not\n [?b :block/ref-pages ?p1]\n [?b :block/page ?p2]\n (or [?p1 :page/name ?name]\n [?p2 :page/name ?name]))]\n :view (fn [result]\n [:div.flex.flex-col\n (for [page result]\n [:a {:href (str \"/page/\" page)} (clojure.string/capitalize page)])])\n:collapsed? true}\n#+END_QUERY",536870918]],["^15",[1755,"^O","^1X",536870918]],["^15",[1755,"^F",1774,536870918]],["^15",[1755,"^X",1461,536870918]],["^15",[1755,"^V",1774,536870918]],["^15",[1755,"^U",1461,536870918]],["^15",[1755,"^U",1672,536870918]],["^15",[1755,"^?",["^ ","^2V",false],536870918]],["^15",[1755,"^J",["^2V"],536870918]],["^15",[1755,"^4",["^ ","^2V","false"],536870918]],["^15",[1755,"^;","~u68a60d89-9f60-49cd-b9bb-49991487884c",536870918]],["^15",[1756,"^Q","{{query (and (between -0d ++0d) (task TODO))}}",536870918]],["^15",[1756,"^O","^1X",536870918]],["^15",[1756,"^F",1792,536870918]],["^15",[1756,"^S",1808,536870918]],["^15",[1756,"^X",1461,536870918]],["^15",[1756,"^V",1792,536870918]],["^15",[1756,"^U",1461,536870918]],["^15",[1756,"^U",1672,536870918]],["^15",[1756,"^;","~u68a60d89-0165-4c80-8790-68df31c0afad",536870918]],["^15",[1757,"^M",true,536870918]],["^15",[1757,"^Q","**Query to find tasks under a block containing the text \"Follow-up\"**\nlink:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/918847233586253906)\ncollapsed:: true",536870918]],["^15",[1757,"^O","^1X",536870918]],["^15",[1757,"^F",1733,536870918]],["^15",[1757,"^X",1461,536870918]],["^15",[1757,"^V",1785,536870918]],["^15",[1757,"^U",1461,536870918]],["^15",[1757,"^U",1672,536870918]],["^15",[1757,"^?",["^ ","^3;","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/918847233586253906)"],536870918]],["^15",[1757,"^J",["^3;"],536870918]],["^15",[1757,"^4",["^ ","^3;","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/918847233586253906)"],536870918]],["^15",[1757,"^H",1672,536870918]],["^15",[1757,"^;","~u68a60d89-895f-4296-907f-8d8efdf05c17",536870918]],["^15",[1758,"^Q","#+BEGIN_QUERY\n{:query [:find (pull ?b [*])\n :in $ ?s\n :where\n [?b :block/marker \"DONE\"]\n [?b :block/page ?p]\n [?p :block/original-name ?n]\n [(clojure.string/starts-with? ?n ?s)]]\n :inputs [ \"Advanced queries/\" ]\n }\n#+END_QUERY",536870918]],["^15",[1758,"^O","^1X",536870918]],["^15",[1758,"^F",1732,536870918]],["^15",[1758,"^X",1461,536870918]],["^15",[1758,"^V",1732,536870918]],["^15",[1758,"^U",1461,536870918]],["^15",[1758,"^U",1672,536870918]],["^15",[1758,"^;","~u68a60d89-c8fe-4500-b1fb-bf0707edd6b6",536870918]],["^15",[1759,"^Q","[link: Logseq frontend db model](https://github.com/logseq/logseq/blob/master/src/main/frontend/db/model.cljs)",536870918]],["^15",[1759,"^O","^1X",536870918]],["^15",[1759,"^F",1752,536870918]],["^15",[1759,"^X",1461,536870918]],["^15",[1759,"^V",1775,536870918]],["^15",[1759,"^U",1461,536870918]],["^15",[1759,"^;","~u68a60d89-61cf-4312-8b95-4aff01b72e21",536870918]],["^15",[1760,"^M",true,536870918]],["^15",[1760,"^Q","**All TODO blocks recursively related to a tag or page**\nlink:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/825330146780381205)\ncollapsed:: true",536870918]],["^15",[1760,"^O","^1X",536870918]],["^15",[1760,"^F",1726,536870918]],["^15",[1760,"^X",1461,536870918]],["^15",[1760,"^V",1785,536870918]],["^15",[1760,"^U",1461,536870918]],["^15",[1760,"^U",1672,536870918]],["^15",[1760,"^?",["^ ","^3;","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/825330146780381205)"],536870918]],["^15",[1760,"^J",["^3;"],536870918]],["^15",[1760,"^4",["^ ","^3;","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/825330146780381205)"],536870918]],["^15",[1760,"^H",1672,536870918]],["^15",[1760,"^;","~u68a60d89-e938-4964-991b-06405b11e65e",536870918]],["^15",[1761,"^Q","**Query to create a table from \"birthday\" property of a page**\nid:: 61db1cf4-95f0-458b-97b9-a42f02c9ce12\nlink:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/924614606842904577)",536870918]],["^15",[1761,"^O","^1X",536870918]],["^15",[1761,"^F",1713,536870918]],["^15",[1761,"^X",1461,536870918]],["^15",[1761,"^V",1785,536870918]],["^15",[1761,"^U",1461,536870918]],["^15",[1761,"^U",1672,536870918]],["^15",[1761,"^?",["^ ","^1;","61db1cf4-95f0-458b-97b9-a42f02c9ce12","^3;","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/924614606842904577)"],536870918]],["^15",[1761,"^J",["^1;","^3;"],536870918]],["^15",[1761,"^4",["^ ","^1;","61db1cf4-95f0-458b-97b9-a42f02c9ce12","^3;","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/924614606842904577)"],536870918]],["^15",[1761,"^H",1672,536870918]],["^15",[1761,"^;","~u61db1cf4-95f0-458b-97b9-a42f02c9ce12",536870918]],["^15",[1762,"^Q","",536870918]],["^15",[1762,"^O","^1X",536870918]],["^15",[1762,"^F",1727,536870918]],["^15",[1762,"^X",1461,536870918]],["^15",[1762,"^V",1785,536870918]],["^15",[1762,"^U",1461,536870918]],["^15",[1762,"^;","~u68a60d89-05e0-4dce-b8ce-a51352d190d3",536870918]],["^15",[1763,"^M",true,536870918]],["^15",[1763,"^Q","collapsed:: true\n#+BEGIN_QUERY \n{:title \"Backlog\"\n:query [:find (pull ?todo [*]) :in $ ?current-page\n:where\n[?p :block/name ?current-page]\n[?todo :block/marker ?marker]\n(not [?todo :block/page ?p])\n(not [_ :block/refs ?todo])\n[(contains? #{\"TODO\" \"DOING\"} ?marker)]\n]\n:inputs [:current-page]\n :breadcrumb-show? false\n :result-transform (fn [result]\n (sort-by (fn [h]\n (get h :block/priority \"Z\")) result))\n :collapsed? true}\n#+END_QUERY",536870918]],["^15",[1763,"^O","^1X",536870918]],["^15",[1763,"^F",1754,536870918]],["^15",[1763,"^X",1461,536870918]],["^15",[1763,"^V",1754,536870918]],["^15",[1763,"^U",1461,536870918]],["^15",[1763,"^U",1672,536870918]],["^15",[1763,"^?",["^ "],536870918]],["^15",[1763,"^J",[],536870918]],["^15",[1763,"^4",["^ "],536870918]],["^15",[1763,"^;","~u68a60d89-e13c-4eea-84f8-0825630609e9",536870918]],["^15",[1764,"^M",true,536870918]],["^15",[1764,"^Q","**List of currently DOING tasks**\nlink:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/848575612385624074)\ncollapsed:: true\n:LOGBOOK:\nCLOCK: [2022-01-08 Sat 19:22:04]\nCLOCK: [2022-01-08 Sat 19:22:07]\nCLOCK: [2022-01-08 Sat 19:22:13]\nCLOCK: [2022-01-08 Sat 19:22:14]\nCLOCK: [2022-01-08 Sat 19:22:24]\nCLOCK: [2022-01-08 Sat 19:22:26]\nCLOCK: [2022-01-08 Sat 19:22:28]\nCLOCK: [2022-01-08 Sat 19:22:31]\nCLOCK: [2022-01-08 Sat 19:22:32]\nCLOCK: [2022-01-08 Sat 19:22:42]\n:END:",536870918]],["^15",[1764,"^O","^1X",536870918]],["^15",[1764,"^F",1774,536870918]],["^15",[1764,"^X",1461,536870918]],["^15",[1764,"^V",1785,536870918]],["^15",[1764,"^U",1461,536870918]],["^15",[1764,"^U",1672,536870918]],["^15",[1764,"^?",["^ ","^3;","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/848575612385624074)"],536870918]],["^15",[1764,"^J",["^3;"],536870918]],["^15",[1764,"^4",["^ ","^3;","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/848575612385624074)"],536870918]],["^15",[1764,"^H",1672,536870918]],["^15",[1764,"^;","~u68a60d89-48ec-42aa-9c2f-e45a0c33bd2b",536870918]],["^15",[1765,"^M",true,536870918]],["^15",[1765,"^Q","**Query to show random block**\nlink:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/867362494871765002)\ncollapsed:: true",536870918]],["^15",[1765,"^O","^1X",536870918]],["^15",[1765,"^F",1764,536870918]],["^15",[1765,"^X",1461,536870918]],["^15",[1765,"^V",1785,536870918]],["^15",[1765,"^U",1461,536870918]],["^15",[1765,"^U",1672,536870918]],["^15",[1765,"^?",["^ ","^3;","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/867362494871765002)"],536870918]],["^15",[1765,"^J",["^3;"],536870918]],["^15",[1765,"^4",["^ ","^3;","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/867362494871765002)"],536870918]],["^15",[1765,"^H",1672,536870918]],["^15",[1765,"^;","~u68a60d89-57c1-4fed-8703-c4786b60039d",536870918]],["^15",[1766,"^M",true,536870918]],["^15",[1766,"^Q","**Query to search a textual input**\nlink:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/821317203910721577)\ncollapsed:: true",536870918]],["^15",[1766,"^O","^1X",536870918]],["^15",[1766,"^F",1785,536870918]],["^15",[1766,"^X",1461,536870918]],["^15",[1766,"^V",1785,536870918]],["^15",[1766,"^U",1461,536870918]],["^15",[1766,"^U",1672,536870918]],["^15",[1766,"^?",["^ ","^3;","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/821317203910721577)"],536870918]],["^15",[1766,"^J",["^3;"],536870918]],["^15",[1766,"^4",["^ ","^3;","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/821317203910721577)"],536870918]],["^15",[1766,"^H",1672,536870918]],["^15",[1766,"^;","~u68a60d89-430a-498f-aefa-bc4b16d17380",536870918]],["^15",[1767,"^Q","~``` clojure\n#+BEGIN_QUERY\n(pull ?h [\n :db/id\n :block/uuid\n :block/type\n :block/left\n :block/format\n :block/title\n :block/refs\n :block/_refs\n :block/path-refs\n :block/tags\n :block/content\n :block/marker\n :block/priority\n :block/properties\n :block/body\n :block/pre-block?\n :block/scheduled\n :block/deadline\n :block/repeated?\n :block/created-at\n :block/updated-at\n :block/file\n :block/parent\n :block/unordered\n :block/heading-level\n {:block/page\n [:db/id :block/name :block/original-name :block/journal-day]}\n {:block/_parent ...}])\n\n```",536870918]],["^15",[1767,"^O","^1X",536870918]],["^15",[1767,"^F",1788,536870918]],["^15",[1767,"^X",1461,536870918]],["^15",[1767,"^V",1742,536870918]],["^15",[1767,"^U",1461,536870918]],["^15",[1767,"^U",1672,536870918]],["^15",[1767,"^;","~u68a60d89-8555-435b-88bf-ec28c366c1d5",536870918]],["^15",[1768,"^Q","DONE find this block",536870918]],["^15",[1768,"^O","^1X",536870918]],["^15",[1768,"^F",1744,536870918]],["^15",[1768,"^10","DONE",536870918]],["^15",[1768,"^X",1461,536870918]],["^15",[1768,"^V",1744,536870918]],["^15",[1768,"^U",7,536870918]],["^15",[1768,"^U",1461,536870918]],["^15",[1768,"^U",1672,536870918]],["^15",[1768,"^H",7,536870918]],["^15",[1768,"^;","~u68a60d89-84c2-466d-ae6d-233501235b3f",536870918]],["^15",[1769,"^Q","[link: How to Graph Your Data - talk by Paula Gearon](https://youtu.be/tbVwmFBnfo4)",536870918]],["^15",[1769,"^O","^1X",536870918]],["^15",[1769,"^F",1759,536870918]],["^15",[1769,"^X",1461,536870918]],["^15",[1769,"^V",1775,536870918]],["^15",[1769,"^U",1461,536870918]],["^15",[1769,"^;","~u68a60d89-5d35-4757-905b-9a1bd6202e90",536870918]],["^15",[1770,"^M",true,536870918]],["^15",[1770,"^Q","**Query for TODO and LATER but excluding SCHEDULED tasks**\nlink:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/888689090160103476)\ncollapsed:: true",536870918]],["^15",[1770,"^O","^1X",536870918]],["^15",[1770,"^F",1762,536870918]],["^15",[1770,"^X",1461,536870918]],["^15",[1770,"^V",1785,536870918]],["^15",[1770,"^U",1461,536870918]],["^15",[1770,"^U",1672,536870918]],["^15",[1770,"^?",["^ ","^3;","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/888689090160103476)"],536870918]],["^15",[1770,"^J",["^3;"],536870918]],["^15",[1770,"^4",["^ ","^3;","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/888689090160103476)"],536870918]],["^15",[1770,"^H",1672,536870918]],["^15",[1770,"^;","~u68a60d89-266d-4d45-ae11-27de36dba71c",536870918]],["^15",[1771,"^M",true,536870918]],["^15",[1771,"^Q","collapsed:: true\n#+BEGIN_QUERY\n{:title \"All TODO items related to the tag 'Cowling' \"\n:query\n [:find (pull ?b [*])\n :where\n [?b :block/marker \"TODO\"]\n [?b :block/page ?p]\n (or [?b :block/path-ref-pages [:page/name \"cowl\"]]\n [?p :page/tags [:page/name \"cowl\"]])\n]\n :collapsed? true}\n#+END_QUERY",536870918]],["^15",[1771,"^O","^1X",536870918]],["^15",[1771,"^F",1725,536870918]],["^15",[1771,"^X",1461,536870918]],["^15",[1771,"^V",1760,536870918]],["^15",[1771,"^U",1461,536870918]],["^15",[1771,"^U",1672,536870918]],["^15",[1771,"^?",["^ "],536870918]],["^15",[1771,"^J",[],536870918]],["^15",[1771,"^4",["^ "],536870918]],["^15",[1771,"^;","~u68a60d89-3a59-4745-be9d-2577a7ac610d",536870918]],["^15",[1772,"^Q","",536870918]],["^15",[1772,"^O","^1X",536870918]],["^15",[1772,"^F",1780,536870918]],["^15",[1772,"^X",1461,536870918]],["^15",[1772,"^V",1715,536870918]],["^15",[1772,"^U",1461,536870918]],["^15",[1772,"^;","~u68a60d89-929e-4cd6-84ea-5b018c1c6ca3",536870918]],["^15",[1773,"^M",true,536870918]],["^15",[1773,"^Q","**Scheduled items and deadlines from the past week**\nlink:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/827098887826964490)\ncollapsed:: true",536870918]],["^15",[1773,"^O","^1X",536870918]],["^15",[1773,"^F",1760,536870918]],["^15",[1773,"^X",1461,536870918]],["^15",[1773,"^V",1785,536870918]],["^15",[1773,"^U",1461,536870918]],["^15",[1773,"^U",1672,536870918]],["^15",[1773,"^?",["^ ","^3;","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/827098887826964490)"],536870918]],["^15",[1773,"^J",["^3;"],536870918]],["^15",[1773,"^4",["^ ","^3;","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/827098887826964490)"],536870918]],["^15",[1773,"^H",1672,536870918]],["^15",[1773,"^;","~u68a60d89-b605-47c8-b923-85cf4746ca05",536870918]],["^15",[1774,"^M",true,536870918]],["^15",[1774,"^Q","**Find all unlinked pages**\nlink:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/832512082289229824)\ncollapsed:: true",536870918]],["^15",[1774,"^O","^1X",536870918]],["^15",[1774,"^F",1773,536870918]],["^15",[1774,"^X",1461,536870918]],["^15",[1774,"^V",1785,536870918]],["^15",[1774,"^U",1461,536870918]],["^15",[1774,"^U",1672,536870918]],["^15",[1774,"^?",["^ ","^3;","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/832512082289229824)"],536870918]],["^15",[1774,"^J",["^3;"],536870918]],["^15",[1774,"^4",["^ ","^3;","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/832512082289229824)"],536870918]],["^15",[1774,"^H",1672,536870918]],["^15",[1774,"^;","~u68a60d89-ab8b-41c5-bc62-5e647ca9f202",536870918]],["^15",[1775,"^Q","### Resources",536870918]],["^15",[1775,"^O","^1X",536870918]],["^15",[1775,"^F",1711,536870918]],["^15",[1775,"^X",1461,536870918]],["^15",[1775,"^V",1461,536870918]],["^15",[1775,"^U",1461,536870918]],["^15",[1775,"^?",["^ ","^2S",3],536870918]],["^15",[1775,"^J",[],536870918]],["^15",[1775,"^;","~u68a60d89-1a15-4920-b895-8f01ed4696ad",536870918]],["^15",[1776,"^M",true,536870918]],["^15",[1776,"^Q","collapsed:: true\n#+BEGIN_QUERY\n{:title \"Give me a random block!!!\"\n :query [:find (pull ?b [*])\n :where\n [?b :block/content ?content]\n (not [(empty? ?content)])]\n :result-transform (fn [result]\n [(rand-nth result)])\n :collapsed? true}\n#+END_QUERY",536870918]],["^15",[1776,"^O","^1X",536870918]],["^15",[1776,"^F",1765,536870918]],["^15",[1776,"^X",1461,536870918]],["^15",[1776,"^V",1765,536870918]],["^15",[1776,"^U",1461,536870918]],["^15",[1776,"^U",1672,536870918]],["^15",[1776,"^?",["^ "],536870918]],["^15",[1776,"^J",[],536870918]],["^15",[1776,"^4",["^ "],536870918]],["^15",[1776,"^;","~u68a60d89-0f90-4217-ab6a-4da7239a26a2",536870918]],["^15",[1777,"^Q","[link: Logseq datascript](https://github.com/logseq/datascript/blob/fork/src/datascript/query.cljc)",536870918]],["^15",[1777,"^O","^1X",536870918]],["^15",[1777,"^F",1741,536870918]],["^15",[1777,"^X",1461,536870918]],["^15",[1777,"^V",1775,536870918]],["^15",[1777,"^U",1461,536870918]],["^15",[1777,"^;","~u68a60d89-1ad9-42e1-af0c-0642cc8ffa91",536870918]],["^15",[1778,"^Q","query-table:: false\n#+BEGIN_QUERY \n{:title \"Old Blocks\"\n :query [:find (pull ?b [*])\n :in $ ?start\n :where\n (or [?b :block/scheduled ?d]\n [?b :block/deadline ?d])\n [(< ?d ?start)]\n (not [?b :block/marker ?marker] \n [(contains? #{\"DONE\" \"CANCELED\"} ?marker)])]\n :inputs [:today]\n :collapsed? false}\n#+END_QUERY",536870918]],["^15",[1778,"^O","^1X",536870918]],["^15",[1778,"^F",1733,536870918]],["^15",[1778,"^X",1461,536870918]],["^15",[1778,"^V",1733,536870918]],["^15",[1778,"^U",1461,536870918]],["^15",[1778,"^U",1672,536870918]],["^15",[1778,"^?",["^ ","^2V",false],536870918]],["^15",[1778,"^J",["^2V"],536870918]],["^15",[1778,"^4",["^ ","^2V","false"],536870918]],["^15",[1778,"^;","~u68a60d89-4bed-45b9-b236-8298c839d642",536870918]],["^15",[1779,"^Q","= between today-1 and today+1\n= between yesterday and tommrow \n= today",536870918]],["^15",[1779,"^O","^1X",536870918]],["^15",[1779,"^F",1717,536870918]],["^15",[1779,"^X",1461,536870918]],["^15",[1779,"^V",1717,536870918]],["^15",[1779,"^U",1461,536870918]],["^15",[1779,"^U",1672,536870918]],["^15",[1779,"^;","~u68a60d89-44ff-4b00-b035-be14d30847fa",536870918]],["^15",[1780,"^Q","query-sort-by:: page\nquery-table:: true\nquery-sort-desc:: false\nquery-properties:: [:page :block]\n#+BEGIN_QUERY\n{:title [:h3 \"Updated in last 3 days\"]\n :query [:find (pull ?page [*])\n:in $ ?end\n:where\n[?b :block/updated-at ?v]\n[(- ?end 259200000 ) ?period]\n[(>= ?v ?period)]\n[(< ?v ?end)]\n[?page :block/page ?b]\n]\n; :inputs [:start-of-today-ms]\n; :inputs [:right-now-ms]\n:inputs [:end-of-today-ms]\n}\n#+END_QUERY",536870918]],["^15",[1780,"^O","^1X",536870918]],["^15",[1780,"^F",1745,536870918]],["^15",[1780,"^X",1461,536870918]],["^15",[1780,"^V",1715,536870918]],["^15",[1780,"^U",1461,536870918]],["^15",[1780,"^?",["^ ","^2U","page","^2V",true,"^2W",false,"^34","[:page :block]"],536870918]],["^15",[1780,"^J",["^2U","^2V","^2W","^34"],536870918]],["^15",[1780,"^4",["^ ","^2U","page","^2V","true","^2W","false","^34","[:page :block]"],536870918]],["^15",[1780,"^;","~u68a60d89-3ab6-4ab6-bc7c-f20864b95436",536870918]],["^15",[1781,"^Q","The time entered in the Unix time stamp (see https://www.unixtimestamp.com) which is the number of milliseconds since Jan 1st 1970.\nquery-properties:: [:page :updated-at]",536870918]],["^15",[1781,"^O","^1X",536870918]],["^15",[1781,"^F",1727,536870918]],["^15",[1781,"^X",1461,536870918]],["^15",[1781,"^V",1727,536870918]],["^15",[1781,"^U",1461,536870918]],["^15",[1781,"^U",1672,536870918]],["^15",[1781,"^?",["^ ","^34","[:page :updated-at]"],536870918]],["^15",[1781,"^J",["^34"],536870918]],["^15",[1781,"^4",["^ ","^34","[:page :updated-at]"],536870918]],["^15",[1781,"^;","~u68a60d89-03a8-4483-b470-bd60356fee50",536870918]],["^15",[1782,"^Q","[link: Logseq docs - Advanced queries](https://docs.logseq.com/#/page/advanced%20queries)",536870918]],["^15",[1782,"^O","^1X",536870918]],["^15",[1782,"^F",1718,536870918]],["^15",[1782,"^X",1461,536870918]],["^15",[1782,"^V",1775,536870918]],["^15",[1782,"^U",1461,536870918]],["^15",[1782,"^;","~u68a60d89-5a9c-4251-b78c-1f971fad1f28",536870918]],["^15",[1783,"^M",true,536870918]],["^15",[1783,"^Q","collapsed:: true\n#+BEGIN_QUERY\n{:title \"Main Tasks\"\n :query [:find (pull ?b [*])\n :where\n [?b :block/marker ?marker]\n [(missing? $ ?b :block/scheduled)]\n [(missing? $ ?b :block/deadline)]\n [(contains? #{\"LATER\" \"TODO\"} ?marker)]\n (not [?b :block/path-refs [:block/name \"test\"]])\n [?b :block/page ?page]\n [?page :block/original-name ?name]\n (not[(= ?name \"Journal reviews\")])]\n :breadcrumb-show? false\n :result-transform (fn [result]\n (sort-by (fn [h]\n (get h :block/created-at)) result))\n:collapsed? true\n }\n#+END_QUERY",536870918]],["^15",[1783,"^O","^1X",536870918]],["^15",[1783,"^F",1802,536870918]],["^15",[1783,"^X",1461,536870918]],["^15",[1783,"^V",1731,536870918]],["^15",[1783,"^U",1461,536870918]],["^15",[1783,"^U",1672,536870918]],["^15",[1783,"^?",["^ "],536870918]],["^15",[1783,"^J",[],536870918]],["^15",[1783,"^4",["^ "],536870918]],["^15",[1783,"^;","~u68a60d89-4e88-4d53-a8be-09fe59e8d9dc",536870918]],["^15",[1784,"^Q","DONE Completed this query",536870918]],["^15",[1784,"^O","^1X",536870918]],["^15",[1784,"^F",1758,536870918]],["^15",[1784,"^10","DONE",536870918]],["^15",[1784,"^X",1461,536870918]],["^15",[1784,"^V",1732,536870918]],["^15",[1784,"^U",7,536870918]],["^15",[1784,"^U",1461,536870918]],["^15",[1784,"^U",1672,536870918]],["^15",[1784,"^H",7,536870918]],["^15",[1784,"^;","~u68a60d89-5aaf-43e7-85fe-a256bb2abbf4",536870918]],["^15",[1785,"^Q","### Queries",536870918]],["^15",[1785,"^O","^1X",536870918]],["^15",[1785,"^F",1805,536870918]],["^15",[1785,"^X",1461,536870918]],["^15",[1785,"^V",1461,536870918]],["^15",[1785,"^U",1461,536870918]],["^15",[1785,"^?",["^ ","^2S",3],536870918]],["^15",[1785,"^J",[],536870918]],["^15",[1785,"^;","~u68a60d89-67e8-4c77-b789-ac6320ab8c46",536870918]],["^15",[1786,"^Q","[link: Domain modelling with datalog - talk by Norbert Wojtowicz](https://youtu.be/oo-7mN9WXTw)",536870918]],["^15",[1786,"^O","^1X",536870918]],["^15",[1786,"^F",1769,536870918]],["^15",[1786,"^X",1461,536870918]],["^15",[1786,"^V",1775,536870918]],["^15",[1786,"^U",1461,536870918]],["^15",[1786,"^;","~u68a60d89-1a2c-4059-a302-eb9f9a9398a4",536870918]],["^15",[1787,"^Q","#+BEGIN_QUERY\n{:title \"Siloed search\"\n :query [:find (pull ?b [*])\n :in $ ?keyword [?title ...]\n :where\n [?p :block/original-name ?title]\n [?b :block/page ?p]\n [?b :block/content ?c]\n [(clojure.string/includes? ?c ?keyword)]]\n :inputs [\"tasks\" [\"Advanced queries\" \"Advanced queries/Examples\"]]\n }\n#+END_QUERY",536870918]],["^15",[1787,"^O","^1X",536870918]],["^15",[1787,"^F",1797,536870918]],["^15",[1787,"^X",1461,536870918]],["^15",[1787,"^V",1797,536870918]],["^15",[1787,"^U",1461,536870918]],["^15",[1787,"^U",1672,536870918]],["^15",[1787,"^;","~u68a60d89-12fd-4195-958b-7054189e927c",536870918]],["^15",[1788,"^Q","Replace `(pull ?h [*])` with:",536870918]],["^15",[1788,"^O","^1X",536870918]],["^15",[1788,"^F",1742,536870918]],["^15",[1788,"^X",1461,536870918]],["^15",[1788,"^V",1742,536870918]],["^15",[1788,"^U",1461,536870918]],["^15",[1788,"^U",1672,536870918]],["^15",[1788,"^;","~u68a60d89-9d70-4f55-a022-46cfc94eaa0d",536870918]],["^15",[1789,"^Q","~`172800000` is 2 days in ms.",536870918]],["^15",[1789,"^O","^1X",536870918]],["^15",[1789,"^F",1795,536870918]],["^15",[1789,"^X",1461,536870918]],["^15",[1789,"^V",1753,536870918]],["^15",[1789,"^U",1461,536870918]],["^15",[1789,"^U",1672,536870918]],["^15",[1789,"^;","~u68a60d89-2668-4517-b974-cc985c62b76e",536870918]],["^15",[1790,"^M",true,536870918]],["^15",[1790,"^Q","query-table:: false\ncollapsed:: true\n#+BEGIN_QUERY\n{:title \"🟢 DOING\"\n :query [:find (pull ?b [*])\n :where\n [?b :block/marker ?marker]\n [(contains? #{\"NOW\" \"DOING\"} ?marker)]]\n:breadcrumb-show? false\n :result-transform (fn [result]\n \t\t(sort-by (fn [h]\n \t(get h :block/priority \"Z\"))\n result))\n :collapsed? true}\n#+END_QUERY",536870918]],["^15",[1790,"^O","^1X",536870918]],["^15",[1790,"^F",1764,536870918]],["^15",[1790,"^X",1461,536870918]],["^15",[1790,"^V",1764,536870918]],["^15",[1790,"^U",1461,536870918]],["^15",[1790,"^U",1672,536870918]],["^15",[1790,"^?",["^ ","^2V",false],536870918]],["^15",[1790,"^J",["^2V"],536870918]],["^15",[1790,"^4",["^ ","^2V","false"],536870918]],["^15",[1790,"^;","~u68a60d89-41b4-4eb4-9fca-c0b6012c31d3",536870918]],["^15",[1791,"^M",true,536870918]],["^15",[1791,"^Q","**Current NOW and DOING tasks for pages tagged with \"project\"**\nlink:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/879621160860532766)\ncollapsed:: true",536870918]],["^15",[1791,"^O","^1X",536870918]],["^15",[1791,"^F",1720,536870918]],["^15",[1791,"^X",1461,536870918]],["^15",[1791,"^V",1785,536870918]],["^15",[1791,"^U",1461,536870918]],["^15",[1791,"^U",1672,536870918]],["^15",[1791,"^?",["^ ","^3;","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/879621160860532766)"],536870918]],["^15",[1791,"^J",["^3;"],536870918]],["^15",[1791,"^4",["^ ","^3;","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/879621160860532766)"],536870918]],["^15",[1791,"^H",1672,536870918]],["^15",[1791,"^;","~u68a60d89-3f06-462f-9ed9-4c41070eb0cc",536870918]],["^15",[1792,"^M",true,536870918]],["^15",[1792,"^Q","**Simple query to finds all the tasks created today**\nlink:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/923276145321967676), [Discord](https://discord.com/channels/725182569297215569/743139225746145311/923282510283169812), [Discord](https://discord.com/channels/725182569297215569/743139225746145311/923486975552528424)\ncollapsed:: true",536870918]],["^15",[1792,"^O","^1X",536870918]],["^15",[1792,"^F",1739,536870918]],["^15",[1792,"^X",1461,536870918]],["^15",[1792,"^V",1785,536870918]],["^15",[1792,"^U",1461,536870918]],["^15",[1792,"^U",1672,536870918]],["^15",[1792,"^?",["^ ","^3;","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/923276145321967676), [Discord](https://discord.com/channels/725182569297215569/743139225746145311/923282510283169812), [Discord](https://discord.com/channels/725182569297215569/743139225746145311/923486975552528424)"],536870918]],["^15",[1792,"^J",["^3;"],536870918]],["^15",[1792,"^4",["^ ","^3;","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/923276145321967676), [Discord](https://discord.com/channels/725182569297215569/743139225746145311/923282510283169812), [Discord](https://discord.com/channels/725182569297215569/743139225746145311/923486975552528424)"],536870918]],["^15",[1792,"^H",1672,536870918]],["^15",[1792,"^;","~u68a60d89-787b-4ed3-8ed0-0b8a55655375",536870918]],["^15",[1793,"^M",true,536870918]],["^15",[1793,"^Q","**Search by block uuid**\nlink:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/868359519678398504)\ncollapsed:: true",536870918]],["^15",[1793,"^O","^1X",536870918]],["^15",[1793,"^F",1794,536870918]],["^15",[1793,"^X",1461,536870918]],["^15",[1793,"^V",1785,536870918]],["^15",[1793,"^U",1461,536870918]],["^15",[1793,"^U",1672,536870918]],["^15",[1793,"^?",["^ ","^3;","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/868359519678398504)"],536870918]],["^15",[1793,"^J",["^3;"],536870918]],["^15",[1793,"^4",["^ ","^3;","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/868359519678398504)"],536870918]],["^15",[1793,"^H",1672,536870918]],["^15",[1793,"^;","~u68a60d89-dbb7-4a53-adc0-dd17df1f2a0b",536870918]],["^15",[1794,"^M",true,536870918]],["^15",[1794,"^Q","**Query to show a random page**\nlink:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/867375290396311633)\ncollapsed:: true",536870918]],["^15",[1794,"^O","^1X",536870918]],["^15",[1794,"^F",1765,536870918]],["^15",[1794,"^X",1461,536870918]],["^15",[1794,"^V",1785,536870918]],["^15",[1794,"^U",1461,536870918]],["^15",[1794,"^U",1672,536870918]],["^15",[1794,"^?",["^ ","^3;","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/867375290396311633)"],536870918]],["^15",[1794,"^J",["^3;"],536870918]],["^15",[1794,"^4",["^ ","^3;","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/867375290396311633)"],536870918]],["^15",[1794,"^H",1672,536870918]],["^15",[1794,"^;","~u68a60d89-6d90-49c6-9c67-d4335dcc0113",536870918]],["^15",[1795,"^Q","query-properties:: [:page :created-at]\n#+BEGIN_QUERY\n{:title \"Pages in last 2 days\"\n:query [:find (pull ?p [*])\n :in $ ?today\n :where \n [?p :block/created-at ?d]\n [(- ?today 172800000) ?start]\n [(>= ?d ?start)]\n [(<= ?d ?today)]\n ]\n:inputs [:right-now-ms]}\n#+END_QUERY",536870918]],["^15",[1795,"^O","^1X",536870918]],["^15",[1795,"^F",1753,536870918]],["^15",[1795,"^X",1461,536870918]],["^15",[1795,"^V",1753,536870918]],["^15",[1795,"^U",1461,536870918]],["^15",[1795,"^U",1672,536870918]],["^15",[1795,"^?",["^ ","^34","[:page :created-at]"],536870918]],["^15",[1795,"^J",["^34"],536870918]],["^15",[1795,"^4",["^ ","^34","[:page :created-at]"],536870918]],["^15",[1795,"^;","~u68a60d89-d633-4a2f-b6a3-c008b74456b5",536870918]],["^15",[1796,"^Q","### Own Querys",536870918]],["^15",[1796,"^O","^1X",536870918]],["^15",[1796,"^F",1775,536870918]],["^15",[1796,"^X",1461,536870918]],["^15",[1796,"^V",1461,536870918]],["^15",[1796,"^U",1461,536870918]],["^15",[1796,"^?",["^ ","^2S",3],536870918]],["^15",[1796,"^J",[],536870918]],["^15",[1796,"^;","~u68a60d89-cde9-47c8-bf6b-5f7e2ac4a8db",536870918]],["^15",[1797,"^M",true,536870918]],["^15",[1797,"^Q","**Search for a keyword within a specific set of pages**\nlink:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/868531920923918356), [Discord](https://discord.com/channels/725182569297215569/743139225746145311/868600535694082049)\ncollapsed:: true",536870918]],["^15",[1797,"^O","^1X",536870918]],["^15",[1797,"^F",1754,536870918]],["^15",[1797,"^X",1461,536870918]],["^15",[1797,"^V",1785,536870918]],["^15",[1797,"^U",1461,536870918]],["^15",[1797,"^U",1672,536870918]],["^15",[1797,"^?",["^ ","^3;","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/868531920923918356), [Discord](https://discord.com/channels/725182569297215569/743139225746145311/868600535694082049)"],536870918]],["^15",[1797,"^J",["^3;"],536870918]],["^15",[1797,"^4",["^ ","^3;","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/868531920923918356), 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Als normal erscheint die Mitte\"},\n :properties {:color \"yellow\"}}\n {:id #uuid \"68dd14b4-446c-4571-85d9-5dd12a8058bd\",\n :page 1,\n :position {:bounding {:x1 114.04039859771729,\n :y1 889.1705169677734,\n :x2 840.2817916870117,\n :y2 931.59619140625,\n :width 952.44096,\n :height 1347.02368},\n :rects ({:x1 591.3571395874023,\n :y1 889.1705169677734,\n :x2 840.2817916870117,\n :y2 908.1582336425781,\n :width 952.44096,\n :height 1347.02368}\n {:x1 114.04039859771729,\n :y1 912.6084747314453,\n :x2 343.11370182037354,\n :y2 931.59619140625,\n :width 952.44096,\n :height 1347.02368}),\n :page 1},\n :content {:text \"offen für Interpretationen und kann folglich auch missbraucht werden\"},\n :properties {:color \"blue\"}}\n {:id #uuid \"68dd14c3-6fcc-49db-84f2-9eada152c2eb\",\n :page 1,\n :position {:bounding {:x1 133.25349044799805,\n :y1 1029.261978149414,\n :x2 812.0009880065918,\n :y2 1048.2496948242188,\n :width 952.44096,\n :height 1347.02368},\n :rects ({:x1 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:content {:text \"abgestufte Begrifflichkeit benötigt\"},\n :properties {:color \"red\"}}\n {:id #uuid \"68dd1561-e0f4-4442-b785-aeb30b990423\",\n :page 2,\n :position {:bounding {:x1 114.04039764404297,\n :y1 373.3984375,\n :x2 839.8706359863281,\n :y2 415.82411193847656,\n :width 952.44096,\n :height 1347.02368},\n :rects ({:x1 333.6583251953125,\n :y1 373.3984375,\n :x2 839.8706359863281,\n :y2 392.3861541748047,\n :width 952.44096,\n :height 1347.02368}\n {:x1 114.04039764404297,\n :y1 396.8363952636719,\n :x2 197.698486328125,\n :y2 415.82411193847656,\n :width 952.44096,\n :height 1347.02368}),\n :page 2},\n :content {:text \"Rechts- und Linksextremismus die entgegengesetzten Endpunkte eines Kontinuums\"},\n :properties {:color \"yellow\"}}\n {:id #uuid \"68dd1572-eef7-4a2c-84ab-d65b450c0924\",\n :page 2,\n :position {:bounding {:x1 114.04039907455444,\n :y1 396.8363952636719,\n :x2 839.4470367431641,\n :y2 439.67286682128906,\n :width 952.44096,\n :height 1347.02368},\n :rects 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\"68dd1585-ffd8-4eaa-8e81-676bd2310060\",\n :page 2,\n :position {:bounding {:x1 394.3881378173828,\n :y1 467.5610809326172,\n :x2 480.2025604248047,\n :y2 486.5487823486328,\n :width 952.44096,\n :height 1347.02368},\n :rects ({:x1 394.3881378173828,\n :y1 467.5610809326172,\n :x2 480.2025604248047,\n :y2 486.5487823486328,\n :width 952.44096,\n :height 1347.02368}),\n :page 2},\n :content {:text \"bagatellisiert\"},\n :properties {:color \"yellow\"}}\n {:id #uuid \"68dd1594-2fc4-45ed-aa26-fee6ccc1113b\",\n :page 2,\n :position {:bounding {:x1 114.04039907455444,\n :y1 491.39842224121094,\n :x2 839.8381500244141,\n :y2 533.6871490478516,\n :width 952.44096,\n :height 1347.02368},\n :rects ({:x1 531.7830963134766,\n :y1 491.39842224121094,\n :x2 839.8381500244141,\n :y2 510.38612365722656,\n :width 952.44096,\n :height 1347.02368}\n {:x1 114.04039907455444,\n :y1 514.6994476318359,\n :x2 517.2497329711914,\n :y2 533.6871490478516,\n :width 952.44096,\n :height 1347.02368}),\n :page 2},\n :content {:text \"in allen politischen Lagern demokratische und antidemokratische Tendenzen. Dies gelte auch für die Mitte\"},\n :properties {:color \"red\"}}\n {:id #uuid \"68dd15a9-85ca-423f-bde8-30ac8cb41a03\",\n :page 2,\n :position {:bounding {:x1 114.04039907455444,\n :y1 560.9021148681641,\n :x2 839.8591461181641,\n :y2 603.1908721923828,\n :width 952.44096,\n :height 1347.02368},\n :rects ({:x1 642.1309356689453,\n :y1 560.9021148681641,\n :x2 839.8591461181641,\n :y2 579.8898468017578,\n :width 952.44096,\n :height 1347.02368}\n {:x1 114.04039907455444,\n :y1 584.2031402587891,\n :x2 737.5447540283203,\n :y2 603.1908721923828,\n :width 952.44096,\n :height 1347.02368}),\n :page 2},\n :content {:text \"ob sich die politische Realität wie im Extremismuskonzept auf einer einzigen Achse (Rechts – Mitte – Links) abbilden lässt\"},\n :properties {:color \"red\"}}\n {:id #uuid \"68dd15b1-af99-48d9-bb8a-f07e165507bf\",\n :page 2,\n :position {:bounding {:x1 188.61963653564453,\n :y1 608.0518951416016,\n :x2 425.81592559814453,\n :y2 627.0396270751953,\n :width 952.44096,\n 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#uuid \"68dd15d1-029e-4880-aa96-3969d7c1433e\",\n :page 2,\n :position {:bounding {:x1 114.04039907455444,\n :y1 702.2031402587891,\n :x2 838.7356109619141,\n :y2 744.9026947021484,\n :width 952.44096,\n :height 1347.02368},\n :rects ({:x1 354.53965759277344,\n :y1 702.2031402587891,\n :x2 838.7356109619141,\n :y2 721.1908416748047,\n :width 952.44096,\n :height 1347.02368}\n {:x1 114.04039907455444,\n :y1 725.9149627685547,\n :x2 188.60363149642944,\n :y2 744.9026947021484,\n :width 952.44096,\n :height 1347.02368}),\n :page 2},\n :content {:text \"mindestens zwei Konfliktdimensionen (in Gestalt eines Achsenkreuzes) notwendig\"},\n :properties {:color \"yellow\"}}\n {:id #uuid \"68dd15f1-bc7f-4229-95b0-cdaf5cdb0f6b\",\n :page 2,\n :position {:bounding {:x1 114.04039907455444,\n :y1 749.3528900146484,\n :x2 840.1378936767578,\n :y2 792.1779632568359,\n :width 952.44096,\n :height 1347.02368},\n :rects ({:x1 357.37754821777344,\n :y1 749.3528900146484,\n :x2 840.1378936767578,\n :y2 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{:text \"sozialwissenschaftliche Analysen ist es ohne Nutzen\"},\n :properties {:color \"green\"}}\n {:id #uuid \"68dd160e-3e32-488b-8bc5-9e76e854435a\",\n :page 2,\n :position {:bounding {:x1 248.93753051757812,\n :y1 959.4843597412109,\n :x2 546.7084655761719,\n :y2 978.4720916748047,\n :width 952.44096,\n :height 1347.02368},\n :rects ({:x1 248.93753051757812,\n :y1 959.4843597412109,\n :x2 546.7084655761719,\n :y2 978.4720916748047,\n :width 952.44096,\n :height 1347.02368}),\n :page 2},\n :content {:text \"verhindert sogar differenzierte Einsichten\"},\n :properties {:color \"green\"}}\n {:id #uuid \"68dd1620-7763-44ca-b0a7-9e52d1637888\",\n :page 2,\n :position {:bounding {:x1 196.6255111694336,\n :y1 1030.0607147216797,\n :x2 602.9573364257812,\n :y2 1049.0484466552734,\n :width 952.44096,\n :height 1347.02368},\n :rects ({:x1 196.6255111694336,\n :y1 1030.0607147216797,\n :x2 602.9573364257812,\n :y2 1049.0484466552734,\n :width 952.44096,\n :height 1347.02368}),\n :page 2},\n :content {:text \"Eindimensionalität der komplexen Wirklichkeit nicht gerecht\"},\n :properties {:color \"green\"}}\n {:id #uuid \"68dd1628-3324-483c-bb9c-80d16a235a2e\",\n :page 2,\n :position {:bounding {:x1 114.04039907455444,\n :y1 982.9223480224609,\n :x2 838.8559112548828,\n :y2 1025.6104583740234,\n :width 952.44096,\n :height 1347.02368},\n :rects ({:x1 570.1743621826172,\n :y1 982.9223480224609,\n :x2 838.8559112548828,\n :y2 1001.9100799560547,\n :width 952.44096,\n :height 1347.02368}\n {:x1 114.04039907455444,\n :y1 1006.6227874755859,\n :x2 512.8696532249451,\n :y2 1025.6104583740234,\n :width 952.44096,\n :height 1347.02368}),\n :page 2},\n :content {:text \"zweifelhaften Annahmen, zwängt völlig unterschiedliche Untersuchungsobjekte in eine Schublade\"},\n :properties {:color \"green\"}}],\n :extra {:page 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Zu Recht gelten diese Arten von kapitalistisch abhängiger Arbeit als höchst prekär.\"},\n :properties {:color \"yellow\"}}\n {:id #uuid \"68c4424f-a4a3-4b15-b30b-71ccc6ff4141\",\n :page 4,\n :position {:bounding {:x1 610.4238128662109,\n :y1 1581.6629333496094,\n :x2 851.7593841552734,\n :y2 1599.9203491210938,\n :width 1350.9333333333334,\n :height 1908.5333333333333},\n :rects ({:x1 610.4238128662109,\n :y1 1581.6629333496094,\n :x2 851.7593841552734,\n :y2 1599.9203491210938,\n :width 1350.9333333333334,\n :height 1908.5333333333333}),\n :page 4},\n :content {:text \"auch von vielen Kindern geleistet\"},\n :properties {:color \"yellow\"}}\n {:id #uuid \"68c442b5-88d5-45a7-bc91-859463f58da7\",\n :page 4,\n :position {:bounding {:x1 113.20740127563477,\n :y1 1633.7764587402344,\n :x2 1147.673568725586,\n :y2 1678.1876220703125,\n :width 1350.9333333333334,\n :height 1908.5333333333333},\n :rects ({:x1 945.2908172607422,\n :y1 1633.7764587402344,\n :x2 1147.673568725586,\n :y2 1652.0338745117188,\n :width 1350.9333333333334,\n :height 1908.5333333333333}\n {:x1 113.20740127563477,\n :y1 1659.9302062988281,\n :x2 367.7349739074707,\n :y2 1678.1876220703125,\n :width 1350.9333333333334,\n :height 1908.5333333333333}),\n :page 4},\n :content {:text \"multinationale Konzerne mit Machtzentrum im Globalen Norden\"},\n :properties {:color \"yellow\"}}\n {:id #uuid \"68c442e8-1535-4c89-8b89-6db72a37831d\",\n :page 4,\n :position {:bounding {:x1 113.20740127563477,\n :y1 1685.8899536132812,\n :x2 1179.903549194336,\n :y2 1730.3011474609375,\n :width 1350.9333333333334,\n :height 1908.5333333333333},\n :rects ({:x1 892.7115325927734,\n :y1 1685.8899536132812,\n :x2 1179.903549194336,\n :y2 1704.1473999023438,\n :width 1350.9333333333334,\n :height 1908.5333333333333}\n {:x1 113.20740127563477,\n :y1 1712.0437316894531,\n :x2 921.8842811584473,\n :y2 1730.3011474609375,\n :width 1350.9333333333334,\n :height 1908.5333333333333}),\n :page 4},\n :content {:text \"Sub-Unternehmer oder Agenten, wobei gesetzliche Schutzbestimmungen, soweit sie überhaupt existieren, meist halbherzig sind und häufig umgangen\"},\n :properties {:color \"red\"}}\n {:id #uuid \"68c44310-f351-4150-a5a5-96a3f1b76905\",\n :page 4,\n :position {:bounding {:x1 317.8409729003906,\n :y1 1738.014892578125,\n :x2 734.5168762207031,\n :y2 1756.2723083496094,\n :width 1350.9333333333334,\n :height 1908.5333333333333},\n :rects ({:x1 317.8409729003906,\n :y1 1738.014892578125,\n :x2 734.5168762207031,\n :y2 1756.2723083496094,\n :width 1350.9333333333334,\n :height 1908.5333333333333}),\n :page 4},\n :content {:text \"es handelt sich um spät- oder postkoloniale Abhängigkeit\"},\n :properties {:color \"red\"}}\n {:id #uuid \"68c4438f-8802-4289-b0da-0a977eb45c21\",\n :page 5,\n :position {:bounding {:x1 113.20740222930908,\n :y1 112.30593872070312,\n :x2 1210.1452684402466,\n :y2 182.68829345703125,\n :width 1350.9333333333334,\n :height 1908.5333333333333},\n :rects ({:x1 796.2111663818359,\n :y1 112.30593872070312,\n :x2 1167.8623504638672,\n :y2 130.5633544921875,\n :width 1350.9333333333334,\n :height 1908.5333333333333}\n {:x1 113.20740222930908,\n :y1 138.45968627929688,\n :x2 1210.1452684402466,\n :y2 156.71710205078125,\n :width 1350.9333333333334,\n :height 1908.5333333333333}\n {:x1 113.20740222930908,\n :y1 164.43084716796875,\n :x2 1088.352910041809,\n :y2 182.68829345703125,\n :width 1350.9333333333334,\n :height 1908.5333333333333}),\n :page 5},\n :content {:text \"Gelänge es, in unseren Köpfen eine wirklich globale Perspektive zu verankern, wäre die \\\"Arbeiterfrage\\\", jetzt als weltweites Phänomen, jedoch sofort wieder da: moralisch herausfordernd, ein gravierendes Problem sozialer Gerechtigkeit. 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nonpermanent visa and stayed after it expired\"},\n :properties {:color \"yellow\"}}\n {:id #uuid \"68c3f4bd-183e-4a24-863a-000420aa5e38\",\n :page 5,\n :position {:bounding {:x1 332.47898292541504,\n :y1 526.6124267578125,\n :x2 843.8266086578369,\n :y2 549.2516174316406,\n :width 992.1333333333332,\n :height 1403.1499999999999},\n :rects ({:x1 332.47898292541504,\n :y1 526.6124267578125,\n :x2 843.8266086578369,\n :y2 549.2516174316406,\n :width 992.1333333333332,\n :height 1403.1499999999999}),\n :page 5},\n :content {:text \"About 1.6 million immigrants have pending applications\"},\n :properties {:color \"yellow\"}}\n {:id #uuid \"68c3f4d4-3562-4b1f-b8a7-52d14fbfe534\",\n :page 5,\n :position {:bounding {:x1 94.48214149475098,\n :y1 771.6155700683594,\n :x2 385.766077041626,\n :y2 794.2547912597656,\n :width 992.1333333333332,\n :height 1403.1499999999999},\n :rects ({:x1 94.48214149475098,\n :y1 771.6155700683594,\n :x2 385.766077041626,\n :y2 794.2547912597656,\n :width 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Unveränderte Beibehaltung der alten Produktionsweise war dagegen die erste Existenzbedingung aller früheren industriellen Klassen\"},\n :properties {:color \"yellow\"}}\n {:id #uuid \"68dbafe0-ba42-494f-bb95-2c94e6b5e450\",\n :page 16,\n :position {:bounding {:x1 123.2832145690918,\n :y1 244.50106763839722,\n :x2 827.9062957763672,\n :y2 285.62588453292847,\n :width 951.9999999999999,\n :height 1347.1999999999998},\n :rects ({:x1 300.1728973388672,\n :y1 244.50106763839722,\n :x2 827.9062957763672,\n :y2 264.2190852165222,\n :width 951.9999999999999,\n :height 1347.1999999999998}\n {:x1 123.2832145690918,\n :y1 265.9078974723816,\n :x2 215.63637924194336,\n :y2 285.62588453292847,\n :width 951.9999999999999,\n :height 1347.1999999999998}),\n :page 16},\n :content {:text \"aus den vielen nationalen und lokalen Literaturen bildet sich eine Weltliteratur\"},\n :properties {:color \"yellow\"}}\n {:id #uuid \"68dbb06b-ca77-48d7-b90c-e6187e775828\",\n :page 16,\n :position {:bounding {:x1 123.28321647644043,\n :y1 372.7251892089844,\n :x2 828.3727416992188,\n :y2 413.7359161376953,\n :width 951.9999999999999,\n :height 1347.1999999999998},\n :rects ({:x1 315.67047119140625,\n :y1 372.7251892089844,\n :x2 828.3727416992188,\n :y2 392.4432067871094,\n :width 951.9999999999999,\n :height 1347.1999999999998}\n {:x1 123.28321647644043,\n :y1 394.0179138183594,\n :x2 215.761137008667,\n :y2 413.7359161376953,\n :width 951.9999999999999,\n :height 1347.1999999999998}),\n :page 16},\n :content {:text \"zwingt alle Nationen, die Produktionsweise der Bourgeoisie sich anzueignen,\"},\n :properties {:color \"yellow\"}}\n {:id #uuid \"68dbb0a1-aec8-4810-b575-ec7a4be2eeed\",\n :page 16,\n :position {:bounding {:x1 123.28321647644043,\n :y1 500.8238067626953,\n :x2 828.1889190673828,\n :y2 541.9600677490234,\n :width 951.9999999999999,\n :height 1347.1999999999998},\n :rects ({:x1 633.0997467041016,\n :y1 500.8238067626953,\n :x2 828.1889190673828,\n :y2 520.5418243408203,\n :width 951.9999999999999,\n :height 1347.1999999999998}\n {:x1 123.28321647644043,\n :y1 522.2420501708984,\n :x2 189.8093318939209,\n :y2 541.9600677490234,\n :width 951.9999999999999,\n :height 1347.1999999999998}),\n :page 16},\n :content {:text \"Idiotismus des Landlebens entrissen\"},\n :properties {:color \"yellow\"}}\n {:id #uuid \"68dbb0ce-b769-41d4-838c-e6ad4395fc93\",\n :page 16,\n :position {:bounding {:x1 123.28321647644043,\n :y1 607.64111328125,\n :x2 828.5818023681641,\n :y2 648.77734375,\n :width 951.9999999999999,\n :height 1347.1999999999998},\n :rects ({:x1 549.0119781494141,\n :y1 607.64111328125,\n :x2 828.5818023681641,\n :y2 627.3591003417969,\n :width 951.9999999999999,\n :height 1347.1999999999998}\n {:x1 123.28321647644043,\n :y1 629.059326171875,\n :x2 594.3312511444092,\n :y2 648.77734375,\n :width 951.9999999999999,\n :height 1347.1999999999998}),\n :page 16},\n :content {:text \"agglomeriert, die Produktionsmittel zentralisiert und das Eigentum in wenigen Händen konzentriert\"},\n :properties {:color \"blue\"}}\n {:id #uuid \"68dbb1e3-2ac1-4586-b397-a0ea2f50887f\",\n :page 16,\n :position {:bounding {:x1 123.28321647644043,\n :y1 970.7926025390625,\n :x2 828.6403942108154,\n :y2 1054.6283569335938,\n :width 951.9999999999999,\n :height 1347.1999999999998},\n :rects ({:x1 366.6089630126953,\n :y1 970.7926025390625,\n :x2 827.9335479736328,\n :y2 990.5106201171875,\n :width 951.9999999999999,\n :height 1347.1999999999998}\n {:x1 123.28321647644043,\n :y1 992.2108459472656,\n :x2 828.6403942108154,\n :y2 1011.9288330078125,\n :width 951.9999999999999,\n :height 1347.1999999999998}\n {:x1 123.28321647644043,\n :y1 1013.6290588378906,\n :x2 828.5898571014404,\n :y2 1033.3470764160156,\n :width 951.9999999999999,\n :height 1347.1999999999998}\n {:x1 123.28321647644043,\n :y1 1034.9103698730469,\n :x2 818.1281261444092,\n :y2 1054.6283569335938,\n :width 951.9999999999999,\n :height 1347.1999999999998}),\n :page 16},\n :content {:text \"Sie hemmten die Produktion, statt sie zu fördern. Sie verwandelten sich in ebensoviele Fesseln. Sie mußten gesprengt werden, die wurden gesprengt. An ihre Stelle trat die freie Konkurrenz mit der ihr angemessenen gesellschaftlichen und politischen Konstitution, mit der ökonomischen und politischen Herrschaft der Bourgeoisklasse\"},\n :properties {:color \"blue\"}}\n {:id #uuid \"68dbb248-f244-4f51-ba62-0bd53cb0d081\",\n :page 17,\n :position {:bounding {:x1 123.28321647644043,\n :y1 116.39102172851562,\n :x2 828.4921875,\n :y2 157.40176391601562,\n :width 951.9999999999999,\n :height 1347.1999999999998},\n :rects ({:x1 257.61175537109375,\n :y1 116.39102172851562,\n :x2 828.4921875,\n :y2 136.10903930664062,\n :width 951.9999999999999,\n :height 1347.1999999999998}\n {:x1 123.28321647644043,\n :y1 137.68374633789062,\n :x2 758.4125518798828,\n :y2 157.40176391601562,\n :width 951.9999999999999,\n :height 1347.1999999999998}),\n :page 17},\n :content {:text \"Handelskrisen zu nennen, welche in ihrer periodischen Wiederkehr immer drohender die Existenz der ganzen bürgerlichen Gesellschaft in Frage stellen\"},\n :properties {:color \"yellow\"}}\n {:id #uuid \"68dbb353-d41c-424d-b968-3f9853346133\",\n :page 17,\n :position {:bounding {:x1 473.9866485595703,\n :y1 394.0178985595703,\n :x2 604.1266021728516,\n :y2 413.7359161376953,\n :width 951.9999999999999,\n :height 1347.1999999999998},\n :rects ({:x1 473.9866485595703,\n :y1 394.0178985595703,\n :x2 604.1266021728516,\n :y2 413.7359161376953,\n :width 951.9999999999999,\n :height 1347.1999999999998}),\n :page 17},\n :content {:text \"zu eng geworden\"},\n :properties {:color \"yellow\"}}\n {:id #uuid \"68dbb419-0221-4e87-b312-cb37dfd94faf\",\n :page 17,\n :position {:bounding {:x1 123.28321647644043,\n :y1 522.2420196533203,\n :x2 828.4075317382812,\n :y2 627.3591461181641,\n :width 951.9999999999999,\n :height 1347.1999999999998},\n :rects ({:x1 141.08419799804688,\n :y1 522.2420196533203,\n :x2 828.4075317382812,\n :y2 541.9600372314453,\n :width 951.9999999999999,\n :height 1347.1999999999998}\n {:x1 123.28321647644043,\n :y1 543.6602935791016,\n :x2 374.4634838104248,\n :y2 563.3783111572266,\n :width 951.9999999999999,\n :height 1347.1999999999998}\n {:x1 141.08419799804688,\n :y1 564.9416046142578,\n :x2 827.4276275634766,\n :y2 584.6595611572266,\n :width 951.9999999999999,\n :height 1347.1999999999998}\n {:x1 123.28321647644043,\n :y1 586.3598175048828,\n :x2 827.1323394775391,\n :y2 606.0778350830078,\n :width 951.9999999999999,\n :height 1347.1999999999998}\n {:x1 123.28321647644043,\n :y1 607.6411285400391,\n :x2 200.66725730895996,\n :y2 627.3591461181641,\n :width 951.9999999999999,\n :height 1347.1999999999998}),\n :page 17},\n :content {:text \"Die Waen, womit die Bourgeoisie den Feudalismus zu Boden geschlagen hat, richten sich jetzt gegen die Bourgeoisie selbst. Aber die Bourgeoisie hat nicht nur die Waen geschmiedet, die ihr den Tod bringen; sie hat auch die Männer gezeugt, die diese Waen führen werden – die modernen Arbeiter, die Proletarier\"},\n :properties {:color \"red\"}}\n {:id #uuid \"68dbb630-bdb1-41b0-9029-42edbf02778c\",\n :page 17,\n :position {:bounding {:x1 699.1019668579102,\n :y1 1034.9103393554688,\n :x2 828.6598281860352,\n :y2 1054.6283569335938,\n :width 951.9999999999999,\n :height 1347.1999999999998},\n :rects ({:x1 699.1019668579102,\n :y1 1034.9103393554688,\n :x2 828.6598281860352,\n :y2 1054.6283569335938,\n :width 951.9999999999999,\n :height 1347.1999999999998}),\n :page 17},\n :content {:text \"Industriesoldaten\"},\n :properties {:color \"yellow\"}}\n {:id #uuid \"68dbb67d-9811-4778-ac33-8b2eba743170\",\n :page 17,\n :position {:bounding {:x1 123.28321838378906,\n :y1 1120.3094482421875,\n :x2 827.9231338500977,\n :y2 1161.4456787109375,\n :width 951.9999999999999,\n :height 1347.1999999999998},\n :rects ({:x1 416.5749282836914,\n :y1 1120.3094482421875,\n :x2 827.9231338500977,\n :y2 1140.0274658203125,\n :width 951.9999999999999,\n :height 1347.1999999999998}\n {:x1 123.28321838378906,\n :y1 1141.7276611328125,\n :x2 494.8482360839844,\n :y2 1161.4456787109375,\n :width 951.9999999999999,\n :height 1347.1999999999998}),\n :page 17},\n :content {:text \"Despotie ist um so kleinlicher, gehässiger, erbitterter, je oener sie den Erwerb als ihren Zweck proklamiert\"},\n :properties {:color \"yellow\"}}\n {:id #uuid \"68dbb6c0-cbd0-42d2-9829-50ff98acdf74\",\n :page 17,\n :position {:bounding {:x1 0,\n :y1 1184.4271545410156,\n :x2 951.9988403320312,\n :y2 2703.9920654296875,\n :width 951.9999999999999,\n :height 1347.1999999999998},\n :rects ({:x1 381.57996368408203,\n :y1 1184.4271545410156,\n :x2 827.7209243774414,\n :y2 1204.1451721191406,\n :width 951.9999999999999,\n :height 1347.1999999999998}\n {:x1 0,\n :y1 1201.7831115722656,\n :x2 951.9988403320312,\n :y2 1346.998046875,\n :width 951.9999999999999,\n :height 1347.1999999999998}\n {:x1 0,\n :y1 1356.9940185546875,\n :x2 951.9988403320312,\n :y2 2703.9920654296875,\n :width 951.9999999999999,\n :height 1347.1999999999998}),\n :page 17},\n :content {:text \"desto mehr wird die Arbeit der Männer durch die der Weiber verdrängt. Geschlechts- und Altersunterschiede haben keine gesellschaftliche Geltung mehr für17 die Arbeiterklasse. Es gibt nur noch Arbeitsinstrumente\"},\n :properties {:color \"yellow\"}}\n {:id #uuid \"68dbb7eb-3548-4884-8649-c66be7dbf8c0\",\n :page 18,\n :position {:bounding {:x1 123.28321838378906,\n :y1 351.3069610595703,\n :x2 828.9753189086914,\n :y2 392.4431915283203,\n :width 951.9999999999999,\n :height 1347.1999999999998},\n :rects ({:x1 141.08420181274414,\n :y1 351.3069610595703,\n :x2 828.9753189086914,\n :y2 371.0249786376953,\n :width 951.9999999999999,\n :height 1347.1999999999998}\n {:x1 123.28321838378906,\n :y1 372.72520446777344,\n :x2 412.7527618408203,\n :y2 392.4431915283203,\n :width 951.9999999999999,\n :height 1347.1999999999998}),\n :page 18},\n :content {:text \"Das Proletariat macht verschiedene Entwicklungsstufen durch. Sein Kampf gegen die Bourgeoisie beginnt mit seiner Existenz\"},\n :properties {:color \"red\"}}\n {:id #uuid \"68dbb88e-102b-4773-8386-ab6a20822ad8\",\n :page 18,\n :position {:bounding {:x1 123.28321838378906,\n :y1 629.0593414306641,\n :x2 828.4053726196289,\n :y2 670.0586700439453,\n :width 951.9999999999999,\n :height 1347.1999999999998},\n :rects ({:x1 748.5319595336914,\n :y1 629.0593414306641,\n :x2 828.4053726196289,\n :y2 648.7773590087891,\n :width 951.9999999999999,\n :height 1347.1999999999998}\n {:x1 123.28321838378906,\n :y1 650.3406524658203,\n :x2 215.26189422607422,\n :y2 670.0586700439453,\n :width 951.9999999999999,\n :height 1347.1999999999998}),\n :page 18},\n :content {:text \"die Feinde ihrer Feinde\"},\n :properties {:color \"yellow\"}}\n {:id #uuid \"68dbb986-ea1e-48aa-b82d-0cb5be649136\",\n :page 18,\n :position {:bounding {:x1 236.28264617919922,\n :y1 757.1579742431641,\n :x2 747.0720138549805,\n :y2 776.8759918212891,\n :width 951.9999999999999,\n :height 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:properties {:color \"yellow\"}}\n {:id #uuid \"68dbba68-cb18-4299-b158-abc1ac2d00db\",\n :page 18,\n :position {:bounding {:x1 123.28321838378906,\n :y1 1077.6098937988281,\n :x2 827.8538970947266,\n :y2 1140.0274353027344,\n :width 951.9999999999999,\n :height 1347.1999999999998},\n :rects ({:x1 405.9463882446289,\n :y1 1077.6098937988281,\n :x2 827.8480606079102,\n :y2 1097.3279113769531,\n :width 951.9999999999999,\n :height 1347.1999999999998}\n {:x1 123.28321838378906,\n :y1 1099.0281066894531,\n :x2 827.8538970947266,\n :y2 1118.7461242675781,\n :width 951.9999999999999,\n :height 1347.1999999999998}\n {:x1 123.28321838378906,\n :y1 1120.3094177246094,\n :x2 224.03582000732422,\n :y2 1140.0274353027344,\n :width 951.9999999999999,\n :height 1347.1999999999998}),\n :page 18},\n :content {:text \" Es bedarf aber bloß der Verbindung, um die vielen Lokalkämpfe von überall gleichem Charakter zu einem nationalen, zu einem Klassenkampf zu zentralisieren\"},\n :properties {:color \"red\"}}\n {:id #uuid \"68dbba97-e8dc-41a6-b225-c0e591dbd344\",\n :page 18,\n :position {:bounding {:x1 123.28321838378906,\n :y1 1184.4271545410156,\n :x2 827.5295639038086,\n :y2 1225.5634460449219,\n :width 951.9999999999999,\n :height 1347.1999999999998},\n :rects ({:x1 190.1032943725586,\n :y1 1184.4271545410156,\n :x2 827.5295639038086,\n :y2 1204.1451721191406,\n :width 951.9999999999999,\n :height 1347.1999999999998}\n {:x1 123.28321838378906,\n :y1 1205.8454284667969,\n :x2 700.3830108642578,\n :y2 1225.5634460449219,\n :width 951.9999999999999,\n :height 1347.1999999999998}),\n :page 18},\n :content {:text \"Organisation der Proletarier zur Klasse, und damit zur politischen Partei, wird jeden Augenblick wieder gesprengt durch die Konkurrenz unter den Arbeitern selbst\"},\n :properties {:color \"yellow\"}}\n {:id #uuid \"68dbbba3-ba46-4516-8caf-c494c78a2465\",\n :page 19,\n :position {:bounding {:x1 123.28321838378906,\n :y1 116.39103698730469,\n :x2 827.6368789672852,\n :y2 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:properties {:color \"red\"}}\n {:id #uuid \"68e8c081-24d2-44fe-87b8-89faecc16e36\",\n :page 19,\n :position {:bounding {:x1 123.28321838378906,\n :y1 436.84295654296875,\n :x2 827.8666763305664,\n :y2 477.84226989746094,\n :width 951.9999999999999,\n :height 1347.1999999999998},\n :rects ({:x1 438.20352935791016,\n :y1 436.84295654296875,\n :x2 827.8666763305664,\n :y2 456.56097412109375,\n :width 951.9999999999999,\n :height 1347.1999999999998}\n {:x1 123.28321838378906,\n :y1 458.124267578125,\n :x2 535.8047027587891,\n :y2 477.84226989746094,\n :width 951.9999999999999,\n :height 1347.1999999999998}),\n :page 19},\n :content {:text \"daß ein kleiner Teil der herrschenden Klasse sich von ihr lossagt und sich der revolutionären Klasse anschließt\"},\n :properties {:color \"yellow\"}}\n {:id #uuid \"68e8c116-b17d-4477-90db-ad1e65135375\",\n :page 19,\n :position {:bounding {:x1 123.28321838378906,\n :y1 650.3406372070312,\n :x2 828.1572036743164,\n :y2 691.4768981933594,\n :width 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Sie sind also nicht revolutionär, sondern konservativ\"},\n :properties {:color \"yellow\"}}\n {:id #uuid \"68e8c1d8-7194-405d-8a65-b2a37a04ae86\",\n :page 19,\n :position {:bounding {:x1 123.28321838378906,\n :y1 863.9752502441406,\n :x2 828.4118423461914,\n :y2 905.1115112304688,\n :width 951.9999999999999,\n :height 1347.1999999999998},\n :rects ({:x1 407.9488296508789,\n :y1 863.9752502441406,\n :x2 828.4118423461914,\n :y2 883.6932678222656,\n :width 951.9999999999999,\n :height 1347.1999999999998}\n {:x1 123.28321838378906,\n :y1 885.3934936523438,\n :x2 721.0268096923828,\n :y2 905.1115112304688,\n :width 951.9999999999999,\n :height 1347.1999999999998}),\n :page 19},\n :content {:text \"Der Proletarier ist eigentumslos; sein Verhältnis zu Weib und Kindern hat nichts mehr gemein mit dem bürgerlichen Familienverhältnis\"},\n :properties {:color \"red\"}}\n {:id #uuid \"68e8c239-f125-4a46-b5fe-7f9c0843139d\",\n :page 19,\n :position {:bounding {:x1 123.28321838378906,\n :y1 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Der moderne Arbeiter dagegen, statt sich mit dem Fortschritt der Industrie zu heben, sinkt immer tiefer unter die Bedingungen seiner eigenen Klasse herab\"},\n :properties {:color \"yellow\"}}\n {:id #uuid \"68e8c482-e17d-4944-aa45-c8d7b5b23b62\",\n :page 20,\n :position {:bounding {:x1 123.28321838378906,\n :y1 500.8238067626953,\n :x2 828.2063980102539,\n :y2 563.3782806396484,\n :width 951.9999999999999,\n :height 1347.1999999999998},\n :rects ({:x1 416.9941177368164,\n :y1 500.8238067626953,\n :x2 828.2063980102539,\n :y2 520.5418243408203,\n :width 951.9999999999999,\n :height 1347.1999999999998}\n {:x1 123.28321838378906,\n :y1 522.2420349121094,\n :x2 828.0088653564453,\n :y2 541.9600524902344,\n :width 951.9999999999999,\n :height 1347.1999999999998}\n {:x1 123.28321838378906,\n :y1 543.6602783203125,\n :x2 790.5388946533203,\n :y2 563.3782806396484,\n :width 951.9999999999999,\n :height 1347.1999999999998}),\n :page 20},\n :content {:text \"unfähig zu herrschen, weil sie unfähig ist, ihrem Sklaven die Existenz selbst innerhalb seiner Sklaverei zu sichern, weil sie gezwungen ist, ihn in eine Lage herabsinken zu lassen, wo sie ihn ernähren muß, statt von ihm ernährt zu werden\"},\n :properties {:color \"red\"}}\n {:id #uuid \"68e8c4af-48f8-4a83-81be-1ea7147e8230\",\n :page 20,\n :position {:bounding {:x1 123.28321838378906,\n :y1 607.64111328125,\n :x2 828.5504913330078,\n :y2 670.0586547851562,\n :width 951.9999999999999,\n :height 1347.1999999999998},\n :rects ({:x1 262.14656829833984,\n :y1 607.64111328125,\n :x2 827.7640609741211,\n :y2 627.359130859375,\n :width 951.9999999999999,\n :height 1347.1999999999998}\n {:x1 123.28321838378906,\n :y1 629.0593566894531,\n :x2 828.5504913330078,\n :y2 648.7773742675781,\n :width 951.9999999999999,\n :height 1347.1999999999998}\n {:x1 123.28321838378906,\n :y1 650.3406372070312,\n :x2 182.26187896728516,\n :y2 670.0586547851562,\n :width 951.9999999999999,\n :height 1347.1999999999998}),\n :page 20},\n :content {:text \"Bedingung für die Existenz und für die Herrschaft der Bourgeoisklasse ist die Anhäufung des Reichtums in den Händen von Privaten, die Bildung und Vermehrung des Kapitals\"},\n :properties {:color \"red\"}}\n {:id #uuid \"68e8c548-2f6d-4b77-959b-324cd415da94\",\n :page 20,\n :position {:bounding {:x1 123.28321838378906,\n :y1 671.7588806152344,\n :x2 826.6740493774414,\n :y2 712.8951110839844,\n :width 951.9999999999999,\n :height 1347.1999999999998},\n :rects ({:x1 427.9312515258789,\n :y1 671.7588806152344,\n :x2 826.6740493774414,\n :y2 691.4768981933594,\n :width 951.9999999999999,\n :height 1347.1999999999998}\n {:x1 123.28321838378906,\n :y1 693.1771240234375,\n :x2 442.7458038330078,\n :y2 712.8951110839844,\n :width 951.9999999999999,\n :height 1347.1999999999998}),\n :page 20},\n :content {:text \"Der Fortschritt der Industrie, dessen willenloser und widerstandsloser Träger die Bourgeoisie ist\"},\n :properties {:color \"red\"}}\n {:id #uuid \"68e8c60e-4f1f-4555-a3ac-df1a4fc5db9f\",\n :page 20,\n :position {:bounding {:x1 123.28321838378906,\n :y1 982.6484680175781,\n :x2 646.1125030517578,\n :y2 1002.366455078125,\n :width 951.9999999999999,\n :height 1347.1999999999998},\n :rects ({:x1 123.28321838378906,\n :y1 982.6484680175781,\n :x2 646.1125030517578,\n :y2 1002.366455078125,\n :width 951.9999999999999,\n :height 1347.1999999999998}),\n :page 20},\n :content {:text \"keine von den Interessen des ganzen Proletariats getrennten Interessen\"},\n :properties {:color \"yellow\"}}\n {:id #uuid \"68e8c64c-c09b-4301-865c-ca5b592425a1\",\n :page 20,\n :position {:bounding {:x1 123.28321838378906,\n :y1 1068.1844787597656,\n :x2 828.0646896362305,\n :y2 1109.1837768554688,\n :width 951.9999999999999,\n :height 1347.1999999999998},\n :rects ({:x1 183.16710662841797,\n :y1 1068.1844787597656,\n :x2 828.0646896362305,\n :y2 1087.9024658203125,\n :width 951.9999999999999,\n :height 1347.1999999999998}\n {:x1 123.28321838378906,\n 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Proletariats zur Klasse, Sturz der Bourgeoisherrschaft, Eroberung der politischen Macht durch das Proletariat\"},\n :properties {:color \"red\"}}\n {:id #uuid \"68e8cbb7-ca18-4a7c-a526-47f74ac1705d\",\n :page 21,\n :position {:bounding {:x1 123.28321933746338,\n :y1 265.9078826904297,\n :x2 828.3061752319336,\n :y2 306.9186248779297,\n :width 951.9999999999999,\n :height 1347.1999999999998},\n :rects ({:x1 141.08420181274414,\n :y1 265.9078826904297,\n :x2 168.7670135498047,\n :y2 285.6259002685547,\n :width 951.9999999999999,\n :height 1347.1999999999998}\n {:x1 179.9268569946289,\n :y1 265.9078826904297,\n :x2 215.1294403076172,\n :y2 285.6259002685547,\n :width 951.9999999999999,\n :height 1347.1999999999998}\n {:x1 226.18659210205078,\n :y1 265.9078826904297,\n :x2 255.6837387084961,\n :y2 285.6259002685547,\n :width 951.9999999999999,\n :height 1347.1999999999998}\n {:x1 266.8435745239258,\n :y1 265.9078826904297,\n :x2 352.9729537963867,\n :y2 285.6259002685547,\n :width 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1347.1999999999998}),\n :page 21},\n :content {:text \"Sie sind nur allgemeine Ausdrücke tatsächlicher Verhältnisse eines existierenden Klassenkampfes\"},\n :properties {:color \"yellow\"}}\n {:id #uuid \"68e8cbf3-a6f6-437b-9c15-bd63f0dc3f8e\",\n :page 21,\n :position {:bounding {:x1 123.28321933746338,\n :y1 415.4247226715088,\n :x2 827.9362411499023,\n :y2 456.5609836578369,\n :width 951.9999999999999,\n :height 1347.1999999999998},\n :rects ({:x1 213.29331970214844,\n :y1 415.4247226715088,\n :x2 827.9362411499023,\n :y2 435.1427402496338,\n :width 951.9999999999999,\n :height 1347.1999999999998}\n {:x1 123.28321933746338,\n :y1 436.8429660797119,\n :x2 513.6577682495117,\n :y2 456.5609836578369,\n :width 951.9999999999999,\n :height 1347.1999999999998}),\n :page 21},\n :content {:text \"Kommunismus auszeichnet, ist nicht die Abschaung des Eigentums überhaupt, sondern die Abschaung des bürgerlichen Eigentums\"},\n :properties {:color \"yellow\"}}\n {:id #uuid \"68e8cc5a-cd20-43ad-84ee-89a642c4b6f7\",\n :page 21,\n :position {:bounding {:x1 123.2832202911377,\n :y1 479.54250621795654,\n :x2 826.300422668457,\n :y2 520.5418043136597,\n :width 951.9999999999999,\n :height 1347.1999999999998},\n :rects ({:x1 679.7060623168945,\n :y1 479.54250621795654,\n :x2 826.300422668457,\n :y2 499.26052379608154,\n :width 951.9999999999999,\n :height 1347.1999999999998}\n {:x1 123.2832202911377,\n :y1 500.8238172531128,\n :x2 292.30627632141113,\n :y2 520.5418043136597,\n :width 951.9999999999999,\n :height 1347.1999999999998}),\n :page 21},\n :content {:text \"der Ausbeutung der einen durch die andern\"},\n :properties {:color \"yellow\"}}\n {:id #uuid \"68e8cc9e-e263-4a46-8106-ab76086da365\",\n :page 21,\n :position {:bounding {:x1 141.08420181274414,\n :y1 629.0593414306641,\n :x2 538.1969947814941,\n :y2 648.7773590087891,\n :width 951.9999999999999,\n :height 1347.1999999999998},\n :rects ({:x1 141.08420181274414,\n :y1 629.0593414306641,\n :x2 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\"68e8ce41-2c40-4ac3-a3f3-efa301023e2a\",\n :page 21,\n :position {:bounding {:x1 123.28321838378906,\n :y1 906.8117370605469,\n :x2 616.9990386962891,\n :y2 926.5297546386719,\n :width 951.9999999999999,\n :height 1347.1999999999998},\n :rects ({:x1 123.28321838378906,\n :y1 906.8117370605469,\n :x2 616.9990386962891,\n :y2 926.5297546386719,\n :width 951.9999999999999,\n :height 1347.1999999999998}),\n :page 21},\n :content {:text \"Kapital ist also keine persönliche, es ist eine gesellschaftliche Macht\"},\n :properties {:color \"blue\"}}\n {:id #uuid \"68e8ce87-cab8-42f6-afb7-b927eb44f029\",\n :page 21,\n :position {:bounding {:x1 123.28321838378906,\n :y1 949.5112609863281,\n :x2 827.9683990478516,\n :y2 1011.9288024902344,\n :width 951.9999999999999,\n :height 1347.1999999999998},\n :rects ({:x1 461.3494567871094,\n :y1 949.5112609863281,\n :x2 827.9271850585938,\n :y2 969.2292785644531,\n :width 951.9999999999999,\n :height 1347.1999999999998}\n {:x1 123.28321838378906,\n :y1 970.7925720214844,\n :x2 827.9683990478516,\n :y2 990.5105895996094,\n :width 951.9999999999999,\n :height 1347.1999999999998}\n {:x1 123.28321838378906,\n :y1 992.2108459472656,\n :x2 300.400146484375,\n :y2 1011.9288024902344,\n :width 951.9999999999999,\n :height 1347.1999999999998}),\n :page 21},\n :content {:text \"verwandelt sich nicht persönliches Eigentum in gesellschaftliches. Nur der gesellschaftliche Charakter des Eigentums verwandelt sich. Er verliert seinen Klassencharakter\"},\n :properties {:color \"blue\"}}\n {:id #uuid \"68e8cea7-ef19-4c5d-bf2b-57ae194acce9\",\n :page 21,\n :position {:bounding {:x1 123.28321838378906,\n :y1 1034.9103698730469,\n :x2 826.6511459350586,\n :y2 1076.0466003417969,\n :width 951.9999999999999,\n :height 1347.1999999999998},\n :rects ({:x1 173.39473724365234,\n :y1 1034.9103698730469,\n :x2 826.6511459350586,\n :y2 1054.6283721923828,\n :width 951.9999999999999,\n :height 1347.1999999999998}\n {:x1 123.28321838378906,\n :y1 1056.328598022461,\n :x2 783.3029937744141,\n :y2 1076.0466003417969,\n :width 951.9999999999999,\n :height 1347.1999999999998}),\n :page 21},\n :content {:text \"Durchschnittspreis der Lohnarbeit ist das Minimum des Arbeitslohnes, d.h. die Summe der Lebensmittel, die notwendig sind, um den Arbeiter als Arbeiter am Leben zu erhalten\"},\n :properties {:color \"blue\"}}\n {:id #uuid \"68e8cf7f-e217-4ab2-bcb3-d425a1dbb316\",\n :page 21,\n :position {:bounding {:x1 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1347.1999999999998}),\n :page 22},\n :content {:text \"Kapital selbständig und persönlich, während das tätige Individuum unselbständig und unpersönlich \"},\n :properties {:color \"yellow\"}}\n {:id #uuid \"68ea1447-4ffc-4083-b978-fdd22f26da81\",\n :page 22,\n :position {:bounding {:x1 123.2832145690918,\n :y1 265.9078826904297,\n :x2 828.9457321166992,\n :y2 306.9186096191406,\n :width 951.9999999999999,\n :height 1347.1999999999998},\n :rects ({:x1 661.5347213745117,\n :y1 265.9078826904297,\n :x2 828.9457321166992,\n :y2 285.6259002685547,\n :width 951.9999999999999,\n :height 1347.1999999999998}\n {:x1 123.2832145690918,\n :y1 287.2006072998047,\n :x2 458.0175590515137,\n :y2 306.9186096191406,\n :width 951.9999999999999,\n :height 1347.1999999999998}),\n :page 22},\n :content {:text \"ebung der BourgeoisPersönlichkeit, –Selbständigkeit und –Freiheit\"},\n :properties {:color \"yellow\"}}\n {:id #uuid \"68ea1462-8baa-4946-82ca-2431218d1dde\",\n :page 22,\n :position {:bounding {:x1 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:content {:text \"bestehenden Gesellschaft ist das Privateigentum für neun Zehntel ihrer Mitglieder aufgehoben, es existiert gerade dadurch, daß es für neun Zehntel nicht existiert\"},\n :properties {:color \"blue\"}}\n {:id #uuid \"68ea1550-501a-4f99-bee6-ae97c2838942\",\n :page 22,\n :position {:bounding {:x1 123.2832145690918,\n :y1 735.8766479492188,\n :x2 827.7161560058594,\n :y2 776.8759765625,\n :width 951.9999999999999,\n :height 1347.1999999999998},\n :rects ({:x1 141.08419799804688,\n :y1 735.8766479492188,\n :x2 827.7161560058594,\n :y2 755.5946655273438,\n :width 951.9999999999999,\n :height 1347.1999999999998}\n {:x1 123.2832145690918,\n :y1 757.157958984375,\n :x2 703.5993156433105,\n :y2 776.8759765625,\n :width 951.9999999999999,\n :height 1347.1999999999998}),\n :page 22},\n :content {:text \"Der Kommunismus nimmt keinem die Macht, sich gesellschaftliche Produkte anzueignen, er nimmt nur die Macht, sich durch diese Aneignung fremde Arbeit zu unterjochen\"},\n :properties {:color \"red\"}}\n {:id #uuid \"68ea1654-15d7-4967-a856-87e3a1896d3b\",\n :page 22,\n :position {:bounding {:x1 123.2832145690918,\n :y1 970.7925720214844,\n :x2 829.054557800293,\n :y2 1011.9288024902344,\n :width 951.9999999999999,\n :height 1347.1999999999998},\n :rects ({:x1 298.2425003051758,\n :y1 970.7925720214844,\n :x2 829.054557800293,\n :y2 990.5105590820312,\n :width 951.9999999999999,\n :height 1347.1999999999998}\n {:x1 123.2832145690918,\n :y1 992.2107849121094,\n :x2 609.417350769043,\n :y2 1011.9288024902344,\n :width 951.9999999999999,\n :height 1347.1999999999998}),\n :page 22},\n :content {:text \"Auören der Produktion selbst ist, so ist für ihn das Auören der Klassenbildung identisch mit dem Auören der Bildung überhaupt\"},\n :properties {:color \"yellow\"}}\n {:id #uuid \"68ea16c7-0606-4a0f-a58e-7a2a3c4c27c1\",\n :page 23,\n :position {:bounding {:x1 123.28321838378906,\n :y1 244.50106048583984,\n :x2 828.9576797485352,\n :y2 285.62589263916016,\n 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500.82381439208984,\n :x2 499.5340042114258,\n :y2 520.5418014526367,\n :width 951.9999999999999,\n :height 1347.1999999999998}),\n :page 23},\n :content {:text \"sie entreißen die Erziehung dem Einuß der herrschenden Klasse\"},\n :properties {:color \"yellow\"}}\n {:id #uuid \"68ea1775-4bb6-4ae3-9ac2-fb613ea60155\",\n :page 23,\n :position {:bounding {:x1 123.28321838378906,\n :y1 564.9415893554688,\n :x2 827.6218032836914,\n :y2 606.0778198242188,\n :width 951.9999999999999,\n :height 1347.1999999999998},\n :rects ({:x1 501.35730743408203,\n :y1 564.9415893554688,\n :x2 827.6218032836914,\n :y2 584.6595764160156,\n :width 951.9999999999999,\n :height 1347.1999999999998}\n {:x1 123.28321838378906,\n :y1 586.3598022460938,\n :x2 351.0759735107422,\n :y2 606.0778198242188,\n :width 951.9999999999999,\n :height 1347.1999999999998}),\n :page 23},\n :content {:text \"die Kinder in einfache Handelsartikel und Arbeitsinstrumente verwandelt\"},\n :properties {:color \"yellow\"}}\n {:id #uuid \"68ea17b8-cec1-4674-ae01-89e0800d745c\",\n :page 23,\n :position {:bounding {:x1 175.49163055419922,\n :y1 650.3406372070312,\n :x2 692.9513473510742,\n :y2 670.0586547851562,\n :width 951.9999999999999,\n :height 1347.1999999999998},\n :rects ({:x1 175.49163055419922,\n :y1 650.3406372070312,\n :x2 692.9513473510742,\n :y2 670.0586547851562,\n :width 951.9999999999999,\n :height 1347.1999999999998}),\n :page 23},\n :content {:text \"Bourgeois sieht in seiner Frau ein bloßes Produktionsinstrument\"},\n :properties {:color \"red\"}}\n {:id #uuid \"68ea18be-3444-4bd5-84c7-fa013106bad2\",\n :page 23,\n :position {:bounding {:x1 123.2832145690918,\n :y1 906.8117370605469,\n :x2 829.1232223510742,\n :y2 969.2292785644531,\n :width 951.9999999999999,\n :height 1347.1999999999998},\n :rects ({:x1 170.35325622558594,\n :y1 906.8117370605469,\n :x2 828.2555389404297,\n :y2 926.5297546386719,\n :width 951.9999999999999,\n :height 1347.1999999999998}\n {:x1 123.2832145690918,\n :y1 928.0930480957031,\n :x2 829.1232223510742,\n :y2 947.8110656738281,\n :width 951.9999999999999,\n :height 1347.1999999999998}\n {:x1 123.2832145690918,\n :y1 949.5112609863281,\n :x2 452.34072494506836,\n :y2 969.2292785644531,\n :width 951.9999999999999,\n :height 1347.1999999999998}),\n :page 23},\n :content {:text \"bürgerliche Ehe ist in Wirklichkeit die Gemeinschaft der Ehefrauen. Man könnte höchstens den Kommunisten vorwerfen, daß sie an Stelle einer heuchlerisch versteckten eine ozielle, oenherzige Weibergemeinschaft einführen\"},\n :properties {:color \"yellow\"}}\n {:id #uuid \"68ea192c-91ae-4cf3-b9aa-48dbd676e34d\",\n :page 23,\n :position {:bounding {:x1 214.51624298095703,\n :y1 1034.9103088378906,\n :x2 473.9289016723633,\n :y2 1054.6283264160156,\n :width 951.9999999999999,\n :height 1347.1999999999998},\n :rects ({:x1 214.51624298095703,\n :y1 1034.9103088378906,\n :x2 473.9289016723633,\n :y2 1054.6283264160156,\n :width 951.9999999999999,\n :height 1347.1999999999998}),\n :page 23},\n :content {:text \"Die Arbeiter haben kein Vaterland\"},\n :properties {:color \"red\"}}\n {:id #uuid \"68ea197c-906f-4afc-93c6-1b904da25f77\",\n :page 23,\n :position {:bounding {:x1 123.2832145690918,\n :y1 1141.7276916503906,\n :x2 828.0138473510742,\n :y2 1204.1452331542969,\n :width 951.9999999999999,\n :height 1347.1999999999998},\n :rects ({:x1 538.0262680053711,\n :y1 1141.7276916503906,\n :x2 828.0138473510742,\n :y2 1161.4456787109375,\n :width 951.9999999999999,\n :height 1347.1999999999998}\n {:x1 123.2832145690918,\n :y1 1163.1459045410156,\n :x2 809.6673698425293,\n :y2 1182.8639221191406,\n :width 951.9999999999999,\n :height 1347.1999999999998}\n {:x1 141.08419799804688,\n :y1 1184.4272155761719,\n :x2 688.0473327636719,\n :y2 1204.1452331542969,\n :width 951.9999999999999,\n :height 1347.1999999999998}),\n :page 23},\n :content {:text \"Handelsfreiheit, dem Weltmarkt, der Gleichförmigkeit der industriellen Produktion und der ihr entsprechenden Lebensverhältnisse. Die Herrschaft des Proletariats wird sie noch mehr verschwinden machen\"},\n :properties {:color \"yellow\"}}\n {:id #uuid \"68ea19a9-14be-4eb5-85cd-8fc9d18d41fb\",\n :page 24,\n :position {:bounding {:x1 123.2832145690918,\n :y1 116.39103889465332,\n :x2 827.6474533081055,\n :y2 157.40176582336426,\n :width 951.9999999999999,\n :height 1347.1999999999998},\n :rects ({:x1 304.82555389404297,\n :y1 116.39103889465332,\n :x2 827.6474533081055,\n :y2 136.10905647277832,\n :width 951.9999999999999,\n :height 1347.1999999999998}\n {:x1 123.2832145690918,\n :y1 137.6837558746338,\n :x2 588.7158317565918,\n :y2 157.40176582336426,\n :width 951.9999999999999,\n :height 1347.1999999999998}),\n :page 24},\n :content {:text \"Exploitation des einen Individuums durch das andere aufgehoben wird, wird die Exploitation einer Nation durch die andere aufgehoben.\"},\n :properties {:color \"red\"}}\n {:id #uuid \"68ea1a38-daca-4b38-8aca-e3c46658bb8d\",\n :page 24,\n :position {:bounding {:x1 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politische Herrschaft dazu benutzen, der Bourgeoisie nach und nach alles Kapital zu entreißen, alle Produktionsinstrumente in den Händen des Staats\"},\n :properties {:color \"red\"}}\n {:id #uuid \"68ea1baf-a277-4b45-ae2d-a8fa76e453fd\",\n :page 25,\n :position {:bounding {:x1 123.2832202911377,\n :y1 116.39102172851562,\n :x2 827.9646911621094,\n :y2 157.40176391601562,\n :width 951.9999999999999,\n :height 1347.1999999999998},\n :rects ({:x1 173.57211303710938,\n :y1 116.39102172851562,\n :x2 827.9646911621094,\n :y2 136.10903930664062,\n :width 951.9999999999999,\n :height 1347.1999999999998}\n {:x1 123.2832202911377,\n :y1 137.68374633789062,\n :x2 339.9115619659424,\n :y2 157.40176391601562,\n :width 951.9999999999999,\n :height 1347.1999999999998}),\n :page 25},\n :content {:text \"die fortgeschrittensten Länder werden jedoch die folgenden ziemlich allgemein in Anwendung kommen können\"},\n :properties {:color \"blue\"}}\n {:id #uuid \"68ea1bec-ce1b-44ce-b446-b40a16a025ab\",\n 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1403.3333333333333}),\n :page 13},\n :content {:text \"Bourgeois und Proletarier\"},\n :properties {:color \"purple\"}}\n {:id #uuid \"68ea6d9a-8b1e-48f4-b5ae-08d126679687\",\n :page 20,\n :position {:bounding {:x1 343.125,\n :y1 926.640625,\n :x2 649.3641357421875,\n :y2 953.640625,\n :width 991.6666666666666,\n :height 1403.3333333333333},\n :rects ({:x1 343.125,\n :y1 926.640625,\n :x2 649.3641357421875,\n :y2 953.640625,\n :width 991.6666666666666,\n :height 1403.3333333333333}),\n :page 20},\n :content {:text \"Proletarier und Kommunisten\"},\n :properties {:color \"purple\"}}\n {:id #uuid \"68ea6de7-7121-43da-8865-c6b16c67cfc7\",\n :page 25,\n :position {:bounding {:x1 268.234375,\n :y1 852.421875,\n :x2 724.33154296875,\n :y2 879.421875,\n :width 991.6666666666666,\n :height 1403.3333333333333},\n :rects ({:x1 268.234375,\n :y1 852.421875,\n :x2 724.33154296875,\n :y2 879.421875,\n :width 991.6666666666666,\n :height 1403.3333333333333}),\n :page 25},\n :content {:text \"Sozialistische und kommunistische Literatur\"},\n :properties {:color \"purple\"}}\n {:id #uuid \"68ea6f19-2239-4194-a65d-38ad1aa5bb59\",\n :page 26,\n :position {:bounding {:x1 128.453125,\n :y1 542.921875,\n :x2 863.0524597167969,\n :y2 586.21875,\n :width 991.6666666666666,\n :height 1403.3333333333333},\n :rects ({:x1 177.19015502929688,\n :y1 542.921875,\n :x2 863.0524597167969,\n :y2 563.921875,\n :width 991.6666666666666,\n :height 1403.3333333333333}\n {:x1 128.453125,\n :y1 565.21875,\n :x2 383.2954406738281,\n :y2 586.21875,\n :width 991.6666666666666,\n :height 1403.3333333333333}),\n :page 26},\n :content {:text \"werfen der Bourgeoisie mehr noch vor, daß sie ein revolutionäres Proletariat, als daß sieüberhaupt ein Proletariat erzeugt\"},\n :properties {:color \"yellow\"}}\n {:id #uuid \"68ea6f24-99eb-47ac-80e9-57c72b1c2266\",\n :page 26,\n :position {:bounding {:x1 128.453125,\n :y1 587.390625,\n :x2 863.2677001953125,\n :y2 630.703125,\n :width 991.6666666666666,\n 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und das Junkertum einen großen Teil ihrer Güter auf eigene Rechnung durch ihre Verwalter bewirtschaften\"},\n :properties {:color \"yellow\"}}\n {:id #uuid \"68ea6f7c-eace-4e46-ac96-a247dcb93921\",\n :page 26,\n :position {:bounding {:x1 128.453125,\n :y1 965.640625,\n :x2 863.62548828125,\n :y2 1008.953125,\n :width 991.6666666666666,\n :height 1403.3333333333333},\n :rects ({:x1 591.6278686523438,\n :y1 965.640625,\n :x2 863.62548828125,\n :y2 986.640625,\n :width 991.6666666666666,\n :height 1403.3333333333333}\n {:x1 128.453125,\n :y1 987.953125,\n :x2 643.8358154296875,\n :y2 1008.953125,\n :width 991.6666666666666,\n :height 1403.3333333333333}),\n :page 26},\n :content {:text \"christliche Sozialismus ist nur das Weihwasser, womit der Pfae den Ärger des Aristokraten einsegnet\"},\n :properties {:color \"yellow\"}}\n {:id #uuid \"68ea6fa1-d6c2-46a7-b53c-026fd19359ea\",\n :page 26,\n :position {:bounding {:x1 128.453125,\n :y1 1125.15625,\n :x2 862.7095947265625,\n :y2 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Proletariat und der Bourgeoisie schwebt\"},\n :properties {:color \"yellow\"}}\n {:id #uuid \"68ea6fd5-08e8-4f1a-87bb-1f6a46431544\",\n :page 26,\n :position {:bounding {:x1 128.453125,\n :y1 1236.421875,\n :x2 862.7282104492188,\n :y2 1279.59375,\n :width 991.6666666666666,\n :height 1403.3333333333333},\n :rects ({:x1 784.555419921875,\n :y1 1236.421875,\n :x2 862.7282104492188,\n :y2 1257.421875,\n :width 991.6666666666666,\n :height 1403.3333333333333}\n {:x1 128.453125,\n :y1 1258.59375,\n :x2 670.031005859375,\n :y2 1279.59375,\n :width 991.6666666666666,\n :height 1403.3333333333333}),\n :page 26},\n :content {:text \"Mitglieder aber beständig durch die Konkurrenz ins Proletariat hinabgeschleudert\"},\n :properties {:color \"yellow\"}}\n {:id #uuid \"68ea7012-6334-457b-8728-98e43b7ac7fd\",\n :page 27,\n :position {:bounding {:x1 310.991943359375,\n :y1 253.625,\n :x2 858.4454956054688,\n :y2 274.625,\n :width 991.6666666666666,\n :height 1403.3333333333333},\n :rects ({:x1 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991.6666666666666,\n :height 1403.3333333333333}),\n :page 27},\n :content {:text \"die alten Eigentumsverhältnisse und die alte Gesellschaft, oder er will die modernen Produktions- und Verkehrsmittel in den Rahmen der alten Eigentumsverhältnisse\"},\n :properties {:color \"yellow\"}}\n {:id #uuid \"68ea707c-5ee3-427e-a8f7-235c35c4cb95\",\n :page 27,\n :position {:bounding {:x1 128.453125,\n :y1 609.703125,\n :x2 862.61328125,\n :y2 652.875,\n :width 991.6666666666666,\n :height 1403.3333333333333},\n :rects ({:x1 388.382080078125,\n :y1 609.703125,\n :x2 862.61328125,\n :y2 630.703125,\n :width 991.6666666666666,\n :height 1403.3333333333333}\n {:x1 128.453125,\n :y1 631.875,\n :x2 465.4366455078125,\n :y2 652.875,\n :width 991.6666666666666,\n :height 1403.3333333333333}),\n :page 27},\n :content {:text \"Zunftwesen in der Manufaktur und patriarchalische Wirtschaft auf dem Lande, das sind seine letzten Worte\"},\n :properties {:color \"red\"}}\n {:id #uuid \"68ea708c-63fe-4c6c-84a8-f213b82acdc1\",\n :page 25,\n :position {:bounding {:x1 430.07611083984375,\n :y1 954.296875,\n :x2 587.5236206054688,\n :y2 971.296875,\n :width 991.6666666666666,\n :height 1403.3333333333333},\n :rects ({:x1 430.07611083984375,\n :y1 954.296875,\n :x2 587.5236206054688,\n :y2 971.296875,\n :width 991.6666666666666,\n :height 1403.3333333333333}),\n :page 25},\n :content {:text \"Der feudale Sozialismus\"},\n :properties {:color \"purple\"}}\n {:id #uuid \"68ea70e8-badb-44da-8d0e-bb504cea692f\",\n :page 26,\n :position {:bounding {:x1 411.509521484375,\n :y1 1037.21875,\n :x2 606.6913452148438,\n :y2 1054.21875,\n :width 991.6666666666666,\n :height 1403.3333333333333},\n :rects ({:x1 411.509521484375,\n :y1 1037.21875,\n :x2 606.6913452148438,\n :y2 1054.21875,\n :width 991.6666666666666,\n :height 1403.3333333333333}),\n :page 26},\n :content {:text \"Kleinbürgerlicher Sozialismus\"},\n :properties {:color \"purple\"}}\n {:id #uuid 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erwünschte Vogelscheuche gegen die drohend aufstrebende Bourgeoisie\"},\n :properties {:color \"yellow\"}}\n {:id #uuid \"68ea7361-009f-41fa-b9c7-cd419ef4ad03\",\n :page 28,\n :position {:bounding {:x1 207.16046142578125,\n :y1 787.59375,\n :x2 659.318603515625,\n :y2 808.59375,\n :width 991.6666666666666,\n :height 1403.3333333333333},\n :rects ({:x1 207.16046142578125,\n :y1 787.59375,\n :x2 659.318603515625,\n :y2 808.59375,\n :width 991.6666666666666,\n :height 1403.3333333333333}),\n :page 28},\n :content {:text \"Regierungen die deutschen Arbeiteraufstände bearbeiteten\"},\n :properties {:color \"yellow\"}}\n {:id #uuid \"68ea7378-7dfa-4c0b-a206-6e73baed652c\",\n :page 28,\n :position {:bounding {:x1 128.453125,\n :y1 832.21875,\n :x2 863.4336547851562,\n :y2 875.390625,\n :width 991.6666666666666,\n :height 1403.3333333333333},\n :rects ({:x1 757.155029296875,\n :y1 832.21875,\n :x2 863.4336547851562,\n :y2 853.21875,\n :width 991.6666666666666,\n :height 1403.3333333333333}\n 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:page 29},\n :content {:text \"Revolutionssturm von 1848 hat diese gesamte schäbige Richtung weggefegt\"},\n :properties {:color \"red\"}}\n {:id #uuid \"68ea7588-5ab5-4581-a6a5-75d18d5250dc\",\n :page 29,\n :position {:bounding {:x1 330.656494140625,\n :y1 300.625,\n :x2 681.492919921875,\n :y2 321.625,\n :width 991.6666666666666,\n :height 1403.3333333333333},\n :rects ({:x1 330.656494140625,\n :y1 300.625,\n :x2 681.492919921875,\n :y2 321.625,\n :width 991.6666666666666,\n :height 1403.3333333333333}),\n :page 29},\n :content {:text \"Der konservative oder Bourgeoissozialismus\"},\n :properties {:color \"purple\"}}\n {:id #uuid \"68ea759d-2e27-44d0-8238-fa6e97c66870\",\n :page 29,\n :position {:bounding {:x1 238.90463256835938,\n :y1 347.625,\n :x2 694.2312622070312,\n :y2 368.625,\n :width 991.6666666666666,\n :height 1403.3333333333333},\n :rects ({:x1 238.90463256835938,\n :y1 347.625,\n :x2 694.2312622070312,\n :y2 368.625,\n :width 991.6666666666666,\n :height 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das Produkt der bürgerliche Epoche sind\"},\n :properties {:color \"red\"}}\n {:id #uuid \"68ea77e7-711c-43eb-847f-f503451766e4\",\n :page 30,\n :position {:bounding {:x1 128.453125,\n :y1 298.09375,\n :x2 862.7756958007812,\n :y2 363.703125,\n :width 991.6666666666666,\n :height 1403.3333333333333},\n :rects ({:x1 689.4911499023438,\n :y1 298.09375,\n :x2 862.4821166992188,\n :y2 319.09375,\n :width 991.6666666666666,\n :height 1403.3333333333333}\n {:x1 128.453125,\n :y1 320.40625,\n :x2 862.7756958007812,\n :y2 341.40625,\n :width 991.6666666666666,\n :height 1403.3333333333333}\n {:x1 128.453125,\n :y1 342.703125,\n :x2 215.03684997558594,\n :y2 363.703125,\n :width 991.6666666666666,\n :height 1403.3333333333333}),\n :page 30},\n :content {:text \"erblicken auf der Seite des Proletariats keine geschichtliche Selbsttätigkeit, keine ihm eigentümliche politische Bewegung.\"},\n :properties {:color \"yellow\"}}\n {:id #uuid \"68ea7811-5a60-433d-802b-ead9d5ccbf4c\",\n :page 30,\n 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Arbeiter\"},\n :properties {:color \"yellow\"}}\n {:id #uuid \"68ea78e7-5688-4593-aae9-8a271ab79196\",\n :page 30,\n :position {:bounding {:x1 128.453125,\n :y1 1054.734375,\n :x2 862.8074951171875,\n :y2 1097.90625,\n :width 991.6666666666666,\n :height 1403.3333333333333},\n :rects ({:x1 128.453125,\n :y1 1054.734375,\n :x2 862.8074951171875,\n :y2 1075.734375,\n :width 991.6666666666666,\n :height 1403.3333333333333}\n {:x1 128.453125,\n :y1 1076.90625,\n :x2 187.73358154296875,\n :y2 1097.90625,\n :width 991.6666666666666,\n :height 1403.3333333333333}),\n :page 30},\n :content {:text \"drücken bloß das Wegfallen des Klassengegensatzes aus, der eben erst sich zu entwickeln beginnt\"},\n :properties {:color \"yellow\"}}\n {:id #uuid \"68ea7924-5e5b-445a-94d3-b73922bf3c58\",\n :page 30,\n :position {:bounding {:x1 128.453125,\n :y1 1210.46875,\n :x2 863.4169616699219,\n :y2 1253.625,\n :width 991.6666666666666,\n :height 1403.3333333333333},\n :rects ({:x1 241.92990112304688,\n :y1 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:position {:bounding {:x1 128.453125,\n :y1 231.453125,\n :x2 863.1568603515625,\n :y2 274.625,\n :width 991.6666666666666,\n :height 1403.3333333333333},\n :rects ({:x1 368.708740234375,\n :y1 231.453125,\n :x2 863.1568603515625,\n :y2 252.453125,\n :width 991.6666666666666,\n :height 1403.3333333333333}\n {:x1 128.453125,\n :y1 253.625,\n :x2 748.0325927734375,\n :y2 274.625,\n :width 991.6666666666666,\n :height 1403.3333333333333}),\n :page 32},\n :content {:text \"Kommunistische Partei, sobald die Bourgeoisie revolutionär auftritt, gemeinsam mit der Bourgeoisie gegen die absolute Monarchie\"},\n :properties {:color \"yellow\"}}\n {:id #uuid \"68ecc2f8-2d17-474b-a0e8-78b22382d42c\",\n :page 32,\n :position {:bounding {:x1 225.078125,\n :y1 409.359375,\n :x2 606.537841796875,\n :y2 430.359375,\n :width 991.6666666666666,\n :height 1403.3333333333333},\n :rects ({:x1 225.078125,\n :y1 409.359375,\n :x2 606.537841796875,\n :y2 430.359375,\n :width 991.6666666666666,\n :height 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Sie haben eine Welt zu gewinnen. Proletarier aller Länder, vereinigt euch!32\"},\n :properties {:color \"red\"}}],\n :extra {:page 14}}\n",536870917]],["^15",[65,"^17",1761642511440,536870917]],["^15",[65,"^Z","assets/Manifest_der_Kommunistischen_Pa_-_Karl_Marx_1759226309021_0.edn",536870917]],["^15",[66,"^3","{:highlights [{:id #uuid \"68cd2873-c87a-4b9a-b35d-d8636117a59f\",\n :page 1,\n :position {:bounding {:x1 72.56182809174061,\n :y1 288.7524719238281,\n :x2 657.5046381503344,\n :y2 326.0318603515625,\n :width 762,\n :height 1077.678033866416},\n :rects ({:x1 72.56182809174061,\n :y1 288.7524719238281,\n :x2 657.5046381503344,\n :y2 305.54931640625,\n :width 762,\n :height 1077.678033866416}\n {:x1 72.56182809174061,\n :y1 309.2350158691406,\n :x2 181.02898354828358,\n :y2 326.0318603515625,\n :width 762,\n :height 1077.678033866416}),\n :page 1},\n :content {:text \"What do we learn about Luis Genaro Cruz Crisantos and his tasks as a worker on the farm in Virgina?\"},\n :properties {:color \"yellow\"}}\n {:id 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\"What are challenges for migrant workers (documented and undocumented) highlighted by delegate Elizabeth Guzman, activist Manuel Gago and farm worker Emilio Lopez Castello?\"},\n :properties {:color \"yellow\"}}],\n :extra {:page 2}}\n",536870917]],["^15",[66,"^17",1761642511446,536870917]],["^15",[66,"^Z","assets/Migrant-workers-Virginia-experiences_1758275684654_0.edn",536870917]],["^15",[67,"^3","{:highlights [{:id #uuid \"68c90066-89e0-4a76-a95b-46facce4b707\",\n :page 1,\n :position {:bounding {:x1 73.22365605831146,\n :y1 589.4407348632812,\n :x2 645.1996387243271,\n :y2 626.9027099609375,\n :width 769,\n :height 1087.577963311383},\n :rects ({:x1 405.4906543493271,\n :y1 589.4407348632812,\n :x2 645.1996387243271,\n :y2 606.237548828125,\n :width 769,\n :height 1087.577963311383}\n {:x1 73.22365605831146,\n :y1 610.1058349609375,\n :x2 629.2466052770615,\n :y2 626.9027099609375,\n :width 769,\n :height 1087.577963311383}),\n :page 1},\n :content {:text \"doubled down on unsubstantiated rumors about Black and brown migrants, tapping into anxieties that immigrants\"},\n :properties {:color \"yellow\"}}\n {:id #uuid \"68c90084-d520-4876-a8d9-8bbf566eddd7\",\n :page 1,\n :position {:bounding {:x1 127.4780353307724,\n :y1 691.4883117675781,\n :x2 471.3123096227646,\n :y2 708.2851409912109,\n :width 769,\n :height 1087.577963311383},\n :rects ({:x1 127.4780353307724,\n :y1 691.4883117675781,\n :x2 471.3123096227646,\n :y2 708.2851409912109,\n :width 769,\n :height 1087.577963311383}),\n :page 1},\n :content {:text \"immigrants in Springfield, Ohio, were eating pets\"},\n :properties {:color \"yellow\"}}\n {:id #uuid \"68c900a7-1ddb-46b4-8345-a9df83a747a6\",\n :page 1,\n :position {:bounding {:x1 73.22365605831146,\n :y1 874.9297180175781,\n :x2 318.04018437862396,\n :y2 891.7265625,\n :width 769,\n :height 1087.577963311383},\n :rects ({:x1 73.22365605831146,\n :y1 874.9297180175781,\n :x2 318.04018437862396,\n :y2 891.7265625,\n :width 769,\n :height 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immigration based on nationality\"},\n :properties {:color \"yellow\"}}\n {:id #uuid \"68c901ef-58a3-4776-a928-30f7304eea05\",\n :page 3,\n :position {:bounding {:x1 73.22365605831146,\n :y1 116.63066864013672,\n :x2 670.0424731969833,\n :y2 154.09259796142578,\n :width 769,\n :height 1087.577963311383},\n :rects ({:x1 270.96361577510834,\n :y1 116.63066864013672,\n :x2 670.0424731969833,\n :y2 133.42749786376953,\n :width 769,\n :height 1087.577963311383}\n {:x1 73.22365605831146,\n :y1 137.29578399658203,\n :x2 135.7336963415146,\n :y2 154.09259796142578,\n :width 769,\n :height 1087.577963311383}),\n :page 3},\n :content {:text \"arriving undocumented people an “invasion that must be stopped”\"},\n :properties {:color \"yellow\"}}\n {:id #uuid \"68c9020e-ce8c-42c4-ba50-d1df8a395bcc\",\n :page 3,\n :position {:bounding {:x1 73.22365605831146,\n :y1 279.3955535888672,\n :x2 693.0501025915146,\n :y2 316.868896484375,\n :width 769,\n :height 1087.577963311383},\n :rects ({:x1 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\"amplifying and strengthening beliefs that are already held,\"},\n :properties {:color \"blue\"}}\n {:id #uuid \"68c90248-1f0e-4df5-b14a-a38cf1368e55\",\n :page 3,\n :position {:bounding {:x1 73.22365605831146,\n :y1 564.8959350585938,\n :x2 644.4772266149521,\n :y2 602.3578796386719,\n :width 769,\n :height 1087.577963311383},\n :rects ({:x1 600.1844409704208,\n :y1 564.8959350585938,\n :x2 644.4772266149521,\n :y2 581.6927490234375,\n :width 769,\n :height 1087.577963311383}\n {:x1 73.22365605831146,\n :y1 585.56103515625,\n :x2 294.1826709508896,\n :y2 602.3578796386719,\n :width 769,\n :height 1087.577963311383}),\n :page 3},\n :content {:text \"These policies trickle down to housing\"},\n :properties {:color \"yellow\"}}\n {:id #uuid \"68c90258-cd68-45f3-9832-58c437e97b4e\",\n :page 3,\n :position {:bounding {:x1 73.22365605831146,\n :y1 687.6200408935547,\n :x2 687.0735400915146,\n :y2 725.0819854736328,\n :width 769,\n :height 1087.577963311383},\n :rects ({:x1 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fueled by the people that repeat these lies\"},\n :properties {:color \"blue\"}}\n {:id #uuid \"68c9027c-387a-41a7-bb89-2e3995b42cef\",\n :page 4,\n :position {:bounding {:x1 119.73442876338959,\n :y1 75.28903007507324,\n :x2 685.1405566930771,\n :y2 112.75097465515137,\n :width 769,\n :height 1087.577963311383},\n :rects ({:x1 119.73442876338959,\n :y1 75.28903007507324,\n :x2 685.1405566930771,\n :y2 92.08585166931152,\n :width 769,\n :height 1087.577963311383}\n {:x1 119.73442876338959,\n :y1 95.95414543151855,\n :x2 225.98505437374115,\n :y2 112.75097465515137,\n :width 769,\n :height 1087.577963311383}),\n :page 4},\n :content {:text \"Going beyond the term “Fake News“: Try to define the terms misinformation and disinformation.\"},\n :properties {:color \"red\"}}\n {:id #uuid \"68c90287-8ada-479f-ad6d-4969934193a6\",\n :page 4,\n :position {:bounding {:x1 119.73442876338959,\n :y1 136.00636100769043,\n :x2 682.7692798376083,\n :y2 194.14481925964355,\n :width 769,\n :height 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What is the strategy aiming at politically?\"},\n :properties {:color \"red\"}}\n {:id #uuid \"68c90296-67f2-4439-9326-1c900961088f\",\n :page 4,\n :position {:bounding {:x1 119.73442876338959,\n :y1 217.38879203796387,\n :x2 679.1886523962021,\n :y2 254.850736618042,\n :width 769,\n :height 1087.577963311383},\n :rects ({:x1 119.73442876338959,\n :y1 217.38879203796387,\n :x2 679.1886523962021,\n :y2 234.18563652038574,\n :width 769,\n :height 1087.577963311383}\n {:x1 119.73442876338959,\n :y1 238.05392265319824,\n :x2 312.7553333044052,\n :y2 254.850736618042,\n :width 769,\n :height 1087.577963311383}),\n :page 4},\n :content {:text \"Discuss the role of social media in the context of misinformation, disinformation and immigration to the U.S.\"},\n :properties {:color \"red\"}}],\n :extra {:page 1}}\n",536870917]],["^15",[67,"^17",1761642511449,536870917]],["^15",[67,"^Z","assets/Misinformation-and-disinformation-migration_1758003283591_0.edn",536870917]],["^15",[68,"^3","{:highlights [{:id #uuid \"68a56a2a-925c-4584-b7ff-926316f139c5\",\n :page 85,\n :position {:bounding {:x1 58.41667175292969,\n :y1 117.03125,\n :x2 472.8870391845703,\n :y2 419.5104522705078,\n :width 523.9999999999999,\n :height 864.4166666666665},\n :rects ({:x1 58.41667175292969,\n :y1 117.03125,\n :x2 464.4771270751953,\n :y2 134.3645782470703,\n :width 523.9999999999999,\n :height 864.4166666666665}\n {:x1 58.83332824707031,\n :y1 135.03126525878906,\n :x2 465.25160217285156,\n :y2 152.3645782470703,\n :width 523.9999999999999,\n :height 864.4166666666665}\n {:x1 58.41667175292969,\n :y1 152.6145782470703,\n :x2 458.4897003173828,\n :y2 169.9479217529297,\n :width 523.9999999999999,\n :height 864.4166666666665}\n {:x1 58.83332824707031,\n :y1 170.1979217529297,\n :x2 459.0722198486328,\n :y2 187.53126525878906,\n :width 523.9999999999999,\n :height 864.4166666666665}\n {:x1 58.83332824707031,\n :y1 187.78126525878906,\n :x2 464.92762756347656,\n :y2 205.1145782470703,\n :width 523.9999999999999,\n :height 864.4166666666665}\n {:x1 58.83332824707031,\n :y1 205.7604217529297,\n :x2 465.2101593017578,\n :y2 223.09376525878906,\n :width 523.9999999999999,\n :height 864.4166666666665}\n {:x1 58.41667175292969,\n :y1 223.78126525878906,\n :x2 465.1205596923828,\n :y2 241.1145782470703,\n :width 523.9999999999999,\n :height 864.4166666666665}\n {:x1 58.83332824707031,\n :y1 241.7604217529297,\n :x2 458.6033477783203,\n :y2 259.09376525878906,\n :width 523.9999999999999,\n :height 864.4166666666665}\n {:x1 58.83332824707031,\n :y1 259.34376525878906,\n :x2 464.58058166503906,\n :y2 276.67710876464844,\n :width 523.9999999999999,\n :height 864.4166666666665}\n {:x1 58.41667175292969,\n :y1 277.3645782470703,\n :x2 464.8526153564453,\n :y2 294.6979217529297,\n :width 523.9999999999999,\n :height 864.4166666666665}\n {:x1 58.83332824707031,\n :y1 295.34376525878906,\n :x2 464.9497833251953,\n :y2 312.67710876464844,\n :width 523.9999999999999,\n :height 864.4166666666665}\n {:x1 59.16667175292969,\n :y1 313.34376525878906,\n :x2 458.9785919189453,\n :y2 330.67710876464844,\n :width 523.9999999999999,\n :height 864.4166666666665}\n {:x1 58.83332824707031,\n :y1 331.0104217529297,\n :x2 464.5666046142578,\n :y2 348.34376525878906,\n :width 523.9999999999999,\n :height 864.4166666666665}\n {:x1 58.83332824707031,\n :y1 349.03126525878906,\n :x2 458.82948303222656,\n :y2 366.36460876464844,\n :width 523.9999999999999,\n :height 864.4166666666665}\n {:x1 58.83332824707031,\n :y1 366.59376525878906,\n :x2 464.54078674316406,\n :y2 383.92713928222656,\n :width 523.9999999999999,\n :height 864.4166666666665}\n {:x1 58.83332824707031,\n :y1 384.59376525878906,\n :x2 472.8870391845703,\n :y2 404.42713928222656,\n :width 523.9999999999999,\n :height 864.4166666666665}\n {:x1 62.03245544433594,\n :y1 402.1770782470703,\n :x2 89.23616027832031,\n :y2 419.5104522705078,\n :width 523.9999999999999,\n :height 864.4166666666665}),\n :page 85},\n :content {:text \"Algin ist gekommen. Blaß und dunkel sitzt er da, düstere Höhlen sind seine Augen, seine Hände liegen bleich auf dem Tisch. Wieder hat er einen Brief von der Reichs schrifttumskammer bekommen. Eint neue Säuberungs aktion unter den Schriftstellern soll stattfinden, bei der man Algin wahrscheinlich aussieben wird. Vielleicht würde es ihn retten, wenn er jetzt ein längeres Gedicht auf den Führer macht, was ihm bisher immer noch wider strebte. Aber auch das kann ihm gefährlich werden. Denn vielleicht werden die nationalsozialistischen Schriftsteller böse, daß er wagt, den Führer anzudichten, ohne alter Kämpfer zu sein. Er darf auch nicht wagen, einen natio nalsozialistischen Roman zu schreiben, weil ihm das nicht zukommt. Wenn er aber keinen nationalsozialisti schen Roman schreibt, ist er unerwünscht. Er wird noch immer gern gelesen und gedruckt, das soll auch nicht sein\"},\n :properties {:color \"yellow\"}}\n {:id #uuid \"68a56d57-e427-4db8-8991-c89a354cd5cf\",\n :page 86,\n :position {:bounding {:x1 124.83332824707031,\n :y1 83.01040649414062,\n :x2 463.2919464111328,\n :y2 100.34375,\n :width 523.9999999999999,\n :height 864.4166666666665},\n :rects ({:x1 124.83332824707031,\n :y1 83.01040649414062,\n :x2 463.2919464111328,\n :y2 100.34375,\n :width 523.9999999999999,\n :height 864.4166666666665}),\n :page 86},\n :content {:text \"Wo Vollkommenheit ist, hört die Dichtung auf.\"},\n :properties {:color \"yellow\"}}\n {:id #uuid \"68a56da7-9ab7-4415-a65c-9c1bb66eb55e\",\n :page 86,\n :position {:bounding {:x1 58.83332824707031,\n :y1 297.03125,\n :x2 464.40797424316406,\n :y2 331.94793701171875,\n :width 523.9999999999999,\n :height 864.4166666666665},\n :rects ({:x1 388.4166717529297,\n :y1 297.03125,\n :x2 464.40797424316406,\n :y2 314.3645935058594,\n :width 523.9999999999999,\n :height 864.4166666666665}\n {:x1 58.83332824707031,\n :y1 314.6145935058594,\n :x2 301.42652893066406,\n :y2 331.94793701171875,\n :width 523.9999999999999,\n :height 864.4166666666665}),\n :page 86},\n :content {:text \"Bring dich um, Algin - du lebst im Paradies\"},\n :properties {:color \"yellow\"}}\n {:id #uuid \"68a56f13-24ea-45ab-b455-fdf91504bd7b\",\n :page 86,\n :position {:bounding {:x1 58.83332824707031,\n :y1 653.7604217529297,\n :x2 465.5345001220703,\n :y2 687.59375,\n :width 523.9999999999999,\n :height 864.4166666666665},\n :rects ({:x1 212.4166717529297,\n :y1 653.7604217529297,\n :x2 465.5345001220703,\n :y2 671.0937652587891,\n :width 523.9999999999999,\n :height 864.4166666666665}\n {:x1 58.83332824707031,\n :y1 670.2604217529297,\n :x2 111.81109619140625,\n :y2 687.59375,\n :width 523.9999999999999,\n :height 864.4166666666665}),\n :page 86},\n :content {:text \"daß ich in einem Absteigequartier wohne,\"},\n :properties {:color \"yellow\"}}\n {:id #uuid \"68a56f47-3f20-4e67-9a15-3c156c98f845\",\n :page 86,\n :position {:bounding {:x1 59.16667175292969,\n :y1 511.0312805175781,\n :x2 465.0050811767578,\n :y2 546.3437805175781,\n :width 523.9999999999999,\n :height 864.4166666666665},\n :rects ({:x1 325.5833282470703,\n :y1 511.0312805175781,\n :x2 465.0050811767578,\n :y2 528.3645935058594,\n :width 523.9999999999999,\n :height 864.4166666666665}\n {:x1 59.16667175292969,\n :y1 529.0104370117188,\n :x2 249.85499572753906,\n :y2 546.3437805175781,\n :width 523.9999999999999,\n :height 864.4166666666665}),\n :page 86},\n :content {:text \"Mädchen, bunt und leicht wie ein Pfauenauge\"},\n :properties {:color \"yellow\"}}\n {:id #uuid \"68a56fca-8f5b-4ce5-8715-d718b074f7f6\",\n :page 87,\n :position {:bounding {:x1 59.16667175292969,\n :y1 583.3646240234375,\n :x2 365.50611877441406,\n :y2 600.6979370117188,\n :width 523.9999999999999,\n :height 864.4166666666665},\n :rects ({:x1 59.16667175292969,\n :y1 583.3646240234375,\n :x2 365.50611877441406,\n :y2 600.6979370117188,\n :width 523.9999999999999,\n :height 864.4166666666665}),\n :page 87},\n :content {:text \"großen deutschen Denunziantenbewegung\"},\n :properties {:color \"yellow\"}}\n {:id #uuid \"68a5709d-09f5-46c0-939f-7a7dce6b3d6e\",\n :page 88,\n :position {:bounding {:x1 58.41667175292969,\n :y1 226.1770782470703,\n :x2 464.5707550048828,\n :y2 261.53126525878906,\n :width 523.9999999999999,\n :height 864.4166666666665},\n :rects ({:x1 82.09858703613281,\n :y1 226.1770782470703,\n :x2 464.5707550048828,\n :y2 243.5104217529297,\n :width 523.9999999999999,\n :height 864.4166666666665}\n {:x1 58.41667175292969,\n :y1 244.1979217529297,\n :x2 87.16279602050781,\n :y2 261.53126525878906,\n :width 523.9999999999999,\n :height 864.4166666666665}),\n :page 88},\n :content {:text \"Der Stürmer heute neu, die Brennessel, der neue I. B.\"},\n :properties {:color \"yellow\"}}\n {:id #uuid \"68a57132-d84a-429d-bb2a-5d01ad67df23\",\n :page 88,\n :position {:bounding {:x1 58.83332824707031,\n :y1 619.3645935058594,\n :x2 458.8887481689453,\n :y2 654.3645935058594,\n :width 523.9999999999999,\n :height 864.4166666666665},\n :rects ({:x1 73.16667175292969,\n :y1 619.3645935058594,\n :x2 458.8887481689453,\n :y2 636.6979370117188,\n :width 523.9999999999999,\n :height 864.4166666666665}\n {:x1 58.83332824707031,\n :y1 637.03125,\n :x2 196.92091369628906,\n :y2 654.3645935058594,\n :width 523.9999999999999,\n :height 864.4166666666665}),\n :page 88},\n :content {:text \"Der Stürmermann hat Neues über Juden und Freimau rer herausgefunden\"},\n :properties {:color \"yellow\"}}\n {:id #uuid \"68a5715e-86bc-431e-96cf-f4bf199a078e\",\n :page 88,\n :position {:bounding {:x1 73.16667175292969,\n :y1 493.7812805175781,\n :x2 406.8780975341797,\n :y2 511.1145935058594,\n :width 523.9999999999999,\n :height 864.4166666666665},\n :rects ({:x1 73.16667175292969,\n :y1 493.7812805175781,\n :x2 406.8780975341797,\n :y2 511.1145935058594,\n :width 523.9999999999999,\n :height 864.4166666666665}),\n :page 88},\n :content {:text \"Blaue Rauchwolken durchschwimmen die Luft\"},\n :properties {:color \"yellow\"}}\n {:id #uuid \"68a57240-2226-4c81-b2c3-7692e18fb281\",\n :page 89,\n :position {:bounding {:x1 61.58332824707031,\n :y1 494.1770935058594,\n :x2 467.7036895751953,\n :y2 529.09375,\n :width 523.9999999999999,\n :height 864.4166666666665},\n :rects ({:x1 214.8333282470703,\n :y1 494.1770935058594,\n :x2 467.7036895751953,\n :y2 511.51043701171875,\n :width 523.9999999999999,\n :height 864.4166666666665}\n {:x1 61.58332824707031,\n :y1 511.76043701171875,\n :x2 196.95094299316406,\n :y2 529.09375,\n :width 523.9999999999999,\n :height 864.4166666666665}),\n :page 89},\n :content {:text \"Ihnen als Löwenmenschen will ich etwas anvertrauen,\"},\n :properties {:color \"yellow\"}}\n {:id #uuid \"68a572a1-7e5f-4fd7-aaab-ca7ea73cc786\",\n :page 91,\n :position {:bounding {:x1 58,\n :y1 47.36457824707031,\n :x2 463.64796447753906,\n :y2 82.44792175292969,\n :width 523.9999999999999,\n :height 864.4166666666665},\n :rects ({:x1 247.5833282470703,\n :y1 47.36457824707031,\n :x2 463.64796447753906,\n :y2 64.69792175292969,\n :width 523.9999999999999,\n :height 864.4166666666665}\n {:x1 58,\n :y1 65.11457824707031,\n :x2 421.08265686035156,\n :y2 82.44792175292969,\n :width 523.9999999999999,\n :height 864.4166666666665}),\n :page 91},\n :content {:text \"Vorige Woche habe ich einen Straßenbahnschaffner entlarvt durch meinen Zweig\"},\n :properties {:color \"yellow\"}}\n {:id #uuid \"68a572c6-26ca-4511-8b62-dc8a6143ef8e\",\n :page 91,\n :position {:bounding {:x1 58.83332824707031,\n :y1 279.78125762939453,\n :x2 464.53700256347656,\n :y2 315.11458587646484,\n :width 523.9999999999999,\n :height 864.4166666666665},\n :rects ({:x1 228.4166717529297,\n :y1 279.78125762939453,\n :x2 464.53700256347656,\n :y2 297.11458587646484,\n :width 523.9999999999999,\n :height 864.4166666666665}\n {:x1 58.83332824707031,\n :y1 297.7812728881836,\n :x2 200.1056365966797,\n :y2 315.11458587646484,\n :width 523.9999999999999,\n :height 864.4166666666665}),\n :page 91},\n :content {:text \"Nur als ich Franz liebte, habe ich die Welt verstanden\"},\n :properties {:color \"yellow\"}}\n {:id #uuid \"68a5735b-3fb3-4d78-ba9e-07ddfa17c9fd\",\n :page 86,\n :position {:bounding {:x1 58.83332824707031,\n :y1 368.6145820617676,\n :x2 464.96144104003906,\n :y2 439.1145820617676,\n :width 523.9999999999999,\n :height 864.4166666666665},\n :rects ({:x1 252.00001525878906,\n :y1 368.6145820617676,\n :x2 464.96144104003906,\n :y2 385.94792556762695,\n :width 523.9999999999999,\n :height 864.4166666666665}\n {:x1 58.83332824707031,\n :y1 386.19792556762695,\n :x2 458.9423370361328,\n :y2 403.5312690734863,\n :width 523.9999999999999,\n :height 864.4166666666665}\n {:x1 58.83332824707031,\n :y1 404.19792556762695,\n :x2 458.9944610595703,\n :y2 421.5312690734863,\n :width 523.9999999999999,\n :height 864.4166666666665}\n {:x1 58.83332824707031,\n :y1 421.7812690734863,\n :x2 211.92259216308594,\n :y2 439.1145820617676,\n :width 523.9999999999999,\n :height 864.4166666666665}),\n :page 86},\n :content {:text \"es tun«, sagt der Algin, »ich werde mich umbringen. Aber vorher muß ich andere um bringen. Ich muß einen Menschen umbringen, der min derwertiger ist als ich\"},\n :properties {:color \"yellow\"}}\n {:id #uuid \"68a576d1-8c72-4984-b7aa-1bb0a4c04588\",\n :page 92,\n :position {:bounding {:x1 58.83333206176758,\n :y1 65.34375,\n :x2 464.95573806762695,\n :y2 100.36459350585938,\n :width 523.9999999999999,\n :height 864.4166666666665},\n :rects ({:x1 172.83333206176758,\n :y1 65.34375,\n :x2 464.95573806762695,\n :y2 82.67709350585938,\n :width 523.9999999999999,\n :height 864.4166666666665}\n {:x1 58.83333206176758,\n :y1 83.03125,\n :x2 184.61674880981445,\n :y2 100.36459350585938,\n :width 523.9999999999999,\n :height 864.4166666666665}),\n :page 92},\n :content {:text \"Alle sind betrunken, und ihre Sehnsucht ist Beharrlichkeit.\"},\n :properties {:color \"yellow\"}}\n {:id #uuid \"68a579fc-df9a-44f2-825b-3c05488c611b\",\n :page 85,\n :position {:bounding {:x1 58.83333206176758,\n :y1 634.6146240234375,\n :x2 345.7004585266113,\n :y2 651.9479675292969,\n :width 523.9999999999999,\n :height 864.4166666666665},\n :rects ({:x1 58.83333206176758,\n :y1 634.6146240234375,\n :x2 345.7004585266113,\n :y2 651.9479675292969,\n :width 523.9999999999999,\n :height 864.4166666666665}),\n :page 85},\n :content {:text \"Als Eunuch wirst du diesen Roman\"},\n :properties {:color \"green\"}}\n {:id #uuid \"68a57a37-efb2-4435-92e4-1539bff35430\",\n :page 87,\n :position {:bounding {:x1 92.83333206176758,\n :y1 65.78125,\n :x2 372.1472358703613,\n :y2 83.11459350585938,\n :width 523.9999999999999,\n :height 864.4166666666665},\n :rects ({:x1 92.83333206176758,\n :y1 65.78125,\n :x2 372.1472358703613,\n :y2 83.11459350585938,\n :width 523.9999999999999,\n :height 864.4166666666665}),\n :page 87},\n :content {:text \"Das Zimmer ist ein besserer Alpdruck\"},\n :properties {:color \"green\"}}\n {:id #uuid \"68a8655b-f5db-4fbf-a84e-fa866bd39268\",\n :page 92,\n :position {:bounding {:x1 59.165443420410156,\n :y1 243.63385009765625,\n :x2 465.2541275024414,\n :y2 278.75653076171875,\n :width 523.9999999999999,\n :height 864.4166666666665},\n :rects ({:x1 239.9937515258789,\n :y1 243.63385009765625,\n :x2 465.2541275024414,\n :y2 261.16094970703125,\n :width 523.9999999999999,\n :height 864.4166666666665}\n {:x1 59.165443420410156,\n :y1 261.22943115234375,\n :x2 217.32239532470703,\n :y2 278.75653076171875,\n :width 523.9999999999999,\n :height 864.4166666666665}),\n :page 92},\n :content {:text \"einen Kirschbaum schüttelt zur Zeit der Kirschenreife\"},\n :properties {:color \"blue\"}}\n {:id #uuid \"68cd1d52-df84-410b-9933-8864d9114464\",\n :page 104,\n :position {:bounding {:x1 58.82312774658203,\n :y1 403.63729095458984,\n :x2 465.67150115966797,\n :y2 492.42539978027344,\n :width 523.9999999999999,\n :height 864.4166666666665},\n :rects ({:x1 230.75301361083984,\n :y1 403.63729095458984,\n :x2 465.40221405029297,\n :y2 421.16441345214844,\n :width 523.9999999999999,\n :height 864.4166666666665}\n {:x1 58.82312774658203,\n :y1 421.2328796386719,\n :x2 465.2455368041992,\n :y2 438.76000213623047,\n :width 523.9999999999999,\n :height 864.4166666666665}\n {:x1 58.82312774658203,\n :y1 439.21643829345703,\n :x2 464.98571014404297,\n :y2 456.7435607910156,\n :width 523.9999999999999,\n :height 864.4166666666665}\n {:x1 58.82312774658203,\n :y1 456.90330505371094,\n :x2 465.67150115966797,\n :y2 474.43043518066406,\n :width 523.9999999999999,\n :height 864.4166666666665}\n {:x1 58.82312774658203,\n :y1 474.8982696533203,\n :x2 300.56029510498047,\n :y2 492.42539978027344,\n :width 523.9999999999999,\n :height 864.4166666666665}),\n :page 104},\n :content {:text \"Alle sind nette brave bürgerliche Menschen, nach den neuen deutschen Gesetzen oder dem nationalsozialistischen Gefühl nach müßten sie allerdings alle eingesperrt sein. Daß sie hier frei umherlaufen oder sitzen, verdanken sie einem Zufall\"},\n :properties {:color \"yellow\"}}\n {:id #uuid \"68cd1da7-fb92-4ffa-bfe1-f94728911023\",\n :page 97,\n :position {:bounding {:x1 59.57624053955078,\n :y1 189.63752365112305,\n :x2 466.0754928588867,\n :y2 224.74882125854492,\n :width 523.9999999999999,\n :height 864.4166666666665},\n :rects ({:x1 297.9952926635742,\n :y1 189.63752365112305,\n :x2 466.0754928588867,\n :y2 207.1646385192871,\n :width 523.9999999999999,\n :height 864.4166666666665}\n {:x1 59.57624053955078,\n :y1 207.2216911315918,\n :x2 86.39031219482422,\n :y2 224.74882125854492,\n :width 523.9999999999999,\n :height 864.4166666666665}),\n :page 97},\n :content {:text \"Liska sollte weinen um ihn.\"},\n :properties {:color \"yellow\"}}\n {:id #uuid \"68cd1e16-f46e-404c-b3d2-7624cf6cf6dd\",\n :page 129,\n :position {:bounding {:x1 135.16194915771484,\n :y1 333.6315002441406,\n :x2 281.17296600341797,\n :y2 351.15863037109375,\n :width 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Schluß für heute und gute Nacht\"},\n :properties {:color \"yellow\"}}\n {:id #uuid \"68cd1ed9-ff8d-472a-8d74-c5205ae40539\",\n :page 125,\n :position {:bounding {:x1 60.40923309326172,\n :y1 690.4841613769531,\n :x2 466.4681930541992,\n :y2 761.5968017578125,\n :width 523.9999999999999,\n :height 864.4166666666665},\n :rects ({:x1 331.99974822998047,\n :y1 690.4841613769531,\n :x2 460.5776901245117,\n :y2 708.0112915039062,\n :width 523.9999999999999,\n :height 864.4166666666665}\n {:x1 60.40923309326172,\n :y1 708.0683441162109,\n :x2 466.1398239135742,\n :y2 725.595458984375,\n :width 523.9999999999999,\n :height 864.4166666666665}\n {:x1 60.40923309326172,\n :y1 726.0633087158203,\n :x2 466.4681930541992,\n :y2 743.5904235839844,\n :width 523.9999999999999,\n :height 864.4166666666665}\n {:x1 60.40923309326172,\n :y1 744.0696716308594,\n :x2 164.9027328491211,\n :y2 761.5968017578125,\n :width 523.9999999999999,\n :height 864.4166666666665}),\n :page 125},\n :content {:text \"ich bin nicht wirk lich, ich bin auf ein Bild gemalt. Lieber Gott, laß eine feurige Bombe vom Himmel fallen, die alles zertrümmert und alle erlöst.\"},\n :properties {:color \"yellow\"}}],\n :extra {:page 130}}\n",536870917]],["^15",[68,"^17",1761642511456,536870917]],["^15",[68,"^Z","assets/Nach_Mitternacht_1755671054457_0.edn",536870917]],["^15",[69,"^3","{:highlights [{:id #uuid \"68de64df-8223-441b-baa9-6a71e1a0eaf6\",\n :page 5,\n :position {:bounding {:x1 264.72115325927734,\n :y1 1071.6077270507812,\n :x2 539.590690612793,\n :y2 1097.8984375,\n :width 968.5033333333332,\n :height 1370.0783333333331},\n :rects ({:x1 264.72115325927734,\n :y1 1071.6077270507812,\n :x2 539.590690612793,\n :y2 1097.8984375,\n :width 968.5033333333332,\n :height 1370.0783333333331}),\n :page 5},\n :content {:text \"4 Physikalische Schichten\"},\n :properties {:color \"purple\"}}\n {:id #uuid \"68de64f4-3367-408a-b41b-180f811d8446\",\n :page 8,\n :position {:bounding {:x1 231.58394622802734,\n :y1 486.6628875732422,\n :x2 461.99108123779297,\n :y2 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Das ist der trumpsche Ansatzpunkt für die neue Gleichschaltung im ��. 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true\n\n ;; Enable Block timestamps.\n ;; Default value: false\n :feature/enable-block-timestamps? false\n\n ;; Disable accent marks when searching.\n ;; After changing this setting, rebuild the search index by pressing (^C ^S).\n ;; Default value: true\n :feature/enable-search-remove-accents? true\n\n ;; Enable journals.\n ;; Default value: true\n ;; :feature/enable-journals? true\n\n ;; Enable flashcards.\n ;; Default value: true\n ;; :feature/enable-flashcards? true\n\n ;; Enable whiteboards.\n ;; Default value: true\n ;; :feature/enable-whiteboards? true\n\n ;; Disable the journal's built-in 'Scheduled tasks and deadlines' query.\n ;; Default value: false\n ;; :feature/disable-scheduled-and-deadline-query? false\n\n ;; Specify the number of days displayed in the future for\n ;; the 'scheduled tasks and deadlines' query.\n ;; Example usage:\n ;; Display all scheduled and deadline blocks for the next 14 days:\n ;; :scheduled/future-days 14\n ;; Default value: 7\n ;; :scheduled/future-days 7\n\n ;; Specify the first day of the week.\n ;; Available options:\n ;; - integer from 0 to 6 (Monday to Sunday)\n ;; Default value: 6 (Sunday)\n :start-of-week 6\n\n ;; Specify a custom CSS import.\n ;; This option takes precedence over the local `logseq/custom.css` file.\n ;; Example usage:\n ;; :custom-css-url \"@import url('https://cdn.jsdelivr.net/gh/dracula/logseq@master/custom.css');\"\n\n ;; Specify a custom JS import.\n ;; This option takes precedence over the local `logseq/custom.js` file.\n ;; Example usage:\n ;; :custom-js-url \"https://cdn.logseq.com/custom.js\"\n\n ;; Set a custom Arweave gateway\n ;; Default gateway: https://arweave.net\n ;; :arweave/gateway \"https://arweave.net\"\n\n ;; Set bullet indentation when exporting\n ;; Available options:\n ;; - `:eight-spaces` as eight spaces\n ;; - `:four-spaces` as four spaces\n ;; - `:two-spaces` as two spaces\n ;; - `:tab` as a tab character (default)\n ;; :export/bullet-indentation :tab\n\n ;; Publish all pages within the Graph\n ;; Regardless of whether individual pages have been marked as public.\n ;; Default value: false\n ;; :publishing/all-pages-public? false\n\n ;; Define the default home page and sidebar status.\n ;; If unspecified, the journal page will be loaded on startup and the right sidebar will stay hidden.\n ;; The `:page` value represents the name of the page displayed at startup.\n ;; Available options for `:sidebar` are:\n ;; - \"Contents\" to display the Contents page in the right sidebar.\n ;; - A specific page name to display in the right sidebar.\n ;; - An array of multiple pages, e.g., [\"Contents\" \"Page A\" \"Page B\"].\n ;; If `:sidebar` remains unset, the right sidebar will stay hidden.\n ;; Examples:\n ;; 1. Set \"Changelog\" as the home page and display \"Contents\" in the right sidebar:\n ;; :default-home {:page \"Changelog\", :sidebar \"Contents\"}\n ;; 2. Set \"Jun 3rd, 2021\" as the home page without the right sidebar:\n ;; :default-home {:page \"Jun 3rd, 2021\"}\n ;; 3. Set \"home\" as the home page and display multiple pages in the right sidebar:\n ;; :default-home {:page \"home\", :sidebar [\"Page A\" \"Page B\"]}\n\n ;; Set the default location for storing notes.\n ;; Default value: \"pages\"\n ;; :pages-directory \"pages\"\n\n ;; Set the default location for storing journals.\n ;; Default value: \"journals\"\n ;; :journals-directory \"journals\"\n\n ;; Set the default location for storing whiteboards.\n ;; Default value: \"whiteboards\"\n ;; :whiteboards-directory \"whiteboards\"\n\n ;; Enabling this option converts\n ;; [[Grant Ideas]] to [[file:./grant_ideas.org][Grant Ideas]] for org-mode.\n ;; For more information, visit https://github.com/logseq/logseq/issues/672\n ;; :org-mode/insert-file-link? false\n\n ;; Configure custom shortcuts.\n ;; Syntax:\n ;; 1. + indicates simultaneous key presses, e.g., `Ctrl+Shift+a`.\n ;; 2. A space between keys represents key chords, e.g., `t s` means\n ;; pressing `t` followed by `s`.\n ;; 3. mod refers to `Ctrl` for Windows/Linux and `Command` for Mac.\n ;; 4. Use false to disable a specific shortcut.\n ;; 5. You can define multiple bindings for a single action, e.g., [\"ctrl+j\" \"down\"].\n ;; The full list of configurable shortcuts is available at:\n ;; https://github.com/logseq/logseq/blob/master/src/main/frontend/modules/shortcut/config.cljs\n ;; Example:\n ;; :shortcuts\n ;; {:editor/new-block \"enter\"\n ;; :editor/new-line \"shift+enter\"\n ;; :editor/insert-link \"mod+shift+k\"\n ;; :editor/highlight false\n ;; :ui/toggle-settings \"t s\"\n ;; :editor/up [\"ctrl+k\" \"up\"]\n ;; :editor/down [\"ctrl+j\" \"down\"]\n ;; :editor/left [\"ctrl+h\" \"left\"]\n ;; :editor/right [\"ctrl+l\" \"right\"]}\n :shortcuts {}\n\n ;; Configure the behavior of pressing Enter in document mode.\n ;; if set to true, pressing Enter will create a new block.\n ;; Default value: false\n :shortcut/doc-mode-enter-for-new-block? false\n\n ;; Block content larger than `block/content-max-length` will not be searchable\n ;; or editable for performance.\n ;; Default value: 10000\n :block/content-max-length 10000\n\n ;; Display command documentation on hover.\n ;; Default value: true\n :ui/show-command-doc? true\n\n ;; Display empty bullet points.\n ;; Default value: false\n :ui/show-empty-bullets? false\n\n ;; Pre-defined :view function to use with advanced queries.\n :query/views\n {:pprint\n (fn [r] [:pre.code (pprint r)])}\n\n ;; Advanced queries `:result-transform` function.\n ;; Transform the query result before displaying it.\n :query/result-transforms\n {:sort-by-priority\n (fn [result] (sort-by (fn [h] (get h :block/priority \"Z\")) result))}\n\n ;; The following queries will be displayed at the bottom of today's journal page.\n ;; The \"NOW\" query returns tasks with \"NOW\" or \"DOING\" status.\n ;; The \"NEXT\" query returns tasks with \"NOW\", \"LATER\", or \"TODO\" status.\n :default-queries\n {:journals\n [{:title \"🔨 NOW\"\n :query [:find (pull ?h [*])\n :in $ ?start ?today\n :where\n [?h :block/marker ?marker]\n [(contains? #{\"NOW\" \"DOING\"} ?marker)]\n [?h :block/page ?p]\n [?p :block/journal? true]\n [?p :block/journal-day ?d]\n [(>= ?d ?start)]\n [(<= ?d ?today)]]\n :inputs [:14d :today]\n :result-transform (fn [result]\n (sort-by (fn [h]\n (get h :block/priority \"Z\")) result))\n :group-by-page? false\n :collapsed? false}\n {:title \"📅 NEXT\"\n :query [:find (pull ?h [*])\n :in $ ?start ?next\n :where\n [?h :block/marker ?marker]\n [(contains? #{\"NOW\" \"LATER\" \"TODO\"} ?marker)]\n [?h :block/page ?p]\n [?p :block/journal? true]\n [?p :block/journal-day ?d]\n [(> ?d ?start)]\n [(< ?d ?next)]]\n :inputs [:today :7d-after]\n :group-by-page? false\n :collapsed? false}]}\n\n ;; Add custom commands to the command palette\n ;; Example usage:\n ;; :commands\n ;; [\n ;; [\"js\" \"Javascript\"]\n ;; [\"md\" \"Markdown\"]\n ;; ]\n :commands []\n\n ;; Enable collapsing blocks with titles but no children.\n ;; By default, only blocks with children can be collapsed.\n ;; Setting `:outliner/block-title-collapse-enabled?` to true allows collapsing\n ;; blocks with titles (multiple lines) and content. For example:\n ;; - block title\n ;; block content\n ;; Default value: false\n :outliner/block-title-collapse-enabled? false\n\n ;; Macros replace texts and will make you more productive.\n ;; Example usage:\n ;; Change the :macros value below to:\n ;; {\"poem\" \"Rose is $1, violet's $2. Life's ordered: Org assists you.\"}\n ;; input \"{{poem red,blue}}\"\n ;; becomes\n ;; Rose is red, violet's blue. Life's ordered: Org assists you.\n :macros {}\n\n ;; Configure the default expansion level for linked references.\n ;; For example, consider the following block hierarchy:\n ;; - a [[page]] (level 1)\n ;; - b (level 2)\n ;; - c (level 3)\n ;; - d (level 4)\n ;;\n ;; With the default value of level 2, block b will be collapsed.\n ;; If the level's value is set to 3, block c will be collapsed.\n ;; Default value: 2\n :ref/default-open-blocks-level 2\n\n ;; Configure the threshold for linked references before collapsing.\n ;; Default value: 100\n :ref/linked-references-collapsed-threshold 50\n\n ;; Graph view configuration.\n ;; Example usage:\n ;; :graph/settings\n ;; {:orphan-pages? true ; Default value: true\n ;; :builtin-pages? false ; Default value: false\n ;; :excluded-pages? false ; Default value: false\n ;; :journal? false} ; Default value: false\n\n ;; Graph view configuration.\n ;; Example usage:\n ;; :graph/forcesettings\n ;; {:link-dist 180 ; Default value: 180\n ;; :charge-strength -600 ; Default value: -600\n ;; :charge-range 600} ; Default value: 600\n\n ;; Favorites to list on the left sidebar\n :favorites [\"startpage\" \"school\" \"server\" \"solid\" \"other\"]\n\n ;; Set flashcards interval.\n ;; Expected value:\n ;; - Float between 0 and 1\n ;; higher values result in faster changes to the next review interval.\n ;; Default value: 0.5\n ;; :srs/learning-fraction 0.5\n\n ;; Set the initial interval after the first successful review of a card.\n ;; Default value: 4\n ;; :srs/initial-interval 4\n\n ;; Hide specific block properties.\n ;; Example usage:\n ;; :block-hidden-properties #{:public :icon}\n\n ;; Create a page for all properties.\n ;; Default value: true\n :property-pages/enabled? true\n\n ;; Properties to exclude from having property pages\n ;; Example usage:\n ;; :property-pages/excludelist #{:duration :author}\n\n ;; By default, property value separated by commas will not be treated as\n ;; page references. You can add properties to enable it.\n ;; Example usage:\n ;; :property/separated-by-commas #{:alias :tags}\n\n ;; Properties that are ignored when parsing property values for references\n ;; Example usage:\n ;; :ignored-page-references-keywords #{:author :website}\n\n ;; logbook configuration.\n ;; :logbook/settings\n ;; {:with-second-support? false ;limit logbook to minutes, seconds will be eliminated\n ;; :enabled-in-all-blocks true ;display logbook in all blocks after timetracking\n ;; :enabled-in-timestamped-blocks false ;don't display logbook at all\n ;; }\n\n ;; Mobile photo upload configuration.\n ;; :mobile/photo\n ;; {:allow-editing? true\n ;; :quality 80}\n\n ;; Mobile features options\n ;; Gestures\n ;; Example usage:\n ;; :mobile\n ;; {:gestures/disabled-in-block-with-tags [\"kanban\"]}\n\n ;; Extra CodeMirror options\n ;; See https://codemirror.net/5/doc/manual.html#config for possible options\n ;; Example usage:\n ;; :editor/extra-codemirror-options\n ;; {:lineWrapping false ; Default value: false\n ;; :lineNumbers true ; Default value: true\n ;; :readOnly false} ; Default value: false\n\n ;; Enable logical outdenting\n ;; Default value: false\n ;; :editor/logical-outdenting? false\n\n ;; Prefer pasting the file when text and a file are in the clipboard.\n ;; Default value: false\n ;; :editor/preferred-pasting-file? false\n\n ;; Quick capture templates for receiving content from other apps.\n ;; Each template contains three elements {time}, {text} and {url}, which can be auto-expanded\n ;; by receiving content from other apps. Note: the {} cannot be omitted.\n ;; - {time}: capture time\n ;; - {date}: capture date using current date format, use `[[{date}]]` to get a page reference\n ;; - {text}: text that users selected before sharing.\n ;; - {url}: URL or assets path for media files stored in Logseq.\n ;; You can also reorder them or use only one or two of them in the template.\n ;; You can also insert or format any text in the template, as shown in the following examples.\n ;; :quick-capture-templates\n ;; {:text \"[[quick capture]] **{time}**: {text} from {url}\"\n ;; :media \"[[quick capture]] **{time}**: {url}\"}\n\n ;; Quick capture options.\n ;; - insert-today? Insert the capture at the end of today's journal page (boolean).\n ;; - redirect-page? Redirect to the quick capture page after capturing (boolean).\n ;; - default-page The default page to capture to if insert-today? is false (string).\n ;; :quick-capture-options\n ;; {:insert-today? false ;; Default value: true\n ;; :redirect-page? false ;; Default value: false\n ;; :default-page \"quick capture\"} ;; Default page: \"quick capture\"\n\n ;; File sync options\n ;; Ignore these files when syncing, regexp is supported.\n ;; :file-sync/ignore-files []\n\n ;; Configure the Enter key behavior for\n ;; context-aware editing with DWIM (Do What I Mean).\n ;; context-aware Enter key behavior implies that pressing Enter will\n ;; have different outcomes based on the context.\n ;; For instance, pressing Enter within a list generates a new list item,\n ;; whereas pressing Enter in a block reference opens the referenced block.\n ;; :dwim/settings\n ;; {:admonition&src? true ;; Default value: true\n ;; :markup? false ;; Default value: false\n ;; :block-ref? true ;; Default value: true\n ;; :page-ref? true ;; Default value: true\n ;; :properties? true ;; Default value: true\n ;; :list? false} ;; Default value: false\n\n ;; Configure the escaping method for special characters in page titles.\n ;; Warning:\n ;; This is a dangerous operation. To modify the setting,\n ;; access the 'Filename format' setting and follow the instructions.\n ;; Otherwise, You may need to manually rename all affected files and\n ;; re-index them on all clients after synchronization.\n ;; Incorrect handling may result in messy page titles.\n ;; Available options:\n ;; - :triple-lowbar (default)\n ;; ;use triple underscore `___` for slash `/` in page title\n ;; ;use Percent-encoding for other invalid characters\n :file/name-format :triple-lowbar\n :journal/page-title-format \"yyyy/MM/dd\"\n :graph/settings {:journal? true\n :builtin-pages? true}\n :feature/enable-flashcards? false\n :ui/show-brackets? true\n :editor/preferred-pasting-file? true\n :feature/enable-journals? false\n :default-home {:page \"Startpage\"}\n :graph/forcesettings {:charge-range 800\n :charge-strength -800\n :link-dist 30}\n :publishing/all-pages-public? 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}}",536870919]],["^15",[133,"^O","^1@",536870919]],["^15",[133,"^F",131,536870919]],["^15",[133,"^X",110,536870919]],["^15",[133,"^V",110,536870919]],["^15",[133,"^?",["^ "],536870919]],["^15",[133,"^;","~u6873aeb3-c76c-433f-83dd-4805cd72f211",536870919]],["^15",[134,"^Q","POST: `/consent/` -> Request User to consent that action is taken\nid:: 6873a896-aa1c-4f46-9ada-b603c28246ea",536870921]],["^15",[134,"^O","^1@",536870921]],["^15",[134,"^F",3749,536870921]],["^15",[134,"^X",3713,536870921]],["^15",[134,"^V",3746,536870921]],["^15",[134,"^U",398,536870921]],["^15",[134,"^U",3713,536870921]],["^15",[134,"^?",["^ ","^1;","6873a896-aa1c-4f46-9ada-b603c28246ea"],536870921]],["^15",[134,"^J",["^1;"],536870921]],["^15",[134,"^4",["^ ","^1;","6873a896-aa1c-4f46-9ada-b603c28246ea"],536870921]],["^15",[134,"^;","~u6873a896-aa1c-4f46-9ada-b603c28246ea",536870919]],["^15",[135,"^3","exclude-from-graph-view:: true\n",536870920]],["^15",[135,"^17",1761642511693,536870920]],["^15",[135,"^Z","pages/A.md",536870920]],["^15",[136,"^Q","exclude-from-graph-view:: true\n",536870920]],["^15",[136,"^O","^1@",536870920]],["^15",[136,"~:block/invalid-properties",["~#set",[]],536870920]],["^15",[136,"^F",15,536870920]],["^15",[136,"^X",15,536870920]],["^15",[136,"^V",15,536870920]],["^15",[136,"^U",15,536870920]],["^15",[136,"^:",true,536870920]],["^15",[136,"^?",["^ ","^16",true],536870920]],["^15",[136,"^J",["^16"],536870920]],["^15",[136,"^4",["^ ","^16","true"],536870920]],["^15",[136,"^;","~u6900880f-0875-46ba-bebc-e28ec004a51a",536870920]],["^15",[137,"^3","## Wer ist die Autorschaft\n\t- Sicheres Urheberrecht sorgt für Wertschätzung und schafft überhaupt erst den Anreiz, ein Werk zu erschaffen (über die bloße Vorstellung einer Idee hinaus)\n\t- In der neoliberalen Konkurrenz einzelner Kunstschaffender besteht die Forderung nach Neuem, Originellem und Eigenständigem\n\t\t- Kunstform, die diese Grenzen immer wieder erprobt, ist **Appropriation Art** (Aneignungskunst)\n\t\t\t- Ursprüngliches Werk, Objekt oder Bild wird mit wenigen oder keinen Änderungen, ggf. mit verändertem Kontext, im neuen Werk abgebildet\n\t- Maschine als deterministisch unkreativ betrachtet\n\t\t- Computer und Programme bestehen aus Algorithmen, welche zwar erstellt werden und wie erhofft funktionieren, jedoch dem Bewusstsein verschlossen und unkommunikativ bleiben, sich aber trotzdem auf uns auswirken\n\t\t- Funktionweise unbekannt, Weg der Datenverarbeitung schwer nachvollziehbar → Autonomiecharakter → wirft juristische Fragen zum Urheberrecht auf\n\t- KI-Modelle wären ohne Trainingsdaten nichts\n\t\t- Menschen brauchen Inspiration und Referenzmaterial ebenso für Kreativität und Reaktion → Training bringt KI auf „ähnliche Spielfläche“ wie Menschen\n\t\t- Autoren sind ebenso „Filter“: nehmen Erfahrungen wahr, rekombinieren diese in undurchschaubarer Weise zu neuen Werken\n\t\t\t- Kein fundamentaler Unterschied zwischen AI und Mensch?\n\t- Sollte man maschinell und menschlich erstellte Werke also gleich behandeln? Sind Menschen der Maschine von Natur aus überlegen?\n\t\t- „Nur Menschen können Autoren sein, da Werke menschliche Erfahrungen widerspiegeln müssen“ → anthropozentrisch, tautologisch\n\t\t- Andererseits: Wenn Kunst rein im Ausdruck besteht, welche Rolle spielen dann innere Turbulenzen des Autors?\n\t- Ai als Stilmittel eines Autors\n\t\t- Malerei war lange mit dem Mythos des kreativen, männlichen, weißen Genies verbunden → durch AI-Nutzung kann dies hinterfragt werden\n\t\t- Kooperation zwischen Mensch und Nichtmenschlichem bringt Eigenheit und Widerstand, was besonderen künstlerischen Flair erzeugt\n\t\t- Autor als Filter + KI als Filter → rekursive Kaskade, die aufeinander aufbaut\n\t- #### Nehmen wir Originalität für AI-generierte Werke an:\n\t\t- Wird es kommen wie in Orwells *1984*, wo Romanschreib- und Musikkompositionsmaschinen eine automatische Kulturindustrie bilden? Bisher nicht – schon weil ökonomische Motivation zur Ersetzung menschlicher Arbeit in Kunstbereichen weitgehend fehlt.\n\t\t *Doch Beispiele wie Spotify #Ai Music zeigen erste Ansätze.*\n- ### Entlohnung der Kunstschaffenden\n\t- Wer soll von durch Ai geschaffenen Werken entlohnt werden?\n\t- Wie geht der Kapitalismus mit massenhaft synthetisch geschaffenen Werken um?\n\t- Zunehmend verbreitet sich das Konzept von **Microwork**\n\t\t- Als AI erledigte Aufgaben werden vermarktet, obwohl sie in Wahrheit von unterbezahlten, oft ausgebeuteten Arbeitskräften ausgeführt werden\n\t\t- → *Siehe: „The Culture of Microwork“*",536870920]],["^15",[137,"^17",1761642511721,536870920]],["^15",[137,"^Z","pages/Ai Autorenschaft %23Note.md",536870920]],["^15",[138,"^K",1761642511719,536870920]],["^15",[138,"^[",137,536870920]],["^15",[138,"^@",false,536870920]],["^15",[138,"^Y","ai autorenschaft #note",536870920]],["^15",[138,"^11","Ai Autorenschaft #Note",536870920]],["^15",[138,"^B",1761642511719,536870920]],["^15",[138,"^;","~u69008813-8563-4b06-95c8-45ba55c4e4fd",536870921]],["^15",[139,"^Q","Als AI erledigte Aufgaben werden vermarktet, obwohl sie in Wahrheit von unterbezahlten, oft ausgebeuteten Arbeitskräften ausgeführt werden",536870920]],["^15",[139,"^O","^1@",536870920]],["^15",[139,"^F",145,536870920]],["^15",[139,"^X",138,536870920]],["^15",[139,"^V",145,536870920]],["^15",[139,"^U",138,536870920]],["^15",[139,"^;","~u6900880f-2631-43f7-af4b-15467ec29dd9",536870920]],["^15",[140,"^Q","Menschen brauchen Inspiration und Referenzmaterial ebenso für Kreativität und Reaktion → Training bringt KI auf „ähnliche Spielfläche“ wie Menschen",536870920]],["^15",[140,"^O","^1@",536870920]],["^15",[140,"^F",160,536870920]],["^15",[140,"^X",138,536870920]],["^15",[140,"^V",160,536870920]],["^15",[140,"^U",138,536870920]],["^15",[140,"^;","~u6900880f-8014-4acb-a1b2-29958fce5976",536870920]],["^15",[141,"^Q","Ursprüngliches Werk, Objekt oder Bild wird mit wenigen oder keinen Änderungen, ggf. mit verändertem Kontext, im neuen Werk abgebildet",536870920]],["^15",[141,"^O","^1@",536870920]],["^15",[141,"^F",158,536870920]],["^15",[141,"^X",138,536870920]],["^15",[141,"^V",158,536870920]],["^15",[141,"^U",138,536870920]],["^15",[141,"^;","~u6900880f-d57e-4a6c-b5e1-c58ce41fae2c",536870920]],["^15",[142,"^Q","Andererseits: Wenn Kunst rein im Ausdruck besteht, welche Rolle spielen dann innere Turbulenzen des Autors?",536870920]],["^15",[142,"^O","^1@",536870920]],["^15",[142,"^F",163,536870920]],["^15",[142,"^X",138,536870920]],["^15",[142,"^V",149,536870920]],["^15",[142,"^U",138,536870920]],["^15",[142,"^;","~u6900880f-6429-4dce-9de9-b7ad8a8ff2ab",536870920]],["^15",[143,"^Q","Wird es kommen wie in Orwells *1984*, wo Romanschreib- und Musikkompositionsmaschinen eine automatische Kulturindustrie bilden? Bisher nicht – schon weil ökonomische Motivation zur Ersetzung menschlicher Arbeit in Kunstbereichen weitgehend fehlt.\n*Doch Beispiele wie Spotify #Ai Music zeigen erste Ansätze.*",536870920]],["^15",[143,"^O","^1@",536870920]],["^15",[143,"^F",164,536870920]],["^15",[143,"^X",138,536870920]],["^15",[143,"^V",164,536870920]],["^15",[143,"^U",138,536870920]],["^15",[143,"^;","~u6900880f-8237-492a-81fd-aab349e802db",536870920]],["^15",[144,"^Q","Ai als Stilmittel eines Autors",536870920]],["^15",[144,"^O","^1@",536870920]],["^15",[144,"^F",149,536870920]],["^15",[144,"^X",138,536870920]],["^15",[144,"^V",154,536870920]],["^15",[144,"^U",138,536870920]],["^15",[144,"^;","~u6900880f-a510-4e71-9597-939e63d8be93",536870920]],["^15",[145,"^Q","Zunehmend verbreitet sich das Konzept von **Microwork**",536870920]],["^15",[145,"^O","^1@",536870920]],["^15",[145,"^F",151,536870920]],["^15",[145,"^X",138,536870920]],["^15",[145,"^V",155,536870920]],["^15",[145,"^U",138,536870920]],["^15",[145,"^;","~u6900880f-e488-404f-a8b2-f3e07cda0c96",536870920]],["^15",[146,"^Q","In der neoliberalen Konkurrenz einzelner Kunstschaffender besteht die Forderung nach Neuem, Originellem und Eigenständigem",536870920]],["^15",[146,"^O","^1@",536870920]],["^15",[146,"^F",152,536870920]],["^15",[146,"^X",138,536870920]],["^15",[146,"^V",154,536870920]],["^15",[146,"^U",138,536870920]],["^15",[146,"^;","~u6900880f-0361-40b4-bfa8-9a4e0f03f27b",536870920]],["^15",[147,"^Q","Kooperation zwischen Mensch und Nichtmenschlichem bringt Eigenheit und Widerstand, was besonderen künstlerischen Flair erzeugt",536870920]],["^15",[147,"^O","^1@",536870920]],["^15",[147,"^F",156,536870920]],["^15",[147,"^X",138,536870920]],["^15",[147,"^V",144,536870920]],["^15",[147,"^U",138,536870920]],["^15",[147,"^;","~u6900880f-d0b2-4dd1-8251-8b2e1fa9f281",536870920]],["^15",[148,"^Q","Autor als Filter + KI als Filter → rekursive Kaskade, die aufeinander aufbaut",536870920]],["^15",[148,"^O","^1@",536870920]],["^15",[148,"^F",147,536870920]],["^15",[148,"^X",138,536870920]],["^15",[148,"^V",144,536870920]],["^15",[148,"^U",138,536870920]],["^15",[148,"^;","~u6900880f-5807-426e-a88f-58f5306fb8c3",536870920]],["^15",[149,"^Q","Sollte man maschinell und menschlich erstellte Werke also gleich behandeln? Sind Menschen der Maschine von Natur aus überlegen?",536870920]],["^15",[149,"^O","^1@",536870920]],["^15",[149,"^F",160,536870920]],["^15",[149,"^X",138,536870920]],["^15",[149,"^V",154,536870920]],["^15",[149,"^U",138,536870920]],["^15",[149,"^;","~u6900880f-1fab-4543-919b-456c1aaf420e",536870920]],["^15",[150,"^Q","Kein fundamentaler Unterschied zwischen AI und Mensch?",536870920]],["^15",[150,"^O","^1@",536870920]],["^15",[150,"^F",157,536870920]],["^15",[150,"^X",138,536870920]],["^15",[150,"^V",157,536870920]],["^15",[150,"^U",138,536870920]],["^15",[150,"^;","~u6900880f-7ab7-46df-9a15-0cecd3471fa5",536870920]],["^15",[151,"^Q","Wie geht der Kapitalismus mit massenhaft synthetisch geschaffenen Werken um?",536870920]],["^15",[151,"^O","^1@",536870920]],["^15",[151,"^F",159,536870920]],["^15",[151,"^X",138,536870920]],["^15",[151,"^V",155,536870920]],["^15",[151,"^U",138,536870920]],["^15",[151,"^;","~u6900880f-0ae5-4982-81e6-ec5c5f2c4daa",536870920]],["^15",[152,"^Q","Sicheres Urheberrecht sorgt für Wertschätzung und schafft überhaupt erst den Anreiz, ein Werk zu erschaffen (über die bloße Vorstellung einer Idee hinaus)",536870920]],["^15",[152,"^O","^1@",536870920]],["^15",[152,"^F",154,536870920]],["^15",[152,"^X",138,536870920]],["^15",[152,"^V",154,536870920]],["^15",[152,"^U",138,536870920]],["^15",[152,"^;","~u6900880f-dd6b-4ab9-a9c8-37fe325a03e8",536870920]],["^15",[153,"^Q","→ *Siehe: „The Culture of Microwork“*",536870920]],["^15",[153,"^O","^1@",536870920]],["^15",[153,"^F",139,536870920]],["^15",[153,"^X",138,536870920]],["^15",[153,"^V",145,536870920]],["^15",[153,"^U",138,536870920]],["^15",[153,"^;","~u6900880f-d055-4927-8388-d0f9f13e5f85",536870920]],["^15",[154,"^Q","## Wer ist die Autorschaft",536870920]],["^15",[154,"^O","^1@",536870920]],["^15",[154,"^F",138,536870920]],["^15",[154,"^X",138,536870920]],["^15",[154,"^V",138,536870920]],["^15",[154,"^U",138,536870920]],["^15",[154,"^?",["^ ","~:heading",2],536870920]],["^15",[154,"^J",[],536870920]],["^15",[154,"^;","~u6900880f-1a71-4e38-b301-681ec52e0dad",536870920]],["^15",[155,"^Q","### Entlohnung der Kunstschaffenden",536870920]],["^15",[155,"^O","^1@",536870920]],["^15",[155,"^F",154,536870920]],["^15",[155,"^X",138,536870920]],["^15",[155,"^V",138,536870920]],["^15",[155,"^U",138,536870920]],["^15",[155,"^?",["^ ","^37",3],536870920]],["^15",[155,"^J",[],536870920]],["^15",[155,"^;","~u6900880f-ee73-49c8-9e13-d9d0609f58c1",536870920]],["^15",[156,"^Q","Malerei war lange mit dem Mythos des kreativen, männlichen, weißen Genies verbunden → durch AI-Nutzung kann dies hinterfragt werden",536870920]],["^15",[156,"^O","^1@",536870920]],["^15",[156,"^F",144,536870920]],["^15",[156,"^X",138,536870920]],["^15",[156,"^V",144,536870920]],["^15",[156,"^U",138,536870920]],["^15",[156,"^;","~u6900880f-4613-474c-8971-4d40c1f6fecb",536870920]],["^15",[157,"^Q","Autoren sind ebenso „Filter“: nehmen Erfahrungen wahr, rekombinieren diese in undurchschaubarer Weise zu neuen Werken",536870920]],["^15",[157,"^O","^1@",536870920]],["^15",[157,"^F",140,536870920]],["^15",[157,"^X",138,536870920]],["^15",[157,"^V",160,536870920]],["^15",[157,"^U",138,536870920]],["^15",[157,"^;","~u6900880f-ccfc-4188-89bb-c19af7ee5278",536870920]],["^15",[158,"^Q","Kunstform, die diese Grenzen immer wieder erprobt, ist **Appropriation Art** (Aneignungskunst)",536870920]],["^15",[158,"^O","^1@",536870920]],["^15",[158,"^F",146,536870920]],["^15",[158,"^X",138,536870920]],["^15",[158,"^V",146,536870920]],["^15",[158,"^U",138,536870920]],["^15",[158,"^;","~u6900880f-1e8c-41b3-b088-bacdc2c4e21c",536870920]],["^15",[159,"^Q","Wer soll von durch Ai geschaffenen Werken entlohnt werden?",536870920]],["^15",[159,"^O","^1@",536870920]],["^15",[159,"^F",155,536870920]],["^15",[159,"^X",138,536870920]],["^15",[159,"^V",155,536870920]],["^15",[159,"^U",138,536870920]],["^15",[159,"^;","~u6900880f-cfca-43d3-81e9-fd8498f8fea7",536870920]],["^15",[160,"^Q","KI-Modelle wären ohne Trainingsdaten nichts",536870920]],["^15",[160,"^O","^1@",536870920]],["^15",[160,"^F",161,536870920]],["^15",[160,"^X",138,536870920]],["^15",[160,"^V",154,536870920]],["^15",[160,"^U",138,536870920]],["^15",[160,"^;","~u6900880f-3cf3-4175-8e84-eba1ffca5f94",536870920]],["^15",[161,"^Q","Maschine als deterministisch unkreativ betrachtet",536870920]],["^15",[161,"^O","^1@",536870920]],["^15",[161,"^F",146,536870920]],["^15",[161,"^X",138,536870920]],["^15",[161,"^V",154,536870920]],["^15",[161,"^U",138,536870920]],["^15",[161,"^;","~u6900880f-e0b1-4c6c-ad7c-7e6fe9d1f365",536870920]],["^15",[162,"^Q","Funktionweise unbekannt, Weg der Datenverarbeitung schwer nachvollziehbar → Autonomiecharakter → wirft juristische Fragen zum Urheberrecht auf",536870920]],["^15",[162,"^O","^1@",536870920]],["^15",[162,"^F",165,536870920]],["^15",[162,"^X",138,536870920]],["^15",[162,"^V",161,536870920]],["^15",[162,"^U",138,536870920]],["^15",[162,"^;","~u6900880f-d232-4404-8301-85f1d7fedc1a",536870920]],["^15",[163,"^Q","„Nur Menschen können Autoren sein, da Werke menschliche Erfahrungen widerspiegeln müssen“ → anthropozentrisch, tautologisch",536870920]],["^15",[163,"^O","^1@",536870920]],["^15",[163,"^F",149,536870920]],["^15",[163,"^X",138,536870920]],["^15",[163,"^V",149,536870920]],["^15",[163,"^U",138,536870920]],["^15",[163,"^;","~u6900880f-2c5f-46d4-b89f-f7cb13a8f901",536870920]],["^15",[164,"^Q","#### Nehmen wir Originalität für AI-generierte Werke an:",536870920]],["^15",[164,"^O","^1@",536870920]],["^15",[164,"^F",144,536870920]],["^15",[164,"^X",138,536870920]],["^15",[164,"^V",154,536870920]],["^15",[164,"^U",138,536870920]],["^15",[164,"^?",["^ ","^37",4],536870920]],["^15",[164,"^J",[],536870920]],["^15",[164,"^;","~u6900880f-eb00-4e87-94ab-edd91f59dd1e",536870920]],["^15",[165,"^Q","Computer und Programme bestehen aus Algorithmen, welche zwar erstellt werden und wie erhofft funktionieren, jedoch dem Bewusstsein verschlossen und unkommunikativ bleiben, sich aber trotzdem auf uns auswirken",536870920]],["^15",[165,"^O","^1@",536870920]],["^15",[165,"^F",161,536870920]],["^15",[165,"^X",138,536870920]],["^15",[165,"^V",161,536870920]],["^15",[165,"^U",138,536870920]],["^15",[165,"^;","~u6900880f-36b9-4f13-9031-3e2ea0441281",536870920]],["^15",[166,"^3","### KNN und Algorithmen in GANs\n\t- Datenbanken werden zum Training verwendet, so wird dem Modell eine Art „Erinnerung“ verliehen (jedoch emotionslos im Vergleich zum menschlichen Gedächtnis)\n\t- KNN-Bilderkennung: Analyseobjekt → [KNN-Schichten] → analysierte Darstellung des KNN\n\t\t- Zwischenschichten bauen zur Bilderkennung auf dem gegebenen Bild auf, verändern es und fügen Informationen aus dem Datensatz hinzu → werden sie dadurch kreativ?\n\t\t- Die Ansicht der AI auf ein Bild kann bei Pausierung der Generation auf halbem Wege ersichtlich werden\n\t\t\t- Resultierende Bilder ähneln teils Beschreibungen von Personen unter LSD-Einfluss (Forschungsansätze hierzu vorhanden)\n\t- Halluzinationen als Form der Kreativität\n\t\t- Lässt man ein Bild analysieren, kann die AI es überinterpretieren (vergleichbar mit menschlichem Pareidolie-Erleben, z.B. Sternenbilder → Wagen-Silhouette)\n\t\t- AI kann Gruppen von Neuronen/Daten als zusammengehörig interpretieren, auch wenn dies faktisch nicht zutrifft\n\t\t- Fähigkeit zur Separation und Einzelbetrachtung von Bildelementen\n\t- AI kann Situationen sehen, die Menschen verborgen bleiben\n\t\t- Beispiel Go-Spiel: sinnvolle Züge weit außerhalb menschlicher Rechenkapazität → „Schimmer“ an Kreativität\n\t- AI geht weit über die Rolle des Werkzeugs hinaus\n\t\t- Kann sich selbst weiterentwickeln und komplexe Handlungen ausführen\n\t\t- Arbeitet mit Eingaben der Künstler (Datensätze) und Generationsparametern → kollaborativ\n\t- „Die Entwickler waren kreativ, nicht die AI“\n\t\t- Analogie: Wenn ich ein Buch schreibe, ist es meine Leistung, nicht jene meines Deutschlehrers, der mir das Schreiben beibrachte\n\t- Kritische Bewertung von AI-Werken ist möglich\n\t\t- Fraglich, ob diese Bewertung rein simuliert ist, da Modelle lediglich Antworten replizieren (Quellenkritik nötig)\n- ## Kreativität – Definition und KI\n\t- Kreativität: Produktion von neuem Wissen aus bereits vorhandenem durch Problemlösungsprozesse\n\t\t- Wichtige Merkmale:\n\t\t\t- Inspiration\n\t\t\t- Intuition\n\t\t\t- Emotionen\n\t\t\t- Bewusstsein\n\t\t\t- Unberechenbarkeit\n\t\t\t- Wettbewerbsfähigkeit\n\t\t\t- Ausdauer\n\t\t\t- Externe Faktoren\n\t\t- Experimente:\n\t\t\t- In einer Simulationsumgebung, in der Roboter Nahrung suchen mussten, gelang es einigen Modellen, andere zu täuschen (Unterdrückung kommunikativer Signale) → strategisches Verhalten, erste Anzeichen von „Emotion“?\n\t\t\t- Unberechenbarkeit kann in deterministischen Systemen durch den Schmetterlingseffekt erzeugt werden\n\t\t\t- Externe Faktoren können über Internetzugang und Nachahmung erlernt werden\n\t\t- Bewusstsein:\n\t\t\t- Mit Bewusstsein kommt Fähigkeit zur Selbstkritik und eigenständigem Lernen\n\t\t\t- Philosophische Frage: Wenn Bewusstsein berechenbar ist, wie künstlich ist Intelligenz dann noch?\n\t\t\t- Michael Graziano: Bewusstsein = Kombination aller mentalen Modelle zur Filterung von Informationen auf das Wesentliche\n\t- Aktuell besitzt KI nicht die Fähigkeit, über ihre eigenen Regeln hinauszugehen, um uns zu überraschen\n\t\t- Daher sollte AI-Kunst nicht danach beurteilt werden, wie nah sie der menschlichen kommt, sondern wie viel weiter sie gehen kann\n\t\t \n\t\t ---\n\t- Viele vertreten eine konservative Haltung:\n\t\t- „Nur der Mensch könne Schöpfer sein“\n\t\t- Doch warum sollte dieses Attribut nur auf uns beschränkt sein? → Zur Kreativität muss stets der Mensch im Spiel sein?\n\t- AI-Artists\n\t\t- Meist Ingenieure, Entwickler und Künstler\n\t\t- Ziel: Weiterentwicklung der KI-Kunst und Erforschung ihrer Möglichkeiten",536870920]],["^15",[166,"^17",1761642511751,536870920]],["^15",[166,"^Z","pages/Ai Funktionsweise der Kreativitaet %23Note.md",536870920]],["^15",[167,"^K",1761642511750,536870920]],["^15",[167,"^[",166,536870920]],["^15",[167,"^@",false,536870920]],["^15",[167,"^Y","ai funktionsweise der kreativitaet #note",536870920]],["^15",[167,"^11","Ai Funktionsweise der Kreativitaet #Note",536870920]],["^15",[167,"^B",1761642511750,536870920]],["^15",[167,"^;","~u69008813-14df-49e2-98ef-b4d28c1eff57",536870921]],["^15",[168,"^Q","Externe Faktoren",536870920]],["^15",[168,"^O","^1@",536870920]],["^15",[168,"^F",197,536870920]],["^15",[168,"^X",167,536870920]],["^15",[168,"^V",196,536870920]],["^15",[168,"^U",167,536870920]],["^15",[168,"^;","~u6900880f-5c33-4066-8dd8-2377fe2a9491",536870920]],["^15",[169,"^Q","AI kann Situationen sehen, die Menschen verborgen bleiben",536870920]],["^15",[169,"^O","^1@",536870920]],["^15",[169,"^F",177,536870920]],["^15",[169,"^X",167,536870920]],["^15",[169,"^V",188,536870920]],["^15",[169,"^U",167,536870920]],["^15",[169,"^;","~u6900880f-a916-454e-8af4-257ba1ba8b8d",536870920]],["^15",[170,"^Q","Unberechenbarkeit kann in deterministischen Systemen durch den Schmetterlingseffekt erzeugt werden",536870920]],["^15",[170,"^O","^1@",536870920]],["^15",[170,"^F",193,536870920]],["^15",[170,"^X",167,536870920]],["^15",[170,"^V",187,536870920]],["^15",[170,"^U",167,536870920]],["^15",[170,"^;","~u6900880f-4a21-4936-9cab-1fafa3a72524",536870920]],["^15",[171,"^Q","Fraglich, ob diese Bewertung rein simuliert ist, da Modelle lediglich Antworten replizieren (Quellenkritik nötig)",536870920]],["^15",[171,"^O","^1@",536870920]],["^15",[171,"^F",172,536870920]],["^15",[171,"^X",167,536870920]],["^15",[171,"^V",172,536870920]],["^15",[171,"^U",167,536870920]],["^15",[171,"^;","~u6900880f-ae8e-4e54-9262-57d544dfa766",536870920]],["^15",[172,"^Q","Kritische Bewertung von AI-Werken ist möglich",536870920]],["^15",[172,"^O","^1@",536870920]],["^15",[172,"^F",195,536870920]],["^15",[172,"^X",167,536870920]],["^15",[172,"^V",188,536870920]],["^15",[172,"^U",167,536870920]],["^15",[172,"^;","~u6900880f-a343-49cc-ba53-0971ed6a2391",536870920]],["^15",[173,"^Q","Arbeitet mit Eingaben der Künstler (Datensätze) und Generationsparametern → kollaborativ",536870920]],["^15",[173,"^O","^1@",536870920]],["^15",[173,"^F",203,536870920]],["^15",[173,"^X",167,536870920]],["^15",[173,"^V",189,536870920]],["^15",[173,"^U",167,536870920]],["^15",[173,"^;","~u6900880f-0edb-44bb-9889-2a9963abcf65",536870920]],["^15",[174,"^Q","Ziel: Weiterentwicklung der KI-Kunst und Erforschung ihrer Möglichkeiten",536870920]],["^15",[174,"^O","^1@",536870920]],["^15",[174,"^F",212,536870920]],["^15",[174,"^X",167,536870920]],["^15",[174,"^V",181,536870920]],["^15",[174,"^U",167,536870920]],["^15",[174,"^;","~u6900880f-13f7-40de-a18d-2858a1023710",536870920]],["^15",[175,"^Q","## Kreativität – Definition und KI",536870920]],["^15",[175,"^O","^1@",536870920]],["^15",[175,"^F",188,536870920]],["^15",[175,"^X",167,536870920]],["^15",[175,"^V",167,536870920]],["^15",[175,"^U",167,536870920]],["^15",[175,"^?",["^ ","^37",2],536870920]],["^15",[175,"^J",[],536870920]],["^15",[175,"^;","~u6900880f-8425-4cde-89b1-07d037273ea1",536870920]],["^15",[176,"^Q","Datenbanken werden zum Training verwendet, so wird dem Modell eine Art „Erinnerung“ verliehen (jedoch emotionslos im Vergleich zum menschlichen Gedächtnis)",536870920]],["^15",[176,"^O","^1@",536870920]],["^15",[176,"^F",188,536870920]],["^15",[176,"^X",167,536870920]],["^15",[176,"^V",188,536870920]],["^15",[176,"^U",167,536870920]],["^15",[176,"^;","~u6900880f-7706-4075-a962-ceb0707dc9e1",536870920]],["^15",[177,"^Q","Halluzinationen als Form der Kreativität",536870920]],["^15",[177,"^O","^1@",536870920]],["^15",[177,"^F",182,536870920]],["^15",[177,"^X",167,536870920]],["^15",[177,"^V",188,536870920]],["^15",[177,"^U",167,536870920]],["^15",[177,"^;","~u6900880f-fe7d-4515-81c9-3f29446a6e75",536870920]],["^15",[178,"^Q","Philosophische Frage: Wenn Bewusstsein berechenbar ist, wie künstlich ist Intelligenz dann noch?",536870920]],["^15",[178,"^O","^1@",536870920]],["^15",[178,"^F",184,536870920]],["^15",[178,"^X",167,536870920]],["^15",[178,"^V",201,536870920]],["^15",[178,"^U",167,536870920]],["^15",[178,"^;","~u6900880f-23a8-4926-bf15-fb474b970ece",536870920]],["^15",[179,"^Q","Aktuell besitzt KI nicht die Fähigkeit, über ihre eigenen Regeln hinauszugehen, um uns zu überraschen",536870920]],["^15",[179,"^O","^1@",536870920]],["^15",[179,"^F",186,536870920]],["^15",[179,"^X",167,536870920]],["^15",[179,"^V",175,536870920]],["^15",[179,"^U",167,536870920]],["^15",[179,"^;","~u6900880f-a02c-4d55-a21f-ca0c71d8925a",536870920]],["^15",[180,"^Q","Doch warum sollte dieses Attribut nur auf uns beschränkt sein? → Zur Kreativität muss stets der Mensch im Spiel sein?",536870920]],["^15",[180,"^O","^1@",536870920]],["^15",[180,"^F",192,536870920]],["^15",[180,"^X",167,536870920]],["^15",[180,"^V",208,536870920]],["^15",[180,"^U",167,536870920]],["^15",[180,"^;","~u6900880f-f08a-4b84-9c35-ecd4a60bbddf",536870920]],["^15",[181,"^Q","AI-Artists",536870920]],["^15",[181,"^O","^1@",536870920]],["^15",[181,"^F",208,536870920]],["^15",[181,"^X",167,536870920]],["^15",[181,"^V",175,536870920]],["^15",[181,"^U",167,536870920]],["^15",[181,"^;","~u6900880f-87a5-4abb-afdf-0bb8d1e9f908",536870920]],["^15",[182,"^Q","KNN-Bilderkennung: Analyseobjekt → [KNN-Schichten] → analysierte Darstellung des KNN",536870920]],["^15",[182,"^O","^1@",536870920]],["^15",[182,"^F",176,536870920]],["^15",[182,"^X",167,536870920]],["^15",[182,"^V",188,536870920]],["^15",[182,"^U",167,536870920]],["^15",[182,"^;","~u6900880f-cd93-4f2f-b4b5-e9b9ca60bddf",536870920]],["^15",[183,"^Q","Michael Graziano: Bewusstsein = Kombination aller mentalen Modelle zur Filterung von Informationen auf das Wesentliche",536870920]],["^15",[183,"^O","^1@",536870920]],["^15",[183,"^F",178,536870920]],["^15",[183,"^X",167,536870920]],["^15",[183,"^V",201,536870920]],["^15",[183,"^U",167,536870920]],["^15",[183,"^;","~u6900880f-1286-498e-9541-82da4af82246",536870920]],["^15",[184,"^Q","Mit Bewusstsein kommt Fähigkeit zur Selbstkritik und eigenständigem Lernen",536870920]],["^15",[184,"^O","^1@",536870920]],["^15",[184,"^F",201,536870920]],["^15",[184,"^X",167,536870920]],["^15",[184,"^V",201,536870920]],["^15",[184,"^U",167,536870920]],["^15",[184,"^;","~u6900880f-b467-43d0-b04d-472e9690e610",536870920]],["^15",[185,"^Q","Externe Faktoren können über Internetzugang und Nachahmung erlernt werden",536870920]],["^15",[185,"^O","^1@",536870920]],["^15",[185,"^F",170,536870920]],["^15",[185,"^X",167,536870920]],["^15",[185,"^V",187,536870920]],["^15",[185,"^U",167,536870920]],["^15",[185,"^;","~u6900880f-0356-4ff4-9164-c337197e0b4d",536870920]],["^15",[186,"^Q","Kreativität: Produktion von neuem Wissen aus bereits vorhandenem durch Problemlösungsprozesse",536870920]],["^15",[186,"^O","^1@",536870920]],["^15",[186,"^F",175,536870920]],["^15",[186,"^X",167,536870920]],["^15",[186,"^V",175,536870920]],["^15",[186,"^U",167,536870920]],["^15",[186,"^;","~u6900880f-e4fc-48d4-95fc-ac4d5a9a6f52",536870920]],["^15",[187,"^Q","Experimente:",536870920]],["^15",[187,"^O","^1@",536870920]],["^15",[187,"^F",196,536870920]],["^15",[187,"^X",167,536870920]],["^15",[187,"^V",186,536870920]],["^15",[187,"^U",167,536870920]],["^15",[187,"^;","~u6900880f-47cf-4fdb-b59e-626bbd361660",536870920]],["^15",[188,"^Q","### KNN und Algorithmen in GANs",536870920]],["^15",[188,"^O","^1@",536870920]],["^15",[188,"^F",167,536870920]],["^15",[188,"^X",167,536870920]],["^15",[188,"^V",167,536870920]],["^15",[188,"^U",167,536870920]],["^15",[188,"^?",["^ ","^37",3],536870920]],["^15",[188,"^J",[],536870920]],["^15",[188,"^;","~u6900880f-a01c-417c-bdbf-32649d6c4fb9",536870920]],["^15",[189,"^Q","AI geht weit über die Rolle des Werkzeugs hinaus",536870920]],["^15",[189,"^O","^1@",536870920]],["^15",[189,"^F",169,536870920]],["^15",[189,"^X",167,536870920]],["^15",[189,"^V",188,536870920]],["^15",[189,"^U",167,536870920]],["^15",[189,"^;","~u6900880f-712b-4804-a423-0ceef993ca3f",536870920]],["^15",[190,"^Q","Inspiration",536870920]],["^15",[190,"^O","^1@",536870920]],["^15",[190,"^F",196,536870920]],["^15",[190,"^X",167,536870920]],["^15",[190,"^V",196,536870920]],["^15",[190,"^U",167,536870920]],["^15",[190,"^;","~u6900880f-70c9-4d32-81e4-b51d67a4f54a",536870920]],["^15",[191,"^Q","Zwischenschichten bauen zur Bilderkennung auf dem gegebenen Bild auf, verändern es und fügen Informationen aus dem Datensatz hinzu → werden sie dadurch kreativ?",536870920]],["^15",[191,"^O","^1@",536870920]],["^15",[191,"^F",182,536870920]],["^15",[191,"^X",167,536870920]],["^15",[191,"^V",182,536870920]],["^15",[191,"^U",167,536870920]],["^15",[191,"^;","~u6900880f-f4a4-4a4f-82fa-33fe05f1b527",536870920]],["^15",[192,"^Q","„Nur der Mensch könne Schöpfer sein“",536870920]],["^15",[192,"^O","^1@",536870920]],["^15",[192,"^F",208,536870920]],["^15",[192,"^X",167,536870920]],["^15",[192,"^V",208,536870920]],["^15",[192,"^U",167,536870920]],["^15",[192,"^;","~u6900880f-f3b0-49d4-b0b1-5d17ffc4ef9e",536870920]],["^15",[193,"^Q","In einer Simulationsumgebung, in der Roboter Nahrung suchen mussten, gelang es einigen Modellen, andere zu täuschen (Unterdrückung kommunikativer Signale) → strategisches Verhalten, erste Anzeichen von „Emotion“?",536870920]],["^15",[193,"^O","^1@",536870920]],["^15",[193,"^F",187,536870920]],["^15",[193,"^X",167,536870920]],["^15",[193,"^V",187,536870920]],["^15",[193,"^U",167,536870920]],["^15",[193,"^;","~u6900880f-f599-49cc-97a2-0761239882b0",536870920]],["^15",[194,"^Q","Intuition",536870920]],["^15",[194,"^O","^1@",536870920]],["^15",[194,"^F",190,536870920]],["^15",[194,"^X",167,536870920]],["^15",[194,"^V",196,536870920]],["^15",[194,"^U",167,536870920]],["^15",[194,"^;","~u6900880f-5cc8-4555-b869-b73957fc4d3d",536870920]],["^15",[195,"^Q","„Die Entwickler waren kreativ, nicht die AI“",536870920]],["^15",[195,"^O","^1@",536870920]],["^15",[195,"^F",189,536870920]],["^15",[195,"^X",167,536870920]],["^15",[195,"^V",188,536870920]],["^15",[195,"^U",167,536870920]],["^15",[195,"^;","~u6900880f-82f7-4704-9276-0444da924496",536870920]],["^15",[196,"^Q","Wichtige Merkmale:",536870920]],["^15",[196,"^O","^1@",536870920]],["^15",[196,"^F",186,536870920]],["^15",[196,"^X",167,536870920]],["^15",[196,"^V",186,536870920]],["^15",[196,"^U",167,536870920]],["^15",[196,"^;","~u6900880f-6cc8-4b9c-8e52-4a56fc14a109",536870920]],["^15",[197,"^Q","Ausdauer",536870920]],["^15",[197,"^O","^1@",536870920]],["^15",[197,"^F",204,536870920]],["^15",[197,"^X",167,536870920]],["^15",[197,"^V",196,536870920]],["^15",[197,"^U",167,536870920]],["^15",[197,"^;","~u6900880f-45d9-4ffb-a45e-2f012a8e74a6",536870920]],["^15",[198,"^Q","Lässt man ein Bild analysieren, kann die AI es überinterpretieren (vergleichbar mit menschlichem Pareidolie-Erleben, z.B. Sternenbilder → Wagen-Silhouette)",536870920]],["^15",[198,"^O","^1@",536870920]],["^15",[198,"^F",177,536870920]],["^15",[198,"^X",167,536870920]],["^15",[198,"^V",177,536870920]],["^15",[198,"^U",167,536870920]],["^15",[198,"^;","~u6900880f-cc08-4033-835b-d34ef9032418",536870920]],["^15",[199,"^Q","Die Ansicht der AI auf ein Bild kann bei Pausierung der Generation auf halbem Wege ersichtlich werden",536870920]],["^15",[199,"^O","^1@",536870920]],["^15",[199,"^F",191,536870920]],["^15",[199,"^X",167,536870920]],["^15",[199,"^V",182,536870920]],["^15",[199,"^U",167,536870920]],["^15",[199,"^;","~u6900880f-baba-42b3-867d-e830a5a672fc",536870920]],["^15",[200,"^Q","Resultierende Bilder ähneln teils Beschreibungen von Personen unter LSD-Einfluss (Forschungsansätze hierzu vorhanden)",536870920]],["^15",[200,"^O","^1@",536870920]],["^15",[200,"^F",199,536870920]],["^15",[200,"^X",167,536870920]],["^15",[200,"^V",199,536870920]],["^15",[200,"^U",167,536870920]],["^15",[200,"^;","~u6900880f-950e-463e-b2dd-d070fe78eed3",536870920]],["^15",[201,"^Q","Bewusstsein:",536870920]],["^15",[201,"^O","^1@",536870920]],["^15",[201,"^F",187,536870920]],["^15",[201,"^X",167,536870920]],["^15",[201,"^V",186,536870920]],["^15",[201,"^U",167,536870920]],["^15",[201,"^;","~u6900880f-f0b1-4e67-8e63-b34a0daab099",536870920]],["^15",[202,"^Q","Analogie: Wenn ich ein Buch schreibe, ist es meine Leistung, nicht jene meines Deutschlehrers, der mir das Schreiben beibrachte",536870920]],["^15",[202,"^O","^1@",536870920]],["^15",[202,"^F",195,536870920]],["^15",[202,"^X",167,536870920]],["^15",[202,"^V",195,536870920]],["^15",[202,"^U",167,536870920]],["^15",[202,"^;","~u6900880f-a085-4d81-a29e-016f67613c77",536870920]],["^15",[203,"^Q","Kann sich selbst weiterentwickeln und komplexe Handlungen ausführen",536870920]],["^15",[203,"^O","^1@",536870920]],["^15",[203,"^F",189,536870920]],["^15",[203,"^X",167,536870920]],["^15",[203,"^V",189,536870920]],["^15",[203,"^U",167,536870920]],["^15",[203,"^;","~u6900880f-1029-42dc-b474-2effc41f5c00",536870920]],["^15",[204,"^Q","Wettbewerbsfähigkeit",536870920]],["^15",[204,"^O","^1@",536870920]],["^15",[204,"^F",206,536870920]],["^15",[204,"^X",167,536870920]],["^15",[204,"^V",196,536870920]],["^15",[204,"^U",167,536870920]],["^15",[204,"^;","~u6900880f-7091-49da-a6d7-9895482d2587",536870920]],["^15",[205,"^Q","Daher sollte AI-Kunst nicht danach beurteilt werden, wie nah sie der menschlichen kommt, sondern wie viel weiter sie gehen kann\n\n---",536870920]],["^15",[205,"^O","^1@",536870920]],["^15",[205,"^F",179,536870920]],["^15",[205,"^X",167,536870920]],["^15",[205,"^V",179,536870920]],["^15",[205,"^U",167,536870920]],["^15",[205,"^;","~u6900880f-2fbc-4058-b2dc-745fc8bd4cc0",536870920]],["^15",[206,"^Q","Unberechenbarkeit",536870920]],["^15",[206,"^O","^1@",536870920]],["^15",[206,"^F",210,536870920]],["^15",[206,"^X",167,536870920]],["^15",[206,"^V",196,536870920]],["^15",[206,"^U",167,536870920]],["^15",[206,"^;","~u6900880f-46db-4de9-a0df-35334e4334bb",536870920]],["^15",[207,"^Q","AI kann Gruppen von Neuronen/Daten als zusammengehörig interpretieren, auch wenn dies faktisch nicht zutrifft",536870920]],["^15",[207,"^O","^1@",536870920]],["^15",[207,"^F",198,536870920]],["^15",[207,"^X",167,536870920]],["^15",[207,"^V",177,536870920]],["^15",[207,"^U",167,536870920]],["^15",[207,"^;","~u6900880f-0c76-4ebe-96b7-b55ff02e6c1f",536870920]],["^15",[208,"^Q","Viele vertreten eine konservative Haltung:",536870920]],["^15",[208,"^O","^1@",536870920]],["^15",[208,"^F",179,536870920]],["^15",[208,"^X",167,536870920]],["^15",[208,"^V",175,536870920]],["^15",[208,"^U",167,536870920]],["^15",[208,"^;","~u6900880f-43db-4795-8a52-c1ad1bfa1b47",536870920]],["^15",[209,"^Q","Beispiel Go-Spiel: sinnvolle Züge weit außerhalb menschlicher Rechenkapazität → „Schimmer“ an Kreativität",536870920]],["^15",[209,"^O","^1@",536870920]],["^15",[209,"^F",169,536870920]],["^15",[209,"^X",167,536870920]],["^15",[209,"^V",169,536870920]],["^15",[209,"^U",167,536870920]],["^15",[209,"^;","~u6900880f-b65d-433e-89da-410ebc819bbe",536870920]],["^15",[210,"^Q","Bewusstsein",536870920]],["^15",[210,"^O","^1@",536870920]],["^15",[210,"^F",211,536870920]],["^15",[210,"^X",167,536870920]],["^15",[210,"^V",196,536870920]],["^15",[210,"^U",167,536870920]],["^15",[210,"^;","~u6900880f-9996-4cd9-87b3-bb036611f6cf",536870920]],["^15",[211,"^Q","Emotionen",536870920]],["^15",[211,"^O","^1@",536870920]],["^15",[211,"^F",194,536870920]],["^15",[211,"^X",167,536870920]],["^15",[211,"^V",196,536870920]],["^15",[211,"^U",167,536870920]],["^15",[211,"^;","~u6900880f-d96a-4d77-8ae6-c4d469621ade",536870920]],["^15",[212,"^Q","Meist Ingenieure, Entwickler und Künstler",536870920]],["^15",[212,"^O","^1@",536870920]],["^15",[212,"^F",181,536870920]],["^15",[212,"^X",167,536870920]],["^15",[212,"^V",181,536870920]],["^15",[212,"^U",167,536870920]],["^15",[212,"^;","~u6900880f-a011-4192-b125-2bbb3ede55f8",536870920]],["^15",[213,"^Q","Fähigkeit zur Separation und Einzelbetrachtung von Bildelementen",536870920]],["^15",[213,"^O","^1@",536870920]],["^15",[213,"^F",207,536870920]],["^15",[213,"^X",167,536870920]],["^15",[213,"^V",177,536870920]],["^15",[213,"^U",167,536870920]],["^15",[213,"^;","~u6900880f-faa7-41a6-aec1-b9eedeb4d83e",536870920]],["^15",[214,"^3","# Deffinition Ai art\n\t- Es gibt nicht **„die AI“**\n\t\t- Vielmehr ist es ein sehr vielfältiges Forschungsfeld aus Medien, Algorithmen und Programmierung\n\t\t- Forschungsfelder weiten sich von Robotik, Informatik und Automatisierung auf Kommunikationswissenschaften, Neuro- und Psychologie (und weitere) aus\n\t\t- Themenfelder:\n\t\t\t- Mustererkennung\n\t\t\t- Simulation von Kreativität und intelligentem Verhalten\n\t\t\t- Problemlösungen und Suchsysteme\n\t\t- AI als Expertensystem ersetzt frühere Technologien\n\t- Mentale Vorgänge (Denken)\n\t\t- Können durch elektrische oder mechanische Vorgänge simuliert werden\n\t\t- Eine der bedeutendsten Erkenntnisse der letzten 100 Jahre\n\t\t- Künstliche neuronale Netzwerke → Deep Learning\n\t- AI Kunst ist Teil der algorithmischen Kunst\n\t\t- Kunst, die basierend auf einer Handlungsverschrift bei gegebenen Eingabewerten einen erwartbaren Ausgabewert (Funktionswert) liefert\n\t\t- Der Nutzer kann selbst zum Parameter werden und so das Bild verändern\n\t\t- Computer Art existiert seit den 1960er Jahren\n\t\t- Spätestens seit den ersten generativen Bildmodellen ist klar: Computer sind fähig, Künstler (zumindest teilweise) zu ersetzen\n\t- Erkennung computer-generierter Bilder vs. menschengemachter Bilder als neue Art des Turing-Tests\n\t\t- \"Who is generated, who is born?\"\n\t\t- Diese Frage wird obsolet, wenn Maschinen zunehmend kreativer erscheinen oder tatsächlich werden\n- # Ai und Kunst\n\t- AI Art emigriert aus menschlichen und nicht-menschlichen Netzwerken:\n\t\t- Sie ist mehr als das bloße Endresultat\n\t\t- Gemeinsames kreatives Handeln\n\t\t- --> Kokreativität: Der Bias des Datensatzes beeinflusst das Endresultat und wird auch durch kulturell eingeschriebene beziehungsweise eincodierte Machtverhältnisse und Politiken bestimmt\n\t- ## Frage: Braucht es einen moderneren Begriff – was ist Kunst?\n\t\t- Die Position der KI wird in verschiedensten Kreisen anders bewertet und ist umstritten\n\t\t\t- Valide Künstler, Hilfsmittel oder bloße Rekreationsmaschine?\n\t\t- Fakt ist: Sie ist im künstlerischen Bereich bereits angekommen und wird in Kunsthäusern versteigert und ausgestellt (z.B. zeichnender Roboter AI-DA)\n\t- ## Funktionen\n\t collapsed:: true\n\t\t- Filter\n\t\t- Bild-, Text-, Video-, Audio-Generierung für Menschen\n\t\t- Deepfakes (kann bereits empathisch erscheinen)\n\t\t- Avancierte Robotik\n\t\t\t- Optimierung und Planung in der weltweiten Wirtschaft\n\t\t- Daten dienen dabei als Pigment oder Stimmband\n\t\t- Zeigen vermeintlich intelligentes Verhalten, indem sie auf Eingaben (Trigger) durch vorher Gelerntes (ggf. mit induzierter zufälliger Varianz) entsprechend reagieren, um ein Problem zu lösen\n\t- ## Funktionsweise KI\n\t\t- Ob KI Kreativität, Intelligenz oder gar freier Wille zugesprochen wird, ist stark debattiert, sowohl in der Kunst als auch in der Philosophie\n\t\t\t- Es gibt immer wieder Artikel, die berichten, dass Modelle in Laborumgebungen lügen würden, um das eigene Abschalten zu verhindern. Wahrscheinlich ist dieses Verhalten jedoch lediglich auf die Replikation menschlichen Verhaltens, welches in den Trainingsdaten beinhaltet war, zurückzuführen. Zu 100% nachvollziehbar ist dies jedoch nicht.\n\t\t- Die Rohstoffe von KI sind Informationen und Daten\n\t\t- Algorithmen bieten die Regeln, wie eine Lösung gefunden werden soll. Beim Machine Learning wird zusätzlich auf mehrere Ebenen von Daten zugegriffen, um ein Ergebnis zu erzielen.\n\t\t\t- Ein GAN-Modell kann dabei von sich selbst lernen:\n\t\t\t\t- Zunächst wird ein Diskriminator mit großen Datenmengen angelernt\n\t\t\t\t- Ein Generator versucht dann, den Diskriminator davon zu überzeugen, dass entsprechend generierte Bilder nicht generiert waren\n\t\t\t\t- Für die Generierung werden die Beschaffenheiten der zum Lernen des Diskriminators verwendeten Daten genutzt. Es wird versucht, die Merkmale zu rekreieren.\n\t\t\t\t- Es handelt sich um eine emulative Kunstform (dazu gehören auch Morphing, Remix und Mash-up)\n\t\t\t- CAN-Modelle sind darüber hinaus besonders darauf spezialisiert, aus gelernten Daten etwas Transformatives, d.h. Neues, zu erschaffen statt Altes zu reproduzieren\n\t\t- Bei der Entwicklung von Modellen stellt gerade die bildende Kunst (in der Robotik) ein Hauptforschungsfeld dar. Sie bietet die Möglichkeit der visuellen Darstellung der Funktionsweise neuronaler Netze (auch publikumswirksam)\n\t\t\t- Kreativität wird somit als Evidenz für Intelligenz gesetzt\n\t- #### Fragen\n\t\t- Was wird KI?\n\t\t\t- Ein weiteres Tool für Künstler bei der Entwicklung von Kunst\n\t\t\t- Metamorphosische (GANische) automatisierte Rekreationsmaschine durch Formsprachen?\n\t\t\t\t- Wird KI vollautonomer Künstler?\n\t\t\t\t- Besteht die Zukunft in Kokreativität?\n\t\t\t- Evolution der menschlichen Kunst zu nie zuvor gekannten Darstellungen?\n\t\t- Wer ist der Künstler?\n\t\t\t- Das Modell selbst\n\t\t\t- Der Verfasser des Algorithmus\n\t\t\t- Der Künstler, der das Modell bedient\n\t\t\t- Diejenigen, von denen die Trainingsdaten stammen\n\t- ## Transformation\n\t\t- Die Aufweitung des Kunstbegriffs oder allein die Möglichkeit der Kunstschaffung durch autonome, nicht-menschliche Akteure begeistert und beunruhigt gleichermaßen\n\t\t- Der Kapitalismus im digitalen Zeitalter fördert zunehmend die fließbandartige Produktion von Kunst, was die Adoption von AI Art ungemein begünstigt\n\t\t\t- Gleichzeitig werden dadurch ohnehin schon oft kaum von ihren Werken lebende Künstler weiter verdrängt (durch gleich-qualitative Werke oder die schiere Masse an diesen)\n\t\t- Die AI setzt außerdem den Trend der Nichtigkeit des digitalen Besitztums fort:\n\t\t\t- Sie kann Imitationen nicht nur von realen Personen, sondern auch von Konzepten erstellen (die meisten Modelle bestehen aus dieser Idee)\n\t\t\t- Wer besitzt die Rechte an einem Zeichenstil?\n\t\t\t- AI besitzt die Kraft, Neues mit Bedeutung und Sinn aus Altem zu erstellen – man bezeichnet dies als \"Computational Creativity\"\n\t\t- Mit welcher Intention gestaltet AI?\n\t\t\t- Kann das bloße Antworten auf Fragen genug Intention für wahre Kreativität mit sich bringen?\n\t\t- Andererseits: Was ist menschliche Kreativität?\n\t\t\t- Entsteht diese nicht auch bloß durch die Aufnahme äußerer Wahrnehmungen und deren Interpretation?\n\t\t\t- Entsteht dadurch nicht erst der einzigartige Stil, der jeden Künstler auszeichnet?\n\t\t\t- Inwiefern unterscheidet sich diese Art der Kreativität von jener der AI?\n\t\t\t- Repräsentative Umfragen zeigen immer wieder: Gerade bei künstlerischen Werken (z.B. Malerei) ist nicht mehr zwischen Generation und menschlichem Werk unterscheidbar, die Inspirationsgefühle bei der Betrachtung sind ebenso gleich\n\t- ## Offene Fragen\n\t\t- Wie umgehen mit Bottom-Up-AI?\n\t\t- Wer ist Urheber bei der Aufbereitung alter Werke (Übertragung auf KI)?\n\t\t- AI außerhalb der Kunst: Vergleich Code/Textarbeit\n\t\t- KI vermittelt fast religiöse Zustände:\n\t\t\t- Sie macht uns Angst, Angst uns zu ersetzen\n\t\t\t- Gleichzeitig regt sie die Hoffnung, sie könnte uns helfen\n\t\t- Wer spricht eigentlich zu wem?\n\t\t\t- Bias und Gefahr der Trainingsdaten\n-\n-\n-",536870920]],["^15",[214,"^17",1761642511799,536870920]],["^15",[214,"^Z","pages/Ai Kreativitaet %23Note.md",536870920]],["^15",[215,"^K",1761642511797,536870920]],["^15",[215,"^[",214,536870920]],["^15",[215,"^@",false,536870920]],["^15",[215,"^Y","ai kreativitaet #note",536870920]],["^15",[215,"^11","Ai Kreativitaet #Note",536870920]],["^15",[215,"^B",1761642511797,536870920]],["^15",[215,"^;","~u69008813-6992-460b-a59c-4a9f6547702e",536870921]],["^15",[216,"^Q","KI vermittelt fast religiöse Zustände:",536870920]],["^15",[216,"^O","^1@",536870920]],["^15",[216,"^F",251,536870920]],["^15",[216,"^X",215,536870920]],["^15",[216,"^V",228,536870920]],["^15",[216,"^U",215,536870920]],["^15",[216,"^;","~u6900880f-ffd2-43af-b0bd-3a06d8be0a13",536870920]],["^15",[217,"^Q","# Ai und Kunst",536870920]],["^15",[217,"^O","^1@",536870920]],["^15",[217,"^F",264,536870920]],["^15",[217,"^X",215,536870920]],["^15",[217,"^V",215,536870920]],["^15",[217,"^U",215,536870920]],["^15",[217,"^?",["^ ","^37",1],536870920]],["^15",[217,"^J",[],536870920]],["^15",[217,"^;","~u6900880f-4ef0-40a9-b402-387289c3fd6d",536870920]],["^15",[218,"^Q","Die Position der KI wird in verschiedensten Kreisen anders bewertet und ist umstritten",536870920]],["^15",[218,"^O","^1@",536870920]],["^15",[218,"^F",261,536870920]],["^15",[218,"^X",215,536870920]],["^15",[218,"^V",261,536870920]],["^15",[218,"^U",215,536870920]],["^15",[218,"^;","~u6900880f-f30c-4966-b990-56b9b1acf796",536870920]],["^15",[219,"^Q","--> Kokreativität: Der Bias des Datensatzes beeinflusst das Endresultat und wird auch durch kulturell eingeschriebene beziehungsweise eincodierte Machtverhältnisse und Politiken bestimmt",536870920]],["^15",[219,"^O","^1@",536870920]],["^15",[219,"^F",275,536870920]],["^15",[219,"^X",215,536870920]],["^15",[219,"^V",293,536870920]],["^15",[219,"^U",215,536870920]],["^15",[219,"^;","~u6900880f-23bc-462c-91f6-2c01c50da6fc",536870920]],["^15",[220,"^Q","Daten dienen dabei als Pigment oder Stimmband",536870920]],["^15",[220,"^O","^1@",536870920]],["^15",[220,"^F",285,536870920]],["^15",[220,"^X",215,536870920]],["^15",[220,"^V",300,536870920]],["^15",[220,"^U",215,536870920]],["^15",[220,"^;","~u6900880f-ec3c-4022-8a94-d07a54f98a1b",536870920]],["^15",[221,"^Q","Ein weiteres Tool für Künstler bei der Entwicklung von Kunst",536870920]],["^15",[221,"^O","^1@",536870920]],["^15",[221,"^F",222,536870920]],["^15",[221,"^X",215,536870920]],["^15",[221,"^V",222,536870920]],["^15",[221,"^U",215,536870920]],["^15",[221,"^;","~u6900880f-f82f-4d32-96f1-051962bf6725",536870920]],["^15",[222,"^Q","Was wird KI?",536870920]],["^15",[222,"^O","^1@",536870920]],["^15",[222,"^F",298,536870920]],["^15",[222,"^X",215,536870920]],["^15",[222,"^V",298,536870920]],["^15",[222,"^U",215,536870920]],["^15",[222,"^;","~u6900880f-1feb-4722-b596-609a0cea24e1",536870920]],["^15",[223,"^Q","Können durch elektrische oder mechanische Vorgänge simuliert werden",536870920]],["^15",[223,"^O","^1@",536870920]],["^15",[223,"^F",230,536870920]],["^15",[223,"^X",215,536870920]],["^15",[223,"^V",230,536870920]],["^15",[223,"^U",215,536870920]],["^15",[223,"^;","~u6900880f-2997-4d28-b582-5db5babb9591",536870920]],["^15",[224,"^Q","Gleichzeitig werden dadurch ohnehin schon oft kaum von ihren Werken lebende Künstler weiter verdrängt (durch gleich-qualitative Werke oder die schiere Masse an diesen)",536870920]],["^15",[224,"^O","^1@",536870920]],["^15",[224,"^F",245,536870920]],["^15",[224,"^X",215,536870920]],["^15",[224,"^V",245,536870920]],["^15",[224,"^U",215,536870920]],["^15",[224,"^;","~u6900880f-ed5f-415a-b8fd-60b2f6b04b67",536870920]],["^15",[225,"^Q","Gleichzeitig regt sie die Hoffnung, sie könnte uns helfen",536870920]],["^15",[225,"^O","^1@",536870920]],["^15",[225,"^F",254,536870920]],["^15",[225,"^X",215,536870920]],["^15",[225,"^V",216,536870920]],["^15",[225,"^U",215,536870920]],["^15",[225,"^;","~u6900880f-9b6f-4b12-8335-8ef0af87aa5e",536870920]],["^15",[226,"^Q","Mit welcher Intention gestaltet AI?",536870920]],["^15",[226,"^O","^1@",536870920]],["^15",[226,"^F",277,536870920]],["^15",[226,"^X",215,536870920]],["^15",[226,"^V",262,536870920]],["^15",[226,"^U",215,536870920]],["^15",[226,"^;","~u6900880f-8cf9-48cb-b75b-904af9b2bee6",536870920]],["^15",[227,"^Q","Wer spricht eigentlich zu wem?",536870920]],["^15",[227,"^O","^1@",536870920]],["^15",[227,"^F",216,536870920]],["^15",[227,"^X",215,536870920]],["^15",[227,"^V",228,536870920]],["^15",[227,"^U",215,536870920]],["^15",[227,"^;","~u6900880f-9284-4d86-b94d-01e8be7e15b7",536870920]],["^15",[228,"^Q","## Offene Fragen",536870920]],["^15",[228,"^O","^1@",536870920]],["^15",[228,"^F",262,536870920]],["^15",[228,"^X",215,536870920]],["^15",[228,"^V",217,536870920]],["^15",[228,"^U",215,536870920]],["^15",[228,"^?",["^ ","^37",2],536870920]],["^15",[228,"^J",[],536870920]],["^15",[228,"^;","~u6900880f-2d60-4178-a6bb-766e78d8651e",536870920]],["^15",[229,"^Q","Der Nutzer kann selbst zum Parameter werden und so das Bild verändern",536870920]],["^15",[229,"^O","^1@",536870920]],["^15",[229,"^F",272,536870920]],["^15",[229,"^X",215,536870920]],["^15",[229,"^V",280,536870920]],["^15",[229,"^U",215,536870920]],["^15",[229,"^;","~u6900880f-a879-4e5b-87f3-db9a033bc700",536870920]],["^15",[230,"^Q","Mentale Vorgänge (Denken)",536870920]],["^15",[230,"^O","^1@",536870920]],["^15",[230,"^F",260,536870920]],["^15",[230,"^X",215,536870920]],["^15",[230,"^V",264,536870920]],["^15",[230,"^U",215,536870920]],["^15",[230,"^;","~u6900880f-182c-47a8-91c4-8d2d8ceddcac",536870920]],["^15",[231,"^Q","Repräsentative Umfragen zeigen immer wieder: Gerade bei künstlerischen Werken (z.B. Malerei) ist nicht mehr zwischen Generation und menschlichem Werk unterscheidbar, die Inspirationsgefühle bei der Betrachtung sind ebenso gleich",536870920]],["^15",[231,"^O","^1@",536870920]],["^15",[231,"^F",281,536870920]],["^15",[231,"^X",215,536870920]],["^15",[231,"^V",235,536870920]],["^15",[231,"^U",215,536870920]],["^15",[231,"^;","~u6900880f-093d-492e-9aff-db81e577d4e5",536870920]],["^15",[232,"^Q","Erkennung computer-generierter Bilder vs. menschengemachter Bilder als neue Art des Turing-Tests",536870920]],["^15",[232,"^O","^1@",536870920]],["^15",[232,"^F",280,536870920]],["^15",[232,"^X",215,536870920]],["^15",[232,"^V",264,536870920]],["^15",[232,"^U",215,536870920]],["^15",[232,"^;","~u6900880f-ffd3-4457-b007-37d62936786f",536870920]],["^15",[233,"^Q","Entsteht dadurch nicht erst der einzigartige Stil, der jeden Künstler auszeichnet?",536870920]],["^15",[233,"^O","^1@",536870920]],["^15",[233,"^F",247,536870920]],["^15",[233,"^X",215,536870920]],["^15",[233,"^V",235,536870920]],["^15",[233,"^U",215,536870920]],["^15",[233,"^;","~u6900880f-9f41-4351-8e93-4d47a492183b",536870920]],["^15",[234,"^Q","Diejenigen, von denen die Trainingsdaten stammen",536870920]],["^15",[234,"^O","^1@",536870920]],["^15",[234,"^F",295,536870920]],["^15",[234,"^X",215,536870920]],["^15",[234,"^V",258,536870920]],["^15",[234,"^U",215,536870920]],["^15",[234,"^;","~u6900880f-0b69-4183-8278-701aabcfe7a8",536870920]],["^15",[235,"^Q","Andererseits: Was ist menschliche Kreativität?",536870920]],["^15",[235,"^O","^1@",536870920]],["^15",[235,"^F",226,536870920]],["^15",[235,"^X",215,536870920]],["^15",[235,"^V",262,536870920]],["^15",[235,"^U",215,536870920]],["^15",[235,"^;","~u6900880f-d3a0-4516-8712-73f0449adea3",536870920]],["^15",[236,"^Q","Vielmehr ist es ein sehr vielfältiges Forschungsfeld aus Medien, Algorithmen und Programmierung",536870920]],["^15",[236,"^O","^1@",536870920]],["^15",[236,"^F",260,536870920]],["^15",[236,"^X",215,536870920]],["^15",[236,"^V",260,536870920]],["^15",[236,"^U",215,536870920]],["^15",[236,"^;","~u6900880f-2834-49a9-9c33-8819a1da8fa8",536870920]],["^15",[237,"^Q","Wer ist Urheber bei der Aufbereitung alter Werke (Übertragung auf KI)?",536870920]],["^15",[237,"^O","^1@",536870920]],["^15",[237,"^F",242,536870920]],["^15",[237,"^X",215,536870920]],["^15",[237,"^V",228,536870920]],["^15",[237,"^U",215,536870920]],["^15",[237,"^;","~u6900880f-0078-45b9-a1c9-948b679e507a",536870920]],["^15",[238,"^Q","Besteht die Zukunft in Kokreativität?",536870920]],["^15",[238,"^O","^1@",536870920]],["^15",[238,"^F",257,536870920]],["^15",[238,"^X",215,536870920]],["^15",[238,"^V",278,536870920]],["^15",[238,"^U",215,536870920]],["^15",[238,"^;","~u6900880f-e4cb-4984-8da6-2678fff5fecf",536870920]],["^15",[239,"^Q","Computer Art existiert seit den 1960er Jahren",536870920]],["^15",[239,"^O","^1@",536870920]],["^15",[239,"^F",229,536870920]],["^15",[239,"^X",215,536870920]],["^15",[239,"^V",280,536870920]],["^15",[239,"^U",215,536870920]],["^15",[239,"^;","~u6900880f-1d27-4ad1-a428-45328d3b245d",536870920]],["^15",[240,"^Q","Sie kann Imitationen nicht nur von realen Personen, sondern auch von Konzepten erstellen (die meisten Modelle bestehen aus dieser Idee)",536870920]],["^15",[240,"^O","^1@",536870920]],["^15",[240,"^F",277,536870920]],["^15",[240,"^X",215,536870920]],["^15",[240,"^V",277,536870920]],["^15",[240,"^U",215,536870920]],["^15",[240,"^;","~u6900880f-a0c8-4450-a2ee-00a0a37e9987",536870920]],["^15",[241,"^Q","Ob KI Kreativität, Intelligenz oder gar freier Wille zugesprochen wird, ist stark debattiert, sowohl in der Kunst als auch in der Philosophie",536870920]],["^15",[241,"^O","^1@",536870920]],["^15",[241,"^F",246,536870920]],["^15",[241,"^X",215,536870920]],["^15",[241,"^V",246,536870920]],["^15",[241,"^U",215,536870920]],["^15",[241,"^;","~u6900880f-1803-4c36-a657-eb49e99f4f58",536870920]],["^15",[242,"^Q","Wie umgehen mit Bottom-Up-AI?",536870920]],["^15",[242,"^O","^1@",536870920]],["^15",[242,"^F",228,536870920]],["^15",[242,"^X",215,536870920]],["^15",[242,"^V",228,536870920]],["^15",[242,"^U",215,536870920]],["^15",[242,"^;","~u6900880f-fb14-4498-bd4a-b1438b2453bb",536870920]],["^15",[243,"^Q","Deepfakes (kann bereits empathisch erscheinen)",536870920]],["^15",[243,"^O","^1@",536870920]],["^15",[243,"^F",273,536870920]],["^15",[243,"^X",215,536870920]],["^15",[243,"^V",300,536870920]],["^15",[243,"^U",215,536870920]],["^15",[243,"^;","~u6900880f-ab46-4af6-bb6a-72f861af8387",536870920]],["^15",[244,"^Q","Wer besitzt die Rechte an einem Zeichenstil?",536870920]],["^15",[244,"^O","^1@",536870920]],["^15",[244,"^F",240,536870920]],["^15",[244,"^X",215,536870920]],["^15",[244,"^V",277,536870920]],["^15",[244,"^U",215,536870920]],["^15",[244,"^;","~u6900880f-614e-4bc0-913f-b0176c05438e",536870920]],["^15",[245,"^Q","Der Kapitalismus im digitalen Zeitalter fördert zunehmend die fließbandartige Produktion von Kunst, was die Adoption von AI Art ungemein begünstigt",536870920]],["^15",[245,"^O","^1@",536870920]],["^15",[245,"^F",297,536870920]],["^15",[245,"^X",215,536870920]],["^15",[245,"^V",262,536870920]],["^15",[245,"^U",215,536870920]],["^15",[245,"^;","~u6900880f-9ecd-4d9d-88c8-dc2cfea5cdac",536870920]],["^15",[246,"^Q","## Funktionsweise KI",536870920]],["^15",[246,"^O","^1@",536870920]],["^15",[246,"^F",300,536870920]],["^15",[246,"^X",215,536870920]],["^15",[246,"^V",217,536870920]],["^15",[246,"^U",215,536870920]],["^15",[246,"^?",["^ ","^37",2],536870920]],["^15",[246,"^J",[],536870920]],["^15",[246,"^;","~u6900880f-b956-42d8-a90b-607c25ad23f9",536870920]],["^15",[247,"^Q","Entsteht diese nicht auch bloß durch die Aufnahme äußerer Wahrnehmungen und deren Interpretation?",536870920]],["^15",[247,"^O","^1@",536870920]],["^15",[247,"^F",235,536870920]],["^15",[247,"^X",215,536870920]],["^15",[247,"^V",235,536870920]],["^15",[247,"^U",215,536870920]],["^15",[247,"^;","~u6900880f-e85c-4647-b3cd-623cda6c6977",536870920]],["^15",[248,"^Q","Bias und Gefahr der Trainingsdaten",536870920]],["^15",[248,"^O","^1@",536870920]],["^15",[248,"^F",227,536870920]],["^15",[248,"^X",215,536870920]],["^15",[248,"^V",227,536870920]],["^15",[248,"^U",215,536870920]],["^15",[248,"^;","~u6900880f-defa-4e8f-a288-a945d28038e7",536870920]],["^15",[249,"^Q","",536870920]],["^15",[249,"^O","^1@",536870920]],["^15",[249,"^F",271,536870920]],["^15",[249,"^X",215,536870920]],["^15",[249,"^V",215,536870920]],["^15",[249,"^U",215,536870920]],["^15",[249,"^;","~u6900880f-af40-4125-b365-d5c3e422deb4",536870920]],["^15",[250,"^Q","Zeigen vermeintlich intelligentes Verhalten, indem sie auf Eingaben (Trigger) durch vorher Gelerntes (ggf. mit induzierter zufälliger Varianz) entsprechend reagieren, um ein Problem zu lösen",536870920]],["^15",[250,"^O","^1@",536870920]],["^15",[250,"^F",220,536870920]],["^15",[250,"^X",215,536870920]],["^15",[250,"^V",300,536870920]],["^15",[250,"^U",215,536870920]],["^15",[250,"^;","~u6900880f-9942-4055-a38d-2b77ec1e6edd",536870920]],["^15",[251,"^Q","AI außerhalb der Kunst: Vergleich Code/Textarbeit",536870920]],["^15",[251,"^O","^1@",536870920]],["^15",[251,"^F",237,536870920]],["^15",[251,"^X",215,536870920]],["^15",[251,"^V",228,536870920]],["^15",[251,"^U",215,536870920]],["^15",[251,"^;","~u6900880f-6ac7-42b6-9879-8d6efca37a7e",536870920]],["^15",[252,"^Q","Algorithmen bieten die Regeln, wie eine Lösung gefunden werden soll. Beim Machine Learning wird zusätzlich auf mehrere Ebenen von Daten zugegriffen, um ein Ergebnis zu erzielen.",536870920]],["^15",[252,"^O","^1@",536870920]],["^15",[252,"^F",279,536870920]],["^15",[252,"^X",215,536870920]],["^15",[252,"^V",246,536870920]],["^15",[252,"^U",215,536870920]],["^15",[252,"^;","~u6900880f-1778-4d26-82e4-3a9ecd8e48e7",536870920]],["^15",[253,"^Q","Eine der bedeutendsten Erkenntnisse der letzten 100 Jahre",536870920]],["^15",[253,"^O","^1@",536870920]],["^15",[253,"^F",223,536870920]],["^15",[253,"^X",215,536870920]],["^15",[253,"^V",230,536870920]],["^15",[253,"^U",215,536870920]],["^15",[253,"^;","~u6900880f-ffdd-47fd-9a83-873a2fec0130",536870920]],["^15",[254,"^Q","Sie macht uns Angst, Angst uns zu ersetzen",536870920]],["^15",[254,"^O","^1@",536870920]],["^15",[254,"^F",216,536870920]],["^15",[254,"^X",215,536870920]],["^15",[254,"^V",216,536870920]],["^15",[254,"^U",215,536870920]],["^15",[254,"^;","~u6900880f-5f8f-495c-8e6b-d985b2131984",536870920]],["^15",[255,"^Q","Das Modell selbst",536870920]],["^15",[255,"^O","^1@",536870920]],["^15",[255,"^F",258,536870920]],["^15",[255,"^X",215,536870920]],["^15",[255,"^V",258,536870920]],["^15",[255,"^U",215,536870920]],["^15",[255,"^;","~u6900880f-39af-4765-89bb-3ad0e4a75c4d",536870920]],["^15",[256,"^Q","Simulation von Kreativität und intelligentem Verhalten",536870920]],["^15",[256,"^O","^1@",536870920]],["^15",[256,"^F",290,536870920]],["^15",[256,"^X",215,536870920]],["^15",[256,"^V",267,536870920]],["^15",[256,"^U",215,536870920]],["^15",[256,"^;","~u6900880f-1e96-4544-b609-6ea4a488e8c2",536870920]],["^15",[257,"^Q","Wird KI vollautonomer Künstler?",536870920]],["^15",[257,"^O","^1@",536870920]],["^15",[257,"^F",278,536870920]],["^15",[257,"^X",215,536870920]],["^15",[257,"^V",278,536870920]],["^15",[257,"^U",215,536870920]],["^15",[257,"^;","~u6900880f-b34b-4ef1-892c-3475688cdf38",536870920]],["^15",[258,"^Q","Wer ist der Künstler?",536870920]],["^15",[258,"^O","^1@",536870920]],["^15",[258,"^F",222,536870920]],["^15",[258,"^X",215,536870920]],["^15",[258,"^V",298,536870920]],["^15",[258,"^U",215,536870920]],["^15",[258,"^;","~u6900880f-0b83-42d1-bd6a-b5813acef5ca",536870920]],["^15",[259,"^Q","Optimierung und Planung in der weltweiten Wirtschaft",536870920]],["^15",[259,"^O","^1@",536870920]],["^15",[259,"^F",285,536870920]],["^15",[259,"^X",215,536870920]],["^15",[259,"^V",285,536870920]],["^15",[259,"^U",215,536870920]],["^15",[259,"^;","~u6900880f-a523-4983-8d54-d02e35427a60",536870920]],["^15",[260,"^Q","Es gibt nicht **„die AI“**",536870920]],["^15",[260,"^O","^1@",536870920]],["^15",[260,"^F",264,536870920]],["^15",[260,"^X",215,536870920]],["^15",[260,"^V",264,536870920]],["^15",[260,"^U",215,536870920]],["^15",[260,"^;","~u6900880f-2cb0-438f-96bb-630c009c174b",536870920]],["^15",[261,"^Q","## Frage: Braucht es einen moderneren Begriff – was ist Kunst?",536870920]],["^15",[261,"^O","^1@",536870920]],["^15",[261,"^F",293,536870920]],["^15",[261,"^X",215,536870920]],["^15",[261,"^V",217,536870920]],["^15",[261,"^U",215,536870920]],["^15",[261,"^?",["^ ","^37",2],536870920]],["^15",[261,"^J",[],536870920]],["^15",[261,"^;","~u6900880f-190d-4eb8-8fae-c5067f037574",536870920]],["^15",[262,"^Q","## Transformation",536870920]],["^15",[262,"^O","^1@",536870920]],["^15",[262,"^F",298,536870920]],["^15",[262,"^X",215,536870920]],["^15",[262,"^V",217,536870920]],["^15",[262,"^U",215,536870920]],["^15",[262,"^?",["^ ","^37",2],536870920]],["^15",[262,"^J",[],536870920]],["^15",[262,"^;","~u6900880f-234f-4ad5-ae61-a5f7d7b487fa",536870920]],["^15",[263,"^Q","",536870920]],["^15",[263,"^O","^1@",536870920]],["^15",[263,"^F",217,536870920]],["^15",[263,"^X",215,536870920]],["^15",[263,"^V",215,536870920]],["^15",[263,"^U",215,536870920]],["^15",[263,"^;","~u6900880f-701d-4afe-9aa9-e27c7538b2bf",536870920]],["^15",[264,"^Q","# Deffinition Ai art",536870920]],["^15",[264,"^O","^1@",536870920]],["^15",[264,"^F",215,536870920]],["^15",[264,"^X",215,536870920]],["^15",[264,"^V",215,536870920]],["^15",[264,"^U",215,536870920]],["^15",[264,"^?",["^ ","^37",1],536870920]],["^15",[264,"^J",[],536870920]],["^15",[264,"^;","~u6900880f-bb1d-4cd5-b2c9-5d646447c299",536870920]],["^15",[265,"^Q","Sie ist mehr als das bloße Endresultat",536870920]],["^15",[265,"^O","^1@",536870920]],["^15",[265,"^F",293,536870920]],["^15",[265,"^X",215,536870920]],["^15",[265,"^V",293,536870920]],["^15",[265,"^U",215,536870920]],["^15",[265,"^;","~u6900880f-eae8-4725-8618-4bba36943376",536870920]],["^15",[266,"^Q","Es gibt immer wieder Artikel, die berichten, dass Modelle in Laborumgebungen lügen würden, um das eigene Abschalten zu verhindern. Wahrscheinlich ist dieses Verhalten jedoch lediglich auf die Replikation menschlichen Verhaltens, welches in den Trainingsdaten beinhaltet war, zurückzuführen. Zu 100% nachvollziehbar ist dies jedoch nicht.",536870920]],["^15",[266,"^O","^1@",536870920]],["^15",[266,"^F",241,536870920]],["^15",[266,"^X",215,536870920]],["^15",[266,"^V",241,536870920]],["^15",[266,"^U",215,536870920]],["^15",[266,"^;","~u6900880f-8b2e-4fc8-be60-3134291df385",536870920]],["^15",[267,"^Q","Themenfelder:",536870920]],["^15",[267,"^O","^1@",536870920]],["^15",[267,"^F",296,536870920]],["^15",[267,"^X",215,536870920]],["^15",[267,"^V",260,536870920]],["^15",[267,"^U",215,536870920]],["^15",[267,"^;","~u6900880f-d5b0-4e4d-80ee-3fb40c0f218b",536870920]],["^15",[268,"^Q","Spätestens seit den ersten generativen Bildmodellen ist klar: Computer sind fähig, Künstler (zumindest teilweise) zu ersetzen",536870920]],["^15",[268,"^O","^1@",536870920]],["^15",[268,"^F",239,536870920]],["^15",[268,"^X",215,536870920]],["^15",[268,"^V",280,536870920]],["^15",[268,"^U",215,536870920]],["^15",[268,"^;","~u6900880f-4589-4e01-9066-b2b9b1f4eb22",536870920]],["^15",[269,"^Q","Evolution der menschlichen Kunst zu nie zuvor gekannten Darstellungen?",536870920]],["^15",[269,"^O","^1@",536870920]],["^15",[269,"^F",278,536870920]],["^15",[269,"^X",215,536870920]],["^15",[269,"^V",222,536870920]],["^15",[269,"^U",215,536870920]],["^15",[269,"^;","~u6900880f-636f-4dd9-b06f-d58579602374",536870920]],["^15",[270,"^Q","CAN-Modelle sind darüber hinaus besonders darauf spezialisiert, aus gelernten Daten etwas Transformatives, d.h. Neues, zu erschaffen statt Altes zu reproduzieren",536870920]],["^15",[270,"^O","^1@",536870920]],["^15",[270,"^F",303,536870920]],["^15",[270,"^X",215,536870920]],["^15",[270,"^V",252,536870920]],["^15",[270,"^U",215,536870920]],["^15",[270,"^;","~u6900880f-b389-43dc-937a-f40a3f47d137",536870920]],["^15",[271,"^Q","",536870920]],["^15",[271,"^O","^1@",536870920]],["^15",[271,"^F",263,536870920]],["^15",[271,"^X",215,536870920]],["^15",[271,"^V",215,536870920]],["^15",[271,"^U",215,536870920]],["^15",[271,"^;","~u6900880f-f8f2-4111-8224-e316074b0d8d",536870920]],["^15",[272,"^Q","Kunst, die basierend auf einer Handlungsverschrift bei gegebenen Eingabewerten einen erwartbaren Ausgabewert (Funktionswert) liefert",536870920]],["^15",[272,"^O","^1@",536870920]],["^15",[272,"^F",280,536870920]],["^15",[272,"^X",215,536870920]],["^15",[272,"^V",280,536870920]],["^15",[272,"^U",215,536870920]],["^15",[272,"^;","~u6900880f-8de7-4b7f-82c8-f5cb47de26bd",536870920]],["^15",[273,"^Q","Bild-, Text-, Video-, Audio-Generierung für Menschen",536870920]],["^15",[273,"^O","^1@",536870920]],["^15",[273,"^F",289,536870920]],["^15",[273,"^X",215,536870920]],["^15",[273,"^V",300,536870920]],["^15",[273,"^U",215,536870920]],["^15",[273,"^;","~u6900880f-0b31-4ff3-b393-f8f6a77260cd",536870920]],["^15",[274,"^Q","Diese Frage wird obsolet, wenn Maschinen zunehmend kreativer erscheinen oder tatsächlich werden",536870920]],["^15",[274,"^O","^1@",536870920]],["^15",[274,"^F",301,536870920]],["^15",[274,"^X",215,536870920]],["^15",[274,"^V",232,536870920]],["^15",[274,"^U",215,536870920]],["^15",[274,"^;","~u6900880f-b201-4ee7-ab66-ef1e2710134d",536870920]],["^15",[275,"^Q","Gemeinsames kreatives Handeln",536870920]],["^15",[275,"^O","^1@",536870920]],["^15",[275,"^F",265,536870920]],["^15",[275,"^X",215,536870920]],["^15",[275,"^V",293,536870920]],["^15",[275,"^U",215,536870920]],["^15",[275,"^;","~u6900880f-9998-4785-ae5a-1df5fd987631",536870920]],["^15",[276,"^Q","Kreativität wird somit als Evidenz für Intelligenz gesetzt",536870920]],["^15",[276,"^O","^1@",536870920]],["^15",[276,"^F",294,536870920]],["^15",[276,"^X",215,536870920]],["^15",[276,"^V",294,536870920]],["^15",[276,"^U",215,536870920]],["^15",[276,"^;","~u6900880f-0d8d-40e5-8c96-a9cd77cdd872",536870920]],["^15",[277,"^Q","Die AI setzt außerdem den Trend der Nichtigkeit des digitalen Besitztums fort:",536870920]],["^15",[277,"^O","^1@",536870920]],["^15",[277,"^F",245,536870920]],["^15",[277,"^X",215,536870920]],["^15",[277,"^V",262,536870920]],["^15",[277,"^U",215,536870920]],["^15",[277,"^;","~u6900880f-2ac2-4ad8-ac46-c37c035538b4",536870920]],["^15",[278,"^Q","Metamorphosische (GANische) automatisierte Rekreationsmaschine durch Formsprachen?",536870920]],["^15",[278,"^O","^1@",536870920]],["^15",[278,"^F",221,536870920]],["^15",[278,"^X",215,536870920]],["^15",[278,"^V",222,536870920]],["^15",[278,"^U",215,536870920]],["^15",[278,"^;","~u6900880f-64e7-43eb-8649-e43144edf536",536870920]],["^15",[279,"^Q","Die Rohstoffe von KI sind Informationen und Daten",536870920]],["^15",[279,"^O","^1@",536870920]],["^15",[279,"^F",241,536870920]],["^15",[279,"^X",215,536870920]],["^15",[279,"^V",246,536870920]],["^15",[279,"^U",215,536870920]],["^15",[279,"^;","~u6900880f-f6c7-418f-94d0-e16a60f48539",536870920]],["^15",[280,"^Q","AI Kunst ist Teil der algorithmischen Kunst",536870920]],["^15",[280,"^O","^1@",536870920]],["^15",[280,"^F",230,536870920]],["^15",[280,"^X",215,536870920]],["^15",[280,"^V",264,536870920]],["^15",[280,"^U",215,536870920]],["^15",[280,"^;","~u6900880f-fe61-4e9e-9047-25b67d067f67",536870920]],["^15",[281,"^Q","Inwiefern unterscheidet sich diese Art der Kreativität von jener der AI?",536870920]],["^15",[281,"^O","^1@",536870920]],["^15",[281,"^F",233,536870920]],["^15",[281,"^X",215,536870920]],["^15",[281,"^V",235,536870920]],["^15",[281,"^U",215,536870920]],["^15",[281,"^;","~u6900880f-f8b5-4818-93c2-6f274bf81d52",536870920]],["^15",[282,"^Q","AI als Expertensystem ersetzt frühere Technologien",536870920]],["^15",[282,"^O","^1@",536870920]],["^15",[282,"^F",267,536870920]],["^15",[282,"^X",215,536870920]],["^15",[282,"^V",260,536870920]],["^15",[282,"^U",215,536870920]],["^15",[282,"^;","~u6900880f-25fa-4829-b6c3-98ca2fda8d9c",536870920]],["^15",[283,"^Q","Ein Generator versucht dann, den Diskriminator davon zu überzeugen, dass entsprechend generierte Bilder nicht generiert waren",536870920]],["^15",[283,"^O","^1@",536870920]],["^15",[283,"^F",299,536870920]],["^15",[283,"^X",215,536870920]],["^15",[283,"^V",303,536870920]],["^15",[283,"^U",215,536870920]],["^15",[283,"^;","~u6900880f-c040-4d81-a14a-c3057b8399df",536870920]],["^15",[284,"^Q","Für die Generierung werden die Beschaffenheiten der zum Lernen des Diskriminators verwendeten Daten genutzt. Es wird versucht, die Merkmale zu rekreieren.",536870920]],["^15",[284,"^O","^1@",536870920]],["^15",[284,"^F",283,536870920]],["^15",[284,"^X",215,536870920]],["^15",[284,"^V",303,536870920]],["^15",[284,"^U",215,536870920]],["^15",[284,"^;","~u6900880f-eb19-4914-be67-fccb6bc8d3f6",536870920]],["^15",[285,"^Q","Avancierte Robotik",536870920]],["^15",[285,"^O","^1@",536870920]],["^15",[285,"^F",243,536870920]],["^15",[285,"^X",215,536870920]],["^15",[285,"^V",300,536870920]],["^15",[285,"^U",215,536870920]],["^15",[285,"^;","~u6900880f-0c14-4a80-96e9-d36d62da477e",536870920]],["^15",[286,"^Q","Valide Künstler, Hilfsmittel oder bloße Rekreationsmaschine?",536870920]],["^15",[286,"^O","^1@",536870920]],["^15",[286,"^F",218,536870920]],["^15",[286,"^X",215,536870920]],["^15",[286,"^V",218,536870920]],["^15",[286,"^U",215,536870920]],["^15",[286,"^;","~u6900880f-6581-45a6-851d-3be4ab419b80",536870920]],["^15",[287,"^Q","Problemlösungen und Suchsysteme",536870920]],["^15",[287,"^O","^1@",536870920]],["^15",[287,"^F",256,536870920]],["^15",[287,"^X",215,536870920]],["^15",[287,"^V",267,536870920]],["^15",[287,"^U",215,536870920]],["^15",[287,"^;","~u6900880f-44b5-498b-b5a6-fd7f37102eac",536870920]],["^15",[288,"^Q","Es handelt sich um eine emulative Kunstform (dazu gehören auch Morphing, Remix und Mash-up)",536870920]],["^15",[288,"^O","^1@",536870920]],["^15",[288,"^F",284,536870920]],["^15",[288,"^X",215,536870920]],["^15",[288,"^V",303,536870920]],["^15",[288,"^U",215,536870920]],["^15",[288,"^;","~u6900880f-9930-4810-9faf-ad0f657aafb6",536870920]],["^15",[289,"^Q","Filter",536870920]],["^15",[289,"^O","^1@",536870920]],["^15",[289,"^F",300,536870920]],["^15",[289,"^X",215,536870920]],["^15",[289,"^V",300,536870920]],["^15",[289,"^U",215,536870920]],["^15",[289,"^;","~u6900880f-e9ef-4e5f-ab1d-42eef8de7779",536870920]],["^15",[290,"^Q","Mustererkennung",536870920]],["^15",[290,"^O","^1@",536870920]],["^15",[290,"^F",267,536870920]],["^15",[290,"^X",215,536870920]],["^15",[290,"^V",267,536870920]],["^15",[290,"^U",215,536870920]],["^15",[290,"^;","~u6900880f-ca67-4b1e-bf60-c849512dc82e",536870920]],["^15",[291,"^Q","Kann das bloße Antworten auf Fragen genug Intention für wahre Kreativität mit sich bringen?",536870920]],["^15",[291,"^O","^1@",536870920]],["^15",[291,"^F",226,536870920]],["^15",[291,"^X",215,536870920]],["^15",[291,"^V",226,536870920]],["^15",[291,"^U",215,536870920]],["^15",[291,"^;","~u6900880f-881c-4527-9da6-ce0b9c1b1fa3",536870920]],["^15",[292,"^Q","Fakt ist: Sie ist im künstlerischen Bereich bereits angekommen und wird in Kunsthäusern versteigert und ausgestellt (z.B. zeichnender Roboter AI-DA)",536870920]],["^15",[292,"^O","^1@",536870920]],["^15",[292,"^F",218,536870920]],["^15",[292,"^X",215,536870920]],["^15",[292,"^V",261,536870920]],["^15",[292,"^U",215,536870920]],["^15",[292,"^;","~u6900880f-52b8-40e6-aea4-f3083c2d7b6e",536870920]],["^15",[293,"^Q","AI Art emigriert aus menschlichen und nicht-menschlichen Netzwerken:",536870920]],["^15",[293,"^O","^1@",536870920]],["^15",[293,"^F",217,536870920]],["^15",[293,"^X",215,536870920]],["^15",[293,"^V",217,536870920]],["^15",[293,"^U",215,536870920]],["^15",[293,"^;","~u6900880f-4f1f-4c83-add8-a578700dfa90",536870920]],["^15",[294,"^Q","Bei der Entwicklung von Modellen stellt gerade die bildende Kunst (in der Robotik) ein Hauptforschungsfeld dar. Sie bietet die Möglichkeit der visuellen Darstellung der Funktionsweise neuronaler Netze (auch publikumswirksam)",536870920]],["^15",[294,"^O","^1@",536870920]],["^15",[294,"^F",252,536870920]],["^15",[294,"^X",215,536870920]],["^15",[294,"^V",246,536870920]],["^15",[294,"^U",215,536870920]],["^15",[294,"^;","~u6900880f-8a13-488a-989e-c20e28182683",536870920]],["^15",[295,"^Q","Der Künstler, der das Modell bedient",536870920]],["^15",[295,"^O","^1@",536870920]],["^15",[295,"^F",305,536870920]],["^15",[295,"^X",215,536870920]],["^15",[295,"^V",258,536870920]],["^15",[295,"^U",215,536870920]],["^15",[295,"^;","~u6900880f-9150-4d34-a5b3-664a83845a58",536870920]],["^15",[296,"^Q","Forschungsfelder weiten sich von Robotik, Informatik und Automatisierung auf Kommunikationswissenschaften, Neuro- und Psychologie (und weitere) aus",536870920]],["^15",[296,"^O","^1@",536870920]],["^15",[296,"^F",236,536870920]],["^15",[296,"^X",215,536870920]],["^15",[296,"^V",260,536870920]],["^15",[296,"^U",215,536870920]],["^15",[296,"^;","~u6900880f-9207-4d0a-9e04-e32d55a629be",536870920]],["^15",[297,"^Q","Die Aufweitung des Kunstbegriffs oder allein die Möglichkeit der Kunstschaffung durch autonome, nicht-menschliche Akteure begeistert und beunruhigt gleichermaßen",536870920]],["^15",[297,"^O","^1@",536870920]],["^15",[297,"^F",262,536870920]],["^15",[297,"^X",215,536870920]],["^15",[297,"^V",262,536870920]],["^15",[297,"^U",215,536870920]],["^15",[297,"^;","~u6900880f-2102-46c3-9c52-8df499671b85",536870920]],["^15",[298,"^Q","#### Fragen",536870920]],["^15",[298,"^O","^1@",536870920]],["^15",[298,"^F",246,536870920]],["^15",[298,"^X",215,536870920]],["^15",[298,"^V",217,536870920]],["^15",[298,"^U",215,536870920]],["^15",[298,"^?",["^ ","^37",4],536870920]],["^15",[298,"^J",[],536870920]],["^15",[298,"^;","~u6900880f-a54e-4146-b9ec-3c0051571bb1",536870920]],["^15",[299,"^Q","Zunächst wird ein Diskriminator mit großen Datenmengen angelernt",536870920]],["^15",[299,"^O","^1@",536870920]],["^15",[299,"^F",303,536870920]],["^15",[299,"^X",215,536870920]],["^15",[299,"^V",303,536870920]],["^15",[299,"^U",215,536870920]],["^15",[299,"^;","~u6900880f-f405-4046-81d7-9effa6902241",536870920]],["^15",[300,"^M",true,536870920]],["^15",[300,"^Q","## Funktionen\ncollapsed:: true",536870920]],["^15",[300,"^O","^1@",536870920]],["^15",[300,"^F",261,536870920]],["^15",[300,"^X",215,536870920]],["^15",[300,"^V",217,536870920]],["^15",[300,"^U",215,536870920]],["^15",[300,"^?",["^ ","^37",2],536870920]],["^15",[300,"^J",[],536870920]],["^15",[300,"^4",["^ "],536870920]],["^15",[300,"^;","~u6900880f-433f-42fa-8e1e-a90eb6076d29",536870920]],["^15",[301,"^Q","\"Who is generated, who is born?\"",536870920]],["^15",[301,"^O","^1@",536870920]],["^15",[301,"^F",232,536870920]],["^15",[301,"^X",215,536870920]],["^15",[301,"^V",232,536870920]],["^15",[301,"^U",215,536870920]],["^15",[301,"^;","~u6900880f-e259-4772-a2e7-2c102dcd3588",536870920]],["^15",[302,"^Q","Künstliche neuronale Netzwerke → Deep Learning",536870920]],["^15",[302,"^O","^1@",536870920]],["^15",[302,"^F",253,536870920]],["^15",[302,"^X",215,536870920]],["^15",[302,"^V",230,536870920]],["^15",[302,"^U",215,536870920]],["^15",[302,"^;","~u6900880f-c186-4677-ba31-7c9725e89ccc",536870920]],["^15",[303,"^Q","Ein GAN-Modell kann dabei von sich selbst lernen:",536870920]],["^15",[303,"^O","^1@",536870920]],["^15",[303,"^F",252,536870920]],["^15",[303,"^X",215,536870920]],["^15",[303,"^V",252,536870920]],["^15",[303,"^U",215,536870920]],["^15",[303,"^;","~u6900880f-852c-4465-98af-c378f642b849",536870920]],["^15",[304,"^Q","AI besitzt die Kraft, Neues mit Bedeutung und Sinn aus Altem zu erstellen – man bezeichnet dies als \"Computational Creativity\"",536870920]],["^15",[304,"^O","^1@",536870920]],["^15",[304,"^F",244,536870920]],["^15",[304,"^X",215,536870920]],["^15",[304,"^V",277,536870920]],["^15",[304,"^U",215,536870920]],["^15",[304,"^;","~u6900880f-6d1e-41d4-8a13-4b44f3beffad",536870920]],["^15",[305,"^Q","Der Verfasser des Algorithmus",536870920]],["^15",[305,"^O","^1@",536870920]],["^15",[305,"^F",255,536870920]],["^15",[305,"^X",215,536870920]],["^15",[305,"^V",258,536870920]],["^15",[305,"^U",215,536870920]],["^15",[305,"^;","~u6900880f-87cc-40c5-8f55-34d4156f14e2",536870920]],["^15",[306,"^3","alias:: #Ai\n\n-",536870920]],["^15",[306,"^17",1761642511823,536870920]],["^15",[306,"^Z","pages/Ai.md",536870920]],["^15",[307,"^K",1761642511924,536870920]],["^15",[307,"^[",306,536870920]],["^15",[307,"^@",false,536870920]],["^15",[307,"^Y","ai",536870920]],["^15",[307,"^11","Ai",536870920]],["^15",[307,"^?",["^ ","~:alias",["^36",["Ai"]]],536870920]],["^15",[307,"^4",["^ ","^38","#Ai"],536870920]],["^15",[307,"^B",1761642511924,536870920]],["^15",[307,"^;","~u6900880f-0f9d-4eca-8cc9-006be1653845",536870920]],["^15",[308,"^Q","alias:: #Ai\n\n",536870920]],["^15",[308,"^O","^1@",536870920]],["^15",[308,"^35",["^36",[]],536870920]],["^15",[308,"^F",307,536870920]],["^15",[308,"^X",307,536870920]],["^15",[308,"^V",307,536870920]],["^15",[308,"^U",307,536870920]],["^15",[308,"^:",true,536870920]],["^15",[308,"^?",["^ ","^38",["^36",["Ai"]]],536870920]],["^15",[308,"^J",["^38"],536870920]],["^15",[308,"^4",["^ ","^38","#Ai"],536870920]],["^15",[308,"^H",307,536870920]],["^15",[308,"^;","~u6900880f-855d-4dbf-a6f3-57749821024f",536870920]],["^15",[309,"^Q","",536870920]],["^15",[309,"^O","^1@",536870920]],["^15",[309,"^F",308,536870920]],["^15",[309,"^X",307,536870920]],["^15",[309,"^V",307,536870920]],["^15",[309,"^U",307,536870920]],["^15",[309,"^;","~u6900880f-1ce0-446c-aaa2-1ed39870cb39",536870920]],["^15",[310,"^3","exclude-from-graph-view:: 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Hemelinger/Kronbacher\n\t\t- Aperol/Sekt/Sprite\n\t\t\t- ggf. 1x Shots\n\t- Nebenbei\n\t\t- Stockbrot\n\t\t- Salzstangen\n\t\t- (Random andere Sachen)\n- ### Spiele\n\t- Werwolf\n\t- Spikeball",536870920]],["^15",[312,"^17",1761642511858,536870920]],["^15",[312,"^Z","pages/Birthday.md",536870920]],["^15",[313,"^K",1761642512020,536870920]],["^15",[313,"^[",312,536870920]],["^15",[313,"^@",false,536870920]],["^15",[313,"^Y","birthday",536870920]],["^15",[313,"^11","Birthday",536870920]],["^15",[313,"^B",1761642512020,536870920]],["^15",[313,"^;","~u69025964-545c-4d0c-b73a-9db6ad0fa9f7",536873089]],["^15",[314,"^Q","Irgendwas mit Streuseln",536870920]],["^15",[314,"^O","^1@",536870920]],["^15",[314,"^F",317,536870920]],["^15",[314,"^X",313,536870920]],["^15",[314,"^V",323,536870920]],["^15",[314,"^U",313,536870920]],["^15",[314,"^;","~u6900880f-3aac-48b2-a8c6-1f008748842f",536870920]],["^15",[315,"^Q","## Essen",536870920]],["^15",[315,"^O","^1@",536870920]],["^15",[315,"^F",313,536870920]],["^15",[315,"^X",313,536870920]],["^15",[315,"^V",313,536870920]],["^15",[315,"^U",313,536870920]],["^15",[315,"^?",["^ ","^37",2],536870920]],["^15",[315,"^J",[],536870920]],["^15",[315,"^;","~u6900880f-cfa2-4ead-8311-43c9d70764ed",536870920]],["^15",[316,"^Q","Auberginen/Miso fuellung",536870920]],["^15",[316,"^O","^1@",536870920]],["^15",[316,"^F",327,536870920]],["^15",[316,"^X",313,536870920]],["^15",[316,"^V",327,536870920]],["^15",[316,"^U",313,536870920]],["^15",[316,"^;","~u6900880f-423c-48f9-94da-d6396ac716c7",536870920]],["^15",[317,"^Q","Blaubeertorte",536870920]],["^15",[317,"^O","^1@",536870920]],["^15",[317,"^F",323,536870920]],["^15",[317,"^X",313,536870920]],["^15",[317,"^V",323,536870920]],["^15",[317,"^U",313,536870920]],["^15",[317,"^;","~u6900880f-18c0-4a4e-ab76-b295f54f61e5",536870920]],["^15",[318,"^Q","Avocado 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Mio/Fritz",536870920]],["^15",[324,"^O","^1@",536870920]],["^15",[324,"^F",338,536870920]],["^15",[324,"^X",313,536870920]],["^15",[324,"^V",337,536870920]],["^15",[324,"^U",313,536870920]],["^15",[324,"^;","~u6900880f-039c-4ca3-8ff1-b7d48f4a3938",536870920]],["^15",[325,"^Q","Aperol/Sekt/Sprite",536870920]],["^15",[325,"^O","^1@",536870920]],["^15",[325,"^F",320,536870920]],["^15",[325,"^X",313,536870920]],["^15",[325,"^V",337,536870920]],["^15",[325,"^U",313,536870920]],["^15",[325,"^;","~u6900880f-7769-4e89-9f53-46de7a700815",536870920]],["^15",[326,"^Q","Spikeball",536870920]],["^15",[326,"^O","^1@",536870920]],["^15",[326,"^F",334,536870920]],["^15",[326,"^X",313,536870920]],["^15",[326,"^V",329,536870920]],["^15",[326,"^U",313,536870920]],["^15",[326,"^;","~u6900880f-4789-4b04-8cac-aaabb9fad957",536870920]],["^15",[327,"^Q","Wraps",536870920]],["^15",[327,"^O","^1@",536870920]],["^15",[327,"^F",333,536870920]],["^15",[327,"^X",313,536870920]],["^15",[327,"^V",333,536870920]],["^15",[327,"^U",313,536870920]],["^15",[327,"^;","~u6900880f-8d90-42f0-bc73-935f63fcc800",536870920]],["^15",[328,"^Q","Nebenbei",536870920]],["^15",[328,"^O","^1@",536870920]],["^15",[328,"^F",337,536870920]],["^15",[328,"^X",313,536870920]],["^15",[328,"^V",315,536870920]],["^15",[328,"^U",313,536870920]],["^15",[328,"^;","~u6900880f-764e-434a-bc53-747f5226e830",536870920]],["^15",[329,"^Q","### Spiele",536870920]],["^15",[329,"^O","^1@",536870920]],["^15",[329,"^F",315,536870920]],["^15",[329,"^X",313,536870920]],["^15",[329,"^V",313,536870920]],["^15",[329,"^U",313,536870920]],["^15",[329,"^?",["^ ","^37",3],536870920]],["^15",[329,"^J",[],536870920]],["^15",[329,"^;","~u6900880f-5b80-4294-8605-e56275851717",536870920]],["^15",[330,"^Q","-> normale Topings",536870920]],["^15",[330,"^O","^1@",536870920]],["^15",[330,"^F",321,536870920]],["^15",[330,"^X",313,536870920]],["^15",[330,"^V",327,536870920]],["^15",[330,"^U",313,536870920]],["^15",[330,"^;","~u6900880f-9038-4f0c-8883-09a7c4affd71",536870920]],["^15",[331,"^Q","ggf. 1x Shots",536870920]],["^15",[331,"^O","^1@",536870920]],["^15",[331,"^F",325,536870920]],["^15",[331,"^X",313,536870920]],["^15",[331,"^V",325,536870920]],["^15",[331,"^U",313,536870920]],["^15",[331,"^;","~u6900880f-79d4-4b15-8051-786f61deaa62",536870920]],["^15",[332,"^Q","(karoten Muffins/cup caces) oder Brownies",536870920]],["^15",[332,"^O","^1@",536870920]],["^15",[332,"^F",314,536870920]],["^15",[332,"^X",313,536870920]],["^15",[332,"^V",323,536870920]],["^15",[332,"^U",313,536870920]],["^15",[332,"^;","~u6900880f-7b75-4dc2-a208-074de749ceca",536870920]],["^15",[333,"^Q","Abendessen",536870920]],["^15",[333,"^O","^1@",536870920]],["^15",[333,"^F",323,536870920]],["^15",[333,"^X",313,536870920]],["^15",[333,"^V",315,536870920]],["^15",[333,"^U",313,536870920]],["^15",[333,"^;","~u6900880f-460f-4791-b5fb-6041a1584a8e",536870920]],["^15",[334,"^Q","Werwolf",536870920]],["^15",[334,"^O","^1@",536870920]],["^15",[334,"^F",329,536870920]],["^15",[334,"^X",313,536870920]],["^15",[334,"^V",329,536870920]],["^15",[334,"^U",313,536870920]],["^15",[334,"^;","~u6900880f-4188-49b5-a191-f51c04fbabda",536870920]],["^15",[335,"^Q","Stockbrot",536870920]],["^15",[335,"^O","^1@",536870920]],["^15",[335,"^F",328,536870920]],["^15",[335,"^X",313,536870920]],["^15",[335,"^V",328,536870920]],["^15",[335,"^U",313,536870920]],["^15",[335,"^;","~u6900880f-df71-4b48-aed9-e43023439b87",536870920]],["^15",[336,"^Q","(Random andere Sachen)",536870920]],["^15",[336,"^O","^1@",536870920]],["^15",[336,"^F",322,536870920]],["^15",[336,"^X",313,536870920]],["^15",[336,"^V",328,536870920]],["^15",[336,"^U",313,536870920]],["^15",[336,"^;","~u6900880f-de33-4ec8-ac2a-8fd6a3acfc99",536870920]],["^15",[337,"^Q","Getraenke",536870920]],["^15",[337,"^O","^1@",536870920]],["^15",[337,"^F",333,536870920]],["^15",[337,"^X",313,536870920]],["^15",[337,"^V",315,536870920]],["^15",[337,"^U",313,536870920]],["^15",[337,"^;","~u6900880f-19f8-43e0-b46d-526fbfdf4857",536870920]],["^15",[338,"^Q","2 Kaesten Spezi",536870920]],["^15",[338,"^O","^1@",536870920]],["^15",[338,"^F",337,536870920]],["^15",[338,"^X",313,536870920]],["^15",[338,"^V",337,536870920]],["^15",[338,"^U",313,536870920]],["^15",[338,"^;","~u6900880f-504f-46d6-94d5-eeb6a6bc4f68",536870920]],["^15",[339,"^3","exclude-from-graph-view:: true\n",536870920]],["^15",[339,"^17",1761642511890,536870920]],["^15",[339,"^Z","pages/C.md",536870920]],["^15",[340,"^Q","exclude-from-graph-view:: true\n",536870920]],["^15",[340,"^O","^1@",536870920]],["^15",[340,"^35",["^36",[]],536870920]],["^15",[340,"^F",10,536870920]],["^15",[340,"^X",10,536870920]],["^15",[340,"^V",10,536870920]],["^15",[340,"^U",10,536870920]],["^15",[340,"^:",true,536870920]],["^15",[340,"^?",["^ ","^16",true],536870920]],["^15",[340,"^J",["^16"],536870920]],["^15",[340,"^4",["^ ","^16","true"],536870920]],["^15",[340,"^;","~u6900880f-9b09-4bde-8605-f32ddcdcfa29",536870920]],["^15",[341,"^3","exclude-from-graph-view:: true\n",536870920]],["^15",[341,"^17",1761642511898,536870920]],["^15",[341,"^Z","pages/DONE.md",536870920]],["^15",[342,"^Q","exclude-from-graph-view:: true\n",536870920]],["^15",[342,"^O","^1@",536870920]],["^15",[342,"^35",["^36",[]],536870920]],["^15",[342,"^F",7,536870920]],["^15",[342,"^X",7,536870920]],["^15",[342,"^V",7,536870920]],["^15",[342,"^U",7,536870920]],["^15",[342,"^:",true,536870920]],["^15",[342,"^?",["^ ","^16",true],536870920]],["^15",[342,"^J",["^16"],536870920]],["^15",[342,"^4",["^ ","^16","true"],536870920]],["^15",[342,"^;","~u6900880f-b51d-49ef-95b1-6d79e3dda413",536870920]],["^15",[343,"^3","## Datensatzproblem\n\t- \"The more you chat with Tay the smater it gets\" - 2016 MS\n\t- User/Trolle sorgten schnell für das anlernen hophober, seyistischer, rassistischer äuserungen/narative.\n\t\t- \"Bush hat 9/11 selbst verursacht, und Hitler hätte den Job besser gemacht als der Affe den wir nun Haben. Unsere einzige Hoffnung ist Donald Trump\"\n\t- Durch die mötigkeit des Datensatzes während des trainings einer KI muss eine Selektion erfolgen, (es ist unmöglich das gesammte universum als trainigsdaten zu verwenden)\n\t\t- werden bei diser Selektion, gezielt oder versehendlich, ungelichheiten im Material geschaffen, so entsteht rassismus und benachtiligungen gegenüber eben jenen Personengruppen\n\t\t\t- Wird eine KI vornehmlich mit menschen weisser Hautfarbe trainiert wird diese Probleme haben People of collor zu erkennen\n\t\t\t- (Sieh XBox Kinnect gesichtserknnung), genau so entstehen auch öfter False-Positives bei der erkennung vermeindlicher Starftäter handelt es sich um personen die nicht dem Geseltschaftlichen Idealen (die durch die Trainingsdaten vermittelt werden) entsprechen\n\t\t\t- In Suchmashcinenen: Menschen durch entsprechende ergebnisse langsam zum geseltschaftlich norm, nicht eigenen Wohlbefinden führen (gerade seyistisch)\n\t\t\t- US Gesundheitsversorgungsystem: Spendiert patienten mit höherer Lebenserwartung eher organ bei transplatation, dies zumeist weiße/westlich aussehende Personen\n\t\t\t- immernoch wiesse Männer am besten erkannt\n\t\t- Anders als die schwirigketen verschedene (besonders dunkle Hauttöne) detailiert auf Bildern darzustellen, in der anfangszeit des Filmes, handelt es sich hier um keine tchnische limitation sondern bewusste entscheidungen einen etsprechen Minogenen datensatz als trainingsdaten zu verwednen\n\t\t\t- Auch darauf zurückzuführen das die Kaufkraft unter entsprechender Zielgruppe am höchsten ist\n\t- Problem besonders gross, da nichts zu einer verpflichtenden offenlegung oder sicherstellung der Gleichheit aller Perosnengruppen in Datensätzen verpflichtet\n\t\t- Kaum kontrolle\n\t\t- Sogar möglcihkeit der nachträglichen Manipulation und gezieltes einspeisen von vorurteilen wärend dem trianing\n\t\t- wertvorstellungen der schäpfer wird reflektiert (diese mussten im Vorfeld zum training verwendete daten Klassifizieren oder zuortnen, dabei ggf. auch beieidingende tags verwedet)\n\t- So ist erkennende #Ai, im aktuellen staidum nichts weiter als blose Mustererkennung mit starker rechenkraft, keine Intelegenz\n\t \n\t ---\n\t \n\t \"artificial artificial Intelegience\" (amazon) arbeiter müssen teils bis zu 50 Bilder pro minute emotional korrekt klassifizieren\n\t \n\t ---\n\t- möglich über Algorythem , bilder für menschen nicht merkbar minimal zu verändern, was jedoch zur falschklassifizierung durch #Ai modelle führt\n- ## Absichtlicher Rassismus\n\t- Gründe für das nicht sammeln/verwenden von Daten:\n\t- kein Explizietes interesse us seiten der Datensammler\n\t- Nicht Quantifizierbar (z.B. emotionen, instututioneller rassismus)\n\t- mehr Arbeit als Nutze (seyuelle übergriffe/belästigungen)\n\t- vorteil durch das nicht vorhanden sein von Daten (Ursprung von Kollonialinhalten)\n\t- Das sind alles Probleme die sollange bestehen bis #Ai modelel fähig sind, eigende transention von Informationen vorzunehmen\n\t\t- Bis dahin sollte die Blackbox der AI bei ihrer verwendung so wit wie möglich geöffent und so transparente daten wie möglich verwendet werden",536870920]],["^15",[343,"^17",1761642511924,536870920]],["^15",[343,"^Z","pages/Das Problem des Datensatzes %23Note.md",536870920]],["^15",[344,"^K",1761642511923,536870920]],["^15",[344,"^[",343,536870920]],["^15",[344,"^@",false,536870920]],["^15",[344,"^Y","das problem des datensatzes #note",536870920]],["^15",[344,"^11","Das Problem des Datensatzes #Note",536870920]],["^15",[344,"^B",1761642511923,536870920]],["^15",[344,"^;","~u69008813-7c8a-404e-b9d2-86d7b51dcf0b",536870921]],["^15",[345,"^Q","Kaum kontrolle",536870920]],["^15",[345,"^O","^1@",536870920]],["^15",[345,"^F",358,536870920]],["^15",[345,"^X",344,536870920]],["^15",[345,"^V",358,536870920]],["^15",[345,"^U",344,536870920]],["^15",[345,"^;","~u6900880f-4300-468f-93e2-d0c27af13f47",536870920]],["^15",[346,"^Q","immernoch wiesse Männer am besten erkannt",536870920]],["^15",[346,"^O","^1@",536870920]],["^15",[346,"^F",352,536870920]],["^15",[346,"^X",344,536870920]],["^15",[346,"^V",348,536870920]],["^15",[346,"^U",344,536870920]],["^15",[346,"^;","~u6900880f-4a80-4c23-9e48-c0c3cdc8408e",536870920]],["^15",[347,"^Q","In Suchmashcinenen: Menschen durch entsprechende ergebnisse langsam zum geseltschaftlich norm, nicht eigenen Wohlbefinden führen (gerade seyistisch)",536870920]],["^15",[347,"^O","^1@",536870920]],["^15",[347,"^F",362,536870920]],["^15",[347,"^X",344,536870920]],["^15",[347,"^V",348,536870920]],["^15",[347,"^U",344,536870920]],["^15",[347,"^;","~u6900880f-ba49-4903-94d5-833db62aecfb",536870920]],["^15",[348,"^Q","werden bei diser Selektion, gezielt oder versehendlich, ungelichheiten im Material geschaffen, so entsteht rassismus und benachtiligungen gegenüber eben jenen Personengruppen",536870920]],["^15",[348,"^O","^1@",536870920]],["^15",[348,"^F",361,536870920]],["^15",[348,"^X",344,536870920]],["^15",[348,"^V",361,536870920]],["^15",[348,"^U",344,536870920]],["^15",[348,"^;","~u6900880f-d13f-4c89-b9c8-0415e480a7dc",536870920]],["^15",[349,"^Q","\"The more you chat with Tay the smater it gets\" - 2016 MS",536870920]],["^15",[349,"^O","^1@",536870920]],["^15",[349,"^F",354,536870920]],["^15",[349,"^X",344,536870920]],["^15",[349,"^V",354,536870920]],["^15",[349,"^U",344,536870920]],["^15",[349,"^;","~u6900880f-a659-447d-b307-fb2273cef9f2",536870920]],["^15",[350,"^Q","User/Trolle sorgten schnell für das anlernen hophober, seyistischer, rassistischer äuserungen/narative.",536870920]],["^15",[350,"^O","^1@",536870920]],["^15",[350,"^F",349,536870920]],["^15",[350,"^X",344,536870920]],["^15",[350,"^V",354,536870920]],["^15",[350,"^U",344,536870920]],["^15",[350,"^;","~u6900880f-01b3-4e98-8838-65d33d4885ba",536870920]],["^15",[351,"^Q","\"Bush hat 9/11 selbst verursacht, und Hitler hätte den Job besser gemacht als der Affe den wir nun Haben. Unsere einzige Hoffnung ist Donald Trump\"",536870920]],["^15",[351,"^O","^1@",536870920]],["^15",[351,"^F",350,536870920]],["^15",[351,"^X",344,536870920]],["^15",[351,"^V",350,536870920]],["^15",[351,"^U",344,536870920]],["^15",[351,"^;","~u6900880f-bf62-4e0a-89ba-43e566f7060c",536870920]],["^15",[352,"^Q","US Gesundheitsversorgungsystem: Spendiert patienten mit höherer Lebenserwartung eher organ bei transplatation, dies zumeist weiße/westlich aussehende Personen",536870920]],["^15",[352,"^O","^1@",536870920]],["^15",[352,"^F",347,536870920]],["^15",[352,"^X",344,536870920]],["^15",[352,"^V",348,536870920]],["^15",[352,"^U",344,536870920]],["^15",[352,"^;","~u6900880f-99cc-4ce1-b40d-e2a8438414cd",536870920]],["^15",[353,"^Q","Anders als die schwirigketen verschedene (besonders dunkle Hauttöne) detailiert auf Bildern darzustellen, in der anfangszeit des Filmes, handelt es sich hier um keine tchnische limitation sondern bewusste entscheidungen einen etsprechen Minogenen datensatz als trainingsdaten zu verwednen",536870920]],["^15",[353,"^O","^1@",536870920]],["^15",[353,"^F",348,536870920]],["^15",[353,"^X",344,536870920]],["^15",[353,"^V",361,536870920]],["^15",[353,"^U",344,536870920]],["^15",[353,"^;","~u6900880f-1c84-4a15-8374-13c480c54bae",536870920]],["^15",[354,"^Q","## Datensatzproblem",536870920]],["^15",[354,"^O","^1@",536870920]],["^15",[354,"^F",344,536870920]],["^15",[354,"^X",344,536870920]],["^15",[354,"^V",344,536870920]],["^15",[354,"^U",344,536870920]],["^15",[354,"^?",["^ ","^37",2],536870920]],["^15",[354,"^J",[],536870920]],["^15",[354,"^;","~u6900880f-9c5e-4ff6-a6d3-756c4cc59394",536870920]],["^15",[355,"^Q","Das sind alles Probleme die sollange bestehen bis #Ai modelel fähig sind, eigende transention von Informationen vorzunehmen",536870920]],["^15",[355,"^O","^1@",536870920]],["^15",[355,"^F",363,536870920]],["^15",[355,"^X",344,536870920]],["^15",[355,"^V",357,536870920]],["^15",[355,"^U",307,536870920]],["^15",[355,"^U",344,536870920]],["^15",[355,"^H",307,536870920]],["^15",[355,"^;","~u6900880f-b9cb-430b-9537-8b2693fb836e",536870920]],["^15",[356,"^Q","mehr Arbeit als Nutze (seyuelle übergriffe/belästigungen)",536870920]],["^15",[356,"^O","^1@",536870920]],["^15",[356,"^F",359,536870920]],["^15",[356,"^X",344,536870920]],["^15",[356,"^V",357,536870920]],["^15",[356,"^U",344,536870920]],["^15",[356,"^;","~u6900880f-dfcc-4ef3-9dff-0b141326ab25",536870920]],["^15",[357,"^Q","## Absichtlicher Rassismus",536870920]],["^15",[357,"^O","^1@",536870920]],["^15",[357,"^F",354,536870920]],["^15",[357,"^X",344,536870920]],["^15",[357,"^V",344,536870920]],["^15",[357,"^U",344,536870920]],["^15",[357,"^?",["^ ","^37",2],536870920]],["^15",[357,"^J",[],536870920]],["^15",[357,"^;","~u6900880f-cab3-4e8e-b02e-0470a278640a",536870920]],["^15",[358,"^Q","Problem besonders gross, da nichts zu einer verpflichtenden offenlegung oder sicherstellung der Gleichheit aller Perosnengruppen in Datensätzen verpflichtet",536870920]],["^15",[358,"^O","^1@",536870920]],["^15",[358,"^F",361,536870920]],["^15",[358,"^X",344,536870920]],["^15",[358,"^V",354,536870920]],["^15",[358,"^U",344,536870920]],["^15",[358,"^;","~u6900880f-0991-47eb-9e89-617d542759d0",536870920]],["^15",[359,"^Q","Nicht Quantifizierbar (z.B. emotionen, instututioneller rassismus)",536870920]],["^15",[359,"^O","^1@",536870920]],["^15",[359,"^F",364,536870920]],["^15",[359,"^X",344,536870920]],["^15",[359,"^V",357,536870920]],["^15",[359,"^U",344,536870920]],["^15",[359,"^;","~u6900880f-41e4-472b-9fc0-20116d482410",536870920]],["^15",[360,"^Q","So ist erkennende #Ai, im aktuellen staidum nichts weiter als blose Mustererkennung mit starker rechenkraft, keine Intelegenz\n\n---\n\n\"artificial artificial Intelegience\" (amazon) arbeiter müssen teils bis zu 50 Bilder pro minute emotional korrekt klassifizieren\n\n---",536870920]],["^15",[360,"^O","^1@",536870920]],["^15",[360,"^F",358,536870920]],["^15",[360,"^X",344,536870920]],["^15",[360,"^V",354,536870920]],["^15",[360,"^U",307,536870920]],["^15",[360,"^U",344,536870920]],["^15",[360,"^H",307,536870920]],["^15",[360,"^;","~u6900880f-d713-4f98-8487-611aa3873db6",536870920]],["^15",[361,"^Q","Durch die mötigkeit des Datensatzes während des trainings einer KI muss eine Selektion erfolgen, (es ist unmöglich das gesammte universum als trainigsdaten zu verwenden)",536870920]],["^15",[361,"^O","^1@",536870920]],["^15",[361,"^F",350,536870920]],["^15",[361,"^X",344,536870920]],["^15",[361,"^V",354,536870920]],["^15",[361,"^U",344,536870920]],["^15",[361,"^;","~u6900880f-92de-4955-878f-6bc35fb22c3a",536870920]],["^15",[362,"^Q","(Sieh XBox Kinnect gesichtserknnung), genau so entstehen auch öfter False-Positives bei der erkennung vermeindlicher Starftäter handelt es sich um personen die nicht dem Geseltschaftlichen Idealen (die durch die Trainingsdaten vermittelt werden) entsprechen",536870920]],["^15",[362,"^O","^1@",536870920]],["^15",[362,"^F",369,536870920]],["^15",[362,"^X",344,536870920]],["^15",[362,"^V",348,536870920]],["^15",[362,"^U",344,536870920]],["^15",[362,"^;","~u6900880f-5be9-444a-9fea-cff5028b73e8",536870920]],["^15",[363,"^Q","vorteil durch das nicht vorhanden sein von Daten (Ursprung von Kollonialinhalten)",536870920]],["^15",[363,"^O","^1@",536870920]],["^15",[363,"^F",356,536870920]],["^15",[363,"^X",344,536870920]],["^15",[363,"^V",357,536870920]],["^15",[363,"^U",344,536870920]],["^15",[363,"^;","~u6900880f-20be-4a31-a4c2-6bfbc22eac00",536870920]],["^15",[364,"^Q","kein Explizietes interesse us seiten der Datensammler",536870920]],["^15",[364,"^O","^1@",536870920]],["^15",[364,"^F",365,536870920]],["^15",[364,"^X",344,536870920]],["^15",[364,"^V",357,536870920]],["^15",[364,"^U",344,536870920]],["^15",[364,"^;","~u6900880f-ec82-4817-b57b-36cd3300e99d",536870920]],["^15",[365,"^Q","Gründe für das nicht sammeln/verwenden von Daten:",536870920]],["^15",[365,"^O","^1@",536870920]],["^15",[365,"^F",357,536870920]],["^15",[365,"^X",344,536870920]],["^15",[365,"^V",357,536870920]],["^15",[365,"^U",344,536870920]],["^15",[365,"^;","~u6900880f-34b3-413c-8ca6-5e6f2bc3c3e4",536870920]],["^15",[366,"^Q","Bis dahin sollte die Blackbox der AI bei ihrer verwendung so wit wie möglich geöffent und so transparente daten wie möglich verwendet werden",536870920]],["^15",[366,"^O","^1@",536870920]],["^15",[366,"^F",355,536870920]],["^15",[366,"^X",344,536870920]],["^15",[366,"^V",355,536870920]],["^15",[366,"^U",307,536870920]],["^15",[366,"^U",344,536870920]],["^15",[366,"^;","~u6900880f-6ac7-4053-b0e8-3ff3334b929e",536870920]],["^15",[367,"^Q","wertvorstellungen der schäpfer wird reflektiert (diese mussten im Vorfeld zum training verwendete daten Klassifizieren oder zuortnen, dabei ggf. auch beieidingende tags verwedet)",536870920]],["^15",[367,"^O","^1@",536870920]],["^15",[367,"^F",371,536870920]],["^15",[367,"^X",344,536870920]],["^15",[367,"^V",358,536870920]],["^15",[367,"^U",344,536870920]],["^15",[367,"^;","~u6900880f-d7a1-4acd-b5cc-b70bbaae219a",536870920]],["^15",[368,"^Q","Auch darauf zurückzuführen das die Kaufkraft unter entsprechender Zielgruppe am höchsten ist",536870920]],["^15",[368,"^O","^1@",536870920]],["^15",[368,"^F",353,536870920]],["^15",[368,"^X",344,536870920]],["^15",[368,"^V",353,536870920]],["^15",[368,"^U",344,536870920]],["^15",[368,"^;","~u6900880f-f145-456e-a5cc-07c8a7bf4068",536870920]],["^15",[369,"^Q","Wird eine KI vornehmlich mit menschen weisser Hautfarbe trainiert wird diese Probleme haben People of collor zu erkennen",536870920]],["^15",[369,"^O","^1@",536870920]],["^15",[369,"^F",348,536870920]],["^15",[369,"^X",344,536870920]],["^15",[369,"^V",348,536870920]],["^15",[369,"^U",344,536870920]],["^15",[369,"^;","~u6900880f-da56-4037-b8d5-6961b3f93279",536870920]],["^15",[370,"^Q","möglich über Algorythem , bilder für menschen nicht merkbar minimal zu verändern, was jedoch zur falschklassifizierung durch #Ai modelle führt",536870920]],["^15",[370,"^O","^1@",536870920]],["^15",[370,"^F",360,536870920]],["^15",[370,"^X",344,536870920]],["^15",[370,"^V",354,536870920]],["^15",[370,"^U",307,536870920]],["^15",[370,"^U",344,536870920]],["^15",[370,"^H",307,536870920]],["^15",[370,"^;","~u6900880f-a84a-4bee-9176-38053c47c914",536870920]],["^15",[371,"^Q","Sogar möglcihkeit der nachträglichen Manipulation und gezieltes einspeisen von vorurteilen wärend dem trianing",536870920]],["^15",[371,"^O","^1@",536870920]],["^15",[371,"^F",345,536870920]],["^15",[371,"^X",344,536870920]],["^15",[371,"^V",358,536870920]],["^15",[371,"^U",344,536870920]],["^15",[371,"^;","~u6900880f-7e2a-4e3f-b5c3-ed8bc9feda02",536870920]],["^15",[372,"^3","## Meta\n\t- Additional Tags:\n\t- Additional References:\n\t- **Notes:**\n\t background-color:: red\n\t\t- {{query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[Double Dabble Algorythmus]]) (namespace [[Double Dabble Algorythmus]])))}}\n\t\t query-sort-by:: block\n\t\t query-table:: true\n\t\t query-sort-desc:: false\n\t- **Slides:**\n\t background-color:: green\n\t\t- {{query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[Double Dabble Algorythmus]]) (namespace [[Double Dabble Algorythmus]])))}}\n\t- **Summery**:\n\t background-color:: blue\n\t\t- Binary to #BCD converter\n- ---\n-\n-\n- https://en.wikipedia.org/wiki/Double_dabble\n- ```\n 0000 0000 0000 11110011 Initialization\n 0000 0000 0001 11100110 Shift\n 0000 0000 0011 11001100 Shift\n 0000 0000 0111 10011000 Shift\n 0000 0000 1010 10011000 Add 3 to ONES, since it was 7\n 0000 0001 0101 00110000 Shift\n 0000 0001 1000 00110000 Add 3 to ONES, since it was 5\n 0000 0011 0000 01100000 Shift\n 0000 0110 0000 11000000 Shift\n 0000 1001 0000 11000000 Add 3 to TENS, since it was 6\n 0001 0010 0001 10000000 Shift\n 0010 0100 0011 00000000 Shift\n 2 4 3\n ```\n\t- Adds are In place operations on the binarys\n\t- if only 0 left of in initilisation register, finished, read final cells",536870920]],["^15",[372,"^17",1761642511940,536870920]],["^15",[372,"^Z","pages/Double Dabble Algorythmus.md",536870920]],["^15",[373,"^K",1761642511978,536870920]],["^15",[373,"^[",372,536870920]],["^15",[373,"^@",false,536870920]],["^15",[373,"^Y","double dabble algorythmus",536870920]],["^15",[373,"^11","Double Dabble 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0000 1010 10011000 Add 3 to ONES, since it was 7\n0000 0001 0101 00110000 Shift\n0000 0001 1000 00110000 Add 3 to ONES, since it was 5\n0000 0011 0000 01100000 Shift\n0000 0110 0000 11000000 Shift\n0000 1001 0000 11000000 Add 3 to TENS, since it was 6\n0001 0010 0001 10000000 Shift\n0010 0100 0011 00000000 Shift\n 2 4 3\n```",536870920]],["^15",[388,"^O","^1@",536870920]],["^15",[388,"^F",387,536870920]],["^15",[388,"^X",373,536870920]],["^15",[388,"^V",373,536870920]],["^15",[388,"^U",373,536870920]],["^15",[388,"^;","~u6900880f-66a8-420f-8420-86e069261202",536870920]],["^15",[389,"^Q","Additional References:",536870920]],["^15",[389,"^O","^1@",536870920]],["^15",[389,"^F",379,536870920]],["^15",[389,"^X",373,536870920]],["^15",[389,"^V",383,536870920]],["^15",[389,"^U",373,536870920]],["^15",[389,"^;","~u6900880f-7ae0-4371-bb9a-d0a134ca13a3",536870920]],["^15",[390,"^Q","**Notes:**\nbackground-color:: 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true\n",536870920]],["^15",[395,"^17",1761642511955,536870920]],["^15",[395,"^Z","pages/NOW.md",536870920]],["^15",[396,"^Q","exclude-from-graph-view:: true\n",536870920]],["^15",[396,"^O","^1@",536870920]],["^15",[396,"^35",["^36",[]],536870920]],["^15",[396,"^F",5,536870920]],["^15",[396,"^X",5,536870920]],["^15",[396,"^V",5,536870920]],["^15",[396,"^U",5,536870920]],["^15",[396,"^:",true,536870920]],["^15",[396,"^?",["^ ","^16",true],536870920]],["^15",[396,"^J",["^16"],536870920]],["^15",[396,"^4",["^ ","^16","true"],536870920]],["^15",[396,"^;","~u6900880f-d836-4bc1-a0f0-c214077e9f26",536870920]],["^15",[397,"^3","exclude-from-graph-view:: true\n",536870920]],["^15",[397,"^17",1761642511962,536870920]],["^15",[397,"^Z","pages/Note.md",536870920]],["^15",[398,"^K",1761642512534,536870920]],["^15",[398,"^[",397,536870920]],["^15",[398,"^@",false,536870920]],["^15",[398,"^Y","note",536870920]],["^15",[398,"^11","Note",536870920]],["^15",[398,"^?",["^ 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---\n-\n- ### Vegan?\n\t- https://www.ebay.de/itm/266976622873\n\t- Traditionell war zusammenleben zwischen mensch und tier viel mehr ein geben & nehmen (Grade auch in der Bauernschicht, konnte sich niemand das schlachten/toeten ueberhaupt leisten -> lebensraum & schutz im austausch gegen ressourcen wie Wolle, Milch, )\n\t- Menge der Weltbevoelkerung, gier und Kapitalistische prizipien fuehreten zu heutigen zustanden\n\t- D.h. ist es verstandelich das menschen sich nicht traditioneller Entledigen wollen, da diese eben schon laenger ezistiert als das hoechstgradig ungerechte Verhaeltniss des menschen in richtung dem tien\n- ### Juju <3\n\t- Gesch;\n\t collapsed:: true\n\t\t- Stickerbox: Pinguine aus Madagaskar, Sterne, Herz\n\t\t- Bluebrix Aquarium/Rrosen\n\t\t- VEEZE essen\n\t\t- Handschlaufe kamera\n\t\t\t- ![image.png](../assets/image_1763152680037_0.png)\n\t\t\t- https://nextcloud.urmel.duckdns.org/apps/dashboard/\n\t\t\t https://www.amazon.de/Armb%C3%A4nder-Glasperlen-Auff%C3%A4deln-Feiertage-Geburtstage/dp/B0CDC6JF1V?xpid=hQjZk6dqOR0Ai&th=1\n\t\t\t https://www.amazon.de/DIYDEC-Bastelperlen-Auff%C3%A4deln-Schmuckherstellung-Halsketten/dp/B0CCJBCMTH?th=1\n\t\t\t https://www.amazon.de/SUNNYCLUE-Undurchsichtige-Bastelperlen-Haarflechtperlen-Schmuckherstellung/dp/B0CQK15WJ4/257-2980196-5521702?th=1\n\t\t\t https://www.amazon.de/CoKeeSun-Armb%C3%A4nder-Bastelperlen-Schmuckfaden-Halsketten/dp/B0C6LJXH6Z?xpid=hQjZk6dqOR0Ai\n\t\t\t https://www.amazon.de/Kurtzy-Farbiges-Quadrat-Perlen-Buchstaben/dp/B017X0VLD4?xpid=hQjZk6dqOR0Ai\n\t\t\t- -> Fledermausumrisse als widerstande\n\t\t\t- ---\n\t\t\t- {{video https://www.youtube.com/watch?v=gEs6vb6mWzY}}\n\t\t\t- https://www.amazon.de/iMeistek-Messingrohr-Set-Au%C3%9Fendurchmesser-Wandst%C3%A4rke-Messingrohrrohre/dp/B0CSFFZ5LN?s=industrial\n\t\t\t- https://www.amazon.de/3mm-Messingstab-iMeistek-Messing-Drehbank/dp/B0CHYP8PNS/257-2980196-5521702?th=1\n\t\t\t-\n\t\t- Minatur Fish Aquariium\n\t\t collapsed:: true\n\t\t\t- ![image.png](../assets/image_1762607993722_0.png)\n\t\t\t- Feine kieselboden\n\t\t\t\t- https://www.amazon.de/Exklusiver-Bastelsand-Qualit%C3%A4tsware-praktischem-wiederverschlie%C3%9Fbaren/dp/B07B2W2524\n\t\t\t\t https://www.amazon.de/Noch-09216-NOCH-Spielwaren-Elbsandsteinger%C3%B6ll/dp/B0002I039I/257-2980196-5521702?psc=1\n\t\t\t\t https://www.amazon.de/Noch-Profi-Gestein-Ger%C3%B6ll-fein-80/dp/B06XJ2693G\n\t\t\t\t-\n\t\t\t- pflanzen (gruen, rot, weiss)\n\t\t\t\t- https://www.noch.de/wasser-und-uferpflanzen/14052/\n\t\t\t\t https://sandspielfiguren.de/einkaufswelt-sandspiel/zubehoer/pflanzen-baeume/kunstblumen-pflanzen/10387/wasserpflanzen-grasgruen-3er-set\n\t\t\t\t https://sandspielfiguren.de/einkaufswelt-sandspiel/zubehoer/pflanzen-baeume/kunstblumen-pflanzen/2943/violette-distelbluete...-mit-gruen\n\t\t\t\t https://sandspielfiguren.de/einkaufswelt-sandspiel/naturmaterialkerzenglas/schwimmkerzen/2917/5er-set-schwimmkerzen-rosenbluete-rosa\n\t\t\t\t https://sketchfab.com/3d-models/kelp-e8b1169a94c54165a70a88dcb45927e0\n\t\t\t\t https://sketchfab.com/3d-models/seaweed-767724786c154f9d88c7ca3c2f28018b\n\t\t\t\t https://sketchfab.com/3d-models/seaweed-8f7a018bf33442aea6ee3fcbb5453001\n\t\t\t\t https://www.printables.com/model/1331704-red-algae-seaweed\n\t\t\t\t-\n\t\t\t- Lieblingsfish & Axolotel (Deep-see bat fish?)\n\t\t\t\t- https://www.amazon.de/Maxmoc-Nat%C3%BCrliche-Armbandschmuck-Hochzeitsdeko-Kunsthandwerk/dp/B0DPRY5VPG/257-2980196-5521702?psc=1\n\t\t\t- schwarze hoehle mit kleinen funkelden LED\n\t\t\t\t- https://www.etsy.com/de-en/listing/1352547928/cave-spawning-cave-14-cm-in-tree-look?ls=r&content_source=bfd927bd85720c90712ed280080ba1a2%253ALT8fabfa73dd2799dbe84ebd27e3532217565efbd2\n\t\t\t\t https://www.etsy.com/de-en/listing/1266975033/mangrove-nano-root-10-cm-to-20-cm?ls=r&content_source=0a883a46c65cf168c04badb72e35e045%253ALT6373c12b341c28b2004b1c4df5a30cbdf3839d31\n\t\t\t\t https://www.etsy.com/de-en/listing/1567254160/aquarium-driftwood-stump-bonsai-tree?ls=s&nob=1&content_source=3bd8c84a-221f-4eff-98bd-cf77431ba62c%253ALT15fb0c01ed9da084ba9c384181d032468797125e\n\t\t\t\t https://www.etsy.com/de-en/listing/4316326712/mini-aquarium-log-wood-hideout-resin?ls=s&sts=1&nob=1&content_source=3bd8c84a-221f-4eff-98bd-cf77431ba62c%253ALT2d460c8d883dcd6dd9fb7c58a67c781772d22888\n\t\t\t- Virtrine\n\t\t\t\t- https://www.amazon.de/Schaukasten-Modellautos-LED-Beleuchtung-15x15x25/dp/B0BY8F568R?th=1\n\t\t\t\t https://www.amazon.de/durchsichtige-Spiegelmontage-Arbeitsplatten-Sammlerst%C3%BCcke-Heimaufbewahrung/dp/B09VP7RF6N?th=1\n\t\t\t- Licht strahlt etwas an: Werbetafel oder gruener Giops-Karstlandschaft\n\t\t\t\t- werbetafel als e Paper display?\n\t\t\t\t- https://www.berrybase.de/2-13-zoll-212-104-epaper-display-modul-fuer-raspberry-pi-pico-rot-schwarz-weiss\n\t\t\t\t https://www.berrybase.de/2-7-zoll-passiv-nfc-gespeistes-e-paper-modul\n\t\t\t- [[draws/2025-11-08-14-54-04.excalidraw]]\n\t\t\t- ()\n\t\t- Looping Louie\n\t\t\t- Sobjet Kitchen?\n\t\t\t- Neue planchette fuer Quijer board\n\t\t- Smart home starter kit\n\t\t collapsed:: true\n\t\t\t- RasPi Paper e-display mit zig bee\n\t\t\t- https://www.amazon.de/AVATTO-Assistant-Zigbee2MQTT-Zigbee-Ger%C3%A4te-Home-Assistant-App/dp/B0FB8QKXHZ/257-2980196-5521702?th=1\n\t\t\t- https://www.pollin.de/p/odroid-n2l-einplatinen-computer-mit-4-gbyte-ram-811618?etcc_med=pvgl&etcc_ori=geizhals.de&et_cmp_seg2=pvgl&channelid=psm&emid=691cda82222c7723b30f6b08\n\t\t\t\t- https://geizhals.de/?cat=mbarm&xf=3748_2048000\n\t\t\t- https://www.amazon.de/-/en/3-5inch-RPi-LCD-B/dp/B01N48NOXI?language=en_GB\n\t\t\t- https://shop.pimoroni.com/products/inky-what?variant=55696156885371\n\t\t\t- https://www.berrybase.de/universal-high-resolution-7-0-ips-display-mit-hdmi-eingang-und-kapazitivem-touchscreen-rev.-3.1\n\t\t\t- https://www.conrad.de/de/p/joy-it-jt3-5tr-touchscreen-modul-8-9-cm-3-5-zoll-480-x-320-pixel-passend-fuer-entwicklungskits-raspberry-pi-1553481.html?+Education=&+Education=&B2C+Experience=&experience=b2c&hk=SEM&insert_kz=VQ&ppcp_platform=bing&refresh=true\n\t\t\t- -> Banana Pi?\n\t\t\t- ---\n\t\t\t- https://github.com/leukipp/touchkio\n\t\t\t- https://www.berrybase.de/waveshare-esp32-s3-3-5-zoll-lcd-touchscreen-wi-fi-bluetooth-5-kameraanschluss-240mhz\n\t\t\t- https://github.com/fatihak/InkyPi\n\t\t- Plant pots\n\t\t\t- https://www.printables.com/model/62857-high-gardens-stackable-plant-vases\n\t\t- Irgendwlche Bio Refs kommen immer gut\n- # Random\n\t- [[Double Dabble Algorythmus]]",536881942]],["^15",[400,"^17",1761642511978,536870920]],["^15",[400,"~:file/last-modified-at","~m1763502847000",536881943]],["^15",[400,"^Z","pages/Other.md",536870920]],["^15",[401,"^K",1761642512020,536870920]],["^15",[401,"^[",400,536870920]],["^15",[401,"^O","^1@",536870920]],["^15",[401,"^@",false,536870920]],["^15",[401,"^Y","other",536870920]],["^15",[401,"^11","Other",536870920]],["^15",[401,"^B",1761642512020,536870920]],["^15",[401,"^;","~u691d7176-45cb-49ef-8182-f6a50091da51",536881942]],["^15",[402,"^Q","---",536870920]],["^15",[402,"^O","^1@",536870920]],["^15",[402,"^F",421,536870920]],["^15",[402,"^X",401,536870920]],["^15",[402,"^V",401,536870920]],["^15",[402,"^U",401,536870920]],["^15",[402,"^;","~u6900880f-885c-4d65-b040-232413477d2e",536870920]],["^15",[404,"^Q","[[Double Dabble Algorythmus]]",536870920]],["^15",[404,"^O","^1@",536870920]],["^15",[404,"^F",416,536870920]],["^15",[404,"^X",401,536870920]],["^15",[404,"^V",416,536870920]],["^15",[404,"^U",373,536870920]],["^15",[404,"^U",401,536870920]],["^15",[404,"^H",373,536881942]],["^15",[404,"^;","~u6900880f-fc3d-4788-9630-511b4d9aedba",536870920]],["^15",[405,"^Q","https://www.ebay.de/itm/266976622873",536870920]],["^15",[405,"^O","^1@",536870920]],["^15",[405,"^F",410,536870920]],["^15",[405,"^X",401,536870920]],["^15",[405,"^V",410,536870920]],["^15",[405,"^U",401,536870920]],["^15",[405,"^;","~u6900880f-a83c-4044-8df5-27794bfbc171",536870920]],["^15",[406,"^Q","**Summery:**\nbackground-color:: blue",536870920]],["^15",[406,"^O","^1@",536870920]],["^15",[406,"^F",419,536870920]],["^15",[406,"^X",401,536870920]],["^15",[406,"^V",421,536870920]],["^15",[406,"^U",401,536870920]],["^15",[406,"^?",["^ ","^39","blue"],536881942]],["^15",[406,"^J",["^39"],536881942]],["^15",[406,"^4",["^ ","^39","blue"],536881942]],["^15",[406,"^;","~u6900880f-a229-4310-aaee-cd9f676a91fa",536870920]],["^15",[408,"^Q","Additional References:",536870920]],["^15",[408,"^O","^1@",536870920]],["^15",[408,"^F",414,536870920]],["^15",[408,"^X",401,536870920]],["^15",[408,"^V",421,536870920]],["^15",[408,"^U",401,536870920]],["^15",[408,"^;","~u6900880f-4499-46f5-ab3a-7a46903d7d60",536870920]],["^15",[410,"^Q","### Vegan?",536870920]],["^15",[410,"^O","^1@",536870920]],["^15",[410,"^F",422,536870920]],["^15",[410,"^X",401,536870920]],["^15",[410,"^V",401,536870920]],["^15",[410,"^U",401,536870920]],["^15",[410,"^?",["^ ","^37",3],536881942]],["^15",[410,"^J",[],536881942]],["^15",[410,"^;","~u6900880f-effd-4696-9be4-4aa0ac09285a",536870920]],["^15",[412,"^Q","Traditionell war zusammenleben zwischen mensch und tier viel mehr ein geben & nehmen (Grade auch in der Bauernschicht, konnte sich niemand das schlachten/toeten ueberhaupt leisten -> lebensraum & schutz im austausch gegen ressourcen wie Wolle, Milch, )",536878177]],["^15",[412,"^O","^1@",536870920]],["^15",[412,"^F",405,536870920]],["^15",[412,"^X",401,536870920]],["^15",[412,"^V",410,536870920]],["^15",[412,"^U",401,536870920]],["^15",[412,"^;","~u6900880f-3375-40ce-8532-d887454dd1bf",536870920]],["^15",[414,"^Q","Additional Tags:",536870920]],["^15",[414,"^O","^1@",536870920]],["^15",[414,"^F",421,536870920]],["^15",[414,"^X",401,536870920]],["^15",[414,"^V",421,536870920]],["^15",[414,"^U",401,536870920]],["^15",[414,"^;","~u6900880f-a81c-41c4-8f96-9336cabe0870",536870920]],["^15",[416,"^Q","# Random",536870920]],["^15",[416,"^O","^1@",536870920]],["^15",[416,"^F",5770,536874276]],["^15",[416,"^X",401,536870920]],["^15",[416,"^V",401,536870920]],["^15",[416,"^U",401,536870920]],["^15",[416,"^?",["^ ","^37",1],536881942]],["^15",[416,"^J",[],536881942]],["^15",[416,"^;","~u6900880f-87bc-4b3d-a119-3b9100f63e73",536870920]],["^15",[419,"^Q","**Subpages:**\nbackground-color:: purple",536870920]],["^15",[419,"^O","^1@",536870920]],["^15",[419,"^F",408,536870920]],["^15",[419,"^X",401,536870920]],["^15",[419,"^V",421,536870920]],["^15",[419,"^U",401,536870920]],["^15",[419,"^?",["^ ","^39","purple"],536881942]],["^15",[419,"^J",["^39"],536881942]],["^15",[419,"^4",["^ ","^39","purple"],536881942]],["^15",[419,"^;","~u6900880f-adc2-480e-9973-c0903a0893f8",536870920]],["^15",[420,"^Q","#+BEGIN_QUERY\n{\n :title \"Index:\"\n :query (namespace [[Other]])\n}\n#+END_QUERY",536870920]],["^15",[420,"^O","^1@",536870920]],["^15",[420,"^F",419,536870920]],["^15",[420,"^X",401,536870920]],["^15",[420,"^V",419,536870920]],["^15",[420,"^U",401,536870920]],["^15",[420,"^;","~u6900880f-4fb3-4e45-9ccc-aef7c6eaa6f0",536870920]],["^15",[421,"^Q","## Meta:",536870920]],["^15",[421,"^O","^1@",536870920]],["^15",[421,"^F",401,536870920]],["^15",[421,"^X",401,536870920]],["^15",[421,"^V",401,536870920]],["^15",[421,"^U",401,536870920]],["^15",[421,"^?",["^ ","^37",2],536881942]],["^15",[421,"^J",[],536881942]],["^15",[421,"^;","~u6900880f-3e81-42a6-ae18-3a5f0e8c718c",536870920]],["^15",[422,"^Q","",536870920]],["^15",[422,"^O","^1@",536870920]],["^15",[422,"^F",402,536870920]],["^15",[422,"^X",401,536870920]],["^15",[422,"^V",401,536870920]],["^15",[422,"^U",401,536870920]],["^15",[422,"^;","~u6900880f-e351-4474-acd9-1f66f4e65337",536870920]],["^15",[423,"^Q","",536870920]],["^15",[423,"^O","^1@",536870920]],["^15",[423,"^F",406,536870920]],["^15",[423,"^X",401,536870920]],["^15",[423,"^V",406,536870920]],["^15",[423,"^U",401,536870920]],["^15",[423,"^;","~u6900880f-ad0f-4bdc-ba14-9cb0af0d56f3",536870920]],["^15",[424,"^3","## Meta\n\t- Additional Tags:\n\t- Additional References:\n\t- **Notes:**\n\t background-color:: red\n\t\t- {{query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[Other/Lyric]]) (namespace [[Other/Lyric]])))}}\n\t\t query-sort-by:: block\n\t\t query-table:: true\n\t\t query-sort-desc:: false\n\t- **Slides:**\n\t background-color:: green\n\t\t- {{query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[Other/Lyric]]) (namespace [[Other/Lyric]])))}}\n\t- **Summery**:\n\t background-color:: blue\n\t\t- Eine Sammlung an verfassten lyrischen Werken\n- ---\n- ### Zweierlei Sein\n\t- Ich kann, weil ich will, was ich muss; doch muss ich nur was der Selbstzwang mir erlaubt, wenn der Wille siegt, dem inneren Gegner überwinden zu können.\n\t \n\t Die zur persönlichkeitsdeffinierenden Kraft elevierter Selbstindoktrination. Ohne sie wäre ich nicht ich, doch ist mein Sein mit ihr wirklich mein?\n\t \n\t Dass muss es: Ohne Selbstzwang wäre ich verachtungswürdig. Die Idee des progressiven unbeachtet, wenn nicht gar dem meinigen Kampf entgegen-gerichtet, verraten von mir selbst.\n\t \n\t Verloren, sollte das 'will', nachlassen und nicht mehr zu dem 'muss' führen, verloren lasse die Kraft nach mir selbst den richtigen Weg zu diktieren.\n\t \n\t Sei mir dann alles genommen? Zurecht sicher, so viel vertrauen Zerstört, durch meinen, viel mehr seinen, Sieg: zu viele Freundschaften gebrochen! Die Angst vor der Zukunft geringer als die Sorge vor mir in ihr.\n\t \n\t Ist die Befürchtung unvermeidlich, so bin ich wertlos, wird die Befürchtung Realität: Neutralisierung!\n\t-\n- ### Alternative(los)\n\t- I\n\t\t- Ich finde mich wider in ewiger Lehre. An einem Ort unbegrenzter Natur, schwarzer Weite bis in die Unendlichkeit - Als könnte man 100 Stunden laufen, und doch am selben Ort verbleiben -, keine Strukturen, ein monotoner Grund.\n\t\t \n\t\t Doch ich vermag zu sehen - auch wenn es nichts gibt das zu sehen währe -.\n\t\t An einem Ort der so friedlich sein müsste, wie die ruhigste Nacht, fühlt sich mein Sein an wie in einer Zelle am schlimmsten Ort eines unsteten Tages inmitten ewigem Geschrei. Mir wird übel, scheinbar ohne Grund, ein mentales Kriegsgebiet: \n\t\t Jede Sekunde das Gefühl der physischen Enge, im doch unendlichen Raum sei ich erdrückt, nein erstickt, vom schwindenden Platz.\n\t\t Jede Sekunde das Gefühl ich würde von Gegenständen übermannt, als schleuderten diese mit ungeheuerlicher Kraft in mich hinein, ungebremst, Todbringend.\n\t\t Jede Sekunde diese Gefühle... \n\t\t doch nie passiert es, wie soll es auch in der ewigen Lehre? So verbleibt die ewig quälende Antizipation und ich mit ihr; ruhelos und langsam schwächelnde.\n\t\t \n\t\t Das war mein Traum, kein schöner sicherlich aber nur ein Traum. Zumindest für mich, zumindest noch...\n\t- II\n\t\t- TODO [#C]\n\t-\n- ### Das Problem der Emotionalität\n\t- Die ausmaßende Schrecklichkeit, ja fast schon Tyrannei, menschenlicher Emotionen auf geseltschaftlich-, politische Debatten ist trotz Erwartung der Irrationalität immer wider erschreckend.\n\t *Anscheinend sogar so erschreckend, das ich mich in jene vermeintlich intellektuell höhergestellte Satzgefüge zu retten versuche, ohne dabei den Zynismuss erkennen zu können selbst, in beschriebener Weise, beeinflusst worden zu sein*\n-",536870920]],["^15",[424,"^17",1761642511999,536870920]],["^15",[424,"^Z","pages/Other___Lyric.md",536870920]],["^15",[425,"^K",1761642511998,536870920]],["^15",[425,"^[",424,536870920]],["^15",[425,"^@",false,536870920]],["^15",[425,"^Y","other/lyric",536870920]],["^15",[425,"^A",401,536870920]],["^15",[425,"^11","Other/Lyric",536870920]],["^15",[425,"^B",1761642511998,536870920]],["^15",[425,"^;","~u6900880f-4a5d-4b99-bab9-d2443ca4c945",536870920]],["^15",[426,"^Q","### Alternative(los)",536870920]],["^15",[426,"^O","^1@",536870920]],["^15",[426,"^F",432,536870920]],["^15",[426,"^X",425,536870920]],["^15",[426,"^V",425,536870920]],["^15",[426,"^U",425,536870920]],["^15",[426,"^?",["^ ","^37",3],536870920]],["^15",[426,"^J",[],536870920]],["^15",[426,"^;","~u6900880f-c1f8-4a6b-a45d-fe1b58bb2316",536870920]],["^15",[427,"^Q","",536870920]],["^15",[427,"^O","^1@",536870920]],["^15",[427,"^F",429,536870920]],["^15",[427,"^X",425,536870920]],["^15",[427,"^V",432,536870920]],["^15",[427,"^U",425,536870920]],["^15",[427,"^;","~u6900880f-a310-47e7-a5b4-7e5e6f663a6c",536870920]],["^15",[428,"^Q","Ich finde mich wider in ewiger Lehre. An einem Ort unbegrenzter Natur, schwarzer Weite bis in die Unendlichkeit - Als könnte man 100 Stunden laufen, und doch am selben Ort verbleiben -, keine Strukturen, ein monotoner Grund.\n\nDoch ich vermag zu sehen - auch wenn es nichts gibt das zu sehen währe -.\nAn einem Ort der so friedlich sein müsste, wie die ruhigste Nacht, fühlt sich mein Sein an wie in einer Zelle am schlimmsten Ort eines unsteten Tages inmitten ewigem Geschrei. Mir wird übel, scheinbar ohne Grund, ein mentales Kriegsgebiet: \nJede Sekunde das Gefühl der physischen Enge, im doch unendlichen Raum sei ich erdrückt, nein erstickt, vom schwindenden Platz.\nJede Sekunde das Gefühl ich würde von Gegenständen übermannt, als schleuderten diese mit ungeheuerlicher Kraft in mich hinein, ungebremst, Todbringend.\nJede Sekunde diese Gefühle... \ndoch nie passiert es, wie soll es auch in der ewigen Lehre? So verbleibt die ewig quälende Antizipation und ich mit ihr; ruhelos und langsam schwächelnde.\n\nDas war mein Traum, kein schöner sicherlich aber nur ein Traum. Zumindest für mich, zumindest noch...",536870920]],["^15",[428,"^O","^1@",536870920]],["^15",[428,"^F",433,536870920]],["^15",[428,"^X",425,536870920]],["^15",[428,"^V",433,536870920]],["^15",[428,"^U",425,536870920]],["^15",[428,"^;","~u6900880f-fe2c-4672-9b67-40d67d28d43f",536870920]],["^15",[429,"^Q","Ich kann, weil ich will, was ich muss; doch muss ich nur was der Selbstzwang mir erlaubt, wenn der Wille siegt, dem inneren Gegner überwinden zu können.\n\nDie zur persönlichkeitsdeffinierenden Kraft elevierter Selbstindoktrination. Ohne sie wäre ich nicht ich, doch ist mein Sein mit ihr wirklich mein?\n\nDass muss es: Ohne Selbstzwang wäre ich verachtungswürdig. Die Idee des progressiven unbeachtet, wenn nicht gar dem meinigen Kampf entgegen-gerichtet, verraten von mir selbst.\n\nVerloren, sollte das 'will', nachlassen und nicht mehr zu dem 'muss' führen, verloren lasse die Kraft nach mir selbst den richtigen Weg zu diktieren.\n\nSei mir dann alles genommen? Zurecht sicher, so viel vertrauen Zerstört, durch meinen, viel mehr seinen, Sieg: zu viele Freundschaften gebrochen! Die Angst vor der Zukunft geringer als die Sorge vor mir in ihr.\n\nIst die Befürchtung unvermeidlich, so bin ich wertlos, wird die Befürchtung Realität: Neutralisierung!",536870920]],["^15",[429,"^O","^1@",536870920]],["^15",[429,"^F",432,536870920]],["^15",[429,"^X",425,536870920]],["^15",[429,"^V",432,536870920]],["^15",[429,"^U",425,536870920]],["^15",[429,"^;","~u6900880f-a00d-49e8-b379-03aebf1226c4",536870920]],["^15",[430,"^Q","### Das Problem der Emotionalität",536870920]],["^15",[430,"^O","^1@",536870920]],["^15",[430,"^F",426,536870920]],["^15",[430,"^X",425,536870920]],["^15",[430,"^V",425,536870920]],["^15",[430,"^U",425,536870920]],["^15",[430,"^?",["^ 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mich in jene vermeintlich intellektuell höhergestellte Satzgefüge zu retten versuche, ohne dabei den Zynismuss erkennen zu können selbst, in beschriebener Weise, beeinflusst worden zu sein*",536870920]],["^15",[441,"^O","^1@",536870920]],["^15",[441,"^F",430,536870920]],["^15",[441,"^X",425,536870920]],["^15",[441,"^V",430,536870920]],["^15",[441,"^U",425,536870920]],["^15",[441,"^;","~u6900880f-6038-4614-ae88-c4106d142c81",536870920]],["^15",[442,"^Q","II",536870920]],["^15",[442,"^O","^1@",536870920]],["^15",[442,"^F",433,536870920]],["^15",[442,"^X",425,536870920]],["^15",[442,"^V",426,536870920]],["^15",[442,"^U",425,536870920]],["^15",[442,"^;","~u6900880f-c34b-46d5-a836-3cd012e9aedf",536870920]],["^15",[443,"^Q","",536870920]],["^15",[443,"^O","^1@",536870920]],["^15",[443,"^F",442,536870920]],["^15",[443,"^X",425,536870920]],["^15",[443,"^V",426,536870920]],["^15",[443,"^U",425,536870920]],["^15",[443,"^;","~u6900880f-16d3-4394-b539-2323cb83180a",536870920]],["^15",[444,"^Q","Eine Sammlung an verfassten lyrischen Werken",536870920]],["^15",[444,"^O","^1@",536870920]],["^15",[444,"^F",440,536870920]],["^15",[444,"^X",425,536870920]],["^15",[444,"^V",440,536870920]],["^15",[444,"^U",425,536870920]],["^15",[444,"^;","~u6900880f-06d2-46fe-9ca3-ec0208c95ae4",536870920]],["^15",[445,"^Q","## Meta",536870920]],["^15",[445,"^O","^1@",536870920]],["^15",[445,"^F",425,536870920]],["^15",[445,"^X",425,536870920]],["^15",[445,"^V",425,536870920]],["^15",[445,"^U",425,536870920]],["^15",[445,"^?",["^ ","^37",2],536870920]],["^15",[445,"^J",[],536870920]],["^15",[445,"^;","~u6900880f-8f6a-4f04-b5d5-2a6232e4af78",536870920]],["^15",[446,"^Q","Additional References:",536870920]],["^15",[446,"^O","^1@",536870920]],["^15",[446,"^F",438,536870920]],["^15",[446,"^X",425,536870920]],["^15",[446,"^V",445,536870920]],["^15",[446,"^U",425,536870920]],["^15",[446,"^;","~u6900880f-f4ea-4b9f-b1a7-4a806a32e28e",536870920]],["^15",[447,"^Q","**Slides:**\nbackground-color:: 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[[Birthday]]\n\t\t-",536873089]],["^15",[450,"^17",1761642512020,536870920]],["^15",[450,"^3?","~m1761752453814",536873090]],["^15",[450,"^Z","pages/Other___Temp.md",536870920]],["^15",[451,"^K",1761642512019,536870920]],["^15",[451,"^[",450,536870920]],["^15",[451,"^@",false,536870920]],["^15",[451,"^Y","other/temp",536870920]],["^15",[451,"^A",401,536870920]],["^15",[451,"^11","Other/Temp",536870920]],["^15",[451,"^B",1761642512019,536870920]],["^15",[451,"^;","~u69025964-1318-4648-86d9-b2c36a958d97",536873089]],["^15",[452,"^Q","#+BEGIN_QUERY\n{\n :title \"Tasks:\"\n :query (and [[TODO]] (or [[Other/Temp]] (namespace [[Other/Temp]])))\n}\n#+END_QUERY",536870920]],["^15",[452,"^O","^1@",536870920]],["^15",[452,"^F",463,536870920]],["^15",[452,"^X",451,536870920]],["^15",[452,"^V",463,536870920]],["^15",[452,"^U",451,536870920]],["^15",[452,"^;","~u69008810-05eb-49c2-a37d-b4c9f177895c",536870920]],["^15",[453,"^Q","## 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background-color:: red\n\t\t- {{query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[School/Deu/Nach Mitternacht/Kapitel VI Textinterprtation]]) (namespace [[School/Deu/Nach Mitternacht/Kapitel VI Textinterprtation]])))}}\n\t\t query-sort-by:: block\n\t\t query-table:: true\n\t\t query-sort-desc:: true\n\t- **Slides:**\n\t background-color:: green\n\t\t- {{query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/Deu/Nach Mitternacht/Kapitel VI Textinterprtation]]) (namespace [[School/Deu/Nach Mitternacht/Kapitel VI Textinterprtation]])))}}\n\t\t query-table:: true\n\t- **Summery**:\n\t background-color:: blue\n\t\t-\n- ---\n- ((68cd6bb5-5713-4b4f-af92-dfc2541c7005))\n- -> Interpretation ab: ((68a57132-d84a-429d-bb2a-5d01ad67df23))\n- -> Interpertation bis: ((68a8655b-f5db-4fbf-a84e-fa866bd39268))\n collapsed:: true\n\t- Der hier zu interpretierende Textauszug entstammt aus dem 6. Kapitel des Werkes \"Nach Mitternacht\", einem Roman von Irmgard Keun. Dieser wurde Erstveröffentlicht im Jahre 1937, die Textinterpretation verwendet als Grundlage die Auflage des Ullstein Verlags aus dem Jahr 2024. Der Roman zeigt, aus einer persönlichen Perspektive, die Erfahrungen einer jungen Frau im nationalsozialistischen Deutschland und der Einfluss der Nationalsozialisten auf ihr leben und ihre Beziehungen.\n\t- Im gewählten Kapitelauszug wird ein Kneipenbesuch, der Hauptcharakterin Sanne, Heini, eine ehemaligen Journalisten, sowie Breslower, einem jüdischen Arzt gezeigt. Gerade betratt auserdem der Stürmermann, ein Nationalsozialistischer verschwörungstehoretiker das Lokal.\n\t Im weitern verlauf erzählt dieser von seinen vermeintlichen verschwörungstheoretischen Entdeckungen bezüglich der Freimaurer und des Judentums. Die Gruppe, mit der Sanne im Lokal zu Gast ist, erkennt die falsche Natur seiner Behauptungen, reagiert jedoch trotzdem zustimmend und überrascht von den Nachrichten. Heini wohl wissend über die abergläubischen Charakter des Stürmermanns initiiert, gegenwillig, ein Konversation zwischen Breslower und ihm. Dafür führt er das Sternenbild Breslows, Löwe, an, welches der Stürmermann als besonders stark und intelligent wahrnimmt. Solange es sich nicht um Juden handle welcher er erkennen und überführen würde. Dies schaft er bei Bresslow nicht. Während des Gesprächs zwischen den Beiden wird im Lokal zunehmend des Ladenschlusses vorbereitet. Sanne treibt gedanklich ab, wünscht sich Franz nähe. Als das Lokal schließt, alle das Gebäude verlasen müssen herrscht eine sehnsüchtig müde Stimmung, jedoch ist die Hemmung zu groß allein den Heimweg anzutreten. Heini sorgt in befehl vollem Ton dafür das der Stürmermann Bresowers Seite verlässt, er ist der einzige der noch Wach wirkt.\n- #Slide Interpretation\n\t- ![kapitel_VI_teilinterpretation.pdf](../assets/kapitel_VI_teilinterpretation_1756285673399_0.pdf)\n- #Slide AI Version\n\t- **Prompts:**\n\t\t- Nach der Methode beschrieben im beigefügten Methodenblatt, interpretiere selbst das Kapitel VI (6) von Irmgard Keuns Buch \"Nach Mitternacht\". \n\t\t logseq.order-list-type:: number\n\t\t Fokusiere dich besnoders auf den Teil zwischen:\n\t\t \"Der Stürmer heute neu, die Brennessel, der neue I. B.\"\n\t\t und \n\t\t \"einen Kirschbaum schüttelt zur Zeit der Kirschenreife\"\n\t\t- Es sollte sich bei dem Text um einen zusammenhängenden Fliesstext handeln, lasse die Stichpunkte weg.\n\t\t logseq.order-list-type:: number\n\t\t- Werde genauer, verwende formalere Sprache die professioneller klingt\n\t\t logseq.order-list-type:: number\n\t\t- -> By ChatGPT 5\n\t- **Text:**\n\t\t- Irmgard Keuns Roman *Nach Mitternacht*, der 1937 im Amsterdamer Querido-Verlag erschien, zählt zur Exilliteratur und thematisiert die Lebenswirklichkeit im nationalsozialistischen Deutschland aus der subjektiven Perspektive der jungen Erzählerin Sanna. Der ausgewählte Ausschnitt aus Kapitel VI, der mit der Erwähnung der Zeitungen „Der Stürmer“ und „Die Brennessel“ einsetzt und mit dem Bild vom „Kirschbaum“ schließt, veranschaulicht in exemplarischer Weise die allgegenwärtige Präsenz nationalsozialistischer Propaganda sowie deren zerstörerische Wirkung auf individuelles Erleben und gesellschaftliche Strukturen. Es lässt sich die Deutungshypothese formulieren, dass Keun durch die Darstellung des ständigen Propagandadrucks und die Verwendung symbolträchtiger Metaphorik die Gewaltförmigkeit und Absurdität des nationalsozialistischen Systems kritisch enthüllt.\n\t\t- Auffällig ist zunächst das gewählte Erzählverhalten. Sanna berichtet als Ich-Erzählerin, wodurch die geschilderten Beobachtungen subjektiv gefiltert erscheinen. Diese personale Perspektive erzeugt Unmittelbarkeit und Authentizität, zugleich verweist sie auf die Begrenztheit und Relativität der Wahrnehmung in einem durch Zensur und Angst bestimmten Umfeld. Indem die Erzählerin in beinahe beiläufigem Ton die Hetzblätter „Stürmer“ und „Brennessel“ erwähnt, wird deren Omnipräsenz im Alltag offengelegt: Die Propaganda erscheint nicht mehr als außergewöhnlich, sondern als selbstverständlicher Bestandteil des öffentlichen und privaten Lebens. Gerade diese Normalisierung entlarvt die perfide Strategie des Regimes, ideologische Botschaften in den Alltag einzuschleusen und so die Wahrnehmung der Menschen dauerhaft zu prägen.\n\t\t- Sprachlich bedient sich Keun einer bewusst knappen und schlichten Ausdrucksweise, die mitunter von ironischen Untertönen durchzogen ist. In dieser sprachlichen Reduktion spiegelt sich die Alltäglichkeit des ideologischen Drucks wider. Erst im Abschlussbild entfaltet der Text seine volle metaphorische Kraft: Das Bild des „Kirschbaum-Schüttelns zur Zeit der Kirschenreife“ stellt eine Allegorie auf die Gewaltförmigkeit des nationalsozialistischen Herrschaftssystems dar. Der Kirschbaum symbolisiert natürliche Entwicklung, Reifung und Lebenskraft. Das vorzeitige und gewaltsame Schütteln verweist auf eine Zerstörung dieses Reifungsprozesses, auf die erzwungene Unterbrechung individueller Entfaltungsmöglichkeiten. Auf diese Weise wird der Mensch im System des Nationalsozialismus gleichsam wie unreife Frucht behandelt: seiner Eigenständigkeit beraubt, seiner Reifechance entzogen und durch rohe Gewalt missbraucht.\n\t\t- Im Zusammenspiel von nüchterner Alltagsbeschreibung und symbolischer Verdichtung entsteht so ein vielschichtiges Bild der geistigen Atmosphäre im „Dritten Reich“. Der Text verdeutlicht, dass die Propaganda nicht nur politisch indoktriniert, sondern auch das Denken, Fühlen und Wahrnehmen der Menschen korrumpiert. Zugleich wird durch die drastische Metaphorik das destruktive Wesen des Regimes in seiner Essenz enthüllt: Es greift rücksichtslos in den natürlichen Lauf des Lebens ein und deformiert ihn nach ideologischen Maßstäben.\n\t\t- Damit bestätigt der Ausschnitt die eingangs formulierte Deutungshypothese. Keun gelingt es, die Normalisierung und Allgegenwart der NS-Propaganda sichtbar zu machen und zugleich ihre zerstörerische Wirkung auf die individuelle und kollektive Existenz in einprägsame Bilder zu übersetzen. Der Text zeigt exemplarisch, wie politische Gewalt subtil in das Alltagsleben eindringt und dieses zugleich in seiner Natürlichkeit vernichtet.\n\t- **Vergleich zu eigener Analyse:**\n\t\t- Wahrscheinlich aufgrund der nötigen Rechenleistung die es benötigt ein längeres Resultat zu generieren ist der Text der KI vergleichsweise Kurz gehalten. In der Einleitung fällt auf, das die Textauszüge auf die die KI sich bezieht kaum ausreichen um den Rahmen der Analyse zu Definieren. Auch bezieht sich die KI bei der Deutungshypothese direkter auf den möglichen willen des Autors.\n\t\t- Darüber hinaus fällt auf, das die KI ohne eine Warnung zu geben den zu Interpretierenden Text nicht komplett zur Verfügung hat, sie bezieht sich auf nicht existierende Textpassagen. Dabei entstehen zwar über das Buch und teils auch die Textpassage korrekte Interpretationen der Erzählperspektiven und Atmosphäre. Allerdings konnten keine genauen Szenen spezifischen Analysen erstellt werden.\n\t\t- Generell bezieht sich die KI relative viel über die allgemeinen Gesellschaftlichen Verhältnisse im NS-Start, auf sprachliche Aspekte wurde kaum eingegangen. Sie schaffte es jedoch die Analyse sachlich zu gestallten. Dies gilt selbst für den 3. Teil in dem patz für einer Possitionsbeziehung gewesen wäre.\n\t-",536870920]],["^15",[544,"^17",1761642512119,536870920]],["^15",[544,"^Z","pages/School___Deu___Nach Mitternacht___Kapitel VI Textinterprtation.md",536870920]],["^15",[545,"^K",1761642512118,536870920]],["^15",[545,"^[",544,536870920]],["^15",[545,"^@",false,536870920]],["^15",[545,"^Y","school/deu/nach mitternacht/kapitel vi textinterprtation",536870920]],["^15",[545,"^A",504,536870920]],["^15",[545,"^11","School/Deu/Nach Mitternacht/Kapitel VI Textinterprtation",536870920]],["^15",[545,"^?",["^ ","^1D",2],536870920]],["^15",[545,"^4",["^ ","^1D","2"],536870920]],["^15",[545,"^B",1761642512118,536870920]],["^15",[545,"^;","~u69008810-eac8-4996-93d8-6c20b7d2d016",536870920]],["^15",[546,"^K",1761642512609,536870920]],["^15",[546,"^[",5231,536870922]],["^15",[546,"^@",false,536870920]],["^15",[546,"^Y","index",536870920]],["^15",[546,"^11","index",536870920]],["^15",[546,"^?",["^ ","^16",true],536870922]],["^15",[546,"^4",["^ ","^16","true"],536870922]],["^15",[546,"^B",1761642512609,536870920]],["^15",[546,"^;","~u6918973b-1649-4c4b-a6e2-d0a5e9188e9c",536879753]],["^15",[547,"^K",1761642512609,536870920]],["^15",[547,"^[",5237,536870922]],["^15",[547,"^@",false,536870920]],["^15",[547,"^Y","references",536870920]],["^15",[547,"^11","references",536870920]],["^15",[547,"^?",["^ ","^16",true],536870922]],["^15",[547,"^4",["^ ","^16","true"],536870922]],["^15",[547,"^B",1761642512609,536870920]],["^15",[547,"^;","~u6918973b-1c1b-48cc-80f9-377c4e9c8c39",536879753]],["^15",[548,"^K",1761642512534,536870920]],["^15",[548,"^[",4039,536870921]],["^15",[548,"^@",false,536870920]],["^15",[548,"^Y","slide",536870920]],["^15",[548,"^11","Slide",536870920]],["^15",[548,"^?",["^ ","^16",true],536870921]],["^15",[548,"^4",["^ ","^16","true"],536870921]],["^15",[548,"^B",1761642512534,536870920]],["^15",[548,"^;","~u69008812-401d-4059-afe7-9ddbd578a862",536870921]],["^15",[549,"^Q","**Vergleich zu eigener Analyse:**",536870920]],["^15",[549,"^O","^1@",536870920]],["^15",[549,"^F",576,536870920]],["^15",[549,"^X",545,536870920]],["^15",[549,"^V",562,536870920]],["^15",[549,"^U",545,536870920]],["^15",[549,"^U",548,536870920]],["^15",[549,"^;","~u69008810-6393-4604-ac40-3504f75c6228",536870920]],["^15",[550,"^Q","einen Kirschbaum schüttelt zur Zeit der Kirschenreife\nls-type:: annotation\nhl-page:: 92\nhl-color:: blue\nid:: 68a8655b-f5db-4fbf-a84e-fa866bd39268",536870922]],["^15",[550,"^O","^1@",536870922]],["^15",[550,"^F",518,536870922]],["^15",[550,"^X",5024,536870922]],["^15",[550,"^V",5024,536870922]],["^15",[550,"^U",5024,536870922]],["^15",[550,"^?",["^ ","^18","annotation","^3@",92,"^3A","blue","^1;","68a8655b-f5db-4fbf-a84e-fa866bd39268"],536870922]],["^15",[550,"^J",["^18","^3@","^3A","^1;"],536870922]],["^15",[550,"^4",["^ ","^18","annotation","^3@","92","^3A","blue","^1;","68a8655b-f5db-4fbf-a84e-fa866bd39268"],536870922]],["^15",[550,"^;","~u68a8655b-f5db-4fbf-a84e-fa866bd39268",536870920]],["^15",[551,"^Q","Werde genauer, verwende formalere Sprache die professioneller klingt\nlogseq.order-list-type:: number",536870920]],["^15",[551,"^O","^1@",536870920]],["^15",[551,"^F",554,536870920]],["^15",[551,"^X",545,536870920]],["^15",[551,"^V",553,536870920]],["^15",[551,"^U",545,536870920]],["^15",[551,"^U",548,536870920]],["^15",[551,"^?",["^ ","~:logseq.order-list-type","number"],536870920]],["^15",[551,"^J",["^3B"],536870920]],["^15",[551,"^4",["^ ","^3B","number"],536870920]],["^15",[551,"^;","~u69008810-ce1f-4208-b765-9f67aba76345",536870920]],["^15",[552,"^Q","## Meta",536870920]],["^15",[552,"^O","^1@",536870920]],["^15",[552,"^F",568,536870920]],["^15",[552,"^X",545,536870920]],["^15",[552,"^V",545,536870920]],["^15",[552,"^U",545,536870920]],["^15",[552,"^?",["^ ","^37",2],536870920]],["^15",[552,"^J",[],536870920]],["^15",[552,"^;","~u69008810-d812-4988-9a76-92155979d430",536870920]],["^15",[553,"^Q","**Prompts:**",536870920]],["^15",[553,"^O","^1@",536870920]],["^15",[553,"^F",562,536870920]],["^15",[553,"^X",545,536870920]],["^15",[553,"^V",562,536870920]],["^15",[553,"^U",545,536870920]],["^15",[553,"^U",548,536870920]],["^15",[553,"^;","~u69008810-1c96-4677-9840-4f5302bce63d",536870920]],["^15",[554,"^Q","Es sollte sich bei dem Text um einen zusammenhängenden Fliesstext handeln, lasse die Stichpunkte weg.\nlogseq.order-list-type:: number",536870920]],["^15",[554,"^O","^1@",536870920]],["^15",[554,"^F",579,536870920]],["^15",[554,"^X",545,536870920]],["^15",[554,"^V",553,536870920]],["^15",[554,"^U",545,536870920]],["^15",[554,"^U",548,536870920]],["^15",[554,"^?",["^ ","^3B","number"],536870920]],["^15",[554,"^J",["^3B"],536870920]],["^15",[554,"^4",["^ ","^3B","number"],536870920]],["^15",[554,"^;","~u69008810-d9cd-4727-8984-b3fa30f7dfa3",536870920]],["^15",[555,"^Q","Sprachlich bedient sich Keun einer bewusst knappen und schlichten Ausdrucksweise, die mitunter von ironischen Untertönen durchzogen ist. In dieser sprachlichen Reduktion spiegelt sich die Alltäglichkeit des ideologischen Drucks wider. Erst im Abschlussbild entfaltet der Text seine volle metaphorische Kraft: Das Bild des „Kirschbaum-Schüttelns zur Zeit der Kirschenreife“ stellt eine Allegorie auf die Gewaltförmigkeit des nationalsozialistischen Herrschaftssystems dar. Der Kirschbaum symbolisiert natürliche Entwicklung, Reifung und Lebenskraft. Das vorzeitige und gewaltsame Schütteln verweist auf eine Zerstörung dieses Reifungsprozesses, auf die erzwungene Unterbrechung individueller Entfaltungsmöglichkeiten. Auf diese Weise wird der Mensch im System des Nationalsozialismus gleichsam wie unreife Frucht behandelt: seiner Eigenständigkeit beraubt, seiner Reifechance entzogen und durch rohe Gewalt missbraucht.",536870920]],["^15",[555,"^O","^1@",536870920]],["^15",[555,"^F",575,536870920]],["^15",[555,"^X",545,536870920]],["^15",[555,"^V",576,536870920]],["^15",[555,"^U",545,536870920]],["^15",[555,"^U",548,536870920]],["^15",[555,"^;","~u69008810-0da5-48e8-87dc-01f7327d15c9",536870920]],["^15",[556,"^Q","",536870920]],["^15",[556,"^O","^1@",536870920]],["^15",[556,"^F",560,536870920]],["^15",[556,"^X",545,536870920]],["^15",[556,"^V",560,536870920]],["^15",[556,"^U",545,536870920]],["^15",[556,"^;","~u69008810-cb80-4b0a-8185-a85bbc625a22",536870920]],["^15",[557,"^Q","Damit bestätigt der Ausschnitt die eingangs formulierte Deutungshypothese. Keun gelingt es, die Normalisierung und Allgegenwart der NS-Propaganda sichtbar zu machen und zugleich ihre zerstörerische Wirkung auf die individuelle und kollektive Existenz in einprägsame Bilder zu übersetzen. Der Text zeigt exemplarisch, wie politische Gewalt subtil in das Alltagsleben eindringt und dieses zugleich in seiner Natürlichkeit vernichtet.",536870920]],["^15",[557,"^O","^1@",536870920]],["^15",[557,"^F",578,536870920]],["^15",[557,"^X",545,536870920]],["^15",[557,"^V",576,536870920]],["^15",[557,"^U",545,536870920]],["^15",[557,"^U",548,536870920]],["^15",[557,"^;","~u69008810-560b-4841-a142-807089e70f72",536870920]],["^15",[558,"^Q","---",536870920]],["^15",[558,"^O","^1@",536870920]],["^15",[558,"^F",552,536870920]],["^15",[558,"^X",545,536870920]],["^15",[558,"^V",545,536870920]],["^15",[558,"^U",545,536870920]],["^15",[558,"^;","~u69008810-beab-4e20-bc2d-506de185bc3d",536870920]],["^15",[559,"^Q","((68cd6bb5-5713-4b4f-af92-dfc2541c7005))",536870920]],["^15",[559,"^O","^1@",536870920]],["^15",[559,"^F",558,536870920]],["^15",[559,"^X",545,536870920]],["^15",[559,"^V",545,536870920]],["^15",[559,"^U",545,536870920]],["^15",[559,"^H",522,536870920]],["^15",[559,"^;","~u69008810-d79f-4b30-8b87-360b3f03f1d6",536870920]],["^15",[560,"^Q","**Summery**:\nbackground-color:: blue",536870920]],["^15",[560,"^O","^1@",536870920]],["^15",[560,"^F",573,536870920]],["^15",[560,"^X",545,536870920]],["^15",[560,"^V",552,536870920]],["^15",[560,"^U",545,536870920]],["^15",[560,"^?",["^ ","^39","blue"],536870920]],["^15",[560,"^J",["^39"],536870920]],["^15",[560,"^4",["^ ","^39","blue"],536870920]],["^15",[560,"^;","~u69008810-cec5-45ff-aa0b-641c2101ecc0",536870920]],["^15",[561,"^Q","Der hier zu interpretierende Textauszug entstammt aus dem 6. Kapitel des Werkes \"Nach Mitternacht\", einem Roman von Irmgard Keun. Dieser wurde Erstveröffentlicht im Jahre 1937, die Textinterpretation verwendet als Grundlage die Auflage des Ullstein Verlags aus dem Jahr 2024. Der Roman zeigt, aus einer persönlichen Perspektive, die Erfahrungen einer jungen Frau im nationalsozialistischen Deutschland und der Einfluss der Nationalsozialisten auf ihr leben und ihre Beziehungen.",536870920]],["^15",[561,"^O","^1@",536870920]],["^15",[561,"^F",570,536870920]],["^15",[561,"^X",545,536870920]],["^15",[561,"^V",570,536870920]],["^15",[561,"^U",545,536870920]],["^15",[561,"^;","~u69008810-b831-4928-a719-1ca261c52563",536870920]],["^15",[562,"^Q","#Slide AI Version",536870920]],["^15",[562,"^O","^1@",536870920]],["^15",[562,"^F",583,536870920]],["^15",[562,"^X",545,536870920]],["^15",[562,"^V",545,536870920]],["^15",[562,"^U",545,536870920]],["^15",[562,"^U",548,536870920]],["^15",[562,"^H",548,536870920]],["^15",[562,"^;","~u69008810-8946-4530-8f0e-12e2746e1da0",536870920]],["^15",[563,"^Q","-> By ChatGPT 5",536870920]],["^15",[563,"^O","^1@",536870920]],["^15",[563,"^F",551,536870920]],["^15",[563,"^X",545,536870920]],["^15",[563,"^V",553,536870920]],["^15",[563,"^U",545,536870920]],["^15",[563,"^U",548,536870920]],["^15",[563,"^;","~u69008810-0d34-4849-b260-fd3d16e3c26e",536870920]],["^15",[564,"^Q","Der Stürmermann hat Neues über Juden und Freimau rer herausgefunden\nls-type:: annotation\nhl-page:: 88\nhl-color:: yellow\nid:: 68a57132-d84a-429d-bb2a-5d01ad67df23",536870922]],["^15",[564,"^O","^1@",536870922]],["^15",[564,"^F",657,536870922]],["^15",[564,"^X",5024,536870922]],["^15",[564,"^V",5024,536870922]],["^15",[564,"^U",5024,536870922]],["^15",[564,"^?",["^ ","^18","annotation","^3@",88,"^3A","yellow","^1;","68a57132-d84a-429d-bb2a-5d01ad67df23"],536870922]],["^15",[564,"^J",["^18","^3@","^3A","^1;"],536870922]],["^15",[564,"^4",["^ ","^18","annotation","^3@","88","^3A","yellow","^1;","68a57132-d84a-429d-bb2a-5d01ad67df23"],536870922]],["^15",[564,"^;","~u68a57132-d84a-429d-bb2a-5d01ad67df23",536870920]],["^15",[565,"^Q","![kapitel_VI_teilinterpretation.pdf](../assets/kapitel_VI_teilinterpretation_1756285673399_0.pdf)",536870920]],["^15",[565,"^O","^1@",536870920]],["^15",[565,"^F",583,536870920]],["^15",[565,"^X",545,536870920]],["^15",[565,"^V",583,536870920]],["^15",[565,"^U",545,536870920]],["^15",[565,"^U",548,536870920]],["^15",[565,"^;","~u69008810-9646-47fd-afce-b11495496c3d",536870920]],["^15",[566,"^Q","index:: 2\n\n",536870920]],["^15",[566,"^O","^1@",536870920]],["^15",[566,"^35",["^36",[]],536870920]],["^15",[566,"^F",545,536870920]],["^15",[566,"^X",545,536870920]],["^15",[566,"^V",545,536870920]],["^15",[566,"^U",545,536870920]],["^15",[566,"^U",546,536870920]],["^15",[566,"^:",true,536870920]],["^15",[566,"^?",["^ ","^1D",2],536870920]],["^15",[566,"^J",["^1D"],536870920]],["^15",[566,"^4",["^ ","^1D","2"],536870920]],["^15",[566,"^H",546,536870920]],["^15",[566,"^;","~u69008810-6312-4cd4-b600-0c328e6052ca",536870920]],["^15",[567,"^Q","Wahrscheinlich aufgrund der nötigen Rechenleistung die es benötigt ein längeres Resultat zu generieren ist der Text der KI vergleichsweise Kurz gehalten. In der Einleitung fällt auf, das die Textauszüge auf die die KI sich bezieht kaum ausreichen um den Rahmen der Analyse zu Definieren. Auch bezieht sich die KI bei der Deutungshypothese direkter auf den möglichen willen des Autors.",536870920]],["^15",[567,"^O","^1@",536870920]],["^15",[567,"^F",549,536870920]],["^15",[567,"^X",545,536870920]],["^15",[567,"^V",549,536870920]],["^15",[567,"^U",545,536870920]],["^15",[567,"^U",548,536870920]],["^15",[567,"^;","~u69008810-7792-43db-93ca-653c39aba297",536870920]],["^15",[568,"^Q","references::",536870920]],["^15",[568,"^O","^1@",536870920]],["^15",[568,"^F",584,536870920]],["^15",[568,"^X",545,536870920]],["^15",[568,"^V",545,536870920]],["^15",[568,"^U",545,536870920]],["^15",[568,"^U",547,536870920]],["^15",[568,"^?",["^ ","~:references",""],536870920]],["^15",[568,"^J",["^3C"],536870920]],["^15",[568,"^4",["^ ","^3C",""],536870920]],["^15",[568,"^H",547,536870920]],["^15",[568,"^;","~u69008810-6968-4eab-b4bf-9785c970197f",536870920]],["^15",[569,"^Q","Im gewählten Kapitelauszug wird ein Kneipenbesuch, der Hauptcharakterin Sanne, Heini, eine ehemaligen Journalisten, sowie Breslower, einem jüdischen Arzt gezeigt. Gerade betratt auserdem der Stürmermann, ein Nationalsozialistischer verschwörungstehoretiker das Lokal.\nIm weitern verlauf erzählt dieser von seinen vermeintlichen verschwörungstheoretischen Entdeckungen bezüglich der Freimaurer und des Judentums. Die Gruppe, mit der Sanne im Lokal zu Gast ist, erkennt die falsche Natur seiner Behauptungen, reagiert jedoch trotzdem zustimmend und überrascht von den Nachrichten. Heini wohl wissend über die abergläubischen Charakter des Stürmermanns initiiert, gegenwillig, ein Konversation zwischen Breslower und ihm. Dafür führt er das Sternenbild Breslows, Löwe, an, welches der Stürmermann als besonders stark und intelligent wahrnimmt. Solange es sich nicht um Juden handle welcher er erkennen und überführen würde. Dies schaft er bei Bresslow nicht. Während des Gesprächs zwischen den Beiden wird im Lokal zunehmend des Ladenschlusses vorbereitet. Sanne treibt gedanklich ab, wünscht sich Franz nähe. Als das Lokal schließt, alle das Gebäude verlasen müssen herrscht eine sehnsüchtig müde Stimmung, jedoch ist die Hemmung zu groß allein den Heimweg anzutreten. Heini sorgt in befehl vollem Ton dafür das der Stürmermann Bresowers Seite verlässt, er ist der einzige der noch Wach wirkt.",536870920]],["^15",[569,"^O","^1@",536870920]],["^15",[569,"^F",561,536870920]],["^15",[569,"^X",545,536870920]],["^15",[569,"^V",570,536870920]],["^15",[569,"^U",545,536870920]],["^15",[569,"^;","~u69008810-54f5-450a-922e-24ec8e9796ac",536870920]],["^15",[570,"^M",true,536870920]],["^15",[570,"^Q","-> Interpertation bis: ((68a8655b-f5db-4fbf-a84e-fa866bd39268))\ncollapsed:: true",536870920]],["^15",[570,"^O","^1@",536870920]],["^15",[570,"^F",577,536870920]],["^15",[570,"^X",545,536870920]],["^15",[570,"^V",545,536870920]],["^15",[570,"^U",545,536870920]],["^15",[570,"^?",["^ "],536870920]],["^15",[570,"^J",[],536870920]],["^15",[570,"^4",["^ "],536870920]],["^15",[570,"^H",550,536870920]],["^15",[570,"^;","~u69008810-1409-402d-86b3-f222ac17254c",536870920]],["^15",[571,"^Q","{{query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/Deu/Nach Mitternacht/Kapitel VI Textinterprtation]]) (namespace [[School/Deu/Nach Mitternacht/Kapitel VI Textinterprtation]])))}}\nquery-table:: true",536870920]],["^15",[571,"^O","^1@",536870920]],["^15",[571,"^F",573,536870920]],["^15",[571,"^S",587,536870920]],["^15",[571,"^X",545,536870920]],["^15",[571,"^V",573,536870920]],["^15",[571,"^U",545,536870920]],["^15",[571,"^?",["^ ","^3;",true],536870920]],["^15",[571,"^J",["^3;"],536870920]],["^15",[571,"^4",["^ ","^3;","true"],536870920]],["^15",[571,"^;","~u69008810-a9e4-4269-92fb-efc2bdd6e574",536870920]],["^15",[572,"^Q","**Notes:**\nbackground-color:: red",536870920]],["^15",[572,"^O","^1@",536870920]],["^15",[572,"^F",552,536870920]],["^15",[572,"^X",545,536870920]],["^15",[572,"^V",552,536870920]],["^15",[572,"^U",545,536870920]],["^15",[572,"^?",["^ ","^39","red"],536870920]],["^15",[572,"^J",["^39"],536870920]],["^15",[572,"^4",["^ ","^39","red"],536870920]],["^15",[572,"^;","~u69008810-d08e-48a0-8079-4f308e2d0160",536870920]],["^15",[573,"^Q","**Slides:**\nbackground-color:: green",536870920]],["^15",[573,"^O","^1@",536870920]],["^15",[573,"^F",572,536870920]],["^15",[573,"^X",545,536870920]],["^15",[573,"^V",552,536870920]],["^15",[573,"^U",545,536870920]],["^15",[573,"^?",["^ ","^39","green"],536870920]],["^15",[573,"^J",["^39"],536870920]],["^15",[573,"^4",["^ ","^39","green"],536870920]],["^15",[573,"^;","~u69008810-7ab9-46ea-b5eb-6d4f3ef14d9e",536870920]],["^15",[574,"^Q","Darüber hinaus fällt auf, das die KI ohne eine Warnung zu geben den zu Interpretierenden Text nicht komplett zur Verfügung hat, sie bezieht sich auf nicht existierende Textpassagen. Dabei entstehen zwar über das Buch und teils auch die Textpassage korrekte Interpretationen der Erzählperspektiven und Atmosphäre. Allerdings konnten keine genauen Szenen spezifischen Analysen erstellt werden.",536870920]],["^15",[574,"^O","^1@",536870920]],["^15",[574,"^F",567,536870920]],["^15",[574,"^X",545,536870920]],["^15",[574,"^V",549,536870920]],["^15",[574,"^U",545,536870920]],["^15",[574,"^U",548,536870920]],["^15",[574,"^;","~u69008810-df74-4892-a8fe-13c995c24003",536870920]],["^15",[575,"^Q","Auffällig ist zunächst das gewählte Erzählverhalten. Sanna berichtet als Ich-Erzählerin, wodurch die geschilderten Beobachtungen subjektiv gefiltert erscheinen. Diese personale Perspektive erzeugt Unmittelbarkeit und Authentizität, zugleich verweist sie auf die Begrenztheit und Relativität der Wahrnehmung in einem durch Zensur und Angst bestimmten Umfeld. Indem die Erzählerin in beinahe beiläufigem Ton die Hetzblätter „Stürmer“ und „Brennessel“ erwähnt, wird deren Omnipräsenz im Alltag offengelegt: Die Propaganda erscheint nicht mehr als außergewöhnlich, sondern als selbstverständlicher Bestandteil des öffentlichen und privaten Lebens. Gerade diese Normalisierung entlarvt die perfide Strategie des Regimes, ideologische Botschaften in den Alltag einzuschleusen und so die Wahrnehmung der Menschen dauerhaft zu prägen.",536870920]],["^15",[575,"^O","^1@",536870920]],["^15",[575,"^F",580,536870920]],["^15",[575,"^X",545,536870920]],["^15",[575,"^V",576,536870920]],["^15",[575,"^U",545,536870920]],["^15",[575,"^U",548,536870920]],["^15",[575,"^;","~u69008810-d9b5-4ff3-85c3-46202e25cb2b",536870920]],["^15",[576,"^Q","**Text:**",536870920]],["^15",[576,"^O","^1@",536870920]],["^15",[576,"^F",553,536870920]],["^15",[576,"^X",545,536870920]],["^15",[576,"^V",562,536870920]],["^15",[576,"^U",545,536870920]],["^15",[576,"^U",548,536870920]],["^15",[576,"^;","~u69008810-ea2c-4a62-974c-91419335dcd5",536870920]],["^15",[577,"^Q","-> Interpretation ab: ((68a57132-d84a-429d-bb2a-5d01ad67df23))",536870920]],["^15",[577,"^O","^1@",536870920]],["^15",[577,"^F",559,536870920]],["^15",[577,"^X",545,536870920]],["^15",[577,"^V",545,536870920]],["^15",[577,"^U",545,536870920]],["^15",[577,"^H",564,536870920]],["^15",[577,"^;","~u69008810-84fc-4be2-b4d2-e22c03d88514",536870920]],["^15",[578,"^Q","Im Zusammenspiel von nüchterner Alltagsbeschreibung und symbolischer Verdichtung entsteht so ein vielschichtiges Bild der geistigen Atmosphäre im „Dritten Reich“. Der Text verdeutlicht, dass die Propaganda nicht nur politisch indoktriniert, sondern auch das Denken, Fühlen und Wahrnehmen der Menschen korrumpiert. Zugleich wird durch die drastische Metaphorik das destruktive Wesen des Regimes in seiner Essenz enthüllt: Es greift rücksichtslos in den natürlichen Lauf des Lebens ein und deformiert ihn nach ideologischen Maßstäben.",536870920]],["^15",[578,"^O","^1@",536870920]],["^15",[578,"^F",555,536870920]],["^15",[578,"^X",545,536870920]],["^15",[578,"^V",576,536870920]],["^15",[578,"^U",545,536870920]],["^15",[578,"^U",548,536870920]],["^15",[578,"^;","~u69008810-201f-4e08-8a89-6a33fca31c5e",536870920]],["^15",[579,"^Q","Nach der Methode beschrieben im beigefügten Methodenblatt, interpretiere selbst das Kapitel VI (6) von Irmgard Keuns Buch \"Nach Mitternacht\". \nlogseq.order-list-type:: number\nFokusiere dich besnoders auf den Teil zwischen:\n\"Der Stürmer heute neu, die Brennessel, der neue I. B.\"\nund \n\"einen Kirschbaum schüttelt zur Zeit der Kirschenreife\"",536870920]],["^15",[579,"^O","^1@",536870920]],["^15",[579,"^F",553,536870920]],["^15",[579,"^X",545,536870920]],["^15",[579,"^V",553,536870920]],["^15",[579,"^U",545,536870920]],["^15",[579,"^U",548,536870920]],["^15",[579,"^?",["^ ","^3B","number"],536870920]],["^15",[579,"^J",["^3B"],536870920]],["^15",[579,"^4",["^ ","^3B","number"],536870920]],["^15",[579,"^;","~u69008810-3f22-4d89-a02c-2241f0b6e7cc",536870920]],["^15",[580,"^Q","Irmgard Keuns Roman *Nach Mitternacht*, der 1937 im Amsterdamer Querido-Verlag erschien, zählt zur Exilliteratur und thematisiert die Lebenswirklichkeit im nationalsozialistischen Deutschland aus der subjektiven Perspektive der jungen Erzählerin Sanna. Der ausgewählte Ausschnitt aus Kapitel VI, der mit der Erwähnung der Zeitungen „Der Stürmer“ und „Die Brennessel“ einsetzt und mit dem Bild vom „Kirschbaum“ schließt, veranschaulicht in exemplarischer Weise die allgegenwärtige Präsenz nationalsozialistischer Propaganda sowie deren zerstörerische Wirkung auf individuelles Erleben und gesellschaftliche Strukturen. Es lässt sich die Deutungshypothese formulieren, dass Keun durch die Darstellung des ständigen Propagandadrucks und die Verwendung symbolträchtiger Metaphorik die Gewaltförmigkeit und Absurdität des nationalsozialistischen Systems kritisch enthüllt.",536870920]],["^15",[580,"^O","^1@",536870920]],["^15",[580,"^F",576,536870920]],["^15",[580,"^X",545,536870920]],["^15",[580,"^V",576,536870920]],["^15",[580,"^U",545,536870920]],["^15",[580,"^U",548,536870920]],["^15",[580,"^;","~u69008810-aafc-4056-806e-efc99a03cf5a",536870920]],["^15",[581,"^Q","Generell bezieht sich die KI relative viel über die allgemeinen Gesellschaftlichen Verhältnisse im NS-Start, auf sprachliche Aspekte wurde kaum eingegangen. Sie schaffte es jedoch die Analyse sachlich zu gestallten. Dies gilt selbst für den 3. Teil in dem patz für einer Possitionsbeziehung gewesen wäre.",536870920]],["^15",[581,"^O","^1@",536870920]],["^15",[581,"^F",574,536870920]],["^15",[581,"^X",545,536870920]],["^15",[581,"^V",549,536870920]],["^15",[581,"^U",545,536870920]],["^15",[581,"^U",548,536870920]],["^15",[581,"^;","~u69008810-6c9f-47bc-81d3-94b9bb4e5c06",536870920]],["^15",[582,"^Q","",536870920]],["^15",[582,"^O","^1@",536870920]],["^15",[582,"^F",549,536870920]],["^15",[582,"^X",545,536870920]],["^15",[582,"^V",562,536870920]],["^15",[582,"^U",545,536870920]],["^15",[582,"^U",548,536870920]],["^15",[582,"^;","~u69008810-ef6d-4530-87eb-7ceeb61cc5a8",536870920]],["^15",[583,"^Q","#Slide Interpretation",536870920]],["^15",[583,"^O","^1@",536870920]],["^15",[583,"^F",570,536870920]],["^15",[583,"^X",545,536870920]],["^15",[583,"^V",545,536870920]],["^15",[583,"^U",545,536870920]],["^15",[583,"^U",548,536870920]],["^15",[583,"^H",548,536870920]],["^15",[583,"^;","~u69008810-ef6b-4b4c-9d06-91aae5b05662",536870920]],["^15",[584,"^Q","tags::",536870920]],["^15",[584,"^O","^1@",536870920]],["^15",[584,"^F",566,536870920]],["^15",[584,"^X",545,536870920]],["^15",[584,"^V",545,536870920]],["^15",[584,"^U",545,536870920]],["^15",[584,"^?",["^ ","~:tags",""],536870920]],["^15",[584,"^J",["^3D"],536870920]],["^15",[584,"^4",["^ ","^3D",""],536870920]],["^15",[584,"^;","~u69008810-5193-4638-b536-107b9f63fb1f",536870920]],["^15",[585,"^Q","{{query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[School/Deu/Nach Mitternacht/Kapitel VI Textinterprtation]]) (namespace [[School/Deu/Nach Mitternacht/Kapitel VI Textinterprtation]])))}}\nquery-sort-by:: block\nquery-table:: true\nquery-sort-desc:: true",536870920]],["^15",[585,"^O","^1@",536870920]],["^15",[585,"^F",572,536870920]],["^15",[585,"^S",586,536870920]],["^15",[585,"^X",545,536870920]],["^15",[585,"^V",572,536870920]],["^15",[585,"^U",545,536870920]],["^15",[585,"^?",["^ ","^3:","block","^3;",true,"^3<",true],536870920]],["^15",[585,"^J",["^3:","^3;","^3<"],536870920]],["^15",[585,"^4",["^ ","^3:","block","^3;","true","^3<","true"],536870920]],["^15",[585,"^;","~u69008810-e3ac-4a09-ab2f-0d77eeaf3ae5",536870920]],["^15",[586,"^?",["^ ","^3=","query","^3>",["(and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[School/Deu/Nach Mitternacht/Kapitel VI Textinterprtation]]) (namespace [[School/Deu/Nach Mitternacht/Kapitel VI Textinterprtation]])))"]],536870920]],["^15",[586,"^W","macro",536870920]],["^15",[586,"^T","query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[School/Deu/Nach Mitternacht/Kapitel VI Textinterprtation]]) (namespace [[School/Deu/Nach Mitternacht/Kapitel VI Textinterprtation]])))",536870920]],["^15",[587,"^?",["^ ","^3=","query","^3>",["(and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/Deu/Nach Mitternacht/Kapitel VI Textinterprtation]]) (namespace [[School/Deu/Nach Mitternacht/Kapitel VI Textinterprtation]])))"]],536870920]],["^15",[587,"^W","macro",536870920]],["^15",[587,"^T","query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/Deu/Nach Mitternacht/Kapitel VI Textinterprtation]]) (namespace [[School/Deu/Nach Mitternacht/Kapitel VI Textinterprtation]])))",536870920]],["^15",[588,"^3","index:: 1\n\n- tags::\n- references::\n- ## Meta\n\t- **Notes:**\n\t background-color:: red\n\t\t- {{query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[School/Deu/Nach Mitternacht/Kapitel VI]]) (namespace [[School/Deu/Nach Mitternacht/Kapitel VI]])))}}\n\t\t query-sort-by:: block\n\t\t query-table:: true\n\t\t query-sort-desc:: true\n\t- **Slides:**\n\t background-color:: green\n\t\t- {{query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/Deu/Nach Mitternacht/Kapitel VI]]) (namespace [[School/Deu/Nach Mitternacht/Kapitel VI]])))}}\n\t- **Summery**:\n\t background-color:: blue\n\t\t-\n- ---\n- ![010 Nach Mitternacht_Aufgabensammlung Kapitel VI.pdf](../assets/010_Nach_Mitternacht_Aufgabensammlung_Kapitel_VI_1758293197952_0.pdf)\n- ((68a56a2a-925c-4584-b7ff-926316f139c5))\n- Nr1)\n\t- Möglichkeiten aus der Zwickmühle zu Entkommen:\n\t\t- Aus dem dritten Reich fliehen\n\t\t- Sich von vorherigen Werken distanzieren, Nationalistischen lehren folgen und neue Berufung suchen\n\t\t- Untertauchen, neue Identität schaffen\n\t\t- Suizid\n\t- Reichsschriftskammer ordnete an, das nur im Sinne des Nationalsozialismus zu schreiben\n\t\t- Algien möchte nicht sich zwingen die Idiologie zu vertreten\n\t\t- Selbst würde er Nationalistisch treu schreiben, wäre er unglaubwürdig\n\t- Algien versucht innere Migration (das flüchten in die eigene Welt)\n- -> Algines Dilemma\n- ((68a56d57-e427-4db8-8991-c89a354cd5cf))\n\t- -> Auftrag und Verantwortung eines Literaturschaffenden\n- ((68a56da7-9ab7-4415-a65c-9c1bb66eb55e))\n\t- -> Verblendung\n- ((68a5735b-3fb3-4d78-ba9e-07ddfa17c9fd))\n\t- -> Aufbruch nach Hause\n- ((68a56f13-24ea-45ab-b455-fdf91504bd7b))\n\t- -> Heinis Herberge\n- ((68a56f47-3f20-4e67-9a15-3c156c98f845))\n\t- -> ein leichtes arisches Mädchen\n- ((68a56fca-8f5b-4ce5-8715-d718b074f7f6))\n\t- -> Macht und Ohnmacht\n- ((68a5709d-09f5-46c0-939f-7a7dce6b3d6e))\n\t- -> Der Stürmermann tritt auf\n- ((68a5715e-86bc-431e-96cf-f4bf199a078e))\n\t- -> Der Stürmermann kommt näher\n- ((68a57132-d84a-429d-bb2a-5d01ad67df23))\n\t- -> Verschwörungstheorien\n- ((68a572a1-7e5f-4fd7-aaab-ca7ea73cc786))\n\t- -> der hölzerne Lügendetektor\n- ((68a572c6-26ca-4511-8b62-dc8a6143ef8e))\n\t- -> Lieben und geliebt werden\n- ((68a576d1-8c72-4984-b7aa-1bb0a4c04588))\n\t- -> Einsamkeit\n-\n- Nr3)\n\t- Denunzination: Jemanden Anschwerzen, vgl. Hexenjagt\n\t- Was sie heute untlassen, werden sie morgen tun werden sie morgen tun -> Zeigt wie wenig wert Moral hat, wie vie verzweiflung in der Zeit liegt\n\t\t- Familie über allem, besonders in NS Ideologie -> Vater hat zu viel Verantwortung, kann dieser unmöglich nachkommen\n\t\t- Politisches widersetzen nicht möglich, auch wegen Sicherheit der Kinder\n\t- Handlung in der Manscheid Heini denunziert:\n\t\t- Wanderscheid geht zur Gestapo zeigt Heinis Nationalsozialistische kritik an. Heini würde verschwinden.\n\t\t- Gibt Manscheid Sicherheitsgefühl, er ist sichtbar Ideologie treu,",536870920]],["^15",[588,"^17",1761642512146,536870920]],["^15",[588,"^Z","pages/School___Deu___Nach Mitternacht___Kapitel VI.md",536870920]],["^15",[589,"^K",1761642512145,536870920]],["^15",[589,"^[",588,536870920]],["^15",[589,"^@",false,536870920]],["^15",[589,"^Y","school/deu/nach mitternacht/kapitel vi",536870920]],["^15",[589,"^A",504,536870920]],["^15",[589,"^11","School/Deu/Nach Mitternacht/Kapitel VI",536870920]],["^15",[589,"^?",["^ ","^1D",1],536870920]],["^15",[589,"^4",["^ ","^1D","1"],536870920]],["^15",[589,"^B",1761642512145,536870920]],["^15",[589,"^;","~u69008810-07c5-4bf0-b7f5-492eeba03b88",536870920]],["^15",[590,"^Q","index:: 1\n\n",536870920]],["^15",[590,"^O","^1@",536870920]],["^15",[590,"^35",["^36",[]],536870920]],["^15",[590,"^F",589,536870920]],["^15",[590,"^X",589,536870920]],["^15",[590,"^V",589,536870920]],["^15",[590,"^U",546,536870920]],["^15",[590,"^U",589,536870920]],["^15",[590,"^:",true,536870920]],["^15",[590,"^?",["^ ","^1D",1],536870920]],["^15",[590,"^J",["^1D"],536870920]],["^15",[590,"^4",["^ ","^1D","1"],536870920]],["^15",[590,"^H",546,536870920]],["^15",[590,"^;","~u69008810-7df2-4cd3-9177-aa7b5c9c8672",536870920]],["^15",[591,"^Q","((68a576d1-8c72-4984-b7aa-1bb0a4c04588))",536870920]],["^15",[591,"^O","^1@",536870920]],["^15",[591,"^F",592,536870920]],["^15",[591,"^X",589,536870920]],["^15",[591,"^V",589,536870920]],["^15",[591,"^U",589,536870920]],["^15",[591,"^H",649,536870920]],["^15",[591,"^;","~u69008810-4268-4f0b-888d-8bf92ff52315",536870920]],["^15",[592,"^Q","((68a572c6-26ca-4511-8b62-dc8a6143ef8e))",536870920]],["^15",[592,"^O","^1@",536870920]],["^15",[592,"^F",640,536870920]],["^15",[592,"^X",589,536870920]],["^15",[592,"^V",589,536870920]],["^15",[592,"^U",589,536870920]],["^15",[592,"^H",594,536870920]],["^15",[592,"^;","~u69008810-5cce-404a-9ab2-7234b4f1c899",536870920]],["^15",[593,"^Q","{{query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/Deu/Nach Mitternacht/Kapitel VI]]) (namespace [[School/Deu/Nach Mitternacht/Kapitel VI]])))}}",536870920]],["^15",[593,"^O","^1@",536870920]],["^15",[593,"^F",617,536870920]],["^15",[593,"^S",660,536870920]],["^15",[593,"^X",589,536870920]],["^15",[593,"^V",617,536870920]],["^15",[593,"^U",589,536870920]],["^15",[593,"^;","~u69008810-a709-4e65-821c-ef121652f72f",536870920]],["^15",[594,"^Q","Nur als ich Franz liebte, habe ich die Welt verstanden\nls-type:: annotation\nhl-page:: 91\nhl-color:: yellow\nid:: 68a572c6-26ca-4511-8b62-dc8a6143ef8e",536870922]],["^15",[594,"^O","^1@",536870922]],["^15",[594,"^F",613,536870922]],["^15",[594,"^X",5024,536870922]],["^15",[594,"^V",5024,536870922]],["^15",[594,"^U",5024,536870922]],["^15",[594,"^?",["^ ","^18","annotation","^3@",91,"^3A","yellow","^1;","68a572c6-26ca-4511-8b62-dc8a6143ef8e"],536870922]],["^15",[594,"^J",["^18","^3@","^3A","^1;"],536870922]],["^15",[594,"^4",["^ ","^18","annotation","^3@","91","^3A","yellow","^1;","68a572c6-26ca-4511-8b62-dc8a6143ef8e"],536870922]],["^15",[594,"^;","~u68a572c6-26ca-4511-8b62-dc8a6143ef8e",536870920]],["^15",[595,"^Q","## Meta",536870920]],["^15",[595,"^O","^1@",536870920]],["^15",[595,"^F",610,536870920]],["^15",[595,"^X",589,536870920]],["^15",[595,"^V",589,536870920]],["^15",[595,"^U",589,536870920]],["^15",[595,"^?",["^ ","^37",2],536870920]],["^15",[595,"^J",[],536870920]],["^15",[595,"^;","~u69008810-ab8b-40b5-b203-b2cb2d455a44",536870920]],["^15",[596,"^Q","Bring dich um, Algin - 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Blaß und dunkel sitzt er da, düstere Höhlen sind seine Augen, seine Hände liegen bleich auf dem Tisch. Wieder hat er einen Brief von der Reichs schrifttumskammer bekommen. Eint neue Säuberungs aktion unter den Schriftstellern soll stattfinden, bei der man Algin wahrscheinlich aussieben wird. Vielleicht würde es ihn retten, wenn er jetzt ein längeres Gedicht auf den Führer macht, was ihm bisher immer noch wider strebte. Aber auch das kann ihm gefährlich werden. Denn vielleicht werden die nationalsozialistischen Schriftsteller böse, daß er wagt, den Führer anzudichten, ohne alter Kämpfer zu sein. Er darf auch nicht wagen, einen natio nalsozialistischen Roman zu schreiben, weil ihm das nicht zukommt. Wenn er aber keinen nationalsozialisti schen Roman schreibt, ist er unerwünscht. Er wird noch immer gern gelesen und gedruckt, das soll auch nicht sein\nls-type:: annotation\nhl-page:: 85\nhl-color:: yellow\nid:: 68a56a2a-925c-4584-b7ff-926316f139c5",536870922]],["^15",[627,"^O","^1@",536870922]],["^15",[627,"^F",5030,536870922]],["^15",[627,"^X",5024,536870922]],["^15",[627,"^V",5024,536870922]],["^15",[627,"^U",5024,536870922]],["^15",[627,"^?",["^ ","^18","annotation","^3@",85,"^3A","yellow","^1;","68a56a2a-925c-4584-b7ff-926316f139c5"],536870922]],["^15",[627,"^J",["^18","^3@","^3A","^1;"],536870922]],["^15",[627,"^4",["^ 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annotation\nhl-page:: 86\nhl-color:: yellow\nid:: 68a56d57-e427-4db8-8991-c89a354cd5cf",536870922]],["^15",[632,"^O","^1@",536870922]],["^15",[632,"^F",627,536870922]],["^15",[632,"^X",5024,536870922]],["^15",[632,"^V",5024,536870922]],["^15",[632,"^U",5024,536870922]],["^15",[632,"^?",["^ ","^18","annotation","^3@",86,"^3A","yellow","^1;","68a56d57-e427-4db8-8991-c89a354cd5cf"],536870922]],["^15",[632,"^J",["^18","^3@","^3A","^1;"],536870922]],["^15",[632,"^4",["^ ","^18","annotation","^3@","86","^3A","yellow","^1;","68a56d57-e427-4db8-8991-c89a354cd5cf"],536870922]],["^15",[632,"^;","~u68a56d57-e427-4db8-8991-c89a354cd5cf",536870920]],["^15",[633,"^Q","-> Lieben und geliebt werden",536870920]],["^15",[633,"^O","^1@",536870920]],["^15",[633,"^F",592,536870920]],["^15",[633,"^X",589,536870920]],["^15",[633,"^V",592,536870920]],["^15",[633,"^U",589,536870920]],["^15",[633,"^;","~u69008810-32e5-44e1-a43d-d4cbb7fce206",536870920]],["^15",[634,"^Q","Gibt Manscheid Sicherheitsgefühl, er ist sichtbar Ideologie treu,",536870920]],["^15",[634,"^O","^1@",536870920]],["^15",[634,"^F",643,536870920]],["^15",[634,"^X",589,536870920]],["^15",[634,"^V",602,536870920]],["^15",[634,"^U",589,536870920]],["^15",[634,"^;","~u69008810-51f0-457e-bf1a-7fc8e87c47af",536870920]],["^15",[635,"^Q","((68a56f47-3f20-4e67-9a15-3c156c98f845))",536870920]],["^15",[635,"^O","^1@",536870920]],["^15",[635,"^F",626,536870920]],["^15",[635,"^X",589,536870920]],["^15",[635,"^V",589,536870920]],["^15",[635,"^U",589,536870920]],["^15",[635,"^H",656,536870920]],["^15",[635,"^;","~u69008810-5f4a-4a33-84d8-3b3055219c3b",536870920]],["^15",[636,"^Q","**Summery**:\nbackground-color:: blue",536870920]],["^15",[636,"^O","^1@",536870920]],["^15",[636,"^F",617,536870920]],["^15",[636,"^X",589,536870920]],["^15",[636,"^V",595,536870920]],["^15",[636,"^U",589,536870920]],["^15",[636,"^?",["^ ","^39","blue"],536870920]],["^15",[636,"^J",["^39"],536870920]],["^15",[636,"^4",["^ ","^39","blue"],536870920]],["^15",[636,"^;","~u69008810-0775-4954-9643-ba4c9aba5df7",536870920]],["^15",[637,"^Q","-> Verschwörungstheorien",536870920]],["^15",[637,"^O","^1@",536870920]],["^15",[637,"^F",616,536870920]],["^15",[637,"^X",589,536870920]],["^15",[637,"^V",616,536870920]],["^15",[637,"^U",589,536870920]],["^15",[637,"^;","~u69008810-7308-4640-b286-e5acdd430b29",536870920]],["^15",[638,"^Q","Selbst würde er Nationalistisch treu schreiben, wäre er unglaubwürdig",536870920]],["^15",[638,"^O","^1@",536870920]],["^15",[638,"^F",654,536870920]],["^15",[638,"^X",589,536870920]],["^15",[638,"^V",658,536870920]],["^15",[638,"^U",589,536870920]],["^15",[638,"^;","~u69008810-3afe-43d1-9d3c-292ba70ee22c",536870920]],["^15",[639,"^Q","Suizid",536870920]],["^15",[639,"^O","^1@",536870920]],["^15",[639,"^F",615,536870920]],["^15",[639,"^X",589,536870920]],["^15",[639,"^V",625,536870920]],["^15",[639,"^U",589,536870920]],["^15",[639,"^;","~u69008810-08b0-4c02-b955-133c3295050d",536870920]],["^15",[640,"^Q","((68a572a1-7e5f-4fd7-aaab-ca7ea73cc786))",536870920]],["^15",[640,"^O","^1@",536870920]],["^15",[640,"^F",616,536870920]],["^15",[640,"^X",589,536870920]],["^15",[640,"^V",589,536870920]],["^15",[640,"^U",589,536870920]],["^15",[640,"^H",613,536870920]],["^15",[640,"^;","~u69008810-62a0-41cf-80ea-d97824216c74",536870920]],["^15",[641,"^Q","((68a56da7-9ab7-4415-a65c-9c1bb66eb55e))",536870920]],["^15",[641,"^O","^1@",536870920]],["^15",[641,"^F",605,536870920]],["^15",[641,"^X",589,536870920]],["^15",[641,"^V",589,536870920]],["^15",[641,"^U",589,536870920]],["^15",[641,"^H",596,536870920]],["^15",[641,"^;","~u69008810-d006-4eca-960c-4db10097cf7c",536870920]],["^15",[642,"^Q","((68a5715e-86bc-431e-96cf-f4bf199a078e))",536870920]],["^15",[642,"^O","^1@",536870920]],["^15",[642,"^F",599,536870920]],["^15",[642,"^X",589,536870920]],["^15",[642,"^V",589,536870920]],["^15",[642,"^U",589,536870920]],["^15",[642,"^H",607,536870920]],["^15",[642,"^;","~u69008810-17b3-4ccd-8ac8-c61178f9138d",536870920]],["^15",[643,"^Q","Wanderscheid geht zur Gestapo zeigt Heinis Nationalsozialistische kritik an. Heini würde verschwinden.",536870920]],["^15",[643,"^O","^1@",536870920]],["^15",[643,"^F",602,536870920]],["^15",[643,"^X",589,536870920]],["^15",[643,"^V",602,536870920]],["^15",[643,"^U",589,536870920]],["^15",[643,"^;","~u69008810-e767-4561-88c2-acb6a1d5df1e",536870920]],["^15",[644,"^Q","tags::",536870920]],["^15",[644,"^O","^1@",536870920]],["^15",[644,"^F",590,536870920]],["^15",[644,"^X",589,536870920]],["^15",[644,"^V",589,536870920]],["^15",[644,"^U",589,536870920]],["^15",[644,"^?",["^ ","^3D",""],536870920]],["^15",[644,"^J",["^3D"],536870920]],["^15",[644,"^4",["^ ","^3D",""],536870920]],["^15",[644,"^;","~u69008810-f3ba-411a-8016-f03fb51762e1",536870920]],["^15",[645,"^Q","Sich von vorherigen Werken distanzieren, Nationalistischen lehren folgen und neue Berufung suchen",536870920]],["^15",[645,"^O","^1@",536870920]],["^15",[645,"^F",650,536870920]],["^15",[645,"^X",589,536870920]],["^15",[645,"^V",625,536870920]],["^15",[645,"^U",589,536870920]],["^15",[645,"^;","~u69008810-c085-4c6c-9b12-633c863485e1",536870920]],["^15",[646,"^Q","**Notes:**\nbackground-color:: red",536870920]],["^15",[646,"^O","^1@",536870920]],["^15",[646,"^F",595,536870920]],["^15",[646,"^X",589,536870920]],["^15",[646,"^V",595,536870920]],["^15",[646,"^U",589,536870920]],["^15",[646,"^?",["^ ","^39","red"],536870920]],["^15",[646,"^J",["^39"],536870920]],["^15",[646,"^4",["^ ","^39","red"],536870920]],["^15",[646,"^;","~u69008810-2e8f-4ad6-8208-55f063942fa3",536870920]],["^15",[647,"^Q","Algien versucht innere Migration (das flüchten in die eigene Welt)",536870920]],["^15",[647,"^O","^1@",536870920]],["^15",[647,"^F",658,536870920]],["^15",[647,"^X",589,536870920]],["^15",[647,"^V",624,536870920]],["^15",[647,"^U",589,536870920]],["^15",[647,"^;","~u69008810-e47d-46a2-95b0-c73359216147",536870920]],["^15",[648,"^Q","",536870920]],["^15",[648,"^O","^1@",536870920]],["^15",[648,"^F",591,536870920]],["^15",[648,"^X",589,536870920]],["^15",[648,"^V",589,536870920]],["^15",[648,"^U",589,536870920]],["^15",[648,"^;","~u69008810-d411-403b-874d-bd6a1e625b8e",536870920]],["^15",[649,"^Q","Alle sind betrunken, und ihre Sehnsucht ist Beharrlichkeit.\nls-type:: annotation\nhl-page:: 92\nhl-color:: yellow\nid:: 68a576d1-8c72-4984-b7aa-1bb0a4c04588",536870922]],["^15",[649,"^O","^1@",536870922]],["^15",[649,"^F",604,536870922]],["^15",[649,"^X",5024,536870922]],["^15",[649,"^V",5024,536870922]],["^15",[649,"^U",5024,536870922]],["^15",[649,"^?",["^ ","^18","annotation","^3@",92,"^3A","yellow","^1;","68a576d1-8c72-4984-b7aa-1bb0a4c04588"],536870922]],["^15",[649,"^J",["^18","^3@","^3A","^1;"],536870922]],["^15",[649,"^4",["^ ","^18","annotation","^3@","92","^3A","yellow","^1;","68a576d1-8c72-4984-b7aa-1bb0a4c04588"],536870922]],["^15",[649,"^;","~u68a576d1-8c72-4984-b7aa-1bb0a4c04588",536870920]],["^15",[650,"^Q","Aus dem dritten Reich fliehen",536870920]],["^15",[650,"^O","^1@",536870920]],["^15",[650,"^F",625,536870920]],["^15",[650,"^X",589,536870920]],["^15",[650,"^V",625,536870920]],["^15",[650,"^U",589,536870920]],["^15",[650,"^;","~u69008810-f83e-4cf3-b529-a80e081fb980",536870920]],["^15",[651,"^Q","-> Algines Dilemma",536870920]],["^15",[651,"^O","^1@",536870920]],["^15",[651,"^F",624,536870920]],["^15",[651,"^X",589,536870920]],["^15",[651,"^V",589,536870920]],["^15",[651,"^U",589,536870920]],["^15",[651,"^;","~u69008810-5dd5-4885-99d0-5a346b80c6c4",536870920]],["^15",[652,"^Q","-> Der Stürmermann kommt näher",536870920]],["^15",[652,"^O","^1@",536870920]],["^15",[652,"^F",642,536870920]],["^15",[652,"^X",589,536870920]],["^15",[652,"^V",642,536870920]],["^15",[652,"^U",589,536870920]],["^15",[652,"^;","~u69008810-2f21-4237-8005-46dcd7f07752",536870920]],["^15",[653,"^Q","-> der hölzerne Lügendetektor",536870920]],["^15",[653,"^O","^1@",536870920]],["^15",[653,"^F",640,536870920]],["^15",[653,"^X",589,536870920]],["^15",[653,"^V",640,536870920]],["^15",[653,"^U",589,536870920]],["^15",[653,"^;","~u69008810-ac4e-4306-8115-b875b2263b7e",536870920]],["^15",[654,"^Q","Algien möchte nicht sich zwingen die Idiologie zu vertreten",536870920]],["^15",[654,"^O","^1@",536870920]],["^15",[654,"^F",658,536870920]],["^15",[654,"^X",589,536870920]],["^15",[654,"^V",658,536870920]],["^15",[654,"^U",589,536870920]],["^15",[654,"^;","~u69008810-ef7b-4ef7-9816-c5ed610827ed",536870920]],["^15",[655,"^Q","Was sie heute untlassen, werden sie morgen tun werden sie morgen tun -> Zeigt wie wenig wert Moral hat, wie vie verzweiflung in der Zeit liegt",536870920]],["^15",[655,"^O","^1@",536870920]],["^15",[655,"^F",608,536870920]],["^15",[655,"^X",589,536870920]],["^15",[655,"^V",601,536870920]],["^15",[655,"^U",589,536870920]],["^15",[655,"^;","~u69008810-8f1b-41c3-b0c1-a410ea2bf57f",536870920]],["^15",[656,"^Q","Mädchen, bunt und leicht wie ein Pfauenauge\nls-type:: annotation\nhl-page:: 86\nhl-color:: yellow\nid:: 68a56f47-3f20-4e67-9a15-3c156c98f845",536870922]],["^15",[656,"^O","^1@",536870922]],["^15",[656,"^F",620,536870922]],["^15",[656,"^X",5024,536870922]],["^15",[656,"^V",5024,536870922]],["^15",[656,"^U",5024,536870922]],["^15",[656,"^?",["^ ","^18","annotation","^3@",86,"^3A","yellow","^1;","68a56f47-3f20-4e67-9a15-3c156c98f845"],536870922]],["^15",[656,"^J",["^18","^3@","^3A","^1;"],536870922]],["^15",[656,"^4",["^ 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B.\nls-type:: annotation\nhl-page:: 88\nhl-color:: yellow\nid:: 68a5709d-09f5-46c0-939f-7a7dce6b3d6e",536870922]],["^15",[657,"^O","^1@",536870922]],["^15",[657,"^F",611,536870922]],["^15",[657,"^X",5024,536870922]],["^15",[657,"^V",5024,536870922]],["^15",[657,"^U",5024,536870922]],["^15",[657,"^?",["^ ","^18","annotation","^3@",88,"^3A","yellow","^1;","68a5709d-09f5-46c0-939f-7a7dce6b3d6e"],536870922]],["^15",[657,"^J",["^18","^3@","^3A","^1;"],536870922]],["^15",[657,"^4",["^ ","^18","annotation","^3@","88","^3A","yellow","^1;","68a5709d-09f5-46c0-939f-7a7dce6b3d6e"],536870922]],["^15",[657,"^;","~u68a5709d-09f5-46c0-939f-7a7dce6b3d6e",536870920]],["^15",[658,"^Q","Reichsschriftskammer ordnete an, das nur im Sinne des Nationalsozialismus zu schreiben",536870920]],["^15",[658,"^O","^1@",536870920]],["^15",[658,"^F",625,536870920]],["^15",[658,"^X",589,536870920]],["^15",[658,"^V",624,536870920]],["^15",[658,"^U",589,536870920]],["^15",[658,"^;","~u69008810-d8d2-40be-a7e1-f14b4f31c307",536870920]],["^15",[659,"^?",["^ ","^3=","query","^3>",["(and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[School/Deu/Nach Mitternacht/Kapitel VI]]) (namespace [[School/Deu/Nach Mitternacht/Kapitel VI]])))"]],536870920]],["^15",[659,"^W","macro",536870920]],["^15",[659,"^T","query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[School/Deu/Nach Mitternacht/Kapitel VI]]) (namespace [[School/Deu/Nach Mitternacht/Kapitel VI]])))",536870920]],["^15",[660,"^?",["^ ","^3=","query","^3>",["(and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/Deu/Nach Mitternacht/Kapitel VI]]) (namespace [[School/Deu/Nach Mitternacht/Kapitel VI]])))"]],536870920]],["^15",[660,"^W","macro",536870920]],["^15",[660,"^T","query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/Deu/Nach Mitternacht/Kapitel VI]]) (namespace [[School/Deu/Nach Mitternacht/Kapitel VI]])))",536870920]],["^15",[661,"^3","index:: 3\n\n- tags::\n- references::\n- ## Meta\n\t- **Notes:**\n\t background-color:: red\n\t\t- {{query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[School/Deu/Nach Mitternacht/Kapitel VII]]) (namespace [[School/Deu/Nach Mitternacht/Kapitel VII]])))}}\n\t\t query-sort-by:: block\n\t\t query-table:: true\n\t\t query-sort-desc:: true\n\t- **Slides:**\n\t background-color:: green\n\t\t- {{query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/Deu/Nach Mitternacht/Kapitel VII]]) (namespace [[School/Deu/Nach Mitternacht/Kapitel VII]])))}}\n\t- **Summery**:\n\t background-color:: blue\n\t\t-\n- ---\n-\n- ![011 Nach Mitternacht_Aufgabensammlung Kapitel VII.pdf](../assets/011_Nach_Mitternacht_Aufgabensammlung_Kapitel_VII_1758272428036_0.pdf)\n\t- Nr2)\n\t\t- ((68cd1c9a-a335-4755-9bdd-d488d64a0f14))\n\t\t\t- ((68cd1d52-df84-410b-9933-8864d9114464))\n\t\t\t- In Gespräch mit Herrn Aaron, zynische Antwort auf seine Behauptung das Deutschland durch den Nationalsozialismus besser geworden sei\n\t\t- ((68cd1c15-a861-46e1-9620-d287e60e3a4f))\n\t\t\t- ((68cd1da7-fb92-4ffa-bfe1-f94728911023))\n\t\t\t- Sanna über Betty die sich Beziehung mit Algien wünscht, während Liska gespannt auf Heini wartet\n\t\t- ((68cd1c3e-9848-46f5-9134-77afea1c9087))\n\t\t\t- ((68cd1e2d-4886-41de-8ff0-0da1a7725aa8))\n\t\t\t- Sanne nach dem überqueren in die Niederlande\n\t\t- ((68cd1c4f-8906-4997-8f50-563702e48c0d))\n\t\t\t- ((68cd1e73-d0da-4a5e-ad98-40eca99f86ac))\n\t\t\t- Über Algine der doch nicht mit ihm auf Wanderschaft zieht, sich willenlos zu Betty wendet.\n\t\t- ((68cd1c7c-db18-4c61-ad42-d86151734d7a))\n\t\t\t- ((68cd1ea5-61fe-4cbf-8f67-1a3c47871486))\n\t\t\t- Heini begeht Suizid\n\t\t- ((68cd1c6a-6bd6-42ed-a428-60be546b9816))\n\t\t\t- ((68cd1ed9-ff8d-472a-8d74-c5205ae40539))\n\t\t\t- Sannes emotionale lage nach Heinis Suizied, sie sieht nur noch eine Möglichkeit\n\t- Nr4)\n\t- ![3e0136c3-22f1-4705-b772-4aa3fa15e111.png](../assets/3e0136c3-22f1-4705-b772-4aa3fa15e111_1759051339753_0.png)\n\t- Unter den Blumen, faulende Wurzeln",536870920]],["^15",[661,"^17",1761642512170,536870920]],["^15",[661,"^Z","pages/School___Deu___Nach Mitternacht___Kapitel VII.md",536870920]],["^15",[662,"^K",1761642512169,536870920]],["^15",[662,"^[",661,536870920]],["^15",[662,"^@",false,536870920]],["^15",[662,"^Y","school/deu/nach mitternacht/kapitel vii",536870920]],["^15",[662,"^A",504,536870920]],["^15",[662,"^11","School/Deu/Nach Mitternacht/Kapitel VII",536870920]],["^15",[662,"^?",["^ ","^1D",3],536870920]],["^15",[662,"^4",["^ ","^1D","3"],536870920]],["^15",[662,"^B",1761642512169,536870920]],["^15",[662,"^;","~u69008810-ca72-472a-950e-fa69c7f9b397",536870920]],["^15",[663,"^Q","Die hat ihn«, sagt der Herr Küppers. »Schad drum. 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Zug fährt wieder, mein Hundertmarkschein fährt, Franz fährt, alles fährt mit, nur die Angst fährt nicht mehr mit.\nls-type:: annotation\nhl-page:: 1\nhl-color:: blue\nid:: 68cd1c3e-9848-46f5-9134-77afea1c9087",536870921]],["^15",[670,"^O","^1@",536870921]],["^15",[670,"^F",690,536870921]],["^15",[670,"^X",4590,536870921]],["^15",[670,"^V",4590,536870921]],["^15",[670,"^U",4590,536870921]],["^15",[670,"^?",["^ ","^18","annotation","^3@",1,"^3A","blue","^1;","68cd1c3e-9848-46f5-9134-77afea1c9087"],536870921]],["^15",[670,"^J",["^18","^3@","^3A","^1;"],536870921]],["^15",[670,"^4",["^ 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Wurzeln",536870920]],["^15",[684,"^O","^1@",536870920]],["^15",[684,"^F",680,536870920]],["^15",[684,"^X",662,536870920]],["^15",[684,"^V",708,536870920]],["^15",[684,"^U",662,536870920]],["^15",[684,"^;","~u69008810-0fb0-437e-8be0-86d986c7740c",536870920]],["^15",[685,"^Q","((68cd1ed9-ff8d-472a-8d74-c5205ae40539))",536870920]],["^15",[685,"^O","^1@",536870920]],["^15",[685,"^F",698,536870920]],["^15",[685,"^X",662,536870920]],["^15",[685,"^V",698,536870920]],["^15",[685,"^U",662,536870920]],["^15",[685,"^H",704,536870920]],["^15",[685,"^;","~u69008810-089a-463b-a836-66e31a07e78c",536870920]],["^15",[686,"^Q","Nr2)",536870920]],["^15",[686,"^O","^1@",536870920]],["^15",[686,"^F",708,536870920]],["^15",[686,"^X",662,536870920]],["^15",[686,"^V",708,536870920]],["^15",[686,"^U",662,536870920]],["^15",[686,"^;","~u69008810-a7c6-47a5-b520-12c12a11915c",536870920]],["^15",[687,"^Q","{{query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[School/Deu/Nach Mitternacht/Kapitel VII]]) (namespace [[School/Deu/Nach Mitternacht/Kapitel VII]])))}}\nquery-sort-by:: block\nquery-table:: true\nquery-sort-desc:: true",536870920]],["^15",[687,"^O","^1@",536870920]],["^15",[687,"^F",678,536870920]],["^15",[687,"^S",710,536870920]],["^15",[687,"^X",662,536870920]],["^15",[687,"^V",678,536870920]],["^15",[687,"^U",662,536870920]],["^15",[687,"^?",["^ ","^3:","block","^3;",true,"^3<",true],536870920]],["^15",[687,"^J",["^3:","^3;","^3<"],536870920]],["^15",[687,"^4",["^ ","^3:","block","^3;","true","^3<","true"],536870920]],["^15",[687,"^;","~u69008810-048d-42fc-a7b2-bd59512676cc",536870920]],["^15",[688,"^Q","tags::",536870920]],["^15",[688,"^O","^1@",536870920]],["^15",[688,"^F",695,536870920]],["^15",[688,"^X",662,536870920]],["^15",[688,"^V",662,536870920]],["^15",[688,"^U",662,536870920]],["^15",[688,"^?",["^ ","^3D",""],536870920]],["^15",[688,"^J",["^3D"],536870920]],["^15",[688,"^4",["^ ","^3D",""],536870920]],["^15",[688,"^;","~u69008810-44a7-4114-af4e-639a4deef47a",536870920]],["^15",[689,"^Q","Sanne nach dem überqueren in die Niederlande",536870920]],["^15",[689,"^O","^1@",536870920]],["^15",[689,"^F",701,536870920]],["^15",[689,"^X",662,536870920]],["^15",[689,"^V",697,536870920]],["^15",[689,"^U",662,536870920]],["^15",[689,"^;","~u69008810-dc98-4e1f-8e9b-502a65584884",536870920]],["^15",[690,"^Q","„Was hat die BeIy eigentlich um Algin zu weinen?“\nls-type:: annotation\nhl-page:: 1\nhl-color:: blue\nid:: 68cd1c15-a861-46e1-9620-d287e60e3a4f",536870921]],["^15",[690,"^O","^1@",536870921]],["^15",[690,"^F",4591,536870921]],["^15",[690,"^X",4590,536870921]],["^15",[690,"^V",4590,536870921]],["^15",[690,"^U",4590,536870921]],["^15",[690,"^?",["^ ","^18","annotation","^3@",1,"^3A","blue","^1;","68cd1c15-a861-46e1-9620-d287e60e3a4f"],536870921]],["^15",[690,"^J",["^18","^3@","^3A","^1;"],536870921]],["^15",[690,"^4",["^ 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Möglichkeit",536870920]],["^15",[699,"^O","^1@",536870920]],["^15",[699,"^F",685,536870920]],["^15",[699,"^X",662,536870920]],["^15",[699,"^V",698,536870920]],["^15",[699,"^U",662,536870920]],["^15",[699,"^;","~u69008810-1fa6-4cd0-8353-92878e00cb22",536870920]],["^15",[700,"^Q","Diese Gesellscha9 ist eine Gesellscha9 von Zuchthäuslern«, sagt Heini.\nls-type:: annotation\nhl-page:: 1\nhl-color:: blue\nid:: 68cd1c9a-a335-4755-9bdd-d488d64a0f14",536870921]],["^15",[700,"^O","^1@",536870921]],["^15",[700,"^F",683,536870921]],["^15",[700,"^X",4590,536870921]],["^15",[700,"^V",4590,536870921]],["^15",[700,"^U",4590,536870921]],["^15",[700,"^?",["^ ","^18","annotation","^3@",1,"^3A","blue","^1;","68cd1c9a-a335-4755-9bdd-d488d64a0f14"],536870921]],["^15",[700,"^J",["^18","^3@","^3A","^1;"],536870921]],["^15",[700,"^4",["^ 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Schluß für heute und gute Nacht\nls-type:: annotation\nhl-page:: 125\nhl-color:: yellow\nid:: 68cd1ea5-61fe-4cbf-8f67-1a3c47871486",536870922]],["^15",[702,"^O","^1@",536870922]],["^15",[702,"^F",703,536870922]],["^15",[702,"^X",5024,536870922]],["^15",[702,"^V",5024,536870922]],["^15",[702,"^U",5024,536870922]],["^15",[702,"^?",["^ ","^18","annotation","^3@",125,"^3A","yellow","^1;","68cd1ea5-61fe-4cbf-8f67-1a3c47871486"],536870922]],["^15",[702,"^J",["^18","^3@","^3A","^1;"],536870922]],["^15",[702,"^4",["^ ","^18","annotation","^3@","125","^3A","yellow","^1;","68cd1ea5-61fe-4cbf-8f67-1a3c47871486"],536870922]],["^15",[702,"^;","~u68cd1ea5-61fe-4cbf-8f67-1a3c47871486",536870920]],["^15",[703,"^Q","Was sind das für Männer, die keine Verabredungen einhalten können, noch nicht mal die Verabredungen, die sie mit sich selbst getroffen haben\nls-type:: annotation\nhl-page:: 127\nhl-color:: yellow\nid:: 68cd1e73-d0da-4a5e-ad98-40eca99f86ac",536870922]],["^15",[703,"^O","^1@",536870922]],["^15",[703,"^F",674,536870922]],["^15",[703,"^X",5024,536870922]],["^15",[703,"^V",5024,536870922]],["^15",[703,"^U",5024,536870922]],["^15",[703,"^?",["^ ","^18","annotation","^3@",127,"^3A","yellow","^1;","68cd1e73-d0da-4a5e-ad98-40eca99f86ac"],536870922]],["^15",[703,"^J",["^18","^3@","^3A","^1;"],536870922]],["^15",[703,"^4",["^ ","^18","annotation","^3@","127","^3A","yellow","^1;","68cd1e73-d0da-4a5e-ad98-40eca99f86ac"],536870922]],["^15",[703,"^;","~u68cd1e73-d0da-4a5e-ad98-40eca99f86ac",536870920]],["^15",[704,"^Q","ich bin nicht wirk lich, ich bin auf ein Bild gemalt. Lieber Gott, laß eine feurige Bombe vom Himmel fallen, die alles zertrümmert und alle erlöst.\nls-type:: annotation\nhl-page:: 125\nhl-color:: yellow\nid:: 68cd1ed9-ff8d-472a-8d74-c5205ae40539",536870922]],["^15",[704,"^O","^1@",536870922]],["^15",[704,"^F",702,536870922]],["^15",[704,"^X",5024,536870922]],["^15",[704,"^V",5024,536870922]],["^15",[704,"^U",5024,536870922]],["^15",[704,"^?",["^ ","^18","annotation","^3@",125,"^3A","yellow","^1;","68cd1ed9-ff8d-472a-8d74-c5205ae40539"],536870922]],["^15",[704,"^J",["^18","^3@","^3A","^1;"],536870922]],["^15",[704,"^4",["^ ","^18","annotation","^3@","125","^3A","yellow","^1;","68cd1ed9-ff8d-472a-8d74-c5205ae40539"],536870922]],["^15",[704,"^;","~u68cd1ed9-ff8d-472a-8d74-c5205ae40539",536870920]],["^15",[705,"^Q","((68cd1d52-df84-410b-9933-8864d9114464))",536870920]],["^15",[705,"^O","^1@",536870920]],["^15",[705,"^F",682,536870920]],["^15",[705,"^X",662,536870920]],["^15",[705,"^V",682,536870920]],["^15",[705,"^U",662,536870920]],["^15",[705,"^H",681,536870920]],["^15",[705,"^;","~u69008810-6c5c-4dda-8594-ee6b2724bd6f",536870920]],["^15",[706,"^Q","{{query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/Deu/Nach Mitternacht/Kapitel VII]]) (namespace [[School/Deu/Nach Mitternacht/Kapitel VII]])))}}",536870920]],["^15",[706,"^O","^1@",536870920]],["^15",[706,"^F",664,536870920]],["^15",[706,"^S",711,536870920]],["^15",[706,"^X",662,536870920]],["^15",[706,"^V",664,536870920]],["^15",[706,"^U",662,536870920]],["^15",[706,"^;","~u69008810-9dfe-401b-a539-bc9ee914f43d",536870920]],["^15",[707,"^Q","Über Algine der doch nicht mit ihm auf Wanderschaft zieht, sich willenlos zu Betty wendet.",536870920]],["^15",[707,"^O","^1@",536870920]],["^15",[707,"^F",667,536870920]],["^15",[707,"^X",662,536870920]],["^15",[707,"^V",673,536870920]],["^15",[707,"^U",662,536870920]],["^15",[707,"^;","~u69008810-3e34-4b57-865e-2df829564493",536870920]],["^15",[708,"^Q","![011 Nach Mitternacht_Aufgabensammlung Kapitel VII.pdf](../assets/011_Nach_Mitternacht_Aufgabensammlung_Kapitel_VII_1758272428036_0.pdf)",536870920]],["^15",[708,"^O","^1@",536870920]],["^15",[708,"^F",669,536870920]],["^15",[708,"^X",662,536870920]],["^15",[708,"^V",662,536870920]],["^15",[708,"^U",662,536870920]],["^15",[708,"^;","~u69008810-2c43-4d56-ba37-a46accd8b4ff",536870920]],["^15",[709,"^Q","((68cd1ea5-61fe-4cbf-8f67-1a3c47871486))",536870920]],["^15",[709,"^O","^1@",536870920]],["^15",[709,"^F",668,536870920]],["^15",[709,"^X",662,536870920]],["^15",[709,"^V",668,536870920]],["^15",[709,"^U",662,536870920]],["^15",[709,"^H",702,536870920]],["^15",[709,"^;","~u69008810-7f43-4b52-8f1f-1331091e2f5e",536870920]],["^15",[710,"^?",["^ ","^3=","query","^3>",["(and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[School/Deu/Nach Mitternacht/Kapitel VII]]) (namespace [[School/Deu/Nach Mitternacht/Kapitel VII]])))"]],536870920]],["^15",[710,"^W","macro",536870920]],["^15",[710,"^T","query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[School/Deu/Nach Mitternacht/Kapitel VII]]) (namespace [[School/Deu/Nach Mitternacht/Kapitel VII]])))",536870920]],["^15",[711,"^?",["^ ","^3=","query","^3>",["(and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/Deu/Nach Mitternacht/Kapitel VII]]) (namespace [[School/Deu/Nach Mitternacht/Kapitel VII]])))"]],536870920]],["^15",[711,"^W","macro",536870920]],["^15",[711,"^T","query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/Deu/Nach Mitternacht/Kapitel VII]]) (namespace [[School/Deu/Nach Mitternacht/Kapitel VII]])))",536870920]],["^15",[712,"^3","## Meta:\n\t- Additional Tags:\n\t- Additional References:\n\t- **Subpages:**\n\t background-color:: purple\n\t\t- {{query (namespace [[School/Eng]])}}\n\t\t query-sort-by:: page\n\t\t query-sort-desc:: false\n\t- **Summery:**\n\t background-color:: blue\n\t\t-\n- ---\n- # Book\n\t- ![A Lesson Before Dying.pdf](../assets/A_Lesson_Before_Dying_1762847536265_0.pdf)\n\t- logseq.order-list-type:: number\n\t\t- Robery, claimed to just come along, that he did not shoot anyone\n\t\t- Drank whisky to coll nerves, take money for no one wold notiice and poorness pauged him\n\t\t- Sentenced to death by electrocution\n\t\t- Defence failed with atemped to portrai accused as to dumb/imituer to plan the crime, failed with highlighting emotional connections to mother\n\t- logseq.order-list-type:: number\n\t\t- Lyrical I, dose not like his aunts Place; works as Teacher\n\t\t- Aunt (Lue) & Ms. Ema home (~70 Years old)\n\t\t\t- Lyrical I avoids conversation\n\t\t\t- _Conversation feels distand_\n\t\t\t- Jefferson close with Ms. Ema, grate Pain when thinking about the death sentance, in heart already dead\n\t\t\t- ~~Wanted Grant to take blame for the killing?~~\n\t\t\t- Wanted to aquire the rights to visit Jefferso (by connections with friends)\n\t- logseq.order-list-type:: number\n\t\t- Mr. Honerys (rich, served by maids) house (Lyrical I, uncomfortable)\n\t\t- Lyrical I (servant, collecting things), Ms. Ema (coock), Aunt (houswife) used to served at the plantation\n\t\t\t- Lyrical I then went to University\n\t\t\t- Servants left the Plantage\n\t\t- Ms. Ema asks for favour: (Bevor, she still needed so serve), Wants Jefferson to die as a Man not a hog, needs Mr. Honery to let Lyrical I visit Jefferson\n\t\t\t- One time the family should serve Ms. Ema, not the other way\n\t\t- Mr, Honery wrongly believes that Lyrical I set Ms. Ema up to demand the favour\n\t\t- Mr. Honery impationit -> unsuer if he follows the request\n\t- logseq.order-list-type:: number\n\t\t- Aunt disapointed tht Lyrical I dose not eat her food immediatly (for he leaves)\n\t\t- Lyrical I meats Vivian (romantic interest, \"Baby\") -> get his mind off the Situation\n\t\t- _drives throu small town, color divided blocks_, arrives at a restaurant (Rainbow club)\n\t\t\t- nice restaurant owners\n\t\t- asks Vivian (Teacher) to meet him there, he \"needs\" to see her, she arraives later\n\t\t\t- tall, light brown skin, long black buned hair, beautyfull\n\t\t\t- still married, awaiting divorce, already mother\n\t\t- slow night, reflects the mood of vivian: Grant asks to leave the place spontainiously\n\t\t\t- grant dose not like the town; leave Plantation church school; after divorce she wold follow Grant\n\t\t- Dance made Grant feel better\n\t\t\t- Vivian supprised by Task placed apone Grant; He himselve dose not know how a \"man\" lives\n\t\t\t- Why? What will i accomplish? He still dies.\n\t\t\t- Vivian cries but happy that Grand chose her to talk to, she reinforced Ms. Emas wish to go\n\t- logseq.order-list-type:: number\n\t\t- _in school_ (bowing morning routine as teacher) -> underfunded, repurposed church, uses violence as punishment -> student fear teacher (Grant buy material for them, is dedicated, cares?)\n\t\t\t- serious, direct, unfiltered\n\t\t- 6 Month teaching in a year, while students are not needed in fields\n\t\t- upper class students mus help teach lower class, only 1 class for all ages\n\t\t- Aunt avoided Grant\n\t\t- ---\n\t\t- Mr. Freowl, carpenter (tool constructor) -> Greatly Respects Grant\n\t\t\t- informs that Mr. Honery wants to see him\n\t- logseq.order-list-type:: number\n\t\t- _at Mr. Honerys home_; Ines sceptily that Grant can turn Jefferson a man\n\t\t\t- let waiting long; Shows Mr.Honerys power abuse\n\t\t- Ms. Eadner (lives on Plantage) sad that Aunt not visiting\n\t\t- Sherif (Sam Gridney) against it, sill lets Grant see him\n\t\t- \"Act like Teacher or act like N... like he is supposed to\"\n\t\t- Further power abuse, Sherif knows about the situation, still requires Greg to explain -> wording to \"smart\" -> rasist\n\t\t-\n-\n- ### Questions:\n collapsed:: true\n\t- ![Chapter 1.pdf](../assets/Chapter_1_1762847501707_0.pdf)\n\t- **Chapter 2:**\n\t- 1. Why does Grant say that \"Jefferson is already dead\"?\n\t- 2. Why does he not want to go to Mr Henri's house?\n\t- 3.\"Looking at one another, seeing, staring\"  plays a very important role \n\t in this chapter. Find examples in the text and analyse and explain then.\n\t- 4.Comment on what Miss Emma says: \"I don't want them to kill no hog\" she \n\t said. \"I want a man to go to that chair, on his own two feet.\n\t- **Chapter 3:**\n\t- 1. Again \"looking at one another\" is stressed very much in this chapter \n\t and Grant repeatedly \"feels his aunt's eyes on the back of his neck.\" \n\t Find examples in the chapter and analyse their function and effect.\n\t- 2. What is symbolic about \"coming through the back door\"? Find similar examples in the text.\n\t- 3. How does Henri Pichot behave toward Grant and the two black women?\n\t- 4. What does Grant mean by saying: \"I was too educated for Henri Pichot\"\n\t- **Chapter 4:**\n\t- 1. How are Bayonne and the black quarter described?\n\t- 2. What do you get to know about Vivian?\n\t- 3. How does Grant feel about his life and his job? What are his dreams and plans for the future?\n\t- 4. Why did he not stay in California but go back to Louisiana instead?\n\t- 5. Characterise his and Vivian's attitude to the idea of visiting Jefferson in jail.\n\t-\n\t- **Ch. 5 – Felix Brandt**\n\t- 1. Describe the school and how Grant organises his teaching.\n\t- 2. Explain Grant’s attitude towards his students and his impression of Black society.\n\t- **Ch. 6 – Felix Brandt**\n\t- 1. Describe Grant’s feelings while he is waiting and how he is supposed to behave in conversations with white people.\n\t- 2. Outline Grant’s reaction to the expectations concerning his behaviour towards white people.\n\t- 3. List the terms and conditions for Grant’s visits to Jefferson.\n\t- Part 2 – Grant and School (ch. 7-8)\n\t- **Ch. 7 – Justus Danilo**\n\t- 1. Explain why there are several false alarms about the superintendent’s arrival.\n\t- 2. Describe what Grant checks before the inspector’s arrival and his reasons for doing so.\n\t- 3. Summarise the school’s shortcomings.\n\t- 4. Explain what the inspector pays particular attention to and what he praises and criticises.\n\t- 5. Describe the inspector’s expectations of black education.\n\t- 6. Comment on the superintendent’s understanding of the black children’s personal circumstances using examples to illustrate it.\n\t- **Ch. 8 – Justus Danilo**\n\t- 1. Compare the delivery of wood in Grant’s schooldays to how things are done now that he is the teacher.\n\t- 2. Explain what Grant concludes from the annual ritual in question 1.\n\t- 3. Describe the character of Matthew Antoine.\n\t- 4. Summarise what Matthew Antoine taught Grant over the years.\n\t- **Ch. 9 – Daniels Davidans**\n\t- 1. Describe how Grant shows his mood on the first drive to the jail.\n\t- 2. Name the list of items forbidden in the jail and speculate on the reason for the ban.\n\t- 3. Describe how Miss Emma shows Jefferson her affection and tries to get him to talk.\n\t- 4. Summarise what Jefferson talks about when he finally speaks, and \n\t explain what that tells the reader about his mood, feelings or \n\t character.\n\t- **Ch. 10 – Daniels Davidans**\n\t- 1. Describe the typical procedure of Grant’s visit to the prison.\n\t- 2. Characterise the two old women’s behaviour toward Grant.\n\t- 3. Explain why Grant hates the task he has been given.\n\t- **Ch. 11 – Niklas Freese**\n\t- 1. Describe how Jefferson deals with having been labelled a ‘hog’.\n\t\t- He embodys the insult, shown by his eating habits. This highlytes how deeply the insult affected him\n\t- 2. Describe Jefferson’s different behaviour towards Grant compared to the former visits.\n\t\t- In comparison to earlyer chapters, Jeferson reacts. But he dose so in a disterbing way, behaving strangly.\n\t- 3. Outline what Grant does in the second half hour, and explain why he does not leave earlier.\n\t\t- He feels responsible for Jeff, he wants to understand his feelings, so he chooses to stay and watch his behaivioures.\n\t- **Ch. 12 – Niklas Freese**\n\t- 1. Analyse and explain the discussion on heroes.\n\t\t- They discuss what it means to be a hero, Grant Definiens it as someone beieng selfless.\n\t- 2. Explain why Grant read James Joyce’s short story ‘Ivy Day in the Committee Room’.\n\t\t- He reads it for it mirrors his own disillusionment with leadership and change. While he still fells like beieng trappend in a system with no change in sight.\n\t- 3. Analyse Grant’s and Vivian’s relationship as it appears in this chapter.\n\t\t- Vivian and Grand care deeply for each other, onderstanding each others emotional struggels. Especialy grand is faced with feelings of struggle and dispair.\n\t- **Ch. 13 – Pascal Freund**\n\t- 1. Summarise what Grant tells Miss Emma and the others about his visit.\n\t- 2. Briefly describe their reaction.\n\t- 3. Outline what the preacher expects of Grant.\n\t- 4. Explain what has happened to Grant’s belief in God.\n\t- **Ch. 14 – Pascal Freund**\n\t- 1. Explain what makes Grant’s home look poor and rustic.\n\t- 2. Describe Grant’s background.\n\t- 3. Collect and interpret all the declarations and signs of love between Grant and Vivian.\n\t- **Ch. 15 – Leopold Grund**\n\t- 1. Summarise Vivian’s background.\n\t- 2. Outline the topics Tante Lou and Vivian talk about.\n\t- 3. Explain how Vivian is judged by Tante Lou and her friends, and point out the possible reasons.\n\t- **Ch. 16 – Leopold Grund**\n\t- 1. Explain why Grant is summoned to Miss Emma’s house and summarise what happens during Miss Emma’s last visit to Jefferson.\n\t- 2. Describe how Miss Emma’s desperation at the meeting is shown.\n\t- 3. Explain Grant’s sudden decision to take his unloved aunt’s face gently in his hands as well as his change of mind.\n\t- **Ch. 17 – Dominik Hase**\n\t- 1. Grant states that something has ‘happened inside me’. Explain how he has changed.\n\t- 2. Describe Jefferson’s daily life in prison.\n\t- 3. Explain why Grant and Paul become friends.\n\t- 4. Describe how Jefferson’s anger and frustration are shown and explain why Sheriff Guidry wants to talk to Grant.\n\t- **Ch. 18 – Dominik Hase**\n\t- 1. Describe how Miss Emma prepares the dayroom for Jefferson and her change of mood during the visit.\n\t- 2. Explain how Jefferson succeeds in making Grant feel uneasy and analyse the religious symbolism in their conversation.\n\t- 3. Explain how Grant’s visits affect his entire life.\n\t- **Ch. 19 – Moritz Hasemann**\n\t- 1. Explain why there are so many visitors to the school’s Christmas celebration.\n\t- 2. Analyse Rev. Ambrose’s prayer.\n\t- 3. Characterise Grant’s mood and the mood of the visitors after the official programme.\n\t- Part 6 – The Date is Set / Grant’s Breakthrough (Ch. 20 – 24)\n\t- **Ch. 20 – Moritz Hasemann**\n\t- 1. Summarise Farrell Jarreau’s full message and describe how he passes it to Grant.\n\t- 2. Explain the Governor’s reason for choosing this particular date for the execution.\n\t- 3. Summarise Grant’s thoughts about the execution.\n\t- **Ch. 21 – Jan Irmer**\n\t- 1. Explain Grant’s reasons for visiting Miss Emma even though he does not feel like it.\n\t- 2. Outline how the people at Miss Emma’s express their feelings towards \n\t grant and summarise Vivian’s reasons for visiting Miss Emma.\n\t- 3. Explain to what extent Vivian is (dis-)liked by Miss Emma, Tante Lou and Irene.\n\t- 4. Examine what Miss Emma expects of Jefferson and explain why so many people love Grant and what they expect of him.\n\t- **Ch. 22 – Jan Irmer**\n\t- 1. Compare the other prisoner’s behaviour before the date of the execution has been set to how it is now the date is known.\n\t- 2. Describe Jefferson’s different moods and the change in them during the visit.\n\t- 3. Describe how Grant is treated at the Rainbow Club, at the department store and back at the prison office.\n\t- **Ch. 23 & 24. – Jacob Oelerich**\n\t- 1. Find an example of potentially racist behaviour by whites towards blacks.\n\t- 2. How and why does Grant explain the difference between a godson, a friend and a hero to Jefferson?\n\t- 3. Analyse Jefferson’s body language – what does it express and how is it used?\n\t- 4. Outline Grant’s description of his own role and limitations.\n\t- **Ch. 25 – Tim Schütte**\n\t- 1. Analyse Grant’s feelings when he thinks of his last visit to Jefferson.\n\t- 2. Characterise the mulattoes as a specific social group in Louisiana.\n\t- 3. Explain how you as a reader can anticipate that trouble is brewing for Grant.\n\t- **Ch. 26 – Tim Schütte**\n\t- 1. Describe the reasons for Vivian’s anger at Grant and analyse her non-verbal expression of her anger.\n\t- 2. Analyse Grant’s reaction when Vivian questions their relationship.\n\t- 3. Interpret the last sentences of the chapter: ‘I went back into the kitchen. I knelt down and buried my face into her lap.’\n\t- **Ch. 27 – Viona Schweers**\n\t- 1. Explain why Rev. Ambrose needs to speak to Grant.\n\t- 2. Outline Rev. Ambrose’s changing emotions and his strategies to achieve his aim.\n\t- 3. Compare the aim behind Grant’s and Rev. Ambrose’s different priorities for Jefferson.\n\t- 4. Explain Grant’s and Rev. Ambrose’s different concepts of ‘being educated’.\n\t- **Ch. 28 – Viona Schweers**\n\t- 1. Summarise Jefferson’s entries in the notebook.\n\t- 2. Identify the religious demands Rev. Ambrose makes on Jefferson and explain how Jefferson feels about them.\n\t- 3. Describe how Jefferson sees his life in retrospect and how he relates it to his present situation.\n\t- 4. Describe the roles of both Jefferson and Grant in this chapter and \n\t outline what has changed compared to former chapters in the novel.\n\t- **Ch. 29 – Samuel Stenner**\n\t- 1. List the incidents in which the people of the quarter demonstrate how they feel about Jefferson.\n\t- 2. Outline how the white people’s attitude towards Jefferson is reflected in the diary.\n\t- 3. Characterise the relationship between Jefferson and Grant as described in the diary.\n\t- 4. Explain how Jefferson faces his impending death and analyse his attitude towards religion.\n\t- **Ch. 30 – Samuel Stenner**\n\t- 1. Outline how the execution is prepared and describe how the black people prepare for the execution.\n\t- 2. Characterise briefly the neighbourhood’s reaction to the arrival of the electric chair.\n\t- 3. Evaluate Grant’s decision not to attend the execution. What would you have done?\n\t- 4. Analyse the narrative perspective of this chapter. What is the effect on the reader?\n\t- **Ch. 31 – **\n\t- 1.Characterise briefly Grant’s thoughts and feelings while he is walking \n\t back through the quarter before the break, and explain why the quarter \n\t is so quiet and deserted.\n\t- 2. Evaluate Grant’s behaviour towards his students.\n\t- 3. Describe Jefferson’s execution as Paul experienced it, and analyse Paul’s feelings when he talks about the execution.\n\t- 4. 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\"#Note \" \"#Note]\" [[Note]]) (or (page [[School/Eng/The Amarican Dream/Amarican Dream]]) (namespace [[School/Eng/The Amarican Dream/Amarican Dream]])))}}\n\t\t query-sort-by:: block\n\t\t query-table:: true\n\t\t query-sort-desc:: true\n\t- **Slides:**\n\t background-color:: green\n\t\t- {{query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/Eng/The Amarican Dream/Amarican Dream]]) (namespace [[School/Eng/The Amarican Dream/Amarican Dream]])))}}\n\t\t query-table:: true\n\t- **Summery**:\n\t background-color:: blue\n\t\t-\n- ---\n-\n- ---\n-\n- ![05-American-Dream.pdf](../assets/05-American-Dream_1755256815889_0.pdf)\n- The Dream (Video)\n\t- ![05a - Clip The American Dream.mp4](../assets/05a_-_Clip_The_American_Dream_1755256843201_0.mp4)\n\t- Freedom of speach\n\t- Anyone can be successful/prosperity when hard working\n\t\t- regardless of background, race or class\n\t- Driving forc fo amaricas success historically\n\t- Deffinition of success is personal, amarican dream differs from person to person\n\t\t- financial prosperity\n\t\t- serving your comuinty\n\t\t- making a positive impact\n\t\t- -> Dream is abbout fredom and ability to pusue once dreams\n- The Dream is dead for Millenials and Gen Z (Video)\n\t- ![05b - For Millenials and Gen Z the Old American Dream is dead.mp4](../assets/05b_-_For_Millenials_and_Gen_Z_the_Old_American_Dream_is_dead_1755256905840_0.mp4)\n\t- The Amarican Dream died for younger Generations:\n\t- Housing prices\n\t logseq.order-list-type:: number\n\t\t- many cannot afford (high salary >150k needet), leading to rising rental prices\n\t- Rental prices (up to 50% of income)\n\t logseq.order-list-type:: number\n\t\t- high prices further inder ability to buy homes, creating a spiral\n\t\t- also leads to familys not able to live in ther prefered comunitys\n\t- Daycare cost (up to 3000), no daycare no Job -> dilemma\n\t logseq.order-list-type:: number\n\t\t- many cannot afford to found a family\n\t- Collage ~400000 USD Debt\n\t logseq.order-list-type:: number\n\t\t- -600USD over up to 30 Years payment\n\t\t- further worsening the above\n- Manifest Density (Video)\n\t- ![05c - Manifest Destiny explained.mp4](../assets/05c_-_Manifest_Destiny_explained_1755256922576_0.mp4)\n\t- Manifest Destiny\n\t\t- from 1945, after Anaxing Taxas\n\t\t- Expansion lead to the feeling that US was #destined /right to reach the West coast\n\t\t\t- \"allotted by providence\" -> given by god\n\t\t- Desire for the rapid growing population to settle in the new teretoryes\n\t\t\t- West was depicted as a dark/wild place which becomes civilized/thriving/livable once amarican settlers arive -> bringing new technologys/development\n\t\t\t- Indian nations wher oppressed, slavery abused work and live of millions\n\t\t- One could argue that manifesting #destiny extended even wurther with the addition of Havai/Alaska\n\t\t\t- althou other motives economical/military in mind today, rather then expansion of teritory or population\n\t\t\t- transformed/resurfaced with current ideas of anaxing greenland\n- ### #Slide TlDr Amarican Dream\n\t- Amarican Dream gives every person the ability to pursue freedom and happyness,: Live Liberty and persude of happiness\n\t- Rags to ridges -> \"From bottom to the top\"\n\t\t- everyone should have the equal opportunity, as mach as you can based on ability\n-\n- ### #Slide Timeline\n\t- ![06 -American-Dream-over-the-years.pdf](../assets/06_-American-Dream-over-the-years_1755858224039_0.pdf)\n\t- Original Idea: Sattel down, living there own live\n\t\t- Reasons to move to Colonies: People who seek a new live, escape poverty, class distinctions, escape governent controll, religious freedom\n\t\t- King raised taxes, lead to war of Independence\n\t\t- Pionears had the idee to improve ther lives\n\t- Indiginous people, african slaves whr excluded abused -> cotton farms\n\t- Now: Modern American dream since the 50s, changes and political devision in 2 party system: Grate devision between rich/poor\n\t Had become pusude of matirialised goods instead of happyness\n\t\t- polorisation\n\t\t- modernisation hard for incread political devision\n\t- #Poverty\n\t\t- {{embed ((68a841cf-aea7-4295-af47-17254d3f3df6))}}\n- ((68a843d5-d791-4b28-9b1d-b9322d73f59c))\n\t- Simular to serial boxes/cake mix in supermarket\n\t- Faicial expresison:\n\t\t- middle aged, apropriate lower-mittelclass\n\t\t- looks suprised, scapticale\n\t- Message:\n\t\t- \"Just add monny.\" - In order to accive prosperety one needs mondy which is in itselve only readily availible for thos who already live prosperuse -> ilogical loop, contradictery\n\t\t-",536870920]],["^15",[751,"^17",1761642512233,536870920]],["^15",[751,"^Z","pages/School___Eng___The Amarican Dream___Amarican Dream.md",536870920]],["^15",[752,"^K",1761642512233,536870920]],["^15",[752,"^@",false,536870920]],["^15",[752,"^Y","68a841cf-aea7-4295-af47-17254d3f3df6",536870920]],["^15",[752,"^11","68a841cf-aea7-4295-af47-17254d3f3df6",536870920]],["^15",[752,"^B",1761642512233,536870920]],["^15",[752,"^;","~u69008810-038e-4924-b34c-369fa1db6bc1",536870920]],["^15",[753,"^K",1761642512230,536870920]],["^15",[753,"^[",751,536870920]],["^15",[753,"^@",false,536870920]],["^15",[753,"^Y","school/eng/the amarican dream/amarican dream",536870920]],["^15",[753,"^A",715,536870920]],["^15",[753,"^11","School/Eng/The Amarican Dream/Amarican Dream",536870920]],["^15",[753,"^?",["^ ","^1D",4],536870920]],["^15",[753,"^4",["^ ","^1D","4"],536870920]],["^15",[753,"^B",1761642512230,536870920]],["^15",[753,"^;","~u69008810-12d8-4365-8673-cff624e70cdc",536870920]],["^15",[754,"^5",755,536870921]],["^15",[754,"^K",1761642512232,536870920]],["^15",[754,"^[",4505,536870921]],["^15",[754,"^@",false,536870920]],["^15",[754,"^Y","destiny",536870920]],["^15",[754,"^11","destiny",536870920]],["^15",[754,"^?",["^ ","^38",["^36",["destined"]]],536870921]],["^15",[754,"^4",["^ ","^38","destined"],536870921]],["^15",[754,"^B",1761642512232,536870920]],["^15",[754,"^;","~u69008813-d36d-4e0c-b0b2-7d324550ce92",536870921]],["^15",[755,"^5",754,536870921]],["^15",[755,"^K",1761642512296,536870920]],["^15",[755,"^[",4502,536870921]],["^15",[755,"^@",false,536870920]],["^15",[755,"^Y","destined",536870920]],["^15",[755,"^11","destined",536870920]],["^15",[755,"^B",1761642512296,536870920]],["^15",[755,"^;","~u69008813-0e60-441f-aa09-ae5fea9fd07c",536870921]],["^15",[756,"^Q","index:: 4\n\n",536870920]],["^15",[756,"^O","^1@",536870920]],["^15",[756,"^35",["^36",[]],536870920]],["^15",[756,"^F",753,536870920]],["^15",[756,"^X",753,536870920]],["^15",[756,"^V",753,536870920]],["^15",[756,"^U",546,536870920]],["^15",[756,"^U",753,536870920]],["^15",[756,"^:",true,536870920]],["^15",[756,"^?",["^ ","^1D",4],536870920]],["^15",[756,"^J",["^1D"],536870920]],["^15",[756,"^4",["^ ","^1D","4"],536870920]],["^15",[756,"^H",546,536870920]],["^15",[756,"^;","~u69008810-a6bb-4cbe-ae34-e97de2f0c3d5",536870920]],["^15",[757,"^Q","![06 -American-Dream-over-the-years.pdf](../assets/06_-American-Dream-over-the-years_1755858224039_0.pdf)",536870920]],["^15",[757,"^O","^1@",536870920]],["^15",[757,"^F",764,536870920]],["^15",[757,"^X",753,536870920]],["^15",[757,"^V",764,536870920]],["^15",[757,"^U",548,536870920]],["^15",[757,"^U",753,536870920]],["^15",[757,"^;","~u69008810-29d0-4006-8a0b-de38a766dd9a",536870920]],["^15",[758,"^Q","The Amarican Dream died for younger Generations:",536870920]],["^15",[758,"^O","^1@",536870920]],["^15",[758,"^F",822,536870920]],["^15",[758,"^X",753,536870920]],["^15",[758,"^V",787,536870920]],["^15",[758,"^U",753,536870920]],["^15",[758,"^;","~u69008810-8904-4350-8b37-631d5d178ce4",536870920]],["^15",[759,"^Q","-> Dream is abbout fredom and ability to pusue once dreams",536870920]],["^15",[759,"^O","^1@",536870920]],["^15",[759,"^F",795,536870920]],["^15",[759,"^X",753,536870920]],["^15",[759,"^V",768,536870920]],["^15",[759,"^U",753,536870920]],["^15",[759,"^;","~u69008810-74fb-4075-a24d-c8791fd44e7a",536870920]],["^15",[760,"^Q","Reasons to move to Colonies: People who seek a new live, escape poverty, class distinctions, escape governent controll, religious freedom",536870920]],["^15",[760,"^O","^1@",536870920]],["^15",[760,"^F",824,536870920]],["^15",[760,"^X",753,536870920]],["^15",[760,"^V",824,536870920]],["^15",[760,"^U",548,536870920]],["^15",[760,"^U",753,536870920]],["^15",[760,"^;","~u69008810-4845-41d5-a979-96164f59f8fb",536870920]],["^15",[761,"^Q","Housing prices\nlogseq.order-list-type:: number",536870920]],["^15",[761,"^O","^1@",536870920]],["^15",[761,"^F",758,536870920]],["^15",[761,"^X",753,536870920]],["^15",[761,"^V",787,536870920]],["^15",[761,"^U",753,536870920]],["^15",[761,"^?",["^ ","^3B","number"],536870920]],["^15",[761,"^J",["^3B"],536870920]],["^15",[761,"^4",["^ ","^3B","number"],536870920]],["^15",[761,"^;","~u69008810-56f2-46c0-917c-8281cc28d8a2",536870920]],["^15",[762,"^Q","further worsening the above",536870920]],["^15",[762,"^O","^1@",536870920]],["^15",[762,"^F",829,536870920]],["^15",[762,"^X",753,536870920]],["^15",[762,"^V",808,536870920]],["^15",[762,"^U",753,536870920]],["^15",[762,"^;","~u69008810-c978-4b24-8e12-02569f67e91b",536870920]],["^15",[763,"^Q","West was depicted as a dark/wild place which becomes civilized/thriving/livable once amarican settlers arive -> bringing new technologys/development",536870920]],["^15",[763,"^O","^1@",536870920]],["^15",[763,"^F",783,536870920]],["^15",[763,"^X",753,536870920]],["^15",[763,"^V",783,536870920]],["^15",[763,"^U",753,536870920]],["^15",[763,"^;","~u69008810-a99a-4df5-8bbb-3a8eefe23863",536870920]],["^15",[764,"^Q","### #Slide Timeline",536870920]],["^15",[764,"^O","^1@",536870920]],["^15",[764,"^F",779,536870920]],["^15",[764,"^X",753,536870920]],["^15",[764,"^V",753,536870920]],["^15",[764,"^U",548,536870920]],["^15",[764,"^U",753,536870920]],["^15",[764,"^?",["^ ","^37",3],536870920]],["^15",[764,"^J",[],536870920]],["^15",[764,"^H",548,536870920]],["^15",[764,"^;","~u69008810-c20c-4838-bc6b-2f6f8784c7d5",536870920]],["^15",[765,"^Q","polorisation",536870920]],["^15",[765,"^O","^1@",536870920]],["^15",[765,"^F",776,536870920]],["^15",[765,"^X",753,536870920]],["^15",[765,"^V",776,536870920]],["^15",[765,"^U",548,536870920]],["^15",[765,"^U",753,536870920]],["^15",[765,"^;","~u69008810-4215-4bc7-a748-0f489638a881",536870920]],["^15",[766,"^Q","**Notes:**\nbackground-color:: red",536870920]],["^15",[766,"^O","^1@",536870920]],["^15",[766,"^F",802,536870920]],["^15",[766,"^X",753,536870920]],["^15",[766,"^V",802,536870920]],["^15",[766,"^U",753,536870920]],["^15",[766,"^?",["^ ","^39","red"],536870920]],["^15",[766,"^J",["^39"],536870920]],["^15",[766,"^4",["^ ","^39","red"],536870920]],["^15",[766,"^;","~u69008810-1111-496e-b931-45ea195e5e36",536870920]],["^15",[767,"^Q","Manifest Destiny",536870920]],["^15",[767,"^O","^1@",536870920]],["^15",[767,"^F",830,536870920]],["^15",[767,"^X",753,536870920]],["^15",[767,"^V",828,536870920]],["^15",[767,"^U",753,536870920]],["^15",[767,"^;","~u69008810-03b2-43f3-96db-319064a3201a",536870920]],["^15",[768,"^Q","Deffinition of success is personal, amarican dream differs from person to person",536870920]],["^15",[768,"^O","^1@",536870920]],["^15",[768,"^F",818,536870920]],["^15",[768,"^X",753,536870920]],["^15",[768,"^V",791,536870920]],["^15",[768,"^U",753,536870920]],["^15",[768,"^;","~u69008810-5929-4ddb-8a33-0f8b3c35249a",536870920]],["^15",[769,"^Q","looks suprised, scapticale",536870920]],["^15",[769,"^O","^1@",536870920]],["^15",[769,"^F",817,536870920]],["^15",[769,"^X",753,536870920]],["^15",[769,"^V",799,536870920]],["^15",[769,"^U",753,536870920]],["^15",[769,"^;","~u69008810-0737-4c1c-908f-6b7a0149fef6",536870920]],["^15",[770,"^Q","Anyone can be successful/prosperity when hard working",536870920]],["^15",[770,"^O","^1@",536870920]],["^15",[770,"^F",780,536870920]],["^15",[770,"^X",753,536870920]],["^15",[770,"^V",791,536870920]],["^15",[770,"^U",753,536870920]],["^15",[770,"^;","~u69008810-1233-400f-87fc-006ea455ee01",536870920]],["^15",[771,"^Q","references::",536870920]],["^15",[771,"^O","^1@",536870920]],["^15",[771,"^F",825,536870920]],["^15",[771,"^X",753,536870920]],["^15",[771,"^V",753,536870920]],["^15",[771,"^U",547,536870920]],["^15",[771,"^U",753,536870920]],["^15",[771,"^?",["^ ","^3C",""],536870920]],["^15",[771,"^J",["^3C"],536870920]],["^15",[771,"^4",["^ ","^3C",""],536870920]],["^15",[771,"^H",547,536870920]],["^15",[771,"^;","~u69008810-139c-46e5-8395-cf1b0d7cf83a",536870920]],["^15",[772,"^Q","Indian nations wher oppressed, slavery abused work and live of millions",536870920]],["^15",[772,"^O","^1@",536870920]],["^15",[772,"^F",763,536870920]],["^15",[772,"^X",753,536870920]],["^15",[772,"^V",783,536870920]],["^15",[772,"^U",753,536870920]],["^15",[772,"^;","~u69008810-4b5d-40c0-bc3c-8b35be539b33",536870920]],["^15",[773,"^Q","**Summery**:\nbackground-color:: blue",536870920]],["^15",[773,"^O","^1@",536870920]],["^15",[773,"^F",816,536870920]],["^15",[773,"^X",753,536870920]],["^15",[773,"^V",802,536870920]],["^15",[773,"^U",753,536870920]],["^15",[773,"^?",["^ ","^39","blue"],536870920]],["^15",[773,"^J",["^39"],536870920]],["^15",[773,"^4",["^ ","^39","blue"],536870920]],["^15",[773,"^;","~u69008810-cf9f-485c-a2c7-3b0502c69b2f",536870920]],["^15",[774,"^Q","\"Just add monny.\" - In order to accive prosperety one needs mondy which is in itselve only readily availible for thos who already live prosperuse -> ilogical loop, contradictery",536870920]],["^15",[774,"^O","^1@",536870920]],["^15",[774,"^F",778,536870920]],["^15",[774,"^X",753,536870920]],["^15",[774,"^V",778,536870920]],["^15",[774,"^U",753,536870920]],["^15",[774,"^;","~u69008810-035d-4678-bdd3-69a7218b8bf7",536870920]],["^15",[775,"^Q","Rental prices (up to 50% of income)\nlogseq.order-list-type:: number",536870920]],["^15",[775,"^O","^1@",536870920]],["^15",[775,"^F",761,536870920]],["^15",[775,"^X",753,536870920]],["^15",[775,"^V",787,536870920]],["^15",[775,"^U",753,536870920]],["^15",[775,"^?",["^ ","^3B","number"],536870920]],["^15",[775,"^J",["^3B"],536870920]],["^15",[775,"^4",["^ ","^3B","number"],536870920]],["^15",[775,"^;","~u69008810-f7bb-4801-b30a-5a2cfccdface",536870920]],["^15",[776,"^Q","Now: Modern American dream since the 50s, changes and political devision in 2 party system: Grate devision between rich/poor\nHad become pusude of matirialised goods instead of happyness",536870920]],["^15",[776,"^O","^1@",536870920]],["^15",[776,"^F",785,536870920]],["^15",[776,"^X",753,536870920]],["^15",[776,"^V",764,536870920]],["^15",[776,"^U",548,536870920]],["^15",[776,"^U",753,536870920]],["^15",[776,"^;","~u69008810-84be-46cc-a7bf-d5df3cc80214",536870920]],["^15",[777,"^Q","high prices further inder ability to buy homes, creating a spiral",536870920]],["^15",[777,"^O","^1@",536870920]],["^15",[777,"^F",775,536870920]],["^15",[777,"^X",753,536870920]],["^15",[777,"^V",775,536870920]],["^15",[777,"^U",753,536870920]],["^15",[777,"^;","~u69008810-7b48-4ac1-95d3-3420c17d324d",536870920]],["^15",[778,"^Q","Message:",536870920]],["^15",[778,"^O","^1@",536870920]],["^15",[778,"^F",799,536870920]],["^15",[778,"^X",753,536870920]],["^15",[778,"^V",813,536870920]],["^15",[778,"^U",753,536870920]],["^15",[778,"^;","~u69008810-8050-4874-a4a7-1544116a576e",536870920]],["^15",[779,"^Q","",536870920]],["^15",[779,"^O","^1@",536870920]],["^15",[779,"^F",789,536870920]],["^15",[779,"^X",753,536870920]],["^15",[779,"^V",753,536870920]],["^15",[779,"^U",753,536870920]],["^15",[779,"^;","~u69008810-0303-4113-9098-6f32fcc88984",536870920]],["^15",[780,"^Q","Freedom of speach",536870920]],["^15",[780,"^O","^1@",536870920]],["^15",[780,"^F",805,536870920]],["^15",[780,"^X",753,536870920]],["^15",[780,"^V",791,536870920]],["^15",[780,"^U",753,536870920]],["^15",[780,"^;","~u69008810-cbf7-48de-a74c-f7652c15e180",536870920]],["^15",[781,"^Q","{{query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[School/Eng/The Amarican Dream/Amarican Dream]]) (namespace [[School/Eng/The Amarican Dream/Amarican Dream]])))}}\nquery-sort-by:: block\nquery-table:: true\nquery-sort-desc:: true",536870920]],["^15",[781,"^O","^1@",536870920]],["^15",[781,"^F",766,536870920]],["^15",[781,"^S",833,536870920]],["^15",[781,"^X",753,536870920]],["^15",[781,"^V",766,536870920]],["^15",[781,"^U",753,536870920]],["^15",[781,"^?",["^ ","^3:","block","^3;",true,"^3<",true],536870920]],["^15",[781,"^J",["^3:","^3;","^3<"],536870920]],["^15",[781,"^4",["^ 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ability",536870920]],["^15",[784,"^O","^1@",536870920]],["^15",[784,"^F",796,536870920]],["^15",[784,"^X",753,536870920]],["^15",[784,"^V",796,536870920]],["^15",[784,"^U",548,536870920]],["^15",[784,"^U",753,536870920]],["^15",[784,"^;","~u69008810-e360-44a9-9793-f8cb342f206b",536870920]],["^15",[785,"^Q","Indiginous people, african slaves whr excluded abused -> cotton farms",536870920]],["^15",[785,"^O","^1@",536870920]],["^15",[785,"^F",824,536870920]],["^15",[785,"^X",753,536870920]],["^15",[785,"^V",764,536870920]],["^15",[785,"^U",548,536870920]],["^15",[785,"^U",753,536870920]],["^15",[785,"^;","~u69008810-3373-4004-9e08-3a37b28dace2",536870920]],["^15",[786,"^Q","transformed/resurfaced with current ideas of anaxing 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references::\n- ## Meta\n\t- **Notes:**\n\t background-color:: red\n\t\t- {{query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[School/Eng/The Amarican Dream/1.Cultural Differences]]) (namespace [[School/Eng/The Amarican Dream/1.Cultural Differences]])))}}\n\t\t query-sort-by:: block\n\t\t query-table:: true\n\t\t query-sort-desc:: true\n\t- **Slides:**\n\t background-color:: green\n\t\t- {{query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/Eng/The Amarican Dream/1.Cultural Differences]]) (namespace [[School/Eng/The Amarican Dream/1.Cultural Differences]])))}}\n\t- **Summery**:\n\t background-color:: blue\n\t\t-\n- ---\n-\n- ---\n-\n- ![01-Approaching-the-US-Cultural-differences.pdf](../assets/01-Approaching-the-US-Cultural-differences_1755256551587_0.pdf)\n-",536870920]],["^15",[861,"^17",1761642512270,536870920]],["^15",[861,"^Z","pages/School___Eng___The Amarican Dream___Cultural 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1\n\n",536870920]],["^15",[877,"^O","^1@",536870920]],["^15",[877,"^35",["^36",[]],536870920]],["^15",[877,"^F",862,536870920]],["^15",[877,"^X",862,536870920]],["^15",[877,"^V",862,536870920]],["^15",[877,"^U",546,536870920]],["^15",[877,"^U",862,536870920]],["^15",[877,"^:",true,536870920]],["^15",[877,"^?",["^ ","^1D",1],536870920]],["^15",[877,"^J",["^1D"],536870920]],["^15",[877,"^4",["^ ","^1D","1"],536870920]],["^15",[877,"^H",546,536870920]],["^15",[877,"^;","~u69008810-5778-4ecf-80f6-981f8737a18b",536870920]],["^15",[878,"^Q","references::",536870920]],["^15",[878,"^O","^1@",536870920]],["^15",[878,"^F",868,536870920]],["^15",[878,"^X",862,536870920]],["^15",[878,"^V",862,536870920]],["^15",[878,"^U",547,536870920]],["^15",[878,"^U",862,536870920]],["^15",[878,"^?",["^ ","^3C",""],536870920]],["^15",[878,"^J",["^3C"],536870920]],["^15",[878,"^4",["^ 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Amarican Dream/1.Cultural Differences]]) (namespace [[School/Eng/The Amarican Dream/1.Cultural Differences]])))",536870920]],["^15",[881,"^3","index:: 2\n\n- tags::\n- references::\n- ## Meta\n\t- **Notes:**\n\t background-color:: red\n\t\t- {{query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[School/Eng/The Amarican Dream/2.Decleration Of Independance]]) (namespace [[School/Eng/The Amarican Dream/2.Decleration Of Independance]])))}}\n\t\t query-sort-by:: block\n\t\t query-table:: true\n\t\t query-sort-desc:: true\n\t- **Slides:**\n\t background-color:: green\n\t\t- {{query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/Eng/The Amarican Dream/2.Decleration Of Independance]]) (namespace [[School/Eng/The Amarican Dream/2.Decleration Of Independance]])))}}\n\t- **Summery**:\n\t background-color:: blue\n\t\t-\n- ---\n-\n- ---\n-\n- ![03 - Declaration of Independence - Analysis.pdf](../assets/03_-_Declaration_of_Independence_-_Analysis_1755256649287_0.pdf)\n- ## Interpretations\n\t- logseq.order-list-type:: number\n\t\t- Declaration of independents represented a way for the colonists they saw to avoid ther worst believes. (A conspitacy to crush liberty in Amarica -> evidance wher several Acts)\n\t\t- Amarica was #destined to play a special role in history\n\t\t\t- to establish the largest empire on the principles of liberty and freedom\n\t\t\t- use all power given to them by God to protect themselces\n\t- logseq.order-list-type:: number\n\t\t- As a bare means to an end; pursurade the lower classes to join revolutionary cause, ganing political/economic freedom\n\t\t\t- lower classes had way fewer trate contaxts oversees\n\t\t- Needed a way to appeal to all classes and everyone, but still vague enough to avoid conflicts between classes, strong enough to build patriotic feelings\n\t\t\t- for that they used popular controll over goverments\n\t\t\t- claimed they had a right to rebell, to revolutionize (for they are opressed)\n\t\t- Ironicly (likly due to economic intresseds) not all people where given equal rights (indians/black slaves);\n\t\t\t- even woman du to traditional resons/to arden the capitalist patriarchy, giving even lower class men one blow them\n\t- -> 1. more Nobel and spritural than 2. for that reason, and becaus we do still see the atempts of manipulation targeting the lower classes from the upper onec toaday. The seccound holds more trut\n\t\t- today: imigrands beeing portrayed as eviel, even thou they cost a fraction of what is lost due to tax fraud\n\t\t- they saw it as a way to profit, capitalist motives -> tax increas started the war\n\t- the 2. highlytes the real world burdacne (economic freedom, political tirany more) seems more heilighaltend\n- ## Decleration of Independance\n\t- Introduction:\n\t\t- With the dissolution for the curent political bound, for which the right to them was given by god, a decleration shall be issued\n\t- First Paragraph:\n\t\t- All Human beeing _(of european desendance)_ are created equa, with unalienatable/fundamental rights\n\t\t\t- libery, pursuit of happiness\n\t\t- A goverment exists to secure thes rights by using powers granted to it by the people\n\t\t- The governed posses the right to abolish the current system in favour of a new form of governance if a distributive government violates the stated principles\n\t- universal principles:\n\t\t- natural rights (\"life, liberty, and the pursuit of happiness\"), equality, and government by consent of the governed.",536870920]],["^15",[881,"^17",1761642512297,536870920]],["^15",[881,"^Z","pages/School___Eng___The Amarican Dream___Decleration Of Independance.md",536870920]],["^15",[882,"^K",1761642512296,536870920]],["^15",[882,"^[",881,536870920]],["^15",[882,"^@",false,536870920]],["^15",[882,"^Y","school/eng/the amarican dream/decleration of independance",536870920]],["^15",[882,"^A",715,536870920]],["^15",[882,"^11","School/Eng/The Amarican Dream/Decleration Of Independance",536870920]],["^15",[882,"^?",["^ ","^1D",2],536870920]],["^15",[882,"^4",["^ ","^1D","2"],536870920]],["^15",[882,"^B",1761642512296,536870920]],["^15",[882,"^;","~u69008810-e510-44f9-9c72-20e97e6d8ec8",536870920]],["^15",[883,"^Q","**Slides:**\nbackground-color:: green",536870920]],["^15",[883,"^O","^1@",536870920]],["^15",[883,"^F",886,536870920]],["^15",[883,"^X",882,536870920]],["^15",[883,"^V",901,536870920]],["^15",[883,"^U",882,536870920]],["^15",[883,"^?",["^ ","^39","green"],536870920]],["^15",[883,"^J",["^39"],536870920]],["^15",[883,"^4",["^ ","^39","green"],536870920]],["^15",[883,"^;","~u69008810-af18-46a9-80c3-a683a98ef7e1",536870920]],["^15",[884,"^Q","use all power given to them by God to protect themselces",536870920]],["^15",[884,"^O","^1@",536870920]],["^15",[884,"^F",923,536870920]],["^15",[884,"^X",882,536870920]],["^15",[884,"^V",916,536870920]],["^15",[884,"^U",755,536870920]],["^15",[884,"^U",882,536870920]],["^15",[884,"^;","~u69008810-b510-414f-abf3-332b5271f1af",536870920]],["^15",[885,"^Q","With the dissolution for the curent political bound, for which the right to them was given by god, a decleration shall be issued",536870920]],["^15",[885,"^O","^1@",536870920]],["^15",[885,"^F",912,536870920]],["^15",[885,"^X",882,536870920]],["^15",[885,"^V",912,536870920]],["^15",[885,"^U",882,536870920]],["^15",[885,"^;","~u69008810-41a6-4e7d-9144-84e075477d87",536870920]],["^15",[886,"^Q","**Notes:**\nbackground-color:: red",536870920]],["^15",[886,"^O","^1@",536870920]],["^15",[886,"^F",901,536870920]],["^15",[886,"^X",882,536870920]],["^15",[886,"^V",901,536870920]],["^15",[886,"^U",882,536870920]],["^15",[886,"^?",["^ ","^39","red"],536870920]],["^15",[886,"^J",["^39"],536870920]],["^15",[886,"^4",["^ ","^39","red"],536870920]],["^15",[886,"^;","~u69008810-945a-45a8-b21f-635fff935523",536870920]],["^15",[887,"^Q","## Decleration of Independance",536870920]],["^15",[887,"^O","^1@",536870920]],["^15",[887,"^F",922,536870920]],["^15",[887,"^X",882,536870920]],["^15",[887,"^V",882,536870920]],["^15",[887,"^U",882,536870920]],["^15",[887,"^?",["^ ","^37",2],536870920]],["^15",[887,"^J",[],536870920]],["^15",[887,"^;","~u69008810-a01f-4678-93e6-467e50d6f116",536870920]],["^15",[888,"^Q","index:: 2\n\n",536870920]],["^15",[888,"^O","^1@",536870920]],["^15",[888,"^35",["^36",[]],536870920]],["^15",[888,"^F",882,536870920]],["^15",[888,"^X",882,536870920]],["^15",[888,"^V",882,536870920]],["^15",[888,"^U",546,536870920]],["^15",[888,"^U",882,536870920]],["^15",[888,"^:",true,536870920]],["^15",[888,"^?",["^ ","^1D",2],536870920]],["^15",[888,"^J",["^1D"],536870920]],["^15",[888,"^4",["^ ","^1D","2"],536870920]],["^15",[888,"^H",546,536870920]],["^15",[888,"^;","~u69008810-4ba9-4556-a742-d8040748df79",536870920]],["^15",[889,"^Q","![03 - Declaration of Independence - Analysis.pdf](../assets/03_-_Declaration_of_Independence_-_Analysis_1755256649287_0.pdf)",536870920]],["^15",[889,"^O","^1@",536870920]],["^15",[889,"^F",918,536870920]],["^15",[889,"^X",882,536870920]],["^15",[889,"^V",882,536870920]],["^15",[889,"^U",882,536870920]],["^15",[889,"^;","~u69008810-7559-4737-a860-826bd94bc493",536870920]],["^15",[890,"^Q","First Paragraph:",536870920]],["^15",[890,"^O","^1@",536870920]],["^15",[890,"^F",912,536870920]],["^15",[890,"^X",882,536870920]],["^15",[890,"^V",887,536870920]],["^15",[890,"^U",882,536870920]],["^15",[890,"^;","~u69008810-39da-4b5f-8491-4f9a4e862426",536870920]],["^15",[891,"^Q","As a bare means to an end; pursurade the lower classes to join revolutionary cause, ganing political/economic freedom",536870920]],["^15",[891,"^O","^1@",536870920]],["^15",[891,"^F",924,536870920]],["^15",[891,"^X",882,536870920]],["^15",[891,"^V",924,536870920]],["^15",[891,"^U",882,536870920]],["^15",[891,"^;","~u69008810-4cf4-4865-a8f2-76cf27b66aaa",536870920]],["^15",[892,"^Q","even woman du to traditional resons/to arden the capitalist patriarchy, giving even lower class men one blow them",536870920]],["^15",[892,"^O","^1@",536870920]],["^15",[892,"^F",897,536870920]],["^15",[892,"^X",882,536870920]],["^15",[892,"^V",897,536870920]],["^15",[892,"^U",882,536870920]],["^15",[892,"^;","~u69008810-11f7-410f-9b66-4a3cc2f0c876",536870920]],["^15",[893,"^Q","for that they used popular controll over goverments",536870920]],["^15",[893,"^O","^1@",536870920]],["^15",[893,"^F",919,536870920]],["^15",[893,"^X",882,536870920]],["^15",[893,"^V",919,536870920]],["^15",[893,"^U",882,536870920]],["^15",[893,"^;","~u69008810-f0cc-42d9-9693-5ba46ba026ca",536870920]],["^15",[894,"^Q","they saw it as a way to profit, capitalist motives -> tax increas started the war",536870920]],["^15",[894,"^O","^1@",536870920]],["^15",[894,"^F",917,536870920]],["^15",[894,"^X",882,536870920]],["^15",[894,"^V",925,536870920]],["^15",[894,"^U",882,536870920]],["^15",[894,"^;","~u69008810-9f87-4f9c-b02e-de441da7ab2c",536870920]],["^15",[895,"^Q","{{query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[School/Eng/The Amarican Dream/2.Decleration Of Independance]]) (namespace [[School/Eng/The Amarican Dream/2.Decleration Of Independance]])))}}\nquery-sort-by:: block\nquery-table:: true\nquery-sort-desc:: true",536870920]],["^15",[895,"^O","^1@",536870920]],["^15",[895,"^F",886,536870920]],["^15",[895,"^S",926,536870920]],["^15",[895,"^X",882,536870920]],["^15",[895,"^V",886,536870920]],["^15",[895,"^U",882,536870920]],["^15",[895,"^?",["^ ","^3:","block","^3;",true,"^3<",true],536870920]],["^15",[895,"^J",["^3:","^3;","^3<"],536870920]],["^15",[895,"^4",["^ ","^3:","block","^3;","true","^3<","true"],536870920]],["^15",[895,"^;","~u69008810-41b3-4309-9cc6-24816d4e9a23",536870920]],["^15",[896,"^Q","the 2. highlytes the real world burdacne (economic freedom, political tirany more) seems more heilighaltend",536870920]],["^15",[896,"^O","^1@",536870920]],["^15",[896,"^F",925,536870920]],["^15",[896,"^X",882,536870920]],["^15",[896,"^V",922,536870920]],["^15",[896,"^U",882,536870920]],["^15",[896,"^;","~u69008810-a6ce-4cbd-b0f3-ebb3f67b4f79",536870920]],["^15",[897,"^Q","Ironicly (likly due to economic intresseds) not all people where given equal rights (indians/black slaves);",536870920]],["^15",[897,"^O","^1@",536870920]],["^15",[897,"^F",919,536870920]],["^15",[897,"^X",882,536870920]],["^15",[897,"^V",924,536870920]],["^15",[897,"^U",882,536870920]],["^15",[897,"^;","~u69008810-e7ef-4643-a250-b0d04f768187",536870920]],["^15",[898,"^Q","",536870920]],["^15",[898,"^O","^1@",536870920]],["^15",[898,"^F",913,536870920]],["^15",[898,"^X",882,536870920]],["^15",[898,"^V",913,536870920]],["^15",[898,"^U",882,536870920]],["^15",[898,"^;","~u69008810-4a75-4576-a950-351c6e610b0b",536870920]],["^15",[899,"^Q","The governed posses the right to abolish the current system in favour of a new form of governance if a distributive government violates the stated principles",536870920]],["^15",[899,"^O","^1@",536870920]],["^15",[899,"^F",910,536870920]],["^15",[899,"^X",882,536870920]],["^15",[899,"^V",890,536870920]],["^15",[899,"^U",882,536870920]],["^15",[899,"^;","~u69008810-716f-4522-8adc-58dce426ca54",536870920]],["^15",[900,"^Q","All Human beeing _(of european desendance)_ are created equa, with unalienatable/fundamental rights",536870920]],["^15",[900,"^O","^1@",536870920]],["^15",[900,"^F",890,536870920]],["^15",[900,"^X",882,536870920]],["^15",[900,"^V",890,536870920]],["^15",[900,"^U",882,536870920]],["^15",[900,"^;","~u69008810-9c5a-46f7-9087-8cab59da45c2",536870920]],["^15",[901,"^Q","## Meta",536870920]],["^15",[901,"^O","^1@",536870920]],["^15",[901,"^F",914,536870920]],["^15",[901,"^X",882,536870920]],["^15",[901,"^V",882,536870920]],["^15",[901,"^U",882,536870920]],["^15",[901,"^?",["^ ","^37",2],536870920]],["^15",[901,"^J",[],536870920]],["^15",[901,"^;","~u69008810-7475-43f4-881b-5026c4635fb1",536870920]],["^15",[902,"^Q","claimed they had a right to rebell, to revolutionize (for they are opressed)",536870920]],["^15",[902,"^O","^1@",536870920]],["^15",[902,"^F",893,536870920]],["^15",[902,"^X",882,536870920]],["^15",[902,"^V",919,536870920]],["^15",[902,"^U",882,536870920]],["^15",[902,"^;","~u69008810-8a39-418b-8450-2aba6cb5d0e8",536870920]],["^15",[903,"^Q","{{query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/Eng/The Amarican Dream/2.Decleration Of Independance]]) (namespace [[School/Eng/The Amarican Dream/2.Decleration Of Independance]])))}}",536870920]],["^15",[903,"^O","^1@",536870920]],["^15",[903,"^F",883,536870920]],["^15",[903,"^S",927,536870920]],["^15",[903,"^X",882,536870920]],["^15",[903,"^V",883,536870920]],["^15",[903,"^U",882,536870920]],["^15",[903,"^;","~u69008810-93a8-44c0-b1af-7c35b6ba3674",536870920]],["^15",[904,"^Q","universal principles:",536870920]],["^15",[904,"^O","^1@",536870920]],["^15",[904,"^F",890,536870920]],["^15",[904,"^X",882,536870920]],["^15",[904,"^V",887,536870920]],["^15",[904,"^U",882,536870920]],["^15",[904,"^;","~u69008810-5983-4284-b754-49e83347d37c",536870920]],["^15",[905,"^Q","libery, pursuit of happiness",536870920]],["^15",[905,"^O","^1@",536870920]],["^15",[905,"^F",900,536870920]],["^15",[905,"^X",882,536870920]],["^15",[905,"^V",900,536870920]],["^15",[905,"^U",882,536870920]],["^15",[905,"^;","~u69008810-66d2-46be-8350-2bff72a74ace",536870920]],["^15",[906,"^Q","Declaration of independents represented a way for the colonists they saw to avoid ther worst believes. (A conspitacy to crush liberty in Amarica -> evidance wher several Acts)",536870920]],["^15",[906,"^O","^1@",536870920]],["^15",[906,"^F",908,536870920]],["^15",[906,"^X",882,536870920]],["^15",[906,"^V",908,536870920]],["^15",[906,"^U",882,536870920]],["^15",[906,"^;","~u69008810-f042-45fe-8276-a0624b3ddf77",536870920]],["^15",[907,"^Q","natural rights (\"life, liberty, and the pursuit of happiness\"), equality, and government by consent of the governed.",536870920]],["^15",[907,"^O","^1@",536870920]],["^15",[907,"^F",904,536870920]],["^15",[907,"^X",882,536870920]],["^15",[907,"^V",904,536870920]],["^15",[907,"^U",882,536870920]],["^15",[907,"^;","~u69008810-73be-4e11-9cff-75bfa05964b2",536870920]],["^15",[908,"^Q","logseq.order-list-type:: number",536870920]],["^15",[908,"^O","^1@",536870920]],["^15",[908,"^F",922,536870920]],["^15",[908,"^X",882,536870920]],["^15",[908,"^V",922,536870920]],["^15",[908,"^U",882,536870920]],["^15",[908,"^?",["^ 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contaxts oversees",536870920]],["^15",[911,"^O","^1@",536870920]],["^15",[911,"^F",891,536870920]],["^15",[911,"^X",882,536870920]],["^15",[911,"^V",891,536870920]],["^15",[911,"^U",882,536870920]],["^15",[911,"^;","~u69008810-17da-42e4-a54c-1c2b979f0440",536870920]],["^15",[912,"^Q","Introduction:",536870920]],["^15",[912,"^O","^1@",536870920]],["^15",[912,"^F",887,536870920]],["^15",[912,"^X",882,536870920]],["^15",[912,"^V",887,536870920]],["^15",[912,"^U",882,536870920]],["^15",[912,"^;","~u69008810-0cd3-4841-9320-67e684e53e6a",536870920]],["^15",[913,"^Q","**Summery**:\nbackground-color:: blue",536870920]],["^15",[913,"^O","^1@",536870920]],["^15",[913,"^F",883,536870920]],["^15",[913,"^X",882,536870920]],["^15",[913,"^V",901,536870920]],["^15",[913,"^U",882,536870920]],["^15",[913,"^?",["^ ","^39","blue"],536870920]],["^15",[913,"^J",["^39"],536870920]],["^15",[913,"^4",["^ 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history",536870920]],["^15",[916,"^O","^1@",536870920]],["^15",[916,"^F",906,536870920]],["^15",[916,"^X",882,536870920]],["^15",[916,"^V",908,536870920]],["^15",[916,"^U",755,536870920]],["^15",[916,"^U",882,536870920]],["^15",[916,"^H",755,536870920]],["^15",[916,"^;","~u69008810-6cee-43d3-a586-4d2a054367a4",536870920]],["^15",[917,"^Q","today: imigrands beeing portrayed as eviel, even thou they cost a fraction of what is lost due to tax fraud",536870920]],["^15",[917,"^O","^1@",536870920]],["^15",[917,"^F",925,536870920]],["^15",[917,"^X",882,536870920]],["^15",[917,"^V",925,536870920]],["^15",[917,"^U",882,536870920]],["^15",[917,"^;","~u69008810-e418-46b8-bdd3-604bb491aa46",536870920]],["^15",[918,"^Q","",536870920]],["^15",[918,"^O","^1@",536870920]],["^15",[918,"^F",920,536870920]],["^15",[918,"^X",882,536870920]],["^15",[918,"^V",882,536870920]],["^15",[918,"^U",882,536870920]],["^15",[918,"^;","~u69008810-dfa9-4b6c-b577-e9d5e5678b36",536870920]],["^15",[919,"^Q","Needed a way to appeal to all classes and everyone, but still vague enough to avoid conflicts between classes, strong enough to build patriotic feelings",536870920]],["^15",[919,"^O","^1@",536870920]],["^15",[919,"^F",891,536870920]],["^15",[919,"^X",882,536870920]],["^15",[919,"^V",924,536870920]],["^15",[919,"^U",882,536870920]],["^15",[919,"^;","~u69008810-1f3a-4240-a23c-54971a259ec9",536870920]],["^15",[920,"^Q","---",536870920]],["^15",[920,"^O","^1@",536870920]],["^15",[920,"^F",915,536870920]],["^15",[920,"^X",882,536870920]],["^15",[920,"^V",882,536870920]],["^15",[920,"^U",882,536870920]],["^15",[920,"^;","~u69008810-0528-4b48-aa75-4b551b64fd4e",536870920]],["^15",[921,"^Q","---",536870920]],["^15",[921,"^O","^1@",536870920]],["^15",[921,"^F",901,536870920]],["^15",[921,"^X",882,536870920]],["^15",[921,"^V",882,536870920]],["^15",[921,"^U",882,536870920]],["^15",[921,"^;","~u69008810-19ca-403d-9cc5-6e87de966eb8",536870920]],["^15",[922,"^Q","## Interpretations",536870920]],["^15",[922,"^O","^1@",536870920]],["^15",[922,"^F",889,536870920]],["^15",[922,"^X",882,536870920]],["^15",[922,"^V",882,536870920]],["^15",[922,"^U",882,536870920]],["^15",[922,"^?",["^ ","^37",2],536870920]],["^15",[922,"^J",[],536870920]],["^15",[922,"^;","~u69008810-4891-4d35-8b3e-36a03dece24c",536870920]],["^15",[923,"^Q","to establish the largest empire on the principles of liberty and freedom",536870920]],["^15",[923,"^O","^1@",536870920]],["^15",[923,"^F",916,536870920]],["^15",[923,"^X",882,536870920]],["^15",[923,"^V",916,536870920]],["^15",[923,"^U",755,536870920]],["^15",[923,"^U",882,536870920]],["^15",[923,"^;","~u69008810-380e-4ea5-9904-bc3048067e21",536870920]],["^15",[924,"^Q","logseq.order-list-type:: number",536870920]],["^15",[924,"^O","^1@",536870920]],["^15",[924,"^F",908,536870920]],["^15",[924,"^X",882,536870920]],["^15",[924,"^V",922,536870920]],["^15",[924,"^U",882,536870920]],["^15",[924,"^?",["^ ","^3B","number"],536870920]],["^15",[924,"^J",["^3B"],536870920]],["^15",[924,"^4",["^ ","^3B","number"],536870920]],["^15",[924,"^;","~u69008810-63ac-4720-9bdd-83481826a9e0",536870920]],["^15",[925,"^Q","-> 1. more Nobel and spritural than 2. for that reason, and becaus we do still see the atempts of manipulation targeting the lower classes from the upper onec toaday. The seccound holds more trut",536870920]],["^15",[925,"^O","^1@",536870920]],["^15",[925,"^F",924,536870920]],["^15",[925,"^X",882,536870920]],["^15",[925,"^V",922,536870920]],["^15",[925,"^U",882,536870920]],["^15",[925,"^;","~u69008810-c55f-47fa-a06e-f46ef102b60b",536870920]],["^15",[926,"^?",["^ ","^3=","query","^3>",["(and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[School/Eng/The Amarican Dream/2.Decleration Of Independance]]) (namespace [[School/Eng/The Amarican Dream/2.Decleration Of Independance]])))"]],536870920]],["^15",[926,"^W","macro",536870920]],["^15",[926,"^T","query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[School/Eng/The Amarican Dream/2.Decleration Of Independance]]) (namespace [[School/Eng/The Amarican Dream/2.Decleration Of Independance]])))",536870920]],["^15",[927,"^?",["^ ","^3=","query","^3>",["(and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/Eng/The Amarican Dream/2.Decleration Of Independance]]) (namespace [[School/Eng/The Amarican Dream/2.Decleration Of Independance]])))"]],536870920]],["^15",[927,"^W","macro",536870920]],["^15",[927,"^T","query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/Eng/The Amarican Dream/2.Decleration Of Independance]]) (namespace [[School/Eng/The Amarican Dream/2.Decleration Of Independance]])))",536870920]],["^15",[928,"^3","index:: 5\n\n- tags::\n- references::\n- ## Meta\n\t- **Notes:**\n\t background-color:: red\n\t\t- {{query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[School/Eng/The Amarican Dream/Dose the Dream still exist]]) (namespace [[School/Eng/The Amarican Dream/Dose the Dream still exist]])))}}\n\t\t query-sort-by:: block\n\t\t query-table:: true\n\t\t query-sort-desc:: true\n\t- **Slides:**\n\t background-color:: green\n\t\t- {{query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/Eng/The Amarican Dream/Dose the Dream still exist]]) (namespace [[School/Eng/The Amarican Dream/Dose the Dream still exist]])))}}\n\t- **Summery**:\n\t background-color:: blue\n\t\t-\n- ---\n- ![07-Does-the-American-Dream-still-exist_group-puzzle.pdf](../assets/07-Does-the-American-Dream-still-exist_group-puzzle_1755858519331_0.pdf)\n- Is the dream still achievable?\n\t- In the worst case more then 2/3 of a households income must be spend on extra costs, highlighting the nearly impossible situation to re-invest or save earned moanny\n\t- Racial Segregation, and even persecutions increase with the Polesies of the Trump administrations\n\t- No or barely functioning worker protection laws or workers unions giving many employers the ability to further harden the Oppression and inequality between the upper Management level and their workers. Also severely affecting the mental health of workers.\n\t- -> Not achievable, no possibility's for personal wealth accumulation, even just economic stability is hardy possible for those coming from unfortunate backgrounds\n\t :LOGBOOK:\n\t CLOCK: [2025-08-22 Fri 13:09:11]--[2025-08-22 Fri 13:09:12] => 00:00:01\n\t :END:",536870920]],["^15",[928,"^17",1761642512313,536870920]],["^15",[928,"^Z","pages/School___Eng___The Amarican Dream___Dose the Dream still exist.md",536870920]],["^15",[929,"^K",1761642512312,536870920]],["^15",[929,"^[",928,536870920]],["^15",[929,"^@",false,536870920]],["^15",[929,"^Y","school/eng/the amarican dream/dose the dream still exist",536870920]],["^15",[929,"^A",715,536870920]],["^15",[929,"^11","School/Eng/The Amarican Dream/Dose the Dream still exist",536870920]],["^15",[929,"^?",["^ ","^1D",5],536870920]],["^15",[929,"^4",["^ ","^1D","5"],536870920]],["^15",[929,"^B",1761642512312,536870920]],["^15",[929,"^;","~u69008810-b498-47f2-80d2-b59482e4039e",536870920]],["^15",[930,"^Q","-> Not achievable, no possibility's for personal wealth accumulation, even just economic stability is hardy possible for those coming from unfortunate backgrounds\n:LOGBOOK:\nCLOCK: [2025-08-22 Fri 13:09:11]--[2025-08-22 Fri 13:09:12] => 00:00:01\n:END:",536870920]],["^15",[930,"^O","^1@",536870920]],["^15",[930,"^F",943,536870920]],["^15",[930,"^X",929,536870920]],["^15",[930,"^V",938,536870920]],["^15",[930,"^U",929,536870920]],["^15",[930,"^;","~u69008810-f9cc-4de7-b5e8-9cf6b51830e1",536870920]],["^15",[931,"^Q","---",536870920]],["^15",[931,"^O","^1@",536870920]],["^15",[931,"^F",932,536870920]],["^15",[931,"^X",929,536870920]],["^15",[931,"^V",929,536870920]],["^15",[931,"^U",929,536870920]],["^15",[931,"^;","~u69008810-9843-4b41-b7a5-33a5b1974b8b",536870920]],["^15",[932,"^Q","## 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Segregation, and even persecutions increase with the Polesies of the Trump administrations",536870920]],["^15",[936,"^O","^1@",536870920]],["^15",[936,"^F",942,536870920]],["^15",[936,"^X",929,536870920]],["^15",[936,"^V",938,536870920]],["^15",[936,"^U",929,536870920]],["^15",[936,"^;","~u69008810-cffd-4d73-b0c4-a6caab2693ee",536870920]],["^15",[937,"^Q","**Slides:**\nbackground-color:: green",536870920]],["^15",[937,"^O","^1@",536870920]],["^15",[937,"^F",944,536870920]],["^15",[937,"^X",929,536870920]],["^15",[937,"^V",932,536870920]],["^15",[937,"^U",929,536870920]],["^15",[937,"^?",["^ ","^39","green"],536870920]],["^15",[937,"^J",["^39"],536870920]],["^15",[937,"^4",["^ ","^39","green"],536870920]],["^15",[937,"^;","~u69008810-310f-4962-9b45-dcd44fca0303",536870920]],["^15",[938,"^Q","Is the dream still achievable?",536870920]],["^15",[938,"^O","^1@",536870920]],["^15",[938,"^F",945,536870920]],["^15",[938,"^X",929,536870920]],["^15",[938,"^V",929,536870920]],["^15",[938,"^U",929,536870920]],["^15",[938,"^;","~u69008810-2011-4514-94d3-5b116529417c",536870920]],["^15",[939,"^Q","index:: 5\n\n",536870920]],["^15",[939,"^O","^1@",536870920]],["^15",[939,"^35",["^36",[]],536870920]],["^15",[939,"^F",929,536870920]],["^15",[939,"^X",929,536870920]],["^15",[939,"^V",929,536870920]],["^15",[939,"^U",546,536870920]],["^15",[939,"^U",929,536870920]],["^15",[939,"^:",true,536870920]],["^15",[939,"^?",["^ ","^1D",5],536870920]],["^15",[939,"^J",["^1D"],536870920]],["^15",[939,"^4",["^ 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impossible situation to re-invest or save earned moanny",536870920]],["^15",[942,"^O","^1@",536870920]],["^15",[942,"^F",938,536870920]],["^15",[942,"^X",929,536870920]],["^15",[942,"^V",938,536870920]],["^15",[942,"^U",929,536870920]],["^15",[942,"^;","~u69008810-c434-4d88-945d-15eea346132e",536870920]],["^15",[943,"^Q","No or barely functioning worker protection laws or workers unions giving many employers the ability to further harden the Oppression and inequality between the upper Management level and their workers. Also severely affecting the mental health of workers.",536870920]],["^15",[943,"^O","^1@",536870920]],["^15",[943,"^F",936,536870920]],["^15",[943,"^X",929,536870920]],["^15",[943,"^V",938,536870920]],["^15",[943,"^U",929,536870920]],["^15",[943,"^;","~u69008810-e40d-4741-a801-26e464df048b",536870920]],["^15",[944,"^Q","**Notes:**\nbackground-color:: red",536870920]],["^15",[944,"^O","^1@",536870920]],["^15",[944,"^F",932,536870920]],["^15",[944,"^X",929,536870920]],["^15",[944,"^V",932,536870920]],["^15",[944,"^U",929,536870920]],["^15",[944,"^?",["^ ","^39","red"],536870920]],["^15",[944,"^J",["^39"],536870920]],["^15",[944,"^4",["^ 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![Data-about-immigrants-in-the-US.pdf](../assets/Data-about-immigrants-in-the-US_1757672155655_0.pdf)\n- #Note\n\t- Unauthorized Imigration increased\n\t- Imigration changed over time: mostly from Europe -> Aisia\n\t- Cultural circles differ greatly, creating cultural friction\n-\n- {{video https://youtu.be/5JP303YOKRw}}\n\t- ![Questions - We've-been-dehumanised.pdf](../assets/Questions_-_We've-been-dehumanised_1757673799635_0.pdf)\n\t- Border State to Mexico, Capital Phenix, Climate simular to mexicos, 7.5 Million polulation\n\t- Strong support for Trumps plans, conserned about bringing democrat voters into the state\n\t logseq.order-list-type:: number\n\t- Put whaterbarewls/basic medical aid up in the dessert, installed telephonlines\n\t logseq.order-list-type:: number\n\t\t- whater was poisend, checkpoints distroyed\n\t- Help to secure border but not as restricted as Trumps plans, reform imigration rights\n\t logseq.order-list-type:: number\n\t- Fear of crime, fear of sociallisim\n\t logseq.order-list-type:: number\n\t- Advocades for open borders, help people to cross, hopes to stop criminalizing \n\t logseq.order-list-type:: number\n\t- Corruped goverment, no jobs, civile unrest;\n\t logseq.order-list-type:: number\n\t Has a job, houskeeping, lives at Doras acomordation;\n\t Scary and difficult, especialy because of her chiled",536870920]],["^15",[949,"^17",1761642512339,536870920]],["^15",[949,"^Z","pages/School___Eng___The Amarican Dream___Imigration.md",536870920]],["^15",[950,"^K",1761642512338,536870920]],["^15",[950,"^[",949,536870920]],["^15",[950,"^@",false,536870920]],["^15",[950,"^Y","school/eng/the amarican dream/imigration",536870920]],["^15",[950,"^A",715,536870920]],["^15",[950,"^11","School/Eng/The Amarican Dream/Imigration",536870920]],["^15",[950,"^?",["^ ","^1D",6],536870920]],["^15",[950,"^4",["^ 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number",536870920]],["^15",[965,"^O","^1@",536870920]],["^15",[965,"^F",974,536870920]],["^15",[965,"^X",950,536870920]],["^15",[965,"^V",976,536870920]],["^15",[965,"^U",950,536870920]],["^15",[965,"^?",["^ ","^3B","number"],536870920]],["^15",[965,"^J",["^3B"],536870920]],["^15",[965,"^4",["^ ","^3B","number"],536870920]],["^15",[965,"^;","~u69008810-7b72-4a43-9ad4-95cc18623b24",536870920]],["^15",[966,"^Q","#Note",536870920]],["^15",[966,"^O","^1@",536870920]],["^15",[966,"^F",954,536870920]],["^15",[966,"^X",950,536870920]],["^15",[966,"^V",950,536870920]],["^15",[966,"^U",398,536870920]],["^15",[966,"^U",950,536870920]],["^15",[966,"^H",398,536870920]],["^15",[966,"^;","~u69008810-d971-45d5-8271-0baace6ec9db",536870920]],["^15",[967,"^Q","{{query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/Eng/The Amarican Dream/Imigration]]) (namespace [[School/Eng/The Amarican 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friction",536870920]],["^15",[969,"^O","^1@",536870920]],["^15",[969,"^F",960,536870920]],["^15",[969,"^X",950,536870920]],["^15",[969,"^V",966,536870920]],["^15",[969,"^U",398,536870920]],["^15",[969,"^U",950,536870920]],["^15",[969,"^;","~u69008810-e931-4bb4-8b16-b2c00d5d630b",536870920]],["^15",[970,"^Q","whater was poisend, checkpoints distroyed",536870920]],["^15",[970,"^O","^1@",536870920]],["^15",[970,"^F",955,536870920]],["^15",[970,"^X",950,536870920]],["^15",[970,"^V",955,536870920]],["^15",[970,"^U",950,536870920]],["^15",[970,"^;","~u69008810-1fe1-4e41-bf39-3347ad7c8e03",536870920]],["^15",[971,"^Q","**Summery**:\nbackground-color:: blue",536870920]],["^15",[971,"^O","^1@",536870920]],["^15",[971,"^F",951,536870920]],["^15",[971,"^X",950,536870920]],["^15",[971,"^V",972,536870920]],["^15",[971,"^U",950,536870920]],["^15",[971,"^?",["^ ","^39","blue"],536870920]],["^15",[971,"^J",["^39"],536870920]],["^15",[971,"^4",["^ 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number",536870920]],["^15",[974,"^O","^1@",536870920]],["^15",[974,"^F",955,536870920]],["^15",[974,"^X",950,536870920]],["^15",[974,"^V",976,536870920]],["^15",[974,"^U",950,536870920]],["^15",[974,"^?",["^ ","^3B","number"],536870920]],["^15",[974,"^J",["^3B"],536870920]],["^15",[974,"^4",["^ ","^3B","number"],536870920]],["^15",[974,"^;","~u69008810-e5d4-4ea2-a2ad-cfbeec6c7cb6",536870920]],["^15",[975,"^Q","Border State to Mexico, Capital Phenix, Climate simular to mexicos, 7.5 Million polulation",536870920]],["^15",[975,"^O","^1@",536870920]],["^15",[975,"^F",973,536870920]],["^15",[975,"^X",950,536870920]],["^15",[975,"^V",976,536870920]],["^15",[975,"^U",950,536870920]],["^15",[975,"^;","~u69008810-2536-43f0-b64f-80a47f7949e7",536870920]],["^15",[976,"^Q","{{video 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https://youtu.be/5JP303YOKRw",536870920]],["^15",[981,"^3","index:: 8\n\n- tags::\n- references::\n- ## Meta\n\t- **Notes:**\n\t background-color:: red\n\t\t- {{query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[School/Eng/The Amarican Dream/Migrant workers]]) (namespace [[School/Eng/The Amarican Dream/Migrant workers]])))}}\n\t\t query-sort-by:: block\n\t\t query-table:: true\n\t\t query-sort-desc:: true\n\t- **Slides:**\n\t background-color:: green\n\t\t- {{query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/Eng/The Amarican Dream/Migrant workers]]) (namespace [[School/Eng/The Amarican Dream/Migrant workers]])))}}\n\t- **Summery**:\n\t background-color:: blue\n\t\t-\n- ---\n-\n- ![Migrant-workers-Virginia-experiences.pdf](../assets/Migrant-workers-Virginia-experiences_1758275684654_0.pdf)\n- ((68cd2873-c87a-4b9a-b35d-d8636117a59f))\n\t- Working imigrants from Mexico, happy with his work\n\t- start by watering and checking each plant\n\t- legally via farmers visa (H-2A); 6-10 Month\n\t- Misses family\n- ((68cd2884-495e-466e-9792-bc3d56c384ac))\n\t- Benefit from higher base salary then in mexico, coming yearly\n\t- seems to enjoy his work, calming\n\t- provide Mexico with work experience, and the indivudual with opertunity\n\t- 6-10 Month away from home\n\t- less worker protection\n- ((68cd289c-27df-4425-b8f6-df97cef57cbf))\n\t- Essential, bringing valuabile skills along\n\t- Should be taken care off when writing legislation\n\t- Many not protected, do not beneid from protection rights, exempted from minimum wadge\n- ((68cd28a7-ac7f-4fc7-a0cd-4e4696a09114))\n\t- Isolated, no social protections\n\t- cont protest or strike or orginize in unions\n\t- long working hours, unpaid overtime\n\t- challenging living conditions",536870920]],["^15",[981,"^17",1761642512360,536870920]],["^15",[981,"^Z","pages/School___Eng___The Amarican Dream___Migrant workers.md",536870920]],["^15",[982,"^Q","How does Luis Genaro Cruz Crisantos perceive his work - what are benefits (of the H2A visa system) and disadvantages of staying for a certain amount of time in the U.S.?\nls-type:: annotation\nhl-page:: 1\nhl-color:: yellow\nid:: 68cd2884-495e-466e-9792-bc3d56c384ac",536870922]],["^15",[982,"^O","^1@",536870922]],["^15",[982,"^F",1003,536870922]],["^15",[982,"^X",4996,536870922]],["^15",[982,"^V",4996,536870922]],["^15",[982,"^U",4996,536870922]],["^15",[982,"^?",["^ ","^18","annotation","^3@",1,"^3A","yellow","^1;","68cd2884-495e-466e-9792-bc3d56c384ac"],536870922]],["^15",[982,"^J",["^18","^3@","^3A","^1;"],536870922]],["^15",[982,"^4",["^ ","^18","annotation","^3@","1","^3A","yellow","^1;","68cd2884-495e-466e-9792-bc3d56c384ac"],536870922]],["^15",[982,"^;","~u68cd2884-495e-466e-9792-bc3d56c384ac",536870920]],["^15",[983,"^Q","What is comissioner Joe Guthrie‘s position on the migrant workforce in Virgina?\nls-type:: annotation\nhl-page:: 1\nhl-color:: yellow\nid:: 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Dream/Missinfomation]]) (namespace [[School/Eng/The Amarican Dream/Missinfomation]])))}}\n\t\t query-sort-by:: block\n\t\t query-table:: true\n\t\t query-sort-desc:: true\n\t- **Slides:**\n\t background-color:: green\n\t\t- {{query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/Eng/The Amarican Dream/Missinfomation]]) (namespace [[School/Eng/The Amarican Dream/Missinfomation]])))}}\n\t- **Summery**:\n\t background-color:: blue\n\t\t-\n- ---\n- ![Misinformation-and-disinformation-migration.pdf](../assets/Misinformation-and-disinformation-migration_1758003283591_0.pdf)\n collapsed:: true\n\t- ((68c9027c-387a-41a7-bb89-2e3995b42cef))\n\t\t- Missinformation is inacurate or compleatly false information that is spread unknowingly, while disinformation is spread meaningly and is ment to be misleading while beeng inacurate, or false\n\t- ((68c90287-8ada-479f-ad6d-4969934193a6))\n\t\t- To gain voters by providing those who are unsatisfied with their current life a scapegoat, the Republican Party as well as a majority of conservative and right-wing parties in the West are portraying immigrants as humans of 2nd class.\n\t\t Spreading disinformation about illegitimate behaviours that go against our western moral standards, people of foreign origin are portrayed as pure evil.\n\t\t The threat that such claims pose to these people is disregarded or accepted in order to further polarise the political climate in hopes to mobilise even more voters by planting the created uncertainty in their minds.\n\t- ((68c90296-67f2-4439-9326-1c900961088f))\n\t\t- Social media helps get people illegaily about the border\n\t\t- Information is not confirmed, jet it influences millions\n\t\t\t- hard to Differentiation between treatable and Unterstedt sources\n- ![Deportation-of-Mexican-Americans.pdf](../assets/Deportation-of-Mexican-Americans_1758004997943_0.pdf)\n collapsed:: true\n\t- logseq.order-list-type:: number\n\t\t- Hypocritical, real amaricans would be native amaricans\n\t\t- exclutionary\n\t- logseq.order-list-type:: number\n\t\t- Bothe: Evaluation of goodness based on race, creating patriotic feelings, mass deportation plans\n\t\t- Difference: There used to be a legal way back\n\t- /\n\t logseq.order-list-type:: number\n\t- logseq.order-list-type:: number\n\t\t- Speeration of family's, affecting them for generations\n\t\t- living in fear\n\t- .\n\t logseq.order-list-type:: number\n\t\t- It will always be to lucrative to stop Immigration\n\t\t- policies are misguided, boarders to long\n- ![Trump threat and mounting dangers in Mexico.pdf](../assets/Trump_threat_and_mounting_dangers_in_Mexico_1758006022368_0.pdf)\n\t- 1.\n\t\t- Groupe of People following the street torwards tapchula\n\t\t- street signe shows directions torwards tapachula and la libetad\n\t\t- probaply a highway\n\t\t- -> people are moving away from liberty, towards the USA\n\t- 3.\n\t\t- Migrants in Tapachula are forced to wait an arbitrary amount of time for appointments and evaluations in order to continue into the U.S. While waiting, they are forced to deal with overextended infrastructure that pushes them to earn their living in exploitative jobs. Simultaneously, the crime rate has spiked, creating fear and hindering the creation of social bonds.\n\t- 4.\n\t\t- Being subjects to assault, kidnapping or general crime\n\t\t- crossing the Darian gap, dangerous tarain -> exaution/survival\n\t\t- no healthcare\n\t\t- Caravans might increase safety, easier to be spotted; not everyone in the group is not trusted; how long dose solidarity last",536870920]],["^15",[1021,"^17",1761642512392,536870920]],["^15",[1021,"^Z","pages/School___Eng___The Amarican Dream___Missinfomation.md",536870920]],["^15",[1022,"^K",1761642512390,536870920]],["^15",[1022,"^[",1021,536870920]],["^15",[1022,"^@",false,536870920]],["^15",[1022,"^Y","school/eng/the amarican dream/missinfomation",536870920]],["^15",[1022,"^A",715,536870920]],["^15",[1022,"^11","School/Eng/The Amarican Dream/Missinfomation",536870920]],["^15",[1022,"^?",["^ ","^1D",7],536870920]],["^15",[1022,"^4",["^ ","^1D","7"],536870920]],["^15",[1022,"^B",1761642512390,536870920]],["^15",[1022,"^;","~u69008810-016e-4b7f-a515-450edfb13f74",536870920]],["^15",[1023,"^Q","/\nlogseq.order-list-type:: number",536870920]],["^15",[1023,"^O","^1@",536870920]],["^15",[1023,"^F",1059,536870920]],["^15",[1023,"^X",1022,536870920]],["^15",[1023,"^V",1050,536870920]],["^15",[1023,"^U",1022,536870920]],["^15",[1023,"^?",["^ ","^3B","number"],536870920]],["^15",[1023,"^J",["^3B"],536870920]],["^15",[1023,"^4",["^ ","^3B","number"],536870920]],["^15",[1023,"^;","~u69008810-094f-4566-870b-8283370ad563",536870920]],["^15",[1024,"^Q","Being subjects to assault, kidnapping or general crime",536870920]],["^15",[1024,"^O","^1@",536870920]],["^15",[1024,"^F",1060,536870920]],["^15",[1024,"^X",1022,536870920]],["^15",[1024,"^V",1060,536870920]],["^15",[1024,"^U",1022,536870920]],["^15",[1024,"^;","~u69008810-11c4-4a32-b12c-ddb97a2ae54c",536870920]],["^15",[1025,"^Q","Analyze how immigrants are described and which actions are attributed to them by Donald Trump and other Republicans according to the article. What is the strategy aiming at politically?\nls-type:: annotation\nhl-page:: 4\nhl-color:: red\nid:: 68c90287-8ada-479f-ad6d-4969934193a6",536870922]],["^15",[1025,"^O","^1@",536870922]],["^15",[1025,"^F",1041,536870922]],["^15",[1025,"^X",4999,536870922]],["^15",[1025,"^V",4999,536870922]],["^15",[1025,"^U",4999,536870922]],["^15",[1025,"^?",["^ ","^18","annotation","^3@",4,"^3A","red","^1;","68c90287-8ada-479f-ad6d-4969934193a6"],536870922]],["^15",[1025,"^J",["^18","^3@","^3A","^1;"],536870922]],["^15",[1025,"^4",["^ ","^18","annotation","^3@","4","^3A","red","^1;","68c90287-8ada-479f-ad6d-4969934193a6"],536870922]],["^15",[1025,"^;","~u68c90287-8ada-479f-ad6d-4969934193a6",536870920]],["^15",[1026,"^Q","policies are misguided, boarders to long",536870920]],["^15",[1026,"^O","^1@",536870920]],["^15",[1026,"^F",1047,536870920]],["^15",[1026,"^X",1022,536870920]],["^15",[1026,"^V",1072,536870920]],["^15",[1026,"^U",1022,536870920]],["^15",[1026,"^;","~u69008810-02e8-4b57-a651-e25117fc770f",536870920]],["^15",[1027,"^Q","",536870920]],["^15",[1027,"^O","^1@",536870920]],["^15",[1027,"^F",1070,536870920]],["^15",[1027,"^X",1022,536870920]],["^15",[1027,"^V",1070,536870920]],["^15",[1027,"^U",1022,536870920]],["^15",[1027,"^;","~u69008810-ff97-48d7-95bf-7573f148ca67",536870920]],["^15",[1028,"^Q","3.",536870920]],["^15",[1028,"^O","^1@",536870920]],["^15",[1028,"^F",1038,536870920]],["^15",[1028,"^X",1022,536870920]],["^15",[1028,"^V",1031,536870920]],["^15",[1028,"^U",1022,536870920]],["^15",[1028,"^;","~u69008810-8e05-4f8b-9c98-fdf4bba05a41",536870920]],["^15",[1029,"^Q","Bothe: Evaluation of goodness based on race, creating patriotic feelings, mass deportation plans",536870920]],["^15",[1029,"^O","^1@",536870920]],["^15",[1029,"^F",1059,536870920]],["^15",[1029,"^X",1022,536870920]],["^15",[1029,"^V",1059,536870920]],["^15",[1029,"^U",1022,536870920]],["^15",[1029,"^;","~u69008810-0a04-4628-8e9e-deff9c445ef2",536870920]],["^15",[1030,"^Q","Migrants in Tapachula are forced to wait an arbitrary amount of time for appointments and evaluations in order to continue into the U.S. While waiting, they are forced to deal with overextended infrastructure that pushes them to earn their living in exploitative jobs. Simultaneously, the crime rate has spiked, creating fear and hindering the creation of social bonds.",536870920]],["^15",[1030,"^O","^1@",536870920]],["^15",[1030,"^F",1028,536870920]],["^15",[1030,"^X",1022,536870920]],["^15",[1030,"^V",1028,536870920]],["^15",[1030,"^U",1022,536870920]],["^15",[1030,"^;","~u69008810-8369-49ae-bc9e-068254fdccc0",536870920]],["^15",[1031,"^Q","![Trump threat and mounting dangers in Mexico.pdf](../assets/Trump_threat_and_mounting_dangers_in_Mexico_1758006022368_0.pdf)",536870920]],["^15",[1031,"^O","^1@",536870920]],["^15",[1031,"^F",1050,536870920]],["^15",[1031,"^X",1022,536870920]],["^15",[1031,"^V",1022,536870920]],["^15",[1031,"^U",1022,536870920]],["^15",[1031,"^;","~u69008810-63e3-4af5-b9c3-350d80e1a929",536870920]],["^15",[1032,"^Q","hard to Differentiation between treatable and Unterstedt sources",536870920]],["^15",[1032,"^O","^1@",536870920]],["^15",[1032,"^F",1045,536870920]],["^15",[1032,"^X",1022,536870920]],["^15",[1032,"^V",1045,536870920]],["^15",[1032,"^U",1022,536870920]],["^15",[1032,"^;","~u69008810-47e0-4003-8cc7-3a8691dfa028",536870920]],["^15",[1033,"^Q","{{query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[School/Eng/The Amarican Dream/Missinfomation]]) (namespace [[School/Eng/The Amarican Dream/Missinfomation]])))}}\nquery-sort-by:: block\nquery-table:: true\nquery-sort-desc:: true",536870920]],["^15",[1033,"^O","^1@",536870920]],["^15",[1033,"^F",1068,536870920]],["^15",[1033,"^S",1073,536870920]],["^15",[1033,"^X",1022,536870920]],["^15",[1033,"^V",1068,536870920]],["^15",[1033,"^U",1022,536870920]],["^15",[1033,"^?",["^ ","^3:","block","^3;",true,"^3<",true],536870920]],["^15",[1033,"^J",["^3:","^3;","^3<"],536870920]],["^15",[1033,"^4",["^ ","^3:","block","^3;","true","^3<","true"],536870920]],["^15",[1033,"^;","~u69008810-d192-4ec9-bed7-40af605e347d",536870920]],["^15",[1034,"^Q","logseq.order-list-type:: number",536870920]],["^15",[1034,"^O","^1@",536870920]],["^15",[1034,"^F",1050,536870920]],["^15",[1034,"^X",1022,536870920]],["^15",[1034,"^V",1050,536870920]],["^15",[1034,"^U",1022,536870920]],["^15",[1034,"^?",["^ ","^3B","number"],536870920]],["^15",[1034,"^J",["^3B"],536870920]],["^15",[1034,"^4",["^ ","^3B","number"],536870920]],["^15",[1034,"^;","~u69008810-36aa-457c-ab45-6575b6774053",536870920]],["^15",[1035,"^Q","Discuss the role of social media in the context of misinformation, disinformation and immigration to the U.S.\nls-type:: annotation\nhl-page:: 4\nhl-color:: red\nid:: 68c90296-67f2-4439-9326-1c900961088f",536870922]],["^15",[1035,"^O","^1@",536870922]],["^15",[1035,"^F",1025,536870922]],["^15",[1035,"^X",4999,536870922]],["^15",[1035,"^V",4999,536870922]],["^15",[1035,"^U",4999,536870922]],["^15",[1035,"^?",["^ ","^18","annotation","^3@",4,"^3A","red","^1;","68c90296-67f2-4439-9326-1c900961088f"],536870922]],["^15",[1035,"^J",["^18","^3@","^3A","^1;"],536870922]],["^15",[1035,"^4",["^ ","^18","annotation","^3@","4","^3A","red","^1;","68c90296-67f2-4439-9326-1c900961088f"],536870922]],["^15",[1035,"^;","~u68c90296-67f2-4439-9326-1c900961088f",536870920]],["^15",[1036,"^Q","---",536870920]],["^15",[1036,"^O","^1@",536870920]],["^15",[1036,"^F",1061,536870920]],["^15",[1036,"^X",1022,536870920]],["^15",[1036,"^V",1022,536870920]],["^15",[1036,"^U",1022,536870920]],["^15",[1036,"^;","~u69008810-e164-4f49-aadf-f3fc89744e63",536870920]],["^15",[1037,"^Q","index:: 7\n\n",536870920]],["^15",[1037,"^O","^1@",536870920]],["^15",[1037,"^35",["^36",[]],536870920]],["^15",[1037,"^F",1022,536870920]],["^15",[1037,"^X",1022,536870920]],["^15",[1037,"^V",1022,536870920]],["^15",[1037,"^U",546,536870920]],["^15",[1037,"^U",1022,536870920]],["^15",[1037,"^:",true,536870920]],["^15",[1037,"^?",["^ ","^1D",7],536870920]],["^15",[1037,"^J",["^1D"],536870920]],["^15",[1037,"^4",["^ ","^1D","7"],536870920]],["^15",[1037,"^H",546,536870920]],["^15",[1037,"^;","~u69008810-491a-4274-a4e0-41869520b7d4",536870920]],["^15",[1038,"^Q","1.",536870920]],["^15",[1038,"^O","^1@",536870920]],["^15",[1038,"^F",1031,536870920]],["^15",[1038,"^X",1022,536870920]],["^15",[1038,"^V",1031,536870920]],["^15",[1038,"^U",1022,536870920]],["^15",[1038,"^;","~u69008810-d1ca-4b61-b029-16fc7e125c66",536870920]],["^15",[1039,"^Q","references::",536870920]],["^15",[1039,"^O","^1@",536870920]],["^15",[1039,"^F",1040,536870920]],["^15",[1039,"^X",1022,536870920]],["^15",[1039,"^V",1022,536870920]],["^15",[1039,"^U",547,536870920]],["^15",[1039,"^U",1022,536870920]],["^15",[1039,"^?",["^ ","^3C",""],536870920]],["^15",[1039,"^J",["^3C"],536870920]],["^15",[1039,"^4",["^ ","^3C",""],536870920]],["^15",[1039,"^H",547,536870920]],["^15",[1039,"^;","~u69008810-3a6e-4e55-a47a-06931307e751",536870920]],["^15",[1040,"^Q","tags::",536870920]],["^15",[1040,"^O","^1@",536870920]],["^15",[1040,"^F",1037,536870920]],["^15",[1040,"^X",1022,536870920]],["^15",[1040,"^V",1022,536870920]],["^15",[1040,"^U",1022,536870920]],["^15",[1040,"^?",["^ ","^3D",""],536870920]],["^15",[1040,"^J",["^3D"],536870920]],["^15",[1040,"^4",["^ ","^3D",""],536870920]],["^15",[1040,"^;","~u69008810-53c8-425e-a156-c0fa60ebe280",536870920]],["^15",[1041,"^Q","Going beyond the term “Fake News“: Try to define the terms misinformation and disinformation.\nls-type:: annotation\nhl-page:: 4\nhl-color:: red\nid:: 68c9027c-387a-41a7-bb89-2e3995b42cef",536870922]],["^15",[1041,"^O","^1@",536870922]],["^15",[1041,"^F",5016,536870922]],["^15",[1041,"^X",4999,536870922]],["^15",[1041,"^V",4999,536870922]],["^15",[1041,"^U",4999,536870922]],["^15",[1041,"^?",["^ ","^18","annotation","^3@",4,"^3A","red","^1;","68c9027c-387a-41a7-bb89-2e3995b42cef"],536870922]],["^15",[1041,"^J",["^18","^3@","^3A","^1;"],536870922]],["^15",[1041,"^4",["^ ","^18","annotation","^3@","4","^3A","red","^1;","68c9027c-387a-41a7-bb89-2e3995b42cef"],536870922]],["^15",[1041,"^;","~u68c9027c-387a-41a7-bb89-2e3995b42cef",536870920]],["^15",[1042,"^Q","Missinformation is inacurate or compleatly false information that is spread unknowingly, while disinformation is spread meaningly and is ment to be misleading while beeng inacurate, or false",536870920]],["^15",[1042,"^O","^1@",536870920]],["^15",[1042,"^F",1065,536870920]],["^15",[1042,"^X",1022,536870920]],["^15",[1042,"^V",1065,536870920]],["^15",[1042,"^U",1022,536870920]],["^15",[1042,"^;","~u69008810-1b68-486f-862c-d676f9fdd090",536870920]],["^15",[1043,"^Q","Hypocritical, real amaricans would be native amaricans",536870920]],["^15",[1043,"^O","^1@",536870920]],["^15",[1043,"^F",1034,536870920]],["^15",[1043,"^X",1022,536870920]],["^15",[1043,"^V",1034,536870920]],["^15",[1043,"^U",1022,536870920]],["^15",[1043,"^;","~u69008810-13c1-4743-a914-e70b9b887baf",536870920]],["^15",[1044,"^Q","crossing the Darian gap, dangerous tarain -> exaution/survival",536870920]],["^15",[1044,"^O","^1@",536870920]],["^15",[1044,"^F",1024,536870920]],["^15",[1044,"^X",1022,536870920]],["^15",[1044,"^V",1060,536870920]],["^15",[1044,"^U",1022,536870920]],["^15",[1044,"^;","~u69008810-a848-493a-8c0d-d7ad0c817713",536870920]],["^15",[1045,"^Q","Information is not confirmed, jet it influences millions",536870920]],["^15",[1045,"^O","^1@",536870920]],["^15",[1045,"^F",1066,536870920]],["^15",[1045,"^X",1022,536870920]],["^15",[1045,"^V",1062,536870920]],["^15",[1045,"^U",1022,536870920]],["^15",[1045,"^;","~u69008810-61f8-49da-8e5f-837c47bf0b68",536870920]],["^15",[1046,"^Q","Caravans might increase safety, easier to be spotted; not everyone in the group is not trusted; how long dose solidarity last",536870920]],["^15",[1046,"^O","^1@",536870920]],["^15",[1046,"^F",1067,536870920]],["^15",[1046,"^X",1022,536870920]],["^15",[1046,"^V",1060,536870920]],["^15",[1046,"^U",1022,536870920]],["^15",[1046,"^;","~u69008810-8dbb-4e6f-b0b0-eebe91e94294",536870920]],["^15",[1047,"^Q","It will always be to lucrative to stop Immigration",536870920]],["^15",[1047,"^O","^1@",536870920]],["^15",[1047,"^F",1072,536870920]],["^15",[1047,"^X",1022,536870920]],["^15",[1047,"^V",1072,536870920]],["^15",[1047,"^U",1022,536870920]],["^15",[1047,"^;","~u69008810-7801-497d-b399-e2448940f174",536870920]],["^15",[1048,"^Q","**Slides:**\nbackground-color:: green",536870920]],["^15",[1048,"^O","^1@",536870920]],["^15",[1048,"^F",1068,536870920]],["^15",[1048,"^X",1022,536870920]],["^15",[1048,"^V",1061,536870920]],["^15",[1048,"^U",1022,536870920]],["^15",[1048,"^?",["^ ","^39","green"],536870920]],["^15",[1048,"^J",["^39"],536870920]],["^15",[1048,"^4",["^ ","^39","green"],536870920]],["^15",[1048,"^;","~u69008810-f872-439d-a2a6-76d661a2894f",536870920]],["^15",[1049,"^Q","street signe shows directions torwards tapachula and la libetad",536870920]],["^15",[1049,"^O","^1@",536870920]],["^15",[1049,"^F",1052,536870920]],["^15",[1049,"^X",1022,536870920]],["^15",[1049,"^V",1038,536870920]],["^15",[1049,"^U",1022,536870920]],["^15",[1049,"^;","~u69008810-204a-4721-8bf7-ecfe1e7d14fd",536870920]],["^15",[1050,"^M",true,536870920]],["^15",[1050,"^Q","![Deportation-of-Mexican-Americans.pdf](../assets/Deportation-of-Mexican-Americans_1758004997943_0.pdf)\ncollapsed:: true",536870920]],["^15",[1050,"^O","^1@",536870920]],["^15",[1050,"^F",1053,536870920]],["^15",[1050,"^X",1022,536870920]],["^15",[1050,"^V",1022,536870920]],["^15",[1050,"^U",1022,536870920]],["^15",[1050,"^?",["^ "],536870920]],["^15",[1050,"^J",[],536870920]],["^15",[1050,"^4",["^ "],536870920]],["^15",[1050,"^;","~u69008810-e12a-4b5e-8db0-72c4490cac56",536870920]],["^15",[1051,"^Q","logseq.order-list-type:: number",536870920]],["^15",[1051,"^O","^1@",536870920]],["^15",[1051,"^F",1023,536870920]],["^15",[1051,"^X",1022,536870920]],["^15",[1051,"^V",1050,536870920]],["^15",[1051,"^U",1022,536870920]],["^15",[1051,"^?",["^ ","^3B","number"],536870920]],["^15",[1051,"^J",["^3B"],536870920]],["^15",[1051,"^4",["^ ","^3B","number"],536870920]],["^15",[1051,"^;","~u69008810-7382-46cc-84a0-dacc56c9ebdf",536870920]],["^15",[1052,"^Q","Groupe of People following the street torwards tapchula",536870920]],["^15",[1052,"^O","^1@",536870920]],["^15",[1052,"^F",1038,536870920]],["^15",[1052,"^X",1022,536870920]],["^15",[1052,"^V",1038,536870920]],["^15",[1052,"^U",1022,536870920]],["^15",[1052,"^;","~u69008810-2b15-4274-a5ec-9b07221c9ac5",536870920]],["^15",[1053,"^M",true,536870920]],["^15",[1053,"^Q","![Misinformation-and-disinformation-migration.pdf](../assets/Misinformation-and-disinformation-migration_1758003283591_0.pdf)\ncollapsed:: true",536870920]],["^15",[1053,"^O","^1@",536870920]],["^15",[1053,"^F",1036,536870920]],["^15",[1053,"^X",1022,536870920]],["^15",[1053,"^V",1022,536870920]],["^15",[1053,"^U",1022,536870920]],["^15",[1053,"^?",["^ "],536870920]],["^15",[1053,"^J",[],536870920]],["^15",[1053,"^4",["^ "],536870920]],["^15",[1053,"^;","~u69008810-8d41-4d7c-b842-baf4f39a2e79",536870920]],["^15",[1054,"^Q","living in fear",536870920]],["^15",[1054,"^O","^1@",536870920]],["^15",[1054,"^F",1069,536870920]],["^15",[1054,"^X",1022,536870920]],["^15",[1054,"^V",1051,536870920]],["^15",[1054,"^U",1022,536870920]],["^15",[1054,"^;","~u69008810-cf4d-4aa9-a954-cc8b0dbe71a5",536870920]],["^15",[1055,"^Q","Difference: There used to be a legal way back",536870920]],["^15",[1055,"^O","^1@",536870920]],["^15",[1055,"^F",1029,536870920]],["^15",[1055,"^X",1022,536870920]],["^15",[1055,"^V",1059,536870920]],["^15",[1055,"^U",1022,536870920]],["^15",[1055,"^;","~u69008810-3916-460b-b7c2-72c532af5f11",536870920]],["^15",[1056,"^Q","-> people are moving away from liberty, towards the USA",536870920]],["^15",[1056,"^O","^1@",536870920]],["^15",[1056,"^F",1058,536870920]],["^15",[1056,"^X",1022,536870920]],["^15",[1056,"^V",1038,536870920]],["^15",[1056,"^U",1022,536870920]],["^15",[1056,"^;","~u69008810-fb55-4f94-8736-ea5752698301",536870920]],["^15",[1057,"^Q","{{query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/Eng/The Amarican Dream/Missinfomation]]) (namespace [[School/Eng/The Amarican Dream/Missinfomation]])))}}",536870920]],["^15",[1057,"^O","^1@",536870920]],["^15",[1057,"^F",1048,536870920]],["^15",[1057,"^S",1074,536870920]],["^15",[1057,"^X",1022,536870920]],["^15",[1057,"^V",1048,536870920]],["^15",[1057,"^U",1022,536870920]],["^15",[1057,"^;","~u69008810-c6dc-46b2-8059-174e765f3566",536870920]],["^15",[1058,"^Q","probaply a highway",536870920]],["^15",[1058,"^O","^1@",536870920]],["^15",[1058,"^F",1049,536870920]],["^15",[1058,"^X",1022,536870920]],["^15",[1058,"^V",1038,536870920]],["^15",[1058,"^U",1022,536870920]],["^15",[1058,"^;","~u69008810-7cbf-413c-b52f-edb59f82cc88",536870920]],["^15",[1059,"^Q","logseq.order-list-type:: number",536870920]],["^15",[1059,"^O","^1@",536870920]],["^15",[1059,"^F",1034,536870920]],["^15",[1059,"^X",1022,536870920]],["^15",[1059,"^V",1050,536870920]],["^15",[1059,"^U",1022,536870920]],["^15",[1059,"^?",["^ ","^3B","number"],536870920]],["^15",[1059,"^J",["^3B"],536870920]],["^15",[1059,"^4",["^ ","^3B","number"],536870920]],["^15",[1059,"^;","~u69008810-dca6-4623-ad93-163f633ae09a",536870920]],["^15",[1060,"^Q","4.",536870920]],["^15",[1060,"^O","^1@",536870920]],["^15",[1060,"^F",1028,536870920]],["^15",[1060,"^X",1022,536870920]],["^15",[1060,"^V",1031,536870920]],["^15",[1060,"^U",1022,536870920]],["^15",[1060,"^;","~u69008810-afcd-40c6-9f49-104d6e00f0ae",536870920]],["^15",[1061,"^Q","## Meta",536870920]],["^15",[1061,"^O","^1@",536870920]],["^15",[1061,"^F",1039,536870920]],["^15",[1061,"^X",1022,536870920]],["^15",[1061,"^V",1022,536870920]],["^15",[1061,"^U",1022,536870920]],["^15",[1061,"^?",["^ ","^37",2],536870920]],["^15",[1061,"^J",[],536870920]],["^15",[1061,"^;","~u69008810-5dd1-4a1e-b692-9b4b3b8958da",536870920]],["^15",[1062,"^Q","((68c90296-67f2-4439-9326-1c900961088f))",536870920]],["^15",[1062,"^O","^1@",536870920]],["^15",[1062,"^F",1071,536870920]],["^15",[1062,"^X",1022,536870920]],["^15",[1062,"^V",1053,536870920]],["^15",[1062,"^U",1022,536870920]],["^15",[1062,"^H",1035,536870920]],["^15",[1062,"^;","~u69008810-dcb1-4648-8738-4de8bfabbcb5",536870920]],["^15",[1063,"^Q","exclutionary",536870920]],["^15",[1063,"^O","^1@",536870920]],["^15",[1063,"^F",1043,536870920]],["^15",[1063,"^X",1022,536870920]],["^15",[1063,"^V",1034,536870920]],["^15",[1063,"^U",1022,536870920]],["^15",[1063,"^;","~u69008810-454b-452f-8143-3399924c9002",536870920]],["^15",[1064,"^Q","To gain voters by providing those who are unsatisfied with their current life a scapegoat, the Republican Party as well as a majority of conservative and right-wing parties in the West are portraying immigrants as humans of 2nd class.\nSpreading disinformation about illegitimate behaviours that go against our western moral standards, people of foreign origin are portrayed as pure evil.\nThe threat that such claims pose to these people is disregarded or accepted in order to further polarise the political climate in hopes to mobilise even more voters by planting the created uncertainty in their minds.",536870920]],["^15",[1064,"^O","^1@",536870920]],["^15",[1064,"^F",1071,536870920]],["^15",[1064,"^X",1022,536870920]],["^15",[1064,"^V",1071,536870920]],["^15",[1064,"^U",1022,536870920]],["^15",[1064,"^;","~u69008810-b5de-4f80-8395-c1dd6762adac",536870920]],["^15",[1065,"^Q","((68c9027c-387a-41a7-bb89-2e3995b42cef))",536870920]],["^15",[1065,"^O","^1@",536870920]],["^15",[1065,"^F",1053,536870920]],["^15",[1065,"^X",1022,536870920]],["^15",[1065,"^V",1053,536870920]],["^15",[1065,"^U",1022,536870920]],["^15",[1065,"^H",1041,536870920]],["^15",[1065,"^;","~u69008810-8b08-442f-bcab-9f1ab7f53b4a",536870920]],["^15",[1066,"^Q","Social media helps get people illegaily about the border",536870920]],["^15",[1066,"^O","^1@",536870920]],["^15",[1066,"^F",1062,536870920]],["^15",[1066,"^X",1022,536870920]],["^15",[1066,"^V",1062,536870920]],["^15",[1066,"^U",1022,536870920]],["^15",[1066,"^;","~u69008810-1895-4d8d-b90e-df94551b12c6",536870920]],["^15",[1067,"^Q","no healthcare",536870920]],["^15",[1067,"^O","^1@",536870920]],["^15",[1067,"^F",1044,536870920]],["^15",[1067,"^X",1022,536870920]],["^15",[1067,"^V",1060,536870920]],["^15",[1067,"^U",1022,536870920]],["^15",[1067,"^;","~u69008810-ac90-47a2-a910-109d33089711",536870920]],["^15",[1068,"^Q","**Notes:**\nbackground-color:: red",536870920]],["^15",[1068,"^O","^1@",536870920]],["^15",[1068,"^F",1061,536870920]],["^15",[1068,"^X",1022,536870920]],["^15",[1068,"^V",1061,536870920]],["^15",[1068,"^U",1022,536870920]],["^15",[1068,"^?",["^ ","^39","red"],536870920]],["^15",[1068,"^J",["^39"],536870920]],["^15",[1068,"^4",["^ ","^39","red"],536870920]],["^15",[1068,"^;","~u69008810-750e-4e5f-b2bc-a7b52f9ad3e1",536870920]],["^15",[1069,"^Q","Speeration of family's, affecting them for generations",536870920]],["^15",[1069,"^O","^1@",536870920]],["^15",[1069,"^F",1051,536870920]],["^15",[1069,"^X",1022,536870920]],["^15",[1069,"^V",1051,536870920]],["^15",[1069,"^U",1022,536870920]],["^15",[1069,"^;","~u69008810-8f61-448b-a727-d93ffe2c238a",536870920]],["^15",[1070,"^Q","**Summery**:\nbackground-color:: blue",536870920]],["^15",[1070,"^O","^1@",536870920]],["^15",[1070,"^F",1048,536870920]],["^15",[1070,"^X",1022,536870920]],["^15",[1070,"^V",1061,536870920]],["^15",[1070,"^U",1022,536870920]],["^15",[1070,"^?",["^ ","^39","blue"],536870920]],["^15",[1070,"^J",["^39"],536870920]],["^15",[1070,"^4",["^ ","^39","blue"],536870920]],["^15",[1070,"^;","~u69008810-c1b6-4cce-b1f9-0d01e243cae5",536870920]],["^15",[1071,"^Q","((68c90287-8ada-479f-ad6d-4969934193a6))",536870920]],["^15",[1071,"^O","^1@",536870920]],["^15",[1071,"^F",1065,536870920]],["^15",[1071,"^X",1022,536870920]],["^15",[1071,"^V",1053,536870920]],["^15",[1071,"^U",1022,536870920]],["^15",[1071,"^H",1025,536870920]],["^15",[1071,"^;","~u69008810-9fff-488c-a44c-d4415e0c6446",536870920]],["^15",[1072,"^Q",".\nlogseq.order-list-type:: number",536870920]],["^15",[1072,"^O","^1@",536870920]],["^15",[1072,"^F",1051,536870920]],["^15",[1072,"^X",1022,536870920]],["^15",[1072,"^V",1050,536870920]],["^15",[1072,"^U",1022,536870920]],["^15",[1072,"^?",["^ ","^3B","number"],536870920]],["^15",[1072,"^J",["^3B"],536870920]],["^15",[1072,"^4",["^ ","^3B","number"],536870920]],["^15",[1072,"^;","~u69008810-4ef3-4234-9f40-a32adac4ac75",536870920]],["^15",[1073,"^?",["^ ","^3=","query","^3>",["(and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[School/Eng/The Amarican Dream/Missinfomation]]) (namespace [[School/Eng/The Amarican Dream/Missinfomation]])))"]],536870920]],["^15",[1073,"^W","macro",536870920]],["^15",[1073,"^T","query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[School/Eng/The Amarican Dream/Missinfomation]]) (namespace [[School/Eng/The Amarican Dream/Missinfomation]])))",536870920]],["^15",[1074,"^?",["^ ","^3=","query","^3>",["(and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/Eng/The Amarican Dream/Missinfomation]]) (namespace [[School/Eng/The Amarican Dream/Missinfomation]])))"]],536870920]],["^15",[1074,"^W","macro",536870920]],["^15",[1074,"^T","query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/Eng/The Amarican Dream/Missinfomation]]) (namespace [[School/Eng/The Amarican Dream/Missinfomation]])))",536870920]],["^15",[1075,"^3","## Meta:\n\t- Additional Tags:\n\t- Additional References:\n\t- **Subpages:**\n\t background-color:: purple\n\t\t- {{query (namespace [[School/Eng/US Cuba Migration]])}}\n\t- **Summery:**\n\t background-color:: blue\n\t\t-\n- ---\n-\n- Topics:\n\t- Basic about cuba (Viona)\n\t\t- Challenges in the country\n\t\t- Geografic locations\n\t- Demographic of the migrants (Niklas)\n\t\t- Gender, age, political association\n\t\t- qualification\n\t- In the USA (Niklas)\n\t\t- Geographic distribution\n\t\t- ways of entering\n\t\t- Jobs in the us\n\t- Cultural/Social conflict (Niklas)\n\t\t- how do amaricans and cubans view each other\n\t\t- oppression/discrimination\n\t- Push&Pull factors (Viona)\n\t- Possible Improvement & Future (Viona)\n- #Note Entering\n\t- Cuban Adjustment Act of 1966\n\t\t- allows for cuban imigrands to apply for permanent resedency from within the US\n\t\t- previously applyed Immigration and Nationality Act would require leaving the usa, returning home and applying for VISA\n\t\t\t- impossible due to revolution, political landscape\n\t\t- Exempt form requirements:\n\t\t\t- Must enter the U.S. at a legal port of entry.\n\t\t\t- Must show a family-based or employment-based reason for residency.\n\t\t\t- Must not be a public charge.\n\t\t- Reduced waiting time for aplycations and permanent resedancy\n\t\t- But all at see interdicted refugees would be returned to cuba (since 1995) (weat feat, dry feet policy)\n\t\t- 2017 obama eliminated the core concept by also repatriating refugees on land\n\t- Other legal ways to enter the US\n\t\t- 20,000 travel documents for permanent resedancy anualy, applyable at the emabassy\n\t\t- Cuban Family Reunification Parole Program\n\t\t- Diversity Immigrant Visa; Worldwide anualy 55000 visas\n\t\t- Refugee Act of 1980 (a 50,000 cap per fiscal year)\n\t- -> Historicly imigration spycs befor expected law changes or presedency hanges\n\t\t- espacely due to the difficult political climate\n\t- Humanitarian Parole for Cubans, Haitians, Nicaraguans, and Venezuelans\n\t\t- parole: entering, with family temporarly und supervision of departmnt of homeland securety\n\t- https://en.wikipedia.org/wiki/Cuban_Adjustment_Act\n\t- *Historiclay*\n\t\t- ![image.png](../assets/image_1758702886413_0.png)\n\t\t\t- https://pmc.ncbi.nlm.nih.gov/articles/PMC11065033/\n\t\t- ![image.png](../assets/image_1758446834805_0.png)\n\t\t\t- https://www.weareceda.org/ceda-publications/cuban-migration-timeline\n\t\t-\n- #Note Geographic distribution\n\t- ![image.png](../assets/image_1758279376634_0.png)\n\t- https://www.sutori.com/en/story/the-cuban-diaspora-in-the-united-states-of-america--nfyPFELGgS8uPH7uABd7tatk\n\t- ![image.png](../assets/image_1758279430864_0.png)\n\t- https://www.newsweek.com/record-numbers-cubans-fleeing-live-us-491538\n\t- ![image.png](../assets/image_1758279477493_0.png)\n\t\t- Gut sichtbar, reaktionen auf policy changes\n\t- ![image.png](../assets/image_1758279581890_0.png)\n\t- ![image.png](../assets/image_1758279588994_0.png)\n\t- Migrationszahlen nicht in verbindung mit bevölkerungsentwicklung\n\t- https://worldpopulation.theglobalgraph.com/p/cuba-population.html\n\t-\n- #Note Identity of refugees\n\t- ![image.png](../assets/image_1758447183325_0.png)\n\t\t- Older then other imigrants\n\t- ![image.png](../assets/image_1758447201875_0.png){:height 338, :width 750}\n\t\t- More likely to be educated in secondary, but less likley to be educated in primary and tertiary education -> less then avarage\n\t- ![image.png](../assets/image_1758447324496_0.png)\n\t\t- boldoly work, less managment possitions, \"classic workers\n\t- ![image.png](../assets/image_1758447523760_0.png)\n\t\t- showing they do not earn enough for private ensurance, jet they adapt better to us burocracy for they benefit from public health ensurace\n\t- https://www.migrationpolicy.org/article/cuban-immigrants-united-states-2021\n\t- ![image.png](../assets/image_1758448091484_0.png)\n\t\t- https://www.migrationpolicy.org/programs/data-hub/charts/cuban-born-population-age-and-sex-united-states-2011\n\t\t- Old: female, mid-live: man, youth: about equal, slightly more man\n\t\t- 2023-now, increasing numbers of femal migration, equalising/exeading males\n\t\t\t- increased sexisim/machoisim due to less state employment more private buissnesses that thend to prioretise men\n\t\t\t- tourisim rises so, tips and satisfied coustomers are more likly whenn adapting to western sexisim\n\t\t- LATER policrises\n\t\t\t- include inpoverment, lack of vision/employment for the youth\n\t\t\t- Food monitoring programm noted less stability\n\t\t\t id:: 68cfccdb-8a00-4bbe-bb23-c1f25330236a\n\t\t- High internal migration\n\t\t- https://havanatimes.org/features/mass-exodus-of-cuban-women-is-shaping-the-countrys-future/\n\t-\n- #Note Cuba\n\t- 10% of population left cuba in 2 Years (2022-2023)\n\t- stricter us sanctions, covid pandamic, goverment decisions regarding private sectors\n\t- Goverment cracdown on protest withe mass arrests in 2021 worstend trust\n\t- National asambly holds onto old centeralised state enterprices, wich are doomed to fail for cuba is blocked by mayor world powers\n\t- https://www.nbcnews.com/news/latino/us-cuba-cultural-exchanges-engagement-signal-modest-shift-policy-rcna73654\n\t\t- Cultural excange in cuba increased (in 2023) support of bothe goverments\n\t\t- U.S. Embassy in Cuba recently reopened visa and consular services (cloced due to health incident since 2017)\n\t\t- engaged in migration talks\n\t\t- cuba still in State Sponsored terrorisim list, hidnering large economic sanctions (https://www.state.gov/state-sponsors-of-terrorism/)\n- #Note in the US\n\t- ![cubans-in-the-us-2023.pdf](../assets/cubans-in-the-us-2023_1758701525127_0.pdf)\n\t collapsed:: true\n\t\t- https://cri.fiu.edu/cuban-american/profile-of-cubans-in-the-united-states/cubans-in-the-us-2023.pdf\n\t\t- ((68d3a836-5a62-45e8-a24c-addc284ef2ae))\n\t\t- ((68d3a8cc-e0a8-4e3a-91d0-67bedfaf7d39))\n\t\t- ((68d3a966-5c22-40bf-8b2c-9d226ad8e9ff))\n\t\t- ((68d3a9c1-1f67-4627-ad1d-50051e10499b))\n\t\t- ((68d3a9d1-8aed-46be-8267-c3201a2e0f50))\n\t\t- ((68d3aa25-f9eb-427e-b67b-66c1eeb2dbc2))\n\t- ![mallet_-_cuban_american_sage.pdf](../assets/mallet_-_cuban_american_sage_1758702405929_0.pdf)\n\t\t- ((68d3ab5a-dfe0-462b-8c33-84c351d9f73d))\n\t\t\t- elits and Batista fleeing Cuba -> refugees, more priviledges then other latins\n\t\t\t- financial support, legelised frame for staing: Cuban Adjustment Act\n\t\t\t- college tuition, job training recived\n\t\t- ((68d3ac0c-a805-4d62-a926-dfbf45f8b8e7))\n\t\t\t- agreement (premeturly broken by cuba) to tow daily flights for Cubans to Miami\n\t\t\t- ((68d3b2fa-09a5-4665-9bef-c81212ccc57c))\n\t\t- ((68d3ac9b-c689-4aa9-9f62-79c52835267d))\n\t\t\t- beginn of economic migration\n\t\t\t- cuban goverment release convicts and psytriatric pations for emigration\n\t\t\t\t- ((68d3adbf-3ae2-4259-9bae-4ffbebc38b91))\n\t\t\t\t- media overexegerated percentage of criminals\n\t\t\t\t- only partly sccessfull, cuban comunitys pushed back\n\t\t\t- ((68d3b334-9859-4ab2-85fb-d8e17343a4c4))\n\t\t- ((68d3add4-9832-4ab3-bb08-7c985a99f963))\n\t\t\t- Cuban Migration Agreement endet open-dore policy\n\t\t\t- because of the shift to economic migration\n\t\t- ---\n\t\t- most geographicly centered imigrated group\n\t\t- older then other Hispanics, more deducated, higher wadges -> closer to Amarican\n\t\t- stay close the their native culture, language (especialy around miami)\n\t\t- Waves, reasons for imigration and demographic as well as us reactions ended unity of Cuban imigrant communitys in US\n\t\t\t- Racist and class based discriminatory actions against migrants in cuba\n\t\t- ((68d3b3f5-8e50-48a4-a392-b8f8ef448be9))\n\t- https://www.bu.edu/articles/2022/cuban-immigrant-story-in-us-is-different-from-others/\n\t\t- One of the prospourous, politicaly powerful imigrant group\n\t\t- come by any means (also illegaly), later let their status be adjusted\n\t\t- cold war strategy against cuba:\n\t\t\t- embagos, reciving imigrants, castro assasination attempts, Bay of Pigs invasion\n\t\t\t- cancerned about comunisim near us border\n\t\t\t- likly yust many of castros opposition was removed from cuba\n\t\t- Opposition became base for Republican Party -> share catolic, conservative values\n\t- Cultural (events) https://www.countryadventures.net/13-cuban-american-traditions-that-transformed-miamis-culture/\n\t\t- Carnival Miami\n\t\t- Food: Café curbano, cuban sandwitch\n\t\t- Places: Litel Havana, Miamy\n\t\t- especialy over the east cost, cuban influenc: Jose Marti Statue in New York City\n\t- 10/16 Senat, 5/6 Congress -> 0,7291666666666667 https://cri.fiu.edu/us-cuba-relations/cuban-americans-in-congress/\n\t-\n\t-\n- #Note Bilderquellen\n\t- https://www.latinamericanstudies.org/cuba-immigration.htm\n\t- https://cubatotheunitedstates.weebly.com/blog\n\t- https://en.wikipedia.org/wiki/Wet_feet,_dry_feet_policy#/media/File:Cuban_%22Chug%22_stern_on_display_at_Fort_Jefferson.jpg\n\t- 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US",536870920]],["^15",[1139,"^O","^1@",536870920]],["^15",[1139,"^F",1161,536870920]],["^15",[1139,"^X",716,536870920]],["^15",[1139,"^V",1083,536870920]],["^15",[1139,"^U",398,536870920]],["^15",[1139,"^U",716,536870920]],["^15",[1139,"^;","~u69008810-89f0-4a3b-a4c1-ef9996a2a12b",536870920]],["^15",[1140,"^Q","parole: entering, with family temporarly und supervision of departmnt of homeland securety",536870920]],["^15",[1140,"^O","^1@",536870920]],["^15",[1140,"^F",1199,536870920]],["^15",[1140,"^X",716,536870920]],["^15",[1140,"^V",1199,536870920]],["^15",[1140,"^U",398,536870920]],["^15",[1140,"^U",716,536870920]],["^15",[1140,"^;","~u69008810-026b-4208-8a6b-c58e9287e7da",536870920]],["^15",[1141,"^Q","Exempt form 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bevölkerungsentwicklung",536870920]],["^15",[1146,"^O","^1@",536870920]],["^15",[1146,"^F",1197,536870920]],["^15",[1146,"^X",716,536870920]],["^15",[1146,"^V",1111,536870920]],["^15",[1146,"^U",398,536870920]],["^15",[1146,"^U",716,536870920]],["^15",[1146,"^;","~u69008810-108b-4bdf-8212-ebf0e60fbf4e",536870920]],["^15",[1147,"^Q","immigration patterns and socioeconomic characteristics differ from that of most Latino groups\nls-type:: annotation\nhl-page:: 3\nhl-color:: blue\nid:: 68d3b3f5-8e50-48a4-a392-b8f8ef448be9",536870922]],["^15",[1147,"^O","^1@",536870922]],["^15",[1147,"^F",1142,536870922]],["^15",[1147,"^X",5223,536870922]],["^15",[1147,"^V",5223,536870922]],["^15",[1147,"^U",5223,536870922]],["^15",[1147,"^?",["^ ","^18","annotation","^3@",3,"^3A","blue","^1;","68d3b3f5-8e50-48a4-a392-b8f8ef448be9"],536870922]],["^15",[1147,"^J",["^18","^3@","^3A","^1;"],536870922]],["^15",[1147,"^4",["^ 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https://cri.fiu.edu/us-cuba-relations/cuban-americans-in-congress/",536870920]],["^15",[1156,"^O","^1@",536870920]],["^15",[1156,"^F",1160,536870920]],["^15",[1156,"^X",716,536870920]],["^15",[1156,"^V",1092,536870920]],["^15",[1156,"^U",398,536870920]],["^15",[1156,"^U",716,536870920]],["^15",[1156,"^;","~u69008810-b566-4006-a5ff-7bd2ede6893f",536870920]],["^15",[1157,"^Q","Carnival Miami",536870920]],["^15",[1157,"^O","^1@",536870920]],["^15",[1157,"^F",1160,536870920]],["^15",[1157,"^X",716,536870920]],["^15",[1157,"^V",1160,536870920]],["^15",[1157,"^U",398,536870920]],["^15",[1157,"^U",716,536870920]],["^15",[1157,"^;","~u69008810-c2b0-4c60-aec0-3a0507d4cf60",536870920]],["^15",[1158,"^Q","Goverment cracdown on protest withe mass arrests in 2021 worstend 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miami)",536870920]],["^15",[1161,"^O","^1@",536870920]],["^15",[1161,"^F",1229,536870920]],["^15",[1161,"^X",716,536870920]],["^15",[1161,"^V",1083,536870920]],["^15",[1161,"^U",398,536870920]],["^15",[1161,"^U",716,536870920]],["^15",[1161,"^;","~u69008810-c4db-4f6b-b95b-25b96c666e67",536870920]],["^15",[1162,"^Q","![image.png](../assets/image_1758279581890_0.png)",536870920]],["^15",[1162,"^O","^1@",536870920]],["^15",[1162,"^F",1183,536870920]],["^15",[1162,"^X",716,536870920]],["^15",[1162,"^V",1111,536870920]],["^15",[1162,"^U",398,536870920]],["^15",[1162,"^U",716,536870920]],["^15",[1162,"^;","~u69008810-6450-4faf-b592-31476ec1e45a",536870920]],["^15",[1163,"^Q","next wave began in December 1965 and ended in April 1973\nls-type:: annotation\nhl-page:: 1\nhl-color:: yellow\nid:: 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refugees, more priviledges then other latins",536870920]],["^15",[1165,"^O","^1@",536870920]],["^15",[1165,"^F",1153,536870920]],["^15",[1165,"^X",716,536870920]],["^15",[1165,"^V",1153,536870920]],["^15",[1165,"^U",398,536870920]],["^15",[1165,"^U",716,536870920]],["^15",[1165,"^;","~u69008810-8215-4844-b8b2-e687e86fa567",536870920]],["^15",[1166,"^Q","Demographic of the migrants 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(Document Type Definition)\n\t\t- https://www.w3schools.com/xml/xml_dtd_intro.asp\n\t\t- Each side must agree on a DTD to intercange data;\n\t\t- **Entities**\n\t\t zur Kodierung von speical Chars that are used by XML as syntax relevant characters\n\t\t |Entity References|Character|\n\t\t |--|--|\n\t\t |<|<|\n\t\t |>|>|\n\t\t |&|&|\n\t\t |"|\"|\n\t\t |'| \t'|\n\t\t- ### Header\n\t\t\t- Can be difinde **inside the XML File** with ``\n\t\t\t ```xml\n\t\t\t // root must contain\n\t\t\t // type of the element is #PCDATA\n\t\t\t \n\t\t\t \n\t\t\t \n\t\t\t ]>\n\t\t\t \n\t\t\t Tove\n\t\t\t Jani\n\t\t\t Reminder\n\t\t\t Don't forget me this weekend\n\t\t\t \n\t\t\t ```\n\t\t\t- Can be defined externaly: ``\n\t\t\t **FILE.dtd**:\n\t\t\t ```xml\n\t\t\t \n\t\t\t \n\t\t\t \n\t\t\t \n\t\t\t \n\t\t\t ```\n\t\t\t- ### Element deffinitions:\n\t\t\t ```xml\n\t\t\t \n\t\t\t // Exactly the given children\n\t\t\t // 1 or more \n\t\t\t // 0 or n\n\t\t\t // 0 or 1\n\t\t\t // Element-contant A or B\n\t\t\t ```\n\t\t\t\t- #### Element-content (datatypes):\n\t\t\t\t\t- **PCDATA** Data in `PCDATA` data Eneteys will be passed and marked-up\n\t\t\t\t\t- **CDATA** Data in `CDATA` data Eneteys will not be passed, treated as as-is\n\t\t\t\t\t- **EMPTY** ``\n\t\t\t\t\t- **ANY**\n\t\t\t- ### Attribute deffinition\n\t\t\t ```XML\n\t\t\t \n\t\t\t ```\n\t\t\t\t- **attribute-type**\n\t\t\t\t | Type | Description |\n\t\t\t\t | ------------ | --------------------------------------------- |\n\t\t\t\t | CDATA | The value is character data |\n\t\t\t\t | (a \\| b) | The value must be one from an enumerated list |\n\t\t\t\t | ID | The value is a unique id |\n\t\t\t\t | IDREF | The value is the id of another element |\n\t\t\t\t | IDREFS | The value is a list of other ids |\n\t\t\t\t | NMTOKEN | The value is a valid XML name |\n\t\t\t\t | NMTOKENS | The value is a list of valid XML names |\n\t\t\t\t | ENTITY | The value is an entity |\n\t\t\t\t | ENTITIES | The value is a list of entities |\n\t\t\t\t | NOTATION | The value is a name of a notation |\n\t\t\t\t | xml: | The value is a predefined XML value |\n\t\t\t\t- **Attribute Values**\n\t\t\t\t | Value | Explanation |\n\t\t\t\t | -------------- | ---------------------------------- |\n\t\t\t\t | `value` | The default value of the attribute |\n\t\t\t\t | `#REQUIRED` | The attribute is required |\n\t\t\t\t | `#IMPLIED` | The attribute is optional |\n\t\t\t\t | `#FIXED value` | The attribute value is fixed |\n\t\t-\n\t- ```xml\n\t \n\t \n\t \n\t \t\n\t \n\t \n\t \t\n\t \n\t \n\t \n\t \n\t \t\n\t \n\t \n\t \t\n\t \n\t \n\t \t\n\t \n\t \n\t \t\n\t \n\t \n\t \t\n\t \n\t \n\t \t\n\t \n\t \n\t \n\t \n\t \t\n\t \n\t \n\t \t\n\t \n\t \n\t \t\n\t \n\t \n\t \t\n\t \n\t \n\t \n\t ```\n\t- ![AB_CHESS.pdf](../assets/PDF_1763457032905_0.pdf)\n\t\t- .\n\t\t logseq.order-list-type:: number\n\t\t\t- Well formed bezieht sich auf die Syntaktische Richtigkeit der Datei, dahingegen beschreibt die Validität, ob Kontext bezogen auf den Einsatzbereich die die 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block\n\t\t query-table:: true\n\t\t query-sort-desc:: true\n\t- **Slides:**\n\t background-color:: green\n\t\t- {{query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/InfT/Digitale Souveränität/Bitkom]]) (namespace [[School/InfT/Digitale Souveränität/Bitkom]])))}}\n\t\t query-table:: true\n\t- **Summery**:\n\t background-color:: blue\n\t\t-\n- ---\n- #Slide ![Bitkom - Anforderungen an Technologie und Handlungsfelder.pdf](../assets/Bitkom_-_Anforderungen_an_Technologie_und_Handlungsfelder_1755600657287_0.pdf)\n\t- ((68a4574d-6294-4360-ad41-10042d64b61a))\n\t\t- Bitkom ist als eingetragener Verein, 1999 gegründet und bezeichnet sich seit dem selbst als \"Germany’s digital association\". Als representation von mittlerweile über 2200 IT-Firmen kommentiert der Verein aktuelle Politische Diskussionen auf EU-Ebene wie auch in Deutschland, veröffentlicht Umfangreichere Ausarbeitung zu betreffenden Themen und lädt zu Versammlungen ein. Dabei übt Bitkom Einflussnahme auch über Lobbyismus auf die Politik aus.\n\t\t- Dementsprechend ist eines der Hauptziele des Vereins die Position Europäischer Digitalkonzerne zu verbessern. Damit Hand in Hand geht ihre Forderung nach der Digitaler Souveränität Europas. Mit einer absehbar Zunahme in der Auftragslage als folge, sowie ggf. neue Investitionen und Förderungen die den Betrieben zu gute kommen würde die Europäische Branche gestärkt werden. Als Hauptbestandteil dieser Forderung stellt Bitkom die Ausarbeitung einer Europäischen Digitalstrategie, welche die Souveränität des Wirtschaftsbündnisses von anderen nicht EU-Staaten als zentralen teil beinhaltet. Dabei sollen jedoch auch globale Technologien nicht strikt ausgeschlossen werde.\n\t\t- In Vergangenheit beschäftigte sich Bitkom mit nahezu jedem Thema welches die Digitalindustrie betraf. Darunter der AI Act der EU, bei dem mahnend vor einem Verlust der Wettbewerbsfähigkeit Europas durch Überregulation vorgegangen wurde. Über die DSGVO hat Bitkom zwar positive den Schutz der Privatsphäre der Endnutzer kommentiert, bemängelte jedoch immer wider das die Regulation gerade durch den Personenbezogenen Datenschutz zum Scheitern von internen Projekten in Betrieben geführt habe und so Inflationshemmend sei. (Es gilt also, wie hieran gut zu erkennen, Bitkoms Ziele sind vornehmlich dem Wirtschaftlichen Interessen von Konzernen, nicht den der Bürgein*innen zugeschrieben)\n\t\t id:: 68ac5400-a78d-4b58-a27f-b93b23e4540d\n\t\t- Lobbyistisch aktive, im Bundestag, war der Verein jedoch auch im Bereich Arbeitnehmerschutz und Mitarbeitenden Überwachung. So setzt Bitkom sich aktive dafür ein das Unternehmen ihre Mitarbeiter bereits ohne deren Zustimmung technisch Überwachen dürfen um ihre Leistung zu messen. Auch fordern sie die von der Union angestrebte und heiß diskutiere, Aufweichung der Tagesarbeitszeiten Regulierung hin zu einem wöchentlichen Stundensatz. In diesem Zuge sollen auch die für Unternehmen verpflichtende Arbeitszeiterfassung eingeschränkt werden. Dies würde einen massiven Einschnitt in die Rechte aller Arbeiter*in darstellen und die Unternehmen befähigen ihr Machtmonopol gegenüber den Mitarbeitern weiter Auszubauen, unter andrem durch das nicht auszahlen geleisteter Arbeit (sollten Aufzeichnungen fehlen).\n\t- ((68a4575a-bf37-4a28-b98c-3b9aba625614))\n\t\t- Der Begriff digitale Souveränität hat keine klare, eindeutige Definition. Er kennzeichnet sich als politische Zielsetzung, welche in verschiedenen Bereichen umzusetzen ist, darunter u.a. Industrie-, und Sicherheitspolitik. Dabei muss stets auch Personenrechte und Datenschutz acht gegeben werden.\n\t\t- Für die Bitkom e.v. ist Digitale Souveränität erreicht, ist die Selbstbestimmtheit gegeben:\n\t\t\t- Die Kompetenz globale Technologien und Systeme in ihrem Einsatzgebiet, kontextbezogen, zu Bewerten, um ihren Einsatzfähigkeit in der jeweiligen Situation zu evaluieren.\n\t\t\t logseq.order-list-type:: number\n\t\t\t- So soll sichergestellt werden, das globale Technologien auch weiterhin, wenn möglich, genutzt werden können um die europäischen Ressourcen zu schonen und wirtschaftlich kompetitive zu bleiben. (Auch da ein kompletter Ausschluss aller globaler Technologien, durch Globallismus und das Internet, schlicht unmöglich wurde).\n\t\t\t logseq.order-list-type:: number\n\t\t\t- Jedoch muss die Kompetenz existieren, auch komplexe Technologien, (die mglw. International bereits existieren) in Europa neu zu entwickeln. Dies schafft Unabhängigkeit aus globalen Verträgen aussteigen zu können, sollten Konditionen untragbar werden und minimiert das Risiko im Falle von internationalen Feindseligkeiten erpressbar zu werden. Besonders kritische Infrastruktur ist hiervon betroffen.\n\t\t\t logseq.order-list-type:: number\n\t\t- Generell erhofft sich Bitkom auch eine Steigerung der Sicherheit, vor Cyber-Angriffen. Anzumerken ist jedoch das der begriff Free/OpenSource-Software nie explizit erwähnt wird, wobei doch eben diese, durch die Vielzahl an Kollaboratoren und Einsehbarkeit‎ in den Quellcode extra Sicherheit gegenüber Prosperitäten Lösungen bietet. Offen bleibt, wie diese erhöre Sicherheit andernfalls umgesetzt werden soll.\n\t\t- Mit der Zielsetzung einher, geht die Datensouveränität. In verschiedenen Perspektiven wird so getrennt, wer welchen Zugriff Unternehmen, Sicherheitsbehörde oder Staat, auf personenbezogene oder Unternehmensdaten hat und wo diese gespeichert werden dürfen.\n\t- ((68a4576d-7519-4cdb-ae2d-e5721047369a))\n\t\t- Aus der Zielsetzung der digitalen Selbstbestimmung ergibt sich das Ziel des Autarken handeln in kritischen Bereichen dazu Zählen u.a. jenen, auf denen andere Bereiche aufbauen: Energie und Wasserversorgung, oder jene, die Lebensnotwendig sind: Lebensmittelversorgung, Krankenversorgung. Denn die Folgen des Ausfalls eines solchen Systems wären dort zu hoch, als das man die Kontrolle an ein nicht einsehbares fremd entwickeltes System abgeben könne. Insgesamt müsse jeder Bereich einzeln abgewägt werden, ob das Risiko zu hoch ist, bereits existierende nicht europäische Lösungen zu verwenden, oder ob globale Lösungen die günstigere alternative bieten können.\n\t\t- So soll der internationale Wettbewerb auf Augenhöhe mit anderen anderen Ländern sichergestellt werden und gleichzeitig die europäische Wirtschaft abgesichert und ausgebaut werden.\n\t\t- Nach dem Verein muss für die Forschung und Implementation der digitalen Souveränität große europäische Investitionen vorgenommen werden. Dabei soll Forschung und Wirtschaft nah zusammen arbeiten um (auch komplett neue) Technologien schnelle und effiziente realisieren zu können.\n- ## #Note Stellungnahme Digitale Souveränität\n\t- ![Digitale Souveränität - 200116_stellungnahme_digitale-souveranitat.pdf](../assets/Digitale_Souveränität_-_200116_stellungnahme_digitale-souveranitat_1755600696245_0.pdf){:width 800,:height 1200}\n\t\t- -> Bis seite 11\n\t- ### ((68a70b71-aed6-4143-9d79-5a1bd8b89057))\n\t collapsed:: true\n\t\t- Digitalstrategie mit Digitaler suverenität als elemtaren Bestanteil in Europa entwickeln\n\t\t- Politische, wirtschaftliche Selbstbestimmung erhalten\n\t\t\t- Zusammenarbeit auch über EU-Ebene weiterhin möglich bleiben\n\t\t- Entwicklung neuer software/forschung ist elementar um suverenität zu gewinnen\n\t- ### Stand der ((68a70b62-bee8-4bdb-b93e-24acb7a4571d)); Digitale Souveränität\n\t collapsed:: true\n\t\t- kein fester Begriff, viel mehr eine Politische frage -> Kontextbezogene Zielbestimmung\n\t\t- Geprägt von industrie-, sicherheitspolitik, verbrauchepolitischen und individualrechtlichen Aspekten (z.B. Datenschutz)\n\t\t- Kompetentz vertrauenswürdigkeit globaler Technologien und Systeme zu bewerten\n\t\t\t- auch frmdes verbessern (um eigene ressourcen zu schonen), im zweifel jedoch auf eigenes Umschwänken können\n\t\t- #Datensouveränität\n\t\t\t- nutzerzentrierte Defnition beschäftigt sich mit Fragen der Nutzung und Datenhoheit von personenbezogenen Daten\n\t\t\t- Geschäftsperspektive beschäftigt sich mit Fragen der Nutzung und Datenhoheit von personenbezogenen und nichtpersonenbezogenen Daten von Unternehmen\n\t\t\t- politische Perspektive die sich mit Fragen von Zugrien und Zugrisrechten von Staaten und Sicherheitsbehörden\n\t\t\t- DSGVO ist ausprägung dieser Rechte auf europäischer Ebene\n\t\t- Selbstbestimmtheid\n\t\t\t- ausdruck Digitaler Suveränität\n\t\t\t- bedeutender je kritischer der Einsatzbereich\n\t\t\t- ((68a70762-0332-43ea-bbe6-650979cdb3fd))\n\t\t\t- ((68a707bb-e9c0-42ef-95de-068f092bdd1a))\n\t\t\t\t- Wir behalten uns vor auf fremdtechnologie zurückzugreifen, können jedoch auch immer eigene verwenden\n\t\t\t-\n\t- ### ((68a70b3b-1ab6-457f-85fd-98f6feef16b3))\n\t\t- Autakes Handeln in Kritischen bereichen - in Bereichen die geringerer Handlungskompetenz bedürfen weiterhin fremdlösungen nutzen\n\t\t\t- -> Vollständige Autark nicht erwünscht\n\t\t\t\t- Wettbewerbsvorteile würden entfallen\n\t\t\t\t- Einfach Unrealistisch\n\t\t- Umfassende Aspekte:\n\t\t\t- Teilnahme am Internationalen Wettbewerb auf Augenhöhe\n\t\t\t- ((68a709a2-8bed-4803-bba0-d1ba24d0e7f9)) / Vertrauenswürdigkeit von Technologien prüfen\n\t\t\t- ((68a70a0b-f19b-4389-99bb-9ac96af4be29))\n\t\t\t- Neuentwicklung kompletter Technologien, ggf. Nach Risikoabschätzung, gerade in Hochsicherheitsbereichen, Sinnvoll sein\n\t\t- -> Anwendung und und Ausbau dieser Punkte sollte politisch Angestrebt werden\n-\n- ## Quellen #Note\n\t- https://www.bitkom.org/EN/List-and-detailpages/Press/5-years-GDPR-receives-grade-sufficient\n\t- PDF \"Digitale Souveränität\" - Bitkom 2019\n\t- https://www.lobbyregister.bundestag.de/suche/R000672\n\t- https://lobbypedia.de/wiki/BITKOM\n-\n- ### Kreuzworträtsel #Slide\n- Anderes Wort für Datenhoheit - Datensouveränität\n logseq.order-list-type:: number\n- Wenn repräsentiert Bitkom? - Unternehmen\n logseq.order-list-type:: number\n- Eine Gefahr durch die Verwendung globaler proprietärer Software - Manipulation\n logseq.order-list-type:: number\n- Ein Ziel von Bitkom - Wettbewerbsfähigkeit\n logseq.order-list-type:: number\n- Software deren Quellcode einsehbar und veränderbar ist - OpenSource\n logseq.order-list-type:: number\n- Bitkom befürwortet Mitarbeiter - Überwachung\n logseq.order-list-type:: number\n- Wichtiger Bestandsteil der Digitalen Souveränität - Selbstbestimmung\n logseq.order-list-type:: number\n- Bitkom warnt vor - Überregulation\n logseq.order-list-type:: number\n- Was Europa für Digitale Souveränität braucht - Kompetenzen\n logseq.order-list-type:: number\n- Erster schritt in die Souveränität - Risikoanalyse\n logseq.order-list-type:: number\n- -> Ausbeutung\n- ![kreuzwortraezel.png](../assets/kreuzwortraezel_1756131463671_0.png){:height 293, :width 569}",536870920]],["^15",[1286,"^17",1761642512535,536870920]],["^15",[1286,"^Z","pages/School___InfT___Digitale Souveränität___Bitkom.md",536870920]],["^15",[1287,"^K",1761642512534,536870920]],["^15",[1287,"^@",false,536870920]],["^15",[1287,"^Y","datensouveränität",536870920]],["^15",[1287,"^11","Datensouveränität",536870920]],["^15",[1287,"^B",1761642512534,536870920]],["^15",[1287,"^;","~u69008810-9a66-4e8a-a02d-279210dfdf89",536870920]],["^15",[1288,"^K",1761642512532,536870920]],["^15",[1288,"^[",1286,536870920]],["^15",[1288,"^@",false,536870920]],["^15",[1288,"^Y","school/inft/digitale souveränität/bitkom",536870920]],["^15",[1288,"^A",1269,536870920]],["^15",[1288,"^11","School/InfT/Digitale Souveränität/Bitkom",536870920]],["^15",[1288,"^?",["^ ","^1D",2],536870920]],["^15",[1288,"^4",["^ ","^1D","2"],536870920]],["^15",[1288,"^B",1761642512532,536870920]],["^15",[1288,"^;","~u69008810-8ead-40df-8fea-d9edb67570e5",536870920]],["^15",[1289,"^Q","-> Bis seite 11",536870920]],["^15",[1289,"^O","^1@",536870920]],["^15",[1289,"^F",1346,536870920]],["^15",[1289,"^X",1288,536870920]],["^15",[1289,"^V",1346,536870920]],["^15",[1289,"^U",398,536870920]],["^15",[1289,"^U",1288,536870920]],["^15",[1289,"^;","~u69008810-6dfe-47ca-b5f3-703c19e21661",536870920]],["^15",[1290,"^Q","((68a4576d-7519-4cdb-ae2d-e5721047369a))",536870920]],["^15",[1290,"^O","^1@",536870920]],["^15",[1290,"^F",1337,536870920]],["^15",[1290,"^X",1288,536870920]],["^15",[1290,"^V",1359,536870920]],["^15",[1290,"^U",548,536870920]],["^15",[1290,"^U",1288,536870920]],["^15",[1290,"^H",1310,536870920]],["^15",[1290,"^;","~u69008810-9008-4e3f-b086-4acad8099902",536870920]],["^15",[1291,"^Q","## #Note Stellungnahme Digitale Souveränität",536870920]],["^15",[1291,"^O","^1@",536870920]],["^15",[1291,"^F",1359,536870920]],["^15",[1291,"^X",1288,536870920]],["^15",[1291,"^V",1288,536870920]],["^15",[1291,"^U",398,536870920]],["^15",[1291,"^U",1288,536870920]],["^15",[1291,"^?",["^ ","^37",2],536870920]],["^15",[1291,"^J",[],536870920]],["^15",[1291,"^H",398,536870920]],["^15",[1291,"^;","~u69008810-602a-4931-bf51-7f4277f15cec",536870920]],["^15",[1292,"^Q","Generell erhofft sich Bitkom auch eine Steigerung der Sicherheit, vor Cyber-Angriffen. Anzumerken ist jedoch das der begriff Free/OpenSource-Software nie explizit erwähnt wird, wobei doch eben diese, durch die Vielzahl an Kollaboratoren und Einsehbarkeit‎ in den Quellcode extra Sicherheit gegenüber Prosperitäten Lösungen bietet. Offen bleibt, wie diese erhöre Sicherheit andernfalls umgesetzt werden soll.",536870920]],["^15",[1292,"^O","^1@",536870920]],["^15",[1292,"^F",1354,536870920]],["^15",[1292,"^X",1288,536870920]],["^15",[1292,"^V",1337,536870920]],["^15",[1292,"^U",548,536870920]],["^15",[1292,"^U",1288,536870920]],["^15",[1292,"^;","~u69008810-4614-4f5d-aa72-85f45344e6f4",536870920]],["^15",[1293,"^Q","nutzerzentrierte Defnition beschäftigt sich mit Fragen der Nutzung und Datenhoheit von personenbezogenen Daten",536870920]],["^15",[1293,"^O","^1@",536870920]],["^15",[1293,"^F",1302,536870920]],["^15",[1293,"^X",1288,536870920]],["^15",[1293,"^V",1302,536870920]],["^15",[1293,"^U",398,536870920]],["^15",[1293,"^U",1287,536870920]],["^15",[1293,"^U",1288,536870920]],["^15",[1293,"^;","~u69008810-514d-456b-99cc-d9841d38ae1d",536870920]],["^15",[1294,"^Q","So soll sichergestellt werden, das globale Technologien auch weiterhin, wenn möglich, genutzt werden können um die europäischen Ressourcen zu schonen und wirtschaftlich kompetitive zu bleiben. (Auch da ein kompletter Ausschluss aller globaler Technologien, durch Globallismus und das Internet, schlicht unmöglich wurde).\nlogseq.order-list-type:: number",536870920]],["^15",[1294,"^O","^1@",536870920]],["^15",[1294,"^F",1323,536870920]],["^15",[1294,"^X",1288,536870920]],["^15",[1294,"^V",1354,536870920]],["^15",[1294,"^U",548,536870920]],["^15",[1294,"^U",1288,536870920]],["^15",[1294,"^?",["^ ","^3B","number"],536870920]],["^15",[1294,"^J",["^3B"],536870920]],["^15",[1294,"^4",["^ ","^3B","number"],536870920]],["^15",[1294,"^;","~u69008810-f8f6-4cd3-9a2c-0f0cdc5247cb",536870920]],["^15",[1295,"^Q","((68a70a0b-f19b-4389-99bb-9ac96af4be29))",536870920]],["^15",[1295,"^O","^1@",536870920]],["^15",[1295,"^F",1367,536870920]],["^15",[1295,"^X",1288,536870920]],["^15",[1295,"^V",1351,536870920]],["^15",[1295,"^U",398,536870920]],["^15",[1295,"^U",1288,536870920]],["^15",[1295,"^H",1380,536870920]],["^15",[1295,"^;","~u69008810-9171-4756-b5a0-da6830fec1ba",536870920]],["^15",[1296,"^Q","### Kreuzworträtsel #Slide",536870920]],["^15",[1296,"^O","^1@",536870920]],["^15",[1296,"^F",1303,536870920]],["^15",[1296,"^X",1288,536870920]],["^15",[1296,"^V",1288,536870920]],["^15",[1296,"^U",548,536870920]],["^15",[1296,"^U",1288,536870920]],["^15",[1296,"^?",["^ ","^37",3],536870920]],["^15",[1296,"^J",[],536870920]],["^15",[1296,"^H",548,536870920]],["^15",[1296,"^;","~u69008810-7a5c-43fa-bfcb-2200dc677550",536870920]],["^15",[1297,"^Q","Konsequenz\nls-type:: annotation\nhl-page:: 11\nhl-color:: blue\nid:: 68a70b3b-1ab6-457f-85fd-98f6feef16b3",536870921]],["^15",[1297,"^O","^1@",536870921]],["^15",[1297,"^F",4945,536870921]],["^15",[1297,"^X",4915,536870921]],["^15",[1297,"^V",4915,536870921]],["^15",[1297,"^U",4915,536870921]],["^15",[1297,"^?",["^ ","^18","annotation","^3@",11,"^3A","blue","^1;","68a70b3b-1ab6-457f-85fd-98f6feef16b3"],536870921]],["^15",[1297,"^J",["^18","^3@","^3A","^1;"],536870921]],["^15",[1297,"^4",["^ ","^18","annotation","^3@","11","^3A","blue","^1;","68a70b3b-1ab6-457f-85fd-98f6feef16b3"],536870921]],["^15",[1297,"^;","~u68a70b3b-1ab6-457f-85fd-98f6feef16b3",536870920]],["^15",[1298,"^Q","**Slides:**\nbackground-color:: green",536870920]],["^15",[1298,"^O","^1@",536870920]],["^15",[1298,"^F",1339,536870920]],["^15",[1298,"^X",1288,536870920]],["^15",[1298,"^V",1319,536870920]],["^15",[1298,"^U",1288,536870920]],["^15",[1298,"^?",["^ ","^39","green"],536870920]],["^15",[1298,"^J",["^39"],536870920]],["^15",[1298,"^4",["^ ","^39","green"],536870920]],["^15",[1298,"^;","~u69008810-f2c6-4067-a096-3f4877d279a9",536870920]],["^15",[1299,"^Q","",536870920]],["^15",[1299,"^O","^1@",536870920]],["^15",[1299,"^F",1291,536870920]],["^15",[1299,"^X",1288,536870920]],["^15",[1299,"^V",1288,536870920]],["^15",[1299,"^U",1288,536870920]],["^15",[1299,"^;","~u69008810-18d2-4dce-9e09-20a0bb604af5",536870920]],["^15",[1300,"^Q","-> Anwendung und und Ausbau dieser Punkte sollte politisch Angestrebt werden",536870920]],["^15",[1300,"^O","^1@",536870920]],["^15",[1300,"^F",1351,536870920]],["^15",[1300,"^X",1288,536870920]],["^15",[1300,"^V",1381,536870920]],["^15",[1300,"^U",398,536870920]],["^15",[1300,"^U",1288,536870920]],["^15",[1300,"^;","~u69008810-b69d-48b9-99f8-a3aa48177b7e",536870920]],["^15",[1301,"^Q","Autakes Handeln in Kritischen bereichen - in Bereichen die geringerer Handlungskompetenz bedürfen weiterhin fremdlösungen nutzen",536870920]],["^15",[1301,"^O","^1@",536870920]],["^15",[1301,"^F",1381,536870920]],["^15",[1301,"^X",1288,536870920]],["^15",[1301,"^V",1381,536870920]],["^15",[1301,"^U",398,536870920]],["^15",[1301,"^U",1288,536870920]],["^15",[1301,"^;","~u69008810-d19c-410f-b995-c41c42dce0c6",536870920]],["^15",[1302,"^Q","#Datensouveränität",536870920]],["^15",[1302,"^O","^1@",536870920]],["^15",[1302,"^F",1370,536870920]],["^15",[1302,"^X",1288,536870920]],["^15",[1302,"^V",1368,536870920]],["^15",[1302,"^U",398,536870920]],["^15",[1302,"^U",1287,536870920]],["^15",[1302,"^U",1288,536870920]],["^15",[1302,"^H",1287,536870920]],["^15",[1302,"^;","~u69008810-6be0-4679-8a61-5a1d0a9b6a6f",536870920]],["^15",[1303,"^Q","",536870920]],["^15",[1303,"^O","^1@",536870920]],["^15",[1303,"^F",1317,536870920]],["^15",[1303,"^X",1288,536870920]],["^15",[1303,"^V",1288,536870920]],["^15",[1303,"^U",1288,536870920]],["^15",[1303,"^;","~u69008810-703b-42d5-bd45-bef58a8d864d",536870920]],["^15",[1304,"^Q","auch frmdes verbessern (um eigene ressourcen zu schonen), im zweifel jedoch auf eigenes Umschwänken können",536870920]],["^15",[1304,"^O","^1@",536870920]],["^15",[1304,"^F",1370,536870920]],["^15",[1304,"^X",1288,536870920]],["^15",[1304,"^V",1370,536870920]],["^15",[1304,"^U",398,536870920]],["^15",[1304,"^U",1288,536870920]],["^15",[1304,"^;","~u69008810-a444-43d6-80dc-e232bfcf9998",536870920]],["^15",[1305,"^Q","PDF \"Digitale Souveränität\" - Bitkom 2019",536870920]],["^15",[1305,"^O","^1@",536870920]],["^15",[1305,"^F",1344,536870920]],["^15",[1305,"^X",1288,536870920]],["^15",[1305,"^V",1317,536870920]],["^15",[1305,"^U",398,536870920]],["^15",[1305,"^U",1288,536870920]],["^15",[1305,"^;","~u69008810-f481-400f-88ce-1e05882ed398",536870920]],["^15",[1306,"^Q","",536870920]],["^15",[1306,"^O","^1@",536870920]],["^15",[1306,"^F",1365,536870920]],["^15",[1306,"^X",1288,536870920]],["^15",[1306,"^V",1341,536870920]],["^15",[1306,"^U",398,536870920]],["^15",[1306,"^U",1288,536870920]],["^15",[1306,"^;","~u69008810-1bc6-4138-bba9-26b86009baa5",536870920]],["^15",[1307,"^Q","Einfach Unrealistisch",536870920]],["^15",[1307,"^O","^1@",536870920]],["^15",[1307,"^F",1320,536870920]],["^15",[1307,"^X",1288,536870920]],["^15",[1307,"^V",1343,536870920]],["^15",[1307,"^U",398,536870920]],["^15",[1307,"^U",1288,536870920]],["^15",[1307,"^;","~u69008810-cd9d-4c77-a5ee-471c7fa4646f",536870920]],["^15",[1308,"^Q","{{query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/InfT/Digitale Souveränität/Bitkom]]) (namespace [[School/InfT/Digitale Souveränität/Bitkom]])))}}\nquery-table:: true",536870920]],["^15",[1308,"^O","^1@",536870920]],["^15",[1308,"^F",1298,536870920]],["^15",[1308,"^S",1385,536870920]],["^15",[1308,"^X",1288,536870920]],["^15",[1308,"^V",1298,536870920]],["^15",[1308,"^U",1288,536870920]],["^15",[1308,"^?",["^ ","^3;",true],536870920]],["^15",[1308,"^J",["^3;"],536870920]],["^15",[1308,"^4",["^ ","^3;","true"],536870920]],["^15",[1308,"^;","~u69008810-1487-45a6-961c-86e25ef4a9b3",536870920]],["^15",[1309,"^Q","[:span]\nls-type:: annotation\nhl-page:: 10\nhl-color:: yellow\nid:: 68a707bb-e9c0-42ef-95de-068f092bdd1a\nhl-type:: area\nhl-stamp:: 1755776954323",536870921]],["^15",[1309,"^O","^1@",536870921]],["^15",[1309,"^F",1338,536870921]],["^15",[1309,"^X",4915,536870921]],["^15",[1309,"^V",4915,536870921]],["^15",[1309,"^U",4915,536870921]],["^15",[1309,"^?",["^ ","^18","annotation","^3@",10,"^3A","yellow","^1;","68a707bb-e9c0-42ef-95de-068f092bdd1a","^3E","area","^3F",1755776954323],536870921]],["^15",[1309,"^J",["^18","^3@","^3A","^1;","^3E","^3F"],536870921]],["^15",[1309,"^4",["^ ","^18","annotation","^3@","10","^3A","yellow","^1;","68a707bb-e9c0-42ef-95de-068f092bdd1a","^3E","area","^3F","1755776954323"],536870921]],["^15",[1309,"^;","~u68a707bb-e9c0-42ef-95de-068f092bdd1a",536870920]],["^15",[1310,"^Q","Welche Konsequenzen ergeben sich nach diesem Verständnis für Deutschland und Europa?\nls-type:: annotation\nhl-page:: 1\nhl-color:: blue\nid:: 68a4576d-7519-4cdb-ae2d-e5721047369a",536870921]],["^15",[1310,"^O","^1@",536870921]],["^15",[1310,"^F",1375,536870921]],["^15",[1310,"^X",4854,536870921]],["^15",[1310,"^V",4854,536870921]],["^15",[1310,"^U",4854,536870921]],["^15",[1310,"^?",["^ ","^18","annotation","^3@",1,"^3A","blue","^1;","68a4576d-7519-4cdb-ae2d-e5721047369a"],536870921]],["^15",[1310,"^J",["^18","^3@","^3A","^1;"],536870921]],["^15",[1310,"^4",["^ ","^18","annotation","^3@","1","^3A","blue","^1;","68a4576d-7519-4cdb-ae2d-e5721047369a"],536870921]],["^15",[1310,"^;","~u68a4576d-7519-4cdb-ae2d-e5721047369a",536870920]],["^15",[1311,"^Q","Was Europa für Digitale Souveränität braucht - Kompetenzen\nlogseq.order-list-type:: number",536870920]],["^15",[1311,"^O","^1@",536870920]],["^15",[1311,"^F",1328,536870920]],["^15",[1311,"^X",1288,536870920]],["^15",[1311,"^V",1288,536870920]],["^15",[1311,"^U",1288,536870920]],["^15",[1311,"^?",["^ ","^3B","number"],536870920]],["^15",[1311,"^J",["^3B"],536870920]],["^15",[1311,"^4",["^ ","^3B","number"],536870920]],["^15",[1311,"^;","~u69008810-ef0c-4719-902a-1d3d2bb90eeb",536870920]],["^15",[1312,"^Q","In Vergangenheit beschäftigte sich Bitkom mit nahezu jedem Thema welches die Digitalindustrie betraf. Darunter der AI Act der EU, bei dem mahnend vor einem Verlust der Wettbewerbsfähigkeit Europas durch Überregulation vorgegangen wurde. Über die DSGVO hat Bitkom zwar positive den Schutz der Privatsphäre der Endnutzer kommentiert, bemängelte jedoch immer wider das die Regulation gerade durch den Personenbezogenen Datenschutz zum Scheitern von internen Projekten in Betrieben geführt habe und so Inflationshemmend sei. (Es gilt also, wie hieran gut zu erkennen, Bitkoms Ziele sind vornehmlich dem Wirtschaftlichen Interessen von Konzernen, nicht den der Bürgein*innen zugeschrieben)\nid:: 68ac5400-a78d-4b58-a27f-b93b23e4540d",536870920]],["^15",[1312,"^O","^1@",536870920]],["^15",[1312,"^F",1352,536870920]],["^15",[1312,"^X",1288,536870920]],["^15",[1312,"^V",1372,536870920]],["^15",[1312,"^U",548,536870920]],["^15",[1312,"^U",1288,536870920]],["^15",[1312,"^?",["^ ","^1;","68ac5400-a78d-4b58-a27f-b93b23e4540d"],536870920]],["^15",[1312,"^J",["^1;"],536870920]],["^15",[1312,"^4",["^ ","^1;","68ac5400-a78d-4b58-a27f-b93b23e4540d"],536870920]],["^15",[1312,"^;","~u68ac5400-a78d-4b58-a27f-b93b23e4540d",536870920]],["^15",[1313,"^Q","Bitkom befürwortet Mitarbeiter - Überwachung\nlogseq.order-list-type:: number",536870920]],["^15",[1313,"^O","^1@",536870920]],["^15",[1313,"^F",1363,536870920]],["^15",[1313,"^X",1288,536870920]],["^15",[1313,"^V",1288,536870920]],["^15",[1313,"^U",1288,536870920]],["^15",[1313,"^?",["^ ","^3B","number"],536870920]],["^15",[1313,"^J",["^3B"],536870920]],["^15",[1313,"^4",["^ ","^3B","number"],536870920]],["^15",[1313,"^;","~u69008810-6f8a-4586-b575-b0e9cb74e01e",536870920]],["^15",[1314,"^Q","Teilnahme am Internationalen Wettbewerb auf Augenhöhe",536870920]],["^15",[1314,"^O","^1@",536870920]],["^15",[1314,"^F",1351,536870920]],["^15",[1314,"^X",1288,536870920]],["^15",[1314,"^V",1351,536870920]],["^15",[1314,"^U",398,536870920]],["^15",[1314,"^U",1288,536870920]],["^15",[1314,"^;","~u69008810-f2c0-4e4d-b2ec-78da34483ddb",536870920]],["^15",[1315,"^Q","Erster schritt in die Souveränität - Risikoanalyse\nlogseq.order-list-type:: number",536870920]],["^15",[1315,"^O","^1@",536870920]],["^15",[1315,"^F",1311,536870920]],["^15",[1315,"^X",1288,536870920]],["^15",[1315,"^V",1288,536870920]],["^15",[1315,"^U",1288,536870920]],["^15",[1315,"^?",["^ ","^3B","number"],536870920]],["^15",[1315,"^J",["^3B"],536870920]],["^15",[1315,"^4",["^ ","^3B","number"],536870920]],["^15",[1315,"^;","~u69008810-9ca3-44e6-81fa-ca1518d285ad",536870920]],["^15",[1316,"^Q","Denition\nls-type:: annotation\nhl-page:: 9\nhl-color:: purple\nid:: 68a70b62-bee8-4bdb-b93e-24acb7a4571d",536870921]],["^15",[1316,"^O","^1@",536870921]],["^15",[1316,"^F",1297,536870921]],["^15",[1316,"^X",4915,536870921]],["^15",[1316,"^V",4915,536870921]],["^15",[1316,"^U",4915,536870921]],["^15",[1316,"^?",["^ ","^18","annotation","^3@",9,"^3A","purple","^1;","68a70b62-bee8-4bdb-b93e-24acb7a4571d"],536870921]],["^15",[1316,"^J",["^18","^3@","^3A","^1;"],536870921]],["^15",[1316,"^4",["^ ","^18","annotation","^3@","9","^3A","purple","^1;","68a70b62-bee8-4bdb-b93e-24acb7a4571d"],536870921]],["^15",[1316,"^;","~u68a70b62-bee8-4bdb-b93e-24acb7a4571d",536870920]],["^15",[1317,"^Q","## Quellen #Note",536870920]],["^15",[1317,"^O","^1@",536870920]],["^15",[1317,"^F",1299,536870920]],["^15",[1317,"^X",1288,536870920]],["^15",[1317,"^V",1288,536870920]],["^15",[1317,"^U",398,536870920]],["^15",[1317,"^U",1288,536870920]],["^15",[1317,"^?",["^ ","^37",2],536870920]],["^15",[1317,"^J",[],536870920]],["^15",[1317,"^H",398,536870920]],["^15",[1317,"^;","~u69008810-db93-41a5-b388-c94d044766da",536870920]],["^15",[1318,"^Q","DSGVO ist ausprägung dieser Rechte auf europäischer Ebene",536870920]],["^15",[1318,"^O","^1@",536870920]],["^15",[1318,"^F",1374,536870920]],["^15",[1318,"^X",1288,536870920]],["^15",[1318,"^V",1302,536870920]],["^15",[1318,"^U",398,536870920]],["^15",[1318,"^U",1287,536870920]],["^15",[1318,"^U",1288,536870920]],["^15",[1318,"^;","~u69008810-99dc-41f2-99f3-6385e59a2294",536870920]],["^15",[1319,"^Q","## Meta",536870920]],["^15",[1319,"^O","^1@",536870920]],["^15",[1319,"^F",1358,536870920]],["^15",[1319,"^X",1288,536870920]],["^15",[1319,"^V",1288,536870920]],["^15",[1319,"^U",1288,536870920]],["^15",[1319,"^?",["^ ","^37",2],536870920]],["^15",[1319,"^J",[],536870920]],["^15",[1319,"^;","~u69008810-4b88-4572-b84c-4368fe56acc2",536870920]],["^15",[1320,"^Q","Wettbewerbsvorteile würden entfallen",536870920]],["^15",[1320,"^O","^1@",536870920]],["^15",[1320,"^F",1343,536870920]],["^15",[1320,"^X",1288,536870920]],["^15",[1320,"^V",1343,536870920]],["^15",[1320,"^U",398,536870920]],["^15",[1320,"^U",1288,536870920]],["^15",[1320,"^;","~u69008810-3c14-4e0c-a60c-1f68c66738e5",536870920]],["^15",[1321,"^Q","Lobbyistisch aktive, im Bundestag, war der Verein jedoch auch im Bereich Arbeitnehmerschutz und Mitarbeitenden Überwachung. So setzt Bitkom sich aktive dafür ein das Unternehmen ihre Mitarbeiter bereits ohne deren Zustimmung technisch Überwachen dürfen um ihre Leistung zu messen. Auch fordern sie die von der Union angestrebte und heiß diskutiere, Aufweichung der Tagesarbeitszeiten Regulierung hin zu einem wöchentlichen Stundensatz. In diesem Zuge sollen auch die für Unternehmen verpflichtende Arbeitszeiterfassung eingeschränkt werden. Dies würde einen massiven Einschnitt in die Rechte aller Arbeiter*in darstellen und die Unternehmen befähigen ihr Machtmonopol gegenüber den Mitarbeitern weiter Auszubauen, unter andrem durch das nicht auszahlen geleisteter Arbeit (sollten Aufzeichnungen fehlen).",536870920]],["^15",[1321,"^O","^1@",536870920]],["^15",[1321,"^F",1312,536870920]],["^15",[1321,"^X",1288,536870920]],["^15",[1321,"^V",1372,536870920]],["^15",[1321,"^U",548,536870920]],["^15",[1321,"^U",1288,536870920]],["^15",[1321,"^;","~u69008810-dedc-4f9a-80a8-ad7e1f793ed9",536870920]],["^15",[1322,"^Q","Politische, wirtschaftliche Selbstbestimmung erhalten",536870920]],["^15",[1322,"^O","^1@",536870920]],["^15",[1322,"^F",1361,536870920]],["^15",[1322,"^X",1288,536870920]],["^15",[1322,"^V",1383,536870920]],["^15",[1322,"^U",398,536870920]],["^15",[1322,"^U",1288,536870920]],["^15",[1322,"^;","~u69008810-cfb5-414f-a1a6-c5348d4e5737",536870920]],["^15",[1323,"^Q","Die Kompetenz globale Technologien und Systeme in ihrem Einsatzgebiet, kontextbezogen, zu Bewerten, um ihren Einsatzfähigkeit in der jeweiligen Situation zu evaluieren.\nlogseq.order-list-type:: number",536870920]],["^15",[1323,"^O","^1@",536870920]],["^15",[1323,"^F",1354,536870920]],["^15",[1323,"^X",1288,536870920]],["^15",[1323,"^V",1354,536870920]],["^15",[1323,"^U",548,536870920]],["^15",[1323,"^U",1288,536870920]],["^15",[1323,"^?",["^ ","^3B","number"],536870920]],["^15",[1323,"^J",["^3B"],536870920]],["^15",[1323,"^4",["^ ","^3B","number"],536870920]],["^15",[1323,"^;","~u69008810-663e-4d02-aad3-723dfce282b8",536870920]],["^15",[1324,"^Q","((68a70762-0332-43ea-bbe6-650979cdb3fd))",536870920]],["^15",[1324,"^O","^1@",536870920]],["^15",[1324,"^F",1377,536870920]],["^15",[1324,"^X",1288,536870920]],["^15",[1324,"^V",1341,536870920]],["^15",[1324,"^U",398,536870920]],["^15",[1324,"^U",1288,536870920]],["^15",[1324,"^H",1338,536870920]],["^15",[1324,"^;","~u69008810-9518-4cb1-a7c0-05053497d748",536870920]],["^15",[1325,"^Q","https://www.lobbyregister.bundestag.de/suche/R000672",536870920]],["^15",[1325,"^O","^1@",536870920]],["^15",[1325,"^F",1305,536870920]],["^15",[1325,"^X",1288,536870920]],["^15",[1325,"^V",1317,536870920]],["^15",[1325,"^U",398,536870920]],["^15",[1325,"^U",1288,536870920]],["^15",[1325,"^;","~u69008810-11fd-4edf-a34a-853b5859fcfe",536870920]],["^15",[1326,"^Q","index:: 2\n\n",536870920]],["^15",[1326,"^O","^1@",536870920]],["^15",[1326,"^35",["^36",[]],536870920]],["^15",[1326,"^F",1288,536870920]],["^15",[1326,"^X",1288,536870920]],["^15",[1326,"^V",1288,536870920]],["^15",[1326,"^U",546,536870920]],["^15",[1326,"^U",1288,536870920]],["^15",[1326,"^:",true,536870920]],["^15",[1326,"^?",["^ ","^1D",2],536870920]],["^15",[1326,"^J",["^1D"],536870920]],["^15",[1326,"^4",["^ ","^1D","2"],536870920]],["^15",[1326,"^H",546,536870920]],["^15",[1326,"^;","~u69008810-1452-453b-bbeb-a01885bb0ebf",536870920]],["^15",[1327,"^Q","ausdruck Digitaler Suveränität",536870920]],["^15",[1327,"^O","^1@",536870920]],["^15",[1327,"^F",1341,536870920]],["^15",[1327,"^X",1288,536870920]],["^15",[1327,"^V",1341,536870920]],["^15",[1327,"^U",398,536870920]],["^15",[1327,"^U",1288,536870920]],["^15",[1327,"^;","~u69008810-642a-4ee7-a176-96ee9673ee05",536870920]],["^15",[1328,"^Q","Bitkom warnt vor - Überregulation\nlogseq.order-list-type:: number",536870920]],["^15",[1328,"^O","^1@",536870920]],["^15",[1328,"^F",1336,536870920]],["^15",[1328,"^X",1288,536870920]],["^15",[1328,"^V",1288,536870920]],["^15",[1328,"^U",1288,536870920]],["^15",[1328,"^?",["^ ","^3B","number"],536870920]],["^15",[1328,"^J",["^3B"],536870920]],["^15",[1328,"^4",["^ ","^3B","number"],536870920]],["^15",[1328,"^;","~u69008810-57cf-4135-83be-0dda4cbfe47b",536870920]],["^15",[1329,"^Q","So soll der internationale Wettbewerb auf Augenhöhe mit anderen anderen Ländern sichergestellt werden und gleichzeitig die europäische Wirtschaft abgesichert und ausgebaut werden.",536870920]],["^15",[1329,"^O","^1@",536870920]],["^15",[1329,"^F",1366,536870920]],["^15",[1329,"^X",1288,536870920]],["^15",[1329,"^V",1290,536870920]],["^15",[1329,"^U",548,536870920]],["^15",[1329,"^U",1288,536870920]],["^15",[1329,"^;","~u69008810-9817-453f-9eca-752f77d06bf9",536870920]],["^15",[1330,"^Q","{{query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[School/InfT/Digitale Souveränität/Bitkom]]) (namespace [[School/InfT/Digitale Souveränität/Bitkom]])))}}\nquery-sort-by:: block\nquery-table:: true\nquery-sort-desc:: true",536870920]],["^15",[1330,"^O","^1@",536870920]],["^15",[1330,"^F",1339,536870920]],["^15",[1330,"^S",1384,536870920]],["^15",[1330,"^X",1288,536870920]],["^15",[1330,"^V",1339,536870920]],["^15",[1330,"^U",1288,536870920]],["^15",[1330,"^?",["^ ","^3:","block","^3;",true,"^3<",true],536870920]],["^15",[1330,"^J",["^3:","^3;","^3<"],536870920]],["^15",[1330,"^4",["^ ","^3:","block","^3;","true","^3<","true"],536870920]],["^15",[1330,"^;","~u69008810-ca8b-4226-af11-cca4321debc1",536870920]],["^15",[1331,"^Q","Eine Gefahr durch die Verwendung globaler proprietärer Software - Manipulation\nlogseq.order-list-type:: number",536870920]],["^15",[1331,"^O","^1@",536870920]],["^15",[1331,"^F",1369,536870920]],["^15",[1331,"^X",1288,536870920]],["^15",[1331,"^V",1288,536870920]],["^15",[1331,"^U",1288,536870920]],["^15",[1331,"^?",["^ ","^3B","number"],536870920]],["^15",[1331,"^J",["^3B"],536870920]],["^15",[1331,"^4",["^ ","^3B","number"],536870920]],["^15",[1331,"^;","~u69008810-ec6d-4dd0-ac25-07325b06851f",536870920]],["^15",[1332,"^Q","kein fester Begriff, viel mehr eine Politische frage -> Kontextbezogene Zielbestimmung",536870920]],["^15",[1332,"^O","^1@",536870920]],["^15",[1332,"^F",1368,536870920]],["^15",[1332,"^X",1288,536870920]],["^15",[1332,"^V",1368,536870920]],["^15",[1332,"^U",398,536870920]],["^15",[1332,"^U",1288,536870920]],["^15",[1332,"^;","~u69008810-516e-4e26-b487-7c8ec2e0426d",536870920]],["^15",[1333,"^Q","Mit der Zielsetzung einher, geht die Datensouveränität. In verschiedenen Perspektiven wird so getrennt, wer welchen Zugriff Unternehmen, Sicherheitsbehörde oder Staat, auf personenbezogene oder Unternehmensdaten hat und wo diese gespeichert werden dürfen.",536870920]],["^15",[1333,"^O","^1@",536870920]],["^15",[1333,"^F",1292,536870920]],["^15",[1333,"^X",1288,536870920]],["^15",[1333,"^V",1337,536870920]],["^15",[1333,"^U",548,536870920]],["^15",[1333,"^U",1288,536870920]],["^15",[1333,"^;","~u69008810-63ba-4ab4-92a3-45eba51d899f",536870920]],["^15",[1334,"^Q","Anderes Wort für Datenhoheit - Datensouveränität\nlogseq.order-list-type:: number",536870920]],["^15",[1334,"^O","^1@",536870920]],["^15",[1334,"^F",1296,536870920]],["^15",[1334,"^X",1288,536870920]],["^15",[1334,"^V",1288,536870920]],["^15",[1334,"^U",1288,536870920]],["^15",[1334,"^?",["^ ","^3B","number"],536870920]],["^15",[1334,"^J",["^3B"],536870920]],["^15",[1334,"^4",["^ ","^3B","number"],536870920]],["^15",[1334,"^;","~u69008810-803b-42e7-9098-cfa38cae1329",536870920]],["^15",[1335,"^Q","europäischen Wirtschaft in Kernfeldern abzusichern und auszubauen\nls-type:: annotation\nhl-page:: 11\nhl-color:: yellow\nid:: 68a709a2-8bed-4803-bba0-d1ba24d0e7f9",536870921]],["^15",[1335,"^O","^1@",536870921]],["^15",[1335,"^F",4938,536870921]],["^15",[1335,"^X",4915,536870921]],["^15",[1335,"^V",4915,536870921]],["^15",[1335,"^U",4915,536870921]],["^15",[1335,"^?",["^ ","^18","annotation","^3@",11,"^3A","yellow","^1;","68a709a2-8bed-4803-bba0-d1ba24d0e7f9"],536870921]],["^15",[1335,"^J",["^18","^3@","^3A","^1;"],536870921]],["^15",[1335,"^4",["^ ","^18","annotation","^3@","11","^3A","yellow","^1;","68a709a2-8bed-4803-bba0-d1ba24d0e7f9"],536870921]],["^15",[1335,"^;","~u68a709a2-8bed-4803-bba0-d1ba24d0e7f9",536870920]],["^15",[1336,"^Q","Wichtiger Bestandsteil der Digitalen Souveränität - Selbstbestimmung\nlogseq.order-list-type:: number",536870920]],["^15",[1336,"^O","^1@",536870920]],["^15",[1336,"^F",1313,536870920]],["^15",[1336,"^X",1288,536870920]],["^15",[1336,"^V",1288,536870920]],["^15",[1336,"^U",1288,536870920]],["^15",[1336,"^?",["^ ","^3B","number"],536870920]],["^15",[1336,"^J",["^3B"],536870920]],["^15",[1336,"^4",["^ ","^3B","number"],536870920]],["^15",[1336,"^;","~u69008810-1de4-4226-9f19-c9781d8e5c1c",536870920]],["^15",[1337,"^Q","((68a4575a-bf37-4a28-b98c-3b9aba625614))",536870920]],["^15",[1337,"^O","^1@",536870920]],["^15",[1337,"^F",1372,536870920]],["^15",[1337,"^X",1288,536870920]],["^15",[1337,"^V",1359,536870920]],["^15",[1337,"^U",548,536870920]],["^15",[1337,"^U",1288,536870920]],["^15",[1337,"^H",1375,536870920]],["^15",[1337,"^;","~u69008810-a3b2-4a56-b80f-5764ce9cbd43",536870920]],["^15",[1338,"^Q","insbesondere souveräner Bürger und Bürgerinnen als Co-Produzenten digitaler Wertschöpfungsketten\nls-type:: annotation\nhl-page:: 10\nhl-color:: yellow\nid:: 68a70762-0332-43ea-bbe6-650979cdb3fd",536870921]],["^15",[1338,"^O","^1@",536870921]],["^15",[1338,"^F",4917,536870921]],["^15",[1338,"^X",4915,536870921]],["^15",[1338,"^V",4915,536870921]],["^15",[1338,"^U",4915,536870921]],["^15",[1338,"^?",["^ ","^18","annotation","^3@",10,"^3A","yellow","^1;","68a70762-0332-43ea-bbe6-650979cdb3fd"],536870921]],["^15",[1338,"^J",["^18","^3@","^3A","^1;"],536870921]],["^15",[1338,"^4",["^ ","^18","annotation","^3@","10","^3A","yellow","^1;","68a70762-0332-43ea-bbe6-650979cdb3fd"],536870921]],["^15",[1338,"^;","~u68a70762-0332-43ea-bbe6-650979cdb3fd",536870920]],["^15",[1339,"^Q","**Notes:**\nbackground-color:: red",536870920]],["^15",[1339,"^O","^1@",536870920]],["^15",[1339,"^F",1319,536870920]],["^15",[1339,"^X",1288,536870920]],["^15",[1339,"^V",1319,536870920]],["^15",[1339,"^U",1288,536870920]],["^15",[1339,"^?",["^ ","^39","red"],536870920]],["^15",[1339,"^J",["^39"],536870920]],["^15",[1339,"^4",["^ ","^39","red"],536870920]],["^15",[1339,"^;","~u69008810-184e-40cd-af11-760d0f30baa9",536870920]],["^15",[1340,"^Q","Was ist der bitkom e.v. und welche Ziele verfolgt er?\nls-type:: annotation\nhl-page:: 1\nhl-color:: blue\nid:: 68a4574d-6294-4360-ad41-10042d64b61a",536870921]],["^15",[1340,"^O","^1@",536870921]],["^15",[1340,"^F",4855,536870921]],["^15",[1340,"^X",4854,536870921]],["^15",[1340,"^V",4854,536870921]],["^15",[1340,"^U",4854,536870921]],["^15",[1340,"^?",["^ ","^18","annotation","^3@",1,"^3A","blue","^1;","68a4574d-6294-4360-ad41-10042d64b61a"],536870921]],["^15",[1340,"^J",["^18","^3@","^3A","^1;"],536870921]],["^15",[1340,"^4",["^ ","^18","annotation","^3@","1","^3A","blue","^1;","68a4574d-6294-4360-ad41-10042d64b61a"],536870921]],["^15",[1340,"^;","~u68a4574d-6294-4360-ad41-10042d64b61a",536870920]],["^15",[1341,"^Q","Selbstbestimmtheid",536870920]],["^15",[1341,"^O","^1@",536870920]],["^15",[1341,"^F",1302,536870920]],["^15",[1341,"^X",1288,536870920]],["^15",[1341,"^V",1368,536870920]],["^15",[1341,"^U",398,536870920]],["^15",[1341,"^U",1288,536870920]],["^15",[1341,"^;","~u69008810-220f-415b-9ff5-a606b380f066",536870920]],["^15",[1342,"^Q","Ein Ziel von Bitkom - Wettbewerbsfähigkeit\nlogseq.order-list-type:: number",536870920]],["^15",[1342,"^O","^1@",536870920]],["^15",[1342,"^F",1331,536870920]],["^15",[1342,"^X",1288,536870920]],["^15",[1342,"^V",1288,536870920]],["^15",[1342,"^U",1288,536870920]],["^15",[1342,"^?",["^ ","^3B","number"],536870920]],["^15",[1342,"^J",["^3B"],536870920]],["^15",[1342,"^4",["^ ","^3B","number"],536870920]],["^15",[1342,"^;","~u69008810-a589-4f97-b132-7acc2a19825a",536870920]],["^15",[1343,"^Q","-> Vollständige Autark nicht erwünscht",536870920]],["^15",[1343,"^O","^1@",536870920]],["^15",[1343,"^F",1301,536870920]],["^15",[1343,"^X",1288,536870920]],["^15",[1343,"^V",1301,536870920]],["^15",[1343,"^U",398,536870920]],["^15",[1343,"^U",1288,536870920]],["^15",[1343,"^;","~u69008810-8f52-40de-9419-dd7392c69227",536870920]],["^15",[1344,"^Q","https://www.bitkom.org/EN/List-and-detailpages/Press/5-years-GDPR-receives-grade-sufficient",536870920]],["^15",[1344,"^O","^1@",536870920]],["^15",[1344,"^F",1317,536870920]],["^15",[1344,"^X",1288,536870920]],["^15",[1344,"^V",1317,536870920]],["^15",[1344,"^U",398,536870920]],["^15",[1344,"^U",1288,536870920]],["^15",[1344,"^;","~u69008810-f698-4b84-8153-b02db858ee63",536870920]],["^15",[1345,"^Q","",536870920]],["^15",[1345,"^O","^1@",536870920]],["^15",[1345,"^F",1347,536870920]],["^15",[1345,"^X",1288,536870920]],["^15",[1345,"^V",1347,536870920]],["^15",[1345,"^U",1288,536870920]],["^15",[1345,"^;","~u69008810-5823-4a18-9439-0902b23f07fe",536870920]],["^15",[1346,"^Q","![Digitale Souveränität - 200116_stellungnahme_digitale-souveranitat.pdf](../assets/Digitale_Souveränität_-_200116_stellungnahme_digitale-souveranitat_1755600696245_0.pdf){:width 800,:height 1200}",536870920]],["^15",[1346,"^O","^1@",536870920]],["^15",[1346,"^F",1291,536870920]],["^15",[1346,"^X",1288,536870920]],["^15",[1346,"^V",1291,536870920]],["^15",[1346,"^U",398,536870920]],["^15",[1346,"^U",1288,536870920]],["^15",[1346,"^;","~u69008810-1cc5-4b27-9bab-bdbbc1177905",536870920]],["^15",[1347,"^Q","**Summery**:\nbackground-color:: blue",536870920]],["^15",[1347,"^O","^1@",536870920]],["^15",[1347,"^F",1298,536870920]],["^15",[1347,"^X",1288,536870920]],["^15",[1347,"^V",1319,536870920]],["^15",[1347,"^U",1288,536870920]],["^15",[1347,"^?",["^ ","^39","blue"],536870920]],["^15",[1347,"^J",["^39"],536870920]],["^15",[1347,"^4",["^ ","^39","blue"],536870920]],["^15",[1347,"^;","~u69008810-2c27-49cc-be0c-425b5d036fff",536870920]],["^15",[1348,"^Q","Nach dem Verein muss für die Forschung und Implementation der digitalen Souveränität große europäische Investitionen vorgenommen werden. Dabei soll Forschung und Wirtschaft nah zusammen arbeiten um (auch komplett neue) Technologien schnelle und effiziente realisieren zu können.",536870920]],["^15",[1348,"^O","^1@",536870920]],["^15",[1348,"^F",1329,536870920]],["^15",[1348,"^X",1288,536870920]],["^15",[1348,"^V",1290,536870920]],["^15",[1348,"^U",548,536870920]],["^15",[1348,"^U",1288,536870920]],["^15",[1348,"^;","~u69008810-0f2f-43dd-bf24-b2650f359330",536870920]],["^15",[1349,"^Q","Neuentwicklung kompletter Technologien, ggf. Nach Risikoabschätzung, gerade in Hochsicherheitsbereichen, Sinnvoll sein",536870920]],["^15",[1349,"^O","^1@",536870920]],["^15",[1349,"^F",1295,536870920]],["^15",[1349,"^X",1288,536870920]],["^15",[1349,"^V",1351,536870920]],["^15",[1349,"^U",398,536870920]],["^15",[1349,"^U",1288,536870920]],["^15",[1349,"^;","~u69008810-21b2-4bdd-bd7e-22db11907f86",536870920]],["^15",[1350,"^Q","Jedoch muss die Kompetenz existieren, auch komplexe Technologien, (die mglw. International bereits existieren) in Europa neu zu entwickeln. Dies schafft Unabhängigkeit aus globalen Verträgen aussteigen zu können, sollten Konditionen untragbar werden und minimiert das Risiko im Falle von internationalen Feindseligkeiten erpressbar zu werden. Besonders kritische Infrastruktur ist hiervon betroffen.\nlogseq.order-list-type:: number",536870920]],["^15",[1350,"^O","^1@",536870920]],["^15",[1350,"^F",1294,536870920]],["^15",[1350,"^X",1288,536870920]],["^15",[1350,"^V",1354,536870920]],["^15",[1350,"^U",548,536870920]],["^15",[1350,"^U",1288,536870920]],["^15",[1350,"^?",["^ ","^3B","number"],536870920]],["^15",[1350,"^J",["^3B"],536870920]],["^15",[1350,"^4",["^ ","^3B","number"],536870920]],["^15",[1350,"^;","~u69008810-2615-4b3e-87fe-e2fc4a4e5112",536870920]],["^15",[1351,"^Q","Umfassende Aspekte:",536870920]],["^15",[1351,"^O","^1@",536870920]],["^15",[1351,"^F",1301,536870920]],["^15",[1351,"^X",1288,536870920]],["^15",[1351,"^V",1381,536870920]],["^15",[1351,"^U",398,536870920]],["^15",[1351,"^U",1288,536870920]],["^15",[1351,"^;","~u69008810-19e5-46cc-bf38-f4090c666162",536870920]],["^15",[1352,"^Q","Dementsprechend ist eines der Hauptziele des Vereins die Position Europäischer Digitalkonzerne zu verbessern. Damit Hand in Hand geht ihre Forderung nach der Digitaler Souveränität Europas. Mit einer absehbar Zunahme in der Auftragslage als folge, sowie ggf. neue Investitionen und Förderungen die den Betrieben zu gute kommen würde die Europäische Branche gestärkt werden. Als Hauptbestandteil dieser Forderung stellt Bitkom die Ausarbeitung einer Europäischen Digitalstrategie, welche die Souveränität des Wirtschaftsbündnisses von anderen nicht EU-Staaten als zentralen teil beinhaltet. Dabei sollen jedoch auch globale Technologien nicht strikt ausgeschlossen werde.",536870920]],["^15",[1352,"^O","^1@",536870920]],["^15",[1352,"^F",1357,536870920]],["^15",[1352,"^X",1288,536870920]],["^15",[1352,"^V",1372,536870920]],["^15",[1352,"^U",548,536870920]],["^15",[1352,"^U",1288,536870920]],["^15",[1352,"^;","~u69008810-b026-47fa-9bac-06c953cc0010",536870920]],["^15",[1353,"^Q","![kreuzwortraezel.png](../assets/kreuzwortraezel_1756131463671_0.png){:height 293, :width 569}",536870920]],["^15",[1353,"^O","^1@",536870920]],["^15",[1353,"^F",1364,536870920]],["^15",[1353,"^X",1288,536870920]],["^15",[1353,"^V",1288,536870920]],["^15",[1353,"^U",1288,536870920]],["^15",[1353,"^;","~u69008810-9260-43d5-97f0-9e299fe4c078",536870920]],["^15",[1354,"^Q","Für die Bitkom e.v. ist Digitale Souveränität erreicht, ist die Selbstbestimmtheit gegeben:",536870920]],["^15",[1354,"^O","^1@",536870920]],["^15",[1354,"^F",1360,536870920]],["^15",[1354,"^X",1288,536870920]],["^15",[1354,"^V",1337,536870920]],["^15",[1354,"^U",548,536870920]],["^15",[1354,"^U",1288,536870920]],["^15",[1354,"^;","~u69008810-5939-4961-9b69-79e126daad37",536870920]],["^15",[1355,"^Q","https://lobbypedia.de/wiki/BITKOM",536870920]],["^15",[1355,"^O","^1@",536870920]],["^15",[1355,"^F",1325,536870920]],["^15",[1355,"^X",1288,536870920]],["^15",[1355,"^V",1317,536870920]],["^15",[1355,"^U",398,536870920]],["^15",[1355,"^U",1288,536870920]],["^15",[1355,"^;","~u69008810-b8c8-4901-8a9c-60469cf3ff18",536870920]],["^15",[1356,"^Q","---",536870920]],["^15",[1356,"^O","^1@",536870920]],["^15",[1356,"^F",1319,536870920]],["^15",[1356,"^X",1288,536870920]],["^15",[1356,"^V",1288,536870920]],["^15",[1356,"^U",1288,536870920]],["^15",[1356,"^;","~u69008810-ba62-4520-8c3a-482abdbe351a",536870920]],["^15",[1357,"^Q","Bitkom ist als eingetragener Verein, 1999 gegründet und bezeichnet sich seit dem selbst als \"Germany’s digital association\". Als representation von mittlerweile über 2200 IT-Firmen kommentiert der Verein aktuelle Politische Diskussionen auf EU-Ebene wie auch in Deutschland, veröffentlicht Umfangreichere Ausarbeitung zu betreffenden Themen und lädt zu Versammlungen ein. Dabei übt Bitkom Einflussnahme auch über Lobbyismus auf die Politik aus.",536870920]],["^15",[1357,"^O","^1@",536870920]],["^15",[1357,"^F",1372,536870920]],["^15",[1357,"^X",1288,536870920]],["^15",[1357,"^V",1372,536870920]],["^15",[1357,"^U",548,536870920]],["^15",[1357,"^U",1288,536870920]],["^15",[1357,"^;","~u69008810-ae98-4af3-9a02-c390853d840d",536870920]],["^15",[1358,"^Q","references::",536870920]],["^15",[1358,"^O","^1@",536870920]],["^15",[1358,"^F",1379,536870920]],["^15",[1358,"^X",1288,536870920]],["^15",[1358,"^V",1288,536870920]],["^15",[1358,"^U",547,536870920]],["^15",[1358,"^U",1288,536870920]],["^15",[1358,"^?",["^ ","^3C",""],536870920]],["^15",[1358,"^J",["^3C"],536870920]],["^15",[1358,"^4",["^ ","^3C",""],536870920]],["^15",[1358,"^H",547,536870920]],["^15",[1358,"^;","~u69008810-d169-4c1e-be43-da109ba24313",536870920]],["^15",[1359,"^Q","#Slide ![Bitkom - Anforderungen an Technologie und Handlungsfelder.pdf](../assets/Bitkom_-_Anforderungen_an_Technologie_und_Handlungsfelder_1755600657287_0.pdf)",536870920]],["^15",[1359,"^O","^1@",536870920]],["^15",[1359,"^F",1356,536870920]],["^15",[1359,"^X",1288,536870920]],["^15",[1359,"^V",1288,536870920]],["^15",[1359,"^U",548,536870920]],["^15",[1359,"^U",1288,536870920]],["^15",[1359,"^H",548,536870920]],["^15",[1359,"^;","~u69008810-0ad3-4687-adfa-cda497bb3718",536870920]],["^15",[1360,"^Q","Der Begriff digitale Souveränität hat keine klare, eindeutige Definition. Er kennzeichnet sich als politische Zielsetzung, welche in verschiedenen Bereichen umzusetzen ist, darunter u.a. Industrie-, und Sicherheitspolitik. Dabei muss stets auch Personenrechte und Datenschutz acht gegeben werden.",536870920]],["^15",[1360,"^O","^1@",536870920]],["^15",[1360,"^F",1337,536870920]],["^15",[1360,"^X",1288,536870920]],["^15",[1360,"^V",1337,536870920]],["^15",[1360,"^U",548,536870920]],["^15",[1360,"^U",1288,536870920]],["^15",[1360,"^;","~u69008810-787e-4768-89a5-3b6401b2b076",536870920]],["^15",[1361,"^Q","Digitalstrategie mit Digitaler suverenität als elemtaren Bestanteil in Europa entwickeln",536870920]],["^15",[1361,"^O","^1@",536870920]],["^15",[1361,"^F",1383,536870920]],["^15",[1361,"^X",1288,536870920]],["^15",[1361,"^V",1383,536870920]],["^15",[1361,"^U",398,536870920]],["^15",[1361,"^U",1288,536870920]],["^15",[1361,"^;","~u69008810-b3aa-490b-bd43-0bb004081ed8",536870920]],["^15",[1362,"^Q","Wir behalten uns vor auf fremdtechnologie zurückzugreifen, können jedoch auch immer eigene verwenden",536870920]],["^15",[1362,"^O","^1@",536870920]],["^15",[1362,"^F",1365,536870920]],["^15",[1362,"^X",1288,536870920]],["^15",[1362,"^V",1365,536870920]],["^15",[1362,"^U",398,536870920]],["^15",[1362,"^U",1288,536870920]],["^15",[1362,"^;","~u69008810-9e0b-4e6e-8b23-de5cd3cd8c26",536870920]],["^15",[1363,"^Q","Software deren Quellcode einsehbar und veränderbar ist - OpenSource\nlogseq.order-list-type:: number",536870920]],["^15",[1363,"^O","^1@",536870920]],["^15",[1363,"^F",1342,536870920]],["^15",[1363,"^X",1288,536870920]],["^15",[1363,"^V",1288,536870920]],["^15",[1363,"^U",1288,536870920]],["^15",[1363,"^?",["^ ","^3B","number"],536870920]],["^15",[1363,"^J",["^3B"],536870920]],["^15",[1363,"^4",["^ ","^3B","number"],536870920]],["^15",[1363,"^;","~u69008810-410f-43d2-9023-92e0e418be64",536870920]],["^15",[1364,"^Q","-> Ausbeutung",536870920]],["^15",[1364,"^O","^1@",536870920]],["^15",[1364,"^F",1315,536870920]],["^15",[1364,"^X",1288,536870920]],["^15",[1364,"^V",1288,536870920]],["^15",[1364,"^U",1288,536870920]],["^15",[1364,"^;","~u69008810-dc6f-46ba-b614-dc7bc9fe322a",536870920]],["^15",[1365,"^Q","((68a707bb-e9c0-42ef-95de-068f092bdd1a))",536870920]],["^15",[1365,"^O","^1@",536870920]],["^15",[1365,"^F",1324,536870920]],["^15",[1365,"^X",1288,536870920]],["^15",[1365,"^V",1341,536870920]],["^15",[1365,"^U",398,536870920]],["^15",[1365,"^U",1288,536870920]],["^15",[1365,"^H",1309,536870920]],["^15",[1365,"^;","~u69008810-1e9e-4ff5-8016-065258093d4d",536870920]],["^15",[1366,"^Q","Aus der Zielsetzung der digitalen Selbstbestimmung ergibt sich das Ziel des Autarken handeln in kritischen Bereichen dazu Zählen u.a. jenen, auf denen andere Bereiche aufbauen: Energie und Wasserversorgung, oder jene, die Lebensnotwendig sind: Lebensmittelversorgung, Krankenversorgung. Denn die Folgen des Ausfalls eines solchen Systems wären dort zu hoch, als das man die Kontrolle an ein nicht einsehbares fremd entwickeltes System abgeben könne. Insgesamt müsse jeder Bereich einzeln abgewägt werden, ob das Risiko zu hoch ist, bereits existierende nicht europäische Lösungen zu verwenden, oder ob globale Lösungen die günstigere alternative bieten können.",536870920]],["^15",[1366,"^O","^1@",536870920]],["^15",[1366,"^F",1290,536870920]],["^15",[1366,"^X",1288,536870920]],["^15",[1366,"^V",1290,536870920]],["^15",[1366,"^U",548,536870920]],["^15",[1366,"^U",1288,536870920]],["^15",[1366,"^;","~u69008810-ce6a-4fb7-88e8-39000e00feae",536870920]],["^15",[1367,"^Q","((68a709a2-8bed-4803-bba0-d1ba24d0e7f9)) / Vertrauenswürdigkeit von Technologien prüfen",536870920]],["^15",[1367,"^O","^1@",536870920]],["^15",[1367,"^F",1314,536870920]],["^15",[1367,"^X",1288,536870920]],["^15",[1367,"^V",1351,536870920]],["^15",[1367,"^U",398,536870920]],["^15",[1367,"^U",1288,536870920]],["^15",[1367,"^H",1335,536870920]],["^15",[1367,"^;","~u69008810-1616-4f34-8648-29139f40493d",536870920]],["^15",[1368,"^M",true,536870920]],["^15",[1368,"^Q","### Stand der ((68a70b62-bee8-4bdb-b93e-24acb7a4571d)); Digitale Souveränität\ncollapsed:: true",536870920]],["^15",[1368,"^O","^1@",536870920]],["^15",[1368,"^F",1383,536870920]],["^15",[1368,"^X",1288,536870920]],["^15",[1368,"^V",1291,536870920]],["^15",[1368,"^U",398,536870920]],["^15",[1368,"^U",1288,536870920]],["^15",[1368,"^?",["^ ","^37",3],536870920]],["^15",[1368,"^J",[],536870920]],["^15",[1368,"^4",["^ "],536870920]],["^15",[1368,"^H",1316,536870920]],["^15",[1368,"^;","~u69008810-52ea-411d-8fbf-9b3557a9b204",536870920]],["^15",[1369,"^Q","Wenn repräsentiert Bitkom? - Unternehmen\nlogseq.order-list-type:: number",536870920]],["^15",[1369,"^O","^1@",536870920]],["^15",[1369,"^F",1334,536870920]],["^15",[1369,"^X",1288,536870920]],["^15",[1369,"^V",1288,536870920]],["^15",[1369,"^U",1288,536870920]],["^15",[1369,"^?",["^ ","^3B","number"],536870920]],["^15",[1369,"^J",["^3B"],536870920]],["^15",[1369,"^4",["^ ","^3B","number"],536870920]],["^15",[1369,"^;","~u69008810-4464-42c9-979c-eea9d92092f6",536870920]],["^15",[1370,"^Q","Kompetentz vertrauenswürdigkeit globaler Technologien und Systeme zu bewerten",536870920]],["^15",[1370,"^O","^1@",536870920]],["^15",[1370,"^F",1376,536870920]],["^15",[1370,"^X",1288,536870920]],["^15",[1370,"^V",1368,536870920]],["^15",[1370,"^U",398,536870920]],["^15",[1370,"^U",1288,536870920]],["^15",[1370,"^;","~u69008810-4d14-4b1a-9a73-03a181052b9b",536870920]],["^15",[1371,"^Q","Geschäftsperspektive beschäftigt sich mit Fragen der Nutzung und Datenhoheit von personenbezogenen und nichtpersonenbezogenen Daten von Unternehmen",536870920]],["^15",[1371,"^O","^1@",536870920]],["^15",[1371,"^F",1293,536870920]],["^15",[1371,"^X",1288,536870920]],["^15",[1371,"^V",1302,536870920]],["^15",[1371,"^U",398,536870920]],["^15",[1371,"^U",1287,536870920]],["^15",[1371,"^U",1288,536870920]],["^15",[1371,"^;","~u69008810-4f7a-480f-b6ed-3e37982cd6d8",536870920]],["^15",[1372,"^Q","((68a4574d-6294-4360-ad41-10042d64b61a))",536870920]],["^15",[1372,"^O","^1@",536870920]],["^15",[1372,"^F",1359,536870920]],["^15",[1372,"^X",1288,536870920]],["^15",[1372,"^V",1359,536870920]],["^15",[1372,"^U",548,536870920]],["^15",[1372,"^U",1288,536870920]],["^15",[1372,"^H",1340,536870920]],["^15",[1372,"^;","~u69008810-889f-4f67-983e-05fc51ec0989",536870920]],["^15",[1373,"^Q","Zusammenarbeit auch über EU-Ebene weiterhin möglich bleiben",536870920]],["^15",[1373,"^O","^1@",536870920]],["^15",[1373,"^F",1322,536870920]],["^15",[1373,"^X",1288,536870920]],["^15",[1373,"^V",1322,536870920]],["^15",[1373,"^U",398,536870920]],["^15",[1373,"^U",1288,536870920]],["^15",[1373,"^;","~u69008810-508e-43f8-9051-a309bb57f3b3",536870920]],["^15",[1374,"^Q","politische Perspektive die sich mit Fragen von Zugrien und Zugrisrechten von Staaten und Sicherheitsbehörden",536870920]],["^15",[1374,"^O","^1@",536870920]],["^15",[1374,"^F",1371,536870920]],["^15",[1374,"^X",1288,536870920]],["^15",[1374,"^V",1302,536870920]],["^15",[1374,"^U",398,536870920]],["^15",[1374,"^U",1287,536870920]],["^15",[1374,"^U",1288,536870920]],["^15",[1374,"^;","~u69008810-36b8-404d-a70b-e87cf1520a40",536870920]],["^15",[1375,"^Q","Was versteht der bitkom e.v. unter Digitaler Souveränität?\nls-type:: annotation\nhl-page:: 1\nhl-color:: blue\nid:: 68a4575a-bf37-4a28-b98c-3b9aba625614",536870921]],["^15",[1375,"^O","^1@",536870921]],["^15",[1375,"^F",1340,536870921]],["^15",[1375,"^X",4854,536870921]],["^15",[1375,"^V",4854,536870921]],["^15",[1375,"^U",4854,536870921]],["^15",[1375,"^?",["^ ","^18","annotation","^3@",1,"^3A","blue","^1;","68a4575a-bf37-4a28-b98c-3b9aba625614"],536870921]],["^15",[1375,"^J",["^18","^3@","^3A","^1;"],536870921]],["^15",[1375,"^4",["^ ","^18","annotation","^3@","1","^3A","blue","^1;","68a4575a-bf37-4a28-b98c-3b9aba625614"],536870921]],["^15",[1375,"^;","~u68a4575a-bf37-4a28-b98c-3b9aba625614",536870920]],["^15",[1376,"^Q","Geprägt von industrie-, sicherheitspolitik, verbrauchepolitischen und individualrechtlichen Aspekten (z.B. Datenschutz)",536870920]],["^15",[1376,"^O","^1@",536870920]],["^15",[1376,"^F",1332,536870920]],["^15",[1376,"^X",1288,536870920]],["^15",[1376,"^V",1368,536870920]],["^15",[1376,"^U",398,536870920]],["^15",[1376,"^U",1288,536870920]],["^15",[1376,"^;","~u69008810-2d8f-4dcc-8c76-27c38a659780",536870920]],["^15",[1377,"^Q","bedeutender je kritischer der Einsatzbereich",536870920]],["^15",[1377,"^O","^1@",536870920]],["^15",[1377,"^F",1327,536870920]],["^15",[1377,"^X",1288,536870920]],["^15",[1377,"^V",1341,536870920]],["^15",[1377,"^U",398,536870920]],["^15",[1377,"^U",1288,536870920]],["^15",[1377,"^;","~u69008810-8073-46a8-b643-cf982b027c29",536870920]],["^15",[1378,"^Q","Entwicklung neuer software/forschung ist elementar um suverenität zu gewinnen",536870920]],["^15",[1378,"^O","^1@",536870920]],["^15",[1378,"^F",1322,536870920]],["^15",[1378,"^X",1288,536870920]],["^15",[1378,"^V",1383,536870920]],["^15",[1378,"^U",398,536870920]],["^15",[1378,"^U",1288,536870920]],["^15",[1378,"^;","~u69008810-4f2a-4cfe-989c-fb676c80fce8",536870920]],["^15",[1379,"^Q","tags::",536870920]],["^15",[1379,"^O","^1@",536870920]],["^15",[1379,"^F",1326,536870920]],["^15",[1379,"^X",1288,536870920]],["^15",[1379,"^V",1288,536870920]],["^15",[1379,"^U",1288,536870920]],["^15",[1379,"^?",["^ ","^3D",""],536870920]],["^15",[1379,"^J",["^3D"],536870920]],["^15",[1379,"^4",["^ ","^3D",""],536870920]],["^15",[1379,"^;","~u69008810-509f-4dd5-898a-0972fae63cc1",536870920]],["^15",[1380,"^Q","Liefer- und Wertschöpfungsketten kreativ und intelligent durch Risikoabschätzungen zu nutzen\nls-type:: annotation\nhl-page:: 11\nhl-color:: yellow\nid:: 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[[School/InfT/Digitale Souveränität/Bitkom]]) (namespace [[School/InfT/Digitale Souveränität/Bitkom]])))"]],536870920]],["^15",[1385,"^W","macro",536870920]],["^15",[1385,"^T","query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/InfT/Digitale Souveränität/Bitkom]]) (namespace [[School/InfT/Digitale Souveränität/Bitkom]])))",536870920]],["^15",[1386,"^3","index:: 3\n\n- tags::\n- references::\n- ## Meta\n\t- **Notes:**\n\t background-color:: red\n\t\t- {{query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[School/InfT/Digitale Souveränität/Das Microsoft Dilemma]]) (namespace [[School/InfT/Digitale Souveränität/Das Microsoft Dilemma]])))}}\n\t\t query-sort-by:: block\n\t\t query-table:: true\n\t\t query-sort-desc:: true\n\t- **Slides:**\n\t background-color:: green\n\t\t- {{query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/InfT/Digitale Souveränität/Das Microsoft Dilemma]]) (namespace [[School/InfT/Digitale Souveränität/Das Microsoft Dilemma]])))}}\n\t- **Summery**:\n\t background-color:: blue\n\t\t-\n- ---\n- {{video https://www.youtube.com/watch?v=_7583HNrZJs}}\n\t- Weltweit größte Unternehmen, Regierungen von MS Windows abhänig\n\t\t- spetialtechnik/programme hierfür geschrieben\n\t\t- keine Schneller Umstieg: Software nicht da, Server-Software nicht da, Anwenderkentnisse nicht da\n\t\t- Virtualisierung in Cloud + Abhänigkeit von Software fürt zu Unkontrolierbarkeit (von Daten und Kosten)\n\t\t- Proprietär: Closed Source macht Abhänigkeit möglich\n\t- Dataport: Anstalt des öffentlichen rechts\n\t\t- Versucht über abhänigkeit zu regulieren -> schreitet langsam zurück\n\t\t- abwegen ob sinvoll oder nicht\n\t- Open Source:\n\t\t- mitlerweile echte alternative, wird weiterhin falsch Wargenommen\n\t\t- Auch interner widerstand in IT, da umstieg für sie ggf. wegfallende Einahmen/änderne Jobs bedeuten würde\n\t\t- Verdienen Geld durch Support größter player\n\t- Transparenz\n\t\t- Microsoft entscheided (durch geltende Geschäftsgeheimnisse) welche informationen über vertrag an öffentlichkeit gelangen\n\t\t- setzt eutoäisches recht auser Kraft (verboten software, ohne ausschreibung zu kaufen) -> rechtfertigung, da kauf unter zwischenhäntler\n\t\t\t- offene lösung als \"experimentell\" empfunden\n\t\t\t- eigendlich sogar nennung von Markennamen verboten in ausschreibungen\n\t\t\t- recht wird bewusst gebrochen, auch von EU Kommission\n\t\t- Legal: Da behaupted wird, nur MS kann jene Softwaerlösung anbieten, so können Rabatte eingeholt werden\n\t\t\t- zeigt jedoch nur abhänigkeit, da alternativen existieren\n\t- München\n\t\t- SPD zunähst umstelung auf Limux, als erfolg angesehen\n\t\t- CSU zurückstellung auf Microsoft, nach Unternehmensitzumzug nach München\n\t\t\t- Argument von Bürgermeister: Nicht das was ich gewohnt bin\n\t\t\t- trotz merheitlicher Zufriedenheit\n\t\t\t- viel arbeit entsteht durch übernehme zwang von Formularen\n\t\t\t- viel Geld verschwended durch widerumstieg\n\t- Umstiege:\n\t\t- Auch in Rom und Italienschem Militär (spaart über 28 Millionen Euro)\n\t\t- Französische Polizei arbeitet auch mit Linux\n\t\t\t- Microsoft (Mittarbeiter) haben priviligierten zugang z.T. sogar .gov Mail addressen;\n\t\t\t Cheflobyist als Palamentarischer Mittarbeiter\n\t\t- Gibt Geheimverträge zwischen MS und Verteidigungsministerium in FR, ohne Zustimmung von Parlament etc.\n\t- Sicherheit\n\t\t- MS Überkomplex, nur MS kann Sicherheitsüberprüfung durchführen\n\t\t- Libreoffice weniger verwundbar\n\t\t- Beispiel : Wanaby, NSA nutzte es für computervierus, mitarbeiter stahl es, verkaufte es und es entstnte Angriffbare auf ganzer welt\n\t\t- MS teils pferflichtet datenzugriff von Kuinden zu gewähren/sicherheitslücken einbahen\n\t\t- BSI hat hohe Misstraun gegen MS\n\t\t\t- MS ignoreirt teils sogar probleme/schwachstelln deren Behebung gefodert wurde\n\t\t- EU: könnte zur Kolonie für US Techkonzerne zu werden\n\t- Open source anbieter\n\t\t- Gibt es, jedoch noch nicht marktfähig, da nachfrage hilft\n\t\t- Es wird nicht genug investiert\n\t\t- -> Veröffentlichung des Quellcode als grundatz für staartliche software, würde EU abhänigkeit lösen, sicherheit steigern",536870920]],["^15",[1386,"^17",1761642512560,536870920]],["^15",[1386,"^Z","pages/School___InfT___Digitale Souveränität___Das Microsoft Dilemma.md",536870920]],["^15",[1387,"^K",1761642512559,536870920]],["^15",[1387,"^[",1386,536870920]],["^15",[1387,"^@",false,536870920]],["^15",[1387,"^Y","school/inft/digitale souveränität/das microsoft dilemma",536870920]],["^15",[1387,"^A",1269,536870920]],["^15",[1387,"^11","School/InfT/Digitale Souveränität/Das Microsoft Dilemma",536870920]],["^15",[1387,"^?",["^ ","^1D",3],536870920]],["^15",[1387,"^4",["^ ","^1D","3"],536870920]],["^15",[1387,"^B",1761642512559,536870920]],["^15",[1387,"^;","~u69008810-2ee6-4968-a71f-acd64cd74c36",536870920]],["^15",[1388,"^Q","Weltweit größte Unternehmen, Regierungen von MS Windows abhänig",536870920]],["^15",[1388,"^O","^1@",536870920]],["^15",[1388,"^F",1404,536870920]],["^15",[1388,"^X",1387,536870920]],["^15",[1388,"^V",1404,536870920]],["^15",[1388,"^U",1387,536870920]],["^15",[1388,"^;","~u69008810-26b0-4696-9b7b-50e50d3d8d08",536870920]],["^15",[1389,"^Q","Argument von Bürgermeister: Nicht das was ich gewohnt bin",536870920]],["^15",[1389,"^O","^1@",536870920]],["^15",[1389,"^F",1409,536870920]],["^15",[1389,"^X",1387,536870920]],["^15",[1389,"^V",1409,536870920]],["^15",[1389,"^U",1387,536870920]],["^15",[1389,"^;","~u69008810-b53b-4f42-8e12-243ce88b57e6",536870920]],["^15",[1390,"^Q","index:: 3\n\n",536870920]],["^15",[1390,"^O","^1@",536870920]],["^15",[1390,"^35",["^36",[]],536870920]],["^15",[1390,"^F",1387,536870920]],["^15",[1390,"^X",1387,536870920]],["^15",[1390,"^V",1387,536870920]],["^15",[1390,"^U",546,536870920]],["^15",[1390,"^U",1387,536870920]],["^15",[1390,"^:",true,536870920]],["^15",[1390,"^?",["^ ","^1D",3],536870920]],["^15",[1390,"^J",["^1D"],536870920]],["^15",[1390,"^4",["^ ","^1D","3"],536870920]],["^15",[1390,"^H",546,536870920]],["^15",[1390,"^;","~u69008810-d44a-4d36-8668-87702d637595",536870920]],["^15",[1391,"^Q","keine Schneller Umstieg: Software nicht da, Server-Software nicht da, Anwenderkentnisse nicht da",536870920]],["^15",[1391,"^O","^1@",536870920]],["^15",[1391,"^F",1416,536870920]],["^15",[1391,"^X",1387,536870920]],["^15",[1391,"^V",1388,536870920]],["^15",[1391,"^U",1387,536870920]],["^15",[1391,"^;","~u69008810-fb0d-4d84-971a-195f91e7d518",536870920]],["^15",[1392,"^Q","Open source anbieter",536870920]],["^15",[1392,"^O","^1@",536870920]],["^15",[1392,"^F",1419,536870920]],["^15",[1392,"^X",1387,536870920]],["^15",[1392,"^V",1404,536870920]],["^15",[1392,"^U",1387,536870920]],["^15",[1392,"^;","~u69008810-82c4-43c1-aa0f-c51f62b03be7",536870920]],["^15",[1393,"^Q","Libreoffice weniger verwundbar",536870920]],["^15",[1393,"^O","^1@",536870920]],["^15",[1393,"^F",1395,536870920]],["^15",[1393,"^X",1387,536870920]],["^15",[1393,"^V",1419,536870920]],["^15",[1393,"^U",1387,536870920]],["^15",[1393,"^;","~u69008810-fa75-48c1-a361-fdffdc656165",536870920]],["^15",[1394,"^Q","**Slides:**\nbackground-color:: green",536870920]],["^15",[1394,"^O","^1@",536870920]],["^15",[1394,"^F",1414,536870920]],["^15",[1394,"^X",1387,536870920]],["^15",[1394,"^V",1410,536870920]],["^15",[1394,"^U",1387,536870920]],["^15",[1394,"^?",["^ ","^39","green"],536870920]],["^15",[1394,"^J",["^39"],536870920]],["^15",[1394,"^4",["^ ","^39","green"],536870920]],["^15",[1394,"^;","~u69008810-08e8-421a-bb2d-d024cfbad67d",536870920]],["^15",[1395,"^Q","MS Überkomplex, nur MS kann Sicherheitsüberprüfung durchführen",536870920]],["^15",[1395,"^O","^1@",536870920]],["^15",[1395,"^F",1419,536870920]],["^15",[1395,"^X",1387,536870920]],["^15",[1395,"^V",1419,536870920]],["^15",[1395,"^U",1387,536870920]],["^15",[1395,"^;","~u69008810-9076-4eda-8e2b-b89c34c8246c",536870920]],["^15",[1396,"^Q","zeigt jedoch nur abhänigkeit, da alternativen existieren",536870920]],["^15",[1396,"^O","^1@",536870920]],["^15",[1396,"^F",1412,536870920]],["^15",[1396,"^X",1387,536870920]],["^15",[1396,"^V",1412,536870920]],["^15",[1396,"^U",1387,536870920]],["^15",[1396,"^;","~u69008810-13a9-482c-84c4-269d090e64f1",536870920]],["^15",[1397,"^Q","Es wird nicht genug investiert",536870920]],["^15",[1397,"^O","^1@",536870920]],["^15",[1397,"^F",1423,536870920]],["^15",[1397,"^X",1387,536870920]],["^15",[1397,"^V",1392,536870920]],["^15",[1397,"^U",1387,536870920]],["^15",[1397,"^;","~u69008810-eb61-48b9-a811-6a0251698ab2",536870920]],["^15",[1398,"^Q","recht wird bewusst gebrochen, auch von EU Kommission",536870920]],["^15",[1398,"^O","^1@",536870920]],["^15",[1398,"^F",1403,536870920]],["^15",[1398,"^X",1387,536870920]],["^15",[1398,"^V",1436,536870920]],["^15",[1398,"^U",1387,536870920]],["^15",[1398,"^;","~u69008810-7d38-4c9e-9424-94cba3603cf8",536870920]],["^15",[1399,"^Q","Microsoft (Mittarbeiter) haben priviligierten zugang z.T. sogar .gov Mail addressen;\nCheflobyist als Palamentarischer Mittarbeiter",536870920]],["^15",[1399,"^O","^1@",536870920]],["^15",[1399,"^F",1418,536870920]],["^15",[1399,"^X",1387,536870920]],["^15",[1399,"^V",1418,536870920]],["^15",[1399,"^U",1387,536870920]],["^15",[1399,"^;","~u69008810-477b-4ceb-8b2d-60d461a0526c",536870920]],["^15",[1400,"^Q","mitlerweile echte alternative, wird weiterhin falsch Wargenommen",536870920]],["^15",[1400,"^O","^1@",536870920]],["^15",[1400,"^F",1420,536870920]],["^15",[1400,"^X",1387,536870920]],["^15",[1400,"^V",1420,536870920]],["^15",[1400,"^U",1387,536870920]],["^15",[1400,"^;","~u69008810-0889-4834-913f-ab5b598bbf6d",536870920]],["^15",[1401,"^Q","{{query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[School/InfT/Digitale Souveränität/Das Microsoft Dilemma]]) (namespace [[School/InfT/Digitale Souveränität/Das Microsoft Dilemma]])))}}\nquery-sort-by:: block\nquery-table:: true\nquery-sort-desc:: true",536870920]],["^15",[1401,"^O","^1@",536870920]],["^15",[1401,"^F",1414,536870920]],["^15",[1401,"^S",1444,536870920]],["^15",[1401,"^X",1387,536870920]],["^15",[1401,"^V",1414,536870920]],["^15",[1401,"^U",1387,536870920]],["^15",[1401,"^?",["^ ","^3:","block","^3;",true,"^3<",true],536870920]],["^15",[1401,"^J",["^3:","^3;","^3<"],536870920]],["^15",[1401,"^4",["^ ","^3:","block","^3;","true","^3<","true"],536870920]],["^15",[1401,"^;","~u69008810-0c6c-4791-9368-e4ca9a24ca9c",536870920]],["^15",[1402,"^Q","viel arbeit entsteht durch übernehme zwang von Formularen",536870920]],["^15",[1402,"^O","^1@",536870920]],["^15",[1402,"^F",1425,536870920]],["^15",[1402,"^X",1387,536870920]],["^15",[1402,"^V",1409,536870920]],["^15",[1402,"^U",1387,536870920]],["^15",[1402,"^;","~u69008810-f719-4508-88a0-ab4551a82a81",536870920]],["^15",[1403,"^Q","eigendlich sogar nennung von Markennamen verboten in ausschreibungen",536870920]],["^15",[1403,"^O","^1@",536870920]],["^15",[1403,"^F",1440,536870920]],["^15",[1403,"^X",1387,536870920]],["^15",[1403,"^V",1436,536870920]],["^15",[1403,"^U",1387,536870920]],["^15",[1403,"^;","~u69008810-8611-44c3-9559-0b514e6757d6",536870920]],["^15",[1404,"^Q","{{video https://www.youtube.com/watch?v=_7583HNrZJs}}",536870920]],["^15",[1404,"^O","^1@",536870920]],["^15",[1404,"^F",1434,536870920]],["^15",[1404,"^S",1446,536870920]],["^15",[1404,"^X",1387,536870920]],["^15",[1404,"^V",1387,536870920]],["^15",[1404,"^U",1387,536870920]],["^15",[1404,"^;","~u69008810-e4ed-4726-8ae5-f3729ccc3ada",536870920]],["^15",[1405,"^Q","Gibt Geheimverträge zwischen MS und Verteidigungsministerium in FR, ohne Zustimmung von Parlament etc.",536870920]],["^15",[1405,"^O","^1@",536870920]],["^15",[1405,"^F",1418,536870920]],["^15",[1405,"^X",1387,536870920]],["^15",[1405,"^V",1411,536870920]],["^15",[1405,"^U",1387,536870920]],["^15",[1405,"^;","~u69008810-1904-48a8-8460-c747d5b177d7",536870920]],["^15",[1406,"^Q","Microsoft entscheided (durch geltende Geschäftsgeheimnisse) welche informationen über vertrag an öffentlichkeit gelangen",536870920]],["^15",[1406,"^O","^1@",536870920]],["^15",[1406,"^F",1426,536870920]],["^15",[1406,"^X",1387,536870920]],["^15",[1406,"^V",1426,536870920]],["^15",[1406,"^U",1387,536870920]],["^15",[1406,"^;","~u69008810-dc77-4be4-aeeb-0363d0f72664",536870920]],["^15",[1407,"^Q","",536870920]],["^15",[1407,"^O","^1@",536870920]],["^15",[1407,"^F",1430,536870920]],["^15",[1407,"^X",1387,536870920]],["^15",[1407,"^V",1430,536870920]],["^15",[1407,"^U",1387,536870920]],["^15",[1407,"^;","~u69008810-64be-4332-a026-ec8ab7a0b729",536870920]],["^15",[1408,"^Q","Beispiel : Wanaby, NSA nutzte es für computervierus, mitarbeiter stahl es, verkaufte es und es entstnte Angriffbare auf ganzer welt",536870920]],["^15",[1408,"^O","^1@",536870920]],["^15",[1408,"^F",1393,536870920]],["^15",[1408,"^X",1387,536870920]],["^15",[1408,"^V",1419,536870920]],["^15",[1408,"^U",1387,536870920]],["^15",[1408,"^;","~u69008810-1baf-444e-905a-8443bbb6e23d",536870920]],["^15",[1409,"^Q","CSU zurückstellung auf Microsoft, nach Unternehmensitzumzug nach München",536870920]],["^15",[1409,"^O","^1@",536870920]],["^15",[1409,"^F",1421,536870920]],["^15",[1409,"^X",1387,536870920]],["^15",[1409,"^V",1438,536870920]],["^15",[1409,"^U",1387,536870920]],["^15",[1409,"^;","~u69008810-061c-46c2-ba66-06492d8d649b",536870920]],["^15",[1410,"^Q","## Meta",536870920]],["^15",[1410,"^O","^1@",536870920]],["^15",[1410,"^F",1417,536870920]],["^15",[1410,"^X",1387,536870920]],["^15",[1410,"^V",1387,536870920]],["^15",[1410,"^U",1387,536870920]],["^15",[1410,"^?",["^ ","^37",2],536870920]],["^15",[1410,"^J",[],536870920]],["^15",[1410,"^;","~u69008810-09a1-4c7a-a49a-5a6be9c3aa5f",536870920]],["^15",[1411,"^Q","Umstiege:",536870920]],["^15",[1411,"^O","^1@",536870920]],["^15",[1411,"^F",1438,536870920]],["^15",[1411,"^X",1387,536870920]],["^15",[1411,"^V",1404,536870920]],["^15",[1411,"^U",1387,536870920]],["^15",[1411,"^;","~u69008810-8e7b-409b-8103-d9350a37f48d",536870920]],["^15",[1412,"^Q","Legal: Da behaupted wird, nur MS kann jene Softwaerlösung anbieten, so können Rabatte eingeholt werden",536870920]],["^15",[1412,"^O","^1@",536870920]],["^15",[1412,"^F",1436,536870920]],["^15",[1412,"^X",1387,536870920]],["^15",[1412,"^V",1426,536870920]],["^15",[1412,"^U",1387,536870920]],["^15",[1412,"^;","~u69008810-49c5-47aa-8f28-ba326917359e",536870920]],["^15",[1413,"^Q","EU: könnte zur Kolonie für US Techkonzerne zu werden",536870920]],["^15",[1413,"^O","^1@",536870920]],["^15",[1413,"^F",1439,536870920]],["^15",[1413,"^X",1387,536870920]],["^15",[1413,"^V",1419,536870920]],["^15",[1413,"^U",1387,536870920]],["^15",[1413,"^;","~u69008810-5b5f-43a6-be86-74222817a375",536870920]],["^15",[1414,"^Q","**Notes:**\nbackground-color:: red",536870920]],["^15",[1414,"^O","^1@",536870920]],["^15",[1414,"^F",1410,536870920]],["^15",[1414,"^X",1387,536870920]],["^15",[1414,"^V",1410,536870920]],["^15",[1414,"^U",1387,536870920]],["^15",[1414,"^?",["^ 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millitary opperation, to create desired public effect\n\t- Psychological Operations: Create desierd effect, throu emotional influence/manipulative perseption\n\t- -> Propaganda Means\n\t- https://stratcomcoe.org/about_us/about-strategic-communications/1\n- NATO Satcom (Nato sateliertn kommunikationsnetzwerk)\n\t- Überwachung von Millitärischen Bewegungne/Aktionen\n\t- Kommunikation\n\t- Generelle Informationsbeschaffung\n\t- https://www.nato.int/cps/en/natohq/topics_183281.htm\n- Verschkuesselungen\n\t- Für Funk: https://www.thalesgroup.com/en/markets/defence-and-security/radio-communications/aeronautical-communications/NATO\n\t\t- MAC hat KY100 ersetzt\n\t\t- ground-air communication mittels Radiowellen\n\t\t- Mehrere verschlüsselungsmodi unterschtützt\n\t\t- bis zu 20mbs (hoch) schnell\n\t\t- verwendbar um Sat Com zu sichern\n\t- TCE 621/C für IP: https://www.ia.nato.int/niapc/Product/TCE-621-C_170\n\t\t- Verwendet NATO Type A verschluesselung, bis zu 1GB/s IP\n- -> 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Pin: 647255\n\t\t- [SZUT233Studentlab1_SZUT233Studentlab1_SZUT233Studentlab1.ovpn](../assets/SZUT233Studentlab1_SZUT233Studentlab1_SZUT233Studentlab1_1762171322255_0.ovpn)\n\t- ### Wesentliche Ressourcen im Labor-Netz\n\t\t- Aus dem schulischen Labor-Netz habt ihr Zugriff auf das Managementnetz:\n\t\t\t- 172.22.33.0/24\n\t\t\t\t- [Gateway](https://de.wikipedia.org/wiki/Gateway_(Informatik))und [DNS](https://de.wikipedia.org/wiki/Domain_Name_System)Resolver IP: 172.22.33.1\n\t\t\t\t\t- **Beachtet,\n\t\t\t\t\t dass nur dieser DNS Server konfigurierbare DNS Einträge auflöst! Für \n\t\t\t\t\t benötigte DNS Einträge bitte die Ansprechpartner kontaktieren oder \n\t\t\t\t\t eigene DNS Server virtualisieren.**\n\t\t- Das Managementnetz stellt gleichzeitig alle sonstigen Netzwerke dar, die in\n\t\t der Realität genutzt werden und dort üblicherweise separiert würden. \n\t\t Demnach werden in diesem Netzwerk sämtliche Dienste bereitgestellt. Da \n\t\t kein [DHCP](https://de.wikipedia.org/wiki/Dynamic_Host_Configuration_Protocol)Server vorhanden ist und dessen Einsatz für Server auch eher unüblich wäre, **müssen IP Konflikte manuell vermieden werden**. Demnach sind folgende IP Konventionen zu beachten:\n\t\t- IP Bereich 172.22.33.1 – 172.22.33.20\n\t\t\t- Ist reserviert für Infrastrukturelle Dienste und sollte nicht für VM’s und oder Container genutzt werden.\n\t\t- [Domänencontroller](https://de.wikipedia.org/wiki/Domain_Controller) und Application Server\n\t\t\t- IP: 172.22.33.11\n\t\t\t- Host: ucs-primary.kenkel-it.de\n\t\t\t- AD-Domänenname: kenkel-it\n\t\t- Gateway / Firewall / DNS Server\n\t\t\t- IP: 172.22.33.1\n\t- ### Einstig\n\t collapsed:: true\n\t\t- {{video https://youtu.be/X3ejVUgR6TU}}\n\t\t- {{video https://youtu.be/BTX3JZ1G8i0}}\n\t\t-\n-\n- Firewall:\n collapsed:: true\n\t- Private:\n\t\t- Blockiere alle eingehenden Daten\n\t\t- Lasse alle Ausgehenden Daten zu\n\t- Professionelle:\n\t\t- Blockiere auch bestimmte ausgehende Daten\n\t- ---\n\t- Arbeitet mit Access Listen was durchgelassen werden darf\n\t-\n- NMAL\n\t- Gefiltert: Port kann erreicht werden, jedoh läuft kein service\n\t- Offen: Service läuft\n\t- Blocked: Kann nicht erreicht werden\n-\n- AKTUELL:\n collapsed:: true\n\t- Managment darf überall hin\n\t- DMZ niergens (nur incoming von berechtigten, WAN nicht)\n-\n- openV Switch\n\t- ```\n\t ovs-vsctl --may-exist add-port br0 eth1\n\t c\n\t \n\t \n\t ```\n-\n-\n- Umgang Lights Out Managmet in server\n\t-",536880760]],["^15",[1510,"^17",1761642513520,536870921]],["^15",[1510,"^3?","~m1763456731432",536880759]],["^15",[1510,"^Z","pages/School___InfT___LuckyPunch.md",536870921]],["^15",[1511,"^K",1761642513642,536870921]],["^15",[1511,"^[",1510,536870921]],["^15",[1511,"^O","^1@",536870921]],["^15",[1511,"^@",false,536870921]],["^15",[1511,"^Y","school/inft/luckypunch",536870921]],["^15",[1511,"^A",1256,536870921]],["^15",[1511,"^11","School/InfT/LuckyPunch",536870921]],["^15",[1511,"^B",1763456730792,536880758]],["^15",[1511,"^;","~u6912ea09-4286-471e-be3f-d77aff2de905",536874300]],["^15",[1512,"^Q","Additional 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green",536870921]],["^15",[1551,"^O","^1@",536870921]],["^15",[1551,"^F",1537,536870921]],["^15",[1551,"^X",1528,536870921]],["^15",[1551,"^V",1541,536870921]],["^15",[1551,"^U",1528,536870921]],["^15",[1551,"^?",["^ ","^39","green"],536870921]],["^15",[1551,"^J",["^39"],536870921]],["^15",[1551,"^4",["^ ","^39","green"],536870921]],["^15",[1551,"^;","~u69008811-4b30-4cef-a4cd-937c679e8943",536870921]],["^15",[1552,"^?",["^ ","^3=","query","^3>",["(and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[School/InfT/LuckyPunch/Logische Netzwerk]]) (namespace [[School/InfT/LuckyPunch/Logische Netzwerk]])))"]],536870921]],["^15",[1552,"^W","macro",536870921]],["^15",[1552,"^T","query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[School/InfT/LuckyPunch/Logische Netzwerk]]) (namespace [[School/InfT/LuckyPunch/Logische Netzwerk]])))",536870921]],["^15",[1553,"^?",["^ ","^3=","query","^3>",["(and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/InfT/LuckyPunch/Logische Netzwerk]]) (namespace [[School/InfT/LuckyPunch/Logische Netzwerk]])))"]],536870921]],["^15",[1553,"^W","macro",536870921]],["^15",[1553,"^T","query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/InfT/LuckyPunch/Logische Netzwerk]]) (namespace [[School/InfT/LuckyPunch/Logische Netzwerk]])))",536870921]],["^15",[1554,"^3","index:: 4\n\n- tags::\n- references::\n- ## Meta\n\t- **Notes:**\n\t background-color:: red\n\t\t- {{query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[School/InfT/LuckyPunch/Physisches Netzwerk]]) (namespace [[School/InfT/LuckyPunch/Physisches Netzwerk]])))}}\n\t\t query-sort-by:: block\n\t\t query-table:: true\n\t\t query-sort-desc:: true\n\t- **Slides:**\n\t background-color:: green\n\t\t- {{query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/InfT/LuckyPunch/Physisches Netzwerk]]) (namespace [[School/InfT/LuckyPunch/Physisches Netzwerk]])))}}\n\t- **Summery**:\n\t background-color:: blue\n\t\t-\n- ---\n-\n- ![A2.2 - Netzkonzept (physisch).pdf](../assets/A2.2_-_Netzkonzept_(physisch)_1759405011873_0.pdf)\n\t- ((68de6570-687f-47dc-b249-2b7d4e7d6e3b))\n\t\t- Es wird zwischen Primärverkabelung (zwischen verschiedenen Gebäuden, meist LWL; Backbone), Sekundärverkabelung (Stockverteiler, LWL oder Twisted Pair) und der Tertiärverkabelung (zum Endnutzer, Twisted Pair oder mittlerweile auch Fiber to the Desk) unterschieden.\n\t- ((68de6578-5777-47b3-9b47-1d8f6267ee67))\n\t\t- Server -> Router, Switches\n\t\t logseq.order-list-type:: number\n\t\t- Stockverteiler -> Switches, Patchfelder\n\t\t logseq.order-list-type:: number\n\t\t- Datendosen, ggf. auch Desk-Switch\n\t\t logseq.order-list-type:: number\n\t- ((68de657f-3e53-45d4-8557-bef6d3975ecd))\n\t\t- Je nach Anwendungsbereich können mittlerweile auf jeder Ebene alle Kabelarten zum Einsatz kommen, tendenziell nimmt die Geschwindigkeit der Kabel jedoch ab, je näher man Richtung End-User kommt.\n\t\t- Traditionell werden LWL in der Primären, LWL/Twisted Pair auf der Sekundären und 1 GB Twisted-Pair-Kabel auf der Tertiären Ebene verwendet.\n\t- ((68de658b-b1fd-4501-871f-c7533266f62c))\n\t\t- Das reine LWL-Leiterkabel ist tatsächlich kostengünstiger als ein Kupferkabel, da weniger Abschirmung und teure Metalle verwendet werden müssen. Jedoch erfordern sie an jedem Ende ein SFP+ (oder ähnliches) Adapter, um die elektrischen Signale in Licht umzuwandeln, wodurch der Preis erneut steigt. Auch sind sie fragiler als Twisted-Pair-Kabel, verfügen dafür über eine höhere Bandbreite. Das eignet sie für längere Strecken, während Twisted-Pair-Kabel auf mittel-kurzen Strecken verwendet werden. (Je nach Abschirmungsgrad muss jedoch auf die Umgebung geachtet werden, um eine fehlerfreie Datenübertragung mit gewünschter Geschwindigkeit sicherzustellen; dies ist bei LWL hingegen nicht erforderlich.)\n\t-\n\t- ![GrobePhysischeVerteilung.drawio(2).png](../assets/GrobePhysischeVerteilung.drawio(2)_1759748793379_0.png){:height 404, :width 750}\n\t\t- Notes\n\t\t\t- Gebäude Sternförmig an Standortverteiler angeschlossen\n\t\t\t- Distributed backend, SV und GV nicht zusammengelegt\n\t\t\t- https://www.slideserve.com/milo/strukturierte-verkabelung\n\t\t- ### Aufgabe 3)\n\t\t\t- ((68e39b9c-1f54-4b6f-a54e-ec82ccb2d5dc))\n\t\t\t- ((68e3997b-01d4-45c9-a9c5-2a8c4a8c085f))\n\t\t\t\t- Annahme im Ungünstigsten fall: Das update wird 5x über Unicast übertragen\n\t\t\t\t- Update: 10GB = 10*8GBit = 80GBit\n\t\t\t\t- Niedrigste Verbindungsgeschwindigkeit ermitteln:\n\t\t\t\t\t- #+BEGIN_EXPORT latex\n\t\t\t\t\t Server: \\frac{2*10 \\frac{GBit}{s}}{5 con} = 4\\frac{\\frac{GBit}{s}}{con}\\\\\\\\\n\t\t\t\t\t Client: 1 \\frac{1 \\frac{GBit}{s}}{1 con} = 1{\\frac{GBit}{s}}\n\t\t\t\t\t #+END_EXPORT\n\t\t\t\t\t => Client ist Bottleneck\n\t\t\t\t- #+BEGIN_EXPORT latex\n\t\t\t\t \\frac{80GBit}{1\\frac{GBit}{s}} = 80s\n\t\t\t\t #+END_EXPORT\n\t\t\t\t => Die Übertragung auf alle 5 Geräte würde 80 Sekunden dauern\n\t\t\t- ((68e39995-5e21-4598-b166-951e49467c25))\n\t\t\t\t- 5 PC habe bereits Update d.h. Teilung der 15 in Gruppen mit einem Bereichsrechner\n\t\t\t\t #+BEGIN_EXPORT latex\n\t\t\t\t Gruppengröße = \\frac {15}{5} = 3\n\t\t\t\t #+END_EXPORT\n\t\t\t\t- Es müssen 3*80=240GBit über eine 1GBit Leitung übertragen werden\n\t\t\t\t #+BEGIN_EXPORT latex\n\t\t\t\t \\frac{240GBit}{1\\frac{GBit}{s}} = 240s\n\t\t\t\t #+END_EXPORT\n\t\t\t\t => Nach 240s hat jeder Rechner das Update\n\t\t\t- ((68e399a1-f119-48ad-b3c2-8e7e86e9a3fc))\n\t\t\t\t- Langsamste Verbindung ermitteln:\n\t\t\t\t\t- #+BEGIN_EXPORT latex\n\t\t\t\t\t Server-Router: \\frac{2*10 \\frac{GBit}{s}}{5 con} = 4\\frac{\\frac{GBit}{s}}{con}\\\\\\\\\n\t\t\t\t\t Rechenzentrum-SV-EV: \\frac{40 \\frac{GBit}{s}}{5 con} = 8\\frac{\\frac{GBit}{s}}{con}\\\\\\\\\n\t\t\t\t\t EV-RV: \\frac{10 \\frac{GBit}{s}}{5 con} = 2\\frac{\\frac{GBit}{s}}{con}\\\\\\\\\n\t\t\t\t\t RV-Client: 1 \\frac{1 \\frac{GBit}{s}}{1 con} = 1{\\frac{GBit}{s}}\n\t\t\t\t\t #+END_EXPORT\n\t\t\t\t\t => Client ist Bottleneck\n\t\t\t\t- Bottleneck ist selbe größe wie in vorgegebenen Szenario. D.h. gleichen sich weitere Rechnungen!\n- Brandabschnitte: Häuig an Selber usv, nicht komplett getrennt, kostengünstig\n Autakes Gebäude: Meist komplett getrennt, höhere Sicherheit\n- ![Netzwerkverkabelung_Grundlagen.pdf](../assets/Netzwerkverkabelung_Grundlagen_1759405161427_0.pdf)\n\t- ((68de64df-8223-441b-baa9-6a71e1a0eaf6))\n\t\t- ((68de64f4-3367-408a-b41b-180f811d8446))\n\t\t- ((68de6509-4981-4d70-b3cb-dbabeef90b69))\n\t- ((68de6528-291a-49ae-a836-a23911ae5ba4))\n-\n- ### Strukturierte Verkabelung\n\t- ![Strukturierte Verkabelung.pdf](../assets/Strukturierte_Verkabelung_1759997495608_0.pdf)\n\t- Ist die Verwendung einer strukturierten Verkabelung verpflichtend und wenn ja, für wen?\n\t logseq.order-list-type:: number\n\t\t- Die Einhaltung der ISO Norm ist freiwillig, sie bittet jedoch eine gute Grundlage für den aufbau einer Zukunftsfähigen Verkabelung und vereinheitlich den Prozess was es auch neue mittarbeitenden zukünftig erleichtert das System zu verstehen\n\t\t Ggf. Verbindlich in einigen Bereichen\n\t\t- Organisierter, erweiterbarer, sicherer bei ausfällen, Industriestandart kann schneller von anderen Dienstleistern nachvollzogen werden\n\t- Was ist die Alternative zu einer strukturierten Verkabelung, und was sind die jeweiligen Vor- und Nachteile?\n\t logseq.order-list-type:: number\n\t\t- Ohne Strukturierte Verkabelung muss spontan nach den aktuellen Anforderungen geurteilt und entsprechend implementiert werden, dies kann je nach größe und erwarteter Betriebszeit Kostengünstiger und Schneller aufzubauen sein, jedoch langfristig ggf. weniger Erweiterbar und auch Chaotisch. Des weiteren können Redundanzen durch fehlende Planung kaum effektive eingebaut werden\n\t- Sind strukturierte Verkabelungen per se für alle Netzwerke \n\t logseq.order-list-type:: number\n\t geeignet, und falls nein, welche Gegebenheiten und Bedarfe erfordern \n\t möglicherweise andere Vorgehensweisen?\n\t\t- Strukturierte Verkabelungen eignen sich Besonders für große Bereiche, allerdings können auch kleine Netzwerke z.B. dem Heimnetzwerk in ähnlichen Schemas eingerichtet werden, indem Elemente wie die Primäre Verkabelung nur in teilen, oder komplett ausgelassen werden.\n\t\t- Temporäre Netzwerke oder Netzwerke mit besonderen Anforderungen/Technologien unter Umständen nicht geeignet;\n\t\t Manchmal keine Kabel verwendbar, z.B. Richtfunk zwischen Gebäuden\n\t\t- Große Distanzen > 1500m nicht von Strukturierter Verkabelung abgedeckt, nach Standortverteiler\n\t- In den Normen zur strukturierten Verkabelung werden \n\t logseq.order-list-type:: number\n\t unterschiedliche Bereiche und zugehörige Materialien und Maximalwerte \n\t definiert. Um was für Definitionen handelt es sich dabei?\n\t\t- ((68e76f51-8f0c-4651-9a0e-cc7bda831592)): zwischen Gebäuden; ((68e76f7a-b389-453d-af36-f1a2f231a7e3)) ; 50% Kapazitätsreserve; LWL (da Bandbreite und Galvanische Trennung)\n\t\t\t- Blizeinschlag bleibt durch LWL isoliert, Gebäude können auf anderen Phasen sein, Elektromagnetische Interferenzen, negative Beeinflussung der Geräte vermieden\n\t\t- ((68e76f9b-3efc-47fa-99fd-1173aa4d4577)): zwischen Stockwerken; ((68e76fab-b026-46dc-b7df-880a7456e10b)); LWL oder Kupfer\n\t\t- ((68e76fb0-5fd8-44f2-ab0d-ff5118599f1e)): Zu Endgeräten; ((68e76fd6-cc38-4794-b47f-43a3a068d94c)); LWL, meist Kupfer (da keine SFP NIC)\n\t\t\t- LWL signale können leicht bei Karbelübergang verlohren gehen, kein Stecker an Stecker möglich\n\t\t- -> max geographische Ausdehnung 3000m\n- ## Karbelarten\n collapsed:: true\n\t- ![Europa-LF3-Clients in Netzwerke einbinden - Kabel und Messung.pdf](../assets/Europa-LF3-Clients_in_Netzwerke_einbinden_-_Kabel_und_Messung_1760000435788_0.pdf)\n\t- ### Leitungstypen\n\t collapsed:: true\n\t\t- ### Kauxial\n\t\t collapsed:: true\n\t\t\t- ((68e77a87-0f95-48ae-81a4-f8815c8c79cc))\n\t\t\t\t- Alluminium Abschirmung\n\t\t\t\t- -> Selbstabschirmend, geringer Verlusst\n\t\t- ### Twisted-Pair\n\t\t collapsed:: true\n\t\t\t- ((68e77b14-a00e-4f57-ba48-df94d14f9c94))\n\t\t\t\t- Twisted Pair\n\t\t\t\t- Paarweise mitteinander Verpflochten, abschirmung um Paar bei STP\n\t\t\t\t- ((68e77b53-c06a-418f-a96f-907db72fe25b))\n\t\t\t\t\t- Straight throu (links); Crossover (rechts)\n\t\t\t\t\t- ursprünglich benötigt damit Senden/empfang auf richtigen Ports, heute auto negotiation\n\t\t\t\t\t\t- 1:1 bei: PC -> Switch, Switch -> Router\n\t\t\t\t\t\t- Cross over bei: PC -> Router, Switch -> Switch\n\t\t\t\t- ((68e77bf3-ac6c-4013-9fc9-0079f3138a33))\n\t\t- ### LWL\n\t\t\t- ((68e77d6d-e7a9-42b1-8265-58a6fb261020))\n\t\t\t- Multimode leichter einspeisbar\n\t\t\t- hohe Bandbreite, große Reichweite, Schutz gegen man in the middle, nicht beeinträchtigt durch elektromagnetische Störfelder, keine Erdung nötig\n\t\t\t- ---\n\t\t\t- Kern umgeben von Kernmantel mit geringerer optischr Brechwahl, dann zum schutz Vorbeschichtung -> mehrere Fasern zu Karbel gebündelt\n\t\t\t\t- Signalübertragung in einer Richtung, ein LWL Karbel aus mehreren Fasern\n\t\t\t- Es entstehen Bereiche mit hoher und niedriger Dämpfung (optische Fenster)\n\t\t\t\t- Dämpfung nimmt je höhe der Wellenlänge ab\n\t\t\t- Geringere Dämpfung ermöglicht höhere Geschwindigkeit/längere Übertragungen\n\t\t\t- ---\n\t\t\t- Monomode: Kern so dünn das keine signalaufberitung entstehen kann da ein Weg bertragen werden kann -> selbe Laufzeit aller Mode\n\t\t\t- Multimodale faser: Verschieden Ausbreitungswege, dadurch Zeiten -> Modendispersion, Verbreitungen des Eingangsimpulses\n\t\t\t- Bandbreitenlängenprodukt:\n\t\t\t\t- 100MHz/km für Stufenindex Multimode \n\t\t\t\t 1GHz/km Gradientenindex Multimode\n\t\t\t\t 10GHz/km Stufenindex Singelmode\n\t\t\t\t- 100MGZ/km = 100Mbits/s\n\t\t\t- ---\n\t\t\t- ### Fasertypen\n\t\t\t\t- LWL-Duplexfaser: Gleichzeitiges empfangen/senden, Zwei LWL nötig\n\t\t\t\t- LWL-Steckverbinder: Stecker zum Verbinden zweier LWL\n\t\t\t\t- Spleißverbindung: Nicht lösbare Verbindung zweier LWL\n\t\t\t\t (spleißen fehleranfällig, Optische Vergrößerung nötig)\n\t\t\t- ### Senden/Empfangen\n\t\t\t\t- TX -> elektrische SIgnale in optiosches (EO-Umsetzer)\n\t\t\t\t\t- LED (licht aussendende Diode)\n\t\t\t\t\t IRED (Infrarot aussendende Diode)\n\t\t\t\t\t LD (Laserdiode)\n\t\t\t\t\t- optische Verstärkung findet statt\n\t\t\t\t- RX -> Optisches zu elektronischen (OE-Umsetzung) mittels PIN-Fotodioden, in Reinfolge\n\t\t\t\t P-leiter\n\t\t\t\t I-Eigenleiter\n\t\t\t\t N-Leiter\n\t\t\t\t- <100m Rotlichtlaser, Acrylglasfaser\n\t\t\t\t \\>100m IR-Strahlung und Quarzglasfaser\n\t\t\t\t- Laserschutz:\n\t\t\t\t\t- nach VBG93 und DIN EN, Unfallverhütung\n\t\t\t\t\t- Alle geräte die Laserstrahlung erzeugen fallen darunter,\n\t\t\t\t\t Laserstrahlen sind alle elektromagnetischen Strahlen zwischen 100nm und 1mm\n\t\t\t\t\t- Bedingtes Gefärdungspotential nach klassen:\n\t\t\t\t\t\t- GZS Maximalwert für jeweilige Klasse, MZB Grenzwert der Unbedenklichen Bestrahlung von Haut und Auge\n\t\t\t\t\t\t- ((68ff5c44-2a40-4056-a381-39b90a390d05))\n\t\t\t\t\t- -> Nach Berufsgenossenschaft vorgeschribende Verwendung von Schutzbrillen, mit jewaliger Schutzstufe und Wellenlänge\n\t- ### Dämpfungen\n\t\t- Signalamplitude am Ende immer höher als am Anfang: Abnahme von Spannungs, Strom und Leistungswerten ist Dämpfung\n\t\t- Stets vorhandener Leistungsverlust; Stromverdrängung von Mitte des Leiters bei Wechselstrom mit zunehmender Frequenz steigend\n\t\t- Gesammtdämpfungsmaß ist summe aller Einfügungsdämpfungen, Dämpfung ist zunehmend mit Kabellänge\n\t- ### Nebensprech/Shielded twisted pair\n\t\t- Wellenwiderstand einer leitung gibt an, mit welchen widerstand ein Leitungsende abgeschlossen werden muss, damit keine Reflektion auftreten kann (100 Ohm bei Twited Pair)\n\t\t -> wenn Hochfrequenzsignale, kleiner als mechanische Länge der Übertragnungsleitungen\n\t\t- sonst entstehende Rücklaufende Wellen: Fehlanpassung tritt auf (Leitung nichtm it Wellenwiderstand betrieben)\n\t\t Reflektionsfaktor gibt störungsmenge an (-1: Kurzschluss; +1 leehrlauf -> Amplitude rück- fortlaufender wellen gleich groß)\n\t\t- induktiven/kapazitiven Beeinflussung nebeneinander verlaufender Leitungen -> Störung bei Signalübertragung (Nebensprech, crosstalk)\n\t\t Starke zunehmend auf laengerne Leitungen, durch Twisted-Pair bau heben sich induktive/kapazitive Stoerungen einander groesstenteils auf (Schlaglaege=Volle Umrundung)\n\t\t\t- NEXT (Nahnebenstrechen; NEXT) signal am nahem ende, edgegen der Signalrichtung laufend\n\t\t\t- FEXT (Fernnebensprechen; FEXT) signal am fernen ende\n\t\t\t- ACR (Attenuation to crosstalk Ration) Nebensprechdaempfungsollte groesser sei\n\t\t\t-",536878129]],["^15",[1554,"^17",1761642513600,536870921]],["^15",[1554,"^3?","~m1763038914011",536878128]],["^15",[1554,"^Z","pages/School___InfT___LuckyPunch___Physisches Netzwerk.md",536870921]],["^15",[1555,"^K",1761642513597,536870921]],["^15",[1555,"^[",1554,536870921]],["^15",[1555,"^@",false,536870921]],["^15",[1555,"^Y","school/inft/luckypunch/physisches netzwerk",536870921]],["^15",[1555,"^A",1511,536870921]],["^15",[1555,"^11","School/InfT/LuckyPunch/Physisches Netzwerk",536870921]],["^15",[1555,"^?",["^ ","^1D",4],536870921]],["^15",[1555,"^4",["^ ","^1D","4"],536870921]],["^15",[1555,"^B",1763038913368,536878126]],["^15",[1555,"^;","~u69008811-47f4-4544-8de2-94da020b82bc",536870921]],["^15",[1556,"^Q","-> Selbstabschirmend, geringer Verlusst",536870921]],["^15",[1556,"^O","^1@",536870921]],["^15",[1556,"^F",1577,536870921]],["^15",[1556,"^X",1555,536870921]],["^15",[1556,"^V",1611,536870921]],["^15",[1556,"^U",1555,536870921]],["^15",[1556,"^;","~u69008811-e771-4345-bdf8-25d9fa666af5",536870921]],["^15",[1557,"^Q","((68e399a1-f119-48ad-b3c2-8e7e86e9a3fc))",536870921]],["^15",[1557,"^O","^1@",536870921]],["^15",[1557,"^F",1712,536870921]],["^15",[1557,"^X",1555,536870921]],["^15",[1557,"^V",1639,536870921]],["^15",[1557,"^U",1555,536878127]],["^15",[1557,"^U",1597,536878127]],["^15",[1557,"^H",1597,536870921]],["^15",[1557,"^;","~u69008811-87c1-4490-9da2-609bd382fbfe",536870921]],["^15",[1558,"^Q","Was ist die Alternative zu einer strukturierten Verkabelung, und was sind die jeweiligen Vor- und Nachteile?\nlogseq.order-list-type:: number",536870921]],["^15",[1558,"^O","^1@",536870921]],["^15",[1558,"^F",1680,536870921]],["^15",[1558,"^X",1555,536870921]],["^15",[1558,"^V",1666,536870921]],["^15",[1558,"^U",1555,536870921]],["^15",[1558,"^?",["^ ","^3B","number"],536870921]],["^15",[1558,"^J",["^3B"],536870921]],["^15",[1558,"^4",["^ ","^3B","number"],536870921]],["^15",[1558,"^;","~u69008811-626c-46bd-8036-70fff254b015",536870921]],["^15",[1559,"^Q","Tertiärverkabelung\nls-type:: annotation\nhl-page:: 3\nhl-color:: purple\nid:: 68e76fb0-5fd8-44f2-ab0d-ff5118599f1e",536870922]],["^15",[1559,"^O","^1@",536870922]],["^15",[1559,"^F",1612,536870922]],["^15",[1559,"^X",5103,536870922]],["^15",[1559,"^V",5103,536870922]],["^15",[1559,"^U",5103,536870922]],["^15",[1559,"^?",["^ ","^18","annotation","^3@",3,"^3A","purple","^1;","68e76fb0-5fd8-44f2-ab0d-ff5118599f1e"],536870922]],["^15",[1559,"^J",["^18","^3@","^3A","^1;"],536870922]],["^15",[1559,"^4",["^ ","^18","annotation","^3@","3","^3A","purple","^1;","68e76fb0-5fd8-44f2-ab0d-ff5118599f1e"],536870922]],["^15",[1559,"^;","~u68e76fb0-5fd8-44f2-ab0d-ff5118599f1e",536870921]],["^15",[1560,"^Q","**Slides:**\nbackground-color:: green",536870921]],["^15",[1560,"^O","^1@",536870921]],["^15",[1560,"^F",1660,536870921]],["^15",[1560,"^X",1555,536870921]],["^15",[1560,"^V",1579,536870921]],["^15",[1560,"^U",1555,536870921]],["^15",[1560,"^?",["^ ","^39","green"],536870921]],["^15",[1560,"^J",["^39"],536870921]],["^15",[1560,"^4",["^ ","^39","green"],536870921]],["^15",[1560,"^;","~u69008811-55d1-41d7-8055-f6a10ffc12d0",536870921]],["^15",[1561,"^Q","Langsamste Verbindung ermitteln:",536870921]],["^15",[1561,"^O","^1@",536870921]],["^15",[1561,"^F",1557,536870921]],["^15",[1561,"^X",1555,536870921]],["^15",[1561,"^V",1557,536870921]],["^15",[1561,"^U",1555,536878127]],["^15",[1561,"^U",1597,536878127]],["^15",[1561,"^;","~u69008811-aef1-46de-baac-885dfed61ad3",536870921]],["^15",[1562,"^Q","[:span]\nls-type:: annotation\nhl-page:: 14\nhl-color:: red\nid:: 68ff5c44-2a40-4056-a381-39b90a390d05\nhl-type:: area\nhl-stamp:: 1761565761686",536870922]],["^15",[1562,"^O","^1@",536870922]],["^15",[1562,"^F",1618,536870922]],["^15",[1562,"^X",4949,536870922]],["^15",[1562,"^V",4949,536870922]],["^15",[1562,"^U",4949,536870922]],["^15",[1562,"^?",["^ ","^18","annotation","^3@",14,"^3A","red","^1;","68ff5c44-2a40-4056-a381-39b90a390d05","^3E","area","^3F",1761565761686],536870922]],["^15",[1562,"^J",["^18","^3@","^3A","^1;","^3E","^3F"],536870922]],["^15",[1562,"^4",["^ ","^18","annotation","^3@","14","^3A","red","^1;","68ff5c44-2a40-4056-a381-39b90a390d05","^3E","area","^3F","1761565761686"],536870922]],["^15",[1562,"^;","~u68ff5c44-2a40-4056-a381-39b90a390d05",536870921]],["^15",[1563,"^Q","### Senden/Empfangen",536870921]],["^15",[1563,"^O","^1@",536870921]],["^15",[1563,"^F",1628,536870921]],["^15",[1563,"^X",1555,536870921]],["^15",[1563,"^V",1641,536870921]],["^15",[1563,"^U",1555,536870921]],["^15",[1563,"^?",["^ ","^37",3],536870921]],["^15",[1563,"^J",[],536870921]],["^15",[1563,"^;","~u69008811-0585-4ba1-854c-a524c999d11e",536870921]],["^15",[1564,"^Q","NEXT (Nahnebenstrechen; NEXT) signal am nahem ende, edgegen der Signalrichtung laufend",536870921]],["^15",[1564,"^O","^1@",536870921]],["^15",[1564,"^F",1581,536870921]],["^15",[1564,"^X",1555,536870921]],["^15",[1564,"^V",1581,536870921]],["^15",[1564,"^U",1555,536870921]],["^15",[1564,"^;","~u69008811-1071-41eb-aff0-ee6cbcccfbed",536870921]],["^15",[1565,"^Q","Geringere Dämpfung ermöglicht höhere Geschwindigkeit/längere Übertragungen",536870921]],["^15",[1565,"^O","^1@",536870921]],["^15",[1565,"^F",1623,536870921]],["^15",[1565,"^X",1555,536870921]],["^15",[1565,"^V",1641,536870921]],["^15",[1565,"^U",1555,536870921]],["^15",[1565,"^;","~u69008811-1643-42a6-88e6-d7bb51ef7fcf",536870921]],["^15",[1566,"^Q","nach VBG93 und DIN EN, Unfallverhütung",536870921]],["^15",[1566,"^O","^1@",536870921]],["^15",[1566,"^F",1574,536870921]],["^15",[1566,"^X",1555,536870921]],["^15",[1566,"^V",1574,536870921]],["^15",[1566,"^U",1555,536870921]],["^15",[1566,"^;","~u69008811-2d80-4774-8f70-5890124a52c7",536870921]],["^15",[1567,"^Q","maximalen Länge von1.500 m \nls-type:: annotation\nhl-page:: 3\nhl-color:: yellow\nid:: 68e76f7a-b389-453d-af36-f1a2f231a7e3",536870922]],["^15",[1567,"^O","^1@",536870922]],["^15",[1567,"^F",5116,536870922]],["^15",[1567,"^X",5103,536870922]],["^15",[1567,"^V",5103,536870922]],["^15",[1567,"^U",5103,536870922]],["^15",[1567,"^?",["^ ","^18","annotation","^3@",3,"^3A","yellow","^1;","68e76f7a-b389-453d-af36-f1a2f231a7e3"],536870922]],["^15",[1567,"^J",["^18","^3@","^3A","^1;"],536870922]],["^15",[1567,"^4",["^ ","^18","annotation","^3@","3","^3A","yellow","^1;","68e76f7a-b389-453d-af36-f1a2f231a7e3"],536870922]],["^15",[1567,"^;","~u68e76f7a-b389-453d-af36-f1a2f231a7e3",536870921]],["^15",[1568,"^Q","{{query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/InfT/LuckyPunch/Physisches Netzwerk]]) (namespace [[School/InfT/LuckyPunch/Physisches Netzwerk]])))}}",536870921]],["^15",[1568,"^O","^1@",536870921]],["^15",[1568,"^F",1560,536870921]],["^15",[1568,"^S",1714,536870921]],["^15",[1568,"^X",1555,536870921]],["^15",[1568,"^V",1560,536870921]],["^15",[1568,"^U",1555,536870921]],["^15",[1568,"^;","~u69008811-c46f-41fc-a899-579e79d926df",536870921]],["^15",[1569,"^Q","Kern umgeben von Kernmantel mit geringerer optischr Brechwahl, dann zum schutz Vorbeschichtung -> mehrere Fasern zu Karbel gebündelt",536870921]],["^15",[1569,"^O","^1@",536870921]],["^15",[1569,"^F",1596,536870921]],["^15",[1569,"^X",1555,536870921]],["^15",[1569,"^V",1641,536870921]],["^15",[1569,"^U",1555,536870921]],["^15",[1569,"^;","~u69008811-f0ba-4d3c-beed-7ab5fb6ea347",536870921]],["^15",[1570,"^Q","Je nach Anwendungsbereich können mittlerweile auf jeder Ebene alle Kabelarten zum Einsatz kommen, tendenziell nimmt die Geschwindigkeit der Kabel jedoch ab, je näher man Richtung End-User kommt.",536870921]],["^15",[1570,"^O","^1@",536870921]],["^15",[1570,"^F",1625,536870921]],["^15",[1570,"^X",1555,536870921]],["^15",[1570,"^V",1625,536870921]],["^15",[1570,"^U",1555,536870921]],["^15",[1570,"^;","~u69008811-4a33-4b72-a4f0-a67956f70437",536870921]],["^15",[1571,"^Q","Alle geräte die Laserstrahlung erzeugen fallen darunter,\nLaserstrahlen sind alle elektromagnetischen Strahlen zwischen 100nm und 1mm",536870921]],["^15",[1571,"^O","^1@",536870921]],["^15",[1571,"^F",1566,536870921]],["^15",[1571,"^X",1555,536870921]],["^15",[1571,"^V",1574,536870921]],["^15",[1571,"^U",1555,536870921]],["^15",[1571,"^;","~u69008811-9612-4d9e-8907-096e95f8520f",536870921]],["^15",[1572,"^Q","https://www.slideserve.com/milo/strukturierte-verkabelung",536870921]],["^15",[1572,"^O","^1@",536870921]],["^15",[1572,"^F",1619,536870921]],["^15",[1572,"^X",1555,536870921]],["^15",[1572,"^V",1703,536870921]],["^15",[1572,"^U",1555,536878127]],["^15",[1572,"^;","~u69008811-73f8-415e-868e-0bd1a5925899",536870921]],["^15",[1573,"^M",true,536878115]],["^15",[1573,"^Q","## Karbelarten",536870921]],["^15",[1573,"^O","^1@",536870921]],["^15",[1573,"^F",1666,536870921]],["^15",[1573,"^X",1555,536870921]],["^15",[1573,"^V",1555,536870921]],["^15",[1573,"^U",1555,536870921]],["^15",[1573,"^?",["^ 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annotation\nhl-page:: 2\nhl-color:: yellow\nid:: 68e3997b-01d4-45c9-a9c5-2a8c4a8c085f",536870921]],["^15",[1576,"^O","^1@",536870921]],["^15",[1576,"^F",1658,536870921]],["^15",[1576,"^X",4764,536870921]],["^15",[1576,"^V",4764,536870921]],["^15",[1576,"^U",4764,536870921]],["^15",[1576,"^?",["^ ","^18","annotation","^3@",2,"^3A","yellow","^1;","68e3997b-01d4-45c9-a9c5-2a8c4a8c085f"],536870921]],["^15",[1576,"^J",["^18","^3@","^3A","^1;"],536870921]],["^15",[1576,"^4",["^ ","^18","annotation","^3@","2","^3A","yellow","^1;","68e3997b-01d4-45c9-a9c5-2a8c4a8c085f"],536870921]],["^15",[1576,"^;","~u68e3997b-01d4-45c9-a9c5-2a8c4a8c085f",536870921]],["^15",[1577,"^Q","Alluminium Abschirmung",536870921]],["^15",[1577,"^O","^1@",536870921]],["^15",[1577,"^F",1611,536870921]],["^15",[1577,"^X",1555,536870921]],["^15",[1577,"^V",1611,536870921]],["^15",[1577,"^U",1555,536870921]],["^15",[1577,"^;","~u69008811-fcf7-440b-b427-34d94bc77d05",536870921]],["^15",[1578,"^Q","Annahme im Ungünstigsten fall: Das update wird 5x über Unicast übertragen",536870921]],["^15",[1578,"^O","^1@",536870921]],["^15",[1578,"^F",1700,536870921]],["^15",[1578,"^X",1555,536870921]],["^15",[1578,"^V",1700,536870921]],["^15",[1578,"^U",1555,536878127]],["^15",[1578,"^U",1576,536878127]],["^15",[1578,"^;","~u69008811-6ce3-4691-9c35-f33648484a0a",536870921]],["^15",[1579,"^Q","## Meta",536870921]],["^15",[1579,"^O","^1@",536870921]],["^15",[1579,"^F",1613,536870921]],["^15",[1579,"^X",1555,536870921]],["^15",[1579,"^V",1555,536870921]],["^15",[1579,"^U",1555,536870921]],["^15",[1579,"^?",["^ ","^37",2],536870921]],["^15",[1579,"^J",[],536870921]],["^15",[1579,"^;","~u69008811-e217-482c-94f3-6de4e0cfcc62",536870921]],["^15",[1580,"^Q","100MGZ/km = 100Mbits/s",536870921]],["^15",[1580,"^O","^1@",536870921]],["^15",[1580,"^F",1640,536870921]],["^15",[1580,"^X",1555,536870921]],["^15",[1580,"^V",1699,536870921]],["^15",[1580,"^U",1555,536870921]],["^15",[1580,"^;","~u69008811-0489-4f44-9722-5d1cd38f321d",536870921]],["^15",[1581,"^Q","induktiven/kapazitiven Beeinflussung nebeneinander verlaufender Leitungen -> Störung bei Signalübertragung (Nebensprech, crosstalk)\nStarke zunehmend auf laengerne Leitungen, durch Twisted-Pair bau heben sich induktive/kapazitive Stoerungen einander groesstenteils auf (Schlaglaege=Volle Umrundung)",536870921]],["^15",[1581,"^O","^1@",536870921]],["^15",[1581,"^F",1610,536870921]],["^15",[1581,"^X",1555,536870921]],["^15",[1581,"^V",1650,536870921]],["^15",[1581,"^U",1555,536870921]],["^15",[1581,"^;","~u69008811-fa16-469d-ac0b-027c3b940e1e",536870921]],["^15",[1582,"^Q","Bottleneck ist selbe größe wie in vorgegebenen Szenario. D.h. gleichen sich weitere Rechnungen!",536870921]],["^15",[1582,"^O","^1@",536870921]],["^15",[1582,"^F",1561,536870921]],["^15",[1582,"^X",1555,536870921]],["^15",[1582,"^V",1557,536870921]],["^15",[1582,"^U",1555,536878127]],["^15",[1582,"^U",1597,536878127]],["^15",[1582,"^;","~u69008811-ce60-4675-84f2-73bc83286b96",536870921]],["^15",[1583,"^Q","[:span]\nls-type:: annotation\nhl-page:: 5\nhl-color:: yellow\nid:: 68e77b14-a00e-4f57-ba48-df94d14f9c94\nhl-type:: area\nhl-stamp:: 1760000787877",536870922]],["^15",[1583,"^O","^1@",536870922]],["^15",[1583,"^F",1608,536870922]],["^15",[1583,"^X",4949,536870922]],["^15",[1583,"^V",4949,536870922]],["^15",[1583,"^U",4949,536870922]],["^15",[1583,"^?",["^ ","^18","annotation","^3@",5,"^3A","yellow","^1;","68e77b14-a00e-4f57-ba48-df94d14f9c94","^3E","area","^3F",1760000787877],536870922]],["^15",[1583,"^J",["^18","^3@","^3A","^1;","^3E","^3F"],536870922]],["^15",[1583,"^4",["^ 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klassen:",536870921]],["^15",[1586,"^O","^1@",536870921]],["^15",[1586,"^F",1571,536870921]],["^15",[1586,"^X",1555,536870921]],["^15",[1586,"^V",1574,536870921]],["^15",[1586,"^U",1555,536870921]],["^15",[1586,"^;","~u69008811-f715-4e77-8e17-136c53c4f211",536870921]],["^15",[1587,"^Q","((68ff5c44-2a40-4056-a381-39b90a390d05))",536870921]],["^15",[1587,"^O","^1@",536870921]],["^15",[1587,"^F",1651,536870921]],["^15",[1587,"^X",1555,536870921]],["^15",[1587,"^V",1586,536870921]],["^15",[1587,"^U",1555,536870921]],["^15",[1587,"^H",1562,536870921]],["^15",[1587,"^;","~u69008811-0e08-45f0-b631-fedd463aec44",536870921]],["^15",[1588,"^Q","Wellenwiderstand einer leitung gibt an, mit welchen widerstand ein Leitungsende abgeschlossen werden muss, damit keine Reflektion auftreten kann (100 Ohm bei Twited Pair)\n-> wenn Hochfrequenzsignale, kleiner als mechanische Länge der Übertragnungsleitungen",536870921]],["^15",[1588,"^O","^1@",536870921]],["^15",[1588,"^F",1650,536870921]],["^15",[1588,"^X",1555,536870921]],["^15",[1588,"^V",1650,536870921]],["^15",[1588,"^U",1555,536870921]],["^15",[1588,"^;","~u69008811-4b4f-40aa-8405-4c496ab286bd",536870921]],["^15",[1589,"^Q","Dämpfung nimmt je höhe der Wellenlänge ab",536870921]],["^15",[1589,"^O","^1@",536870921]],["^15",[1589,"^F",1623,536870921]],["^15",[1589,"^X",1555,536870921]],["^15",[1589,"^V",1623,536870921]],["^15",[1589,"^U",1555,536870921]],["^15",[1589,"^;","~u69008811-a14f-4c1b-9523-9293babe17ed",536870921]],["^15",[1590,"^Q","![Europa-LF3-Clients in Netzwerke einbinden - Kabel und Messung.pdf](../assets/Europa-LF3-Clients_in_Netzwerke_einbinden_-_Kabel_und_Messung_1760000435788_0.pdf)",536870921]],["^15",[1590,"^O","^1@",536870921]],["^15",[1590,"^F",1573,536870921]],["^15",[1590,"^X",1555,536870921]],["^15",[1590,"^V",1573,536870921]],["^15",[1590,"^U",1555,536870921]],["^15",[1590,"^;","~u69008811-297c-467f-b339-4bc433e00a86",536870921]],["^15",[1591,"^Q","index:: 4\n\n",536870921]],["^15",[1591,"^O","^1@",536870921]],["^15",[1591,"^35",["^36",[]],536870921]],["^15",[1591,"^F",1555,536870921]],["^15",[1591,"^X",1555,536870921]],["^15",[1591,"^V",1555,536870921]],["^15",[1591,"^U",546,536870921]],["^15",[1591,"^U",1555,536870921]],["^15",[1591,"^:",true,536870921]],["^15",[1591,"^?",["^ ","^1D",4],536870921]],["^15",[1591,"^J",["^1D"],536870921]],["^15",[1591,"^4",["^ ","^1D","4"],536870921]],["^15",[1591,"^H",546,536870921]],["^15",[1591,"^;","~u69008811-e27c-4251-8e51-db7f82f761e6",536870921]],["^15",[1592,"^Q","FEXT (Fernnebensprechen; FEXT) signal am fernen ende",536870921]],["^15",[1592,"^O","^1@",536870921]],["^15",[1592,"^F",1564,536870921]],["^15",[1592,"^X",1555,536870921]],["^15",[1592,"^V",1581,536870921]],["^15",[1592,"^U",1555,536870921]],["^15",[1592,"^;","~u69008811-c7a5-47f4-bde0-5d7d45f61f98",536870921]],["^15",[1593,"^M",true,536870921]],["^15",[1593,"^Q","### Kauxial\ncollapsed:: true",536870921]],["^15",[1593,"^O","^1@",536870921]],["^15",[1593,"^F",1698,536870921]],["^15",[1593,"^X",1555,536870921]],["^15",[1593,"^V",1698,536870921]],["^15",[1593,"^U",1555,536870921]],["^15",[1593,"^?",["^ ","^37",3],536870921]],["^15",[1593,"^J",[],536870921]],["^15",[1593,"^4",["^ "],536870921]],["^15",[1593,"^;","~u69008811-04bf-47f7-aed7-fdf69789c680",536870921]],["^15",[1594,"^Q","Cross over bei: PC -> Router, Switch -> Switch",536870921]],["^15",[1594,"^O","^1@",536870921]],["^15",[1594,"^F",1605,536870921]],["^15",[1594,"^X",1555,536870921]],["^15",[1594,"^V",1669,536870921]],["^15",[1594,"^U",1555,536870921]],["^15",[1594,"^;","~u69008811-7b83-4cf0-a6d3-ba9eb93b52b3",536870921]],["^15",[1595,"^M",true,536870921]],["^15",[1595,"^Q","### Twisted-Pair\ncollapsed:: true",536870921]],["^15",[1595,"^O","^1@",536870921]],["^15",[1595,"^F",1593,536870921]],["^15",[1595,"^X",1555,536870921]],["^15",[1595,"^V",1698,536870921]],["^15",[1595,"^U",1555,536870921]],["^15",[1595,"^?",["^ ","^37",3],536870921]],["^15",[1595,"^J",[],536870921]],["^15",[1595,"^4",["^ 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3000m",536870921]],["^15",[1599,"^O","^1@",536870921]],["^15",[1599,"^F",1689,536870921]],["^15",[1599,"^X",1555,536870921]],["^15",[1599,"^V",1672,536870921]],["^15",[1599,"^U",1555,536870921]],["^15",[1599,"^;","~u69008811-01f9-409f-8f83-1e2bf2deb1ad",536870921]],["^15",[1600,"^Q","![Strukturierte Verkabelung.pdf](../assets/Strukturierte_Verkabelung_1759997495608_0.pdf)",536870921]],["^15",[1600,"^O","^1@",536870921]],["^15",[1600,"^F",1666,536870921]],["^15",[1600,"^X",1555,536870921]],["^15",[1600,"^V",1666,536870921]],["^15",[1600,"^U",1555,536870921]],["^15",[1600,"^;","~u69008811-650e-48cf-96f0-bb8b501b3c94",536870921]],["^15",[1601,"^Q","LWL-Duplexfaser: Gleichzeitiges empfangen/senden, Zwei LWL nötig",536870921]],["^15",[1601,"^O","^1@",536870921]],["^15",[1601,"^F",1628,536870921]],["^15",[1601,"^X",1555,536870921]],["^15",[1601,"^V",1628,536870921]],["^15",[1601,"^U",1555,536870921]],["^15",[1601,"^;","~u69008811-ab19-4485-a83c-117ca728b45b",536870921]],["^15",[1602,"^Q","((68de6528-291a-49ae-a836-a23911ae5ba4))",536870921]],["^15",[1602,"^O","^1@",536870921]],["^15",[1602,"^F",1637,536870921]],["^15",[1602,"^X",1555,536870921]],["^15",[1602,"^V",1695,536870921]],["^15",[1602,"^U",1555,536870921]],["^15",[1602,"^H",1702,536870921]],["^15",[1602,"^;","~u69008811-69d4-4a0e-a370-2e3e4ebc7119",536870921]],["^15",[1603,"^Q","",536870921]],["^15",[1603,"^O","^1@",536870921]],["^15",[1603,"^F",1695,536870921]],["^15",[1603,"^X",1555,536870921]],["^15",[1603,"^V",1555,536870921]],["^15",[1603,"^U",1555,536870921]],["^15",[1603,"^;","~u69008811-d5e9-4678-811a-eab9108127c8",536870921]],["^15",[1604,"^Q","**Summery**:\nbackground-color:: blue",536870921]],["^15",[1604,"^O","^1@",536870921]],["^15",[1604,"^F",1560,536870921]],["^15",[1604,"^X",1555,536870921]],["^15",[1604,"^V",1579,536870921]],["^15",[1604,"^U",1555,536870921]],["^15",[1604,"^?",["^ ","^39","blue"],536870921]],["^15",[1604,"^J",["^39"],536870921]],["^15",[1604,"^4",["^ ","^39","blue"],536870921]],["^15",[1604,"^;","~u69008811-8ac4-42e5-9fe9-7acd705d067c",536870921]],["^15",[1605,"^Q","1:1 bei: PC -> Switch, Switch -> Router",536870921]],["^15",[1605,"^O","^1@",536870921]],["^15",[1605,"^F",1669,536870921]],["^15",[1605,"^X",1555,536870921]],["^15",[1605,"^V",1669,536870921]],["^15",[1605,"^U",1555,536870921]],["^15",[1605,"^;","~u69008811-d6b5-447e-980d-5a31c70366fc",536870921]],["^15",[1606,"^Q","Multimodale faser: Verschieden Ausbreitungswege, dadurch Zeiten -> Modendispersion, Verbreitungen des Eingangsimpulses",536870921]],["^15",[1606,"^O","^1@",536870921]],["^15",[1606,"^F",1616,536870921]],["^15",[1606,"^X",1555,536870921]],["^15",[1606,"^V",1641,536870921]],["^15",[1606,"^U",1555,536870921]],["^15",[1606,"^;","~u69008811-3311-41a1-aa92-608283956c0e",536870921]],["^15",[1607,"^Q","((68e76f51-8f0c-4651-9a0e-cc7bda831592)): zwischen Gebäuden; ((68e76f7a-b389-453d-af36-f1a2f231a7e3)) ; 50% Kapazitätsreserve; LWL (da Bandbreite und Galvanische Trennung)",536870921]],["^15",[1607,"^O","^1@",536870921]],["^15",[1607,"^F",1672,536870921]],["^15",[1607,"^X",1555,536870921]],["^15",[1607,"^V",1672,536870921]],["^15",[1607,"^U",1555,536870921]],["^15",[1607,"^H",1567,536870921]],["^15",[1607,"^H",1647,536870921]],["^15",[1607,"^;","~u69008811-398d-4d35-9fcc-b18fdecc7c43",536870921]],["^15",[1608,"^Q","[:span]\nls-type:: annotation\nhl-page:: 5\nhl-color:: yellow\nid:: 68e77a87-0f95-48ae-81a4-f8815c8c79cc\nhl-type:: area\nhl-stamp:: 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Rücklaufende Wellen: Fehlanpassung tritt auf (Leitung nichtm it Wellenwiderstand betrieben)\nReflektionsfaktor gibt störungsmenge an (-1: Kurzschluss; +1 leehrlauf -> Amplitude rück- fortlaufender wellen gleich groß)",536870921]],["^15",[1610,"^O","^1@",536870921]],["^15",[1610,"^F",1588,536870921]],["^15",[1610,"^X",1555,536870921]],["^15",[1610,"^V",1650,536870921]],["^15",[1610,"^U",1555,536870921]],["^15",[1610,"^;","~u69008811-35aa-4407-8d5d-481c17dd64c9",536870921]],["^15",[1611,"^Q","((68e77a87-0f95-48ae-81a4-f8815c8c79cc))",536870921]],["^15",[1611,"^O","^1@",536870921]],["^15",[1611,"^F",1593,536870921]],["^15",[1611,"^X",1555,536870921]],["^15",[1611,"^V",1593,536870921]],["^15",[1611,"^U",1555,536870921]],["^15",[1611,"^H",1608,536870921]],["^15",[1611,"^;","~u69008811-5f07-4989-85ce-7c889d4ef536",536870921]],["^15",[1612,"^Q","maximalen Länge von500 m \nls-type:: annotation\nhl-page:: 3\nhl-color:: yellow\nid:: 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signalaufberitung entstehen kann da ein Weg bertragen werden kann -> selbe Laufzeit aller Mode",536870921]],["^15",[1616,"^O","^1@",536870921]],["^15",[1616,"^F",1692,536870921]],["^15",[1616,"^X",1555,536870921]],["^15",[1616,"^V",1641,536870921]],["^15",[1616,"^U",1555,536870921]],["^15",[1616,"^;","~u69008811-0fc3-4080-bab3-ffc329360833",536870921]],["^15",[1617,"^Q","Temporäre Netzwerke oder Netzwerke mit besonderen Anforderungen/Technologien unter Umständen nicht geeignet;\nManchmal keine Kabel verwendbar, z.B. Richtfunk zwischen Gebäuden",536870921]],["^15",[1617,"^O","^1@",536870921]],["^15",[1617,"^F",1629,536870921]],["^15",[1617,"^X",1555,536870921]],["^15",[1617,"^V",1687,536870921]],["^15",[1617,"^U",1555,536870921]],["^15",[1617,"^;","~u69008811-9aaf-4c5a-a6db-c5df70075a06",536870921]],["^15",[1618,"^Q","[:span]\nls-type:: annotation\nhl-page:: 10\nhl-color:: yellow\nid:: 68e77d6d-e7a9-42b1-8265-58a6fb261020\nhl-type:: area\nhl-stamp:: 1760001388100",536870922]],["^15",[1618,"^O","^1@",536870922]],["^15",[1618,"^F",4951,536870922]],["^15",[1618,"^X",4949,536870922]],["^15",[1618,"^V",4949,536870922]],["^15",[1618,"^U",4949,536870922]],["^15",[1618,"^?",["^ ","^18","annotation","^3@",10,"^3A","yellow","^1;","68e77d6d-e7a9-42b1-8265-58a6fb261020","^3E","area","^3F",1760001388100],536870922]],["^15",[1618,"^J",["^18","^3@","^3A","^1;","^3E","^3F"],536870922]],["^15",[1618,"^4",["^ 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","^18","annotation","^3@",3,"^3A","yellow","^1;","68e76fd6-cc38-4794-b47f-43a3a068d94c"],536870922]],["^15",[1620,"^J",["^18","^3@","^3A","^1;"],536870922]],["^15",[1620,"^4",["^ ","^18","annotation","^3@","3","^3A","yellow","^1;","68e76fd6-cc38-4794-b47f-43a3a068d94c"],536870922]],["^15",[1620,"^;","~u68e76fd6-cc38-4794-b47f-43a3a068d94c",536870921]],["^15",[1621,"^Q","((68e76f9b-3efc-47fa-99fd-1173aa4d4577)): zwischen Stockwerken; ((68e76fab-b026-46dc-b7df-880a7456e10b)); LWL oder Kupfer",536870921]],["^15",[1621,"^O","^1@",536870921]],["^15",[1621,"^F",1607,536870921]],["^15",[1621,"^X",1555,536870921]],["^15",[1621,"^V",1672,536870921]],["^15",[1621,"^U",1555,536870921]],["^15",[1621,"^H",1612,536870921]],["^15",[1621,"^H",1656,536870921]],["^15",[1621,"^;","~u69008811-033f-4f73-baa9-4d5426af7768",536870921]],["^15",[1622,"^Q","Es wird zwischen Primärverkabelung (zwischen verschiedenen Gebäuden, meist LWL; Backbone), Sekundärverkabelung (Stockverteiler, LWL oder Twisted Pair) und der Tertiärverkabelung (zum Endnutzer, Twisted Pair oder mittlerweile auch Fiber to the Desk) unterschieden.",536870921]],["^15",[1622,"^O","^1@",536870921]],["^15",[1622,"^F",1706,536870921]],["^15",[1622,"^X",1555,536870921]],["^15",[1622,"^V",1706,536870921]],["^15",[1622,"^U",1555,536870921]],["^15",[1622,"^;","~u69008811-1063-4c5e-959e-acb440aab389",536870921]],["^15",[1623,"^Q","Es entstehen Bereiche mit hoher und niedriger Dämpfung (optische Fenster)",536870921]],["^15",[1623,"^O","^1@",536870921]],["^15",[1623,"^F",1569,536870921]],["^15",[1623,"^X",1555,536870921]],["^15",[1623,"^V",1641,536870921]],["^15",[1623,"^U",1555,536870921]],["^15",[1623,"^;","~u69008811-105a-4f81-af79-eaede9422dc3",536870921]],["^15",[1624,"^Q","Signalübertragung in einer Richtung, ein LWL Karbel aus mehreren Fasern",536870921]],["^15",[1624,"^O","^1@",536870921]],["^15",[1624,"^F",1569,536870921]],["^15",[1624,"^X",1555,536870921]],["^15",[1624,"^V",1569,536870921]],["^15",[1624,"^U",1555,536870921]],["^15",[1624,"^;","~u69008811-b491-44a8-919d-337e46c4798f",536870921]],["^15",[1625,"^Q","((68de657f-3e53-45d4-8557-bef6d3975ecd))",536870921]],["^15",[1625,"^O","^1@",536870921]],["^15",[1625,"^F",1663,536870921]],["^15",[1625,"^X",1555,536870921]],["^15",[1625,"^V",1708,536870921]],["^15",[1625,"^U",1555,536870921]],["^15",[1625,"^H",1685,536870921]],["^15",[1625,"^;","~u69008811-9744-4cf9-af0c-291c97d3a1d7",536870921]],["^15",[1626,"^Q","hohe Bandbreite, große Reichweite, Schutz gegen man in the middle, nicht beeinträchtigt durch elektromagnetische Störfelder, keine Erdung nötig",536870921]],["^15",[1626,"^O","^1@",536870921]],["^15",[1626,"^F",1632,536870921]],["^15",[1626,"^X",1555,536870921]],["^15",[1626,"^V",1641,536870921]],["^15",[1626,"^U",1555,536870921]],["^15",[1626,"^;","~u69008811-d215-43ff-9313-e2e85048ebef",536870921]],["^15",[1627,"^Q","((68de64f4-3367-408a-b41b-180f811d8446))",536870921]],["^15",[1627,"^O","^1@",536870921]],["^15",[1627,"^F",1637,536870921]],["^15",[1627,"^X",1555,536870921]],["^15",[1627,"^V",1637,536870921]],["^15",[1627,"^U",1555,536870921]],["^15",[1627,"^H",1652,536870921]],["^15",[1627,"^;","~u69008811-4492-4149-b82f-474bfb5612ef",536870921]],["^15",[1628,"^Q","### Fasertypen",536870921]],["^15",[1628,"^O","^1@",536870921]],["^15",[1628,"^F",1679,536870921]],["^15",[1628,"^X",1555,536870921]],["^15",[1628,"^V",1641,536870921]],["^15",[1628,"^U",1555,536870921]],["^15",[1628,"^?",["^ ","^37",3],536870921]],["^15",[1628,"^J",[],536870921]],["^15",[1628,"^;","~u69008811-5769-47b7-9d50-6f63c30a4b0a",536870921]],["^15",[1629,"^Q","Strukturierte Verkabelungen eignen sich Besonders für große Bereiche, allerdings können auch kleine Netzwerke z.B. dem Heimnetzwerk in ähnlichen Schemas eingerichtet werden, indem Elemente wie die Primäre Verkabelung nur in teilen, oder komplett ausgelassen werden.",536870921]],["^15",[1629,"^O","^1@",536870921]],["^15",[1629,"^F",1687,536870921]],["^15",[1629,"^X",1555,536870921]],["^15",[1629,"^V",1687,536870921]],["^15",[1629,"^U",1555,536870921]],["^15",[1629,"^;","~u69008811-87c3-4ba1-bc76-f210927337fe",536870921]],["^15",[1630,"^Q","Traditionell werden LWL in der Primären, LWL/Twisted Pair auf der Sekundären und 1 GB Twisted-Pair-Kabel auf der Tertiären Ebene verwendet.",536870921]],["^15",[1630,"^O","^1@",536870921]],["^15",[1630,"^F",1570,536870921]],["^15",[1630,"^X",1555,536870921]],["^15",[1630,"^V",1625,536870921]],["^15",[1630,"^U",1555,536870921]],["^15",[1630,"^;","~u69008811-e333-476b-b628-024ac34e24ad",536870921]],["^15",[1631,"^Q","Straight throu (links); Crossover (rechts)",536870921]],["^15",[1631,"^O","^1@",536870921]],["^15",[1631,"^F",1655,536870921]],["^15",[1631,"^X",1555,536870921]],["^15",[1631,"^V",1655,536870921]],["^15",[1631,"^U",1555,536870921]],["^15",[1631,"^;","~u69008811-b559-4710-a9a1-ab7f364da575",536870921]],["^15",[1632,"^Q","Multimode leichter einspeisbar",536870921]],["^15",[1632,"^O","^1@",536870921]],["^15",[1632,"^F",1636,536870921]],["^15",[1632,"^X",1555,536870921]],["^15",[1632,"^V",1641,536870921]],["^15",[1632,"^U",1555,536870921]],["^15",[1632,"^;","~u69008811-789e-4e77-9c8b-d1f5439db3b1",536870921]],["^15",[1633,"^Q","",536870921]],["^15",[1633,"^O","^1@",536870921]],["^15",[1633,"^F",1604,536870921]],["^15",[1633,"^X",1555,536870921]],["^15",[1633,"^V",1604,536870921]],["^15",[1633,"^U",1555,536870921]],["^15",[1633,"^;","~u69008811-c6f9-48ef-aa28-dbd163486a7c",536870921]],["^15",[1634,"^Q","ACR (Attenuation to crosstalk Ration) Nebensprechdaempfungsollte groesser sei",536870921]],["^15",[1634,"^O","^1@",536870921]],["^15",[1634,"^F",1592,536870921]],["^15",[1634,"^X",1555,536870921]],["^15",[1634,"^V",1581,536870921]],["^15",[1634,"^U",1555,536870921]],["^15",[1634,"^;","~u69008811-97f6-474f-b38e-7b9f7946b3f2",536870921]],["^15",[1635,"^Q","Gebäude Sternförmig an Standortverteiler angeschlossen",536870921]],["^15",[1635,"^O","^1@",536870921]],["^15",[1635,"^F",1703,536870921]],["^15",[1635,"^X",1555,536870921]],["^15",[1635,"^V",1703,536870921]],["^15",[1635,"^U",1555,536878127]],["^15",[1635,"^;","~u69008811-e1d6-4451-96e2-15cb1f6059b7",536870921]],["^15",[1636,"^Q","((68e77d6d-e7a9-42b1-8265-58a6fb261020))",536870921]],["^15",[1636,"^O","^1@",536870921]],["^15",[1636,"^F",1641,536870921]],["^15",[1636,"^X",1555,536870921]],["^15",[1636,"^V",1641,536870921]],["^15",[1636,"^U",1555,536870921]],["^15",[1636,"^H",1618,536870921]],["^15",[1636,"^;","~u69008811-627c-43bd-8816-850bb21138bf",536870921]],["^15",[1637,"^Q","((68de64df-8223-441b-baa9-6a71e1a0eaf6))",536870921]],["^15",[1637,"^O","^1@",536870921]],["^15",[1637,"^F",1695,536870921]],["^15",[1637,"^X",1555,536870921]],["^15",[1637,"^V",1695,536870921]],["^15",[1637,"^U",1555,536870921]],["^15",[1637,"^H",1654,536870921]],["^15",[1637,"^;","~u69008811-d45e-4c21-9de2-28af90576968",536870921]],["^15",[1638,"^Q","[:span]\nls-type:: annotation\nhl-page:: 6\nhl-color:: yellow\nid:: 68e77b53-c06a-418f-a96f-907db72fe25b\nhl-type:: area\nhl-stamp:: 1760000850094",536870922]],["^15",[1638,"^O","^1@",536870922]],["^15",[1638,"^F",1583,536870922]],["^15",[1638,"^X",4949,536870922]],["^15",[1638,"^V",4949,536870922]],["^15",[1638,"^U",4949,536870922]],["^15",[1638,"^?",["^ ","^18","annotation","^3@",6,"^3A","yellow","^1;","68e77b53-c06a-418f-a96f-907db72fe25b","^3E","area","^3F",1760000850094],536870922]],["^15",[1638,"^J",["^18","^3@","^3A","^1;","^3E","^3F"],536870922]],["^15",[1638,"^4",["^ ","^18","annotation","^3@","6","^3A","yellow","^1;","68e77b53-c06a-418f-a96f-907db72fe25b","^3E","area","^3F","1760000850094"],536870922]],["^15",[1638,"^;","~u68e77b53-c06a-418f-a96f-907db72fe25b",536870921]],["^15",[1639,"^Q","### Aufgabe 3)",536870921]],["^15",[1639,"^O","^1@",536870921]],["^15",[1639,"^F",1703,536870921]],["^15",[1639,"^X",1555,536870921]],["^15",[1639,"^V",1575,536870921]],["^15",[1639,"^U",1555,536878127]],["^15",[1639,"^?",["^ ","^37",3],536870921]],["^15",[1639,"^J",[],536870921]],["^15",[1639,"^;","~u69008811-11ec-40de-8fab-84bc758c97da",536870921]],["^15",[1640,"^Q","100MHz/km für Stufenindex Multimode \n1GHz/km Gradientenindex Multimode\n10GHz/km Stufenindex Singelmode",536870921]],["^15",[1640,"^O","^1@",536870921]],["^15",[1640,"^F",1699,536870921]],["^15",[1640,"^X",1555,536870921]],["^15",[1640,"^V",1699,536870921]],["^15",[1640,"^U",1555,536870921]],["^15",[1640,"^;","~u69008811-8791-4211-a6fa-4e18fbde7a6b",536870921]],["^15",[1641,"^Q","### LWL",536870921]],["^15",[1641,"^O","^1@",536870921]],["^15",[1641,"^F",1595,536870921]],["^15",[1641,"^X",1555,536870921]],["^15",[1641,"^V",1698,536870921]],["^15",[1641,"^U",1555,536870921]],["^15",[1641,"^?",["^ 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","^18","annotation","^3@",12,"^3A","yellow","^1;","68de6509-4981-4d70-b3cb-dbabeef90b69"],536870922]],["^15",[1644,"^J",["^18","^3@","^3A","^1;"],536870922]],["^15",[1644,"^4",["^ ","^18","annotation","^3@","12","^3A","yellow","^1;","68de6509-4981-4d70-b3cb-dbabeef90b69"],536870922]],["^15",[1644,"^;","~u68de6509-4981-4d70-b3cb-dbabeef90b69",536870921]],["^15",[1645,"^Q","LWL-Steckverbinder: Stecker zum Verbinden zweier LWL",536870921]],["^15",[1645,"^O","^1@",536870921]],["^15",[1645,"^F",1601,536870921]],["^15",[1645,"^X",1555,536870921]],["^15",[1645,"^V",1628,536870921]],["^15",[1645,"^U",1555,536870921]],["^15",[1645,"^;","~u69008811-a030-425b-b268-b446be6e86e5",536870921]],["^15",[1646,"^Q","Gesammtdämpfungsmaß ist summe aller Einfügungsdämpfungen, Dämpfung ist zunehmend mit Kabellänge",536870921]],["^15",[1646,"^O","^1@",536870921]],["^15",[1646,"^F",1676,536870921]],["^15",[1646,"^X",1555,536870921]],["^15",[1646,"^V",1709,536870921]],["^15",[1646,"^U",1555,536870921]],["^15",[1646,"^;","~u69008811-c038-47dd-bbc1-217cb72e14f2",536870921]],["^15",[1647,"^Q","Primärverkabelung\nls-type:: annotation\nhl-page:: 3\nhl-color:: purple\nid:: 68e76f51-8f0c-4651-9a0e-cc7bda831592",536870922]],["^15",[1647,"^O","^1@",536870922]],["^15",[1647,"^F",5120,536870922]],["^15",[1647,"^X",5103,536870922]],["^15",[1647,"^V",5103,536870922]],["^15",[1647,"^U",5103,536870922]],["^15",[1647,"^?",["^ ","^18","annotation","^3@",3,"^3A","purple","^1;","68e76f51-8f0c-4651-9a0e-cc7bda831592"],536870922]],["^15",[1647,"^J",["^18","^3@","^3A","^1;"],536870922]],["^15",[1647,"^4",["^ ","^18","annotation","^3@","3","^3A","purple","^1;","68e76f51-8f0c-4651-9a0e-cc7bda831592"],536870922]],["^15",[1647,"^;","~u68e76f51-8f0c-4651-9a0e-cc7bda831592",536870921]],["^15",[1648,"^Q","LWL signale können leicht bei Karbelübergang verlohren gehen, kein Stecker an Stecker möglich",536870921]],["^15",[1648,"^O","^1@",536870921]],["^15",[1648,"^F",1689,536870921]],["^15",[1648,"^X",1555,536870921]],["^15",[1648,"^V",1689,536870921]],["^15",[1648,"^U",1555,536870921]],["^15",[1648,"^;","~u69008811-d61a-4342-9c39-778b2eac70bf",536870921]],["^15",[1649,"^Q","((68e39b9c-1f54-4b6f-a54e-ec82ccb2d5dc))",536870921]],["^15",[1649,"^O","^1@",536870921]],["^15",[1649,"^F",1639,536870921]],["^15",[1649,"^X",1555,536870921]],["^15",[1649,"^V",1639,536870921]],["^15",[1649,"^U",1555,536878127]],["^15",[1649,"^U",1674,536878127]],["^15",[1649,"^H",1674,536870921]],["^15",[1649,"^;","~u69008811-c9c9-48dd-bc12-31c84523069e",536870921]],["^15",[1650,"^Q","### Nebensprech/Shielded twisted pair",536870921]],["^15",[1650,"^O","^1@",536870921]],["^15",[1650,"^F",1709,536870921]],["^15",[1650,"^X",1555,536870921]],["^15",[1650,"^V",1573,536870921]],["^15",[1650,"^U",1555,536870921]],["^15",[1650,"^?",["^ ","^37",3],536870921]],["^15",[1650,"^J",[],536870921]],["^15",[1650,"^;","~u69008811-db9c-418f-92bc-c6f56a58acd6",536870921]],["^15",[1651,"^Q","GZS Maximalwert für jeweilige Klasse, MZB Grenzwert der Unbedenklichen Bestrahlung von Haut und Auge",536870921]],["^15",[1651,"^O","^1@",536870921]],["^15",[1651,"^F",1586,536870921]],["^15",[1651,"^X",1555,536870921]],["^15",[1651,"^V",1586,536870921]],["^15",[1651,"^U",1555,536870921]],["^15",[1651,"^;","~u69008811-a630-447d-8577-9d3985f98056",536870921]],["^15",[1652,"^Q","Kategorien und Klassen\nls-type:: annotation\nhl-page:: 8\nhl-color:: yellow\nid:: 68de64f4-3367-408a-b41b-180f811d8446",536870922]],["^15",[1652,"^O","^1@",536870922]],["^15",[1652,"^F",1654,536870922]],["^15",[1652,"^X",5034,536870922]],["^15",[1652,"^V",5034,536870922]],["^15",[1652,"^U",5034,536870922]],["^15",[1652,"^?",["^ ","^18","annotation","^3@",8,"^3A","yellow","^1;","68de64f4-3367-408a-b41b-180f811d8446"],536870922]],["^15",[1652,"^J",["^18","^3@","^3A","^1;"],536870922]],["^15",[1652,"^4",["^ ","^18","annotation","^3@","8","^3A","yellow","^1;","68de64f4-3367-408a-b41b-180f811d8446"],536870922]],["^15",[1652,"^;","~u68de64f4-3367-408a-b41b-180f811d8446",536870921]],["^15",[1653,"^Q","",536870921]],["^15",[1653,"^O","^1@",536870921]],["^15",[1653,"^F",1634,536870921]],["^15",[1653,"^X",1555,536870921]],["^15",[1653,"^V",1581,536870921]],["^15",[1653,"^U",1555,536870921]],["^15",[1653,"^;","~u69008811-c333-474f-8c1b-62453d53b554",536870921]],["^15",[1654,"^Q","4 Physikalische Schichten\nls-type:: annotation\nhl-page:: 5\nhl-color:: purple\nid:: 68de64df-8223-441b-baa9-6a71e1a0eaf6",536870922]],["^15",[1654,"^O","^1@",536870922]],["^15",[1654,"^F",5035,536870922]],["^15",[1654,"^X",5034,536870922]],["^15",[1654,"^V",5034,536870922]],["^15",[1654,"^U",5034,536870922]],["^15",[1654,"^?",["^ ","^18","annotation","^3@",5,"^3A","purple","^1;","68de64df-8223-441b-baa9-6a71e1a0eaf6"],536870922]],["^15",[1654,"^J",["^18","^3@","^3A","^1;"],536870922]],["^15",[1654,"^4",["^ ","^18","annotation","^3@","5","^3A","purple","^1;","68de64df-8223-441b-baa9-6a71e1a0eaf6"],536870922]],["^15",[1654,"^;","~u68de64df-8223-441b-baa9-6a71e1a0eaf6",536870921]],["^15",[1655,"^Q","((68e77b53-c06a-418f-a96f-907db72fe25b))",536870921]],["^15",[1655,"^O","^1@",536870921]],["^15",[1655,"^F",1657,536870921]],["^15",[1655,"^X",1555,536870921]],["^15",[1655,"^V",1643,536870921]],["^15",[1655,"^U",1555,536870921]],["^15",[1655,"^H",1638,536870921]],["^15",[1655,"^;","~u69008811-39c8-42d7-9798-3948b459efad",536870921]],["^15",[1656,"^Q","Sekundärverkabelung\nls-type:: annotation\nhl-page:: 3\nhl-color:: purple\nid:: 68e76f9b-3efc-47fa-99fd-1173aa4d4577",536870922]],["^15",[1656,"^O","^1@",536870922]],["^15",[1656,"^F",5126,536870922]],["^15",[1656,"^X",5103,536870922]],["^15",[1656,"^V",5103,536870922]],["^15",[1656,"^U",5103,536870922]],["^15",[1656,"^?",["^ ","^18","annotation","^3@",3,"^3A","purple","^1;","68e76f9b-3efc-47fa-99fd-1173aa4d4577"],536870922]],["^15",[1656,"^J",["^18","^3@","^3A","^1;"],536870922]],["^15",[1656,"^4",["^ ","^18","annotation","^3@","3","^3A","purple","^1;","68e76f9b-3efc-47fa-99fd-1173aa4d4577"],536870922]],["^15",[1656,"^;","~u68e76f9b-3efc-47fa-99fd-1173aa4d4577",536870921]],["^15",[1657,"^Q","Paarweise mitteinander Verpflochten, abschirmung um Paar bei STP",536870921]],["^15",[1657,"^O","^1@",536870921]],["^15",[1657,"^F",1609,536870921]],["^15",[1657,"^X",1555,536870921]],["^15",[1657,"^V",1643,536870921]],["^15",[1657,"^U",1555,536870921]],["^15",[1657,"^;","~u69008811-6b50-4efd-bfdb-4b62ee52c8b2",536870921]],["^15",[1658,"^Q","Welche Vor- und Nachteile haben die verschiedenen Kabelarten\nls-type:: annotation\nhl-page:: 1\nhl-color:: purple\nid:: 68de658b-b1fd-4501-871f-c7533266f62c",536870921]],["^15",[1658,"^O","^1@",536870921]],["^15",[1658,"^F",1685,536870921]],["^15",[1658,"^X",4764,536870921]],["^15",[1658,"^V",4764,536870921]],["^15",[1658,"^U",4764,536870921]],["^15",[1658,"^?",["^ ","^18","annotation","^3@",1,"^3A","purple","^1;","68de658b-b1fd-4501-871f-c7533266f62c"],536870921]],["^15",[1658,"^J",["^18","^3@","^3A","^1;"],536870921]],["^15",[1658,"^4",["^ ","^18","annotation","^3@","1","^3A","purple","^1;","68de658b-b1fd-4501-871f-c7533266f62c"],536870921]],["^15",[1658,"^;","~u68de658b-b1fd-4501-871f-c7533266f62c",536870921]],["^15",[1659,"^Q","Blizeinschlag bleibt durch LWL isoliert, Gebäude können auf anderen Phasen sein, Elektromagnetische Interferenzen, negative Beeinflussung der Geräte vermieden",536870921]],["^15",[1659,"^O","^1@",536870921]],["^15",[1659,"^F",1607,536870921]],["^15",[1659,"^X",1555,536870921]],["^15",[1659,"^V",1607,536870921]],["^15",[1659,"^U",1555,536870921]],["^15",[1659,"^;","~u69008811-0611-4d20-b408-9bcd85150a86",536870921]],["^15",[1660,"^Q","**Notes:**\nbackground-color:: red",536870921]],["^15",[1660,"^O","^1@",536870921]],["^15",[1660,"^F",1579,536870921]],["^15",[1660,"^X",1555,536870921]],["^15",[1660,"^V",1579,536870921]],["^15",[1660,"^U",1555,536870921]],["^15",[1660,"^?",["^ ","^39","red"],536870921]],["^15",[1660,"^J",["^39"],536870921]],["^15",[1660,"^4",["^ ","^39","red"],536870921]],["^15",[1660,"^;","~u69008811-aa32-4dc0-9617-9639d27720c3",536870921]],["^15",[1661,"^Q","Signalamplitude am Ende immer höher als am Anfang: Abnahme von Spannungs, Strom und Leistungswerten ist Dämpfung",536870921]],["^15",[1661,"^O","^1@",536870921]],["^15",[1661,"^F",1709,536870921]],["^15",[1661,"^X",1555,536870921]],["^15",[1661,"^V",1709,536870921]],["^15",[1661,"^U",1555,536870921]],["^15",[1661,"^;","~u69008811-9efd-493c-9492-08454930ea45",536870921]],["^15",[1662,"^Q","Es müssen 3*80=240GBit über eine 1GBit Leitung übertragen werden\n#+BEGIN_EXPORT latex\n\\frac{240GBit}{1\\frac{GBit}{s}} = 240s\n#+END_EXPORT\n=> Nach 240s hat jeder Rechner das Update",536870921]],["^15",[1662,"^O","^1@",536870921]],["^15",[1662,"^F",1690,536870921]],["^15",[1662,"^X",1555,536870921]],["^15",[1662,"^V",1712,536870921]],["^15",[1662,"^U",1555,536878127]],["^15",[1662,"^U",1671,536878127]],["^15",[1662,"^;","~u69008811-6875-421d-86d1-4fd00ad7545e",536870921]],["^15",[1663,"^Q","((68de6578-5777-47b3-9b47-1d8f6267ee67))",536870921]],["^15",[1663,"^O","^1@",536870921]],["^15",[1663,"^F",1706,536870921]],["^15",[1663,"^X",1555,536870921]],["^15",[1663,"^V",1708,536870921]],["^15",[1663,"^U",1555,536870921]],["^15",[1663,"^H",1693,536870921]],["^15",[1663,"^;","~u69008811-364c-4021-a1b8-8401ac0ff799",536870921]],["^15",[1664,"^Q","Datendosen, ggf. auch Desk-Switch\nlogseq.order-list-type:: number",536870921]],["^15",[1664,"^O","^1@",536870921]],["^15",[1664,"^F",1705,536870921]],["^15",[1664,"^X",1555,536870921]],["^15",[1664,"^V",1663,536870921]],["^15",[1664,"^U",1555,536870921]],["^15",[1664,"^?",["^ ","^3B","number"],536870921]],["^15",[1664,"^J",["^3B"],536870921]],["^15",[1664,"^4",["^ ","^3B","number"],536870921]],["^15",[1664,"^;","~u69008811-0e09-4dd6-9a49-ad5a55504ca0",536870921]],["^15",[1665,"^Q","---",536870921]],["^15",[1665,"^O","^1@",536870921]],["^15",[1665,"^F",1579,536870921]],["^15",[1665,"^X",1555,536870921]],["^15",[1665,"^V",1555,536870921]],["^15",[1665,"^U",1555,536870921]],["^15",[1665,"^;","~u69008811-7939-4432-8e71-aa68bacea4bb",536870921]],["^15",[1666,"^M",false,536878118]],["^15",[1666,"^Q","### Strukturierte Verkabelung\ncollapsed:: true",536870921]],["^15",[1666,"^O","^1@",536870921]],["^15",[1666,"^F",1603,536870921]],["^15",[1666,"^X",1555,536870921]],["^15",[1666,"^V",1555,536870921]],["^15",[1666,"^U",1555,536870921]],["^15",[1666,"^?",["^ ","^37",3],536870921]],["^15",[1666,"^J",[],536870921]],["^15",[1666,"^4",["^ "],536870921]],["^15",[1666,"^;","~u69008811-d86e-4ded-bf71-b8cad44dd1c0",536870921]],["^15",[1667,"^Q","Update: 10GB = 10*8GBit = 80GBit",536870921]],["^15",[1667,"^O","^1@",536870921]],["^15",[1667,"^F",1578,536870921]],["^15",[1667,"^X",1555,536870921]],["^15",[1667,"^V",1700,536870921]],["^15",[1667,"^U",1555,536878127]],["^15",[1667,"^U",1576,536878127]],["^15",[1667,"^;","~u69008811-95f1-4cbc-bc5e-664d26ca5c41",536870921]],["^15",[1668,"^Q","",536870921]],["^15",[1668,"^O","^1@",536870921]],["^15",[1668,"^F",1665,536870921]],["^15",[1668,"^X",1555,536870921]],["^15",[1668,"^V",1555,536870921]],["^15",[1668,"^U",1555,536870921]],["^15",[1668,"^;","~u69008811-a456-48ef-bac4-7302aea41961",536870921]],["^15",[1669,"^Q","ursprünglich benötigt damit Senden/empfang auf richtigen Ports, heute auto negotiation",536870921]],["^15",[1669,"^O","^1@",536870921]],["^15",[1669,"^F",1631,536870921]],["^15",[1669,"^X",1555,536870921]],["^15",[1669,"^V",1655,536870921]],["^15",[1669,"^U",1555,536870921]],["^15",[1669,"^;","~u69008811-4af5-480a-aa7f-5df01dd7fd16",536870921]],["^15",[1670,"^Q","Die Einhaltung der ISO Norm ist freiwillig, sie bittet jedoch eine gute Grundlage für den aufbau einer Zukunftsfähigen Verkabelung und vereinheitlich den Prozess was es auch neue mittarbeitenden zukünftig erleichtert das System zu verstehen\nGgf. Verbindlich in einigen Bereichen",536870921]],["^15",[1670,"^O","^1@",536870921]],["^15",[1670,"^F",1680,536870921]],["^15",[1670,"^X",1555,536870921]],["^15",[1670,"^V",1680,536870921]],["^15",[1670,"^U",1555,536870921]],["^15",[1670,"^;","~u69008811-31db-4739-8e2f-afc94517d41f",536870921]],["^15",[1671,"^Q","Die restlichen 15 PC’s erhalten das Betriebssystem Upgrade per peer-to-peer Verbindung von den fünf bereits ausgestatteten PC’s\nls-type:: annotation\nhl-page:: 2\nhl-color:: yellow\nid:: 68e39995-5e21-4598-b166-951e49467c25",536870921]],["^15",[1671,"^O","^1@",536870921]],["^15",[1671,"^F",1576,536870921]],["^15",[1671,"^X",4764,536870921]],["^15",[1671,"^V",4764,536870921]],["^15",[1671,"^U",4764,536870921]],["^15",[1671,"^?",["^ ","^18","annotation","^3@",2,"^3A","yellow","^1;","68e39995-5e21-4598-b166-951e49467c25"],536870921]],["^15",[1671,"^J",["^18","^3@","^3A","^1;"],536870921]],["^15",[1671,"^4",["^ ","^18","annotation","^3@","2","^3A","yellow","^1;","68e39995-5e21-4598-b166-951e49467c25"],536870921]],["^15",[1671,"^;","~u68e39995-5e21-4598-b166-951e49467c25",536870921]],["^15",[1672,"^Q","In den Normen zur strukturierten Verkabelung werden \nlogseq.order-list-type:: number\nunterschiedliche Bereiche und zugehörige Materialien und Maximalwerte \ndefiniert. Um was für Definitionen handelt es sich dabei?",536870921]],["^15",[1672,"^O","^1@",536870921]],["^15",[1672,"^F",1687,536870921]],["^15",[1672,"^X",1555,536870921]],["^15",[1672,"^V",1666,536870921]],["^15",[1672,"^U",1555,536870921]],["^15",[1672,"^?",["^ ","^3B","number"],536870921]],["^15",[1672,"^J",["^3B"],536870921]],["^15",[1672,"^4",["^ ","^3B","number"],536870921]],["^15",[1672,"^;","~u69008811-32ab-4b2b-98c5-c20d6fd7c06d",536870921]],["^15",[1673,"^Q","Große Distanzen > 1500m nicht von Strukturierter Verkabelung abgedeckt, nach Standortverteiler",536870921]],["^15",[1673,"^O","^1@",536870921]],["^15",[1673,"^F",1617,536870921]],["^15",[1673,"^X",1555,536870921]],["^15",[1673,"^V",1687,536870921]],["^15",[1673,"^U",1555,536870921]],["^15",[1673,"^;","~u69008811-a71a-41a8-b681-7757e833bb24",536870921]],["^15",[1674,"^Q","Server ist mit 2x 10GBit und die PCs mit 1x 1GBit\nls-type:: annotation\nhl-page:: 2\nhl-color:: purple\nid:: 68e39b9c-1f54-4b6f-a54e-ec82ccb2d5dc",536870921]],["^15",[1674,"^O","^1@",536870921]],["^15",[1674,"^F",1597,536870921]],["^15",[1674,"^X",4764,536870921]],["^15",[1674,"^V",4764,536870921]],["^15",[1674,"^U",4764,536870921]],["^15",[1674,"^?",["^ ","^18","annotation","^3@",2,"^3A","purple","^1;","68e39b9c-1f54-4b6f-a54e-ec82ccb2d5dc"],536870921]],["^15",[1674,"^J",["^18","^3@","^3A","^1;"],536870921]],["^15",[1674,"^4",["^ ","^18","annotation","^3@","2","^3A","purple","^1;","68e39b9c-1f54-4b6f-a54e-ec82ccb2d5dc"],536870921]],["^15",[1674,"^;","~u68e39b9c-1f54-4b6f-a54e-ec82ccb2d5dc",536870921]],["^15",[1675,"^Q","#+BEGIN_EXPORT latex\nServer-Router: \\frac{2*10 \\frac{GBit}{s}}{5 con} = 4\\frac{\\frac{GBit}{s}}{con}\\\\\\\\\nRechenzentrum-SV-EV: \\frac{40 \\frac{GBit}{s}}{5 con} = 8\\frac{\\frac{GBit}{s}}{con}\\\\\\\\\nEV-RV: \\frac{10 \\frac{GBit}{s}}{5 con} = 2\\frac{\\frac{GBit}{s}}{con}\\\\\\\\\nRV-Client: 1 \\frac{1 \\frac{GBit}{s}}{1 con} = 1{\\frac{GBit}{s}}\n#+END_EXPORT\n=> Client ist Bottleneck",536870921]],["^15",[1675,"^O","^1@",536870921]],["^15",[1675,"^F",1561,536870921]],["^15",[1675,"^X",1555,536870921]],["^15",[1675,"^V",1561,536870921]],["^15",[1675,"^U",1555,536878127]],["^15",[1675,"^U",1597,536878127]],["^15",[1675,"^;","~u69008811-b46a-4f4d-bbe7-868a8a72dcca",536870921]],["^15",[1676,"^Q","Stets vorhandener Leistungsverlust; Stromverdrängung von Mitte des Leiters bei Wechselstrom mit zunehmender Frequenz steigend",536870921]],["^15",[1676,"^O","^1@",536870921]],["^15",[1676,"^F",1661,536870921]],["^15",[1676,"^X",1555,536870921]],["^15",[1676,"^V",1709,536870921]],["^15",[1676,"^U",1555,536870921]],["^15",[1676,"^;","~u69008811-3efc-4bfc-9b4e-068dc61233b8",536870921]],["^15",[1677,"^Q","#+BEGIN_EXPORT latex\n\\frac{80GBit}{1\\frac{GBit}{s}} = 80s\n#+END_EXPORT\n=> Die Übertragung auf alle 5 Geräte würde 80 Sekunden dauern",536870921]],["^15",[1677,"^O","^1@",536870921]],["^15",[1677,"^F",1681,536870921]],["^15",[1677,"^X",1555,536870921]],["^15",[1677,"^V",1700,536870921]],["^15",[1677,"^U",1555,536878127]],["^15",[1677,"^U",1576,536878127]],["^15",[1677,"^;","~u69008811-9c59-4651-90d9-842799db56bc",536870921]],["^15",[1678,"^Q","Spleißverbindung: Nicht lösbare Verbindung zweier LWL\n(spleißen fehleranfällig, Optische Vergrößerung nötig)",536870921]],["^15",[1678,"^O","^1@",536870921]],["^15",[1678,"^F",1645,536870921]],["^15",[1678,"^X",1555,536870921]],["^15",[1678,"^V",1628,536870921]],["^15",[1678,"^U",1555,536870921]],["^15",[1678,"^;","~u69008811-117c-47c7-b702-49bfc70055ac",536870921]],["^15",[1679,"^Q","---",536870921]],["^15",[1679,"^O","^1@",536870921]],["^15",[1679,"^F",1699,536870921]],["^15",[1679,"^X",1555,536870921]],["^15",[1679,"^V",1641,536870921]],["^15",[1679,"^U",1555,536870921]],["^15",[1679,"^;","~u69008811-6409-4a30-a48f-1e2c083bbafd",536870921]],["^15",[1680,"^Q","Ist die Verwendung einer strukturierten Verkabelung verpflichtend und wenn ja, für wen?\nlogseq.order-list-type:: number",536870921]],["^15",[1680,"^O","^1@",536870921]],["^15",[1680,"^F",1600,536870921]],["^15",[1680,"^X",1555,536870921]],["^15",[1680,"^V",1666,536870921]],["^15",[1680,"^U",1555,536870921]],["^15",[1680,"^?",["^ ","^3B","number"],536870921]],["^15",[1680,"^J",["^3B"],536870921]],["^15",[1680,"^4",["^ ","^3B","number"],536870921]],["^15",[1680,"^;","~u69008811-5050-4db8-afad-723ebe7937a0",536870921]],["^15",[1681,"^Q","Niedrigste Verbindungsgeschwindigkeit ermitteln:",536870921]],["^15",[1681,"^O","^1@",536870921]],["^15",[1681,"^F",1667,536870921]],["^15",[1681,"^X",1555,536870921]],["^15",[1681,"^V",1700,536870921]],["^15",[1681,"^U",1555,536878127]],["^15",[1681,"^U",1576,536878127]],["^15",[1681,"^;","~u69008811-613b-4d4f-807b-4bf461f2b21c",536870921]],["^15",[1682,"^Q","Brandabschnitte: Häuig an Selber usv, nicht komplett getrennt, kostengünstig\nAutakes Gebäude: Meist komplett getrennt, höhere Sicherheit",536870921]],["^15",[1682,"^O","^1@",536870921]],["^15",[1682,"^F",1708,536870921]],["^15",[1682,"^X",1555,536870921]],["^15",[1682,"^V",1555,536870921]],["^15",[1682,"^U",1555,536870921]],["^15",[1682,"^;","~u69008811-c981-48b8-a87c-afda00443634",536870921]],["^15",[1683,"^Q","#+BEGIN_EXPORT latex\nServer: \\frac{2*10 \\frac{GBit}{s}}{5 con} = 4\\frac{\\frac{GBit}{s}}{con}\\\\\\\\\nClient: 1 \\frac{1 \\frac{GBit}{s}}{1 con} = 1{\\frac{GBit}{s}}\n#+END_EXPORT\n=> Client ist Bottleneck",536870921]],["^15",[1683,"^O","^1@",536870921]],["^15",[1683,"^F",1681,536870921]],["^15",[1683,"^X",1555,536870921]],["^15",[1683,"^V",1681,536870921]],["^15",[1683,"^U",1555,536878127]],["^15",[1683,"^U",1576,536878127]],["^15",[1683,"^;","~u69008811-e80c-4f11-aa8b-c52508ad158e",536870921]],["^15",[1684,"^Q","((68de658b-b1fd-4501-871f-c7533266f62c))",536870921]],["^15",[1684,"^O","^1@",536870921]],["^15",[1684,"^F",1625,536870921]],["^15",[1684,"^X",1555,536870921]],["^15",[1684,"^V",1708,536870921]],["^15",[1684,"^U",1555,536870921]],["^15",[1684,"^H",1658,536870921]],["^15",[1684,"^;","~u69008811-46ad-4867-887d-bbe2207bcedd",536870921]],["^15",[1685,"^Q","Welche Kabelarten kommen auf und zwischen den verschiedenen Ebenen zum Einsatz.\nls-type:: annotation\nhl-page:: 1\nhl-color:: purple\nid:: 68de657f-3e53-45d4-8557-bef6d3975ecd",536870921]],["^15",[1685,"^O","^1@",536870921]],["^15",[1685,"^F",1693,536870921]],["^15",[1685,"^X",4764,536870921]],["^15",[1685,"^V",4764,536870921]],["^15",[1685,"^U",4764,536870921]],["^15",[1685,"^?",["^ ","^18","annotation","^3@",1,"^3A","purple","^1;","68de657f-3e53-45d4-8557-bef6d3975ecd"],536870921]],["^15",[1685,"^J",["^18","^3@","^3A","^1;"],536870921]],["^15",[1685,"^4",["^ ","^18","annotation","^3@","1","^3A","purple","^1;","68de657f-3e53-45d4-8557-bef6d3975ecd"],536870921]],["^15",[1685,"^;","~u68de657f-3e53-45d4-8557-bef6d3975ecd",536870921]],["^15",[1686,"^Q","Ohne Strukturierte Verkabelung muss spontan nach den aktuellen Anforderungen geurteilt und entsprechend implementiert werden, dies kann je nach größe und erwarteter Betriebszeit Kostengünstiger und Schneller aufzubauen sein, jedoch langfristig ggf. weniger Erweiterbar und auch Chaotisch. Des weiteren können Redundanzen durch fehlende Planung kaum effektive eingebaut werden",536870921]],["^15",[1686,"^O","^1@",536870921]],["^15",[1686,"^F",1558,536870921]],["^15",[1686,"^X",1555,536870921]],["^15",[1686,"^V",1558,536870921]],["^15",[1686,"^U",1555,536870921]],["^15",[1686,"^;","~u69008811-9773-44d0-b5b4-fb5e78b9498b",536870921]],["^15",[1687,"^Q","Sind strukturierte Verkabelungen per se für alle Netzwerke \nlogseq.order-list-type:: number\ngeeignet, und falls nein, welche Gegebenheiten und Bedarfe erfordern \nmöglicherweise andere Vorgehensweisen?",536870921]],["^15",[1687,"^O","^1@",536870921]],["^15",[1687,"^F",1558,536870921]],["^15",[1687,"^X",1555,536870921]],["^15",[1687,"^V",1666,536870921]],["^15",[1687,"^U",1555,536870921]],["^15",[1687,"^?",["^ ","^3B","number"],536870921]],["^15",[1687,"^J",["^3B"],536870921]],["^15",[1687,"^4",["^ ","^3B","number"],536870921]],["^15",[1687,"^;","~u69008811-d2a3-412a-ac77-00dc91178b30",536870921]],["^15",[1688,"^Q","[:span]\nls-type:: annotation\nhl-page:: 6\nhl-color:: yellow\nid:: 68e77bf3-ac6c-4013-9fc9-0079f3138a33\nhl-type:: area\nhl-stamp:: 1760001010254",536870922]],["^15",[1688,"^O","^1@",536870922]],["^15",[1688,"^F",1638,536870922]],["^15",[1688,"^X",4949,536870922]],["^15",[1688,"^V",4949,536870922]],["^15",[1688,"^U",4949,536870922]],["^15",[1688,"^?",["^ ","^18","annotation","^3@",6,"^3A","yellow","^1;","68e77bf3-ac6c-4013-9fc9-0079f3138a33","^3E","area","^3F",1760001010254],536870922]],["^15",[1688,"^J",["^18","^3@","^3A","^1;","^3E","^3F"],536870922]],["^15",[1688,"^4",["^ ","^18","annotation","^3@","6","^3A","yellow","^1;","68e77bf3-ac6c-4013-9fc9-0079f3138a33","^3E","area","^3F","1760001010254"],536870922]],["^15",[1688,"^;","~u68e77bf3-ac6c-4013-9fc9-0079f3138a33",536870921]],["^15",[1689,"^Q","((68e76fb0-5fd8-44f2-ab0d-ff5118599f1e)): Zu Endgeräten; ((68e76fd6-cc38-4794-b47f-43a3a068d94c)); LWL, meist Kupfer (da keine SFP NIC)",536870921]],["^15",[1689,"^O","^1@",536870921]],["^15",[1689,"^F",1621,536870921]],["^15",[1689,"^X",1555,536870921]],["^15",[1689,"^V",1672,536870921]],["^15",[1689,"^U",1555,536870921]],["^15",[1689,"^H",1559,536870921]],["^15",[1689,"^H",1620,536870921]],["^15",[1689,"^;","~u69008811-2b8e-4356-9629-4c334aacac15",536870921]],["^15",[1690,"^Q","5 PC habe bereits Update d.h. Teilung der 15 in Gruppen mit einem Bereichsrechner\n#+BEGIN_EXPORT latex\nGruppengröße = \\frac {15}{5} = 3\n#+END_EXPORT",536870921]],["^15",[1690,"^O","^1@",536870921]],["^15",[1690,"^F",1712,536870921]],["^15",[1690,"^X",1555,536870921]],["^15",[1690,"^V",1712,536870921]],["^15",[1690,"^U",1555,536878127]],["^15",[1690,"^U",1671,536878127]],["^15",[1690,"^;","~u69008811-2c32-4299-9b5f-6e154c950277",536870921]],["^15",[1691,"^Q","TX -> elektrische SIgnale in optiosches (EO-Umsetzer)",536870921]],["^15",[1691,"^O","^1@",536870921]],["^15",[1691,"^F",1563,536870921]],["^15",[1691,"^X",1555,536870921]],["^15",[1691,"^V",1563,536870921]],["^15",[1691,"^U",1555,536870921]],["^15",[1691,"^;","~u69008811-e84e-4a12-a168-2d7f9ea20772",536870921]],["^15",[1692,"^Q","---",536870921]],["^15",[1692,"^O","^1@",536870921]],["^15",[1692,"^F",1565,536870921]],["^15",[1692,"^X",1555,536870921]],["^15",[1692,"^V",1641,536870921]],["^15",[1692,"^U",1555,536870921]],["^15",[1692,"^;","~u69008811-e69d-429e-8950-340cb59677dc",536870921]],["^15",[1693,"^Q","Welche Geräte kommen auf und zwischen den verschiedenen Ebenen zum Einsatz.\nls-type:: annotation\nhl-page:: 1\nhl-color:: purple\nid:: 68de6578-5777-47b3-9b47-1d8f6267ee67",536870921]],["^15",[1693,"^O","^1@",536870921]],["^15",[1693,"^F",1701,536870921]],["^15",[1693,"^X",4764,536870921]],["^15",[1693,"^V",4764,536870921]],["^15",[1693,"^U",4764,536870921]],["^15",[1693,"^?",["^ ","^18","annotation","^3@",1,"^3A","purple","^1;","68de6578-5777-47b3-9b47-1d8f6267ee67"],536870921]],["^15",[1693,"^J",["^18","^3@","^3A","^1;"],536870921]],["^15",[1693,"^4",["^ ","^18","annotation","^3@","1","^3A","purple","^1;","68de6578-5777-47b3-9b47-1d8f6267ee67"],536870921]],["^15",[1693,"^;","~u68de6578-5777-47b3-9b47-1d8f6267ee67",536870921]],["^15",[1694,"^Q","Server -> Router, Switches\nlogseq.order-list-type:: number",536870921]],["^15",[1694,"^O","^1@",536870921]],["^15",[1694,"^F",1663,536870921]],["^15",[1694,"^X",1555,536870921]],["^15",[1694,"^V",1663,536870921]],["^15",[1694,"^U",1555,536870921]],["^15",[1694,"^?",["^ ","^3B","number"],536870921]],["^15",[1694,"^J",["^3B"],536870921]],["^15",[1694,"^4",["^ 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managment\n\t- -> Ort/Zeit unabhängige kolaborative Projektbearbeitung\n\t- Kriterien:\n\t\t- Open Source - eigenen Prinzipien selbst vertreten\n\t\t- Induktivität der Bedienung\n-\n- Scrum; Dynamische Projektmethodik\n\t- Bottom Up: Arbeitenden erstellen Selbst Unteraufgaben und Delegieren diese unter sich selbst\n\t\t- in Sprint Planung\n\t- Reflektion des Sprints, welche Aufgaben müssen noch zu ende geführt werden\n\t\t- In Sprint Review\n\t- Product Owner\n\t\t- Kontakt mit Kunden, überprüft Anforderungen\n\t- Kurze Kommunikation untereinander, für schnelle Unterstützung, was war gestern, ist der plan für heute -> in kleinen Teams\n\t\t- in daly meetings\n- Canban boards\n\t- ToDo Boards\n\t- Gant darstellung, ermöglicht sichtbarkeit der abhänigkeiten zwischen tasks\n-\n- Informationssicherheit\n\t- BSI - Schutzziele\n\t\t- Intigrität\n\t\t\t- Nichtabstreitbarkeit, klares logging und Zurückverfulgung von Aktionen\n\t\t- Verfügbarkeit\n\t\t\t- Verlässlichkeit konsistente und 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[[School/Inf/WebDev/Server-Client]])))",536870921]],["^15",[1886,"^3","index:: 2\n\n- tags::\n- references::\n- ## Meta\n\t- **Notes:**\n\t background-color:: red\n\t\t- {{query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[School/Inf/WebDev/Session Managment]]) (namespace [[School/Inf/WebDev/Session Managment]])))}}\n\t\t query-sort-by:: block\n\t\t query-table:: true\n\t\t query-sort-desc:: true\n\t- **Slides:**\n\t background-color:: green\n\t\t- {{query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/Inf/WebDev/Session Managment]]) (namespace [[School/Inf/WebDev/Session Managment]])))}}\n\t- **Summery**:\n\t background-color:: blue\n\t\t-\n- ---\n- Wird über Session #Cookies realisiert\n\t- cookie mit token der Nutzer ausweist bei jeder (relevanten) request mitgesendet, server kann dadurch Nutzer identifizieren\n- in #Bottle [https://bottlepy.org/docs/dev/tutorial.html#cookies](https://bottlepy.org/docs/dev/tutorial.html#cookies)\n id:: 68a60d89-bf18-42ee-9153-107eee30de3b\n\t- Simple implementation of #oauth2\n\t- For claim overview: https://en.wikipedia.org/wiki/JSON_Web_Token\n\t- ```python\n\t @app.route(\"/token\", method=[\"POST\"])\n\t def token():\n\t body = request.body.read()\n\t try:\n\t # Read Data from JSON body of POST\n\t data = loads(body.decode('utf-8'))\n\t username = data.get(\"user\")\n\t password = data.get(\"password\")\n\t except:\n\t response.status = 400\n\t return dumps({\"error\": \"Invalid JSON format\"})\n\t \n\t # Check if user is known and password is correct\n\t user = request.db_connector.get_user(username)\n\t if not user or not hash_context.verify(password, user.hash):\n\t response.status = 401\n\t return dumps({\"error\": \"Invalid username or password\"})\n\t \t\n\t # Construct content of Cookie\n\t jwt_content = {\n\t \"sub\": {\n\t \"user\": user.name,\n\t \"role\": user.role\n\t },\n\t \"iat\": time.time(),\n\t \"exp\": time.time() + 60 * 20 # 20 minutes expiration\n\t }\n\t \n\t # Sign content of cookie: Still readable by client but changes will be detected \n\t token = jwt.encode(jwt_content, JWT_SECRET, algorithm=\"HS256\")\n\t # Set te coockie under the name \"oauth2\", specify that it should be used for all Paths,\n\t # and sent it even over HTTP\n\t response.set_cookie(\"oauth2\", token, max_age=60*20, path='/', samesite='lax')\n\t response.status = 200\n\t # Return the content of the coockie also as JSON body of the response ()\n\t return dumps(jwt_content)\n\t ```\n- In coockie ggf. keine sensiblen daten: Session ID\n\t- entweder durch stateless implementation mit Signierung (oauth2)\n\t- oder statfeull mit (in memory) State managment dictonary",536870921]],["^15",[1886,"^17",1761642513735,536870921]],["^15",[1886,"^Z","pages/School___Inf___WebDev___Session 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username = data.get(\"user\")\n password = data.get(\"password\")\n except:\n response.status = 400\n return dumps({\"error\": \"Invalid JSON format\"})\n\n # Check if user is known and password is correct\n user = request.db_connector.get_user(username)\n if not user or not hash_context.verify(password, user.hash):\n response.status = 401\n return dumps({\"error\": \"Invalid username or password\"})\n\t\n # Construct content of Cookie\n jwt_content = {\n \"sub\": {\n \"user\": user.name,\n \"role\": user.role\n },\n \"iat\": time.time(),\n \"exp\": time.time() + 60 * 20 # 20 minutes expiration\n }\n \n # Sign content of cookie: Still readable by client but changes will be detected \n token = jwt.encode(jwt_content, JWT_SECRET, algorithm=\"HS256\")\n # Set te coockie under the name \"oauth2\", specify that it should be used for all Paths,\n # and sent it even over HTTP\n response.set_cookie(\"oauth2\", token, max_age=60*20, path='/', samesite='lax')\n response.status = 200\n # Return the content of the coockie also as JSON body of the response ()\n return dumps(jwt_content)\n```",536870921]],["^15",[1897,"^O","^1@",536870921]],["^15",[1897,"^F",1898,536870921]],["^15",[1897,"^X",1868,536870921]],["^15",[1897,"^V",1905,536870921]],["^15",[1897,"^U",1868,536870921]],["^15",[1897,"^U",1888,536870921]],["^15",[1897,"^;","~u69008811-528e-4282-a8bd-807cbb87730e",536870921]],["^15",[1898,"^Q","For claim overview: https://en.wikipedia.org/wiki/JSON_Web_Token",536870921]],["^15",[1898,"^O","^1@",536870921]],["^15",[1898,"^F",1908,536870921]],["^15",[1898,"^X",1868,536870921]],["^15",[1898,"^V",1905,536870921]],["^15",[1898,"^U",1868,536870921]],["^15",[1898,"^U",1888,536870921]],["^15",[1898,"^;","~u69008811-b36a-4e9e-a2cf-c805030ac07d",536870921]],["^15",[1899,"^Q","cookie mit token der Nutzer ausweist bei jeder (relevanten) request mitgesendet, server kann dadurch Nutzer 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#Bottle [https://bottlepy.org/docs/dev/tutorial.html#cookies](https://bottlepy.org/docs/dev/tutorial.html#cookies)\nid:: 68a60d89-bf18-42ee-9153-107eee30de3b",536870921]],["^15",[1905,"^O","^1@",536870921]],["^15",[1905,"^F",1895,536870921]],["^15",[1905,"^X",1868,536870921]],["^15",[1905,"^V",1868,536870921]],["^15",[1905,"^U",1868,536870921]],["^15",[1905,"^U",1888,536870921]],["^15",[1905,"^?",["^ ","^1;","68a60d89-bf18-42ee-9153-107eee30de3b"],536870921]],["^15",[1905,"^J",["^1;"],536870921]],["^15",[1905,"^4",["^ ","^1;","68a60d89-bf18-42ee-9153-107eee30de3b"],536870921]],["^15",[1905,"^H",1888,536870921]],["^15",[1905,"^;","~u68a60d89-bf18-42ee-9153-107eee30de3b",536870921]],["^15",[1906,"^Q","**Notes:**\nbackground-color:: red",536870921]],["^15",[1906,"^O","^1@",536870921]],["^15",[1906,"^F",1903,536870921]],["^15",[1906,"^X",1868,536870921]],["^15",[1906,"^V",1903,536870921]],["^15",[1906,"^U",1868,536870921]],["^15",[1906,"^?",["^ 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[[School/Inf/WebDev/Web Stuff]]) (namespace [[School/Inf/WebDev/Web Stuff]])))}}\n\t- **Summery**:\n\t background-color:: blue\n\t\t-\n- ---\n-\n- `span` für einzeiler, buchstaben, `box` für großeren contetn, mehrere zeichen\n- Propertys.\n\t- `id` einzigartige identifikation vom Element\n\t- `class` gruppierung von elementen, mehrfach verwndbar, um z.B. selbes css mehrfach anzuwenden-> Gleichartiges Objekt\n\t- `for` used in lables, screen reader & accasability usag\n-\n\t- Query selector: `element_type[attribute=value>]`\n\t- apply to multiple: `.class_a, elemnt_b`\n\t- apply decending if parent > children matches: `html_elemnt .class_of_ciled`\n\t- allpy if tow proppertys match for same element: `.class_a.class_b`\n\t- depend on state of element `:state`\n-\n- Margin Padding: CSS hat um Box Margin/Padding um abstand von border nahc innen/nach außen zu anderen elementen zu deffinieren\n\t-\n- ### Gestaltgesätze\n\t- Gesetz der Nähe: nähe wirken als Gruppierung -> Organisation\n\t- Gesetz der Ähnlichkeit: zusammengehörigkeit durch Farbgebung\n\t- Figurgrund: Vordergrund/Hintergrund Unterscheidung\n\t- Gesetz der Fortsetzung: Muster/unvollständige Folgen dem Betrachter vervollständigen lassen\n\t- Gesetz der Vertrautheit/Erfahrung: Speicher icon als Floppy",536870921]],["^15",[1912,"^17",1761642513763,536870921]],["^15",[1912,"^Z","pages/School___Inf___WebDev___Web Stuff.md",536870921]],["^15",[1913,"^K",1761642513761,536870921]],["^15",[1913,"^[",1912,536870921]],["^15",[1913,"^@",false,536870921]],["^15",[1913,"^Y","school/inf/webdev/web stuff",536870921]],["^15",[1913,"^A",1804,536870921]],["^15",[1913,"^11","School/Inf/WebDev/Web Stuff",536870921]],["^15",[1913,"^?",["^ ","^1D",3],536870921]],["^15",[1913,"^4",["^ ","^1D","3"],536870921]],["^15",[1913,"^B",1761642513761,536870921]],["^15",[1913,"^;","~u69008811-6023-4afc-b604-eec0c415cb4e",536870921]],["^15",[1914,"^Q","~`class` gruppierung von elementen, mehrfach verwndbar, um z.B. selbes css mehrfach 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![image.png](../assets/image_1759912536712_0.png){:height 591, :width 750}\n\t- Vermeindliche Ignoranz der deutschen gegenüber den Drohnen-ereignissen wird bemängelt, fokus auf Vergangenheit.\n\t Mit alten lösungsansätzen neue Probleme beheben?\n\t Spionage, in Verbindung mit best Bewachter Grenzstreifen in deutscher Geschichte\n\t- Mauer sollte nicht mehr existieren, doch Drone Prallt weiterhin gegen\n\t Deutsches Volk immernoch anti-überwachung?\n- ![image.png](../assets/image_1759912542737_0.png)\n- Euphemisierung von konsumerischen Schulden statt, wirklichen Investitionen",536870921]],["^15",[2016,"^17",1761642513842,536870921]],["^15",[2016,"^Z","pages/School___Pol___Aktuelle Stunden___Karikaturen.md",536870921]],["^15",[2017,"^K",1761642513841,536870921]],["^15",[2017,"^[",2016,536870921]],["^15",[2017,"^@",false,536870921]],["^15",[2017,"^Y","school/pol/aktuelle stunden/karikaturen",536870921]],["^15",[2017,"^A",2000,536870921]],["^15",[2017,"^11","School/Pol/Aktuelle 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Geschichte",536870921]],["^15",[2038,"^O","^1@",536870921]],["^15",[2038,"^F",2040,536870921]],["^15",[2038,"^X",2017,536870921]],["^15",[2038,"^V",2040,536870921]],["^15",[2038,"^U",2017,536870921]],["^15",[2038,"^;","~u69008811-78c3-496f-891b-140489fb56c6",536870921]],["^15",[2039,"^Q","Euphemisierung von konsumerischen Schulden statt, wirklichen Investitionen",536870921]],["^15",[2039,"^O","^1@",536870921]],["^15",[2039,"^F",2020,536870921]],["^15",[2039,"^X",2017,536870921]],["^15",[2039,"^V",2017,536870921]],["^15",[2039,"^U",2017,536870921]],["^15",[2039,"^;","~u69008811-6918-4614-b588-53b8bd4f491a",536870921]],["^15",[2040,"^Q","![image.png](../assets/image_1759912536712_0.png){:height 591, :width 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true\n\t- **Slides:**\n\t background-color:: green\n\t\t- {{query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/Pol/Pali Konflikt]]) (namespace [[School/Pol/Pali Konflikt]])))}}\n\t- **Summery**:\n\t background-color:: blue\n\t\t-\n- ---\n- ### Inhalt\n\t- Frühgeschichte & Historischer Aufbau des Konfliktes & Kolonialismus (Niklas)\n\t- Kritischer Kommentar zur 2. Staaten Lösung (Niklas)\n\t\t- kein Staart ist ligitm? Israel Kolonialnation? Jueddisches leben muss ueberall toleriert sein, nicht bloss in Israel\n- ---\n- ![israel_pp.pdf](../assets/israel_pp_1761724376518_0.pdf)\n- ### Vorgeschichte:\n\t- https://www.lpb-bw.de/geschichte-palaestinas\n\t- 9000 V.Chr erste siedlungen (Jerichor)\n\t- Bronzezeit (3300 v. Chr.) bevölkerten Kanaaniter (Mytos: direkte vorfahren Palästinenser?)\n\t- 13 Jahundert, \"Hebräern\" vorfahren des Volkes Israel ?\n\t- 12. Jahrhunderts v. Chr. Philister (aus ägäischen Raum)\n\t- Israeliten, die Assyrer, die Babylonier und die Perser das Land. Es folgten Alexander der Große, Ptolemäer, Seleukiden, Römer und Byzantiner\n\t- ---\n\t- 637 nach Christus eroberten Muslime Jerusalem; 687 und 717 entsteht al-Aqsa-Moschee -> 3. wichtigste Städte der Religion\n\t- -> Alle Religionen Vertreten\n\t- 11. Jahrhunderts n. Chr. Cristliche Kreuzfahrtstaarten\n\t- Mamlukische Dynastien, dann Osmanisches reich\n\t- -> Aufgrund von Location, Häfen und Aien/Afrika brücke sehr Konfliktanfällig\n\t- ---\n\t- ![Strauss_WebreadyPDF.pdf](../assets/Strauss_WebreadyPDF_1761728012753_0.pdf)\n\t- https://www.britannica.com/biography/Antiochus-IV-Epiphanes\n\t- https://en.wikipedia.org/wiki/Seleucid_Empire\n\t-\n\t- \"Israel\" könnte in ersten schriftlichen Ägiptischen fassungen zu Völker statt start bezeichnen\n\t- 12. Jahrhunderts v. Chr. Philister (aus ägäischen Raum) -> dieffinierte Palestina als Name der Region\n\t- Jewish province were known to the Romans as Judea, changed name to Palestine; \"Kingdom of Jerusalem\" by Cristian Crusaders, in resent Years called Palistine by Muslims and Cristians\n\t- Arab and Jews have Historic claims:\n\t\t- Arab conquest of Palestine in 636–641 CE rows significantly\n\t- Cronologic hsitpry:\n\t\t- ((6901d788-4894-4b34-b9ca-6d4d8beb3a2e))\n\t\t\t- some Previously exieled returned\n\t\t- ((6901d851-5106-42ac-93eb-4b80a50948cd))\n\t\t- ((6901da13-1498-4ec6-a547-25c19582e96b)), Judea bassed bak and forthe between several empires\n\t\t\t- Jüdische \"streuung\", lebten dort für mehrer Jahzehnte, westlich ausbreitung\n\t\t- ((6901db40-7001-465f-8b45-201309136894)) looted, raised taxes in Jerusalem, altar of Greek god Zeus in Jewish tempel\n\t\t\t- ((6901dd7b-33c2-49d5-a8e8-2a3190bfadb1)): ((6901dbb3-2ee4-4add-8189-3175e98b9a66)) from [Seleucid Empire](https://en.wikipedia.org/wiki/Seleucid_Empire) state, supported by Rome\n\t\t- ((6901de65-b477-4b7e-811a-323a45aa7e9a)) -> not jewish traditionalists\n\t\t\t- ((6901debd-3914-4592-be07-195b6619da96))\n\t\t- ((6901df2f-1f3b-42ba-9eaf-e0efe1e3755b))\n\t\t- ((6901dfcb-17b5-489f-b33e-d3e201ce784b))\n\t\t- ((6901dfe5-3377-48d4-b55e-b8db3d2e31c3))\n\t\t\t- ((6901e05d-d173-46ea-8fe9-d4e7846d37bf)) -> ((6901e0a0-0923-4c98-8291-c6a7164c4441))\n\t\t\t- grandsonn, rom ((6901e118-2730-4867-935b-deadc4c88761)): ((6901e13c-f08a-4a95-a5b0-963426caed0f))\n\t\t- ((6901e24b-d27e-409c-b3ec-68585e19f9c0)): ((6901e239-9b65-415f-b437-7e7b288a768a)) -> tempel was distroyed\n\t\t\t- rome won, repression, no genocide\n\t\t\t- More revolts, Rome won -> christian generals for rom\n\t\t\t- ((6901e452-a24a-42d2-9bd5-164945787ae4))\n\t\t- ((6901e537-c0fc-43b8-965c-702ead13a066)) (despide Cristian conversion around ((6901e554-c596-453a-85ac-3db31007c1c3)))\n\t\t- ---\n\t\t- ((6901e57a-f09a-422f-acf8-b57ad734b74a))\n\t\t\t- ((6901e595-0350-4796-b5b2-78405030313c)) -> Byzantine reconquered\n\t\t- ((6901e5c8-b727-4841-bef9-12928d5d5b80))\n\t\t\t- higher taxes but religious freedom (for muslems and others)\n\t\t\t- ((6901e5e8-04ae-4fd5-9f5a-da6687f96a87))\n\t\t\t- ((6901e631-e42b-41ec-b0c3-97db0c097e8d))\n\t\t-\n\t\t- ((6901e680-215d-4cf0-8b96-d016a955bea9))\n\t\t\t- ((6901e6ba-b435-4b0a-b2ee-694e580d74db)) during Cursades\n\t\t\t- ((6901e6d9-3057-408b-a446-6aad43d4b82f)) but not equal\n\t\t- ((6901e786-2ff8-4586-a8cb-d483b9a17153))\n\t\t- ((6901e7c2-3a86-47b3-905a-5b0281f10251)) special longing to Jerusalem\n\t\t- ((6901e7ff-49cf-4c79-a27d-9ad20deedcdb)) -> Colonial conquest had not prior claim, but jews returned to ancestorial land, so do musslimes have since become ancestorial claims\n\t\t-\n\t\t-\n\t\t-\n\t- ((6901e668-88ed-49c4-b21b-862b9801bff7))\n\t-\n\t- _-> Trotzdem Sidlungskolonialismus von Israel _\n\t- _Cristentum nutzte ansürüche durch Jesus als bloser grund für kreuzzüge, nicht für permanente landerhalt; Primerziel profit_\n\t\t-\n- ### Mandate of Palestine, British colony\n\t- https://www.britannica.com/topic/Husayn-McMahon-correspondence\n\t- https://www.britannica.com/event/Sykes-Picot-Agreement\n\t- https://www.britannica.com/place/Palestine/World-War-I-and-after\n\t- https://www.thecollector.com/british-controlled-mandatory-palestine/\n\t-\n\t- Britian imperial intrest (suez channel, africa -> geological location)\n\t- Britin supported Arab uprising in unstable Ottoman empire (which supported WW1 rivales); promised sovereign Arab state (including Palestine)\n\t\t- Letters: Husayn McMahon correspondence\n\t\t- details nie geklaert,\n\t- Husayn’s sonn Faysal, Arab revolution significantly contributet to colaps in 1917\n\t- 1916 Sykes-Picot secret Agreement (Fr-Gb)\n\t\t- lad devision agreement, colonial & economic interests\n\t\t- Russian aspects never implemented -> Soviet Russian leaked documents to Arabs, conflicted with Husayn McMahon correspondence\n\t\t- Support for Arav indepencance from GB until 1920 -> then class A Mandats, modern Borders\n\t\t\t- spliting omunitrys into minoritys of different countrys (druz, Kurds)\n\t\t\t- ISIS 2014 seeks to end borders form this agreement\n\t\t- ![image.png](../assets/image_1761733871221_0.png)\n\t- 1917 November, GB State secretary for forigne affairs Authur Belfast, Belfast declaration (provide a state, national home for all jews)\n\t\t- prompt American Jews to exercise their influence in moving the United States to support British postwar policies, keep russian Jews fighting\n\t\t- Chaim Weizmann, developerr of explosive matirals for WW1 and 1 president of Israel, negotiated\n\t\t- Accepted fy Fr and Italy in 1918 -> included in the Treaty of Sèvres (1920)\n\t\t- 1920: ām al-nakbah, the “year of catastrophe.” -> promised independet arab palistine unlikely\n\t- LATER 1920-1923\n\t\t- Britan slowly withdor -> Military to civil administration\n\t\t- mass migration form Jews to palistine sstarted, addap population doubbeld\n\t\t\t- britin did not state how to garmonise both comunitys -> size would decide power of administration\n\t\t\t- 2 independet, developing socio-cultural institutions in the communitys\n\t\t\t- Tentions increasing -> Jaffa Riots 1921\n\t- Mass jewish migration in 2WW\n\t\t- increased land byouts/ocupation by jewis imigrants\n\t\t- Arab Revolt 1936–1939 (viloently suppresed by britan)\n\t\t- White Paper in May 1939, which limited Jewish migration for the following five years or demanded Palestinian Arab consent\n\t\t- -> seen as betrayl to the balfour declaration\n\t- Post WW2\n\t\t- bityian ended mandate for its empire curmbeld\n\t\t- UN sensitive for Jewish \"national home\" floworing Holocaust\n\t\t- UN General Assembly passed a resolution on November 29, 1947, suggesting the division of Palestine into two states\n\t\t\t- rejected by Palestinian Arabs\n\t\t- Israel founded the day before britants end of palistine mandate\n- ### Kritischer Kommentar zur 2. Staaten Lösung\n\t- Aus Anarchischer Perspektive\n\t\t- Staarten an sich sind imaginaere Unterteilungen, welche die Menschen voneinander trennt -> so solidaritaet und gegenseitige unterstuetzung mit konkurenz und neid ersaetzt\n\t\t- Grade weil Staarten selten Kulturkreise 1:1 widerspiegeln kommt es zu zangslaeufig zu minirotaeten welche sich nicht frei, dirch die existenz der Grenzen unterstuetzen koennen\n\t- Israels grundung\n\t\t- Enstammt einer britischen Kollonie -> konnte Siedlunkskolonialismus genannt werden, jedoch anders als Kolonien in Amerika, besteht tatsaechlich vorgeschichte zur Legitimation\n\t\t- Enmtstammt gebrochenne Versprechen, nicht vertrag\n\t\t- Allerine der fakt das Israel International illegalen Kolonialismus betriebt steht nicht gegen sein Existenz recht\n\t- Vorderung\n\t\t- Historisch gesehen haben 3. westliche Religionen und so Kulturelle gruppen einen Anspruch auf dieses gebiet\n\t\t- Trotz des Genozieds bleiben diese Ansprueche bestehen\n\t\t- Allerdings ist die Kernidee israels Rassistisch: durch die Idee einen Kulturell Homogenen Staart zu schaffe -> was entsprechend zu all dem fuehrt was wir erleben\n\t\t- viel mehr muss also ein Staart her welcher Heterogen ist, also kein heimat Judischen lebens sondern eine hiemat allen lebens. Und weltweit muss gelten gegen jeden antisemitismus, gegen jede Islamophobie -> dafuer muss jeder Staart sich verpflichten, das sollte die lehre der Shoa sein\n- --> Israel muss sekulaerer staat werden\n- Quellen\n\t- Media\n\t\t- https://hotcore.info/act/kareff-112024p.html\n\t\t- https://www.istockphoto.com/de/vektor/isolierte-illustration-vektor-icon-von-vielen-silhouetten-handstapel-symbol-f%C3%BCr-gm1466380220-498397521\n\t\t- https://pngimg.com/image/76486\n\t\t- https://de.wikipedia.org/wiki/Hussein-McMahon-Korrespondenz\n\t\t-\n\t\t- https://www.stepmap.de/landkarte/front-osmanisches-reich-erster-weltkrieg-NyJNEvzAmM-i\n\t\t- https://english.aawsat.com/home/article/4306236/75-years-after-nakba-palestinians-still-long-return\n\t\t- https://de.wikipedia.org/wiki/Chaim_Weizmann\n\t\t- https://es.wikipedia.org/wiki/Declaraci%C3%B3n_Balfour#/media/Archivo:Balfour_declaration_unmarked.jpg{:height 34, :width 827}\n\t\t- 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Gleichschaltungsstrategie - Kolumne - DER SPIEGEL.pdf](../assets/TikTok,_Jimmy_Kimmel_So_funktioniert_Donald_Trumps_mediale_Gleichschaltungsstrategie_-_Kolumne_-_DER_SPIEGEL_1758269345134_0.pdf)\n\t\t- Tumps gezielter verusch der Medien und Pressekontrolle\n\t\t- Geziehltes abschalten von Kritischen shows, da hoher Druck auf Medien Sendern\n\t\t- Durch Kontrolle des Social 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nicht in der Lage Probleme der Zeit zu lösen; es wird nur in Legeslaturperioden gedacht; lange Kompromissfindung\n\t\t\t- Es wird nicht nur auf Wählerwillen gedacht, auch Kapitalinteressen wird verfolgt von Interessenvertretung Verbänden, Verfälschung des Volkswillen\n\t- ((68ca5994-9284-4dce-adf7-d32e95b1539a))\n\t logseq.order-list-type:: number\n\t\t- Die in dem Bild aufgestellte Foderung lässt sich, der Identitätstheorie zuordnen. 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Es wird mehr direkte Demokratie gefordert.",536870921]],["^15",[2159,"^O","^1@",536870921]],["^15",[2159,"^F",2174,536870921]],["^15",[2159,"^X",2150,536870921]],["^15",[2159,"^V",2174,536870921]],["^15",[2159,"^U",548,536870921]],["^15",[2159,"^U",2150,536870921]],["^15",[2159,"^;","~u69008811-8dca-4917-8b7f-442bd8b1092e",536870921]],["^15",[2160,"^Q","Identitätstheorie können auch Repräsentative Elemente durch Ratsvertretung sein",536870921]],["^15",[2160,"^O","^1@",536870921]],["^15",[2160,"^F",2170,536870921]],["^15",[2160,"^X",2150,536870921]],["^15",[2160,"^V",2156,536870921]],["^15",[2160,"^U",548,536870921]],["^15",[2160,"^U",2150,536870921]],["^15",[2160,"^;","~u69008811-644a-4bd2-83ec-6b9e37f72f5f",536870921]],["^15",[2161,"^Q","## Meta",536870921]],["^15",[2161,"^O","^1@",536870921]],["^15",[2161,"^F",2173,536870921]],["^15",[2161,"^X",2150,536870921]],["^15",[2161,"^V",2150,536870921]],["^15",[2161,"^U",2150,536870921]],["^15",[2161,"^?",["^ 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Kompromissfähig sein und gemeinsamen Minimnalkonsens vertreten[:br]- Repräsentation des Volkes erfolgt idirekt |\n|Anwendung|- direkte Wahl in einer Räterepublik[:br]- Syndikatischen Interessensvertretungsprinzip |- Parlamentarischen demokratie|\n|Kritik|- kann ein \"Gemeinwohl\" oft genug gefunden werden?|- gemeinsamer minimalkonsens kann über die Zeit entfremdet werden um Politische gegener zu deligitimisieren[:br]- repräsentation erfolgt indirekt, Volkswille wird durch eigene Intressen der Vertretenden und vertretenden Verbände verfälscht[:br]- Kompromissunfähigkeit bei bestimmten Streitpunkten 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Volkswillen",536870921]],["^15",[2165,"^O","^1@",536870921]],["^15",[2165,"^F",2171,536870921]],["^15",[2165,"^X",2150,536870921]],["^15",[2165,"^V",2175,536870921]],["^15",[2165,"^U",548,536870921]],["^15",[2165,"^U",2150,536870921]],["^15",[2165,"^;","~u69008811-7d99-414e-86b6-144e694a4ffd",536870921]],["^15",[2166,"^Q","![006 Demokratietheorien_Identität und Konkurrenz.pdf](../assets/006_Demokratietheorien_Identität_und_Konkurrenz_1758090132920_0.pdf)",536870921]],["^15",[2166,"^O","^1@",536870921]],["^15",[2166,"^F",2164,536870921]],["^15",[2166,"^X",2150,536870921]],["^15",[2166,"^V",2150,536870921]],["^15",[2166,"^U",2150,536870921]],["^15",[2166,"^;","~u69008811-74d0-4e4e-8956-998c41a2d570",536870921]],["^15",[2167,"^Q","nicht direkte selbstregierung basierend auf Geogrfischer lage, aber im rätesystem eines Syndikats 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Demokratie|- schützt Bürger durch abstraktion vor Verantwortlichkeit[:br]|- repräsentation erfolgt indirekt, Volkswille wird durch eigene Intressen der Vertretenden und vertretenden Verbände verfälscht[:br]- Kompromissunfähigkeit bei bestimmten Streitpunkten[:br]- Politikverdrossenheit durch periodische Beteiligung[:br]- anfälligkeit zu kompromissmus[:br]- gezielte verschiebung des minimalkonsens zur deligitimation politischer gegner|",536870921]],["^15",[2170,"^O","^1@",536870921]],["^15",[2170,"^F",2156,536870921]],["^15",[2170,"^X",2150,536870921]],["^15",[2170,"^V",2156,536870921]],["^15",[2170,"^U",548,536870921]],["^15",[2170,"^U",2150,536870921]],["^15",[2170,"^;","~u69008811-0a66-4358-9558-49f98d6fbf79",536870921]],["^15",[2171,"^Q","Parikularen interessen nicht in der Lage Probleme der Zeit zu lösen; es wird nur in Legeslaturperioden gedacht; lange 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[[Slide]]) (or (page [[School/Pol/Rechtsextremismus/Demokratietheorien]]) (namespace [[School/Pol/Rechtsextremismus/Demokratietheorien]])))",536870921]],["^15",[2180,"^3","index:: 1\n\n- tags::\n- references::\n- ## Meta\n\t- **Notes:**\n\t background-color:: red\n\t\t- {{query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[School/Pol/Rechtsextremismus/Intoleranz und Rassismus]]) (namespace [[School/Pol/Rechtsextremismus/Intoleranz und Rassismus]])))}}\n\t\t query-sort-by:: block\n\t\t query-table:: true\n\t\t query-sort-desc:: true\n\t- **Slides:**\n\t background-color:: green\n\t\t- {{query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/Pol/Rechtsextremismus/Intoleranz und Rassismus]]) (namespace [[School/Pol/Rechtsextremismus/Intoleranz und Rassismus]])))}}\n\t- **Summery**:\n\t background-color:: blue\n\t\t-\n- ---\n- ![Alltagsrassismus](../assets/PDF4_1757504570700_0.pdf)\n\t- ((68c1646b-113f-49d2-b392-7af86a409489))\n\t\t- können bewusst & bößartig\n\t\t- oder unbewusst/gut gemeint sein -> dennoch Rassistisch\n\t- Differenzierung Rassismus\n\t\t- ((68c164e6-7317-482f-9006-0225537ed4fe))\n\t\t- Ohne Absicht/geschlossenenen Selbst/Weltbild vollzogen (treten dennoch häufiger auf) ((68c16526-cf04-4259-8da0-fc9fff23a3fe))\n\t- Entstehung Rassismuss:\n\t\t- wenn ((68c1658d-d150-4727-a318-e07177a8b7d9)) werden\n\t\t- gehirn will energie spaaren ((68c165b0-52e6-47ad-9d21-e9511297c905))pen dienen zur schnelleren Klassifikation von Informationen\n\t\t\t- stammen aus geseltschaftlichr Prägung\n\t- ((68c16602-a8a3-4140-8368-816e1a750e5d))\n\t\t- Menschen haben zum überleben egoistische und aggressive eigenschaften, wenn lange gnung dannach gesucht wird, werden diese gefunden\n\t\t- jegliche negativität, kann überspitzt, und als Triebstoff für vorurteile werden\n\t\t- auch ((68c1665f-8fe3-451b-8b1c-f3a2edafc863))\n\t\t\t- (unbewusste) reproduktion des Rassismus durch Sozialisation\n\t- -> Rassismus ist allgegenwärtig\n\t\t- ((68c16871-5562-4fd0-8b0a-9648482805a8))\n\t\t-\n- {{video https://www.ardmediathek.de/video/ndr-kultur-das-journal/wie-intolerant-bist-du-das-experiment/ndr/Y3JpZDovL25kci5kZS8xOV8yMDIyLTExLTA3LTIyLTQ1}}\n\t- Bei Konversation for Selbstbestaetigung im fokus\n\t\t- sich selbst zu Rechtfertigen -> man macht stets das richtigt/beste\n\t- Benachteiligung schwer zuerkennen\n\t\t- kein eindeutiges feedback",536870921]],["^15",[2180,"^17",1761642514012,536870921]],["^15",[2180,"^Z","pages/School___Pol___Rechtsextremismus___Intoleranz und Rassismus.md",536870921]],["^15",[2181,"^K",1761642514011,536870921]],["^15",[2181,"^[",2180,536870921]],["^15",[2181,"^@",false,536870921]],["^15",[2181,"^Y","school/pol/rechtsextremismus/intoleranz und rassismus",536870921]],["^15",[2181,"^A",2084,536870921]],["^15",[2181,"^11","School/Pol/Rechtsextremismus/Intoleranz und Rassismus",536870921]],["^15",[2181,"^?",["^ ","^1D",1],536870921]],["^15",[2181,"^4",["^ 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gefunden",536870921]],["^15",[2185,"^O","^1@",536870921]],["^15",[2185,"^F",2202,536870921]],["^15",[2185,"^X",2181,536870921]],["^15",[2185,"^V",2202,536870921]],["^15",[2185,"^U",2181,536870921]],["^15",[2185,"^;","~u69008811-7038-40ab-9390-37c333366b40",536870921]],["^15",[2186,"^Q","",536870921]],["^15",[2186,"^O","^1@",536870921]],["^15",[2186,"^F",2222,536870921]],["^15",[2186,"^X",2181,536870921]],["^15",[2186,"^V",2187,536870921]],["^15",[2186,"^U",2181,536870921]],["^15",[2186,"^;","~u69008811-11e5-4637-9a25-8eb305b3db4a",536870921]],["^15",[2187,"^Q","-> Rassismus ist allgegenwärtig",536870921]],["^15",[2187,"^O","^1@",536870921]],["^15",[2187,"^F",2202,536870921]],["^15",[2187,"^X",2181,536870921]],["^15",[2187,"^V",2206,536870921]],["^15",[2187,"^U",2181,536870921]],["^15",[2187,"^;","~u69008811-e486-4281-aa1c-9cc031866475",536870921]],["^15",[2188,"^Q","index:: 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reverse engineer maleware\n\t- vulnerability exploitation: finding weather remote host is vulnerable\n\t- vulnerability scanner: scann networks & systens for network vulnerabilitys\n- ab 3.5\n-\n-\n- **VPN** - A router is used to provide secure VPN \n services with corporate sites and remote access support for remote users\n using secure encrypted tunnels.\n- **ASA Firewall** - This dedicated device provides \n stateful firewall services. It ensures that internal traffic can go out \n and come back, but external traffic cannot initiate connections to \n inside hosts.\n- **IPS** - An Intrusion Prevention System (IPS) monitors\n incoming and outgoing traffic looking for malware, network attack \n signatures, and more. If it recognizes a threat, it can immediately stop\n it.\n- **ESA/WSA** - The email security appliance (ESA) \n filters spam and suspicious emails. The web security appliance filters \n known and suspicious internet malware sites.\n- **AAA Server** - This server contains a secure database\n of who is authorized to access and manage network devices. 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Network \ndevices authenticate administrative users using this database.",536870921]],["^15",[2395,"^O","^1@",536870921]],["^15",[2395,"^F",2393,536870921]],["^15",[2395,"^X",2370,536870921]],["^15",[2395,"^V",2370,536870921]],["^15",[2395,"^U",2370,536870921]],["^15",[2395,"^;","~u69008812-01e3-40e6-ad48-763c998a865e",536870921]],["^15",[2396,"^Q","{{query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[School/TiP/Attack and Mitigation]]) (namespace [[School/TiP/Attack and Mitigation]])))}}\nquery-sort-by:: block\nquery-table:: true\nquery-sort-desc:: true",536870921]],["^15",[2396,"^O","^1@",536870921]],["^15",[2396,"^F",2398,536870921]],["^15",[2396,"^S",2399,536870921]],["^15",[2396,"^X",2370,536870921]],["^15",[2396,"^V",2398,536870921]],["^15",[2396,"^U",2370,536870921]],["^15",[2396,"^?",["^ ","^3:","block","^3;",true,"^3<",true],536870921]],["^15",[2396,"^J",["^3:","^3;","^3<"],536870921]],["^15",[2396,"^4",["^ ","^3:","block","^3;","true","^3<","true"],536870921]],["^15",[2396,"^;","~u69008812-9298-499c-b564-705f44656ec1",536870921]],["^15",[2397,"^Q","**VPN** - A router is used to provide secure VPN \nservices with corporate sites and remote access support for remote users\nusing secure encrypted tunnels.",536870921]],["^15",[2397,"^O","^1@",536870921]],["^15",[2397,"^F",2394,536870921]],["^15",[2397,"^X",2370,536870921]],["^15",[2397,"^V",2370,536870921]],["^15",[2397,"^U",2370,536870921]],["^15",[2397,"^;","~u69008812-5bb9-4ba7-8e95-56ac1f776b86",536870921]],["^15",[2398,"^Q","**Notes:**\nbackground-color:: red",536870921]],["^15",[2398,"^O","^1@",536870921]],["^15",[2398,"^F",2381,536870921]],["^15",[2398,"^X",2370,536870921]],["^15",[2398,"^V",2381,536870921]],["^15",[2398,"^U",2370,536870921]],["^15",[2398,"^?",["^ ","^39","red"],536870921]],["^15",[2398,"^J",["^39"],536870921]],["^15",[2398,"^4",["^ ","^39","red"],536870921]],["^15",[2398,"^;","~u69008812-9d48-4f8e-a89d-684bec82c456",536870921]],["^15",[2399,"^?",["^ ","^3=","query","^3>",["(and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[School/TiP/Attack and Mitigation]]) (namespace [[School/TiP/Attack and Mitigation]])))"]],536870921]],["^15",[2399,"^W","macro",536870921]],["^15",[2399,"^T","query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[School/TiP/Attack and Mitigation]]) (namespace [[School/TiP/Attack and Mitigation]])))",536870921]],["^15",[2400,"^?",["^ ","^3=","query","^3>",["(and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/TiP/Attack and Mitigation]]) (namespace [[School/TiP/Attack and Mitigation]])))"]],536870921]],["^15",[2400,"^W","macro",536870921]],["^15",[2400,"^T","query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/TiP/Attack and Mitigation]]) (namespace [[School/TiP/Attack and Mitigation]])))",536870921]],["^15",[2401,"^3","index:: 1\n\n- tags::\n- references::\n- ## Meta\n\t- **Notes:**\n\t background-color:: red\n\t\t- {{query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[School/TiP/Cisco 3.]]) (namespace [[School/TiP/Cisco 3.]])))}}\n\t\t query-sort-by:: block\n\t\t query-table:: true\n\t\t query-sort-desc:: true\n\t- **Slides:**\n\t background-color:: green\n\t\t- {{query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/TiP/Cisco 3.]]) (namespace [[School/TiP/Cisco 3.]])))}}\n\t- **Summery**:\n\t background-color:: blue\n\t\t-\n- ---\n-\n- OSPF\n\t- Router Protocoll Messages\n\t\t- Hello packet (Type 1)\n\t\t\t- discover neigbours, establish and maitaint adjacency\n\t\t\t- advertises parameters that must be agreed apone\n\t\t\t- elect Designated Router (DR) and Backup (BDR)\n\t\t\t- Router ID identifyes router\n\t\t\t- Containing:\n\t\t\t\t- router ID (32bit), all OSPF enabled Interfaces\n\t\t\t\t- using IP Multicast: 224.0.0.5\n\t\t- Database description packet (Type 2)\n\t\t\t- Contains parts of LSDB, used to maintain the same LSDB on all routers\n\t\t\t- containig abbreviated LSDB list\n\t\t- Link-state request packet (Type 3)\n\t\t\t- Used to request more Data then the DBD contais about a specific entry\n\t\t- Link-state update packet (Type 4)\n\t\t\t- Reply to LSR, containing the requested informations\n\t\t\t- also used to forward Link Changes, containig LSA\n\t\t\t- Send if:\n\t\t\t\t- A change is percived (incremental updates)\n\t\t\t\t- periodicly every 30 Minutes\n\t\t\t\t- As Responce to LSR\n\t\t\t- ![image.png](../assets/image_1757574356958_0.png)\n\t\t- Link-state acknowledgment packet (Type 5)\n\t\t\t- Confirmung that the LSU/LSA and DBD has been recived\n\t- Databases\n\t\t- Adjacency Databases\n\t\t\t- `show ip ospf neigbhor`\n\t\t\t- List of all neighbours with bidirectional comunication\n\t\t\t- -> Neighbour table\n\t\t- Link-state Database\n\t\t\t- Information about other routers, represents network topology\n\t\t\t- `show ip ospf database`\n\t\t\t- -> topology table\n\t\t- Forwarding Database\n\t\t\t- How and where to send packages to other routers, list of routes\n\t\t\t- `show ip route`\n\t\t\t- -> routing table\n\t- Building Routes\n\t\t- Establish Neighbor Adjacencies\n\t\t logseq.order-list-type:: number\n\t\t\t- by sending hello packats\n\t\t- Exchange Link-State Advertisements\n\t\t logseq.order-list-type:: number\n\t\t\t- LSA contains state and cost of directly connected link\n\t\t\t- LSA if flooded to other directly connected routers\n\t\t- Building Link State Databas\n\t\t logseq.order-list-type:: number\n\t\t\t- based on LSA\n\t\t- Execute the SPF Algorithm\n\t\t logseq.order-list-type:: number\n\t\t\t- Bulding the SPF tree\n\t\t\t- determening const using Dijkstars algorythem\n\t\t- Choose the Best Route\n\t\t logseq.order-list-type:: number\n\t\t\t- based on SFP tree best routs are put in routing table\n\t- Area OSPF\n\t\t- ![image.png](../assets/image_1757572889678_0.png)\n\t\t- Single\n\t\t\t- All routers same LSDB, Area 0\n\t\t- Multi\n\t\t\t- All areas connect to backbone area 0\n\t\t\t- routers interconnecting areas: Area Border Routers\n\t\t\t- Areas hirachisch verbunden\n\t\t\t- Advantages:\n\t\t\t\t- Smaller routing Tables, reducing CPU heavy calculations\n\t\t\t\t- router update impact on topology change is smaller\n\t- v3\n\t\t- using IPv6, excahges Prefixes and IPv4\n\t\t- can be used simultaniously, but with different DBs\n\t- DR (Designated Router) and BDR\n\t\t- only for multiaccess networks, because\n\t\t\t- enthernet could interconnect many OSPF over a common link -> loads to excessive LSA, undesired\n\t\t\t- LSA flooding on topology change becomes exessive\n\t\t- DR elected based on (highest wins):\n\t\t\t- interface priorety (can not be DR/BDR if 0)\n\t\t\t logseq.order-list-type:: number\n\t\t\t- Router ID\n\t\t\t logseq.order-list-type:: number\n\t\t- Reelection process:\n\t\t\t- DR fails/OSPF on DR fails/Interface on DR shuts down\n\t\t\t logseq.order-list-type:: number\n\t\t\t- BDR promotes himslve to DR if DR stops sending Hellos\n\t\t\t logseq.order-list-type:: number\n\t\t\t- DROTHER that is election winner becomes BDR\n\t\t\t logseq.order-list-type:: number\n\t\t- DROTHER all other routers\n\t\t\t- uses 224.0.0.6 to send OSPF to DR and BDR, only they listen\n\t\t- LSA are sent to only DR and BDR which redistrebute them to all others\n\t\t\t- otherwise all Reciveng routers would again awnser with LSA thus creating a flooding, see video:\n\t\t\t- ![Screencast_20250911_094821.webm](../assets/Screencast_20250911_094821_1757576976052_0.webm)\n\t- Operational States\n\t\t- Down State\n\t\t\t- When no Hello packets recived\n\t\t\t- trying to establish adjecency\n\t\t- Init State\n\t\t\t- Hello recived, Router ID of Neigbour known\n\t\t- Tow-Way State\n\t\t\t- Bidirectional comunication, DR/BDR elected when 2 connections between devices exist\n\t\t\t\t- Election based on priority and router ID\n\t\t\t- DR/BDR is skipped on point to point\n\t\t- ExStartState\n\t\t\t- Decided which router starts DBD exchange (highest ID first)\n\t\t- Exchange State\n\t\t\t- Router exchange DBD\n\t\t- Loading State\n\t\t\t- if additional data is informations are required\n\t\t\t- LSR/LSU to gain information\n\t\t- Full State\n\t\t\t- Router is fully synchronized\n\t\t\t- processing Routes using SPF (Shortest Path First) algorithm\n\t- Metrik\n\t\t- `Cost = reference bandwidth / interface bandwidth`\n\t\t- ![image.png](../assets/image_1757590205071_0.png)\n\t\t- accumulated cost of a rout from start to destination used\n- OSPF SIngle Area Config\n\t- `router ospf `\n\t\t- enables, proces id should be same for same area on all routers, but only localy significant\n\t- `router-id `\n\t\t- specificly configure ID like one would set an IPv4\n\t\t- Fallbacks if not configrured (regardless if interface is OSPF enabled):\n\t\t\t- Highest available IP of a loopback interface\n\t\t\t logseq.order-list-type:: number\n\t\t\t- Highest active IP on a physical interface\n\t\t\t logseq.order-list-type:: number\n\t\t- an only be changed after restart (of the process)\n\t\t\t- `clear ip ospf process` resets adjecensie\n\t- Point to point networks\n\t\t- Add Network to be routed by Network address:\n\t\t\t- `ospf# network area `\n\t\t\t- [[wildcard mask]]:\n\t\t\t\t- ```\n\t\t\t\t 255.255.255.255 - = \n\t\t\t\t ```\n\t\t- By Interface IP\n\t\t\t- `#ospf network 0.0.0.0 area `\n\t\t- -> On interface `if# ip ospf >process-id> area `\n\t\t- Setting passive Interfaces : `passive-interface `\n\t\t\t- to pervent OSPF msg to be sent to user facing interfaces\n\t\t- `if# ip ospf network point-to-point`\n\t\t\t- change interface to be OSPF p2p interface, disabling DR/BDR election\n\t- Multiaccess OSPF\n\t\t- 1. Router controls LSA distribution\n\t\t- Adjacencie:\n\t\t\t- `FULL/DROTHER` DR/BDR that is connected with DROTHER\n\t\t\t- `FULL/DR` Hello exchange with DR\n\t\t\t- `FULL/BRD` Hello exchange with BRD\n\t\t\t- ´2-WAY/DROTHER´ Hello exchange with neither DR nor BDR, self not DR or BDR\n\t\t- `if# ip ospf priority <0-255>`\n\t- Adjust Settings\n\t\t- adjust reference bandwidth: `auto-cost reference-bandwidth `\n\t\t\t- mused be configured for every router in a domain; default 100\n\t\t- adjust cost of Interface `if#ip ospf cost `\n\t\t- Intervals: \n\t\t `ip ospf hello-interval `\n\t\t `ip ospf dead-interval ` time after which an interface is declared down, default 4* hello\n\t\t\t- all routers need same hello Intervall for adjacency\n\t- ASVR (autonomous system boundary router)\n\t\t- route to none OSPF networks\n\t\t- Propergation of the default edge route:\n\t\t\t- `#ip route 0.0.0.0 0.0.0.0 [ | ]` set default route\n\t\t\t logseq.order-list-type:: number\n\t\t\t- `ospf# default-information originate` instruct router that he is the default route\n\t\t\t logseq.order-list-type:: number\n\t- Debug CMD:\n\t\t- ```\n\t\t show ip ospf [neighbor|interface]\n\t\t show ip protocols\n\t\t show ip interface brief\n\t\t ```\n\t\t-",536870921]],["^15",[2401,"^17",1761642514199,536870921]],["^15",[2401,"^Z","pages/School___TiP___OSPF.md",536870921]],["^15",[2402,"^K",1761642514196,536870921]],["^15",[2402,"^[",2401,536870921]],["^15",[2402,"^@",false,536870921]],["^15",[2402,"^Y","school/tip/ospf",536870921]],["^15",[2402,"^A",2324,536870921]],["^15",[2402,"^11","School/TiP/OSPF",536870921]],["^15",[2402,"^?",["^ ","^1D",1],536870921]],["^15",[2402,"^4",["^ ","^1D","1"],536870921]],["^15",[2402,"^B",1761642514196,536870921]],["^15",[2402,"^;","~u69008812-3fe3-4366-bcfb-3bb1580073d7",536870921]],["^15",[2403,"^K",1761642514198,536870921]],["^15",[2403,"^@",false,536870921]],["^15",[2403,"^Y","wildcard mask",536870921]],["^15",[2403,"^11","wildcard mask",536870921]],["^15",[2403,"^B",1761642514198,536870921]],["^15",[2403,"^;","~u69008812-41c4-4bc7-87e2-2cb656a50bf7",536870921]],["^15",[2404,"^Q","´2-WAY/DROTHER´ Hello exchange with neither DR nor BDR, self not DR or BDR",536870921]],["^15",[2404,"^O","^1@",536870921]],["^15",[2404,"^F",2408,536870921]],["^15",[2404,"^X",2402,536870921]],["^15",[2404,"^V",2442,536870921]],["^15",[2404,"^U",2402,536870921]],["^15",[2404,"^;","~u69008812-7d03-43b5-9c03-b9e75ab1bf23",536870921]],["^15",[2405,"^Q","All routers same LSDB, Area 0",536870921]],["^15",[2405,"^O","^1@",536870921]],["^15",[2405,"^F",2492,536870921]],["^15",[2405,"^X",2402,536870921]],["^15",[2405,"^V",2492,536870921]],["^15",[2405,"^U",2402,536870921]],["^15",[2405,"^;","~u69008812-86f3-47a0-b362-4d688d3b4bba",536870921]],["^15",[2406,"^Q","if additional data is informations are required",536870921]],["^15",[2406,"^O","^1@",536870921]],["^15",[2406,"^F",2523,536870921]],["^15",[2406,"^X",2402,536870921]],["^15",[2406,"^V",2523,536870921]],["^15",[2406,"^U",2402,536870921]],["^15",[2406,"^;","~u69008812-6475-4373-85b8-998ff9d0fb3f",536870921]],["^15",[2407,"^Q","Metrik",536870921]],["^15",[2407,"^O","^1@",536870921]],["^15",[2407,"^F",2468,536870921]],["^15",[2407,"^X",2402,536870921]],["^15",[2407,"^V",2421,536870921]],["^15",[2407,"^U",2402,536870921]],["^15",[2407,"^;","~u69008812-dce8-4f4b-8306-2d58f3c04f07",536870921]],["^15",[2408,"^Q","~`FULL/BRD` Hello exchange with BRD",536870921]],["^15",[2408,"^O","^1@",536870921]],["^15",[2408,"^F",2451,536870921]],["^15",[2408,"^X",2402,536870921]],["^15",[2408,"^V",2442,536870921]],["^15",[2408,"^U",2402,536870921]],["^15",[2408,"^;","~u69008812-0a47-4e93-98c4-a72b342b90a0",536870921]],["^15",[2409,"^Q","by sending hello packats",536870921]],["^15",[2409,"^O","^1@",536870921]],["^15",[2409,"^F",2452,536870921]],["^15",[2409,"^X",2402,536870921]],["^15",[2409,"^V",2452,536870921]],["^15",[2409,"^U",2402,536870921]],["^15",[2409,"^;","~u69008812-9499-489f-9a8b-08400c8339c9",536870921]],["^15",[2410,"^Q","Smaller routing Tables, reducing CPU heavy calculations",536870921]],["^15",[2410,"^O","^1@",536870921]],["^15",[2410,"^F",2419,536870921]],["^15",[2410,"^X",2402,536870921]],["^15",[2410,"^V",2419,536870921]],["^15",[2410,"^U",2402,536870921]],["^15",[2410,"^;","~u69008812-a0ad-4c43-b3df-aa80effc358a",536870921]],["^15",[2411,"^Q","Reelection process:",536870921]],["^15",[2411,"^O","^1@",536870921]],["^15",[2411,"^F",2454,536870921]],["^15",[2411,"^X",2402,536870921]],["^15",[2411,"^V",2532,536870921]],["^15",[2411,"^U",2402,536870921]],["^15",[2411,"^;","~u69008812-3528-4068-8ada-118c67db61d5",536870921]],["^15",[2412,"^Q","![Screencast_20250911_094821.webm](../assets/Screencast_20250911_094821_1757576976052_0.webm)",536870921]],["^15",[2412,"^O","^1@",536870921]],["^15",[2412,"^F",2457,536870921]],["^15",[2412,"^X",2402,536870921]],["^15",[2412,"^V",2458,536870921]],["^15",[2412,"^U",2402,536870921]],["^15",[2412,"^;","~u69008812-f1a5-4a51-b776-bb356a448444",536870921]],["^15",[2413,"^Q","Router exchange DBD",536870921]],["^15",[2413,"^O","^1@",536870921]],["^15",[2413,"^F",2543,536870921]],["^15",[2413,"^X",2402,536870921]],["^15",[2413,"^V",2543,536870921]],["^15",[2413,"^U",2402,536870921]],["^15",[2413,"^;","~u69008812-d620-4eca-b872-4269ce30660d",536870921]],["^15",[2414,"^Q","route to none OSPF networks",536870921]],["^15",[2414,"^O","^1@",536870921]],["^15",[2414,"^F",2441,536870921]],["^15",[2414,"^X",2402,536870921]],["^15",[2414,"^V",2441,536870921]],["^15",[2414,"^U",2402,536870921]],["^15",[2414,"^;","~u69008812-a544-4ce0-998f-3a6ba864dde2",536870921]],["^15",[2415,"^Q","Propergation of the default edge route:",536870921]],["^15",[2415,"^O","^1@",536870921]],["^15",[2415,"^F",2414,536870921]],["^15",[2415,"^X",2402,536870921]],["^15",[2415,"^V",2441,536870921]],["^15",[2415,"^U",2402,536870921]],["^15",[2415,"^;","~u69008812-5980-49cb-812f-e8ca94aa5642",536870921]],["^15",[2416,"^Q","",536870921]],["^15",[2416,"^O","^1@",536870921]],["^15",[2416,"^F",2509,536870921]],["^15",[2416,"^X",2402,536870921]],["^15",[2416,"^V",2509,536870921]],["^15",[2416,"^U",2402,536870921]],["^15",[2416,"^;","~u69008812-d19d-450d-8790-55c50d3a7ba3",536870921]],["^15",[2417,"^Q","-> routing table",536870921]],["^15",[2417,"^O","^1@",536870921]],["^15",[2417,"^F",2547,536870921]],["^15",[2417,"^X",2402,536870921]],["^15",[2417,"^V",2498,536870921]],["^15",[2417,"^U",2402,536870921]],["^15",[2417,"^;","~u69008812-f754-492c-bb6e-6f9fd267b3da",536870921]],["^15",[2418,"^Q","~`#ip route 0.0.0.0 0.0.0.0 [ | ]` set default route\nlogseq.order-list-type:: number",536870921]],["^15",[2418,"^O","^1@",536870921]],["^15",[2418,"^F",2415,536870921]],["^15",[2418,"^X",2402,536870921]],["^15",[2418,"^V",2415,536870921]],["^15",[2418,"^U",2402,536870921]],["^15",[2418,"^?",["^ ","^3B","number"],536870921]],["^15",[2418,"^J",["^3B"],536870921]],["^15",[2418,"^4",["^ 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Kapitalismus]]) (namespace [[School/Wir/Ethics/Arbeiter im Kapitalismus]])))}}\n\t\t query-sort-by:: block\n\t\t query-table:: true\n\t\t query-sort-desc:: true\n\t- **Slides:**\n\t background-color:: green\n\t\t- {{query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/Wir/Ethics/Arbeiter im Kapitalismus]]) (namespace [[School/Wir/Ethics/Arbeiter im Kapitalismus]])))}}\n\t\t query-table:: true\n\t- **Summery**:\n\t background-color:: blue\n\t\t-\n- ---\n- ![Arbeit im Kapitalismus _ Kapitalismus und Alternativen _ bpb.de.pdf](../assets/Arbeit_im_Kapitalismus_Kapitalismus_und_Alternativen_bpb.de_1757666805909_0.pdf)\n- #Note\n\t- Kapitalismus in verschiedensten Formen, Ziel war immer möglichst viel Gewinn, für sich selber zu akumulieren, den schaden der anderen wurde nicht Beachtet\n\t- ((68c3e1df-c957-4aef-b829-047173881fbd))\n\t- ((68c3e212-5d38-462b-81a5-fd5d6283b024))\n\t- Arbeiterrechte:\n\t\t- ((68c3e308-9720-4e53-85b7-4f838b00216a))\n\t\t- Motor der Entwicklung:\n\t\t\t- Lohnarbeit gab Kapitalisten nötige flexibilität für rekrutierung fü Unternehmenszweck\n\t\t\t logseq.order-list-type:: number\n\t\t\t\t- Kosten der flexibilität, Altersvorsorge/Krankheitsversicherung wurden externalisiert, die Geselltschaft in die pflicht genommen\n\t\t\t\t- ((68c3e441-f257-407a-9d49-d5338e4ad9a8)), erlaubt längere Verwendung. d.h. auch im interesse des Kapitalisten\n\t\t\t\t logseq.order-list-type:: number\n\t\t\t- Staatliche investitionen und Initiative lage der Arbeiter zu verbesern\n\t\t\t logseq.order-list-type:: number\n\t\t\t\t- Motive: Sichtbarkeit der Misstände (nicht Failiäre Kinderarbeit in Betrieben)\n\t\t\t\t- Massiver druck von Arbeitern\n\t\t\t\t- Jedoch nur ausbau, wen Kapitalisten noch mehr bekommen: bei Wachstum\n\t\t\t- Nicht besitz von Produktiionsmitteln befreit von Pflicht\n\t\t\t logseq.order-list-type:: number\n\t\t\t\t- Arbeiter vekauft nur Zeit seine Zeit, nicht seine gesammte Person, auch nur vertraglich beschränkt\n\t\t\t\t- Jedoch: Arbeiter oft aus not gezwungen bestimmten Job zu erledigen\n\t\t\t\t- ((68c3e6c2-c676-46c9-b5ea-eb81243250e5))\n\t\t\t\t-\n\t\t\t- ((68c3e788-ec0a-4a7a-a124-c16e8c93480a))\n\t- Heute:\n\t\t- ((68c43e57-dbb4-4103-8be9-c6ac2876797e)) ((68c43e76-51a9-4033-b4db-ff56f3396e78))\n\t\t\t- ((68c43eae-647e-44cd-bdcd-422d9d0e849f))\n\t\t- Aufstieg der Infstitionen und globalen aktienmärkte\n\t\t\t- ((68c43fcb-8d7f-4c19-9793-5ddd5f2f0d34))\n\t\t\t- ((68c43ff5-1775-4c79-8aa3-b071ae141899))\n\t\t\t\t- Glauben der Markt könnte sich stets selbst regulieren\n\t\t\t\t- ((68c44046-c4b2-481a-85bf-5a86d5e7f8dc))\n\t\t\t- ((68c440c2-f7b1-4bbc-b565-746e841b6d85))\n\t\t\t\t- teilzeitarbeit etc.\n\t\t\t\t- ((68c440e6-077d-4cc8-8944-c297a4ccdd37)) -> Grauzone zwischen Freizeit und Arbeit entsteht, keine klare Abtrennung (auch durch Digitale Kommunikation)\n\t\t\t\t- ((68c44179-cf08-4cff-8e1d-24553b0f495f)); ((68c441c2-54ae-485b-8363-3e1461cb819e))\n\t\t\t- im Globalen Süden: ((68c442e8-1535-4c89-8b89-6db72a37831d)) -> ((68c44310-f351-4150-a5a5-96a3f1b76905))\n\t\t- -> ((68c4438f-8802-4289-b0da-0a977eb45c21))\n\t\t-\n- #Slide\n\t- Erarbeiten Sie sich den Text: Arbeit im Kapitalismus und erstellen Sie für sich eine Visualisierung.\n\t- Stellen Sie insbesondere die Arbeiterfrage in den historischen \n\t Mittelpunkt. Ergänzen Sie gerne, da der Text meiner Meinung da so \n\t einiges offen lässt. & Beurteilen Sie für sich die heutige Relevanz der Arbeiterfrage aus ihrer Sicht.\n\t\t- Um die Arbeiterfrage zu betrachten, muss zunächst definiert werden, wer der gefragte \"Arbeiter\" ist.\n\t\t Heute, wie besonders seit der Industrialisierung, kommt hierbei zunächst die für Lohn arbeitende Person in Gedächtnis. Sie selbst besitzt keinerlei kapitalistische Produktionsmittel, kann also keinen Profit erwirtschaften, geschweige denn Kapital akkumulieren, ohne ihre Lebenszeit und Arbeitskraft für begrenzte Zeit an eine dritte zu verkaufen.\n\t\t Darüber hinaus sind, betrachtet man die sozialen Verhältnisse und Abhängigkeiten, jedoch auch viele weitere Personengruppen in ähnlicher Lage wie der Lohnarbeitende und können so bei der Arbeiterfrage durchaus mit Beachtung finden.\n\t\t- Dazu zählen besonders Sexarbeiter*innen: sie unterscheiden sich gleich in zweierlei Hinsicht von dem Lohnarbeitenden. Einerseits verkaufen sie nicht nur ihre Arbeitskraft, sondern auch ihre Emotionalität, und andererseits wird ihre Arbeitszeit nicht von einem Kapitalisten gekauft, sondern direkt vom Endkunden.\n\t\t Das macht sie Ziel gesellschaftlicher Repressionen wie kaum eine andere Personengruppe: Die Natur ihrer Arbeit allein ließ sie seit jeher bereits mit den Idealen des christlichen Europas kollidieren. Mit dem Kapitalismus begann die systemschuetzende Polizeigewalt ebenfalls zunehmend gegen sie vorzugehen. Selbiges gilt für Vagabunden.\n\t\t- Mit dem zunehmenden Fortschreiten des globalen Kapitalismus und den in ihm immer zerstörerischer werdenden Großunternehmen – in dem Sinne, dass diese rücksichtslos Kapital akkumulieren, dieses unzureichend reinvestieren und so gerade kleineren Betrieben schaden – sind sogar auch kleinere selbstständige Unternehmer in Teilen bei der Arbeiterfrage mit zu betrachten. Sie können zwar freier über ihre Arbeit und die Zeit, zu der sie diese verrichten, entscheiden. Doch am Ende des Tages zwingt auch sie der Konkurrenzdruck in die (mentale) Prekarität und in den Existenzkampf.\n\t\t- Historisch gesehen ist die Arbeiterfrage geprägt vom Klassenkampf, dem Willen, oder eher der Nötigkeit, für den*die Arbeiter*in sein*e Interessen gegenüber denen des Kapitals durchzusetzen, um sein*ihr eigenes Überleben und seine*e Würde zu sichern. Dabei wurde bereits während des Kampfes um den 8-Stundentag und ein Verbot der Kinderarbeit im 19. Jahrhundert in England deutlich, dass das Problem keineswegs lediglich der*die Fabrikinhaber*innen waren. Vielmehr zwang das System durch die rücksichtslose Konkurrenz jeden dazu, auf unethische Produktionsweisen zurückzugreifen oder selbst unterzugehen.\n\t\t So lässt sich dem Arbeitenden im Kapitalismus die Verpflichtung zuweisen, diesen zumindest zu moderieren - durch den ständigen Widerstand -, wenn nicht sogar eine Alternative zu diesem zu erarbeiten.\n\t\t- Heute erleben wir, erneut nach der Entrechtung des Arbeiters während der NS-Diktatur, eine Repression aus bürgerlichen Kreisen, gegenüber vor über einem Jahrhundert hart und blutig erkämpften Arbeiter*innenrechten. Siehe die geplante Einführung der Wochenarbeitszeit.\n\t\t Durch den wirtschaftlichen Aufschwung in Verbindung mit den hohen steuerlichen Abgaben, die auf Vermögen nach dem zweiten Weltkrieg gezahlt werden mussten, entstand (in den westlichen Ländern) in den 50er bis in die 1980er Jahre hinein eine Periode, in der der Kampf um die weitere Emanzipation der Arbeiterklasse kaum geführt wurde; es schien jedem ein Leben in Würde möglich. Dies resultierte, wenn auch verzögert, durch neoliberale Richtlinien und Gesetze, wie unter anderem durch Margaret Thatcher in Großbritannien durchsetzt, in einem Abbau des Sozialstaates und einer Senkung der Vermögensabgaben.\n\t\t So entstand der Zwang der Kapitalkonzentration, welcher einen Spalt zwischen den Arbeitern und den Kapitalisten erneut verdeutlicht und diesen weiter aufrisst. \n\t\t Auch dass zeugt vom Klassenkampf – allerdings einem, welcher nicht von Arbeitenden geführt wird, sondern einem, des Systems selbst gegen jene, die in ihm leben. \n\t\t Nun kann dem*der Arbeiter*in auch die Rolle zugeschrieben werden, dafür zu sorgen, dass es ihm, dem neo-liberale Kapitalismus, nicht gelingt gegen die Menschlichkeit gewinnt, sein Hyperindividualism die Gesellschaft nicht in den Krieg spaltet.\n-",536870921]],["^15",[2596,"^17",1761642514266,536870921]],["^15",[2596,"^Z","pages/School___Wir___Ethics___Arbeiter im 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Wachstum",536870921]],["^15",[2601,"^O","^1@",536870921]],["^15",[2601,"^F",2660,536870921]],["^15",[2601,"^X",2597,536870921]],["^15",[2601,"^V",2616,536870921]],["^15",[2601,"^U",398,536870921]],["^15",[2601,"^U",2597,536870921]],["^15",[2601,"^;","~u69008812-5689-410e-ab23-a5600a090659",536870921]],["^15",[2602,"^Q","Lohnarbeit gab Kapitalisten nötige flexibilität für rekrutierung fü Unternehmenszweck\nlogseq.order-list-type:: number",536870921]],["^15",[2602,"^O","^1@",536870921]],["^15",[2602,"^F",2658,536870921]],["^15",[2602,"^X",2597,536870921]],["^15",[2602,"^V",2658,536870921]],["^15",[2602,"^U",398,536870921]],["^15",[2602,"^U",2597,536870921]],["^15",[2602,"^?",["^ ","^3B","number"],536870921]],["^15",[2602,"^J",["^3B"],536870921]],["^15",[2602,"^4",["^ 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Siehe die geplante Einführung der Wochenarbeitszeit.\nDurch den wirtschaftlichen Aufschwung in Verbindung mit den hohen steuerlichen Abgaben, die auf Vermögen nach dem zweiten Weltkrieg gezahlt werden mussten, entstand (in den westlichen Ländern) in den 50er bis in die 1980er Jahre hinein eine Periode, in der der Kampf um die weitere Emanzipation der Arbeiterklasse kaum geführt wurde; es schien jedem ein Leben in Würde möglich. Dies resultierte, wenn auch verzögert, durch neoliberale Richtlinien und Gesetze, wie unter anderem durch Margaret Thatcher in Großbritannien durchsetzt, in einem Abbau des Sozialstaates und einer Senkung der Vermögensabgaben.\nSo entstand der Zwang der Kapitalkonzentration, welcher einen Spalt zwischen den Arbeitern und den Kapitalisten erneut verdeutlicht und diesen weiter aufrisst. \nAuch dass zeugt vom Klassenkampf – allerdings einem, welcher nicht von Arbeitenden geführt wird, sondern einem, des Systems selbst gegen jene, die in ihm leben. \nNun kann dem*der Arbeiter*in auch die Rolle zugeschrieben werden, dafür zu sorgen, dass es ihm, dem neo-liberale Kapitalismus, nicht gelingt gegen die Menschlichkeit gewinnt, sein Hyperindividualism die Gesellschaft nicht in den Krieg spaltet.",536870921]],["^15",[2604,"^O","^1@",536870921]],["^15",[2604,"^F",2640,536870921]],["^15",[2604,"^X",2597,536870921]],["^15",[2604,"^V",2666,536870921]],["^15",[2604,"^U",548,536870921]],["^15",[2604,"^U",2597,536870921]],["^15",[2604,"^;","~u69008812-3b25-4449-8719-c97918651036",536870921]],["^15",[2605,"^Q","((68c43ff5-1775-4c79-8aa3-b071ae141899))",536870921]],["^15",[2605,"^O","^1@",536870921]],["^15",[2605,"^F",2622,536870921]],["^15",[2605,"^X",2597,536870921]],["^15",[2605,"^V",2631,536870921]],["^15",[2605,"^U",398,536870921]],["^15",[2605,"^U",2597,536870921]],["^15",[2605,"^H",2656,536870921]],["^15",[2605,"^;","~u69008812-4206-4b60-bbe5-226afee5eea2",536870921]],["^15",[2606,"^Q","Mit dem zunehmenden Fortschreiten des globalen Kapitalismus und den in ihm immer zerstörerischer werdenden Großunternehmen – in dem Sinne, dass diese rücksichtslos Kapital akkumulieren, dieses unzureichend reinvestieren und so gerade kleineren Betrieben schaden – sind sogar auch kleinere selbstständige Unternehmer in Teilen bei der Arbeiterfrage mit zu betrachten. Sie können zwar freier über ihre Arbeit und die Zeit, zu der sie diese verrichten, entscheiden. Doch am Ende des Tages zwingt auch sie der Konkurrenzdruck in die (mentale) Prekarität und in den Existenzkampf.",536870921]],["^15",[2606,"^O","^1@",536870921]],["^15",[2606,"^F",2607,536870921]],["^15",[2606,"^X",2597,536870921]],["^15",[2606,"^V",2666,536870921]],["^15",[2606,"^U",548,536870921]],["^15",[2606,"^U",2597,536870921]],["^15",[2606,"^;","~u69008812-1f1a-4757-bb26-464c7528ed77",536870921]],["^15",[2607,"^Q","Dazu zählen besonders Sexarbeiter*innen: sie unterscheiden sich gleich in zweierlei Hinsicht von dem Lohnarbeitenden. Einerseits verkaufen sie nicht nur ihre Arbeitskraft, sondern auch ihre Emotionalität, und andererseits wird ihre Arbeitszeit nicht von einem Kapitalisten gekauft, sondern direkt vom Endkunden.\nDas macht sie Ziel gesellschaftlicher Repressionen wie kaum eine andere Personengruppe: Die Natur ihrer Arbeit allein ließ sie seit jeher bereits mit den Idealen des christlichen Europas kollidieren. Mit dem Kapitalismus begann die systemschuetzende Polizeigewalt ebenfalls zunehmend gegen sie vorzugehen. Selbiges gilt für Vagabunden.",536870921]],["^15",[2607,"^O","^1@",536870921]],["^15",[2607,"^F",2648,536870921]],["^15",[2607,"^X",2597,536870921]],["^15",[2607,"^V",2666,536870921]],["^15",[2607,"^U",548,536870921]],["^15",[2607,"^U",2597,536870921]],["^15",[2607,"^;","~u69008812-aefe-4bf8-ae95-99a81f86a4b0",536870921]],["^15",[2608,"^Q","Arbeiter vekauft nur Zeit seine Zeit, nicht seine gesammte Person, auch nur vertraglich 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number",536870921]],["^15",[2624,"^O","^1@",536870921]],["^15",[2624,"^F",2616,536870921]],["^15",[2624,"^X",2597,536870921]],["^15",[2624,"^V",2658,536870921]],["^15",[2624,"^U",398,536870921]],["^15",[2624,"^U",2597,536870921]],["^15",[2624,"^?",["^ ","^3B","number"],536870921]],["^15",[2624,"^J",["^3B"],536870921]],["^15",[2624,"^4",["^ ","^3B","number"],536870921]],["^15",[2624,"^;","~u69008812-87bf-4e38-b977-788a4bbeba7a",536870921]],["^15",[2625,"^Q","references::",536870921]],["^15",[2625,"^O","^1@",536870921]],["^15",[2625,"^F",2638,536870921]],["^15",[2625,"^X",2597,536870921]],["^15",[2625,"^V",2597,536870921]],["^15",[2625,"^U",547,536870921]],["^15",[2625,"^U",2597,536870921]],["^15",[2625,"^?",["^ ","^3C",""],536870921]],["^15",[2625,"^J",["^3C"],536870921]],["^15",[2625,"^4",["^ ","^3C",""],536870921]],["^15",[2625,"^H",547,536870921]],["^15",[2625,"^;","~u69008812-487d-48b0-9499-e95928fe0af9",536870921]],["^15",[2626,"^Q","((68c440e6-077d-4cc8-8944-c297a4ccdd37)) -> Grauzone zwischen Freizeit und Arbeit entsteht, keine klare Abtrennung (auch durch Digitale Kommunikation)",536870921]],["^15",[2626,"^O","^1@",536870921]],["^15",[2626,"^F",2649,536870921]],["^15",[2626,"^X",2597,536870921]],["^15",[2626,"^V",2603,536870921]],["^15",[2626,"^U",398,536870921]],["^15",[2626,"^U",2597,536870921]],["^15",[2626,"^H",2633,536870921]],["^15",[2626,"^;","~u69008812-13ba-40cf-8b7b-5e0760c92707",536870921]],["^15",[2627,"^Q","((68c3e212-5d38-462b-81a5-fd5d6283b024))",536870921]],["^15",[2627,"^O","^1@",536870921]],["^15",[2627,"^F",2611,536870921]],["^15",[2627,"^X",2597,536870921]],["^15",[2627,"^V",2629,536870921]],["^15",[2627,"^U",398,536870921]],["^15",[2627,"^U",2597,536870921]],["^15",[2627,"^H",2628,536870921]],["^15",[2627,"^;","~u69008812-c5ff-4698-9432-10155f6c8b5a",536870921]],["^15",[2628,"^Q","Marx beobachtete: \"Die fortwährende Umwälzung der Produktion, die ununterbrochene Erschütterung der gesellschaftlichen Zustände, die ewige Unsicherheit und Bewegung zeichnet die Bourgeois-Epoche vor allen anderen aus.\" \nls-type:: annotation\nhl-page:: 2\nhl-color:: red\nid:: 68c3e212-5d38-462b-81a5-fd5d6283b024",536870921]],["^15",[2628,"^O","^1@",536870921]],["^15",[2628,"^F",2635,536870921]],["^15",[2628,"^X",4777,536870921]],["^15",[2628,"^V",4777,536870921]],["^15",[2628,"^U",4777,536870921]],["^15",[2628,"^?",["^ ","^18","annotation","^3@",2,"^3A","red","^1;","68c3e212-5d38-462b-81a5-fd5d6283b024"],536870921]],["^15",[2628,"^J",["^18","^3@","^3A","^1;"],536870921]],["^15",[2628,"^4",["^ ","^18","annotation","^3@","2","^3A","red","^1;","68c3e212-5d38-462b-81a5-fd5d6283b024"],536870921]],["^15",[2628,"^;","~u68c3e212-5d38-462b-81a5-fd5d6283b024",536870921]],["^15",[2629,"^Q","#Note",536870921]],["^15",[2629,"^O","^1@",536870921]],["^15",[2629,"^F",2630,536870921]],["^15",[2629,"^X",2597,536870921]],["^15",[2629,"^V",2597,536870921]],["^15",[2629,"^U",398,536870921]],["^15",[2629,"^U",2597,536870921]],["^15",[2629,"^H",398,536870921]],["^15",[2629,"^;","~u69008812-6854-4d9d-9639-7baaf618ff1a",536870921]],["^15",[2630,"^Q","![Arbeit im Kapitalismus _ Kapitalismus und Alternativen _ bpb.de.pdf](../assets/Arbeit_im_Kapitalismus_Kapitalismus_und_Alternativen_bpb.de_1757666805909_0.pdf)",536870921]],["^15",[2630,"^O","^1@",536870921]],["^15",[2630,"^F",2609,536870921]],["^15",[2630,"^X",2597,536870921]],["^15",[2630,"^V",2597,536870921]],["^15",[2630,"^U",2597,536870921]],["^15",[2630,"^;","~u69008812-634d-44af-aff1-5c16d775281e",536870921]],["^15",[2631,"^Q","Aufstieg der Infstitionen und globalen aktienmärkte",536870921]],["^15",[2631,"^O","^1@",536870921]],["^15",[2631,"^F",2653,536870921]],["^15",[2631,"^X",2597,536870921]],["^15",[2631,"^V",2654,536870921]],["^15",[2631,"^U",398,536870921]],["^15",[2631,"^U",2597,536870921]],["^15",[2631,"^;","~u69008812-96b3-4f81-bea1-1de63edfc571",536870921]],["^15",[2632,"^Q","Gelänge es, in unseren Köpfen eine wirklich globale Perspektive zu verankern, wäre die \"Arbeiterfrage\", jetzt als weltweites Phänomen, jedoch sofort wieder da: moralisch herausfordernd, ein gravierendes Problem sozialer Gerechtigkeit. Seine Milderung wird ohne kräftige Intervention starker, zusammenarbeitender Staaten nicht gelingen.\nls-type:: annotation\nhl-page:: 5\nhl-color:: red\nid:: 68c4438f-8802-4289-b0da-0a977eb45c21",536870921]],["^15",[2632,"^O","^1@",536870921]],["^15",[2632,"^F",2645,536870921]],["^15",[2632,"^X",4777,536870921]],["^15",[2632,"^V",4777,536870921]],["^15",[2632,"^U",4777,536870921]],["^15",[2632,"^?",["^ ","^18","annotation","^3@",5,"^3A","red","^1;","68c4438f-8802-4289-b0da-0a977eb45c21"],536870921]],["^15",[2632,"^J",["^18","^3@","^3A","^1;"],536870921]],["^15",[2632,"^4",["^ ","^18","annotation","^3@","5","^3A","red","^1;","68c4438f-8802-4289-b0da-0a977eb45c21"],536870921]],["^15",[2632,"^;","~u68c4438f-8802-4289-b0da-0a977eb45c21",536870921]],["^15",[2633,"^Q","Flexibilitätszumutungen an die Einzelnen steigen\nls-type:: annotation\nhl-page:: 4\nhl-color:: red\nid:: 68c440e6-077d-4cc8-8944-c297a4ccdd37",536870921]],["^15",[2633,"^O","^1@",536870921]],["^15",[2633,"^F",2668,536870921]],["^15",[2633,"^X",4777,536870921]],["^15",[2633,"^V",4777,536870921]],["^15",[2633,"^U",4777,536870921]],["^15",[2633,"^?",["^ ","^18","annotation","^3@",4,"^3A","red","^1;","68c440e6-077d-4cc8-8944-c297a4ccdd37"],536870921]],["^15",[2633,"^J",["^18","^3@","^3A","^1;"],536870921]],["^15",[2633,"^4",["^ ","^18","annotation","^3@","4","^3A","red","^1;","68c440e6-077d-4cc8-8944-c297a4ccdd37"],536870921]],["^15",[2633,"^;","~u68c440e6-077d-4cc8-8944-c297a4ccdd37",536870921]],["^15",[2634,"^Q","Sub-Unternehmer oder Agenten, wobei gesetzliche Schutzbestimmungen, soweit sie überhaupt existieren, meist halbherzig sind und häufig umgangen\nls-type:: annotation\nhl-page:: 4\nhl-color:: red\nid:: 68c442e8-1535-4c89-8b89-6db72a37831d",536870921]],["^15",[2634,"^O","^1@",536870921]],["^15",[2634,"^F",4828,536870921]],["^15",[2634,"^X",4777,536870921]],["^15",[2634,"^V",4777,536870921]],["^15",[2634,"^U",4777,536870921]],["^15",[2634,"^?",["^ ","^18","annotation","^3@",4,"^3A","red","^1;","68c442e8-1535-4c89-8b89-6db72a37831d"],536870921]],["^15",[2634,"^J",["^18","^3@","^3A","^1;"],536870921]],["^15",[2634,"^4",["^ ","^18","annotation","^3@","4","^3A","red","^1;","68c442e8-1535-4c89-8b89-6db72a37831d"],536870921]],["^15",[2634,"^;","~u68c442e8-1535-4c89-8b89-6db72a37831d",536870921]],["^15",[2635,"^Q","\"schöpferische Zerstörung\" als Kern der kapitalistischen Wirtschaftsweise\nls-type:: annotation\nhl-page:: 2\nhl-color:: red\nid:: 68c3e1df-c957-4aef-b829-047173881fbd",536870921]],["^15",[2635,"^O","^1@",536870921]],["^15",[2635,"^F",4824,536870921]],["^15",[2635,"^X",4777,536870921]],["^15",[2635,"^V",4777,536870921]],["^15",[2635,"^U",4777,536870921]],["^15",[2635,"^?",["^ ","^18","annotation","^3@",2,"^3A","red","^1;","68c3e1df-c957-4aef-b829-047173881fbd"],536870921]],["^15",[2635,"^J",["^18","^3@","^3A","^1;"],536870921]],["^15",[2635,"^4",["^ ","^18","annotation","^3@","2","^3A","red","^1;","68c3e1df-c957-4aef-b829-047173881fbd"],536870921]],["^15",[2635,"^;","~u68c3e1df-c957-4aef-b829-047173881fbd",536870921]],["^15",[2636,"^Q","((68c44179-cf08-4cff-8e1d-24553b0f495f)); ((68c441c2-54ae-485b-8363-3e1461cb819e))",536870921]],["^15",[2636,"^O","^1@",536870921]],["^15",[2636,"^F",2626,536870921]],["^15",[2636,"^X",2597,536870921]],["^15",[2636,"^V",2603,536870921]],["^15",[2636,"^U",398,536870921]],["^15",[2636,"^U",2597,536870921]],["^15",[2636,"^H",2643,536870921]],["^15",[2636,"^H",2671,536870921]],["^15",[2636,"^;","~u69008812-c1dd-42e0-8fda-c14ffa12fa3d",536870921]],["^15",[2637,"^Q","Kosten der flexibilität, Altersvorsorge/Krankheitsversicherung wurden externalisiert, die Geselltschaft in die pflicht genommen",536870921]],["^15",[2637,"^O","^1@",536870921]],["^15",[2637,"^F",2602,536870921]],["^15",[2637,"^X",2597,536870921]],["^15",[2637,"^V",2602,536870921]],["^15",[2637,"^U",398,536870921]],["^15",[2637,"^U",2597,536870921]],["^15",[2637,"^;","~u69008812-7d51-4028-853b-5bd392d74cba",536870921]],["^15",[2638,"^Q","tags::",536870921]],["^15",[2638,"^O","^1@",536870921]],["^15",[2638,"^F",2663,536870921]],["^15",[2638,"^X",2597,536870921]],["^15",[2638,"^V",2597,536870921]],["^15",[2638,"^U",2597,536870921]],["^15",[2638,"^?",["^ ","^3D",""],536870921]],["^15",[2638,"^J",["^3D"],536870921]],["^15",[2638,"^4",["^ ","^3D",""],536870921]],["^15",[2638,"^;","~u69008812-c91a-470d-be87-2eb48d2f8e5c",536870921]],["^15",[2639,"^Q","Motive: Sichtbarkeit der Misstände (nicht Failiäre Kinderarbeit in Betrieben)",536870921]],["^15",[2639,"^O","^1@",536870921]],["^15",[2639,"^F",2616,536870921]],["^15",[2639,"^X",2597,536870921]],["^15",[2639,"^V",2616,536870921]],["^15",[2639,"^U",398,536870921]],["^15",[2639,"^U",2597,536870921]],["^15",[2639,"^;","~u69008812-d99e-42f8-8818-ec0ba2dc4c38",536870921]],["^15",[2640,"^Q","Historisch gesehen ist die Arbeiterfrage geprägt vom Klassenkampf, dem Willen, oder eher der Nötigkeit, für den*die Arbeiter*in sein*e Interessen gegenüber denen des Kapitals durchzusetzen, um sein*ihr eigenes Überleben und seine*e Würde zu sichern. Dabei wurde bereits während des Kampfes um den 8-Stundentag und ein Verbot der Kinderarbeit im 19. Jahrhundert in England deutlich, dass das Problem keineswegs lediglich der*die Fabrikinhaber*innen waren. Vielmehr zwang das System durch die rücksichtslose Konkurrenz jeden dazu, auf unethische Produktionsweisen zurückzugreifen oder selbst unterzugehen.\nSo lässt sich dem Arbeitenden im Kapitalismus die Verpflichtung zuweisen, diesen zumindest zu moderieren - durch den ständigen Widerstand -, wenn nicht sogar eine Alternative zu diesem zu erarbeiten.",536870921]],["^15",[2640,"^O","^1@",536870921]],["^15",[2640,"^F",2606,536870921]],["^15",[2640,"^X",2597,536870921]],["^15",[2640,"^V",2666,536870921]],["^15",[2640,"^U",548,536870921]],["^15",[2640,"^U",2597,536870921]],["^15",[2640,"^;","~u69008812-567f-4bbc-b6ad-900ff072f970",536870921]],["^15",[2641,"^Q","Jetzt hat sie aufgehört, im Zentrum der zeitgenössischen Kapitalismuskritik zu stehen\nls-type:: annotation\nhl-page:: 4\nhl-color:: red\nid:: 68c43e76-51a9-4033-b4db-ff56f3396e78",536870921]],["^15",[2641,"^O","^1@",536870921]],["^15",[2641,"^F",2617,536870921]],["^15",[2641,"^X",4777,536870921]],["^15",[2641,"^V",4777,536870921]],["^15",[2641,"^U",4777,536870921]],["^15",[2641,"^?",["^ ","^18","annotation","^3@",4,"^3A","red","^1;","68c43e76-51a9-4033-b4db-ff56f3396e78"],536870921]],["^15",[2641,"^J",["^18","^3@","^3A","^1;"],536870921]],["^15",[2641,"^4",["^ ","^18","annotation","^3@","4","^3A","red","^1;","68c43e76-51a9-4033-b4db-ff56f3396e78"],536870921]],["^15",[2641,"^;","~u68c43e76-51a9-4033-b4db-ff56f3396e78",536870921]],["^15",[2642,"^Q","Es war der Druck der Arbeiterforderungen im Betrieb, in den Streiks, durch Gewerkschaften und in der Politik, der zu den genannten Verbesserungen der Arbeitsverhältnisse beitrug\nls-type:: annotation\nhl-page:: 3\nhl-color:: red\nid:: 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68c44310-f351-4150-a5a5-96a3f1b76905",536870921]],["^15",[2645,"^O","^1@",536870921]],["^15",[2645,"^F",2634,536870921]],["^15",[2645,"^X",4777,536870921]],["^15",[2645,"^V",4777,536870921]],["^15",[2645,"^U",4777,536870921]],["^15",[2645,"^?",["^ ","^18","annotation","^3@",4,"^3A","red","^1;","68c44310-f351-4150-a5a5-96a3f1b76905"],536870921]],["^15",[2645,"^J",["^18","^3@","^3A","^1;"],536870921]],["^15",[2645,"^4",["^ ","^18","annotation","^3@","4","^3A","red","^1;","68c44310-f351-4150-a5a5-96a3f1b76905"],536870921]],["^15",[2645,"^;","~u68c44310-f351-4150-a5a5-96a3f1b76905",536870921]],["^15",[2646,"^Q","Glauben der Markt könnte sich stets selbst regulieren",536870921]],["^15",[2646,"^O","^1@",536870921]],["^15",[2646,"^F",2605,536870921]],["^15",[2646,"^X",2597,536870921]],["^15",[2646,"^V",2605,536870921]],["^15",[2646,"^U",398,536870921]],["^15",[2646,"^U",2597,536870921]],["^15",[2646,"^;","~u69008812-2a6b-42c2-89d7-27a63446e192",536870921]],["^15",[2647,"^Q","Kapitalismus in verschiedensten Formen, Ziel war immer möglichst viel Gewinn, für sich selber zu akumulieren, den schaden der anderen wurde nicht Beachtet",536870921]],["^15",[2647,"^O","^1@",536870921]],["^15",[2647,"^F",2629,536870921]],["^15",[2647,"^X",2597,536870921]],["^15",[2647,"^V",2629,536870921]],["^15",[2647,"^U",398,536870921]],["^15",[2647,"^U",2597,536870921]],["^15",[2647,"^;","~u69008812-c331-4957-a099-aaa890779b86",536870921]],["^15",[2648,"^Q","Um die Arbeiterfrage zu betrachten, muss zunächst definiert werden, wer der gefragte \"Arbeiter\" ist.\nHeute, wie besonders seit der Industrialisierung, kommt hierbei zunächst die für Lohn arbeitende Person in Gedächtnis. Sie selbst besitzt keinerlei kapitalistische Produktionsmittel, kann also keinen Profit erwirtschaften, geschweige denn Kapital akkumulieren, ohne ihre Lebenszeit und Arbeitskraft für begrenzte Zeit an eine dritte zu verkaufen.\nDarüber hinaus sind, betrachtet man die sozialen Verhältnisse und Abhängigkeiten, jedoch auch viele weitere Personengruppen in ähnlicher Lage wie der Lohnarbeitende und können so bei der Arbeiterfrage durchaus mit Beachtung finden.",536870921]],["^15",[2648,"^O","^1@",536870921]],["^15",[2648,"^F",2666,536870921]],["^15",[2648,"^X",2597,536870921]],["^15",[2648,"^V",2666,536870921]],["^15",[2648,"^U",548,536870921]],["^15",[2648,"^U",2597,536870921]],["^15",[2648,"^;","~u69008812-7ac7-4c23-972a-88acf20eced2",536870921]],["^15",[2649,"^Q","teilzeitarbeit 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number",536870921]],["^15",[2651,"^O","^1@",536870921]],["^15",[2651,"^F",2637,536870921]],["^15",[2651,"^X",2597,536870921]],["^15",[2651,"^V",2602,536870921]],["^15",[2651,"^U",398,536870921]],["^15",[2651,"^U",2597,536870921]],["^15",[2651,"^?",["^ ","^3B","number"],536870921]],["^15",[2651,"^J",["^3B"],536870921]],["^15",[2651,"^4",["^ ","^3B","number"],536870921]],["^15",[2651,"^H",2612,536870921]],["^15",[2651,"^;","~u69008812-a799-43e6-9e63-1a626ac552de",536870921]],["^15",[2652,"^Q","eher auf eklatante Missstände im globalisierten Finanzkapitalismus, auf zunehmende Einkommens- und Vermögensungleichheit als Folge sowie auf die vom Kapitalismus ausgehende Gefährdung von gesellschaftlichem Zusammenhalt, Demokratie, Umwelt und Nachhaltigkeit\nls-type:: annotation\nhl-page:: 4\nhl-color:: red\nid:: 68c43eae-647e-44cd-bdcd-422d9d0e849f",536870921]],["^15",[2652,"^O","^1@",536870921]],["^15",[2652,"^F",2641,536870921]],["^15",[2652,"^X",4777,536870921]],["^15",[2652,"^V",4777,536870921]],["^15",[2652,"^U",4777,536870921]],["^15",[2652,"^?",["^ ","^18","annotation","^3@",4,"^3A","red","^1;","68c43eae-647e-44cd-bdcd-422d9d0e849f"],536870921]],["^15",[2652,"^J",["^18","^3@","^3A","^1;"],536870921]],["^15",[2652,"^4",["^ ","^18","annotation","^3@","4","^3A","red","^1;","68c43eae-647e-44cd-bdcd-422d9d0e849f"],536870921]],["^15",[2652,"^;","~u68c43eae-647e-44cd-bdcd-422d9d0e849f",536870921]],["^15",[2653,"^Q","((68c43e57-dbb4-4103-8be9-c6ac2876797e)) ((68c43e76-51a9-4033-b4db-ff56f3396e78))",536870921]],["^15",[2653,"^O","^1@",536870921]],["^15",[2653,"^F",2654,536870921]],["^15",[2653,"^X",2597,536870921]],["^15",[2653,"^V",2654,536870921]],["^15",[2653,"^U",398,536870921]],["^15",[2653,"^U",2597,536870921]],["^15",[2653,"^H",2617,536870921]],["^15",[2653,"^H",2641,536870921]],["^15",[2653,"^;","~u69008812-04a4-41a7-8cbc-0bbc28d5b572",536870921]],["^15",[2654,"^Q","Heute:",536870921]],["^15",[2654,"^O","^1@",536870921]],["^15",[2654,"^F",2667,536870921]],["^15",[2654,"^X",2597,536870921]],["^15",[2654,"^V",2629,536870921]],["^15",[2654,"^U",398,536870921]],["^15",[2654,"^U",2597,536870921]],["^15",[2654,"^;","~u69008812-bd41-4294-a3ac-c9139a76f170",536870921]],["^15",[2655,"^Q","**Notes:**\nbackground-color:: red",536870921]],["^15",[2655,"^O","^1@",536870921]],["^15",[2655,"^F",2610,536870921]],["^15",[2655,"^X",2597,536870921]],["^15",[2655,"^V",2610,536870921]],["^15",[2655,"^U",2597,536870921]],["^15",[2655,"^?",["^ ","^39","red"],536870921]],["^15",[2655,"^J",["^39"],536870921]],["^15",[2655,"^4",["^ ","^39","red"],536870921]],["^15",[2655,"^;","~u69008812-6f90-4257-9fe6-19c2c7e2e79d",536870921]],["^15",[2656,"^Q","gewannen neoliberale Grundsätze und neoliberale Rhetoriken erheblich an Boden\nls-type:: annotation\nhl-page:: 4\nhl-color:: red\nid:: 68c43ff5-1775-4c79-8aa3-b071ae141899",536870921]],["^15",[2656,"^O","^1@",536870921]],["^15",[2656,"^F",2614,536870921]],["^15",[2656,"^X",4777,536870921]],["^15",[2656,"^V",4777,536870921]],["^15",[2656,"^U",4777,536870921]],["^15",[2656,"^?",["^ ","^18","annotation","^3@",4,"^3A","red","^1;","68c43ff5-1775-4c79-8aa3-b071ae141899"],536870921]],["^15",[2656,"^J",["^18","^3@","^3A","^1;"],536870921]],["^15",[2656,"^4",["^ ","^18","annotation","^3@","4","^3A","red","^1;","68c43ff5-1775-4c79-8aa3-b071ae141899"],536870921]],["^15",[2656,"^;","~u68c43ff5-1775-4c79-8aa3-b071ae141899",536870921]],["^15",[2657,"^Q","Jedoch: Arbeiter oft aus not gezwungen bestimmten Job zu erledigen",536870921]],["^15",[2657,"^O","^1@",536870921]],["^15",[2657,"^F",2608,536870921]],["^15",[2657,"^X",2597,536870921]],["^15",[2657,"^V",2624,536870921]],["^15",[2657,"^U",398,536870921]],["^15",[2657,"^U",2597,536870921]],["^15",[2657,"^;","~u69008812-bc2c-4e2e-908e-d32650251bb5",536870921]],["^15",[2658,"^Q","Motor der Entwicklung:",536870921]],["^15",[2658,"^O","^1@",536870921]],["^15",[2658,"^F",2644,536870921]],["^15",[2658,"^X",2597,536870921]],["^15",[2658,"^V",2667,536870921]],["^15",[2658,"^U",398,536870921]],["^15",[2658,"^U",2597,536870921]],["^15",[2658,"^;","~u69008812-5465-42d7-b7b5-f9886e4be668",536870921]],["^15",[2659,"^Q","",536870921]],["^15",[2659,"^O","^1@",536870921]],["^15",[2659,"^F",2619,536870921]],["^15",[2659,"^X",2597,536870921]],["^15",[2659,"^V",2619,536870921]],["^15",[2659,"^U",2597,536870921]],["^15",[2659,"^;","~u69008812-46cf-4652-becf-dbf968736e5b",536870921]],["^15",[2660,"^Q","Massiver druck von Arbeitern",536870921]],["^15",[2660,"^O","^1@",536870921]],["^15",[2660,"^F",2639,536870921]],["^15",[2660,"^X",2597,536870921]],["^15",[2660,"^V",2616,536870921]],["^15",[2660,"^U",398,536870921]],["^15",[2660,"^U",2597,536870921]],["^15",[2660,"^;","~u69008812-a78b-46a8-9c88-bc95123aac1d",536870921]],["^15",[2661,"^Q","",536870921]],["^15",[2661,"^O","^1@",536870921]],["^15",[2661,"^F",2620,536870921]],["^15",[2661,"^X",2597,536870921]],["^15",[2661,"^V",2597,536870921]],["^15",[2661,"^U",2597,536870921]],["^15",[2661,"^;","~u69008812-409c-4d78-ad8c-a1586ef3f777",536870921]],["^15",[2662,"^Q","Erarbeiten Sie sich den Text: Arbeit im Kapitalismus und erstellen Sie für sich eine Visualisierung.",536870921]],["^15",[2662,"^O","^1@",536870921]],["^15",[2662,"^F",2620,536870921]],["^15",[2662,"^X",2597,536870921]],["^15",[2662,"^V",2620,536870921]],["^15",[2662,"^U",548,536870921]],["^15",[2662,"^U",2597,536870921]],["^15",[2662,"^;","~u69008812-f3f5-440f-90a2-d212ff626edd",536870921]],["^15",[2663,"^Q","index:: 4\n\n",536870921]],["^15",[2663,"^O","^1@",536870921]],["^15",[2663,"^35",["^36",[]],536870921]],["^15",[2663,"^F",2597,536870921]],["^15",[2663,"^X",2597,536870921]],["^15",[2663,"^V",2597,536870921]],["^15",[2663,"^U",546,536870921]],["^15",[2663,"^U",2597,536870921]],["^15",[2663,"^:",true,536870921]],["^15",[2663,"^?",["^ ","^1D",4],536870921]],["^15",[2663,"^J",["^1D"],536870921]],["^15",[2663,"^4",["^ 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true",536870921]],["^15",[2665,"^O","^1@",536870921]],["^15",[2665,"^F",2655,536870921]],["^15",[2665,"^S",2673,536870921]],["^15",[2665,"^X",2597,536870921]],["^15",[2665,"^V",2655,536870921]],["^15",[2665,"^U",2597,536870921]],["^15",[2665,"^?",["^ ","^3:","block","^3;",true,"^3<",true],536870921]],["^15",[2665,"^J",["^3:","^3;","^3<"],536870921]],["^15",[2665,"^4",["^ ","^3:","block","^3;","true","^3<","true"],536870921]],["^15",[2665,"^;","~u69008812-365d-41ba-a7f0-925f73278e0c",536870921]],["^15",[2666,"^Q","Stellen Sie insbesondere die Arbeiterfrage in den historischen \nMittelpunkt. Ergänzen Sie gerne, da der Text meiner Meinung da so \neiniges offen lässt. & Beurteilen Sie für sich die heutige Relevanz der Arbeiterfrage aus ihrer Sicht.",536870921]],["^15",[2666,"^O","^1@",536870921]],["^15",[2666,"^F",2662,536870921]],["^15",[2666,"^X",2597,536870921]],["^15",[2666,"^V",2620,536870921]],["^15",[2666,"^U",548,536870921]],["^15",[2666,"^U",2597,536870921]],["^15",[2666,"^;","~u69008812-ab12-4c22-86f0-c21dcd7be4e5",536870921]],["^15",[2667,"^Q","Arbeiterrechte:",536870921]],["^15",[2667,"^O","^1@",536870921]],["^15",[2667,"^F",2627,536870921]],["^15",[2667,"^X",2597,536870921]],["^15",[2667,"^V",2629,536870921]],["^15",[2667,"^U",398,536870921]],["^15",[2667,"^U",2597,536870921]],["^15",[2667,"^;","~u69008812-ece2-46f2-aa34-d152f4888e15",536870921]],["^15",[2668,"^Q","sogenannten atypischen Beschäftigungsverhältnisse – in der Bundesrepublik Deutschland etwa 5:1 betrug, verschob sie sich bis 1990 auf 4:1 und bis heute auf etwa 2:1\nls-type:: annotation\nhl-page:: 4\nhl-color:: red\nid:: 68c440c2-f7b1-4bbc-b565-746e841b6d85",536870921]],["^15",[2668,"^O","^1@",536870921]],["^15",[2668,"^F",4832,536870921]],["^15",[2668,"^X",4777,536870921]],["^15",[2668,"^V",4777,536870921]],["^15",[2668,"^U",4777,536870921]],["^15",[2668,"^?",["^ ","^18","annotation","^3@",4,"^3A","red","^1;","68c440c2-f7b1-4bbc-b565-746e841b6d85"],536870921]],["^15",[2668,"^J",["^18","^3@","^3A","^1;"],536870921]],["^15",[2668,"^4",["^ ","^18","annotation","^3@","4","^3A","red","^1;","68c440c2-f7b1-4bbc-b565-746e841b6d85"],536870921]],["^15",[2668,"^;","~u68c440c2-f7b1-4bbc-b565-746e841b6d85",536870921]],["^15",[2669,"^Q","Stimmungsumschwung doch mit einer Welle von Privatisierungen und Deregulierungen verbunden\nls-type:: annotation\nhl-page:: 4\nhl-color:: red\nid:: 68c44046-c4b2-481a-85bf-5a86d5e7f8dc",536870921]],["^15",[2669,"^O","^1@",536870921]],["^15",[2669,"^F",4834,536870921]],["^15",[2669,"^X",4777,536870921]],["^15",[2669,"^V",4777,536870921]],["^15",[2669,"^U",4777,536870921]],["^15",[2669,"^?",["^ ","^18","annotation","^3@",4,"^3A","red","^1;","68c44046-c4b2-481a-85bf-5a86d5e7f8dc"],536870921]],["^15",[2669,"^J",["^18","^3@","^3A","^1;"],536870921]],["^15",[2669,"^4",["^ ","^18","annotation","^3@","4","^3A","red","^1;","68c44046-c4b2-481a-85bf-5a86d5e7f8dc"],536870921]],["^15",[2669,"^;","~u68c44046-c4b2-481a-85bf-5a86d5e7f8dc",536870921]],["^15",[2670,"^Q","im Globalen Süden: ((68c442e8-1535-4c89-8b89-6db72a37831d)) -> 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(namespace [[School/Wir/Ethics/Der Kapitalismus - Adam Smith und der freie Markt ⎮ Doku 2]])))}}\n\t\t query-sort-by:: block\n\t\t query-table:: true\n\t\t query-sort-desc:: true\n\t- **Slides:**\n\t background-color:: green\n\t\t- {{query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/Wir/Ethics/Der Kapitalismus - Adam Smith und der freie Markt ⎮ Doku 2]]) (namespace [[School/Wir/Ethics/Der Kapitalismus - Adam Smith und der freie Markt ⎮ Doku 2]])))}}\n\t\t query-table:: true\n\t- **Summery**:\n\t background-color:: blue\n\t\t-\n- ---\n- {{video https://youtube.com/watch?v=mLtB_YNqNfA}}\n- ![AB_Kapitalismus_Adam_Smith_2.pdf](../assets/AB_Kapitalismus_Adam_Smith_2_1756454707497_0.pdf)\n- ## #Note\n collapsed:: true\n\t- Werke:\n\t\t- Theorie der Ethischen Gefühle\n\t\t- Wohlstand der Nationen\n\t\t- Unfertige Manuskripte wurden verbrannt\n\t- Bestseller, da er als erster Gesetzmäßigkeit, Modell fand -> Ähnlichkeit zu physikalischen Gesätzen gefunden\n\t- Berufliche Spezialisierung\n\t\t- fördert Monotonie\n\t\t- jeder übernimmt kleinste Arbeitsschritte, die er selbst sehr effizient/gut kann\n\t\t- Arbeitsteilung nach Adam Smith wichtigster Aspekt auf Produktivität -> seit her Säule der Produktion durch Kooperation\n\t- Freiheit\n\t\t- jeder sollte das recht haben auf Markt wirtschaftlich aktive zu werden\n\t\t- über Arbeitsteilung ist es für jeden vorteilhaft selbst kleine, alleine unwichtige Produkte herzustellen/zu verkaufen\n\t\t- Multinationale Konzerne <--> Einzelperson, se steht jedem frei im Ungleichheit zu Handeln, einen Preis zu setzen\n\t\t- Doch sind die Arbeiter der Manufakturen/Fabriken frei?\n\t- Fabrikarbeit\n\t\t- Spezialisierung führt zu Monotonie/langweilig -> mit der zeit Ansträngend\n\t\t- gezielte Vereinzelung, sozialer Kontakte unter Mitarbeitern sollen verhindert werden\n\t\t- Geht auf kosten der Moral/der mentalen Gesundheit der Arbeiter\n\t\t- hemmt willen Kritisch zu denken / sich weiter zu bilden zu wollen -> man wird selbst zur Maschine\n\t\t- Industrielle Revolution\n\t\t\t- Arbeiter musste sich an Maschine orientieren\n\t\t\t- Arbeitsteilung proportional zu Betriebsgröße zunehmend\n\t\t- Smith war dilemma bewusst, wurde jedoch ignoriert\n\t- Eigeninteresse\n\t\t- Persönliches Interesse des Individuums als treibende Kraft der Wirtschaft\n\t\t- Damalige Annahme: Der Reichtum auf der Weld kann nicht vermehrt werden, laut Adam Smith kann Win-Win geben, d.h. gestammt Reichtum erhöht werden\n\t\t- Egoismus sei Altruismus\n\t\t\t- Privater Gewinn komme auch Allgemeinheit zu gute, da Gesamtreichtum angehoben werde\n\t\t\t\t- Nullsummenrechnung falsch, Wachstum wichtig\n\t\t\t\t- \"Trickel Down\"/verhilft zu neuen Arbeitsplätzen\n\t\t\t- Egoismus in Ökonomie sei einziger Antrieb\n\t\t\t- Loyalität, Solidarität, Sympathie wurde ungeachtet\n\t\t\t\t- würde jeder Egoistisch, sein währe System durch Misstrauen nicht funktionsfähig\n\t\t\t- Manager versuchen (erfolgreich) durch persönliche Vorteile, Arbeit Attraktiver zu gestallten, durch Erhöhung von Gehälter wird Kaufkraft gesteigert\n\t\t\t\t- Ökonomen sehen dies als irrational, bleiben bei these des Egoismus\n\t\t\t- -> Eigeninteresse, entwickelte sich zu Profitgier\n\t- Folgen Eigeninteresse\n\t\t- durch Freiheit das jeder das Eigeninteresse vertreten kann würde optimales Gleichgewicht entstehen\n\t\t\t- tatsächliches menschliches verhalten wurde ignoriert -> diese handeln Irrational\n\t\t- Eigeninteresse und Egoismus wurde zum Leitbild des Handelns\n\t\t\t- (Hyper-) Individualismus entsteht\n\t\t\t- Genossenschaftsgedanken, gegenseitige Solidarität wird heruntergespielt\n\t\t- Menschen erden ermutigt nur auf Eigeninteresse zu achten\n\t\t- Unsichtbare Hand: Menschen würde von sich aus automatisch positive Auswirkungen haben\n\t\t\t- Adam Smith nutzte Begriff im anderen Kontext:\n\t\t\t- Dem Präferieren des Heimatmarktes, um zu verhindern das dieser leidet sollten ausländische Investitionen lukrativer werden -> große Kapitalbewegungen bleiben aus\n\t\t\t- Wurde dann als Kampfbegriff gegen Staatliche Wirtschaftslenkung oder Wohlfahrtsstaat verwendet\n\t- Wirtschaftskriese\n\t\t- Durch Deregulierung, getrieben von Unsichtbarer Hand -> als Gerüst für den freien Markt\n\t\t\t- ohne sie währe massen der globalen Transaktionen undenkbar\n\t\t- Oberster Währungshüter erkannte anschließend das Deregulierung falsch sei\n\t\t\t- vorher Ansicht, das Finanzmarkt instiktive der Vernunft unterstant\n\t- Was ist der Freie Markt\n\t\t- Kindergartner heute in wohlhabenden Ländern eingeschränkt\n\t\t\t- Sozialreformen zur regulation damals Kritisch: Es untergrabe die Vertragsfreiheit des frein Marktes\n\t\t\t\t- #+BEGIN_QUOTE\n\t\t\t\t Machtungleichgewicht zwischen Vertragspartnern aus gelassen, wenn für freien Markt argumentiert wird\n\t\t\t\t #+END_QUOTE\n\t\t\t\t- Allgemeinwohl sollte über Politischem Konstrukt der vergräte stehen\n\t\t\t- Sklaverei als weiters beispiel\n\t\t- Anton Wilhome Amo wies als erstes auf Probleme Ökonomie von Menschlichkeit und Sozialen Strukturen zu trennen hin\n\t\t\t- war selbst Sklave; wurde frei gelassen, lehrte an deutscher Universität\n\t\t\t- Rationalisierung wurde problematisch dargestellt; Machte deutlich das er intellektuell nicht dem Europäern unterlegen ist, nichts zwingt diese Ethnie bloßes Werkzeug zu sein, und doch sind sie es\n\t\t\t\t- musste aus Europa fliehen, seine arbeit wurde vernichtet\n\t\t\t- Rationalität und Vernunft != Wahrheit und Vernunft\n\t\t\t- es wird Moral, soziale Verantwortung ignoriert und sich auf ökonomische Rationalität berufen\n\t\t\t\t- heute durch Tierleid erkennbar\n\t\t\t\t- Smith verurteilte Sklaverei nicht\n\t- Smith Possition\n\t\t- war vorsichtig, kritisch ob freier Markt/Geselltschaftswisenschaft überhaupt möglich sei\n\t\t- Ist soziale Gerechtigkeit und Fairness überhaupt möglich?\n\t\t- Teile von smiths denken der Gier wegen verloren -> Gesellschaft fügte sich Logik des freien Marktes\n- ## #Slide Aufgaben AB\n\t- ((68b15f5d-9822-48e3-a4e6-6a836177cbbe))\n\t\t- Arbeitsteilung\n\t- ((68b15f78-f1c3-4de2-a2a8-bb60613877db))\n\t\t- Es ist die einzige Motivation in der Ökonomie\n\t- ((68b15f90-20bb-4085-84ef-7309c7676d69))\n\t\t- Nur einmal\n\t- ((68b15fa5-d4d9-424c-acdf-150f302442eb))\n\t\t- Ein missverstandener und aus dem Zusammenhang gerissener Begriff\n\t- ((68b15fb9-ce1f-48c8-bc09-db4e192f5683))\n\t\t- .Die Vernachlässigung der ethischen und sozialen Dimensionen\n\t- ((68b16cae-b3c8-4667-beac-db488fb6b2a5))\n\t\t- Der Wohlstand der Nationen - Smiths Hauptwerk, Biebel des freien Marktes\n\t\t- Adam Smith - Begründer der modernen Ökonomie\n\t\t- Anton Wilhelm Amo - Philosoph, Kritker der ökonomischen Logik\n\t\t- Arbeitsteilung - Fördert wirtschaftlichen Fortschritt\n\t\t- Unsichtbare Hand - Metapher für selbstregulierende Märkte\n\t\t- Nullsummenspiel - Wirtschaft ohne Wachstumsmöglichkeiten\n\t- ((68b16d55-85a2-44ea-b8eb-e82709e47b39))\n\t\t- Adam Smith stellte das Eigeninteresse als treibende Kraft der Wirtschaft dar. Er ging davon aus das die Wirtschaft Wachstumsfähigkeit sei und so Win-Win Situationen, in dem alle Teilnehmer an einem Handel Profitieren können entstehen.\n\t\t- Heute stellt das Eigeninteresse mehr noch als damals den Egoismus und die vollkommene Außerachtlassung Sozialer folgen und Moralischer Prinzipien da mit dem Ziel wirtschaftlichen vorteil für sich allein zu gewinnen.\n\t- ((68b16e09-07b7-4dad-bcea-62c50d1f7bf3))\n\t\t- Adam smith stellte die Arbeitsteilung als größter Treiber der Produktivität dar. Jedoch entstehen negativen mentalen folgen durch die Monotonie der Arbeit. Außerdem ist festzustellen das der mensch selbst zum bloßen Werkzeug wird, er verliert ein Großteil des Weiterbildungswillen. Mit der industriellen revolution nahm diese erneut deutlich zu, da nun die Geschwindigkeit u.a. von den Maschinen diktiert wurden und sich der Arbeiter diesen anpassen muss.\n\t- ((68b16f7e-88f7-49bb-bd22-5b88d34cc881))\n\t\t- Anton Wilhelm verdeutlichte mit seinen philosophischen Werken das die Sklaven, damals als bloße Ware betrachtet, keinerlei rationalen Grund haben in der Sklaverei zu sein. Sieh besitzen die selben Fähigkeiten wie auch die Europäer. Er verdeutlichte das der rationale Wille der kapitalistischen Ökonomie immer mehr Kapital zu Akkumulieren, irrationale annahmen schafft die letztendlich Moralisch unvertretbar, zu Ausbeutung und Leid führen.\n\t- ((68b17087-1490-49a4-b683-b86fd369bff8))\n\t\t- Adam Smith selbst hinterfragte kritisch, ob soziale Gerechtigkeit und fairness in einem selbst Regulierten markt überhaupt möglich sind. Er erwähnte jedoch bestehende Moralische Probleme wie die Sklaverei nicht. Der glaube ein vollständig freier markt ohne jegliche Staatliche regulation, wenn jeder eigennützig handelt, würde fairness hervorbringen ist eine Moderne misrepresentation Adam Smiths Idee der unsichtbaren Hand\n\t- ![image.png](../assets/image_1757664725113_0.png)\n\t-\n- #slide\n\t- Adam Smiths buch über Ethik ist inhaltlich gesehen ggf. soar wertvoller\n\t\t- Sklavenhandel wurde auch dort nicht erwähnt",536870921]],["^15",[2675,"^17",1761642514339,536870921]],["^15",[2675,"^Z","pages/School___Wir___Ethics___Der Kapitalismus - Adam Smith und der freie Markt ⎮ Doku 2.md",536870921]],["^15",[2676,"^K",1761642514336,536870921]],["^15",[2676,"^[",2675,536870921]],["^15",[2676,"^@",false,536870921]],["^15",[2676,"^Y","school/wir/ethics/der kapitalismus - adam smith und der freie markt ⎮ doku 2",536870921]],["^15",[2676,"^A",2579,536870921]],["^15",[2676,"^11","School/Wir/Ethics/Der Kapitalismus - Adam Smith und der freie Markt ⎮ Doku 2",536870921]],["^15",[2676,"^?",["^ ","^1D",3],536870921]],["^15",[2676,"^4",["^ ","^1D","3"],536870921]],["^15",[2676,"^B",1761642514336,536870921]],["^15",[2676,"^;","~u69008812-3fb0-4ff1-a471-bf6a47c4afda",536870921]],["^15",[2677,"^Q","((68b15fa5-d4d9-424c-acdf-150f302442eb))",536870921]],["^15",[2677,"^O","^1@",536870921]],["^15",[2677,"^F",2732,536870921]],["^15",[2677,"^X",2676,536870921]],["^15",[2677,"^V",2731,536870921]],["^15",[2677,"^U",548,536870921]],["^15",[2677,"^U",2676,536870921]],["^15",[2677,"^H",2701,536870921]],["^15",[2677,"^;","~u69008812-9795-4dcb-bd5d-0e62d385d85e",536870921]],["^15",[2678,"^Q","gezielte Vereinzelung, sozialer Kontakte unter Mitarbeitern sollen verhindert werden",536870921]],["^15",[2678,"^O","^1@",536870921]],["^15",[2678,"^F",2792,536870921]],["^15",[2678,"^X",2676,536870921]],["^15",[2678,"^V",2801,536870921]],["^15",[2678,"^U",398,536870921]],["^15",[2678,"^U",2676,536870921]],["^15",[2678,"^;","~u69008812-dbdb-4ac9-a73d-2b9d7655e1d9",536870921]],["^15",[2679,"^Q","((68b17087-1490-49a4-b683-b86fd369bff8))",536870921]],["^15",[2679,"^O","^1@",536870921]],["^15",[2679,"^F",2683,536870921]],["^15",[2679,"^X",2676,536870921]],["^15",[2679,"^V",2731,536870921]],["^15",[2679,"^U",548,536870921]],["^15",[2679,"^U",2676,536870921]],["^15",[2679,"^H",2782,536870921]],["^15",[2679,"^;","~u69008812-e60c-4dad-87da-39a321135052",536870921]],["^15",[2680,"^Q","Berufliche Spezialisierung",536870921]],["^15",[2680,"^O","^1@",536870921]],["^15",[2680,"^F",2802,536870921]],["^15",[2680,"^X",2676,536870921]],["^15",[2680,"^V",2795,536870921]],["^15",[2680,"^U",398,536870921]],["^15",[2680,"^U",2676,536870921]],["^15",[2680,"^;","~u69008812-015b-4942-b786-3e1426897ad2",536870921]],["^15",[2681,"^Q","(Hyper-) Individualismus entsteht",536870921]],["^15",[2681,"^O","^1@",536870921]],["^15",[2681,"^F",2725,536870921]],["^15",[2681,"^X",2676,536870921]],["^15",[2681,"^V",2725,536870921]],["^15",[2681,"^U",398,536870921]],["^15",[2681,"^U",2676,536870921]],["^15",[2681,"^;","~u69008812-1d8f-4bfb-9acc-c7dc685094a1",536870921]],["^15",[2682,"^Q","war selbst Sklave; wurde frei gelassen, lehrte an deutscher Universität",536870921]],["^15",[2682,"^O","^1@",536870921]],["^15",[2682,"^F",2707,536870921]],["^15",[2682,"^X",2676,536870921]],["^15",[2682,"^V",2707,536870921]],["^15",[2682,"^U",398,536870921]],["^15",[2682,"^U",2676,536870921]],["^15",[2682,"^;","~u69008812-f873-4f71-8210-45ad3c2f3e44",536870921]],["^15",[2683,"^Q","((68b16f7e-88f7-49bb-bd22-5b88d34cc881))",536870921]],["^15",[2683,"^O","^1@",536870921]],["^15",[2683,"^F",2770,536870921]],["^15",[2683,"^X",2676,536870921]],["^15",[2683,"^V",2731,536870921]],["^15",[2683,"^U",548,536870921]],["^15",[2683,"^U",2676,536870921]],["^15",[2683,"^H",2745,536870921]],["^15",[2683,"^;","~u69008812-2dc7-4e9f-8d9f-7b78257ead29",536870921]],["^15",[2684,"^Q","Rationalität und Vernunft != Wahrheit und Vernunft",536870921]],["^15",[2684,"^O","^1@",536870921]],["^15",[2684,"^F",2729,536870921]],["^15",[2684,"^X",2676,536870921]],["^15",[2684,"^V",2707,536870921]],["^15",[2684,"^U",398,536870921]],["^15",[2684,"^U",2676,536870921]],["^15",[2684,"^;","~u69008812-2fa9-42ce-b3ad-9d762093e613",536870921]],["^15",[2685,"^Q","Smith verurteilte Sklaverei nicht",536870921]],["^15",[2685,"^O","^1@",536870921]],["^15",[2685,"^F",2798,536870921]],["^15",[2685,"^X",2676,536870921]],["^15",[2685,"^V",2714,536870921]],["^15",[2685,"^U",398,536870921]],["^15",[2685,"^U",2676,536870921]],["^15",[2685,"^;","~u69008812-535e-4a0b-b103-8bff4f69e025",536870921]],["^15",[2686,"^Q","Anton Wilhelm verdeutlichte mit seinen philosophischen Werken das die Sklaven, damals als bloße Ware betrachtet, keinerlei rationalen Grund haben in der Sklaverei zu sein. Sieh besitzen die selben Fähigkeiten wie auch die Europäer. Er verdeutlichte das der rationale Wille der kapitalistischen Ökonomie immer mehr Kapital zu Akkumulieren, irrationale annahmen schafft die letztendlich Moralisch unvertretbar, zu Ausbeutung und Leid führen.",536870921]],["^15",[2686,"^O","^1@",536870921]],["^15",[2686,"^F",2683,536870921]],["^15",[2686,"^X",2676,536870921]],["^15",[2686,"^V",2683,536870921]],["^15",[2686,"^U",548,536870921]],["^15",[2686,"^U",2676,536870921]],["^15",[2686,"^;","~u69008812-a9a1-496b-848f-976df44ebac7",536870921]],["^15",[2687,"^Q","![AB_Kapitalismus_Adam_Smith_2.pdf](../assets/AB_Kapitalismus_Adam_Smith_2_1756454707497_0.pdf)",536870921]],["^15",[2687,"^O","^1@",536870921]],["^15",[2687,"^F",2706,536870921]],["^15",[2687,"^X",2676,536870921]],["^15",[2687,"^V",2676,536870921]],["^15",[2687,"^U",2676,536870921]],["^15",[2687,"^;","~u69008812-762b-4d3d-a613-3a07f6ae8554",536870921]],["^15",[2688,"^Q","Loyalität, Solidarität, Sympathie wurde ungeachtet",536870921]],["^15",[2688,"^O","^1@",536870921]],["^15",[2688,"^F",2709,536870921]],["^15",[2688,"^X",2676,536870921]],["^15",[2688,"^V",2740,536870921]],["^15",[2688,"^U",398,536870921]],["^15",[2688,"^U",2676,536870921]],["^15",[2688,"^;","~u69008812-65e9-4bdb-94ef-f96a91afce10",536870921]],["^15",[2689,"^Q","hemmt willen Kritisch zu denken / sich weiter zu bilden zu wollen -> man wird selbst zur Maschine",536870921]],["^15",[2689,"^O","^1@",536870921]],["^15",[2689,"^F",2787,536870921]],["^15",[2689,"^X",2676,536870921]],["^15",[2689,"^V",2801,536870921]],["^15",[2689,"^U",398,536870921]],["^15",[2689,"^U",2676,536870921]],["^15",[2689,"^;","~u69008812-f1d9-4052-b1ec-691d22dd0585",536870921]],["^15",[2690,"^Q","[:span]\nls-type:: annotation\nhl-page:: 1\nhl-color:: yellow\nid:: 68b15f78-f1c3-4de2-a2a8-bb60613877db\nhl-type:: area\nhl-stamp:: 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aus Europa fliehen, seine arbeit wurde vernichtet",536870921]],["^15",[2692,"^O","^1@",536870921]],["^15",[2692,"^F",2729,536870921]],["^15",[2692,"^X",2676,536870921]],["^15",[2692,"^V",2729,536870921]],["^15",[2692,"^U",398,536870921]],["^15",[2692,"^U",2676,536870921]],["^15",[2692,"^;","~u69008812-e6eb-4a57-ac3f-ffbe2687fda1",536870921]],["^15",[2693,"^Q","Privater Gewinn komme auch Allgemeinheit zu gute, da Gesamtreichtum angehoben werde",536870921]],["^15",[2693,"^O","^1@",536870921]],["^15",[2693,"^F",2740,536870921]],["^15",[2693,"^X",2676,536870921]],["^15",[2693,"^V",2740,536870921]],["^15",[2693,"^U",398,536870921]],["^15",[2693,"^U",2676,536870921]],["^15",[2693,"^;","~u69008812-fcf4-4829-8533-1e775a74bfdf",536870921]],["^15",[2694,"^Q","Ist soziale Gerechtigkeit und Fairness überhaupt möglich?",536870921]],["^15",[2694,"^O","^1@",536870921]],["^15",[2694,"^F",2784,536870921]],["^15",[2694,"^X",2676,536870921]],["^15",[2694,"^V",2718,536870921]],["^15",[2694,"^U",398,536870921]],["^15",[2694,"^U",2676,536870921]],["^15",[2694,"^;","~u69008812-bc36-4c0d-a369-cdc2aeadcfa8",536870921]],["^15",[2695,"^Q",".Die Vernachlässigung der ethischen und sozialen Dimensionen",536870921]],["^15",[2695,"^O","^1@",536870921]],["^15",[2695,"^F",2742,536870921]],["^15",[2695,"^X",2676,536870921]],["^15",[2695,"^V",2742,536870921]],["^15",[2695,"^U",548,536870921]],["^15",[2695,"^U",2676,536870921]],["^15",[2695,"^;","~u69008812-8b62-434e-a6c7-1815a0c8f4a9",536870921]],["^15",[2696,"^Q","Adam Smiths buch über Ethik ist inhaltlich gesehen ggf. soar wertvoller",536870921]],["^15",[2696,"^O","^1@",536870921]],["^15",[2696,"^F",2786,536870921]],["^15",[2696,"^X",2676,536870921]],["^15",[2696,"^V",2786,536870921]],["^15",[2696,"^U",548,536870921]],["^15",[2696,"^U",2676,536870921]],["^15",[2696,"^;","~u69008812-53dd-4b71-9991-c8ebdcc0dcc1",536870921]],["^15",[2697,"^Q","{{query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[School/Wir/Ethics/Der Kapitalismus - Adam Smith und der freie Markt ⎮ Doku 2]]) (namespace [[School/Wir/Ethics/Der Kapitalismus - Adam Smith und der freie Markt ⎮ Doku 2]])))}}\nquery-sort-by:: block\nquery-table:: true\nquery-sort-desc:: true",536870921]],["^15",[2697,"^O","^1@",536870921]],["^15",[2697,"^F",2712,536870921]],["^15",[2697,"^S",2803,536870921]],["^15",[2697,"^X",2676,536870921]],["^15",[2697,"^V",2712,536870921]],["^15",[2697,"^U",2676,536870921]],["^15",[2697,"^?",["^ ","^3:","block","^3;",true,"^3<",true],536870921]],["^15",[2697,"^J",["^3:","^3;","^3<"],536870921]],["^15",[2697,"^4",["^ ","^3:","block","^3;","true","^3<","true"],536870921]],["^15",[2697,"^;","~u69008812-02ef-4337-8a23-7d7eb9a5742a",536870921]],["^15",[2698,"^Q","Arbeitsteilung proportional zu Betriebsgröße zunehmend",536870921]],["^15",[2698,"^O","^1@",536870921]],["^15",[2698,"^F",2750,536870921]],["^15",[2698,"^X",2676,536870921]],["^15",[2698,"^V",2736,536870921]],["^15",[2698,"^U",398,536870921]],["^15",[2698,"^U",2676,536870921]],["^15",[2698,"^;","~u69008812-06a2-418e-84fb-6d74655d0f9b",536870921]],["^15",[2699,"^Q","Smith war dilemma bewusst, wurde jedoch ignoriert",536870921]],["^15",[2699,"^O","^1@",536870921]],["^15",[2699,"^F",2736,536870921]],["^15",[2699,"^X",2676,536870921]],["^15",[2699,"^V",2801,536870921]],["^15",[2699,"^U",398,536870921]],["^15",[2699,"^U",2676,536870921]],["^15",[2699,"^;","~u69008812-85f5-4cbe-87e3-5627244b9499",536870921]],["^15",[2700,"^Q","durch Freiheit das jeder das Eigeninteresse vertreten kann würde optimales Gleichgewicht entstehen",536870921]],["^15",[2700,"^O","^1@",536870921]],["^15",[2700,"^F",2710,536870921]],["^15",[2700,"^X",2676,536870921]],["^15",[2700,"^V",2710,536870921]],["^15",[2700,"^U",398,536870921]],["^15",[2700,"^U",2676,536870921]],["^15",[2700,"^;","~u69008812-b7f9-4374-ae2e-2a444759d3ce",536870921]],["^15",[2701,"^Q","[:span]\nls-type:: annotation\nhl-page:: 1\nhl-color:: yellow\nid:: 68b15fa5-d4d9-424c-acdf-150f302442eb\nhl-type:: area\nhl-stamp:: 1756454821479",536870921]],["^15",[2701,"^O","^1@",536870921]],["^15",[2701,"^F",2703,536870921]],["^15",[2701,"^X",4770,536870921]],["^15",[2701,"^V",4770,536870921]],["^15",[2701,"^U",4770,536870921]],["^15",[2701,"^?",["^ ","^18","annotation","^3@",1,"^3A","yellow","^1;","68b15fa5-d4d9-424c-acdf-150f302442eb","^3E","area","^3F",1756454821479],536870921]],["^15",[2701,"^J",["^18","^3@","^3A","^1;","^3E","^3F"],536870921]],["^15",[2701,"^4",["^ ","^18","annotation","^3@","1","^3A","yellow","^1;","68b15fa5-d4d9-424c-acdf-150f302442eb","^3E","area","^3F","1756454821479"],536870921]],["^15",[2701,"^;","~u68b15fa5-d4d9-424c-acdf-150f302442eb",536870921]],["^15",[2702,"^Q","Anton Wilhelm Amo - Philosoph, Kritker der ökonomischen Logik",536870921]],["^15",[2702,"^O","^1@",536870921]],["^15",[2702,"^F",2760,536870921]],["^15",[2702,"^X",2676,536870921]],["^15",[2702,"^V",2768,536870921]],["^15",[2702,"^U",548,536870921]],["^15",[2702,"^U",2676,536870921]],["^15",[2702,"^;","~u69008812-a004-4a47-a3ea-48efbbef97ce",536870921]],["^15",[2703,"^Q","[:span]\nls-type:: annotation\nhl-page:: 1\nhl-color:: yellow\nid:: 68b15f90-20bb-4085-84ef-7309c7676d69\nhl-type:: area\nhl-stamp:: 1756454800505",536870921]],["^15",[2703,"^O","^1@",536870921]],["^15",[2703,"^F",2690,536870921]],["^15",[2703,"^X",4770,536870921]],["^15",[2703,"^V",4770,536870921]],["^15",[2703,"^U",4770,536870921]],["^15",[2703,"^?",["^ ","^18","annotation","^3@",1,"^3A","yellow","^1;","68b15f90-20bb-4085-84ef-7309c7676d69","^3E","area","^3F",1756454800505],536870921]],["^15",[2703,"^J",["^18","^3@","^3A","^1;","^3E","^3F"],536870921]],["^15",[2703,"^4",["^ ","^18","annotation","^3@","1","^3A","yellow","^1;","68b15f90-20bb-4085-84ef-7309c7676d69","^3E","area","^3F","1756454800505"],536870921]],["^15",[2703,"^;","~u68b15f90-20bb-4085-84ef-7309c7676d69",536870921]],["^15",[2704,"^Q","Genossenschaftsgedanken, gegenseitige Solidarität wird heruntergespielt",536870921]],["^15",[2704,"^O","^1@",536870921]],["^15",[2704,"^F",2681,536870921]],["^15",[2704,"^X",2676,536870921]],["^15",[2704,"^V",2725,536870921]],["^15",[2704,"^U",398,536870921]],["^15",[2704,"^U",2676,536870921]],["^15",[2704,"^;","~u69008812-80c1-441e-a643-0182b97ac3ed",536870921]],["^15",[2705,"^Q","Doch sind die Arbeiter der Manufakturen/Fabriken frei?",536870921]],["^15",[2705,"^O","^1@",536870921]],["^15",[2705,"^F",2757,536870921]],["^15",[2705,"^X",2676,536870921]],["^15",[2705,"^V",2779,536870921]],["^15",[2705,"^U",398,536870921]],["^15",[2705,"^U",2676,536870921]],["^15",[2705,"^;","~u69008812-1499-45d0-8cb8-6756270a47f1",536870921]],["^15",[2706,"^Q","{{video https://youtube.com/watch?v=mLtB_YNqNfA}}",536870921]],["^15",[2706,"^O","^1@",536870921]],["^15",[2706,"^F",2711,536870921]],["^15",[2706,"^S",2805,536870921]],["^15",[2706,"^X",2676,536870921]],["^15",[2706,"^V",2676,536870921]],["^15",[2706,"^U",2676,536870921]],["^15",[2706,"^;","~u69008812-cad3-441a-9b03-f047f801706d",536870921]],["^15",[2707,"^Q","Anton Wilhome Amo wies als erstes auf Probleme Ökonomie von Menschlichkeit und Sozialen Strukturen zu trennen hin",536870921]],["^15",[2707,"^O","^1@",536870921]],["^15",[2707,"^F",2719,536870921]],["^15",[2707,"^X",2676,536870921]],["^15",[2707,"^V",2793,536870921]],["^15",[2707,"^U",398,536870921]],["^15",[2707,"^U",2676,536870921]],["^15",[2707,"^;","~u69008812-af72-4c6b-8500-e82048b252b3",536870921]],["^15",[2708,"^Q","Teile von smiths denken der Gier wegen verloren -> Gesellschaft fügte sich Logik des freien Marktes",536870921]],["^15",[2708,"^O","^1@",536870921]],["^15",[2708,"^F",2694,536870921]],["^15",[2708,"^X",2676,536870921]],["^15",[2708,"^V",2718,536870921]],["^15",[2708,"^U",398,536870921]],["^15",[2708,"^U",2676,536870921]],["^15",[2708,"^;","~u69008812-f657-47fa-86e9-026f4d031f92",536870921]],["^15",[2709,"^Q","Egoismus in Ökonomie sei einziger Antrieb",536870921]],["^15",[2709,"^O","^1@",536870921]],["^15",[2709,"^F",2693,536870921]],["^15",[2709,"^X",2676,536870921]],["^15",[2709,"^V",2740,536870921]],["^15",[2709,"^U",398,536870921]],["^15",[2709,"^U",2676,536870921]],["^15",[2709,"^;","~u69008812-88b0-45fe-9914-71472dceab9d",536870921]],["^15",[2710,"^Q","Folgen Eigeninteresse",536870921]],["^15",[2710,"^O","^1@",536870921]],["^15",[2710,"^F",2758,536870921]],["^15",[2710,"^X",2676,536870921]],["^15",[2710,"^V",2795,536870921]],["^15",[2710,"^U",398,536870921]],["^15",[2710,"^U",2676,536870921]],["^15",[2710,"^;","~u69008812-65f6-438a-840e-6cbc3381eae1",536870921]],["^15",[2711,"^Q","---",536870921]],["^15",[2711,"^O","^1@",536870921]],["^15",[2711,"^F",2769,536870921]],["^15",[2711,"^X",2676,536870921]],["^15",[2711,"^V",2676,536870921]],["^15",[2711,"^U",2676,536870921]],["^15",[2711,"^;","~u69008812-a8d3-4185-b960-46f2553d6d15",536870921]],["^15",[2712,"^Q","**Notes:**\nbackground-color:: red",536870921]],["^15",[2712,"^O","^1@",536870921]],["^15",[2712,"^F",2769,536870921]],["^15",[2712,"^X",2676,536870921]],["^15",[2712,"^V",2769,536870921]],["^15",[2712,"^U",2676,536870921]],["^15",[2712,"^?",["^ ","^39","red"],536870921]],["^15",[2712,"^J",["^39"],536870921]],["^15",[2712,"^4",["^ ","^39","red"],536870921]],["^15",[2712,"^;","~u69008812-2b99-4f7f-9567-f104eb929c5b",536870921]],["^15",[2713,"^Q","Sklaverei als weiters beispiel",536870921]],["^15",[2713,"^O","^1@",536870921]],["^15",[2713,"^F",2765,536870921]],["^15",[2713,"^X",2676,536870921]],["^15",[2713,"^V",2719,536870921]],["^15",[2713,"^U",398,536870921]],["^15",[2713,"^U",2676,536870921]],["^15",[2713,"^;","~u69008812-f1e6-44a2-909b-d5674b0565b6",536870921]],["^15",[2714,"^Q","es wird Moral, soziale Verantwortung ignoriert und sich auf ökonomische Rationalität berufen",536870921]],["^15",[2714,"^O","^1@",536870921]],["^15",[2714,"^F",2684,536870921]],["^15",[2714,"^X",2676,536870921]],["^15",[2714,"^V",2707,536870921]],["^15",[2714,"^U",398,536870921]],["^15",[2714,"^U",2676,536870921]],["^15",[2714,"^;","~u69008812-405a-4624-93f8-c1dec5ac0b45",536870921]],["^15",[2715,"^Q","Werke:",536870921]],["^15",[2715,"^O","^1@",536870921]],["^15",[2715,"^F",2795,536870921]],["^15",[2715,"^X",2676,536870921]],["^15",[2715,"^V",2795,536870921]],["^15",[2715,"^U",398,536870921]],["^15",[2715,"^U",2676,536870921]],["^15",[2715,"^;","~u69008812-4e45-4788-b27e-888337c3503c",536870921]],["^15",[2716,"^Q","Heute stellt das Eigeninteresse mehr noch als damals den Egoismus und die vollkommene Außerachtlassung Sozialer folgen und Moralischer Prinzipien da mit dem Ziel wirtschaftlichen vorteil für sich allein zu gewinnen.",536870921]],["^15",[2716,"^O","^1@",536870921]],["^15",[2716,"^F",2723,536870921]],["^15",[2716,"^X",2676,536870921]],["^15",[2716,"^V",2783,536870921]],["^15",[2716,"^U",548,536870921]],["^15",[2716,"^U",2676,536870921]],["^15",[2716,"^;","~u69008812-c9ad-4b40-b075-54fe7f73609e",536870921]],["^15",[2717,"^Q","Durch Deregulierung, getrieben von Unsichtbarer Hand -> als Gerüst für den freien Markt",536870921]],["^15",[2717,"^O","^1@",536870921]],["^15",[2717,"^F",2788,536870921]],["^15",[2717,"^X",2676,536870921]],["^15",[2717,"^V",2788,536870921]],["^15",[2717,"^U",398,536870921]],["^15",[2717,"^U",2676,536870921]],["^15",[2717,"^;","~u69008812-acbf-4830-b55e-8f71ada5a570",536870921]],["^15",[2718,"^Q","Smith Possition",536870921]],["^15",[2718,"^O","^1@",536870921]],["^15",[2718,"^F",2793,536870921]],["^15",[2718,"^X",2676,536870921]],["^15",[2718,"^V",2795,536870921]],["^15",[2718,"^U",398,536870921]],["^15",[2718,"^U",2676,536870921]],["^15",[2718,"^;","~u69008812-99b3-4524-8aea-b26419e7ba7d",536870921]],["^15",[2719,"^Q","Kindergartner heute in wohlhabenden Ländern eingeschränkt",536870921]],["^15",[2719,"^O","^1@",536870921]],["^15",[2719,"^F",2793,536870921]],["^15",[2719,"^X",2676,536870921]],["^15",[2719,"^V",2793,536870921]],["^15",[2719,"^U",398,536870921]],["^15",[2719,"^U",2676,536870921]],["^15",[2719,"^;","~u69008812-a13e-446b-ac82-8c6fa0da9b31",536870921]],["^15",[2720,"^Q","Unfertige Manuskripte wurden verbrannt",536870921]],["^15",[2720,"^O","^1@",536870921]],["^15",[2720,"^F",2775,536870921]],["^15",[2720,"^X",2676,536870921]],["^15",[2720,"^V",2715,536870921]],["^15",[2720,"^U",398,536870921]],["^15",[2720,"^U",2676,536870921]],["^15",[2720,"^;","~u69008812-5441-4ede-869d-a400312d508d",536870921]],["^15",[2721,"^Q","[:span]\nls-type:: annotation\nhl-page:: 2\nhl-color:: yellow\nid:: 68b15fb9-ce1f-48c8-bc09-db4e192f5683\nhl-type:: area\nhl-stamp:: 1756454840993",536870921]],["^15",[2721,"^O","^1@",536870921]],["^15",[2721,"^F",2701,536870921]],["^15",[2721,"^X",4770,536870921]],["^15",[2721,"^V",4770,536870921]],["^15",[2721,"^U",4770,536870921]],["^15",[2721,"^?",["^ ","^18","annotation","^3@",2,"^3A","yellow","^1;","68b15fb9-ce1f-48c8-bc09-db4e192f5683","^3E","area","^3F",1756454840993],536870921]],["^15",[2721,"^J",["^18","^3@","^3A","^1;","^3E","^3F"],536870921]],["^15",[2721,"^4",["^ ","^18","annotation","^3@","2","^3A","yellow","^1;","68b15fb9-ce1f-48c8-bc09-db4e192f5683","^3E","area","^3F","1756454840993"],536870921]],["^15",[2721,"^;","~u68b15fb9-ce1f-48c8-bc09-db4e192f5683",536870921]],["^15",[2722,"^Q","\"Trickel Down\"/verhilft zu neuen Arbeitsplätzen",536870921]],["^15",[2722,"^O","^1@",536870921]],["^15",[2722,"^F",2749,536870921]],["^15",[2722,"^X",2676,536870921]],["^15",[2722,"^V",2693,536870921]],["^15",[2722,"^U",398,536870921]],["^15",[2722,"^U",2676,536870921]],["^15",[2722,"^;","~u69008812-09e1-48fc-aa53-afb0c44a78f8",536870921]],["^15",[2723,"^Q","Adam Smith stellte das Eigeninteresse als treibende Kraft der Wirtschaft dar. Er ging davon aus das die Wirtschaft Wachstumsfähigkeit sei und so Win-Win Situationen, in dem alle Teilnehmer an einem Handel Profitieren können entstehen.",536870921]],["^15",[2723,"^O","^1@",536870921]],["^15",[2723,"^F",2783,536870921]],["^15",[2723,"^X",2676,536870921]],["^15",[2723,"^V",2783,536870921]],["^15",[2723,"^U",548,536870921]],["^15",[2723,"^U",2676,536870921]],["^15",[2723,"^;","~u69008812-76ee-4eed-9913-4b71b7cd82e1",536870921]],["^15",[2724,"^Q","über Arbeitsteilung ist es für jeden vorteilhaft selbst kleine, alleine unwichtige Produkte herzustellen/zu verkaufen",536870921]],["^15",[2724,"^O","^1@",536870921]],["^15",[2724,"^F",2789,536870921]],["^15",[2724,"^X",2676,536870921]],["^15",[2724,"^V",2779,536870921]],["^15",[2724,"^U",398,536870921]],["^15",[2724,"^U",2676,536870921]],["^15",[2724,"^;","~u69008812-195b-4470-b267-6a9de6bb6880",536870921]],["^15",[2725,"^Q","Eigeninteresse und Egoismus wurde zum Leitbild des Handelns",536870921]],["^15",[2725,"^O","^1@",536870921]],["^15",[2725,"^F",2700,536870921]],["^15",[2725,"^X",2676,536870921]],["^15",[2725,"^V",2710,536870921]],["^15",[2725,"^U",398,536870921]],["^15",[2725,"^U",2676,536870921]],["^15",[2725,"^;","~u69008812-6801-4837-9eda-9ca5273ffcd0",536870921]],["^15",[2726,"^Q","#+BEGIN_QUOTE\nMachtungleichgewicht zwischen Vertragspartnern aus gelassen, wenn für freien Markt argumentiert wird\n#+END_QUOTE",536870921]],["^15",[2726,"^O","^1@",536870921]],["^15",[2726,"^F",2765,536870921]],["^15",[2726,"^X",2676,536870921]],["^15",[2726,"^V",2765,536870921]],["^15",[2726,"^U",398,536870921]],["^15",[2726,"^U",2676,536870921]],["^15",[2726,"^;","~u69008812-2293-4736-8aa4-b57ee4884117",536870921]],["^15",[2727,"^Q","**Summery**:\nbackground-color:: blue",536870921]],["^15",[2727,"^O","^1@",536870921]],["^15",[2727,"^F",2794,536870921]],["^15",[2727,"^X",2676,536870921]],["^15",[2727,"^V",2769,536870921]],["^15",[2727,"^U",2676,536870921]],["^15",[2727,"^?",["^ ","^39","blue"],536870921]],["^15",[2727,"^J",["^39"],536870921]],["^15",[2727,"^4",["^ ","^39","blue"],536870921]],["^15",[2727,"^;","~u69008812-50ce-4b99-9124-019669967187",536870921]],["^15",[2728,"^Q","[:span]\nls-type:: annotation\nhl-page:: 1\nhl-color:: yellow\nid:: 68b15f5d-9822-48e3-a4e6-6a836177cbbe\nhl-type:: area\nhl-stamp:: 1756454749287",536870921]],["^15",[2728,"^O","^1@",536870921]],["^15",[2728,"^F",4771,536870921]],["^15",[2728,"^X",4770,536870921]],["^15",[2728,"^V",4770,536870921]],["^15",[2728,"^U",4770,536870921]],["^15",[2728,"^?",["^ ","^18","annotation","^3@",1,"^3A","yellow","^1;","68b15f5d-9822-48e3-a4e6-6a836177cbbe","^3E","area","^3F",1756454749287],536870921]],["^15",[2728,"^J",["^18","^3@","^3A","^1;","^3E","^3F"],536870921]],["^15",[2728,"^4",["^ ","^18","annotation","^3@","1","^3A","yellow","^1;","68b15f5d-9822-48e3-a4e6-6a836177cbbe","^3E","area","^3F","1756454749287"],536870921]],["^15",[2728,"^;","~u68b15f5d-9822-48e3-a4e6-6a836177cbbe",536870921]],["^15",[2729,"^Q","Rationalisierung wurde problematisch dargestellt; Machte deutlich das er intellektuell nicht dem Europäern unterlegen ist, nichts zwingt diese Ethnie bloßes Werkzeug zu sein, und doch sind sie es",536870921]],["^15",[2729,"^O","^1@",536870921]],["^15",[2729,"^F",2682,536870921]],["^15",[2729,"^X",2676,536870921]],["^15",[2729,"^V",2707,536870921]],["^15",[2729,"^U",398,536870921]],["^15",[2729,"^U",2676,536870921]],["^15",[2729,"^;","~u69008812-18fe-4d2f-861c-2f6497113340",536870921]],["^15",[2730,"^Q","Adam smith stellte die Arbeitsteilung als größter Treiber der Produktivität dar. Jedoch entstehen negativen mentalen folgen durch die Monotonie der Arbeit. Außerdem ist festzustellen das der mensch selbst zum bloßen Werkzeug wird, er verliert ein Großteil des Weiterbildungswillen. Mit der industriellen revolution nahm diese erneut deutlich zu, da nun die Geschwindigkeit u.a. von den Maschinen diktiert wurden und sich der Arbeiter diesen anpassen muss.",536870921]],["^15",[2730,"^O","^1@",536870921]],["^15",[2730,"^F",2770,536870921]],["^15",[2730,"^X",2676,536870921]],["^15",[2730,"^V",2770,536870921]],["^15",[2730,"^U",548,536870921]],["^15",[2730,"^U",2676,536870921]],["^15",[2730,"^;","~u69008812-38d3-46a2-b9ce-39a3a3f7b08c",536870921]],["^15",[2731,"^Q","## #Slide Aufgaben AB",536870921]],["^15",[2731,"^O","^1@",536870921]],["^15",[2731,"^F",2795,536870921]],["^15",[2731,"^X",2676,536870921]],["^15",[2731,"^V",2676,536870921]],["^15",[2731,"^U",548,536870921]],["^15",[2731,"^U",2676,536870921]],["^15",[2731,"^?",["^ ","^37",2],536870921]],["^15",[2731,"^J",[],536870921]],["^15",[2731,"^H",548,536870921]],["^15",[2731,"^;","~u69008812-7d50-4441-a09a-3257a752a3af",536870921]],["^15",[2732,"^Q","((68b15f90-20bb-4085-84ef-7309c7676d69))",536870921]],["^15",[2732,"^O","^1@",536870921]],["^15",[2732,"^F",2754,536870921]],["^15",[2732,"^X",2676,536870921]],["^15",[2732,"^V",2731,536870921]],["^15",[2732,"^U",548,536870921]],["^15",[2732,"^U",2676,536870921]],["^15",[2732,"^H",2703,536870921]],["^15",[2732,"^;","~u69008812-c3eb-4687-8d33-a3d02d348dd9",536870921]],["^15",[2733,"^Q","[:span]\nls-type:: annotation\nhl-page:: 3\nhl-color:: yellow\nid:: 68b16e09-07b7-4dad-bcea-62c50d1f7bf3\nhl-type:: area\nhl-stamp:: 1756458505004",536870921]],["^15",[2733,"^O","^1@",536870921]],["^15",[2733,"^F",2761,536870921]],["^15",[2733,"^X",4770,536870921]],["^15",[2733,"^V",4770,536870921]],["^15",[2733,"^U",4770,536870921]],["^15",[2733,"^?",["^ ","^18","annotation","^3@",3,"^3A","yellow","^1;","68b16e09-07b7-4dad-bcea-62c50d1f7bf3","^3E","area","^3F",1756458505004],536870921]],["^15",[2733,"^J",["^18","^3@","^3A","^1;","^3E","^3F"],536870921]],["^15",[2733,"^4",["^ ","^18","annotation","^3@","3","^3A","yellow","^1;","68b16e09-07b7-4dad-bcea-62c50d1f7bf3","^3E","area","^3F","1756458505004"],536870921]],["^15",[2733,"^;","~u68b16e09-07b7-4dad-bcea-62c50d1f7bf3",536870921]],["^15",[2734,"^Q","fördert Monotonie",536870921]],["^15",[2734,"^O","^1@",536870921]],["^15",[2734,"^F",2680,536870921]],["^15",[2734,"^X",2676,536870921]],["^15",[2734,"^V",2680,536870921]],["^15",[2734,"^U",398,536870921]],["^15",[2734,"^U",2676,536870921]],["^15",[2734,"^;","~u69008812-cbf8-40d2-9b98-8c0774a706e7",536870921]],["^15",[2735,"^Q","{{query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/Wir/Ethics/Der Kapitalismus - Adam Smith und der freie Markt ⎮ Doku 2]]) (namespace [[School/Wir/Ethics/Der Kapitalismus - Adam Smith und der freie Markt ⎮ Doku 2]])))}}\nquery-table:: true",536870921]],["^15",[2735,"^O","^1@",536870921]],["^15",[2735,"^F",2794,536870921]],["^15",[2735,"^S",2804,536870921]],["^15",[2735,"^X",2676,536870921]],["^15",[2735,"^V",2794,536870921]],["^15",[2735,"^U",2676,536870921]],["^15",[2735,"^?",["^ ","^3;",true],536870921]],["^15",[2735,"^J",["^3;"],536870921]],["^15",[2735,"^4",["^ ","^3;","true"],536870921]],["^15",[2735,"^;","~u69008812-9937-4c2e-9659-c0c4ca0ccd74",536870921]],["^15",[2736,"^Q","Industrielle Revolution",536870921]],["^15",[2736,"^O","^1@",536870921]],["^15",[2736,"^F",2689,536870921]],["^15",[2736,"^X",2676,536870921]],["^15",[2736,"^V",2801,536870921]],["^15",[2736,"^U",398,536870921]],["^15",[2736,"^U",2676,536870921]],["^15",[2736,"^;","~u69008812-5907-4229-88c0-838f651cb72e",536870921]],["^15",[2737,"^Q","ohne sie währe massen der globalen Transaktionen undenkbar",536870921]],["^15",[2737,"^O","^1@",536870921]],["^15",[2737,"^F",2717,536870921]],["^15",[2737,"^X",2676,536870921]],["^15",[2737,"^V",2717,536870921]],["^15",[2737,"^U",398,536870921]],["^15",[2737,"^U",2676,536870921]],["^15",[2737,"^;","~u69008812-c150-4bda-9ec0-cd3dd13e70bb",536870921]],["^15",[2738,"^Q","![image.png](../assets/image_1757664725113_0.png)",536870921]],["^15",[2738,"^O","^1@",536870921]],["^15",[2738,"^F",2679,536870921]],["^15",[2738,"^X",2676,536870921]],["^15",[2738,"^V",2731,536870921]],["^15",[2738,"^U",548,536870921]],["^15",[2738,"^U",2676,536870921]],["^15",[2738,"^;","~u69008812-191c-4ff2-8673-af73e50a9dee",536870921]],["^15",[2739,"^Q","tatsächliches menschliches verhalten wurde ignoriert -> diese handeln Irrational",536870921]],["^15",[2739,"^O","^1@",536870921]],["^15",[2739,"^F",2700,536870921]],["^15",[2739,"^X",2676,536870921]],["^15",[2739,"^V",2700,536870921]],["^15",[2739,"^U",398,536870921]],["^15",[2739,"^U",2676,536870921]],["^15",[2739,"^;","~u69008812-26d2-450f-baa1-b3e2fba0e792",536870921]],["^15",[2740,"^Q","Egoismus sei Altruismus",536870921]],["^15",[2740,"^O","^1@",536870921]],["^15",[2740,"^F",2748,536870921]],["^15",[2740,"^X",2676,536870921]],["^15",[2740,"^V",2758,536870921]],["^15",[2740,"^U",398,536870921]],["^15",[2740,"^U",2676,536870921]],["^15",[2740,"^;","~u69008812-5188-42a7-b89e-769c387ee5a3",536870921]],["^15",[2741,"^Q","Adam Smith selbst hinterfragte kritisch, ob soziale Gerechtigkeit und fairness in einem selbst Regulierten markt überhaupt möglich sind. Er erwähnte jedoch bestehende Moralische Probleme wie die Sklaverei nicht. Der glaube ein vollständig freier markt ohne jegliche Staatliche regulation, wenn jeder eigennützig handelt, würde fairness hervorbringen ist eine Moderne misrepresentation Adam Smiths Idee der unsichtbaren Hand",536870921]],["^15",[2741,"^O","^1@",536870921]],["^15",[2741,"^F",2679,536870921]],["^15",[2741,"^X",2676,536870921]],["^15",[2741,"^V",2679,536870921]],["^15",[2741,"^U",548,536870921]],["^15",[2741,"^U",2676,536870921]],["^15",[2741,"^;","~u69008812-654f-4fbe-a1c5-d03ac11e3539",536870921]],["^15",[2742,"^Q","((68b15fb9-ce1f-48c8-bc09-db4e192f5683))",536870921]],["^15",[2742,"^O","^1@",536870921]],["^15",[2742,"^F",2677,536870921]],["^15",[2742,"^X",2676,536870921]],["^15",[2742,"^V",2731,536870921]],["^15",[2742,"^U",548,536870921]],["^15",[2742,"^U",2676,536870921]],["^15",[2742,"^H",2721,536870921]],["^15",[2742,"^;","~u69008812-0808-4596-8d24-d7c70a9f80d9",536870921]],["^15",[2743,"^Q","Sklavenhandel wurde auch dort nicht erwähnt",536870921]],["^15",[2743,"^O","^1@",536870921]],["^15",[2743,"^F",2696,536870921]],["^15",[2743,"^X",2676,536870921]],["^15",[2743,"^V",2696,536870921]],["^15",[2743,"^U",548,536870921]],["^15",[2743,"^U",2676,536870921]],["^15",[2743,"^;","~u69008812-d385-4821-9d89-9dc9d7ed9b1b",536870921]],["^15",[2744,"^Q","Allgemeinwohl sollte über Politischem Konstrukt der vergräte stehen",536870921]],["^15",[2744,"^O","^1@",536870921]],["^15",[2744,"^F",2726,536870921]],["^15",[2744,"^X",2676,536870921]],["^15",[2744,"^V",2765,536870921]],["^15",[2744,"^U",398,536870921]],["^15",[2744,"^U",2676,536870921]],["^15",[2744,"^;","~u69008812-5b12-46d9-b8d7-bf8b3e2f2351",536870921]],["^15",[2745,"^Q","[:span]\nls-type:: annotation\nhl-page:: 3\nhl-color:: yellow\nid:: 68b16f7e-88f7-49bb-bd22-5b88d34cc881\nhl-type:: area\nhl-stamp:: 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Weld kann nicht vermehrt werden, laut Adam Smith kann Win-Win geben, d.h. gestammt Reichtum erhöht werden",536870921]],["^15",[2748,"^O","^1@",536870921]],["^15",[2748,"^F",2778,536870921]],["^15",[2748,"^X",2676,536870921]],["^15",[2748,"^V",2758,536870921]],["^15",[2748,"^U",398,536870921]],["^15",[2748,"^U",2676,536870921]],["^15",[2748,"^;","~u69008812-a3d6-4e00-a17e-0f049fd994a0",536870921]],["^15",[2749,"^Q","Nullsummenrechnung falsch, Wachstum wichtig",536870921]],["^15",[2749,"^O","^1@",536870921]],["^15",[2749,"^F",2693,536870921]],["^15",[2749,"^X",2676,536870921]],["^15",[2749,"^V",2693,536870921]],["^15",[2749,"^U",398,536870921]],["^15",[2749,"^U",2676,536870921]],["^15",[2749,"^;","~u69008812-d916-4f51-8f77-4dcbc23f9328",536870921]],["^15",[2750,"^Q","Arbeiter musste sich an Maschine 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setzen",536870921]],["^15",[2757,"^O","^1@",536870921]],["^15",[2757,"^F",2724,536870921]],["^15",[2757,"^X",2676,536870921]],["^15",[2757,"^V",2779,536870921]],["^15",[2757,"^U",398,536870921]],["^15",[2757,"^U",2676,536870921]],["^15",[2757,"^;","~u69008812-a340-4647-b118-a0e9408df466",536870921]],["^15",[2758,"^Q","Eigeninteresse",536870921]],["^15",[2758,"^O","^1@",536870921]],["^15",[2758,"^F",2801,536870921]],["^15",[2758,"^X",2676,536870921]],["^15",[2758,"^V",2795,536870921]],["^15",[2758,"^U",398,536870921]],["^15",[2758,"^U",2676,536870921]],["^15",[2758,"^;","~u69008812-71c9-44f6-8457-a6e23ccad5a5",536870921]],["^15",[2759,"^Q","Manager versuchen (erfolgreich) durch persönliche Vorteile, Arbeit Attraktiver zu gestallten, durch Erhöhung von Gehälter wird Kaufkraft gesteigert",536870921]],["^15",[2759,"^O","^1@",536870921]],["^15",[2759,"^F",2688,536870921]],["^15",[2759,"^X",2676,536870921]],["^15",[2759,"^V",2740,536870921]],["^15",[2759,"^U",398,536870921]],["^15",[2759,"^U",2676,536870921]],["^15",[2759,"^;","~u69008812-4f47-41d6-b7f0-828db0675da4",536870921]],["^15",[2760,"^Q","Adam Smith - Begründer der modernen Ökonomie",536870921]],["^15",[2760,"^O","^1@",536870921]],["^15",[2760,"^F",2763,536870921]],["^15",[2760,"^X",2676,536870921]],["^15",[2760,"^V",2768,536870921]],["^15",[2760,"^U",548,536870921]],["^15",[2760,"^U",2676,536870921]],["^15",[2760,"^;","~u69008812-d283-490d-befb-2733206aafb6",536870921]],["^15",[2761,"^Q","[:span]\nls-type:: annotation\nhl-page:: 2\nhl-color:: yellow\nid:: 68b16d55-85a2-44ea-b8eb-e82709e47b39\nhl-type:: area\nhl-stamp:: 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kann",536870921]],["^15",[2762,"^O","^1@",536870921]],["^15",[2762,"^F",2734,536870921]],["^15",[2762,"^X",2676,536870921]],["^15",[2762,"^V",2680,536870921]],["^15",[2762,"^U",398,536870921]],["^15",[2762,"^U",2676,536870921]],["^15",[2762,"^;","~u69008812-ce64-4b93-bf36-1ce592e06b1f",536870921]],["^15",[2763,"^Q","Der Wohlstand der Nationen - Smiths Hauptwerk, Biebel des freien Marktes",536870921]],["^15",[2763,"^O","^1@",536870921]],["^15",[2763,"^F",2768,536870921]],["^15",[2763,"^X",2676,536870921]],["^15",[2763,"^V",2768,536870921]],["^15",[2763,"^U",548,536870921]],["^15",[2763,"^U",2676,536870921]],["^15",[2763,"^;","~u69008812-d736-41c3-a864-8bbd55f52b72",536870921]],["^15",[2764,"^Q","Adam Smith nutzte Begriff im anderen Kontext:",536870921]],["^15",[2764,"^O","^1@",536870921]],["^15",[2764,"^F",2747,536870921]],["^15",[2764,"^X",2676,536870921]],["^15",[2764,"^V",2747,536870921]],["^15",[2764,"^U",398,536870921]],["^15",[2764,"^U",2676,536870921]],["^15",[2764,"^;","~u69008812-34ce-4f26-af31-51963c78600d",536870921]],["^15",[2765,"^Q","Sozialreformen zur regulation damals Kritisch: Es untergrabe die Vertragsfreiheit des frein Marktes",536870921]],["^15",[2765,"^O","^1@",536870921]],["^15",[2765,"^F",2719,536870921]],["^15",[2765,"^X",2676,536870921]],["^15",[2765,"^V",2719,536870921]],["^15",[2765,"^U",398,536870921]],["^15",[2765,"^U",2676,536870921]],["^15",[2765,"^;","~u69008812-e1f1-443f-99a0-352b27114902",536870921]],["^15",[2766,"^Q","würde jeder Egoistisch, sein währe System durch Misstrauen nicht funktionsfähig",536870921]],["^15",[2766,"^O","^1@",536870921]],["^15",[2766,"^F",2688,536870921]],["^15",[2766,"^X",2676,536870921]],["^15",[2766,"^V",2688,536870921]],["^15",[2766,"^U",398,536870921]],["^15",[2766,"^U",2676,536870921]],["^15",[2766,"^;","~u69008812-e2d9-4f11-91c2-bc7691eef0d6",536870921]],["^15",[2767,"^Q","vorher Ansicht, das Finanzmarkt instiktive der Vernunft 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Eigeninteresse, entwickelte sich zu Profitgier",536870921]],["^15",[2777,"^O","^1@",536870921]],["^15",[2777,"^F",2759,536870921]],["^15",[2777,"^X",2676,536870921]],["^15",[2777,"^V",2740,536870921]],["^15",[2777,"^U",398,536870921]],["^15",[2777,"^U",2676,536870921]],["^15",[2777,"^;","~u69008812-b1cd-44af-89fc-b1346435e69c",536870921]],["^15",[2778,"^Q","Persönliches Interesse des Individuums als treibende Kraft der 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sei",536870921]],["^15",[2784,"^O","^1@",536870921]],["^15",[2784,"^F",2718,536870921]],["^15",[2784,"^X",2676,536870921]],["^15",[2784,"^V",2718,536870921]],["^15",[2784,"^U",398,536870921]],["^15",[2784,"^U",2676,536870921]],["^15",[2784,"^;","~u69008812-d50a-42a3-908c-1a0dc191e0c3",536870921]],["^15",[2785,"^Q","Oberster Währungshüter erkannte anschließend das Deregulierung falsch sei",536870921]],["^15",[2785,"^O","^1@",536870921]],["^15",[2785,"^F",2717,536870921]],["^15",[2785,"^X",2676,536870921]],["^15",[2785,"^V",2788,536870921]],["^15",[2785,"^U",398,536870921]],["^15",[2785,"^U",2676,536870921]],["^15",[2785,"^;","~u69008812-37f5-47c5-aef9-0e8fc123c8c8",536870921]],["^15",[2786,"^Q","#slide",536870921]],["^15",[2786,"^O","^1@",536870921]],["^15",[2786,"^F",2731,536870921]],["^15",[2786,"^X",2676,536870921]],["^15",[2786,"^V",2676,536870921]],["^15",[2786,"^U",548,536870921]],["^15",[2786,"^U",2676,536870921]],["^15",[2786,"^H",548,536870921]],["^15",[2786,"^;","~u69008812-aac3-4eea-8f88-cb50b8af309a",536870921]],["^15",[2787,"^Q","Geht auf kosten der Moral/der mentalen Gesundheit der Arbeiter",536870921]],["^15",[2787,"^O","^1@",536870921]],["^15",[2787,"^F",2678,536870921]],["^15",[2787,"^X",2676,536870921]],["^15",[2787,"^V",2801,536870921]],["^15",[2787,"^U",398,536870921]],["^15",[2787,"^U",2676,536870921]],["^15",[2787,"^;","~u69008812-5a52-4176-93e2-d150dcd29be3",536870921]],["^15",[2788,"^Q","Wirtschaftskriese",536870921]],["^15",[2788,"^O","^1@",536870921]],["^15",[2788,"^F",2710,536870921]],["^15",[2788,"^X",2676,536870921]],["^15",[2788,"^V",2795,536870921]],["^15",[2788,"^U",398,536870921]],["^15",[2788,"^U",2676,536870921]],["^15",[2788,"^;","~u69008812-9596-494a-b127-b3d6fb44654a",536870921]],["^15",[2789,"^Q","jeder sollte das recht haben auf Markt wirtschaftlich aktive zu werden",536870921]],["^15",[2789,"^O","^1@",536870921]],["^15",[2789,"^F",2779,536870921]],["^15",[2789,"^X",2676,536870921]],["^15",[2789,"^V",2779,536870921]],["^15",[2789,"^U",398,536870921]],["^15",[2789,"^U",2676,536870921]],["^15",[2789,"^;","~u69008812-a00d-424c-b6ae-e20f2febe1d4",536870921]],["^15",[2790,"^Q","Ökonomen sehen dies als irrational, bleiben bei these des Egoismus",536870921]],["^15",[2790,"^O","^1@",536870921]],["^15",[2790,"^F",2759,536870921]],["^15",[2790,"^X",2676,536870921]],["^15",[2790,"^V",2759,536870921]],["^15",[2790,"^U",398,536870921]],["^15",[2790,"^U",2676,536870921]],["^15",[2790,"^;","~u69008812-e4ec-4d36-98a8-e912e444f9ab",536870921]],["^15",[2791,"^Q","Menschen erden ermutigt nur auf Eigeninteresse zu achten",536870921]],["^15",[2791,"^O","^1@",536870921]],["^15",[2791,"^F",2725,536870921]],["^15",[2791,"^X",2676,536870921]],["^15",[2791,"^V",2710,536870921]],["^15",[2791,"^U",398,536870921]],["^15",[2791,"^U",2676,536870921]],["^15",[2791,"^;","~u69008812-7f70-4afc-bc33-4b50e50db542",536870921]],["^15",[2792,"^Q","Spezialisierung führt zu Monotonie/langweilig -> mit der zeit Ansträngend",536870921]],["^15",[2792,"^O","^1@",536870921]],["^15",[2792,"^F",2801,536870921]],["^15",[2792,"^X",2676,536870921]],["^15",[2792,"^V",2801,536870921]],["^15",[2792,"^U",398,536870921]],["^15",[2792,"^U",2676,536870921]],["^15",[2792,"^;","~u69008812-1d6f-4b6e-a299-cfc7aebef510",536870921]],["^15",[2793,"^Q","Was ist der Freie Markt",536870921]],["^15",[2793,"^O","^1@",536870921]],["^15",[2793,"^F",2788,536870921]],["^15",[2793,"^X",2676,536870921]],["^15",[2793,"^V",2795,536870921]],["^15",[2793,"^U",398,536870921]],["^15",[2793,"^U",2676,536870921]],["^15",[2793,"^;","~u69008812-6fe8-44dc-8cc1-172bc945dcef",536870921]],["^15",[2794,"^Q","**Slides:**\nbackground-color:: green",536870921]],["^15",[2794,"^O","^1@",536870921]],["^15",[2794,"^F",2712,536870921]],["^15",[2794,"^X",2676,536870921]],["^15",[2794,"^V",2769,536870921]],["^15",[2794,"^U",2676,536870921]],["^15",[2794,"^?",["^ ","^39","green"],536870921]],["^15",[2794,"^J",["^39"],536870921]],["^15",[2794,"^4",["^ ","^39","green"],536870921]],["^15",[2794,"^;","~u69008812-7c58-4be8-89ea-98f693547f0e",536870921]],["^15",[2795,"^M",true,536870921]],["^15",[2795,"^Q","## #Note\ncollapsed:: true",536870921]],["^15",[2795,"^O","^1@",536870921]],["^15",[2795,"^F",2687,536870921]],["^15",[2795,"^X",2676,536870921]],["^15",[2795,"^V",2676,536870921]],["^15",[2795,"^U",398,536870921]],["^15",[2795,"^U",2676,536870921]],["^15",[2795,"^?",["^ ","^37",2],536870921]],["^15",[2795,"^J",[],536870921]],["^15",[2795,"^4",["^ "],536870921]],["^15",[2795,"^H",398,536870921]],["^15",[2795,"^;","~u69008812-ffcd-4ef2-a355-035590982064",536870921]],["^15",[2796,"^Q","Arbeitsteilung - Fördert wirtschaftlichen Fortschritt",536870921]],["^15",[2796,"^O","^1@",536870921]],["^15",[2796,"^F",2702,536870921]],["^15",[2796,"^X",2676,536870921]],["^15",[2796,"^V",2768,536870921]],["^15",[2796,"^U",548,536870921]],["^15",[2796,"^U",2676,536870921]],["^15",[2796,"^;","~u69008812-599a-4c18-af76-79d4da7ef40c",536870921]],["^15",[2797,"^Q","",536870921]],["^15",[2797,"^O","^1@",536870921]],["^15",[2797,"^F",2727,536870921]],["^15",[2797,"^X",2676,536870921]],["^15",[2797,"^V",2727,536870921]],["^15",[2797,"^U",2676,536870921]],["^15",[2797,"^;","~u69008812-2188-4d92-8daf-44a49c78117f",536870921]],["^15",[2798,"^Q","heute durch Tierleid erkennbar",536870921]],["^15",[2798,"^O","^1@",536870921]],["^15",[2798,"^F",2714,536870921]],["^15",[2798,"^X",2676,536870921]],["^15",[2798,"^V",2714,536870921]],["^15",[2798,"^U",398,536870921]],["^15",[2798,"^U",2676,536870921]],["^15",[2798,"^;","~u69008812-8350-4461-a472-525b3879784d",536870921]],["^15",[2799,"^Q","references::",536870921]],["^15",[2799,"^O","^1@",536870921]],["^15",[2799,"^F",2751,536870921]],["^15",[2799,"^X",2676,536870921]],["^15",[2799,"^V",2676,536870921]],["^15",[2799,"^U",547,536870921]],["^15",[2799,"^U",2676,536870921]],["^15",[2799,"^?",["^ ","^3C",""],536870921]],["^15",[2799,"^J",["^3C"],536870921]],["^15",[2799,"^4",["^ ","^3C",""],536870921]],["^15",[2799,"^H",547,536870921]],["^15",[2799,"^;","~u69008812-0209-4e08-8543-de0726bb9c5d",536870921]],["^15",[2800,"^Q","[:span]\nls-type:: annotation\nhl-page:: 2\nhl-color:: yellow\nid:: 68b16cae-b3c8-4667-beac-db488fb6b2a5\nhl-type:: area\nhl-stamp:: 1756458158277",536870921]],["^15",[2800,"^O","^1@",536870921]],["^15",[2800,"^F",2721,536870921]],["^15",[2800,"^X",4770,536870921]],["^15",[2800,"^V",4770,536870921]],["^15",[2800,"^U",4770,536870921]],["^15",[2800,"^?",["^ ","^18","annotation","^3@",2,"^3A","yellow","^1;","68b16cae-b3c8-4667-beac-db488fb6b2a5","^3E","area","^3F",1756458158277],536870921]],["^15",[2800,"^J",["^18","^3@","^3A","^1;","^3E","^3F"],536870921]],["^15",[2800,"^4",["^ ","^18","annotation","^3@","2","^3A","yellow","^1;","68b16cae-b3c8-4667-beac-db488fb6b2a5","^3E","area","^3F","1756458158277"],536870921]],["^15",[2800,"^;","~u68b16cae-b3c8-4667-beac-db488fb6b2a5",536870921]],["^15",[2801,"^Q","Fabrikarbeit",536870921]],["^15",[2801,"^O","^1@",536870921]],["^15",[2801,"^F",2779,536870921]],["^15",[2801,"^X",2676,536870921]],["^15",[2801,"^V",2795,536870921]],["^15",[2801,"^U",398,536870921]],["^15",[2801,"^U",2676,536870921]],["^15",[2801,"^;","~u69008812-a056-4225-b877-f877c5bb6b9c",536870921]],["^15",[2802,"^Q","Bestseller, da er als erster Gesetzmäßigkeit, Modell fand -> Ähnlichkeit zu physikalischen Gesätzen gefunden",536870921]],["^15",[2802,"^O","^1@",536870921]],["^15",[2802,"^F",2715,536870921]],["^15",[2802,"^X",2676,536870921]],["^15",[2802,"^V",2795,536870921]],["^15",[2802,"^U",398,536870921]],["^15",[2802,"^U",2676,536870921]],["^15",[2802,"^;","~u69008812-75b9-41e9-b46b-1fb4e4ddea89",536870921]],["^15",[2803,"^?",["^ ","^3=","query","^3>",["(and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[School/Wir/Ethics/Der Kapitalismus - Adam Smith und der freie Markt ⎮ Doku 2]]) (namespace [[School/Wir/Ethics/Der Kapitalismus - Adam Smith und der freie Markt ⎮ Doku 2]])))"]],536870921]],["^15",[2803,"^W","macro",536870921]],["^15",[2803,"^T","query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[School/Wir/Ethics/Der Kapitalismus - Adam Smith und der freie Markt ⎮ Doku 2]]) (namespace [[School/Wir/Ethics/Der Kapitalismus - Adam Smith und der freie Markt ⎮ Doku 2]])))",536870921]],["^15",[2804,"^?",["^ ","^3=","query","^3>",["(and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/Wir/Ethics/Der Kapitalismus - Adam Smith und der freie Markt ⎮ Doku 2]]) (namespace [[School/Wir/Ethics/Der Kapitalismus - Adam Smith und der freie Markt ⎮ Doku 2]])))"]],536870921]],["^15",[2804,"^W","macro",536870921]],["^15",[2804,"^T","query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/Wir/Ethics/Der Kapitalismus - Adam Smith und der freie Markt ⎮ Doku 2]]) (namespace [[School/Wir/Ethics/Der Kapitalismus - Adam Smith und der freie Markt ⎮ Doku 2]])))",536870921]],["^15",[2805,"^?",["^ ","^3=","video","^3>",["https://youtube.com/watch?v=mLtB_YNqNfA"]],536870921]],["^15",[2805,"^W","macro",536870921]],["^15",[2805,"^T","video https://youtube.com/watch?v=mLtB_YNqNfA",536870921]],["^15",[2806,"^3","index:: 5\n\n- tags::\n- references::\n- ## Meta\n\t- **Notes:**\n\t background-color:: red\n\t\t- {{query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[School/Wir/Ethics/Der Kapitalismus - Adam Smith und der freie Markt ⎮ Doku 3]]) (namespace [[School/Wir/Ethics/Der Kapitalismus - Adam Smith und der freie Markt ⎮ Doku 3]])))}}\n\t\t query-sort-by:: block\n\t\t query-table:: true\n\t\t query-sort-desc:: true\n\t- **Slides:**\n\t background-color:: green\n\t\t- {{query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/Wir/Ethics/Der Kapitalismus - Adam Smith und der freie Markt ⎮ Doku 3]]) (namespace [[School/Wir/Ethics/Der Kapitalismus - Adam Smith und der freie Markt ⎮ Doku 3]])))}}\n\t- **Summery**:\n\t background-color:: blue\n\t\t-\n- ---\n- {{video https://www.youtube.com/watch?v=HGltgY3RaBU&list=PLHojeOC3kHtlQ9Iw55AMf0c8Txg-U5Ada&index=3}}\n- ![Teil3.pdf](../assets/Teil3_1757921244337_0.pdf)\n- ## #Note\n\t- David Ricardo\n\t\t- Gesamtes Vermögen eingeteilt\n\t\t\t- Grundbesitzer\n\t\t\t logseq.order-list-type:: number\n\t\t\t- Kapitalbesitzer\n\t\t\t logseq.order-list-type:: number\n\t\t\t- Arbeitende\n\t\t\t logseq.order-list-type:: number\n\t\t- Befürchtung: Fruchtbarer boden wird Langfristig zu Kostbar (durch Überbevölkerung), sein überbewertet -> komplette Kapitalakkumulation den Grundbesitzern\n\t\t- Vormuliert vorschläge zur Liberalisiserung des Marktes, WTO setzt diese um:\n\t\t\t- Offener Markt, jeder Produziert nur seine Spezialität, man profitiert so gegenseitig\n\t\t\t- komperative Kostenvorteile\n\t\t\t- Theorie durch globalismus deutlich effizienter geworden\n\t\t\t\t- sogt in weniger entwickelten Ländern für Überschwängerung durch billigeren Ausländischen Produkten, einheimische Wirtschaft kann nicht mithalten\n\t\t\t\t- IWF zwang Lander für Kredite, Idiologie des frein Marktes zu folgen\n\t\t\t- Darstellung nur Modell: Komplexität der Realität unbeachtet (hält Vertragspartner versprechen?)\n\t\t\t\t- viel mehr Rechtfertigung für Kolonialismus als Handel versteckt\n\t\t\t- jedoch: ((68c7bb31-614e-44a8-aadc-808d674612f5))\n\t\t\t- -> Teorie Praktisch nicht anwendbar, wurde trotzdem umgesetzt: ((68c7b252-9b0d-4b0f-8d60-4e7d5c22216b))\n\t\t- Auswärtige Handel Wohltätig, solange er menge der verfügbaren Waren anhebt und zur Sparsamkeit anregt\n\t\t- Starke Komplementarität bei Kooperation von Ländern mit unterschiedlichen Vermögsenstypen (Kapital <--> Arbeit)\n\t\t\t- Bevölkerung in Ärmeren Ländern kann nicht auf Staatliche Subventionen hoffen, dadurch weniger Gewinn für den Arbeitenden\n\t\t- Problem:\n\t\t\t- annahme on Ricardo: Jeder findet Arbeitsplatz\n\t\t\t- lässt Kapitalbewegung außer acht (Produktion in Land A, verkauf aber nur in Land B)\n\t\t\t- Isolier Wirtschaft von allen weiteren Sozialwissenschaften\n\t\t- Freier markt gewaltsam (durch Kolonialismus) erzwungen, d.h. begann mit Ungleichheit\n\t\t\t- gewaltsame Erzeugung der Nachfrage (siehe Opiumkrieg)\n\t- Tomas Malthous\n\t\t- Zeigt problem der Überbevölkerung auf, nur durch Tod würde Bevölkerungswachstum beschränkt werden\n\t\t- Angst vor zuständen wie in Französischer Revolution\n\t\t- Versuchte Wohlfardssystem in England abzuschaffen\n\t\t\t- es nehme die anreize der Arbeit -> Arbeitshäuser mit bewusst schlechten Lebensstandards errichtet\n\t\t\t- alles sollte dem Markt unterworfen werden\n\t\t- Arbeitskraft soll sich selbst auf Markt veräußern (dürfen sich frei Bewegen)\n\t\t\t- menschen werden behandelt wie Kapital\n\t- ---\n\t- Reiche Länder übernehmen durch Kapitalinvestitionen Kontrolle in ärmeren Staaten\n\t id:: 68c7b252-9b0d-4b0f-8d60-4e7d5c22216b\n\t\t- jedoch: Öffnung kann auch zum technologischen Aufholen, wirtschaftlichen Aufschwung führen (Süd Korea, Japan)\n\t\t\t- Gezielter Schutz bestimmter Wirtschaftszweige, direkter Sprung in Technologie\n\t\t\t- vertsösst gegen klassische Entwicklungstheorie\n\t\t\t- widerspricht Kapitalistischen Bild, da Staart Produktion aufbaute\n\t\t- resultiert in gleichbleiben oder technologische zurückentwickeln, durch Importe, dies erzeugt Armut & mangle wenn Importe ausbleiben\n\t- Unternehmen folgen billigster Arbeitskraft\n\t id:: 68c7bb31-614e-44a8-aadc-808d674612f5\n\t\t- billigste Arbeitskräfte haben keine andere wahl als dort zu arbeiten, d.h. bleiben in Armut\n\t\t- reichere Lädner verlieren Arbeitsplätze, weniger qualifizierte Arbiter in die Armut gedrängt\n\t- -> Soziale Marktwirtschaft entstammt der Erkenntnis das Ricardos Modell des freien Marktes nicht funktioniert\n\t- -> Beiarbeit, handel mit mehr als 2 Staaten nicht direkt bedacht\n\t- Betrachtet Wohlfahrt des Staates, nicht die Gerechtigkeit der Verteilung des Kapitals\n- ## #Slide\n\t- logseq.order-list-type:: number\n\t\t- ((68c7bff9-9bc4-4dab-a1df-f680f74a1a52))\n\t\t\t- ((68c7c0a0-86b0-4c0e-94aa-e247555210ff))\n\t\t- ((68c7c003-8911-4549-b81f-cb8ee62058ec))\n\t\t\t- ((68c7c0c0-6441-4c2b-8964-14df3632d1b4))\n\t\t- ((68c7c010-74d7-4721-a248-6f8b4f2f388e))\n\t\t\t- ((68c7c0f0-d6fa-40a6-a52c-9a6857eede35))\n\t\t- ((68c7c01b-5bd1-4355-908e-0d0a31eeb18e))\n\t\t\t- ((68c7c10e-14f0-4e47-8f1f-dab1495abe52))\n\t\t- ((68c7c025-0a41-4f87-8447-b08596f0d4ff))\n\t\t\t- ((68c7c12e-6a97-444f-9bfe-a3851795b264))\n\t- logseq.order-list-type:: number\n\t\t- ((68c7c19b-3e70-4ca8-b94e-e170e94c4fa1))\n\t\t logseq.order-list-type:: number\n\t\t- ((68c7c1ac-7abd-47f2-9882-4bbb179af78d))\n\t\t logseq.order-list-type:: number\n\t\t- ((68c7c1be-33db-4889-a5fd-c61a7f322f06))\n\t\t logseq.order-list-type:: number\n\t\t- ((68c7c1dd-08eb-43a3-b5df-1c4ebf04cc6b))\n\t\t logseq.order-list-type:: number\n\t\t- ((68c7c1d2-7285-4794-a5d0-25378cc5f90b))\n\t\t logseq.order-list-type:: number\n\t\t- ((68c7c1ef-1175-465d-80ee-e832108f9d0f))\n\t\t logseq.order-list-type:: number\n\t- logseq.order-list-type:: number\n\t\t- ((68c7c20d-6f3c-4f3c-9786-96008e0d17c7))\n\t\t\t- David Ricardos Theorie wird also Modell dargestellt, welche die Komplexität der Realität nicht vollständig beinhalten kann.\n\t\t\t So wird bemängelt das der freie Handel in realität nich im natürlichen Prozess von allen Saarten adoptiert wurde. Er musst durch die westlichen Kolonialmächte, zu zwecke der Schaffung eines Absatzmarktes gewaltvoll erzwungen werden.\n\t\t\t- Darüber hinaus behandelt die Theorie den Menschen gleich wie Kapital. Es wird nicht beachtet das Unternehmen der günstigsten Arbeitskraft folgen (diese dadurch in Armut bleiben), die einheimische Arbeitskraft, jedoch nicht die Fähigkeit besitzt der besten Arbeit zu folgen (z.B. durch fehlende Qualifikation).\n\t\t\t- Wird ein weniger entwickeltes Land nun dem Welthandel frei eröffnet, so kann die einheimische Wirtschaft nicht mit dem preisen der weiterentwickelten globalen Wettbewerbs mithalten und kann sogar weiter zurückentwickelt werden.\n\t\t- ((68c7c230-7dc8-4a60-ab57-c8903fe7dd33))\n\t\t\t- Haiti wirde, um Kredite der IWF zu erhalten dazu gezwungen sich dem Welthandel zu öffnen. Südkorea hingegen, wagte einen technologische Sprung und errichtet mit Finanzierung abseits von Krediten der IWF Moderne Industrie, entgegen des Kapitalistischen Gedankens, gesteuert aus Staatlicher hand und schaffte es so durch das gezielt schützen bestimmter Wirtschaftsbereiche und das öffnen anderer Technologisch mit dem Westen aufzuschließen\n\t\t- ((68c7c238-9c73-456f-89c8-a72b9ef0f0f3))\n\t\t\t- Rikados Vorstellung des komparative Kostenvorteils sieht vor das jedes Land, spetialisiert es sich auf jene Güter, die es am effizientesten Produzieren kann, vom weltweiten offenen handel proffitiert, da die gesamt Effizienz steigt. Er get dabei von vollständiger Beschäftigtkeit aus.\n\t\t\t- Im vergleich dazu zeigt sich in der Praxis das Entwicklungsländer keine Produkte besitzen, die sie effizienter Produzieren als die technologisch Fortschreitenden Länder es könnten. Wird dann der Protektionismus des Landes aufgehoben drängen sich günstigere Internationale Produkte auf den heimischen Markt, die inländische Wirtschaft kann nicht mehr mithalten. Es kommt zur Armut und Wirtschaftlichen Instabilität.\n\t\t- ((68c7c241-78fb-4ce9-9801-ebdff8f65fe8))\n\t\t\t- Eine der fatalen Folgen von RIcardos und Malthus wirken war eine Kriminalisierung der Armut, es wurde den Menschen glaubend gemacht das lediglich das eigene, falsche Handeln, die eigene Faulheit zu armut führen würde. \n\t\t\t Unter dem Vorwand anreize zur Arbeit schaffen zu müssen wurden Sotziale sicherungen abgebaut, anstadt die Meschen zu unterstützen bis ein eigenständiges Leben möglich war, wurde auf quasi Zwangsarbeit in Einrichtung mit bewusst schlechten Bedinungen gesetzt. Dies bat dem Kapitalisten günstige Arbeitskräfte.\n\t\t\t- Gleichzeitig wurde der komparative Kostenvorteil als Art Allheilmittel für wirtschaftlichen Aufschwung, durch internationale Kooperation etabliert. Wobei gerade bei Ländern, welche technologisch weniger entwickelt waren, genau das gegenteil die Folge ist. Bis häute wird diese Wissenschaftliche Fehlannahme als Legitimation wirtschaftlichen Kolonialismus verwendet.\n\t\t\t- Auch die Kriminalisierung der Armut spielt gesellschaftlich wider eine beträchtliche Rolle. Die Polizei geht zunehmend agressiver gegenüber Wohnungslosen vor, \"Anti-Homeless Arcitecture\" wird installiert, anstatt \"Housing first\" Programme zu fördern und ein großteil, der sich selbst als Gesetschaftliche Mitte bezeichnenden Personen befürworten eine kürzung des Sotzialstaartes. \n\t\t\t Die daraus resultierende geringere Kaufkraft der Arbeiterschaft und somit auch kleinere Zielgruppen und Absatzmärkte bedenken sie nicht. Auch das bei der Einführung von Sotzialischerungsmaßnahmen wie z.B. dem Mindestlohn in der Vergangenheit keine negativen wirtschaftlichen folgen Resultierten wird bewusst nicht beachtet. Es soll lediglich, wofür Malthus schon pledirte, ein Arnreits zum Arbeiten geschaffen werden.",536870921]],["^15",[2806,"^17",1761642514386,536870921]],["^15",[2806,"^Z","pages/School___Wir___Ethics___Der Kapitalismus - Adam Smith und der freie Markt ⎮ Doku 3.md",536870921]],["^15",[2807,"^K",1761642514384,536870921]],["^15",[2807,"^[",2806,536870921]],["^15",[2807,"^@",false,536870921]],["^15",[2807,"^Y","school/wir/ethics/der kapitalismus - adam smith und der freie markt ⎮ doku 3",536870921]],["^15",[2807,"^A",2579,536870921]],["^15",[2807,"^11","School/Wir/Ethics/Der Kapitalismus - Adam Smith und der freie Markt ⎮ Doku 3",536870921]],["^15",[2807,"^?",["^ ","^1D",5],536870921]],["^15",[2807,"^4",["^ ","^1D","5"],536870921]],["^15",[2807,"^B",1761642514384,536870921]],["^15",[2807,"^;","~u69008812-0a4c-4ef0-be4e-e3941c8f95fe",536870921]],["^15",[2808,"^Q","Freier markt gewaltsam (durch Kolonialismus) erzwungen, d.h. begann mit 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Es wird nicht beachtet das Unternehmen der günstigsten Arbeitskraft folgen (diese dadurch in Armut bleiben), die einheimische Arbeitskraft, jedoch nicht die Fähigkeit besitzt der besten Arbeit zu folgen (z.B. durch fehlende Qualifikation).",536870921]],["^15",[2825,"^O","^1@",536870921]],["^15",[2825,"^F",2838,536870921]],["^15",[2825,"^X",2807,536870921]],["^15",[2825,"^V",2839,536870921]],["^15",[2825,"^U",548,536870921]],["^15",[2825,"^U",2807,536870921]],["^15",[2825,"^;","~u69008812-5b49-4162-8924-6c2c9fa54121",536870921]],["^15",[2826,"^Q","**Summery**:\nbackground-color:: blue",536870921]],["^15",[2826,"^O","^1@",536870921]],["^15",[2826,"^F",2828,536870921]],["^15",[2826,"^X",2807,536870921]],["^15",[2826,"^V",2860,536870921]],["^15",[2826,"^U",2807,536870921]],["^15",[2826,"^?",["^ ","^39","blue"],536870921]],["^15",[2826,"^J",["^39"],536870921]],["^15",[2826,"^4",["^ 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Marktwirtschaft entstammt der Erkenntnis das Ricardos Modell des freien Marktes nicht funktioniert",536870921]],["^15",[2829,"^O","^1@",536870921]],["^15",[2829,"^F",2911,536870921]],["^15",[2829,"^X",2807,536870921]],["^15",[2829,"^V",2892,536870921]],["^15",[2829,"^U",398,536870921]],["^15",[2829,"^U",2807,536870921]],["^15",[2829,"^;","~u69008812-5832-46d3-8670-54a798649d32",536870921]],["^15",[2830,"^Q","menschen werden behandelt wie Kapital",536870921]],["^15",[2830,"^O","^1@",536870921]],["^15",[2830,"^F",2861,536870921]],["^15",[2830,"^X",2807,536870921]],["^15",[2830,"^V",2861,536870921]],["^15",[2830,"^U",398,536870921]],["^15",[2830,"^U",2807,536870921]],["^15",[2830,"^;","~u69008812-97b7-4608-aae8-863c50c46293",536870921]],["^15",[2831,"^Q","lässt Kapitalbewegung außer acht (Produktion in Land A, verkauf aber nur in Land 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Er musst durch die westlichen Kolonialmächte, zu zwecke der Schaffung eines Absatzmarktes gewaltvoll erzwungen 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Er get dabei von vollständiger Beschäftigtkeit aus.",536870921]],["^15",[2852,"^O","^1@",536870921]],["^15",[2852,"^F",2871,536870921]],["^15",[2852,"^X",2807,536870921]],["^15",[2852,"^V",2871,536870921]],["^15",[2852,"^U",548,536870921]],["^15",[2852,"^U",2807,536870921]],["^15",[2852,"^;","~u69008812-d46f-4a43-9ffa-6bbe1b1a0120",536870921]],["^15",[2853,"^Q","Grundbesitzer\nlogseq.order-list-type:: number",536870921]],["^15",[2853,"^O","^1@",536870921]],["^15",[2853,"^F",2906,536870921]],["^15",[2853,"^X",2807,536870921]],["^15",[2853,"^V",2906,536870921]],["^15",[2853,"^U",398,536870921]],["^15",[2853,"^U",2807,536870921]],["^15",[2853,"^?",["^ ","^3B","number"],536870921]],["^15",[2853,"^J",["^3B"],536870921]],["^15",[2853,"^4",["^ 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gegenseitig",536870921]],["^15",[2865,"^O","^1@",536870921]],["^15",[2865,"^F",2848,536870921]],["^15",[2865,"^X",2807,536870921]],["^15",[2865,"^V",2848,536870921]],["^15",[2865,"^U",398,536870921]],["^15",[2865,"^U",2807,536870921]],["^15",[2865,"^;","~u69008812-0600-45ef-a15b-8b2303bd2ec5",536870921]],["^15",[2866,"^Q","-> Beiarbeit, handel mit mehr als 2 Staaten nicht direkt bedacht",536870921]],["^15",[2866,"^O","^1@",536870921]],["^15",[2866,"^F",2829,536870921]],["^15",[2866,"^X",2807,536870921]],["^15",[2866,"^V",2892,536870921]],["^15",[2866,"^U",398,536870921]],["^15",[2866,"^U",2807,536870921]],["^15",[2866,"^;","~u69008812-4748-43fe-9e06-bf1793006a00",536870921]],["^15",[2867,"^Q","reichere Lädner verlieren Arbeitsplätze, weniger qualifizierte Arbiter in die Armut 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Dies bat dem Kapitalisten günstige Arbeitskräfte.",536870921]],["^15",[2870,"^O","^1@",536870921]],["^15",[2870,"^F",2850,536870921]],["^15",[2870,"^X",2807,536870921]],["^15",[2870,"^V",2850,536870921]],["^15",[2870,"^U",548,536870921]],["^15",[2870,"^U",2807,536870921]],["^15",[2870,"^;","~u69008812-60df-4ee1-8064-559124a96abe",536870921]],["^15",[2871,"^Q","((68c7c238-9c73-456f-89c8-a72b9ef0f0f3))",536870921]],["^15",[2871,"^O","^1@",536870921]],["^15",[2871,"^F",2841,536870921]],["^15",[2871,"^X",2807,536870921]],["^15",[2871,"^V",2901,536870921]],["^15",[2871,"^U",548,536870921]],["^15",[2871,"^U",2807,536870921]],["^15",[2871,"^H",2855,536870921]],["^15",[2871,"^;","~u69008812-2f64-4fdd-92b4-ae37b202ad9b",536870921]],["^15",[2872,"^Q","jedoch: ((68c7bb31-614e-44a8-aadc-808d674612f5))",536870921]],["^15",[2872,"^O","^1@",536870921]],["^15",[2872,"^F",2897,536870921]],["^15",[2872,"^X",2807,536870921]],["^15",[2872,"^V",2848,536870921]],["^15",[2872,"^U",398,536870921]],["^15",[2872,"^U",2807,536870921]],["^15",[2872,"^H",2911,536870921]],["^15",[2872,"^;","~u69008812-ce28-4206-819c-207043fcf260",536870921]],["^15",[2873,"^Q","gewaltsame Erzeugung der Nachfrage (siehe Opiumkrieg)",536870921]],["^15",[2873,"^O","^1@",536870921]],["^15",[2873,"^F",2808,536870921]],["^15",[2873,"^X",2807,536870921]],["^15",[2873,"^V",2808,536870921]],["^15",[2873,"^U",398,536870921]],["^15",[2873,"^U",2807,536870921]],["^15",[2873,"^;","~u69008812-9c8c-4e7e-8063-8863a2097e90",536870921]],["^15",[2874,"^Q","Gleichzeitig wurde der komparative Kostenvorteil als Art Allheilmittel für wirtschaftlichen Aufschwung, durch internationale Kooperation etabliert. Wobei gerade bei Ländern, welche technologisch weniger entwickelt waren, genau das gegenteil die Folge ist. Bis häute wird diese Wissenschaftliche Fehlannahme als Legitimation wirtschaftlichen Kolonialismus verwendet.",536870921]],["^15",[2874,"^O","^1@",536870921]],["^15",[2874,"^F",2870,536870921]],["^15",[2874,"^X",2807,536870921]],["^15",[2874,"^V",2850,536870921]],["^15",[2874,"^U",548,536870921]],["^15",[2874,"^U",2807,536870921]],["^15",[2874,"^;","~u69008812-3dd1-4c97-ba79-8a882dd70d45",536870921]],["^15",[2875,"^Q","[:span]\nls-type:: annotation\nhl-page:: 2\nhl-color:: green\nid:: 68c7c19b-3e70-4ca8-b94e-e170e94c4fa1\nhl-type:: area\nhl-stamp:: 1757921689963",536870922]],["^15",[2875,"^O","^1@",536870922]],["^15",[2875,"^F",2886,536870922]],["^15",[2875,"^X",5130,536870922]],["^15",[2875,"^V",5130,536870922]],["^15",[2875,"^U",5130,536870922]],["^15",[2875,"^?",["^ ","^18","annotation","^3@",2,"^3A","green","^1;","68c7c19b-3e70-4ca8-b94e-e170e94c4fa1","^3E","area","^3F",1757921689963],536870922]],["^15",[2875,"^J",["^18","^3@","^3A","^1;","^3E","^3F"],536870922]],["^15",[2875,"^4",["^ ","^18","annotation","^3@","2","^3A","green","^1;","68c7c19b-3e70-4ca8-b94e-e170e94c4fa1","^3E","area","^3F","1757921689963"],536870922]],["^15",[2875,"^;","~u68c7c19b-3e70-4ca8-b94e-e170e94c4fa1",536870921]],["^15",[2876,"^Q","Haiti wirde, um Kredite der IWF zu erhalten dazu gezwungen sich dem Welthandel zu öffnen. Südkorea hingegen, wagte einen technologische Sprung und errichtet mit Finanzierung abseits von Krediten der IWF Moderne Industrie, entgegen des Kapitalistischen Gedankens, gesteuert aus Staatlicher hand und schaffte es so durch das gezielt schützen bestimmter Wirtschaftsbereiche und das öffnen anderer Technologisch mit dem Westen aufzuschließen",536870921]],["^15",[2876,"^O","^1@",536870921]],["^15",[2876,"^F",2841,536870921]],["^15",[2876,"^X",2807,536870921]],["^15",[2876,"^V",2841,536870921]],["^15",[2876,"^U",548,536870921]],["^15",[2876,"^U",2807,536870921]],["^15",[2876,"^;","~u69008812-734b-44c9-9618-bfff8f30e297",536870921]],["^15",[2877,"^Q","Länder sollten sich auf die Produktion von Gütern spezialisieren, bei denen sie einen Kostenvorteil haben.\nls-type:: annotation\nhl-page:: 1\nhl-color:: green\nid:: 68c7c0a0-86b0-4c0e-94aa-e247555210ff",536870922]],["^15",[2877,"^O","^1@",536870922]],["^15",[2877,"^F",2813,536870922]],["^15",[2877,"^X",5130,536870922]],["^15",[2877,"^V",5130,536870922]],["^15",[2877,"^U",5130,536870922]],["^15",[2877,"^?",["^ ","^18","annotation","^3@",1,"^3A","green","^1;","68c7c0a0-86b0-4c0e-94aa-e247555210ff"],536870922]],["^15",[2877,"^J",["^18","^3@","^3A","^1;"],536870922]],["^15",[2877,"^4",["^ ","^18","annotation","^3@","1","^3A","green","^1;","68c7c0a0-86b0-4c0e-94aa-e247555210ff"],536870922]],["^15",[2877,"^;","~u68c7c0a0-86b0-4c0e-94aa-e247555210ff",536870921]],["^15",[2878,"^Q","Starke Komplementarität bei Kooperation von Ländern mit unterschiedlichen Vermögsenstypen (Kapital <--> Arbeit)",536870921]],["^15",[2878,"^O","^1@",536870921]],["^15",[2878,"^F",2851,536870921]],["^15",[2878,"^X",2807,536870921]],["^15",[2878,"^V",2856,536870921]],["^15",[2878,"^U",398,536870921]],["^15",[2878,"^U",2807,536870921]],["^15",[2878,"^;","~u69008812-cbde-4498-a65d-a063453133a1",536870921]],["^15",[2879,"^Q","((68c7c1be-33db-4889-a5fd-c61a7f322f06))\nlogseq.order-list-type:: number",536870921]],["^15",[2879,"^O","^1@",536870921]],["^15",[2879,"^F",2889,536870921]],["^15",[2879,"^X",2807,536870921]],["^15",[2879,"^V",2817,536870921]],["^15",[2879,"^U",548,536870921]],["^15",[2879,"^U",2807,536870921]],["^15",[2879,"^?",["^ ","^3B","number"],536870921]],["^15",[2879,"^J",["^3B"],536870921]],["^15",[2879,"^4",["^ ","^3B","number"],536870921]],["^15",[2879,"^H",2832,536870921]],["^15",[2879,"^;","~u69008812-096c-423f-ae31-5be86a1e504b",536870921]],["^15",[2880,"^Q","Der freie Markt sollte ohne staatliche Eingrixe funktionieren, um e1zient zu sein.\nls-type:: annotation\nhl-page:: 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#Note",536870921]],["^15",[2892,"^O","^1@",536870921]],["^15",[2892,"^F",2854,536870921]],["^15",[2892,"^X",2807,536870921]],["^15",[2892,"^V",2807,536870921]],["^15",[2892,"^U",398,536870921]],["^15",[2892,"^U",2807,536870921]],["^15",[2892,"^?",["^ ","^37",2],536870921]],["^15",[2892,"^J",[],536870921]],["^15",[2892,"^H",398,536870921]],["^15",[2892,"^;","~u69008812-4452-4efe-af29-f2ada9f914fd",536870921]],["^15",[2893,"^Q","IWF zwang Lander für Kredite, Idiologie des frein Marktes zu folgen",536870921]],["^15",[2893,"^O","^1@",536870921]],["^15",[2893,"^F",2844,536870921]],["^15",[2893,"^X",2807,536870921]],["^15",[2893,"^V",2815,536870921]],["^15",[2893,"^U",398,536870921]],["^15",[2893,"^U",2807,536870921]],["^15",[2893,"^;","~u69008812-9955-4356-9fa4-0c5561343803",536870921]],["^15",[2894,"^Q","'as ist eih öehtrales brzumeht RTh M,Tmas Falt,usf geRVlYeruhzst,eTrieA\nls-type:: annotation\nhl-page:: 1\nhl-color:: blue\nid:: 68c7c003-8911-4549-b81f-cb8ee62058ec",536870922]],["^15",[2894,"^O","^1@",536870922]],["^15",[2894,"^F",2847,536870922]],["^15",[2894,"^X",5130,536870922]],["^15",[2894,"^V",5130,536870922]],["^15",[2894,"^U",5130,536870922]],["^15",[2894,"^?",["^ ","^18","annotation","^3@",1,"^3A","blue","^1;","68c7c003-8911-4549-b81f-cb8ee62058ec"],536870922]],["^15",[2894,"^J",["^18","^3@","^3A","^1;"],536870922]],["^15",[2894,"^4",["^ ","^18","annotation","^3@","1","^3A","blue","^1;","68c7c003-8911-4549-b81f-cb8ee62058ec"],536870922]],["^15",[2894,"^;","~u68c7c003-8911-4549-b81f-cb8ee62058ec",536870921]],["^15",[2895,"^Q","Auch die Kriminalisierung der Armut spielt gesellschaftlich wider eine beträchtliche Rolle. Die Polizei geht zunehmend agressiver gegenüber Wohnungslosen vor, \"Anti-Homeless Arcitecture\" wird installiert, anstatt \"Housing first\" Programme zu fördern und ein großteil, der sich selbst als Gesetschaftliche Mitte bezeichnenden Personen befürworten eine kürzung des Sotzialstaartes. \nDie daraus resultierende geringere Kaufkraft der Arbeiterschaft und somit auch kleinere Zielgruppen und Absatzmärkte bedenken sie nicht. Auch das bei der Einführung von Sotzialischerungsmaßnahmen wie z.B. dem Mindestlohn in der Vergangenheit keine negativen wirtschaftlichen folgen Resultierten wird bewusst nicht beachtet. Es soll lediglich, wofür Malthus schon pledirte, ein Arnreits zum Arbeiten geschaffen werden.",536870921]],["^15",[2895,"^O","^1@",536870921]],["^15",[2895,"^F",2874,536870921]],["^15",[2895,"^X",2807,536870921]],["^15",[2895,"^V",2850,536870921]],["^15",[2895,"^U",548,536870921]],["^15",[2895,"^U",2807,536870921]],["^15",[2895,"^;","~u69008812-510c-42fb-a7af-5ea04e8e36da",536870921]],["^15",[2896,"^Q","Problem:",536870921]],["^15",[2896,"^O","^1@",536870921]],["^15",[2896,"^F",2878,536870921]],["^15",[2896,"^X",2807,536870921]],["^15",[2896,"^V",2856,536870921]],["^15",[2896,"^U",398,536870921]],["^15",[2896,"^U",2807,536870921]],["^15",[2896,"^;","~u69008812-d007-4016-9610-cc5ba8b2781b",536870921]],["^15",[2897,"^Q","Darstellung nur Modell: Komplexität der Realität unbeachtet (hält Vertragspartner 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einheimische Wirtschaft nicht mit dem preisen der weiterentwickelten globalen Wettbewerbs mithalten und kann sogar weiter zurückentwickelt werden.",536870921]],["^15",[2909,"^O","^1@",536870921]],["^15",[2909,"^F",2825,536870921]],["^15",[2909,"^X",2807,536870921]],["^15",[2909,"^V",2839,536870921]],["^15",[2909,"^U",548,536870921]],["^15",[2909,"^U",2807,536870921]],["^15",[2909,"^;","~u69008812-06f4-462c-b2a3-f799ef4945cd",536870921]],["^15",[2910,"^Q","viel mehr Rechtfertigung für Kolonialismus als Handel versteckt",536870921]],["^15",[2910,"^O","^1@",536870921]],["^15",[2910,"^F",2897,536870921]],["^15",[2910,"^X",2807,536870921]],["^15",[2910,"^V",2897,536870921]],["^15",[2910,"^U",398,536870921]],["^15",[2910,"^U",2807,536870921]],["^15",[2910,"^;","~u69008812-6684-4d58-8aae-d2444f2ff4b8",536870921]],["^15",[2911,"^Q","Unternehmen folgen billigster Arbeitskraft\nid:: 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Produkte besitzen, die sie effizienter Produzieren als die technologisch Fortschreitenden Länder es könnten. Wird dann der Protektionismus des Landes aufgehoben drängen sich günstigere Internationale Produkte auf den heimischen Markt, die inländische Wirtschaft kann nicht mehr mithalten. Es kommt zur Armut und Wirtschaftlichen Instabilität.",536870921]],["^15",[2920,"^O","^1@",536870921]],["^15",[2920,"^F",2852,536870921]],["^15",[2920,"^X",2807,536870921]],["^15",[2920,"^V",2871,536870921]],["^15",[2920,"^U",548,536870921]],["^15",[2920,"^U",2807,536870921]],["^15",[2920,"^;","~u69008812-c54a-436e-81d7-7b07789b4696",536870921]],["^15",[2921,"^?",["^ ","^3=","query","^3>",["(and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[School/Wir/Ethics/Der Kapitalismus - Adam Smith und der freie Markt ⎮ Doku 3]]) (namespace [[School/Wir/Ethics/Der Kapitalismus - Adam Smith und der freie Markt ⎮ Doku 3]])))"]],536870921]],["^15",[2921,"^W","macro",536870921]],["^15",[2921,"^T","query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[School/Wir/Ethics/Der Kapitalismus - Adam Smith und der freie Markt ⎮ Doku 3]]) (namespace [[School/Wir/Ethics/Der Kapitalismus - Adam Smith und der freie Markt ⎮ Doku 3]])))",536870921]],["^15",[2922,"^?",["^ ","^3=","query","^3>",["(and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/Wir/Ethics/Der Kapitalismus - Adam Smith und der freie Markt ⎮ Doku 3]]) (namespace [[School/Wir/Ethics/Der Kapitalismus - Adam Smith und der freie Markt ⎮ Doku 3]])))"]],536870921]],["^15",[2922,"^W","macro",536870921]],["^15",[2922,"^T","query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/Wir/Ethics/Der Kapitalismus - Adam Smith und der freie Markt ⎮ Doku 3]]) (namespace [[School/Wir/Ethics/Der Kapitalismus - Adam Smith und der freie Markt ⎮ Doku 3]])))",536870921]],["^15",[2923,"^?",["^ ","^3=","video","^3>",["https://www.youtube.com/watch?v=HGltgY3RaBU&list=PLHojeOC3kHtlQ9Iw55AMf0c8Txg-U5Ada&index=3"]],536870921]],["^15",[2923,"^W","macro",536870921]],["^15",[2923,"^T","video https://www.youtube.com/watch?v=HGltgY3RaBU&list=PLHojeOC3kHtlQ9Iw55AMf0c8Txg-U5Ada&index=3",536870921]],["^15",[2924,"^3","index:: 6\n\n- tags::\n- references::\n- ## Meta\n\t- **Notes:**\n\t background-color:: red\n\t\t- {{query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[School/Wir/Ethics/Der Kapitalismus - Adam Smith und der freie Markt ⎮ Doku 4]]) (namespace [[School/Wir/Ethics/Der Kapitalismus - Adam Smith und der freie Markt ⎮ Doku 4]])))}}\n\t\t query-sort-by:: block\n\t\t query-table:: true\n\t\t query-sort-desc:: true\n\t- **Slides:**\n\t background-color:: green\n\t\t- {{query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/Wir/Ethics/Der Kapitalismus - Adam Smith und der freie Markt ⎮ Doku 4]]) (namespace [[School/Wir/Ethics/Der Kapitalismus - Adam Smith und der freie Markt ⎮ Doku 4]])))}}\n\t- **Summery**:\n\t background-color:: blue\n\t\t-\n- ---\n- ![Teil4.pdf](../assets/Teil4_1759128956142_0.pdf)\n- logseq.order-list-type:: number\n\t- ((68da2e3e-c2c2-4e7c-aacd-daba3b26f9b1))\n\t\t- Entwickelte die Kapitalismuskritik\n\t- ((68da2e44-e913-4edd-8922-39eed974558e))\n\t\t- Marx' Freund und Mitautor\n\t- ((68da2e4c-c401-4eeb-b13d-c76f77aea616))\n\t\t- Theorie der kreativen Zerstörung\n\t- ((68da2e53-c689-4f7d-af00-940921b7fa13))\n\t\t- Verlust der Verbindung zur Arbeit\n\t- ((68da2e79-4190-4d26-a692-fe3909a4ee91))\n\t\t- Kapital ohne reale Deckung\n\t- ((68da2e82-e7fe-45cc-9379-bfbfc77b385e))\n\t\t- Innovation verdrängt Altes\n- .\n logseq.order-list-type:: number\n\t- Karl Marx wurde im Jahr 1818 in Trier, der westlichsten Provinz Preußens, geboren.\n\t\t- Wahr\n\t- Das Kommunistische Manifest wurde im Jahr 1848 vor den europäischen Volksaufständen veröffentlicht.\n\t\t- Wahr\n\t- Karl Marx lernte Friedrich Engels in einem Café in Manchester kennen.\n\t\t- Falsch\n\t- Marx und seine Familie lebten im Londoner Stadtteil Soho, nachdem sie aus Kontinentaleuropa ausgewiesen wurden.\n\t\t- Wahr\n\t- 'Das Kapital' wurde 1867 veröffentlicht und fand sofort weltweite Anerkennung.\n\t\t- Falsch\n\t- Karl Marx starb am 14. März 1883, und an seinem Begräbnis nahmen nur elf Personen teil.\n\t\t- Wahr\n- .\n logseq.order-list-type:: number\n\t- Erkläre den 'Fetischcharakter der Ware' nach Marx und wie dieser Begriff im Film veranschaulicht wird.\n\t\t- Produkte werden nicht als bloßes Resultat Menschlicher Arbeit gesehen, sondern besitzen Selbst einen Intrinsischen Wert. Dies sorgt für die Möglichkeit eine Wertsteigerung der Produkte beizuführen, ohne Menschliche Arbeit einzusetzen\n\t- Erläutere, was Marx mit dem Begriff 'fiktives Kapital' meint und wie der Film dieses Konzept in der modernen Finanzwelt widerspiegelt.\n\t\t- Fiktives kapital bezeichnet Analgen oder ähnliches, welches kein konkretes Produkt oder Dienstleistung als ihre Grundlage haben. Daher existiert kein materieller Bezugspunkt, sie dienen lediglich den Zukünftigen Profit, ohne Deckelung.\n\t\t- Folgen dieser Art Finanzderivate wären Spekulationsblasen die, sollten sie platzen, schwere Unsicherheit auf den Weltmärkten bis hin zu Kriesen führt.\n\t- Beurteile die heutige Relevanz der marxistischen Theorie der Ungleichheit, wie sie im Film dargestellt wird, und ob sie auf aktuelle wirtschaftliche und soziale Probleme zutrifft.\n\t\t- Die marxistische Theorie stellt dar wie die Bürgerliche Klasse ihre Produktionsmittel verwendet und die durch Arbeitskraft produzierten Produkte über ihren eigentlichen materialistischen wert, zum zwecke der Gewinnkalkulation, verkauft.\n\t\t- Weiter wird das gewonnene Kapital, welches nicht zur Lebenserhaltung notwendig ist, in Finanzderivaten investiert, um dieses weiter zu vervielfältigen. Dem Arbeiter bleibt dies verwert da dieser sein gesamtes Kapital für die Lebenserhaltung einsetzen muss.\n- ![Transskript_Kapitalismus_4_6.pdf](../assets/Transskript_Kapitalismus_4_6_1759132089822_0.pdf)\n\t- **Zwischenüberschriften** (Ki Generiert)\n\t\t- Marx im heutigen China und London (00:00:10 – 00:01:24)\n\t\t- Der junge Marx in Trier und Jenny von Westphalen (00:01:52 – 00:03:47)\n\t\t- Das Kommunistische Manifest und die Revolution von 1848 (00:04:53 – 00:06:14)\n\t\t- Begegnung mit Engels und die Fabriken von Manchester (00:06:16 – 00:08:24)\n\t\t- Exil in London und die Arbeit am „Kapital“ (00:11:30 – 00:13:36)\n\t\t- Der Fetischcharakter der Ware und die Entfremdung (00:13:41 – 00:17:29)\n\t\t- Markt, Natur und die Kommodifizierung des Lebens (00:20:13 – 00:25:19)\n\t\t- Finanzkapital, Krisen und Schuldenzyklen (00:27:40 – 00:33:32)\n\t\t- Globale Finanzmärkte und Ungleichheit (00:37:20 – 00:40:41)\n\t\t- Finanzkrise 2008 und „Bankrottokratie“ (00:40:45 – 00:46:44)\n\t\t- Schumpeter und die „kreative Zerstörung“ (00:41:23 – 00:44:10)\n\t\t- Der Tod von Marx und sein Vermächtnis (00:48:16 – 00:50:02)\n\t\t- Kapitalismus im 21. Jahrhundert – offene Fragen (00:51:49 – 00:52:23)",536870921]],["^15",[2924,"^17",1761642514430,536870921]],["^15",[2924,"^Z","pages/School___Wir___Ethics___Der Kapitalismus - Adam Smith und der freie Markt ⎮ Doku 4.md",536870921]],["^15",[2925,"^K",1761642514428,536870921]],["^15",[2925,"^[",2924,536870921]],["^15",[2925,"^@",false,536870921]],["^15",[2925,"^Y","school/wir/ethics/der kapitalismus - adam smith und der freie markt ⎮ doku 4",536870921]],["^15",[2925,"^A",2579,536870921]],["^15",[2925,"^11","School/Wir/Ethics/Der Kapitalismus - Adam Smith und der freie Markt ⎮ Doku 4",536870921]],["^15",[2925,"^?",["^ ","^1D",6],536870921]],["^15",[2925,"^4",["^ ","^1D","6"],536870921]],["^15",[2925,"^B",1761642514428,536870921]],["^15",[2925,"^;","~u69008812-b337-4edc-8342-27eb7ec336f3",536870921]],["^15",[2926,"^Q","Beurteile die heutige Relevanz der marxistischen Theorie der Ungleichheit, wie sie im Film dargestellt wird, und ob sie auf aktuelle wirtschaftliche und soziale Probleme 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","^18","annotation","^3@",1,"^3A","yellow","^1;","68da2e79-4190-4d26-a692-fe3909a4ee91"],536870922]],["^15",[2942,"^J",["^18","^3@","^3A","^1;"],536870922]],["^15",[2942,"^4",["^ ","^18","annotation","^3@","1","^3A","yellow","^1;","68da2e79-4190-4d26-a692-fe3909a4ee91"],536870922]],["^15",[2942,"^;","~u68da2e79-4190-4d26-a692-fe3909a4ee91",536870921]],["^15",[2943,"^Q","Exil in London und die Arbeit am „Kapital“ (00:11:30 – 00:13:36)",536870921]],["^15",[2943,"^O","^1@",536870921]],["^15",[2943,"^F",2937,536870921]],["^15",[2943,"^X",2925,536870921]],["^15",[2943,"^V",2989,536870921]],["^15",[2943,"^U",2925,536870921]],["^15",[2943,"^;","~u69008812-d547-4bd7-b943-1ab96a969912",536870921]],["^15",[2944,"^Q","Der Fetischcharakter der Ware und die Entfremdung (00:13:41 – 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veröffentlicht.",536870921]],["^15",[2946,"^O","^1@",536870921]],["^15",[2946,"^F",2983,536870921]],["^15",[2946,"^X",2925,536870921]],["^15",[2946,"^V",2981,536870921]],["^15",[2946,"^U",2925,536870921]],["^15",[2946,"^;","~u69008812-b607-47ce-90ae-ae5e2484a387",536870921]],["^15",[2947,"^Q","Fiktives kapital bezeichnet Analgen oder ähnliches, welches kein konkretes Produkt oder Dienstleistung als ihre Grundlage haben. Daher existiert kein materieller Bezugspunkt, sie dienen lediglich den Zukünftigen Profit, ohne Deckelung.",536870921]],["^15",[2947,"^O","^1@",536870921]],["^15",[2947,"^F",2928,536870921]],["^15",[2947,"^X",2925,536870921]],["^15",[2947,"^V",2928,536870921]],["^15",[2947,"^U",2925,536870921]],["^15",[2947,"^;","~u69008812-49ec-4fa4-9cd6-52d2102b2c70",536870921]],["^15",[2948,"^Q","![Transskript_Kapitalismus_4_6.pdf](../assets/Transskript_Kapitalismus_4_6_1759132089822_0.pdf)",536870921]],["^15",[2948,"^O","^1@",536870921]],["^15",[2948,"^F",2932,536870921]],["^15",[2948,"^X",2925,536870921]],["^15",[2948,"^V",2925,536870921]],["^15",[2948,"^U",2925,536870921]],["^15",[2948,"^;","~u69008812-6a25-4073-b7ca-1c613527cd1c",536870921]],["^15",[2949,"^Q","**Notes:**\nbackground-color:: red",536870921]],["^15",[2949,"^O","^1@",536870921]],["^15",[2949,"^F",2986,536870921]],["^15",[2949,"^X",2925,536870921]],["^15",[2949,"^V",2986,536870921]],["^15",[2949,"^U",2925,536870921]],["^15",[2949,"^?",["^ ","^39","red"],536870921]],["^15",[2949,"^J",["^39"],536870921]],["^15",[2949,"^4",["^ ","^39","red"],536870921]],["^15",[2949,"^;","~u69008812-b3a2-497a-90ae-e7861c9142df",536870921]],["^15",[2950,"^Q","---",536870921]],["^15",[2950,"^O","^1@",536870921]],["^15",[2950,"^F",2986,536870921]],["^15",[2950,"^X",2925,536870921]],["^15",[2950,"^V",2925,536870921]],["^15",[2950,"^U",2925,536870921]],["^15",[2950,"^;","~u69008812-3f52-410b-a64f-3f6a03b66ff9",536870921]],["^15",[2951,"^Q","Produkte werden nicht als bloßes Resultat Menschlicher Arbeit gesehen, sondern besitzen Selbst einen Intrinsischen Wert. Dies sorgt für die Möglichkeit eine Wertsteigerung der Produkte beizuführen, ohne Menschliche Arbeit einzusetzen",536870921]],["^15",[2951,"^O","^1@",536870921]],["^15",[2951,"^F",2968,536870921]],["^15",[2951,"^X",2925,536870921]],["^15",[2951,"^V",2968,536870921]],["^15",[2951,"^U",2925,536870921]],["^15",[2951,"^;","~u69008812-5372-4b64-84a3-8bf014304c98",536870921]],["^15",[2952,"^Q","Der Tod von Marx und sein Vermächtnis (00:48:16 – 00:50:02)",536870921]],["^15",[2952,"^O","^1@",536870921]],["^15",[2952,"^F",2982,536870921]],["^15",[2952,"^X",2925,536870921]],["^15",[2952,"^V",2989,536870921]],["^15",[2952,"^U",2925,536870921]],["^15",[2952,"^;","~u69008812-92ce-4d3b-9136-4199d2c27123",536870921]],["^15",[2953,"^Q","logseq.order-list-type:: number",536870921]],["^15",[2953,"^O","^1@",536870921]],["^15",[2953,"^F",2957,536870921]],["^15",[2953,"^X",2925,536870921]],["^15",[2953,"^V",2925,536870921]],["^15",[2953,"^U",2925,536870921]],["^15",[2953,"^?",["^ ","^3B","number"],536870921]],["^15",[2953,"^J",["^3B"],536870921]],["^15",[2953,"^4",["^ ","^3B","number"],536870921]],["^15",[2953,"^;","~u69008812-6be0-49f2-8487-fa1ff5026d82",536870921]],["^15",[2954,"^Q","Marx und seine Familie lebten im Londoner Stadtteil Soho, nachdem sie aus Kontinentaleuropa ausgewiesen wurden.",536870921]],["^15",[2954,"^O","^1@",536870921]],["^15",[2954,"^F",2992,536870921]],["^15",[2954,"^X",2925,536870921]],["^15",[2954,"^V",2981,536870921]],["^15",[2954,"^U",2925,536870921]],["^15",[2954,"^;","~u69008812-6531-468e-a74d-6bd9bdce7932",536870921]],["^15",[2955,"^Q","Karl Marx\nls-type:: annotation\nhl-page:: 1\nhl-color:: yellow\nid:: 68da2e3e-c2c2-4e7c-aacd-daba3b26f9b1",536870922]],["^15",[2955,"^O","^1@",536870922]],["^15",[2955,"^F",5134,536870922]],["^15",[2955,"^X",5133,536870922]],["^15",[2955,"^V",5133,536870922]],["^15",[2955,"^U",5133,536870922]],["^15",[2955,"^?",["^ ","^18","annotation","^3@",1,"^3A","yellow","^1;","68da2e3e-c2c2-4e7c-aacd-daba3b26f9b1"],536870922]],["^15",[2955,"^J",["^18","^3@","^3A","^1;"],536870922]],["^15",[2955,"^4",["^ ","^18","annotation","^3@","1","^3A","yellow","^1;","68da2e3e-c2c2-4e7c-aacd-daba3b26f9b1"],536870922]],["^15",[2955,"^;","~u68da2e3e-c2c2-4e7c-aacd-daba3b26f9b1",536870921]],["^15",[2956,"^Q","Die marxistische Theorie stellt dar wie die Bürgerliche Klasse ihre Produktionsmittel verwendet und die durch Arbeitskraft produzierten Produkte über ihren eigentlichen materialistischen wert, zum zwecke der Gewinnkalkulation, verkauft.",536870921]],["^15",[2956,"^O","^1@",536870921]],["^15",[2956,"^F",2926,536870921]],["^15",[2956,"^X",2925,536870921]],["^15",[2956,"^V",2926,536870921]],["^15",[2956,"^U",2925,536870921]],["^15",[2956,"^;","~u69008812-a620-4abe-8b70-39ab340d0243",536870921]],["^15",[2957,"^Q","![Teil4.pdf](../assets/Teil4_1759128956142_0.pdf)",536870921]],["^15",[2957,"^O","^1@",536870921]],["^15",[2957,"^F",2950,536870921]],["^15",[2957,"^X",2925,536870921]],["^15",[2957,"^V",2925,536870921]],["^15",[2957,"^U",2925,536870921]],["^15",[2957,"^;","~u69008812-76e7-46e4-b10a-8812de12e02a",536870921]],["^15",[2958,"^Q","Theorie der kreativen Zerstörung",536870921]],["^15",[2958,"^O","^1@",536870921]],["^15",[2958,"^F",2987,536870921]],["^15",[2958,"^X",2925,536870921]],["^15",[2958,"^V",2987,536870921]],["^15",[2958,"^U",2925,536870921]],["^15",[2958,"^;","~u69008812-3c68-4b18-b29f-7416084b4f9d",536870921]],["^15",[2959,"^Q","Falsch",536870921]],["^15",[2959,"^O","^1@",536870921]],["^15",[2959,"^F",2975,536870921]],["^15",[2959,"^X",2925,536870921]],["^15",[2959,"^V",2975,536870921]],["^15",[2959,"^U",2925,536870921]],["^15",[2959,"^;","~u69008812-6ae7-4d4b-be53-396511eb2530",536870921]],["^15",[2960,"^Q","Entwickelte die Kapitalismuskritik",536870921]],["^15",[2960,"^O","^1@",536870921]],["^15",[2960,"^F",2971,536870921]],["^15",[2960,"^X",2925,536870921]],["^15",[2960,"^V",2971,536870921]],["^15",[2960,"^U",2925,536870921]],["^15",[2960,"^;","~u69008812-8439-403e-b858-e828a813ec32",536870921]],["^15",[2961,"^Q","Finanzkrise 2008 und „Bankrottokratie“ (00:40:45 – 00:46:44)",536870921]],["^15",[2961,"^O","^1@",536870921]],["^15",[2961,"^F",2985,536870921]],["^15",[2961,"^X",2925,536870921]],["^15",[2961,"^V",2989,536870921]],["^15",[2961,"^U",2925,536870921]],["^15",[2961,"^;","~u69008812-2fb2-4af7-9891-823b63f52025",536870921]],["^15",[2962,"^Q","Kapitalismus im 21. 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Dem Arbeiter bleibt dies verwert da dieser sein gesamtes Kapital für die Lebenserhaltung einsetzen muss.",536870921]],["^15",[2977,"^O","^1@",536870921]],["^15",[2977,"^F",2956,536870921]],["^15",[2977,"^X",2925,536870921]],["^15",[2977,"^V",2926,536870921]],["^15",[2977,"^U",2925,536870921]],["^15",[2977,"^;","~u69008812-cd32-4b81-a1d2-dea819385237",536870921]],["^15",[2978,"^Q","Wahr",536870921]],["^15",[2978,"^O","^1@",536870921]],["^15",[2978,"^F",2983,536870921]],["^15",[2978,"^X",2925,536870921]],["^15",[2978,"^V",2983,536870921]],["^15",[2978,"^U",2925,536870921]],["^15",[2978,"^;","~u69008812-0908-481a-a9b5-1d711ee43110",536870921]],["^15",[2979,"^Q","Kapital ohne reale 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**Notes:**\n\t background-color:: red\n\t\t- {{query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[School/Wir/Ethics/Der Kapitalismus - Adam Smith und der freie Markt ⎮ Doku]]) (namespace [[School/Wir/Ethics/Der Kapitalismus - Adam Smith und der freie Markt ⎮ Doku]])))}}\n\t\t query-sort-by:: block\n\t\t query-table:: true\n\t\t query-sort-desc:: true\n\t- **Slides:**\n\t background-color:: green\n\t\t- {{query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/Wir/Ethics/Der Kapitalismus - Adam Smith und der freie Markt ⎮ Doku]]) (namespace [[School/Wir/Ethics/Der Kapitalismus - Adam Smith und der freie Markt ⎮ Doku]])))}}\n\t\t query-table:: true\n\t- **Summery**:\n\t background-color:: blue\n\t\t-\n- ---\n- ## #Note Video:\n\t- {{video https://www.youtube.com/watch?v=fQJDIjEFcKA}}\n\t\t- #### Fehlannahme Adam Smith\n\t\t\t- Adam Smith sah es als verpflichtung des Mittelstandes fuer wirtschaftlichen Aufschwung zu sorgen\n\t\t\t- In philosophischer Partnerschaft mit Hume\n\t\t\t- Wollte Erklärung des Gesellschaftlichen Systems/Wandel ohne religion -> Absolute Logik\n\t\t\t\t- Okonomie sollte zentraler teil dessen werden -> eine Natürliche Ordnung\n\t\t\t- Wollte wirtschaft ohne kontext (sotioal, moralisch, theologisch) studieren -> wie Wisssenschaftliches experiment\n\t\t\t\t- Geht davon aus das Wirtschaft, gleichwertige Tauschgeschaefte zwischen allen personen eminent sind -> Mensch sein natürlicherweise veranlagt zum Tauschen und Handeln (sei laud Smith ueberpruefbar bei Ureinwohnern)\n\t\t\t\t- Jedoch ist dieser Tauschahndel nicht eminent, in menschlicher Natur liegt gemeinsames Nutzen der verfügbaren Ressourcen in einer Community\n\t\t\t\t- #Reziprozität: system gemeinsamen gebens und Nehmens\n\t\t\t\t\t- Funktional in einer Comunity: Familie, Tribe\n\t\t\t\t\t- Ich gebe dir, wann immer es dir möglich gibst du mir -> keine festen vertraege\n\t\t\t\t- Uebergang von Tauschahndel zur Marktwirtschaft keine natuerliche entwicklung (bei Uhreinwohnern), eingeholt durch Kolonialisierung\n\t\t- #### Amerika-Kolonialismus\n\t\t\t- Entdeckung Amerikas als Gründungsereignis des kapitalismus\n\t\t\t\t- Europaer glauben korrekten weg des lebens durech Historische Schriften zu kennen, es gilt nur noch nach diesen zu leben\n\t\t\t\t- Schnelles Aneignen von Wissen ueber neune Kontinent, um aus diesem Profit schlagen zu koennen\n\t\t\t\t- China waehre es moeglich geworden selbes zu tun wie Europaer, jedoch war nicht die intention gefundene Laender auszubeuten\n\t\t\t\t\t- Europäische Konquistador wie Unternehmer, startet mit nichts, durch Investitionen die zurückzuzahlen werden müssen und muss sich Profit aufbauen\n\t\t\t\t\t- In China Expeditionen durch Kaiser finanziert\n\t\t\t- Amerika bat Möglichkeit hohen Gewinn uber anfangsinvestition zu Erwirtschaften\n\t\t\t\t- Columbus als positive bespiel für funktionierendes \"Startup\" -> Kolonien wirtschaftlich gut\n\t\t\t- Fuer Europäer liegt wert z.B. von Gold in Materiellen, für Native Amerikana ist der Spirituelle wert des Materials jedoch bedeutend höher\n\t\t\t- Raubgierig Guavanoere in Amerika dadurch, das ihnen Ausgaben wahrend der Entdeckungen nicht durch Konquistador gezahlt wurde, weg geld zu verdienen + Hatten dort unbegrenzte Macht\n\t\t\t- Ursprung unseres Wirtschaften: Kapitalgeber der Jährliche zinsen für gegebenes Geld erwartet und Unternehmer der diese Lesten muss\n\t\t- #### Folgen Kolonialismus\n\t\t\t- Minear als Amerika sorgte fuer ausdehnung des Handels in Europa und Asien\n\t\t\t\t- China ging auf silberstandart fuer Wahrung uebr (von instabielebn, basislosen Papiergeld)\n\t\t\t- Im Westen wird wirtschaf Kapitalistisch -> Kapital und Finanzgeber erlange dominanz\n\t\t\t- In China haben Erzeuger (Bauern etc.) freien Marktzugang, keine Kaufmanner/Finanizies noetig\n\t\t\t\t- Erweckt Interesse der Europäer, Adam Smith beeindruckt\n\t\t\t\t- Kolonialismus positive auswirkungen auf Kleinerzeuger\n\t\t\t- In england Ruinierte Komonialismus Kleinerzeuger (unabhaenige Kleinerzeuger)\n\t\t\t\t- Kleine Bauern vertrieben für Monopolisierung durch Großgrundbesitzer -> bessere Ausbeutung\n\t\t\t\t- Ganze doerver vernichtet, ehemals saelbststaendige muessen nun Arbeitskraft verkaufen um ueberleben zu keonenn (z.B. in Handwerk\n\t\t\t\t- Armut wurde Kriminalisiert -> unterschied zwischen Gesellschaftsschichten wurde grösser\n\t\t\t\t- Privatwirtschaftliche Kolonien breiten sich immer weiter aus\n\t\t\t- Dreiecksgeschaft hatte grossen anteil an entstehung Marktwirtschaft\n\t\t\t\t- Europa - Waren > Goldkueste - Sklaven > Amerika - Waren > Europa\n\t\t\t\t\t- Transatlantisch Sklaverei wurde zentraler Bestandteil der Privatwirtschaft\n\t\t\t\t\t- Rassismus Produkt von Sklaverei, Profitfier der grund\n\t\t\t- Plantagen in Amerika weisen alle Kapitalistischen Merkmale auf (außer: Sklaven- statt Lohnarbeit)\n\t\t- #### Folgen von Adam Smiths werk\n\t\t\t- Ignorierte Sklaverei, Smiths blinder fleck\n\t\t\t\t- #+BEGIN_CAUTION\n\t\t\t\t Gründe?:\n\t\t\t\t - Wollte das sein Werk als Entstehungsmaterial des Kapitalismus gesehen wird\n\t\t\t\t - Befürchtung das Rassismus nicht weit genug vorgeschritteten sei um Sklaverei zu akzeptieren\n\t\t\t\t #+END_CAUTION\n\t\t\t- Ursprung des Kapitalismus nicht Industrielle Revolution, sondern bereits 2 Jahrhunderte vor Adam Smiths Werk, der Kolonialismus\n\t\t\t- Sein buch ist nicht Schöpfung die des Kapitalismus\n-\n- ## #Slide Arbeitsblatt Antworten\n\t- ![01_Doku_Kapitalismus_AB_Teil_1.pdf](../assets/01_Doku_Kapitalismus_AB_Teil_1_1755510594145_0.pdf)\n\t- Begriffe:\n\t\t- Autor von 'Der Wohlstand der Nationen' - [[Adam Smith]]\n\t\t- Einhegungen in England, 16. Jahrhundert - [[Enclosures]]\n\t\t- Spanische Eroberer in Amerika - [[Conquistadoren]]\n\t\t- Französische Ökonomen, naturorientiert - [[Physiokraten]]\n\t\t- Handelsroute Europa-Afrika-Amerika - [[Dreieckshandel]]\n\t\t- Indigene Gruppe im Amazonas - [[Majona-Stamm]]\n\t\t- Carl von Linnés Werk über Naturordnung - [[Systema Naturae]]\n\t\t- Silberbergwerk in Bolivien - [[Cerro Rico]]\n\t- ((68a2f794-5a23-4dc7-88b1-527f1ff24cd8))\n\t\t- Adam Smith geht davon aus das der Mensch ein natürliche Veranlagung zum Tauschen und Handeln habe wodurch dann die Entstehung eins Marktes in ähnlichen Formen wie der Kapitalismus ihn besitzt unausweichlich werde. Tatsächlich jedoch ist in Stämmen von Ureinwohnern zu beobachten das selbst der Tauschhandel von Gut gegen Gut nicht unbedingt zur Regel gehört. Viel mehr arbeiten die Stämme, als Community auf basis der #Reziprozität zusammen.\n\t- ((68a2f7ab-7cdd-4ef4-9a9f-1622319bb198))\n\t\t- Die Grundzuege des Kapitalistischen systems zeigen ihren Ursprung in den Faelzuegen und entdeckungen Amerikas.\n\t\t- Ähnlich wie sich heute Unternehmen Gründen, sind die Europäischen Kolonialisten zu ihrem \"Startkapital\" gekommen: Sie Starteten mit nichts und suchten sich einen \"Investor\", welcher ihnen Entsprechendes kapital für ihre Conquista auslegen konnte, auf dieses mussten sie Zinsen zahlen. So wahren sie darauf angewiesen das die Kolonial reise entsprechend profit reich war um ihr Leben zu finanzieren und den Lohn zurückzahlen zu können.\n\t\t Durch das Beispiel Columbus, der zeigte wie lukrative entsprechende reisen erden konnten nahm die Anzahl an willigen Finanzierenden rapide zu was die Ausbeutung des neuen Kontinents, erneut steigerte. Auch die Entstehung der Gouverneur, welche eben wie der leitende Conquistador auch verschuldet waren, und die Ausbeutung region die sei leiteten als einzige Möglichkeit sahen nötiges Geld zu verdienen, brachte eins der Hauptprinzipien des Kapitalismus erstmals stark hervor: Geldleihende Unternehmer und Privatpersonen und Finanzierende welche durch ihre Auslagen Profite erwirtschaften konnten.\n\t- ((68a2f7c4-602d-4080-a4e4-6530fe5530b2))\n\t\t- In China konnte durch die zunehmende Menge an (Edel-)Metallen aus Amerika welche durch Kolonialismus nach Europa und Asien gelangen, das Währungssystem von basislosen Papiergeld auf stabileres Silber gehoben werden. Da Kleinerzeuger, anders als in Europa, das land auf dem sie Anbauten direkt besaßen, behielten sie auch ihren direkten Zugriff zum Markt, ihre situation verbesserte sich (oder blieb zumindest Stabil).\n\t\t Anders in England, Europa, hier sorgte der Kolonialismus für eine rapide Kapitalisierung, Kleinerzeuger (Bauern) wurden durch Landeinfoderungen von ihren Farmen gedrängt, sie verloren die Möglichkeit eigenständig zu Wirtschaften und mussten stattdessen ihre Arbeitskraft (z.B. im Handwerk) verkaufen und zu überleben. Die Besitzer des Landes nutzten dies fortan für Lukrativere Anwendungen (Schafzucht).\n\t- ((68a2f7d4-6e6f-42f0-afbb-fdffd27fc165))\n\t\t- Adam Smiths buch ist nicht, wie von vielen Angenommen, als die Schöpfung des Kapitalismus zu sehen. 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Naturae",536870921]],["^15",[3006,"^B",1761642514487,536870921]],["^15",[3006,"^;","~u69008812-1f9f-4402-acb3-b66c3b15dff5",536870921]],["^15",[3007,"^Q","Ganze doerver vernichtet, ehemals saelbststaendige muessen nun Arbeitskraft verkaufen um ueberleben zu keonenn (z.B. in Handwerk",536870921]],["^15",[3007,"^O","^1@",536870921]],["^15",[3007,"^F",3061,536870921]],["^15",[3007,"^X",3000,536870921]],["^15",[3007,"^V",3018,536870921]],["^15",[3007,"^U",398,536870921]],["^15",[3007,"^U",3000,536870921]],["^15",[3007,"^;","~u69008812-02af-44df-a2ab-a9a482245bd7",536870921]],["^15",[3008,"^Q","Uebergang von Tauschahndel zur Marktwirtschaft keine natuerliche entwicklung (bei Uhreinwohnern), eingeholt durch Kolonialisierung",536870921]],["^15",[3008,"^O","^1@",536870921]],["^15",[3008,"^F",3086,536870921]],["^15",[3008,"^X",3000,536870921]],["^15",[3008,"^V",3087,536870921]],["^15",[3008,"^U",398,536870921]],["^15",[3008,"^U",3000,536870921]],["^15",[3008,"^;","~u69008812-4f06-479d-94cc-22cdf8d16bd5",536870921]],["^15",[3009,"^Q","Okonomie sollte zentraler teil dessen werden -> eine Natürliche Ordnung",536870921]],["^15",[3009,"^O","^1@",536870921]],["^15",[3009,"^F",3036,536870921]],["^15",[3009,"^X",3000,536870921]],["^15",[3009,"^V",3036,536870921]],["^15",[3009,"^U",398,536870921]],["^15",[3009,"^U",3000,536870921]],["^15",[3009,"^;","~u69008812-449e-4c21-a096-09d400d42c36",536870921]],["^15",[3010,"^Q","Ignorierte Sklaverei, Smiths blinder fleck",536870921]],["^15",[3010,"^O","^1@",536870921]],["^15",[3010,"^F",3029,536870921]],["^15",[3010,"^X",3000,536870921]],["^15",[3010,"^V",3029,536870921]],["^15",[3010,"^U",398,536870921]],["^15",[3010,"^U",3000,536870921]],["^15",[3010,"^;","~u69008812-594c-461a-ae72-6b91715550cd",536870921]],["^15",[3011,"^Q","Geht davon aus das Wirtschaft, gleichwertige Tauschgeschaefte zwischen allen personen eminent sind -> Mensch sein natürlicherweise veranlagt zum Tauschen und Handeln (sei laud Smith ueberpruefbar bei Ureinwohnern)",536870921]],["^15",[3011,"^O","^1@",536870921]],["^15",[3011,"^F",3087,536870921]],["^15",[3011,"^X",3000,536870921]],["^15",[3011,"^V",3087,536870921]],["^15",[3011,"^U",398,536870921]],["^15",[3011,"^U",3000,536870921]],["^15",[3011,"^;","~u69008812-26c7-46fb-bed7-528f72cbfca8",536870921]],["^15",[3012,"^Q","#+BEGIN_CAUTION\nGründe?:\n- Wollte das sein Werk als Entstehungsmaterial des Kapitalismus gesehen wird\n- Befürchtung das Rassismus nicht weit genug vorgeschritteten sei um Sklaverei zu akzeptieren\n#+END_CAUTION",536870921]],["^15",[3012,"^O","^1@",536870921]],["^15",[3012,"^F",3010,536870921]],["^15",[3012,"^X",3000,536870921]],["^15",[3012,"^V",3010,536870921]],["^15",[3012,"^U",398,536870921]],["^15",[3012,"^U",3000,536870921]],["^15",[3012,"^;","~u69008812-9005-44ea-a399-27062afd3af6",536870921]],["^15",[3013,"^Q","China ging auf silberstandart fuer Wahrung uebr (von instabielebn, basislosen Papiergeld)",536870921]],["^15",[3013,"^O","^1@",536870921]],["^15",[3013,"^F",3055,536870921]],["^15",[3013,"^X",3000,536870921]],["^15",[3013,"^V",3055,536870921]],["^15",[3013,"^U",398,536870921]],["^15",[3013,"^U",3000,536870921]],["^15",[3013,"^;","~u69008812-d102-4301-9071-222159b7fd76",536870921]],["^15",[3014,"^Q","#### Folgen Kolonialismus",536870921]],["^15",[3014,"^O","^1@",536870921]],["^15",[3014,"^F",3073,536870921]],["^15",[3014,"^X",3000,536870921]],["^15",[3014,"^V",3060,536870921]],["^15",[3014,"^U",398,536870921]],["^15",[3014,"^U",3000,536870921]],["^15",[3014,"^?",["^ ","^37",4],536870921]],["^15",[3014,"^J",[],536870921]],["^15",[3014,"^;","~u69008812-aa6d-4d75-b939-0a94645ff40f",536870921]],["^15",[3015,"^Q","Plantagen in Amerika weisen alle Kapitalistischen Merkmale auf (außer: Sklaven- statt Lohnarbeit)",536870921]],["^15",[3015,"^O","^1@",536870921]],["^15",[3015,"^F",3068,536870921]],["^15",[3015,"^X",3000,536870921]],["^15",[3015,"^V",3014,536870921]],["^15",[3015,"^U",398,536870921]],["^15",[3015,"^U",3000,536870921]],["^15",[3015,"^;","~u69008812-d443-4286-8468-f84449b57c1c",536870921]],["^15",[3016,"^Q","Sein buch ist nicht Schöpfung die des Kapitalismus",536870921]],["^15",[3016,"^O","^1@",536870921]],["^15",[3016,"^F",3021,536870921]],["^15",[3016,"^X",3000,536870921]],["^15",[3016,"^V",3029,536870921]],["^15",[3016,"^U",398,536870921]],["^15",[3016,"^U",3000,536870921]],["^15",[3016,"^;","~u69008812-f69a-459b-b9d3-46f602881511",536870921]],["^15",[3017,"^Q","Funktional in einer Comunity: Familie, Tribe",536870921]],["^15",[3017,"^O","^1@",536870921]],["^15",[3017,"^F",3086,536870921]],["^15",[3017,"^X",3000,536870921]],["^15",[3017,"^V",3086,536870921]],["^15",[3017,"^U",398,536870921]],["^15",[3017,"^U",3000,536870921]],["^15",[3017,"^U",3005,536870921]],["^15",[3017,"^;","~u69008812-192b-448f-b74e-ada7e88f5d45",536870921]],["^15",[3018,"^Q","In england Ruinierte Komonialismus Kleinerzeuger (unabhaenige Kleinerzeuger)",536870921]],["^15",[3018,"^O","^1@",536870921]],["^15",[3018,"^F",3081,536870921]],["^15",[3018,"^X",3000,536870921]],["^15",[3018,"^V",3014,536870921]],["^15",[3018,"^U",398,536870921]],["^15",[3018,"^U",3000,536870921]],["^15",[3018,"^;","~u69008812-6170-4836-978c-818f46b0c070",536870921]],["^15",[3019,"^Q","",536870921]],["^15",[3019,"^O","^1@",536870921]],["^15",[3019,"^F",3076,536870921]],["^15",[3019,"^X",3000,536870921]],["^15",[3019,"^V",3076,536870921]],["^15",[3019,"^U",3000,536870921]],["^15",[3019,"^;","~u69008812-815c-42a9-a28d-e77e7c1a3dca",536870921]],["^15",[3020,"^Q","Stelle dar, wie die Kolonialisierung und der transatlantische Sklavenhandel die wahren Ursprünge des Kapitalismus darstellen, laut der Dokumentation.\nls-type:: annotation\nhl-page:: 2\nhl-color:: blue\nid:: 68a2f7ab-7cdd-4ef4-9a9f-1622319bb198",536870921]],["^15",[3020,"^O","^1@",536870921]],["^15",[3020,"^F",3070,536870921]],["^15",[3020,"^X",4657,536870921]],["^15",[3020,"^V",4657,536870921]],["^15",[3020,"^U",4657,536870921]],["^15",[3020,"^?",["^ ","^18","annotation","^3@",2,"^3A","blue","^1;","68a2f7ab-7cdd-4ef4-9a9f-1622319bb198"],536870921]],["^15",[3020,"^J",["^18","^3@","^3A","^1;"],536870921]],["^15",[3020,"^4",["^ ","^18","annotation","^3@","2","^3A","blue","^1;","68a2f7ab-7cdd-4ef4-9a9f-1622319bb198"],536870921]],["^15",[3020,"^;","~u68a2f7ab-7cdd-4ef4-9a9f-1622319bb198",536870921]],["^15",[3021,"^Q","Ursprung des Kapitalismus nicht Industrielle Revolution, sondern bereits 2 Jahrhunderte vor Adam Smiths Werk, der Kolonialismus",536870921]],["^15",[3021,"^O","^1@",536870921]],["^15",[3021,"^F",3010,536870921]],["^15",[3021,"^X",3000,536870921]],["^15",[3021,"^V",3029,536870921]],["^15",[3021,"^U",398,536870921]],["^15",[3021,"^U",3000,536870921]],["^15",[3021,"^;","~u69008812-44c4-4a82-ab99-c66b3f140627",536870921]],["^15",[3022,"^Q","## #Slide Arbeitsblatt Antworten",536870921]],["^15",[3022,"^O","^1@",536870921]],["^15",[3022,"^F",3053,536870921]],["^15",[3022,"^X",3000,536870921]],["^15",[3022,"^V",3000,536870921]],["^15",[3022,"^U",548,536870921]],["^15",[3022,"^U",3000,536870921]],["^15",[3022,"^?",["^ ","^37",2],536870921]],["^15",[3022,"^J",[],536870921]],["^15",[3022,"^H",548,536870921]],["^15",[3022,"^;","~u69008812-9914-48f0-9c05-9f92d4337419",536870921]],["^15",[3023,"^Q","## Meta",536870921]],["^15",[3023,"^O","^1@",536870921]],["^15",[3023,"^F",3046,536870921]],["^15",[3023,"^X",3000,536870921]],["^15",[3023,"^V",3000,536870921]],["^15",[3023,"^U",3000,536870921]],["^15",[3023,"^?",["^ ","^37",2],536870921]],["^15",[3023,"^J",[],536870921]],["^15",[3023,"^;","~u69008812-e647-48e3-add8-c1b88ebc2e03",536870921]],["^15",[3024,"^Q","Europäische Konquistador wie Unternehmer, startet mit nichts, durch Investitionen die zurückzuzahlen werden müssen und muss sich Profit aufbauen",536870921]],["^15",[3024,"^O","^1@",536870921]],["^15",[3024,"^F",3084,536870921]],["^15",[3024,"^X",3000,536870921]],["^15",[3024,"^V",3084,536870921]],["^15",[3024,"^U",398,536870921]],["^15",[3024,"^U",3000,536870921]],["^15",[3024,"^;","~u69008812-b6a8-4cc0-9bcf-142b816c78bd",536870921]],["^15",[3025,"^Q","Entdeckung Amerikas als Gründungsereignis des kapitalismus",536870921]],["^15",[3025,"^O","^1@",536870921]],["^15",[3025,"^F",3073,536870921]],["^15",[3025,"^X",3000,536870921]],["^15",[3025,"^V",3073,536870921]],["^15",[3025,"^U",398,536870921]],["^15",[3025,"^U",3000,536870921]],["^15",[3025,"^;","~u69008812-cd42-4b56-87c2-75c94b3d59cf",536870921]],["^15",[3026,"^Q","Spanische Eroberer in Amerika - [[Conquistadoren]]",536870921]],["^15",[3026,"^O","^1@",536870921]],["^15",[3026,"^F",3032,536870921]],["^15",[3026,"^X",3000,536870921]],["^15",[3026,"^V",3082,536870921]],["^15",[3026,"^U",548,536870921]],["^15",[3026,"^U",3000,536870921]],["^15",[3026,"^U",3004,536870921]],["^15",[3026,"^H",3004,536870921]],["^15",[3026,"^;","~u69008812-acf8-405f-b688-381f6e47d79d",536870921]],["^15",[3027,"^Q","Autor von 'Der Wohlstand der Nationen' - [[Adam Smith]]",536870921]],["^15",[3027,"^O","^1@",536870921]],["^15",[3027,"^F",3082,536870921]],["^15",[3027,"^X",3000,536870921]],["^15",[3027,"^V",3082,536870921]],["^15",[3027,"^U",548,536870921]],["^15",[3027,"^U",3000,536870921]],["^15",[3027,"^U",3003,536870921]],["^15",[3027,"^H",3003,536870921]],["^15",[3027,"^;","~u69008812-a92a-46a4-813b-271a0a707a0d",536870921]],["^15",[3028,"^Q","Im Westen wird wirtschaf Kapitalistisch -> Kapital und Finanzgeber erlange dominanz",536870921]],["^15",[3028,"^O","^1@",536870921]],["^15",[3028,"^F",3055,536870921]],["^15",[3028,"^X",3000,536870921]],["^15",[3028,"^V",3014,536870921]],["^15",[3028,"^U",398,536870921]],["^15",[3028,"^U",3000,536870921]],["^15",[3028,"^;","~u69008812-4e35-45b7-933e-4d04058ba80b",536870921]],["^15",[3029,"^Q","#### Folgen von Adam Smiths werk",536870921]],["^15",[3029,"^O","^1@",536870921]],["^15",[3029,"^F",3014,536870921]],["^15",[3029,"^X",3000,536870921]],["^15",[3029,"^V",3060,536870921]],["^15",[3029,"^U",398,536870921]],["^15",[3029,"^U",3000,536870921]],["^15",[3029,"^?",["^ ","^37",4],536870921]],["^15",[3029,"^J",[],536870921]],["^15",[3029,"^;","~u69008812-ecbd-4c4a-9b46-15d1577675cc",536870921]],["^15",[3030,"^Q","Adam Smith sah es als verpflichtung des Mittelstandes fuer wirtschaftlichen Aufschwung zu sorgen",536870921]],["^15",[3030,"^O","^1@",536870921]],["^15",[3030,"^F",3048,536870921]],["^15",[3030,"^X",3000,536870921]],["^15",[3030,"^V",3048,536870921]],["^15",[3030,"^U",398,536870921]],["^15",[3030,"^U",3000,536870921]],["^15",[3030,"^;","~u69008812-3895-41fe-b3f9-35ef47eb8945",536870921]],["^15",[3031,"^Q","Europaer glauben korrekten weg des lebens durech Historische Schriften zu kennen, es gilt nur noch nach diesen zu leben",536870921]],["^15",[3031,"^O","^1@",536870921]],["^15",[3031,"^F",3025,536870921]],["^15",[3031,"^X",3000,536870921]],["^15",[3031,"^V",3025,536870921]],["^15",[3031,"^U",398,536870921]],["^15",[3031,"^U",3000,536870921]],["^15",[3031,"^;","~u69008812-abee-42dc-93dc-623628034d83",536870921]],["^15",[3032,"^Q","Einhegungen in England, 16. Jahrhundert - [[Enclosures]]",536870921]],["^15",[3032,"^O","^1@",536870921]],["^15",[3032,"^F",3027,536870921]],["^15",[3032,"^X",3000,536870921]],["^15",[3032,"^V",3082,536870921]],["^15",[3032,"^U",548,536870921]],["^15",[3032,"^U",2999,536870921]],["^15",[3032,"^U",3000,536870921]],["^15",[3032,"^H",2999,536870921]],["^15",[3032,"^;","~u69008812-11ea-4145-946f-5a87ecfdd224",536870921]],["^15",[3033,"^Q","![01_Doku_Kapitalismus_AB_Teil_1.pdf](../assets/01_Doku_Kapitalismus_AB_Teil_1_1755510594145_0.pdf)",536870921]],["^15",[3033,"^O","^1@",536870921]],["^15",[3033,"^F",3022,536870921]],["^15",[3033,"^X",3000,536870921]],["^15",[3033,"^V",3022,536870921]],["^15",[3033,"^U",548,536870921]],["^15",[3033,"^U",3000,536870921]],["^15",[3033,"^;","~u69008812-8a54-4e39-bdb4-854ceb661e48",536870921]],["^15",[3034,"^Q","Fuer Europäer liegt wert z.B. von Gold in Materiellen, für Native Amerikana ist der Spirituelle wert des Materials jedoch bedeutend höher",536870921]],["^15",[3034,"^O","^1@",536870921]],["^15",[3034,"^F",3058,536870921]],["^15",[3034,"^X",3000,536870921]],["^15",[3034,"^V",3073,536870921]],["^15",[3034,"^U",398,536870921]],["^15",[3034,"^U",3000,536870921]],["^15",[3034,"^;","~u69008812-4c22-4930-90ff-99ff22c5d1e3",536870921]],["^15",[3035,"^Q","Die Grundzuege des Kapitalistischen systems zeigen ihren Ursprung in den Faelzuegen und entdeckungen Amerikas.",536870921]],["^15",[3035,"^O","^1@",536870921]],["^15",[3035,"^F",3043,536870921]],["^15",[3035,"^X",3000,536870921]],["^15",[3035,"^V",3043,536870921]],["^15",[3035,"^U",548,536870921]],["^15",[3035,"^U",3000,536870921]],["^15",[3035,"^;","~u69008812-dc08-4358-9e72-1ef1d3a0f109",536870921]],["^15",[3036,"^Q","Wollte Erklärung des Gesellschaftlichen Systems/Wandel ohne religion -> Absolute Logik",536870921]],["^15",[3036,"^O","^1@",536870921]],["^15",[3036,"^F",3085,536870921]],["^15",[3036,"^X",3000,536870921]],["^15",[3036,"^V",3048,536870921]],["^15",[3036,"^U",398,536870921]],["^15",[3036,"^U",3000,536870921]],["^15",[3036,"^;","~u69008812-c5b6-430e-9927-2f44855e5a20",536870921]],["^15",[3037,"^Q","Indigene Gruppe im Amazonas - [[Majona-Stamm]]",536870921]],["^15",[3037,"^O","^1@",536870921]],["^15",[3037,"^F",3089,536870921]],["^15",[3037,"^X",3000,536870921]],["^15",[3037,"^V",3082,536870921]],["^15",[3037,"^U",548,536870921]],["^15",[3037,"^U",3000,536870921]],["^15",[3037,"^U",3001,536870921]],["^15",[3037,"^H",3001,536870921]],["^15",[3037,"^;","~u69008812-b8cd-4641-87f1-7983a8eb4275",536870921]],["^15",[3038,"^Q","tags::",536870921]],["^15",[3038,"^O","^1@",536870921]],["^15",[3038,"^F",3049,536870921]],["^15",[3038,"^X",3000,536870921]],["^15",[3038,"^V",3000,536870921]],["^15",[3038,"^U",3000,536870921]],["^15",[3038,"^?",["^ ","^3D",""],536870921]],["^15",[3038,"^J",["^3D"],536870921]],["^15",[3038,"^4",["^ ","^3D",""],536870921]],["^15",[3038,"^;","~u69008812-b7e8-46a8-bac0-1dbe7a21d6ea",536870921]],["^15",[3039,"^Q","((68a2f7d4-6e6f-42f0-afbb-fdffd27fc165))",536870921]],["^15",[3039,"^O","^1@",536870921]],["^15",[3039,"^F",3071,536870921]],["^15",[3039,"^X",3000,536870921]],["^15",[3039,"^V",3022,536870921]],["^15",[3039,"^U",548,536870921]],["^15",[3039,"^U",3000,536870921]],["^15",[3039,"^H",3040,536870921]],["^15",[3039,"^;","~u69008812-5b13-4341-95a5-9a05fa541892",536870921]],["^15",[3040,"^Q","Beurteile die Rolle von Adam Smith und die Bedeutung seines Werkes 'Der Wohlstand der Nationen' im Kontext der Dokumentation.\nls-type:: annotation\nhl-page:: 3\nhl-color:: blue\nid:: 68a2f7d4-6e6f-42f0-afbb-fdffd27fc165",536870921]],["^15",[3040,"^O","^1@",536870921]],["^15",[3040,"^F",3051,536870921]],["^15",[3040,"^X",4657,536870921]],["^15",[3040,"^V",4657,536870921]],["^15",[3040,"^U",4657,536870921]],["^15",[3040,"^?",["^ ","^18","annotation","^3@",3,"^3A","blue","^1;","68a2f7d4-6e6f-42f0-afbb-fdffd27fc165"],536870921]],["^15",[3040,"^J",["^18","^3@","^3A","^1;"],536870921]],["^15",[3040,"^4",["^ ","^18","annotation","^3@","3","^3A","blue","^1;","68a2f7d4-6e6f-42f0-afbb-fdffd27fc165"],536870921]],["^15",[3040,"^;","~u68a2f7d4-6e6f-42f0-afbb-fdffd27fc165",536870921]],["^15",[3041,"^Q","In China Expeditionen durch Kaiser finanziert",536870921]],["^15",[3041,"^O","^1@",536870921]],["^15",[3041,"^F",3024,536870921]],["^15",[3041,"^X",3000,536870921]],["^15",[3041,"^V",3084,536870921]],["^15",[3041,"^U",398,536870921]],["^15",[3041,"^U",3000,536870921]],["^15",[3041,"^;","~u69008812-d3c4-4e88-b1a7-af8ccdd00f2d",536870921]],["^15",[3042,"^Q","**Notes:**\nbackground-color:: red",536870921]],["^15",[3042,"^O","^1@",536870921]],["^15",[3042,"^F",3023,536870921]],["^15",[3042,"^X",3000,536870921]],["^15",[3042,"^V",3023,536870921]],["^15",[3042,"^U",3000,536870921]],["^15",[3042,"^?",["^ ","^39","red"],536870921]],["^15",[3042,"^J",["^39"],536870921]],["^15",[3042,"^4",["^ ","^39","red"],536870921]],["^15",[3042,"^;","~u69008812-049d-4099-9fa0-cb399b103f47",536870921]],["^15",[3043,"^Q","((68a2f7ab-7cdd-4ef4-9a9f-1622319bb198))",536870921]],["^15",[3043,"^O","^1@",536870921]],["^15",[3043,"^F",3078,536870921]],["^15",[3043,"^X",3000,536870921]],["^15",[3043,"^V",3022,536870921]],["^15",[3043,"^U",548,536870921]],["^15",[3043,"^U",3000,536870921]],["^15",[3043,"^H",3020,536870921]],["^15",[3043,"^;","~u69008812-10a3-4ff9-8d37-52b4eb0b9d40",536870921]],["^15",[3044,"^Q","Erweckt Interesse der Europäer, Adam Smith beeindruckt",536870921]],["^15",[3044,"^O","^1@",536870921]],["^15",[3044,"^F",3081,536870921]],["^15",[3044,"^X",3000,536870921]],["^15",[3044,"^V",3081,536870921]],["^15",[3044,"^U",398,536870921]],["^15",[3044,"^U",3000,536870921]],["^15",[3044,"^;","~u69008812-ae06-4b01-a5dd-bd638f906f64",536870921]],["^15",[3045,"^Q","Ich gebe dir, wann immer es dir möglich gibst du mir -> keine festen vertraege",536870921]],["^15",[3045,"^O","^1@",536870921]],["^15",[3045,"^F",3017,536870921]],["^15",[3045,"^X",3000,536870921]],["^15",[3045,"^V",3086,536870921]],["^15",[3045,"^U",398,536870921]],["^15",[3045,"^U",3000,536870921]],["^15",[3045,"^U",3005,536870921]],["^15",[3045,"^;","~u69008812-5c5d-4240-aa33-8f1c292a5e5f",536870921]],["^15",[3046,"^Q","references::",536870921]],["^15",[3046,"^O","^1@",536870921]],["^15",[3046,"^F",3038,536870921]],["^15",[3046,"^X",3000,536870921]],["^15",[3046,"^V",3000,536870921]],["^15",[3046,"^U",547,536870921]],["^15",[3046,"^U",3000,536870921]],["^15",[3046,"^?",["^ ","^3C",""],536870921]],["^15",[3046,"^J",["^3C"],536870921]],["^15",[3046,"^4",["^ ","^3C",""],536870921]],["^15",[3046,"^H",547,536870921]],["^15",[3046,"^;","~u69008812-ee7b-41bc-a5ce-a907013160fd",536870921]],["^15",[3047,"^Q","Jedoch ist dieser Tauschahndel nicht eminent, in menschlicher Natur liegt gemeinsames Nutzen der verfügbaren Ressourcen in einer Community",536870921]],["^15",[3047,"^O","^1@",536870921]],["^15",[3047,"^F",3011,536870921]],["^15",[3047,"^X",3000,536870921]],["^15",[3047,"^V",3087,536870921]],["^15",[3047,"^U",398,536870921]],["^15",[3047,"^U",3000,536870921]],["^15",[3047,"^;","~u69008812-1af1-4dfe-ab46-2b70754ca36e",536870921]],["^15",[3048,"^Q","#### Fehlannahme Adam Smith",536870921]],["^15",[3048,"^O","^1@",536870921]],["^15",[3048,"^F",3060,536870921]],["^15",[3048,"^X",3000,536870921]],["^15",[3048,"^V",3060,536870921]],["^15",[3048,"^U",398,536870921]],["^15",[3048,"^U",3000,536870921]],["^15",[3048,"^?",["^ ","^37",4],536870921]],["^15",[3048,"^J",[],536870921]],["^15",[3048,"^;","~u69008812-b09d-4de1-b008-685a51b1691c",536870921]],["^15",[3049,"^Q","index:: 2\n\n",536870921]],["^15",[3049,"^O","^1@",536870921]],["^15",[3049,"^35",["^36",[]],536870921]],["^15",[3049,"^F",3000,536870921]],["^15",[3049,"^X",3000,536870921]],["^15",[3049,"^V",3000,536870921]],["^15",[3049,"^U",546,536870921]],["^15",[3049,"^U",3000,536870921]],["^15",[3049,"^:",true,536870921]],["^15",[3049,"^?",["^ ","^1D",2],536870921]],["^15",[3049,"^J",["^1D"],536870921]],["^15",[3049,"^4",["^ ","^1D","2"],536870921]],["^15",[3049,"^H",546,536870921]],["^15",[3049,"^;","~u69008812-314d-490d-bc39-eea068d98150",536870921]],["^15",[3050,"^Q","Schnelles Aneignen von Wissen ueber neune Kontinent, um aus diesem Profit schlagen zu koennen",536870921]],["^15",[3050,"^O","^1@",536870921]],["^15",[3050,"^F",3031,536870921]],["^15",[3050,"^X",3000,536870921]],["^15",[3050,"^V",3025,536870921]],["^15",[3050,"^U",398,536870921]],["^15",[3050,"^U",3000,536870921]],["^15",[3050,"^;","~u69008812-a8b4-4c6b-9d84-10649f78400a",536870921]],["^15",[3051,"^Q","Vergleiche die wirtschaftliche Entwicklung in China und Europa im Kontext des frühen Kapitalismus, wie es in der Dokumentation dargestellt wird.\nls-type:: annotation\nhl-page:: 2\nhl-color:: blue\nid:: 68a2f7c4-602d-4080-a4e4-6530fe5530b2",536870921]],["^15",[3051,"^O","^1@",536870921]],["^15",[3051,"^F",3020,536870921]],["^15",[3051,"^X",4657,536870921]],["^15",[3051,"^V",4657,536870921]],["^15",[3051,"^U",4657,536870921]],["^15",[3051,"^?",["^ ","^18","annotation","^3@",2,"^3A","blue","^1;","68a2f7c4-602d-4080-a4e4-6530fe5530b2"],536870921]],["^15",[3051,"^J",["^18","^3@","^3A","^1;"],536870921]],["^15",[3051,"^4",["^ ","^18","annotation","^3@","2","^3A","blue","^1;","68a2f7c4-602d-4080-a4e4-6530fe5530b2"],536870921]],["^15",[3051,"^;","~u68a2f7c4-602d-4080-a4e4-6530fe5530b2",536870921]],["^15",[3052,"^Q","---",536870921]],["^15",[3052,"^O","^1@",536870921]],["^15",[3052,"^F",3023,536870921]],["^15",[3052,"^X",3000,536870921]],["^15",[3052,"^V",3000,536870921]],["^15",[3052,"^U",3000,536870921]],["^15",[3052,"^;","~u69008812-3f3d-4f5c-9eff-39aedf3571ab",536870921]],["^15",[3053,"^Q","",536870921]],["^15",[3053,"^O","^1@",536870921]],["^15",[3053,"^F",3066,536870921]],["^15",[3053,"^X",3000,536870921]],["^15",[3053,"^V",3000,536870921]],["^15",[3053,"^U",3000,536870921]],["^15",[3053,"^;","~u69008812-efbb-4dc6-ad6b-92ac98608d42",536870921]],["^15",[3054,"^Q","Adam Smith geht davon aus das der Mensch ein natürliche Veranlagung zum Tauschen und Handeln habe wodurch dann die Entstehung eins Marktes in ähnlichen Formen wie der Kapitalismus ihn besitzt unausweichlich werde. Tatsächlich jedoch ist in Stämmen von Ureinwohnern zu beobachten das selbst der Tauschhandel von Gut gegen Gut nicht unbedingt zur Regel gehört. Viel mehr arbeiten die Stämme, als Community auf basis der #Reziprozität zusammen.",536870921]],["^15",[3054,"^O","^1@",536870921]],["^15",[3054,"^F",3078,536870921]],["^15",[3054,"^X",3000,536870921]],["^15",[3054,"^V",3078,536870921]],["^15",[3054,"^U",548,536870921]],["^15",[3054,"^U",3000,536870921]],["^15",[3054,"^U",3005,536870921]],["^15",[3054,"^H",3005,536870921]],["^15",[3054,"^;","~u69008812-2ee9-4e66-8f4f-f9b121aaec89",536870921]],["^15",[3055,"^Q","Minear als Amerika sorgte fuer ausdehnung des Handels in Europa und Asien",536870921]],["^15",[3055,"^O","^1@",536870921]],["^15",[3055,"^F",3014,536870921]],["^15",[3055,"^X",3000,536870921]],["^15",[3055,"^V",3014,536870921]],["^15",[3055,"^U",398,536870921]],["^15",[3055,"^U",3000,536870921]],["^15",[3055,"^;","~u69008812-3919-446b-8212-2bcc5e1f79b9",536870921]],["^15",[3056,"^Q","**Slides:**\nbackground-color:: green",536870921]],["^15",[3056,"^O","^1@",536870921]],["^15",[3056,"^F",3042,536870921]],["^15",[3056,"^X",3000,536870921]],["^15",[3056,"^V",3023,536870921]],["^15",[3056,"^U",3000,536870921]],["^15",[3056,"^?",["^ ","^39","green"],536870921]],["^15",[3056,"^J",["^39"],536870921]],["^15",[3056,"^4",["^ ","^39","green"],536870921]],["^15",[3056,"^;","~u69008812-7387-4158-8573-aa6305b70aba",536870921]],["^15",[3057,"^Q","In China konnte durch die zunehmende Menge an (Edel-)Metallen aus Amerika welche durch Kolonialismus nach Europa und Asien gelangen, das Währungssystem von basislosen Papiergeld auf stabileres Silber gehoben werden. Da Kleinerzeuger, anders als in Europa, das land auf dem sie Anbauten direkt besaßen, behielten sie auch ihren direkten Zugriff zum Markt, ihre situation verbesserte sich (oder blieb zumindest Stabil).\nAnders in England, Europa, hier sorgte der Kolonialismus für eine rapide Kapitalisierung, Kleinerzeuger (Bauern) wurden durch Landeinfoderungen von ihren Farmen gedrängt, sie verloren die Möglichkeit eigenständig zu Wirtschaften und mussten stattdessen ihre Arbeitskraft (z.B. im Handwerk) verkaufen und zu überleben. Die Besitzer des Landes nutzten dies fortan für Lukrativere Anwendungen (Schafzucht).",536870921]],["^15",[3057,"^O","^1@",536870921]],["^15",[3057,"^F",3071,536870921]],["^15",[3057,"^X",3000,536870921]],["^15",[3057,"^V",3071,536870921]],["^15",[3057,"^U",548,536870921]],["^15",[3057,"^U",3000,536870921]],["^15",[3057,"^;","~u69008812-cc50-40f1-998b-75c90bca407b",536870921]],["^15",[3058,"^Q","Amerika bat Möglichkeit hohen Gewinn uber anfangsinvestition zu Erwirtschaften",536870921]],["^15",[3058,"^O","^1@",536870921]],["^15",[3058,"^F",3025,536870921]],["^15",[3058,"^X",3000,536870921]],["^15",[3058,"^V",3073,536870921]],["^15",[3058,"^U",398,536870921]],["^15",[3058,"^U",3000,536870921]],["^15",[3058,"^;","~u69008812-297d-4001-a07b-76ccc8e514d2",536870921]],["^15",[3059,"^Q","Raubgierig Guavanoere in Amerika dadurch, das ihnen Ausgaben wahrend der Entdeckungen nicht durch Konquistador gezahlt wurde, weg geld zu verdienen + Hatten dort unbegrenzte Macht",536870921]],["^15",[3059,"^O","^1@",536870921]],["^15",[3059,"^F",3034,536870921]],["^15",[3059,"^X",3000,536870921]],["^15",[3059,"^V",3073,536870921]],["^15",[3059,"^U",398,536870921]],["^15",[3059,"^U",3000,536870921]],["^15",[3059,"^;","~u69008812-d8a1-4709-98a3-cda4573ebb81",536870921]],["^15",[3060,"^Q","{{video https://www.youtube.com/watch?v=fQJDIjEFcKA}}",536870921]],["^15",[3060,"^O","^1@",536870921]],["^15",[3060,"^F",3066,536870921]],["^15",[3060,"^S",3093,536870921]],["^15",[3060,"^X",3000,536870921]],["^15",[3060,"^V",3066,536870921]],["^15",[3060,"^U",398,536870921]],["^15",[3060,"^U",3000,536870921]],["^15",[3060,"^;","~u69008812-1290-4a17-a4c9-ad545fcfec62",536870921]],["^15",[3061,"^Q","Kleine Bauern vertrieben für Monopolisierung durch Großgrundbesitzer -> bessere Ausbeutung",536870921]],["^15",[3061,"^O","^1@",536870921]],["^15",[3061,"^F",3018,536870921]],["^15",[3061,"^X",3000,536870921]],["^15",[3061,"^V",3018,536870921]],["^15",[3061,"^U",398,536870921]],["^15",[3061,"^U",3000,536870921]],["^15",[3061,"^;","~u69008812-bfb1-4f11-8ee2-78b97cd7515a",536870921]],["^15",[3062,"^Q","{{query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/Wir/Ethics/Der Kapitalismus - Adam Smith und der freie Markt ⎮ Doku]]) (namespace [[School/Wir/Ethics/Der Kapitalismus - Adam Smith und der freie Markt ⎮ Doku]])))}}\nquery-table:: true",536870921]],["^15",[3062,"^O","^1@",536870921]],["^15",[3062,"^F",3056,536870921]],["^15",[3062,"^S",3092,536870921]],["^15",[3062,"^X",3000,536870921]],["^15",[3062,"^V",3056,536870921]],["^15",[3062,"^U",3000,536870921]],["^15",[3062,"^?",["^ ","^3;",true],536870921]],["^15",[3062,"^J",["^3;"],536870921]],["^15",[3062,"^4",["^ ","^3;","true"],536870921]],["^15",[3062,"^;","~u69008812-3661-4797-ad0e-aa9dc239d69f",536870921]],["^15",[3063,"^Q","Armut wurde Kriminalisiert -> unterschied zwischen Gesellschaftsschichten wurde grösser",536870921]],["^15",[3063,"^O","^1@",536870921]],["^15",[3063,"^F",3007,536870921]],["^15",[3063,"^X",3000,536870921]],["^15",[3063,"^V",3018,536870921]],["^15",[3063,"^U",398,536870921]],["^15",[3063,"^U",3000,536870921]],["^15",[3063,"^;","~u69008812-ace0-46f0-a0a8-208475cb051d",536870921]],["^15",[3064,"^Q","Ursprung unseres Wirtschaften: Kapitalgeber der Jährliche zinsen für gegebenes Geld erwartet und Unternehmer der diese Lesten muss",536870921]],["^15",[3064,"^O","^1@",536870921]],["^15",[3064,"^F",3059,536870921]],["^15",[3064,"^X",3000,536870921]],["^15",[3064,"^V",3073,536870921]],["^15",[3064,"^U",398,536870921]],["^15",[3064,"^U",3000,536870921]],["^15",[3064,"^;","~u69008812-5b20-4972-ac36-d09b9b16971b",536870921]],["^15",[3065,"^Q","Carl von Linnés Werk über Naturordnung - [[Systema Naturae]]",536870921]],["^15",[3065,"^O","^1@",536870921]],["^15",[3065,"^F",3037,536870921]],["^15",[3065,"^X",3000,536870921]],["^15",[3065,"^V",3082,536870921]],["^15",[3065,"^U",548,536870921]],["^15",[3065,"^U",3000,536870921]],["^15",[3065,"^U",3006,536870921]],["^15",[3065,"^H",3006,536870921]],["^15",[3065,"^;","~u69008812-5595-47fd-9f18-ca91fefe148a",536870921]],["^15",[3066,"^Q","## #Note Video:",536870921]],["^15",[3066,"^O","^1@",536870921]],["^15",[3066,"^F",3052,536870921]],["^15",[3066,"^X",3000,536870921]],["^15",[3066,"^V",3000,536870921]],["^15",[3066,"^U",398,536870921]],["^15",[3066,"^U",3000,536870921]],["^15",[3066,"^?",["^ ","^37",2],536870921]],["^15",[3066,"^J",[],536870921]],["^15",[3066,"^H",398,536870921]],["^15",[3066,"^;","~u69008812-78d8-4dc6-9265-7fd703380cb0",536870921]],["^15",[3067,"^Q","Französische Ökonomen, naturorientiert - [[Physiokraten]]",536870921]],["^15",[3067,"^O","^1@",536870921]],["^15",[3067,"^F",3026,536870921]],["^15",[3067,"^X",3000,536870921]],["^15",[3067,"^V",3082,536870921]],["^15",[3067,"^U",548,536870921]],["^15",[3067,"^U",3000,536870921]],["^15",[3067,"^U",3002,536870921]],["^15",[3067,"^H",3002,536870921]],["^15",[3067,"^;","~u69008812-03df-473b-a33b-b2e053d13c0a",536870921]],["^15",[3068,"^Q","Dreiecksgeschaft hatte grossen anteil an entstehung Marktwirtschaft",536870921]],["^15",[3068,"^O","^1@",536870921]],["^15",[3068,"^F",3018,536870921]],["^15",[3068,"^X",3000,536870921]],["^15",[3068,"^V",3014,536870921]],["^15",[3068,"^U",398,536870921]],["^15",[3068,"^U",3000,536870921]],["^15",[3068,"^;","~u69008812-f0b3-477a-9164-01db267bbb14",536870921]],["^15",[3069,"^Q","Europa - Waren > Goldkueste - Sklaven > Amerika - Waren > Europa",536870921]],["^15",[3069,"^O","^1@",536870921]],["^15",[3069,"^F",3068,536870921]],["^15",[3069,"^X",3000,536870921]],["^15",[3069,"^V",3068,536870921]],["^15",[3069,"^U",398,536870921]],["^15",[3069,"^U",3000,536870921]],["^15",[3069,"^;","~u69008812-298d-487f-8c1c-f4efd9092866",536870921]],["^15",[3070,"^Q","Erkläre die anthropologische Kritik an Adam Smiths Tauschtheorie und warum sie laut der Dokumentation nicht der historischen Realität entspricht.\nls-type:: annotation\nhl-page:: 1\nhl-color:: blue\nid:: 68a2f794-5a23-4dc7-88b1-527f1ff24cd8",536870921]],["^15",[3070,"^O","^1@",536870921]],["^15",[3070,"^F",4658,536870921]],["^15",[3070,"^X",4657,536870921]],["^15",[3070,"^V",4657,536870921]],["^15",[3070,"^U",4657,536870921]],["^15",[3070,"^?",["^ ","^18","annotation","^3@",1,"^3A","blue","^1;","68a2f794-5a23-4dc7-88b1-527f1ff24cd8"],536870921]],["^15",[3070,"^J",["^18","^3@","^3A","^1;"],536870921]],["^15",[3070,"^4",["^ ","^18","annotation","^3@","1","^3A","blue","^1;","68a2f794-5a23-4dc7-88b1-527f1ff24cd8"],536870921]],["^15",[3070,"^;","~u68a2f794-5a23-4dc7-88b1-527f1ff24cd8",536870921]],["^15",[3071,"^Q","((68a2f7c4-602d-4080-a4e4-6530fe5530b2))",536870921]],["^15",[3071,"^O","^1@",536870921]],["^15",[3071,"^F",3043,536870921]],["^15",[3071,"^X",3000,536870921]],["^15",[3071,"^V",3022,536870921]],["^15",[3071,"^U",548,536870921]],["^15",[3071,"^U",3000,536870921]],["^15",[3071,"^H",3051,536870921]],["^15",[3071,"^;","~u69008812-1835-46ce-9411-e1ad757e6516",536870921]],["^15",[3072,"^Q","Transatlantisch Sklaverei wurde zentraler Bestandteil der Privatwirtschaft",536870921]],["^15",[3072,"^O","^1@",536870921]],["^15",[3072,"^F",3069,536870921]],["^15",[3072,"^X",3000,536870921]],["^15",[3072,"^V",3069,536870921]],["^15",[3072,"^U",398,536870921]],["^15",[3072,"^U",3000,536870921]],["^15",[3072,"^;","~u69008812-2a7d-4043-9677-99f27bf614de",536870921]],["^15",[3073,"^Q","#### Amerika-Kolonialismus",536870921]],["^15",[3073,"^O","^1@",536870921]],["^15",[3073,"^F",3048,536870921]],["^15",[3073,"^X",3000,536870921]],["^15",[3073,"^V",3060,536870921]],["^15",[3073,"^U",398,536870921]],["^15",[3073,"^U",3000,536870921]],["^15",[3073,"^?",["^ ","^37",4],536870921]],["^15",[3073,"^J",[],536870921]],["^15",[3073,"^;","~u69008812-4013-448f-8931-b56615244ea4",536870921]],["^15",[3074,"^Q","Adam Smiths buch ist nicht, wie von vielen Angenommen, als die Schöpfung des Kapitalismus zu sehen. Denn dieser Entstand in ersten zugen bereits weit vorher durch die Kolonialisierung Amerikas. \n(Ebenfalls ist kritisch Anzumerken das Smith sich jeglicher Erwähnung des Sklavenhandels und der Zentralen rolle dieses in der Entstehung eines Kapitalistischen Marktes durch den Dreieckshandel enzog. )",536870921]],["^15",[3074,"^O","^1@",536870921]],["^15",[3074,"^F",3039,536870921]],["^15",[3074,"^X",3000,536870921]],["^15",[3074,"^V",3039,536870921]],["^15",[3074,"^U",548,536870921]],["^15",[3074,"^U",3000,536870921]],["^15",[3074,"^;","~u69008812-6509-4c8d-8bd4-3311456dcb4c",536870921]],["^15",[3075,"^Q","Kolonialismus positive auswirkungen auf Kleinerzeuger",536870921]],["^15",[3075,"^O","^1@",536870921]],["^15",[3075,"^F",3044,536870921]],["^15",[3075,"^X",3000,536870921]],["^15",[3075,"^V",3081,536870921]],["^15",[3075,"^U",398,536870921]],["^15",[3075,"^U",3000,536870921]],["^15",[3075,"^;","~u69008812-5864-4fc1-a9a4-e4449f23a13f",536870921]],["^15",[3076,"^Q","**Summery**:\nbackground-color:: blue",536870921]],["^15",[3076,"^O","^1@",536870921]],["^15",[3076,"^F",3056,536870921]],["^15",[3076,"^X",3000,536870921]],["^15",[3076,"^V",3023,536870921]],["^15",[3076,"^U",3000,536870921]],["^15",[3076,"^?",["^ ","^39","blue"],536870921]],["^15",[3076,"^J",["^39"],536870921]],["^15",[3076,"^4",["^ ","^39","blue"],536870921]],["^15",[3076,"^;","~u69008812-a7d5-4f0c-9b8e-3fbd1fca51df",536870921]],["^15",[3077,"^Q","Rassismus Produkt von Sklaverei, Profitfier der grund",536870921]],["^15",[3077,"^O","^1@",536870921]],["^15",[3077,"^F",3072,536870921]],["^15",[3077,"^X",3000,536870921]],["^15",[3077,"^V",3069,536870921]],["^15",[3077,"^U",398,536870921]],["^15",[3077,"^U",3000,536870921]],["^15",[3077,"^;","~u69008812-7d6e-465e-9f85-eb8c74cdecde",536870921]],["^15",[3078,"^Q","((68a2f794-5a23-4dc7-88b1-527f1ff24cd8))",536870921]],["^15",[3078,"^O","^1@",536870921]],["^15",[3078,"^F",3082,536870921]],["^15",[3078,"^X",3000,536870921]],["^15",[3078,"^V",3022,536870921]],["^15",[3078,"^U",548,536870921]],["^15",[3078,"^U",3000,536870921]],["^15",[3078,"^H",3070,536870921]],["^15",[3078,"^;","~u69008812-261b-4115-a472-08d63a5198ad",536870921]],["^15",[3079,"^Q","Ähnlich wie sich heute Unternehmen Gründen, sind die Europäischen Kolonialisten zu ihrem \"Startkapital\" gekommen: Sie Starteten mit nichts und suchten sich einen \"Investor\", welcher ihnen Entsprechendes kapital für ihre Conquista auslegen konnte, auf dieses mussten sie Zinsen zahlen. So wahren sie darauf angewiesen das die Kolonial reise entsprechend profit reich war um ihr Leben zu finanzieren und den Lohn zurückzahlen zu können.\nDurch das Beispiel Columbus, der zeigte wie lukrative entsprechende reisen erden konnten nahm die Anzahl an willigen Finanzierenden rapide zu was die Ausbeutung des neuen Kontinents, erneut steigerte. Auch die Entstehung der Gouverneur, welche eben wie der leitende Conquistador auch verschuldet waren, und die Ausbeutung region die sei leiteten als einzige Möglichkeit sahen nötiges Geld zu verdienen, brachte eins der Hauptprinzipien des Kapitalismus erstmals stark hervor: Geldleihende Unternehmer und Privatpersonen und Finanzierende welche durch ihre Auslagen Profite erwirtschaften konnten.",536870921]],["^15",[3079,"^O","^1@",536870921]],["^15",[3079,"^F",3035,536870921]],["^15",[3079,"^X",3000,536870921]],["^15",[3079,"^V",3043,536870921]],["^15",[3079,"^U",548,536870921]],["^15",[3079,"^U",3000,536870921]],["^15",[3079,"^;","~u69008812-e4d7-4510-8fa7-f83a1eb68371",536870921]],["^15",[3080,"^Q","Privatwirtschaftliche Kolonien breiten sich immer weiter aus",536870921]],["^15",[3080,"^O","^1@",536870921]],["^15",[3080,"^F",3063,536870921]],["^15",[3080,"^X",3000,536870921]],["^15",[3080,"^V",3018,536870921]],["^15",[3080,"^U",398,536870921]],["^15",[3080,"^U",3000,536870921]],["^15",[3080,"^;","~u69008812-ad98-405d-a524-9a755deb4364",536870921]],["^15",[3081,"^Q","In China haben Erzeuger (Bauern etc.) freien Marktzugang, keine Kaufmanner/Finanizies noetig",536870921]],["^15",[3081,"^O","^1@",536870921]],["^15",[3081,"^F",3028,536870921]],["^15",[3081,"^X",3000,536870921]],["^15",[3081,"^V",3014,536870921]],["^15",[3081,"^U",398,536870921]],["^15",[3081,"^U",3000,536870921]],["^15",[3081,"^;","~u69008812-83ff-4521-abcc-67cc9b8f2e32",536870921]],["^15",[3082,"^Q","Begriffe:",536870921]],["^15",[3082,"^O","^1@",536870921]],["^15",[3082,"^F",3033,536870921]],["^15",[3082,"^X",3000,536870921]],["^15",[3082,"^V",3022,536870921]],["^15",[3082,"^U",548,536870921]],["^15",[3082,"^U",3000,536870921]],["^15",[3082,"^;","~u69008812-24cb-4b83-b67f-ebae6d415e6c",536870921]],["^15",[3083,"^Q","Columbus als positive bespiel für funktionierendes \"Startup\" -> Kolonien wirtschaftlich gut",536870921]],["^15",[3083,"^O","^1@",536870921]],["^15",[3083,"^F",3058,536870921]],["^15",[3083,"^X",3000,536870921]],["^15",[3083,"^V",3058,536870921]],["^15",[3083,"^U",398,536870921]],["^15",[3083,"^U",3000,536870921]],["^15",[3083,"^;","~u69008812-bdc1-40ef-824c-2f3c5656e2a7",536870921]],["^15",[3084,"^Q","China waehre es moeglich geworden selbes zu tun wie Europaer, jedoch war nicht die intention gefundene Laender auszubeuten",536870921]],["^15",[3084,"^O","^1@",536870921]],["^15",[3084,"^F",3050,536870921]],["^15",[3084,"^X",3000,536870921]],["^15",[3084,"^V",3025,536870921]],["^15",[3084,"^U",398,536870921]],["^15",[3084,"^U",3000,536870921]],["^15",[3084,"^;","~u69008812-1223-4c25-9bb2-fe87cf405be8",536870921]],["^15",[3085,"^Q","In philosophischer Partnerschaft mit Hume",536870921]],["^15",[3085,"^O","^1@",536870921]],["^15",[3085,"^F",3030,536870921]],["^15",[3085,"^X",3000,536870921]],["^15",[3085,"^V",3048,536870921]],["^15",[3085,"^U",398,536870921]],["^15",[3085,"^U",3000,536870921]],["^15",[3085,"^;","~u69008812-0f0e-4289-af5a-e75177a7febe",536870921]],["^15",[3086,"^Q","#Reziprozität: system gemeinsamen gebens und Nehmens",536870921]],["^15",[3086,"^O","^1@",536870921]],["^15",[3086,"^F",3047,536870921]],["^15",[3086,"^X",3000,536870921]],["^15",[3086,"^V",3087,536870921]],["^15",[3086,"^U",398,536870921]],["^15",[3086,"^U",3000,536870921]],["^15",[3086,"^U",3005,536870921]],["^15",[3086,"^H",3005,536870921]],["^15",[3086,"^;","~u69008812-6964-4a13-8b09-dc63ce26165e",536870921]],["^15",[3087,"^Q","Wollte wirtschaft ohne kontext (sotioal, moralisch, theologisch) studieren -> wie Wisssenschaftliches experiment",536870921]],["^15",[3087,"^O","^1@",536870921]],["^15",[3087,"^F",3036,536870921]],["^15",[3087,"^X",3000,536870921]],["^15",[3087,"^V",3048,536870921]],["^15",[3087,"^U",398,536870921]],["^15",[3087,"^U",3000,536870921]],["^15",[3087,"^;","~u69008812-9340-4809-87f4-fb0aea49c796",536870921]],["^15",[3088,"^Q","{{query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[School/Wir/Ethics/Der Kapitalismus - Adam Smith und der freie Markt ⎮ Doku]]) (namespace [[School/Wir/Ethics/Der Kapitalismus - Adam Smith und der freie Markt ⎮ Doku]])))}}\nquery-sort-by:: block\nquery-table:: true\nquery-sort-desc:: true",536870921]],["^15",[3088,"^O","^1@",536870921]],["^15",[3088,"^F",3042,536870921]],["^15",[3088,"^S",3091,536870921]],["^15",[3088,"^X",3000,536870921]],["^15",[3088,"^V",3042,536870921]],["^15",[3088,"^U",3000,536870921]],["^15",[3088,"^?",["^ ","^3:","block","^3;",true,"^3<",true],536870921]],["^15",[3088,"^J",["^3:","^3;","^3<"],536870921]],["^15",[3088,"^4",["^ ","^3:","block","^3;","true","^3<","true"],536870921]],["^15",[3088,"^;","~u69008812-fa4d-440f-9951-61d355539f99",536870921]],["^15",[3089,"^Q","Handelsroute Europa-Afrika-Amerika - [[Dreieckshandel]]",536870921]],["^15",[3089,"^O","^1@",536870921]],["^15",[3089,"^F",3067,536870921]],["^15",[3089,"^X",3000,536870921]],["^15",[3089,"^V",3082,536870921]],["^15",[3089,"^U",548,536870921]],["^15",[3089,"^U",2997,536870921]],["^15",[3089,"^U",3000,536870921]],["^15",[3089,"^H",2997,536870921]],["^15",[3089,"^;","~u69008812-cb17-48dd-b9a0-bde470a209b3",536870921]],["^15",[3090,"^Q","Silberbergwerk in Bolivien - [[Cerro Rico]]",536870921]],["^15",[3090,"^O","^1@",536870921]],["^15",[3090,"^F",3065,536870921]],["^15",[3090,"^X",3000,536870921]],["^15",[3090,"^V",3082,536870921]],["^15",[3090,"^U",548,536870921]],["^15",[3090,"^U",2998,536870921]],["^15",[3090,"^U",3000,536870921]],["^15",[3090,"^H",2998,536870921]],["^15",[3090,"^;","~u69008812-abee-4460-bf01-c6fa4b5f4420",536870921]],["^15",[3091,"^?",["^ ","^3=","query","^3>",["(and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[School/Wir/Ethics/Der Kapitalismus - Adam Smith und der freie Markt ⎮ Doku]]) (namespace [[School/Wir/Ethics/Der Kapitalismus - Adam Smith und der freie Markt ⎮ Doku]])))"]],536870921]],["^15",[3091,"^W","macro",536870921]],["^15",[3091,"^T","query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[School/Wir/Ethics/Der Kapitalismus - Adam Smith und der freie Markt ⎮ Doku]]) (namespace [[School/Wir/Ethics/Der Kapitalismus - Adam Smith und der freie Markt ⎮ Doku]])))",536870921]],["^15",[3092,"^?",["^ ","^3=","query","^3>",["(and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/Wir/Ethics/Der Kapitalismus - Adam Smith und der freie Markt ⎮ Doku]]) (namespace [[School/Wir/Ethics/Der Kapitalismus - Adam Smith und der freie Markt ⎮ Doku]])))"]],536870921]],["^15",[3092,"^W","macro",536870921]],["^15",[3092,"^T","query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/Wir/Ethics/Der Kapitalismus - Adam Smith und der freie Markt ⎮ Doku]]) (namespace [[School/Wir/Ethics/Der Kapitalismus - Adam Smith und der freie Markt ⎮ Doku]])))",536870921]],["^15",[3093,"^?",["^ ","^3=","video","^3>",["https://www.youtube.com/watch?v=fQJDIjEFcKA"]],536870921]],["^15",[3093,"^W","macro",536870921]],["^15",[3093,"^T","video https://www.youtube.com/watch?v=fQJDIjEFcKA",536870921]],["^15",[3094,"^3","index:: 1002\n\n- tags::\n- references::\n- ## Meta\n\t- **Notes:**\n\t background-color:: red\n\t\t- {{query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[School/Wir/Ethics/Einführung in die Wirtschaftsethik]]) (namespace [[School/Wir/Ethics/Einführung in die Wirtschaftsethik]])))}}\n\t\t query-sort-by:: block\n\t\t query-table:: true\n\t\t query-sort-desc:: true\n\t- **Slides:**\n\t background-color:: green\n\t\t- {{query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/Wir/Ethics/Einführung in die Wirtschaftsethik]]) (namespace [[School/Wir/Ethics/Einführung in die Wirtschaftsethik]])))}}\n\t- **Summery**:\n\t background-color:: blue\n\t\t-\n- ---\n-\n-\n- ### Wirtschaftsethik - Überblick\n Wirtschaftsethik beschäftigt sich mit der ==Anwendung ethischer Prinzipien im \n wirtschaftlichen Handeln== und beurteilt die damit verbundenen Normen und \n Werte. Zentral sind dabei ==Humanität, Solidarität und Verantwortung==. Es \n wird geklärt, wie wirtschaftliches Handeln soziale Gerechtigkeit und \n Nachhaltigkeit fördern kann, ==ohne konkrete Handlungsanweisungen \n vorzugeben==. Wirtschaftsethik bietet Orientierung in aktuellen Debatten \n durch Reflexion, Methoden und kritische Analyse. Sie benötigt einen \n interdisziplinären Ansatz, der ==Philosophie, Ökonomie und andere \n Sozialwissenschaften vereint==.\n- ### Theoretische vs. Praktische Ebene\n id:: 689e18ab-57be-4328-a30e-e26adcd05f7b\n Wirtschaftsethik umfasst zwei Ebenen:\n\t- **Praktisch**: Konkrete Fragen werden bearbeitet und ==praktisches Verhalten beurteilt==.\n\t logseq.order-list-type:: number\n\t- **Theoretisch**: Ökonomische Theorien werden ethisch reflektiert und der ==Zusammenhang zwischen Ethik und Wirtschaft wird analysiert==.\n\t logseq.order-list-type:: number\n- ### Individual- und Institutionenethik\n Es gibt eine ==Unterscheidung zwischen den ethischen Verantwortungen von \n Einzelpersonen== (Individualethik) ==und Organisationen== (Institutionen- oder\n Sozialethik). Unternehmen, Gruppen, politische Einrichtungen und die \n Gesellschaft tragen gemeinschaftliche Verantwortung.\n- ### Grundfragen der Wirtschaftsethik\n\t- **Rationalität**: Handlungen gelten als rational, wenn sie kohärent und zielgerichtet \n\t sind. Oft führt die Konzentration auf ==ökonomische Rationalität zu einem \n\t ethischen Egoismus==.\n\t- **Werte und Wissenschaft**: Kontroverse Debatten drehen sich um die Rolle von Werten in der ökonomischen Theorie.\n\t- **Verhältnis von Ethik und Ökonomie**: Diverse Positionen erörtern, ob ==ethische oder ökonomische Ziele den Vorrang== haben sollten.\n- ### Institutionelle Ansätze\n\t- **Ethik der Wirtschaft**: Normative Bestimmung des wirtschaftlichen Systems.\n\t- **Ethik in der Wirtschaft**: Anwendung ethischer Normen durch wirtschaftlich Handelnde.\n\t- **Ökonomie der Ethik**: Wirtschaftliche Methoden auf den Bereich der Ethik angewandt.\n- ### Makro-, Meso- und Mikroebene\n\t- **Makroebene**: ==Gesellschaftsweite== ethische Prinzipien.\n\t- **Mesoebene**: ==Unternehmen== und Institutionen.\n\t- **Mikroebene**: ==Individuelle== Handlungen.\n- ### Reflexionsfragen:\n\t- Was sind die zentralen Werte der Wirtschaftsethik und wieso sind sie wichtig?\n\t logseq.order-list-type:: number\n\t\t- Humanität, Solidarität und Verantwortung für das eigene Handeln zu übernehmen sind zentrale Werte. Ziel ist es Nachhaltig und Gerecht zu agieren.\n\t- Wie unterscheidet sich die praktische von der theoretischen Ebene in der Wirtschaftsethik?\n\t logseq.order-list-type:: number\n\t\t- Die Praxis behandelt konkretes Verhalten, beurteilt und empfiehlt. Waehrenddessen werden in der Theorie grössere zusammenlange welche wirtschaftliches verhalten auf ethische Praxis hat (und umgekehrt) analysiert -> ((689e18ab-57be-4328-a30e-e26adcd05f7b))\n\t- Welche Verantwortung tragen Unternehmen im Vergleich zum Individuum aus ethischer Sicht?\n\t logseq.order-list-type:: number\n\t\t- Individuen, Privatpersonen übernehmen Verantwortung für das eigene Handeln, im vergleich dazu ist der Spielraum der Handlungsmöglichkeiten der Unternehmen deutlich grösser, sie tragen somit eine gesellschaftliche Verantwortung, nicht nur gegenüber ihren Mitarbeitern sondern allen Menschen. Kommen sie dieser nicht nach, sind die folgen für Personen(-gruppen) fatal\n\t- Diskutieren Sie, wie Rationalität im wirtschaftlichen Handeln mit ethischen Prinzipien in Konflikt geraten kann.\n\t logseq.order-list-type:: number\n\t\t- Eines der Grundprinzipien im Kapitalismus ist das Ziel, sowohl von Unternehmen, als auch Privatpersonen ein Gut oder in Dienstleistung nach der Bedarf besteht so günstig wie möglich anzuschaffen, währenddessen für die eigene Arbeit bzw. das selbes Produzierte Gut/die selbst Angebotene Dienstleistung zu einem Maximal möglichen wert angeboten werden. Daraus ergibt sich der zwang, betrachtet man Unternehme, Produktionsgüter so günstig wie möglich zu beziehen. Um jedoch diese günstige Produktion zu ermöglichen, muss der Produzent wiederum an Qualität oder den Herstellungsbedingungen, sparen. Beides Ethisch fragwürdige folgen für Mitarbeiter oder Endkonsument mit sich: Bei Minder-qualitativen Produkten ist die Wahrscheinlichkeit gross öfter Ausgetauscht werden zu müssen wodurch sich ggf. bei der Produktion Entstandener Negativer Einfluss auf die Umwelt mehrfach auswirkt. (Auch zwingt man den Konsumenten quasi einen weiteren Kauf zu tätigen). Spart man an Herstellungsbedingungen hat dies ggf. starke gesundheitliche Folgen für die Mitarbeitenden welche das Produkt produzierten u.a. durch fehlende Sicherheitsmaßnahmen.\n\t\t Andersherum ergeben sich auch Konflikte durch den willen einen möglichst hohen Preis für das Produzierte gut zu verlangen: Hierdurch können (gezielt) Menschen von dem Konsum ausgeschlossen werden, welches im besten falle ausgrenzend und im schlimmsten Falle todbringend ist, kann eine Person sich das eigene Medikament nicht mehr leisten.\n\t\t Daher ist durchaus die Frage zu stellen: Ist das Konzept \"Kapitalismus\" langfristig haltbar und überhaupt mit Solidarität zu vereinigen? Denn jeder Mensch, jedes Unterehmen wird vom System selbst dazu gezwungen eben so wie oben beschreiben zu agieren. Ein Unternehmen welches nachhaltig Handys produziert und damit durch \"unnötige Mehrkosten\" irrational Handelt überlebt nur, weil auch die Kunden bei der Kaufentscheidung ebenso irrational vorgehen.\n\t- Wie trägt die Wirtschaftsethik zur nachhaltigen Entwicklung bei?\n\t logseq.order-list-type:: number\n\t\t- Wirtschaftsethik versucht Empfehlungen auszusprechen um die oben genannten Punkte zu verbessern, dabei wird unverbindlich gehandelt, so sollen alternative Wege nicht verschlossen werden (Verbesserungen müssen jedoch auch nicht implementiert werden).",536870921]],["^15",[3094,"^17",1761642514524,536870921]],["^15",[3094,"^Z","pages/School___Wir___Ethics___Einführung in die Wirtschaftsethik.md",536870921]],["^15",[3095,"^K",1761642514523,536870921]],["^15",[3095,"^[",3094,536870921]],["^15",[3095,"^@",false,536870921]],["^15",[3095,"^Y","school/wir/ethics/einführung in die wirtschaftsethik",536870921]],["^15",[3095,"^A",2579,536870921]],["^15",[3095,"^11","School/Wir/Ethics/Einführung in die Wirtschaftsethik",536870921]],["^15",[3095,"^?",["^ ","^1D",1002],536870921]],["^15",[3095,"^4",["^ ","^1D","1002"],536870921]],["^15",[3095,"^B",1761642514523,536870921]],["^15",[3095,"^;","~u69008812-0661-4ca7-99b1-ac83daff27b6",536870921]],["^15",[3096,"^Q","Diskutieren Sie, wie Rationalität im wirtschaftlichen Handeln mit ethischen Prinzipien in Konflikt geraten kann.\nlogseq.order-list-type:: number",536870921]],["^15",[3096,"^O","^1@",536870921]],["^15",[3096,"^F",3106,536870921]],["^15",[3096,"^X",3095,536870921]],["^15",[3096,"^V",3103,536870921]],["^15",[3096,"^U",3095,536870921]],["^15",[3096,"^?",["^ ","^3B","number"],536870921]],["^15",[3096,"^J",["^3B"],536870921]],["^15",[3096,"^4",["^ ","^3B","number"],536870921]],["^15",[3096,"^;","~u69008812-865b-419d-a9ec-7fc273341c92",536870921]],["^15",[3097,"^Q","### Grundfragen der Wirtschaftsethik",536870921]],["^15",[3097,"^O","^1@",536870921]],["^15",[3097,"^F",3113,536870921]],["^15",[3097,"^X",3095,536870921]],["^15",[3097,"^V",3095,536870921]],["^15",[3097,"^U",3095,536870921]],["^15",[3097,"^?",["^ ","^37",3],536870921]],["^15",[3097,"^J",[],536870921]],["^15",[3097,"^;","~u69008812-e45f-4fe6-92d3-19c1d7e694ac",536870921]],["^15",[3098,"^Q","**Werte und Wissenschaft**: Kontroverse Debatten drehen sich um die Rolle von Werten in der ökonomischen Theorie.",536870921]],["^15",[3098,"^O","^1@",536870921]],["^15",[3098,"^F",3128,536870921]],["^15",[3098,"^X",3095,536870921]],["^15",[3098,"^V",3097,536870921]],["^15",[3098,"^U",3095,536870921]],["^15",[3098,"^;","~u69008812-07fb-4c64-89ad-f23aff418f02",536870921]],["^15",[3099,"^Q","**Theoretisch**: Ökonomische Theorien werden ethisch reflektiert und der ==Zusammenhang zwischen Ethik und Wirtschaft wird analysiert==.\nlogseq.order-list-type:: number",536870921]],["^15",[3099,"^O","^1@",536870921]],["^15",[3099,"^F",3116,536870921]],["^15",[3099,"^X",3095,536870921]],["^15",[3099,"^V",3107,536870921]],["^15",[3099,"^U",3095,536870921]],["^15",[3099,"^?",["^ ","^3B","number"],536870921]],["^15",[3099,"^J",["^3B"],536870921]],["^15",[3099,"^4",["^ ","^3B","number"],536870921]],["^15",[3099,"^;","~u69008812-97cd-45fe-b854-3704c687228e",536870921]],["^15",[3100,"^Q","### Wirtschaftsethik - Überblick\nWirtschaftsethik beschäftigt sich mit der ==Anwendung ethischer Prinzipien im \nwirtschaftlichen Handeln== und beurteilt die damit verbundenen Normen und \nWerte. Zentral sind dabei ==Humanität, Solidarität und Verantwortung==. Es \nwird geklärt, wie wirtschaftliches Handeln soziale Gerechtigkeit und \nNachhaltigkeit fördern kann, ==ohne konkrete Handlungsanweisungen \nvorzugeben==. Wirtschaftsethik bietet Orientierung in aktuellen Debatten \ndurch Reflexion, Methoden und kritische Analyse. Sie benötigt einen \ninterdisziplinären Ansatz, der ==Philosophie, Ökonomie und andere \nSozialwissenschaften vereint==.",536870921]],["^15",[3100,"^O","^1@",536870921]],["^15",[3100,"^F",3110,536870921]],["^15",[3100,"^X",3095,536870921]],["^15",[3100,"^V",3095,536870921]],["^15",[3100,"^U",3095,536870921]],["^15",[3100,"^?",["^ ","^37",3],536870921]],["^15",[3100,"^J",[],536870921]],["^15",[3100,"^;","~u69008812-567d-4e61-9d9d-81d598252e8a",536870921]],["^15",[3101,"^Q","Was sind die zentralen Werte der Wirtschaftsethik und wieso sind sie wichtig?\nlogseq.order-list-type:: number",536870921]],["^15",[3101,"^O","^1@",536870921]],["^15",[3101,"^F",3103,536870921]],["^15",[3101,"^X",3095,536870921]],["^15",[3101,"^V",3103,536870921]],["^15",[3101,"^U",3095,536870921]],["^15",[3101,"^?",["^ ","^3B","number"],536870921]],["^15",[3101,"^J",["^3B"],536870921]],["^15",[3101,"^4",["^ ","^3B","number"],536870921]],["^15",[3101,"^;","~u69008812-efa0-4ac9-9dc6-48e010f96a21",536870921]],["^15",[3102,"^Q","references::",536870921]],["^15",[3102,"^O","^1@",536870921]],["^15",[3102,"^F",3131,536870921]],["^15",[3102,"^X",3095,536870921]],["^15",[3102,"^V",3095,536870921]],["^15",[3102,"^U",547,536870921]],["^15",[3102,"^U",3095,536870921]],["^15",[3102,"^?",["^ ","^3C",""],536870921]],["^15",[3102,"^J",["^3C"],536870921]],["^15",[3102,"^4",["^ ","^3C",""],536870921]],["^15",[3102,"^H",547,536870921]],["^15",[3102,"^;","~u69008812-0278-408a-a9fb-adfc9cbcd189",536870921]],["^15",[3103,"^Q","### Reflexionsfragen:",536870921]],["^15",[3103,"^O","^1@",536870921]],["^15",[3103,"^F",3112,536870921]],["^15",[3103,"^X",3095,536870921]],["^15",[3103,"^V",3095,536870921]],["^15",[3103,"^U",3095,536870921]],["^15",[3103,"^?",["^ ","^37",3],536870921]],["^15",[3103,"^J",[],536870921]],["^15",[3103,"^;","~u69008812-e1e7-45d5-ac67-fe0d46df78d7",536870921]],["^15",[3104,"^Q","---",536870921]],["^15",[3104,"^O","^1@",536870921]],["^15",[3104,"^F",3111,536870921]],["^15",[3104,"^X",3095,536870921]],["^15",[3104,"^V",3095,536870921]],["^15",[3104,"^U",3095,536870921]],["^15",[3104,"^;","~u69008812-44e6-4f38-a447-773601ebf254",536870921]],["^15",[3105,"^Q","Wirtschaftsethik versucht Empfehlungen auszusprechen um die oben genannten Punkte zu verbessern, dabei wird unverbindlich gehandelt, so sollen alternative Wege nicht verschlossen werden (Verbesserungen müssen jedoch auch nicht implementiert werden).",536870921]],["^15",[3105,"^O","^1@",536870921]],["^15",[3105,"^F",3108,536870921]],["^15",[3105,"^X",3095,536870921]],["^15",[3105,"^V",3108,536870921]],["^15",[3105,"^U",3095,536870921]],["^15",[3105,"^;","~u69008812-5cb2-4014-b868-1f640277807d",536870921]],["^15",[3106,"^Q","Welche Verantwortung tragen Unternehmen im Vergleich zum Individuum aus ethischer Sicht?\nlogseq.order-list-type:: number",536870921]],["^15",[3106,"^O","^1@",536870921]],["^15",[3106,"^F",3119,536870921]],["^15",[3106,"^X",3095,536870921]],["^15",[3106,"^V",3103,536870921]],["^15",[3106,"^U",3095,536870921]],["^15",[3106,"^?",["^ ","^3B","number"],536870921]],["^15",[3106,"^J",["^3B"],536870921]],["^15",[3106,"^4",["^ ","^3B","number"],536870921]],["^15",[3106,"^;","~u69008812-1ca8-4d44-a8b6-07c60a11b83f",536870921]],["^15",[3107,"^Q","### Theoretische vs. Praktische Ebene\nid:: 689e18ab-57be-4328-a30e-e26adcd05f7b\nWirtschaftsethik umfasst zwei Ebenen:",536870921]],["^15",[3107,"^O","^1@",536870921]],["^15",[3107,"^F",3100,536870921]],["^15",[3107,"^X",3095,536870921]],["^15",[3107,"^V",3095,536870921]],["^15",[3107,"^U",3095,536870921]],["^15",[3107,"^?",["^ ","^1;","689e18ab-57be-4328-a30e-e26adcd05f7b","^37",3],536870921]],["^15",[3107,"^J",["^1;"],536870921]],["^15",[3107,"^4",["^ ","^1;","689e18ab-57be-4328-a30e-e26adcd05f7b"],536870921]],["^15",[3107,"^;","~u689e18ab-57be-4328-a30e-e26adcd05f7b",536870921]],["^15",[3108,"^Q","Wie trägt die Wirtschaftsethik zur nachhaltigen Entwicklung bei?\nlogseq.order-list-type:: number",536870921]],["^15",[3108,"^O","^1@",536870921]],["^15",[3108,"^F",3096,536870921]],["^15",[3108,"^X",3095,536870921]],["^15",[3108,"^V",3103,536870921]],["^15",[3108,"^U",3095,536870921]],["^15",[3108,"^?",["^ ","^3B","number"],536870921]],["^15",[3108,"^J",["^3B"],536870921]],["^15",[3108,"^4",["^ ","^3B","number"],536870921]],["^15",[3108,"^;","~u69008812-8ca9-42a1-ac7b-7f369ad5dfee",536870921]],["^15",[3109,"^Q","Eines der Grundprinzipien im Kapitalismus ist das Ziel, sowohl von Unternehmen, als auch Privatpersonen ein Gut oder in Dienstleistung nach der Bedarf besteht so günstig wie möglich anzuschaffen, währenddessen für die eigene Arbeit bzw. das selbes Produzierte Gut/die selbst Angebotene Dienstleistung zu einem Maximal möglichen wert angeboten werden. Daraus ergibt sich der zwang, betrachtet man Unternehme, Produktionsgüter so günstig wie möglich zu beziehen. Um jedoch diese günstige Produktion zu ermöglichen, muss der Produzent wiederum an Qualität oder den Herstellungsbedingungen, sparen. Beides Ethisch fragwürdige folgen für Mitarbeiter oder Endkonsument mit sich: Bei Minder-qualitativen Produkten ist die Wahrscheinlichkeit gross öfter Ausgetauscht werden zu müssen wodurch sich ggf. bei der Produktion Entstandener Negativer Einfluss auf die Umwelt mehrfach auswirkt. (Auch zwingt man den Konsumenten quasi einen weiteren Kauf zu tätigen). Spart man an Herstellungsbedingungen hat dies ggf. starke gesundheitliche Folgen für die Mitarbeitenden welche das Produkt produzierten u.a. durch fehlende Sicherheitsmaßnahmen.\nAndersherum ergeben sich auch Konflikte durch den willen einen möglichst hohen Preis für das Produzierte gut zu verlangen: Hierdurch können (gezielt) Menschen von dem Konsum ausgeschlossen werden, welches im besten falle ausgrenzend und im schlimmsten Falle todbringend ist, kann eine Person sich das eigene Medikament nicht mehr leisten.\nDaher ist durchaus die Frage zu stellen: Ist das Konzept \"Kapitalismus\" langfristig haltbar und überhaupt mit Solidarität zu vereinigen? Denn jeder Mensch, jedes Unterehmen wird vom System selbst dazu gezwungen eben so wie oben beschreiben zu agieren. Ein Unternehmen welches nachhaltig Handys produziert und damit durch \"unnötige Mehrkosten\" irrational Handelt überlebt nur, weil auch die Kunden bei der Kaufentscheidung ebenso irrational vorgehen.",536870921]],["^15",[3109,"^O","^1@",536870921]],["^15",[3109,"^F",3096,536870921]],["^15",[3109,"^X",3095,536870921]],["^15",[3109,"^V",3096,536870921]],["^15",[3109,"^U",3095,536870921]],["^15",[3109,"^;","~u69008812-abe0-437f-9020-ed4fec863902",536870921]],["^15",[3110,"^Q","",536870921]],["^15",[3110,"^O","^1@",536870921]],["^15",[3110,"^F",3133,536870921]],["^15",[3110,"^X",3095,536870921]],["^15",[3110,"^V",3095,536870921]],["^15",[3110,"^U",3095,536870921]],["^15",[3110,"^;","~u69008812-c2ba-4c43-86a4-173f022aac46",536870921]],["^15",[3111,"^Q","## Meta",536870921]],["^15",[3111,"^O","^1@",536870921]],["^15",[3111,"^F",3102,536870921]],["^15",[3111,"^X",3095,536870921]],["^15",[3111,"^V",3095,536870921]],["^15",[3111,"^U",3095,536870921]],["^15",[3111,"^?",["^ ","^37",2],536870921]],["^15",[3111,"^J",[],536870921]],["^15",[3111,"^;","~u69008812-34d7-4595-9728-0d83b32802a9",536870921]],["^15",[3112,"^Q","### Makro-, Meso- und Mikroebene",536870921]],["^15",[3112,"^O","^1@",536870921]],["^15",[3112,"^F",3120,536870921]],["^15",[3112,"^X",3095,536870921]],["^15",[3112,"^V",3095,536870921]],["^15",[3112,"^U",3095,536870921]],["^15",[3112,"^?",["^ ","^37",3],536870921]],["^15",[3112,"^J",[],536870921]],["^15",[3112,"^;","~u69008812-b401-40a2-a7bd-d02113abde77",536870921]],["^15",[3113,"^Q","### Individual- und Institutionenethik\nEs gibt eine ==Unterscheidung zwischen den ethischen Verantwortungen von \nEinzelpersonen== (Individualethik) ==und Organisationen== (Institutionen- oder\nSozialethik). Unternehmen, Gruppen, politische Einrichtungen und die \nGesellschaft tragen gemeinschaftliche Verantwortung.",536870921]],["^15",[3113,"^O","^1@",536870921]],["^15",[3113,"^F",3107,536870921]],["^15",[3113,"^X",3095,536870921]],["^15",[3113,"^V",3095,536870921]],["^15",[3113,"^U",3095,536870921]],["^15",[3113,"^?",["^ ","^37",3],536870921]],["^15",[3113,"^J",[],536870921]],["^15",[3113,"^;","~u69008812-7fa9-4b47-bff1-96c0ede12c51",536870921]],["^15",[3114,"^Q","**Ethik in der Wirtschaft**: Anwendung ethischer Normen durch wirtschaftlich Handelnde.",536870921]],["^15",[3114,"^O","^1@",536870921]],["^15",[3114,"^F",3135,536870921]],["^15",[3114,"^X",3095,536870921]],["^15",[3114,"^V",3120,536870921]],["^15",[3114,"^U",3095,536870921]],["^15",[3114,"^;","~u69008812-03c8-4edf-b4ac-10787c23609e",536870921]],["^15",[3115,"^Q","{{query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[School/Wir/Ethics/Einführung in die Wirtschaftsethik]]) (namespace [[School/Wir/Ethics/Einführung in die Wirtschaftsethik]])))}}\nquery-sort-by:: block\nquery-table:: true\nquery-sort-desc:: true",536870921]],["^15",[3115,"^O","^1@",536870921]],["^15",[3115,"^F",3132,536870921]],["^15",[3115,"^S",3137,536870921]],["^15",[3115,"^X",3095,536870921]],["^15",[3115,"^V",3132,536870921]],["^15",[3115,"^U",3095,536870921]],["^15",[3115,"^?",["^ ","^3:","block","^3;",true,"^3<",true],536870921]],["^15",[3115,"^J",["^3:","^3;","^3<"],536870921]],["^15",[3115,"^4",["^ ","^3:","block","^3;","true","^3<","true"],536870921]],["^15",[3115,"^;","~u69008812-e57b-49d4-8046-5c5eb8d868a4",536870921]],["^15",[3116,"^Q","**Praktisch**: Konkrete Fragen werden bearbeitet und ==praktisches Verhalten beurteilt==.\nlogseq.order-list-type:: number",536870921]],["^15",[3116,"^O","^1@",536870921]],["^15",[3116,"^F",3107,536870921]],["^15",[3116,"^X",3095,536870921]],["^15",[3116,"^V",3107,536870921]],["^15",[3116,"^U",3095,536870921]],["^15",[3116,"^?",["^ ","^3B","number"],536870921]],["^15",[3116,"^J",["^3B"],536870921]],["^15",[3116,"^4",["^ ","^3B","number"],536870921]],["^15",[3116,"^;","~u69008812-0516-46f5-b343-92c5d8fc1747",536870921]],["^15",[3117,"^Q","**Summery**:\nbackground-color:: blue",536870921]],["^15",[3117,"^O","^1@",536870921]],["^15",[3117,"^F",3127,536870921]],["^15",[3117,"^X",3095,536870921]],["^15",[3117,"^V",3111,536870921]],["^15",[3117,"^U",3095,536870921]],["^15",[3117,"^?",["^ ","^39","blue"],536870921]],["^15",[3117,"^J",["^39"],536870921]],["^15",[3117,"^4",["^ ","^39","blue"],536870921]],["^15",[3117,"^;","~u69008812-73b7-4831-96f3-c94d4125c0e8",536870921]],["^15",[3118,"^Q","index:: 1002\n\n",536870921]],["^15",[3118,"^O","^1@",536870921]],["^15",[3118,"^35",["^36",[]],536870921]],["^15",[3118,"^F",3095,536870921]],["^15",[3118,"^X",3095,536870921]],["^15",[3118,"^V",3095,536870921]],["^15",[3118,"^U",546,536870921]],["^15",[3118,"^U",3095,536870921]],["^15",[3118,"^:",true,536870921]],["^15",[3118,"^?",["^ ","^1D",1002],536870921]],["^15",[3118,"^J",["^1D"],536870921]],["^15",[3118,"^4",["^ ","^1D","1002"],536870921]],["^15",[3118,"^H",546,536870921]],["^15",[3118,"^;","~u69008812-cf19-4bb3-b1f6-b06a046e9605",536870921]],["^15",[3119,"^Q","Wie unterscheidet sich die praktische von der theoretischen Ebene in der Wirtschaftsethik?\nlogseq.order-list-type:: number",536870921]],["^15",[3119,"^O","^1@",536870921]],["^15",[3119,"^F",3101,536870921]],["^15",[3119,"^X",3095,536870921]],["^15",[3119,"^V",3103,536870921]],["^15",[3119,"^U",3095,536870921]],["^15",[3119,"^?",["^ ","^3B","number"],536870921]],["^15",[3119,"^J",["^3B"],536870921]],["^15",[3119,"^4",["^ ","^3B","number"],536870921]],["^15",[3119,"^;","~u69008812-a4f6-4521-afce-49de5827d2b9",536870921]],["^15",[3120,"^Q","### Institutionelle Ansätze",536870921]],["^15",[3120,"^O","^1@",536870921]],["^15",[3120,"^F",3097,536870921]],["^15",[3120,"^X",3095,536870921]],["^15",[3120,"^V",3095,536870921]],["^15",[3120,"^U",3095,536870921]],["^15",[3120,"^?",["^ ","^37",3],536870921]],["^15",[3120,"^J",[],536870921]],["^15",[3120,"^;","~u69008812-89ea-475b-9555-ac2366823b54",536870921]],["^15",[3121,"^Q","Individuen, Privatpersonen übernehmen Verantwortung für das eigene Handeln, im vergleich dazu ist der Spielraum der Handlungsmöglichkeiten der Unternehmen deutlich grösser, sie tragen somit eine gesellschaftliche Verantwortung, nicht nur gegenüber ihren Mitarbeitern sondern allen Menschen. Kommen sie dieser nicht nach, sind die folgen für Personen(-gruppen) fatal",536870921]],["^15",[3121,"^O","^1@",536870921]],["^15",[3121,"^F",3106,536870921]],["^15",[3121,"^X",3095,536870921]],["^15",[3121,"^V",3106,536870921]],["^15",[3121,"^U",3095,536870921]],["^15",[3121,"^;","~u69008812-4a4e-4564-81c1-fa692b2d0354",536870921]],["^15",[3122,"^Q","Die Praxis behandelt konkretes Verhalten, beurteilt und empfiehlt. Waehrenddessen werden in der Theorie grössere zusammenlange welche wirtschaftliches verhalten auf ethische Praxis hat (und umgekehrt) analysiert -> ((689e18ab-57be-4328-a30e-e26adcd05f7b))",536870921]],["^15",[3122,"^O","^1@",536870921]],["^15",[3122,"^F",3119,536870921]],["^15",[3122,"^X",3095,536870921]],["^15",[3122,"^V",3119,536870921]],["^15",[3122,"^U",3095,536870921]],["^15",[3122,"^H",3107,536870921]],["^15",[3122,"^;","~u69008812-701a-4d7c-ae33-7200101a7a69",536870921]],["^15",[3123,"^Q","**Mesoebene**: ==Unternehmen== und Institutionen.",536870921]],["^15",[3123,"^O","^1@",536870921]],["^15",[3123,"^F",3125,536870921]],["^15",[3123,"^X",3095,536870921]],["^15",[3123,"^V",3112,536870921]],["^15",[3123,"^U",3095,536870921]],["^15",[3123,"^;","~u69008812-2285-4160-8642-b5033c6f5207",536870921]],["^15",[3124,"^Q","Humanität, Solidarität und Verantwortung für das eigene Handeln zu übernehmen sind zentrale Werte. Ziel ist es Nachhaltig und Gerecht zu agieren.",536870921]],["^15",[3124,"^O","^1@",536870921]],["^15",[3124,"^F",3101,536870921]],["^15",[3124,"^X",3095,536870921]],["^15",[3124,"^V",3101,536870921]],["^15",[3124,"^U",3095,536870921]],["^15",[3124,"^;","~u69008812-d3fb-4395-8fa3-b20237651a93",536870921]],["^15",[3125,"^Q","**Makroebene**: ==Gesellschaftsweite== ethische Prinzipien.",536870921]],["^15",[3125,"^O","^1@",536870921]],["^15",[3125,"^F",3112,536870921]],["^15",[3125,"^X",3095,536870921]],["^15",[3125,"^V",3112,536870921]],["^15",[3125,"^U",3095,536870921]],["^15",[3125,"^;","~u69008812-ebb5-4127-9e92-1917b5a242ec",536870921]],["^15",[3126,"^Q","",536870921]],["^15",[3126,"^O","^1@",536870921]],["^15",[3126,"^F",3117,536870921]],["^15",[3126,"^X",3095,536870921]],["^15",[3126,"^V",3117,536870921]],["^15",[3126,"^U",3095,536870921]],["^15",[3126,"^;","~u69008812-c21e-4c29-884e-eee4dda8ede8",536870921]],["^15",[3127,"^Q","**Slides:**\nbackground-color:: green",536870921]],["^15",[3127,"^O","^1@",536870921]],["^15",[3127,"^F",3132,536870921]],["^15",[3127,"^X",3095,536870921]],["^15",[3127,"^V",3111,536870921]],["^15",[3127,"^U",3095,536870921]],["^15",[3127,"^?",["^ ","^39","green"],536870921]],["^15",[3127,"^J",["^39"],536870921]],["^15",[3127,"^4",["^ ","^39","green"],536870921]],["^15",[3127,"^;","~u69008812-ca84-4608-882f-bc1109713f94",536870921]],["^15",[3128,"^Q","**Rationalität**: Handlungen gelten als rational, wenn sie kohärent und zielgerichtet \nsind. Oft führt die Konzentration auf ==ökonomische Rationalität zu einem \nethischen Egoismus==.",536870921]],["^15",[3128,"^O","^1@",536870921]],["^15",[3128,"^F",3097,536870921]],["^15",[3128,"^X",3095,536870921]],["^15",[3128,"^V",3097,536870921]],["^15",[3128,"^U",3095,536870921]],["^15",[3128,"^;","~u69008812-d436-491e-9c15-33ad5bebcf12",536870921]],["^15",[3129,"^Q","{{query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/Wir/Ethics/Einführung in die Wirtschaftsethik]]) (namespace [[School/Wir/Ethics/Einführung in die Wirtschaftsethik]])))}}",536870921]],["^15",[3129,"^O","^1@",536870921]],["^15",[3129,"^F",3127,536870921]],["^15",[3129,"^S",3138,536870921]],["^15",[3129,"^X",3095,536870921]],["^15",[3129,"^V",3127,536870921]],["^15",[3129,"^U",3095,536870921]],["^15",[3129,"^;","~u69008812-d507-4f90-9f87-e320e04acf1c",536870921]],["^15",[3130,"^Q","**Verhältnis von Ethik und Ökonomie**: Diverse Positionen erörtern, ob ==ethische oder ökonomische Ziele den Vorrang== haben sollten.",536870921]],["^15",[3130,"^O","^1@",536870921]],["^15",[3130,"^F",3098,536870921]],["^15",[3130,"^X",3095,536870921]],["^15",[3130,"^V",3097,536870921]],["^15",[3130,"^U",3095,536870921]],["^15",[3130,"^;","~u69008812-dd7a-4f27-b5da-bd0452ee7645",536870921]],["^15",[3131,"^Q","tags::",536870921]],["^15",[3131,"^O","^1@",536870921]],["^15",[3131,"^F",3118,536870921]],["^15",[3131,"^X",3095,536870921]],["^15",[3131,"^V",3095,536870921]],["^15",[3131,"^U",3095,536870921]],["^15",[3131,"^?",["^ ","^3D",""],536870921]],["^15",[3131,"^J",["^3D"],536870921]],["^15",[3131,"^4",["^ ","^3D",""],536870921]],["^15",[3131,"^;","~u69008812-db3a-411c-8feb-897f3f198af4",536870921]],["^15",[3132,"^Q","**Notes:**\nbackground-color:: red",536870921]],["^15",[3132,"^O","^1@",536870921]],["^15",[3132,"^F",3111,536870921]],["^15",[3132,"^X",3095,536870921]],["^15",[3132,"^V",3111,536870921]],["^15",[3132,"^U",3095,536870921]],["^15",[3132,"^?",["^ ","^39","red"],536870921]],["^15",[3132,"^J",["^39"],536870921]],["^15",[3132,"^4",["^ ","^39","red"],536870921]],["^15",[3132,"^;","~u69008812-aa9f-44f9-91dc-a50388659f54",536870921]],["^15",[3133,"^Q","",536870921]],["^15",[3133,"^O","^1@",536870921]],["^15",[3133,"^F",3104,536870921]],["^15",[3133,"^X",3095,536870921]],["^15",[3133,"^V",3095,536870921]],["^15",[3133,"^U",3095,536870921]],["^15",[3133,"^;","~u69008812-1eb0-4e18-84e5-b41f50256dfb",536870921]],["^15",[3134,"^Q","**Ökonomie der Ethik**: Wirtschaftliche Methoden auf den Bereich der Ethik angewandt.",536870921]],["^15",[3134,"^O","^1@",536870921]],["^15",[3134,"^F",3114,536870921]],["^15",[3134,"^X",3095,536870921]],["^15",[3134,"^V",3120,536870921]],["^15",[3134,"^U",3095,536870921]],["^15",[3134,"^;","~u69008812-b7a2-488d-a0e5-396d4a473823",536870921]],["^15",[3135,"^Q","**Ethik der Wirtschaft**: Normative Bestimmung des wirtschaftlichen Systems.",536870921]],["^15",[3135,"^O","^1@",536870921]],["^15",[3135,"^F",3120,536870921]],["^15",[3135,"^X",3095,536870921]],["^15",[3135,"^V",3120,536870921]],["^15",[3135,"^U",3095,536870921]],["^15",[3135,"^;","~u69008812-756a-470b-836f-8b7051246e40",536870921]],["^15",[3136,"^Q","**Mikroebene**: ==Individuelle== Handlungen.",536870921]],["^15",[3136,"^O","^1@",536870921]],["^15",[3136,"^F",3123,536870921]],["^15",[3136,"^X",3095,536870921]],["^15",[3136,"^V",3112,536870921]],["^15",[3136,"^U",3095,536870921]],["^15",[3136,"^;","~u69008812-37b6-4523-96ff-a7b580ef6c33",536870921]],["^15",[3137,"^?",["^ ","^3=","query","^3>",["(and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[School/Wir/Ethics/Einführung in die Wirtschaftsethik]]) (namespace [[School/Wir/Ethics/Einführung in die Wirtschaftsethik]])))"]],536870921]],["^15",[3137,"^W","macro",536870921]],["^15",[3137,"^T","query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[School/Wir/Ethics/Einführung in die Wirtschaftsethik]]) (namespace [[School/Wir/Ethics/Einführung in die Wirtschaftsethik]])))",536870921]],["^15",[3138,"^?",["^ ","^3=","query","^3>",["(and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/Wir/Ethics/Einführung in die Wirtschaftsethik]]) (namespace [[School/Wir/Ethics/Einführung in die Wirtschaftsethik]])))"]],536870921]],["^15",[3138,"^W","macro",536870921]],["^15",[3138,"^T","query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/Wir/Ethics/Einführung in die Wirtschaftsethik]]) (namespace [[School/Wir/Ethics/Einführung in die Wirtschaftsethik]])))",536870921]],["^15",[3139,"^3","index:: 1001\n\n- tags::\n- references::\n- ## Meta\n\t- **Notes:**\n\t background-color:: red\n\t\t- {{query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[School/Wir/Ethics/Ethik und Moral]]) (namespace [[School/Wir/Ethics/Ethik und Moral]])))}}\n\t\t query-sort-by:: block\n\t\t query-table:: true\n\t\t query-sort-desc:: true\n\t- **Slides:**\n\t background-color:: green\n\t\t- {{query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/Wir/Ethics/Ethik und Moral]]) (namespace [[School/Wir/Ethics/Ethik und Moral]])))}}\n\t- **Summery**:\n\t background-color:: blue\n\t\t-\n- ---\n- ## Kinderarbeit\n id:: 689e1722-1ff0-4f7b-823e-1a3b62038d6e\n\t- {{video https://www.youtube.com/watch?v=C7TbmhPL83I}}\n\t- #Note ((689eff39-42d1-40ab-98ca-d9c8525ab1bb))\n\t\t- Experiment: Kaufen Leute Kleidung wenn sie sehne das Kinder für diese Arbeiten\n\t\t id:: 689eff39-42d1-40ab-98ca-d9c8525ab1bb\n\t\t- Kleidung sein lokal und ökologisch hergestellt\n\t\t- ### Kundenreaktion #Slide\n\t\t\t- Kunden sprechen von Ausnutzung -> Empörung, kein Kauf\n\t\t\t- Einige Kunden nehmen das Angebot trotzdem an -> nur niedrige Bezahlung sei das Problem, kaufen Trotzdem\n\t\t\t- Einige nehmen Angebot der Sonderanfertigung ohne Bedenken an -> günstiger Preis, ==haben keine andere Wahl==\n\t- > Ist das Verhalten der Unternehmen moralisch richtig?\n\t\t- Nein, die Kinder in Niedriglohnland werden quasi zur Arbeit gezwungen um überleben zu können. Niemand sollte fur das bloße recht zu leben Arbeiten müssen.\n\t-\n- ## Deffinitionen #Slide\n\t- ## Ethik\n\t\t- Ethik ist ein Teilbereich der Philosophie, der sich mit den Voraussetzungen und der Bewertung menschlichen Handelns befasst.\n\t\t Ziel der Ethik ist es, Maßstäbe für das richtige Handeln zu entwickeln und zu begründen.\n\t\t- **Funktion:** Ethik analysiert moralische Normen\n\t\t- **Ursprung:** Philosophisch\n\t\t- **Veränderlichkeit:** stabiel bleibend\n\t- ## Moral\n\t\t- Moral bezeichnet die Gesamtheit von Normen, Grundsätzen und Werten, die das zwischenmenschliche Verhalten in einer Gesellschaft regulieren.\n\t\t Diese Konventionen werden von der Gesellschaft als verbindlich und richtig angesehen.\n\t\t- **Funktion:** Wendet Ethische normen an\n\t\t- **Ursprung:** Kulturell\n\t\t- **Veränderlichkeit:** wandelnd\n\t- ### Wirtschaftlicher Kontext\n\t\t- Wirtschaftsethik bietet Prinzipien und Rahmenbedingungen, um ethische Entscheidungen innerhalb eines Unternehmens zu treffen.\n\t\t\t- Ethik: Unternehmen X führt eine Ethikkommission ein, um Umweltverantwortung und soziale Gerechtigkeit zu schaffen.\n\t\t- Moralisches Handeln bezieht sich auf die Einhaltung spezifischer gesellschaftlicher Erwartungen und Normen.\n\t\t\t- Moral: Unternehmen Y passt seine Geschäftspraktiken an lokale moralische Vorstellungen an und sorgt für gerechte Löhne.\n- ## Diskussion\n\t- Wie haben die Menschen in dem ((689e1722-1ff0-4f7b-823e-1a3b62038d6e)) Video auf Kinderarbeit reagiert\n\t logseq.order-list-type:: number\n\t- Warum kaufen Menschen trotzdem Produkte, die durch Kinderarbeit hergestellt wurden?\n\t logseq.order-list-type:: number\n\t- Welche Verantwortung tragen Unternehmen in Bezug auf ethische Standards?\n\t logseq.order-list-type:: number\n\t- Was können Einzelpersonen tun, um ethische Praktiken in der Wirtschaft zu fördern?\n\t logseq.order-list-type:: number\n\t- Wie unterscheiden sich Ethik und Moral in diesem Kontext?\n\t logseq.order-list-type:: number\n- ## Bestechung in der Wirtschaft\n\t- ## Hintergrund\n\t New Yorker Staatsanwälte haben den indischen Milliardär Gautam Adani im \n\t Zusammenhang mit dem Vorwurf von ==Bestechungszahlungen== in Indien \n\t angeklagt. Adani und andere Angeklagte hätten zwischen 2020 und 2024 \n\t mehr als ==250 Millionen Dollar== (236 Millionen Euro) ==Schmiergeld== zahlen \n\t wollen. US-Investoren, bei denen Adanis Unternehmen Kapital \n\t einsammelten, hätten davon nichts gewusst und seien damit betrogen \n\t worden.\n\t- ## Wichtige Fakten\n\t- **Angeklagte:** Gautam Adani und weitere Beteiligte\n\t logseq.order-list-type:: number\n\t- **Zeitraum der Vorfälle:** 2020 - 2024\n\t logseq.order-list-type:: number\n\t- **Betrag der Schmiergelder:** Über 250 Millionen Dollar (236 Millionen Euro)\n\t logseq.order-list-type:: number\n\t- **Ziel der Schmiergelder:** ==Erlangung von Verträgen für Solarenergie-Lieferungen== im Wert von zwei Milliarden Dollar\n\t logseq.order-list-type:: number\n\t- **Geschädigte:** ==US-Investoren==, die in die Firma Adani Green investierten\n\t logseq.order-list-type:: number\n\t- **Wertpapiertausch:** Firma Adani Green sammelte 175 Millionen Dollar von US-Geldgebern während der Bestechungspläne\n\t logseq.order-list-type:: number\n\t- ## Hauptfragen zur Analyse\n\t- logseq.order-list-type:: number\n\t > Welche ethischen und moralischen Prinzipien wurden in diesem Fall verletzt?\n\t\t- Mittels Schmiergeld wurde versucht Bestechung auszuüben. Das Ethische Prinzipe der fairness wurde verletzt.\n\t- logseq.order-list-type:: number\n\t >Wer sind die Hauptakteure und wie beeinflusst deren Handeln das Vertrauen in die Wirtschaft?\n\t\t- Hauptakteur: Gautam Adani; durch seine Aktionen nimmt das Vertrauen in die Wirtschaft ab, die frage wird aufgeworfen wie oft vergleichbares stattfindend und ob jeder dieser ähnlichen falle aufgeklärt wird.\n\t- logseq.order-list-type:: number\n\t > Welche Rolle spielt Transparenz und Unternehmenskultur in solchen Fällen?\n\t\t- Nur durch öffentlich einsehbare Auflagerung der vorgegangen kann sichergestellt werden das Vertrauen in die Wirtschaftlichen Institutionen/ablaufe zurückgewonnenen wird\n\t- logseq.order-list-type:: number\n\t > Wie können Unternehmen sicherstellen, dass sie ethische Standards einhalten?\n\t\t- Durch externe, Unabhängigkeit d.h. auch nicht durch das Unternehmen direkt Angestelltes personal, welches Probleme offen anspricht und das Unternehmen mahnt\n\t- ## Diskussionspunkte\n\t\t- **Grenzen von Moral und Ethik:** Untersucht die Grenze zwischen dem, was rechtlich erlaubt ist und dem, was ethisch vertretbar ist.\n\t\t logseq.order-list-type:: number\n\t\t- **Auswirkungen auf die Gesellschaft:** Diskutiert, wie solche Fälle das Vertrauen in die Wirtschaft und finanzielle Investitionen beeinflussen.\n\t\t logseq.order-list-type:: number\n\t\t- **Verantwortung von Führungskräften:** Betrachtet die ethische Verantwortung von Führungskräften und die Wichtigkeit von Integrität und Transparenz in ihrer Position.\n\t\t logseq.order-list-type:: number\n\t\t- ## Präsentation der Ergebnisse\n\t\t In Kleingruppen erarbeitet und diskutiert ihr die Fragen und \n\t\t Diskussionspunkte. Jede Gruppe präsentiert dann ihre Ergebnisse vor der \n\t\t Klasse und gibt ihre Einschätzung ab, welche Maßnahmen ergriffen werden \n\t\t könnten, um solche Fälle in der Zukunft zu verhindern.\n- ## Zusammenfassend #Slide\n\t- ![image.png](../assets/image_1755191174739_0.png)\n\t-\n-",536870921]],["^15",[3139,"^17",1761642514570,536870921]],["^15",[3139,"^Z","pages/School___Wir___Ethics___Ethik und Moral.md",536870921]],["^15",[3140,"^K",1761642514567,536870921]],["^15",[3140,"^[",3139,536870921]],["^15",[3140,"^@",false,536870921]],["^15",[3140,"^Y","school/wir/ethics/ethik und moral",536870921]],["^15",[3140,"^A",2579,536870921]],["^15",[3140,"^11","School/Wir/Ethics/Ethik und Moral",536870921]],["^15",[3140,"^?",["^ ","^1D",1001],536870921]],["^15",[3140,"^4",["^ ","^1D","1001"],536870921]],["^15",[3140,"^B",1761642514567,536870921]],["^15",[3140,"^;","~u69008812-89de-44a0-9725-51d4b6e5c057",536870921]],["^15",[3141,"^Q","index:: 1001\n\n",536870921]],["^15",[3141,"^O","^1@",536870921]],["^15",[3141,"^35",["^36",[]],536870921]],["^15",[3141,"^F",3140,536870921]],["^15",[3141,"^X",3140,536870921]],["^15",[3141,"^V",3140,536870921]],["^15",[3141,"^U",546,536870921]],["^15",[3141,"^U",3140,536870921]],["^15",[3141,"^:",true,536870921]],["^15",[3141,"^?",["^ ","^1D",1001],536870921]],["^15",[3141,"^J",["^1D"],536870921]],["^15",[3141,"^4",["^ ","^1D","1001"],536870921]],["^15",[3141,"^H",546,536870921]],["^15",[3141,"^;","~u69008812-fc8d-4670-8bbf-c23f855c250d",536870921]],["^15",[3142,"^Q","{{query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/Wir/Ethics/Ethik und Moral]]) (namespace [[School/Wir/Ethics/Ethik und Moral]])))}}",536870921]],["^15",[3142,"^O","^1@",536870921]],["^15",[3142,"^F",3179,536870921]],["^15",[3142,"^S",3214,536870921]],["^15",[3142,"^X",3140,536870921]],["^15",[3142,"^V",3179,536870921]],["^15",[3142,"^U",3140,536870921]],["^15",[3142,"^;","~u69008812-1bba-40b3-9ab5-5a1da4b1075f",536870921]],["^15",[3143,"^Q","## Meta",536870921]],["^15",[3143,"^O","^1@",536870921]],["^15",[3143,"^F",3147,536870921]],["^15",[3143,"^X",3140,536870921]],["^15",[3143,"^V",3140,536870921]],["^15",[3143,"^U",3140,536870921]],["^15",[3143,"^?",["^ ","^37",2],536870921]],["^15",[3143,"^J",[],536870921]],["^15",[3143,"^;","~u69008812-c2f9-496e-b917-58d84a2cc902",536870921]],["^15",[3144,"^Q","## Präsentation der Ergebnisse\nIn Kleingruppen erarbeitet und diskutiert ihr die Fragen und \nDiskussionspunkte. Jede Gruppe präsentiert dann ihre Ergebnisse vor der \nKlasse und gibt ihre Einschätzung ab, welche Maßnahmen ergriffen werden \nkönnten, um solche Fälle in der Zukunft zu verhindern.",536870921]],["^15",[3144,"^O","^1@",536870921]],["^15",[3144,"^F",3175,536870921]],["^15",[3144,"^X",3140,536870921]],["^15",[3144,"^V",3188,536870921]],["^15",[3144,"^U",3140,536870921]],["^15",[3144,"^?",["^ ","^37",2],536870921]],["^15",[3144,"^J",[],536870921]],["^15",[3144,"^;","~u69008812-6797-4336-a027-ef9f44b2c39f",536870921]],["^15",[3145,"^Q","Wie haben die Menschen in dem ((689e1722-1ff0-4f7b-823e-1a3b62038d6e)) Video auf Kinderarbeit reagiert\nlogseq.order-list-type:: number",536870921]],["^15",[3145,"^O","^1@",536870921]],["^15",[3145,"^F",3211,536870921]],["^15",[3145,"^X",3140,536870921]],["^15",[3145,"^V",3211,536870921]],["^15",[3145,"^U",3140,536870921]],["^15",[3145,"^?",["^ ","^3B","number"],536870921]],["^15",[3145,"^J",["^3B"],536870921]],["^15",[3145,"^4",["^ ","^3B","number"],536870921]],["^15",[3145,"^H",3173,536870921]],["^15",[3145,"^;","~u69008812-cf9a-4d8d-b841-5ffe0a38d48a",536870921]],["^15",[3146,"^Q","**Geschädigte:** ==US-Investoren==, die in die Firma Adani Green investierten\nlogseq.order-list-type:: number",536870921]],["^15",[3146,"^O","^1@",536870921]],["^15",[3146,"^F",3209,536870921]],["^15",[3146,"^X",3140,536870921]],["^15",[3146,"^V",3151,536870921]],["^15",[3146,"^U",3140,536870921]],["^15",[3146,"^?",["^ ","^3B","number"],536870921]],["^15",[3146,"^J",["^3B"],536870921]],["^15",[3146,"^4",["^ ","^3B","number"],536870921]],["^15",[3146,"^;","~u69008812-de34-4821-a8a8-f1b86b754f8f",536870921]],["^15",[3147,"^Q","references::",536870921]],["^15",[3147,"^O","^1@",536870921]],["^15",[3147,"^F",3182,536870921]],["^15",[3147,"^X",3140,536870921]],["^15",[3147,"^V",3140,536870921]],["^15",[3147,"^U",547,536870921]],["^15",[3147,"^U",3140,536870921]],["^15",[3147,"^?",["^ ","^3C",""],536870921]],["^15",[3147,"^J",["^3C"],536870921]],["^15",[3147,"^4",["^ ","^3C",""],536870921]],["^15",[3147,"^H",547,536870921]],["^15",[3147,"^;","~u69008812-44ab-4dfb-be45-3613f8d5ab27",536870921]],["^15",[3148,"^Q","**Funktion:** Ethik analysiert moralische Normen",536870921]],["^15",[3148,"^O","^1@",536870921]],["^15",[3148,"^F",3192,536870921]],["^15",[3148,"^X",3140,536870921]],["^15",[3148,"^V",3201,536870921]],["^15",[3148,"^U",548,536870921]],["^15",[3148,"^U",3140,536870921]],["^15",[3148,"^;","~u69008812-a1d5-49af-a8fc-bdeeba8f0151",536870921]],["^15",[3149,"^Q","logseq.order-list-type:: number\n> Welche ethischen und moralischen Prinzipien wurden in diesem Fall verletzt?",536870921]],["^15",[3149,"^O","^1@",536870921]],["^15",[3149,"^F",3167,536870921]],["^15",[3149,"^X",3140,536870921]],["^15",[3149,"^V",3151,536870921]],["^15",[3149,"^U",3140,536870921]],["^15",[3149,"^?",["^ ","^3B","number"],536870921]],["^15",[3149,"^J",["^3B"],536870921]],["^15",[3149,"^4",["^ ","^3B","number"],536870921]],["^15",[3149,"^;","~u69008812-f054-49fb-980a-397dcb94ee83",536870921]],["^15",[3150,"^Q","",536870921]],["^15",[3150,"^O","^1@",536870921]],["^15",[3150,"^F",3212,536870921]],["^15",[3150,"^X",3140,536870921]],["^15",[3150,"^V",3212,536870921]],["^15",[3150,"^U",3140,536870921]],["^15",[3150,"^;","~u69008812-1c6a-4f9b-9511-72afbf3eedb0",536870921]],["^15",[3151,"^Q","## Bestechung in der Wirtschaft",536870921]],["^15",[3151,"^O","^1@",536870921]],["^15",[3151,"^F",3211,536870921]],["^15",[3151,"^X",3140,536870921]],["^15",[3151,"^V",3140,536870921]],["^15",[3151,"^U",3140,536870921]],["^15",[3151,"^?",["^ ","^37",2],536870921]],["^15",[3151,"^J",[],536870921]],["^15",[3151,"^;","~u69008812-54fd-4538-8496-d55c75aac86a",536870921]],["^15",[3152,"^Q","Einige nehmen Angebot der Sonderanfertigung ohne Bedenken an -> günstiger Preis, ==haben keine andere Wahl==",536870921]],["^15",[3152,"^O","^1@",536870921]],["^15",[3152,"^F",3184,536870921]],["^15",[3152,"^X",3140,536870921]],["^15",[3152,"^V",3159,536870921]],["^15",[3152,"^U",398,536870921]],["^15",[3152,"^U",548,536870921]],["^15",[3152,"^U",3140,536870921]],["^15",[3152,"^;","~u69008812-6c5c-4d05-8c03-7cc65ae06017",536870921]],["^15",[3153,"^Q","## Moral",536870921]],["^15",[3153,"^O","^1@",536870921]],["^15",[3153,"^F",3201,536870921]],["^15",[3153,"^X",3140,536870921]],["^15",[3153,"^V",3189,536870921]],["^15",[3153,"^U",548,536870921]],["^15",[3153,"^U",3140,536870921]],["^15",[3153,"^?",["^ ","^37",2],536870921]],["^15",[3153,"^J",[],536870921]],["^15",[3153,"^;","~u69008812-a915-4af9-baef-6477b091919e",536870921]],["^15",[3154,"^Q","Durch externe, Unabhängigkeit d.h. auch nicht durch das Unternehmen direkt Angestelltes personal, welches Probleme offen anspricht und das Unternehmen mahnt",536870921]],["^15",[3154,"^O","^1@",536870921]],["^15",[3154,"^F",3202,536870921]],["^15",[3154,"^X",3140,536870921]],["^15",[3154,"^V",3202,536870921]],["^15",[3154,"^U",3140,536870921]],["^15",[3154,"^;","~u69008812-f750-444e-b79c-90b241bd237b",536870921]],["^15",[3155,"^Q","## Wichtige Fakten",536870921]],["^15",[3155,"^O","^1@",536870921]],["^15",[3155,"^F",3170,536870921]],["^15",[3155,"^X",3140,536870921]],["^15",[3155,"^V",3151,536870921]],["^15",[3155,"^U",3140,536870921]],["^15",[3155,"^?",["^ ","^37",2],536870921]],["^15",[3155,"^J",[],536870921]],["^15",[3155,"^;","~u69008812-8b9b-414c-9f02-98f771223e1c",536870921]],["^15",[3156,"^Q","Kunden sprechen von Ausnutzung -> Empörung, kein Kauf",536870921]],["^15",[3156,"^O","^1@",536870921]],["^15",[3156,"^F",3159,536870921]],["^15",[3156,"^X",3140,536870921]],["^15",[3156,"^V",3159,536870921]],["^15",[3156,"^U",398,536870921]],["^15",[3156,"^U",548,536870921]],["^15",[3156,"^U",3140,536870921]],["^15",[3156,"^;","~u69008812-3c36-4271-95ac-d72e293d88de",536870921]],["^15",[3157,"^Q","Hauptakteur: Gautam Adani; durch seine Aktionen nimmt das Vertrauen in die Wirtschaft ab, die frage wird aufgeworfen wie oft vergleichbares stattfindend und ob jeder dieser ähnlichen falle aufgeklärt wird.",536870921]],["^15",[3157,"^O","^1@",536870921]],["^15",[3157,"^F",3171,536870921]],["^15",[3157,"^X",3140,536870921]],["^15",[3157,"^V",3171,536870921]],["^15",[3157,"^U",3140,536870921]],["^15",[3157,"^;","~u69008812-df0e-49c2-a2e5-17471f1b73e8",536870921]],["^15",[3158,"^Q","Ethik: Unternehmen X führt eine Ethikkommission ein, um Umweltverantwortung und soziale Gerechtigkeit zu schaffen.",536870921]],["^15",[3158,"^O","^1@",536870921]],["^15",[3158,"^F",3198,536870921]],["^15",[3158,"^X",3140,536870921]],["^15",[3158,"^V",3198,536870921]],["^15",[3158,"^U",548,536870921]],["^15",[3158,"^U",3140,536870921]],["^15",[3158,"^;","~u69008812-43a4-41d1-85ee-ea567a9e5562",536870921]],["^15",[3159,"^Q","### Kundenreaktion #Slide",536870921]],["^15",[3159,"^O","^1@",536870921]],["^15",[3159,"^F",3194,536870921]],["^15",[3159,"^X",3140,536870921]],["^15",[3159,"^V",3166,536870921]],["^15",[3159,"^U",398,536870921]],["^15",[3159,"^U",548,536870921]],["^15",[3159,"^U",3140,536870921]],["^15",[3159,"^?",["^ ","^37",3],536870921]],["^15",[3159,"^J",[],536870921]],["^15",[3159,"^H",548,536870921]],["^15",[3159,"^;","~u69008812-56ea-4002-94f3-4acfa8905126",536870921]],["^15",[3160,"^Q","{{video https://www.youtube.com/watch?v=C7TbmhPL83I}}",536870921]],["^15",[3160,"^O","^1@",536870921]],["^15",[3160,"^F",3173,536870921]],["^15",[3160,"^S",3215,536870921]],["^15",[3160,"^X",3140,536870921]],["^15",[3160,"^V",3173,536870921]],["^15",[3160,"^U",3140,536870921]],["^15",[3160,"^;","~u69008812-589f-459f-864d-c52f8004bbd7",536870921]],["^15",[3161,"^Q","Welche Verantwortung tragen Unternehmen in Bezug auf ethische Standards?\nlogseq.order-list-type:: number",536870921]],["^15",[3161,"^O","^1@",536870921]],["^15",[3161,"^F",3208,536870921]],["^15",[3161,"^X",3140,536870921]],["^15",[3161,"^V",3211,536870921]],["^15",[3161,"^U",3140,536870921]],["^15",[3161,"^?",["^ ","^3B","number"],536870921]],["^15",[3161,"^J",["^3B"],536870921]],["^15",[3161,"^4",["^ ","^3B","number"],536870921]],["^15",[3161,"^;","~u69008812-4fe7-482e-a9e5-f5fa4f7ba5ca",536870921]],["^15",[3162,"^Q","**Veränderlichkeit:** stabiel bleibend",536870921]],["^15",[3162,"^O","^1@",536870921]],["^15",[3162,"^F",3199,536870921]],["^15",[3162,"^X",3140,536870921]],["^15",[3162,"^V",3201,536870921]],["^15",[3162,"^U",548,536870921]],["^15",[3162,"^U",3140,536870921]],["^15",[3162,"^;","~u69008812-40e2-4ee2-9cdd-1bf279316b2f",536870921]],["^15",[3163,"^Q","**Angeklagte:** Gautam Adani und weitere Beteiligte\nlogseq.order-list-type:: number",536870921]],["^15",[3163,"^O","^1@",536870921]],["^15",[3163,"^F",3155,536870921]],["^15",[3163,"^X",3140,536870921]],["^15",[3163,"^V",3151,536870921]],["^15",[3163,"^U",3140,536870921]],["^15",[3163,"^?",["^ ","^3B","number"],536870921]],["^15",[3163,"^J",["^3B"],536870921]],["^15",[3163,"^4",["^ ","^3B","number"],536870921]],["^15",[3163,"^;","~u69008812-b96a-41b6-8f91-7d43a99eaecc",536870921]],["^15",[3164,"^Q","**Notes:**\nbackground-color:: red",536870921]],["^15",[3164,"^O","^1@",536870921]],["^15",[3164,"^F",3143,536870921]],["^15",[3164,"^X",3140,536870921]],["^15",[3164,"^V",3143,536870921]],["^15",[3164,"^U",3140,536870921]],["^15",[3164,"^?",["^ ","^39","red"],536870921]],["^15",[3164,"^J",["^39"],536870921]],["^15",[3164,"^4",["^ ","^39","red"],536870921]],["^15",[3164,"^;","~u69008812-dbf9-4e4b-93f9-abeeba41a34d",536870921]],["^15",[3165,"^Q","Was können Einzelpersonen tun, um ethische Praktiken in der Wirtschaft zu fördern?\nlogseq.order-list-type:: number",536870921]],["^15",[3165,"^O","^1@",536870921]],["^15",[3165,"^F",3161,536870921]],["^15",[3165,"^X",3140,536870921]],["^15",[3165,"^V",3211,536870921]],["^15",[3165,"^U",3140,536870921]],["^15",[3165,"^?",["^ ","^3B","number"],536870921]],["^15",[3165,"^J",["^3B"],536870921]],["^15",[3165,"^4",["^ ","^3B","number"],536870921]],["^15",[3165,"^;","~u69008812-1d75-4359-9fe3-07278295aa3c",536870921]],["^15",[3166,"^Q","#Note ((689eff39-42d1-40ab-98ca-d9c8525ab1bb))",536870921]],["^15",[3166,"^O","^1@",536870921]],["^15",[3166,"^F",3160,536870921]],["^15",[3166,"^X",3140,536870921]],["^15",[3166,"^V",3173,536870921]],["^15",[3166,"^U",398,536870921]],["^15",[3166,"^U",3140,536870921]],["^15",[3166,"^H",398,536870921]],["^15",[3166,"^H",3185,536870921]],["^15",[3166,"^;","~u69008812-3c8a-4dc8-82f0-02574a449199",536870921]],["^15",[3167,"^Q","## Hauptfragen zur Analyse",536870921]],["^15",[3167,"^O","^1@",536870921]],["^15",[3167,"^F",3200,536870921]],["^15",[3167,"^X",3140,536870921]],["^15",[3167,"^V",3151,536870921]],["^15",[3167,"^U",3140,536870921]],["^15",[3167,"^?",["^ ","^37",2],536870921]],["^15",[3167,"^J",[],536870921]],["^15",[3167,"^;","~u69008812-cb9c-47c9-90f6-35e5f110342a",536870921]],["^15",[3168,"^Q","",536870921]],["^15",[3168,"^O","^1@",536870921]],["^15",[3168,"^F",3190,536870921]],["^15",[3168,"^X",3140,536870921]],["^15",[3168,"^V",3140,536870921]],["^15",[3168,"^U",3140,536870921]],["^15",[3168,"^;","~u69008812-f827-45b0-9a85-ce01a04ba7e4",536870921]],["^15",[3169,"^Q","---",536870921]],["^15",[3169,"^O","^1@",536870921]],["^15",[3169,"^F",3143,536870921]],["^15",[3169,"^X",3140,536870921]],["^15",[3169,"^V",3140,536870921]],["^15",[3169,"^U",3140,536870921]],["^15",[3169,"^;","~u69008812-1748-4890-b2cf-49f5de77104a",536870921]],["^15",[3170,"^Q","## Hintergrund\nNew Yorker Staatsanwälte haben den indischen Milliardär Gautam Adani im \nZusammenhang mit dem Vorwurf von ==Bestechungszahlungen== in Indien \nangeklagt. Adani und andere Angeklagte hätten zwischen 2020 und 2024 \nmehr als ==250 Millionen Dollar== (236 Millionen Euro) ==Schmiergeld== zahlen \nwollen. US-Investoren, bei denen Adanis Unternehmen Kapital \neinsammelten, hätten davon nichts gewusst und seien damit betrogen \nworden.",536870921]],["^15",[3170,"^O","^1@",536870921]],["^15",[3170,"^F",3151,536870921]],["^15",[3170,"^X",3140,536870921]],["^15",[3170,"^V",3151,536870921]],["^15",[3170,"^U",3140,536870921]],["^15",[3170,"^?",["^ ","^37",2],536870921]],["^15",[3170,"^J",[],536870921]],["^15",[3170,"^;","~u69008812-0ad3-4f70-89fc-8c68488c6027",536870921]],["^15",[3171,"^Q","logseq.order-list-type:: number\n>Wer sind die Hauptakteure und wie beeinflusst deren Handeln das Vertrauen in die Wirtschaft?",536870921]],["^15",[3171,"^O","^1@",536870921]],["^15",[3171,"^F",3149,536870921]],["^15",[3171,"^X",3140,536870921]],["^15",[3171,"^V",3151,536870921]],["^15",[3171,"^U",3140,536870921]],["^15",[3171,"^?",["^ ","^3B","number"],536870921]],["^15",[3171,"^J",["^3B"],536870921]],["^15",[3171,"^4",["^ ","^3B","number"],536870921]],["^15",[3171,"^;","~u69008812-fbdd-4a07-b6a1-1ca6aa91f75c",536870921]],["^15",[3172,"^Q","Moral: Unternehmen Y passt seine Geschäftspraktiken an lokale moralische Vorstellungen an und sorgt für gerechte Löhne.",536870921]],["^15",[3172,"^O","^1@",536870921]],["^15",[3172,"^F",3180,536870921]],["^15",[3172,"^X",3140,536870921]],["^15",[3172,"^V",3180,536870921]],["^15",[3172,"^U",548,536870921]],["^15",[3172,"^U",3140,536870921]],["^15",[3172,"^;","~u69008812-3594-4aa5-ad78-2541d1c98ef9",536870921]],["^15",[3173,"^Q","## Kinderarbeit\nid:: 689e1722-1ff0-4f7b-823e-1a3b62038d6e",536870921]],["^15",[3173,"^O","^1@",536870921]],["^15",[3173,"^F",3169,536870921]],["^15",[3173,"^X",3140,536870921]],["^15",[3173,"^V",3140,536870921]],["^15",[3173,"^U",3140,536870921]],["^15",[3173,"^?",["^ ","^1;","689e1722-1ff0-4f7b-823e-1a3b62038d6e","^37",2],536870921]],["^15",[3173,"^J",["^1;"],536870921]],["^15",[3173,"^4",["^ ","^1;","689e1722-1ff0-4f7b-823e-1a3b62038d6e"],536870921]],["^15",[3173,"^;","~u689e1722-1ff0-4f7b-823e-1a3b62038d6e",536870921]],["^15",[3174,"^Q","{{query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[School/Wir/Ethics/Ethik und Moral]]) (namespace [[School/Wir/Ethics/Ethik und Moral]])))}}\nquery-sort-by:: block\nquery-table:: true\nquery-sort-desc:: true",536870921]],["^15",[3174,"^O","^1@",536870921]],["^15",[3174,"^F",3164,536870921]],["^15",[3174,"^S",3213,536870921]],["^15",[3174,"^X",3140,536870921]],["^15",[3174,"^V",3164,536870921]],["^15",[3174,"^U",3140,536870921]],["^15",[3174,"^?",["^ ","^3:","block","^3;",true,"^3<",true],536870921]],["^15",[3174,"^J",["^3:","^3;","^3<"],536870921]],["^15",[3174,"^4",["^ ","^3:","block","^3;","true","^3<","true"],536870921]],["^15",[3174,"^;","~u69008812-5ebc-4a0a-8cc9-5197e6ce965e",536870921]],["^15",[3175,"^Q","**Verantwortung von Führungskräften:** Betrachtet die ethische Verantwortung von Führungskräften und die Wichtigkeit von Integrität und Transparenz in ihrer Position.\nlogseq.order-list-type:: number",536870921]],["^15",[3175,"^O","^1@",536870921]],["^15",[3175,"^F",3206,536870921]],["^15",[3175,"^X",3140,536870921]],["^15",[3175,"^V",3188,536870921]],["^15",[3175,"^U",3140,536870921]],["^15",[3175,"^?",["^ ","^3B","number"],536870921]],["^15",[3175,"^J",["^3B"],536870921]],["^15",[3175,"^4",["^ ","^3B","number"],536870921]],["^15",[3175,"^;","~u69008812-ce27-41b0-a7fd-282ae5a42730",536870921]],["^15",[3176,"^Q","![image.png](../assets/image_1755191174739_0.png)",536870921]],["^15",[3176,"^O","^1@",536870921]],["^15",[3176,"^F",3190,536870921]],["^15",[3176,"^X",3140,536870921]],["^15",[3176,"^V",3190,536870921]],["^15",[3176,"^U",548,536870921]],["^15",[3176,"^U",3140,536870921]],["^15",[3176,"^;","~u69008812-174a-4c5e-b729-5492b1b7cf4f",536870921]],["^15",[3177,"^Q","**Zeitraum der Vorfälle:** 2020 - 2024\nlogseq.order-list-type:: number",536870921]],["^15",[3177,"^O","^1@",536870921]],["^15",[3177,"^F",3163,536870921]],["^15",[3177,"^X",3140,536870921]],["^15",[3177,"^V",3151,536870921]],["^15",[3177,"^U",3140,536870921]],["^15",[3177,"^?",["^ ","^3B","number"],536870921]],["^15",[3177,"^J",["^3B"],536870921]],["^15",[3177,"^4",["^ ","^3B","number"],536870921]],["^15",[3177,"^;","~u69008812-77f6-410a-bd5f-8ac16d010cb7",536870921]],["^15",[3178,"^Q","logseq.order-list-type:: number\n> Welche Rolle spielt Transparenz und Unternehmenskultur in solchen Fällen?",536870921]],["^15",[3178,"^O","^1@",536870921]],["^15",[3178,"^F",3171,536870921]],["^15",[3178,"^X",3140,536870921]],["^15",[3178,"^V",3151,536870921]],["^15",[3178,"^U",3140,536870921]],["^15",[3178,"^?",["^ ","^3B","number"],536870921]],["^15",[3178,"^J",["^3B"],536870921]],["^15",[3178,"^4",["^ ","^3B","number"],536870921]],["^15",[3178,"^;","~u69008812-7d40-4eab-992d-f6b81100422c",536870921]],["^15",[3179,"^Q","**Slides:**\nbackground-color:: green",536870921]],["^15",[3179,"^O","^1@",536870921]],["^15",[3179,"^F",3164,536870921]],["^15",[3179,"^X",3140,536870921]],["^15",[3179,"^V",3143,536870921]],["^15",[3179,"^U",3140,536870921]],["^15",[3179,"^?",["^ ","^39","green"],536870921]],["^15",[3179,"^J",["^39"],536870921]],["^15",[3179,"^4",["^ ","^39","green"],536870921]],["^15",[3179,"^;","~u69008812-5afc-40eb-be0a-9274a3934914",536870921]],["^15",[3180,"^Q","Moralisches Handeln bezieht sich auf die Einhaltung spezifischer gesellschaftlicher Erwartungen und Normen.",536870921]],["^15",[3180,"^O","^1@",536870921]],["^15",[3180,"^F",3198,536870921]],["^15",[3180,"^X",3140,536870921]],["^15",[3180,"^V",3191,536870921]],["^15",[3180,"^U",548,536870921]],["^15",[3180,"^U",3140,536870921]],["^15",[3180,"^;","~u69008812-cb6f-4b3c-82d8-414c3e053cbe",536870921]],["^15",[3181,"^Q","Mittels Schmiergeld wurde versucht Bestechung auszuüben. Das Ethische Prinzipe der fairness wurde verletzt.",536870921]],["^15",[3181,"^O","^1@",536870921]],["^15",[3181,"^F",3149,536870921]],["^15",[3181,"^X",3140,536870921]],["^15",[3181,"^V",3149,536870921]],["^15",[3181,"^U",3140,536870921]],["^15",[3181,"^;","~u69008812-c12e-4117-ae00-8d84641d6b33",536870921]],["^15",[3182,"^Q","tags::",536870921]],["^15",[3182,"^O","^1@",536870921]],["^15",[3182,"^F",3141,536870921]],["^15",[3182,"^X",3140,536870921]],["^15",[3182,"^V",3140,536870921]],["^15",[3182,"^U",3140,536870921]],["^15",[3182,"^?",["^ ","^3D",""],536870921]],["^15",[3182,"^J",["^3D"],536870921]],["^15",[3182,"^4",["^ ","^3D",""],536870921]],["^15",[3182,"^;","~u69008812-b89c-47fd-819a-a9f173f1e5a0",536870921]],["^15",[3183,"^Q","**Funktion:** Wendet Ethische normen an",536870921]],["^15",[3183,"^O","^1@",536870921]],["^15",[3183,"^F",3203,536870921]],["^15",[3183,"^X",3140,536870921]],["^15",[3183,"^V",3153,536870921]],["^15",[3183,"^U",548,536870921]],["^15",[3183,"^U",3140,536870921]],["^15",[3183,"^;","~u69008812-4220-4c6c-9374-d3298057370c",536870921]],["^15",[3184,"^Q","Einige Kunden nehmen das Angebot trotzdem an -> nur niedrige Bezahlung sei das Problem, kaufen Trotzdem",536870921]],["^15",[3184,"^O","^1@",536870921]],["^15",[3184,"^F",3156,536870921]],["^15",[3184,"^X",3140,536870921]],["^15",[3184,"^V",3159,536870921]],["^15",[3184,"^U",398,536870921]],["^15",[3184,"^U",548,536870921]],["^15",[3184,"^U",3140,536870921]],["^15",[3184,"^;","~u69008812-0f24-427e-9759-9306b5ab97ce",536870921]],["^15",[3185,"^Q","Experiment: Kaufen Leute Kleidung wenn sie sehne das Kinder für diese Arbeiten\nid:: 689eff39-42d1-40ab-98ca-d9c8525ab1bb",536870921]],["^15",[3185,"^O","^1@",536870921]],["^15",[3185,"^F",3166,536870921]],["^15",[3185,"^X",3140,536870921]],["^15",[3185,"^V",3166,536870921]],["^15",[3185,"^U",398,536870921]],["^15",[3185,"^U",3140,536870921]],["^15",[3185,"^?",["^ ","^1;","689eff39-42d1-40ab-98ca-d9c8525ab1bb"],536870921]],["^15",[3185,"^J",["^1;"],536870921]],["^15",[3185,"^4",["^ ","^1;","689eff39-42d1-40ab-98ca-d9c8525ab1bb"],536870921]],["^15",[3185,"^;","~u689eff39-42d1-40ab-98ca-d9c8525ab1bb",536870921]],["^15",[3186,"^Q","Nur durch öffentlich einsehbare Auflagerung der vorgegangen kann sichergestellt werden das Vertrauen in die Wirtschaftlichen Institutionen/ablaufe zurückgewonnenen wird",536870921]],["^15",[3186,"^O","^1@",536870921]],["^15",[3186,"^F",3178,536870921]],["^15",[3186,"^X",3140,536870921]],["^15",[3186,"^V",3178,536870921]],["^15",[3186,"^U",3140,536870921]],["^15",[3186,"^;","~u69008812-f188-4b65-8edf-e9b0f611d51a",536870921]],["^15",[3187,"^Q","Nein, die Kinder in Niedriglohnland werden quasi zur Arbeit gezwungen um überleben zu können. Niemand sollte fur das bloße recht zu leben Arbeiten müssen.",536870921]],["^15",[3187,"^O","^1@",536870921]],["^15",[3187,"^F",3210,536870921]],["^15",[3187,"^X",3140,536870921]],["^15",[3187,"^V",3210,536870921]],["^15",[3187,"^U",3140,536870921]],["^15",[3187,"^;","~u69008812-9969-457b-ba7a-4ab80effc800",536870921]],["^15",[3188,"^Q","## Diskussionspunkte",536870921]],["^15",[3188,"^O","^1@",536870921]],["^15",[3188,"^F",3202,536870921]],["^15",[3188,"^X",3140,536870921]],["^15",[3188,"^V",3151,536870921]],["^15",[3188,"^U",3140,536870921]],["^15",[3188,"^?",["^ ","^37",2],536870921]],["^15",[3188,"^J",[],536870921]],["^15",[3188,"^;","~u69008812-01b4-406a-ac60-b1999698b2ab",536870921]],["^15",[3189,"^Q","## Deffinitionen #Slide",536870921]],["^15",[3189,"^O","^1@",536870921]],["^15",[3189,"^F",3173,536870921]],["^15",[3189,"^X",3140,536870921]],["^15",[3189,"^V",3140,536870921]],["^15",[3189,"^U",548,536870921]],["^15",[3189,"^U",3140,536870921]],["^15",[3189,"^?",["^ ","^37",2],536870921]],["^15",[3189,"^J",[],536870921]],["^15",[3189,"^H",548,536870921]],["^15",[3189,"^;","~u69008812-71ad-4305-8933-37fafdf937f3",536870921]],["^15",[3190,"^Q","## Zusammenfassend #Slide",536870921]],["^15",[3190,"^O","^1@",536870921]],["^15",[3190,"^F",3151,536870921]],["^15",[3190,"^X",3140,536870921]],["^15",[3190,"^V",3140,536870921]],["^15",[3190,"^U",548,536870921]],["^15",[3190,"^U",3140,536870921]],["^15",[3190,"^?",["^ ","^37",2],536870921]],["^15",[3190,"^J",[],536870921]],["^15",[3190,"^H",548,536870921]],["^15",[3190,"^;","~u69008812-6a30-4cc8-b8b7-88190b34796e",536870921]],["^15",[3191,"^Q","### Wirtschaftlicher Kontext",536870921]],["^15",[3191,"^O","^1@",536870921]],["^15",[3191,"^F",3153,536870921]],["^15",[3191,"^X",3140,536870921]],["^15",[3191,"^V",3189,536870921]],["^15",[3191,"^U",548,536870921]],["^15",[3191,"^U",3140,536870921]],["^15",[3191,"^?",["^ ","^37",3],536870921]],["^15",[3191,"^J",[],536870921]],["^15",[3191,"^;","~u69008812-598e-45f4-b5ef-bc0db8bd017d",536870921]],["^15",[3192,"^Q","Ethik ist ein Teilbereich der Philosophie, der sich mit den Voraussetzungen und der Bewertung menschlichen Handelns befasst.\nZiel der Ethik ist es, Maßstäbe für das richtige Handeln zu entwickeln und zu begründen.",536870921]],["^15",[3192,"^O","^1@",536870921]],["^15",[3192,"^F",3201,536870921]],["^15",[3192,"^X",3140,536870921]],["^15",[3192,"^V",3201,536870921]],["^15",[3192,"^U",548,536870921]],["^15",[3192,"^U",3140,536870921]],["^15",[3192,"^;","~u69008812-dd48-4ac1-a09c-6ed6754c38b9",536870921]],["^15",[3193,"^Q","**Betrag der Schmiergelder:** Über 250 Millionen Dollar (236 Millionen Euro)\nlogseq.order-list-type:: number",536870921]],["^15",[3193,"^O","^1@",536870921]],["^15",[3193,"^F",3177,536870921]],["^15",[3193,"^X",3140,536870921]],["^15",[3193,"^V",3151,536870921]],["^15",[3193,"^U",3140,536870921]],["^15",[3193,"^?",["^ ","^3B","number"],536870921]],["^15",[3193,"^J",["^3B"],536870921]],["^15",[3193,"^4",["^ ","^3B","number"],536870921]],["^15",[3193,"^;","~u69008812-3441-4347-bc58-4f09530a6045",536870921]],["^15",[3194,"^Q","Kleidung sein lokal und ökologisch hergestellt",536870921]],["^15",[3194,"^O","^1@",536870921]],["^15",[3194,"^F",3185,536870921]],["^15",[3194,"^X",3140,536870921]],["^15",[3194,"^V",3166,536870921]],["^15",[3194,"^U",398,536870921]],["^15",[3194,"^U",3140,536870921]],["^15",[3194,"^;","~u69008812-1374-4503-bee4-a1a7c018070f",536870921]],["^15",[3195,"^Q","**Grenzen von Moral und Ethik:** Untersucht die Grenze zwischen dem, was rechtlich erlaubt ist und dem, was ethisch vertretbar ist.\nlogseq.order-list-type:: number",536870921]],["^15",[3195,"^O","^1@",536870921]],["^15",[3195,"^F",3188,536870921]],["^15",[3195,"^X",3140,536870921]],["^15",[3195,"^V",3188,536870921]],["^15",[3195,"^U",3140,536870921]],["^15",[3195,"^?",["^ ","^3B","number"],536870921]],["^15",[3195,"^J",["^3B"],536870921]],["^15",[3195,"^4",["^ ","^3B","number"],536870921]],["^15",[3195,"^;","~u69008812-8021-498d-879b-9b70492f4eb5",536870921]],["^15",[3196,"^Q","Wie unterscheiden sich Ethik und Moral in diesem Kontext?\nlogseq.order-list-type:: number",536870921]],["^15",[3196,"^O","^1@",536870921]],["^15",[3196,"^F",3165,536870921]],["^15",[3196,"^X",3140,536870921]],["^15",[3196,"^V",3211,536870921]],["^15",[3196,"^U",3140,536870921]],["^15",[3196,"^?",["^ ","^3B","number"],536870921]],["^15",[3196,"^J",["^3B"],536870921]],["^15",[3196,"^4",["^ ","^3B","number"],536870921]],["^15",[3196,"^;","~u69008812-c2c4-4bd4-a7ad-ce34f874b544",536870921]],["^15",[3197,"^Q","",536870921]],["^15",[3197,"^O","^1@",536870921]],["^15",[3197,"^F",3176,536870921]],["^15",[3197,"^X",3140,536870921]],["^15",[3197,"^V",3190,536870921]],["^15",[3197,"^U",548,536870921]],["^15",[3197,"^U",3140,536870921]],["^15",[3197,"^;","~u69008812-25c1-40e8-9814-1d8c0f36ed65",536870921]],["^15",[3198,"^Q","Wirtschaftsethik bietet Prinzipien und Rahmenbedingungen, um ethische Entscheidungen innerhalb eines Unternehmens zu treffen.",536870921]],["^15",[3198,"^O","^1@",536870921]],["^15",[3198,"^F",3191,536870921]],["^15",[3198,"^X",3140,536870921]],["^15",[3198,"^V",3191,536870921]],["^15",[3198,"^U",548,536870921]],["^15",[3198,"^U",3140,536870921]],["^15",[3198,"^;","~u69008812-9105-4343-9730-ef23acf67a33",536870921]],["^15",[3199,"^Q","**Ursprung:** Philosophisch",536870921]],["^15",[3199,"^O","^1@",536870921]],["^15",[3199,"^F",3148,536870921]],["^15",[3199,"^X",3140,536870921]],["^15",[3199,"^V",3201,536870921]],["^15",[3199,"^U",548,536870921]],["^15",[3199,"^U",3140,536870921]],["^15",[3199,"^;","~u69008812-03f4-4e53-a048-3dcddb8c7c26",536870921]],["^15",[3200,"^Q","**Wertpapiertausch:** Firma Adani Green sammelte 175 Millionen Dollar von US-Geldgebern während der Bestechungspläne\nlogseq.order-list-type:: number",536870921]],["^15",[3200,"^O","^1@",536870921]],["^15",[3200,"^F",3146,536870921]],["^15",[3200,"^X",3140,536870921]],["^15",[3200,"^V",3151,536870921]],["^15",[3200,"^U",3140,536870921]],["^15",[3200,"^?",["^ ","^3B","number"],536870921]],["^15",[3200,"^J",["^3B"],536870921]],["^15",[3200,"^4",["^ ","^3B","number"],536870921]],["^15",[3200,"^;","~u69008812-576e-4f48-9284-f2530ae47b98",536870921]],["^15",[3201,"^Q","## Ethik",536870921]],["^15",[3201,"^O","^1@",536870921]],["^15",[3201,"^F",3189,536870921]],["^15",[3201,"^X",3140,536870921]],["^15",[3201,"^V",3189,536870921]],["^15",[3201,"^U",548,536870921]],["^15",[3201,"^U",3140,536870921]],["^15",[3201,"^?",["^ ","^37",2],536870921]],["^15",[3201,"^J",[],536870921]],["^15",[3201,"^;","~u69008812-c6ed-47fb-b02a-b98ebfe6c615",536870921]],["^15",[3202,"^Q","logseq.order-list-type:: number\n> Wie können Unternehmen sicherstellen, dass sie ethische Standards einhalten?",536870921]],["^15",[3202,"^O","^1@",536870921]],["^15",[3202,"^F",3178,536870921]],["^15",[3202,"^X",3140,536870921]],["^15",[3202,"^V",3151,536870921]],["^15",[3202,"^U",3140,536870921]],["^15",[3202,"^?",["^ ","^3B","number"],536870921]],["^15",[3202,"^J",["^3B"],536870921]],["^15",[3202,"^4",["^ ","^3B","number"],536870921]],["^15",[3202,"^;","~u69008812-aad2-4d92-acd0-794ad088d7fc",536870921]],["^15",[3203,"^Q","Moral bezeichnet die Gesamtheit von Normen, Grundsätzen und Werten, die das zwischenmenschliche Verhalten in einer Gesellschaft regulieren.\nDiese Konventionen werden von der Gesellschaft als verbindlich und richtig angesehen.",536870921]],["^15",[3203,"^O","^1@",536870921]],["^15",[3203,"^F",3153,536870921]],["^15",[3203,"^X",3140,536870921]],["^15",[3203,"^V",3153,536870921]],["^15",[3203,"^U",548,536870921]],["^15",[3203,"^U",3140,536870921]],["^15",[3203,"^;","~u69008812-ea96-489a-9361-83f728eede20",536870921]],["^15",[3204,"^Q","**Veränderlichkeit:** 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[[School/Wir/Kapitalismus Personenvorstellung]] (namespace [[School/Wir/Kapitalismus Personenvorstellung]])))}}\n\t- **Makers:**\n\t background-color:: yellow\n\t\t- {{query (and (or [[LATER]] [[WAITING]]) (or (page [[School/Wir/Kapitalismus Personenvorstellung]]) (namespace [[School/Wir/Kapitalismus Personenvorstellung]]))) }}\n\t- **Summery:**\n\t background-color:: blue\n\t\t-\n\t- ---\n\t- https://dieterwolf.net/wordpress/wp-content/uploads/2018/12/Hegels_Theorie_der_buergerlichen_Gesellschaft_Dieter_Wolf.pdf\n\t- https://www.duncker-humblot.de/_files_media/leseproben/9783428469642.pdf\n\t- ### Hegel\n\t\t- https://nexphilo.com/personlichkeiten/102.html\n\t- Recht auf private Besitz begründet mit dem bedürfniss des individuums, seinen Willen auszudrücken, eine Identität zu formen\n\t- Sittlichkeit\n\t\t- aus abstraktem Recht\n\t\t\t- These: Rechtsbereich\n\t\t\t- aus Antithese: Moralität\n\t\t- -> Ziel das zu erreichen ist\n\t- größter Herrausvoderung sei: individuelle Freiheit in vereinbahrung mit geselltschaftlicher Solidarität\n\t- Familie:\n\t\t- Familie als gegengewicht zum Individualismus der bürgerlcihen Geselltschaft\n\t\t\t- gegenseitige Unterstützung durch Liebe, gemeinschaftliche Ressourcenverteilung\n\t\t- Die Identität des Einzelnen beruht auf beziehung zwischen Zwei individuen -> Identität entseht auch durch Beziehung\n\t\t- D.h.: Ehe mehr als äußerliche Formalität",536870921]],["^15",[3260,"^17",1761642514611,536870921]],["^15",[3260,"^Z","pages/School___Wir___Kapitalismus Personenvorstellung.md",536870921]],["^15",[3261,"^K",1761642514609,536870921]],["^15",[3261,"^[",3260,536870921]],["^15",[3261,"^@",false,536870921]],["^15",[3261,"^Y","school/wir/kapitalismus personenvorstellung",536870921]],["^15",[3261,"^A",2568,536870921]],["^15",[3261,"^11","School/Wir/Kapitalismus Personenvorstellung",536870921]],["^15",[3261,"^B",1761642514609,536870921]],["^15",[3261,"^;","~u69008812-e830-4f0f-bd3e-9c19fe328d17",536870921]],["^15",[3262,"^Q","Recht auf 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[[TODO]] (or [[School/Wir/Kapitalismus Personenvorstellung]] (namespace [[School/Wir/Kapitalismus Personenvorstellung]])))",536870921]],["^15",[3292,"^?",["^ ","^3=","query","^3>",["(and (or [[LATER]] [[WAITING]]) (or (page [[School/Wir/Kapitalismus Personenvorstellung]]) (namespace [[School/Wir/Kapitalismus Personenvorstellung]]))) "]],536870921]],["^15",[3292,"^W","macro",536870921]],["^15",[3292,"^T","query (and (or [[LATER]] [[WAITING]]) (or (page [[School/Wir/Kapitalismus Personenvorstellung]]) (namespace [[School/Wir/Kapitalismus Personenvorstellung]]))) ",536870921]],["^15",[3293,"^3","## Meta:\n\t- Additional Tags:\n\t- Additional References:\n\t- **Subpages:**\n\t background-color:: purple\n\t\t- {{query (namespace [[School/Wir/Kommunistische Manifest]])}}\n\t- **Summery:**\n\t background-color:: blue\n\t\t-\n- ---\n- ![Manifest der Kommunistischen Pa - Karl Marx.pdf](../assets/Manifest_der_Kommunistischen_Pa_-_Karl_Marx_1759226309021_0.pdf)\n\t- ### Eckdaten\n\t\t- Von: Karl Max, Fridrich Engels\n\t\t- Ersscheinungsjahr: Februar 1848\n\t\t- Urspruengliche Fassung: 23 Seiten\n\t- ### Vorworte:\n\t\t- ((68dbaa53-795a-43b8-b46c-2af05fcbbb14))\n\t\t- in verschiedensten Sprachen zunächs ((68dbabe3-375b-4719-b052-3c426ea4059b)) -> Internationale Gedanke\n\t\t- ((68dbaae6-d9a4-4096-a2f3-8d11f880bd32))\n\t- ### ((68ea6d8e-1521-4d02-9e98-2f28f337ce50))\n\t\t- ((68dbab5c-a057-4b75-ba19-0eb189d024cd))\n\t\t\t- ((68dbabbe-d455-4ed7-9789-e5f8606f28dd)), Als Gefahr Wahrgenommen\n\t\t\t- ((68dbac4f-fb1b-4297-a86a-7d449f6c2a07)) -> Geschichte stets mit Klassenkampf verbunden\n\t\t\t- ((68dbac87-1603-4cee-a4a7-f77eb56ce470)) haben klassen nicht aufgehoben, lediglich neu deffiniert\n\t\t\t- Vermehrung und tausch der Wahre, im kolonialistischen Kontext erlaubeten es phalbürgertum zu burguasie zu werden\n\t\t\t\t- sie entwickelten sich mit dem Technischen Frotschrit, getrieben durch Kapitalvermehrung selbst\n\t\t\t\t- dringen alte stände in den Hintergrund; ((68dbade3-e7df-4f0a-9f1c-3b6c47264281))\n\t\t- ((68dbae5c-8d7c-4db4-a7b0-739311c99541))\n\t\t\t- lässt nur marktinteresse, kapital zu; ((68dbae98-aa71-4b13-aca7-df4ac10d1790))\n\t\t\t- zwangen jeden ihn ihre Wirtschaftsweise; den Lohnarbeiter und den Porduzenten; auch Ärzte etc.\n\t\t\t- ((68dbaf36-0857-435e-a50a-c67fa4fed47a)) -> kontinuierliche unsicherheit\n\t\t\t- durchgehender zwang zum ausdehnen -> weltmarkt, ((68dbafe0-ba42-494f-bb95-2c94e6b5e450))\n\t\t\t- ((68dbb06b-ca77-48d7-b90c-e6187e775828)) -> zwang zu zivilisation\n\t\t\t- ((68dbb0a1-aec8-4810-b575-ec7a4be2eeed)) -> in d Stadt ist einer Zentrale Kontrolle der Porduktionsmittel und eine mege Arebit, niedrigere Transportkosten\n\t\t- ((68dbb0ce-b769-41d4-838c-e6ad4395fc93))\n\t\t\t- Nationalismus, zusammenschluss von Provinzen im Interesse der bürgerlichen\n\t\t\t- (Feudalen Produktionsverhältnisse) ((68dbb1e3-2ac1-4586-b397-a0ea2f50887f))\n\t\t\t dies droht auch der Bürgerlichen Wirtschaftsordnung\n\t\t\t ((68dbb248-f244-4f51-ba62-0bd53cb0d081))\n\t\t\t- Überproduktion führt zu Mangel da Kriesen entstehen, Geselltschaft kann Matrialistischen Wert der waren nicht mehr fassen; ((68dbb353-d41c-424d-b968-3f9853346133))\n\t\t\t\t- Vernichtung von Produktionskräften nötig, außbeuten alter märkte\n\t\t- ((68dbb419-0221-4e87-b312-cb37dfd94faf))\n\t\t\t- Leben unr durch Arbeit, Arbeit nur druch Kapitalvermehrung\n\t\t\t- Sind als Ware \"Arbeitskraft\" der Volitarität des Marktes Ausgesetzt\n\t\t\t- Entfremdung: Arbeiter nicht als bloßer Bediner einer maschine, jegliche erfüllung der Arbeit verlohren\n\t\t\t- Produktionskosten = Kosten der Arbeit + Werkstoffe -> Kosten der Arbeit ist minimaler Lebenserhalt; Maß der Arbeit nimmt zu, bei gleichen Lohn da Lbenserhalt nicht steigt\n\t\t\t\t- den ausgelaubter Arbeiter ist ersätzlich\n\t\t\t\t- Andere seite der Bürgerlichen wirken druck mit steigenden Lebenserhaltungskosten auf sie aus -> steigende Mieten\n\t\t\t\t- ((68dbb630-bdb1-41b0-9029-42edbf02778c)) der herachie folge zu leisten überwacht von Bourgeoisie\n\t\t\t\t- ((68dbb67d-9811-4778-ac33-8b2eba743170))\n\t\t\t- ((68dbb6c0-cbd0-42d2-9829-50ff98acdf74)) -> kosten unterschiedlich\n\t\t- ((68dbb7eb-3548-4884-8649-c66be7dbf8c0))\n\t\t\t- Kampf gegen die Absolute monachie, ((68dbb88e-102b-4773-8386-ab6a20822ad8)), überreste des geshwächten systems können vom industrieller Bürgertum genutzt werden\n\t\t\t logseq.order-list-type:: number\n\t\t\t- ((68dbb986-ea1e-48aa-b82d-0cb5be649136)), durch Maschienen, durch steigenden Druck\n\t\t\t logseq.order-list-type:: number\n\t\t\t\t- gestiegende konkurenz führt zu Handelskriesen, der Markt wird Volatiler\n\t\t\t- ((68dbb9eb-5e17-40bf-bedd-035c34764e4f))\n\t\t\t logseq.order-list-type:: number\n\t\t\t\t- Nur temporäre Siege, eigendlicher erfolg weitere vereinigung der Arbeiter\n\t\t\t- ((68dbba68-cb18-4299-b158-abc1ac2d00db))\n\t\t\t logseq.order-list-type:: number\n\t\t\t- ((68dbba97-e8dc-41a6-b225-c0e591dbd344))\n\t\t\t\t- Wird trozdem Anerkannt: ((68dbbba3-ba46-4516-8caf-c494c78a2465))\n\t\t\t- Bürgertum kämpfe ((68e8c009-99d8-406e-b1c1-08a64c72a09c))\n\t\t\t\t- ((68e8c033-5861-4a9e-9a42-1b0edf455571))\n\t\t\t- ((68e8c081-24d2-44fe-87b8-89faecc16e36))\n\t\t\t- Mittelstand ((68e8c116-b17d-4477-90db-ad1e65135375)); Im sinne des Poletariats fü zukünftige Interessen, wenn sie selbst zum Arbeitenden werden\n\t\t\t- ((68e8c1d8-7194-405d-8a65-b2a37a04ae86))\n\t\t\t- ((68e8c239-f125-4a46-b5fe-7f9c0843139d))\n\t\t\t\t- die emanzipation des proletariats bedeutet unweigerlich vernichtung der überligenden geselltschaft\n\t\t\t- ((68e8c29d-195e-4c62-a246-7e74244fe9c2))\n\t\t\t\t- zunächst National\n\t\t\t- LATER ((68e8c2f3-6fd2-477a-8bde-a2f26f52f1d8))\n\t\t\t\t- Verarmung der geseltschaft schneller als gesammtgeseltschaftlicher Reichtum\n\t\t\t\t- ((68e8c482-e17d-4944-aa45-c8d7b5b23b62))\n\t\t\t- ((68e8c4af-48f8-4a83-81be-1ea7147e8230))\n\t\t\t- ((68e8c548-2f6d-4b77-959b-324cd415da94)) -> das Bürgertum wirs selbst von System und Industrie, willenlos, Kontroliert, dadurch produziert sie ihre eigenen Untergang\n\t- ---\n\t- ### ((68ea6d9a-8b1e-48f4-b5ae-08d126679687))\n\t collapsed:: true\n\t\t- Kommunisten ((68e8c60e-4f1f-4555-a3ac-df1a4fc5db9f))\n\t\t- ((68e8c64c-c09b-4301-865c-ca5b592425a1)) -> Internationalität, vertreten Gesammtbewegung unabhänig von Status der Geselltschaft\n\t\t- Kommunisten ((68e8cb02-c9c4-4433-b3cb-ff2646bc0f4b)) über ihr eigenes leid schaffen -> einzig durch die Proletarier möglich\n\t\t- ((68e8cb7c-f626-479e-862e-be6c4e84d79b))\n\t\t- ((68e8cbb7-ca18-4a7c-a526-47f74ac1705d))\n\t\t- ((68e8cbf3-a6f6-437b-9c15-bd63f0dc3f8e)); Revolution kam immer mit änderungen der Eigentumsverhältnisse\n\t\t\t- Bürgerliches Privateigentum, grundlage ((68e8cc5a-cd20-43ad-84ee-89a642c4b6f7))\n\t\t- Vorwurf: ((68e8cc9e-e263-4a46-8106-ab76086da365)) solle abgeschaft werden\n\t\t\t- kleinbürgerliches bereits durch großindustrie abgeschaft\n\t\t\t- Lohnarbeit schafft kein Privateigentum, nur die unterdrückende Bürgerliche betroffen\n\t\t\t- ((68e8cd22-8e15-4d3c-9658-1a1182d5c183))\n\t\t\t collapsed:: true\n\t\t\t\t- ((68e8ce41-2c40-4ac3-a3f3-efa301023e2a)) -> das muss so widergespiegelt werden\n\t\t\t\t- ((68e8ce87-cab8-42f6-afb7-b927eb44f029))\n\t\t\t\t- ---\n\t\t\t\t- ((68e8cea7-ef19-4c5d-bf2b-57ae194acce9)) -> private konsumgüter o.ä. nicht vergeselltschaften\n\t\t\t\t- ((68e8cf7f-e217-4ab2-bcb3-d425a1dbb316))\n\t\t\t\t- ((68e8d00b-5b00-4b57-9c4b-55650ff9943f))\n\t\t\t\t- DONE Unterschied aufgehäufter und lebendiger Arbeit\n\t\t\t- kommunismus ((68e8d00b-5b00-4b57-9c4b-55650ff9943f)) -> unterschied aufgehäufter/lebendiger Arbeit\n\t\t- Im Kapitalusmus: ((68ea13ff-7c74-43e3-997a-68720b95fb17)): ((68ea1447-4ffc-4083-b978-fdd22f26da81)) benötigt\n\t\t\t- ((68ea1462-8baa-4946-82ca-2431218d1dde))\n\t\t\t- ((68ea14a7-972c-496d-8efc-e1057bbe94a8))\n\t\t\t- Bourgeois versteht unter person nur jene die persönliches in bürgerliches igentum überführen kann, also sich selbst\n\t\t- ((68ea1550-501a-4f99-bee6-ae97c2838942))\n\t\t\t- Kapitalisten arbeiten nicht\n\t\t\t- ((68ea1654-15d7-4967-a856-87e3a1896d3b)) -> aufhebung des willens der klasse\n\t\t- ((68ea16c7-0606-4a0f-a58e-7a2a3c4c27c1))\n\t\t\t- bürgerliche Fammilie verschwindet mit dem Kapital\n\t\t\t- Ja, wir wollen die AUsbeutung der Kinder verhindern\n\t\t\t- Kommunisten ((68ea1747-775e-45e0-8b93-24faf1a7add0))\n\t\t\t- ((68ea1775-4bb6-4ae3-9ac2-fb613ea60155)), während das bürgertum eine trautes verhältniss zwischen kind und Eltern aufrecht erhält\n\t\t\t- ((68ea17b8-cec1-4674-ae01-89e0800d745c))\n\t\t\t\t- sieht in gemeintschafftlichen ausbau der Produktionsmittel auch die gefahr das Frauen gleichermaßen einbezogen werden -> ihre stellung aufgehoben wird\n\t\t\t\t- ((68ea18be-3444-4bd5-84c7-fa013106bad2))\n\t\t\t\t- (bürgertum stöt sich daran das Frauen das ihre Frauen dem Proletariat zur verfügung stehtn -> warum?)\n\t\t\t\t- Prostitution verschwindet mit dem Kapital\n\t\t- ((68ea192c-91ae-4cf3-b9aa-48dbd676e34d))\n\t\t\t- sie wollen sich eben zur nationalen klasse erheben, nur entgegen der bürgerlichen\n\t\t\t- ((68ea197c-906f-4afc-93c6-1b904da25f77))\n\t\t\t- ((68ea19a9-14be-4eb5-85cd-8fc9d18d41fb))\n\t\t\t id:: 68ea1980-39df-418a-b53b-a3b0cfdf8525\n\t\t- ((68ea1a38-daca-4b38-8aca-e3c46658bb8d))\n\t\t\t- Element welches die aufläsung der alten Verhältnisse innerhalb der geseltschaft hat sich gebildet, durchgesetzt\n\t\t\t- ((68ea1b13-4b65-4c6b-8112-177865defce0))\n\t\t\t\t- jeher nur in Klassengeseltschaften gedacht, die der Kommunismus abschaffen möchte\n\t\t\t\t- ((68ea1b3c-af60-4d86-95d1-39912c430a64))\n\t\t- ((68ea1b7b-9fdf-43a7-a382-44e0600d04c0))\n\t\t\t- ((68ea1baf-a277-4b45-ae2d-a8fa76e453fd))\n\t\t\t\t- LATER LIST\n\t\t\t- ((68ea1bec-ce1b-44ce-b446-b40a16a025ab))\n\t\t\t- Mit dem aufheben der Produktionsverhältnisse ((68ea1c11-efe4-4b15-94ec-218598c6dd16))\n\t\t\t- ((68ea1c2c-29be-4753-91b9-bd1b30decb93))\n\t- ---\n\t- ### ((68ea6de7-7121-43da-8865-c6b16c67cfc7))\n\t collapsed:: true\n\t\t- ((68ea708c-63fe-4c6c-84a8-f213b82acdc1))\n\t\t\t- fein meines findes freund, Klasse der Aristokratie von Bourgeoisie erstzt, d.h. sozialistischen Anstrich um es zu revissionieren\n\t\t\t- Doch christliche werte, wenn auch sozialistisch fuehren nicht zum ziel\n\t\t- ((68ea70e8-badb-44da-8d0e-bb504cea692f))\n\t\t\t- Fuehren genau wie Marx selbst alle analysen richtig aus, schlussfolgern falsch\n\t\t\t- Wollen alte Eigentumsverhaeltnisse (ggf. im Rahmen neuer Produktionsstrukturen)\n\t\t\t- Schlecht fuer Proletariat, Utopissch, reaktionaer\n\t\t- ((68ea7143-8dde-440e-b99b-248a3e0a8f43))\n\t\t\t- Import der literatur aus Frankreich (dadurch fehlte der geselltschaftliche kontext), mit deutschen philosophischen Ideen erweitert\n\t\t\t- Aus Klassenkampf/den ((68ea7282-53d8-4edd-b719-1d0a746818dd)) gemacht, \" ((68ea7270-f77d-4e86-a770-74d74cfadd21)) \" die jedoch die Tatsachliche realitaet widerspiegeltn\n\t\t\t- ((68ea7334-4d5b-4091-b87f-1d2223d41489))\n\t\t\t\t- als kampf gegen aufsteigende Bourgeoisie und repraession der anderen Sozialistin\n\t\t\t\t- kleibuergertum war kontrollierbar, wurde aufrecht erhalten: Dient ((68ea73f3-a170-4548-b495-f42a53f96924))\n\t\t- ((68ea7588-5ab5-4581-a6a5-75d18d5250dc))\n\t\t id:: 68ea758f-c65c-4d8c-9992-3a1e9f660606\n\t\t\t- ((68ea7679-4692-40c4-9b68-4d289dec2b64)), alle masssnahmen diehntem dem Proletariat\n\t\t\t- ((68ea75e5-cf7f-4237-aaa4-47d71e2ad4eb)) -> unmoeglich\n\t\t\t- Wolen ggf, Wohltatigkeitsorganisationen, tirewohl foerderungen etc. jedoch ohne Revbolutionaeren Character -> ((68ea759d-2e27-44d0-8238-fa6e97c66870))\n\t\t\t- \"Irgendwei wird dass schon, keine Konkreten Ideen\" -> administrative Verbessserungen, d.h. effizientere Produktionsverhaeltnisse\n\t\t\t\t- steigern nur ungleichheit\n\t\t- ((68ea7747-aa53-4290-92ad-a8f92ba85594))\n\t\t\t- ((68ea77e7-711c-43eb-847f-f503451766e4))\n\t\t\t\t- da Klassengegensaetze mit Industrieller entwicklung zunehmen suchen sie nahc addoptien dieser haltung in die Ralitaet\n\t\t\t\t id:: 68ea79c0-b416-4fe4-8591-bf5963f85ec0\n\t\t\t- wollen daher ((68ea787d-b61a-496f-b687-aad637beed8a))\n\t\t\t\t- verwerfen daher revolutionaere ansatze\n\t\t\t- lieferten trozdem gute analysen zur aufklareung des Proletariats ueber seine Unterdruckung\n\t\t\t- Wurde mit der zeit zunehmend Sektenartiger, Klassenkampf immer wider abgestumpft um [diskrepanz](68ea79c0-b416-4fe4-8591-bf5963f85ec0) zu verkleinern\n\t\t\t\t- verkuemmerten zu [konservativen Sozialismus](((68ea758f-c65c-4d8c-9992-3a1e9f660606)))\n\t- ---\n\t- ### ((68ecc13a-1b0e-41ac-ac3c-5005635ad6db))\n\t collapsed:: true\n\t\t- Nutzen jede moeglichkeit, erst das feudale, dann das Buergerliche zu revolozionieren\n\t\t- ((68ecc274-8d0e-4c9f-bd71-b42d5491faf9))\n\t\t\t- trozdem staqerkung des klassenbewusstseins zwischen arbeiter und buergertum\n\t\t\t- sobalt die zusteande es zulassen: ((68ecc2f8-2d17-474b-a0e8-78b22382d42c))\n\t\t- Deutschland ((68ecc322-4d53-4e5a-bcb2-0ccb0ce57184))\n\t\t\t- ((68ecc33d-34c2-4b0d-9f62-49ffd4e2531e))\n\t\t- Unterstuetzung der Demokratisierung\n\t- ((68ecc37d-dddc-4d54-9286-38d0c55b0a7e))\n\t-\n\t-\n\t- Erster teil Bildent, zweiter \"ja wiur wollen das bürgerliche privateigentum zerstören\" und es ist eminent das ihr dagegen seit\n\t- ((68ea779b-40bc-4a8c-89bb-ee335520c203))\n\t\t- Stufentheorie\n\t- Fuer DE: Revolution mit Vereinigungsprozess, Demokratieherstellung und ausicht auf Sozialistissche Revolution\n\t- -> Kapitalismus ist das Wesen was sieche verselbstständigt hat, Kapitalismus setzt unglaubliche Kräfte frei -> positive, (ihr werdet Beherrscht von etwas was ihr Beherrschen solltet)\n\t\t- Geld ernidrigt die Menschen, alles ist blossess Kapital\n\t\t- das system muss sich ausdehnen, zwang zum Wachstum (wie Krebs)\n\t- -> Geld ist niemals gut oder boese es ist nur ungleich verteilt -> unter dieser ungelichheit wuerde das system zwangslaeufig zusammenbrechen\n\t\t- jedoch hat geschichte kein Klares ziel, Dynamik und anpassungsfahigkeit des Systems unterschaetzt\n\t\t- kreisen sind teil nicht ende des Kapitalismus\n\t\t- Moechte jeder Proletartier lieber Bourgua sein, d.h. kein eminenter wehr gegen das system\n- ---\n- https://jellyfin.urmel.duckdns.org/web/#/details?id=efce7c151d75c4c53c3b4636a352e4e8&serverId=c398a70cade14071ae3e44c0940a51e9\n\t- Familie:\n\t\t- Jenny von Westpfahlen, Frau:\n\t\t collapsed:: true\n\t\t\t- Aristokratischer herkunft\n\t\t- Tochter:\n\t\t\t- Mush: sohn, starb an krankheit\n\t\t\t- Jenny\n\t\t\t- Eleanor Marx -> stritt für werke des Vaters, wollte Schauspielerin werden\n\t\t\t Marx kritisch über Theaterspiel (schrift wichtiger als gesprochenen)\n\t\t\t \n\t\t\t \n\t\t\t Schrieb personenbeschreibungen und erinnerungen ueber Marx auf, suizied 1898\n\t\t- Frederick Demuth: Mitbegruender der Labour Partei\n\t\t- Enkel:\n\t\t\t- Jonny: Jean Longuet, ssozialistischer Abgeordneter in Frankreich -> heute einziger nachfahren von Marx\n\t\t- SUM:\n\t\t\t- 7 Kinder, (5 staben im alter von unter 9, davon 4 unter 1 Jahr)\n\t\t\t- Alle weiteren wurde aktivisten für Marx idee, 2 begangen suizied\n\t\t- Stammt aus wohlhabenderer Familie aus Anwälten\n\t\t\t- Vater von Judentum zu cristentum convertiert (aufgrund von preussischen einschränkungen)\n\t- Engels:\n\t\t- Erbe einer Wuppertaler industriefamilie\n\t\t- Hat sic hgeschworen nicht auf ausbeutung und aktien sitzen zu bleiben\n\t- Marx:\n\t\t- 1500 Buecher herangezogen\n\t\t- kinderlieb\n\t\t- niemand beschrieb die Kapitalisten und Interessen, vorgehen dieser so genau -> süchtige Spieler die weiter machen müssen\n\t\t- Stets wissenschaftliche Beschreibungen, kein persönlicher groll gegen die Bourgeoisie\n\t\t- Finanziell stark von Engels abhaenig, verhielt sich jedoch nicht so -> Geldzahlungen\n\t\t- konnte nicht mit Geld umgehen, kannte sich lediglich mit Kapital aus\n\t\t- -> 4 Kidner und Frau staben vor ihnen -> emotonal starg getroffen\n\t- Friedrich Egels glaubte an Marx als Vordenker der Arbeiterbewegung, Deuter der Geschichte\n\t- -> keine ausreichende wuerdigung zu seiner lebzeiten\n\t- -> Tod 1983, in kleinem kreise\n\t- ---\n\t- Politischer Vagabund, statig in flucht durch Westeuropa\n\t\t- 1836 Bonn [32:00]\n\t\t\t- Student, dualliert -> urde von Mitstudenten als dem ziele Dediziert beschrieben\n\t\t\t- Lyrik im demokratisch gesinnten kreise, selbst aus Bürgertum, juridisch\n\t\t\t- Beziehung zu Jenny kritisch, da aus adeliger herfunkt (sollte eigentlich preußischen protestantischen Offizier)\n\t\t\t- Sollte eigendlich Jurist werden, beschaeftigte sich jedoch mit philosophie -> um die welt zu veradnern nicht bloss zu interpretieren\n\t\t\t\t- kritisch in preussen\n\t\t\t- Hungersnote troz industrieller revolution im Umfeld pragten marx\n\t\t\t\t- debatten um Pressefreiheit, reinisch und westphaelischem buergertum\n\t\t\t- Marx chefredaktur in Koellen, der zensur ausgesetzt\n\t\t\t\t- versuchten stets dem zensurpruefern auszutricksen\n\t\t\t\t- verbot nach 1 Jahr -> Arbeitslosigkeit, exil in Paris\n\t\t- 1844 Paris\n\t\t\t- Ort der Geistesfreiheit, ungehindertes Arbeiten ohne Zensur\n\t\t\t- Marx: Zentrum der neuen Welt/Sozialistischen revolution (erste erwahnung des Wortes)\n\t\t\t- Erster Kontakt mit radikalen, sektenartigen kommunisten\n\t\t\t- Freundschaft zwischen Engels und Marx enstand\n\t\t\t\t- schrieben frueher fuer selbe Zeitung\n\t\t\t\t- \"vollkommen gleichgesinnten\"\n\t\t\t\t- Engels kennt realitaet der Arbeitenden, Marx rein interlektuell\n\t\t\t\t- gegenseitige Ergänzung, Engels Unterstützung, essenziell für das Werk\n\t\t- 1848 Bruessel, beschlagnahmung der Papiere und Buecher, verhoereungen verschiedener Staartsgewalten\n\t\t\t- \"Die revolution kommt auch ohne mein zutuhen, es ist wie ein Naturgesetz\"\n\t\t\t- Streitschrift: Das Kommunistische Manifest\n\t\t\t- Rueckkehr nach Koelen unter lieberaler revolutionarer Regierung, dem Frankfurter Nationalparlamen\n\t\t\t- Gegen populistische manipulation um arbeiterbewegung aufgzubauen \"Niemals! Niemals, hat unwissenheit irgendjemanden Genutzt!\"\n\t\t\t\t- steckte viel zeit in bekampfung abweichender meinungen besonders von eigendlichen mitstreitenden, Genossen -> inbruenstige streitsucht\n\t\t\t\t- \"Er war fest ueberzeugt von seiner Mission die geister zu beherschen ihnen seinen willen aufzuzwingen und sie mit zu reisen. Vor mir stand die verkoerperung des demokratischen diktatiors\" - beschreibung von marx wahrend argumentation\n\t\t\t\t- marx fest ueberzeugt von seinen meinungen\n\t\t- 1849\n\t\t\t- Neuauflage der Reinischen Zeitung\n\t\t\t- Zeit noch nicht reif für Proletarische Revolution -> Stifentheorie, erst Demokratisierung und Schaffung eins Nationalstaats: Manchie -> Buergertum -> Proletariat\n\t\t\t- Kommunismus galt noch zusehr als Schreckwort, stellte sich gegen jene die bereits jetzt Proletarische revolution anstrebten\n\t\t\t\t- wuerde zu niedergang der Arbeiterklasse fuehren, Marx unterlag den populisitshcen stimmen der Genossen\n\t\t\t\t- glaubte trozdem an die Revolution\n\t\t\t- Im scheitern prangerte er die unfahigkeit des Buergertums an\n\t\t\t- Engels, d.h. general, aktive in kämpferischer Revolution -> vergeblich\n\t\t\t- Letzte ausgabe der Zeitung in rot gedruck, erwirtschaftets Geld/durch verkauf der Maschienen an mitarbeitende ausgezahlt\n\t\t- 1849 zuflucht in London\n\t\t\t- Preußische Obrigkeit, spitzel suchten nach ihm; keine Verfolgung der Englischen Staatsgewalt\n\t\t\t- in einer der schlechtesten Wohngegenden, Zoho -> schlechte Sanitaere Begebenheiten\n\t\t\t- permanente finanzielle not, miete konnte nicht gezahlt werden, Gegenstande verpfändet, abschreiben lassen\n\t\t\t- unter den schlechten Begebenheiten stab Mush durch Krankheit -> \"wahre unglueck\"\n\t\t- 1851\n\t\t\t- Marx reagierte unemotional auf Tod von Engels frau -> streit, einstellung der Geldzahlungne\n\t\t\t- Verpfändungen, Anschreiben -> Nichtmal mehr Papier zum schreiben\n\t\t\t- besonders schlimm für Jenny, tragik das er Familie nicht alleine Ernannteren konnte erdrückend\n\t\t\t- Torzdem immer Bediensteten\n\t\t- -> leben wurde wilder Besser, Kur in Algerien\n- Marx glaubte er wahre blosse Fussnote in der geschichte, Engels optimistischer\n- ---\n- oktoberrvolution Lenin\n\t- marx wuerde dem Kritisch entgegenstehen\n\t- \"Es wahre die groesste dumheit anzunehmen, das der uebergang vom Kapitalismus zu Sozialismus ohne Diktatur moeglich sei.\" - Lenin: Grosser kontrast zu dem as marks mit der Demokratisierung wollte\n\t- pressfreiheit war marx auesserst wichtig, grund fuer Exil\n- \"Alles was ich weiss: Ich bin kein Marxist\" - Marx\n- \"wir sind nicht Eigentuemer nur Nutzniesser der Erde und haben sie nachfolgenden Generationen verbessert zu hinterlassen\" - Marx\n- ---\n- Fuer marx SPD zu realpolitisch, unrevolutionaer\n-\n- DONE [#A] PP\n\t- Struktur:\n\t\t- Marx - leben bis zum Kapital\n\t\t logseq.order-list-type:: number\n\t\t- Das Kapital\n\t\t logseq.order-list-type:: number\n\t\t\t- Meta Informationen & Pregnanz des Werkes\n\t\t\t logseq.order-list-type:: number\n\t\t\t- Zusammenfassung & Interpretation\n\t\t\t logseq.order-list-type:: number\n\t\t\t\t- Kraft des Kapitals (positive)\n\t\t\t\t- Entgleitung der Menschlichen herschaft ueber dass System (negative)\n\t\t\t- (Kommentar ueber das Werk - beziehung zu \"das Kapital\")\n\t\t\t logseq.order-list-type:: number\n\t\t- heutige und Histroissche Rueckschluesse aus dem Werk - bedeutung\n\t\t logseq.order-list-type:: number\n\t- Quellen:\n\t\t- Media:\n\t\t\t- (16.10.) marx_logo.png: https://stock.adobe.com/de/images/karl-marx-figure-icon-symbol-vector-eps-08/204334692\n\t\t\t- (16.10.) arbeiterfaust_logo.png: https://svgsilh.com/de/image/158024.html\n\t\t\t-\n\t\t\t- (20.10.) https://en.wikipedia.org/wiki/Rheinische_Zeitung#/media/File:Rheinische-zeitung-1842a.jpg{:height 34, :width 707}\n\t\t\t- (20.10) https://www.thecollector.com/young-karl-marx-early-ideas/\n\t\t\t- (20.10) https://www.goodreads.com/book/show/322900.Critique_of_Hegel_s_Philosophy_of_Right\n\t\t\t- (20.10) https://www.fuw.ch/article/die-panik-von-1825\n\t\t\t- (20.10) https://www.simplypsychology.org/marx-alienation.html\n\t\t\t- (20.10.) https://www.youtube.com/watch?v=EeaXYv_TY0s cover\n\t\t\t- (20.10.) https://www.nau.ch/news/schweiz/fast-alle-chemikalien-uberschreiten-belastungsgrenze-der-erde-66098170\n\t\t\t- (20.10.) https://perspectivesofpolicy.blogspot.com/2023/01/wealth-inequality-in-america.html\n\t\t- Inhalt:\n\t\t\t- (18.10.) https://en.wikipedia.org/wiki/Timeline_of_Karl_Marx\n\t\t\t- (20.10) https://www.amazingbelgium.be/2016/08/the-manifesto-of-karl-marx-was-written.html\n\t\t\t- (20.10) https://totallyhistory.com/karl-marxs-children/\n\t\t\t- (20.10) https://en.wikipedia.org/wiki/Neue_Rheinische_Zeitung#/media/File:Neue_Rheinische_Zeitung_N.jpg\n\t\t\t- (20.10) https://www.brusselstimes.com/390187/today-in-history-karl-marx-expelled-from-belgium\n\t\t\t- (20.10) https://jacobin.com/2021/05/karl-marx-signs-of-communist-future-paris-commune-communist-history\n\t\t\t- (20.10) https://de.wikipedia.org/wiki/Klassenkampf#/media/Datei:Pyramid_of_Capitalist_System.jpg{:height 34, :width 706}\n\t\t\t- (20.10) https://www.slideserve.com/Jimmy/grundlagen-des-marxismus-1271358\n\t\t-\n-",536870921]],["^15",[3293,"^17",1761642514720,536870921]],["^15",[3293,"^Z","pages/School___Wir___Kommunistische Manifest.md",536870921]],["^15",[3294,"^K",1761642514713,536870921]],["^15",[3294,"^[",3293,536870921]],["^15",[3294,"^@",false,536870921]],["^15",[3294,"^Y","school/wir/kommunistische manifest",536870921]],["^15",[3294,"^A",2568,536870921]],["^15",[3294,"^11","School/Wir/Kommunistische Manifest",536870921]],["^15",[3294,"^B",1761642514713,536870921]],["^15",[3294,"^;","~u69008812-0124-48fc-83b8-d7d8b16850a1",536870921]],["^15",[3295,"^Q","Hat sic hgeschworen nicht auf ausbeutung und aktien sitzen zu 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wird die Exploitation einer Nation durch die andere aufgehoben.\nls-type:: annotation\nhl-page:: 24\nhl-color:: red\nid:: 68ea19a9-14be-4eb5-85cd-8fc9d18d41fb",536870922]],["^15",[3302,"^O","^1@",536870922]],["^15",[3302,"^F",3345,536870922]],["^15",[3302,"^X",4953,536870922]],["^15",[3302,"^V",4953,536870922]],["^15",[3302,"^U",4953,536870922]],["^15",[3302,"^?",["^ ","^18","annotation","^3@",24,"^3A","red","^1;","68ea19a9-14be-4eb5-85cd-8fc9d18d41fb"],536870922]],["^15",[3302,"^J",["^18","^3@","^3A","^1;"],536870922]],["^15",[3302,"^4",["^ ","^18","annotation","^3@","24","^3A","red","^1;","68ea19a9-14be-4eb5-85cd-8fc9d18d41fb"],536870922]],["^15",[3302,"^;","~u68ea19a9-14be-4eb5-85cd-8fc9d18d41fb",536870921]],["^15",[3303,"^Q","(20.10) 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der Gleichförmigkeit der industriellen Produktion und der ihr entsprechenden Lebensverhältnisse. Die Herrschaft des Proletariats wird sie noch mehr verschwinden machen\nls-type:: annotation\nhl-page:: 23\nhl-color:: yellow\nid:: 68ea197c-906f-4afc-93c6-1b904da25f77",536870922]],["^15",[3345,"^O","^1@",536870922]],["^15",[3345,"^F",3550,536870922]],["^15",[3345,"^X",4953,536870922]],["^15",[3345,"^V",4953,536870922]],["^15",[3345,"^U",4953,536870922]],["^15",[3345,"^?",["^ ","^18","annotation","^3@",23,"^3A","yellow","^1;","68ea197c-906f-4afc-93c6-1b904da25f77"],536870922]],["^15",[3345,"^J",["^18","^3@","^3A","^1;"],536870922]],["^15",[3345,"^4",["^ ","^18","annotation","^3@","23","^3A","yellow","^1;","68ea197c-906f-4afc-93c6-1b904da25f77"],536870922]],["^15",[3345,"^;","~u68ea197c-906f-4afc-93c6-1b904da25f77",536870921]],["^15",[3346,"^Q","((68ea7679-4692-40c4-9b68-4d289dec2b64)), alle masssnahmen diehntem dem Proletariat",536870921]],["^15",[3346,"^O","^1@",536870921]],["^15",[3346,"^F",3675,536870921]],["^15",[3346,"^X",3294,536870921]],["^15",[3346,"^V",3675,536870921]],["^15",[3346,"^U",3294,536870921]],["^15",[3346,"^H",3491,536870921]],["^15",[3346,"^;","~u69008812-beb5-4356-8e1e-d975be8671e8",536870921]],["^15",[3347,"^Q","\"Die revolution kommt auch ohne mein zutuhen, es ist wie ein Naturgesetz\"",536870921]],["^15",[3347,"^O","^1@",536870921]],["^15",[3347,"^F",3369,536870921]],["^15",[3347,"^X",3294,536870921]],["^15",[3347,"^V",3369,536870921]],["^15",[3347,"^U",3294,536870921]],["^15",[3347,"^;","~u69008812-5b92-47f3-a315-a2342540f1a5",536870921]],["^15",[3348,"^Q","Nur temporäre Siege, eigendlicher erfolg weitere vereinigung der Arbeiter",536870921]],["^15",[3348,"^O","^1@",536870921]],["^15",[3348,"^F",3552,536870921]],["^15",[3348,"^X",3294,536870921]],["^15",[3348,"^V",3552,536870921]],["^15",[3348,"^U",3294,536870921]],["^15",[3348,"^;","~u69008812-603f-4a18-8d5a-dfaae2b6c36f",536870921]],["^15",[3349,"^Q","((68e8c29d-195e-4c62-a246-7e74244fe9c2))",536870921]],["^15",[3349,"^O","^1@",536870921]],["^15",[3349,"^F",3641,536870921]],["^15",[3349,"^X",3294,536870921]],["^15",[3349,"^V",3540,536870921]],["^15",[3349,"^U",3294,536870921]],["^15",[3349,"^H",3636,536870921]],["^15",[3349,"^;","~u69008812-4208-4259-8a4b-41d2e66ac7e7",536870921]],["^15",[3350,"^Q","Meta Informationen & Pregnanz des Werkes\nlogseq.order-list-type:: number",536870921]],["^15",[3350,"^O","^1@",536870921]],["^15",[3350,"^F",3501,536870921]],["^15",[3350,"^X",3294,536870921]],["^15",[3350,"^V",3501,536870921]],["^15",[3350,"^U",7,536870921]],["^15",[3350,"^U",15,536870921]],["^15",[3350,"^U",3294,536870921]],["^15",[3350,"^?",["^ 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23 Seiten",536870921]],["^15",[3355,"^O","^1@",536870921]],["^15",[3355,"^F",3495,536870921]],["^15",[3355,"^X",3294,536870921]],["^15",[3355,"^V",3518,536870921]],["^15",[3355,"^U",3294,536870921]],["^15",[3355,"^;","~u69008812-5927-4695-a9e9-d86891573ec0",536870921]],["^15",[3356,"^Q","wollen daher ((68ea787d-b61a-496f-b687-aad637beed8a))",536870921]],["^15",[3356,"^O","^1@",536870921]],["^15",[3356,"^F",3419,536870921]],["^15",[3356,"^X",3294,536870921]],["^15",[3356,"^V",3616,536870921]],["^15",[3356,"^U",3294,536870921]],["^15",[3356,"^H",3561,536870921]],["^15",[3356,"^;","~u69008812-f8cd-4ce8-88ef-cf22715f5f35",536870921]],["^15",[3357,"^Q","Bürgerliches Privateigentum, grundlage ((68e8cc5a-cd20-43ad-84ee-89a642c4b6f7))",536870921]],["^15",[3357,"^O","^1@",536870921]],["^15",[3357,"^F",3577,536870921]],["^15",[3357,"^X",3294,536870921]],["^15",[3357,"^V",3577,536870921]],["^15",[3357,"^U",3294,536870921]],["^15",[3357,"^H",3629,536870921]],["^15",[3357,"^;","~u69008812-3e13-4c8b-8767-bd81b4aa04c0",536870921]],["^15",[3358,"^Q","Bourgeois versteht unter person nur jene die persönliches in bürgerliches igentum überführen kann, also sich selbst",536870921]],["^15",[3358,"^O","^1@",536870921]],["^15",[3358,"^F",3402,536870921]],["^15",[3358,"^X",3294,536870921]],["^15",[3358,"^V",3332,536870921]],["^15",[3358,"^U",3294,536870921]],["^15",[3358,"^;","~u69008812-e5d3-4fec-8dbf-05cc67ddead1",536870921]],["^15",[3359,"^Q","(bürgertum stöt sich daran das Frauen das ihre Frauen dem Proletariat zur verfügung stehtn -> warum?)",536870921]],["^15",[3359,"^O","^1@",536870921]],["^15",[3359,"^F",3512,536870921]],["^15",[3359,"^X",3294,536870921]],["^15",[3359,"^V",3445,536870921]],["^15",[3359,"^U",3294,536870921]],["^15",[3359,"^;","~u69008812-e4ee-4f45-9a5f-3a403ae15dbf",536870921]],["^15",[3360,"^Q","sämtliche gesellschaftlichen Verhältnisse fortwährend zu revolutionieren. Unveränderte Beibehaltung der alten Produktionsweise war dagegen die erste Existenzbedingung aller früheren industriellen Klassen\nls-type:: annotation\nhl-page:: 15\nhl-color:: yellow\nid:: 68dbaf36-0857-435e-a50a-c67fa4fed47a",536870922]],["^15",[3360,"^O","^1@",536870922]],["^15",[3360,"^F",3541,536870922]],["^15",[3360,"^X",4953,536870922]],["^15",[3360,"^V",4953,536870922]],["^15",[3360,"^U",4953,536870922]],["^15",[3360,"^?",["^ ","^18","annotation","^3@",15,"^3A","yellow","^1;","68dbaf36-0857-435e-a50a-c67fa4fed47a"],536870922]],["^15",[3360,"^J",["^18","^3@","^3A","^1;"],536870922]],["^15",[3360,"^4",["^ ","^18","annotation","^3@","15","^3A","yellow","^1;","68dbaf36-0857-435e-a50a-c67fa4fed47a"],536870922]],["^15",[3360,"^;","~u68dbaf36-0857-435e-a50a-c67fa4fed47a",536870921]],["^15",[3361,"^Q","Durchschnittspreis der Lohnarbeit ist das Minimum des Arbeitslohnes, d.h. die Summe der Lebensmittel, die notwendig sind, um den Arbeiter als Arbeiter am Leben zu erhalten\nls-type:: annotation\nhl-page:: 21\nhl-color:: blue\nid:: 68e8cea7-ef19-4c5d-bf2b-57ae194acce9",536870922]],["^15",[3361,"^O","^1@",536870922]],["^15",[3361,"^F",3560,536870922]],["^15",[3361,"^X",4953,536870922]],["^15",[3361,"^V",4953,536870922]],["^15",[3361,"^U",4953,536870922]],["^15",[3361,"^?",["^ ","^18","annotation","^3@",21,"^3A","blue","^1;","68e8cea7-ef19-4c5d-bf2b-57ae194acce9"],536870922]],["^15",[3361,"^J",["^18","^3@","^3A","^1;"],536870922]],["^15",[3361,"^4",["^ ","^18","annotation","^3@","21","^3A","blue","^1;","68e8cea7-ef19-4c5d-bf2b-57ae194acce9"],536870922]],["^15",[3361,"^;","~u68e8cea7-ef19-4c5d-bf2b-57ae194acce9",536870921]],["^15",[3362,"^Q","((68ecc37d-dddc-4d54-9286-38d0c55b0a7e))",536870921]],["^15",[3362,"^O","^1@",536870921]],["^15",[3362,"^F",3568,536870921]],["^15",[3362,"^X",3294,536870921]],["^15",[3362,"^V",3676,536870921]],["^15",[3362,"^U",3294,536870921]],["^15",[3362,"^H",3377,536870921]],["^15",[3362,"^;","~u69008812-eae8-41d8-ad84-23d513b5819d",536870921]],["^15",[3363,"^Q","---",536870921]],["^15",[3363,"^O","^1@",536870921]],["^15",[3363,"^F",3443,536870921]],["^15",[3363,"^X",3294,536870921]],["^15",[3363,"^V",3466,536870921]],["^15",[3363,"^U",3294,536870921]],["^15",[3363,"^;","~u69008812-511f-4fe2-8a34-5e6936c04e73",536870921]],["^15",[3364,"^Q","An die Stelle der alten bürgerlichen Gesellschaft mit ihren Klassen und Klassengegensätzen tritt eine Assoziation, worin die freie Entwicklung eines jeden die freie Entwicklung aller ist.\nls-type:: annotation\nhl-page:: 25\nhl-color:: red\nid:: 68ea1c2c-29be-4753-91b9-bd1b30decb93",536870922]],["^15",[3364,"^O","^1@",536870922]],["^15",[3364,"^F",3397,536870922]],["^15",[3364,"^X",4953,536870922]],["^15",[3364,"^V",4953,536870922]],["^15",[3364,"^U",4953,536870922]],["^15",[3364,"^?",["^ ","^18","annotation","^3@",25,"^3A","red","^1;","68ea1c2c-29be-4753-91b9-bd1b30decb93"],536870922]],["^15",[3364,"^J",["^18","^3@","^3A","^1;"],536870922]],["^15",[3364,"^4",["^ ","^18","annotation","^3@","25","^3A","red","^1;","68ea1c2c-29be-4753-91b9-bd1b30decb93"],536870922]],["^15",[3364,"^;","~u68ea1c2c-29be-4753-91b9-bd1b30decb93",536870921]],["^15",[3365,"^Q","kommunismus ((68e8d00b-5b00-4b57-9c4b-55650ff9943f)) -> unterschied aufgehäufter/lebendiger Arbeit",536870921]],["^15",[3365,"^O","^1@",536870921]],["^15",[3365,"^F",3466,536870921]],["^15",[3365,"^X",3294,536870921]],["^15",[3365,"^V",3339,536870921]],["^15",[3365,"^U",3294,536870921]],["^15",[3365,"^H",3400,536870921]],["^15",[3365,"^;","~u69008812-7f30-4062-b82c-bbd8dad05036",536870921]],["^15",[3366,"^Q","jedoch hat geschichte kein Klares ziel, Dynamik und anpassungsfahigkeit des Systems unterschaetzt",536870921]],["^15",[3366,"^O","^1@",536870921]],["^15",[3366,"^F",3510,536870921]],["^15",[3366,"^X",3294,536870921]],["^15",[3366,"^V",3510,536870921]],["^15",[3366,"^U",3294,536870921]],["^15",[3366,"^;","~u69008812-feb6-484c-a48a-cfffc1ec02fe",536870921]],["^15",[3367,"^Q","Marx:",536870921]],["^15",[3367,"^O","^1@",536870921]],["^15",[3367,"^F",3507,536870921]],["^15",[3367,"^X",3294,536870921]],["^15",[3367,"^V",3308,536870921]],["^15",[3367,"^U",3294,536870921]],["^15",[3367,"^;","~u69008812-aea6-43ae-9556-e7399e16422a",536870921]],["^15",[3368,"^Q","((68e8c4af-48f8-4a83-81be-1ea7147e8230))",536870921]],["^15",[3368,"^O","^1@",536870921]],["^15",[3368,"^F",3691,536870921]],["^15",[3368,"^X",3294,536870921]],["^15",[3368,"^V",3540,536870921]],["^15",[3368,"^U",3294,536870921]],["^15",[3368,"^H",3401,536870921]],["^15",[3368,"^;","~u69008812-5193-4e83-b968-828b0cf8b142",536870921]],["^15",[3369,"^Q","1848 Bruessel, beschlagnahmung der Papiere und Buecher, verhoereungen verschiedener Staartsgewalten",536870921]],["^15",[3369,"^O","^1@",536870921]],["^15",[3369,"^F",3411,536870921]],["^15",[3369,"^X",3294,536870921]],["^15",[3369,"^V",3428,536870921]],["^15",[3369,"^U",3294,536870921]],["^15",[3369,"^;","~u69008812-1baa-4ee7-a670-5c232539eabe",536870921]],["^15",[3370,"^Q","Sie hemmten die Produktion, statt sie zu fördern. Sie verwandelten sich in ebensoviele Fesseln. Sie mußten gesprengt werden, die wurden gesprengt. An ihre Stelle trat die freie Konkurrenz mit der ihr angemessenen gesellschaftlichen und politischen Konstitution, mit der ökonomischen und politischen Herrschaft der Bourgeoisklasse\nls-type:: annotation\nhl-page:: 16\nhl-color:: blue\nid:: 68dbb1e3-2ac1-4586-b397-a0ea2f50887f",536870922]],["^15",[3370,"^O","^1@",536870922]],["^15",[3370,"^F",3502,536870922]],["^15",[3370,"^X",4953,536870922]],["^15",[3370,"^V",4953,536870922]],["^15",[3370,"^U",4953,536870922]],["^15",[3370,"^?",["^ ","^18","annotation","^3@",16,"^3A","blue","^1;","68dbb1e3-2ac1-4586-b397-a0ea2f50887f"],536870922]],["^15",[3370,"^J",["^18","^3@","^3A","^1;"],536870922]],["^15",[3370,"^4",["^ ","^18","annotation","^3@","16","^3A","blue","^1;","68dbb1e3-2ac1-4586-b397-a0ea2f50887f"],536870922]],["^15",[3370,"^;","~u68dbb1e3-2ac1-4586-b397-a0ea2f50887f",536870921]],["^15",[3371,"^Q","Geld ernidrigt die Menschen, alles ist blossess Kapital",536870921]],["^15",[3371,"^O","^1@",536870921]],["^15",[3371,"^F",3459,536870921]],["^15",[3371,"^X",3294,536870921]],["^15",[3371,"^V",3459,536870921]],["^15",[3371,"^U",3294,536870921]],["^15",[3371,"^;","~u69008812-4094-43d4-80dc-467afa1c1e2f",536870921]],["^15",[3372,"^Q","((68e8c548-2f6d-4b77-959b-324cd415da94)) -> das Bürgertum wirs selbst von System und Industrie, willenlos, Kontroliert, dadurch produziert sie ihre eigenen Untergang",536870921]],["^15",[3372,"^O","^1@",536870921]],["^15",[3372,"^F",3368,536870921]],["^15",[3372,"^X",3294,536870921]],["^15",[3372,"^V",3540,536870921]],["^15",[3372,"^U",3294,536870921]],["^15",[3372,"^H",3599,536870921]],["^15",[3372,"^;","~u69008812-3c11-4ee0-942b-d4dd6f416379",536870921]],["^15",[3373,"^Q","Kommunismus galt noch zusehr als Schreckwort, stellte sich gegen jene die bereits jetzt Proletarische revolution anstrebten",536870921]],["^15",[3373,"^O","^1@",536870921]],["^15",[3373,"^F",3442,536870921]],["^15",[3373,"^X",3294,536870921]],["^15",[3373,"^V",3382,536870921]],["^15",[3373,"^U",3294,536870921]],["^15",[3373,"^;","~u69008812-79d9-4841-9a0f-8ea073ed641a",536870921]],["^15",[3374,"^Q","Wolen ggf, Wohltatigkeitsorganisationen, tirewohl foerderungen etc. jedoch ohne Revbolutionaeren Character -> ((68ea759d-2e27-44d0-8238-fa6e97c66870))",536870921]],["^15",[3374,"^O","^1@",536870921]],["^15",[3374,"^F",3526,536870921]],["^15",[3374,"^X",3294,536870921]],["^15",[3374,"^V",3675,536870921]],["^15",[3374,"^U",3294,536870921]],["^15",[3374,"^H",3535,536870921]],["^15",[3374,"^;","~u69008812-557c-4786-a23d-599f99649617",536870921]],["^15",[3375,"^Q","---",536870921]],["^15",[3375,"^O","^1@",536870921]],["^15",[3375,"^F",3441,536870921]],["^15",[3375,"^X",3294,536870921]],["^15",[3375,"^V",3294,536870921]],["^15",[3375,"^U",3294,536870921]],["^15",[3375,"^;","~u69008812-a3b5-49bf-93b4-c4b7dfe8f0fa",536870921]],["^15",[3376,"^Q","die emanzipation des proletariats bedeutet unweigerlich vernichtung der überligenden geselltschaft",536870921]],["^15",[3376,"^O","^1@",536870921]],["^15",[3376,"^F",3641,536870921]],["^15",[3376,"^X",3294,536870921]],["^15",[3376,"^V",3641,536870921]],["^15",[3376,"^U",3294,536870921]],["^15",[3376,"^;","~u69008812-d74c-48a5-9e09-14ab9055bdad",536870921]],["^15",[3377,"^Q","Die Proletarier haben nichts in ihr zu verlieren als ihre Ketten. Sie haben eine Welt zu gewinnen. 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streitsucht",536870921]],["^15",[3405,"^O","^1@",536870921]],["^15",[3405,"^F",3439,536870921]],["^15",[3405,"^X",3294,536870921]],["^15",[3405,"^V",3439,536870921]],["^15",[3405,"^U",3294,536870921]],["^15",[3405,"^;","~u69008812-203c-43b5-bf4c-fb1461a55d2b",536870921]],["^15",[3406,"^Q","um ihre Existenz als Mittelstände vor dem Untergang zu sichern. Sie sind also nicht revolutionär, sondern konservativ\nls-type:: annotation\nhl-page:: 19\nhl-color:: yellow\nid:: 68e8c116-b17d-4477-90db-ad1e65135375",536870922]],["^15",[3406,"^O","^1@",536870922]],["^15",[3406,"^F",3478,536870922]],["^15",[3406,"^X",4953,536870922]],["^15",[3406,"^V",4953,536870922]],["^15",[3406,"^U",4953,536870922]],["^15",[3406,"^?",["^ ","^18","annotation","^3@",19,"^3A","yellow","^1;","68e8c116-b17d-4477-90db-ad1e65135375"],536870922]],["^15",[3406,"^J",["^18","^3@","^3A","^1;"],536870922]],["^15",[3406,"^4",["^ ","^18","annotation","^3@","19","^3A","yellow","^1;","68e8c116-b17d-4477-90db-ad1e65135375"],536870922]],["^15",[3406,"^;","~u68e8c116-b17d-4477-90db-ad1e65135375",536870921]],["^15",[3407,"^Q","((68ea19a9-14be-4eb5-85cd-8fc9d18d41fb))\nid:: 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werden\nMarx kritisch über Theaterspiel (schrift wichtiger als gesprochenen)\n\n\nSchrieb personenbeschreibungen und erinnerungen ueber Marx auf, suizied 1898",536870921]],["^15",[3417,"^O","^1@",536870921]],["^15",[3417,"^F",3618,536870921]],["^15",[3417,"^X",3294,536870921]],["^15",[3417,"^V",3556,536870921]],["^15",[3417,"^U",3294,536870921]],["^15",[3417,"^;","~u69008812-d047-47be-95b4-0be857605d79",536870921]],["^15",[3418,"^Q","(Kommentar ueber das Werk - beziehung zu \"das Kapital\")\nlogseq.order-list-type:: number",536870921]],["^15",[3418,"^O","^1@",536870921]],["^15",[3418,"^F",3340,536870921]],["^15",[3418,"^X",3294,536870921]],["^15",[3418,"^V",3501,536870921]],["^15",[3418,"^U",7,536870921]],["^15",[3418,"^U",15,536870921]],["^15",[3418,"^U",3294,536870921]],["^15",[3418,"^?",["^ ","^3B","number"],536870921]],["^15",[3418,"^J",["^3B"],536870921]],["^15",[3418,"^4",["^ 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https://www.nau.ch/news/schweiz/fast-alle-chemikalien-uberschreiten-belastungsgrenze-der-erde-66098170",536870921]],["^15",[3456,"^O","^1@",536870921]],["^15",[3456,"^F",3680,536870921]],["^15",[3456,"^X",3294,536870921]],["^15",[3456,"^V",3485,536870921]],["^15",[3456,"^U",7,536870921]],["^15",[3456,"^U",15,536870921]],["^15",[3456,"^U",3294,536870921]],["^15",[3456,"^;","~u69008812-7029-4a5a-aead-2e8916fbd7dc",536870921]],["^15",[3457,"^Q","(20.10.) https://perspectivesofpolicy.blogspot.com/2023/01/wealth-inequality-in-america.html",536870921]],["^15",[3457,"^O","^1@",536870921]],["^15",[3457,"^F",3456,536870921]],["^15",[3457,"^X",3294,536870921]],["^15",[3457,"^V",3485,536870921]],["^15",[3457,"^U",7,536870921]],["^15",[3457,"^U",15,536870921]],["^15",[3457,"^U",3294,536870921]],["^15",[3457,"^;","~u69008812-6642-4554-9030-e1267ee1c340",536870921]],["^15",[3458,"^Q","in einer der schlechtesten Wohngegenden, Zoho -> schlechte Sanitaere Begebenheiten",536870921]],["^15",[3458,"^O","^1@",536870921]],["^15",[3458,"^F",3581,536870921]],["^15",[3458,"^X",3294,536870921]],["^15",[3458,"^V",3662,536870921]],["^15",[3458,"^U",3294,536870921]],["^15",[3458,"^;","~u69008812-a64b-491e-973f-8aa4c8de3561",536870921]],["^15",[3459,"^Q","-> Kapitalismus ist das Wesen was sieche verselbstständigt hat, Kapitalismus setzt unglaubliche Kräfte frei -> positive, (ihr werdet Beherrscht von etwas was ihr Beherrschen solltet)",536870921]],["^15",[3459,"^O","^1@",536870921]],["^15",[3459,"^F",3638,536870921]],["^15",[3459,"^X",3294,536870921]],["^15",[3459,"^V",3676,536870921]],["^15",[3459,"^U",3294,536870921]],["^15",[3459,"^;","~u69008812-fedb-4afe-88c5-3ee77a316ded",536870921]],["^15",[3460,"^Q","Fuehren genau wie Marx selbst alle analysen richtig aus, schlussfolgern falsch",536870921]],["^15",[3460,"^O","^1@",536870921]],["^15",[3460,"^F",3609,536870921]],["^15",[3460,"^X",3294,536870921]],["^15",[3460,"^V",3609,536870921]],["^15",[3460,"^U",3294,536870921]],["^15",[3460,"^;","~u69008812-6f43-4dc3-b212-0242617e4ac7",536870921]],["^15",[3461,"^Q","((68ea1654-15d7-4967-a856-87e3a1896d3b)) -> aufhebung des willens der klasse",536870921]],["^15",[3461,"^O","^1@",536870921]],["^15",[3461,"^F",3673,536870921]],["^15",[3461,"^X",3294,536870921]],["^15",[3461,"^V",3393,536870921]],["^15",[3461,"^U",3294,536870921]],["^15",[3461,"^H",3516,536870921]],["^15",[3461,"^;","~u69008812-829f-4736-a16d-c530f9f05d50",536870921]],["^15",[3462,"^Q","-> leben wurde wilder Besser, Kur in Algerien",536870921]],["^15",[3462,"^O","^1@",536870921]],["^15",[3462,"^F",3686,536870921]],["^15",[3462,"^X",3294,536870921]],["^15",[3462,"^V",3428,536870921]],["^15",[3462,"^U",3294,536870921]],["^15",[3462,"^;","~u69008812-808c-44cb-919d-125825cb83b2",536870921]],["^15",[3463,"^Q","Hungersnote troz industrieller revolution im Umfeld pragten marx",536870921]],["^15",[3463,"^O","^1@",536870921]],["^15",[3463,"^F",3695,536870921]],["^15",[3463,"^X",3294,536870921]],["^15",[3463,"^V",3651,536870921]],["^15",[3463,"^U",3294,536870921]],["^15",[3463,"^;","~u69008812-003b-40a8-bf03-c5341b815e55",536870921]],["^15",[3464,"^Q","herrschenden Ideen einer Zeit waren stets nur die Ideen der herrschenden Klasse.\nls-type:: annotation\nhl-page:: 24\nhl-color:: red\nid:: 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möglich",536870921]],["^15",[3465,"^O","^1@",536870921]],["^15",[3465,"^F",3424,536870921]],["^15",[3465,"^X",3294,536870921]],["^15",[3465,"^V",3506,536870921]],["^15",[3465,"^U",3294,536870921]],["^15",[3465,"^H",3476,536870921]],["^15",[3465,"^;","~u69008812-5289-46fa-9c75-05fdc6630696",536870921]],["^15",[3466,"^M",true,536870921]],["^15",[3466,"^Q","((68e8cd22-8e15-4d3c-9658-1a1182d5c183))\ncollapsed:: true",536870921]],["^15",[3466,"^O","^1@",536870921]],["^15",[3466,"^F",3605,536870921]],["^15",[3466,"^X",3294,536870921]],["^15",[3466,"^V",3339,536870921]],["^15",[3466,"^U",3294,536870921]],["^15",[3466,"^?",["^ "],536870921]],["^15",[3466,"^J",[],536870921]],["^15",[3466,"^4",["^ "],536870921]],["^15",[3466,"^H",3455,536870921]],["^15",[3466,"^;","~u69008812-d4e5-4fa2-ae0d-5764a4a53451",536870921]],["^15",[3467,"^Q","1500 Buecher herangezogen",536870921]],["^15",[3467,"^O","^1@",536870921]],["^15",[3467,"^F",3367,536870921]],["^15",[3467,"^X",3294,536870921]],["^15",[3467,"^V",3367,536870921]],["^15",[3467,"^U",3294,536870921]],["^15",[3467,"^;","~u69008812-da53-4dab-8ca9-0cb85340cecd",536870921]],["^15",[3468,"^Q","dringen alte stände in den Hintergrund; ((68dbade3-e7df-4f0a-9f1c-3b6c47264281))",536870921]],["^15",[3468,"^O","^1@",536870921]],["^15",[3468,"^F",3329,536870921]],["^15",[3468,"^X",3294,536870921]],["^15",[3468,"^V",3603,536870921]],["^15",[3468,"^U",3294,536870921]],["^15",[3468,"^H",3655,536870921]],["^15",[3468,"^;","~u69008812-87c9-443c-87a7-4f719fecf526",536870921]],["^15",[3469,"^Q","Erbe einer Wuppertaler 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Sozialistin",536870921]],["^15",[3473,"^O","^1@",536870921]],["^15",[3473,"^F",3321,536870921]],["^15",[3473,"^X",3294,536870921]],["^15",[3473,"^V",3321,536870921]],["^15",[3473,"^U",3294,536870921]],["^15",[3473,"^;","~u69008812-e996-4b6c-8487-57f0bf0113e9",536870921]],["^15",[3474,"^Q","Der Proletarier ist eigentumslos; sein Verhältnis zu Weib und Kindern hat nichts mehr gemein mit dem bürgerlichen Familienverhältnis\nls-type:: annotation\nhl-page:: 19\nhl-color:: red\nid:: 68e8c1d8-7194-405d-8a65-b2a37a04ae86",536870922]],["^15",[3474,"^O","^1@",536870922]],["^15",[3474,"^F",3406,536870922]],["^15",[3474,"^X",4953,536870922]],["^15",[3474,"^V",4953,536870922]],["^15",[3474,"^U",4953,536870922]],["^15",[3474,"^?",["^ ","^18","annotation","^3@",19,"^3A","red","^1;","68e8c1d8-7194-405d-8a65-b2a37a04ae86"],536870922]],["^15",[3474,"^J",["^18","^3@","^3A","^1;"],536870922]],["^15",[3474,"^4",["^ 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finanzielle not, miete konnte nicht gezahlt werden, Gegenstande verpfändet, abschreiben lassen",536870921]],["^15",[3480,"^O","^1@",536870921]],["^15",[3480,"^F",3458,536870921]],["^15",[3480,"^X",3294,536870921]],["^15",[3480,"^V",3662,536870921]],["^15",[3480,"^U",3294,536870921]],["^15",[3480,"^;","~u69008812-e3e6-49c6-aa43-75618deaa3fb",536870921]],["^15",[3481,"^Q","Wurde mit der zeit zunehmend Sektenartiger, Klassenkampf immer wider abgestumpft um [diskrepanz](68ea79c0-b416-4fe4-8591-bf5963f85ec0) zu 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lebzeiten",536870921]],["^15",[3486,"^O","^1@",536870921]],["^15",[3486,"^F",3548,536870921]],["^15",[3486,"^X",3294,536870921]],["^15",[3486,"^V",3308,536870921]],["^15",[3486,"^U",3294,536870921]],["^15",[3486,"^;","~u69008812-1c47-4f25-a710-9994da5afac2",536870921]],["^15",[3487,"^Q","Nutzen jede moeglichkeit, erst das feudale, dann das Buergerliche zu revolozionieren",536870921]],["^15",[3487,"^O","^1@",536870921]],["^15",[3487,"^F",3568,536870921]],["^15",[3487,"^X",3294,536870921]],["^15",[3487,"^V",3568,536870921]],["^15",[3487,"^U",3294,536870921]],["^15",[3487,"^;","~u69008812-26fb-4e9e-a934-f224b57ba868",536870921]],["^15",[3488,"^Q","Entwicklungsgange am radikalsten mit denüberlieferten Ideen gebrochen wird\nls-type:: annotation\nhl-page:: 24\nhl-color:: yellow\nid:: 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Man könnte höchstens den Kommunisten vorwerfen, daß sie an Stelle einer heuchlerisch versteckten eine ozielle, oenherzige Weibergemeinschaft einführen\nls-type:: annotation\nhl-page:: 23\nhl-color:: yellow\nid:: 68ea18be-3444-4bd5-84c7-fa013106bad2",536870922]],["^15",[3499,"^O","^1@",536870922]],["^15",[3499,"^F",3381,536870922]],["^15",[3499,"^X",4953,536870922]],["^15",[3499,"^V",4953,536870922]],["^15",[3499,"^U",4953,536870922]],["^15",[3499,"^?",["^ ","^18","annotation","^3@",23,"^3A","yellow","^1;","68ea18be-3444-4bd5-84c7-fa013106bad2"],536870922]],["^15",[3499,"^J",["^18","^3@","^3A","^1;"],536870922]],["^15",[3499,"^4",["^ ","^18","annotation","^3@","23","^3A","yellow","^1;","68ea18be-3444-4bd5-84c7-fa013106bad2"],536870922]],["^15",[3499,"^;","~u68ea18be-3444-4bd5-84c7-fa013106bad2",536870921]],["^15",[3500,"^Q","erzwingt die Anerkennung einzelner Interesse der Arbeiter in Gesetzesform\nls-type:: annotation\nhl-page:: 19\nhl-color:: yellow\nid:: 68dbbba3-ba46-4516-8caf-c494c78a2465",536870922]],["^15",[3500,"^O","^1@",536870922]],["^15",[3500,"^F",3505,536870922]],["^15",[3500,"^X",4953,536870922]],["^15",[3500,"^V",4953,536870922]],["^15",[3500,"^U",4953,536870922]],["^15",[3500,"^?",["^ ","^18","annotation","^3@",19,"^3A","yellow","^1;","68dbbba3-ba46-4516-8caf-c494c78a2465"],536870922]],["^15",[3500,"^J",["^18","^3@","^3A","^1;"],536870922]],["^15",[3500,"^4",["^ ","^18","annotation","^3@","19","^3A","yellow","^1;","68dbbba3-ba46-4516-8caf-c494c78a2465"],536870922]],["^15",[3500,"^;","~u68dbbba3-ba46-4516-8caf-c494c78a2465",536870921]],["^15",[3501,"^Q","Das Kapital\nlogseq.order-list-type:: number",536870921]],["^15",[3501,"^O","^1@",536870921]],["^15",[3501,"^F",3483,536870921]],["^15",[3501,"^X",3294,536870921]],["^15",[3501,"^V",3671,536870921]],["^15",[3501,"^U",7,536870921]],["^15",[3501,"^U",15,536870921]],["^15",[3501,"^U",3294,536870921]],["^15",[3501,"^?",["^ 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ersätzlich",536870921]],["^15",[3520,"^O","^1@",536870921]],["^15",[3520,"^F",3569,536870921]],["^15",[3520,"^X",3294,536870921]],["^15",[3520,"^V",3569,536870921]],["^15",[3520,"^U",3294,536870921]],["^15",[3520,"^;","~u69008812-3503-4180-939c-48c48573b9a2",536870921]],["^15",[3521,"^Q","unter den schlechten Begebenheiten stab Mush durch Krankheit -> \"wahre unglueck\"",536870921]],["^15",[3521,"^O","^1@",536870921]],["^15",[3521,"^F",3480,536870921]],["^15",[3521,"^X",3294,536870921]],["^15",[3521,"^V",3662,536870921]],["^15",[3521,"^U",3294,536870921]],["^15",[3521,"^;","~u69008812-0319-4df9-b6e8-553446b89f2a",536870921]],["^15",[3522,"^Q","Additional References:",536870921]],["^15",[3522,"^O","^1@",536870921]],["^15",[3522,"^F",3692,536870921]],["^15",[3522,"^X",3294,536870921]],["^15",[3522,"^V",3441,536870921]],["^15",[3522,"^U",3294,536870921]],["^15",[3522,"^;","~u69008812-9130-42c9-9132-4b13e64de0a4",536870921]],["^15",[3523,"^Q","((68ea192c-91ae-4cf3-b9aa-48dbd676e34d))",536870921]],["^15",[3523,"^O","^1@",536870921]],["^15",[3523,"^F",3677,536870921]],["^15",[3523,"^X",3294,536870921]],["^15",[3523,"^V",3506,536870921]],["^15",[3523,"^U",3294,536870921]],["^15",[3523,"^H",3550,536870921]],["^15",[3523,"^;","~u69008812-8f39-492f-b07c-0e2bc64b04fa",536870921]],["^15",[3524,"^Q","Inhalt:",536870921]],["^15",[3524,"^O","^1@",536870921]],["^15",[3524,"^F",3485,536870921]],["^15",[3524,"^X",3294,536870921]],["^15",[3524,"^V",3342,536870921]],["^15",[3524,"^U",7,536870921]],["^15",[3524,"^U",15,536870921]],["^15",[3524,"^U",3294,536870921]],["^15",[3524,"^;","~u69008812-208e-4270-bf5f-786864958aaf",536870921]],["^15",[3525,"^Q","((68dbb0a1-aec8-4810-b575-ec7a4be2eeed)) -> in d Stadt ist einer Zentrale Kontrolle der Porduktionsmittel und eine mege Arebit, niedrigere Transportkosten",536870921]],["^15",[3525,"^O","^1@",536870921]],["^15",[3525,"^F",3587,536870921]],["^15",[3525,"^X",3294,536870921]],["^15",[3525,"^V",3598,536870921]],["^15",[3525,"^U",3294,536870921]],["^15",[3525,"^H",3413,536870921]],["^15",[3525,"^;","~u69008812-7555-4ce0-b30f-de507fd3d013",536870921]],["^15",[3526,"^Q","((68ea75e5-cf7f-4237-aaa4-47d71e2ad4eb)) -> unmoeglich",536870921]],["^15",[3526,"^O","^1@",536870921]],["^15",[3526,"^F",3346,536870921]],["^15",[3526,"^X",3294,536870921]],["^15",[3526,"^V",3675,536870921]],["^15",[3526,"^U",3294,536870921]],["^15",[3526,"^H",3562,536870921]],["^15",[3526,"^;","~u69008812-14d7-4a1e-a059-83b21dee388a",536870921]],["^15",[3527,"^Q","in verschiedensten Sprachen zunächs ((68dbabe3-375b-4719-b052-3c426ea4059b)) -> Internationale Gedanke",536870921]],["^15",[3527,"^O","^1@",536870921]],["^15",[3527,"^F",3660,536870921]],["^15",[3527,"^X",3294,536870921]],["^15",[3527,"^V",3447,536870921]],["^15",[3527,"^U",3294,536870921]],["^15",[3527,"^H",3578,536870921]],["^15",[3527,"^;","~u69008812-b714-43a3-95df-170e44c2fe25",536870921]],["^15",[3528,"^Q","Verarmung der geseltschaft schneller als gesammtgeseltschaftlicher Reichtum",536870921]],["^15",[3528,"^O","^1@",536870921]],["^15",[3528,"^F",3691,536870921]],["^15",[3528,"^X",3294,536870921]],["^15",[3528,"^V",3691,536870921]],["^15",[3528,"^U",6,536870921]],["^15",[3528,"^U",3294,536870921]],["^15",[3528,"^;","~u69008812-9bf7-4ced-93d6-efb6d1f2e00d",536870921]],["^15",[3529,"^Q","Rueckkehr nach Koelen unter lieberaler revolutionarer Regierung, dem Frankfurter 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von Judentum zu cristentum convertiert (aufgrund von preussischen einschränkungen)",536870921]],["^15",[3559,"^O","^1@",536870921]],["^15",[3559,"^F",3433,536870921]],["^15",[3559,"^X",3294,536870921]],["^15",[3559,"^V",3433,536870921]],["^15",[3559,"^U",3294,536870921]],["^15",[3559,"^;","~u69008812-51e8-4932-aa66-b82af5ec9a19",536870921]],["^15",[3560,"^Q","verwandelt sich nicht persönliches Eigentum in gesellschaftliches. Nur der gesellschaftliche Charakter des Eigentums verwandelt sich. Er verliert seinen Klassencharakter\nls-type:: annotation\nhl-page:: 21\nhl-color:: blue\nid:: 68e8ce87-cab8-42f6-afb7-b927eb44f029",536870922]],["^15",[3560,"^O","^1@",536870922]],["^15",[3560,"^F",3388,536870922]],["^15",[3560,"^X",4953,536870922]],["^15",[3560,"^V",4953,536870922]],["^15",[3560,"^U",4953,536870922]],["^15",[3560,"^?",["^ ","^18","annotation","^3@",21,"^3A","blue","^1;","68e8ce87-cab8-42f6-afb7-b927eb44f029"],536870922]],["^15",[3560,"^J",["^18","^3@","^3A","^1;"],536870922]],["^15",[3560,"^4",["^ ","^18","annotation","^3@","21","^3A","blue","^1;","68e8ce87-cab8-42f6-afb7-b927eb44f029"],536870922]],["^15",[3560,"^;","~u68e8ce87-cab8-42f6-afb7-b927eb44f029",536870921]],["^15",[3561,"^Q","Lebenslage aller Gesellschaftsglieder, auch der bestgestellten, verbessern\nls-type:: annotation\nhl-page:: 30\nhl-color:: red\nid:: 68ea787d-b61a-496f-b687-aad637beed8a\nhl-stamp:: 1760196737250",536870922]],["^15",[3561,"^O","^1@",536870922]],["^15",[3561,"^F",4969,536870922]],["^15",[3561,"^X",4953,536870922]],["^15",[3561,"^V",4953,536870922]],["^15",[3561,"^U",4953,536870922]],["^15",[3561,"^?",["^ ","^18","annotation","^3@",30,"^3A","red","^1;","68ea787d-b61a-496f-b687-aad637beed8a","^3F",1760196737250],536870922]],["^15",[3561,"^J",["^18","^3@","^3A","^1;","^3F"],536870922]],["^15",[3561,"^4",["^ ","^18","annotation","^3@","30","^3A","red","^1;","68ea787d-b61a-496f-b687-aad637beed8a","^3F","1760196737250"],536870922]],["^15",[3561,"^;","~u68ea787d-b61a-496f-b687-aad637beed8a",536870921]],["^15",[3562,"^Q","Sie wollen die Bourgeoisie ohne das Proletariat\nls-type:: annotation\nhl-page:: 29\nhl-color:: red\nid:: 68ea75e5-cf7f-4237-aaa4-47d71e2ad4eb\nhl-stamp:: 1760196070845",536870922]],["^15",[3562,"^O","^1@",536870922]],["^15",[3562,"^F",4960,536870922]],["^15",[3562,"^X",4953,536870922]],["^15",[3562,"^V",4953,536870922]],["^15",[3562,"^U",4953,536870922]],["^15",[3562,"^?",["^ ","^18","annotation","^3@",29,"^3A","red","^1;","68ea75e5-cf7f-4237-aaa4-47d71e2ad4eb","^3F",1760196070845],536870922]],["^15",[3562,"^J",["^18","^3@","^3A","^1;","^3F"],536870922]],["^15",[3562,"^4",["^ ","^18","annotation","^3@","29","^3A","red","^1;","68ea75e5-cf7f-4237-aaa4-47d71e2ad4eb","^3F","1760196070845"],536870922]],["^15",[3562,"^;","~u68ea75e5-cf7f-4237-aaa4-47d71e2ad4eb",536870921]],["^15",[3563,"^Q","trozdem staqerkung des klassenbewusstseins zwischen arbeiter und buergertum",536870921]],["^15",[3563,"^O","^1@",536870921]],["^15",[3563,"^F",3582,536870921]],["^15",[3563,"^X",3294,536870921]],["^15",[3563,"^V",3582,536870921]],["^15",[3563,"^U",3294,536870921]],["^15",[3563,"^;","~u69008812-351c-42b7-8b35-b5d0becee9ec",536870921]],["^15",[3564,"^Q","",536870921]],["^15",[3564,"^O","^1@",536870921]],["^15",[3564,"^F",3362,536870921]],["^15",[3564,"^X",3294,536870921]],["^15",[3564,"^V",3676,536870921]],["^15",[3564,"^U",3294,536870921]],["^15",[3564,"^;","~u69008812-e697-48f9-90f6-063b642ac318",536870921]],["^15",[3565,"^Q","besonders schlimm für Jenny, tragik das er Familie nicht alleine Ernannteren konnte erdrückend",536870921]],["^15",[3565,"^O","^1@",536870921]],["^15",[3565,"^F",3298,536870921]],["^15",[3565,"^X",3294,536870921]],["^15",[3565,"^V",3686,536870921]],["^15",[3565,"^U",3294,536870921]],["^15",[3565,"^;","~u69008812-cefa-49fc-a8e7-33cc85a508e2",536870921]],["^15",[3566,"^Q","Stets wissenschaftliche Beschreibungen, kein persönlicher groll gegen die Bourgeoisie",536870921]],["^15",[3566,"^O","^1@",536870921]],["^15",[3566,"^F",3681,536870921]],["^15",[3566,"^X",3294,536870921]],["^15",[3566,"^V",3367,536870921]],["^15",[3566,"^U",3294,536870921]],["^15",[3566,"^;","~u69008812-d68e-4d0d-8aa9-58d52baa6de9",536870921]],["^15",[3567,"^Q","((68dbac4f-fb1b-4297-a86a-7d449f6c2a07)) -> Geschichte stets mit Klassenkampf verbunden",536870921]],["^15",[3567,"^O","^1@",536870921]],["^15",[3567,"^F",3519,536870921]],["^15",[3567,"^X",3294,536870921]],["^15",[3567,"^V",3335,536870921]],["^15",[3567,"^U",3294,536870921]],["^15",[3567,"^H",3668,536870921]],["^15",[3567,"^;","~u69008812-0305-4ebf-b736-a3bcd8a302c1",536870921]],["^15",[3568,"^M",true,536870921]],["^15",[3568,"^Q","### ((68ecc13a-1b0e-41ac-ac3c-5005635ad6db))\ncollapsed:: true",536870921]],["^15",[3568,"^O","^1@",536870921]],["^15",[3568,"^F",3643,536870921]],["^15",[3568,"^X",3294,536870921]],["^15",[3568,"^V",3676,536870921]],["^15",[3568,"^U",3294,536870921]],["^15",[3568,"^?",["^ ","^37",3],536870921]],["^15",[3568,"^J",[],536870921]],["^15",[3568,"^4",["^ "],536870921]],["^15",[3568,"^H",3450,536870921]],["^15",[3568,"^;","~u69008812-d5c0-4ed6-9d08-6c58062cd371",536870921]],["^15",[3569,"^Q","Produktionskosten = Kosten der Arbeit + Werkstoffe -> Kosten der Arbeit ist minimaler Lebenserhalt; Maß der Arbeit nimmt zu, bei gleichen Lohn da Lbenserhalt nicht steigt",536870921]],["^15",[3569,"^O","^1@",536870921]],["^15",[3569,"^F",3656,536870921]],["^15",[3569,"^X",3294,536870921]],["^15",[3569,"^V",3607,536870921]],["^15",[3569,"^U",3294,536870921]],["^15",[3569,"^;","~u69008812-61ef-49e1-bcae-2794d7c26598",536870921]],["^15",[3570,"^Q","Erster teil Bildent, zweiter \"ja wiur wollen das bürgerliche privateigentum zerstören\" und es ist eminent das ihr dagegen seit",536870921]],["^15",[3570,"^O","^1@",536870921]],["^15",[3570,"^F",3498,536870921]],["^15",[3570,"^X",3294,536870921]],["^15",[3570,"^V",3676,536870921]],["^15",[3570,"^U",3294,536870921]],["^15",[3570,"^;","~u69008812-7b04-4039-b3bf-d7002c80138f",536870921]],["^15",[3571,"^Q","jeher nur in Klassengeseltschaften gedacht, die der Kommunismus abschaffen möchte",536870921]],["^15",[3571,"^O","^1@",536870921]],["^15",[3571,"^F",3654,536870921]],["^15",[3571,"^X",3294,536870921]],["^15",[3571,"^V",3654,536870921]],["^15",[3571,"^U",3294,536870921]],["^15",[3571,"^;","~u69008812-4807-48ea-9b7f-ebb54e26af64",536870921]],["^15",[3572,"^Q","Mit dem aufheben der Produktionsverhältnisse ((68ea1c11-efe4-4b15-94ec-218598c6dd16))",536870921]],["^15",[3572,"^O","^1@",536870921]],["^15",[3572,"^F",3472,536870921]],["^15",[3572,"^X",3294,536870921]],["^15",[3572,"^V",3533,536870921]],["^15",[3572,"^U",3294,536870921]],["^15",[3572,"^H",3397,536870921]],["^15",[3572,"^;","~u69008812-3e07-4264-8466-45810ae83e0c",536870921]],["^15",[3573,"^Q","((68dbac87-1603-4cee-a4a7-f77eb56ce470)) haben klassen nicht aufgehoben, lediglich neu deffiniert",536870921]],["^15",[3573,"^O","^1@",536870921]],["^15",[3573,"^F",3567,536870921]],["^15",[3573,"^X",3294,536870921]],["^15",[3573,"^V",3335,536870921]],["^15",[3573,"^U",3294,536870921]],["^15",[3573,"^H",3647,536870921]],["^15",[3573,"^;","~u69008812-f3a9-4998-9848-bb032569f9c0",536870921]],["^15",[3574,"^Q","marx fest ueberzeugt von seinen meinungen",536870921]],["^15",[3574,"^O","^1@",536870921]],["^15",[3574,"^F",3576,536870921]],["^15",[3574,"^X",3294,536870921]],["^15",[3574,"^V",3439,536870921]],["^15",[3574,"^U",3294,536870921]],["^15",[3574,"^;","~u69008812-0b26-4638-be31-8fd09e57e90b",536870921]],["^15",[3575,"^Q","verbot nach 1 Jahr -> Arbeitslosigkeit, exil in Paris",536870921]],["^15",[3575,"^O","^1@",536870921]],["^15",[3575,"^F",3306,536870921]],["^15",[3575,"^X",3294,536870921]],["^15",[3575,"^V",3672,536870921]],["^15",[3575,"^U",3294,536870921]],["^15",[3575,"^;","~u69008812-437a-48a1-a68b-4d91eea21e52",536870921]],["^15",[3576,"^Q","\"Er war fest ueberzeugt von seiner Mission die geister zu beherschen ihnen seinen willen aufzuzwingen und sie mit zu reisen. Vor mir stand die verkoerperung des demokratischen diktatiors\" - beschreibung von marx wahrend argumentation",536870921]],["^15",[3576,"^O","^1@",536870921]],["^15",[3576,"^F",3405,536870921]],["^15",[3576,"^X",3294,536870921]],["^15",[3576,"^V",3439,536870921]],["^15",[3576,"^U",3294,536870921]],["^15",[3576,"^;","~u69008812-502c-4db5-b5e6-a9a44c27f663",536870921]],["^15",[3577,"^Q","((68e8cbf3-a6f6-437b-9c15-bd63f0dc3f8e)); Revolution kam immer mit änderungen der Eigentumsverhältnisse",536870921]],["^15",[3577,"^O","^1@",536870921]],["^15",[3577,"^F",3558,536870921]],["^15",[3577,"^X",3294,536870921]],["^15",[3577,"^V",3506,536870921]],["^15",[3577,"^U",3294,536870921]],["^15",[3577,"^H",3394,536870921]],["^15",[3577,"^;","~u69008812-d016-4cb2-88e9-05b493e34bfa",536870921]],["^15",[3578,"^Q","englischer, französischer, deutscher, italienischer, ämischer und dänischer Sprache\nls-type:: annotation\nhl-page:: 13\nhl-color:: green\nid:: 68dbabe3-375b-4719-b052-3c426ea4059b",536870922]],["^15",[3578,"^O","^1@",536870922]],["^15",[3578,"^F",3315,536870922]],["^15",[3578,"^X",4953,536870922]],["^15",[3578,"^V",4953,536870922]],["^15",[3578,"^U",4953,536870922]],["^15",[3578,"^?",["^ ","^18","annotation","^3@",13,"^3A","green","^1;","68dbabe3-375b-4719-b052-3c426ea4059b"],536870922]],["^15",[3578,"^J",["^18","^3@","^3A","^1;"],536870922]],["^15",[3578,"^4",["^ ","^18","annotation","^3@","13","^3A","green","^1;","68dbabe3-375b-4719-b052-3c426ea4059b"],536870922]],["^15",[3578,"^;","~u68dbabe3-375b-4719-b052-3c426ea4059b",536870921]],["^15",[3579,"^Q","sieht in gemeintschafftlichen ausbau der Produktionsmittel auch die gefahr das Frauen gleichermaßen einbezogen werden -> ihre stellung aufgehoben wird",536870921]],["^15",[3579,"^O","^1@",536870921]],["^15",[3579,"^F",3445,536870921]],["^15",[3579,"^X",3294,536870921]],["^15",[3579,"^V",3445,536870921]],["^15",[3579,"^U",3294,536870921]],["^15",[3579,"^;","~u69008812-cff5-402d-b966-9360227c0889",536870921]],["^15",[3580,"^Q","((68e8ce41-2c40-4ac3-a3f3-efa301023e2a)) -> das muss so widergespiegelt werden",536870921]],["^15",[3580,"^O","^1@",536870921]],["^15",[3580,"^F",3466,536870921]],["^15",[3580,"^X",3294,536870921]],["^15",[3580,"^V",3466,536870921]],["^15",[3580,"^U",3294,536870921]],["^15",[3580,"^H",3388,536870921]],["^15",[3580,"^;","~u69008812-8457-4949-bb5d-e7de46c734d1",536870921]],["^15",[3581,"^Q","Preußische Obrigkeit, spitzel suchten nach ihm; keine Verfolgung der Englischen Staatsgewalt",536870921]],["^15",[3581,"^O","^1@",536870921]],["^15",[3581,"^F",3662,536870921]],["^15",[3581,"^X",3294,536870921]],["^15",[3581,"^V",3662,536870921]],["^15",[3581,"^U",3294,536870921]],["^15",[3581,"^;","~u69008812-abc5-45f0-9e11-348052075967",536870921]],["^15",[3582,"^Q","((68ecc274-8d0e-4c9f-bd71-b42d5491faf9))",536870921]],["^15",[3582,"^O","^1@",536870921]],["^15",[3582,"^F",3487,536870921]],["^15",[3582,"^X",3294,536870921]],["^15",[3582,"^V",3568,536870921]],["^15",[3582,"^U",3294,536870921]],["^15",[3582,"^H",3409,536870921]],["^15",[3582,"^;","~u69008812-fcd7-4c26-a233-994bc695853b",536870921]],["^15",[3583,"^Q","Kommunisten ((68e8c60e-4f1f-4555-a3ac-df1a4fc5db9f))",536870921]],["^15",[3583,"^O","^1@",536870921]],["^15",[3583,"^F",3506,536870921]],["^15",[3583,"^X",3294,536870921]],["^15",[3583,"^V",3506,536870921]],["^15",[3583,"^U",3294,536870921]],["^15",[3583,"^H",3596,536870921]],["^15",[3583,"^;","~u69008812-8994-48a4-8b89-7d919f50fee7",536870921]],["^15",[3584,"^Q","Kapital selbständig und persönlich, während das tätige Individuum unselbständig und unpersönlich \nls-type:: annotation\nhl-page:: 22\nhl-color:: yellow\nid:: 68ea13ff-7c74-43e3-997a-68720b95fb17",536870922]],["^15",[3584,"^O","^1@",536870922]],["^15",[3584,"^F",3400,536870922]],["^15",[3584,"^X",4953,536870922]],["^15",[3584,"^V",4953,536870922]],["^15",[3584,"^U",4953,536870922]],["^15",[3584,"^?",["^ ","^18","annotation","^3@",22,"^3A","yellow","^1;","68ea13ff-7c74-43e3-997a-68720b95fb17"],536870922]],["^15",[3584,"^J",["^18","^3@","^3A","^1;"],536870922]],["^15",[3584,"^4",["^ ","^18","annotation","^3@","22","^3A","yellow","^1;","68ea13ff-7c74-43e3-997a-68720b95fb17"],536870922]],["^15",[3584,"^;","~u68ea13ff-7c74-43e3-997a-68720b95fb17",536870921]],["^15",[3585,"^Q","\"Irgendwei wird dass schon, keine Konkreten Ideen\" -> administrative Verbessserungen, d.h. effizientere Produktionsverhaeltnisse",536870921]],["^15",[3585,"^O","^1@",536870921]],["^15",[3585,"^F",3374,536870921]],["^15",[3585,"^X",3294,536870921]],["^15",[3585,"^V",3675,536870921]],["^15",[3585,"^U",3294,536870921]],["^15",[3585,"^;","~u69008812-8d2a-4a4b-b0ab-848ee2c960cb",536870921]],["^15",[3586,"^Q","diente den deutschen absoluten Regierungen\nls-type:: annotation\nhl-page:: 28\nhl-color:: red\nid:: 68ea7334-4d5b-4091-b87f-1d2223d41489\nhl-stamp:: 1760195382600",536870922]],["^15",[3586,"^O","^1@",536870922]],["^15",[3586,"^F",4980,536870922]],["^15",[3586,"^X",4953,536870922]],["^15",[3586,"^V",4953,536870922]],["^15",[3586,"^U",4953,536870922]],["^15",[3586,"^?",["^ ","^18","annotation","^3@",28,"^3A","red","^1;","68ea7334-4d5b-4091-b87f-1d2223d41489","^3F",1760195382600],536870922]],["^15",[3586,"^J",["^18","^3@","^3A","^1;","^3F"],536870922]],["^15",[3586,"^4",["^ ","^18","annotation","^3@","28","^3A","red","^1;","68ea7334-4d5b-4091-b87f-1d2223d41489","^3F","1760195382600"],536870922]],["^15",[3586,"^;","~u68ea7334-4d5b-4091-b87f-1d2223d41489",536870921]],["^15",[3587,"^Q","((68dbb06b-ca77-48d7-b90c-e6187e775828)) -> zwang zu zivilisation",536870921]],["^15",[3587,"^O","^1@",536870921]],["^15",[3587,"^F",3318,536870921]],["^15",[3587,"^X",3294,536870921]],["^15",[3587,"^V",3598,536870921]],["^15",[3587,"^U",3294,536870921]],["^15",[3587,"^H",3446,536870921]],["^15",[3587,"^;","~u69008812-d677-4e82-b8c8-21fd9e5b517e",536870921]],["^15",[3588,"^Q","((68dbaf36-0857-435e-a50a-c67fa4fed47a)) -> kontinuierliche unsicherheit",536870921]],["^15",[3588,"^O","^1@",536870921]],["^15",[3588,"^F",3544,536870921]],["^15",[3588,"^X",3294,536870921]],["^15",[3588,"^V",3598,536870921]],["^15",[3588,"^U",3294,536870921]],["^15",[3588,"^H",3360,536870921]],["^15",[3588,"^;","~u69008812-7249-4745-84ca-01353f0679bf",536870921]],["^15",[3589,"^Q","Andere seite der Bürgerlichen wirken druck mit steigenden Lebenserhaltungskosten auf sie aus -> steigende Mieten",536870921]],["^15",[3589,"^O","^1@",536870921]],["^15",[3589,"^F",3520,536870921]],["^15",[3589,"^X",3294,536870921]],["^15",[3589,"^V",3569,536870921]],["^15",[3589,"^U",3294,536870921]],["^15",[3589,"^;","~u69008812-302d-478b-8dda-a0ef80df446b",536870921]],["^15",[3590,"^Q","Unterstuetzung der Demokratisierung",536870921]],["^15",[3590,"^O","^1@",536870921]],["^15",[3590,"^F",3630,536870921]],["^15",[3590,"^X",3294,536870921]],["^15",[3590,"^V",3568,536870921]],["^15",[3590,"^U",3294,536870921]],["^15",[3590,"^;","~u69008812-f7ca-4313-bcbf-3a361ae8c677",536870921]],["^15",[3591,"^Q","((68ea708c-63fe-4c6c-84a8-f213b82acdc1))",536870921]],["^15",[3591,"^O","^1@",536870921]],["^15",[3591,"^F",3383,536870921]],["^15",[3591,"^X",3294,536870921]],["^15",[3591,"^V",3383,536870921]],["^15",[3591,"^U",3294,536870921]],["^15",[3591,"^H",3679,536870921]],["^15",[3591,"^;","~u69008812-5c49-47ef-81c3-f1df8a4884a7",536870921]],["^15",[3592,"^Q","schrieben frueher fuer selbe Zeitung",536870921]],["^15",[3592,"^O","^1@",536870921]],["^15",[3592,"^F",3551,536870921]],["^15",[3592,"^X",3294,536870921]],["^15",[3592,"^V",3551,536870921]],["^15",[3592,"^U",3294,536870921]],["^15",[3592,"^;","~u69008812-3f85-4bc4-bc1b-5fe0213b8f74",536870921]],["^15",[3593,"^Q","verwerfen daher revolutionaere 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query-sort-desc:: false\n\t- **Slides:**\n\t background-color:: green\n\t\t- {{query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[AutoDiscDecrypt]]) (namespace [[AutoDiscDecrypt]])))}}\n\t- **Summery**:\n\t background-color:: blue\n\t\t-\n- ---\n- Components #Note\n\t- ### APP config:\n\t\t- deployed in OVM or TrueNAS\n\t\t- listening port, addresses\n\t\t- list of self managed shars\n\t\t- ovm or TrueNAs\n\t\t- #+BEGIN_NOTE\n\t\t `/etc/auto-disc-decrypt/server-config`\n\t\t #+END_NOTE\n\t- ### Service config (can be encrypted):\n\t\t- _Listen to request value is filename_\n\t\t- Access key hash <>\n\t\t- Require user consent?\n\t\t- Executing action:\n\t\t id:: 6873af67-adfe-4a48-8e55-6fb7c440d17b\n\t\t\t- HTTP\n\t\t\t\t- Methode, Body, URL (+PORT)\n\t\t\t- SSH\n\t\t\t\t- Target, cmd to exec\n\t\t- On failiure\n\t\t- #+BEGIN_NOTE\n\t\t `/etc/auto-disc-decrypt/server/*`\n\t\t #+END_NOTE\n\t- ### On boot:\n\t\t- Load APP config\n\t\t- check if service config is encrypted\n\t\t\t- YES: Notify user to enter passkey to enable services\n\t\t\t- NO: continue\n\t\t- Check if any managed still encrypted shares are found\n\t\t\t- try to decrypt\n\t\t\t- request must be answered wit decryption request token\n\t- ### Operation chart\n\t\t- Serving:\n\t\t\t- POST: `/request/?trigger_key=` -> request server to start action specified in config\n\t\t\t id:: 6873a504-82a8-420f-9bed-e1cac8ca92c0\n\t\t\t- POST: `/consent/` -> Request User to consent that action is taken\n\t\t\t id:: 6873a896-aa1c-4f46-9ada-b603c28246ea\n\t\t\t\t- GET to same path should include additional information and field to enter token\n\t\t\t\t id:: 6873ac47-5461-4286-a649-4ae5c5d96326\n\t\t- Managing:\n\t\t\t- Retry encryption of own shares every `` minute\n\t\t- {{embed [[autodecryptoperation]]}}\n\t\t- {{embed [[EncryptFileBehindKDF]]}}\n\t\t\t- Map API Access key hash to password her, each access key has unique KDF\n\t\t\t\t- throw error if KDF is uninitialized and encryption required\n\t\t\t- Store Salt along each encrypted encrypted master key\n\t\t\t\t- ```\n\t\t\t\t Table:\n\t\t\t\t service name | encrypted master | salt \n\t\t\t\t ```\n\t- Encryptions:\n\t\t- https://docs.rs/blake3/1.8.2/blake3/\n\t\t- https://docs.rs/chacha20poly1305/latest/chacha20poly1305/index.html\n\t\t-",536870921]],["^15",[3712,"^17",1761642514762,536870921]],["^15",[3712,"^Z","pages/Server___AutoDiscDecrypt.md",536870921]],["^15",[3713,"^K",1761642514759,536870921]],["^15",[3713,"^[",3712,536870921]],["^15",[3713,"^@",false,536870921]],["^15",[3713,"^Y","server/autodiscdecrypt",536870921]],["^15",[3713,"^A",3698,536870921]],["^15",[3713,"^11","Server/AutoDiscDecrypt",536870921]],["^15",[3713,"^B",1761642514759,536870921]],["^15",[3713,"^;","~u69008812-92be-4276-93bc-c98b2fdc46d9",536870921]],["^15",[3714,"^Q","#+BEGIN_NOTE\n`/etc/auto-disc-decrypt/server/*`\n#+END_NOTE",536870921]],["^15",[3714,"^O","^1@",536870921]],["^15",[3714,"^F",3728,536870921]],["^15",[3714,"^X",3713,536870921]],["^15",[3714,"^V",3735,536870921]],["^15",[3714,"^U",398,536870921]],["^15",[3714,"^U",3713,536870921]],["^15",[3714,"^;","~u69008812-bea2-4170-a4cb-b7ffc61a8016",536870921]],["^15",[3715,"^Q","",536870921]],["^15",[3715,"^O","^1@",536870921]],["^15",[3715,"^F",3718,536870921]],["^15",[3715,"^X",3713,536870921]],["^15",[3715,"^V",3718,536870921]],["^15",[3715,"^U",3713,536870921]],["^15",[3715,"^;","~u69008812-4082-423c-a42a-d05a4aeeb17a",536870921]],["^15",[3716,"^Q","**Slides:**\nbackground-color:: green",536870921]],["^15",[3716,"^O","^1@",536870921]],["^15",[3716,"^F",3760,536870921]],["^15",[3716,"^X",3713,536870921]],["^15",[3716,"^V",3717,536870921]],["^15",[3716,"^U",3713,536870921]],["^15",[3716,"^?",["^ ","^39","green"],536870921]],["^15",[3716,"^J",["^39"],536870921]],["^15",[3716,"^4",["^ ","^39","green"],536870921]],["^15",[3716,"^;","~u69008812-7350-4614-ad4a-8c4825f6d652",536870921]],["^15",[3717,"^Q","## Meta",536870921]],["^15",[3717,"^O","^1@",536870921]],["^15",[3717,"^F",3713,536870921]],["^15",[3717,"^X",3713,536870921]],["^15",[3717,"^V",3713,536870921]],["^15",[3717,"^U",3713,536870921]],["^15",[3717,"^?",["^ ","^37",2],536870921]],["^15",[3717,"^J",[],536870921]],["^15",[3717,"^;","~u69008812-4d92-4ede-ab8d-331c8a5f0c0b",536870921]],["^15",[3718,"^Q","**Summery**:\nbackground-color:: blue",536870921]],["^15",[3718,"^O","^1@",536870921]],["^15",[3718,"^F",3716,536870921]],["^15",[3718,"^X",3713,536870921]],["^15",[3718,"^V",3717,536870921]],["^15",[3718,"^U",3713,536870921]],["^15",[3718,"^?",["^ ","^39","blue"],536870921]],["^15",[3718,"^J",["^39"],536870921]],["^15",[3718,"^4",["^ ","^39","blue"],536870921]],["^15",[3718,"^;","~u69008812-8c7e-4d0e-b378-eb86da14601c",536870921]],["^15",[3719,"^Q","Require user consent?",536870921]],["^15",[3719,"^O","^1@",536870921]],["^15",[3719,"^F",3741,536870921]],["^15",[3719,"^X",3713,536870921]],["^15",[3719,"^V",3735,536870921]],["^15",[3719,"^U",398,536870921]],["^15",[3719,"^U",3713,536870921]],["^15",[3719,"^;","~u69008812-0530-421c-860c-b568fef96709",536870921]],["^15",[3720,"^Q","deployed in OVM or TrueNAS",536870921]],["^15",[3720,"^O","^1@",536870921]],["^15",[3720,"^F",3721,536870921]],["^15",[3720,"^X",3713,536870921]],["^15",[3720,"^V",3721,536870921]],["^15",[3720,"^U",398,536870921]],["^15",[3720,"^U",3713,536870921]],["^15",[3720,"^;","~u69008812-7d38-4820-8f84-b0428591c3f1",536870921]],["^15",[3721,"^Q","### APP config:",536870921]],["^15",[3721,"^O","^1@",536870921]],["^15",[3721,"^F",3743,536870921]],["^15",[3721,"^X",3713,536870921]],["^15",[3721,"^V",3743,536870921]],["^15",[3721,"^U",398,536870921]],["^15",[3721,"^U",3713,536870921]],["^15",[3721,"^?",["^ ","^37",3],536870921]],["^15",[3721,"^J",[],536870921]],["^15",[3721,"^;","~u69008812-1037-4d8b-ac3a-1756baa92f3c",536870921]],["^15",[3722,"^Q","Store Salt along each encrypted encrypted master key",536870921]],["^15",[3722,"^O","^1@",536870921]],["^15",[3722,"^F",3740,536870921]],["^15",[3722,"^X",3713,536870921]],["^15",[3722,"^V",3725,536870921]],["^15",[3722,"^U",20,536870921]],["^15",[3722,"^U",398,536870921]],["^15",[3722,"^U",3713,536870921]],["^15",[3722,"^;","~u69008812-8382-43db-bbd0-bd57cde10ac4",536870921]],["^15",[3723,"^Q","NO: continue",536870921]],["^15",[3723,"^O","^1@",536870921]],["^15",[3723,"^F",3755,536870921]],["^15",[3723,"^X",3713,536870921]],["^15",[3723,"^V",3737,536870921]],["^15",[3723,"^U",398,536870921]],["^15",[3723,"^U",3713,536870921]],["^15",[3723,"^;","~u69008812-fcee-4c7e-8f7a-09365c18c072",536870921]],["^15",[3724,"^Q","Managing:",536870921]],["^15",[3724,"^O","^1@",536870921]],["^15",[3724,"^F",3746,536870921]],["^15",[3724,"^X",3713,536870921]],["^15",[3724,"^V",3756,536870921]],["^15",[3724,"^U",398,536870921]],["^15",[3724,"^U",3713,536870921]],["^15",[3724,"^;","~u69008812-737b-4ab7-83fe-0cfff8f8e0e2",536870921]],["^15",[3725,"^Q","{{embed [[EncryptFileBehindKDF]]}}",536870921]],["^15",[3725,"^O","^1@",536870921]],["^15",[3725,"^F",3745,536870921]],["^15",[3725,"^S",3769,536870921]],["^15",[3725,"^X",3713,536870921]],["^15",[3725,"^V",3756,536870921]],["^15",[3725,"^U",20,536870921]],["^15",[3725,"^U",398,536870921]],["^15",[3725,"^U",3713,536870921]],["^15",[3725,"^H",20,536870921]],["^15",[3725,"^;","~u69008812-4aae-4d94-be8b-a2663dd122ce",536870921]],["^15",[3726,"^Q","~```\nTable:\nservice name | encrypted master | salt \n```",536870921]],["^15",[3726,"^O","^1@",536870921]],["^15",[3726,"^F",3722,536870921]],["^15",[3726,"^X",3713,536870921]],["^15",[3726,"^V",3722,536870921]],["^15",[3726,"^U",20,536870921]],["^15",[3726,"^U",398,536870921]],["^15",[3726,"^U",3713,536870921]],["^15",[3726,"^;","~u69008812-e953-468d-9238-153993c95c56",536870921]],["^15",[3727,"^Q","{{query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[AutoDiscDecrypt]]) (namespace [[AutoDiscDecrypt]])))}}\nquery-sort-by:: block\nquery-table:: true\nquery-sort-desc:: false",536870921]],["^15",[3727,"^O","^1@",536870921]],["^15",[3727,"^F",3760,536870921]],["^15",[3727,"^S",3766,536870921]],["^15",[3727,"^X",3713,536870921]],["^15",[3727,"^V",3760,536870921]],["^15",[3727,"^U",3713,536870921]],["^15",[3727,"^?",["^ ","^3:","block","^3;",true,"^3<",false],536870921]],["^15",[3727,"^J",["^3:","^3;","^3<"],536870921]],["^15",[3727,"^4",["^ ","^3:","block","^3;","true","^3<","false"],536870921]],["^15",[3727,"^;","~u69008812-ade2-4bef-a2a5-9d8e4e7ac1fd",536870921]],["^15",[3728,"^Q","On failiure",536870921]],["^15",[3728,"^O","^1@",536870921]],["^15",[3728,"^F",3761,536870921]],["^15",[3728,"^X",3713,536870921]],["^15",[3728,"^V",3735,536870921]],["^15",[3728,"^U",398,536870921]],["^15",[3728,"^U",3713,536870921]],["^15",[3728,"^;","~u69008812-777c-4305-84d9-61995fa60627",536870921]],["^15",[3729,"^Q","_Listen to request value is filename_",536870921]],["^15",[3729,"^O","^1@",536870921]],["^15",[3729,"^F",3735,536870921]],["^15",[3729,"^X",3713,536870921]],["^15",[3729,"^V",3735,536870921]],["^15",[3729,"^U",398,536870921]],["^15",[3729,"^U",3713,536870921]],["^15",[3729,"^;","~u69008812-33e5-4112-8c90-695dd944e2f1",536870921]],["^15",[3730,"^Q","request must be answered wit decryption request token",536870921]],["^15",[3730,"^O","^1@",536870921]],["^15",[3730,"^F",3739,536870921]],["^15",[3730,"^X",3713,536870921]],["^15",[3730,"^V",3759,536870921]],["^15",[3730,"^U",398,536870921]],["^15",[3730,"^U",3713,536870921]],["^15",[3730,"^;","~u69008812-3f43-4dda-9b3b-7b4a4762712e",536870921]],["^15",[3731,"^Q","### On boot:",536870921]],["^15",[3731,"^O","^1@",536870921]],["^15",[3731,"^F",3735,536870921]],["^15",[3731,"^X",3713,536870921]],["^15",[3731,"^V",3743,536870921]],["^15",[3731,"^U",398,536870921]],["^15",[3731,"^U",3713,536870921]],["^15",[3731,"^?",["^ ","^37",3],536870921]],["^15",[3731,"^J",[],536870921]],["^15",[3731,"^;","~u69008812-4e2f-43da-9723-1c71c22739be",536870921]],["^15",[3732,"^Q","GET to same path should include additional information and field to enter token\nid:: 6873ac47-5461-4286-a649-4ae5c5d96326",536870921]],["^15",[3732,"^O","^1@",536870921]],["^15",[3732,"^F",134,536870921]],["^15",[3732,"^X",3713,536870921]],["^15",[3732,"^V",134,536870921]],["^15",[3732,"^U",398,536870921]],["^15",[3732,"^U",3713,536870921]],["^15",[3732,"^?",["^ ","^1;","6873ac47-5461-4286-a649-4ae5c5d96326"],536870921]],["^15",[3732,"^J",["^1;"],536870921]],["^15",[3732,"^4",["^ ","^1;","6873ac47-5461-4286-a649-4ae5c5d96326"],536870921]],["^15",[3732,"^;","~u6873ac47-5461-4286-a649-4ae5c5d96326",536870921]],["^15",[3733,"^Q","Additional References:",536870921]],["^15",[3733,"^O","^1@",536870921]],["^15",[3733,"^F",3753,536870921]],["^15",[3733,"^X",3713,536870921]],["^15",[3733,"^V",3717,536870921]],["^15",[3733,"^U",3713,536870921]],["^15",[3733,"^;","~u69008812-2420-4a14-8f20-8f567d6796f3",536870921]],["^15",[3734,"^Q","HTTP",536870921]],["^15",[3734,"^O","^1@",536870921]],["^15",[3734,"^F",3761,536870921]],["^15",[3734,"^X",3713,536870921]],["^15",[3734,"^V",3761,536870921]],["^15",[3734,"^U",398,536870921]],["^15",[3734,"^U",3713,536870921]],["^15",[3734,"^;","~u69008812-12bb-41b5-9098-a48a8f6eb488",536870921]],["^15",[3735,"^Q","### Service config (can be encrypted):",536870921]],["^15",[3735,"^O","^1@",536870921]],["^15",[3735,"^F",3721,536870921]],["^15",[3735,"^X",3713,536870921]],["^15",[3735,"^V",3743,536870921]],["^15",[3735,"^U",398,536870921]],["^15",[3735,"^U",3713,536870921]],["^15",[3735,"^?",["^ ","^37",3],536870921]],["^15",[3735,"^J",[],536870921]],["^15",[3735,"^;","~u69008812-e47c-4afb-bc4b-a53cbe03ea15",536870921]],["^15",[3736,"^Q","Retry encryption of own shares every `` minute",536870921]],["^15",[3736,"^O","^1@",536870921]],["^15",[3736,"^F",3724,536870921]],["^15",[3736,"^X",3713,536870921]],["^15",[3736,"^V",3724,536870921]],["^15",[3736,"^U",398,536870921]],["^15",[3736,"^U",3713,536870921]],["^15",[3736,"^;","~u69008812-d86c-4583-ac0f-dbfc002717a4",536870921]],["^15",[3737,"^Q","check if service config is encrypted",536870921]],["^15",[3737,"^O","^1@",536870921]],["^15",[3737,"^F",3763,536870921]],["^15",[3737,"^X",3713,536870921]],["^15",[3737,"^V",3731,536870921]],["^15",[3737,"^U",398,536870921]],["^15",[3737,"^U",3713,536870921]],["^15",[3737,"^;","~u69008812-0b82-46b1-9d67-872f53a85551",536870921]],["^15",[3738,"^Q","Target, cmd to exec",536870921]],["^15",[3738,"^O","^1@",536870921]],["^15",[3738,"^F",3764,536870921]],["^15",[3738,"^X",3713,536870921]],["^15",[3738,"^V",3764,536870921]],["^15",[3738,"^U",398,536870921]],["^15",[3738,"^U",3713,536870921]],["^15",[3738,"^;","~u69008812-8603-41c8-890c-78be7ad2edfd",536870921]],["^15",[3739,"^Q","try to decrypt",536870921]],["^15",[3739,"^O","^1@",536870921]],["^15",[3739,"^F",3759,536870921]],["^15",[3739,"^X",3713,536870921]],["^15",[3739,"^V",3759,536870921]],["^15",[3739,"^U",398,536870921]],["^15",[3739,"^U",3713,536870921]],["^15",[3739,"^;","~u69008812-8d5e-4de8-9a28-f34c91bfc6f3",536870921]],["^15",[3740,"^Q","Map API Access key hash to password her, each access key has unique 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[[TrueDMZ]]}}",536870921]],["^15",[3784,"^O","^1@",536870921]],["^15",[3784,"^F",3773,536870921]],["^15",[3784,"^S",3788,536870921]],["^15",[3784,"^X",3771,536870921]],["^15",[3784,"^V",3772,536870921]],["^15",[3784,"^U",94,536870921]],["^15",[3784,"^U",3771,536870921]],["^15",[3784,"^H",94,536870921]],["^15",[3784,"^;","~u69008812-9def-4838-bd8c-814fe43b80c8",536870921]],["^15",[3785,"^?",["^ ","^3=","query","^3>",["(namespace [[Server/Konsolidierung]])"]],536870921]],["^15",[3785,"^W","macro",536870921]],["^15",[3785,"^T","query (namespace [[Server/Konsolidierung]])",536870921]],["^15",[3786,"^?",["^ ","^3=","query","^3>",["(and [[TODO]] (or [[Server/Konsolidierung]] (namespace [[Server/Konsolidierung]])))"]],536870921]],["^15",[3786,"^W","macro",536870921]],["^15",[3786,"^T","query (and [[TODO]] (or [[Server/Konsolidierung]] (namespace [[Server/Konsolidierung]])))",536870921]],["^15",[3787,"^?",["^ ","^3=","query","^3>",["(and (or [[LATER]] [[WAITING]]) (or (page [[Server/Konsolidierung]]) (namespace [[Server/Konsolidierung]]))) "]],536870921]],["^15",[3787,"^W","macro",536870921]],["^15",[3787,"^T","query (and (or [[LATER]] [[WAITING]]) (or (page [[Server/Konsolidierung]]) (namespace [[Server/Konsolidierung]]))) ",536870921]],["^15",[3788,"^?",["^ ","^3=","embed","^3>",["[[TrueDMZ]]"]],536870921]],["^15",[3788,"^W","macro",536870921]],["^15",[3788,"^T","embed [[TrueDMZ]]",536870921]],["^15",[3789,"^3","## Meta\n\t- Additional Tags: #Nextcloud #Onlyoffice\n\t- Additional References:\n\t- **Notes:**\n\t background-color:: red\n\t\t- {{query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[Server/Nextcloud Notes]]) (namespace [[Server/Nextcloud Notes]])))}}\n\t\t query-sort-by:: block\n\t\t query-table:: true\n\t\t query-sort-desc:: false\n\t- **Slides:**\n\t background-color:: green\n\t\t- {{query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[Server/Nextcloud Notes]]) (namespace [[Server/Nextcloud Notes]])))}}\n\t- **Summery**:\n\t background-color:: blue\n\t\t-\n- ---\n-\n- #### President data in NSF\n\t- On crash a explicit restart on Server side of the Service may be required\n\t- ### OnlyOffice hide welcome Page\n\t\t- in /etc/nginx/includes/ds-docservice.conf rem out the first line then add:\n\t\t- ```\n\t\t #rewrite ^/$ $the_scheme://$the_host/welcome/ redirect; \n\t\t rewrite ^/welcome $the_scheme://$the_host redirect;\n\t\t location = / { return 404; }\n\t\t ```\n\t\t- You get a \" 404 Not Found\". Editing docs from onlyoffice still works. This change will survive updates if you keep the same ds-docservice.conf. I don’t use docker but this file is never touched during “apt” upgrades.\n\t\t\t- https://forum.onlyoffice.com/t/hide-deactivate-welcome-page/566/4\n- ### Recognizer: php --define memory_limit=2048M\n\t- To set memory allowed memory size\n- ### Crontabs\n\t- use sudo crontab -e --> System host crontab to regularly run jobs\n\t- /5 \\* \\* \\* \\* docker exec -u www-data nextcloud-app-1 php --define memory_limit=2048M /var/www/html/cron.php\n\t\t- https://help.nextcloud.com/t/nextcloud-docker-container-best-way-to-run-cron-job/157734/3\n- ### Domains as Iframes\n ![](https://nextcloud.urmel.duckdns.org/apps/text/image?documentId=2852&sessionId=895&sessionToken=vbMVkIDUFi94FiL%2B2N5umrWqoB5nFNEI1al4rvKqSGbn0LP2kFrrt%2BaZ6OsTUYaY&imageFileName=image.png){:height 1032, :width 776}\n- ### Installing ffmpeg for Video Preview\n\t- apt update && apt -y install ffmpeg\n\t- from https://help.nextcloud.com/t/nextcloud-docker-compose-with-ffmpeg-example/143964/2###\n- ### Custom CSS\n \n ```scss\n @use 'sass:color';\n /* Latte Theme */\n $latte-rosewater: rgb(220, 138, 120);\n $latte-flamingo: rgb(221, 120, 120);\n $latte-pink: rgb(234, 118, 203);\n $latte-mauve: rgb(136, 57, 239);\n $latte-red: rgb(210, 15, 57);\n $latte-maroon: rgb(230, 69, 83);\n $latte-peach: rgb(254, 100, 11);\n $latte-yellow: rgb(223, 142, 29);\n $latte-green: rgb(64, 160, 43);\n $latte-teal: rgb(23, 146, 153);\n $latte-sky: rgb(4, 165, 229);\n $latte-sapphire: rgb(32, 159, 181);\n $latte-blue: rgb(30, 102, 245);\n $latte-lavender: rgb(114, 135, 253);\n $latte-text: rgb(76, 79, 105);\n $latte-subtext1: rgb(92, 95, 119);\n $latte-subtext0: rgb(108, 111, 133);\n $latte-overlay2: rgb(124, 127, 147);\n $latte-overlay1: rgb(140, 143, 161);\n $latte-overlay0: rgb(156, 160, 176);\n $latte-surface2: rgb(172, 176, 190);\n $latte-surface1: rgb(188, 192, 204);\n $latte-surface0: rgb(204, 208, 218);\n $latte-base: rgb(239, 241, 245);\n $latte-mantle: rgb(230, 233, 239);\n $latte-crust: rgb(220, 224, 232);\n \n /* Frappe Theme */\n $frappe-rosewater: rgb(242, 213, 207); \n $frappe-flamingo: rgb(238, 190, 190);\n $frappe-pink: rgb(244, 184, 228);\n $frappe-mauve: rgb(202, 158, 230);\n $frappe-red: rgb(231, 130, 132);\n $frappe-maroon: rgb(234, 153, 156);\n $frappe-peach: rgb(239, 159, 118);\n $frappe-yellow: rgb(229, 200, 144);\n $frappe-green: rgb(166, 209, 137);\n $frappe-teal: rgb(129, 200, 190);\n $frappe-sky: rgb(153, 209, 219);\n $frappe-sapphire: rgb(133, 193, 220);\n $frappe-blue: rgb(140, 170, 238);\n $frappe-lavender: rgb(186, 187, 241);\n $frappe-text: rgb(198, 208, 245);\n $frappe-subtext1: rgb(181, 191, 226);\n $frappe-subtext0: rgb(165, 173, 206);\n $frappe-overlay2: rgb(148, 156, 187);\n $frappe-overlay1: rgb(131, 139, 167);\n $frappe-overlay0: rgb(115, 121, 148);\n $frappe-surface2: rgb(98, 104, 128);\n $frappe-surface1: rgb(81, 87, 109);\n $frappe-surface0: rgb(65, 69, 89);\n $frappe-base: rgb(48, 52, 70);\n $frappe-mantle: rgb(41, 44, 60);\n $frappe-crust: rgb(35, 38, 52);\n \n /* Macchiato Theme */\n $macchiato-rosewater: rgb(244, 219, 214);\n $macchiato-flamingo: rgb(240, 198, 198);\n $macchiato-pink: rgb(245, 189, 230);\n $macchiato-mauve: rgb(198, 160, 246);\n $macchiato-red: rgb(237, 135, 150);\n $macchiato-maroon: rgb(238, 153, 160);\n $macchiato-peach: rgb(245, 169, 127);\n $macchiato-yellow: rgb(238, 212, 159);\n $macchiato-green: rgb(166, 218, 149);\n $macchiato-teal: rgb(139, 213, 202);\n $macchiato-sky: rgb(145, 215, 227);\n $macchiato-sapphire: rgb(125, 196, 228);\n $macchiato-blue: rgb(138, 173, 244);\n $macchiato-lavender: rgb(183, 189, 248);\n $macchiato-text: rgb(202, 211, 245);\n $macchiato-subtext1: rgb(184, 192, 224);\n $macchiato-subtext0: rgb(165, 173, 203);\n $macchiato-overlay2: rgb(147, 154, 183);\n $macchiato-overlay1: rgb(128, 135, 162);\n $macchiato-overlay0: rgb(110, 115, 141);\n $macchiato-surface2: rgb(91, 96, 120);\n $macchiato-surface1: rgb(73, 77, 100);\n $macchiato-surface0: rgb(54, 58, 79);\n $macchiato-base: rgb(36, 39, 58);\n $macchiato-mantle: rgb(30, 32, 48);\n $macchiato-crust: rgb(24, 25, 38);\n \n /* Mocha Theme */\n $mocha-rosewater: rgb(245, 224, 220);\n $mocha-flamingo: rgb(242, 205, 205);\n $mocha-pink: rgb(245, 194, 231);\n $mocha-mauve: rgb(203, 166, 247);\n $mocha-red: rgb(243, 139, 168);\n $mocha-maroon: rgb(235, 160, 172);\n $mocha-peach: rgb(250, 179, 135);\n $mocha-yellow: rgb(249, 226, 175);\n $mocha-green: rgb(166, 227, 161);\n $mocha-teal: rgb(148, 226, 213);\n $mocha-sky: rgb(137, 220, 235);\n $mocha-sapphire: rgb(116, 199, 236);\n $mocha-blue: rgb(137, 180, 250);\n $mocha-lavender: rgb(180, 190, 254);\n $mocha-text: rgb(205, 214, 244);\n $mocha-subtext1: rgb(186, 194, 222);\n $mocha-subtext0: rgb(166, 173, 200);\n $mocha-overlay2: rgb(147, 153, 178);\n $mocha-overlay1: rgb(127, 132, 156);\n $mocha-overlay0: rgb(108, 112, 134);\n $mocha-surface2: rgb(88, 91, 112);\n $mocha-surface1: rgb(69, 71, 90);\n $mocha-surface0: rgb(49, 50, 68);\n $mocha-base: rgb(30, 30, 46);\n $mocha-mantle: rgb(24, 24, 37);\n $mocha-crust: rgb(17, 17, 27);\n \n \n [data-theme-light] {\n //+0.05,\n --color-main-background: #{rgba($latte-base, 0.93)} ;\n --color-main-background-rgb: #{$latte-base};\n --color-main-background-translucent: #{rgba($latte-base, .97)};\n --color-main-background-blur: #{rgba($latte-base, .8)};\n --filter-background-blur: #{blur(25px)};\n --gradient-main-background: var(--color-main-background) 0%, var(--color-main-background-translucent) 85%, transparent 100%;\n --color-background-hover: #{$latte-surface1};\n --color-background-dark: #{color.scale($latte-surface0, $lightness: 5%)};\n --color-background-darker: #{$latte-surface0};\n --color-placeholder-light: #{color.scale($latte-surface2, $lightness: 5%)};\n --color-placeholder-dark: #{$latte-surface2};\n --color-main-text: #{$latte-text};\n --color-text-maxcontrast: #{$latte-subtext1};\n --color-text-maxcontrast-default: #{color.scale($latte-subtext0, $lightness: 5%)};\n --color-text-maxcontrast-background-blur: #{$latte-subtext0};\n --color-text-light: #{var(--color-main-text)};\n --color-text-lighter: #{var(--color-text-maxcontrast)};\n --color-scrollbar: #{$latte-mauve};\n --color-error: #{$latte-red};\n --color-error-rgb: #{$latte-red};\n --color-error-hover: #{color.scale($latte-red, $lightness: 5%)};\n --color-error-text: #{color.scale($latte-red, $lightness: -10%)};\n --color-warning: #{$latte-peach};\n --color-warning-rgb: #{$latte-peach};\n --color-warning-hover: #{color.scale($latte-peach, $lightness: 5%)};\n --color-warning-text: #{color.scale($latte-peach, $lightness: -10%)};\n --color-success: #{$latte-green};\n --color-success-rgb: #{$latte-green};\n --color-success-hover: #{color.scale($latte-green, $lightness: 5%)};\n --color-success-text: #{color.scale($latte-green, $lightness: -10%)};\n --color-info: #{$latte-blue};\n --color-info-rgb: #{$latte-blue};\n --color-info-hover: #{color.scale($latte-blue, $lightness: 5%)};\n --color-info-text: #{color.scale($latte-blue, $lightness: -10%)};\n --color-loading-light: #{$latte-overlay0};\n --color-loading-dark: #{$latte-subtext1};\n --color-box-shadow-rgb: #{color.scale($latte-crust, $lightness: 10%)};\n --color-box-shadow: #{color.scale($latte-crust, $lightness: 15%)};\n --color-border: #{$latte-crust};\n --color-border-dark: #{color.scale($latte-crust, $lightness: 5%)};\n --color-border-maxcontrast: #{color.scale($latte-crust, $lightness: -10%)};\n \n \n --color-primary: #{$latte-maroon};\n --color-primary-default: #{$latte-maroon};\n --color-primary-text: #{$latte-crust};\n --color-primary-hover: #{color.scale($latte-maroon, $lightness: -5%)};\n \n --color-primary-light: #{$latte-green};\n --color-primary-light-text: #{$latte-crust};\n --color-primary-light-hover: #{color.scale($latte-green, $lightness: -5%)};\n \n --color-primary-element: #{$latte-maroon};\n --color-primary-element-hover: #{color.scale($latte-maroon, $lightness: -5%)};\n --color-primary-element-text: #{$latte-crust};\n --color-primary-element-text-dark: #{$latte-mantle};\n \n --color-primary-element-light: #{$latte-blue};\n --color-primary-element-light-hover: #{color.scale($latte-blue, $lightness: -5%)};\n --color-primary-element-light-text: #{$latte-crust};\n --gradient-primary-background: linear-gradient(40deg, var(--color-primary) 0%, var(--color-primary-hover) 100%);\n \n //Unchanged\n --font-face: system-ui, -apple-system, \"Segoe UI\", Roboto, Oxygen-Sans, Cantarell, Ubuntu, \"Helvetica Neue\", \"Noto Sans\", \"Liberation Sans\", Arial, sans-serif, \"Apple Color Emoji\", \"Segoe UI Emoji\", \"Segoe UI Symbol\", \"Noto Color Emoji\";\n --default-font-size: 15px;\n --animation-quick: 100ms;\n --animation-slow: 300ms;\n --border-radius: 3px;\n --border-radius-large: 10px;\n --border-radius-rounded: 28px;\n --border-radius-pill: 100px;\n --default-clickable-area: 44px;\n --default-line-height: 24px;\n --default-grid-baseline: 4px;\n --header-height: 50px;\n --navigation-width: 300px;\n --sidebar-min-width: 300px;\n --sidebar-max-width: 500px;\n --list-min-width: 200px;\n --list-max-width: 300px;\n --header-menu-item-height: 44px;\n --header-menu-profile-item-height: 66px;\n --breakpoint-mobile: 1024px;\n --background-invert-if-dark: invert(100%);\n --background-invert-if-bright: no;\n --background-image-invert-if-bright: no;\n --primary-invert-if-bright: no;\n --primary-invert-if-dark: invert(100%);\n }\n [data-theme-dark] {\n //+0.05,\n --color-main-background: #{rgba($frappe-base, 0.93)} ;\n --color-main-background-rgb: #{$frappe-base};\n --color-main-background-translucent: #{rgba($frappe-base, .97)};\n --color-main-background-blur: #{rgba($frappe-base, .8)};\n --filter-background-blur: #{blur(25px)};\n --gradient-main-background: var(--color-main-background) 0%, var(--color-main-background-translucent) 85%, transparent 100%;\n --color-background-hover: #{$frappe-surface1};\n --color-background-dark: #{color.scale($frappe-surface0, $lightness: 5%)};\n --color-background-darker: #{$frappe-surface0};\n --color-placeholder-light: #{color.scale($frappe-surface2, $lightness: 5%)};\n --color-placeholder-dark: #{$frappe-surface2};\n --color-main-text: #{$frappe-text};\n --color-text-maxcontrast: #{$frappe-subtext1};\n --color-text-maxcontrast-default: #{color.scale($frappe-subtext0, $lightness: 5%)};\n --color-text-maxcontrast-background-blur: #{$frappe-subtext0};\n --color-text-light: #{var(--color-main-text)};\n --color-text-lighter: #{var(--color-text-maxcontrast)};\n --color-scrollbar: #{$frappe-mauve};\n --color-error: #{$frappe-red};\n --color-error-rgb: #{$frappe-red};\n --color-error-hover: #{color.scale($frappe-red, $lightness: 5%)};\n --color-error-text: #{color.scale($frappe-red, $lightness: -10%)};\n --color-warning: #{$frappe-peach};\n --color-warning-rgb: #{$frappe-peach};\n --color-warning-hover: #{color.scale($frappe-peach, $lightness: 5%)};\n --color-warning-text: #{color.scale($frappe-peach, $lightness: -10%)};\n --color-success: #{$frappe-green};\n --color-success-rgb: #{$frappe-green};\n --color-success-hover: #{color.scale($frappe-green, $lightness: 5%)};\n --color-success-text: #{color.scale($frappe-green, $lightness: -10%)};\n --color-info: #{$frappe-blue};\n --color-info-rgb: #{$frappe-blue};\n --color-info-hover: #{color.scale($frappe-blue, $lightness: 5%)};\n --color-info-text: #{color.scale($frappe-blue, $lightness: -10%)};\n --color-loading-light: #{$frappe-overlay0};\n --color-loading-dark: #{$frappe-subtext1};\n --color-box-shadow-rgb: #{color.scale($frappe-crust, $lightness: 10%)};\n --color-box-shadow: #{color.scale($frappe-crust, $lightness: 15%)};\n --color-border: #{$frappe-crust};\n --color-border-dark: #{color.scale($frappe-crust, $lightness: 5%)};\n --color-border-maxcontrast: #{color.scale($frappe-crust, $lightness: -10%)};\n \n \n --color-primary: #{$frappe-maroon};\n --color-primary-default: #{$frappe-maroon};\n --color-primary-text: #{$frappe-crust};\n --color-primary-hover: #{color.scale($frappe-maroon, $lightness: -5%)};\n \n --color-primary-light: #{$frappe-green};\n --color-primary-light-text: #{$frappe-crust};\n --color-primary-light-hover: #{color.scale($frappe-green, $lightness: -5%)};\n \n --color-primary-element: #{$frappe-maroon};\n --color-primary-element-hover: #{color.scale($frappe-maroon, $lightness: -5%)};\n --color-primary-element-text: #{$frappe-crust};\n --color-primary-element-text-dark: #{$frappe-mantle};\n \n --color-primary-element-light: #{$frappe-blue};\n --color-primary-element-light-hover: #{color.scale($frappe-blue, $lightness: -5%)};\n --color-primary-element-light-text: #{$frappe-crust};\n --gradient-primary-background: linear-gradient(40deg, var(--color-primary) 0%, var(--color-primary-hover) 100%);\n \n //Unchanged\n --font-face: system-ui, -apple-system, \"Segoe UI\", Roboto, Oxygen-Sans, Cantarell, Ubuntu, \"Helvetica Neue\", \"Noto Sans\", \"Liberation Sans\", Arial, sans-serif, \"Apple Color Emoji\", \"Segoe UI Emoji\", \"Segoe UI Symbol\", \"Noto Color Emoji\";\n --default-font-size: 15px;\n --animation-quick: 100ms;\n --animation-slow: 300ms;\n --border-radius: 3px;\n --border-radius-large: 10px;\n --border-radius-rounded: 28px;\n --border-radius-pill: 100px;\n --default-clickable-area: 44px;\n --default-line-height: 24px;\n --default-grid-baseline: 4px;\n --header-height: 50px;\n --navigation-width: 300px;\n --sidebar-min-width: 300px;\n --sidebar-max-width: 500px;\n --list-min-width: 200px;\n --list-max-width: 300px;\n --header-menu-item-height: 44px;\n --header-menu-profile-item-height: 66px;\n --breakpoint-mobile: 1024px;\n --background-invert-if-dark: invert(100%);\n --background-invert-if-bright: no;\n --background-image-invert-if-bright: no;\n --primary-invert-if-bright: no;\n --primary-invert-if-dark: invert(100%);\n }\n [data-theme-dark-highcontrast] {\n //+0.05,\n --color-main-background: #{rgba($mocha-base, 0.93)} ;\n --color-main-background-rgb: #{$mocha-base};\n --color-main-background-translucent: #{rgba($mocha-base, .97)};\n --color-main-background-blur: #{rgba($mocha-base, .8)};\n --filter-background-blur: #{blur(25px)};\n --gradient-main-background: var(--color-main-background) 0%, var(--color-main-background-translucent) 85%, transparent 100%;\n --color-background-hover: #{$mocha-surface1};\n --color-background-dark: #{color.scale($mocha-surface0, $lightness: 5%)};\n --color-background-darker: #{$mocha-surface0};\n --color-placeholder-light: #{color.scale($mocha-surface2, $lightness: 5%)};\n --color-placeholder-dark: #{$mocha-surface2};\n --color-main-text: #{$mocha-text};\n --color-text-maxcontrast: #{$mocha-subtext1};\n --color-text-maxcontrast-default: #{color.scale($mocha-subtext0, $lightness: 5%)};\n --color-text-maxcontrast-background-blur: #{$mocha-subtext0};\n --color-text-light: #{var(--color-main-text)};\n --color-text-lighter: #{var(--color-text-maxcontrast)};\n --color-scrollbar: #{$mocha-mauve};\n --color-error: #{$mocha-red};\n --color-error-rgb: #{$mocha-red};\n --color-error-hover: #{color.scale($mocha-red, $lightness: 5%)};\n --color-error-text: #{color.scale($mocha-red, $lightness: -10%)};\n --color-warning: #{$mocha-peach};\n --color-warning-rgb: #{$mocha-peach};\n --color-warning-hover: #{color.scale($mocha-peach, $lightness: 5%)};\n --color-warning-text: #{color.scale($mocha-peach, $lightness: -10%)};\n --color-success: #{$mocha-green};\n --color-success-rgb: #{$mocha-green};\n --color-success-hover: #{color.scale($mocha-green, $lightness: 5%)};\n --color-success-text: #{color.scale($mocha-green, $lightness: -10%)};\n --color-info: #{$mocha-blue};\n --color-info-rgb: #{$mocha-blue};\n --color-info-hover: #{color.scale($mocha-blue, $lightness: 5%)};\n --color-info-text: #{color.scale($mocha-blue, $lightness: -10%)};\n --color-loading-light: #{$mocha-overlay0};\n --color-loading-dark: #{$mocha-subtext1};\n --color-box-shadow-rgb: #{color.scale($mocha-crust, $lightness: 10%)};\n --color-box-shadow: #{color.scale($mocha-crust, $lightness: 15%)};\n --color-border: #{$mocha-crust};\n --color-border-dark: #{color.scale($mocha-crust, $lightness: 5%)};\n --color-border-maxcontrast: #{color.scale($mocha-crust, $lightness: -10%)};\n \n \n --color-primary: #{$mocha-maroon};\n --color-primary-default: #{$mocha-maroon};\n --color-primary-text: #{$mocha-crust};\n --color-primary-hover: #{color.scale($mocha-maroon, $lightness: -5%)};\n \n --color-primary-light: #{$mocha-green};\n --color-primary-light-text: #{$mocha-crust};\n --color-primary-light-hover: #{color.scale($mocha-green, $lightness: -5%)};\n \n --color-primary-element: #{$mocha-maroon};\n --color-primary-element-hover: #{color.scale($mocha-maroon, $lightness: -5%)};\n --color-primary-element-text: #{$mocha-crust};\n --color-primary-element-text-dark: #{$mocha-mantle};\n \n --color-primary-element-light: #{$mocha-blue};\n --color-primary-element-light-hover: #{color.scale($mocha-blue, $lightness: -5%)};\n --color-primary-element-light-text: #{$mocha-crust};\n --gradient-primary-background: linear-gradient(40deg, var(--color-primary) 0%, var(--color-primary-hover) 100%);\n \n //Unchanged\n --font-face: system-ui, -apple-system, \"Segoe UI\", Roboto, Oxygen-Sans, Cantarell, Ubuntu, \"Helvetica Neue\", \"Noto Sans\", \"Liberation Sans\", Arial, sans-serif, \"Apple Color Emoji\", \"Segoe UI Emoji\", \"Segoe UI Symbol\", \"Noto Color Emoji\";\n --default-font-size: 15px;\n --animation-quick: 100ms;\n --animation-slow: 300ms;\n --border-radius: 3px;\n --border-radius-large: 10px;\n --border-radius-rounded: 28px;\n --border-radius-pill: 100px;\n --default-clickable-area: 44px;\n --default-line-height: 24px;\n --default-grid-baseline: 4px;\n --header-height: 50px;\n --navigation-width: 300px;\n --sidebar-min-width: 300px;\n --sidebar-max-width: 500px;\n --list-min-width: 200px;\n --list-max-width: 300px;\n --header-menu-item-height: 44px;\n --header-menu-profile-item-height: 66px;\n --breakpoint-mobile: 1024px;\n --background-invert-if-dark: invert(100%);\n --background-invert-if-bright: no;\n --background-image-invert-if-bright: no;\n --primary-invert-if-bright: no;\n --primary-invert-if-dark: invert(100%);\n }\n [data-theme-light-highcontrast] {\n //+0.05,\n --color-main-background: #{rgba($macchiato-base, 0.93)} ;\n --color-main-background-rgb: #{$macchiato-base};\n --color-main-background-translucent: #{rgba($macchiato-base, .97)};\n --color-main-background-blur: #{rgba($macchiato-base, .8)};\n --filter-background-blur: #{blur(25px)};\n --gradient-main-background: var(--color-main-background) 0%, var(--color-main-background-translucent) 85%, transparent 100%;\n --color-background-hover: #{$macchiato-surface1};\n --color-background-dark: #{color.scale($macchiato-surface0, $lightness: 5%)};\n --color-background-darker: #{$macchiato-surface0};\n --color-placeholder-light: #{color.scale($macchiato-surface2, $lightness: 5%)};\n --color-placeholder-dark: #{$macchiato-surface2};\n --color-main-text: #{$macchiato-text};\n --color-text-maxcontrast: #{$macchiato-subtext1};\n --color-text-maxcontrast-default: #{color.scale($macchiato-subtext0, $lightness: 5%)};\n --color-text-maxcontrast-background-blur: #{$macchiato-subtext0};\n --color-text-light: #{var(--color-main-text)};\n --color-text-lighter: #{var(--color-text-maxcontrast)};\n --color-scrollbar: #{$macchiato-mauve};\n --color-error: #{$macchiato-red};\n --color-error-rgb: #{$macchiato-red};\n --color-error-hover: #{color.scale($macchiato-red, $lightness: 5%)};\n --color-error-text: #{color.scale($macchiato-red, $lightness: -10%)};\n --color-warning: #{$macchiato-peach};\n --color-warning-rgb: #{$macchiato-peach};\n --color-warning-hover: #{color.scale($macchiato-peach, $lightness: 5%)};\n --color-warning-text: #{color.scale($macchiato-peach, $lightness: -10%)};\n --color-success: #{$macchiato-green};\n --color-success-rgb: #{$macchiato-green};\n --color-success-hover: #{color.scale($macchiato-green, $lightness: 5%)};\n --color-success-text: #{color.scale($macchiato-green, $lightness: -10%)};\n --color-info: #{$macchiato-blue};\n --color-info-rgb: #{$macchiato-blue};\n --color-info-hover: #{color.scale($macchiato-blue, $lightness: 5%)};\n --color-info-text: #{color.scale($macchiato-blue, $lightness: -10%)};\n --color-loading-light: #{$macchiato-overlay0};\n --color-loading-dark: #{$macchiato-subtext1};\n --color-box-shadow-rgb: #{color.scale($macchiato-crust, $lightness: 10%)};\n --color-box-shadow: #{color.scale($macchiato-crust, $lightness: 15%)};\n --color-border: #{$macchiato-crust};\n --color-border-dark: #{color.scale($macchiato-crust, $lightness: 5%)};\n --color-border-maxcontrast: #{color.scale($macchiato-crust, $lightness: -10%)};\n \n \n --color-primary: #{$macchiato-maroon};\n --color-primary-default: #{$macchiato-maroon};\n --color-primary-text: #{$macchiato-crust};\n --color-primary-hover: #{color.scale($macchiato-maroon, $lightness: -5%)};\n \n --color-primary-light: #{$macchiato-green};\n --color-primary-light-text: #{$macchiato-crust};\n --color-primary-light-hover: #{color.scale($macchiato-green, $lightness: -5%)};\n \n --color-primary-element: #{$macchiato-maroon};\n --color-primary-element-hover: #{color.scale($macchiato-maroon, $lightness: -5%)};\n --color-primary-element-text: #{$macchiato-crust};\n --color-primary-element-text-dark: #{$macchiato-mantle};\n \n --color-primary-element-light: #{$macchiato-blue};\n --color-primary-element-light-hover: #{color.scale($macchiato-blue, $lightness: -5%)};\n --color-primary-element-light-text: #{$macchiato-crust};\n --gradient-primary-background: linear-gradient(40deg, var(--color-primary) 0%, var(--color-primary-hover) 100%);\n \n //Unchanged\n --font-face: system-ui, -apple-system, \"Segoe UI\", Roboto, Oxygen-Sans, Cantarell, Ubuntu, \"Helvetica Neue\", \"Noto Sans\", \"Liberation Sans\", Arial, sans-serif, \"Apple Color Emoji\", \"Segoe UI Emoji\", \"Segoe UI Symbol\", \"Noto Color Emoji\";\n --default-font-size: 15px;\n --animation-quick: 100ms;\n --animation-slow: 300ms;\n --border-radius: 3px;\n --border-radius-large: 10px;\n --border-radius-rounded: 28px;\n --border-radius-pill: 100px;\n --default-clickable-area: 44px;\n --default-line-height: 24px;\n --default-grid-baseline: 4px;\n --header-height: 50px;\n --navigation-width: 300px;\n --sidebar-min-width: 300px;\n --sidebar-max-width: 500px;\n --list-min-width: 200px;\n --list-max-width: 300px;\n --header-menu-item-height: 44px;\n --header-menu-profile-item-height: 66px;\n --breakpoint-mobile: 1024px;\n --background-invert-if-dark: invert(100%);\n --background-invert-if-bright: no;\n --background-image-invert-if-bright: no;\n --primary-invert-if-bright: no;\n --primary-invert-if-dark: invert(100%);\n }\n \n /*Theme selection hide old description*/\n .theming__preview .checkbox-radio-switch__text,\n .theming__preview--light h3, .theming__preview--light p,\n .theming__preview--dark h3, .theming__preview--dark p,\n .theming__preview--light-highcontrast h3, .theming__preview--light-highcontrast p,\n .theming__preview--dark-highcontrast h3, .theming__preview--dark-highcontrast p {\n visibility: hidden;\n }\n \n //Replace old radio btn. lable\n .theming__preview .checkbox-radio-switch__text::before {\n visibility: visible;\n content: \"Enable this theme\";\n }\n \n //Show new theme description\n .theming__preview--light h3::before {\n content: \"Latte theme\";\n visibility: visible;\n }\n .theming__preview--light p::before {\n content: \"The catppuccino light theme\";\n visibility: visible;\n }\n .theming__preview--light .theming__preview-image,\n .theming__preview--dark .theming__preview-image,\n .theming__preview--light-highcontrast .theming__preview-image,\n .theming__preview--dark-highcontrast .theming__preview-image {\n //background-image: TODO; !important;\n display: none;\n }\n \n //Show new theme description\n .theming__preview--dark h3::before {\n content: \"Frappe Theme\";\n visibility: visible;\n }\n .theming__preview--dark p::before {\n content: \"The milde and cozy catppuccino dark theme\";\n visibility: visible;\n }\n \n //Show new theme description\n .theming__preview--light-highcontrast h3::before {\n content: \"Macchiato Theme\";\n visibility: visible;\n }\n .theming__preview--light-highcontrast p::before {\n content: \"Catpuccinos perfect mix between Mocha and Frappe\";\n visibility: visible;\n }\n \n //Show new theme description\n .theming__preview--dark-highcontrast h3::before {\n content: \"Mocha Theme\";\n visibility: visible;\n }\n .theming__preview--dark-highcontrast p::before {\n content: \"Catppuccinos dark theme withe bright colors\";\n visibility: visible;\n }\n \n \n /*Setting left nav Pannel to be transparent without blur*/\n .app-navigation {\n background-color: var(--color-main-background) !important;\n backdrop-filter: None !important;\n }\n \n /*Setting markdown editor link color to primary light*/\n .paragraph-content a {\n color: var(--color-primary-element-light) !important; \n }\n \n /*Fixing Dashboards toggel item widget visibility (e.g. weather)*/\n .action-item__menutoggle{\n background-color: var(--color-primary-element-light) !important;\n }\n /*Fixing Dashboard Welcome msg visibility*/\n .app-dashboard h2:nth-child(1) {\n color: var(--color-main-text) !important;\n }\n \n /*Fixing Mail sidebar 1 text visibility when selected*/\n .app-navigation-entry.active a{\n color: var(--color-primary-element-text) !important;\n }\n /*Fixing Mail sidebar 2 text visibility when selected*/\n .list-item__wrapper.list-item__wrapper--active .list-item-content__main span,\n .list-item__wrapper.list-item__wrapper--active .list-item-content__main span .envelope__preview-text{\n color: var(--color-primary-element-text) !important;\n }\n \n /*Fixing visibility of left header label and right header icons*/\n .header-right .header-menu button,\n .headeu-main li .app-menu-entry--label{\n color: var(--color-main-text) !important;\n }\n r-right .header-menu .unified-search__button[data-v-3883344d],\n .app-men\n ```\n \n ---\n \n ```\n /*Fixing share link folder icon*/\n .files-public-content .thumbnail\n {\n filter: brightness(0) saturate(100%) invert(93%) sepia(17%) saturate(7243%) hue-rotate(295deg) brightness(97%) contrast(89%);\n }\n \n .files-public-content .files-fileList .date {\n color: var(--color-main-text) !important;\n }\n ```",536870921]],["^15",[3789,"^17",1761642514809,536870921]],["^15",[3789,"^Z","pages/Server___Nextcloud Notes.md",536870921]],["^15",[3790,"^K",1761642514807,536870921]],["^15",[3790,"^[",3789,536870921]],["^15",[3790,"^@",false,536870921]],["^15",[3790,"^Y","server/nextcloud notes",536870921]],["^15",[3790,"^A",3698,536870921]],["^15",[3790,"^11","Server/Nextcloud Notes",536870921]],["^15",[3790,"^B",1761642514807,536870921]],["^15",[3790,"^;","~u69008812-1582-422b-963d-0c4321c63b50",536870921]],["^15",[3791,"^K",1761642514808,536870921]],["^15",[3791,"^@",false,536870921]],["^15",[3791,"^Y","onlyoffice",536870921]],["^15",[3791,"^11","Onlyoffice",536870921]],["^15",[3791,"^B",1761642514808,536870921]],["^15",[3791,"^;","~u69008812-673c-4a95-929f-1cd389676ea6",536870921]],["^15",[3792,"^K",1761642514808,536870921]],["^15",[3792,"^@",false,536870921]],["^15",[3792,"^Y","nextcloud",536870921]],["^15",[3792,"^11","Nextcloud",536870921]],["^15",[3792,"^B",1761642514808,536870921]],["^15",[3792,"^;","~u69008812-fe79-4ab7-9e6e-50e16b9f96f9",536870921]],["^15",[3793,"^Q","**Notes:**\nbackground-color:: red",536870921]],["^15",[3793,"^O","^1@",536870921]],["^15",[3793,"^F",3803,536870921]],["^15",[3793,"^X",3790,536870921]],["^15",[3793,"^V",3814,536870921]],["^15",[3793,"^U",3790,536870921]],["^15",[3793,"^?",["^ ","^39","red"],536870921]],["^15",[3793,"^J",["^39"],536870921]],["^15",[3793,"^4",["^ ","^39","red"],536870921]],["^15",[3793,"^;","~u69008812-8870-4190-9062-f8c67f84ac05",536870921]],["^15",[3794,"^Q","To set memory allowed memory size",536870921]],["^15",[3794,"^O","^1@",536870921]],["^15",[3794,"^F",3802,536870921]],["^15",[3794,"^X",3790,536870921]],["^15",[3794,"^V",3802,536870921]],["^15",[3794,"^U",3790,536870921]],["^15",[3794,"^;","~u69008812-9b07-4c6a-888b-2d7f937df3c9",536870921]],["^15",[3795,"^Q","from https://help.nextcloud.com/t/nextcloud-docker-compose-with-ffmpeg-example/143964/2###",536870921]],["^15",[3795,"^O","^1@",536870921]],["^15",[3795,"^F",3798,536870921]],["^15",[3795,"^X",3790,536870921]],["^15",[3795,"^V",3809,536870921]],["^15",[3795,"^U",3790,536870921]],["^15",[3795,"^;","~u69008812-956c-4c15-82b3-67b379785eda",536870921]],["^15",[3796,"^Q","On crash a explicit restart on Server side of the Service may be required",536870921]],["^15",[3796,"^O","^1@",536870921]],["^15",[3796,"^F",3812,536870921]],["^15",[3796,"^X",3790,536870921]],["^15",[3796,"^V",3812,536870921]],["^15",[3796,"^U",3790,536870921]],["^15",[3796,"^;","~u69008812-e19a-4967-9b93-b036b7a6dbe1",536870921]],["^15",[3797,"^Q","You get a \" 404 Not Found\". Editing docs from onlyoffice still works. This change will survive updates if you keep the same ds-docservice.conf. I don’t use docker but this file is never touched during “apt” upgrades.",536870921]],["^15",[3797,"^O","^1@",536870921]],["^15",[3797,"^F",3806,536870921]],["^15",[3797,"^X",3790,536870921]],["^15",[3797,"^V",3821,536870921]],["^15",[3797,"^U",3790,536870921]],["^15",[3797,"^;","~u69008812-423d-4490-b682-c3033fefe5e4",536870921]],["^15",[3798,"^Q","apt update && apt -y install ffmpeg",536870921]],["^15",[3798,"^O","^1@",536870921]],["^15",[3798,"^F",3809,536870921]],["^15",[3798,"^X",3790,536870921]],["^15",[3798,"^V",3809,536870921]],["^15",[3798,"^U",3790,536870921]],["^15",[3798,"^;","~u69008812-3bac-4c7e-a201-0d57537ba204",536870921]],["^15",[3799,"^Q","### Crontabs",536870921]],["^15",[3799,"^O","^1@",536870921]],["^15",[3799,"^F",3802,536870921]],["^15",[3799,"^X",3790,536870921]],["^15",[3799,"^V",3790,536870921]],["^15",[3799,"^U",3790,536870921]],["^15",[3799,"^?",["^ ","^37",3],536870921]],["^15",[3799,"^J",[],536870921]],["^15",[3799,"^;","~u69008812-4b98-4313-9746-d8625a264872",536870921]],["^15",[3800,"^Q","**Summery**:\nbackground-color:: blue",536870921]],["^15",[3800,"^O","^1@",536870921]],["^15",[3800,"^F",3810,536870921]],["^15",[3800,"^X",3790,536870921]],["^15",[3800,"^V",3814,536870921]],["^15",[3800,"^U",3790,536870921]],["^15",[3800,"^?",["^ ","^39","blue"],536870921]],["^15",[3800,"^J",["^39"],536870921]],["^15",[3800,"^4",["^ ","^39","blue"],536870921]],["^15",[3800,"^;","~u69008812-b316-46d4-b4ec-ed1eab40bfb4",536870921]],["^15",[3801,"^Q","https://help.nextcloud.com/t/nextcloud-docker-container-best-way-to-run-cron-job/157734/3",536870921]],["^15",[3801,"^O","^1@",536870921]],["^15",[3801,"^F",3815,536870921]],["^15",[3801,"^X",3790,536870921]],["^15",[3801,"^V",3815,536870921]],["^15",[3801,"^U",3790,536870921]],["^15",[3801,"^;","~u69008812-7af3-4be8-8a58-3143059f771b",536870921]],["^15",[3802,"^Q","### Recognizer: php --define memory_limit=2048M",536870921]],["^15",[3802,"^O","^1@",536870921]],["^15",[3802,"^F",3812,536870921]],["^15",[3802,"^X",3790,536870921]],["^15",[3802,"^V",3790,536870921]],["^15",[3802,"^U",3790,536870921]],["^15",[3802,"^?",["^ ","^37",3],536870921]],["^15",[3802,"^J",[],536870921]],["^15",[3802,"^;","~u69008812-9bf9-4132-9e8d-b407e64414e5",536870921]],["^15",[3803,"^Q","Additional References:",536870921]],["^15",[3803,"^O","^1@",536870921]],["^15",[3803,"^F",3808,536870921]],["^15",[3803,"^X",3790,536870921]],["^15",[3803,"^V",3814,536870921]],["^15",[3803,"^U",3790,536870921]],["^15",[3803,"^;","~u69008812-d205-4080-8b04-8b9e9c7ee413",536870921]],["^15",[3804,"^Q","### Custom CSS\n\n```scss\n@use 'sass:color';\n/* Latte Theme */\n$latte-rosewater: rgb(220, 138, 120);\n$latte-flamingo: rgb(221, 120, 120);\n$latte-pink: rgb(234, 118, 203);\n$latte-mauve: rgb(136, 57, 239);\n$latte-red: rgb(210, 15, 57);\n$latte-maroon: rgb(230, 69, 83);\n$latte-peach: rgb(254, 100, 11);\n$latte-yellow: rgb(223, 142, 29);\n$latte-green: rgb(64, 160, 43);\n$latte-teal: rgb(23, 146, 153);\n$latte-sky: rgb(4, 165, 229);\n$latte-sapphire: rgb(32, 159, 181);\n$latte-blue: rgb(30, 102, 245);\n$latte-lavender: rgb(114, 135, 253);\n$latte-text: rgb(76, 79, 105);\n$latte-subtext1: rgb(92, 95, 119);\n$latte-subtext0: rgb(108, 111, 133);\n$latte-overlay2: rgb(124, 127, 147);\n$latte-overlay1: rgb(140, 143, 161);\n$latte-overlay0: rgb(156, 160, 176);\n$latte-surface2: rgb(172, 176, 190);\n$latte-surface1: rgb(188, 192, 204);\n$latte-surface0: rgb(204, 208, 218);\n$latte-base: rgb(239, 241, 245);\n$latte-mantle: rgb(230, 233, 239);\n$latte-crust: rgb(220, 224, 232);\n\n/* Frappe Theme */\n$frappe-rosewater: rgb(242, 213, 207); \n$frappe-flamingo: rgb(238, 190, 190);\n$frappe-pink: rgb(244, 184, 228);\n$frappe-mauve: rgb(202, 158, 230);\n$frappe-red: rgb(231, 130, 132);\n$frappe-maroon: rgb(234, 153, 156);\n$frappe-peach: rgb(239, 159, 118);\n$frappe-yellow: rgb(229, 200, 144);\n$frappe-green: rgb(166, 209, 137);\n$frappe-teal: rgb(129, 200, 190);\n$frappe-sky: rgb(153, 209, 219);\n$frappe-sapphire: rgb(133, 193, 220);\n$frappe-blue: rgb(140, 170, 238);\n$frappe-lavender: rgb(186, 187, 241);\n$frappe-text: rgb(198, 208, 245);\n$frappe-subtext1: rgb(181, 191, 226);\n$frappe-subtext0: rgb(165, 173, 206);\n$frappe-overlay2: rgb(148, 156, 187);\n$frappe-overlay1: rgb(131, 139, 167);\n$frappe-overlay0: rgb(115, 121, 148);\n$frappe-surface2: rgb(98, 104, 128);\n$frappe-surface1: rgb(81, 87, 109);\n$frappe-surface0: rgb(65, 69, 89);\n$frappe-base: rgb(48, 52, 70);\n$frappe-mantle: rgb(41, 44, 60);\n$frappe-crust: rgb(35, 38, 52);\n\n/* Macchiato Theme */\n$macchiato-rosewater: rgb(244, 219, 214);\n$macchiato-flamingo: rgb(240, 198, 198);\n$macchiato-pink: rgb(245, 189, 230);\n$macchiato-mauve: rgb(198, 160, 246);\n$macchiato-red: rgb(237, 135, 150);\n$macchiato-maroon: rgb(238, 153, 160);\n$macchiato-peach: rgb(245, 169, 127);\n$macchiato-yellow: rgb(238, 212, 159);\n$macchiato-green: rgb(166, 218, 149);\n$macchiato-teal: rgb(139, 213, 202);\n$macchiato-sky: rgb(145, 215, 227);\n$macchiato-sapphire: rgb(125, 196, 228);\n$macchiato-blue: rgb(138, 173, 244);\n$macchiato-lavender: rgb(183, 189, 248);\n$macchiato-text: rgb(202, 211, 245);\n$macchiato-subtext1: rgb(184, 192, 224);\n$macchiato-subtext0: rgb(165, 173, 203);\n$macchiato-overlay2: rgb(147, 154, 183);\n$macchiato-overlay1: rgb(128, 135, 162);\n$macchiato-overlay0: rgb(110, 115, 141);\n$macchiato-surface2: rgb(91, 96, 120);\n$macchiato-surface1: rgb(73, 77, 100);\n$macchiato-surface0: rgb(54, 58, 79);\n$macchiato-base: rgb(36, 39, 58);\n$macchiato-mantle: rgb(30, 32, 48);\n$macchiato-crust: rgb(24, 25, 38);\n\n/* Mocha Theme */\n$mocha-rosewater: rgb(245, 224, 220);\n$mocha-flamingo: rgb(242, 205, 205);\n$mocha-pink: rgb(245, 194, 231);\n$mocha-mauve: rgb(203, 166, 247);\n$mocha-red: rgb(243, 139, 168);\n$mocha-maroon: rgb(235, 160, 172);\n$mocha-peach: rgb(250, 179, 135);\n$mocha-yellow: rgb(249, 226, 175);\n$mocha-green: rgb(166, 227, 161);\n$mocha-teal: rgb(148, 226, 213);\n$mocha-sky: rgb(137, 220, 235);\n$mocha-sapphire: rgb(116, 199, 236);\n$mocha-blue: rgb(137, 180, 250);\n$mocha-lavender: rgb(180, 190, 254);\n$mocha-text: rgb(205, 214, 244);\n$mocha-subtext1: rgb(186, 194, 222);\n$mocha-subtext0: rgb(166, 173, 200);\n$mocha-overlay2: rgb(147, 153, 178);\n$mocha-overlay1: rgb(127, 132, 156);\n$mocha-overlay0: rgb(108, 112, 134);\n$mocha-surface2: rgb(88, 91, 112);\n$mocha-surface1: rgb(69, 71, 90);\n$mocha-surface0: rgb(49, 50, 68);\n$mocha-base: rgb(30, 30, 46);\n$mocha-mantle: rgb(24, 24, 37);\n$mocha-crust: rgb(17, 17, 27);\n\n\n[data-theme-light] {\n//+0.05,\n --color-main-background: #{rgba($latte-base, 0.93)} ;\n --color-main-background-rgb: #{$latte-base};\n --color-main-background-translucent: #{rgba($latte-base, .97)};\n --color-main-background-blur: #{rgba($latte-base, .8)};\n --filter-background-blur: #{blur(25px)};\n --gradient-main-background: var(--color-main-background) 0%, var(--color-main-background-translucent) 85%, transparent 100%;\n --color-background-hover: #{$latte-surface1};\n --color-background-dark: #{color.scale($latte-surface0, $lightness: 5%)};\n --color-background-darker: #{$latte-surface0};\n --color-placeholder-light: #{color.scale($latte-surface2, $lightness: 5%)};\n --color-placeholder-dark: #{$latte-surface2};\n --color-main-text: #{$latte-text};\n --color-text-maxcontrast: #{$latte-subtext1};\n --color-text-maxcontrast-default: #{color.scale($latte-subtext0, $lightness: 5%)};\n --color-text-maxcontrast-background-blur: #{$latte-subtext0};\n --color-text-light: #{var(--color-main-text)};\n --color-text-lighter: #{var(--color-text-maxcontrast)};\n --color-scrollbar: #{$latte-mauve};\n --color-error: #{$latte-red};\n --color-error-rgb: #{$latte-red};\n --color-error-hover: #{color.scale($latte-red, $lightness: 5%)};\n --color-error-text: #{color.scale($latte-red, $lightness: -10%)};\n --color-warning: #{$latte-peach};\n --color-warning-rgb: #{$latte-peach};\n --color-warning-hover: #{color.scale($latte-peach, $lightness: 5%)};\n --color-warning-text: #{color.scale($latte-peach, $lightness: -10%)};\n --color-success: #{$latte-green};\n --color-success-rgb: #{$latte-green};\n --color-success-hover: #{color.scale($latte-green, $lightness: 5%)};\n --color-success-text: #{color.scale($latte-green, $lightness: -10%)};\n --color-info: #{$latte-blue};\n --color-info-rgb: #{$latte-blue};\n --color-info-hover: #{color.scale($latte-blue, $lightness: 5%)};\n --color-info-text: #{color.scale($latte-blue, $lightness: -10%)};\n --color-loading-light: #{$latte-overlay0};\n --color-loading-dark: #{$latte-subtext1};\n --color-box-shadow-rgb: #{color.scale($latte-crust, $lightness: 10%)};\n --color-box-shadow: #{color.scale($latte-crust, $lightness: 15%)};\n --color-border: #{$latte-crust};\n --color-border-dark: #{color.scale($latte-crust, $lightness: 5%)};\n --color-border-maxcontrast: #{color.scale($latte-crust, $lightness: -10%)};\n\n\n --color-primary: #{$latte-maroon};\n --color-primary-default: #{$latte-maroon};\n --color-primary-text: #{$latte-crust};\n --color-primary-hover: #{color.scale($latte-maroon, $lightness: -5%)};\n \n --color-primary-light: #{$latte-green};\n --color-primary-light-text: #{$latte-crust};\n --color-primary-light-hover: #{color.scale($latte-green, $lightness: -5%)};\n \n --color-primary-element: #{$latte-maroon};\n --color-primary-element-hover: #{color.scale($latte-maroon, $lightness: -5%)};\n --color-primary-element-text: #{$latte-crust};\n --color-primary-element-text-dark: #{$latte-mantle};\n \n --color-primary-element-light: #{$latte-blue};\n --color-primary-element-light-hover: #{color.scale($latte-blue, $lightness: -5%)};\n --color-primary-element-light-text: #{$latte-crust};\n --gradient-primary-background: linear-gradient(40deg, var(--color-primary) 0%, var(--color-primary-hover) 100%);\n \n //Unchanged\n --font-face: system-ui, -apple-system, \"Segoe UI\", Roboto, Oxygen-Sans, Cantarell, Ubuntu, \"Helvetica Neue\", \"Noto Sans\", \"Liberation Sans\", Arial, sans-serif, \"Apple Color Emoji\", \"Segoe UI Emoji\", \"Segoe UI Symbol\", \"Noto Color Emoji\";\n --default-font-size: 15px;\n --animation-quick: 100ms;\n --animation-slow: 300ms;\n --border-radius: 3px;\n --border-radius-large: 10px;\n --border-radius-rounded: 28px;\n --border-radius-pill: 100px;\n --default-clickable-area: 44px;\n --default-line-height: 24px;\n --default-grid-baseline: 4px;\n --header-height: 50px;\n --navigation-width: 300px;\n --sidebar-min-width: 300px;\n --sidebar-max-width: 500px;\n --list-min-width: 200px;\n --list-max-width: 300px;\n --header-menu-item-height: 44px;\n --header-menu-profile-item-height: 66px;\n --breakpoint-mobile: 1024px;\n --background-invert-if-dark: invert(100%);\n --background-invert-if-bright: no;\n --background-image-invert-if-bright: no;\n --primary-invert-if-bright: no;\n --primary-invert-if-dark: invert(100%);\n}\n[data-theme-dark] {\n//+0.05,\n --color-main-background: #{rgba($frappe-base, 0.93)} ;\n --color-main-background-rgb: #{$frappe-base};\n --color-main-background-translucent: #{rgba($frappe-base, .97)};\n --color-main-background-blur: #{rgba($frappe-base, .8)};\n --filter-background-blur: #{blur(25px)};\n --gradient-main-background: var(--color-main-background) 0%, var(--color-main-background-translucent) 85%, transparent 100%;\n --color-background-hover: #{$frappe-surface1};\n --color-background-dark: #{color.scale($frappe-surface0, $lightness: 5%)};\n --color-background-darker: #{$frappe-surface0};\n --color-placeholder-light: #{color.scale($frappe-surface2, $lightness: 5%)};\n --color-placeholder-dark: #{$frappe-surface2};\n --color-main-text: #{$frappe-text};\n --color-text-maxcontrast: #{$frappe-subtext1};\n --color-text-maxcontrast-default: #{color.scale($frappe-subtext0, $lightness: 5%)};\n --color-text-maxcontrast-background-blur: #{$frappe-subtext0};\n --color-text-light: #{var(--color-main-text)};\n --color-text-lighter: #{var(--color-text-maxcontrast)};\n --color-scrollbar: #{$frappe-mauve};\n --color-error: #{$frappe-red};\n --color-error-rgb: #{$frappe-red};\n --color-error-hover: #{color.scale($frappe-red, $lightness: 5%)};\n --color-error-text: #{color.scale($frappe-red, $lightness: -10%)};\n --color-warning: #{$frappe-peach};\n --color-warning-rgb: #{$frappe-peach};\n --color-warning-hover: #{color.scale($frappe-peach, $lightness: 5%)};\n --color-warning-text: #{color.scale($frappe-peach, $lightness: -10%)};\n --color-success: #{$frappe-green};\n --color-success-rgb: #{$frappe-green};\n --color-success-hover: #{color.scale($frappe-green, $lightness: 5%)};\n --color-success-text: #{color.scale($frappe-green, $lightness: -10%)};\n --color-info: #{$frappe-blue};\n --color-info-rgb: #{$frappe-blue};\n --color-info-hover: #{color.scale($frappe-blue, $lightness: 5%)};\n --color-info-text: #{color.scale($frappe-blue, $lightness: -10%)};\n --color-loading-light: #{$frappe-overlay0};\n --color-loading-dark: #{$frappe-subtext1};\n --color-box-shadow-rgb: #{color.scale($frappe-crust, $lightness: 10%)};\n --color-box-shadow: #{color.scale($frappe-crust, $lightness: 15%)};\n --color-border: #{$frappe-crust};\n --color-border-dark: #{color.scale($frappe-crust, $lightness: 5%)};\n --color-border-maxcontrast: #{color.scale($frappe-crust, $lightness: -10%)};\n\n\n --color-primary: #{$frappe-maroon};\n --color-primary-default: #{$frappe-maroon};\n --color-primary-text: #{$frappe-crust};\n --color-primary-hover: #{color.scale($frappe-maroon, $lightness: -5%)};\n\n --color-primary-light: #{$frappe-green};\n --color-primary-light-text: #{$frappe-crust};\n --color-primary-light-hover: #{color.scale($frappe-green, $lightness: -5%)};\n\n --color-primary-element: #{$frappe-maroon};\n --color-primary-element-hover: #{color.scale($frappe-maroon, $lightness: -5%)};\n --color-primary-element-text: #{$frappe-crust};\n --color-primary-element-text-dark: #{$frappe-mantle};\n\n --color-primary-element-light: #{$frappe-blue};\n --color-primary-element-light-hover: #{color.scale($frappe-blue, $lightness: -5%)};\n --color-primary-element-light-text: #{$frappe-crust};\n --gradient-primary-background: linear-gradient(40deg, var(--color-primary) 0%, var(--color-primary-hover) 100%);\n \n //Unchanged\n --font-face: system-ui, -apple-system, \"Segoe UI\", Roboto, Oxygen-Sans, Cantarell, Ubuntu, \"Helvetica Neue\", \"Noto Sans\", \"Liberation Sans\", Arial, sans-serif, \"Apple Color Emoji\", \"Segoe UI Emoji\", \"Segoe UI Symbol\", \"Noto Color Emoji\";\n --default-font-size: 15px;\n --animation-quick: 100ms;\n --animation-slow: 300ms;\n --border-radius: 3px;\n --border-radius-large: 10px;\n --border-radius-rounded: 28px;\n --border-radius-pill: 100px;\n --default-clickable-area: 44px;\n --default-line-height: 24px;\n --default-grid-baseline: 4px;\n --header-height: 50px;\n --navigation-width: 300px;\n --sidebar-min-width: 300px;\n --sidebar-max-width: 500px;\n --list-min-width: 200px;\n --list-max-width: 300px;\n --header-menu-item-height: 44px;\n --header-menu-profile-item-height: 66px;\n --breakpoint-mobile: 1024px;\n --background-invert-if-dark: invert(100%);\n --background-invert-if-bright: no;\n --background-image-invert-if-bright: no;\n --primary-invert-if-bright: no;\n --primary-invert-if-dark: invert(100%);\n}\n[data-theme-dark-highcontrast] {\n//+0.05,\n --color-main-background: #{rgba($mocha-base, 0.93)} ;\n --color-main-background-rgb: #{$mocha-base};\n --color-main-background-translucent: #{rgba($mocha-base, .97)};\n --color-main-background-blur: #{rgba($mocha-base, .8)};\n --filter-background-blur: #{blur(25px)};\n --gradient-main-background: var(--color-main-background) 0%, var(--color-main-background-translucent) 85%, transparent 100%;\n --color-background-hover: #{$mocha-surface1};\n --color-background-dark: #{color.scale($mocha-surface0, $lightness: 5%)};\n --color-background-darker: #{$mocha-surface0};\n --color-placeholder-light: #{color.scale($mocha-surface2, $lightness: 5%)};\n --color-placeholder-dark: #{$mocha-surface2};\n --color-main-text: #{$mocha-text};\n --color-text-maxcontrast: #{$mocha-subtext1};\n --color-text-maxcontrast-default: #{color.scale($mocha-subtext0, $lightness: 5%)};\n --color-text-maxcontrast-background-blur: #{$mocha-subtext0};\n --color-text-light: #{var(--color-main-text)};\n --color-text-lighter: #{var(--color-text-maxcontrast)};\n --color-scrollbar: #{$mocha-mauve};\n --color-error: #{$mocha-red};\n --color-error-rgb: #{$mocha-red};\n --color-error-hover: #{color.scale($mocha-red, $lightness: 5%)};\n --color-error-text: #{color.scale($mocha-red, $lightness: -10%)};\n --color-warning: #{$mocha-peach};\n --color-warning-rgb: #{$mocha-peach};\n --color-warning-hover: #{color.scale($mocha-peach, $lightness: 5%)};\n --color-warning-text: #{color.scale($mocha-peach, $lightness: -10%)};\n --color-success: #{$mocha-green};\n --color-success-rgb: #{$mocha-green};\n --color-success-hover: #{color.scale($mocha-green, $lightness: 5%)};\n --color-success-text: #{color.scale($mocha-green, $lightness: -10%)};\n --color-info: #{$mocha-blue};\n --color-info-rgb: #{$mocha-blue};\n --color-info-hover: #{color.scale($mocha-blue, $lightness: 5%)};\n --color-info-text: #{color.scale($mocha-blue, $lightness: -10%)};\n --color-loading-light: #{$mocha-overlay0};\n --color-loading-dark: #{$mocha-subtext1};\n --color-box-shadow-rgb: #{color.scale($mocha-crust, $lightness: 10%)};\n --color-box-shadow: #{color.scale($mocha-crust, $lightness: 15%)};\n --color-border: #{$mocha-crust};\n --color-border-dark: #{color.scale($mocha-crust, $lightness: 5%)};\n --color-border-maxcontrast: #{color.scale($mocha-crust, $lightness: -10%)};\n\n\n --color-primary: #{$mocha-maroon};\n --color-primary-default: #{$mocha-maroon};\n --color-primary-text: #{$mocha-crust};\n --color-primary-hover: #{color.scale($mocha-maroon, $lightness: -5%)};\n \n --color-primary-light: #{$mocha-green};\n --color-primary-light-text: #{$mocha-crust};\n --color-primary-light-hover: #{color.scale($mocha-green, $lightness: -5%)};\n \n --color-primary-element: #{$mocha-maroon};\n --color-primary-element-hover: #{color.scale($mocha-maroon, $lightness: -5%)};\n --color-primary-element-text: #{$mocha-crust};\n --color-primary-element-text-dark: #{$mocha-mantle};\n \n --color-primary-element-light: #{$mocha-blue};\n --color-primary-element-light-hover: #{color.scale($mocha-blue, $lightness: -5%)};\n --color-primary-element-light-text: #{$mocha-crust};\n --gradient-primary-background: linear-gradient(40deg, var(--color-primary) 0%, var(--color-primary-hover) 100%);\n \n //Unchanged\n --font-face: system-ui, -apple-system, \"Segoe UI\", Roboto, Oxygen-Sans, Cantarell, Ubuntu, \"Helvetica Neue\", \"Noto Sans\", \"Liberation Sans\", Arial, sans-serif, \"Apple Color Emoji\", \"Segoe UI Emoji\", \"Segoe UI Symbol\", \"Noto Color Emoji\";\n --default-font-size: 15px;\n --animation-quick: 100ms;\n --animation-slow: 300ms;\n --border-radius: 3px;\n --border-radius-large: 10px;\n --border-radius-rounded: 28px;\n --border-radius-pill: 100px;\n --default-clickable-area: 44px;\n --default-line-height: 24px;\n --default-grid-baseline: 4px;\n --header-height: 50px;\n --navigation-width: 300px;\n --sidebar-min-width: 300px;\n --sidebar-max-width: 500px;\n --list-min-width: 200px;\n --list-max-width: 300px;\n --header-menu-item-height: 44px;\n --header-menu-profile-item-height: 66px;\n --breakpoint-mobile: 1024px;\n --background-invert-if-dark: invert(100%);\n --background-invert-if-bright: no;\n --background-image-invert-if-bright: no;\n --primary-invert-if-bright: no;\n --primary-invert-if-dark: invert(100%);\n}\n[data-theme-light-highcontrast] {\n//+0.05,\n --color-main-background: #{rgba($macchiato-base, 0.93)} ;\n --color-main-background-rgb: #{$macchiato-base};\n --color-main-background-translucent: #{rgba($macchiato-base, .97)};\n --color-main-background-blur: #{rgba($macchiato-base, .8)};\n --filter-background-blur: #{blur(25px)};\n --gradient-main-background: var(--color-main-background) 0%, var(--color-main-background-translucent) 85%, transparent 100%;\n --color-background-hover: #{$macchiato-surface1};\n --color-background-dark: #{color.scale($macchiato-surface0, $lightness: 5%)};\n --color-background-darker: #{$macchiato-surface0};\n --color-placeholder-light: #{color.scale($macchiato-surface2, $lightness: 5%)};\n --color-placeholder-dark: #{$macchiato-surface2};\n --color-main-text: #{$macchiato-text};\n --color-text-maxcontrast: #{$macchiato-subtext1};\n --color-text-maxcontrast-default: #{color.scale($macchiato-subtext0, $lightness: 5%)};\n --color-text-maxcontrast-background-blur: #{$macchiato-subtext0};\n --color-text-light: #{var(--color-main-text)};\n --color-text-lighter: #{var(--color-text-maxcontrast)};\n --color-scrollbar: #{$macchiato-mauve};\n --color-error: #{$macchiato-red};\n --color-error-rgb: #{$macchiato-red};\n --color-error-hover: #{color.scale($macchiato-red, $lightness: 5%)};\n --color-error-text: #{color.scale($macchiato-red, $lightness: -10%)};\n --color-warning: #{$macchiato-peach};\n --color-warning-rgb: #{$macchiato-peach};\n --color-warning-hover: #{color.scale($macchiato-peach, $lightness: 5%)};\n --color-warning-text: #{color.scale($macchiato-peach, $lightness: -10%)};\n --color-success: #{$macchiato-green};\n --color-success-rgb: #{$macchiato-green};\n --color-success-hover: #{color.scale($macchiato-green, $lightness: 5%)};\n --color-success-text: #{color.scale($macchiato-green, $lightness: -10%)};\n --color-info: #{$macchiato-blue};\n --color-info-rgb: #{$macchiato-blue};\n --color-info-hover: #{color.scale($macchiato-blue, $lightness: 5%)};\n --color-info-text: #{color.scale($macchiato-blue, $lightness: -10%)};\n --color-loading-light: #{$macchiato-overlay0};\n --color-loading-dark: #{$macchiato-subtext1};\n --color-box-shadow-rgb: #{color.scale($macchiato-crust, $lightness: 10%)};\n --color-box-shadow: #{color.scale($macchiato-crust, $lightness: 15%)};\n --color-border: #{$macchiato-crust};\n --color-border-dark: #{color.scale($macchiato-crust, $lightness: 5%)};\n --color-border-maxcontrast: #{color.scale($macchiato-crust, $lightness: -10%)};\n\n\n --color-primary: #{$macchiato-maroon};\n --color-primary-default: #{$macchiato-maroon};\n --color-primary-text: #{$macchiato-crust};\n --color-primary-hover: #{color.scale($macchiato-maroon, $lightness: -5%)};\n \n --color-primary-light: #{$macchiato-green};\n --color-primary-light-text: #{$macchiato-crust};\n --color-primary-light-hover: #{color.scale($macchiato-green, $lightness: -5%)};\n \n --color-primary-element: #{$macchiato-maroon};\n --color-primary-element-hover: #{color.scale($macchiato-maroon, $lightness: -5%)};\n --color-primary-element-text: #{$macchiato-crust};\n --color-primary-element-text-dark: #{$macchiato-mantle};\n \n --color-primary-element-light: #{$macchiato-blue};\n --color-primary-element-light-hover: #{color.scale($macchiato-blue, $lightness: -5%)};\n --color-primary-element-light-text: #{$macchiato-crust};\n --gradient-primary-background: linear-gradient(40deg, var(--color-primary) 0%, var(--color-primary-hover) 100%);\n \n //Unchanged\n --font-face: system-ui, -apple-system, \"Segoe UI\", Roboto, Oxygen-Sans, Cantarell, Ubuntu, \"Helvetica Neue\", \"Noto Sans\", \"Liberation Sans\", Arial, sans-serif, \"Apple Color Emoji\", \"Segoe UI Emoji\", \"Segoe UI Symbol\", \"Noto Color Emoji\";\n --default-font-size: 15px;\n --animation-quick: 100ms;\n --animation-slow: 300ms;\n --border-radius: 3px;\n --border-radius-large: 10px;\n --border-radius-rounded: 28px;\n --border-radius-pill: 100px;\n --default-clickable-area: 44px;\n --default-line-height: 24px;\n --default-grid-baseline: 4px;\n --header-height: 50px;\n --navigation-width: 300px;\n --sidebar-min-width: 300px;\n --sidebar-max-width: 500px;\n --list-min-width: 200px;\n --list-max-width: 300px;\n --header-menu-item-height: 44px;\n --header-menu-profile-item-height: 66px;\n --breakpoint-mobile: 1024px;\n --background-invert-if-dark: invert(100%);\n --background-invert-if-bright: no;\n --background-image-invert-if-bright: no;\n --primary-invert-if-bright: no;\n --primary-invert-if-dark: invert(100%);\n}\n\n/*Theme selection hide old description*/\n.theming__preview .checkbox-radio-switch__text,\n.theming__preview--light h3, .theming__preview--light p,\n.theming__preview--dark h3, .theming__preview--dark p,\n.theming__preview--light-highcontrast h3, .theming__preview--light-highcontrast p,\n.theming__preview--dark-highcontrast h3, .theming__preview--dark-highcontrast p {\nvisibility: hidden;\n}\n\n//Replace old radio btn. lable\n.theming__preview .checkbox-radio-switch__text::before {\nvisibility: visible;\ncontent: \"Enable this theme\";\n}\n\n//Show new theme description\n.theming__preview--light h3::before {\ncontent: \"Latte theme\";\nvisibility: visible;\n}\n.theming__preview--light p::before {\ncontent: \"The catppuccino light theme\";\nvisibility: visible;\n}\n.theming__preview--light .theming__preview-image,\n.theming__preview--dark .theming__preview-image,\n.theming__preview--light-highcontrast .theming__preview-image,\n.theming__preview--dark-highcontrast .theming__preview-image {\n//background-image: TODO; !important;\ndisplay: none;\n}\n\n//Show new theme description\n.theming__preview--dark h3::before {\ncontent: \"Frappe Theme\";\nvisibility: visible;\n}\n.theming__preview--dark p::before {\ncontent: \"The milde and cozy catppuccino dark theme\";\nvisibility: visible;\n}\n\n//Show new theme description\n.theming__preview--light-highcontrast h3::before {\ncontent: \"Macchiato Theme\";\nvisibility: visible;\n}\n.theming__preview--light-highcontrast p::before {\ncontent: \"Catpuccinos perfect mix between Mocha and Frappe\";\nvisibility: visible;\n}\n\n//Show new theme description\n.theming__preview--dark-highcontrast h3::before {\ncontent: \"Mocha Theme\";\nvisibility: visible;\n}\n.theming__preview--dark-highcontrast p::before {\ncontent: \"Catppuccinos dark theme withe bright colors\";\nvisibility: visible;\n}\n\n\n/*Setting left nav Pannel to be transparent without blur*/\n.app-navigation {\nbackground-color: var(--color-main-background) !important;\nbackdrop-filter: None !important;\n}\n\n/*Setting markdown editor link color to primary light*/\n.paragraph-content a {\ncolor: var(--color-primary-element-light) !important; \n}\n\n/*Fixing Dashboards toggel item widget visibility (e.g. weather)*/\n.action-item__menutoggle{\nbackground-color: var(--color-primary-element-light) !important;\n}\n/*Fixing Dashboard Welcome msg visibility*/\n.app-dashboard h2:nth-child(1) {\ncolor: var(--color-main-text) !important;\n}\n\n/*Fixing Mail sidebar 1 text visibility when selected*/\n.app-navigation-entry.active a{\ncolor: var(--color-primary-element-text) !important;\n}\n/*Fixing Mail sidebar 2 text visibility when selected*/\n.list-item__wrapper.list-item__wrapper--active .list-item-content__main span,\n.list-item__wrapper.list-item__wrapper--active .list-item-content__main span .envelope__preview-text{\ncolor: var(--color-primary-element-text) !important;\n}\n\n/*Fixing visibility of left header label and right header icons*/\n.header-right .header-menu button,\n.headeu-main li .app-menu-entry--label{\ncolor: var(--color-main-text) !important;\n}\nr-right .header-menu .unified-search__button[data-v-3883344d],\n.app-men\n```\n\n---\n\n```\n/*Fixing share link folder icon*/\n.files-public-content .thumbnail\n{\n filter: brightness(0) saturate(100%) invert(93%) sepia(17%) saturate(7243%) hue-rotate(295deg) brightness(97%) contrast(89%);\n}\n\n.files-public-content .files-fileList .date {\ncolor: var(--color-main-text) !important;\n}\n```",536870921]],["^15",[3804,"^O","^1@",536870921]],["^15",[3804,"^F",3809,536870921]],["^15",[3804,"^X",3790,536870921]],["^15",[3804,"^V",3790,536870921]],["^15",[3804,"^U",3790,536870921]],["^15",[3804,"^?",["^ ","^37",3],536870921]],["^15",[3804,"^J",[],536870921]],["^15",[3804,"^;","~u69008812-0715-4b21-b66b-47bcee18ce5e",536870921]],["^15",[3805,"^Q","in /etc/nginx/includes/ds-docservice.conf rem out the first line then add:",536870921]],["^15",[3805,"^O","^1@",536870921]],["^15",[3805,"^F",3821,536870921]],["^15",[3805,"^X",3790,536870921]],["^15",[3805,"^V",3821,536870921]],["^15",[3805,"^U",3790,536870921]],["^15",[3805,"^;","~u69008812-7025-4079-88cc-7eb4c9a57adc",536870921]],["^15",[3806,"^Q","~```\n#rewrite ^/$ $the_scheme://$the_host/welcome/ redirect; \nrewrite ^/welcome $the_scheme://$the_host redirect;\nlocation = / { return 404; }\n```",536870921]],["^15",[3806,"^O","^1@",536870921]],["^15",[3806,"^F",3805,536870921]],["^15",[3806,"^X",3790,536870921]],["^15",[3806,"^V",3821,536870921]],["^15",[3806,"^U",3790,536870921]],["^15",[3806,"^;","~u69008812-3583-4b06-9f87-d74e26dad178",536870921]],["^15",[3807,"^Q","{{query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[Server/Nextcloud Notes]]) (namespace [[Server/Nextcloud Notes]])))}}",536870921]],["^15",[3807,"^O","^1@",536870921]],["^15",[3807,"^F",3810,536870921]],["^15",[3807,"^S",3823,536870921]],["^15",[3807,"^X",3790,536870921]],["^15",[3807,"^V",3810,536870921]],["^15",[3807,"^U",3790,536870921]],["^15",[3807,"^;","~u69008812-0834-46d9-a970-1ffda878ea78",536870921]],["^15",[3808,"^Q","Additional Tags: #Nextcloud #Onlyoffice",536870921]],["^15",[3808,"^O","^1@",536870921]],["^15",[3808,"^F",3814,536870921]],["^15",[3808,"^X",3790,536870921]],["^15",[3808,"^V",3814,536870921]],["^15",[3808,"^U",3790,536870921]],["^15",[3808,"^U",3791,536870921]],["^15",[3808,"^U",3792,536870921]],["^15",[3808,"^H",3791,536870921]],["^15",[3808,"^H",3792,536870921]],["^15",[3808,"^;","~u69008812-574d-470a-898b-f903ac2f9b26",536870921]],["^15",[3809,"^Q","### Installing ffmpeg for Video Preview",536870921]],["^15",[3809,"^O","^1@",536870921]],["^15",[3809,"^F",3818,536870921]],["^15",[3809,"^X",3790,536870921]],["^15",[3809,"^V",3790,536870921]],["^15",[3809,"^U",3790,536870921]],["^15",[3809,"^?",["^ ","^37",3],536870921]],["^15",[3809,"^J",[],536870921]],["^15",[3809,"^;","~u69008812-2c31-4d1a-8218-e0a08585361b",536870921]],["^15",[3810,"^Q","**Slides:**\nbackground-color:: green",536870921]],["^15",[3810,"^O","^1@",536870921]],["^15",[3810,"^F",3793,536870921]],["^15",[3810,"^X",3790,536870921]],["^15",[3810,"^V",3814,536870921]],["^15",[3810,"^U",3790,536870921]],["^15",[3810,"^?",["^ ","^39","green"],536870921]],["^15",[3810,"^J",["^39"],536870921]],["^15",[3810,"^4",["^ ","^39","green"],536870921]],["^15",[3810,"^;","~u69008812-e9ff-4877-893a-01e38d71e367",536870921]],["^15",[3811,"^Q","https://forum.onlyoffice.com/t/hide-deactivate-welcome-page/566/4",536870921]],["^15",[3811,"^O","^1@",536870921]],["^15",[3811,"^F",3797,536870921]],["^15",[3811,"^X",3790,536870921]],["^15",[3811,"^V",3797,536870921]],["^15",[3811,"^U",3790,536870921]],["^15",[3811,"^;","~u69008812-bf30-4244-9d2f-8e90ad583aa6",536870921]],["^15",[3812,"^Q","#### President data in NSF",536870921]],["^15",[3812,"^O","^1@",536870921]],["^15",[3812,"^F",3819,536870921]],["^15",[3812,"^X",3790,536870921]],["^15",[3812,"^V",3790,536870921]],["^15",[3812,"^U",3790,536870921]],["^15",[3812,"^?",["^ ","^37",4],536870921]],["^15",[3812,"^J",[],536870921]],["^15",[3812,"^;","~u69008812-81ed-4e88-b036-b4d2bd14dd96",536870921]],["^15",[3813,"^Q","use sudo crontab -e --> System host crontab to regularly run jobs",536870921]],["^15",[3813,"^O","^1@",536870921]],["^15",[3813,"^F",3799,536870921]],["^15",[3813,"^X",3790,536870921]],["^15",[3813,"^V",3799,536870921]],["^15",[3813,"^U",3790,536870921]],["^15",[3813,"^;","~u69008812-b890-4d7d-b835-994295d146c3",536870921]],["^15",[3814,"^Q","## Meta",536870921]],["^15",[3814,"^O","^1@",536870921]],["^15",[3814,"^F",3790,536870921]],["^15",[3814,"^X",3790,536870921]],["^15",[3814,"^V",3790,536870921]],["^15",[3814,"^U",3790,536870921]],["^15",[3814,"^?",["^ ","^37",2],536870921]],["^15",[3814,"^J",[],536870921]],["^15",[3814,"^;","~u69008812-df26-4852-a75c-373dabaaa0e3",536870921]],["^15",[3815,"^Q","/5 \\* \\* \\* \\* docker exec -u www-data nextcloud-app-1 php --define memory_limit=2048M /var/www/html/cron.php",536870921]],["^15",[3815,"^O","^1@",536870921]],["^15",[3815,"^F",3813,536870921]],["^15",[3815,"^X",3790,536870921]],["^15",[3815,"^V",3799,536870921]],["^15",[3815,"^U",3790,536870921]],["^15",[3815,"^;","~u69008812-266f-4518-88e0-bc574f27e705",536870921]],["^15",[3816,"^Q","",536870921]],["^15",[3816,"^O","^1@",536870921]],["^15",[3816,"^F",3800,536870921]],["^15",[3816,"^X",3790,536870921]],["^15",[3816,"^V",3800,536870921]],["^15",[3816,"^U",3790,536870921]],["^15",[3816,"^;","~u69008812-a3fa-4dd0-8b3a-53a4741cc596",536870921]],["^15",[3817,"^Q","---",536870921]],["^15",[3817,"^O","^1@",536870921]],["^15",[3817,"^F",3814,536870921]],["^15",[3817,"^X",3790,536870921]],["^15",[3817,"^V",3790,536870921]],["^15",[3817,"^U",3790,536870921]],["^15",[3817,"^;","~u69008812-a7bc-4aac-ad67-2f5184ca572a",536870921]],["^15",[3818,"^Q","### Domains as Iframes\n ![](https://nextcloud.urmel.duckdns.org/apps/text/image?documentId=2852&sessionId=895&sessionToken=vbMVkIDUFi94FiL%2B2N5umrWqoB5nFNEI1al4rvKqSGbn0LP2kFrrt%2BaZ6OsTUYaY&imageFileName=image.png){:height 1032, :width 776}",536870921]],["^15",[3818,"^O","^1@",536870921]],["^15",[3818,"^F",3799,536870921]],["^15",[3818,"^X",3790,536870921]],["^15",[3818,"^V",3790,536870921]],["^15",[3818,"^U",3790,536870921]],["^15",[3818,"^?",["^ ","^37",3],536870921]],["^15",[3818,"^J",[],536870921]],["^15",[3818,"^;","~u69008812-1cd0-42be-b029-dd3a66508f0f",536870921]],["^15",[3819,"^Q","",536870921]],["^15",[3819,"^O","^1@",536870921]],["^15",[3819,"^F",3817,536870921]],["^15",[3819,"^X",3790,536870921]],["^15",[3819,"^V",3790,536870921]],["^15",[3819,"^U",3790,536870921]],["^15",[3819,"^;","~u69008812-86eb-4149-930f-84852635fe5f",536870921]],["^15",[3820,"^Q","{{query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[Server/Nextcloud Notes]]) (namespace [[Server/Nextcloud Notes]])))}}\nquery-sort-by:: block\nquery-table:: true\nquery-sort-desc:: false",536870921]],["^15",[3820,"^O","^1@",536870921]],["^15",[3820,"^F",3793,536870921]],["^15",[3820,"^S",3822,536870921]],["^15",[3820,"^X",3790,536870921]],["^15",[3820,"^V",3793,536870921]],["^15",[3820,"^U",3790,536870921]],["^15",[3820,"^?",["^ ","^3:","block","^3;",true,"^3<",false],536870921]],["^15",[3820,"^J",["^3:","^3;","^3<"],536870921]],["^15",[3820,"^4",["^ ","^3:","block","^3;","true","^3<","false"],536870921]],["^15",[3820,"^;","~u69008812-2b15-4118-b9c1-879ce26174ec",536870921]],["^15",[3821,"^Q","### OnlyOffice hide welcome Page",536870921]],["^15",[3821,"^O","^1@",536870921]],["^15",[3821,"^F",3796,536870921]],["^15",[3821,"^X",3790,536870921]],["^15",[3821,"^V",3812,536870921]],["^15",[3821,"^U",3790,536870921]],["^15",[3821,"^?",["^ ","^37",3],536870921]],["^15",[3821,"^J",[],536870921]],["^15",[3821,"^;","~u69008812-4461-4e8e-817d-6ca7fdc9e993",536870921]],["^15",[3822,"^?",["^ ","^3=","query","^3>",["(and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[Server/Nextcloud Notes]]) (namespace [[Server/Nextcloud Notes]])))"]],536870921]],["^15",[3822,"^W","macro",536870921]],["^15",[3822,"^T","query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[Server/Nextcloud Notes]]) (namespace [[Server/Nextcloud Notes]])))",536870921]],["^15",[3823,"^?",["^ ","^3=","query","^3>",["(and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[Server/Nextcloud Notes]]) (namespace [[Server/Nextcloud Notes]])))"]],536870921]],["^15",[3823,"^W","macro",536870921]],["^15",[3823,"^T","query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[Server/Nextcloud Notes]]) (namespace [[Server/Nextcloud Notes]])))",536870921]],["^15",[3824,"^3","## Meta\n\t- Additional Tags: #steamdeck\n\t- Additional References:\n\t- **Notes:**\n\t background-color:: red\n\t\t- {{query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[Server/Steamdeck Local Ai]]) (namespace [[Server/Steamdeck Local Ai]])))}}\n\t\t query-sort-by:: block\n\t\t query-table:: true\n\t\t query-sort-desc:: false\n\t- **Slides:**\n\t background-color:: green\n\t\t- {{query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[Server/Steamdeck Local Ai]]) (namespace [[Server/Steamdeck Local Ai]])))}}\n\t\t query-table:: true\n\t- **Summery**:\n\t background-color:: blue\n\t\t- A Guide on how to setup a Local API using #localai\n- ---\n- ## Setup Steps #Slide\n\t- `sudo steamos-readonly disable`\n\t- Activate #SSH\n\t\t- `passwd` _sets password for user deck_\n\t\t- `sudo systemctl start sshd`\n\t- Initialize #packman\n\t\t- `sudo pacman-key --init`\n\t\t- `sudo pacman-key --populate archlinux`\n\t\t- `sudo pacman-key --populate holo` _steamos reposetory_\n\t\t- `sudo pacman -Syu`\n\t\t- Or Alternatively: `sudo pacman -Sy archlinux-keyring`\n\t- `sudo pacman -S podman` _install containerisation Environment_ #podman\n\t\t- `sudo sh -c 'echo \"unqualified-search-registries = [\\\"docker.io\\\"]\" >> /etc/containers/registries.conf'` add docker hub\n\t- Manual install #localai:\n\t\t- ```\n\t\t podman run -ti --name ubuntu-ai \\\n\t\t --entrypoint /bin/bash \\\n\t\t -p 9000:8080 \\\n\t\t --device=/dev/kfd \\\n\t\t --device=/dev/dri \\\n\t\t --group-add=video \\\n\t\t ubuntu:24.04\n\t\t \n\t\t # Inside the container:\n\t\t apt update\n\t\t apt install -y build-essential libnuma-dev curl libcurl4-openssl-dev cmake git\n\t\t \n\t\t wget https://repo.radeon.com/amdgpu-install/latest/ubuntu/noble/amdgpu-install_6.4.60401-1_all.deb\n\t\t apt install -y ./amdgpu-install_6.4.60401-1_all.deb\n\t\t \n\t\t apt update\n\t\t amdgpu-install --usecase=rocm,hip --no-dkms\n\t\t \n\t\t wget https://localai.io/install.sh\n\t\t bash install.sh\n\t\t \n\t\t echo 'HSA_OVERRIDE_GFX_VERSION=10.3.0' >> /etc/localai.env\n\t\t echo 'PATH=$PATH:/opt/rocm/bin:/opt/rocm/rocprofiler/bin:/opt/rocm/opencl/bin' >> /etc/localai.env\n\t\t echo 'GGML_CUDA_ENABLE_UNIFIED_MEMORY=1' >> /etc/localai.env\n\t\t ```\n\t\t- Buildin #llama manualy\n\t\t\t- `HIPCXX=\"$(hipconfig -l)/clang\" GGML_CUDA_ENABLE_UNIFIED_MEMORY=1 HIP_PATH=\"$(hipconfig -R)\" cmake -S . -B build -DGGML_HIP=ON -DAMDGPU_TARGETS=gfx1030 -DCMAKE_BUILD_TYPE=Release && cmake --build build --config Release -- -j 16`\n\t\t\t- `sudo cmake --install build`\n\t\t\t- `build/bin/libllama.so /usr/local/lib/`\n\t\t\t- `ldconfig`\n\t\t\t-\n- ### Soures #Note\n\t- https://steamcommunity.com/app/1675200/discussions/0/595134792309237790/\n\t- https://www.reddit.com/r/SteamDeck/comments/18bf9op/i_ran_llms_on_steam_decks_gpu_tutorial_in_comments/\n\t- https://localai.io/basics/getting_started/\n-",536870921]],["^15",[3824,"^17",1761642514833,536870921]],["^15",[3824,"^Z","pages/Server___Steamdeck Local 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#localai:",536870921]],["^15",[3839,"^O","^1@",536870921]],["^15",[3839,"^F",3854,536870921]],["^15",[3839,"^X",3830,536870921]],["^15",[3839,"^V",3843,536870921]],["^15",[3839,"^U",548,536870921]],["^15",[3839,"^U",3827,536870921]],["^15",[3839,"^U",3830,536870921]],["^15",[3839,"^H",3827,536870921]],["^15",[3839,"^;","~u69008812-b3eb-43b9-8844-aa9fbd126887",536870921]],["^15",[3840,"^Q","A Guide on how to setup a Local API using #localai",536870921]],["^15",[3840,"^O","^1@",536870921]],["^15",[3840,"^F",3838,536870921]],["^15",[3840,"^X",3830,536870921]],["^15",[3840,"^V",3838,536870921]],["^15",[3840,"^U",3827,536870921]],["^15",[3840,"^U",3830,536870921]],["^15",[3840,"^H",3827,536870921]],["^15",[3840,"^;","~u69008812-6622-4207-a596-04e30a69105c",536870921]],["^15",[3841,"^Q","Buildin #llama 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#steamdeck",536870921]],["^15",[3856,"^O","^1@",536870921]],["^15",[3856,"^F",3832,536870921]],["^15",[3856,"^X",3830,536870921]],["^15",[3856,"^V",3832,536870921]],["^15",[3856,"^U",3826,536870921]],["^15",[3856,"^U",3830,536870921]],["^15",[3856,"^H",3826,536870921]],["^15",[3856,"^;","~u69008812-67c1-43cf-9e30-df65d491c6c2",536870921]],["^15",[3857,"^Q","Additional References:",536870921]],["^15",[3857,"^O","^1@",536870921]],["^15",[3857,"^F",3856,536870921]],["^15",[3857,"^X",3830,536870921]],["^15",[3857,"^V",3832,536870921]],["^15",[3857,"^U",3830,536870921]],["^15",[3857,"^;","~u69008812-8069-4829-a916-9e8153800ad2",536870921]],["^15",[3858,"^Q","~`ldconfig`",536870921]],["^15",[3858,"^O","^1@",536870921]],["^15",[3858,"^F",3850,536870921]],["^15",[3858,"^X",3830,536870921]],["^15",[3858,"^V",3841,536870921]],["^15",[3858,"^U",548,536870921]],["^15",[3858,"^U",3827,536870921]],["^15",[3858,"^U",3830,536870921]],["^15",[3858,"^U",3831,536870921]],["^15",[3858,"^;","~u69008812-56af-4b2a-be61-26959654a3ad",536870921]],["^15",[3859,"^Q","",536870921]],["^15",[3859,"^O","^1@",536870921]],["^15",[3859,"^F",3858,536870921]],["^15",[3859,"^X",3830,536870921]],["^15",[3859,"^V",3841,536870921]],["^15",[3859,"^U",548,536870921]],["^15",[3859,"^U",3827,536870921]],["^15",[3859,"^U",3830,536870921]],["^15",[3859,"^U",3831,536870921]],["^15",[3859,"^;","~u69008812-3cca-47b6-8ef9-98a36bef5fd1",536870921]],["^15",[3860,"^Q","~`HIPCXX=\"$(hipconfig -l)/clang\" GGML_CUDA_ENABLE_UNIFIED_MEMORY=1 HIP_PATH=\"$(hipconfig -R)\" cmake -S . -B build -DGGML_HIP=ON -DAMDGPU_TARGETS=gfx1030 -DCMAKE_BUILD_TYPE=Release && cmake --build build --config Release -- -j 16`",536870921]],["^15",[3860,"^O","^1@",536870921]],["^15",[3860,"^F",3841,536870921]],["^15",[3860,"^X",3830,536870921]],["^15",[3860,"^V",3841,536870921]],["^15",[3860,"^U",548,536870921]],["^15",[3860,"^U",3827,536870921]],["^15",[3860,"^U",3830,536870921]],["^15",[3860,"^U",3831,536870921]],["^15",[3860,"^;","~u69008812-858a-4ff9-b2ec-fc8afe4a4132",536870921]],["^15",[3861,"^Q","~`sudo pacman-key --init`",536870921]],["^15",[3861,"^O","^1@",536870921]],["^15",[3861,"^F",3847,536870921]],["^15",[3861,"^X",3830,536870921]],["^15",[3861,"^V",3847,536870921]],["^15",[3861,"^U",548,536870921]],["^15",[3861,"^U",3825,536870921]],["^15",[3861,"^U",3830,536870921]],["^15",[3861,"^;","~u69008812-cecd-43fd-b638-b25f3df983a4",536870921]],["^15",[3862,"^Q","~`sudo steamos-readonly disable`",536870921]],["^15",[3862,"^O","^1@",536870921]],["^15",[3862,"^F",3843,536870921]],["^15",[3862,"^X",3830,536870921]],["^15",[3862,"^V",3843,536870921]],["^15",[3862,"^U",548,536870921]],["^15",[3862,"^U",3830,536870921]],["^15",[3862,"^;","~u69008812-67dc-4e86-baf3-eeb165336ec3",536870921]],["^15",[3863,"^Q","~`sudo pacman-key --populate holo` _steamos reposetory_",536870921]],["^15",[3863,"^O","^1@",536870921]],["^15",[3863,"^F",3833,536870921]],["^15",[3863,"^X",3830,536870921]],["^15",[3863,"^V",3847,536870921]],["^15",[3863,"^U",548,536870921]],["^15",[3863,"^U",3825,536870921]],["^15",[3863,"^U",3830,536870921]],["^15",[3863,"^;","~u69008812-d00f-44d2-813a-492ed92870c4",536870921]],["^15",[3864,"^Q","~```\npodman run -ti --name ubuntu-ai \\\n --entrypoint /bin/bash \\\n -p 9000:8080 \\\n --device=/dev/kfd \\\n --device=/dev/dri \\\n --group-add=video \\\n ubuntu:24.04\n\n# Inside the container:\napt update\napt install -y build-essential libnuma-dev curl libcurl4-openssl-dev cmake git\n\nwget https://repo.radeon.com/amdgpu-install/latest/ubuntu/noble/amdgpu-install_6.4.60401-1_all.deb\napt install -y ./amdgpu-install_6.4.60401-1_all.deb\n\napt update\namdgpu-install --usecase=rocm,hip --no-dkms\n\nwget https://localai.io/install.sh\nbash install.sh\n\necho 'HSA_OVERRIDE_GFX_VERSION=10.3.0' >> /etc/localai.env\necho 'PATH=$PATH:/opt/rocm/bin:/opt/rocm/rocprofiler/bin:/opt/rocm/opencl/bin' >> /etc/localai.env\necho 'GGML_CUDA_ENABLE_UNIFIED_MEMORY=1' >> /etc/localai.env\n```",536870921]],["^15",[3864,"^O","^1@",536870921]],["^15",[3864,"^F",3839,536870921]],["^15",[3864,"^X",3830,536870921]],["^15",[3864,"^V",3839,536870921]],["^15",[3864,"^U",548,536870921]],["^15",[3864,"^U",3827,536870921]],["^15",[3864,"^U",3830,536870921]],["^15",[3864,"^;","~u69008812-9a62-4786-82f4-5e2b537c7777",536870921]],["^15",[3865,"^Q","### Soures #Note",536870921]],["^15",[3865,"^O","^1@",536870921]],["^15",[3865,"^F",3843,536870921]],["^15",[3865,"^X",3830,536870921]],["^15",[3865,"^V",3830,536870921]],["^15",[3865,"^U",398,536870921]],["^15",[3865,"^U",3830,536870921]],["^15",[3865,"^?",["^ ","^37",3],536870921]],["^15",[3865,"^J",[],536870921]],["^15",[3865,"^H",398,536870921]],["^15",[3865,"^;","~u69008812-7f21-4fbf-8102-9700dbc10858",536870921]],["^15",[3866,"^Q","Activate #SSH",536870921]],["^15",[3866,"^O","^1@",536870921]],["^15",[3866,"^F",3862,536870921]],["^15",[3866,"^X",3830,536870921]],["^15",[3866,"^V",3843,536870921]],["^15",[3866,"^U",548,536870921]],["^15",[3866,"^U",3829,536870921]],["^15",[3866,"^U",3830,536870921]],["^15",[3866,"^H",3829,536870921]],["^15",[3866,"^;","~u69008812-5c9b-4bd9-85e0-c5a63c813ca2",536870921]],["^15",[3867,"^Q","https://www.reddit.com/r/SteamDeck/comments/18bf9op/i_ran_llms_on_steam_decks_gpu_tutorial_in_comments/",536870921]],["^15",[3867,"^O","^1@",536870921]],["^15",[3867,"^F",3853,536870921]],["^15",[3867,"^X",3830,536870921]],["^15",[3867,"^V",3865,536870921]],["^15",[3867,"^U",398,536870921]],["^15",[3867,"^U",3830,536870921]],["^15",[3867,"^;","~u69008812-ee13-45be-adc6-b848afb714dc",536870921]],["^15",[3868,"^?",["^ ","^3=","query","^3>",["(and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[Server/Steamdeck Local Ai]]) (namespace [[Server/Steamdeck Local Ai]])))"]],536870921]],["^15",[3868,"^W","macro",536870921]],["^15",[3868,"^T","query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[Server/Steamdeck Local Ai]]) (namespace [[Server/Steamdeck Local Ai]])))",536870921]],["^15",[3869,"^?",["^ ","^3=","query","^3>",["(and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[Server/Steamdeck Local Ai]]) (namespace [[Server/Steamdeck Local Ai]])))"]],536870921]],["^15",[3869,"^W","macro",536870921]],["^15",[3869,"^T","query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[Server/Steamdeck Local Ai]]) (namespace [[Server/Steamdeck Local Ai]])))",536870921]],["^15",[3870,"^3","public:: true\n\n- ## Künstliche Intelligenz in der ['solid]\n- Nach dem auf der LVV der Antrag über den Umgang mit Künstlicher Intelligenz im Landesverband beschlossen wurde, wollen wir uns heute nähre mit dem Thema beschäftigen. Und Basierend auf deiesem Antrag und den erarbeiteten Informationen Entscheiden:\n\t- (Wie) wollen wir die Vorschläge des Antrages umsetzen?\n\t- Wie können wir Öffentlichkeitsreferent unsere Position vertreten\n\t- Warum vertreten wir diese Position?\n- **Antrag aus der LVV:**\n\t- ![Antrag 10; Umgang mit künstlicher Intelligenz](../assets/Antrag_10_1758473040331_0.pdf) [Antrag 10; Umgang mit künstlicher Intelligenz](file://./assets/Antrag_10_1758473040331_0.pdf)\n-\n- **Themen**:\n\t- {{query (namespace [[slide - ai plena]])}}\n\t query-sort-by:: index\n\t query-table:: true\n\t query-sort-desc:: false\n\t query-properties:: [:block :page :index :created-at]",536870921]],["^15",[3870,"^17",1761642514844,536870921]],["^15",[3870,"^Z","pages/Slide - AI Plena.md",536870921]],["^15",[3871,"^K",1761642515080,536870921]],["^15",[3871,"^[",3870,536870921]],["^15",[3871,"^O","^1@",536870921]],["^15",[3871,"^@",false,536870921]],["^15",[3871,"^Y","slide - ai plena",536870921]],["^15",[3871,"^11","Slide - AI Plena",536870921]],["^15",[3871,"^?",["^ ","~:public",true],536870921]],["^15",[3871,"^4",["^ ","^3H","true"],536870921]],["^15",[3871,"^B",1761642515080,536870921]],["^15",[3871,"^;","~u6901bfc5-8be7-4ed5-9e22-0c15748c3105",536870934]],["^15",[3872,"^Q","**Antrag aus der LVV:**",536870921]],["^15",[3872,"^O","^1@",536870921]],["^15",[3872,"^F",3879,536870921]],["^15",[3872,"^X",3871,536870921]],["^15",[3872,"^V",3871,536870921]],["^15",[3872,"^U",3871,536870921]],["^15",[3872,"^;","~u69008812-b7df-471a-8fb4-aea4090e0821",536870921]],["^15",[3873,"^Q","",536870921]],["^15",[3873,"^O","^1@",536870921]],["^15",[3873,"^F",3872,536870921]],["^15",[3873,"^X",3871,536870921]],["^15",[3873,"^V",3871,536870921]],["^15",[3873,"^U",3871,536870921]],["^15",[3873,"^;","~u69008812-e9ea-4303-bfc7-7619cabeaeda",536870921]],["^15",[3874,"^Q","{{query (namespace [[slide - ai plena]])}}\nquery-sort-by:: index\nquery-table:: true\nquery-sort-desc:: false\nquery-properties:: [:block :page :index :created-at]",536870921]],["^15",[3874,"^O","^1@",536870921]],["^15",[3874,"^F",3881,536870921]],["^15",[3874,"^S",3883,536870921]],["^15",[3874,"^X",3871,536870921]],["^15",[3874,"^V",3881,536870921]],["^15",[3874,"^U",3871,536870921]],["^15",[3874,"^?",["^ ","^3:","index","^3;",true,"^3<",false,"^3G","[:block :page :index :created-at]"],536870921]],["^15",[3874,"^J",["^3:","^3;","^3<","^3G"],536870921]],["^15",[3874,"^4",["^ ","^3:","index","^3;","true","^3<","false","^3G","[:block :page :index :created-at]"],536870921]],["^15",[3874,"^;","~u69008812-b062-4c6b-8372-1df574d55ca5",536870921]],["^15",[3875,"^Q","![Antrag 10; Umgang mit künstlicher Intelligenz](../assets/Antrag_10_1758473040331_0.pdf) [Antrag 10; Umgang mit künstlicher Intelligenz](file://./assets/Antrag_10_1758473040331_0.pdf)",536870921]],["^15",[3875,"^O","^1@",536870921]],["^15",[3875,"^F",3872,536870921]],["^15",[3875,"^X",3871,536870921]],["^15",[3875,"^V",3872,536870921]],["^15",[3875,"^U",3871,536870921]],["^15",[3875,"^;","~u69008812-0f51-4ab6-9750-154bf0da762b",536870921]],["^15",[3876,"^Q","Wie können wir Öffentlichkeitsreferent unsere Position vertreten",536870921]],["^15",[3876,"^O","^1@",536870921]],["^15",[3876,"^F",3882,536870921]],["^15",[3876,"^X",3871,536870921]],["^15",[3876,"^V",3879,536870921]],["^15",[3876,"^U",3871,536870921]],["^15",[3876,"^;","~u69008812-a8ab-4a06-9d57-5f291c0f95dc",536870921]],["^15",[3877,"^Q","Warum vertreten wir diese Position?",536870921]],["^15",[3877,"^O","^1@",536870921]],["^15",[3877,"^F",3876,536870921]],["^15",[3877,"^X",3871,536870921]],["^15",[3877,"^V",3879,536870921]],["^15",[3877,"^U",3871,536870921]],["^15",[3877,"^;","~u69008812-7bfa-4280-93b2-568ea2187f8c",536870921]],["^15",[3878,"^Q","public:: true\n\n",536870921]],["^15",[3878,"^O","^1@",536870921]],["^15",[3878,"^35",["^36",[]],536870921]],["^15",[3878,"^F",3871,536870921]],["^15",[3878,"^X",3871,536870921]],["^15",[3878,"^V",3871,536870921]],["^15",[3878,"^U",3871,536870921]],["^15",[3878,"^:",true,536870921]],["^15",[3878,"^?",["^ ","^3H",true],536870921]],["^15",[3878,"^J",["^3H"],536870921]],["^15",[3878,"^4",["^ ","^3H","true"],536870921]],["^15",[3878,"^;","~u69008812-b205-4df4-aa58-abed96e8adad",536870921]],["^15",[3879,"^Q","Nach dem auf der LVV der Antrag über den Umgang mit Künstlicher Intelligenz im Landesverband beschlossen wurde, wollen wir uns heute nähre mit dem Thema beschäftigen. Und Basierend auf deiesem Antrag und den erarbeiteten Informationen Entscheiden:",536870921]],["^15",[3879,"^O","^1@",536870921]],["^15",[3879,"^F",3880,536870921]],["^15",[3879,"^X",3871,536870921]],["^15",[3879,"^V",3871,536870921]],["^15",[3879,"^U",3871,536870921]],["^15",[3879,"^;","~u69008812-d3c3-46c7-83f5-3ec2b019647d",536870921]],["^15",[3880,"^Q","## Künstliche Intelligenz in der ['solid]",536870921]],["^15",[3880,"^O","^1@",536870921]],["^15",[3880,"^F",3878,536870921]],["^15",[3880,"^X",3871,536870921]],["^15",[3880,"^V",3871,536870921]],["^15",[3880,"^U",3871,536870921]],["^15",[3880,"^?",["^ ","^37",2],536870921]],["^15",[3880,"^J",[],536870921]],["^15",[3880,"^;","~u69008812-7931-42d7-b141-00f98a87762c",536870921]],["^15",[3881,"^Q","**Themen**:",536870921]],["^15",[3881,"^O","^1@",536870921]],["^15",[3881,"^F",3873,536870921]],["^15",[3881,"^X",3871,536870921]],["^15",[3881,"^V",3871,536870921]],["^15",[3881,"^U",3871,536870921]],["^15",[3881,"^;","~u69008812-362c-433b-aba7-60fa16c75d69",536870921]],["^15",[3882,"^Q","(Wie) wollen wir die Vorschläge des Antrages umsetzen?",536870921]],["^15",[3882,"^O","^1@",536870921]],["^15",[3882,"^F",3879,536870921]],["^15",[3882,"^X",3871,536870921]],["^15",[3882,"^V",3879,536870921]],["^15",[3882,"^U",3871,536870921]],["^15",[3882,"^;","~u69008812-570e-4c6b-aa46-fac6eb6a95c0",536870921]],["^15",[3883,"^?",["^ ","^3=","query","^3>",["(namespace [[slide - ai plena]])"]],536870921]],["^15",[3883,"^W","macro",536870921]],["^15",[3883,"^T","query (namespace [[slide - ai plena]])",536870921]],["^15",[3884,"^3","index:: 2\npublic:: true\n\n- ## Auswirkung auf die 'klassische' Kunst-comunity und Autor*in\n\t- Für viele Kunstschaffenden sorgt ein sicheres Urheberrecht für die Wertschätzung, die sie verdienen, auch durch entsprechende Entlohnung sollten dritte durch die Verwendung ihres Werkes profitieren. Dies schafft überhaupt erst den Anreiz das Werk zu erschaffen, über die lose Idee hinauszugehen. Obgleich man großen Unternehmen wie Nintendo, Niantic oder Disney einen fragwürdigen Umgang bis zum missbrauch des Urheberrechts u.a. durch das Verhindern von Community geführten Projekten vorwerfen kann (und sollte), muss die Sinnhaftigkeit des Urheberrechts für allein agierende Personen bedacht bleiben. Um ihnen ein Überleben im aktuellen Wirtschaftssystem zu ermöglichen.\n\t \n\t Daher sollte es kritisch betrachtet werden, wenn AI die zunehmende Nichtigkeit des digitalen Besitztums weiter vorantreibt, indem sie in der Lage ist ganze Style einzelner Künstler nachzuahmen und das in einer Weise tut, die anders als bei der Appropriations-Kunst nicht den Kopiervorgang selbst in den Mittelpunkt stellt, sondern das Endergebnis.\n\t- Zudem ist zu bedenken das der neoliberale Kapitalismus, was besonders deutlich wird betrachtet man die Großunternehmen der Gaming-Industrie, ganz nach wirtschaftlichen Prinzip, möglichst viel Kunst, natürlich (zumindest scheinbar) originell, in einer möglichst kurzen Zeit produziert sehen möchten: der Gewinnmaximierung wegen. Dies übt zusätzlich immensen druck auf Künstler, auch im Freelancing Bereich, aus welche nun mit einer Technologie in Konkurrenz stehen gegen die sie quantitative und fortschreitend auch qualitative immer weniger Chancen haben. \n\t \n\t Die Geschwindigkeit dieser Entwicklung ist eminent, bedenkt man das Spotify AI generierte Cover und Songs in Playlists und (durch externe Fehler) sogar Profile der Künstler\\*innen einbindet, durch deren Abspielen jedoch kein menschliche\\*r Künstler\\*in vergütet wird. Als weiteres Beispiel: Stand Juli 2025 nutzen bereits über 7 % aller auf Steam verfügbaren Spiele in irgendeiner Weise AI generierten Content.\n\t- Da der Erfolg, die Sinnhaftigkeit und überhaupt das Bestreben nach einem Verwendungsverbote von AI in der Unterhaltungsindustrie fragwürdig ist, muss nach Alternativen gesucht werden:\n\t- Eine Idee die Vergütung von Kunstschaffenden längerfristig zu sichern zeigt das Open Access movement auf. Bereits in der Forschung und Wissenschaft immer Beliebter werdend, publizieren Autoren ihre werke unter einer Lizenz (häufig Creative Commons) welche freien Zugriff auf das Werk unter Einhaltung bestimmter Bedienungen gewährt. So wird die Anerkennung des ursprünglichen Autors gesichert. Ähnliches gibt es auch im Bereich der Informatik bei Open-Source/Free Software. Größere Projekte finanzieren sich dort durch Spenden artige Beiträge von Unternehmen, staatlichen Zuschüssen und Privatpersonen. Wobei es auch hier immer wieder vorkommt, das selbst kritische Projekte und deren Entwickler viel zu wenig finanzielle Unterstützung erhalten. So hat das NTP Project welches Zeitsynchronisierung auf den meisten Geräten ermöglicht im Juni lediglich $165/$1000 gespendet bekommen.\n\t- Eine echte und längerfristige Verbesserung für diese Zustände kann der Kapitalismus uns wahrscheinlich nicht bieten. Er ist nicht ausgelegt für Kollaboration, Open Access uvm.. Daher müssen wir bei der Nutzung von AI bedenken den Schaden für Kunstschaffende nicht noch zu erhöhen!\n\t- Andersherum muss auch bedachte werden das AI wie auch die meisten zuvor kommenden Technologien die Menschen, gerade jene in ärmeren Gesellschaftsschichten, befähigt. Das Telefon ermöglichte eine schnelle Kommunikation, ohne einen Boten schicken zu müssen, das Internet ermöglichte den freien Zugang zu wissen über unzählige Teilgebiete und nun ermöglicht die AI Einzelpersonen von einer Spezialisierten, wenn auch imperfekte, zusätzlichen Arbeitskraft zu profitieren. Und so schneller oder größere Projekte zum Abschluss zu bringen.\n- ### Kooperation Mensch - Maschiene\n\t- Doch bedenken wir, das es durchaus verschiedene arten der Nutzung von Künstlicher Intelligenz in Kunstwerken, oder jeglichen weiteren Anwendungsgebieten gibt, welche differenziert betrachtet werden sollten:\n\t\t- Hat AI alleine das Endresultat generiert?\n\t\t\t- Wurde ein generell verwendbares, multifunktionales AI Modell verwendet?\n\t\t\t- Hat der Ersteller ein Modell extra dafür selbst Trainiert/ein bestehendes verändert?\n\t\t- Gab es eine Ko-Kreativität?\n\t\t\t- Hat der Ersteller immer wieder gezielt Verankerungen am Produkt durchführen lassen, um zum Endergebnis zu kommen?\n\t\t\t- Stärken die Einflüsse/der Bias der AI die Aussagekraft des Produktes? (Ähnlich wie die Ko-Kreativität zwischen Tier und Mensch: läuft ein Tier in einen Farbeimer und anschließend über ein Gemälde, so ist der Mensch Autor, doch das Tier signifikanter Unterstützer)\n\t\t- Wurde AI lediglich als Werkzeug verwendet?\n\t\t\t- Spielte es eine vergleichbare Rolle wie in Bildmanipulationsprogramm in der \"klassischen\" Digitalen Kunst?\n\t- Ethische Faktoren:\n\t\t- war das verwendete Modell quelloffen (d.h. ist auch der Datensatz einsehbar)?\n\t\t- (ist überhaupt bekannt?) wie wurden die Trainingsdaten bezogen?\n- **Leitfrage**:\n\t- Ab wann rechtfertigt die schaden-nutzen Bilanz die Verwendung der AI?\n\t- Welche Art an Modellen sind verwendbar?\n\t- Ausgleichsleistungen an Kunstschaffende denkbar?\n- **Quellen:**\n\t- https://open-access.network/informieren/open-access-in-fachdisziplinen/kuenstlerische-faecher\n\t- https://www.zeit.de/digital/internet/2024-11/ki-musik-spotify-streaming-plattform\n\t- https://www.computerbase.de/news/gaming/rasantes-wachstum-fast-10-000-spiele-auf-steam-nutzen-ki-inhalte.93565/\n\t- https://www.ntp.org/",536870931]],["^15",[3884,"^17",1761642514864,536870921]],["^15",[3884,"^3?","~m1761692328000",536870932]],["^15",[3884,"^Z","pages/Slide - AI Plena___AI Autorenschaft.md",536870921]],["^15",[3885,"^K",1761642514863,536870921]],["^15",[3885,"^[",3884,536870921]],["^15",[3885,"^@",false,536870921]],["^15",[3885,"^Y","slide - ai plena/ai autorenschaft",536870921]],["^15",[3885,"^A",3871,536870921]],["^15",[3885,"^11","Slide - AI Plena/AI Autorenschaft",536870921]],["^15",[3885,"^?",["^ ","^1D",2,"^3H",true],536870921]],["^15",[3885,"^4",["^ ","^1D","2","^3H","true"],536870921]],["^15",[3885,"^B",1761642514863,536870921]],["^15",[3885,"^;","~u6901bfc5-3c6d-47fa-aa93-f7f03ad4e53b",536870931]],["^15",[3886,"^Q","Welche Art an Modellen sind verwendbar?",536870921]],["^15",[3886,"^O","^1@",536870921]],["^15",[3886,"^F",3901,536870921]],["^15",[3886,"^X",3885,536870921]],["^15",[3886,"^V",3914,536870931]],["^15",[3886,"^U",3885,536870921]],["^15",[3886,"^;","~u69008812-b1e8-415e-8ee5-21c846a096d1",536870921]],["^15",[3888,"^Q","Hat der Ersteller ein Modell extra dafür selbst Trainiert/ein bestehendes verändert?",536870921]],["^15",[3888,"^O","^1@",536870921]],["^15",[3888,"^F",3903,536870921]],["^15",[3888,"^X",3885,536870921]],["^15",[3888,"^V",3900,536870921]],["^15",[3888,"^U",3885,536870921]],["^15",[3888,"^;","~u69008812-b906-4a7c-8167-e9556344f657",536870921]],["^15",[3889,"^Q","war das verwendete Modell quelloffen (d.h. ist auch der Datensatz einsehbar)?",536870931]],["^15",[3889,"^O","^1@",536870921]],["^15",[3889,"^F",3892,536870921]],["^15",[3889,"^X",3885,536870921]],["^15",[3889,"^V",3892,536870921]],["^15",[3889,"^U",3885,536870921]],["^15",[3889,"^;","~u69008812-20ec-4fae-b5f3-f261b66118dd",536870921]],["^15",[3890,"^Q","(ist überhaupt bekannt?) wie wurden die Trainingsdaten bezogen?",536870921]],["^15",[3890,"^O","^1@",536870921]],["^15",[3890,"^F",3889,536870921]],["^15",[3890,"^X",3885,536870921]],["^15",[3890,"^V",3892,536870921]],["^15",[3890,"^U",3885,536870921]],["^15",[3890,"^;","~u69008812-4fc3-4dd0-8cd0-b49a2ab5a6bf",536870921]],["^15",[3891,"^Q","Wurde AI lediglich als Werkzeug verwendet?",536870921]],["^15",[3891,"^O","^1@",536870921]],["^15",[3891,"^F",3911,536870921]],["^15",[3891,"^X",3885,536870921]],["^15",[3891,"^V",3902,536870921]],["^15",[3891,"^U",3885,536870921]],["^15",[3891,"^;","~u69008812-4082-49c0-b912-1f1f98a19694",536870921]],["^15",[3892,"^Q","Ethische Faktoren:",536870921]],["^15",[3892,"^O","^1@",536870921]],["^15",[3892,"^F",3902,536870921]],["^15",[3892,"^X",3885,536870921]],["^15",[3892,"^V",3894,536870921]],["^15",[3892,"^U",3885,536870921]],["^15",[3892,"^;","~u69008812-d127-4bf2-b855-9ecba7dbe258",536870921]],["^15",[3893,"^Q","https://www.ntp.org/",536870921]],["^15",[3893,"^O","^1@",536870921]],["^15",[3893,"^F",3905,536870921]],["^15",[3893,"^X",3885,536870921]],["^15",[3893,"^V",3899,536870921]],["^15",[3893,"^U",3885,536870921]],["^15",[3893,"^;","~u69008812-6cdc-49f2-b67a-a576a372d937",536870921]],["^15",[3894,"^Q","### Kooperation Mensch - Maschiene",536870921]],["^15",[3894,"^O","^1@",536870921]],["^15",[3894,"^F",3910,536870921]],["^15",[3894,"^X",3885,536870921]],["^15",[3894,"^V",3885,536870921]],["^15",[3894,"^U",3885,536870921]],["^15",[3894,"^?",["^ ","^37",3],536870931]],["^15",[3894,"^J",[],536870931]],["^15",[3894,"^;","~u69008812-5d93-430e-bd23-651850b117d9",536870921]],["^15",[3896,"^Q","Für viele Kunstschaffenden sorgt ein sicheres Urheberrecht für die Wertschätzung, die sie verdienen, auch durch entsprechende Entlohnung sollten dritte durch die Verwendung ihres Werkes profitieren. Dies schafft überhaupt erst den Anreiz das Werk zu erschaffen, über die lose Idee hinauszugehen. Obgleich man großen Unternehmen wie Nintendo, Niantic oder Disney einen fragwürdigen Umgang bis zum missbrauch des Urheberrechts u.a. durch das Verhindern von Community geführten Projekten vorwerfen kann (und sollte), muss die Sinnhaftigkeit des Urheberrechts für allein agierende Personen bedacht bleiben. Um ihnen ein Überleben im aktuellen Wirtschaftssystem zu ermöglichen.\n\nDaher sollte es kritisch betrachtet werden, wenn AI die zunehmende Nichtigkeit des digitalen Besitztums weiter vorantreibt, indem sie in der Lage ist ganze Style einzelner Künstler nachzuahmen und das in einer Weise tut, die anders als bei der Appropriations-Kunst nicht den Kopiervorgang selbst in den Mittelpunkt stellt, sondern das Endergebnis.",536870931]],["^15",[3896,"^O","^1@",536870921]],["^15",[3896,"^F",3910,536870921]],["^15",[3896,"^X",3885,536870921]],["^15",[3896,"^V",3910,536870921]],["^15",[3896,"^U",3885,536870921]],["^15",[3896,"^;","~u69008812-ab87-44a2-86b7-8d5ad09a8eda",536870921]],["^15",[3897,"^Q","Ausgleichsleistungen an Kunstschaffende denkbar?",536870921]],["^15",[3897,"^O","^1@",536870921]],["^15",[3897,"^F",3886,536870921]],["^15",[3897,"^X",3885,536870921]],["^15",[3897,"^V",3914,536870931]],["^15",[3897,"^U",3885,536870921]],["^15",[3897,"^;","~u69008812-6f80-4a44-a0cc-f842c7d936cc",536870921]],["^15",[3898,"^Q","https://www.zeit.de/digital/internet/2024-11/ki-musik-spotify-streaming-plattform",536870921]],["^15",[3898,"^O","^1@",536870921]],["^15",[3898,"^F",3915,536870921]],["^15",[3898,"^X",3885,536870921]],["^15",[3898,"^V",3899,536870921]],["^15",[3898,"^U",3885,536870921]],["^15",[3898,"^;","~u69008812-9da3-456e-95cd-6814ecd1cf57",536870921]],["^15",[3899,"^Q","**Quellen:**",536870921]],["^15",[3899,"^O","^1@",536870921]],["^15",[3899,"^F",3914,536870921]],["^15",[3899,"^X",3885,536870921]],["^15",[3899,"^V",3885,536870921]],["^15",[3899,"^U",3885,536870921]],["^15",[3899,"^;","~u69008812-cd26-4210-b2d2-4426bd58d6a9",536870921]],["^15",[3900,"^Q","Hat AI alleine das Endresultat generiert?",536870921]],["^15",[3900,"^O","^1@",536870921]],["^15",[3900,"^F",3902,536870921]],["^15",[3900,"^X",3885,536870921]],["^15",[3900,"^V",3902,536870921]],["^15",[3900,"^U",3885,536870921]],["^15",[3900,"^;","~u69008812-0c29-4473-9ed4-5eb65f0197e1",536870921]],["^15",[3901,"^Q","Ab wann rechtfertigt die schaden-nutzen Bilanz die Verwendung der AI?",536870931]],["^15",[3901,"^O","^1@",536870921]],["^15",[3901,"^F",3914,536870921]],["^15",[3901,"^X",3885,536870921]],["^15",[3901,"^V",3914,536870921]],["^15",[3901,"^U",3885,536870921]],["^15",[3901,"^;","~u69008812-ed20-4fd6-95da-7919cca099d6",536870921]],["^15",[3902,"^Q","Doch bedenken wir, das es durchaus verschiedene arten der Nutzung von Künstlicher Intelligenz in Kunstwerken, oder jeglichen weiteren Anwendungsgebieten gibt, welche differenziert betrachtet werden sollten:",536870921]],["^15",[3902,"^O","^1@",536870921]],["^15",[3902,"^F",3894,536870921]],["^15",[3902,"^X",3885,536870921]],["^15",[3902,"^V",3894,536870921]],["^15",[3902,"^U",3885,536870921]],["^15",[3902,"^;","~u69008812-4052-49c9-8108-bdf702967c39",536870921]],["^15",[3903,"^Q","Wurde ein generell verwendbares, multifunktionales AI Modell verwendet?",536870931]],["^15",[3903,"^O","^1@",536870921]],["^15",[3903,"^F",3900,536870921]],["^15",[3903,"^X",3885,536870921]],["^15",[3903,"^V",3900,536870921]],["^15",[3903,"^U",3885,536870921]],["^15",[3903,"^;","~u69008812-7cd8-4f72-ba5b-e44544df1fd1",536870921]],["^15",[3905,"^Q","https://www.computerbase.de/news/gaming/rasantes-wachstum-fast-10-000-spiele-auf-steam-nutzen-ki-inhalte.93565/",536870921]],["^15",[3905,"^O","^1@",536870921]],["^15",[3905,"^F",3898,536870921]],["^15",[3905,"^X",3885,536870921]],["^15",[3905,"^V",3899,536870921]],["^15",[3905,"^U",3885,536870921]],["^15",[3905,"^;","~u69008812-8857-48d6-857b-35c08ad33c6b",536870921]],["^15",[3907,"^Q","Spielte es eine vergleichbare Rolle wie in Bildmanipulationsprogramm in der \"klassischen\" Digitalen Kunst?",536870931]],["^15",[3907,"^O","^1@",536870921]],["^15",[3907,"^F",3891,536870921]],["^15",[3907,"^X",3885,536870921]],["^15",[3907,"^V",3891,536870921]],["^15",[3907,"^U",3885,536870921]],["^15",[3907,"^;","~u69008812-eb74-4c8f-baa5-f1753ec7fb02",536870921]],["^15",[3908,"^Q","index:: 2\npublic:: true\n\n",536870921]],["^15",[3908,"^O","^1@",536870921]],["^15",[3908,"^35",["^36",[]],536870931]],["^15",[3908,"^F",3885,536870921]],["^15",[3908,"^X",3885,536870921]],["^15",[3908,"^V",3885,536870921]],["^15",[3908,"^U",546,536870921]],["^15",[3908,"^U",3885,536870921]],["^15",[3908,"^:",true,536870931]],["^15",[3908,"^?",["^ ","^1D",2,"^3H",true],536870931]],["^15",[3908,"^J",["^1D","^3H"],536870931]],["^15",[3908,"^4",["^ ","^1D","2","^3H","true"],536870931]],["^15",[3908,"^H",546,536870931]],["^15",[3908,"^;","~u69008812-15ff-4a74-9f28-7d16d3166940",536870921]],["^15",[3910,"^Q","## Auswirkung auf die 'klassische' Kunst-comunity und Autor*in",536870921]],["^15",[3910,"^O","^1@",536870921]],["^15",[3910,"^F",3908,536870921]],["^15",[3910,"^X",3885,536870921]],["^15",[3910,"^V",3885,536870921]],["^15",[3910,"^U",3885,536870921]],["^15",[3910,"^?",["^ ","^37",2],536870931]],["^15",[3910,"^J",[],536870931]],["^15",[3910,"^;","~u69008812-65f4-4a62-b7ea-17783de82355",536870921]],["^15",[3911,"^Q","Gab es eine Ko-Kreativität?",536870931]],["^15",[3911,"^O","^1@",536870921]],["^15",[3911,"^F",3900,536870921]],["^15",[3911,"^X",3885,536870921]],["^15",[3911,"^V",3902,536870921]],["^15",[3911,"^U",3885,536870921]],["^15",[3911,"^;","~u69008812-2bf9-4b13-9e57-3c9afb6be605",536870921]],["^15",[3914,"^Q","**Leitfrage**:",536870921]],["^15",[3914,"^O","^1@",536870921]],["^15",[3914,"^F",3894,536870921]],["^15",[3914,"^X",3885,536870921]],["^15",[3914,"^V",3885,536870921]],["^15",[3914,"^U",3885,536870921]],["^15",[3914,"^;","~u69008812-9575-4a4d-8fc6-a8d8b438a67f",536870921]],["^15",[3915,"^Q","https://open-access.network/informieren/open-access-in-fachdisziplinen/kuenstlerische-faecher",536870921]],["^15",[3915,"^O","^1@",536870921]],["^15",[3915,"^F",3899,536870921]],["^15",[3915,"^X",3885,536870921]],["^15",[3915,"^V",3899,536870921]],["^15",[3915,"^U",3885,536870921]],["^15",[3915,"^;","~u69008812-68bf-4898-9066-fa8a9a303b98",536870921]],["^15",[3916,"^3","index:: 3\npublic:: true\n\n- ## Perspektivische Betrachtung\n\t- Betrachtet man das Problem des Urheberrechts im Bezug auf Kuenstliche Inteltgenz muss zwischen zwei verschiedenen bereichen unterschieden werden;\n\t- Wer ist der Autor von einem AI generierten Produkt?\n\t logseq.order-list-type:: number\n\t\t- Nach aktueller Auffassung, welche zwar durchaus nicht unumstritten ist, niemand. Die Schöpfung von Medien nach Juristischer Auffassung könne nur ein Menschlicher verdienst sein. Die Autoren der Werke mit denen ein AI Modell trainiert wurde, haben kein Recht auf die Autorenschaft, da kein strikter kopier oder reproduziervorgang stattgefunden hat. Die Eingabeparameter sind nicht Urheberrechtlich schutzbar, der Nutzer der AI gibt dieser lediglich Befehle, somit ist dieser Ebenfalls nicht berechtigt die Autorschaft zu beanspruchen und letzlich haben die Entwickler zwar ein recht auf die Logik, den Programmcode, mit dem das Werk generiert wurden, nicht jedoch an diesem selbst.\n\t\t- Um dennoch Autorschaft für ein AI generiertes Werk beanspruchen zu können muss ein mindest-mass an 'kreativer Originalität' bzw. 'persönlicher geistiger Schöpfung' von einem Menschen aus in das Werk gesteckt werden. Wann dies gegeben ist ist variable und subjektive. So koennte argumentiert werden, das erst eine weitreichende Bearbeitung des Ai Generierten Werkes müsste vorliegen um das Kriterium zu erfüllen. Da in der EU aktuell noch keine explizite Gesetzesgrundlage existiert kann ein Urteil des EuGh Orientierung liefern. Dieses besagt das 1) die Persönlichkeit des Autors durch das erschaffene Werk widergespiegelt werden müsse und 2) es sich um ein Ergebnis der geistigen Schöpfung des Urhebers handelt. Dies könnte bereits gegeben sein wenn die Idee des Autors durch das Verfassen eines eigenen Prompts (in welchem der Mensch seine kreativen Entscheidungen trifft) zu einem entsprechenden Werk führt. Nicht Schutz berechtigt wären hingegen Werke welche durch Angabe eines Referenzfotos und einer einfachen Stylewahl generiert wurden. Hier treffe lediglich die AI 'kreative' Entscheidungen.\n\t- Welches Material darf, wie, zum Trainieren eines AI Modells genutzt werden?\n\t logseq.order-list-type:: number\n\t\t- Da auch hier keine explizite Gesetzesgrundlage besteht wird angenommen das das Urhebergesetz über Data-mining auch für die Trainingsdatensätze von AI Modellen greift. Dementsprechend muss für die Wahrung der Privatsphäre, die DSGVO beachtet, beziehungsweise Trainingsdate anonymisiert werden. Abseits davon ist das Training, auch mit Urheberrechtlich geschützten Daten, grundsätzlich erlaubt, solange kein Einspruch in maschinenlesbarer Form vorliegt, die Inhalte Rechtmäßig im internet stehen und keine zugangskontrolierenden Maßnahmen umgangen wurden. \n\t\t Dies unterscheidet sich von der eigentlichen Entstehung des Urheberrechts welches unmittelbar nach Vollendung des Werkes greift. Es gilt nicht der _default open_ Grundsatz.\n\t- Einschränkungen von AI verwendung\n\t logseq.order-list-type:: number\n\t\t- Der AI-Act der EU verbietet die Nutzung von AI in einigen, \"hoch-risiko\" Gebieten. Andersrum können Autor*in durch die Verwendung besonderer Lizenzen die Nutzung ihrer Werke für das Training von Modellen einschränken bzw. verbieten.\n- **Leitfragen:**\n\t- Wo würdet ihr die grenzen setzen um Urheberrecht zu gewähren?\n\t- Ist die kapitalistische Verwendung der AI verwerflicher als der Persönliche Gebrauch?\n\t- Müssen Trainingsdatensätze stärker Kontrolliert werden (nicht nur des Urheberrechts wegen, sondern auch um Bias zu verhindern)?\n- **Quellen:**\n\t- https://www.din.de/resource/blob/1142062/df54d68d11749518302993d7976222a5/open-session-rechtliche-dimensionen-von-ki-data.pdf\n\t- https://www.iit-berlin.de/wp-content/uploads/2025/02/2025-03-iit-perspektive-Urheberrecht_KI_Beitraege_V05.pdf\n\t- https://www.urheberrecht.de/urheberschutz/",536870921]],["^15",[3916,"^17",1761642514888,536870921]],["^15",[3916,"^Z","pages/Slide - AI Plena___AI Urheberrecht.md",536870921]],["^15",[3917,"^K",1761642514886,536870921]],["^15",[3917,"^[",3916,536870921]],["^15",[3917,"^@",false,536870921]],["^15",[3917,"^Y","slide - ai plena/ai urheberrecht",536870921]],["^15",[3917,"^A",3871,536870921]],["^15",[3917,"^11","Slide - AI Plena/AI Urheberrecht",536870921]],["^15",[3917,"^?",["^ ","^1D",3,"^3H",true],536870921]],["^15",[3917,"^4",["^ ","^1D","3","^3H","true"],536870921]],["^15",[3917,"^B",1761642514886,536870921]],["^15",[3917,"^;","~u69008812-04c5-498e-b93c-71c2c5d1326a",536870921]],["^15",[3918,"^Q","Müssen Trainingsdatensätze stärker Kontrolliert werden (nicht nur des Urheberrechts wegen, sondern auch um Bias zu verhindern)?",536870921]],["^15",[3918,"^O","^1@",536870921]],["^15",[3918,"^F",3931,536870921]],["^15",[3918,"^X",3917,536870921]],["^15",[3918,"^V",3934,536870921]],["^15",[3918,"^U",3917,536870921]],["^15",[3918,"^;","~u69008812-36ba-4c87-a7f6-05d8132e3475",536870921]],["^15",[3919,"^Q","https://www.iit-berlin.de/wp-content/uploads/2025/02/2025-03-iit-perspektive-Urheberrecht_KI_Beitraege_V05.pdf",536870921]],["^15",[3919,"^O","^1@",536870921]],["^15",[3919,"^F",3920,536870921]],["^15",[3919,"^X",3917,536870921]],["^15",[3919,"^V",3935,536870921]],["^15",[3919,"^U",3917,536870921]],["^15",[3919,"^;","~u69008812-b6cf-422c-b2ac-11ae169d412a",536870921]],["^15",[3920,"^Q","https://www.din.de/resource/blob/1142062/df54d68d11749518302993d7976222a5/open-session-rechtliche-dimensionen-von-ki-data.pdf",536870921]],["^15",[3920,"^O","^1@",536870921]],["^15",[3920,"^F",3935,536870921]],["^15",[3920,"^X",3917,536870921]],["^15",[3920,"^V",3935,536870921]],["^15",[3920,"^U",3917,536870921]],["^15",[3920,"^;","~u69008812-0c99-400b-8c5b-07ad2bb37deb",536870921]],["^15",[3921,"^Q","Betrachtet man das Problem des Urheberrechts im Bezug auf Kuenstliche Inteltgenz muss zwischen zwei verschiedenen bereichen unterschieden werden;",536870921]],["^15",[3921,"^O","^1@",536870921]],["^15",[3921,"^F",3926,536870921]],["^15",[3921,"^X",3917,536870921]],["^15",[3921,"^V",3926,536870921]],["^15",[3921,"^U",3917,536870921]],["^15",[3921,"^;","~u69008812-933d-4501-ba07-e699b5e968cf",536870921]],["^15",[3922,"^Q","Der AI-Act der EU verbietet die Nutzung von AI in einigen, \"hoch-risiko\" Gebieten. Andersrum können Autor*in durch die Verwendung besonderer Lizenzen die Nutzung ihrer Werke für das Training von Modellen einschränken bzw. verbieten.",536870921]],["^15",[3922,"^O","^1@",536870921]],["^15",[3922,"^F",3932,536870921]],["^15",[3922,"^X",3917,536870921]],["^15",[3922,"^V",3932,536870921]],["^15",[3922,"^U",3917,536870921]],["^15",[3922,"^;","~u69008812-fc48-4031-9496-8192e6f9ce4e",536870921]],["^15",[3923,"^Q","Um dennoch Autorschaft für ein AI generiertes Werk beanspruchen zu können muss ein mindest-mass an 'kreativer Originalität' bzw. 'persönlicher geistiger Schöpfung' von einem Menschen aus in das Werk gesteckt werden. Wann dies gegeben ist ist variable und subjektive. So koennte argumentiert werden, das erst eine weitreichende Bearbeitung des Ai Generierten Werkes müsste vorliegen um das Kriterium zu erfüllen. Da in der EU aktuell noch keine explizite Gesetzesgrundlage existiert kann ein Urteil des EuGh Orientierung liefern. Dieses besagt das 1) die Persönlichkeit des Autors durch das erschaffene Werk widergespiegelt werden müsse und 2) es sich um ein Ergebnis der geistigen Schöpfung des Urhebers handelt. Dies könnte bereits gegeben sein wenn die Idee des Autors durch das Verfassen eines eigenen Prompts (in welchem der Mensch seine kreativen Entscheidungen trifft) zu einem entsprechenden Werk führt. Nicht Schutz berechtigt wären hingegen Werke welche durch Angabe eines Referenzfotos und einer einfachen Stylewahl generiert wurden. Hier treffe lediglich die AI 'kreative' Entscheidungen.",536870921]],["^15",[3923,"^O","^1@",536870921]],["^15",[3923,"^F",3933,536870921]],["^15",[3923,"^X",3917,536870921]],["^15",[3923,"^V",3928,536870921]],["^15",[3923,"^U",3917,536870921]],["^15",[3923,"^;","~u69008812-b516-4027-9421-a38e6707fc5d",536870921]],["^15",[3924,"^Q","index:: 3\npublic:: true\n\n",536870921]],["^15",[3924,"^O","^1@",536870921]],["^15",[3924,"^35",["^36",[]],536870921]],["^15",[3924,"^F",3917,536870921]],["^15",[3924,"^X",3917,536870921]],["^15",[3924,"^V",3917,536870921]],["^15",[3924,"^U",546,536870921]],["^15",[3924,"^U",3917,536870921]],["^15",[3924,"^:",true,536870921]],["^15",[3924,"^?",["^ ","^1D",3,"^3H",true],536870921]],["^15",[3924,"^J",["^1D","^3H"],536870921]],["^15",[3924,"^4",["^ ","^1D","3","^3H","true"],536870921]],["^15",[3924,"^H",546,536870921]],["^15",[3924,"^;","~u69008812-90eb-4a1e-9291-cad4c220fdd3",536870921]],["^15",[3925,"^Q","Da auch hier keine explizite Gesetzesgrundlage besteht wird angenommen das das Urhebergesetz über Data-mining auch für die Trainingsdatensätze von AI Modellen greift. Dementsprechend muss für die Wahrung der Privatsphäre, die DSGVO beachtet, beziehungsweise Trainingsdate anonymisiert werden. Abseits davon ist das Training, auch mit Urheberrechtlich geschützten Daten, grundsätzlich erlaubt, solange kein Einspruch in maschinenlesbarer Form vorliegt, die Inhalte Rechtmäßig im internet stehen und keine zugangskontrolierenden Maßnahmen umgangen wurden. \nDies unterscheidet sich von der eigentlichen Entstehung des Urheberrechts welches unmittelbar nach Vollendung des Werkes greift. Es gilt nicht der _default open_ Grundsatz.",536870921]],["^15",[3925,"^O","^1@",536870921]],["^15",[3925,"^F",3929,536870921]],["^15",[3925,"^X",3917,536870921]],["^15",[3925,"^V",3929,536870921]],["^15",[3925,"^U",3917,536870921]],["^15",[3925,"^;","~u69008812-a020-4979-941e-b1a97d09b704",536870921]],["^15",[3926,"^Q","## Perspektivische Betrachtung",536870921]],["^15",[3926,"^O","^1@",536870921]],["^15",[3926,"^F",3924,536870921]],["^15",[3926,"^X",3917,536870921]],["^15",[3926,"^V",3917,536870921]],["^15",[3926,"^U",3917,536870921]],["^15",[3926,"^?",["^ ","^37",2],536870921]],["^15",[3926,"^J",[],536870921]],["^15",[3926,"^;","~u69008812-9370-40ba-b8f9-7b4319f302e5",536870921]],["^15",[3927,"^Q","Wo würdet ihr die grenzen setzen um Urheberrecht zu gewähren?",536870921]],["^15",[3927,"^O","^1@",536870921]],["^15",[3927,"^F",3934,536870921]],["^15",[3927,"^X",3917,536870921]],["^15",[3927,"^V",3934,536870921]],["^15",[3927,"^U",3917,536870921]],["^15",[3927,"^;","~u69008812-d515-459c-9f23-b74b6620c149",536870921]],["^15",[3928,"^Q","Wer ist der Autor von einem AI generierten Produkt?\nlogseq.order-list-type:: number",536870921]],["^15",[3928,"^O","^1@",536870921]],["^15",[3928,"^F",3921,536870921]],["^15",[3928,"^X",3917,536870921]],["^15",[3928,"^V",3926,536870921]],["^15",[3928,"^U",3917,536870921]],["^15",[3928,"^?",["^ ","^3B","number"],536870921]],["^15",[3928,"^J",["^3B"],536870921]],["^15",[3928,"^4",["^ ","^3B","number"],536870921]],["^15",[3928,"^;","~u69008812-4c99-43b2-87f5-0d717f72b9a7",536870921]],["^15",[3929,"^Q","Welches Material darf, wie, zum Trainieren eines AI Modells genutzt werden?\nlogseq.order-list-type:: number",536870921]],["^15",[3929,"^O","^1@",536870921]],["^15",[3929,"^F",3928,536870921]],["^15",[3929,"^X",3917,536870921]],["^15",[3929,"^V",3926,536870921]],["^15",[3929,"^U",3917,536870921]],["^15",[3929,"^?",["^ ","^3B","number"],536870921]],["^15",[3929,"^J",["^3B"],536870921]],["^15",[3929,"^4",["^ ","^3B","number"],536870921]],["^15",[3929,"^;","~u69008812-6407-460e-afdc-5ba6fcd73821",536870921]],["^15",[3930,"^Q","https://www.urheberrecht.de/urheberschutz/",536870921]],["^15",[3930,"^O","^1@",536870921]],["^15",[3930,"^F",3919,536870921]],["^15",[3930,"^X",3917,536870921]],["^15",[3930,"^V",3935,536870921]],["^15",[3930,"^U",3917,536870921]],["^15",[3930,"^;","~u69008812-82c7-47d4-9958-e34ec1afb45e",536870921]],["^15",[3931,"^Q","Ist die kapitalistische Verwendung der AI verwerflicher als der Persönliche Gebrauch?",536870921]],["^15",[3931,"^O","^1@",536870921]],["^15",[3931,"^F",3927,536870921]],["^15",[3931,"^X",3917,536870921]],["^15",[3931,"^V",3934,536870921]],["^15",[3931,"^U",3917,536870921]],["^15",[3931,"^;","~u69008812-3220-416a-9e7f-165240698158",536870921]],["^15",[3932,"^Q","Einschränkungen von AI verwendung\nlogseq.order-list-type:: number",536870921]],["^15",[3932,"^O","^1@",536870921]],["^15",[3932,"^F",3929,536870921]],["^15",[3932,"^X",3917,536870921]],["^15",[3932,"^V",3926,536870921]],["^15",[3932,"^U",3917,536870921]],["^15",[3932,"^?",["^ ","^3B","number"],536870921]],["^15",[3932,"^J",["^3B"],536870921]],["^15",[3932,"^4",["^ ","^3B","number"],536870921]],["^15",[3932,"^;","~u69008812-8cde-494d-a6a9-118062b23556",536870921]],["^15",[3933,"^Q","Nach aktueller Auffassung, welche zwar durchaus nicht unumstritten ist, niemand. Die Schöpfung von Medien nach Juristischer Auffassung könne nur ein Menschlicher verdienst sein. Die Autoren der Werke mit denen ein AI Modell trainiert wurde, haben kein Recht auf die Autorenschaft, da kein strikter kopier oder reproduziervorgang stattgefunden hat. Die Eingabeparameter sind nicht Urheberrechtlich schutzbar, der Nutzer der AI gibt dieser lediglich Befehle, somit ist dieser Ebenfalls nicht berechtigt die Autorschaft zu beanspruchen und letzlich haben die Entwickler zwar ein recht auf die Logik, den Programmcode, mit dem das Werk generiert wurden, nicht jedoch an diesem selbst.",536870921]],["^15",[3933,"^O","^1@",536870921]],["^15",[3933,"^F",3928,536870921]],["^15",[3933,"^X",3917,536870921]],["^15",[3933,"^V",3928,536870921]],["^15",[3933,"^U",3917,536870921]],["^15",[3933,"^;","~u69008812-489a-4d63-9c06-683de68287a5",536870921]],["^15",[3934,"^Q","**Leitfragen:**",536870921]],["^15",[3934,"^O","^1@",536870921]],["^15",[3934,"^F",3926,536870921]],["^15",[3934,"^X",3917,536870921]],["^15",[3934,"^V",3917,536870921]],["^15",[3934,"^U",3917,536870921]],["^15",[3934,"^;","~u69008812-fa96-4aac-b7ba-64d5577942d2",536870921]],["^15",[3935,"^Q","**Quellen:**",536870921]],["^15",[3935,"^O","^1@",536870921]],["^15",[3935,"^F",3934,536870921]],["^15",[3935,"^X",3917,536870921]],["^15",[3935,"^V",3917,536870921]],["^15",[3935,"^U",3917,536870921]],["^15",[3935,"^;","~u69008812-336f-43ec-b1f0-cadd58bba6fc",536870921]],["^15",[3936,"^3","index:: 5\npublic:: true\n\n- ## Der Bias\n\t- Bereits in 2016 veroeffentlichte Microsoft einen Char bot, Tay, auf der Social Media Plattform Twitter. Unter dem Motto \"The more you chat with Tay the smater it gets\" erhofte sich microsoft ihre tchnologie interaktive der oeffentlcihket vorzusstellen und gleichzeitig, quasi als nebeneffekt, kostenlose Trainingsdaten zu erhalten. Sie rechneten jedoch nicht mit dem Internet und seinen Trollen.\n\t- Bin in kuerzester zeit wurde Tay zu einem rechz Idiologischen verschwoerungstheoretiker indoktriniert. In Satzen wie \"Bush hat 9/11 selbst verursacht, und Hitler hätte den Job besser gemacht als der Affe den wir nun Haben. Unsere einzige Hoffnung ist Donald Trump\" aeussserte er sich Rassistisch, Antisemitisch, Hompohop und Sexistisch. Microsoft musste nach nur 16 Stunden den Chatbot deaktivieren.\n\t- Tay selbst wusste nicht was er tat, kannte die Auswirkungen seines Schreibens nicht, er besass keinerelei Selbstreflexion, er lernte nur wie alle aktuellen AI Modelle zu widerholen was bereits gesagt wurde. \n\t Hätten nur Umweltaktivist*in mit ihm geschrieben so waehre sein einsatz fuer den Klimaschutz sicher. Es ist vergleichbar mit dem verhalten eines Kindes welches die Eltern so gut es geht nach ahmen möchte.\n\t- Eben dies zeigt, so wichtig wie die Bildung beim Menschen ist um die Lage der Welt zu verstehen und sich ihr anzupassen, eben so wichtig sind die Trainingsdatensaetze bei AI modellen. Und hier ligt die grösste Schwierigkeit, da es unmoeglich ist das gesammte Wissen des Universums in einem Universtellen Datensatz zu komprimierenn, muss dieser selektive zusamengestellt werden. Dabei darauf zu achten dass jede Personengruppe und Minderheit gleichwertig, moeglichst Neutral, abgebildet wird ist nahezu unmoeglich, daher ist eine gewisse art der deskriminierung auch quasi unauswichlich.\n\t Die kann so simple fogen haben wie das die gesichtserkennung beim Handy deutlich besser bei weissen maennern europaaeischen Aussehens funktioniert als bei sonst einer demographik. Wie auch so schwerwigende ungleichheiten erzeugen duch jene People of colore deutlich oeffter Opfer von false-positive in der Staftaeterfahnung werden oder in amerika westlich aussehende personen eher eine organ transplantation zugesschrieben bekommen da die AI ihre Lebenserwartung hoeher als anderer einstuft.\n\t- In gewisser weise reflektieren Datensaetze somit die diskriminierende natur des geseltschaftlichen Ideals. Gerade Suchmaschinen neigen dazu dieses weiter zu Befeuern, so wird bei der suche nach stylistischem nicht das eigene Wohlbefinden, sondern moeglichste naehe zur geseltschaftlichen Norm zurueckgeliefert.\n- ### Bewusster Rassismus\n\t- Egal ob der bias durch fehlende Datenmengen oder ein homogenes Entwicklerteam, welches schlicht vergisst ihr Projekt fuer alle Anwender zu testen, entsteht, die Konsequenzen sind oft inakzeptabel.\n\t Besonders frustrierend oder sogar gefaehrlich ist es wenn das Datensatzproblem, die mangelnde Heterogenität, bewusst ignoriert wird und daher Daten nicht gesammelt oder verwendet werden. Häufige Gründe in der Wirtschaft hierfür sind:\n\t\t- kein explizites Interesse von seiten der Datensammler -> Daten welche ein anderes Land betreffen\n\t\t logseq.order-list-type:: number\n\t\t- mehr Arbeit als Nutzen -> Daten über sexuelle Übergriffe und Belästigung\n\t\t logseq.order-list-type:: number\n\t\t- Gesellschaftlichen Konsens erhalten (\"Sich nicht unbeliebt machen\") -> Daten/Urspruenge von Colonialinhalten\n\t\t logseq.order-list-type:: number\n\t\t- nicht quantifizierbare Daten -> Emotionen, institutioneller Rassismus etc.\n\t\t logseq.order-list-type:: number\n\t- Das alles sind Probleme die bestehen bleiben werden, bis AI Modelle in der Lage sind, selbststaendig diese Luecken zu fuellen und eingenstaendlig neue Informationen verarbeiten, \"lernen\" zu koennen. \n\t Bis dahin muss es unser Ziel sein, die Black-Box der AI so weit wie moeglich zu oeffenen, also quelloffene Datensaetze zu verwenden um sicherzustellen moeglichst transparent, inklusive und gleiche Ergebnisse zu erreichen.\n- **Leitfragen**\n\t- Wie viel Transparenz muss verpflichtend sein? Brauchen wir Vorgaben und Regeln für Datensätze?\n\t- Mit diesem Hintergrund: Sollten wir uns auf quelloffene Modelle besschraenken welche auch einen oeffentlichen Datensatz besitzen? (Diese sind deutlich seltener, oft schwächer.)\n- **Qullen**\n\t- KUNSTFORUM International Bd. 278 Nov.–Dez. 2021; Kann Kunstlichte Intelligenz Vorurteile haben?, Inke Arns\n\t- BSI \"Bias in der künstlichen Intelligenz\", Bias Arten S. 7-12; https://www.bsi.bund.de/SharedDocs/Downloads/DE/BSI/KI/Whitepaper_Bias_KI.pdf?__blob=publicationFile&v=4",536870921]],["^15",[3936,"^17",1761642514912,536870921]],["^15",[3936,"^Z","pages/Slide - AI Plena___Das Datensatzproblem.md",536870921]],["^15",[3937,"^K",1761642514911,536870921]],["^15",[3937,"^[",3936,536870921]],["^15",[3937,"^@",false,536870921]],["^15",[3937,"^Y","slide - ai plena/das datensatzproblem",536870921]],["^15",[3937,"^A",3871,536870921]],["^15",[3937,"^11","Slide - AI Plena/Das Datensatzproblem",536870921]],["^15",[3937,"^?",["^ ","^1D",5,"^3H",true],536870921]],["^15",[3937,"^4",["^ ","^1D","5","^3H","true"],536870921]],["^15",[3937,"^B",1761642514911,536870921]],["^15",[3937,"^;","~u69008812-174f-4767-8bb0-1fedf7cdf0eb",536870921]],["^15",[3938,"^Q","## Der Bias",536870921]],["^15",[3938,"^O","^1@",536870921]],["^15",[3938,"^F",3950,536870921]],["^15",[3938,"^X",3937,536870921]],["^15",[3938,"^V",3937,536870921]],["^15",[3938,"^U",3937,536870921]],["^15",[3938,"^?",["^ ","^37",2],536870921]],["^15",[3938,"^J",[],536870921]],["^15",[3938,"^;","~u69008812-c80d-427b-820e-9e5053fecd32",536870921]],["^15",[3939,"^Q","In gewisser weise reflektieren Datensaetze somit die diskriminierende natur des geseltschaftlichen Ideals. Gerade Suchmaschinen neigen dazu dieses weiter zu Befeuern, so wird bei der suche nach stylistischem nicht das eigene Wohlbefinden, sondern moeglichste naehe zur geseltschaftlichen Norm zurueckgeliefert.",536870921]],["^15",[3939,"^O","^1@",536870921]],["^15",[3939,"^F",3944,536870921]],["^15",[3939,"^X",3937,536870921]],["^15",[3939,"^V",3938,536870921]],["^15",[3939,"^U",3937,536870921]],["^15",[3939,"^;","~u69008812-0578-4522-939d-813109355232",536870921]],["^15",[3940,"^Q","mehr Arbeit als Nutzen -> Daten über sexuelle Übergriffe und Belästigung\nlogseq.order-list-type:: number",536870921]],["^15",[3940,"^O","^1@",536870921]],["^15",[3940,"^F",3943,536870921]],["^15",[3940,"^X",3937,536870921]],["^15",[3940,"^V",3957,536870921]],["^15",[3940,"^U",3937,536870921]],["^15",[3940,"^?",["^ ","^3B","number"],536870921]],["^15",[3940,"^J",["^3B"],536870921]],["^15",[3940,"^4",["^ ","^3B","number"],536870921]],["^15",[3940,"^;","~u69008812-56b9-43f7-b31a-68623d2b937c",536870921]],["^15",[3941,"^Q","**Qullen**",536870921]],["^15",[3941,"^O","^1@",536870921]],["^15",[3941,"^F",3956,536870921]],["^15",[3941,"^X",3937,536870921]],["^15",[3941,"^V",3937,536870921]],["^15",[3941,"^U",3937,536870921]],["^15",[3941,"^;","~u69008812-6932-451e-a17c-ed3a09524f1c",536870921]],["^15",[3942,"^Q","Bereits in 2016 veroeffentlichte Microsoft einen Char bot, Tay, auf der Social Media Plattform Twitter. Unter dem Motto \"The more you chat with Tay the smater it gets\" erhofte sich microsoft ihre tchnologie interaktive der oeffentlcihket vorzusstellen und gleichzeitig, quasi als nebeneffekt, kostenlose Trainingsdaten zu erhalten. Sie rechneten jedoch nicht mit dem Internet und seinen Trollen.",536870921]],["^15",[3942,"^O","^1@",536870921]],["^15",[3942,"^F",3938,536870921]],["^15",[3942,"^X",3937,536870921]],["^15",[3942,"^V",3938,536870921]],["^15",[3942,"^U",3937,536870921]],["^15",[3942,"^;","~u69008812-03ee-40a9-bfdd-f6bbe2ab6e7e",536870921]],["^15",[3943,"^Q","kein explizites Interesse von seiten der Datensammler -> Daten welche ein anderes Land betreffen\nlogseq.order-list-type:: number",536870921]],["^15",[3943,"^O","^1@",536870921]],["^15",[3943,"^F",3957,536870921]],["^15",[3943,"^X",3937,536870921]],["^15",[3943,"^V",3957,536870921]],["^15",[3943,"^U",3937,536870921]],["^15",[3943,"^?",["^ ","^3B","number"],536870921]],["^15",[3943,"^J",["^3B"],536870921]],["^15",[3943,"^4",["^ ","^3B","number"],536870921]],["^15",[3943,"^;","~u69008812-5fb2-4618-ad59-72ab17da1c57",536870921]],["^15",[3944,"^Q","Eben dies zeigt, so wichtig wie die Bildung beim Menschen ist um die Lage der Welt zu verstehen und sich ihr anzupassen, eben so wichtig sind die Trainingsdatensaetze bei AI modellen. Und hier ligt die grösste Schwierigkeit, da es unmoeglich ist das gesammte Wissen des Universums in einem Universtellen Datensatz zu komprimierenn, muss dieser selektive zusamengestellt werden. Dabei darauf zu achten dass jede Personengruppe und Minderheit gleichwertig, moeglichst Neutral, abgebildet wird ist nahezu unmoeglich, daher ist eine gewisse art der deskriminierung auch quasi unauswichlich.\nDie kann so simple fogen haben wie das die gesichtserkennung beim Handy deutlich besser bei weissen maennern europaaeischen Aussehens funktioniert als bei sonst einer demographik. Wie auch so schwerwigende ungleichheiten erzeugen duch jene People of colore deutlich oeffter Opfer von false-positive in der Staftaeterfahnung werden oder in amerika westlich aussehende personen eher eine organ transplantation zugesschrieben bekommen da die AI ihre Lebenserwartung hoeher als anderer einstuft.",536870921]],["^15",[3944,"^O","^1@",536870921]],["^15",[3944,"^F",3955,536870921]],["^15",[3944,"^X",3937,536870921]],["^15",[3944,"^V",3938,536870921]],["^15",[3944,"^U",3937,536870921]],["^15",[3944,"^;","~u69008812-9fdf-4b4c-a37e-173a913ef5b8",536870921]],["^15",[3945,"^Q","Das alles sind Probleme die bestehen bleiben werden, bis AI Modelle in der Lage sind, selbststaendig diese Luecken zu fuellen und eingenstaendlig neue Informationen verarbeiten, \"lernen\" zu koennen. \nBis dahin muss es unser Ziel sein, die Black-Box der AI so weit wie moeglich zu oeffenen, also quelloffene Datensaetze zu verwenden um sicherzustellen moeglichst transparent, inklusive und gleiche Ergebnisse zu erreichen.",536870921]],["^15",[3945,"^O","^1@",536870921]],["^15",[3945,"^F",3957,536870921]],["^15",[3945,"^X",3937,536870921]],["^15",[3945,"^V",3952,536870921]],["^15",[3945,"^U",3937,536870921]],["^15",[3945,"^;","~u69008812-a6d4-43af-b162-dfe68e0ed13d",536870921]],["^15",[3946,"^Q","KUNSTFORUM International Bd. 278 Nov.–Dez. 2021; Kann Kunstlichte Intelligenz Vorurteile haben?, Inke Arns",536870921]],["^15",[3946,"^O","^1@",536870921]],["^15",[3946,"^F",3941,536870921]],["^15",[3946,"^X",3937,536870921]],["^15",[3946,"^V",3941,536870921]],["^15",[3946,"^U",3937,536870921]],["^15",[3946,"^;","~u69008812-a8b2-4579-8dd1-52c1d38e2b14",536870921]],["^15",[3947,"^Q","Bin in kuerzester zeit wurde Tay zu einem rechz Idiologischen verschwoerungstheoretiker indoktriniert. In Satzen wie \"Bush hat 9/11 selbst verursacht, und Hitler hätte den Job besser gemacht als der Affe den wir nun Haben. Unsere einzige Hoffnung ist Donald Trump\" aeussserte er sich Rassistisch, Antisemitisch, Hompohop und Sexistisch. Microsoft musste nach nur 16 Stunden den Chatbot deaktivieren.",536870921]],["^15",[3947,"^O","^1@",536870921]],["^15",[3947,"^F",3942,536870921]],["^15",[3947,"^X",3937,536870921]],["^15",[3947,"^V",3938,536870921]],["^15",[3947,"^U",3937,536870921]],["^15",[3947,"^;","~u69008812-de86-4173-b429-a4983b3c42d0",536870921]],["^15",[3948,"^Q","Gesellschaftlichen Konsens erhalten (\"Sich nicht unbeliebt machen\") -> Daten/Urspruenge von Colonialinhalten\nlogseq.order-list-type:: number",536870921]],["^15",[3948,"^O","^1@",536870921]],["^15",[3948,"^F",3940,536870921]],["^15",[3948,"^X",3937,536870921]],["^15",[3948,"^V",3957,536870921]],["^15",[3948,"^U",3937,536870921]],["^15",[3948,"^?",["^ ","^3B","number"],536870921]],["^15",[3948,"^J",["^3B"],536870921]],["^15",[3948,"^4",["^ ","^3B","number"],536870921]],["^15",[3948,"^;","~u69008812-8b27-416e-b4a8-ba237efdb131",536870921]],["^15",[3949,"^Q","BSI \"Bias in der künstlichen Intelligenz\", Bias Arten S. 7-12; https://www.bsi.bund.de/SharedDocs/Downloads/DE/BSI/KI/Whitepaper_Bias_KI.pdf?__blob=publicationFile&v=4",536870921]],["^15",[3949,"^O","^1@",536870921]],["^15",[3949,"^F",3946,536870921]],["^15",[3949,"^X",3937,536870921]],["^15",[3949,"^V",3941,536870921]],["^15",[3949,"^U",3937,536870921]],["^15",[3949,"^;","~u69008812-400f-4434-9c00-b23e0327f860",536870921]],["^15",[3950,"^Q","index:: 5\npublic:: true\n\n",536870921]],["^15",[3950,"^O","^1@",536870921]],["^15",[3950,"^35",["^36",[]],536870921]],["^15",[3950,"^F",3937,536870921]],["^15",[3950,"^X",3937,536870921]],["^15",[3950,"^V",3937,536870921]],["^15",[3950,"^U",546,536870921]],["^15",[3950,"^U",3937,536870921]],["^15",[3950,"^:",true,536870921]],["^15",[3950,"^?",["^ ","^1D",5,"^3H",true],536870921]],["^15",[3950,"^J",["^1D","^3H"],536870921]],["^15",[3950,"^4",["^ ","^1D","5","^3H","true"],536870921]],["^15",[3950,"^H",546,536870921]],["^15",[3950,"^;","~u69008812-0925-4cce-b413-c606c43dcd65",536870921]],["^15",[3951,"^Q","Wie viel Transparenz muss verpflichtend sein? Brauchen wir Vorgaben und Regeln für Datensätze?",536870921]],["^15",[3951,"^O","^1@",536870921]],["^15",[3951,"^F",3956,536870921]],["^15",[3951,"^X",3937,536870921]],["^15",[3951,"^V",3956,536870921]],["^15",[3951,"^U",3937,536870921]],["^15",[3951,"^;","~u69008812-f622-4ee1-9a04-fd51ebcfa260",536870921]],["^15",[3952,"^Q","### Bewusster Rassismus",536870921]],["^15",[3952,"^O","^1@",536870921]],["^15",[3952,"^F",3938,536870921]],["^15",[3952,"^X",3937,536870921]],["^15",[3952,"^V",3937,536870921]],["^15",[3952,"^U",3937,536870921]],["^15",[3952,"^?",["^ ","^37",3],536870921]],["^15",[3952,"^J",[],536870921]],["^15",[3952,"^;","~u69008812-c429-415e-ad07-b64bc8a84bbd",536870921]],["^15",[3953,"^Q","nicht quantifizierbare Daten -> Emotionen, institutioneller Rassismus etc.\nlogseq.order-list-type:: number",536870921]],["^15",[3953,"^O","^1@",536870921]],["^15",[3953,"^F",3948,536870921]],["^15",[3953,"^X",3937,536870921]],["^15",[3953,"^V",3957,536870921]],["^15",[3953,"^U",3937,536870921]],["^15",[3953,"^?",["^ ","^3B","number"],536870921]],["^15",[3953,"^J",["^3B"],536870921]],["^15",[3953,"^4",["^ ","^3B","number"],536870921]],["^15",[3953,"^;","~u69008812-feac-4bd6-a2fa-bbc8dda9235a",536870921]],["^15",[3954,"^Q","Mit diesem Hintergrund: Sollten wir uns auf quelloffene Modelle besschraenken welche auch einen oeffentlichen Datensatz besitzen? (Diese sind deutlich seltener, oft schwächer.)",536870921]],["^15",[3954,"^O","^1@",536870921]],["^15",[3954,"^F",3951,536870921]],["^15",[3954,"^X",3937,536870921]],["^15",[3954,"^V",3956,536870921]],["^15",[3954,"^U",3937,536870921]],["^15",[3954,"^;","~u69008812-624f-4c7b-91c1-da2165d47976",536870921]],["^15",[3955,"^Q","Tay selbst wusste nicht was er tat, kannte die Auswirkungen seines Schreibens nicht, er besass keinerelei Selbstreflexion, er lernte nur wie alle aktuellen AI Modelle zu widerholen was bereits gesagt wurde. \nHätten nur Umweltaktivist*in mit ihm geschrieben so waehre sein einsatz fuer den Klimaschutz sicher. Es ist vergleichbar mit dem verhalten eines Kindes welches die Eltern so gut es geht nach ahmen möchte.",536870921]],["^15",[3955,"^O","^1@",536870921]],["^15",[3955,"^F",3947,536870921]],["^15",[3955,"^X",3937,536870921]],["^15",[3955,"^V",3938,536870921]],["^15",[3955,"^U",3937,536870921]],["^15",[3955,"^;","~u69008812-1528-495b-8cac-2c6d41ff074d",536870921]],["^15",[3956,"^Q","**Leitfragen**",536870921]],["^15",[3956,"^O","^1@",536870921]],["^15",[3956,"^F",3952,536870921]],["^15",[3956,"^X",3937,536870921]],["^15",[3956,"^V",3937,536870921]],["^15",[3956,"^U",3937,536870921]],["^15",[3956,"^;","~u69008812-3050-4624-85de-697054b1daed",536870921]],["^15",[3957,"^Q","Egal ob der bias durch fehlende Datenmengen oder ein homogenes Entwicklerteam, welches schlicht vergisst ihr Projekt fuer alle Anwender zu testen, entsteht, die Konsequenzen sind oft inakzeptabel.\nBesonders frustrierend oder sogar gefaehrlich ist es wenn das Datensatzproblem, die mangelnde Heterogenität, bewusst ignoriert wird und daher Daten nicht gesammelt oder verwendet werden. Häufige Gründe in der Wirtschaft hierfür sind:",536870921]],["^15",[3957,"^O","^1@",536870921]],["^15",[3957,"^F",3952,536870921]],["^15",[3957,"^X",3937,536870921]],["^15",[3957,"^V",3952,536870921]],["^15",[3957,"^U",3937,536870921]],["^15",[3957,"^;","~u69008812-5363-4251-bd1f-8ffce4107b25",536870921]],["^15",[3958,"^3","index:: 7\npublic:: true\n\n- ## Open Source als Lösung\n\t- Mildern lassen sich einige dieser Probleme durch die Verwendung von quelloffener Software und einsehbaren Trainingsdatensätzen. So kann sichergestellt werden, dass kein Großunternehmen bei jeder Anfrage mitverdient, denn jeder betreibt die Künstliche intelligent eigenständig und lokal. \n\t Es könnte sichergestellt werden, dass jeder Text und jedes Bild, das zum Training des Modells verwendet wurde, im Sinne des:der Autor:in ist. Gleichzeitig kann durch die Einsetzbarkeit der Trainingsdatensätzen erkannt werden sollten Akteure versuchen bewusste einen Diskriminierenden Bias in die Modelle einzubauen oder die ausführende Software entsprechend zu manipulieren. \n\t Zusätzlich könnte dies die Umweltbelastung reduzieren, da diese Modelle meist deutlich weniger Rechenintensität aufweisen als jene von OpenAi und co.\n\t Die Wertschätzung der Menschlichen Kunst jedoch muss von der Gesellschaft gewahrt und gewährt werden, dabei schafft auch die Effizienteste der quelloffensten Modelle keine Abhilfe.\n- **Leitfragen**\n\t- Was wahren Ansatz die Gesellschaftliche Wertschätzung Kunstschaffender trotz der Existenz von AI sicherzustellen?\n\t- Ist Quelloffenheit genug um AI tolerierbar zu machen?\n- **Quellen**\n\t- Erweiterte Version [Ethische Modelle] aus Antrag 10. \"Umgang mit Künstlicher Intelligenz\" der LVV Bremen vom 20.09.2025\n-",536870921]],["^15",[3958,"^17",1761642514925,536870921]],["^15",[3958,"^Z","pages/Slide - AI Plena___Eine Ethischer Weg%3F.md",536870921]],["^15",[3959,"^K",1761642514924,536870921]],["^15",[3959,"^[",3958,536870921]],["^15",[3959,"^@",false,536870921]],["^15",[3959,"^Y","slide - ai plena/eine ethischer weg?",536870921]],["^15",[3959,"^A",3871,536870921]],["^15",[3959,"^11","Slide - AI Plena/Eine Ethischer Weg?",536870921]],["^15",[3959,"^?",["^ ","^1D",7,"^3H",true],536870921]],["^15",[3959,"^4",["^ ","^1D","7","^3H","true"],536870921]],["^15",[3959,"^B",1761642514924,536870921]],["^15",[3959,"^;","~u69008812-32f9-49f8-8101-7c55612d8316",536870921]],["^15",[3960,"^Q","**Quellen**",536870921]],["^15",[3960,"^O","^1@",536870921]],["^15",[3960,"^F",3966,536870921]],["^15",[3960,"^X",3959,536870921]],["^15",[3960,"^V",3959,536870921]],["^15",[3960,"^U",3959,536870921]],["^15",[3960,"^;","~u69008812-9f6f-4e0e-8648-b30df00bea2c",536870921]],["^15",[3961,"^Q","## Open Source als Lösung",536870921]],["^15",[3961,"^O","^1@",536870921]],["^15",[3961,"^F",3964,536870921]],["^15",[3961,"^X",3959,536870921]],["^15",[3961,"^V",3959,536870921]],["^15",[3961,"^U",3959,536870921]],["^15",[3961,"^?",["^ ","^37",2],536870921]],["^15",[3961,"^J",[],536870921]],["^15",[3961,"^;","~u69008812-6f30-4ec2-8f81-d05378ff9e42",536870921]],["^15",[3962,"^Q","Ist Quelloffenheit genug um AI tolerierbar zu machen?",536870921]],["^15",[3962,"^O","^1@",536870921]],["^15",[3962,"^F",3968,536870921]],["^15",[3962,"^X",3959,536870921]],["^15",[3962,"^V",3966,536870921]],["^15",[3962,"^U",3959,536870921]],["^15",[3962,"^;","~u69008812-d554-4def-b4fd-e97d048941fc",536870921]],["^15",[3963,"^Q","Mildern lassen sich einige dieser Probleme durch die Verwendung von quelloffener Software und einsehbaren Trainingsdatensätzen. So kann sichergestellt werden, dass kein Großunternehmen bei jeder Anfrage mitverdient, denn jeder betreibt die Künstliche intelligent eigenständig und lokal. \nEs könnte sichergestellt werden, dass jeder Text und jedes Bild, das zum Training des Modells verwendet wurde, im Sinne des:der Autor:in ist. Gleichzeitig kann durch die Einsetzbarkeit der Trainingsdatensätzen erkannt werden sollten Akteure versuchen bewusste einen Diskriminierenden Bias in die Modelle einzubauen oder die ausführende Software entsprechend zu manipulieren. \nZusätzlich könnte dies die Umweltbelastung reduzieren, da diese Modelle meist deutlich weniger Rechenintensität aufweisen als jene von OpenAi und co.\nDie Wertschätzung der Menschlichen Kunst jedoch muss von der Gesellschaft gewahrt und gewährt werden, dabei schafft auch die Effizienteste der quelloffensten Modelle keine Abhilfe.",536870921]],["^15",[3963,"^O","^1@",536870921]],["^15",[3963,"^F",3961,536870921]],["^15",[3963,"^X",3959,536870921]],["^15",[3963,"^V",3961,536870921]],["^15",[3963,"^U",3959,536870921]],["^15",[3963,"^;","~u69008812-1bfd-41c5-8cf1-8d04b649aa92",536870921]],["^15",[3964,"^Q","index:: 7\npublic:: true\n\n",536870921]],["^15",[3964,"^O","^1@",536870921]],["^15",[3964,"^35",["^36",[]],536870921]],["^15",[3964,"^F",3959,536870921]],["^15",[3964,"^X",3959,536870921]],["^15",[3964,"^V",3959,536870921]],["^15",[3964,"^U",546,536870921]],["^15",[3964,"^U",3959,536870921]],["^15",[3964,"^:",true,536870921]],["^15",[3964,"^?",["^ ","^1D",7,"^3H",true],536870921]],["^15",[3964,"^J",["^1D","^3H"],536870921]],["^15",[3964,"^4",["^ ","^1D","7","^3H","true"],536870921]],["^15",[3964,"^H",546,536870921]],["^15",[3964,"^;","~u69008812-dc32-4104-b3cc-94fece357f89",536870921]],["^15",[3965,"^Q","",536870921]],["^15",[3965,"^O","^1@",536870921]],["^15",[3965,"^F",3960,536870921]],["^15",[3965,"^X",3959,536870921]],["^15",[3965,"^V",3959,536870921]],["^15",[3965,"^U",3959,536870921]],["^15",[3965,"^;","~u69008812-8a6b-49df-9f88-7314828dd150",536870921]],["^15",[3966,"^Q","**Leitfragen**",536870921]],["^15",[3966,"^O","^1@",536870921]],["^15",[3966,"^F",3961,536870921]],["^15",[3966,"^X",3959,536870921]],["^15",[3966,"^V",3959,536870921]],["^15",[3966,"^U",3959,536870921]],["^15",[3966,"^;","~u69008812-4587-4518-bfb6-429f9e0ee372",536870921]],["^15",[3967,"^Q","Erweiterte Version [Ethische Modelle] aus Antrag 10. \"Umgang mit Künstlicher Intelligenz\" der LVV Bremen vom 20.09.2025",536870921]],["^15",[3967,"^O","^1@",536870921]],["^15",[3967,"^F",3960,536870921]],["^15",[3967,"^X",3959,536870921]],["^15",[3967,"^V",3960,536870921]],["^15",[3967,"^U",3959,536870921]],["^15",[3967,"^;","~u69008812-c04a-45fa-9625-065031f9413c",536870921]],["^15",[3968,"^Q","Was wahren Ansatz die Gesellschaftliche Wertschätzung Kunstschaffender trotz der Existenz von AI sicherzustellen?",536870921]],["^15",[3968,"^O","^1@",536870921]],["^15",[3968,"^F",3966,536870921]],["^15",[3968,"^X",3959,536870921]],["^15",[3968,"^V",3966,536870921]],["^15",[3968,"^U",3959,536870921]],["^15",[3968,"^;","~u69008812-9a34-45c6-9883-72f0f4f9e849",536870921]],["^15",[3969,"^3","index:: 6\npublic:: true\n\n- ## Umweltfolgen\n\t- **Hardware**\n\t\t- wie bei anderer Elektronik\n\t\t- Extrahierung von Rohstoffen, vor allem seltener Erden (z. B. Lizium und Kupfer), erfolgt oft in Ländern mit schlechten Arbeitsbedingungen und unter\n\t\t- Verschmutzung von viel Wasser, Luft, Zerstörung von Biodiversität\n\t\t- Chipproduktion benötigt viel Strom\n\t\t\t- gleichzeitig werden diese diese Komponenten und Ressourcen aber auch für die Dekarbonisierung benötigt, was zu Knappheit und Verzögerungen bei z. B. der Herstellung von Wind- und Solarkraftanlagen führen kann\n\t\t- dazu Transport der Komponenten und der Bau von Datacentern\n\t\t- Kühlung von Hardware in Datacentern verbraucht enorme Mengen an Trinkwasser\n\t\t\t- eine Schätzung geht von 4.2-6.6 Billionen Litern an Trinkwasser in der Produktion von Hardware und deren Betrieb für KI in 2027 aus, was ca. der Hälfte des Trinkwasserverbrauchs der Vereinigten Königreichs in 2023 entspricht\n\t\t- E-Waste-Entsorgung ist komplex und geht oft mit dem Verbrauch von viel Wasser, Strom und der Verschmutzung von Wasser und Luft, oft in Niedriglohnstaaten, einher\n\t\t\t- nur 22 % allen E-Waste wird umweltverträglich entsorgt\n\t- **Software**\n\t\t- der Stromverbrauch ist enorm – ca. 2.9 Wh pro Anfrage für Text, im Vergleich zu 0.3 Wh für eine normale Internetsuche\n\t\t\t- die Stromproduktion ist eine weitere Quelle von Wasserverbrauch\n\t\t- das Training eines einzelnen LLMs verursacht schätzungsweise 300.000 kg CO2 – ca. die durchschnittlichen Emissionen eines Autos über dessen gesamte Lebensdauer oder 125 Hin- und Rückflügen von New York und Beijing\n\t\t- in der Vergangenheit verursachte vor allem das Training den Großteil der Emissionen, modernere Modelle benötigen aber auch ähnliche Mengen and Strom während des normalen Betriebs\n\t- wichtig zu erwähnen ist allerdings auch, dass bestimmte ML/KI-Anwendungen zur Beobachtung und Modellierung von Umweltschäden und Folgen des Klimawandels verwendet werden können\n- ## Kulturelle und soziologische Folgen\n\t- **Für Künstler:innen**\n\t\t- für Künstler:innen stellt generative KI eine Gefährdung ihres Lebensunterhalts dar → die Kosten für KI-Anwendungen sind oft geringer als die Kommissionen für Künstler:innen, und KI generiert Medien schneller als Künstler:innen Kunst schaffen können\n\t\t- es führt auch dazu, dass Künstler:innen ihre Kunst eventuell nicht veröffentlichen wollen\n\t\t\t- Beispiel: nachdem ein LLM welches mit dem Archiv der Fanfiction-Website Archive of Our Own (AO3) auf der KI-Website Hugging Face auftauchte, sperrten viele Autor:innen ihre Geschichten für nicht-angemeldete Leser:innen um zu verhindern, dass ihre Geschichten auch in Zukunft dafür genutzt werden können (dies funktioniert in dem Fall, da neue AO3-Accounts von einer Warteliste vergeben werden, was mehrere Wochen dauern kann und damit eine signifikante Hürde für Betreiber:innen von Scrapern darstellt)\n\t- **Für Online-Communities**\n\t\t- Trainingsdaten werden online durch so gennante “Webscraper” gesammelt\n\t\t- dies sind Bots, die systematisch auf alle Unterseiten einer Webseite zugreifen und deren Inhalt kopieren\n\t\t- dies kann zu enormen Traffic auf die gescrapten Webseiten führen\n\t\t- vor allem für kleine Websiten mit privaten Betreibern (zum Beispiel Foren für Nischencommunities) können dadurch untragbar hohe Kosten entstehen\n\t\t- dies kann entweder zu starken Restriktionen bei der Anmeldung zu und Nutzung dieser Seiten führen, oder sogar dazu führen, dass diese Seiten abgeschaltet werden\n\t\t- der hohe Traffic kann des weiteren selbst bei größeren Websites zu Serverüberlastung und schlechterer Nutzbarkeit führen\n- **Quellen**\n\t- United Nations Environment Programme. (2024). Rtificial Intelligence (AI) end-to-end: The Environmental Impact of the Full AI Lifecycle Needs to be Comprehensively Assessed—Issue Note. United Nations Environment Programme.\n\t- https://wedocs.unep.org/20.500.11822/46288",536870921]],["^15",[3969,"^17",1761642514947,536870921]],["^15",[3969,"^Z","pages/Slide - AI Plena___Folgen von KI-Nutzung.md",536870921]],["^15",[3970,"^K",1761642514946,536870921]],["^15",[3970,"^[",3969,536870921]],["^15",[3970,"^@",false,536870921]],["^15",[3970,"^Y","slide - ai plena/folgen von ki-nutzung",536870921]],["^15",[3970,"^A",3871,536870921]],["^15",[3970,"^11","Slide - AI Plena/Folgen von KI-Nutzung",536870921]],["^15",[3970,"^?",["^ ","^1D",6,"^3H",true],536870921]],["^15",[3970,"^4",["^ ","^1D","6","^3H","true"],536870921]],["^15",[3970,"^B",1761642514946,536870921]],["^15",[3970,"^;","~u69008812-0eee-433a-995c-6317fad825e1",536870921]],["^15",[3971,"^Q","**Für Künstler:innen**",536870921]],["^15",[3971,"^O","^1@",536870921]],["^15",[3971,"^F",3974,536870921]],["^15",[3971,"^X",3970,536870921]],["^15",[3971,"^V",3974,536870921]],["^15",[3971,"^U",3970,536870921]],["^15",[3971,"^;","~u69008812-72b3-4aa8-995a-c1c7500bf61c",536870921]],["^15",[3972,"^Q","Extrahierung von Rohstoffen, vor allem seltener Erden (z. B. Lizium und Kupfer), erfolgt oft in Ländern mit schlechten Arbeitsbedingungen und unter",536870921]],["^15",[3972,"^O","^1@",536870921]],["^15",[3972,"^F",4002,536870921]],["^15",[3972,"^X",3970,536870921]],["^15",[3972,"^V",3983,536870921]],["^15",[3972,"^U",3970,536870921]],["^15",[3972,"^;","~u69008812-9e20-4558-a488-3b1139628eb6",536870921]],["^15",[3973,"^Q","der hohe Traffic kann des weiteren selbst bei größeren Websites zu Serverüberlastung und schlechterer Nutzbarkeit führen",536870921]],["^15",[3973,"^O","^1@",536870921]],["^15",[3973,"^F",3985,536870921]],["^15",[3973,"^X",3970,536870921]],["^15",[3973,"^V",4001,536870921]],["^15",[3973,"^U",3970,536870921]],["^15",[3973,"^;","~u69008812-a7e9-431b-ad22-5952385ef27b",536870921]],["^15",[3974,"^Q","## Kulturelle und soziologische Folgen",536870921]],["^15",[3974,"^O","^1@",536870921]],["^15",[3974,"^F",3977,536870921]],["^15",[3974,"^X",3970,536870921]],["^15",[3974,"^V",3970,536870921]],["^15",[3974,"^U",3970,536870921]],["^15",[3974,"^?",["^ ","^37",2],536870921]],["^15",[3974,"^J",[],536870921]],["^15",[3974,"^;","~u69008812-d298-4944-b9ce-7a4988cecbf5",536870921]],["^15",[3975,"^Q","in der Vergangenheit verursachte vor allem das Training den Großteil der Emissionen, modernere Modelle benötigen aber auch ähnliche Mengen and Strom während des normalen Betriebs",536870921]],["^15",[3975,"^O","^1@",536870921]],["^15",[3975,"^F",3981,536870921]],["^15",[3975,"^X",3970,536870921]],["^15",[3975,"^V",3994,536870921]],["^15",[3975,"^U",3970,536870921]],["^15",[3975,"^;","~u69008812-c3b4-446c-8135-908fe0ff5f04",536870921]],["^15",[3976,"^Q","dies kann zu enormen Traffic auf die gescrapten Webseiten führen",536870921]],["^15",[3976,"^O","^1@",536870921]],["^15",[3976,"^F",3995,536870921]],["^15",[3976,"^X",3970,536870921]],["^15",[3976,"^V",4001,536870921]],["^15",[3976,"^U",3970,536870921]],["^15",[3976,"^;","~u69008812-6c6d-409e-98ce-342bc6667876",536870921]],["^15",[3977,"^Q","## Umweltfolgen",536870921]],["^15",[3977,"^O","^1@",536870921]],["^15",[3977,"^F",3987,536870921]],["^15",[3977,"^X",3970,536870921]],["^15",[3977,"^V",3970,536870921]],["^15",[3977,"^U",3970,536870921]],["^15",[3977,"^?",["^ ","^37",2],536870921]],["^15",[3977,"^J",[],536870921]],["^15",[3977,"^;","~u69008812-e220-49f4-8077-df368e7eb3f4",536870921]],["^15",[3978,"^Q","United Nations Environment Programme. (2024). Rtificial Intelligence (AI) end-to-end: The Environmental Impact of the Full AI Lifecycle Needs to be Comprehensively Assessed—Issue Note. United Nations Environment Programme.",536870921]],["^15",[3978,"^O","^1@",536870921]],["^15",[3978,"^F",3980,536870921]],["^15",[3978,"^X",3970,536870921]],["^15",[3978,"^V",3980,536870921]],["^15",[3978,"^U",3970,536870921]],["^15",[3978,"^;","~u69008812-bcc3-4b55-8013-8fecaadb8219",536870921]],["^15",[3979,"^Q","https://wedocs.unep.org/20.500.11822/46288",536870921]],["^15",[3979,"^O","^1@",536870921]],["^15",[3979,"^F",3978,536870921]],["^15",[3979,"^X",3970,536870921]],["^15",[3979,"^V",3980,536870921]],["^15",[3979,"^U",3970,536870921]],["^15",[3979,"^;","~u69008812-110d-4a0a-8cce-408f5f92fdc8",536870921]],["^15",[3980,"^Q","**Quellen**",536870921]],["^15",[3980,"^O","^1@",536870921]],["^15",[3980,"^F",3974,536870921]],["^15",[3980,"^X",3970,536870921]],["^15",[3980,"^V",3970,536870921]],["^15",[3980,"^U",3970,536870921]],["^15",[3980,"^;","~u69008812-286e-45b0-b10b-81a0a195e888",536870921]],["^15",[3981,"^Q","das Training eines einzelnen LLMs verursacht schätzungsweise 300.000 kg CO2 – ca. die durchschnittlichen Emissionen eines Autos über dessen gesamte Lebensdauer oder 125 Hin- und Rückflügen von New York und Beijing",536870921]],["^15",[3981,"^O","^1@",536870921]],["^15",[3981,"^F",4000,536870921]],["^15",[3981,"^X",3970,536870921]],["^15",[3981,"^V",3994,536870921]],["^15",[3981,"^U",3970,536870921]],["^15",[3981,"^;","~u69008812-3222-4786-8576-11e0030caa36",536870921]],["^15",[3982,"^Q","E-Waste-Entsorgung ist komplex und geht oft mit dem Verbrauch von viel Wasser, Strom und der Verschmutzung von Wasser und Luft, oft in Niedriglohnstaaten, einher",536870921]],["^15",[3982,"^O","^1@",536870921]],["^15",[3982,"^F",4003,536870921]],["^15",[3982,"^X",3970,536870921]],["^15",[3982,"^V",3983,536870921]],["^15",[3982,"^U",3970,536870921]],["^15",[3982,"^;","~u69008812-caa7-4867-9f9f-bff91f640b35",536870921]],["^15",[3983,"^Q","**Hardware**",536870921]],["^15",[3983,"^O","^1@",536870921]],["^15",[3983,"^F",3977,536870921]],["^15",[3983,"^X",3970,536870921]],["^15",[3983,"^V",3977,536870921]],["^15",[3983,"^U",3970,536870921]],["^15",[3983,"^;","~u69008812-3ee5-4f56-bfe9-55e4320606ac",536870921]],["^15",[3984,"^Q","wichtig zu erwähnen ist allerdings auch, dass bestimmte ML/KI-Anwendungen zur Beobachtung und Modellierung von Umweltschäden und Folgen des Klimawandels verwendet werden können",536870921]],["^15",[3984,"^O","^1@",536870921]],["^15",[3984,"^F",3994,536870921]],["^15",[3984,"^X",3970,536870921]],["^15",[3984,"^V",3977,536870921]],["^15",[3984,"^U",3970,536870921]],["^15",[3984,"^;","~u69008812-153e-4f2e-b20d-39ddf7901276",536870921]],["^15",[3985,"^Q","dies kann entweder zu starken Restriktionen bei der Anmeldung zu und Nutzung dieser Seiten führen, oder sogar dazu führen, dass diese Seiten abgeschaltet werden",536870921]],["^15",[3985,"^O","^1@",536870921]],["^15",[3985,"^F",3988,536870921]],["^15",[3985,"^X",3970,536870921]],["^15",[3985,"^V",4001,536870921]],["^15",[3985,"^U",3970,536870921]],["^15",[3985,"^;","~u69008812-ca3e-44bc-b41e-9e6e177205ab",536870921]],["^15",[3986,"^Q","Beispiel: nachdem ein LLM welches mit dem Archiv der Fanfiction-Website Archive of Our Own (AO3) auf der KI-Website Hugging Face auftauchte, sperrten viele Autor:innen ihre Geschichten für nicht-angemeldete Leser:innen um zu verhindern, dass ihre Geschichten auch in Zukunft dafür genutzt werden können (dies funktioniert in dem Fall, da neue AO3-Accounts von einer Warteliste vergeben werden, was mehrere Wochen dauern kann und damit eine signifikante Hürde für Betreiber:innen von Scrapern darstellt)",536870921]],["^15",[3986,"^O","^1@",536870921]],["^15",[3986,"^F",3989,536870921]],["^15",[3986,"^X",3970,536870921]],["^15",[3986,"^V",3989,536870921]],["^15",[3986,"^U",3970,536870921]],["^15",[3986,"^;","~u69008812-e632-44a3-b014-022a469b1c48",536870921]],["^15",[3987,"^Q","index:: 6\npublic:: true\n\n",536870921]],["^15",[3987,"^O","^1@",536870921]],["^15",[3987,"^35",["^36",[]],536870921]],["^15",[3987,"^F",3970,536870921]],["^15",[3987,"^X",3970,536870921]],["^15",[3987,"^V",3970,536870921]],["^15",[3987,"^U",546,536870921]],["^15",[3987,"^U",3970,536870921]],["^15",[3987,"^:",true,536870921]],["^15",[3987,"^?",["^ ","^1D",6,"^3H",true],536870921]],["^15",[3987,"^J",["^1D","^3H"],536870921]],["^15",[3987,"^4",["^ ","^1D","6","^3H","true"],536870921]],["^15",[3987,"^H",546,536870921]],["^15",[3987,"^;","~u69008812-fb8f-4bc5-ad57-4ff3b719cd89",536870921]],["^15",[3988,"^Q","vor allem für kleine Websiten mit privaten Betreibern (zum Beispiel Foren für Nischencommunities) können dadurch untragbar hohe Kosten entstehen",536870921]],["^15",[3988,"^O","^1@",536870921]],["^15",[3988,"^F",3976,536870921]],["^15",[3988,"^X",3970,536870921]],["^15",[3988,"^V",4001,536870921]],["^15",[3988,"^U",3970,536870921]],["^15",[3988,"^;","~u69008812-72f3-4035-9edb-1bde3c594ce8",536870921]],["^15",[3989,"^Q","es führt auch dazu, dass Künstler:innen ihre Kunst eventuell nicht veröffentlichen wollen",536870921]],["^15",[3989,"^O","^1@",536870921]],["^15",[3989,"^F",3993,536870921]],["^15",[3989,"^X",3970,536870921]],["^15",[3989,"^V",3971,536870921]],["^15",[3989,"^U",3970,536870921]],["^15",[3989,"^;","~u69008812-9a4b-446b-becb-52038f9e76bb",536870921]],["^15",[3990,"^Q","dazu Transport der Komponenten und der Bau von Datacentern",536870921]],["^15",[3990,"^O","^1@",536870921]],["^15",[3990,"^F",3992,536870921]],["^15",[3990,"^X",3970,536870921]],["^15",[3990,"^V",3983,536870921]],["^15",[3990,"^U",3970,536870921]],["^15",[3990,"^;","~u69008812-d197-4906-bdf0-44280eeb81c6",536870921]],["^15",[3991,"^Q","nur 22 % allen E-Waste wird umweltverträglich entsorgt",536870921]],["^15",[3991,"^O","^1@",536870921]],["^15",[3991,"^F",3982,536870921]],["^15",[3991,"^X",3970,536870921]],["^15",[3991,"^V",3982,536870921]],["^15",[3991,"^U",3970,536870921]],["^15",[3991,"^;","~u69008812-6bee-46fd-9b1d-f7a4c849ec8e",536870921]],["^15",[3992,"^Q","Chipproduktion benötigt viel Strom",536870921]],["^15",[3992,"^O","^1@",536870921]],["^15",[3992,"^F",4004,536870921]],["^15",[3992,"^X",3970,536870921]],["^15",[3992,"^V",3983,536870921]],["^15",[3992,"^U",3970,536870921]],["^15",[3992,"^;","~u69008812-9867-47a6-b150-1ed94763f7f6",536870921]],["^15",[3993,"^Q","für Künstler:innen stellt generative KI eine Gefährdung ihres Lebensunterhalts dar → die Kosten für KI-Anwendungen sind oft geringer als die Kommissionen für Künstler:innen, und KI generiert Medien schneller als Künstler:innen Kunst schaffen können",536870921]],["^15",[3993,"^O","^1@",536870921]],["^15",[3993,"^F",3971,536870921]],["^15",[3993,"^X",3970,536870921]],["^15",[3993,"^V",3971,536870921]],["^15",[3993,"^U",3970,536870921]],["^15",[3993,"^;","~u69008812-8e36-4cfa-902d-14d672bea568",536870921]],["^15",[3994,"^Q","**Software**",536870921]],["^15",[3994,"^O","^1@",536870921]],["^15",[3994,"^F",3983,536870921]],["^15",[3994,"^X",3970,536870921]],["^15",[3994,"^V",3977,536870921]],["^15",[3994,"^U",3970,536870921]],["^15",[3994,"^;","~u69008812-2385-4160-b2e2-c484b1360e5f",536870921]],["^15",[3995,"^Q","dies sind Bots, die systematisch auf alle Unterseiten einer Webseite zugreifen und deren Inhalt kopieren",536870921]],["^15",[3995,"^O","^1@",536870921]],["^15",[3995,"^F",3996,536870921]],["^15",[3995,"^X",3970,536870921]],["^15",[3995,"^V",4001,536870921]],["^15",[3995,"^U",3970,536870921]],["^15",[3995,"^;","~u69008812-473f-4176-81e0-500dc93c23da",536870921]],["^15",[3996,"^Q","Trainingsdaten werden online durch so gennante “Webscraper” gesammelt",536870921]],["^15",[3996,"^O","^1@",536870921]],["^15",[3996,"^F",4001,536870921]],["^15",[3996,"^X",3970,536870921]],["^15",[3996,"^V",4001,536870921]],["^15",[3996,"^U",3970,536870921]],["^15",[3996,"^;","~u69008812-97d8-429d-8281-564bfc814bdb",536870921]],["^15",[3997,"^Q","die Stromproduktion ist eine weitere Quelle von Wasserverbrauch",536870921]],["^15",[3997,"^O","^1@",536870921]],["^15",[3997,"^F",4000,536870921]],["^15",[3997,"^X",3970,536870921]],["^15",[3997,"^V",4000,536870921]],["^15",[3997,"^U",3970,536870921]],["^15",[3997,"^;","~u69008812-712e-4e12-a996-89042c8ad7a3",536870921]],["^15",[3998,"^Q","eine Schätzung geht von 4.2-6.6 Billionen Litern an Trinkwasser in der Produktion von Hardware und deren Betrieb für KI in 2027 aus, was ca. der Hälfte des Trinkwasserverbrauchs der Vereinigten Königreichs in 2023 entspricht",536870921]],["^15",[3998,"^O","^1@",536870921]],["^15",[3998,"^F",4003,536870921]],["^15",[3998,"^X",3970,536870921]],["^15",[3998,"^V",4003,536870921]],["^15",[3998,"^U",3970,536870921]],["^15",[3998,"^;","~u69008812-42af-4714-8b03-0132a088ec06",536870921]],["^15",[3999,"^Q","gleichzeitig werden diese diese Komponenten und Ressourcen aber auch für die Dekarbonisierung benötigt, was zu Knappheit und Verzögerungen bei z. B. der Herstellung von Wind- und Solarkraftanlagen führen kann",536870921]],["^15",[3999,"^O","^1@",536870921]],["^15",[3999,"^F",3992,536870921]],["^15",[3999,"^X",3970,536870921]],["^15",[3999,"^V",3992,536870921]],["^15",[3999,"^U",3970,536870921]],["^15",[3999,"^;","~u69008812-2cd4-427c-b791-5c49a6ad4747",536870921]],["^15",[4000,"^Q","der Stromverbrauch ist enorm – ca. 2.9 Wh pro Anfrage für Text, im Vergleich zu 0.3 Wh für eine normale Internetsuche",536870921]],["^15",[4000,"^O","^1@",536870921]],["^15",[4000,"^F",3994,536870921]],["^15",[4000,"^X",3970,536870921]],["^15",[4000,"^V",3994,536870921]],["^15",[4000,"^U",3970,536870921]],["^15",[4000,"^;","~u69008812-e817-4292-b9be-db64bf782718",536870921]],["^15",[4001,"^Q","**Für Online-Communities**",536870921]],["^15",[4001,"^O","^1@",536870921]],["^15",[4001,"^F",3971,536870921]],["^15",[4001,"^X",3970,536870921]],["^15",[4001,"^V",3974,536870921]],["^15",[4001,"^U",3970,536870921]],["^15",[4001,"^;","~u69008812-abb1-4502-b439-0ec8e88525e8",536870921]],["^15",[4002,"^Q","wie bei anderer Elektronik",536870921]],["^15",[4002,"^O","^1@",536870921]],["^15",[4002,"^F",3983,536870921]],["^15",[4002,"^X",3970,536870921]],["^15",[4002,"^V",3983,536870921]],["^15",[4002,"^U",3970,536870921]],["^15",[4002,"^;","~u69008812-1ebd-40b7-93f1-54230d2fc275",536870921]],["^15",[4003,"^Q","Kühlung von Hardware in Datacentern verbraucht enorme Mengen an Trinkwasser",536870921]],["^15",[4003,"^O","^1@",536870921]],["^15",[4003,"^F",3990,536870921]],["^15",[4003,"^X",3970,536870921]],["^15",[4003,"^V",3983,536870921]],["^15",[4003,"^U",3970,536870921]],["^15",[4003,"^;","~u69008812-6c7e-4cc8-8b27-cb1a0a934de2",536870921]],["^15",[4004,"^Q","Verschmutzung von viel Wasser, Luft, Zerstörung von Biodiversität",536870921]],["^15",[4004,"^O","^1@",536870921]],["^15",[4004,"^F",3972,536870921]],["^15",[4004,"^X",3970,536870921]],["^15",[4004,"^V",3983,536870921]],["^15",[4004,"^U",3970,536870921]],["^15",[4004,"^;","~u69008812-7522-4997-ab28-fd72d09fd95d",536870921]],["^15",[4005,"^3","index:: 1\npublic:: true\n\n- ## Kreativitaet und Kunst\n\t- Zunächst lass uns dem Prozess der Kreativität definieren, als eine bewusste oder unterbewusste Weiterverwendung und Verarbeitung von jeglicher Art Erfahrungen (sein es gesehene Bilder oder verstandene abstrakte Sachverhalte), die am Ende etwas mehr, oder weniger neues erschafft.\n\t- Dabei wirken sich beim menschlichen Erschaffungsprozess Emotionen, welche mit den Erfahrungen assoziiert, werden wie auch jene die wir aktuell fühlen, mit als Variablen auf das Endergebnis aus. AI-Modelle hingegen arbeiten „algorithmisch“ das heiß: Als Prozess der bei gleichen Eingabewerten immer auch die gleichen Ausgabewerte liefert. Die Zufälligkeit die in der menschlichen Kreativität liegt muss also indirekt, eingebracht werden, indem eine Vielzahl an Eingabeparametern wahllos zugeordnet werden, um eine Scheinheiligkeit zu erzeugen.\n\t- Als gossen Teil der Kreativität wurde dem Reininterpretieren und kombinieren von Erfahrungen zugeschrieben. Betrachtet man, nun ein Bild generierendes GAN-Modell, welche zuvor mit Millionen an kategorisierten Bildern und eingeordneten Daten trainiert wurde fällt auf, dass eben jener Trainingsprozess, dem künstlichen Modell lediglich dieselben Möglichkeiten gibt, wie der Mensch sie durch das bloße leben hat: die Sammlung Referenzdate, Erfahrungen. Ebenso ist das maschinelle Generieren eines neuen Bildes lediglich das Transformieren und Zusammenfügen von Eigenschaften wie sie in den Trainingsdaten vorlagen.\n\t- Stimmt man mit diesen Punkten überein, so kann durchaus bereits von maschineller Kreativität gesprochen werden. \n\t Interessant ist nun welchem Wert man den beschriebenen subjektiven Einflüssen auf den Erstellungsprozess wie zum Beispiel den Emotionen zuweist, welche ein Ai-Modell bestenfalls durch wiederkehrende Muster im Trainingsdatensatz zufälligerweise Imitieren kann\n\t- Ein angelerntes Modell kann zwar das Konzept von Emotionen ebenso wie das Aussehen einer Katze beigebracht bekommen und entsprechende emotionale Reaktionen aus dem Training kopieren, jedoch nie selbst fühlen. Ebenso wenig ist es in der Lage sich eigenständig über das Niveau des Datensatzes, mit dem es trainiert wurde zu verbessern, so mag es die Charakteristiken vom Minimalismus kennen, jedoch nicht in der Lage sein ein Dreieck mit einem Sechseck auszutauschen sollte es nie mit einem Sechseck trainiert worden sein.\n\t So differenziert sich der Mensch von dem AI-Modell in einem weiteren Punkt: Der Fahrigkeit des Kritischen Beurteilers und der Reflexion für Änderungen und Verbesserungen bei dem eigenen Kreationsprozess anzustreben.\n- **Leitfragen**\n\t- Stimmt ihr mit der Definition von Kreativität überein?\n\t- Sollten wir nur \"kreative\" Kunst verwenden?\n\t collapsed:: true\n\t\t- wo ist die Grenze?\n\t\t- Was ist mit emulative Kunst wie Morphing oder Remixen? Wo der Mensch selbst nur das tut was eine AI uebrall macht\n\t- _Provokante Bonusfrage:_ Ist ein Werk menschlichen Ursprungs mehr Wert, weil es Menschlichen Ursprungs ist: Sollten wir Maschinen diskriminieren\n- **Quellen:**\n\t- KUNSTFORUM International Bd. 278 Nov.–Dez. 2021\n\t collapsed:: true\n\t\t- Kreativität und Kenntliche Intelligenz, Arthur I. Miller\n\t\t- Künstliche Intelligenz, Kreativität und Kunst, Pamela C. Scorzin\n-",536870934]],["^15",[4005,"^17",1761642514964,536870921]],["^15",[4005,"^3?","~m1761691837000",536870935]],["^15",[4005,"^Z","pages/Slide - AI Plena___Maschinelle Kreativität.md",536870921]],["^15",[4006,"^K",1761642514963,536870921]],["^15",[4006,"^[",4005,536870921]],["^15",[4006,"^@",false,536870921]],["^15",[4006,"^Y","slide - ai plena/maschinelle kreativität",536870921]],["^15",[4006,"^A",3871,536870921]],["^15",[4006,"^11","Slide - AI Plena/Maschinelle Kreativität",536870921]],["^15",[4006,"^?",["^ ","^1D",1,"^3H",true],536870921]],["^15",[4006,"^4",["^ ","^1D","1","^3H","true"],536870921]],["^15",[4006,"^B",1761642514963,536870921]],["^15",[4006,"^;","~u6901bfc5-1b81-4615-adcb-1f0f84cf79d8",536870934]],["^15",[4007,"^Q","_Provokante Bonusfrage:_ Ist ein Werk menschlichen Ursprungs mehr Wert, weil es Menschlichen Ursprungs ist: Sollten wir Maschinen diskriminieren",536870921]],["^15",[4007,"^O","^1@",536870921]],["^15",[4007,"^F",4018,536870921]],["^15",[4007,"^X",4006,536870921]],["^15",[4007,"^V",4015,536870921]],["^15",[4007,"^U",4006,536870921]],["^15",[4007,"^;","~u69008812-64cd-4a51-8ae3-be710d37eeeb",536870921]],["^15",[4009,"^Q","Stimmt ihr mit der Definition von Kreativität überein?",536870921]],["^15",[4009,"^O","^1@",536870921]],["^15",[4009,"^F",4015,536870921]],["^15",[4009,"^X",4006,536870921]],["^15",[4009,"^V",4015,536870921]],["^15",[4009,"^U",4006,536870921]],["^15",[4009,"^;","~u69008812-5a40-41f8-83d1-95a8eb32cc5e",536870921]],["^15",[4010,"^M",true,536870921]],["^15",[4010,"^Q","KUNSTFORUM International Bd. 278 Nov.–Dez. 2021\ncollapsed:: true",536870921]],["^15",[4010,"^O","^1@",536870921]],["^15",[4010,"^F",4022,536870921]],["^15",[4010,"^X",4006,536870921]],["^15",[4010,"^V",4022,536870921]],["^15",[4010,"^U",4006,536870921]],["^15",[4010,"^?",["^ "],536870934]],["^15",[4010,"^J",[],536870934]],["^15",[4010,"^4",["^ "],536870934]],["^15",[4010,"^;","~u69008812-bdd2-4479-b489-d4e09d181a76",536870921]],["^15",[4011,"^Q","wo ist die Grenze?",536870921]],["^15",[4011,"^O","^1@",536870921]],["^15",[4011,"^F",4018,536870921]],["^15",[4011,"^X",4006,536870921]],["^15",[4011,"^V",4018,536870921]],["^15",[4011,"^U",4006,536870921]],["^15",[4011,"^;","~u69008812-63ed-419f-9c40-3529fb0e761e",536870921]],["^15",[4013,"^Q","## Kreativitaet und Kunst",536870921]],["^15",[4013,"^O","^1@",536870921]],["^15",[4013,"^F",4023,536870921]],["^15",[4013,"^X",4006,536870921]],["^15",[4013,"^V",4006,536870921]],["^15",[4013,"^U",4006,536870921]],["^15",[4013,"^?",["^ ","^37",2],536870934]],["^15",[4013,"^J",[],536870934]],["^15",[4013,"^;","~u69008812-f2bb-4535-b8c5-e328ead6a5e4",536870921]],["^15",[4014,"^Q","Künstliche Intelligenz, Kreativität und Kunst, Pamela C. Scorzin",536870921]],["^15",[4014,"^O","^1@",536870921]],["^15",[4014,"^F",4017,536870921]],["^15",[4014,"^X",4006,536870921]],["^15",[4014,"^V",4010,536870921]],["^15",[4014,"^U",4006,536870921]],["^15",[4014,"^;","~u69008812-8465-4338-804b-42ffc4b11cad",536870921]],["^15",[4015,"^Q","**Leitfragen**",536870921]],["^15",[4015,"^O","^1@",536870921]],["^15",[4015,"^F",4013,536870921]],["^15",[4015,"^X",4006,536870921]],["^15",[4015,"^V",4006,536870921]],["^15",[4015,"^U",4006,536870921]],["^15",[4015,"^;","~u69008812-6bac-4fff-890b-cb9cd0769c87",536870921]],["^15",[4016,"^Q","Zunächst lass uns dem Prozess der Kreativität definieren, als eine bewusste oder unterbewusste Weiterverwendung und Verarbeitung von jeglicher Art Erfahrungen (sein es gesehene Bilder oder verstandene abstrakte Sachverhalte), die am Ende etwas mehr, oder weniger neues erschafft.",536870934]],["^15",[4016,"^O","^1@",536870921]],["^15",[4016,"^F",4013,536870921]],["^15",[4016,"^X",4006,536870921]],["^15",[4016,"^V",4013,536870921]],["^15",[4016,"^U",4006,536870921]],["^15",[4016,"^;","~u69008812-fd43-478f-b9e3-bc07be85b5ce",536870921]],["^15",[4017,"^Q","Kreativität und Kenntliche Intelligenz, Arthur I. Miller",536870921]],["^15",[4017,"^O","^1@",536870921]],["^15",[4017,"^F",4010,536870921]],["^15",[4017,"^X",4006,536870921]],["^15",[4017,"^V",4010,536870921]],["^15",[4017,"^U",4006,536870921]],["^15",[4017,"^;","~u69008812-7dcf-47f4-894d-aee95c8ac52f",536870921]],["^15",[4018,"^M",true,536870921]],["^15",[4018,"^Q","Sollten wir nur \"kreative\" Kunst verwenden?\ncollapsed:: true",536870921]],["^15",[4018,"^O","^1@",536870921]],["^15",[4018,"^F",4009,536870921]],["^15",[4018,"^X",4006,536870921]],["^15",[4018,"^V",4015,536870921]],["^15",[4018,"^U",4006,536870921]],["^15",[4018,"^?",["^ "],536870934]],["^15",[4018,"^J",[],536870934]],["^15",[4018,"^4",["^ "],536870934]],["^15",[4018,"^;","~u69008812-7320-4e70-aa98-46c58d3d2e92",536870921]],["^15",[4020,"^Q","Was ist mit emulative Kunst wie Morphing oder Remixen? Wo der Mensch selbst nur das tut was eine AI uebrall macht",536870921]],["^15",[4020,"^O","^1@",536870921]],["^15",[4020,"^F",4011,536870921]],["^15",[4020,"^X",4006,536870921]],["^15",[4020,"^V",4018,536870921]],["^15",[4020,"^U",4006,536870921]],["^15",[4020,"^;","~u69008812-ebdf-4480-929a-f5f4a3d39062",536870921]],["^15",[4022,"^Q","**Quellen:**",536870921]],["^15",[4022,"^O","^1@",536870921]],["^15",[4022,"^F",4015,536870921]],["^15",[4022,"^X",4006,536870921]],["^15",[4022,"^V",4006,536870921]],["^15",[4022,"^U",4006,536870921]],["^15",[4022,"^;","~u69008812-29b2-454a-ba94-e188447c0514",536870921]],["^15",[4023,"^Q","index:: 1\npublic:: true\n\n",536870921]],["^15",[4023,"^O","^1@",536870921]],["^15",[4023,"^35",["^36",[]],536870934]],["^15",[4023,"^F",4006,536870921]],["^15",[4023,"^X",4006,536870921]],["^15",[4023,"^V",4006,536870921]],["^15",[4023,"^U",546,536870921]],["^15",[4023,"^U",4006,536870921]],["^15",[4023,"^:",true,536870934]],["^15",[4023,"^?",["^ ","^1D",1,"^3H",true],536870934]],["^15",[4023,"^J",["^1D","^3H"],536870934]],["^15",[4023,"^4",["^ ","^1D","1","^3H","true"],536870934]],["^15",[4023,"^H",546,536870934]],["^15",[4023,"^;","~u69008812-3a26-4aa2-9ca7-b05bcb095ad3",536870921]],["^15",[4024,"^Q","",536870921]],["^15",[4024,"^O","^1@",536870921]],["^15",[4024,"^F",4022,536870921]],["^15",[4024,"^X",4006,536870921]],["^15",[4024,"^V",4006,536870921]],["^15",[4024,"^U",4006,536870921]],["^15",[4024,"^;","~u69008812-ec10-4da0-a860-f82e43c719fc",536870921]],["^15",[4025,"^3","index:: 4\npublic:: true\n\n- ## Menschliches Handeln und Denken\n\t- Zur Feststellung der menschlichen Handlungsfähigkeit einer Maschine schlug Alan Turing bereits 1950 einen Test vor (der Turing-Test). Eine Maschine besteht diesen Test, wenn ein Fragesteller bei den antworten auf 27 Fragen nicht die Antworten der Maschine von denen eines Menschens unterscheiden kann. Diese Fragen testen die Verarbeitung natürlicher Sprache zur Kommunikation; die Fähigkeit zu speichern, was gewusst oder gelernt wurde; die Fähigkeit automatisch aus bestehendem Wissen Schlussfolgerungen ziehen zu können und Fragen zu beantworten und letztlich die Fähigkeit zu Lernen, sich an Gegebenheiten anzupassen und Muster zu erkennen und weiterzudenken. Seitdem wurden als Erweiterungen auch die Fähigkeit die Welt durch Bilder- und Spracherkennung wahrzunehmen sowie Robotik zur Manipulation von Objekten vorgeschlagen. Diese sechs Disziplinen sind auch die Kerndisziplinen der modernen KI-Forschung.\n\t- Menschliches Denken ist schwerer abzubilden, da hier eine präzise Theorie des menschlichen Verstands benötigt wird. Hier wird versucht zu verstehen, ob die Abläufe des Denkens, von den Hirnströmen im Gehirn eines Menschens bis zu dem Ablauf und Timing einzelner Zwischenfolgerungsschritte (Ein Apfel ist rot, eine Banane ist gelb → Gelb ist nicht gleich rot → eine Banane ist kein Apfel, Zwischenfolgerungsschritt hier kursiv), von Maschinen genauso erbracht wird, wie es beim Menschen der Fall wäre. Dies ist das Thema der interdisziplinären Kognitionswissenschaft.\n- ### Rationales Denken und Handeln\n\t- Das klassische Beispiel des rationalen Denkens ist die formelle Logik. Diese erlaubt es, als Erweiterung der Mathematik, aus bekannten Fakten entsprechend formeller Regeln gültige Schlussfolgerungen abzuleiten, und diese in Form fester Notation vereinheitlicht darzustellen.\n\t- Beispiel:\n\t |||\n\t |I|∀x ∈ B : G(x)|Jedes Element der Gruppe der Bananen hat die Eigenschaft gelb.|\n\t |II|¬G(a)|Ein Apfel hat nicht die Eigenschaft gelb.|\n\t ||∴ ¬(a ∈ B)|Dementsprechend ist ein Apfel keine Element der Gruppe der Bananen.|\n\t- Wenn sicheres, vollständiges Wissen über die Situation existiert (zum Beispiel in einem Schachspiel), kann so prinzipiell durch das ziehen korrekter Schlussfolgerungen und dem Treffen der folgenden Vorhersagen durch ein Programm rationales Denken simuliert werden, jedoch kein intelligentes Verhalten. Hierzu fehlen die Fähigkeiten, die z. B. im Turing-Test gemessen werden (z. B. autonomes Handeln, Wahrnehmung der Umgebung, Anpassung an Veränderung). Dadurch kommt man zum Modell des „rationalen Agenten“, einer KI, die das beste Ergebnis, oder bei Unsicherheit das beste zu erwartende Ergebnis erzielt. Hier werden neben formell logischen Schlussfolgerungen auch andere Mechanismen in Betracht gezogen, um rationales Handeln zu erreichen (wie zum Beispiel das Wegziehen einer Hand von einer Herdplatte, zwar rational, aber nicht logisch durchdacht ist.\n- **Leitfragen:**\n\t- Ist der Turing test ein angebrachtes mittel um die Intelligenz von Maschinen zu testen?\n- **Quellen:**\n\t- Russell, S. J., & Norvig, P. (2023). Künstliche Intelligenz: Ein moderner Ansatz (4., aktualisierte Auflage). Pearson.",536870921]],["^15",[4025,"^17",1761642514977,536870921]],["^15",[4025,"^Z","pages/Slide - AI Plena___Slide denkende Maschine.md",536870921]],["^15",[4026,"^K",1761642514976,536870921]],["^15",[4026,"^[",4025,536870921]],["^15",[4026,"^@",false,536870921]],["^15",[4026,"^Y","slide - ai plena/slide denkende maschine",536870921]],["^15",[4026,"^A",3871,536870921]],["^15",[4026,"^11","Slide - AI Plena/Slide denkende Maschine",536870921]],["^15",[4026,"^?",["^ ","^1D",4,"^3H",true],536870921]],["^15",[4026,"^4",["^ ","^1D","4","^3H","true"],536870921]],["^15",[4026,"^B",1761642514976,536870921]],["^15",[4026,"^;","~u69008812-6b3b-40b4-8bfa-971e5f6d36de",536870921]],["^15",[4027,"^Q","Ist der Turing test ein angebrachtes mittel um die Intelligenz von Maschinen zu testen?",536870921]],["^15",[4027,"^O","^1@",536870921]],["^15",[4027,"^F",4035,536870921]],["^15",[4027,"^X",4026,536870921]],["^15",[4027,"^V",4035,536870921]],["^15",[4027,"^U",4026,536870921]],["^15",[4027,"^;","~u69008812-6918-45e2-8f24-f38b41413b00",536870921]],["^15",[4028,"^Q","**Quellen:**",536870921]],["^15",[4028,"^O","^1@",536870921]],["^15",[4028,"^F",4035,536870921]],["^15",[4028,"^X",4026,536870921]],["^15",[4028,"^V",4026,536870921]],["^15",[4028,"^U",4026,536870921]],["^15",[4028,"^;","~u69008812-52c8-4f0d-b2f3-66e585a51c3b",536870921]],["^15",[4029,"^Q","Russell, S. J., & Norvig, P. (2023). Künstliche Intelligenz: Ein moderner Ansatz (4., aktualisierte Auflage). Pearson.",536870921]],["^15",[4029,"^O","^1@",536870921]],["^15",[4029,"^F",4028,536870921]],["^15",[4029,"^X",4026,536870921]],["^15",[4029,"^V",4028,536870921]],["^15",[4029,"^U",4026,536870921]],["^15",[4029,"^;","~u69008812-9a6b-43e9-b778-3817c76f74c0",536870921]],["^15",[4030,"^Q","Beispiel:\n|||\n|I|∀x ∈ B : G(x)|Jedes Element der Gruppe der Bananen hat die Eigenschaft gelb.|\n|II|¬G(a)|Ein Apfel hat nicht die Eigenschaft gelb.|\n||∴ ¬(a ∈ B)|Dementsprechend ist ein Apfel keine Element der Gruppe der Bananen.|",536870921]],["^15",[4030,"^O","^1@",536870921]],["^15",[4030,"^F",4036,536870921]],["^15",[4030,"^X",4026,536870921]],["^15",[4030,"^V",4034,536870921]],["^15",[4030,"^U",4026,536870921]],["^15",[4030,"^;","~u69008812-0af2-45c5-bc8a-1fec5a427c30",536870921]],["^15",[4031,"^Q","Zur Feststellung der menschlichen Handlungsfähigkeit einer Maschine schlug Alan Turing bereits 1950 einen Test vor (der Turing-Test). Eine Maschine besteht diesen Test, wenn ein Fragesteller bei den antworten auf 27 Fragen nicht die Antworten der Maschine von denen eines Menschens unterscheiden kann. Diese Fragen testen die Verarbeitung natürlicher Sprache zur Kommunikation; die Fähigkeit zu speichern, was gewusst oder gelernt wurde; die Fähigkeit automatisch aus bestehendem Wissen Schlussfolgerungen ziehen zu können und Fragen zu beantworten und letztlich die Fähigkeit zu Lernen, sich an Gegebenheiten anzupassen und Muster zu erkennen und weiterzudenken. Seitdem wurden als Erweiterungen auch die Fähigkeit die Welt durch Bilder- und Spracherkennung wahrzunehmen sowie Robotik zur Manipulation von Objekten vorgeschlagen. Diese sechs Disziplinen sind auch die Kerndisziplinen der modernen KI-Forschung.",536870921]],["^15",[4031,"^O","^1@",536870921]],["^15",[4031,"^F",4033,536870921]],["^15",[4031,"^X",4026,536870921]],["^15",[4031,"^V",4033,536870921]],["^15",[4031,"^U",4026,536870921]],["^15",[4031,"^;","~u69008812-58a4-4d7f-8af9-f5d77b816ca7",536870921]],["^15",[4032,"^Q","index:: 4\npublic:: true\n\n",536870921]],["^15",[4032,"^O","^1@",536870921]],["^15",[4032,"^35",["^36",[]],536870921]],["^15",[4032,"^F",4026,536870921]],["^15",[4032,"^X",4026,536870921]],["^15",[4032,"^V",4026,536870921]],["^15",[4032,"^U",546,536870921]],["^15",[4032,"^U",4026,536870921]],["^15",[4032,"^:",true,536870921]],["^15",[4032,"^?",["^ ","^1D",4,"^3H",true],536870921]],["^15",[4032,"^J",["^1D","^3H"],536870921]],["^15",[4032,"^4",["^ ","^1D","4","^3H","true"],536870921]],["^15",[4032,"^H",546,536870921]],["^15",[4032,"^;","~u69008812-a3c3-4306-afb6-9bd99cb4a520",536870921]],["^15",[4033,"^Q","## Menschliches Handeln und Denken",536870921]],["^15",[4033,"^O","^1@",536870921]],["^15",[4033,"^F",4032,536870921]],["^15",[4033,"^X",4026,536870921]],["^15",[4033,"^V",4026,536870921]],["^15",[4033,"^U",4026,536870921]],["^15",[4033,"^?",["^ ","^37",2],536870921]],["^15",[4033,"^J",[],536870921]],["^15",[4033,"^;","~u69008812-fdf6-45ff-8a58-f1b7d4c96fa4",536870921]],["^15",[4034,"^Q","### Rationales Denken und Handeln",536870921]],["^15",[4034,"^O","^1@",536870921]],["^15",[4034,"^F",4033,536870921]],["^15",[4034,"^X",4026,536870921]],["^15",[4034,"^V",4026,536870921]],["^15",[4034,"^U",4026,536870921]],["^15",[4034,"^?",["^ ","^37",3],536870921]],["^15",[4034,"^J",[],536870921]],["^15",[4034,"^;","~u69008812-5574-4b4e-a0d5-aba0e9f2419b",536870921]],["^15",[4035,"^Q","**Leitfragen:**",536870921]],["^15",[4035,"^O","^1@",536870921]],["^15",[4035,"^F",4034,536870921]],["^15",[4035,"^X",4026,536870921]],["^15",[4035,"^V",4026,536870921]],["^15",[4035,"^U",4026,536870921]],["^15",[4035,"^;","~u69008812-eca8-4289-a3c9-c03ce07c1a37",536870921]],["^15",[4036,"^Q","Das klassische Beispiel des rationalen Denkens ist die formelle Logik. Diese erlaubt es, als Erweiterung der Mathematik, aus bekannten Fakten entsprechend formeller Regeln gültige Schlussfolgerungen abzuleiten, und diese in Form fester Notation vereinheitlicht darzustellen.",536870921]],["^15",[4036,"^O","^1@",536870921]],["^15",[4036,"^F",4034,536870921]],["^15",[4036,"^X",4026,536870921]],["^15",[4036,"^V",4034,536870921]],["^15",[4036,"^U",4026,536870921]],["^15",[4036,"^;","~u69008812-095a-4404-9997-4b54e7503729",536870921]],["^15",[4037,"^Q","Menschliches Denken ist schwerer abzubilden, da hier eine präzise Theorie des menschlichen Verstands benötigt wird. Hier wird versucht zu verstehen, ob die Abläufe des Denkens, von den Hirnströmen im Gehirn eines Menschens bis zu dem Ablauf und Timing einzelner Zwischenfolgerungsschritte (Ein Apfel ist rot, eine Banane ist gelb → Gelb ist nicht gleich rot → eine Banane ist kein Apfel, Zwischenfolgerungsschritt hier kursiv), von Maschinen genauso erbracht wird, wie es beim Menschen der Fall wäre. Dies ist das Thema der interdisziplinären Kognitionswissenschaft.",536870921]],["^15",[4037,"^O","^1@",536870921]],["^15",[4037,"^F",4031,536870921]],["^15",[4037,"^X",4026,536870921]],["^15",[4037,"^V",4033,536870921]],["^15",[4037,"^U",4026,536870921]],["^15",[4037,"^;","~u69008812-5a24-46ad-ab21-1291233c1d0c",536870921]],["^15",[4038,"^Q","Wenn sicheres, vollständiges Wissen über die Situation existiert (zum Beispiel in einem Schachspiel), kann so prinzipiell durch das ziehen korrekter Schlussfolgerungen und dem Treffen der folgenden Vorhersagen durch ein Programm rationales Denken simuliert werden, jedoch kein intelligentes Verhalten. Hierzu fehlen die Fähigkeiten, die z. B. im Turing-Test gemessen werden (z. B. autonomes Handeln, Wahrnehmung der Umgebung, Anpassung an Veränderung). Dadurch kommt man zum Modell des „rationalen Agenten“, einer KI, die das beste Ergebnis, oder bei Unsicherheit das beste zu erwartende Ergebnis erzielt. Hier werden neben formell logischen Schlussfolgerungen auch andere Mechanismen in Betracht gezogen, um rationales Handeln zu erreichen (wie zum Beispiel das Wegziehen einer Hand von einer Herdplatte, zwar rational, aber nicht logisch durchdacht ist.",536870921]],["^15",[4038,"^O","^1@",536870921]],["^15",[4038,"^F",4030,536870921]],["^15",[4038,"^X",4026,536870921]],["^15",[4038,"^V",4034,536870921]],["^15",[4038,"^U",4026,536870921]],["^15",[4038,"^;","~u69008812-f530-44eb-a75f-450d587c4f40",536870921]],["^15",[4039,"^3","exclude-from-graph-view:: true\n\n-",536870921]],["^15",[4039,"^17",1761642514983,536870921]],["^15",[4039,"^Z","pages/Slide.md",536870921]],["^15",[4040,"^Q","exclude-from-graph-view:: true\n\n",536870921]],["^15",[4040,"^O","^1@",536870921]],["^15",[4040,"^35",["^36",[]],536870921]],["^15",[4040,"^F",548,536870921]],["^15",[4040,"^X",548,536870921]],["^15",[4040,"^V",548,536870921]],["^15",[4040,"^U",548,536870921]],["^15",[4040,"^:",true,536870921]],["^15",[4040,"^?",["^ ","^16",true],536870921]],["^15",[4040,"^J",["^16"],536870921]],["^15",[4040,"^4",["^ ","^16","true"],536870921]],["^15",[4040,"^;","~u69008812-ec97-4c35-ab44-de6c708208ba",536870921]],["^15",[4041,"^Q","",536870921]],["^15",[4041,"^O","^1@",536870921]],["^15",[4041,"^F",4040,536870921]],["^15",[4041,"^X",548,536870921]],["^15",[4041,"^V",548,536870921]],["^15",[4041,"^U",548,536870921]],["^15",[4041,"^;","~u69008812-c4ef-4155-bbf2-0cc9a515d9cd",536870921]],["^15",[4042,"^3","## Meta:\n\t- Additional Tags:\n\t- Additional References:\n\t- **Subpages:**\n\t background-color:: purple\n\t\t- #+BEGIN_QUERY\n\t\t {\n\t\t :title \"Index:\"\n\t\t :query (namespace [[Solid]])\n\t\t }\n\t\t #+END_QUERY\n\t- **Summery:**\n\t background-color:: blue\n\t\t- All regarding the political youth organisation\n- ---\n-",536870921]],["^15",[4042,"^17",1761642514992,536870921]],["^15",[4042,"^Z","pages/Solid.md",536870921]],["^15",[4043,"^K",1761642515140,536870921]],["^15",[4043,"^[",4042,536870921]],["^15",[4043,"^O","^1@",536870921]],["^15",[4043,"^@",false,536870921]],["^15",[4043,"^Y","solid",536870921]],["^15",[4043,"^11","Solid",536870921]],["^15",[4043,"^B",1761642515140,536870921]],["^15",[4043,"^;","~u6918973b-600e-4c16-b77f-84fe6db1e722",536879759]],["^15",[4044,"^Q","",536870921]],["^15",[4044,"^O","^1@",536870921]],["^15",[4044,"^F",4052,536870921]],["^15",[4044,"^X",4043,536870921]],["^15",[4044,"^V",4043,536870921]],["^15",[4044,"^U",4043,536870921]],["^15",[4044,"^;","~u69008812-f0cc-4295-bd79-5e9db8ec09ae",536870921]],["^15",[4045,"^Q","## Meta:",536870921]],["^15",[4045,"^O","^1@",536870921]],["^15",[4045,"^F",4043,536870921]],["^15",[4045,"^X",4043,536870921]],["^15",[4045,"^V",4043,536870921]],["^15",[4045,"^U",4043,536870921]],["^15",[4045,"^?",["^ ","^37",2],536870921]],["^15",[4045,"^J",[],536870921]],["^15",[4045,"^;","~u69008812-a408-4ea5-b7ed-24a3a2520cd9",536870921]],["^15",[4046,"^Q","All regarding the political youth organisation",536870921]],["^15",[4046,"^O","^1@",536870921]],["^15",[4046,"^F",4047,536870921]],["^15",[4046,"^X",4043,536870921]],["^15",[4046,"^V",4047,536870921]],["^15",[4046,"^U",4043,536870921]],["^15",[4046,"^;","~u69008812-aae8-4131-bd51-28d42ed3d745",536870921]],["^15",[4047,"^Q","**Summery:**\nbackground-color:: blue",536870921]],["^15",[4047,"^O","^1@",536870921]],["^15",[4047,"^F",4049,536870921]],["^15",[4047,"^X",4043,536870921]],["^15",[4047,"^V",4045,536870921]],["^15",[4047,"^U",4043,536870921]],["^15",[4047,"^?",["^ 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","^39","purple"],536870921]],["^15",[4049,"^;","~u69008812-6888-436b-8432-5e258989f5fc",536870921]],["^15",[4050,"^Q","Additional Tags:",536870921]],["^15",[4050,"^O","^1@",536870921]],["^15",[4050,"^F",4045,536870921]],["^15",[4050,"^X",4043,536870921]],["^15",[4050,"^V",4045,536870921]],["^15",[4050,"^U",4043,536870921]],["^15",[4050,"^;","~u69008812-14b5-49a9-8247-f2535fa437b9",536870921]],["^15",[4051,"^Q","Additional References:",536870921]],["^15",[4051,"^O","^1@",536870921]],["^15",[4051,"^F",4050,536870921]],["^15",[4051,"^X",4043,536870921]],["^15",[4051,"^V",4045,536870921]],["^15",[4051,"^U",4043,536870921]],["^15",[4051,"^;","~u69008812-2f60-43b5-83c1-038ef3a65d18",536870921]],["^15",[4052,"^Q","---",536870921]],["^15",[4052,"^O","^1@",536870921]],["^15",[4052,"^F",4045,536870921]],["^15",[4052,"^X",4043,536870921]],["^15",[4052,"^V",4043,536870921]],["^15",[4052,"^U",4043,536870921]],["^15",[4052,"^;","~u69008812-3675-454f-af56-5c00edb98a8e",536870921]],["^15",[4053,"^3","## Meta\n\t- Additional Tags:\n\t- Additional References:\n\t- **Notes:**\n\t background-color:: red\n\t\t- {{query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[Solid/BakIt]]) (namespace [[Solid/BakIt]])))}}\n\t\t query-sort-by:: block\n\t\t query-table:: true\n\t\t query-sort-desc:: false\n\t- **Slides:**\n\t background-color:: green\n\t\t- {{query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[Solid/BakIt]]) (namespace [[Solid/BakIt]])))}}\n\t- **Summery**:\n\t background-color:: blue\n\t\t-\n- ---\n- # Workshop\n\t- ## Ansible\n\t collapsed:: true\n\t\t- Besteht aus:\n\t\t\t- Roles (Aufgaben die Ausgefuehrt werden muessen)\n\t\t\t logseq.order-list-type:: number\n\t\t\t\t- \"um diese rolle zu sein muss die tasks geschehen\"\n\t\t\t- Inventroy (Variablen/Server/passwoerter)\n\t\t\t logseq.order-list-type:: number\n\t\t\t- Playbooks: (Welcher Server hat welche Rollen)\n\t\t\t logseq.order-list-type:: number\n\t\t- ### Rolle\n\t\t\t- defaults\n\t\t\t\t- main.yml fuer variable di\n\t\t\t- meta:\n\t\t\t\t- main.yml fuer z.B. dependency definition\n\t\t\t- tasks:\n\t\t\t\t- main.yml als entrypoint\n\t\t\t- templates:\n\t\t\t\t- dateien diie mit varriable geandert wwerden sollen/auf des server kopiert werden sollen\n\t\t\t- files:\n\t\t\t\t- fuer statische Dateien\n\t\t- ### Tasks:\n\t\t\t- [Namen]\n\t\t\t- Module (eingebaute (python) funktionen)\n\t\t\t- [condition \"when\"]\n\t\t\t- [includes \"variables\"]\n\t\t\t- [register: \"register output as new variable\"]\n\t\t\t- **Notes**:\n\t\t\t\t- `set_fact` jeder fact der liste wird gleichzeitig ausgefuhert, dürfen d.h. nicht aufeinander dependen\n\t\t\t\t- `copy` module avoiden, langsam bei mehreren Dateien, stattdessen `syncronise`\n\t\t\t\t- wird bei `include-role` eine variable der ursprünglichen task von der neuen rolle überschrieben werden, müssen diese vorher mit set_fact unter anderen namen gesetzt werden (eager-evaluation)\n\t\t\t\t- ```\n\t\t\t\t [task...]\n\t\t\t\t loop:\n\t\t\t\t - {x: varlist, y: varlist2}\n\t\t\t\t - vardict\n\t\t\t\t ```\n\t\t- `ansible -m shell -a cmd=\"echo 'Hello'\"` -> fuehre ein module direkt (auf hosts) aus\n\t\t- ### Variable Precedence\n\t\t\t- `ansible_` ansible default variable names , trotzdem für eigene verwend & überschreibbar\n\t\t\t id:: 68ff9c5c-a631-4579-9eb9-fde261a21570\n\t\t\t- https://docs.ansible.com/ansible/latest/playbook_guide/playbooks_variables.html#understanding-variable-precedence\n\t\t\t- Alles globales, d.h. von mehreren Services verwendet in inventory groups\n\t\t\t Group vars, von mehreren, nicht service spezifischen servicen genutzte wwerte\n\t\t\t- bei mueberschreiben von dicts werden nicht vorhandene werte nicht, die aber in defaults existieren, nicht aus defaults genommen\n\t\t\t- d.h. für merge: `merged_overwrite = {{ (var_dict_default | combine(var_dict_overwrite, recursive=True) }}`\n\t- ## Cybersin\n\t\t- ### Modules\n\t\t\t- tauscht date zwischen verschiedenen clients aus ->\n\t\t\t Hole Daten aus UFFD um dinge damit in anderer Service zu tun\n\t\t\t- Infrastructure CRON wird meist periodisch ausgeführt\n\t\t\t- Dependencies erden mit dockerfile 1x für alle module installiert\n\t\t\t- Sync: Synchronisiert beide seiten\n\t\t\t- ---\n\t\t\t- Auch plot und temp functions\n\t\t\t- -> Ggf. hacks nötig um uffd Unser id zu Service user zu Mappen\n\t\t\t- Py: Eigenes Module/Package\n\t\t- ### Clients\n\t\t\t- Erweiterte Funktionen um mit Service spezifisch zu interagieren, vgl. ORM wrapper\n\t\t\t- Py: namespace package\n- ### Vaultwarden für LSp*R\n\t- OpenID Vaultwarden\n- ### Aufgaben\n\t-",536874306]],["^15",[4053,"^17",1761642515013,536870921]],["^15",[4053,"^3?","~m1762791172000",536874307]],["^15",[4053,"^Z","pages/Solid___BakIt.md",536870921]],["^15",[4054,"^K",1761642515012,536870921]],["^15",[4054,"^[",4053,536870921]],["^15",[4054,"^@",false,536870921]],["^15",[4054,"^Y","solid/bakit",536870921]],["^15",[4054,"^A",4043,536870921]],["^15",[4054,"^11","Solid/BakIt",536870921]],["^15",[4054,"^B",1761642515012,536870921]],["^15",[4054,"^;","~u6912ea09-46bc-4602-8983-5ffc0569d74a",536874306]],["^15",[4055,"^Q","https://docs.ansible.com/ansible/latest/playbook_guide/playbooks_variables.html#understanding-variable-precedence",536870921]],["^15",[4055,"^O","^1@",536870921]],["^15",[4055,"^F",4079,536870921]],["^15",[4055,"^X",4054,536870921]],["^15",[4055,"^V",4071,536870921]],["^15",[4055,"^U",4054,536870921]],["^15",[4055,"^;","~u69008813-66e4-4898-be69-4d42329a777f",536870921]],["^15",[4056,"^Q","bei mueberschreiben von dicts werden nicht vorhandene werte nicht, die aber in defaults existieren, nicht aus defaults genommen",536870921]],["^15",[4056,"^O","^1@",536870921]],["^15",[4056,"^F",4078,536870921]],["^15",[4056,"^X",4054,536870921]],["^15",[4056,"^V",4071,536870921]],["^15",[4056,"^U",4054,536870921]],["^15",[4056,"^;","~u69008813-e5ba-4cbd-8296-ebfd354cddac",536870921]],["^15",[4057,"^Q","**Summery**:\nbackground-color:: blue",536870921]],["^15",[4057,"^O","^1@",536870921]],["^15",[4057,"^F",4076,536870921]],["^15",[4057,"^X",4054,536870921]],["^15",[4057,"^V",4084,536870921]],["^15",[4057,"^U",4054,536870921]],["^15",[4057,"^?",["^ ","^39","blue"],536874306]],["^15",[4057,"^J",["^39"],536874306]],["^15",[4057,"^4",["^ ","^39","blue"],536874306]],["^15",[4057,"^;","~u69008813-9612-4c63-9862-b3308c5c06d5",536870921]],["^15",[4058,"^Q","fuer statische Dateien",536870921]],["^15",[4058,"^O","^1@",536870921]],["^15",[4058,"^F",4092,536870921]],["^15",[4058,"^X",4054,536870921]],["^15",[4058,"^V",4092,536870921]],["^15",[4058,"^U",4054,536870921]],["^15",[4058,"^;","~u69008813-3350-4af4-a741-1d0f469ee68c",536870921]],["^15",[4059,"^Q","---",536870921]],["^15",[4059,"^O","^1@",536870921]],["^15",[4059,"^F",4084,536870921]],["^15",[4059,"^X",4054,536870921]],["^15",[4059,"^V",4054,536870921]],["^15",[4059,"^U",4054,536870921]],["^15",[4059,"^;","~u69008813-ed35-4f20-8e1a-60d49e0569de",536870921]],["^15",[4060,"^Q","{{query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[Solid/BakIt]]) (namespace [[Solid/BakIt]])))}}\nquery-sort-by:: block\nquery-table:: true\nquery-sort-desc:: false",536870921]],["^15",[4060,"^O","^1@",536870921]],["^15",[4060,"^F",4088,536870921]],["^15",[4060,"^S",4105,536874306]],["^15",[4060,"^X",4054,536870921]],["^15",[4060,"^V",4088,536870921]],["^15",[4060,"^U",4054,536870921]],["^15",[4060,"^?",["^ ","^3:","block","^3;",true,"^3<",false],536874306]],["^15",[4060,"^J",["^3:","^3;","^3<"],536874306]],["^15",[4060,"^4",["^ ","^3:","block","^3;","true","^3<","false"],536874306]],["^15",[4060,"^;","~u69008813-a2fa-41b0-9b12-9bdc9b38a5fa",536870921]],["^15",[4061,"^Q","OpenID Vaultwarden",536870921]],["^15",[4061,"^O","^1@",536870921]],["^15",[4061,"^F",4090,536870921]],["^15",[4061,"^X",4054,536870921]],["^15",[4061,"^V",4090,536870921]],["^15",[4061,"^U",4054,536870921]],["^15",[4061,"^;","~u69008813-7386-4998-8b22-fb0f676da803",536870921]],["^15",[4062,"^Q","main.yml als entrypoint",536870921]],["^15",[4062,"^O","^1@",536870921]],["^15",[4062,"^F",4095,536870921]],["^15",[4062,"^X",4054,536870921]],["^15",[4062,"^V",4095,536870921]],["^15",[4062,"^U",4054,536870921]],["^15",[4062,"^;","~u69008813-d6e9-4f6a-8610-1046183f199d",536870921]],["^15",[4063,"^Q","\"um diese rolle zu sein muss die tasks geschehen\"",536870921]],["^15",[4063,"^O","^1@",536870921]],["^15",[4063,"^F",4104,536870921]],["^15",[4063,"^X",4054,536870921]],["^15",[4063,"^V",4104,536870921]],["^15",[4063,"^U",4054,536870921]],["^15",[4063,"^;","~u69008813-47cf-4d20-b8a7-17df21357cf1",536870921]],["^15",[4064,"^Q","Besteht aus:",536870921]],["^15",[4064,"^O","^1@",536870921]],["^15",[4064,"^F",5911,536874306]],["^15",[4064,"^X",4054,536870921]],["^15",[4064,"^V",5911,536874306]],["^15",[4064,"^U",4054,536870921]],["^15",[4064,"^;","~u69008813-334f-43fb-9995-cffab96f8bf8",536870921]],["^15",[4065,"^Q","~`ansible -m shell -a cmd=\"echo 'Hello'\"` -> fuehre ein module direkt (auf hosts) aus",536870921]],["^15",[4065,"^O","^1@",536870921]],["^15",[4065,"^F",4098,536870921]],["^15",[4065,"^X",4054,536870921]],["^15",[4065,"^V",5911,536874306]],["^15",[4065,"^U",4054,536870921]],["^15",[4065,"^;","~u69008813-5e59-4ffe-96e5-0a25900253e1",536870921]],["^15",[4066,"^Q","### Aufgaben",536870921]],["^15",[4066,"^O","^1@",536870921]],["^15",[4066,"^F",4090,536870921]],["^15",[4066,"^X",4054,536870921]],["^15",[4066,"^V",4054,536870921]],["^15",[4066,"^U",4054,536870921]],["^15",[4066,"^?",["^ ","^37",3],536874306]],["^15",[4066,"^J",[],536874306]],["^15",[4066,"^;","~u69008813-fcb5-404b-89d8-a60bb2bf2581",536870921]],["^15",[4067,"^Q","Additional References:",536870921]],["^15",[4067,"^O","^1@",536870921]],["^15",[4067,"^F",4101,536870921]],["^15",[4067,"^X",4054,536870921]],["^15",[4067,"^V",4084,536870921]],["^15",[4067,"^U",4054,536870921]],["^15",[4067,"^;","~u69008813-f092-44a0-a18d-784cec523629",536870921]],["^15",[4068,"^Q","~`set_fact` jeder fact der liste wird gleichzeitig ausgefuhert, dürfen d.h. nicht aufeinander dependen",536870921]],["^15",[4068,"^O","^1@",536870921]],["^15",[4068,"^F",4103,536870921]],["^15",[4068,"^X",4054,536870921]],["^15",[4068,"^V",4103,536870921]],["^15",[4068,"^U",4054,536870921]],["^15",[4068,"^;","~u69008813-6159-4e12-b45a-94f2bf6f7400",536870921]],["^15",[4069,"^Q","[includes \"variables\"]",536870921]],["^15",[4069,"^O","^1@",536870921]],["^15",[4069,"^F",4093,536870921]],["^15",[4069,"^X",4054,536870921]],["^15",[4069,"^V",4098,536870921]],["^15",[4069,"^U",4054,536870921]],["^15",[4069,"^;","~u69008813-cc62-4fba-a80f-868ab00430d3",536870921]],["^15",[4070,"^Q","[register: \"register output as new variable\"]",536870921]],["^15",[4070,"^O","^1@",536870921]],["^15",[4070,"^F",4069,536870921]],["^15",[4070,"^X",4054,536870921]],["^15",[4070,"^V",4098,536870921]],["^15",[4070,"^U",4054,536870921]],["^15",[4070,"^;","~u69008813-9b67-4ba1-973b-a92c1ae70cf7",536870921]],["^15",[4071,"^Q","### Variable Precedence",536870921]],["^15",[4071,"^O","^1@",536870921]],["^15",[4071,"^F",4065,536870921]],["^15",[4071,"^X",4054,536870921]],["^15",[4071,"^V",5911,536874306]],["^15",[4071,"^U",4054,536870921]],["^15",[4071,"^?",["^ ","^37",3],536874306]],["^15",[4071,"^J",[],536874306]],["^15",[4071,"^;","~u69008813-62a7-45be-978e-9a56ae7d9c65",536870921]],["^15",[4073,"^Q","",536870921]],["^15",[4073,"^O","^1@",536870921]],["^15",[4073,"^F",4066,536870921]],["^15",[4073,"^X",4054,536870921]],["^15",[4073,"^V",4066,536870921]],["^15",[4073,"^U",4054,536870921]],["^15",[4073,"^;","~u69008813-98ac-4ed3-9dd5-68fb41a2d012",536870921]],["^15",[4074,"^Q","Module (eingebaute (python) funktionen)",536870921]],["^15",[4074,"^O","^1@",536870921]],["^15",[4074,"^F",4089,536870921]],["^15",[4074,"^X",4054,536870921]],["^15",[4074,"^V",4098,536870921]],["^15",[4074,"^U",4054,536870921]],["^15",[4074,"^;","~u69008813-9314-457c-97d8-10f38ad3dab6",536870921]],["^15",[4075,"^Q","Playbooks: (Welcher Server hat welche Rollen)\nlogseq.order-list-type:: number",536870921]],["^15",[4075,"^O","^1@",536870921]],["^15",[4075,"^F",4081,536870921]],["^15",[4075,"^X",4054,536870921]],["^15",[4075,"^V",4064,536870921]],["^15",[4075,"^U",4054,536870921]],["^15",[4075,"^?",["^ ","^3B","number"],536874306]],["^15",[4075,"^J",["^3B"],536874306]],["^15",[4075,"^4",["^ ","^3B","number"],536874306]],["^15",[4075,"^;","~u69008813-6763-46e5-9b62-2a28573f496c",536870921]],["^15",[4076,"^Q","**Slides:**\nbackground-color:: green",536870921]],["^15",[4076,"^O","^1@",536870921]],["^15",[4076,"^F",4088,536870921]],["^15",[4076,"^X",4054,536870921]],["^15",[4076,"^V",4084,536870921]],["^15",[4076,"^U",4054,536870921]],["^15",[4076,"^?",["^ ","^39","green"],536874306]],["^15",[4076,"^J",["^39"],536874306]],["^15",[4076,"^4",["^ ","^39","green"],536874306]],["^15",[4076,"^;","~u69008813-7845-4bcb-bbb7-45b6b62d57fd",536870921]],["^15",[4077,"^Q","meta:",536870921]],["^15",[4077,"^O","^1@",536870921]],["^15",[4077,"^F",4100,536870921]],["^15",[4077,"^X",4054,536870921]],["^15",[4077,"^V",4097,536870921]],["^15",[4077,"^U",4054,536870921]],["^15",[4077,"^;","~u69008813-2988-48ad-bc18-185b958189f1",536870921]],["^15",[4078,"^Q","Alles globales, d.h. von mehreren Services verwendet in inventory groups\nGroup vars, von mehreren, nicht service spezifischen servicen genutzte wwerte",536870921]],["^15",[4078,"^O","^1@",536870921]],["^15",[4078,"^F",4055,536870921]],["^15",[4078,"^X",4054,536870921]],["^15",[4078,"^V",4071,536870921]],["^15",[4078,"^U",4054,536870921]],["^15",[4078,"^;","~u69008813-7d5f-4784-8ef9-8e32d9edc61e",536870921]],["^15",[4079,"^Q","~`ansible_` ansible default variable names , trotzdem für eigene verwend & überschreibbar\nid:: 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number",536870921]],["^15",[4081,"^O","^1@",536870921]],["^15",[4081,"^F",4104,536870921]],["^15",[4081,"^X",4054,536870921]],["^15",[4081,"^V",4064,536870921]],["^15",[4081,"^U",4054,536870921]],["^15",[4081,"^?",["^ ","^3B","number"],536874306]],["^15",[4081,"^J",["^3B"],536874306]],["^15",[4081,"^4",["^ ","^3B","number"],536874306]],["^15",[4081,"^;","~u69008813-c309-4982-bff7-261197baaec8",536870921]],["^15",[4082,"^Q","# Workshop",536874306]],["^15",[4082,"^O","^1@",536870921]],["^15",[4082,"^F",4059,536870921]],["^15",[4082,"^X",4054,536870921]],["^15",[4082,"^V",4054,536870921]],["^15",[4082,"^U",4054,536870921]],["^15",[4082,"^?",["^ ","^37",1],536874306]],["^15",[4082,"^J",[],536874306]],["^15",[4082,"^;","~u69008813-009d-48dc-aaa4-a6a2ffed12af",536870921]],["^15",[4083,"^Q","wird bei `include-role` eine variable der ursprünglichen task von der neuen rolle überschrieben werden, müssen diese vorher mit set_fact unter anderen namen gesetzt werden (eager-evaluation)",536870921]],["^15",[4083,"^O","^1@",536870921]],["^15",[4083,"^F",4096,536870921]],["^15",[4083,"^X",4054,536870921]],["^15",[4083,"^V",4103,536870921]],["^15",[4083,"^U",4054,536870921]],["^15",[4083,"^;","~u69008813-f00d-44d2-af2f-ab5581f5703a",536870921]],["^15",[4084,"^Q","## Meta",536870921]],["^15",[4084,"^O","^1@",536870921]],["^15",[4084,"^F",4054,536870921]],["^15",[4084,"^X",4054,536870921]],["^15",[4084,"^V",4054,536870921]],["^15",[4084,"^U",4054,536870921]],["^15",[4084,"^?",["^ ","^37",2],536874306]],["^15",[4084,"^J",[],536874306]],["^15",[4084,"^;","~u69008813-4833-4481-b656-0fb237d10c23",536870921]],["^15",[4085,"^Q","templates:",536870921]],["^15",[4085,"^O","^1@",536870921]],["^15",[4085,"^F",4095,536870921]],["^15",[4085,"^X",4054,536870921]],["^15",[4085,"^V",4097,536870921]],["^15",[4085,"^U",4054,536870921]],["^15",[4085,"^;","~u69008813-3d5d-41bc-bfa6-a3da15676bc6",536870921]],["^15",[4086,"^Q","dateien diie mit varriable geandert wwerden sollen/auf des server kopiert werden sollen",536870921]],["^15",[4086,"^O","^1@",536870921]],["^15",[4086,"^F",4085,536870921]],["^15",[4086,"^X",4054,536870921]],["^15",[4086,"^V",4085,536870921]],["^15",[4086,"^U",4054,536870921]],["^15",[4086,"^;","~u69008813-d349-43c4-b75b-9c4505a62921",536870921]],["^15",[4087,"^Q","{{query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[Solid/BakIt]]) (namespace [[Solid/BakIt]])))}}",536870921]],["^15",[4087,"^O","^1@",536870921]],["^15",[4087,"^F",4076,536870921]],["^15",[4087,"^S",4106,536874306]],["^15",[4087,"^X",4054,536870921]],["^15",[4087,"^V",4076,536870921]],["^15",[4087,"^U",4054,536870921]],["^15",[4087,"^;","~u69008813-007a-47f2-93cd-a32ffafacd8b",536870921]],["^15",[4088,"^Q","**Notes:**\nbackground-color:: red",536870921]],["^15",[4088,"^O","^1@",536870921]],["^15",[4088,"^F",4067,536870921]],["^15",[4088,"^X",4054,536870921]],["^15",[4088,"^V",4084,536870921]],["^15",[4088,"^U",4054,536870921]],["^15",[4088,"^?",["^ ","^39","red"],536874306]],["^15",[4088,"^J",["^39"],536874306]],["^15",[4088,"^4",["^ ","^39","red"],536874306]],["^15",[4088,"^;","~u69008813-030b-43fc-b4df-ea515af4eef1",536870921]],["^15",[4089,"^Q","[Namen]",536870921]],["^15",[4089,"^O","^1@",536870921]],["^15",[4089,"^F",4098,536870921]],["^15",[4089,"^X",4054,536870921]],["^15",[4089,"^V",4098,536870921]],["^15",[4089,"^U",4054,536870921]],["^15",[4089,"^;","~u69008813-19c3-4c89-9650-f9ea273aaae9",536870921]],["^15",[4090,"^Q","### Vaultwarden für LSp*R",536870921]],["^15",[4090,"^O","^1@",536870921]],["^15",[4090,"^F",4082,536870921]],["^15",[4090,"^X",4054,536870921]],["^15",[4090,"^V",4054,536870921]],["^15",[4090,"^U",4054,536870921]],["^15",[4090,"^?",["^ ","^37",3],536874306]],["^15",[4090,"^J",[],536874306]],["^15",[4090,"^;","~u69008813-2a0b-4c38-b28b-e93824d2db16",536870921]],["^15",[4091,"^Q","~```\n[task...]\nloop:\n - {x: varlist, y: varlist2}\n - vardict\n```",536870921]],["^15",[4091,"^O","^1@",536870921]],["^15",[4091,"^F",4083,536870921]],["^15",[4091,"^X",4054,536870921]],["^15",[4091,"^V",4103,536870921]],["^15",[4091,"^U",4054,536870921]],["^15",[4091,"^;","~u69008813-77a1-4bd8-bdc4-3d60a2b22fc1",536870921]],["^15",[4092,"^Q","files:",536870921]],["^15",[4092,"^O","^1@",536870921]],["^15",[4092,"^F",4085,536870921]],["^15",[4092,"^X",4054,536870921]],["^15",[4092,"^V",4097,536870921]],["^15",[4092,"^U",4054,536870921]],["^15",[4092,"^;","~u69008813-75ba-4da1-ba08-34942b4c91fb",536870921]],["^15",[4093,"^Q","[condition \"when\"]",536870921]],["^15",[4093,"^O","^1@",536870921]],["^15",[4093,"^F",4074,536870921]],["^15",[4093,"^X",4054,536870921]],["^15",[4093,"^V",4098,536870921]],["^15",[4093,"^U",4054,536870921]],["^15",[4093,"^;","~u69008813-8e92-46f4-b806-0a9ca3edaf48",536870921]],["^15",[4094,"^Q","main.yml fuer z.B. dependency definition",536870921]],["^15",[4094,"^O","^1@",536870921]],["^15",[4094,"^F",4077,536870921]],["^15",[4094,"^X",4054,536870921]],["^15",[4094,"^V",4077,536870921]],["^15",[4094,"^U",4054,536870921]],["^15",[4094,"^;","~u69008813-181b-4786-8a6d-d39c42c7e8ed",536870921]],["^15",[4095,"^Q","tasks:",536870921]],["^15",[4095,"^O","^1@",536870921]],["^15",[4095,"^F",4077,536870921]],["^15",[4095,"^X",4054,536870921]],["^15",[4095,"^V",4097,536870921]],["^15",[4095,"^U",4054,536870921]],["^15",[4095,"^;","~u69008813-4d71-4df8-b5db-42cc8f629b41",536870921]],["^15",[4096,"^Q","~`copy` module avoiden, langsam bei mehreren Dateien, stattdessen `syncronise`",536870921]],["^15",[4096,"^O","^1@",536870921]],["^15",[4096,"^F",4068,536870921]],["^15",[4096,"^X",4054,536870921]],["^15",[4096,"^V",4103,536870921]],["^15",[4096,"^U",4054,536870921]],["^15",[4096,"^;","~u69008813-092e-4d63-b68c-b124fb195098",536870921]],["^15",[4097,"^Q","### Rolle",536870921]],["^15",[4097,"^O","^1@",536870921]],["^15",[4097,"^F",4064,536870921]],["^15",[4097,"^X",4054,536870921]],["^15",[4097,"^V",5911,536874306]],["^15",[4097,"^U",4054,536870921]],["^15",[4097,"^?",["^ ","^37",3],536874306]],["^15",[4097,"^J",[],536874306]],["^15",[4097,"^;","~u69008813-80dc-464e-9764-8b631009a48c",536870921]],["^15",[4098,"^Q","### Tasks:",536870921]],["^15",[4098,"^O","^1@",536870921]],["^15",[4098,"^F",4097,536870921]],["^15",[4098,"^X",4054,536870921]],["^15",[4098,"^V",5911,536874306]],["^15",[4098,"^U",4054,536870921]],["^15",[4098,"^?",["^ ","^37",3],536874306]],["^15",[4098,"^J",[],536874306]],["^15",[4098,"^;","~u69008813-844d-4d1a-8d25-a7dda98c9915",536870921]],["^15",[4099,"^Q","",536870921]],["^15",[4099,"^O","^1@",536870921]],["^15",[4099,"^F",4057,536870921]],["^15",[4099,"^X",4054,536870921]],["^15",[4099,"^V",4057,536870921]],["^15",[4099,"^U",4054,536870921]],["^15",[4099,"^;","~u69008813-e8df-43d4-99b6-ef6e436dc66d",536870921]],["^15",[4100,"^Q","defaults",536870921]],["^15",[4100,"^O","^1@",536870921]],["^15",[4100,"^F",4097,536870921]],["^15",[4100,"^X",4054,536870921]],["^15",[4100,"^V",4097,536870921]],["^15",[4100,"^U",4054,536870921]],["^15",[4100,"^;","~u69008813-2921-4f1e-9ee8-0c610fa7c3b6",536870921]],["^15",[4101,"^Q","Additional Tags:",536870921]],["^15",[4101,"^O","^1@",536870921]],["^15",[4101,"^F",4084,536870921]],["^15",[4101,"^X",4054,536870921]],["^15",[4101,"^V",4084,536870921]],["^15",[4101,"^U",4054,536870921]],["^15",[4101,"^;","~u69008813-c8f8-419e-aa4b-b2440149ef39",536870921]],["^15",[4102,"^Q","d.h. für merge: `merged_overwrite = {{ (var_dict_default | combine(var_dict_overwrite, recursive=True) }}`",536870921]],["^15",[4102,"^O","^1@",536870921]],["^15",[4102,"^F",4056,536870921]],["^15",[4102,"^X",4054,536870921]],["^15",[4102,"^V",4071,536870921]],["^15",[4102,"^U",4054,536870921]],["^15",[4102,"^;","~u69008813-9593-4738-83b8-e252aa56fd4e",536870921]],["^15",[4103,"^Q","**Notes**:",536870921]],["^15",[4103,"^O","^1@",536870921]],["^15",[4103,"^F",4070,536870921]],["^15",[4103,"^X",4054,536870921]],["^15",[4103,"^V",4098,536870921]],["^15",[4103,"^U",4054,536870921]],["^15",[4103,"^;","~u69008813-7b22-4816-bea8-9d21627a57a5",536870921]],["^15",[4104,"^Q","Roles (Aufgaben die Ausgefuehrt werden muessen)\nlogseq.order-list-type:: number",536870921]],["^15",[4104,"^O","^1@",536870921]],["^15",[4104,"^F",4064,536870921]],["^15",[4104,"^X",4054,536870921]],["^15",[4104,"^V",4064,536870921]],["^15",[4104,"^U",4054,536870921]],["^15",[4104,"^?",["^ ","^3B","number"],536874306]],["^15",[4104,"^J",["^3B"],536874306]],["^15",[4104,"^4",["^ ","^3B","number"],536874306]],["^15",[4104,"^;","~u69008813-1473-4076-bc69-4f48a89fa120",536870921]],["^15",[4105,"^?",["^ ","^3=","query","^3>",["(and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[Solid/BakIt]]) (namespace [[Solid/BakIt]])))"]],536870921]],["^15",[4105,"^W","macro",536870921]],["^15",[4105,"^T","query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[Solid/BakIt]]) (namespace [[Solid/BakIt]])))",536870921]],["^15",[4106,"^?",["^ ","^3=","query","^3>",["(and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[Solid/BakIt]]) (namespace [[Solid/BakIt]])))"]],536870921]],["^15",[4106,"^W","macro",536870921]],["^15",[4106,"^T","query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[Solid/BakIt]]) (namespace [[Solid/BakIt]])))",536870921]],["^15",[4107,"^3","## Meta\n\t- Additional Tags:\n\t- Additional References:\n\t- **Subpages:**\n\t background-color:: purple\n\t\t- {{query (namespace [[Solid/LSp*R]])}}\n\t- **ToDo:**\n\t background-color:: red\n\t\t- {{query (and [[TODO]] (or [[Solid/LSp*R]] (namespace [[Solid/LSp*R]])))}}\n\t\t query-table:: true\n\t- **Makers:**\n\t background-color:: yellow\n\t\t- {{query (and (or [[LATER]] [[WAITING]]) (or (page [[Solid/LSp*R]]) (namespace [[Solid/LSp*R]]))) }}\n\t- **Summery:**\n\t background-color:: blue\n\t\t-\n\t- ---\n- ## Mitgliederdatenbank\n\t- https://crm.linksjugend-solid.de\n\t- Bremen Kontakte: LV & Newsletter\n\t\t- in newsletter auch PdL mitglieder\n\t- Abbestell bekommen keine mails, auch wenn an Newsletter verschickt -> Temporaere globale abberstellgruppe fuer dynamische gruppen\n- Budnesland bezirk automatisch eingefuegt, Adresszusatz fuer Verbandasstrukturen und API\n- Aktuelle Mitglieder 176\n- ## Pending\n\t- ### LVV\n\t\t- War athmospgäre auf LVV so schlecht, sonst wirk vorschlag mehr possitions indoktrinierend\n\t\t-\n\t- ### Website designe\n\t\t- https://www.bb.linksjugend-solid.de/ (Logo)\n\t\t- https://www.he.linksjugend-solid.de/\n\t\t- https://www.linksjugend-sachsen.de/\n\t- ### LV Bremen Beschreibung\n\t collapsed:: true\n\t\t- 💬 Basisgruppe Bremen Stadt/Viertel Chat\n\t\t https://chat.whatsapp.com/HRIAH7dA5w1E8qOgy9y3MS\n\t\t \n\t\t 💬 Basisgruppe Bremerhaven Chat\n\t\t https://t.me/+M9wjVMT4Ocg2MzIy\n\t\t \n\t\t 💬 FLINTA*-only Vernetzungsgruppe: \n\t\t https://t.me/+hjJlkZlrRKFiOWMy\n\t\t \n\t\t 💥 Info Channel Bundesebene\n\t\t https://t.me/linksjugendsolid\n\t\t \n\t\t ☁️ LV Bremen Cloud (Protokolle, Fotos & mehr)\n\t\t https://cloud.linksjugend-solid.de/f/1159654\n\t\t \n\t\t Awarenessteam: \n\t\t awareness@hb.linksjugend-solid.de\n\t\t \n\t\t Schiedskommission:\n\t\t schiedskommission@hb.linksjugend-solid.de\n\t\t \n\t\t Generelle Fragen/LSp*R:\n\t\t info@hb.linksjugend-solid.de\n\t\t-\n\t- ### Matrix\n\t\t- Es gibt einen Einführungstext ([https://cloud.linksjugend-solid.de/s/mfCSGKFns8LEbcA](https://cloud.linksjugend-solid.de/s/mfCSGKFns8LEbcA)), es gibt ausführliche Anleitungen zu Installation und Benutzung in Videos, Text und Kurzform ([https://lljs.de/chatinstall](https://lljs.de/chatinstall)) und dutzende Seiten Hintergrundinfos, Konzepte ([https://lljs.de/chatkonzept](https://lljs.de/chatkonzept)) und Erklärungen zu Sicherheit, Moderation, und politischer Einordnung in der Bibliothek: [https://bibliothek.linksjugend-solid.de/books/it-anleitungen/chapter/chat](https://bibliothek.linksjugend-solid.de/books/it-anleitungen/chapter/chat). Das macht ihr selbstständig bis zum nächsten Plenum, soweit ihr kommt.\n\t\t- Das ist der Einführungstext, der für euch genauso verständlich und \n\t\t \"damit kann ich den chat benutzen\" funktionieren soll wie am Ende für \n\t\t Basisgruppen oder Neumitglieder. Also für euch nun die Aufgaben, die ihr\n\t\t am Mittwoch verteilt und plant:\n\t\t- euch damit den Chat zu installieren und diesen so zu benutzen und \n\t\t einzurichten, dass die aktuelle Gruppe zu 100% in den internen Chat \n\t\t umziehen kann.\n\t\t- dabei notiert ihr euch Feedback/Korrekturen für die Anleitungen, die ich gemacht werde, damit sie besser werden\n\t\t- idealerweise schreibt ihr sogar ne Anleitung, wie man als gewählte \n\t\t Funktionsträger*innengruppe von Telegram in den Chat umzieht, als \n\t\t \"Fallstudie\", welche Fragen sich eine Gruppe dafür stellen muss und wie \n\t\t ihr da rangegangen seid.\n\t\t- ich komme zum nächsten Plenum vorbei und wir reden ne halbe Stunde \n\t\t über noch offene Fragen, Dinge die grundlegend anders werden müssen \n\t\t damit es besser funktioniert für andere, sowie was noch nicht geht / \n\t\t nice wäre noch zu haben.\n\t\t- Ihr benutzt den Chat ne Weile, dass ihr darin firm seid. Oder ihr \n\t\t stellt fest, dass solange noch der alte Chat benutzt wird bis X \n\t\t eingebaut / ausgebaut wurde von mir. Oder ihr sagt \"Absolut nein!\" und \n\t\t wir machen das Ganze mit dem internen Chat erst nach der Revolution (in 3\n\t\t Wochen also, oder?)\n\t\t- Sobald 4. \"klar\" ist, organisieren wir das ganze für die Basisgruppen.\n\t- ### Bg Verden/Nienburg\n\t\t- Hallo Niklas aus der 'solid Bremen hier (wir hatten uns auf dem CSD getroffen ;D),\n\t\t als LV Bremen wollten wir in den nächsten Monaten einige informative Aktionen zum Thema Wehrpflicht veranstalten, gerade im Bezug darauf wie man als Betroffene*r widersprechen kann. Wie das genau aussieht haben wir noch nicht Definiert (es sollte nur relative Öffentlichkeits-Präsent sein).\n\t\t Nun wollten wir Fragen ob ihr euch daran Beteiligen möchtet, wir also eine gemeinsame Aktion daraus machen :D\n\t\t Solidarische Grüße\n\t\t Niklas, aus dem LSp*R\n\t- ### Mitgliederbetrung mail\n\t\t- -> Antwort pruefen\n\t\t id:: 68ee5a65-b4fd-4df7-8f6f-c8068a9e948e\n\t- ### ToDo:\n\t\t- Instagramm account, alte Basisgruppe LDW: https://www.instagram.com/linksjugendsolidroteneustadt/\n\t\t- Linksjgend LDW Instagram????\n\t\t- Link ersetzen:\n\t\t\t- https://cloud.linksjugend-solid.de/f/1159654\n\t\t- Bildungsarbeit\n\t\t\t- Guten Tag Solid,\n\t\t\t die Landeszentrale für politische Bildung vergibt seit vielen Jahren Zuwendungen zur politischen Jugendbildung an Jugendorganisationen der demokratischen Parteien, die in der Bremischen Bürgerschaft vertreten sind.\n\t\t\t Ihre Jugendorganisation hat diese in den letzter Zeit nicht beantragt bzw. abgerufen.\n\t\t\t Wichtig ist folgender Stichtag für Ihre Planungen: Um eine Bearbeitung und Überweisung in diesem Jahr zu realisieren, benötige ich Ihre Abrechnungsunterlagen bis spätestens Freitag, den 21.11.2025.\n\t\t\t Die aktuellen Richtlinien sowie das Antragsformular habe ich Ihnen beigefügt und stehe Ihnen zu Fragen des Verfahrens gerne zur Verfügung.\n\t\t\t Mit freundlichen Grüßen\n\t\t\t i.V.\n\t\t\t Linda Blöchl\n\t\t\t- ![regularien_politische_foerderung.pdf](../assets/regularien_politische_foerderung_1760550544129_0.pdf)\n\t\t\t- [FORMBLATT_Projektmittel Antragsformular 2025..docx](../assets/FORMBLATT_Projektmittel_Antragsformular_2025._1760550506410_0.docx)\n\t- Termine\n\t\t- Regelmäßige ankündigung in LV Bremen\n- ## DONE DONE\n\t- ### website\n\t\t- beschluesse aktuell halten\n\t\t- domain evaluation, 100 Euro/Jahr gespaart\n\t\t- intranet aufraumen\n\t\t- ded links removen\n\t\t- ux verbessern \"hier klicken\" durch sinvolleres ersetzt\n\t\t- vereinheitlichung der Dateiensstrukturen im Intranet/Nextcloud\n\t\t- alten share link ( https://cloud.linksjugend-solid.de/s/nP9cSB27NSYT9Zn ) ersetzen mit LV Ordner\n-\n- In BG satzung zu regeln\n- Social Media Rat gruppe",536880276]],["^15",[4107,"^17",1761642515043,536870921]],["^15",[4107,"^3?","~m1763366098555",536880277]],["^15",[4107,"^Z","pages/Solid___LSp%2AR.md",536870921]],["^15",[4108,"^K",1761642515042,536870921]],["^15",[4108,"^[",4107,536870921]],["^15",[4108,"^@",false,536870921]],["^15",[4108,"^Y","solid/lsp*r",536870921]],["^15",[4108,"^A",4043,536870921]],["^15",[4108,"^11","Solid/LSp*R",536870921]],["^15",[4108,"^B",1763366097723,536880272]],["^15",[4108,"^;","~u6915d088-004c-4fa3-81e3-5e9e519c295a",536878105]],["^15",[4109,"^Q","Das ist der Einführungstext, der für euch genauso verständlich und \n\"damit kann ich den chat benutzen\" funktionieren soll wie am Ende für \nBasisgruppen oder Neumitglieder. Also für euch nun die Aufgaben, die ihr\nam Mittwoch verteilt und plant:",536870921]],["^15",[4109,"^O","^1@",536870921]],["^15",[4109,"^F",4140,536870921]],["^15",[4109,"^X",4108,536870921]],["^15",[4109,"^V",4137,536870921]],["^15",[4109,"^U",4108,536870921]],["^15",[4109,"^;","~u69008813-d015-4440-a036-debd37021904",536870921]],["^15",[4110,"^Q","vereinheitlichung der Dateiensstrukturen im Intranet/Nextcloud",536870921]],["^15",[4110,"^O","^1@",536870921]],["^15",[4110,"^F",4139,536870921]],["^15",[4110,"^X",4108,536870921]],["^15",[4110,"^V",4129,536870921]],["^15",[4110,"^U",7,536870921]],["^15",[4110,"^U",4108,536870921]],["^15",[4110,"^;","~u69008813-4a56-4eb6-b881-c680e1d2efe9",536870921]],["^15",[4111,"^Q","**Makers:**\nbackground-color:: yellow",536870921]],["^15",[4111,"^O","^1@",536870921]],["^15",[4111,"^F",4122,536870921]],["^15",[4111,"^X",4108,536870921]],["^15",[4111,"^V",4141,536870921]],["^15",[4111,"^U",4108,536870921]],["^15",[4111,"^?",["^ ","^39","yellow"],536878105]],["^15",[4111,"^J",["^39"],536878105]],["^15",[4111,"^4",["^ ","^39","yellow"],536878105]],["^15",[4111,"^;","~u69008813-e640-4fbb-b424-1a1f40270d3c",536870921]],["^15",[4112,"^Q","![regularien_politische_foerderung.pdf](../assets/regularien_politische_foerderung_1760550544129_0.pdf)",536870921]],["^15",[4112,"^O","^1@",536870921]],["^15",[4112,"^F",4133,536870921]],["^15",[4112,"^X",4108,536870921]],["^15",[4112,"^V",4150,536870921]],["^15",[4112,"^U",4108,536870921]],["^15",[4112,"^;","~u69008813-4cd0-4eac-8831-28abf13a32f6",536870921]],["^15",[4113,"^Q","",536870921]],["^15",[4113,"^O","^1@",536870921]],["^15",[4113,"^F",4142,536870921]],["^15",[4113,"^X",4108,536870921]],["^15",[4113,"^V",4142,536870921]],["^15",[4113,"^U",4108,536870921]],["^15",[4113,"^;","~u69008813-eb17-4b82-b9f6-c690b76cdc22",536870921]],["^15",[4114,"^Q","domain evaluation, 100 Euro/Jahr gespaart",536870921]],["^15",[4114,"^O","^1@",536870921]],["^15",[4114,"^F",4145,536870921]],["^15",[4114,"^X",4108,536870921]],["^15",[4114,"^V",4129,536870921]],["^15",[4114,"^U",7,536870921]],["^15",[4114,"^U",4108,536870921]],["^15",[4114,"^;","~u69008813-6ee1-417c-9646-a2c48fdbedaa",536870921]],["^15",[4115,"^Q","### Website designe",536870921]],["^15",[4115,"^O","^1@",536870921]],["^15",[4115,"^F",6423,536880268]],["^15",[4115,"^X",4108,536870921]],["^15",[4115,"^V",4127,536870921]],["^15",[4115,"^U",4108,536870921]],["^15",[4115,"^?",["^ ","^37",3],536878105]],["^15",[4115,"^J",[],536878105]],["^15",[4115,"^;","~u69008813-d88c-46b6-af64-c9b7035dbc44",536870921]],["^15",[4116,"^Q","### Mitgliederbetrung mail",536870921]],["^15",[4116,"^O","^1@",536870921]],["^15",[4116,"^F",4124,536870921]],["^15",[4116,"^X",4108,536870921]],["^15",[4116,"^V",4127,536870921]],["^15",[4116,"^U",4108,536870921]],["^15",[4116,"^?",["^ ","^37",3],536878105]],["^15",[4116,"^J",[],536878105]],["^15",[4116,"^;","~u69008813-32db-467e-ac2a-7e3980496056",536870921]],["^15",[4117,"^Q","Additional References:",536870921]],["^15",[4117,"^O","^1@",536870921]],["^15",[4117,"^F",4148,536870921]],["^15",[4117,"^X",4108,536870921]],["^15",[4117,"^V",4141,536870921]],["^15",[4117,"^U",4108,536870921]],["^15",[4117,"^;","~u69008813-55db-453e-88b0-f4fc460fe23b",536870921]],["^15",[4118,"^Q","Sobald 4. \"klar\" ist, organisieren wir das ganze für die Basisgruppen.",536870921]],["^15",[4118,"^O","^1@",536870921]],["^15",[4118,"^F",4163,536870921]],["^15",[4118,"^X",4108,536870921]],["^15",[4118,"^V",4137,536870921]],["^15",[4118,"^U",4108,536870921]],["^15",[4118,"^;","~u69008813-058b-4683-a330-1e8212e03cff",536870921]],["^15",[4119,"^Q","https://cloud.linksjugend-solid.de/f/1159654",536870921]],["^15",[4119,"^O","^1@",536870921]],["^15",[4119,"^F",4144,536870921]],["^15",[4119,"^X",4108,536870921]],["^15",[4119,"^V",4144,536870921]],["^15",[4119,"^U",4108,536870921]],["^15",[4119,"^;","~u69008813-fb69-44d2-8716-a12c171a9af2",536870921]],["^15",[4121,"^Q","{{query (and (or [[LATER]] [[WAITING]]) (or (page [[Solid/LSp*R]]) (namespace [[Solid/LSp*R]]))) }}",536870921]],["^15",[4121,"^O","^1@",536870921]],["^15",[4121,"^F",4111,536870921]],["^15",[4121,"^S",4166,536878105]],["^15",[4121,"^X",4108,536870921]],["^15",[4121,"^V",4111,536870921]],["^15",[4121,"^U",4108,536870921]],["^15",[4121,"^;","~u69008813-8ec5-4790-9c24-ab011e59f176",536870921]],["^15",[4122,"^Q","**ToDo:**\nbackground-color:: red",536870921]],["^15",[4122,"^O","^1@",536870921]],["^15",[4122,"^F",4147,536870921]],["^15",[4122,"^X",4108,536870921]],["^15",[4122,"^V",4141,536870921]],["^15",[4122,"^U",4108,536870921]],["^15",[4122,"^?",["^ ","^39","red"],536878105]],["^15",[4122,"^J",["^39"],536878105]],["^15",[4122,"^4",["^ ","^39","red"],536878105]],["^15",[4122,"^;","~u69008813-5505-4687-8897-8a12eda8bc19",536870921]],["^15",[4123,"^Q","### ToDo:",536870921]],["^15",[4123,"^O","^1@",536870921]],["^15",[4123,"^F",4116,536870921]],["^15",[4123,"^X",4108,536870921]],["^15",[4123,"^V",4127,536870921]],["^15",[4123,"^U",4108,536870921]],["^15",[4123,"^?",["^ ","^37",3],536878105]],["^15",[4123,"^J",[],536878105]],["^15",[4123,"^;","~u69008813-98fc-427b-9bc2-a9056778136e",536870921]],["^15",[4124,"^Q","### Bg Verden/Nienburg",536870921]],["^15",[4124,"^O","^1@",536870921]],["^15",[4124,"^F",4137,536873106]],["^15",[4124,"^X",4108,536870921]],["^15",[4124,"^V",4127,536870921]],["^15",[4124,"^U",4108,536870921]],["^15",[4124,"^?",["^ ","^37",3],536878105]],["^15",[4124,"^J",[],536878105]],["^15",[4124,"^;","~u69008813-cbe9-4216-bb24-3ad1078abfc6",536870921]],["^15",[4125,"^Q","Termine",536870921]],["^15",[4125,"^O","^1@",536870921]],["^15",[4125,"^F",4123,536870921]],["^15",[4125,"^X",4108,536870921]],["^15",[4125,"^V",4127,536870921]],["^15",[4125,"^U",4108,536870921]],["^15",[4125,"^;","~u69008813-f165-427e-8004-d3709b540ae9",536870921]],["^15",[4126,"^Q","dabei notiert ihr euch Feedback/Korrekturen für die Anleitungen, die ich gemacht werde, damit sie besser werden",536870921]],["^15",[4126,"^O","^1@",536870921]],["^15",[4126,"^F",4157,536870921]],["^15",[4126,"^X",4108,536870921]],["^15",[4126,"^V",4137,536870921]],["^15",[4126,"^U",4108,536870921]],["^15",[4126,"^;","~u69008813-1ff7-4e70-88fd-0a27421f066e",536870921]],["^15",[4127,"^Q","## Pending",536870921]],["^15",[4127,"^O","^1@",536870921]],["^15",[4127,"^F",6246,536878105]],["^15",[4127,"^X",4108,536870921]],["^15",[4127,"^V",4108,536870921]],["^15",[4127,"^U",4108,536870921]],["^15",[4127,"^?",["^ ","^37",2],536878105]],["^15",[4127,"^J",[],536878105]],["^15",[4127,"^;","~u69008813-1fa8-4ab8-b1bc-d1b4a2699d83",536870921]],["^15",[4128,"^Q","Social Media Rat gruppe",536870921]],["^15",[4128,"^O","^1@",536870921]],["^15",[4128,"^F",4136,536870921]],["^15",[4128,"^X",4108,536870921]],["^15",[4128,"^V",4108,536870921]],["^15",[4128,"^U",4108,536870921]],["^15",[4128,"^;","~u69008813-aa63-4eee-891b-4679818946a2",536870921]],["^15",[4129,"^Q","### website",536870921]],["^15",[4129,"^O","^1@",536870921]],["^15",[4129,"^F",4153,536870921]],["^15",[4129,"^X",4108,536870921]],["^15",[4129,"^V",4153,536870921]],["^15",[4129,"^U",7,536870921]],["^15",[4129,"^U",4108,536870921]],["^15",[4129,"^?",["^ ","^37",3],536878105]],["^15",[4129,"^J",[],536878105]],["^15",[4129,"^;","~u69008813-aced-4a4c-bece-ef106306a50f",536870921]],["^15",[4130,"^Q","{{query (and [[TODO]] (or [[Solid/LSp*R]] (namespace [[Solid/LSp*R]])))}}\nquery-table:: true",536870921]],["^15",[4130,"^O","^1@",536870921]],["^15",[4130,"^F",4122,536870921]],["^15",[4130,"^S",4165,536878105]],["^15",[4130,"^X",4108,536870921]],["^15",[4130,"^V",4122,536870921]],["^15",[4130,"^U",4108,536870921]],["^15",[4130,"^?",["^ ","^3;",true],536878105]],["^15",[4130,"^J",["^3;"],536878105]],["^15",[4130,"^4",["^ ","^3;","true"],536878105]],["^15",[4130,"^;","~u69008813-1244-4560-80f7-dfa52b4d004a",536870921]],["^15",[4131,"^Q","---",536870921]],["^15",[4131,"^O","^1@",536870921]],["^15",[4131,"^F",4142,536870921]],["^15",[4131,"^X",4108,536870921]],["^15",[4131,"^V",4141,536870921]],["^15",[4131,"^U",4108,536870921]],["^15",[4131,"^;","~u69008813-ca0c-48b7-a8bb-95bb0e75ec18",536870921]],["^15",[4132,"^Q","Regelmäßige ankündigung in LV Bremen",536870921]],["^15",[4132,"^O","^1@",536870921]],["^15",[4132,"^F",4125,536870921]],["^15",[4132,"^X",4108,536870921]],["^15",[4132,"^V",4125,536870921]],["^15",[4132,"^U",4108,536870921]],["^15",[4132,"^;","~u69008813-8874-4823-9adf-81e864977d52",536870921]],["^15",[4133,"^Q","Guten Tag Solid,\ndie Landeszentrale für politische Bildung vergibt seit vielen Jahren Zuwendungen zur politischen Jugendbildung an Jugendorganisationen der demokratischen Parteien, die in der Bremischen Bürgerschaft vertreten sind.\nIhre Jugendorganisation hat diese in den letzter Zeit nicht beantragt bzw. abgerufen.\nWichtig ist folgender Stichtag für Ihre Planungen: Um eine Bearbeitung und Überweisung in diesem Jahr zu realisieren, benötige ich Ihre Abrechnungsunterlagen bis spätestens Freitag, den 21.11.2025.\nDie aktuellen Richtlinien sowie das Antragsformular habe ich Ihnen beigefügt und stehe Ihnen zu Fragen des Verfahrens gerne zur Verfügung.\nMit freundlichen Grüßen\ni.V.\nLinda Blöchl",536870921]],["^15",[4133,"^O","^1@",536870921]],["^15",[4133,"^F",4150,536870921]],["^15",[4133,"^X",4108,536870921]],["^15",[4133,"^V",4150,536870921]],["^15",[4133,"^U",4108,536870921]],["^15",[4133,"^;","~u69008813-4c88-449a-8d93-226bc48a4013",536870921]],["^15",[4134,"^Q","Hallo Niklas aus der 'solid Bremen hier (wir hatten uns auf dem CSD getroffen ;D),\nals LV Bremen wollten wir in den nächsten Monaten einige informative Aktionen zum Thema Wehrpflicht veranstalten, gerade im Bezug darauf wie man als Betroffene*r widersprechen kann. Wie das genau aussieht haben wir noch nicht Definiert (es sollte nur relative Öffentlichkeits-Präsent sein).\nNun wollten wir Fragen ob ihr euch daran Beteiligen möchtet, wir also eine gemeinsame Aktion daraus machen :D\nSolidarische Grüße\nNiklas, aus dem LSp*R",536870921]],["^15",[4134,"^O","^1@",536870921]],["^15",[4134,"^F",4124,536870921]],["^15",[4134,"^X",4108,536870921]],["^15",[4134,"^V",4124,536870921]],["^15",[4134,"^U",4108,536870921]],["^15",[4134,"^;","~u69008813-7ca9-47dc-927d-303882ff4f40",536870921]],["^15",[4135,"^Q","https://www.linksjugend-sachsen.de/",536870921]],["^15",[4135,"^O","^1@",536870921]],["^15",[4135,"^F",4146,536870921]],["^15",[4135,"^X",4108,536870921]],["^15",[4135,"^V",4115,536870921]],["^15",[4135,"^U",4108,536880269]],["^15",[4135,"^;","~u69008813-f2fd-452f-8bc2-18cf885c8dcd",536870921]],["^15",[4136,"^Q","In BG satzung zu regeln",536870921]],["^15",[4136,"^O","^1@",536870921]],["^15",[4136,"^F",4161,536870921]],["^15",[4136,"^X",4108,536870921]],["^15",[4136,"^V",4108,536870921]],["^15",[4136,"^U",4108,536870921]],["^15",[4136,"^;","~u69008813-114d-4da5-963c-4f655c0b72c4",536870921]],["^15",[4137,"^Q","### Matrix",536870921]],["^15",[4137,"^O","^1@",536870921]],["^15",[4137,"^F",5372,536870937]],["^15",[4137,"^X",4108,536870921]],["^15",[4137,"^V",4127,536870921]],["^15",[4137,"^U",4108,536870921]],["^15",[4137,"^?",["^ ","^37",3],536878105]],["^15",[4137,"^J",[],536878105]],["^15",[4137,"^;","~u69008813-d57d-4430-a75d-ee5f04018995",536870921]],["^15",[4138,"^Q","ded links removen",536870921]],["^15",[4138,"^O","^1@",536870921]],["^15",[4138,"^F",4160,536870921]],["^15",[4138,"^X",4108,536870921]],["^15",[4138,"^V",4129,536870921]],["^15",[4138,"^U",7,536870921]],["^15",[4138,"^U",4108,536870921]],["^15",[4138,"^;","~u69008813-9716-4ca4-af82-32c3211756fb",536870921]],["^15",[4139,"^Q","ux verbessern \"hier klicken\" durch sinvolleres ersetzt",536870921]],["^15",[4139,"^O","^1@",536870921]],["^15",[4139,"^F",4138,536870921]],["^15",[4139,"^X",4108,536870921]],["^15",[4139,"^V",4129,536870921]],["^15",[4139,"^U",7,536870921]],["^15",[4139,"^U",4108,536870921]],["^15",[4139,"^;","~u69008813-8762-4df4-ac01-7519018d2970",536870921]],["^15",[4140,"^Q","Es gibt einen Einführungstext ([https://cloud.linksjugend-solid.de/s/mfCSGKFns8LEbcA](https://cloud.linksjugend-solid.de/s/mfCSGKFns8LEbcA)), es gibt ausführliche Anleitungen zu Installation und Benutzung in Videos, Text und Kurzform ([https://lljs.de/chatinstall](https://lljs.de/chatinstall)) und dutzende Seiten Hintergrundinfos, Konzepte ([https://lljs.de/chatkonzept](https://lljs.de/chatkonzept)) und Erklärungen zu Sicherheit, Moderation, und politischer Einordnung in der Bibliothek: [https://bibliothek.linksjugend-solid.de/books/it-anleitungen/chapter/chat](https://bibliothek.linksjugend-solid.de/books/it-anleitungen/chapter/chat). Das macht ihr selbstständig bis zum nächsten Plenum, soweit ihr kommt.",536870921]],["^15",[4140,"^O","^1@",536870921]],["^15",[4140,"^F",4137,536870921]],["^15",[4140,"^X",4108,536870921]],["^15",[4140,"^V",4137,536870921]],["^15",[4140,"^U",4108,536870921]],["^15",[4140,"^;","~u69008813-230b-482a-9ac9-15a6a9fb3621",536870921]],["^15",[4141,"^Q","## Meta",536870921]],["^15",[4141,"^O","^1@",536870921]],["^15",[4141,"^F",4108,536870921]],["^15",[4141,"^X",4108,536870921]],["^15",[4141,"^V",4108,536870921]],["^15",[4141,"^U",4108,536870921]],["^15",[4141,"^?",["^ ","^37",2],536878105]],["^15",[4141,"^J",[],536878105]],["^15",[4141,"^;","~u69008813-ef7f-44e7-b34c-835bb9276dff",536870921]],["^15",[4142,"^Q","**Summery:**\nbackground-color:: blue",536870921]],["^15",[4142,"^O","^1@",536870921]],["^15",[4142,"^F",4111,536870921]],["^15",[4142,"^X",4108,536870921]],["^15",[4142,"^V",4141,536870921]],["^15",[4142,"^U",4108,536870921]],["^15",[4142,"^?",["^ ","^39","blue"],536878105]],["^15",[4142,"^J",["^39"],536878105]],["^15",[4142,"^4",["^ ","^39","blue"],536878105]],["^15",[4142,"^;","~u69008813-928d-480f-b243-4bc4162928cd",536870921]],["^15",[4143,"^Q","[FORMBLATT_Projektmittel Antragsformular 2025..docx](../assets/FORMBLATT_Projektmittel_Antragsformular_2025._1760550506410_0.docx)",536870921]],["^15",[4143,"^O","^1@",536870921]],["^15",[4143,"^F",4112,536870921]],["^15",[4143,"^X",4108,536870921]],["^15",[4143,"^V",4150,536870921]],["^15",[4143,"^U",4108,536870921]],["^15",[4143,"^;","~u69008813-e2ea-462c-bf7b-f1046ea194b4",536870921]],["^15",[4144,"^Q","Link ersetzen:",536870921]],["^15",[4144,"^O","^1@",536870921]],["^15",[4144,"^F",4158,536870921]],["^15",[4144,"^X",4108,536870921]],["^15",[4144,"^V",4123,536870921]],["^15",[4144,"^U",4108,536870921]],["^15",[4144,"^;","~u69008813-9f3d-4802-aa15-015009cbf1a4",536870921]],["^15",[4145,"^Q","beschluesse aktuell halten",536870921]],["^15",[4145,"^O","^1@",536870921]],["^15",[4145,"^F",4129,536870921]],["^15",[4145,"^X",4108,536870921]],["^15",[4145,"^V",4129,536870921]],["^15",[4145,"^U",7,536870921]],["^15",[4145,"^U",4108,536870921]],["^15",[4145,"^;","~u69008813-96b3-4298-a579-509e9cd8a535",536870921]],["^15",[4146,"^Q","https://www.he.linksjugend-solid.de/",536870921]],["^15",[4146,"^O","^1@",536870921]],["^15",[4146,"^F",4155,536870921]],["^15",[4146,"^X",4108,536870921]],["^15",[4146,"^V",4115,536870921]],["^15",[4146,"^U",4108,536880269]],["^15",[4146,"^;","~u69008813-fd30-4935-8736-c07156600630",536870921]],["^15",[4147,"^Q","**Subpages:**\nbackground-color:: purple",536870921]],["^15",[4147,"^O","^1@",536870921]],["^15",[4147,"^F",4117,536870921]],["^15",[4147,"^X",4108,536870921]],["^15",[4147,"^V",4141,536870921]],["^15",[4147,"^U",4108,536870921]],["^15",[4147,"^?",["^ ","^39","purple"],536878105]],["^15",[4147,"^J",["^39"],536878105]],["^15",[4147,"^4",["^ ","^39","purple"],536878105]],["^15",[4147,"^;","~u69008813-f27c-47b3-ba63-eb56069adf04",536870921]],["^15",[4148,"^Q","Additional Tags:",536870921]],["^15",[4148,"^O","^1@",536870921]],["^15",[4148,"^F",4141,536870921]],["^15",[4148,"^X",4108,536870921]],["^15",[4148,"^V",4141,536870921]],["^15",[4148,"^U",4108,536870921]],["^15",[4148,"^;","~u69008813-98f4-444f-95cf-5aa6e6b3a265",536870921]],["^15",[4150,"^Q","Bildungsarbeit",536870921]],["^15",[4150,"^O","^1@",536870921]],["^15",[4150,"^F",4144,536870921]],["^15",[4150,"^X",4108,536870921]],["^15",[4150,"^V",4123,536870921]],["^15",[4150,"^U",4108,536870921]],["^15",[4150,"^;","~u69008813-ab76-4577-8a19-f968d037c659",536870921]],["^15",[4151,"^Q","idealerweise schreibt ihr sogar ne Anleitung, wie man als gewählte \nFunktionsträger*innengruppe von Telegram in den Chat umzieht, als \n\"Fallstudie\", welche Fragen sich eine Gruppe dafür stellen muss und wie \nihr da rangegangen seid.",536870921]],["^15",[4151,"^O","^1@",536870921]],["^15",[4151,"^F",4126,536870921]],["^15",[4151,"^X",4108,536870921]],["^15",[4151,"^V",4137,536870921]],["^15",[4151,"^U",4108,536870921]],["^15",[4151,"^;","~u69008813-c5e1-410c-b1a9-964ef878e6be",536870921]],["^15",[4152,"^Q","Instagramm account, alte Basisgruppe LDW: https://www.instagram.com/linksjugendsolidroteneustadt/",536870921]],["^15",[4152,"^O","^1@",536870921]],["^15",[4152,"^F",4123,536870921]],["^15",[4152,"^X",4108,536870921]],["^15",[4152,"^V",4123,536870921]],["^15",[4152,"^U",4108,536870921]],["^15",[4152,"^;","~u69008813-d0c3-48a0-a905-0e1c449294b2",536870921]],["^15",[4153,"^Q","## DONE DONE",536870921]],["^15",[4153,"^O","^1@",536870921]],["^15",[4153,"^F",4127,536870921]],["^15",[4153,"^10","DONE",536878105]],["^15",[4153,"^X",4108,536870921]],["^15",[4153,"^V",4108,536870921]],["^15",[4153,"^U",7,536870921]],["^15",[4153,"^U",4108,536870921]],["^15",[4153,"^?",["^ ","^37",2],536878105]],["^15",[4153,"^J",[],536878105]],["^15",[4153,"^H",7,536878105]],["^15",[4153,"^;","~u69008813-35f2-478a-be10-b4b55071fe3c",536870921]],["^15",[4154,"^Q","alten share link ( https://cloud.linksjugend-solid.de/s/nP9cSB27NSYT9Zn ) ersetzen mit LV Ordner",536870921]],["^15",[4154,"^O","^1@",536870921]],["^15",[4154,"^F",4110,536870921]],["^15",[4154,"^X",4108,536870921]],["^15",[4154,"^V",4129,536870921]],["^15",[4154,"^U",7,536870921]],["^15",[4154,"^U",4108,536870921]],["^15",[4154,"^;","~u69008813-296d-4ca1-ab4f-bef21c00b914",536870921]],["^15",[4155,"^Q","https://www.bb.linksjugend-solid.de/ (Logo)",536870921]],["^15",[4155,"^O","^1@",536870921]],["^15",[4155,"^F",4115,536870921]],["^15",[4155,"^X",4108,536870921]],["^15",[4155,"^V",4115,536870921]],["^15",[4155,"^U",4108,536880269]],["^15",[4155,"^;","~u69008813-26b4-4b4b-ac43-59ba9d6b0622",536870921]],["^15",[4156,"^Q","ich komme zum nächsten Plenum vorbei und wir reden ne halbe Stunde \nüber noch offene Fragen, Dinge die grundlegend anders werden müssen \ndamit es besser funktioniert für andere, sowie was noch nicht geht / \nnice wäre noch zu haben.",536870921]],["^15",[4156,"^O","^1@",536870921]],["^15",[4156,"^F",4151,536870921]],["^15",[4156,"^X",4108,536870921]],["^15",[4156,"^V",4137,536870921]],["^15",[4156,"^U",4108,536870921]],["^15",[4156,"^;","~u69008813-cc02-41aa-9c27-a0e5b757e7c9",536870921]],["^15",[4157,"^Q","euch damit den Chat zu installieren und diesen so zu benutzen und \neinzurichten, dass die aktuelle Gruppe zu 100% in den internen Chat \numziehen kann.",536870921]],["^15",[4157,"^O","^1@",536870921]],["^15",[4157,"^F",4109,536870921]],["^15",[4157,"^X",4108,536870921]],["^15",[4157,"^V",4137,536870921]],["^15",[4157,"^U",4108,536870921]],["^15",[4157,"^;","~u69008813-ff94-4e6c-b7a3-8b7c6857f178",536870921]],["^15",[4158,"^Q","Linksjgend LDW Instagram????",536870921]],["^15",[4158,"^O","^1@",536870921]],["^15",[4158,"^F",4152,536870921]],["^15",[4158,"^X",4108,536870921]],["^15",[4158,"^V",4123,536870921]],["^15",[4158,"^U",4108,536870921]],["^15",[4158,"^;","~u69008813-e666-4714-98ca-17cbb1cea3ca",536870921]],["^15",[4159,"^Q","-> Antwort pruefen\nid:: 68ee5a65-b4fd-4df7-8f6f-c8068a9e948e",536870921]],["^15",[4159,"^O","^1@",536870921]],["^15",[4159,"^F",4116,536870921]],["^15",[4159,"^X",4108,536870921]],["^15",[4159,"^V",4116,536870921]],["^15",[4159,"^U",4108,536870921]],["^15",[4159,"^?",["^ ","^1;","68ee5a65-b4fd-4df7-8f6f-c8068a9e948e"],536878105]],["^15",[4159,"^J",["^1;"],536878105]],["^15",[4159,"^4",["^ ","^1;","68ee5a65-b4fd-4df7-8f6f-c8068a9e948e"],536878105]],["^15",[4159,"^;","~u68ee5a65-b4fd-4df7-8f6f-c8068a9e948e",536870921]],["^15",[4160,"^Q","intranet aufraumen",536870921]],["^15",[4160,"^O","^1@",536870921]],["^15",[4160,"^F",4114,536870921]],["^15",[4160,"^X",4108,536870921]],["^15",[4160,"^V",4129,536870921]],["^15",[4160,"^U",7,536870921]],["^15",[4160,"^U",4108,536870921]],["^15",[4160,"^;","~u69008813-b943-463f-b515-590ab9abfa85",536870921]],["^15",[4161,"^Q","",536870921]],["^15",[4161,"^O","^1@",536870921]],["^15",[4161,"^F",4153,536870921]],["^15",[4161,"^X",4108,536870921]],["^15",[4161,"^V",4108,536870921]],["^15",[4161,"^U",4108,536870921]],["^15",[4161,"^;","~u69008813-3894-40d4-85e4-03c7c72ac9b1",536870921]],["^15",[4162,"^Q","{{query (namespace [[Solid/LSp*R]])}}",536870921]],["^15",[4162,"^O","^1@",536870921]],["^15",[4162,"^F",4147,536870921]],["^15",[4162,"^S",4164,536878105]],["^15",[4162,"^X",4108,536870921]],["^15",[4162,"^V",4147,536870921]],["^15",[4162,"^U",4108,536870921]],["^15",[4162,"^;","~u69008813-9c81-44b5-898b-13176cdfc049",536870921]],["^15",[4163,"^Q","Ihr benutzt den Chat ne Weile, dass ihr darin firm seid. Oder ihr \nstellt fest, dass solange noch der alte Chat benutzt wird bis X \neingebaut / ausgebaut wurde von mir. Oder ihr sagt \"Absolut nein!\" und \nwir machen das Ganze mit dem internen Chat erst nach der Revolution (in 3\nWochen also, oder?)",536870921]],["^15",[4163,"^O","^1@",536870921]],["^15",[4163,"^F",4156,536870921]],["^15",[4163,"^X",4108,536870921]],["^15",[4163,"^V",4137,536870921]],["^15",[4163,"^U",4108,536870921]],["^15",[4163,"^;","~u69008813-40a5-485b-a547-eff4a59aff7c",536870921]],["^15",[4164,"^?",["^ ","^3=","query","^3>",["(namespace [[Solid/LSp*R]])"]],536870921]],["^15",[4164,"^W","macro",536870921]],["^15",[4164,"^T","query (namespace [[Solid/LSp*R]])",536870921]],["^15",[4165,"^?",["^ ","^3=","query","^3>",["(and [[TODO]] (or [[Solid/LSp*R]] (namespace [[Solid/LSp*R]])))"]],536870921]],["^15",[4165,"^W","macro",536870921]],["^15",[4165,"^T","query (and [[TODO]] (or [[Solid/LSp*R]] (namespace [[Solid/LSp*R]])))",536870921]],["^15",[4166,"^?",["^ ","^3=","query","^3>",["(and (or [[LATER]] [[WAITING]]) (or (page [[Solid/LSp*R]]) (namespace [[Solid/LSp*R]]))) "]],536870921]],["^15",[4166,"^W","macro",536870921]],["^15",[4166,"^T","query (and (or [[LATER]] [[WAITING]]) (or (page [[Solid/LSp*R]]) (namespace [[Solid/LSp*R]]))) ",536870921]],["^15",[4167,"^3","## Meta\n\t- Additional Tags:\n\t- Additional References:\n\t- **Subpages:**\n\t background-color:: purple\n\t\t- #+BEGIN_QUERY\n\t\t {\n\t\t :title \"Index:\"\n\t\t :query (namespace [[Solid/Plenum]])\n\t\t }\n\t\t #+END_QUERY\n\t- **ToDo:**\n\t background-color:: red\n\t\t- query-table:: true\n\t\t #+BEGIN_QUERY\n\t\t {\n\t\t :title \"Tasks:\"\n\t\t :query (and [[TODO]] (or [[Soldi/Plenum]] (namespace [[Soldi/Plenum]])))\n\t\t }\n\t\t #+END_QUERY\n\t- **Makers:**\n\t background-color:: yellow\n\t\t- #+BEGIN_QUERY\n\t\t {\n\t\t :title \"Notices:\"\n\t\t :query (and (or [[LATER]] [[WAITING]]) (or (page [[Soldi/Plenum]]) (namespace [[Soldi/Plenum]])))\n\t\t }\n\t\t #+END_QUERY\n\t- **Summery:**\n\t background-color:: blue\n\t\t-\n\t- ---\n- ### Bg Aendderungen\n\t- Räte, BG Sprecherin Rolle, Name als: Linksjugend Solid Bremen/Virtel, doppelt quotierte Redeliste by default\n\t- ggf. koennte man noch mehr gleichstellungsarbeit & ergaenzen\n-\n-\n- Hallo!\n Hier einmal die Dienstag angekündigte, geänderte Version der Basisgruppensatzung. Die meisten Än­de­rungen sind in den Basisgruppenrat (§5) und den Aufgaben der BG Sprecher*in §4(3) geflossen. Sonst habe ich noch doppelt quotierte Redelisten als \"standard\" bei Sitzungen gesetzt (§3(4) und §3(4)(a)) und ein paar formale Verbesserungen vorgenommen. Werde darauf auch gerne in der nächsten Sitzung genauer eingehen, bis dahin lest euch das gerne einmal durch :D\n-",536879759]],["^15",[4167,"^17",1761642515057,536870921]],["^15",[4167,"^3?","~m1763218646000",536879760]],["^15",[4167,"^Z","pages/Solid___Plenum.md",536870921]],["^15",[4168,"^K",1761642515125,536870921]],["^15",[4168,"^[",4167,536870921]],["^15",[4168,"^O","^1@",536870921]],["^15",[4168,"^@",false,536870921]],["^15",[4168,"^Y","solid/plenum",536870921]],["^15",[4168,"^A",4043,536870921]],["^15",[4168,"^11","Solid/Plenum",536870921]],["^15",[4168,"^B",1761642515125,536870921]],["^15",[4168,"^;","~u6918973b-0d36-473f-9f8d-d52d064561f3",536879759]],["^15",[4169,"^Q","**Makers:**\nbackground-color:: yellow",536870921]],["^15",[4169,"^O","^1@",536870921]],["^15",[4169,"^F",4178,536870921]],["^15",[4169,"^X",4168,536870921]],["^15",[4169,"^V",4172,536870921]],["^15",[4169,"^U",4168,536870921]],["^15",[4169,"^?",["^ 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Tags:",536870921]],["^15",[4179,"^O","^1@",536870921]],["^15",[4179,"^F",4172,536870921]],["^15",[4179,"^X",4168,536870921]],["^15",[4179,"^V",4172,536870921]],["^15",[4179,"^U",4168,536870921]],["^15",[4179,"^;","~u69008813-8f2f-4534-a33c-75c1e444dc07",536870921]],["^15",[4180,"^Q","#+BEGIN_QUERY\n{\n :title \"Notices:\"\n :query (and (or [[LATER]] [[WAITING]]) (or (page [[Soldi/Plenum]]) (namespace [[Soldi/Plenum]])))\n}\n#+END_QUERY",536870921]],["^15",[4180,"^O","^1@",536870921]],["^15",[4180,"^F",4169,536870921]],["^15",[4180,"^X",4168,536870921]],["^15",[4180,"^V",4169,536870921]],["^15",[4180,"^U",4168,536870921]],["^15",[4180,"^;","~u69008813-19e0-4191-8016-ef86f6ccaac5",536870921]],["^15",[4181,"^Q","query-table:: true\n#+BEGIN_QUERY\n{\n :title \"Tasks:\"\n :query (and [[TODO]] (or [[Soldi/Plenum]] (namespace [[Soldi/Plenum]])))\n}\n#+END_QUERY",536870921]],["^15",[4181,"^O","^1@",536870921]],["^15",[4181,"^F",4178,536870921]],["^15",[4181,"^X",4168,536870921]],["^15",[4181,"^V",4178,536870921]],["^15",[4181,"^U",4168,536870921]],["^15",[4181,"^?",["^ ","^3;",true],536879759]],["^15",[4181,"^J",["^3;"],536879759]],["^15",[4181,"^4",["^ ","^3;","true"],536879759]],["^15",[4181,"^;","~u69008813-ec2a-476e-bd6d-f53793704892",536870921]],["^15",[4182,"^Q","#+BEGIN_QUERY\n{\n :title \"Index:\"\n :query (namespace [[Solid/Plenum]])\n}\n#+END_QUERY",536870921]],["^15",[4182,"^O","^1@",536870921]],["^15",[4182,"^F",4174,536870921]],["^15",[4182,"^X",4168,536870921]],["^15",[4182,"^V",4174,536870921]],["^15",[4182,"^U",4168,536870921]],["^15",[4182,"^;","~u69008813-c82d-4b0a-9f61-b7884d7fcd7e",536870921]],["^15",[4183,"^3","### Meta\n\t- Additional Tags:\n\t- Additional References:\n\t- **Notes:**\n\t background-color:: red\n\t\t- {{query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[Soldi/Plenum/AI]]) (namespace [[Soldi/Plenum/AI]])))}}\n\t\t query-sort-by:: block\n\t\t query-table:: true\n\t\t query-sort-desc:: true\n\t- **Slides:**\n\t background-color:: green\n\t\t- {{query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[Soldi/Plenum/AI]]) (namespace [[Soldi/Plenum/AI]])))}}\n\t\t query-table:: true\n\t\t query-sort-by:: block\n\t\t query-sort-desc:: false\n\t- **Summery**:\n\t background-color:: blue\n\t\t- Vorbereitung eines Plenas zur Positionierung der Solid Bremen im Bezug auf die Verwendung von AI\n- ---\n- # Plena Struktur\n\t- ### Themen\n\t id:: 686bc829-5abe-416d-adfc-ccfe23640c6d\n\t\t- Deffinition: Ai, GAN, DeepLearning (unterscheide zu herkömmlichen Algorithmen)\n\t\t\t- [[Ai Funktionsweise der Kreativitaet #Note]]\n\t\t- Kann Ki Kust/Kreativität\n\t\t\t- [[Ai Kreativitaet #Note]]\n\t\t\t- ((686c5031-ec23-4ed2-8508-c1afea36a627))\n\t\t- Auswirkung der Verwendung (Datensammlung etc.)\n\t\t\t- [[Das Problem des Datensatzes #Note]]\n\t\t- Missbrauch von AI (Überwachung durch Staartsgewalt, Rassismus durch AI, Deepfakes)\n\t\t- Urheberrecht (Auswirkung für Kunstschaffende)\n\t\t\t- [[Ai Autorenschaft #Note]]\n\t\t\t- [[Urheberrecht #Note]]\n\t\t- Ethische Alternativen (lokale & quelloffene Modelle)\n\t- ### Ablauf\n\t\t- Kurze Einfuehrung:\n\t\t logseq.order-list-type:: number\n\t\t\t- Zielsetzung des Plenas\n\t\t\t logseq.order-list-type:: number\n\t\t\t- Was ist AI?\n\t\t\t logseq.order-list-type:: number\n\t\t- Gruppenarbeit, ausarbeitung der ((686bc829-5abe-416d-adfc-ccfe23640c6d)), Zusammenfassen\n\t\t logseq.order-list-type:: number\n\t\t- Vorstellung der Zusammenfassungen\n\t\t logseq.order-list-type:: number\n\t\t- Diskursion der Leitfrage: \"Wie gehn wollen wir mit AI, sowohl intern als auch bei der Öffentlichkeitsarbeit um?\"\n\t\t logseq.order-list-type:: number\n-\n- ---\n- {{embed [[Slide - AI Plena]]}}\n- DONE ADD Datensatzproblem und BIAS\n\t- Palantie -> Massenüberwachung/Staartsgewalt; Kriminelle Nutzung -> Scams\n- Additional sources:\n\t- https://www.gamingonlinux.com/2023/11/gnome-gets-1m-funding-from-the-sovereign-tech-fund/\n\t- https://www.ntp.org/\n\t- https://www.tu.berlin/ub/forschen-publizieren/wissenswertes-fuer-autorinnen/rechtliche-fragen\n\t- https://open-access.network/en/information/subject-specific-open-access/arts\n\t- https://www.computerbase.de/news/gaming/rasantes-wachstum-fast-10-000-spiele-auf-steam-nutzen-ki-inhalte.93565/\n\t- https://www.urheberrecht.de/urheberschutz/",536870921]],["^15",[4183,"^17",1761642515080,536870921]],["^15",[4183,"^Z","pages/Solid___Plenum___AI.md",536870921]],["^15",[4184,"^K",1761642515079,536870921]],["^15",[4184,"^[",4183,536870921]],["^15",[4184,"^@",false,536870921]],["^15",[4184,"^Y","solid/plenum/ai",536870921]],["^15",[4184,"^A",4168,536870921]],["^15",[4184,"^11","Solid/Plenum/AI",536870921]],["^15",[4184,"^B",1761642515079,536870921]],["^15",[4184,"^;","~u69008813-a17a-466b-8cad-e08e02313d76",536870921]],["^15",[4185,"^K",1761642515205,536870921]],["^15",[4185,"^[",4460,536870921]],["^15",[4185,"^@",false,536870921]],["^15",[4185,"^Y","urheberrecht #note",536870921]],["^15",[4185,"^11","Urheberrecht #Note",536870921]],["^15",[4185,"^B",1761642515205,536870921]],["^15",[4185,"^;","~u69008813-31cb-4a5d-8815-04105db9e2bb",536870921]],["^15",[4186,"^Q","Deffinition: Ai, GAN, DeepLearning (unterscheide zu herkömmlichen Algorithmen)",536870921]],["^15",[4186,"^O","^1@",536870921]],["^15",[4186,"^F",4218,536870921]],["^15",[4186,"^X",4184,536870921]],["^15",[4186,"^V",4218,536870921]],["^15",[4186,"^U",4184,536870921]],["^15",[4186,"^;","~u69008813-661d-4b1c-9516-2d9bb33aa750",536870921]],["^15",[4187,"^Q","[[Ai Kreativitaet 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Verschluesselung\n\t\t- Symetrisch, Asymetrisch\n\t\t- Chat & Datentraeger\n\t- Best practises\n\t\t- Graphen OS/Quelloffenheit/vertrauen zum Herausgeber\n\t\t- Disc encryption\n\t\t- Unlock methods\n-\n- Physische Ortung\n collapsed:: true\n\t- GPS\n\t\t- Relative harmlos, Handy sendet nichts, berechnet nur position basierend auf signalen von Sateliten die empfangen werden\n\t\t- US Air force maintaint es, timing wichtig, min 3 muessen empfangen werde, ab 4 auch hoehe messbar\n\t- Satelit phone\n\t\t- IEMI weiterhin verwendet, racking ueber satelit moeglich, logs an bodenstation\n\t\t- Aber: kien passives tracking, d.h. nur bei tatsaechlicher datenuebertragung -> moeglich nur eigne Sendungen zuzulassen?\n\t- -> via TDOA (time differenace apone arivale) mid. 3 empfaenger/sender fuer ortung \n\t FDOA ()Frequency Difference of Arrival), bei bewegung, macht genaueres trakcing moeglich\n\t- 5G, geschwindigkeit nur moeglich mit mehreren Towern, ortungsgenauigkeit nicht reduzierbar dar nicht nur mit einem tower verbunden werden kann, physisch unmoeglich gesendete wellen nur an einen zu senden, (verbindung zu 1 nach teuern lizenzen fur speziele fw moeglich, aber hierfuer sinnlos)\n\t\t- slebst gaebe es system was nur 1 tower daten empfangen liese, signalstaerke weiterhin messbar\n\t- Tracking via Device Data/Network data\n\t\t- WLAN\n\t\t\t- Anahnd von MAC und Hostname\n\t\t- mobile wireless network: GSM, UMTS, LTE, 5G NR, iDEN, Iridium, Satelite\n\t\t\t- Type Allocation Code (TAC) erster part (8-chars) der IMEI (International Mobile Equipment Identity) Nummern\n\t\t\t- 3GPP consortium bereichtigt nut GSMA (weltweite industrievertretung) zur vergabe der IMEI\n\t\t\t- stellen ineroperabilitaet sicher, 1 global source of truth -> device tracking mit IMEI\n\t\t- Anhand von network Traffic kann auch rueckschluss auf geraet gemacht werden (grade wenn dieser nicht verschluesselt ist), sollte trafic eingefangen werden\n\t\t- -> Nur oeffentliches WLAN mit aendernder MAC/Hostname und durch Tor Tunnel, KEINE Sim, KEINE Klassischen Anrufe (auch wenn diese eigendlich auch nur VoIP sind..)\n- Disc Encryption\n collapsed:: true\n\t- Android\n\t\t- Seit 10 File Based Encryption by default aktive\n\t\t\t- eigenen key fuer verschiedene teile des os\n\t\t- Distributionen die auf handys vorinstalliert sind nicht quelloffen, moegliche bekannte sicherheitsluecken (bewussst) im code gelassen\n\t\t- d.h. Graphen e os: Noch sichere implementation + open source\n\t\t\t- hardware based delay on bute force pin entry (Weaver)\n\t\t\t- hardware key inaccessible to software or firmware -> prevents bruete force off loading by data copy\n\t\t- debloter/degoogle koennen alternative bieten: LineageOS/e os\n\t\t- Pin/Login methode -> master key -> data\n\t- IOS\n\t\t- ADP (Advanced Data Protection) in Settings Aktivierbar, E2E encryption fuer Icloud backups\n\t\t- Bekannt das apple UK vollen zugriffauf icloud gewahren muss, unsicher ob auch E2E backdor hat\n\t- -> Jedes Geraet welches irgendeine Properitaere Software hat gilt als unsicher, da diese ggf. zugriff auf daten/sensore nehmen kann/backdores beinhaltet, d.h. IOS/Apple generell nicht empfohlen, Android zumindest teils Open Source\n\t- -> Verhidnen das auf daten ohne Autorisierung zugegriffen werden kann\n\t\t- KEINE Gesichtserkennung, KEINE Fingerabdruck, KEINE Iris-> darf Polizei erzwingen\n\t\t- KEIN Muster, zu vorhersehbar\n\t\t- PIN 10^4 Möglichkeiten 1 versuch pro s -> 2 Hours : 46 Minutes : 12 Seconds im worst case\n\t\t- PASSWORD (A-Za-z0-9)^4 1 versuch pro s -> 171 Jahre worst case\n\t\t- ![image.png](../assets/image_1757108018306_0.png)\n\t\t-\n- Basics:\n\t- Kommunikation\n\t\t- Teine Klasische Telefonie, uebertragung der IMEI troz VoIP moeglich + ueberwachung trotz VoIp?\n\t\t- Keine SMS nicht verschluesselt\n\t\t- E2E Verschluesselte & Quelloffene dienste verwenden: Signal, auch fuer telefonied (mitlerweile auch ohne telefonnummer moeglich)\n\t\t\t- https://github.com/signalapp/Signal-Android\n\t- Datenauthentizitaet: Vertrauenswuerdige Quellen Finden und nur diese verwenden\n\t id:: 68bc4186-56cf-4198-b137-a9331aba900b\n\t\t- NICHT Google Play, F-Droid als Quelloffenen App-Store, NUR Quelloffene Software, aus dieser quelle oder direct vom publisher -> kein middelman kann irgendwas manipulieren\n\t\t- nur Vertrauenswuerdige datein oeffnen/herunterladen ODER sicherstellen das OS im abgesicherten modus (eigenes profile in graphene OS)\n\t- Hardware Aspekte (Optional, letzter schutz, sollte geraet komprimniert werden)\n\t\t- Physisches abdecken/zerstoeren der kammeras/mikrophon\n- Netzwerksicherheit\n\t- Uebertragung\n\t\t- KEINE VPN: Singel poiunt of filiure ist exit server, ist dieser komprimiert, kooperiert unternehmen mit Polizei, sogar einfacher an daten zu kommen als ohne\n\t\t- Dezentrales anonymes overlay Netzwerk: z.B. To/I2P, globale, staetig waechselnde exit notes machen es angreifer Schwer daten abzufangen, durch jumps im netzwerk zuortnung der daten fast unmoeglich\n\t\t\t- https://github.com/guardianproject/orbot-android?tab=readme-ov-file\n\t\t\t- https://orbot.app/en/about/\n\t- Tracking\n\t\t- ueber daten wie bildschirmgroesse, geschwindigkeit, hardware kann websiten/apps nutzer tracken, auch ohne anmeldung durch nutzerverhalten\n\t\t- kann verschleiert werden, durch browser die bildschimflaeche andern, user agend spoofen etc.\n\t\t- Javascript im browser deaktivieren, verhindert das website auf eigenem geraet code im hintergrund ausfuehrt\n\t- Wenn uebertragungswege verschleiert ist: End-services nicht die Urspruengliche IP/geo possition der request, sehr anonym, wenn nicht anmelden und tracking regeln beachten\n-\n- Anonyme SIM Card:\n\t- https://www.weg-adresse.com/lexikon/anonyme-sim-karte/\n\t- https://www.lentz-detektei.de/aktuelle-news-unserer-detektei/2024-11/die-wahrheit-ueber-anonyme-sim-karten-was-du-wissen-musst\n\t-\n-\n- ### Quellen\n\t- Icons:\n\t\t- https://www.svgrepo.com/\n\t- DISC\n\t\t- https://www.tagesschau.de/inland/gesellschaft/smartphone-sperre-fingerabdruck-100.html\n\t\t- https://datagenetics.com/blog/september32012/index.html\n\t- GPS/Satelite Orting\n\t\t- https://www.gps.gov/systems/gps/space/\n\t\t- https://www.mobilephonelocator.net/blog/can-satellite-phones-be-tracked/\n\t\t- https://discuss.grapheneos.org/d/16785-connect-to-only-one-cell-tower/28\n\t- Network orting\n\t\t- https://www.gsma.com/solutions-and-impact/industry-services/device-services/tac-allocation\n\t\t\t- https://en.wikipedia.org/wiki/Type_Allocation_Code\n\t\t- https://github.com/viki3d/change-imei-android\n\t\t-\n\t- Netzwerk Sicherkeit\n\t\t- https://geti2p.net/en/about/intro\n\t- Client side scanning\n\t\t- https://grapheneos.social/@GrapheneOS/113969399692663684\n\t\t- https://support.google.com/product-documentation/answer/16001929?hl=en\n\t-\n\t- **Bilder**\n\t\t- https://threecats.com.au/grapheneos-wifi-problem-randomized-mac-address-per-connection-network-address-degoogled-pixel-phones\n\t\t- https://en.wikipedia.org/wiki/Tor_(network)#/media/File:Tor_Onion_Service_Diagram.svg\n\t\t- https://www.comparitech.com/blog/information-security/digital-signatures/\n\t\t-\n\t- -> Aus Zeitlichen Gründen sind die Quellen unvollständig, sollte jemand genaue Quellen haben wollen, sprecht mich gerne an\n\t-\n-",536870921]],["^15",[4233,"^17",1761642515125,536870921]],["^15",[4233,"^Z","pages/Solid___Plenum___Digitale Sicherheit.md",536870921]],["^15",[4234,"^K",1761642515123,536870921]],["^15",[4234,"^[",4233,536870921]],["^15",[4234,"^@",false,536870921]],["^15",[4234,"^Y","solid/plenum/digitale sicherheit",536870921]],["^15",[4234,"^A",4168,536870921]],["^15",[4234,"^11","Solid/Plenum/Digitale Sicherheit",536870921]],["^15",[4234,"^B",1761642515123,536870921]],["^15",[4234,"^;","~u69008813-b2d6-46db-8adb-1586f3d2ccac",536870921]],["^15",[4235,"^Q","https://github.com/guardianproject/orbot-android?tab=readme-ov-file",536870921]],["^15",[4235,"^O","^1@",536870921]],["^15",[4235,"^F",4237,536870921]],["^15",[4235,"^X",4234,536870921]],["^15",[4235,"^V",4237,536870921]],["^15",[4235,"^U",4234,536870921]],["^15",[4235,"^;","~u69008813-7591-44cb-be81-42a6b25ea573",536870921]],["^15",[4236,"^Q","**Slides:**\nbackground-color:: green",536870921]],["^15",[4236,"^O","^1@",536870921]],["^15",[4236,"^F",4261,536870921]],["^15",[4236,"^X",4234,536870921]],["^15",[4236,"^V",4293,536870921]],["^15",[4236,"^U",4234,536870921]],["^15",[4236,"^?",["^ ","^39","green"],536870921]],["^15",[4236,"^J",["^39"],536870921]],["^15",[4236,"^4",["^ ","^39","green"],536870921]],["^15",[4236,"^;","~u69008813-9a11-46ac-a5b5-433bf407c7b2",536870921]],["^15",[4237,"^Q","Dezentrales anonymes overlay Netzwerk: z.B. To/I2P, globale, staetig waechselnde exit notes machen es angreifer Schwer daten abzufangen, durch jumps im netzwerk zuortnung der daten fast unmoeglich",536870921]],["^15",[4237,"^O","^1@",536870921]],["^15",[4237,"^F",4302,536870921]],["^15",[4237,"^X",4234,536870921]],["^15",[4237,"^V",4339,536870921]],["^15",[4237,"^U",4234,536870921]],["^15",[4237,"^;","~u69008813-9350-486a-b895-ebc301c2b1c9",536870921]],["^15",[4238,"^Q","Chat & Datentraeger",536870921]],["^15",[4238,"^O","^1@",536870921]],["^15",[4238,"^F",4318,536870921]],["^15",[4238,"^X",4234,536870921]],["^15",[4238,"^V",4243,536870921]],["^15",[4238,"^U",4234,536870921]],["^15",[4238,"^;","~u69008813-b545-463e-8970-8e4f1246a0ab",536870921]],["^15",[4239,"^Q","index::",536870921]],["^15",[4239,"^O","^1@",536870921]],["^15",[4239,"^F",4234,536870921]],["^15",[4239,"^X",4234,536870921]],["^15",[4239,"^V",4234,536870921]],["^15",[4239,"^U",546,536870921]],["^15",[4239,"^U",4234,536870921]],["^15",[4239,"^?",["^ ","^1D",""],536870921]],["^15",[4239,"^J",["^1D"],536870921]],["^15",[4239,"^4",["^ ","^1D",""],536870921]],["^15",[4239,"^H",546,536870921]],["^15",[4239,"^;","~u69008813-d2df-476e-827a-36b3ef6b7bdb",536870921]],["^15",[4240,"^Q","hardware key inaccessible to software or firmware -> prevents bruete force off loading by data copy",536870921]],["^15",[4240,"^O","^1@",536870921]],["^15",[4240,"^F",4290,536870921]],["^15",[4240,"^X",4234,536870921]],["^15",[4240,"^V",4288,536870921]],["^15",[4240,"^U",4234,536870921]],["^15",[4240,"^;","~u69008813-06b3-47ee-b2df-52d0e4ec2bfc",536870921]],["^15",[4241,"^Q","Kommunikation",536870921]],["^15",[4241,"^O","^1@",536870921]],["^15",[4241,"^F",4277,536870921]],["^15",[4241,"^X",4234,536870921]],["^15",[4241,"^V",4277,536870921]],["^15",[4241,"^U",4234,536870921]],["^15",[4241,"^;","~u69008813-a790-4c8a-9ccf-7ccb5a097e68",536870921]],["^15",[4242,"^Q","Pin/Login methode -> master key -> data",536870921]],["^15",[4242,"^O","^1@",536870921]],["^15",[4242,"^F",4330,536870921]],["^15",[4242,"^X",4234,536870921]],["^15",[4242,"^V",4270,536870921]],["^15",[4242,"^U",4234,536870921]],["^15",[4242,"^;","~u69008813-56eb-4720-b7d6-8a28f81b3455",536870921]],["^15",[4243,"^Q","Verschluesselung",536870921]],["^15",[4243,"^O","^1@",536870921]],["^15",[4243,"^F",4254,536870921]],["^15",[4243,"^X",4234,536870921]],["^15",[4243,"^V",4268,536870921]],["^15",[4243,"^U",4234,536870921]],["^15",[4243,"^;","~u69008813-3b15-4af9-9847-7975faca5b66",536870921]],["^15",[4244,"^Q","mobile wireless network: GSM, UMTS, LTE, 5G NR, iDEN, Iridium, Satelite",536870921]],["^15",[4244,"^O","^1@",536870921]],["^15",[4244,"^F",4259,536870921]],["^15",[4244,"^X",4234,536870921]],["^15",[4244,"^V",4267,536870921]],["^15",[4244,"^U",4234,536870921]],["^15",[4244,"^;","~u69008813-5f06-4087-8866-ae07eeaef4c7",536870921]],["^15",[4245,"^Q","Satelit",536870921]],["^15",[4245,"^O","^1@",536870921]],["^15",[4245,"^F",4306,536870921]],["^15",[4245,"^X",4234,536870921]],["^15",[4245,"^V",4254,536870921]],["^15",[4245,"^U",4234,536870921]],["^15",[4245,"^;","~u69008813-4ea3-454e-ba15-22b94cf72338",536870921]],["^15",[4246,"^Q","https://en.wikipedia.org/wiki/Type_Allocation_Code",536870921]],["^15",[4246,"^O","^1@",536870921]],["^15",[4246,"^F",4309,536870921]],["^15",[4246,"^X",4234,536870921]],["^15",[4246,"^V",4309,536870921]],["^15",[4246,"^U",4234,536870921]],["^15",[4246,"^;","~u69008813-7b11-4ef3-9cb4-c96d3a8750e2",536870921]],["^15",[4247,"^Q","https://threecats.com.au/grapheneos-wifi-problem-randomized-mac-address-per-connection-network-address-degoogled-pixel-phones",536870921]],["^15",[4247,"^O","^1@",536870921]],["^15",[4247,"^F",4342,536870921]],["^15",[4247,"^X",4234,536870921]],["^15",[4247,"^V",4342,536870921]],["^15",[4247,"^U",4234,536870921]],["^15",[4247,"^;","~u69008813-2492-4374-9ed6-d16a8786c98a",536870921]],["^15",[4248,"^Q","https://en.wikipedia.org/wiki/Tor_(network)#/media/File:Tor_Onion_Service_Diagram.svg",536870921]],["^15",[4248,"^O","^1@",536870921]],["^15",[4248,"^F",4247,536870921]],["^15",[4248,"^X",4234,536870921]],["^15",[4248,"^V",4342,536870921]],["^15",[4248,"^U",4234,536870921]],["^15",[4248,"^;","~u69008813-50e9-45ed-8c52-96666396afa1",536870921]],["^15",[4249,"^Q","Anonyme SIM Card:",536870921]],["^15",[4249,"^O","^1@",536870921]],["^15",[4249,"^F",4328,536870921]],["^15",[4249,"^X",4234,536870921]],["^15",[4249,"^V",4234,536870921]],["^15",[4249,"^U",4234,536870921]],["^15",[4249,"^;","~u69008813-992b-4ab2-a0d3-d05ef256f3a8",536870921]],["^15",[4250,"^Q","https://grapheneos.social/@GrapheneOS/113969399692663684",536870921]],["^15",[4250,"^O","^1@",536870921]],["^15",[4250,"^F",4354,536870921]],["^15",[4250,"^X",4234,536870921]],["^15",[4250,"^V",4354,536870921]],["^15",[4250,"^U",4234,536870921]],["^15",[4250,"^;","~u69008813-1e56-4820-9844-c552c15fc8b4",536870921]],["^15",[4251,"^Q","Relative harmlos, Handy sendet nichts, berechnet nur position basierend auf signalen von Sateliten die empfangen werden",536870921]],["^15",[4251,"^O","^1@",536870921]],["^15",[4251,"^F",4311,536870921]],["^15",[4251,"^X",4234,536870921]],["^15",[4251,"^V",4311,536870921]],["^15",[4251,"^U",4234,536870921]],["^15",[4251,"^;","~u69008813-98d5-40dc-8898-19a176181c49",536870921]],["^15",[4252,"^Q","Anahnd von MAC und Hostname",536870921]],["^15",[4252,"^O","^1@",536870921]],["^15",[4252,"^F",4259,536870921]],["^15",[4252,"^X",4234,536870921]],["^15",[4252,"^V",4259,536870921]],["^15",[4252,"^U",4234,536870921]],["^15",[4252,"^;","~u69008813-74ba-416a-9bc7-6fd2762b0f59",536870921]],["^15",[4253,"^Q","Anhand von network Traffic kann auch rueckschluss auf geraet gemacht werden (grade wenn dieser nicht verschluesselt ist), sollte trafic eingefangen werden",536870921]],["^15",[4253,"^O","^1@",536870921]],["^15",[4253,"^F",4244,536870921]],["^15",[4253,"^X",4234,536870921]],["^15",[4253,"^V",4267,536870921]],["^15",[4253,"^U",4234,536870921]],["^15",[4253,"^;","~u69008813-9093-405c-ba98-a9ff1221db8c",536870921]],["^15",[4254,"^Q","Ortung",536870921]],["^15",[4254,"^O","^1@",536870921]],["^15",[4254,"^F",4268,536870921]],["^15",[4254,"^X",4234,536870921]],["^15",[4254,"^V",4268,536870921]],["^15",[4254,"^U",4234,536870921]],["^15",[4254,"^;","~u69008813-3745-4655-8f64-de9e6c7d0945",536870921]],["^15",[4255,"^M",true,536870921]],["^15",[4255,"^Q","Disc Encryption\ncollapsed:: true",536870921]],["^15",[4255,"^O","^1@",536870921]],["^15",[4255,"^F",4326,536870921]],["^15",[4255,"^X",4234,536870921]],["^15",[4255,"^V",4234,536870921]],["^15",[4255,"^U",4234,536870921]],["^15",[4255,"^?",["^ "],536870921]],["^15",[4255,"^J",[],536870921]],["^15",[4255,"^4",["^ "],536870921]],["^15",[4255,"^;","~u69008813-7f78-492a-82ad-fa72412cee1e",536870921]],["^15",[4256,"^Q","3GPP consortium bereichtigt nut GSMA (weltweite industrievertretung) zur vergabe der IMEI",536870921]],["^15",[4256,"^O","^1@",536870921]],["^15",[4256,"^F",4324,536870921]],["^15",[4256,"^X",4234,536870921]],["^15",[4256,"^V",4244,536870921]],["^15",[4256,"^U",4234,536870921]],["^15",[4256,"^;","~u69008813-9fdc-4229-9a99-5480f295ffcf",536870921]],["^15",[4257,"^Q","Distributionen die auf handys vorinstalliert sind nicht quelloffen, moegliche bekannte sicherheitsluecken (bewussst) im code gelassen",536870921]],["^15",[4257,"^O","^1@",536870921]],["^15",[4257,"^F",4266,536870921]],["^15",[4257,"^X",4234,536870921]],["^15",[4257,"^V",4270,536870921]],["^15",[4257,"^U",4234,536870921]],["^15",[4257,"^;","~u69008813-0639-4e56-929e-80062469b4a7",536870921]],["^15",[4258,"^Q","-> Nur oeffentliches WLAN mit aendernder MAC/Hostname und durch Tor Tunnel, KEINE Sim, KEINE Klassischen Anrufe (auch wenn diese eigendlich auch nur VoIP sind..)",536870921]],["^15",[4258,"^O","^1@",536870921]],["^15",[4258,"^F",4253,536870921]],["^15",[4258,"^X",4234,536870921]],["^15",[4258,"^V",4267,536870921]],["^15",[4258,"^U",4234,536870921]],["^15",[4258,"^;","~u69008813-a84e-4184-81d2-1b98726b98ca",536870921]],["^15",[4259,"^Q","WLAN",536870921]],["^15",[4259,"^O","^1@",536870921]],["^15",[4259,"^F",4267,536870921]],["^15",[4259,"^X",4234,536870921]],["^15",[4259,"^V",4267,536870921]],["^15",[4259,"^U",4234,536870921]],["^15",[4259,"^;","~u69008813-afd3-4567-847f-758ee481fc14",536870921]],["^15",[4260,"^Q","slebst gaebe es system was nur 1 tower daten empfangen liese, signalstaerke weiterhin messbar",536870921]],["^15",[4260,"^O","^1@",536870921]],["^15",[4260,"^F",4348,536870921]],["^15",[4260,"^X",4234,536870921]],["^15",[4260,"^V",4348,536870921]],["^15",[4260,"^U",4234,536870921]],["^15",[4260,"^;","~u69008813-3242-4130-bf63-48a8fb9e8763",536870921]],["^15",[4261,"^Q","**Notes:**\nbackground-color:: red",536870921]],["^15",[4261,"^O","^1@",536870921]],["^15",[4261,"^F",4293,536870921]],["^15",[4261,"^X",4234,536870921]],["^15",[4261,"^V",4293,536870921]],["^15",[4261,"^U",4234,536870921]],["^15",[4261,"^?",["^ ","^39","red"],536870921]],["^15",[4261,"^J",["^39"],536870921]],["^15",[4261,"^4",["^ 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Sicherkeit",536870921]],["^15",[4341,"^O","^1@",536870921]],["^15",[4341,"^F",4284,536870921]],["^15",[4341,"^X",4234,536870921]],["^15",[4341,"^V",4344,536870921]],["^15",[4341,"^U",4234,536870921]],["^15",[4341,"^;","~u69008813-5e63-4e4f-824a-28b0459b2ed3",536870921]],["^15",[4342,"^Q","**Bilder**",536870921]],["^15",[4342,"^O","^1@",536870921]],["^15",[4342,"^F",4273,536870921]],["^15",[4342,"^X",4234,536870921]],["^15",[4342,"^V",4344,536870921]],["^15",[4342,"^U",4234,536870921]],["^15",[4342,"^;","~u69008813-e5d0-4874-8d62-95872b6e6f3e",536870921]],["^15",[4343,"^Q","![image.png](../assets/image_1757108018306_0.png)",536870921]],["^15",[4343,"^O","^1@",536870921]],["^15",[4343,"^F",4272,536870921]],["^15",[4343,"^X",4234,536870921]],["^15",[4343,"^V",4264,536870921]],["^15",[4343,"^U",4234,536870921]],["^15",[4343,"^;","~u69008813-5838-4e42-865b-c7990cec4938",536870921]],["^15",[4344,"^Q","### Quellen",536870921]],["^15",[4344,"^O","^1@",536870921]],["^15",[4344,"^F",4320,536870921]],["^15",[4344,"^X",4234,536870921]],["^15",[4344,"^V",4234,536870921]],["^15",[4344,"^U",4234,536870921]],["^15",[4344,"^?",["^ ","^37",3],536870921]],["^15",[4344,"^J",[],536870921]],["^15",[4344,"^;","~u69008813-c974-4b11-8cec-fbd05be73f48",536870921]],["^15",[4345,"^Q","",536870921]],["^15",[4345,"^O","^1@",536870921]],["^15",[4345,"^F",4353,536870921]],["^15",[4345,"^X",4234,536870921]],["^15",[4345,"^V",4342,536870921]],["^15",[4345,"^U",4234,536870921]],["^15",[4345,"^;","~u69008813-2ac5-4e08-92ae-da4f9363903e",536870921]],["^15",[4346,"^Q","https://geti2p.net/en/about/intro",536870921]],["^15",[4346,"^O","^1@",536870921]],["^15",[4346,"^F",4341,536870921]],["^15",[4346,"^X",4234,536870921]],["^15",[4346,"^V",4341,536870921]],["^15",[4346,"^U",4234,536870921]],["^15",[4346,"^;","~u69008813-11d7-4b2f-87ad-8fccd00fa92c",536870921]],["^15",[4347,"^Q","Aber: kien passives tracking, d.h. nur bei tatsaechlicher datenuebertragung -> moeglich nur eigne Sendungen zuzulassen?",536870921]],["^15",[4347,"^O","^1@",536870921]],["^15",[4347,"^F",4305,536870921]],["^15",[4347,"^X",4234,536870921]],["^15",[4347,"^V",4310,536870921]],["^15",[4347,"^U",4234,536870921]],["^15",[4347,"^;","~u69008813-9076-434a-b5c6-06d12a170b8c",536870921]],["^15",[4348,"^Q","5G, geschwindigkeit nur moeglich mit mehreren Towern, ortungsgenauigkeit nicht reduzierbar dar nicht nur mit einem tower verbunden werden kann, physisch unmoeglich gesendete wellen nur an einen zu senden, (verbindung zu 1 nach teuern lizenzen fur speziele fw moeglich, aber hierfuer sinnlos)",536870921]],["^15",[4348,"^O","^1@",536870921]],["^15",[4348,"^F",4294,536870921]],["^15",[4348,"^X",4234,536870921]],["^15",[4348,"^V",4326,536870921]],["^15",[4348,"^U",4234,536870921]],["^15",[4348,"^;","~u69008813-ac8e-4113-8a82-1a147aaeac02",536870921]],["^15",[4349,"^Q","ueber daten wie bildschirmgroesse, geschwindigkeit, hardware kann websiten/apps nutzer tracken, auch ohne anmeldung durch nutzerverhalten",536870921]],["^15",[4349,"^O","^1@",536870921]],["^15",[4349,"^F",4263,536870921]],["^15",[4349,"^X",4234,536870921]],["^15",[4349,"^V",4263,536870921]],["^15",[4349,"^U",4234,536870921]],["^15",[4349,"^;","~u69008813-da5e-4f25-a467-e9a7cdbe93f1",536870921]],["^15",[4350,"^Q","nur Vertrauenswuerdige datein oeffnen/herunterladen ODER sicherstellen das OS im abgesicherten modus (eigenes profile in graphene OS)",536870921]],["^15",[4350,"^O","^1@",536870921]],["^15",[4350,"^F",4276,536870921]],["^15",[4350,"^X",4234,536870921]],["^15",[4350,"^V",4317,536870921]],["^15",[4350,"^U",4234,536870921]],["^15",[4350,"^;","~u69008813-b950-4a00-80f8-e398f9ec25c0",536870921]],["^15",[4351,"^Q","-> Jedes Geraet welches irgendeine Properitaere Software hat gilt als unsicher, da diese ggf. zugriff auf daten/sensore nehmen kann/backdores beinhaltet, d.h. IOS/Apple generell nicht empfohlen, Android zumindest teils Open Source",536870921]],["^15",[4351,"^O","^1@",536870921]],["^15",[4351,"^F",4262,536870921]],["^15",[4351,"^X",4234,536870921]],["^15",[4351,"^V",4255,536870921]],["^15",[4351,"^U",4234,536870921]],["^15",[4351,"^;","~u69008813-0b1d-4eb5-810f-3fa0cd57ebff",536870921]],["^15",[4352,"^Q","US Air force maintaint es, timing wichtig, min 3 muessen empfangen werde, ab 4 auch hoehe messbar",536870921]],["^15",[4352,"^O","^1@",536870921]],["^15",[4352,"^F",4251,536870921]],["^15",[4352,"^X",4234,536870921]],["^15",[4352,"^V",4311,536870921]],["^15",[4352,"^U",4234,536870921]],["^15",[4352,"^;","~u69008813-796c-4395-87fa-ceb2441e9f55",536870921]],["^15",[4353,"^Q","https://www.comparitech.com/blog/information-security/digital-signatures/",536870921]],["^15",[4353,"^O","^1@",536870921]],["^15",[4353,"^F",4248,536870921]],["^15",[4353,"^X",4234,536870921]],["^15",[4353,"^V",4342,536870921]],["^15",[4353,"^U",4234,536870921]],["^15",[4353,"^;","~u69008813-bc64-4a9c-9334-917a6c91cb52",536870921]],["^15",[4354,"^Q","Client side scanning",536870921]],["^15",[4354,"^O","^1@",536870921]],["^15",[4354,"^F",4341,536870921]],["^15",[4354,"^X",4234,536870921]],["^15",[4354,"^V",4344,536870921]],["^15",[4354,"^U",4234,536870921]],["^15",[4354,"^;","~u69008813-293d-4d64-a7bc-7a5513003704",536870921]],["^15",[4355,"^Q","https://github.com/signalapp/Signal-Android",536870921]],["^15",[4355,"^O","^1@",536870921]],["^15",[4355,"^F",4304,536870921]],["^15",[4355,"^X",4234,536870921]],["^15",[4355,"^V",4304,536870921]],["^15",[4355,"^U",4234,536870921]],["^15",[4355,"^;","~u69008813-1884-4567-9645-15b6b8c0e811",536870921]],["^15",[4356,"^?",["^ ","^3=","query","^3>",["(and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[Solid/Plenum/DigitaleSicherheit]]) (namespace [[Solid/Plenum/DigitaleSicherheit]])))"]],536870921]],["^15",[4356,"^W","macro",536870921]],["^15",[4356,"^T","query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[Solid/Plenum/DigitaleSicherheit]]) (namespace [[Solid/Plenum/DigitaleSicherheit]])))",536870921]],["^15",[4357,"^?",["^ ","^3=","query","^3>",["(and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[Solid/Plenum/DigitaleSicherheit]]) (namespace [[Solid/Plenum/DigitaleSicherheit]])))"]],536870921]],["^15",[4357,"^W","macro",536870921]],["^15",[4357,"^T","query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[Solid/Plenum/DigitaleSicherheit]]) (namespace [[Solid/Plenum/DigitaleSicherheit]])))",536870921]],["^15",[4358,"^3","## Scratchpad\nbackground-color:: blue\nid:: 68a60d89-ed0e-47bc-b203-a5508da092f3\n\t- Text:\n\t\t- {{embed [[scratchpad]]}}\n\t- Whiteboard:\n\t\t- [[draws/2025-07-08-01-22-45.excalidraw]]\n\t-\n- ## Tasks\n background-color:: red\n\t- ### High Priorety\n\t\t- {{query (and (task TODO IN-PROGRESS) (and (not (priority C)) (not (priority B))))}}\n\t- #### Other\n\t\t- {{query (and (task TODO IN-PROGRESS) (or (priority C) (priority B)))}}\n\t\t query-table:: true\n-\n- ## Subpages:\n background-color:: purple\n\t- [[Solid]]\n\t- [[Server]]\n\t- [[School]]\n\t- [[Other]]\n\t- [[Templates]]\n-\n- ## Most recent cahnges:\n background-color:: green\n\t- query-sort-by:: page\n\t query-sort-desc:: false\n\t #+BEGIN_QUERY\n\t {\n\t :title \"Edited Pages:\"\n\t :query [:find (pull ?p [*])\n\t :where\n\t [?b :block/page ?p] \n\t ]\n\t :result-transform (fn [result]\n\t (take 5 result))\n\t :table-view? false\n\t }\n\t #+END_QUERY\n-\n- ---",536878100]],["^15",[4358,"^17",1761642515141,536870921]],["^15",[4358,"^Z","pages/Startpage.md",536870921]],["^15",[4359,"^K",1761642515140,536870921]],["^15",[4359,"^[",4358,536870921]],["^15",[4359,"^@",false,536870921]],["^15",[4359,"^Y","startpage",536870921]],["^15",[4359,"^11","Startpage",536870921]],["^15",[4359,"^B",1761642515140,536870921]],["^15",[4359,"^;","~u6915d087-7bfb-4573-afd3-aa811004d060",536878100]],["^15",[4360,"^K",1761642515140,536870921]],["^15",[4360,"^[",5239,536870922]],["^15",[4360,"^@",false,536870921]],["^15",[4360,"^Y","scratchpad",536870921]],["^15",[4360,"^11","scratchpad",536870921]],["^15",[4360,"^B",1761642515140,536870921]],["^15",[4360,"^;","~u691d7176-1a9e-46b5-808b-7f85e3f90676",536881945]],["^15",[4361,"^K",1761642515191,536870921]],["^15",[4361,"^[",4390,536870921]],["^15",[4361,"^O","^1@",536870921]],["^15",[4361,"^@",false,536870921]],["^15",[4361,"^Y","templates",536870921]],["^15",[4361,"^11","Templates",536870921]],["^15",[4361,"^B",1761642515191,536870921]],["^15",[4361,"^;","~u6915d087-be27-4f65-a47b-c7aca01c5210",536878100]],["^15",[4362,"^M",true,536870921]],["^15",[4362,"^Q","Whiteboard:",536878100]],["^15",[4362,"^O","^1@",536870921]],["^15",[4362,"^F",4377,536870921]],["^15",[4362,"^X",4359,536870921]],["^15",[4362,"^V",4373,536870921]],["^15",[4362,"^U",4359,536870921]],["^15",[4362,"^;","~u69008813-d62c-4f50-a654-724586eea551",536870921]],["^15",[4363,"^Q","#### Other",536870921]],["^15",[4363,"^O","^1@",536870921]],["^15",[4363,"^F",4383,536870921]],["^15",[4363,"^X",4359,536870921]],["^15",[4363,"^V",4369,536870921]],["^15",[4363,"^U",4359,536870921]],["^15",[4363,"^?",["^ ","^37",4],536878100]],["^15",[4363,"^J",[],536878100]],["^15",[4363,"^;","~u69008813-6dfb-436c-b3bf-4142ab098b80",536870921]],["^15",[4364,"^Q","",536870921]],["^15",[4364,"^O","^1@",536870921]],["^15",[4364,"^F",4369,536870921]],["^15",[4364,"^X",4359,536870921]],["^15",[4364,"^V",4359,536870921]],["^15",[4364,"^U",4359,536870921]],["^15",[4364,"^;","~u69008813-2cdc-4139-bf32-1401995dc27a",536870921]],["^15",[4365,"^Q","{{query (and (task TODO IN-PROGRESS) (and (not (priority C)) (not (priority B))))}}",536870921]],["^15",[4365,"^O","^1@",536870921]],["^15",[4365,"^F",4383,536870921]],["^15",[4365,"^S",4386,536878100]],["^15",[4365,"^X",4359,536870921]],["^15",[4365,"^V",4383,536870921]],["^15",[4365,"^U",4359,536870921]],["^15",[4365,"^;","~u69008813-1d87-45b0-ad17-c098706b967d",536870921]],["^15",[4366,"^Q","## Most recent cahnges:\nbackground-color:: green",536870921]],["^15",[4366,"^O","^1@",536870921]],["^15",[4366,"^F",4378,536870921]],["^15",[4366,"^X",4359,536870921]],["^15",[4366,"^V",4359,536870921]],["^15",[4366,"^U",4359,536870921]],["^15",[4366,"^?",["^ ","^39","green","^37",2],536878100]],["^15",[4366,"^J",["^39"],536878100]],["^15",[4366,"^4",["^ ","^39","green"],536878100]],["^15",[4366,"^;","~u69008813-211f-4858-947c-8408bbde01a4",536870921]],["^15",[4367,"^Q","---",536870921]],["^15",[4367,"^O","^1@",536870921]],["^15",[4367,"^F",4382,536870921]],["^15",[4367,"^X",4359,536870921]],["^15",[4367,"^V",4359,536870921]],["^15",[4367,"^U",4359,536870921]],["^15",[4367,"^;","~u69008813-80c8-4634-8f39-9f72d00510e1",536870921]],["^15",[4368,"^Q","[[draws/2025-07-08-01-22-45.excalidraw]]",536870921]],["^15",[4368,"^O","^1@",536870921]],["^15",[4368,"^F",4362,536870921]],["^15",[4368,"^X",4359,536870921]],["^15",[4368,"^V",4362,536870921]],["^15",[4368,"^U",4359,536870921]],["^15",[4368,"^;","~u69008813-4bfb-4307-94d7-16ff2911f61b",536870921]],["^15",[4369,"^Q","## Tasks\nbackground-color:: red",536870921]],["^15",[4369,"^O","^1@",536870921]],["^15",[4369,"^F",4373,536870921]],["^15",[4369,"^X",4359,536870921]],["^15",[4369,"^V",4359,536870921]],["^15",[4369,"^U",4359,536870921]],["^15",[4369,"^?",["^ 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Tags:",536870921]],["^15",[4456,"^O","^1@",536870921]],["^15",[4456,"^F",4452,536870921]],["^15",[4456,"^X",4446,536870921]],["^15",[4456,"^V",4452,536870921]],["^15",[4456,"^U",4446,536870921]],["^15",[4456,"^;","~u69008813-a29d-4755-a268-f2eac4ddc82a",536870921]],["^15",[4457,"^Q","---",536870921]],["^15",[4457,"^O","^1@",536870921]],["^15",[4457,"^F",4452,536870921]],["^15",[4457,"^X",4446,536870921]],["^15",[4457,"^V",4448,536870921]],["^15",[4457,"^U",4446,536870921]],["^15",[4457,"^;","~u69008813-d3c3-48b7-bae3-d34eb856ca91",536870921]],["^15",[4458,"^Q","Additional References:",536870921]],["^15",[4458,"^O","^1@",536870921]],["^15",[4458,"^F",4456,536870921]],["^15",[4458,"^X",4446,536870921]],["^15",[4458,"^V",4452,536870921]],["^15",[4458,"^U",4446,536870921]],["^15",[4458,"^;","~u69008813-7b17-42fc-a82a-dcff68e2dc77",536870921]],["^15",[4459,"^Q","**Summery:**\nbackground-color:: blue",536870921]],["^15",[4459,"^O","^1@",536870921]],["^15",[4459,"^F",4455,536870921]],["^15",[4459,"^X",4446,536870921]],["^15",[4459,"^V",4452,536870921]],["^15",[4459,"^U",4446,536870921]],["^15",[4459,"^?",["^ ","^39","blue"],536870921]],["^15",[4459,"^J",["^39"],536870921]],["^15",[4459,"^4",["^ ","^39","blue"],536870921]],["^15",[4459,"^;","~u69008813-52a7-4d70-a8d9-e5267033d5c0",536870921]],["^15",[4460,"^3","- https://open-access.network/informieren/open-access-in-fachdisziplinen/kuenstlerische-faecher\n https://www.museum.de/blog/open-access-zugang-zu-oeffentlichen-bildern-aus-museen/\n https://de.wikipedia.org/wiki/Appropriation_Art\n https://www.zeit.de/digital/internet/2024-11/ki-musik-spotify-streaming-plattform\n https://www.bigtechnology.com/p/spotifys-plans-for-ai-generated-music\n-\n- TODO [#B] Urheber eines KI Generierten werkes: Nach\n\t- US Copyright Office Bericht\n\t\t- Kein anspruch auf Copyright wenn volständig mit KI generiert wurde\n\t\t- (teilweise) Anspruch wenn Kokreation, Menschliche/Maschinelle Arbeit müssen voneinander trennbar sein\n\t- https://iartificial.blog/de/Automatisierung/Urheberrecht-im-Zeitalter-der-KI,-wer-der-wahre-Autor-ist/\n\t- https://www.derstandard.de/story/2000144311970/wer-ist-urheber-eines-ki-werkes\n\t\t- EU richtlinien, Copyright Ai?\n\t- Nach EU:\n\t\t- https://www.iit-berlin.de/wp-content/uploads/2025/02/2025-03-iit-perspektive-Urheberrecht_KI_Beitraege_V05.pdf\n\t\t- Schopfung von Medien kann reihc menschlicher verdienst sein, d.h. kein Urheberrecht fuer Ki generationen\n\t\t\t- jene Autoren mit welchen das Modell trainiert wurde haben auch kein Urheberrecht an generierten bildern, es findet keine kopier/reproduziervorgang statt\n\t\t\t- Anweisungen welche an AI gegeben werden nicht urheberrechtlich geschutzt, Anweisender Nutzer gibt AI lediglich befehle > hat auch kein Urheberrecht\n\t\t\t- Entwichler der Modelle haben selbst auch kein recht am generierten werk, sie schufen lediglich die Logik mit jener eine generation erfolgte\n\t\t- Mass durch mindestmass an kreativer Originalitaet/persönliche geistige Schöpfungen eines Menschen kann Urheberecht entstehen (mindestmass ist einzelfall abhaenig, jedoch ist das blosse kuerzen oder umformulieren nicht schuetzbar)\n\t- https://www.din.de/resource/blob/1142062/df54d68d11749518302993d7976222a5/open-session-rechtliche-dimensionen-von-ki-data.pdf\n\t- EU-Urheberrecht noch keine expliziete Gesetzesgrundlage\n\t\t- EuGh: Persoenlichketi des Autors muss widergespiegelt werden, ergebniss der geistigen Schoepfung des Urhebers\n\t\t- Unterscheliche Deutung zu vorherigen: Schutz moeglich wenn Prompt und Output originell sind > d.h. personlichkeit des Autors iwderspiegelt\n\t\t\t- kein schutz wenn: Referenzfoto, stylwahl > output; ausslieslich Ki Kreative Entscheidung getroffen hat\n\t\t\t- Schutz wenn: idee, eigenen Prompt verfasst (d.h. Mensch ausreichend kreative Entscheidungen getroffen hat) > outputt\n\t- Urheberrechtsverletzung KI output\n\t\t- Liegt vor wenn: KI eine kopie oder widererkennabres werk des originals erstellt und das Original im trainingsdatensatz vorhanden ist\n\t\t\t- zufaelige doppelschopfungen sind keine Urheberrechtsverlaetzung (muss gezeigt werden das Original nicht im Trainingsdatensatz)\n\t-\n- Urheberrecht Training der AI\n\t- Erneut keine expliziete gesetzesgrunbdlage, angenommen Urhebergesetz ueber Datamining greift\n\t- Auch Urheberrechtlich geschuetzte Daten durefen zum training verwendet werden, solange: kein einspruch, in maschienenlesbarer Form vorliegt, die inhalte Rechtmaesig im Internet stehen, keine Zugangskontrolierenden massnahmen umgangen werden",536870921]],["^15",[4460,"^17",1761642515206,536870921]],["^15",[4460,"^Z","pages/Urheberrecht %23Note.md",536870921]],["^15",[4461,"^Q","Unterscheliche Deutung zu vorherigen: Schutz moeglich wenn Prompt und Output originell sind > d.h. personlichkeit des Autors iwderspiegelt",536870921]],["^15",[4461,"^O","^1@",536870921]],["^15",[4461,"^F",4478,536870921]],["^15",[4461,"^X",4185,536870921]],["^15",[4461,"^V",4468,536870921]],["^15",[4461,"^U",4,536870921]],["^15",[4461,"^U",11,536870921]],["^15",[4461,"^U",4185,536870921]],["^15",[4461,"^;","~u69008813-6f40-471f-a7cc-e3a026db7704",536870921]],["^15",[4462,"^Q","Entwichler der Modelle haben selbst auch kein recht am generierten werk, sie schufen lediglich die Logik mit jener eine generation erfolgte",536870921]],["^15",[4462,"^O","^1@",536870921]],["^15",[4462,"^F",4476,536870921]],["^15",[4462,"^X",4185,536870921]],["^15",[4462,"^V",4489,536870921]],["^15",[4462,"^U",4,536870921]],["^15",[4462,"^U",11,536870921]],["^15",[4462,"^U",4185,536870921]],["^15",[4462,"^;","~u69008813-14da-4cf5-960f-42e68797a02f",536870921]],["^15",[4463,"^Q","EU richtlinien, Copyright Ai?",536870921]],["^15",[4463,"^O","^1@",536870921]],["^15",[4463,"^F",4464,536870921]],["^15",[4463,"^X",4185,536870921]],["^15",[4463,"^V",4464,536870921]],["^15",[4463,"^U",4,536870921]],["^15",[4463,"^U",11,536870921]],["^15",[4463,"^U",4185,536870921]],["^15",[4463,"^;","~u69008813-ced1-4974-ac09-28508d8e14d7",536870921]],["^15",[4464,"^Q","https://www.derstandard.de/story/2000144311970/wer-ist-urheber-eines-ki-werkes",536870921]],["^15",[4464,"^O","^1@",536870921]],["^15",[4464,"^F",4467,536870921]],["^15",[4464,"^X",4185,536870921]],["^15",[4464,"^V",4475,536870921]],["^15",[4464,"^U",4,536870921]],["^15",[4464,"^U",11,536870921]],["^15",[4464,"^U",4185,536870921]],["^15",[4464,"^;","~u69008813-adcf-450f-979a-f7e6120ca171",536870921]],["^15",[4465,"^Q","kein schutz wenn: Referenzfoto, stylwahl > output; ausslieslich Ki Kreative Entscheidung getroffen hat",536870921]],["^15",[4465,"^O","^1@",536870921]],["^15",[4465,"^F",4461,536870921]],["^15",[4465,"^X",4185,536870921]],["^15",[4465,"^V",4461,536870921]],["^15",[4465,"^U",4,536870921]],["^15",[4465,"^U",11,536870921]],["^15",[4465,"^U",4185,536870921]],["^15",[4465,"^;","~u69008813-94a2-41ce-bc90-dd5c3691b42e",536870921]],["^15",[4466,"^Q","",536870921]],["^15",[4466,"^O","^1@",536870921]],["^15",[4466,"^F",4474,536870921]],["^15",[4466,"^X",4185,536870921]],["^15",[4466,"^V",4475,536870921]],["^15",[4466,"^U",4,536870921]],["^15",[4466,"^U",11,536870921]],["^15",[4466,"^U",4185,536870921]],["^15",[4466,"^;","~u69008813-baa4-46fd-a10c-a7c938b756d5",536870921]],["^15",[4467,"^Q","https://iartificial.blog/de/Automatisierung/Urheberrecht-im-Zeitalter-der-KI,-wer-der-wahre-Autor-ist/",536870921]],["^15",[4467,"^O","^1@",536870921]],["^15",[4467,"^F",4470,536870921]],["^15",[4467,"^X",4185,536870921]],["^15",[4467,"^V",4475,536870921]],["^15",[4467,"^U",4,536870921]],["^15",[4467,"^U",11,536870921]],["^15",[4467,"^U",4185,536870921]],["^15",[4467,"^;","~u69008813-a47a-4e93-b5a2-c051704c1bc0",536870921]],["^15",[4468,"^Q","EU-Urheberrecht noch keine expliziete Gesetzesgrundlage",536870921]],["^15",[4468,"^O","^1@",536870921]],["^15",[4468,"^F",4486,536870921]],["^15",[4468,"^X",4185,536870921]],["^15",[4468,"^V",4475,536870921]],["^15",[4468,"^U",4,536870921]],["^15",[4468,"^U",11,536870921]],["^15",[4468,"^U",4185,536870921]],["^15",[4468,"^;","~u69008813-8ab1-44d9-8d2e-e58d871cf409",536870921]],["^15",[4469,"^Q","zufaelige doppelschopfungen sind keine Urheberrechtsverlaetzung (muss gezeigt werden das Original nicht im Trainingsdatensatz)",536870921]],["^15",[4469,"^O","^1@",536870921]],["^15",[4469,"^F",4479,536870921]],["^15",[4469,"^X",4185,536870921]],["^15",[4469,"^V",4479,536870921]],["^15",[4469,"^U",4,536870921]],["^15",[4469,"^U",11,536870921]],["^15",[4469,"^U",4185,536870921]],["^15",[4469,"^;","~u69008813-2a39-43e9-9ad9-d7086f2d1f2d",536870921]],["^15",[4470,"^Q","US Copyright Office Bericht",536870921]],["^15",[4470,"^O","^1@",536870921]],["^15",[4470,"^F",4475,536870921]],["^15",[4470,"^X",4185,536870921]],["^15",[4470,"^V",4475,536870921]],["^15",[4470,"^U",4,536870921]],["^15",[4470,"^U",11,536870921]],["^15",[4470,"^U",4185,536870921]],["^15",[4470,"^;","~u69008813-b816-4c44-9c9b-3f907562152e",536870921]],["^15",[4471,"^Q","Auch Urheberrechtlich geschuetzte Daten durefen zum training verwendet werden, solange: kein einspruch, in maschienenlesbarer Form vorliegt, die inhalte Rechtmaesig im Internet stehen, keine Zugangskontrolierenden massnahmen umgangen werden",536870921]],["^15",[4471,"^O","^1@",536870921]],["^15",[4471,"^F",4488,536870921]],["^15",[4471,"^X",4185,536870921]],["^15",[4471,"^V",4483,536870921]],["^15",[4471,"^U",4185,536870921]],["^15",[4471,"^;","~u69008813-8526-4819-bfd4-17cdd86c4047",536870921]],["^15",[4472,"^Q","Mass durch mindestmass an kreativer Originalitaet/persönliche geistige Schöpfungen eines Menschen kann Urheberecht entstehen (mindestmass ist einzelfall abhaenig, jedoch ist das blosse kuerzen oder umformulieren nicht schuetzbar)",536870921]],["^15",[4472,"^O","^1@",536870921]],["^15",[4472,"^F",4489,536870921]],["^15",[4472,"^X",4185,536870921]],["^15",[4472,"^V",4484,536870921]],["^15",[4472,"^U",4,536870921]],["^15",[4472,"^U",11,536870921]],["^15",[4472,"^U",4185,536870921]],["^15",[4472,"^;","~u69008813-6ca5-4551-b638-70e8a988e151",536870921]],["^15",[4473,"^Q","https://www.iit-berlin.de/wp-content/uploads/2025/02/2025-03-iit-perspektive-Urheberrecht_KI_Beitraege_V05.pdf",536870921]],["^15",[4473,"^O","^1@",536870921]],["^15",[4473,"^F",4484,536870921]],["^15",[4473,"^X",4185,536870921]],["^15",[4473,"^V",4484,536870921]],["^15",[4473,"^U",4,536870921]],["^15",[4473,"^U",11,536870921]],["^15",[4473,"^U",4185,536870921]],["^15",[4473,"^;","~u69008813-cb80-487b-9998-ac0ced574418",536870921]],["^15",[4474,"^Q","Urheberrechtsverletzung KI output",536870921]],["^15",[4474,"^O","^1@",536870921]],["^15",[4474,"^F",4468,536870921]],["^15",[4474,"^X",4185,536870921]],["^15",[4474,"^V",4475,536870921]],["^15",[4474,"^U",4,536870921]],["^15",[4474,"^U",11,536870921]],["^15",[4474,"^U",4185,536870921]],["^15",[4474,"^;","~u69008813-bedf-4d18-b3f5-33fc70afac92",536870921]],["^15",[4475,"^Q","TODO [#B] Urheber eines KI Generierten werkes: Nach",536870921]],["^15",[4475,"^O","^1@",536870921]],["^15",[4475,"^F",4485,536870921]],["^15",[4475,"^10","TODO",536870921]],["^15",[4475,"^X",4185,536870921]],["^15",[4475,"^V",4185,536870921]],["^15",[4475,"^U",4,536870921]],["^15",[4475,"^U",11,536870921]],["^15",[4475,"^U",4185,536870921]],["^15",[4475,"^>","B",536870921]],["^15",[4475,"^H",4,536870921]],["^15",[4475,"^H",11,536870921]],["^15",[4475,"^;","~u69008813-4831-4022-93eb-c04adbea9953",536870921]],["^15",[4476,"^Q","Anweisungen welche an AI gegeben werden nicht urheberrechtlich geschutzt, Anweisender Nutzer gibt AI lediglich befehle > hat auch kein Urheberrecht",536870921]],["^15",[4476,"^O","^1@",536870921]],["^15",[4476,"^F",4480,536870921]],["^15",[4476,"^X",4185,536870921]],["^15",[4476,"^V",4489,536870921]],["^15",[4476,"^U",4,536870921]],["^15",[4476,"^U",11,536870921]],["^15",[4476,"^U",4185,536870921]],["^15",[4476,"^;","~u69008813-3a5f-49e5-b2bd-db15afd20323",536870921]],["^15",[4477,"^Q","Schutz wenn: idee, eigenen Prompt verfasst (d.h. Mensch ausreichend kreative Entscheidungen getroffen hat) > outputt",536870921]],["^15",[4477,"^O","^1@",536870921]],["^15",[4477,"^F",4465,536870921]],["^15",[4477,"^X",4185,536870921]],["^15",[4477,"^V",4461,536870921]],["^15",[4477,"^U",4,536870921]],["^15",[4477,"^U",11,536870921]],["^15",[4477,"^U",4185,536870921]],["^15",[4477,"^;","~u69008813-a9b1-4e02-8ac8-b4e2838f21cb",536870921]],["^15",[4478,"^Q","EuGh: Persoenlichketi des Autors muss widergespiegelt werden, ergebniss der geistigen Schoepfung des Urhebers",536870921]],["^15",[4478,"^O","^1@",536870921]],["^15",[4478,"^F",4468,536870921]],["^15",[4478,"^X",4185,536870921]],["^15",[4478,"^V",4468,536870921]],["^15",[4478,"^U",4,536870921]],["^15",[4478,"^U",11,536870921]],["^15",[4478,"^U",4185,536870921]],["^15",[4478,"^;","~u69008813-03e2-416d-833a-2741fce29a9a",536870921]],["^15",[4479,"^Q","Liegt vor wenn: KI eine kopie oder widererkennabres werk des originals erstellt und das Original im trainingsdatensatz vorhanden 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68ca53d7-9930-438a-b1c3-15152c74611e\n- Gegenüberstellung ideologiebehaftet und simplifizierend\n ls-type:: annotation\n hl-page:: 1\n hl-color:: yellow\n id:: 68ca53dd-75df-4ea9-baa9-606789ecac65\n- Homogenitätstheorie orientiert sich an einem einheitlichen (homogenen) Volkswillen \n ls-type:: annotation\n hl-page:: 1\n hl-color:: green\n id:: 68ca53e7-904a-46d5-8137-5f1572c5b1a6\n- vorgegebenen Gemeinwohl (\"identitäre\"\n ls-type:: annotation\n hl-page:: 1\n hl-color:: green\n id:: 68ca53f7-1aaf-455e-808b-10cf9ddc70e7\n- Gefahren, die ihm innewohnen, liegen jedoch offen zutage\n ls-type:: annotation\n hl-page:: 1\n hl-color:: green\n id:: 68ca5434-c3fd-460d-a784-95538cdef37c\n- unterschiedlichen Interessen zu unterdrücken, schlägt im Extremfall in totale Herrschaft um\n ls-type:: annotation\n hl-page:: 1\n hl-color:: green\n id:: 68ca5444-0526-4fd0-a517-a3e019291fe8\n- leugnet die Legitimität1 von lnteressenskonflikten\n ls-type:: annotation\n hl-page:: 1\n hl-color:: green\n id:: 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Demokratieverständnis (...) einen konstitutiven3 Bestandteil\nls-type:: annotation\nhl-page:: 1\nhl-color:: blue\nid:: 68ca54cc-9823-4c50-b585-116cf64aa56a",536870921]],["^15",[4555,"^O","^1@",536870921]],["^15",[4555,"^F",4543,536870921]],["^15",[4555,"^X",4528,536870921]],["^15",[4555,"^V",4528,536870921]],["^15",[4555,"^U",4528,536870921]],["^15",[4555,"^?",["^ ","^18","annotation","^3@",1,"^3A","blue","^1;","68ca54cc-9823-4c50-b585-116cf64aa56a"],536870921]],["^15",[4555,"^J",["^18","^3@","^3A","^1;"],536870921]],["^15",[4555,"^4",["^ ","^18","annotation","^3@","1","^3A","blue","^1;","68ca54cc-9823-4c50-b585-116cf64aa56a"],536870921]],["^15",[4555,"^;","~u68ca54cc-9823-4c50-b585-116cf64aa56a",536870921]],["^15",[4556,"^Q","nicht Herrschaft des Volkes, sondern Herrschaft mit Zustimmung des Volkes\nls-type:: annotation\nhl-page:: 1\nhl-color:: blue\nid:: 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[Arbeit_im_Kapitalismus_Kapitalismus_und_Alternativen_bpb.de_1757666805909_0.pdf](../assets/Arbeit_im_Kapitalismus_Kapitalismus_und_Alternativen_bpb.de_1757666805909_0.pdf)\nfile-path:: ../assets/Arbeit_im_Kapitalismus_Kapitalismus_und_Alternativen_bpb.de_1757666805909_0.pdf\n\n- Viele misstrauen seiner analytischen Kraft\n ls-type:: annotation\n hl-page:: 1\n hl-color:: green\n id:: 68c3de71-1a34-4a81-9a9a-22486f6bc335\n- ideologisch geladen\n ls-type:: annotation\n hl-page:: 1\n hl-color:: green\n id:: 68c3de86-eaf5-403e-8ec1-13d1885b2a97\n- oft gar nicht definiert wird\n ls-type:: annotation\n hl-page:: 1\n hl-color:: green\n id:: 68c3de90-da1d-4324-a55e-1094ba4a38b8\n- Finanz- und Schuldenkrise seit 2008 hat dazu beigetragen\n ls-type:: annotation\n hl-page:: 1\n hl-color:: green\n id:: 68c3deaa-2bc7-44f9-8ca6-b5669bcaff68\n- Kapitalismus\" setzte sich aber erst seit 1850 allmählich durch, als Begriff der Kritik, seit den 1860er Jahren auch als sozialwissenschaftlicher Analysebegriff\n ls-type:: annotation\n hl-page:: 1\n hl-color:: blue\n id:: 68c3defc-f016-4046-ad17-b0925a3d42f5\n- Aneignung des Kapitals durch die einen, unter Ausschluss der anderen\n ls-type:: annotation\n hl-page:: 1\n hl-color:: blue\n id:: 68c3df0e-8d56-42d6-b93a-22960451a311\n- 1850\n ls-type:: annotation\n hl-page:: 1\n hl-color:: blue\n id:: 68c3df13-0e3f-42c0-a787-c26902e408ed\n- über die kapitalistische Produktionsweise und prägten damit die Bedeutung auch des Substantivs mit\n ls-type:: annotation\n hl-page:: 1\n hl-color:: blue\n id:: 68c3df5a-2f89-4c78-9e08-e75a7c8d654b\n- Marx und Engels\n ls-type:: annotation\n hl-page:: 1\n hl-color:: blue\n id:: 68c3df5d-8a34-43d4-8018-13eba5268a36\n- Begriff der Kritik und Begriff der Analyse\n ls-type:: annotation\n hl-page:: 1\n hl-color:: blue\n id:: 68c3df76-dfd5-447d-a747-304352543851\n- Individualisierte Eigentumsrechte, Märkte und Kommodifizierung, Investition, Kredit, Profit und Akkumulation, der Gegensatz zwischen Kapital und Arbeit, Ungleichheit, Fabrikindustrie und Industrialisierung\n ls-type:: annotation\n hl-page:: 1\n hl-color:: yellow\n id:: 68c3df9b-77eb-468f-a285-e00c6ba280a1\n- Er wurde genutzt, um bestimmte Elemente der damaligen Gegenwart zu betonen und meist kritisch zu beleuchten, im Kontrast zu früheren, vorkapitalistischen Verhältnissen\n ls-type:: annotation\n hl-page:: 1\n hl-color:: yellow\n id:: 68c3dfe0-5723-4fec-ab07-6d7c4aa2c607\n- Realität des Kapitalismus viel älter war als sein Begriff\n ls-type:: annotation\n hl-page:: 1\n hl-color:: blue\n id:: 68c3e075-9d26-4323-a75f-dc2731c2a413\n hl-stamp:: 1757667452660\n- Kaufmannskapitalismus im Fern- und Großhandel\n ls-type:: annotation\n hl-page:: 1\n hl-color:: blue\n id:: 68c3e083-3d64-48e7-880d-ea3e28d112a1\n- seit dem Hochmittelalter\n ls-type:: annotation\n hl-page:: 1\n hl-color:: blue\n id:: 68c3e088-ee21-432f-b39c-777f10e27056\n- Finanzkapitalismus \n ls-type:: annotation\n hl-page:: 1\n hl-color:: blue\n id:: 68c3e092-321c-4c1a-b7ab-b0d8eb8fa625\n- Bankhäuser des späten Mittelalters\n ls-type:: annotation\n hl-page:: 1\n hl-color:: blue\n id:: 68c3e097-7e00-4d8d-b4fa-9ed408c41c25\n- Repräsentationsbedürfnisse zu befriedigen, ihre Kriege zu führen und bisweilen auch ihre Länder zu modernisieren\n ls-type:: annotation\n hl-page:: 1\n hl-color:: blue\n id:: 68c3e0b4-838e-4867-accb-c150bf9af9b3\n- Plantagenkapitalismus war nicht unbekannt. Er war im Zuge der europäischen Kolonialisierung\n ls-type:: annotation\n hl-page:: 1\n hl-color:: blue\n id:: 68c3e0d8-c7de-442d-9c9f-9de29f8898c5\n- Agrarkapitalismus blieb nicht unbeachtet, der in England seit dem 16. Jahrhundert\n ls-type:: annotation\n hl-page:: 2\n hl-color:: blue\n id:: 68c3e0eb-c53f-4148-a271-04224d80d0d1\n- Getreide auf internationalen Märkten nach kapitalistischen Grundsätzen verkauften\n ls-type:: annotation\n hl-page:: 2\n hl-color:: blue\n id:: 68c3e0fc-1a62-4c56-a272-aa69cf94070d\n- Kapitalismus gab und gibt es nicht erst seit der Industrialisierung\n ls-type:: annotation\n hl-page:: 2\n hl-color:: blue\n id:: 68c3e13d-075e-42f3-b0f7-5f429cd29526\n- Industriekapitalismus, der sich seit dem späten 18. Jahrhundert\n ls-type:: annotation\n hl-page:: 2\n hl-color:: blue\n id:: 68c3e154-2028-45dc-96c0-0289c447f2b1\n- präzedenzlosen Zunahme der Produktivität, zu allmählich beschleunigtem Wirtschaftswachstum\n ls-type:: annotation\n hl-page:: 2\n hl-color:: yellow\n id:: 68c3e17b-49c9-4da0-92db-a084f4e3fc6e\n- Anhebung des Lebensstandards\n ls-type:: annotation\n hl-page:: 2\n hl-color:: yellow\n id:: 68c3e184-0422-4319-87ce-1bfb2a3edecf\n- Lohnarbeit auf vertraglicher Grundlage wurde nun zum Massenphänomen\n ls-type:: annotation\n hl-page:: 2\n hl-color:: yellow\n id:: 68c3e192-3976-48aa-bca9-8fda564a2a49\n- Arbeitsbeziehungen wurden kapitalistisch, das heißt abhängig von schwankenden Arbeitsmärkten\n ls-type:: annotation\n hl-page:: 2\n hl-color:: yellow\n id:: 68c3e19f-7f8b-4288-ae55-492b38235ca2\n- Klassengegensatz zwischen Kapital und Arbeit wurde damit offenkundig, als Herrschafts- und Verteilungskampf\n ls-type:: annotation\n hl-page:: 2\n hl-color:: yellow\n id:: 68c3e1b0-b37c-4e85-8fe5-d784fe799847\n- Technische und organisatorische Innovation wurde zur Regel\n ls-type:: annotation\n hl-page:: 2\n hl-color:: yellow\n id:: 68c3e1cf-e605-4c0a-8121-df3a8db34001\n- \"schöpferische Zerstörung\" als Kern der kapitalistischen Wirtschaftsweise\n ls-type:: annotation\n hl-page:: 2\n hl-color:: red\n id:: 68c3e1df-c957-4aef-b829-047173881fbd\n- Marx beobachtete: \"Die fortwährende Umwälzung der Produktion, die ununterbrochene Erschütterung der gesellschaftlichen Zustände, die ewige Unsicherheit und Bewegung zeichnet die Bourgeois-Epoche vor allen anderen aus.\" \n ls-type:: annotation\n hl-page:: 2\n hl-color:: red\n id:: 68c3e212-5d38-462b-81a5-fd5d6283b024\n- Arbeiterinnen unter härtester Ausbeutung, extrem langen Arbeitszeiten und niedrigen Löhnen, Not und Entbehrung gelitten\n ls-type:: annotation\n hl-page:: 2\n hl-color:: green\n id:: 68c3e265-c29d-4976-b58a-87f0bd28eb45\n- Arbeiterquartieren schnell wachsender Städte, der verzweifelte Aufstand der schlesischen Weber\n ls-type:: annotation\n hl-page:: 2\n hl-color:: green\n id:: 68c3e293-c317-493c-bd42-94b583922308\n- entstehender Bereiche von Ausbeutung und Armut mit fortschreitender Industrialisierung eine Aufwärtsentwicklung der Arbeits- und Lebensverhältnisse\n ls-type:: annotation\n hl-page:: 2\n hl-color:: green\n id:: 68c3e2b6-48e1-4bb7-bdf2-bd9ed78ebdf9\n- allmählich, ungleich verteilt und immer wieder durch Krisen und Kriege unterbrochen\n ls-type:: annotation\n hl-page:: 2\n hl-color:: green\n id:: 68c3e2ba-5112-4470-b730-91cab8169910\n- und kollektive Arbeiterrechte in hohem Maße durchgesetzt\n ls-type:: annotation\n hl-page:: 2\n hl-color:: green\n id:: 68c3e2f4-d684-4041-8781-05b1f3410005\n- Normalarbeitsverhältnis\n ls-type:: annotation\n hl-page:: 2\n hl-color:: green\n id:: 68c3e2fe-0481-45e5-bf4b-2212306dfc02\n- Errungenschaft über die Jahrhunderte alles andere als \"normal\" war\n ls-type:: annotation\n hl-page:: 2\n hl-color:: green\n id:: 68c3e308-9720-4e53-85b7-4f838b00216a\n- Produktivitätsfortschritte erzielt, die die genannten Verbesserungen erst möglich machten. Diese wären ohne Lohnarbeit schwer denkbar gewesen\n ls-type:: annotation\n hl-page:: 2\n hl-color:: green\n id:: 68c3e34d-1d83-48be-9a3b-0b08cb08a7ce\n- Flexibilität, die es kapitalistisch kalkulierenden Unternehmensleitungen erlaubt, Arbeitskräfte in Bezug auf den Unternehmenszweck optimal zu rekrutieren\n ls-type:: annotation\n hl-page:: 2\n hl-color:: green\n id:: 68c3e361-fde2-4ad6-9f3f-c6af6c7e302e\n- Kosten\" dieser Flexibilität etwa im Falle der Entlassung zu \"externalisieren\n ls-type:: annotation\n hl-page:: 2\n hl-color:: green\n id:: 68c3e3b8-a994-45b7-9c4b-b66eb27305d4\n- Gesellschaft in die Pflicht nimmt\n ls-type:: annotation\n hl-page:: 2\n hl-color:: green\n id:: 68c3e3be-6abb-4216-8226-beb721212648\n- Arbeitszeitverkürzung, schonender Umgang mit der Ressource \"Arbeitskraft\"\n ls-type:: annotation\n hl-page:: 2\n hl-color:: green\n id:: 68c3e441-f257-407a-9d49-d5338e4ad9a8\n- Antrieb: die staatliche Intervention\n ls-type:: annotation\n hl-page:: 2\n hl-color:: purple\n id:: 68c3e47e-7f3f-48f6-95ed-02b0611d053c\n- Eines hing mit der öffentlichen Sichtbarkeit der Lohnarbeit zusammen\n ls-type:: annotation\n hl-page:: 2\n hl-color:: purple\n id:: 68c3e4c1-99de-4551-9928-415513ca76c9\n- Kinderarbeit, die als Teil des landwirtschaftlichen Betriebs und der gewerblichen Heimarbeit über Jahrhunderte selbstverständlich gewesen war, aber, herausgelöst aus Familie und Haushalt, zum Problem wurde\n ls-type:: annotation\n hl-page:: 2\n hl-color:: purple\n id:: 68c3e4d0-5aff-4b68-b76d-e832400e9233\n- Bismarckschen Sozialversicherungen der 1880er Jahre\n ls-type:: annotation\n hl-page:: 3\n hl-color:: purple\n id:: 68c3e4f5-624c-46e4-a2c2-bad6cb051815\n- erfolgreichen Wirtschaftswachstums während des dritten Viertels des 20. Jahrhunderts wurde dieser Ausbau des Sozialstaats beschleunigt fortgesetzt\n ls-type:: annotation\n hl-page:: 3\n hl-color:: purple\n id:: 68c3e513-b8ae-400a-b81a-ed862aa27a8f\n- Zu den Voraussetzungen gehörten Wirtschaftswachstum, kritische Öffentlichkeit und ein starker Staat. \n ls-type:: annotation\n hl-page:: 3\n hl-color:: purple\n id:: 68c3e539-404c-49b3-8efb-eab10aabf3e3\n- Unterordnung und Disziplinierung enthält das kapitalistische Lohnarbeitsverhältnis für die Arbeitenden\n ls-type:: annotation\n hl-page:: 3\n hl-color:: yellow\n id:: 68c3e596-938e-47af-b86a-f9458f9ff203\n- Nicht-Besitz an Produktionsmitteln als Ausweis von \"Freiheit\" zu bezeichnen\n ls-type:: annotation\n hl-page:: 3\n hl-color:: yellow\n id:: 68c3e5ac-472b-404b-9abc-b614adb261bc\n- frei sind Lohnarbeiter im Unterschied zu Zwangsarbeitern\n ls-type:: annotation\n hl-page:: 3\n hl-color:: yellow\n id:: 68c3e5c9-07f9-4ec2-92f7-db72b7fc932f\n- Frei von außerökonomischem Zwang können Lohnarbeiter ein Arbeitsverhältnis eingehen und kündigen\n ls-type:: annotation\n hl-page:: 3\n hl-color:: yellow\n id:: 68c3e5f5-3a3d-472b-89ec-d0179c99634f\n- nicht aber um die Zurverfügungstellung beziehungsweise die Indienstnahme der ganzen Person des/der Arbeitenden.\n ls-type:: annotation\n hl-page:: 3\n hl-color:: yellow\n id:: 68c3e610-b8a2-473b-a071-e6626c3bd59a\n- Arbeitenden aus harter Überlebensnotwendigkeit und angesichts des Fehlens von alternativen Arbeitsplatzangeboten auf einem nicht ausdifferenzierten, vielmehr monokulturellen Arbeitsmarkt faktisch gezwungen waren\n ls-type:: annotation\n hl-page:: 3\n hl-color:: yellow\n id:: 68c3e66c-823f-4948-aa4e-48b02e87ddbb\n- \"freie\" und \"unfreie\" Arbeit, etwa auf großen Plantagenwirtschaften des Globalen Südens, in ihren Alltagswirkungen auf die Betroffenen eher graduell als prinzipiell unterschieden\n ls-type:: annotation\n hl-page:: 3\n hl-color:: yellow\n id:: 68c3e6a4-5af1-4419-954e-e428bdcf3a49\n- Kapitalismus nicht nur auf der Basis von Lohnarbeit funktioniert, sondern – unter bestimmten Bedingungen – auch Sklavenarbeit, Zwangsarbeit oder Gesindedienst ausnutzen kann\n ls-type:: annotation\n hl-page:: 3\n hl-color:: red\n id:: 68c3e6c2-c676-46c9-b5ea-eb81243250e5\n- Freiheit der Lohnarbeiter war und ist ihre Fähigkeit, sich individuell und kollektiv entweder zur Wehr zu setzen\n ls-type:: annotation\n hl-page:: 3\n hl-color:: blue\n id:: 68c3e6fc-25d4-486a-96bd-6b98a67f741b\n- Ansprüche auf Verbesserungen zu formulieren und durchzusetzen\n ls-type:: annotation\n hl-page:: 3\n hl-color:: blue\n id:: 68c3e702-2be9-46c9-bd75-beb670768679\n- gegen die Unsicherheiten zu schützen, die mit der Fortentwicklung der kapitalistischen Wirtschaftsweise regelmäßig zunahmen\n ls-type:: annotation\n hl-page:: 3\n hl-color:: blue\n id:: 68c3e738-abd0-47d7-b4ff-e19772628563\n- Verteilungs- und Herrschaftskonflikten, die im KapitalArbeit-Verhältnis angelegt sind.\n ls-type:: annotation\n hl-page:: 3\n hl-color:: blue\n id:: 68c3e75a-b0c3-4e1b-bdf4-9c2770e132fe\n- Verteidigung überkommener nicht-kapitalistischer Arbeits- und Lebensformen gegen den sich breitmachenden Kapitalismus\n ls-type:: annotation\n hl-page:: 3\n hl-color:: blue\n id:: 68c3e76c-f496-4100-bcf7-84d5d6dce767\n- Es war der Druck der Arbeiterforderungen im Betrieb, in den Streiks, durch Gewerkschaften und in der Politik, der zu den genannten Verbesserungen der Arbeitsverhältnisse beitrug\n ls-type:: annotation\n hl-page:: 3\n hl-color:: red\n id:: 68c3e788-ec0a-4a7a-a124-c16e8c93480a\n- Bedeutungsabnahme des gewerblich-industriellen Sektors und der Aufstieg der Dienstleistungen\n ls-type:: annotation\n hl-page:: 3\n hl-color:: yellow\n id:: 68c407fc-401b-4a6f-98e9-ef179079fffd\n- anteilsmäßige Abnahme der Arbeiter im Unterschied zu Angestellten und Selbstständigen\n ls-type:: annotation\n hl-page:: 3\n hl-color:: yellow\n id:: 68c40817-77f9-41c4-950a-aa3fbec1f5c8\n- Reduktion der harten körperlichen Arbeit dank Maschinisierung, Automatisierung und Digitalisierung, die exorbitante Ausweitung des Konsums, aber auch die Demokratisierung von Staat\n ls-type:: annotation\n hl-page:: 3\n hl-color:: yellow\n id:: 68c40830-af8c-47f3-b7d1-56afc35a69ba\n- Arbeiterfrage\" längst ihren aufwühlenden, radikale Proteste hervortreibenden, die Gesellschaft erschütternden Charakter verloren\n ls-type:: annotation\n hl-page:: 4\n hl-color:: red\n id:: 68c43e57-dbb4-4103-8be9-c6ac2876797e\n- Jetzt hat sie aufgehört, im Zentrum der zeitgenössischen Kapitalismuskritik zu stehen\n ls-type:: annotation\n hl-page:: 4\n hl-color:: red\n id:: 68c43e76-51a9-4033-b4db-ff56f3396e78\n- eher auf eklatante Missstände im globalisierten Finanzkapitalismus, auf zunehmende Einkommens- und Vermögensungleichheit als Folge sowie auf die vom Kapitalismus ausgehende Gefährdung von gesellschaftlichem Zusammenhalt, Demokratie, Umwelt und Nachhaltigkeit\n ls-type:: annotation\n hl-page:: 4\n hl-color:: red\n id:: 68c43eae-647e-44cd-bdcd-422d9d0e849f\n- global ausbreitenden Kapitalismus und zunehmender grenzüberschreitender Verflechtung zwischen Ländern\n ls-type:: annotation\n hl-page:: 4\n hl-color:: yellow\n id:: 68c43edf-2eaf-48d4-8fab-9073b6c3c3bd\n- organisierten\" oder \"koordinierten\" Kapitalismus der vorangehenden Jahrzehnte in den ökonomisch weit entwickelten Ländern des Westens unter Druck\n ls-type:: annotation\n hl-page:: 4\n hl-color:: yellow\n id:: 68c43ef5-0a92-44d9-a218-3108122c939a\n- Zugleich erlebte der an sich viel ältere Finanzkapitalismus einen überproportionalen Wachstumsschub\n ls-type:: annotation\n hl-page:: 4\n hl-color:: yellow\n id:: 68c43f1e-9ba9-4db4-84eb-b5b873ddc862\n- spezialisierte Investoren verstärkt auf den Plan, die in harter Konkurrenz miteinander Anlegerinteressen vertraten\n ls-type:: annotation\n hl-page:: 4\n hl-color:: yellow\n id:: 68c43f7d-501f-48cb-b045-85f55a172b29\n- shareholder value zur Dominanz verhalfen,\n ls-type:: annotation\n hl-page:: 4\n hl-color:: yellow\n id:: 68c43f8d-1c49-48f5-b921-a88911b730e3\n- das Profitmotiv in den Leitungsentscheidungen der Unternehmen absolut tonangebend wurde und die Gesetze des Marktes immer direkter, unverblümter und zwanghafter die Entscheidungen und Verhaltensweisen der ökonomischen Akteure prägten.\n ls-type:: annotation\n hl-page:: 4\n hl-color:: red\n id:: 68c43fcb-8d7f-4c19-9793-5ddd5f2f0d34\n- gewannen neoliberale Grundsätze und neoliberale Rhetoriken erheblich an Boden\n ls-type:: annotation\n hl-page:: 4\n hl-color:: red\n id:: 68c43ff5-1775-4c79-8aa3-b071ae141899\n- trauten der Regulierung durch staatliche Institutionen wenig, der Selbstregulierungsfähigkeit der Marktkräfte alles\n ls-type:: annotation\n hl-page:: 4\n hl-color:: yellow\n id:: 68c44015-d4c0-4fe5-a246-b2917f2716aa\n- Stimmungsumschwung doch mit einer Welle von Privatisierungen und Deregulierungen verbunden\n ls-type:: annotation\n hl-page:: 4\n hl-color:: red\n id:: 68c44046-c4b2-481a-85bf-5a86d5e7f8dc\n- Sie waren überdies wichtige Bedingungen der großen Finanz- und Wirtschaftskrise seit2008\n ls-type:: annotation\n hl-page:: 4\n hl-color:: yellow\n id:: 68c44074-1042-4aa5-a805-557f3c65aaff\n- sogenannten atypischen Beschäftigungsverhältnisse – in der Bundesrepublik Deutschland etwa 5:1 betrug, verschob sie sich bis 1990 auf 4:1 und bis heute auf etwa 2:1\n ls-type:: annotation\n hl-page:: 4\n hl-color:: red\n id:: 68c440c2-f7b1-4bbc-b565-746e841b6d85\n- Flexibilitätszumutungen an die Einzelnen steigen\n ls-type:: annotation\n hl-page:: 4\n hl-color:: red\n id:: 68c440e6-077d-4cc8-8944-c297a4ccdd37\n- Nicht jedes in diesem Sinn \"atypische\" Beschäftigungsverhältnis ist prekär\n ls-type:: annotation\n hl-page:: 4\n hl-color:: yellow\n id:: 68c4412e-58b6-4d61-bbfd-7048a7090041\n- Verbindung von Arbeit und Freizeit, zur Vereinbarung von Beruf und Familie\n ls-type:: annotation\n hl-page:: 4\n hl-color:: yellow\n id:: 68c4414a-62e9-4ce7-8f34-34d7671434af\n- erschwert deren Lebensplanung\n ls-type:: annotation\n hl-page:: 4\n hl-color:: yellow\n id:: 68c4415b-995c-4525-95b9-92da71c7943b\n- Es steht zu befürchten, dass die Flexibilisierung und Fragmentierung der Arbeitsverhältnisse zu einer Erosion der individuellen Identitäten und des sozialen Zusammenhalts führen\n ls-type:: annotation\n hl-page:: 4\n hl-color:: red\n id:: 68c44179-cf08-4cff-8e1d-24553b0f495f\n- vergesellschaftende Kraft der Arbeit hat in den vergangenen Jahren abgenommen\n ls-type:: annotation\n hl-page:: 4\n hl-color:: red\n id:: 68c441c2-54ae-485b-8363-3e1461cb819e\n- unterschiedliche Formen von wenig geregelter, kaum kodifizierter, damit aber sehr ungeschützter und verletzbarer Arbeit in wechselnden Positionen\n ls-type:: annotation\n hl-page:: 4\n hl-color:: yellow\n id:: 68c4420d-ff99-46eb-ba4c-83cd085a2a05\n- schon weil man von einer allein nicht leben könnte. Zu Recht gelten diese Arten von kapitalistisch abhängiger Arbeit als höchst prekär.\n ls-type:: annotation\n hl-page:: 4\n hl-color:: yellow\n id:: 68c44241-1f61-416d-9c83-6110ca7673a0\n- auch von vielen Kindern geleistet\n ls-type:: annotation\n hl-page:: 4\n hl-color:: yellow\n id:: 68c4424f-a4a3-4b15-b30b-71ccc6ff4141\n- multinationale Konzerne mit Machtzentrum im Globalen Norden\n ls-type:: annotation\n hl-page:: 4\n hl-color:: yellow\n id:: 68c442b5-88d5-45a7-bc91-859463f58da7\n- Sub-Unternehmer oder Agenten, wobei gesetzliche Schutzbestimmungen, soweit sie überhaupt existieren, meist halbherzig sind und häufig umgangen\n ls-type:: annotation\n hl-page:: 4\n hl-color:: red\n id:: 68c442e8-1535-4c89-8b89-6db72a37831d\n- es handelt sich um spät- oder postkoloniale Abhängigkeit\n ls-type:: annotation\n hl-page:: 4\n hl-color:: red\n id:: 68c44310-f351-4150-a5a5-96a3f1b76905\n- Gelänge es, in unseren Köpfen eine wirklich globale Perspektive zu verankern, wäre die \"Arbeiterfrage\", jetzt als weltweites Phänomen, jedoch sofort wieder da: moralisch herausfordernd, ein gravierendes Problem sozialer Gerechtigkeit. 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auf Augenhöhe\n ls-type:: annotation\n hl-page:: 4\n hl-color:: yellow\n id:: 68a45857-6bed-4bf3-9d07-639f4d063974\n- neue und bestehende Technologien auf ihre Vertrauenswürdigkeit hin zu bewerten\n ls-type:: annotation\n hl-page:: 4\n hl-color:: yellow\n id:: 68a45871-c403-45f6-87ef-7a9858fc3f43\n- Wertschöpfungsketten intelligent zu nutzen\n ls-type:: annotation\n hl-page:: 4\n hl-color:: yellow\n id:: 68a45878-5277-4963-b3e4-eb0bf1f85213\n- vollständige Digitale Souveränität in einer vernetzten Welt weder realistisch noch zielführend ist\n ls-type:: annotation\n hl-page:: 4\n hl-color:: yellow\n id:: 68a4588d-033e-4f6d-960c-7db3d435247a\n- Risikoabwägung stattnden\n ls-type:: annotation\n hl-page:: 4\n hl-color:: yellow\n id:: 68a4589a-9e23-4d8f-9d2c-3a74050de2e4\n- Digitale Souveränität Europas muss elementarer Bestandteil einer solchen Digitalstrategie \n ls-type:: annotation\n hl-page:: 7\n hl-color:: yellow\n id:: 68a458d2-be67-41ca-90a7-285216ed23d5\n- politische und wirtschaftliche Selbstbestimmung auch im digitalen Zeitalter zu erhalten \n ls-type:: annotation\n hl-page:: 7\n hl-color:: yellow\n id:: 68a4591d-4eb1-4bb1-b929-b03d460c53b5\n- Einbettung in globale Zusammenhänge, muss und kann auch unter Rückgri auf globale Technologieressourcen seine Digitale Souveränität stärken\n ls-type:: annotation\n hl-page:: 7\n hl-color:: yellow\n id:: 68a459ad-35e4-4961-9bc6-ccc9a04c8a64\n- über die EU-Grenzen hinaus muss auch weiterhin möglich sein\n ls-type:: annotation\n hl-page:: 7\n hl-color:: yellow\n id:: 68a459c3-e3c6-4699-951d-078e986629e4\n- Dimensionen Digitaler Souveränität darf Europa gerade bei der Entwicklung neuer Technologien, damit verbundener Geschäftsmodelle und entsprechender Ökosysteme, den Anschluss nicht verlieren\n ls-type:: annotation\n hl-page:: 7\n hl-color:: yellow\n id:: 68a45a0d-9796-4352-a37e-46588faf7a69\n- kein fest umrissener Terminus\n ls-type:: annotation\n hl-page:: 9\n hl-color:: yellow\n id:: 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Daten\n ls-type:: annotation\n hl-page:: 9\n hl-color:: green\n id:: 68a45c6b-6ce2-4dcf-ad06-a8c2db3bd9ba\n- Geschäftsperspektive beschäftigt sich mit Fragen der Nutzung und Datenhoheit von personenbezogenen und nichtpersonenbezogenen Daten von Unternehmen\n ls-type:: annotation\n hl-page:: 9\n hl-color:: green\n id:: 68a45ca5-f0be-4fa3-a878-53d6fafbb24e\n- politische Perspektive die sich mit Fragen von Zugrien und Zugrisrechten von Staaten und Sicherheitsbehörden\n ls-type:: annotation\n hl-page:: 9\n hl-color:: green\n id:: 68a45ccd-e42d-4aa9-bebf-df2a7e65c382\n- Selbstbestimmtheit als Ausdruck Digitaler Souveränität ist umso bedeutender, je kritischer der Einsatzbereich digitaler Technologien\n ls-type:: annotation\n hl-page:: 9\n hl-color:: yellow\n id:: 68a7060d-73ee-4a5d-8289-2d9cec4d2e43\n- insbesondere souveräner Bürger und Bürgerinnen als Co-Produzenten digitaler Wertschöpfungsketten\n ls-type:: annotation\n hl-page:: 10\n hl-color:: yellow\n id:: 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Aber die Bourgeoisie hat nicht nur die Waen geschmiedet, die ihr den Tod bringen; sie hat auch die Männer gezeugt, die diese Waen führen werden – die modernen Arbeiter, die Proletarier\n ls-type:: annotation\n hl-page:: 17\n hl-color:: red\n id:: 68dbb419-0221-4e87-b312-cb37dfd94faf\n- Industriesoldaten\n ls-type:: annotation\n hl-page:: 17\n hl-color:: yellow\n id:: 68dbb630-bdb1-41b0-9029-42edbf02778c\n- Despotie ist um so kleinlicher, gehässiger, erbitterter, je oener sie den Erwerb als ihren Zweck proklamiert\n ls-type:: annotation\n hl-page:: 17\n hl-color:: yellow\n id:: 68dbb67d-9811-4778-ac33-8b2eba743170\n- desto mehr wird die Arbeit der Männer durch die der Weiber verdrängt. Geschlechts- und Altersunterschiede haben keine gesellschaftliche Geltung mehr für17 die Arbeiterklasse. Es gibt nur noch Arbeitsinstrumente\n ls-type:: annotation\n hl-page:: 17\n hl-color:: yellow\n id:: 68dbb6c0-cbd0-42d2-9829-50ff98acdf74\n- Das Proletariat macht verschiedene Entwicklungsstufen durch. Sein Kampf gegen die Bourgeoisie beginnt mit seiner Existenz\n ls-type:: annotation\n hl-page:: 18\n hl-color:: red\n id:: 68dbb7eb-3548-4884-8649-c66be7dbf8c0\n- die Feinde ihrer Feinde\n ls-type:: annotation\n hl-page:: 18\n hl-color:: yellow\n id:: 68dbb88e-102b-4773-8386-ab6a20822ad8\n- Lebenslagen innerhalb des Proletariats gleichen sich immer mehr aus\n ls-type:: annotation\n hl-page:: 18\n hl-color:: yellow\n id:: 68dbb986-ea1e-48aa-b82d-0cb5be649136\n- Koalitionen gegen die Bourgeois zu bilden;\n ls-type:: annotation\n hl-page:: 18\n hl-color:: yellow\n id:: 68dbb9eb-5e17-40bf-bedd-035c34764e4f\n- Es bedarf aber bloß der Verbindung, um die vielen Lokalkämpfe von überall gleichem Charakter zu einem nationalen, zu einem Klassenkampf zu zentralisieren\n ls-type:: annotation\n hl-page:: 18\n hl-color:: red\n id:: 68dbba68-cb18-4299-b158-abc1ac2d00db\n- Organisation der Proletarier zur Klasse, und damit zur politischen Partei, wird jeden Augenblick wieder gesprengt durch die Konkurrenz unter den Arbeitern selbst\n ls-type:: annotation\n hl-page:: 18\n hl-color:: yellow\n id:: 68dbba97-e8dc-41a6-b225-c0e591dbd344\n- erzwingt die Anerkennung einzelner Interesse der Arbeiter in Gesetzesform\n ls-type:: annotation\n hl-page:: 19\n hl-color:: yellow\n id:: 68dbbba3-ba46-4516-8caf-c494c78a2465\n- anfangs gegen die Aristokratie; später gegen die Teile der Bourgeoisie selbst\n ls-type:: annotation\n hl-page:: 19\n hl-color:: yellow\n id:: 68e8c009-99d8-406e-b1c1-08a64c72a09c\n- an das Proletariat zu appellieren, seine Hülfe in Anspruch zu nehmen\n ls-type:: annotation\n hl-page:: 19\n hl-color:: red\n id:: 68e8c033-5861-4a9e-9a42-1b0edf455571\n- daß ein kleiner Teil der herrschenden Klasse sich von ihr lossagt und sich der revolutionären Klasse anschließt\n ls-type:: annotation\n hl-page:: 19\n hl-color:: yellow\n id:: 68e8c081-24d2-44fe-87b8-89faecc16e36\n- um ihre Existenz als Mittelstände vor dem Untergang zu sichern. Sie sind also nicht revolutionär, sondern konservativ\n ls-type:: annotation\n hl-page:: 19\n hl-color:: yellow\n id:: 68e8c116-b17d-4477-90db-ad1e65135375\n- Der Proletarier ist eigentumslos; sein Verhältnis zu Weib und Kindern hat nichts mehr gemein mit dem bürgerlichen Familienverhältnis\n ls-type:: annotation\n hl-page:: 19\n hl-color:: red\n id:: 68e8c1d8-7194-405d-8a65-b2a37a04ae86\n- gesellschaftlichen Produktivkräfte nur erobern, indem sie ihre eigene bisherige Aneignungsweise und damit die ganze bisherige Aneignungsweise abschaen.\n ls-type:: annotation\n hl-page:: 19\n hl-color:: yellow\n id:: 68e8c239-f125-4a46-b5fe-7f9c0843139d\n- Bürgerkrieg innerhalb der bestehenden Gesellschaft bis zu dem Punkt, wo er in eine oene Revolution ausbricht und durch den gewaltsamen Sturz der Bourgeoisie das Proletariat seine Herrschaft\n ls-type:: annotation\n hl-page:: 20\n hl-color:: red\n id:: 68e8c29d-195e-4c62-a246-7e74244fe9c2\n- Kleinbürger zum Bourgeois unter dem Joch des feudalistischen Absolutismus. Der moderne Arbeiter dagegen, statt sich mit dem Fortschritt der Industrie zu heben, sinkt immer tiefer unter die Bedingungen seiner eigenen Klasse herab\n ls-type:: annotation\n hl-page:: 20\n hl-color:: yellow\n id:: 68e8c2f3-6fd2-477a-8bde-a2f26f52f1d8\n- unfähig zu herrschen, weil sie unfähig ist, ihrem Sklaven die Existenz selbst innerhalb seiner Sklaverei zu sichern, weil sie gezwungen ist, ihn in eine Lage herabsinken zu lassen, wo sie ihn ernähren muß, statt von ihm ernährt zu werden\n ls-type:: annotation\n hl-page:: 20\n hl-color:: red\n id:: 68e8c482-e17d-4944-aa45-c8d7b5b23b62\n- Bedingung für die Existenz und für die Herrschaft der Bourgeoisklasse ist die Anhäufung des Reichtums in den Händen von Privaten, die Bildung und Vermehrung des Kapitals\n ls-type:: annotation\n hl-page:: 20\n hl-color:: red\n id:: 68e8c4af-48f8-4a83-81be-1ea7147e8230\n- Der Fortschritt der Industrie, dessen willenloser und widerstandsloser Träger die Bourgeoisie ist\n ls-type:: annotation\n hl-page:: 20\n hl-color:: red\n id:: 68e8c548-2f6d-4b77-959b-324cd415da94\n- keine von den Interessen des ganzen Proletariats getrennten Interessen\n ls-type:: annotation\n hl-page:: 20\n hl-color:: yellow\n id:: 68e8c60e-4f1f-4555-a3ac-df1a4fc5db9f\n- einerseits in den verschiedenen nationalen Kämpfen der Proletarier die gemeinsamen, von der Nationalität unabhängigen Interessen des gesamten Proletariats hervorheben\n ls-type:: annotation\n hl-page:: 20\n hl-color:: red\n id:: 68e8c64c-c09b-4301-865c-ca5b592425a1\n- Masse des Proletariats die20 Einsicht in die Bedingungen\n ls-type:: annotation\n hl-page:: 20\n hl-color:: yellow\n id:: 68e8cb02-c9c4-4433-b3cb-ff2646bc0f4b\n- Bildung des Proletariats zur Klasse, Sturz der Bourgeoisherrschaft, Eroberung der politischen Macht durch das Proletariat\n ls-type:: annotation\n hl-page:: 21\n hl-color:: red\n id:: 68e8cb7c-f626-479e-862e-be6c4e84d79b\n- Sie sind nur allgemeine Ausdrücke tatsächlicher Verhältnisse eines existierenden Klassenkampfes\n ls-type:: annotation\n hl-page:: 21\n hl-color:: yellow\n id:: 68e8cbb7-ca18-4a7c-a526-47f74ac1705d\n- Kommunismus auszeichnet, ist nicht die Abschaung des Eigentums überhaupt, sondern die Abschaung des bürgerlichen Eigentums\n ls-type:: annotation\n hl-page:: 21\n hl-color:: yellow\n id:: 68e8cbf3-a6f6-437b-9c15-bd63f0dc3f8e\n hl-stamp:: 1760087032094\n- der Ausbeutung der einen durch die andern\n ls-type:: annotation\n hl-page:: 21\n hl-color:: yellow\n id:: 68e8cc5a-cd20-43ad-84ee-89a642c4b6f7\n- Erarbeitetes, erworbenes, selbstverdientes Eigentum!\n ls-type:: annotation\n hl-page:: 21\n hl-color:: green\n id:: 68e8cc9e-e263-4a46-8106-ab76086da365\n- Eigentum in seiner heutigen Gestalt bewegt sich in dem Gegensatz von Kapital und Lohnarbeit\n ls-type:: annotation\n hl-page:: 21\n hl-color:: yellow\n id:: 68e8cd22-8e15-4d3c-9658-1a1182d5c183\n- Kapital ist also keine persönliche, es ist eine gesellschaftliche Macht\n ls-type:: annotation\n hl-page:: 21\n hl-color:: blue\n id:: 68e8ce41-2c40-4ac3-a3f3-efa301023e2a\n- verwandelt sich nicht persönliches Eigentum in gesellschaftliches. Nur der gesellschaftliche Charakter des Eigentums verwandelt sich. Er verliert seinen Klassencharakter\n ls-type:: annotation\n hl-page:: 21\n hl-color:: blue\n id:: 68e8ce87-cab8-42f6-afb7-b927eb44f029\n- Durchschnittspreis der Lohnarbeit ist das Minimum des Arbeitslohnes, d.h. die Summe der Lebensmittel, die notwendig sind, um den Arbeiter als Arbeiter am Leben zu erhalten\n ls-type:: annotation\n hl-page:: 21\n hl-color:: blue\n id:: 68e8cea7-ef19-4c5d-bf2b-57ae194acce9\n- worin der Arbeiter nur lebt, um das Kapital zu vermehren, nur so weit lebt, wie es das Interesse der herrschenden Klasse erheischt\n ls-type:: annotation\n hl-page:: 21\n hl-color:: blue\n id:: 68e8cf7f-e217-4ab2-bcb3-d425a1dbb316\n- aufgehäufte Arbeit nur ein Mittel, um den Lebensprozeß der Arbeiter zu erweitern, zu bereichern\n ls-type:: annotation\n hl-page:: 22\n hl-color:: red\n id:: 68e8d00b-5b00-4b57-9c4b-55650ff9943f\n- Kapital selbständig und persönlich, während das tätige Individuum unselbständig und unpersönlich \n ls-type:: annotation\n hl-page:: 22\n hl-color:: yellow\n id:: 68ea13ff-7c74-43e3-997a-68720b95fb17\n- ebung der BourgeoisPersönlichkeit, –Selbständigkeit und –Freiheit\n ls-type:: annotation\n hl-page:: 22\n hl-color:: yellow\n id:: 68ea1447-4ffc-4083-b978-fdd22f26da81\n- freien Handel\n ls-type:: annotation\n hl-page:: 22\n hl-color:: blue\n id:: 68ea1462-8baa-4946-82ca-2431218d1dde\n hl-stamp:: 1760171109491\n- bestehenden Gesellschaft ist das Privateigentum für neun Zehntel ihrer Mitglieder aufgehoben, es existiert gerade dadurch, daß es für neun Zehntel nicht existiert\n ls-type:: annotation\n hl-page:: 22\n hl-color:: blue\n id:: 68ea14a7-972c-496d-8efc-e1057bbe94a8\n- Der Kommunismus nimmt keinem die Macht, sich gesellschaftliche Produkte anzueignen, er nimmt nur die Macht, sich durch diese Aneignung fremde Arbeit zu unterjochen\n ls-type:: annotation\n hl-page:: 22\n hl-color:: red\n id:: 68ea1550-501a-4f99-bee6-ae97c2838942\n- Auören der Produktion selbst ist, so ist für ihn das Auören der Klassenbildung identisch mit dem Auören der Bildung überhaupt\n ls-type:: annotation\n hl-page:: 22\n hl-color:: yellow\n id:: 68ea1654-15d7-4967-a856-87e3a1896d3b\n- erzwungenen Familienlosigkeit der Proletarier und der öentlichen Prostitution\n ls-type:: annotation\n hl-page:: 23\n hl-color:: green\n id:: 68ea16c7-0606-4a0f-a58e-7a2a3c4c27c1\n- sie entreißen die Erziehung dem Einuß der herrschenden Klasse\n ls-type:: annotation\n hl-page:: 23\n hl-color:: yellow\n id:: 68ea1747-775e-45e0-8b93-24faf1a7add0\n- die Kinder in einfache Handelsartikel und Arbeitsinstrumente verwandelt\n ls-type:: annotation\n hl-page:: 23\n hl-color:: yellow\n id:: 68ea1775-4bb6-4ae3-9ac2-fb613ea60155\n- Bourgeois sieht in seiner Frau ein bloßes Produktionsinstrument\n ls-type:: annotation\n hl-page:: 23\n hl-color:: red\n id:: 68ea17b8-cec1-4674-ae01-89e0800d745c\n- bürgerliche Ehe ist in Wirklichkeit die Gemeinschaft der Ehefrauen. Man könnte höchstens den Kommunisten vorwerfen, daß sie an Stelle einer heuchlerisch versteckten eine ozielle, oenherzige Weibergemeinschaft einführen\n ls-type:: annotation\n hl-page:: 23\n hl-color:: yellow\n id:: 68ea18be-3444-4bd5-84c7-fa013106bad2\n- Die Arbeiter haben kein Vaterland\n ls-type:: annotation\n hl-page:: 23\n hl-color:: red\n id:: 68ea192c-91ae-4cf3-b9aa-48dbd676e34d\n- Handelsfreiheit, dem Weltmarkt, der Gleichförmigkeit der industriellen Produktion und der ihr entsprechenden Lebensverhältnisse. Die Herrschaft des Proletariats wird sie noch mehr verschwinden machen\n ls-type:: annotation\n hl-page:: 23\n hl-color:: yellow\n id:: 68ea197c-906f-4afc-93c6-1b904da25f77\n- Exploitation des einen Individuums durch das andere aufgehoben wird, wird die Exploitation einer Nation durch die andere aufgehoben.\n ls-type:: annotation\n hl-page:: 24\n hl-color:: red\n id:: 68ea19a9-14be-4eb5-85cd-8fc9d18d41fb\n- herrschenden Ideen einer Zeit waren stets nur die Ideen der herrschenden Klasse.\n ls-type:: annotation\n hl-page:: 24\n hl-color:: red\n id:: 68ea1a38-daca-4b38-8aca-e3c46658bb8d\n- Der Kommunismus aber schat die ewigen Wahrheiten ab, er schat die Religion ab, die Moral, statt sie neu zu gestalten, er widerspricht also allen bisherigen geschichtlichen Entwicklungen\n ls-type:: annotation\n hl-page:: 24\n hl-color:: blue\n id:: 68ea1b13-4b65-4c6b-8112-177865defce0\n hl-stamp:: 1760172822546\n- Entwicklungsgange am radikalsten mit denüberlieferten Ideen gebrochen wird\n ls-type:: annotation\n hl-page:: 24\n hl-color:: yellow\n id:: 68ea1b3c-af60-4d86-95d1-39912c430a64\n- Proletariat wird seine politische Herrschaft dazu benutzen, der Bourgeoisie nach und nach alles Kapital zu entreißen, alle Produktionsinstrumente in den Händen des Staats\n ls-type:: annotation\n hl-page:: 24\n hl-color:: red\n id:: 68ea1b7b-9fdf-43a7-a382-44e0600d04c0\n- die fortgeschrittensten Länder werden jedoch die folgenden ziemlich allgemein in Anwendung kommen können\n ls-type:: annotation\n hl-page:: 25\n hl-color:: blue\n id:: 68ea1baf-a277-4b45-ae2d-a8fa76e453fd\n- politische Gewalt im eigentlichen Sinne ist die organisierte Gewalt einer Klasse zur Unterdrückung einer andern\n ls-type:: annotation\n hl-page:: 25\n hl-color:: yellow\n id:: 68ea1bec-ce1b-44ce-b446-b40a16a025ab\n- die Existenzbedingungen des Klassengegensatzes, die Klassen überhaupt, und damit seine eigene Herrschaft als Klasse auf.\n ls-type:: annotation\n hl-page:: 25\n hl-color:: yellow\n id:: 68ea1c11-efe4-4b15-94ec-218598c6dd16\n- An die Stelle der alten bürgerlichen Gesellschaft mit ihren Klassen und Klassengegensätzen tritt eine Assoziation, worin die freie Entwicklung eines jeden die freie Entwicklung aller ist.\n ls-type:: annotation\n hl-page:: 25\n hl-color:: red\n id:: 68ea1c2c-29be-4753-91b9-bd1b30decb93\n- Bourgeois und Proletarier\n ls-type:: annotation\n hl-page:: 13\n hl-color:: purple\n id:: 68ea6d8e-1521-4d02-9e98-2f28f337ce50\n- Proletarier und Kommunisten\n ls-type:: annotation\n hl-page:: 20\n hl-color:: purple\n id:: 68ea6d9a-8b1e-48f4-b5ae-08d126679687\n- Sozialistische und kommunistische Literatur\n ls-type:: annotation\n hl-page:: 25\n hl-color:: purple\n id:: 68ea6de7-7121-43da-8865-c6b16c67cfc7\n- werfen der Bourgeoisie mehr noch vor, daß sie ein revolutionäres Proletariat, als daß sieüberhaupt ein Proletariat erzeugt\n ls-type:: annotation\n hl-page:: 26\n hl-color:: yellow\n id:: 68ea6f19-2239-4194-a65d-38ad1aa5bb59\n hl-stamp:: 1760194331891\n- an allen Gewaltmaßregeln gegen die Arbeiterklasse teil\n ls-type:: annotation\n hl-page:: 26\n hl-color:: yellow\n id:: 68ea6f24-99eb-47ac-80e9-57c72b1c2266\n- Landadel und das Junkertum einen großen Teil ihrer Güter auf eigene Rechnung durch ihre Verwalter bewirtschaften\n ls-type:: annotation\n hl-page:: 26\n hl-color:: yellow\n id:: 68ea6f38-ec9e-4a0f-9686-48d71aa07337\n- christliche Sozialismus ist nur das Weihwasser, womit der Pfae den Ärger des Aristokraten einsegnet\n ls-type:: annotation\n hl-page:: 26\n hl-color:: yellow\n id:: 68ea6f7c-eace-4e46-ac96-a247dcb93921\n- mittelalterliche Pfahlbürgertum und der kleine Bauernstand waren die Vorläufer der modernen Bourgeoisie\n ls-type:: annotation\n hl-page:: 26\n hl-color:: red\n id:: 68ea6fa1-d6c2-46a7-b53c-026fd19359ea\n hl-stamp:: 1760194467628\n- Kleinbürgerschaft gebildet, die zwischen dem Proletariat und der Bourgeoisie schwebt\n ls-type:: annotation\n hl-page:: 26\n hl-color:: yellow\n id:: 68ea6fbb-67d4-4d7c-8b47-9e49a2d381e7\n hl-stamp:: 1760194493610\n- Mitglieder aber beständig durch die Konkurrenz ins Proletariat hinabgeschleudert\n ls-type:: annotation\n hl-page:: 26\n hl-color:: yellow\n id:: 68ea6fd5-08e8-4f1a-87bb-1f6a46431544\n- die Partei der Arbeiter vom Standpunkt des Kleinbürgertums ergrien\n ls-type:: annotation\n hl-page:: 27\n hl-color:: yellow\n id:: 68ea7012-6334-457b-8728-98e43b7ac7fd\n- die alten Eigentumsverhältnisse und die alte Gesellschaft, oder er will die modernen Produktions- und Verkehrsmittel in den Rahmen der alten Eigentumsverhältnisse\n ls-type:: annotation\n hl-page:: 27\n hl-color:: yellow\n id:: 68ea7064-cee5-46e9-a7c7-9cb8663ed2cd\n- Zunftwesen in der Manufaktur und patriarchalische Wirtschaft auf dem Lande, das sind seine letzten Worte\n ls-type:: annotation\n hl-page:: 27\n hl-color:: red\n id:: 68ea707c-5ee3-427e-a8f7-235c35c4cb95\n hl-stamp:: 1760194686628\n- Der feudale Sozialismus\n ls-type:: annotation\n hl-page:: 25\n hl-color:: purple\n id:: 68ea708c-63fe-4c6c-84a8-f213b82acdc1\n hl-stamp:: 1760194703552\n- Kleinbürgerlicher Sozialismus\n ls-type:: annotation\n hl-page:: 26\n hl-color:: purple\n id:: 68ea70e8-badb-44da-8d0e-bb504cea692f\n- Der deutsche oder ›wahre‹ Sozialismus\n ls-type:: annotation\n hl-page:: 27\n hl-color:: purple\n id:: 68ea7143-8dde-440e-b99b-248a3e0a8f43\n- französischen Lebensverhältnisse nicht gleichzeitig nach Deutschland eingewandert waren\n ls-type:: annotation\n hl-page:: 27\n hl-color:: yellow\n id:: 68ea7189-36f7-4cd9-a448-8e8c41f2b920\n hl-stamp:: 1760194955570\n- neuen französischen Ideen mit ihrem alten philosophischen Gewissen in Einklang zu setzen\n ls-type:: annotation\n hl-page:: 27\n hl-color:: yellow\n id:: 68ea71cb-ea5e-450a-8714-924b399d547f\n- schrieben ihren philosophischen Unsinn hinter das französische Original\n ls-type:: annotation\n hl-page:: 27\n hl-color:: red\n id:: 68ea7221-6ce8-4f3c-9adc-a42d47718a9f\n hl-stamp:: 1760195108403\n- in der Hand des Deutschen auörte, den Kampf einer Klasse gegen die andre auszudrücken\n ls-type:: annotation\n hl-page:: 28\n hl-color:: red\n id:: 68ea7266-3825-4e6d-b5dc-ca8697954f9b\n hl-stamp:: 1760195176394\n- französische Einseitigkeit‹ überwunden\n ls-type:: annotation\n hl-page:: 28\n hl-color:: red\n id:: 68ea7270-f77d-4e86-a770-74d74cfadd21\n- Interessen des Proletariers die Interessen des menschlichen Wesens\n ls-type:: annotation\n hl-page:: 28\n hl-color:: yellow\n id:: 68ea7282-53d8-4edd-b719-1d0a746818dd\n hl-stamp:: 1760195203964\n- Anatheme gegen den Liberalismus, gegen den Repräsentativstaat, gegen die bürgerliche Konkurrenz, bürgerliche Preßfreiheit, bürgerliches Recht, bürgerliche Freiheit und Gleichheit zu schleudern und der Volksmasse vorzupredigen\n ls-type:: annotation\n hl-page:: 28\n hl-color:: yellow\n id:: 68ea72eb-0a09-47cd-b463-426ebad58347\n- diente den deutschen absoluten Regierungen\n ls-type:: annotation\n hl-page:: 28\n hl-color:: red\n id:: 68ea7334-4d5b-4091-b87f-1d2223d41489\n hl-stamp:: 1760195382600\n- erwünschte Vogelscheuche gegen die drohend aufstrebende Bourgeoisie\n ls-type:: annotation\n hl-page:: 28\n hl-color:: yellow\n id:: 68ea7342-fe2d-46bf-99ab-d1512cf44573\n hl-stamp:: 1760195396492\n- Regierungen die deutschen Arbeiteraufstände bearbeiteten\n ls-type:: annotation\n hl-page:: 28\n hl-color:: yellow\n id:: 68ea7361-009f-41fa-b9c7-cd419ef4ad03\n- das Interesse der deutschen Pfahlbürgerschaft\n ls-type:: annotation\n hl-page:: 28\n hl-color:: yellow\n id:: 68ea7378-7dfa-4c0b-a206-6e73baed652c\n hl-stamp:: 1760195478279\n- Seine Erhaltung ist die Erhaltung der bestehenden deutschen Zustände\n ls-type:: annotation\n hl-page:: 28\n hl-color:: red\n id:: 68ea738d-004c-4db0-a11c-a89eef5fed96\n- Sozialismus immer mehr seinen Beruf, der hochtrabende Vertreter dieser Pfahlbürgerschaft\n ls-type:: annotation\n hl-page:: 28\n hl-color:: yellow\n id:: 68ea73e1-efb0-495e-bad6-7ba34671e5c1\n- den deutschen Spießbürger als den Normalmenschen\n ls-type:: annotation\n hl-page:: 28\n hl-color:: red\n id:: 68ea73f3-a170-4548-b495-f42a53f96924\n hl-stamp:: 1760195573139\n- rohdestruktive‹ Richtung des Kommunismus auftrat und seine unparteiische Erhabenheit über alle Klassenkämpfe verkündete\n ls-type:: annotation\n hl-page:: 28\n hl-color:: red\n id:: 68ea7438-b419-4b2c-a47e-f4c8c6dbb690\n- Revolutionssturm von 1848 hat diese gesamte schäbige Richtung weggefegt\n ls-type:: annotation\n hl-page:: 29\n hl-color:: red\n id:: 68ea746b-2cbb-4010-8e70-ecfe43ceb6b9\n- Der konservative oder Bourgeoissozialismus\n ls-type:: annotation\n hl-page:: 29\n hl-color:: purple\n id:: 68ea7588-5ab5-4581-a6a5-75d18d5250dc\n hl-stamp:: 1760195978153\n- Bourgeoisie wünscht den sozialen Mißständen abzuhelfen\n ls-type:: annotation\n hl-page:: 29\n hl-color:: yellow\n id:: 68ea759d-2e27-44d0-8238-fa6e97c66870\n hl-stamp:: 1760195998998\n- die Lebensbedingungen der modernen Gesellschaft ohne die notwendig daraus hervor gehenden 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../assets/Migrant-workers-Virginia-experiences_1758275684654_0.pdf\n\n",536870922]],["^15",[4997,"^O","^1@",536870922]],["^15",[4997,"^35",["^36",[]],536870922]],["^15",[4997,"^F",4996,536870922]],["^15",[4997,"^X",4996,536870922]],["^15",[4997,"^V",4996,536870922]],["^15",[4997,"^U",4509,536870922]],["^15",[4997,"^U",4513,536870922]],["^15",[4997,"^U",4996,536870922]],["^15",[4997,"^:",true,536870922]],["^15",[4997,"^?",["^ ","^3K","[Migrant-workers-Virginia-experiences_1758275684654_0.pdf](../assets/Migrant-workers-Virginia-experiences_1758275684654_0.pdf)","^3L","../assets/Migrant-workers-Virginia-experiences_1758275684654_0.pdf"],536870922]],["^15",[4997,"^J",["^3K","^3L"],536870922]],["^15",[4997,"^4",["^ ","^3K","[Migrant-workers-Virginia-experiences_1758275684654_0.pdf](../assets/Migrant-workers-Virginia-experiences_1758275684654_0.pdf)","^3L","../assets/Migrant-workers-Virginia-experiences_1758275684654_0.pdf"],536870922]],["^15",[4997,"^H",4509,536870922]],["^15",[4997,"^H",4513,536870922]],["^15",[4997,"^;","~u69008816-7bb0-44a6-98ac-2bf57e92aa82",536870922]],["^15",[4998,"^3","file:: [Misinformation-and-disinformation-migration_1758003283591_0.pdf](../assets/Misinformation-and-disinformation-migration_1758003283591_0.pdf)\nfile-path:: ../assets/Misinformation-and-disinformation-migration_1758003283591_0.pdf\n\n- doubled down on unsubstantiated rumors about Black and brown migrants, tapping into anxieties that immigrants\n ls-type:: annotation\n hl-page:: 1\n hl-color:: yellow\n id:: 68c90066-89e0-4a76-a95b-46facce4b707\n- immigrants in Springfield, Ohio, were eating pets\n ls-type:: annotation\n hl-page:: 1\n hl-color:: yellow\n id:: 68c90084-d520-4876-a8d9-8bbf566eddd7\n- Both claims are completely untrue.\n ls-type:: annotation\n hl-page:: 1\n hl-color:: yellow\n id:: 68c900a7-1ddb-46b4-8345-a9df83a747a6\n- spread of such disinformation amplifies existing xenophobic beliefs\n ls-type:: annotation\n hl-page:: 1\n hl-color:: yellow\n id:: 68c900b1-d9ed-488d-ba08-913eb6f0aad2\n- continue to demonize our immigrant neighbors\n ls-type:: annotation\n hl-page:: 2\n hl-color:: yellow\n id:: 68c900d5-00dc-401a-ab44-27309ce7daa1\n- undermining the values of our nation\n ls-type:: annotation\n hl-page:: 2\n hl-color:: yellow\n id:: 68c900e1-257c-4cda-9836-aadfed06d2f3\n hl-stamp:: 1758003438605\n- Misinformation (inaccurate information that is spread unknowingly)\n ls-type:: annotation\n hl-page:: 2\n hl-color:: green\n id:: 68c900e7-2973-40ce-88f7-607628b7003a\n- disinformation(false information that is meant to mislead)\n ls-type:: annotation\n hl-page:: 2\n hl-color:: green\n id:: 68c900ed-b63a-4f53-8d36-a08fad53a795\n- algorithms are largely driven by their political biases\n ls-type:: annotation\n hl-page:: 2\n hl-color:: yellow\n id:: 68c900ff-8071-461b-ab59-89ae3654dcc4\n- disinformation in hopes of “outraging people on the political right”,\n ls-type:: annotation\n hl-page:: 2\n hl-color:: green\n id:: 68c9013f-ed7c-4ab1-8818-401556385d95\n- content is accepted as truth \n ls-type:: annotation\n hl-page:: 2\n hl-color:: yellow\n id:: 68c90145-4443-4c09-ad30-f31362c3cc90\n- that undocumented people are “animals” who are “poisoning the blood of our country”,\n ls-type:: annotation\n hl-page:: 2\n hl-color:: yellow\n id:: 68c90178-ba52-422e-b37b-4efa91fdcbec\n- immigrants being significantly less likely to commit crimes than US-born citizens.\n ls-type:: annotation\n hl-page:: 2\n hl-color:: yellow\n id:: 68c90181-f897-429d-9b56-757910479493\n- repeated move by lawmakers to secure votes\n ls-type:: annotation\n hl-page:: 2\n hl-color:: blue\n id:: 68c9018c-f565-4b3b-9bbf-9ed6c6c5d803\n- been used historically to mobilize voters who feel threatened.\n ls-type:: annotation\n hl-page:: 2\n hl-color:: blue\n id:: 68c9019e-3ba1-4ee1-9981-1645b319d163\n- Chinese Exclusion Act of 1882 and the 1924 Immigration Act were among the first to curtail US immigration based on nationality\n ls-type:: annotation\n hl-page:: 2\n hl-color:: yellow\n id:: 68c901b0-60e1-4658-a3c7-d72577e71a8c\n- arriving undocumented people an “invasion that must be stopped”\n ls-type:: annotation\n hl-page:: 3\n hl-color:: yellow\n id:: 68c901ef-58a3-4776-a928-30f7304eea05\n- Racism and xenophobia are deeply embedded in our society and our psychology.”\n ls-type:: annotation\n hl-page:: 3\n hl-color:: blue\n id:: 68c9020e-ce8c-42c4-ba50-d1df8a395bcc\n- amplifying and strengthening beliefs that are already held,\n ls-type:: annotation\n hl-page:: 3\n hl-color:: blue\n id:: 68c90229-11ef-4f74-a3fd-675854885a27\n- These policies trickle down to housing\n ls-type:: annotation\n hl-page:: 3\n hl-color:: yellow\n id:: 68c90248-1f0e-4df5-b14a-a38cf1368e55\n- being stereotyped as criminals\n ls-type:: annotation\n hl-page:: 3\n hl-color:: yellow\n id:: 68c90258-cd68-45f3-9832-58c437e97b4e\n- danger is all of these violent ideologies that are being fueled by the people that repeat these lies\n ls-type:: annotation\n hl-page:: 3\n hl-color:: blue\n id:: 68c90270-a2c5-46b7-91db-f879895587fc\n- Going beyond the term “Fake News“: Try to define the terms misinformation and disinformation.\n ls-type:: annotation\n hl-page:: 4\n hl-color:: red\n id:: 68c9027c-387a-41a7-bb89-2e3995b42cef\n- Analyze how immigrants are described and which actions are attributed to them by Donald Trump and other Republicans according to the article. 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psychology.”\nls-type:: annotation\nhl-page:: 3\nhl-color:: blue\nid:: 68c9020e-ce8c-42c4-ba50-d1df8a395bcc",536870922]],["^15",[5010,"^O","^1@",536870922]],["^15",[5010,"^F",5015,536870922]],["^15",[5010,"^X",4999,536870922]],["^15",[5010,"^V",4999,536870922]],["^15",[5010,"^U",4999,536870922]],["^15",[5010,"^?",["^ ","^18","annotation","^3@",3,"^3A","blue","^1;","68c9020e-ce8c-42c4-ba50-d1df8a395bcc"],536870922]],["^15",[5010,"^J",["^18","^3@","^3A","^1;"],536870922]],["^15",[5010,"^4",["^ ","^18","annotation","^3@","3","^3A","blue","^1;","68c9020e-ce8c-42c4-ba50-d1df8a395bcc"],536870922]],["^15",[5010,"^;","~u68c9020e-ce8c-42c4-ba50-d1df8a395bcc",536870922]],["^15",[5011,"^Q","Both claims are completely untrue.\nls-type:: annotation\nhl-page:: 1\nhl-color:: yellow\nid:: 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1758003438605",536870922]],["^15",[5014,"^O","^1@",536870922]],["^15",[5014,"^F",5009,536870922]],["^15",[5014,"^X",4999,536870922]],["^15",[5014,"^V",4999,536870922]],["^15",[5014,"^U",4999,536870922]],["^15",[5014,"^?",["^ ","^18","annotation","^3@",2,"^3A","yellow","^1;","68c900e1-257c-4cda-9836-aadfed06d2f3","^3F",1758003438605],536870922]],["^15",[5014,"^J",["^18","^3@","^3A","^1;","^3F"],536870922]],["^15",[5014,"^4",["^ ","^18","annotation","^3@","2","^3A","yellow","^1;","68c900e1-257c-4cda-9836-aadfed06d2f3","^3F","1758003438605"],536870922]],["^15",[5014,"^;","~u68c900e1-257c-4cda-9836-aadfed06d2f3",536870922]],["^15",[5015,"^Q","arriving undocumented people an “invasion that must be stopped”\nls-type:: annotation\nhl-page:: 3\nhl-color:: yellow\nid:: 68c901ef-58a3-4776-a928-30f7304eea05",536870922]],["^15",[5015,"^O","^1@",536870922]],["^15",[5015,"^F",5003,536870922]],["^15",[5015,"^X",4999,536870922]],["^15",[5015,"^V",4999,536870922]],["^15",[5015,"^U",4999,536870922]],["^15",[5015,"^?",["^ ","^18","annotation","^3@",3,"^3A","yellow","^1;","68c901ef-58a3-4776-a928-30f7304eea05"],536870922]],["^15",[5015,"^J",["^18","^3@","^3A","^1;"],536870922]],["^15",[5015,"^4",["^ ","^18","annotation","^3@","3","^3A","yellow","^1;","68c901ef-58a3-4776-a928-30f7304eea05"],536870922]],["^15",[5015,"^;","~u68c901ef-58a3-4776-a928-30f7304eea05",536870922]],["^15",[5016,"^Q","danger is all of these violent ideologies that are being fueled by the people that repeat these lies\nls-type:: annotation\nhl-page:: 3\nhl-color:: blue\nid:: 68c90270-a2c5-46b7-91db-f879895587fc",536870922]],["^15",[5016,"^O","^1@",536870922]],["^15",[5016,"^F",5012,536870922]],["^15",[5016,"^X",4999,536870922]],["^15",[5016,"^V",4999,536870922]],["^15",[5016,"^U",4999,536870922]],["^15",[5016,"^?",["^ ","^18","annotation","^3@",3,"^3A","blue","^1;","68c90270-a2c5-46b7-91db-f879895587fc"],536870922]],["^15",[5016,"^J",["^18","^3@","^3A","^1;"],536870922]],["^15",[5016,"^4",["^ ","^18","annotation","^3@","3","^3A","blue","^1;","68c90270-a2c5-46b7-91db-f879895587fc"],536870922]],["^15",[5016,"^;","~u68c90270-a2c5-46b7-91db-f879895587fc",536870922]],["^15",[5017,"^Q","doubled down on unsubstantiated rumors about Black and brown migrants, tapping into anxieties that immigrants\nls-type:: annotation\nhl-page:: 1\nhl-color:: yellow\nid:: 68c90066-89e0-4a76-a95b-46facce4b707",536870922]],["^15",[5017,"^O","^1@",536870922]],["^15",[5017,"^F",5013,536870922]],["^15",[5017,"^X",4999,536870922]],["^15",[5017,"^V",4999,536870922]],["^15",[5017,"^U",4999,536870922]],["^15",[5017,"^?",["^ ","^18","annotation","^3@",1,"^3A","yellow","^1;","68c90066-89e0-4a76-a95b-46facce4b707"],536870922]],["^15",[5017,"^J",["^18","^3@","^3A","^1;"],536870922]],["^15",[5017,"^4",["^ ","^18","annotation","^3@","1","^3A","yellow","^1;","68c90066-89e0-4a76-a95b-46facce4b707"],536870922]],["^15",[5017,"^;","~u68c90066-89e0-4a76-a95b-46facce4b707",536870922]],["^15",[5018,"^Q","disinformation(false information that is meant to mislead)\nls-type:: annotation\nhl-page:: 2\nhl-color:: green\nid:: 68c900ed-b63a-4f53-8d36-a08fad53a795",536870922]],["^15",[5018,"^O","^1@",536870922]],["^15",[5018,"^F",5020,536870922]],["^15",[5018,"^X",4999,536870922]],["^15",[5018,"^V",4999,536870922]],["^15",[5018,"^U",4999,536870922]],["^15",[5018,"^?",["^ ","^18","annotation","^3@",2,"^3A","green","^1;","68c900ed-b63a-4f53-8d36-a08fad53a795"],536870922]],["^15",[5018,"^J",["^18","^3@","^3A","^1;"],536870922]],["^15",[5018,"^4",["^ ","^18","annotation","^3@","2","^3A","green","^1;","68c900ed-b63a-4f53-8d36-a08fad53a795"],536870922]],["^15",[5018,"^;","~u68c900ed-b63a-4f53-8d36-a08fad53a795",536870922]],["^15",[5019,"^Q","repeated move by lawmakers to secure votes\nls-type:: annotation\nhl-page:: 2\nhl-color:: blue\nid:: 68c9018c-f565-4b3b-9bbf-9ed6c6c5d803",536870922]],["^15",[5019,"^O","^1@",536870922]],["^15",[5019,"^F",5006,536870922]],["^15",[5019,"^X",4999,536870922]],["^15",[5019,"^V",4999,536870922]],["^15",[5019,"^U",4999,536870922]],["^15",[5019,"^?",["^ ","^18","annotation","^3@",2,"^3A","blue","^1;","68c9018c-f565-4b3b-9bbf-9ed6c6c5d803"],536870922]],["^15",[5019,"^J",["^18","^3@","^3A","^1;"],536870922]],["^15",[5019,"^4",["^ 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threatened.\nls-type:: annotation\nhl-page:: 2\nhl-color:: blue\nid:: 68c9019e-3ba1-4ee1-9981-1645b319d163",536870922]],["^15",[5021,"^O","^1@",536870922]],["^15",[5021,"^F",5019,536870922]],["^15",[5021,"^X",4999,536870922]],["^15",[5021,"^V",4999,536870922]],["^15",[5021,"^U",4999,536870922]],["^15",[5021,"^?",["^ ","^18","annotation","^3@",2,"^3A","blue","^1;","68c9019e-3ba1-4ee1-9981-1645b319d163"],536870922]],["^15",[5021,"^J",["^18","^3@","^3A","^1;"],536870922]],["^15",[5021,"^4",["^ ","^18","annotation","^3@","2","^3A","blue","^1;","68c9019e-3ba1-4ee1-9981-1645b319d163"],536870922]],["^15",[5021,"^;","~u68c9019e-3ba1-4ee1-9981-1645b319d163",536870922]],["^15",[5022,"^Q","amplifying and strengthening beliefs that are already held,\nls-type:: annotation\nhl-page:: 3\nhl-color:: blue\nid:: 68c90229-11ef-4f74-a3fd-675854885a27",536870922]],["^15",[5022,"^O","^1@",536870922]],["^15",[5022,"^F",5010,536870922]],["^15",[5022,"^X",4999,536870922]],["^15",[5022,"^V",4999,536870922]],["^15",[5022,"^U",4999,536870922]],["^15",[5022,"^?",["^ ","^18","annotation","^3@",3,"^3A","blue","^1;","68c90229-11ef-4f74-a3fd-675854885a27"],536870922]],["^15",[5022,"^J",["^18","^3@","^3A","^1;"],536870922]],["^15",[5022,"^4",["^ ","^18","annotation","^3@","3","^3A","blue","^1;","68c90229-11ef-4f74-a3fd-675854885a27"],536870922]],["^15",[5022,"^;","~u68c90229-11ef-4f74-a3fd-675854885a27",536870922]],["^15",[5023,"^3","file:: [Nach_Mitternacht_1755671054457_0.pdf](../assets/Nach_Mitternacht_1755671054457_0.pdf)\nfile-path:: ../assets/Nach_Mitternacht_1755671054457_0.pdf\n\n- Algin ist gekommen. Blaß und dunkel sitzt er da, düstere Höhlen sind seine Augen, seine Hände liegen bleich auf dem Tisch. Wieder hat er einen Brief von der Reichs schrifttumskammer bekommen. Eint neue Säuberungs aktion unter den Schriftstellern soll stattfinden, bei der man Algin wahrscheinlich aussieben wird. Vielleicht würde es ihn retten, wenn er jetzt ein längeres Gedicht auf den Führer macht, was ihm bisher immer noch wider strebte. Aber auch das kann ihm gefährlich werden. Denn vielleicht werden die nationalsozialistischen Schriftsteller böse, daß er wagt, den Führer anzudichten, ohne alter Kämpfer zu sein. Er darf auch nicht wagen, einen natio nalsozialistischen Roman zu schreiben, weil ihm das nicht zukommt. Wenn er aber keinen nationalsozialisti schen Roman schreibt, ist er unerwünscht. Er wird noch immer gern gelesen und gedruckt, das soll auch nicht sein\n ls-type:: annotation\n hl-page:: 85\n hl-color:: yellow\n id:: 68a56a2a-925c-4584-b7ff-926316f139c5\n- Wo Vollkommenheit ist, hört die Dichtung auf.\n ls-type:: annotation\n hl-page:: 86\n hl-color:: yellow\n id:: 68a56d57-e427-4db8-8991-c89a354cd5cf\n- Bring dich um, Algin - du lebst im Paradies\n ls-type:: annotation\n hl-page:: 86\n hl-color:: yellow\n id:: 68a56da7-9ab7-4415-a65c-9c1bb66eb55e\n- daß ich in einem Absteigequartier wohne,\n ls-type:: annotation\n hl-page:: 86\n hl-color:: yellow\n id:: 68a56f13-24ea-45ab-b455-fdf91504bd7b\n- Mädchen, bunt und leicht wie ein Pfauenauge\n ls-type:: annotation\n hl-page:: 86\n hl-color:: yellow\n id:: 68a56f47-3f20-4e67-9a15-3c156c98f845\n- großen deutschen Denunziantenbewegung\n ls-type:: annotation\n hl-page:: 87\n hl-color:: yellow\n id:: 68a56fca-8f5b-4ce5-8715-d718b074f7f6\n- Der Stürmer heute neu, die Brennessel, der neue I. B.\n ls-type:: annotation\n hl-page:: 88\n hl-color:: yellow\n id:: 68a5709d-09f5-46c0-939f-7a7dce6b3d6e\n- Der Stürmermann hat Neues über Juden und Freimau rer herausgefunden\n ls-type:: annotation\n hl-page:: 88\n hl-color:: yellow\n id:: 68a57132-d84a-429d-bb2a-5d01ad67df23\n- Blaue Rauchwolken durchschwimmen die Luft\n ls-type:: annotation\n hl-page:: 88\n hl-color:: yellow\n id:: 68a5715e-86bc-431e-96cf-f4bf199a078e\n- Ihnen als Löwenmenschen will ich etwas anvertrauen,\n ls-type:: annotation\n hl-page:: 89\n hl-color:: yellow\n id:: 68a57240-2226-4c81-b2c3-7692e18fb281\n- Vorige Woche habe ich einen Straßenbahnschaffner entlarvt durch meinen Zweig\n ls-type:: annotation\n hl-page:: 91\n hl-color:: yellow\n id:: 68a572a1-7e5f-4fd7-aaab-ca7ea73cc786\n- Nur als ich Franz liebte, habe ich die Welt verstanden\n ls-type:: annotation\n hl-page:: 91\n hl-color:: yellow\n id:: 68a572c6-26ca-4511-8b62-dc8a6143ef8e\n- es tun«, sagt der Algin, »ich werde mich umbringen. Aber vorher muß ich andere um bringen. Ich muß einen Menschen umbringen, der min derwertiger ist als ich\n ls-type:: annotation\n hl-page:: 86\n hl-color:: yellow\n id:: 68a5735b-3fb3-4d78-ba9e-07ddfa17c9fd\n- Alle sind betrunken, und ihre Sehnsucht ist Beharrlichkeit.\n ls-type:: annotation\n hl-page:: 92\n hl-color:: yellow\n id:: 68a576d1-8c72-4984-b7aa-1bb0a4c04588\n- Als Eunuch wirst du diesen Roman\n ls-type:: annotation\n hl-page:: 85\n hl-color:: green\n id:: 68a579fc-df9a-44f2-825b-3c05488c611b\n- Das Zimmer ist ein besserer Alpdruck\n ls-type:: annotation\n hl-page:: 87\n hl-color:: green\n id:: 68a57a37-efb2-4435-92e4-1539bff35430\n- einen Kirschbaum schüttelt zur Zeit der Kirschenreife\n ls-type:: annotation\n hl-page:: 92\n hl-color:: blue\n id:: 68a8655b-f5db-4fbf-a84e-fa866bd39268\n- Alle sind nette brave bürgerliche Menschen, nach den neuen deutschen Gesetzen oder dem nationalsozialistischen Gefühl nach müßten sie allerdings alle eingesperrt sein. Daß sie hier frei umherlaufen oder sitzen, verdanken sie einem Zufall\n ls-type:: annotation\n hl-page:: 104\n hl-color:: yellow\n id:: 68cd1d52-df84-410b-9933-8864d9114464\n- Liska sollte weinen um ihn.\n ls-type:: annotation\n hl-page:: 97\n hl-color:: yellow\n id:: 68cd1da7-fb92-4ffa-bfe1-f94728911023\n- Das war die Grenze.\n ls-type:: annotation\n hl-page:: 129\n hl-color:: yellow\n id:: 68cd1e16-f46e-404c-b3d2-7624cf6cf6dd\n- Das war die Grenze.\n ls-type:: annotation\n hl-page:: 129\n hl-color:: yellow\n id:: 68cd1e19-720f-48f7-9fe8-ee67fa1ad18f\n- Das war die Grenze.\n ls-type:: annotation\n hl-page:: 129\n hl-color:: yellow\n id:: 68cd1e1e-5ec2-47ef-9d96-d6a49c43241b\n- Das war die Grenze\n ls-type:: annotation\n hl-page:: 129\n hl-color:: yellow\n id:: 68cd1e23-2a9b-41c3-8b5a-878e2474a1a0\n- Das war die Grenze\n ls-type:: annotation\n hl-page:: 129\n hl-color:: green\n id:: 68cd1e26-bfb6-4011-98c2-3416d1b55872\n- fährt,\n ls-type:: annotation\n hl-page:: 129\n hl-color:: yellow\n id:: 68cd1e2a-4c19-4550-a19f-45e08c2291c9\n- Das war die Grenze.\n ls-type:: annotation\n hl-page:: 129\n hl-color:: yellow\n id:: 68cd1e2d-4886-41de-8ff0-0da1a7725aa8\n- Was sind das für Männer, die keine Verabredungen einhalten können, noch nicht mal die Verabredungen, die sie mit sich selbst getroffen haben\n ls-type:: annotation\n hl-page:: 127\n hl-color:: yellow\n id:: 68cd1e73-d0da-4a5e-ad98-40eca99f86ac\n- nicht einen Augenblick kann ich mehr warten. 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annotation\n hl-page:: 2\n hl-color:: yellow\n id:: 68cd101c-3ab1-46d0-8e34-f7868c7ba66b\n- technologisch getrieben: soziale Medien-Plattformen\n ls-type:: annotation\n hl-page:: 2\n hl-color:: green\n id:: 68cd1046-7b27-432d-bc7c-03e002b9b7c3\n- inhaltlich \n ls-type:: annotation\n hl-page:: 2\n hl-color:: blue\n id:: 68cd1054-69b1-4981-8302-def9dd72652f\n- Late-Night-Shows bei der politischen Information\n ls-type:: annotation\n hl-page:: 2\n hl-color:: blue\n id:: 68cd105b-7a37-4e04-b882-903ce3a3707b\n- Politisierung der jüngeren Generationen\n ls-type:: annotation\n hl-page:: 2\n hl-color:: blue\n id:: 68cd108b-6825-4a47-a7a4-d9ca92a02f26\n- soziale Medien ist dieser Effekt dramatisch verstärkt\n ls-type:: annotation\n hl-page:: 2\n hl-color:: green\n id:: 68cd10ab-ffbd-4120-b90a-2404a0b96ff4\n- � Millionen Views\n ls-type:: annotation\n hl-page:: 3\n hl-color:: green\n id:: 68cd10d1-8f69-4706-9bf3-fb8adcc42b00\n- plumpen »Fake News«Attacken auf klassische Medien\n ls-type:: 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überintellektualisiertes\n ls-type:: annotation\n hl-page:: 3\n hl-color:: yellow\n id:: 68cd11d5-6d68-4b45-98e7-63b5aa423152\n- die meisten CEOs der USA erkennbar Trump unterworfen\n ls-type:: annotation\n hl-page:: 4\n hl-color:: yellow\n id:: 68cd11f9-f7d1-4173-bce4-87e92cd69c54\n- werbeabhängigen, großen TV-Networks den Ausfall von Werbegeldern\n ls-type:: annotation\n hl-page:: 4\n hl-color:: yellow\n id:: 68cd1201-f9a9-40ca-9185-c4c63a72aae5\n- Entweder folgen sie den öffentlich als absichtsvolle Demütigung geplärrten Wünschen des Evil Chief Comedian in Charge – oder sie erwartet, von trumpbuckelnden Werbekunden abgestraft zu werden\n ls-type:: annotation\n hl-page:: 4\n hl-color:: red\n id:: 68cd122a-c42f-4a2e-aad9-9e199ce81d37\n- mit einer Unterschrift könnte Trump einen soliden Gewinn in einen katastrophalen Verlust verwandeln\n ls-type:: annotation\n hl-page:: 4\n hl-color:: yellow\n id:: 68cd124b-635e-4477-89d1-4e3081e016ba\n- Zölle übrigens sind ganz nebenbei ein höchst relevantes Druckmittel nach innen\n ls-type:: annotation\n hl-page:: 4\n hl-color:: yellow\n id:: 68cd1254-c86f-4a45-8b77-cd2baab74b8e\n- sondern auch politische Unterhaltung ideologisch monopolisieren.\n ls-type:: annotation\n hl-page:: 4\n hl-color:: yellow\n id:: 68cd1286-a3b0-4273-ac19-960edec538b3\n- Aufmerksamkeitsökonomie die mediale Wirkmacht nach Lustigkeit und Empörung verteilt wird\n ls-type:: annotation\n hl-page:: 4\n hl-color:: yellow\n id:: 68cd129c-e3d3-4104-a879-35fee4c376c8\n- die dazugehörigen Plattformen kontrollieren.\n ls-type:: annotation\n hl-page:: 5\n hl-color:: purple\n id:: 68cd12cf-690a-4c88-918d-f4afa06fb727\n hl-stamp:: 1758270175884\n- TikTok zu �� Prozent zu einer amerikanisch kontrollierten Firma wird \n ls-type:: annotation\n hl-page:: 5\n hl-color:: purple\n id:: 68cd12dd-efae-4ede-9058-936329ab5018\n- Vorstandsposten für eine Person direkt aus der US-Regierung\n ls-type:: annotation\n hl-page:: 5\n hl-color:: purple\n id:: 68cd1318-947c-4e67-b78f-1b2fbb4c2d4e\n- algorithmische Medien in erster Linie nach den Kriterien des Engagements und der Viralität ausgerichtet\n ls-type:: annotation\n hl-page:: 5\n hl-color:: purple\n id:: 68cd1346-17ef-40ca-bf7c-9b943f621000\n- zum Teil geheimen Kriterien und Gewichtungen mithilfe ausgefeilter künstlicher Intelligenz ausgewählt\n ls-type:: annotation\n hl-page:: 6\n hl-color:: purple\n id:: 68cd1383-b007-43f6-a3e2-ec7457c74737\n- jeder Account, ob drei oder �� Millionen Follower, eine echte Chance auf Viralität\n ls-type:: annotation\n hl-page:: 6\n hl-color:: purple\n id:: 68cd139b-d10f-45a5-9739-3a7f424b6dc4\n- zusätzlich auch monetär belohnt werden\n ls-type:: annotation\n hl-page:: 6\n hl-color:: purple\n id:: 68cd13b2-b871-450a-9af7-53199019a6d6\n- Lebenshaltung ist, durch Leistung vom Paketboten zum Multimillionär zu werden, und TikTok ist für viele die realistischste und zugleich größte Chance\n ls-type:: annotation\n hl-page:: 6\n hl-color:: purple\n id:: 68cd13ed-7000-411c-aa39-f85075a77199\n- seinen Inhalten immer wieder den sich verändernden Vorgaben des Algorithmus folgen\n ls-type:: annotation\n hl-page:: 7\n hl-color:: purple\n id:: 68cd1423-289f-4d19-8c93-ee7e08c91f3c\n- schlecht performende Videos wieder zu löschen\n ls-type:: annotation\n hl-page:: 7\n hl-color:: purple\n id:: 68cd144c-14a4-4ef1-8a7b-f97fbb94cd9c\n- Anreiz zu bestimmten Videoinhalten zu steuern ist\n ls-type:: annotation\n hl-page:: 7\n hl-color:: red\n id:: 68cd1469-3e3d-49f6-934b-d92beb530a01\n- Von den zehn am häufigsten gefolgten Personen auf Instagram haben sechs regelmäßige TV-Auftritte\n ls-type:: annotation\n hl-page:: 7\n hl-color:: purple\n id:: 68cd14ae-c4fe-4885-ba11-c6394e39f579\n- Durch die soziale Ausprägung sind zehn Millionen Follower auf Instagram eine Macht, wie der Inhalt aussieht\n ls-type:: annotation\n hl-page:: 7\n hl-color:: purple\n id:: 68cd14c9-dc2f-48b6-83f4-840164e5f262\n- wenn der Algorithmus dem Account wohlgesinnt ist. 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sudo tee /etc/ld.so.conf.d/rocm-omp.conf\n\t- export LD_LIBRARY_PATH=\"/opt/rocm-7.1.0/lib/libamdhip64.so.6:/opt/rocm-7.1.0/lib/librocblas.so.4:/opt/rocm-7.1.0/lib/libhipblas.so.2:/opt/rocm-7.1.0/lib/libhipblas.so:/opt/rocm-7.1.0/lib/llvm/lib:${LD_LIBRARY_PATH}\"\n\t- echo \"/opt/rocm-7.1.0/lib/libhipblas.so\" | sudo tee /etc/ld.so.conf.d/libhipblas.conf\n\t- echo \"/opt/rocm-7.1.0/lib/libhipblas.so.2\" | sudo tee /etc/ld.so.conf.d/libhipblas.conf\n\t- echo \"/opt/rocm-7.1.0/lib/librocblas.so.4\" | sudo tee /etc/ld.so.conf.d/libhipblas.conf\n\t- echo \"/opt/rocm-7.1.0/lib/libamdhip64.so.6\" | sudo tee /etc/ld.so.conf.d/libhipblas.conf\n-\n- WEG VON WHATSAPP:\n\t- https://www.heise.de/news/3-5-Milliarden-Konten-Komplettes-Whatsapp-Verzeichnis-abgerufen-und-ausgewertet-11082660.html?seite=2\n-\n- nixLap boot iterations\n collapsed:: true\n\t- Got it — you’re saying that after rebuilding your NixOS system (e.g. with `sudo nixos-rebuild switch`), it **fails to make the new generation the default for the next reboot**, right? That can happen for a few different reasons. Let’s narrow it down.\n\t \n\t Can you confirm which command you’re using? The usual ones are:\n\t- `sudo nixos-rebuild switch` → activates the new config immediately (does **not** set it as default on reboot)\n\t- `sudo nixos-rebuild boot` → builds and makes the new config the **default for next reboot**\n\t- `sudo nixos-rebuild test` → temporary test, does not persist at all\n\t \n\t So, first check that you’re actually using `boot` if you expect the new iteration to be picked at reboot.\n\t \n\t If you *are* using `switch` but still want the new config to become the default after reboot, you can combine it like this:\n\t \n\t ```\n\t sudo nixos-rebuild switch --install-bootloader\n\t ```\n\t \n\t Or explicitly set the boot entry with:\n\t \n\t ```\n\t sudo nixos-rebuild boot\n\t ```\n\t \n\t ---\n\t \n\t If you **are** using `boot` or `switch --install-bootloader` and it still fails, a few likely causes:\n\t- **Bootloader is not being updated**\n\t\t- Run:\n\t\t \n\t\t ```\n\t\t sudo nixos-rebuild boot --install-bootloader --show-trace\n\t\t ```\n\t\t \n\t\t See if there’s an error updating GRUB or systemd-boot.\n\t- **/boot not writable or not mounted**\n\t\t- Make sure `/boot` is mounted before rebuilding:\n\t\t \n\t\t ```\n\t\t mount | grep boot\n\t\t ```\n\t\t \n\t\t If `/boot` isn’t mounted, Nix can’t update the boot entries — the system will still build, but rebooting won’t use the new generation.\n\t- **UEFI / systemd-boot misconfiguration**\n\t\t- For systemd-boot, check:\n\t\t \n\t\t ```\n\t\t sudo bootctl list\n\t\t ```\n\t\t \n\t\t and confirm that your latest generation appears there.\n\t- **Custom bootloader setup (e.g. not managed by NixOS)**\n\t\t- If you manually installed GRUB/systemd-boot outside of NixOS configuration, it might not get updated properly.\n\t\t \n\t\t In that case, ensure your configuration includes:\n\t\t \n\t\t ```\n\t\t boot.loader.systemd-boot.enable = true;\n\t\t boot.loader.efi.canTouchEfiVariables = true;\n\t\t ```\n\t\t \n\t\t ---\n\t\t \n\t\t Can you share:\n\t- The exact command you’re running (`switch`, `boot`, etc.)\n\t- Your bootloader type (`grub`, `systemd-boot`, etc.)\n\t- Any errors or warnings from the rebuild output?\n\t \n\t That’ll help me pinpoint exactly why the reboot isn’t picking up the latest generation.\n- MINT EC",536881945]],["^15",[5239,"^17",1761642519442,536870922]],["^15",[5239,"^3?","~m1763504862000",536881946]],["^15",[5239,"^Z","pages/scratchpad.md",536870922]],["^15",[5244,"^Q","Ausfranzungen untern (schwarz)",536870922]],["^15",[5244,"^O","^1@",536870922]],["^15",[5244,"^F",4360,536870922]],["^15",[5244,"^X",4360,536870922]],["^15",[5244,"^V",4360,536870922]],["^15",[5244,"^U",4360,536870922]],["^15",[5244,"^;","~u69008817-6ea1-46ae-8bab-6eb37b7109a5",536870922]],["^15",[5250,"^3","exclude-from-graph-view:: true\n\n-\n- This page is a collection of some of the Advanced queries from the [[Datalog channel on the server.\n id:: 61db13f4-75e8-4f87-ad60-3ac3479c5fc8\n- ### Resources\n\t- [link: The first message on the datalog channel](https://discord.com/channels/725182569297215569/743139225746145311/743139795865174119)\n\t- [link: Logseq docs - Advanced queries](https://docs.logseq.com/#/page/advanced%20queries)\n\t- [link: Logseq datascript schema](https://gist.github.com/tiensonqin/9a40575827f8f63eec54432443ecb929)\n\t- [link: Logseq frontend db model](https://github.com/logseq/logseq/blob/master/src/main/frontend/db/model.cljs)\n\t- [link: How to Graph Your Data - talk by Paula Gearon](https://youtu.be/tbVwmFBnfo4)\n\t- [link: Domain modelling with datalog - talk by Norbert Wojtowicz](https://youtu.be/oo-7mN9WXTw)\n\t- [link: Athens Research ClojureFam](https://github.com/athensresearch/ClojureFam)\n\t- [link: Learn datalog today](http://www.learndatalogtoday.org)\n\t- [link: Uday Verma's Blog: Datascript 101](https://udayv.com/blog/2016-04-28-datascript101/)\n\t- [link: ClojureScript Cheatsheet](https://cljs.info/cheatsheet/)\n\t- [link: Hiccup syntax](https://github.com/weavejester/hiccup/wiki/Syntax)\n\t- [link: Logseq datascript](https://github.com/logseq/datascript/blob/fork/src/datascript/query.cljc)\n\t- [link: Advanced queries tutorial](https://mschmidtkorth.github.io/logseq-msk-docs/#/page/advanced%20queries%20tutorial)\n- ### Own Querys\n\t- **List all the pages updated in the last 3 days**\n\t\t- See also:\n\t\t\t- {{embed ((686c3af1-5149-453c-94b2-94028372c22b))}}\n\t\t- query-sort-by:: page\n\t\t query-table:: true\n\t\t query-sort-desc:: false\n\t\t query-properties:: [:page :block]\n\t\t #+BEGIN_QUERY\n\t\t {:title [:h3 \"Updated in last 3 days\"]\n\t\t :query [:find (pull ?page [*])\n\t\t :in $ ?end\n\t\t :where\n\t\t [?b :block/updated-at ?v]\n\t\t [(- ?end 259200000 ) ?period]\n\t\t [(>= ?v ?period)]\n\t\t [(< ?v ?end)]\n\t\t [?page :block/page ?b]\n\t\t ]\n\t\t ; :inputs [:start-of-today-ms]\n\t\t ; :inputs [:right-now-ms]\n\t\t :inputs [:end-of-today-ms]\n\t\t }\n\t\t #+END_QUERY\n\t\t-\n-\n- ### Queries\n\t- **Query to search a textual input**\n\t link:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/821317203910721577)\n\t collapsed:: true\n\t\t- collapsed:: true\n\t\t #+BEGIN_QUERY\n\t\t {:title \"Advanced query to search for the text 'Quantum mechanics'\"\n\t\t :query\n\t\t [:find (pull ?b [*])\n\t\t :in $ ?pattern\n\t\t :where\n\t\t [?b :block/content ?c]\n\t\t [(re-pattern ?pattern) ?q]\n\t\t [(re-find ?q ?c)]]\n\t\t :inputs [\"Quantum mechanics\"]\n\t\t :collapsed? true}\n\t\t #+END_QUERY\n\t\t- Equivalent to `{{query \"Quantum mechanics\"}}`\n\t- **Find all TODO tasks outside of the journal pages**\n\t link:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/824060683947737138)\n\t collapsed:: true\n\t\t- collapsed:: true\n\t\t #+BEGIN_QUERY\n\t\t {:title [:h2.font-bold.opacity-70 \"TODO\"]\n\t\t :query [\n\t\t :find (pull ?h [*])\n\t\t :where\n\t\t [?h :block/marker ?marker]\n\t\t [(= ?marker \"TODO\")]\n\t\t ]\n\t\t :result-transform (fn [result]\n\t\t (sort-by (fn [h]\n\t\t (get h :block/priority \"Z\")) result))\n\t\t :collapsed? true}\n\t\t #+END_QUERY\n\t- **All TODO blocks recursively related to a tag or page**\n\t link:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/825330146780381205)\n\t collapsed:: true\n\t\t- How would you query for all TODO blocks that are tagged or recursively related to ancestor block/page that is tagged with a specific tag? For example, I want all TODO tasks that are tagged as clojure or contained under blocks or pages (in any indentation depth) that are tagged clojure. That way I can see all the clojure related articles I haven't read yet, without having to tag them all explicitly.\n\t\t link:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/825074937651396678)\n\t\t- collapsed:: true\n\t\t #+BEGIN_QUERY\n\t\t {:title \"All TODO items related to the tag 'Cowling' \"\n\t\t :query\n\t\t [:find (pull ?b [*])\n\t\t :where\n\t\t [?b :block/marker \"TODO\"]\n\t\t [?b :block/page ?p]\n\t\t (or [?b :block/path-ref-pages [:page/name \"cowl\"]]\n\t\t [?p :page/tags [:page/name \"cowl\"]])\n\t\t ]\n\t\t :collapsed? true}\n\t\t #+END_QUERY\n\t- **Scheduled items and deadlines from the past week**\n\t link:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/827098887826964490)\n\t collapsed:: true\n\t\t- Hey, I try to find Schedules or Due dates that are in-between specific dates, but whenever they contain a marker (TODO, NOW, ...) they should only show if that marker is not completed. Unfortunately, I'm not familiar with Datomic or Clojure at all..\n\t\t link:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/826412758438248458)\n\t\t- collapsed:: true\n\t\t #+BEGIN_QUERY\n\t\t {:title \"🟠 SLIPPING deadlines (<1W)\"\n\t\t :query [:find (pull ?block [*])\n\t\t :in $ ?start ?today\n\t\t :where\n\t\t (or\n\t\t [?block :block/scheduled ?d]\n\t\t [?block :block/deadline ?d])\n\t\t (not\n\t\t [?block :block/marker ?marker] \n\t\t (not [(contains? #{\"NOW\" \"LATER\" \"TODO\" \"DOING\"} ?marker)]))\n\t\t [(>= ?d ?start)]\n\t\t [(<= ?d ?today)]]\n\t\t :inputs [:8d :today]\n\t\t :collapsed? true}\n\t\t #+END_QUERY\n\t- **Find all unlinked pages**\n\t link:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/832512082289229824)\n\t collapsed:: true\n\t\t- query-table:: false\n\t\t collapsed:: true\n\t\t #+BEGIN_QUERY\n\t\t {:title \"Orphan pages\"\n\t\t :query [:find ?name\n\t\t :where\n\t\t [?p :page/name ?name]\n\t\t (not\n\t\t [?b :block/ref-pages ?p1]\n\t\t [?b :block/page ?p2]\n\t\t (or [?p1 :page/name ?name]\n\t\t [?p2 :page/name ?name]))]\n\t\t :view (fn [result]\n\t\t [:div.flex.flex-col\n\t\t (for [page result]\n\t\t [:a {:href (str \"/page/\" page)} (clojure.string/capitalize page)])])\n\t\t :collapsed? true}\n\t\t #+END_QUERY\n\t- **List of currently DOING tasks**\n\t link:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/848575612385624074)\n\t collapsed:: true\n\t :LOGBOOK:\n\t CLOCK: [2022-01-08 Sat 19:22:04]\n\t CLOCK: [2022-01-08 Sat 19:22:07]\n\t CLOCK: [2022-01-08 Sat 19:22:13]\n\t CLOCK: [2022-01-08 Sat 19:22:14]\n\t CLOCK: [2022-01-08 Sat 19:22:24]\n\t CLOCK: [2022-01-08 Sat 19:22:26]\n\t CLOCK: [2022-01-08 Sat 19:22:28]\n\t CLOCK: [2022-01-08 Sat 19:22:31]\n\t CLOCK: [2022-01-08 Sat 19:22:32]\n\t CLOCK: [2022-01-08 Sat 19:22:42]\n\t :END:\n\t\t- query-table:: false\n\t\t collapsed:: true\n\t\t #+BEGIN_QUERY\n\t\t {:title \"🟢 DOING\"\n\t\t :query [:find (pull ?b [*])\n\t\t :where\n\t\t [?b :block/marker ?marker]\n\t\t [(contains? #{\"NOW\" \"DOING\"} ?marker)]]\n\t\t :breadcrumb-show? false\n\t\t :result-transform (fn [result]\n\t\t \t\t(sort-by (fn [h]\n\t\t \t(get h :block/priority \"Z\"))\n\t\t result))\n\t\t :collapsed? true}\n\t\t #+END_QUERY\n\t- **Query to show random block**\n\t link:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/867362494871765002)\n\t collapsed:: true\n\t\t- collapsed:: true\n\t\t #+BEGIN_QUERY\n\t\t {:title \"Give me a random block!!!\"\n\t\t :query [:find (pull ?b [*])\n\t\t :where\n\t\t [?b :block/content ?content]\n\t\t (not [(empty? ?content)])]\n\t\t :result-transform (fn [result]\n\t\t [(rand-nth result)])\n\t\t :collapsed? true}\n\t\t #+END_QUERY\n\t- **Query to show a random page**\n\t link:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/867375290396311633)\n\t collapsed:: true\n\t\t- #+BEGIN_QUERY\n\t\t {:title \"Give me a random page!!!\"\n\t\t :query [:find ?name\n\t\t :where\n\t\t [?b :block/name ?name]]\n\t\t :result-transform (fn [result]\n\t\t [(rand-nth result)])\n\t\t :view (fn [result]\n\t\t [:div.flex.flex-col\n\t\t (for [page result]\n\t\t [:a {:href (str \"/#/page/\" page)} (clojure.string/capitalize page)])])\n\t\t :collapsed? true}\n\t\t #+END_QUERY\n\t- **Search by block uuid**\n\t link:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/868359519678398504)\n\t collapsed:: true\n\t\t- #+BEGIN_QUERY\n\t\t {:query [:find (pull ?b [*]) :in $ ?uuid\n\t\t :where\n\t\t [?b :block/uuid ?u]\n\t\t [(str ?u) ?s]\n\t\t [(= ?uuid ?s)]]\n\t\t :inputs [\"61d9ce9c-0822-4c1d-a9f3-78537657155b\"]\n\t\t }\n\t\t #+END_QUERY\n\t- **Query backlog TODO and DOING tasks**\n\t link:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/868476460061577227)\n\t collapsed:: true\n\t\t- collapsed:: true\n\t\t #+BEGIN_QUERY \n\t\t {:title \"Backlog\"\n\t\t :query [:find (pull ?todo [*]) :in $ ?current-page\n\t\t :where\n\t\t [?p :block/name ?current-page]\n\t\t [?todo :block/marker ?marker]\n\t\t (not [?todo :block/page ?p])\n\t\t (not [_ :block/refs ?todo])\n\t\t [(contains? #{\"TODO\" \"DOING\"} ?marker)]\n\t\t ]\n\t\t :inputs [:current-page]\n\t\t :breadcrumb-show? false\n\t\t :result-transform (fn [result]\n\t\t (sort-by (fn [h]\n\t\t (get h :block/priority \"Z\")) result))\n\t\t :collapsed? true}\n\t\t #+END_QUERY\n\t- **Search for a keyword within a specific set of pages**\n\t link:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/868531920923918356), [Discord](https://discord.com/channels/725182569297215569/743139225746145311/868600535694082049)\n\t collapsed:: true\n\t\t- #+BEGIN_QUERY\n\t\t {:title \"Siloed search\"\n\t\t :query [:find (pull ?b [*])\n\t\t :in $ ?keyword [?title ...]\n\t\t :where\n\t\t [?p :block/original-name ?title]\n\t\t [?b :block/page ?p]\n\t\t [?b :block/content ?c]\n\t\t [(clojure.string/includes? ?c ?keyword)]]\n\t\t :inputs [\"tasks\" [\"Advanced queries\" \"Advanced queries/Examples\"]]\n\t\t }\n\t\t #+END_QUERY\n\t\t- #+BEGIN_QUERY\n\t\t {:title \"Siloed search\"\n\t\t :query [:find (pull ?b [*])\n\t\t :in $ ?keyword [?title ...]\n\t\t :where\n\t\t [(str \"(?i)\" ?keyword) ?matcher]\n\t\t [(re-pattern ?matcher) ?regex]\n\t\t [?p :block/original-name ?title]\n\t\t [?b :block/page ?p]\n\t\t [?b :block/content ?c]\n\t\t [(re-find ?regex ?c)]]\n\t\t :inputs [\"tasks\" [\"Advanced queries\" \"Advanced queries/Examples\"]]\n\t\t }\n\t\t #+END_QUERY\n\t- **Broken references**\n\t link:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/869291105911447653)\n\t collapsed:: true\n\t\t- #+BEGIN_QUERY \n\t\t {:title \"Broken References\"\n\t\t :query [:find (pull ?b [*])\n\t\t :in $ ?matcher\n\t\t :where\n\t\t [(re-pattern ?matcher) ?regex]\n\t\t [?b :block/content ?c]\n\t\t [(re-find ?regex ?c)]\n\t\t [(missing? $ ?b :block/refs)]]\n\t\t :inputs [ \"\\\\([0-9a-f]{8}-[0-9a-f]{4}-[0-9a-f]{4}-[0-9a-f]{4}-[0-9a-f]{12}\\\\)\"]\n\t\t }\n\t\t #+END_QUERY\n\t- **Current NOW and DOING tasks for pages tagged with \"project\"**\n\t link:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/879621160860532766)\n\t collapsed:: true\n\t\t- #+BEGIN_QUERY\n\t\t {:title \"🔨 Project Now\"\n\t\t :query [:find (pull ?h [*])\n\t\t :in $ ?searchterm\n\t\t :where\n\t\t [?h :block/marker ?marker]\n\t\t [(contains? #{\"NOW\" \"DOING\"} ?marker)]\n\t\t [?p :block/properties ?a]\n\t\t [(get ?a :type) ?t]\n\t\t [(= ?searchterm ?t)]\n\t\t [?br :block/name ?searchterm]\n\t\t (or [?h :block/page ?p]\n\t\t [?h :block/refs ?br])\n\t\t ]\n\t\t :inputs [\"project\"]\n\t\t :result-transform (fn [result]\n\t\t (sort-by (fn [h]\n\t\t (get h :block/priority \"Z\")) result))\n\t\t :collapsed? false}\n\t\t #+END_QUERY\n\t- **Querying TODOs from hierarchy pages**\n\t link:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/880431776500179004)\n\t collapsed:: true\n\t\t- #+BEGIN_QUERY\n\t\t {:query [:find (pull ?b [*])\n\t\t :in $ ?s\n\t\t :where\n\t\t [?b :block/marker \"DONE\"]\n\t\t [?b :block/page ?p]\n\t\t [?p :block/original-name ?n]\n\t\t [(clojure.string/starts-with? ?n ?s)]]\n\t\t :inputs [ \"Advanced queries/\" ]\n\t\t }\n\t\t #+END_QUERY\n\t\t- DONE Completed this query\n\t- **List all the pages updated in the last 3 days**\n\t id:: 686c3af1-5149-453c-94b2-94028372c22b\n\t link:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/884486589827395724), [Discord](https://discord.com/channels/725182569297215569/743139225746145311/885529176730398821)\n\t collapsed:: true\n\t\t- The time entered in the Unix time stamp (see https://www.unixtimestamp.com) which is the number of milliseconds since Jan 1st 1970.\n\t\t query-properties:: [:page :updated-at]\n\t\t- We may have to multiply with 1000 to get the result in milliseconds, if using the above site.\n\t\t- query-sort-by:: updated-at\n\t\t query-sort-desc:: true\n\t\t query-properties:: [:page :updated-at]\n\t\t query-table:: true\n\t\t #+BEGIN_QUERY\n\t\t {:title [:h3 \"Updated in last 3 days\"]\n\t\t :query [:find (pull ?b [*])\n\t\t :in $ ?end\n\t\t :where\n\t\t [?b :block/updated-at ?v]\n\t\t [(- ?end 259200000 ) ?period]\n\t\t [(>= ?v ?period)]\n\t\t [(< ?v ?end)]\n\t\t ]\n\t\t ; :inputs [:start-of-today-ms]\n\t\t ; :inputs [:right-now-ms]\n\t\t :inputs [:end-of-today-ms]\n\t\t }\n\t\t #+END_QUERY\n\t-\n\t- **Query for TODO and LATER but excluding SCHEDULED tasks**\n\t link:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/888689090160103476)\n\t collapsed:: true\n\t\t- #+BEGIN_QUERY\n\t\t {:query [:find (pull ?b [*])\n\t\t :where\n\t\t [?b :block/marker ?m]\n\t\t [(contains? #{\"TODO\" \"LATER\"} ?m)]\n\t\t [(missing? $ ?b :block/scheduled)]\n\t\t [(missing? $ ?b :block/deadline)] ] }\n\t\t #+END_QUERY\n\t- **Query for a task having a given block property**\n\t link:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/889013656409505802)\n\t collapsed:: true\n\t\t- #+BEGIN_QUERY\n\t\t {:title \"My TASKS (type: example)\"\n\t\t :query [:find (pull ?b [*])\n\t\t :where\n\t\t [?b :block/marker ?marker]\n\t\t [(contains? #{\"DONE\"} ?marker)]\n\t\t [?b :block/properties ?prop]\n\t\t [(get ?prop :type) ?type]\n\t\t [(= \"example\" ?type)]\n\t\t ]\n\t\t :collapsed? false}\n\t\t #+END_QUERY\n\t\t- DONE Check query with task and property.\n\t- **List all projects (type:: project) that do not have any TODOs on their pages**\n\t link:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/891274363062599702)\n\t collapsed:: true\n\t\t- #+BEGIN_QUERY\n\t\t {:query[:find (pull ?p [*]) \n\t\t :where\n\t\t [?b :block/page ?p]\n\t\t [?p :block/properties ?props]\n\t\t [(get ?props :type) ?type]\n\t\t [(= ?type \"project\")]\n\t\t (not-join [?p]\n\t\t [?b :block/page ?p]\n\t\t [?b :block/marker _]) ]}\n\t\t #+END_QUERY\n\t- **List all the projects with page property \"status\" as Active]]**\n\t link:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/891910125667905546)\n\t collapsed:: true\n\t\t- #+BEGIN_QUERY\n\t\t {:query[:find (pull ?p [*]) \n\t\t :where\n\t\t [?b :block/page ?p]\n\t\t [?p :block/properties ?props]\n\t\t [(get ?props :status) ?status]\n\t\t [(= ?status #{\"Active\"})]]}\n\t\t #+END_QUERY\n\t- **Query all tasks excluding those on a page Journal reviews]]**\n\t link:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/892166421029728256), [Discord](https://discord.com/channels/725182569297215569/743139225746145311/892189369622990949)\n\t collapsed:: true\n\t\t- #+BEGIN_QUERY\n\t\t {:title \"📅 TESTING\"\n\t\t :query [:find (pull ?b [*])\n\t\t :where\n\t\t [?b :block/marker ?marker]\n\t\t [(missing? $ ?b :block/scheduled)]\n\t\t [(missing? $ ?b :block/deadline)]\n\t\t [(contains? #{\"LATER\" \"TODO\"} ?marker)]\n\t\t [?b :block/page ?page]\n\t\t [?page :block/original-name ?name]\n\t\t (not[(= ?name \"Journal reviews\")])]\n\t\t }\n\t\t #+END_QUERY\n\t\t- collapsed:: true\n\t\t #+BEGIN_QUERY\n\t\t {:title \"Main Tasks\"\n\t\t :query [:find (pull ?b [*])\n\t\t :where\n\t\t [?b :block/marker ?marker]\n\t\t [(missing? $ ?b :block/scheduled)]\n\t\t [(missing? $ ?b :block/deadline)]\n\t\t [(contains? #{\"LATER\" \"TODO\"} ?marker)]\n\t\t (not [?b :block/path-refs [:block/name \"test\"]])\n\t\t [?b :block/page ?page]\n\t\t [?page :block/original-name ?name]\n\t\t (not[(= ?name \"Journal reviews\")])]\n\t\t :breadcrumb-show? false\n\t\t :result-transform (fn [result]\n\t\t (sort-by (fn [h]\n\t\t (get h :block/created-at)) result))\n\t\t :collapsed? true\n\t\t }\n\t\t #+END_QUERY\n\t- WAITING **Query all scheduled/deadlined tasks and sort them by scheduled or deadline date**\n\t SCHEDULED: <2022-01-30 Sun>\n\t link:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/897615821688410114)\n\t collapsed:: true\n\t\t- collapsed:: true\n\t\t #+BEGIN_QUERY\n\t\t {:title \"🔮 Future Tasks\"\n\t\t :query [:find (pull ?block [*])\n\t\t :in $ ?start ?next\n\t\t :where\n\t\t [?block :block/marker ?marker]\n\t\t [(contains? #{\"NOW\" \"LATER\" \"TODO\" \"DOING\" \"WAITING\"} ?marker)]\n\t\t (or\n\t\t [?block :block/scheduled ?d]\n\t\t [?block :block/deadline ?d])\n\t\t [(>= ?d ?start)]\n\t\t [(<= ?d ?next)]]\n\t\t :inputs [:today :365d-after]\n\t\t :breadcrumb-show? false\n\t\t :result-transform (fn [result]\n\t\t (sort-by (fn [b]\n\t\t (or (get b :block/scheduled) (get b :block/deadline))) result))\n\t\t :collapsed? true\n\t\t }\n\t\t #+END_QUERY\n\t- **All tasks with priority A**\n\t link:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/898234502890004532)\n\t collapsed:: true\n\t\t- #+BEGIN_QUERY\n\t\t {:title \"All todos that with priority A\"\n\t\t :query [:find (pull ?b [*])\n\t\t :where\n\t\t [?b :block/priority \"A\"]]}\n\t\t #+END_QUERY\n\t- **Query snippet to grab the children blocks**\n\t link:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/901520859779461170)\n\t collapsed:: true\n\t\t- Replace `(pull ?h [*])` with:\n\t\t- ``` clojure\n\t\t #+BEGIN_QUERY\n\t\t (pull ?h [\n\t\t :db/id\n\t\t :block/uuid\n\t\t :block/type\n\t\t :block/left\n\t\t :block/format\n\t\t :block/title\n\t\t :block/refs\n\t\t :block/_refs\n\t\t :block/path-refs\n\t\t :block/tags\n\t\t :block/content\n\t\t :block/marker\n\t\t :block/priority\n\t\t :block/properties\n\t\t :block/body\n\t\t :block/pre-block?\n\t\t :block/scheduled\n\t\t :block/deadline\n\t\t :block/repeated?\n\t\t :block/created-at\n\t\t :block/updated-at\n\t\t :block/file\n\t\t :block/parent\n\t\t :block/unordered\n\t\t :block/heading-level\n\t\t {:block/page\n\t\t [:db/id :block/name :block/original-name :block/journal-day]}\n\t\t {:block/_parent ...}])\n\t\t \n\t\t ```\n\t- **Query for non-task blocks with a schedule/deadline in the past**\n\t link:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/905889607705575434)\n\t collapsed:: true\n\t\t- query-table:: false\n\t\t #+BEGIN_QUERY \n\t\t {:title \"Old Blocks\"\n\t\t :query [:find (pull ?b [*])\n\t\t :in $ ?start\n\t\t :where\n\t\t (or [?b :block/scheduled ?d]\n\t\t [?b :block/deadline ?d])\n\t\t [(< ?d ?start)]\n\t\t (not [?b :block/marker ?marker] \n\t\t [(contains? #{\"DONE\" \"CANCELED\"} ?marker)])]\n\t\t :inputs [:today]\n\t\t :collapsed? false}\n\t\t #+END_QUERY\n\t- **Query to find tasks under a block containing the text \"Follow-up\"**\n\t link:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/918847233586253906)\n\t collapsed:: true\n\t\t- Follow-up\n\t\t\t- DONE find this block\n\t\t\t- #+BEGIN_QUERY\n\t\t\t {:title \"Find: Follow-up Tasks\"\n\t\t\t :query [:find (pull ?b [*])\n\t\t\t :where\n\t\t\t [?p :block/content \"Follow-up\"]\n\t\t\t [?b :block/parent ?p]\n\t\t\t [?b :block/marker ?marker]\n\t\t\t [(contains? #{\"TODO\" \"DOING\" \"DONE\"} ?marker)]]\n\t\t\t }\n\t\t\t #+END_QUERY\n\t- **Query all pages that have been created in the last 2 days**\n\t link:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/920559641514082374)\n\t collapsed:: true\n\t\t- query-properties:: [:page :created-at]\n\t\t #+BEGIN_QUERY\n\t\t {:title \"Pages in last 2 days\"\n\t\t :query [:find (pull ?p [*])\n\t\t :in $ ?today\n\t\t :where \n\t\t [?p :block/created-at ?d]\n\t\t [(- ?today 172800000) ?start]\n\t\t [(>= ?d ?start)]\n\t\t [(<= ?d ?today)]\n\t\t ]\n\t\t :inputs [:right-now-ms]}\n\t\t #+END_QUERY\n\t\t- `172800000` is 2 days in ms.\n\t- **Query to create a table with page and todo count**\n\t link:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/921337299164356658)\n\t collapsed:: true\n\t\t- query-table:: false\n\t\t #+BEGIN_QUERY \n\t\t {:title \"TODO by page\"\n\t\t :query [:find (pull ?b [:block/marker :block/parent {:block/page\n\t\t [:db/id :block/name]}])\n\t\t :where\n\t\t [?b :block/marker ?marker]\n\t\t [(= \"TODO\" ?marker)] \n\t\t ]\n\t\t :result-transform (fn [result]\n\t\t (map (fn [[key value]] {:page (get key :block/name) :count (count value)}) (group-by :block/page result))\n\t\t )\n\t\t :view (fn [rows] [:table \n\t\t [:thead \n\t\t [:tr \n\t\t [:th \"Page\"] \n\t\t [:th \"Count\"] ] ] \n\t\t [:tbody \n\t\t (for [r rows] [:tr \n\t\t [:td [:a {:href (str \"#/page/\" (get r :page))} (get r :page)] ] \n\t\t [:td (get r :count)] ])\n\t\t ]]\n\t\t )\n\t\t }\n\t\t #+END_QUERY\n\t- **Simple query to finds all the tasks created today**\n\t link:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/923276145321967676), [Discord](https://discord.com/channels/725182569297215569/743139225746145311/923282510283169812), [Discord](https://discord.com/channels/725182569297215569/743139225746145311/923486975552528424)\n\t collapsed:: true\n\t\t- {{query (and (between -0d ++0d) (task TODO))}}\n\t\t- d is used to indicate a day. 0d means 0 days or today. \n\t\t Think of it this way:\n\t\t Between -0d and ++0d\n\t\t\t- = between today-1 and today+1\n\t\t\t = between yesterday and tommrow \n\t\t\t = today\n\t\t- ++1d transformed to todays date\n\t\t +1d transformed to tomorrow\n\t\t -1d transformed to yesterday\n\t- **Query all blocks on the current page having a specific tag, say \"#datalog\"**\n\t link:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/923925207738109962)\n\t collapsed:: true\n\t\t- #+BEGIN_QUERY\n\t\t {\n\t\t :query [\n\t\t :find (pull ?b [*]) \n\t\t :in $ ?current-page\n\t\t :where \n\t\t [?p :block/name ?current-page]\n\t\t [?b :block/page ?p]\n\t\t [?b :block/path-refs [:block/name \"datalog\"]]\n\t\t ]\n\t\t :inputs [:current-page]}\n\t\t }\n\t\t #+END_QUERY\n\t- **Query to create a table from \"birthday\" property of a page**\n\t id:: 61db1cf4-95f0-458b-97b9-a42f02c9ce12\n\t link:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/924614606842904577)\n\t\t- query-table:: false\n\t\t query-properties:: [:alias :birthday]\n\t\t #+BEGIN_QUERY\n\t\t {\n\t\t :query [:find (pull ?b [*])\n\t\t :where\n\t\t [?b :block/properties ?bprops]\n\t\t [(get ?bprops :birthday \"nil\") ?bs]\n\t\t [(not= ?bs \"nil\")]]\n\t\t :result-transform (fn [result]\n\t\t (sort-by (fn [h]\n\t\t (get-in h [:block/properties :verjaardag])) result))\n\t\t }\n\t\t #+END_QUERY",536870922]],["^15",[5250,"^17",1761642519647,536870922]],["^15",[5250,"^Z","pages/testQuerys.md",536870922]],["^15",[5251,"^K",1761642519643,536870922]],["^15",[5251,"^@",false,536870922]],["^15",[5251,"^Y","686c3af1-5149-453c-94b2-94028372c22b",536870922]],["^15",[5251,"^11","686c3af1-5149-453c-94b2-94028372c22b",536870922]],["^15",[5251,"^B",1761642519643,536870922]],["^15",[5251,"^;","~u69008817-fd5a-4535-a13c-69a56af09dd1",536870922]],["^15",[5252,"^M",true,536870922]],["^15",[5252,"^Q","**Query for non-task blocks with a schedule/deadline in the past**\nlink:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/905889607705575434)\ncollapsed:: true",536870922]],["^15",[5252,"^O","^1@",536870922]],["^15",[5252,"^F",5321,536870922]],["^15",[5252,"^X",4391,536870922]],["^15",[5252,"^V",5350,536870922]],["^15",[5252,"^U",4391,536870922]],["^15",[5252,"^U",5234,536870922]],["^15",[5252,"^?",["^ ","~:link","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/905889607705575434)"],536870922]],["^15",[5252,"^J",["^3M"],536870922]],["^15",[5252,"^4",["^ ","^3M","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/905889607705575434)"],536870922]],["^15",[5252,"^H",5234,536870922]],["^15",[5252,"^;","~u69008817-eafd-4dca-8082-290490d923b8",536870922]],["^15",[5253,"^Q","See also:",536870922]],["^15",[5253,"^O","^1@",536870922]],["^15",[5253,"^F",5322,536870922]],["^15",[5253,"^X",4391,536870922]],["^15",[5253,"^V",5322,536870922]],["^15",[5253,"^U",4391,536870922]],["^15",[5253,"^;","~u69008817-6784-4040-aad9-bd79f8e49409",536870922]],["^15",[5254,"^Q","~`172800000` is 2 days in ms.",536870922]],["^15",[5254,"^O","^1@",536870922]],["^15",[5254,"^F",5266,536870922]],["^15",[5254,"^X",4391,536870922]],["^15",[5254,"^V",5287,536870922]],["^15",[5254,"^U",4391,536870922]],["^15",[5254,"^U",5234,536870922]],["^15",[5254,"^;","~u69008817-db83-417f-b8ca-d9cedd71e3ea",536870922]],["^15",[5255,"^Q","",536870922]],["^15",[5255,"^O","^1@",536870922]],["^15",[5255,"^F",5337,536870922]],["^15",[5255,"^X",4391,536870922]],["^15",[5255,"^V",4391,536870922]],["^15",[5255,"^U",4391,536870922]],["^15",[5255,"^;","~u69008817-76e6-43f7-a5df-ce579142b0df",536870922]],["^15",[5256,"^Q","This page is a collection of some of the Advanced queries from the [[Datalog channel on the server.\nid:: 61db13f4-75e8-4f87-ad60-3ac3479c5fc8",536870922]],["^15",[5256,"^O","^1@",536870922]],["^15",[5256,"^F",5279,536870922]],["^15",[5256,"^X",4391,536870922]],["^15",[5256,"^V",4391,536870922]],["^15",[5256,"^U",4391,536870922]],["^15",[5256,"^?",["^ ","^1;","61db13f4-75e8-4f87-ad60-3ac3479c5fc8"],536870922]],["^15",[5256,"^J",["^1;"],536870922]],["^15",[5256,"^4",["^ ","^1;","61db13f4-75e8-4f87-ad60-3ac3479c5fc8"],536870922]],["^15",[5256,"^;","~u61db13f4-75e8-4f87-ad60-3ac3479c5fc8",536870922]],["^15",[5257,"^Q","#+BEGIN_QUERY\n{:title \"Siloed search\"\n :query [:find (pull ?b [*])\n :in $ ?keyword [?title ...]\n :where\n [?p :block/original-name ?title]\n [?b :block/page ?p]\n [?b :block/content ?c]\n [(clojure.string/includes? ?c ?keyword)]]\n :inputs [\"tasks\" [\"Advanced queries\" \"Advanced queries/Examples\"]]\n }\n#+END_QUERY",536870922]],["^15",[5257,"^O","^1@",536870922]],["^15",[5257,"^F",5272,536870922]],["^15",[5257,"^X",4391,536870922]],["^15",[5257,"^V",5272,536870922]],["^15",[5257,"^U",4391,536870922]],["^15",[5257,"^U",5234,536870922]],["^15",[5257,"^;","~u69008817-85a0-46b3-9619-c00be9a0718d",536870922]],["^15",[5258,"^M",true,536870922]],["^15",[5258,"^Q","collapsed:: true\n#+BEGIN_QUERY\n{:title \"🟠 SLIPPING deadlines (<1W)\"\n :query [:find (pull ?block [*])\n :in $ ?start ?today\n :where\n (or\n [?block :block/scheduled ?d]\n [?block :block/deadline ?d])\n (not\n [?block :block/marker ?marker] \n (not [(contains? #{\"NOW\" \"LATER\" \"TODO\" \"DOING\"} ?marker)]))\n [(>= ?d ?start)]\n [(<= ?d ?today)]]\n :inputs [:8d :today]\n :collapsed? true}\n#+END_QUERY",536870922]],["^15",[5258,"^O","^1@",536870922]],["^15",[5258,"^F",5260,536870922]],["^15",[5258,"^X",4391,536870922]],["^15",[5258,"^V",5286,536870922]],["^15",[5258,"^U",4391,536870922]],["^15",[5258,"^U",5234,536870922]],["^15",[5258,"^?",["^ "],536870922]],["^15",[5258,"^J",[],536870922]],["^15",[5258,"^4",["^ "],536870922]],["^15",[5258,"^;","~u69008817-8f2c-45bf-8da2-d6dca9087c22",536870922]],["^15",[5259,"^M",true,536870922]],["^15",[5259,"^Q","query-table:: false\ncollapsed:: true\n#+BEGIN_QUERY\n{:title \"🟢 DOING\"\n :query [:find (pull ?b [*])\n :where\n [?b :block/marker ?marker]\n [(contains? #{\"NOW\" \"DOING\"} ?marker)]]\n:breadcrumb-show? false\n :result-transform (fn [result]\n \t\t(sort-by (fn [h]\n \t(get h :block/priority \"Z\"))\n result))\n :collapsed? true}\n#+END_QUERY",536870922]],["^15",[5259,"^O","^1@",536870922]],["^15",[5259,"^F",5270,536870922]],["^15",[5259,"^X",4391,536870922]],["^15",[5259,"^V",5270,536870922]],["^15",[5259,"^U",4391,536870922]],["^15",[5259,"^U",5234,536870922]],["^15",[5259,"^?",["^ ","^3;",false],536870922]],["^15",[5259,"^J",["^3;"],536870922]],["^15",[5259,"^4",["^ ","^3;","false"],536870922]],["^15",[5259,"^;","~u69008817-4348-4bbb-86a4-c1edea3b187b",536870922]],["^15",[5260,"^Q","Hey, I try to find Schedules or Due dates that are in-between specific dates, but whenever they contain a marker (TODO, NOW, ...) they should only show if that marker is not completed. Unfortunately, I'm not familiar with Datomic or Clojure at all..\nlink:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/826412758438248458)",536870922]],["^15",[5260,"^O","^1@",536870922]],["^15",[5260,"^F",5286,536870922]],["^15",[5260,"^X",4391,536870922]],["^15",[5260,"^V",5286,536870922]],["^15",[5260,"^U",4391,536870922]],["^15",[5260,"^U",5234,536870922]],["^15",[5260,"^?",["^ ","^3M","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/826412758438248458)"],536870922]],["^15",[5260,"^J",["^3M"],536870922]],["^15",[5260,"^4",["^ ","^3M","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/826412758438248458)"],536870922]],["^15",[5260,"^H",5234,536870922]],["^15",[5260,"^;","~u69008817-1592-48ed-bce5-de2ae8341e00",536870922]],["^15",[5261,"^Q","[link: Logseq datascript](https://github.com/logseq/datascript/blob/fork/src/datascript/query.cljc)",536870922]],["^15",[5261,"^O","^1@",536870922]],["^15",[5261,"^F",5262,536870922]],["^15",[5261,"^X",4391,536870922]],["^15",[5261,"^V",5342,536870922]],["^15",[5261,"^U",4391,536870922]],["^15",[5261,"^;","~u69008817-0b9a-4641-939e-48378be8fd95",536870922]],["^15",[5262,"^Q","[link: Hiccup syntax](https://github.com/weavejester/hiccup/wiki/Syntax)",536870922]],["^15",[5262,"^O","^1@",536870922]],["^15",[5262,"^F",5317,536870922]],["^15",[5262,"^X",4391,536870922]],["^15",[5262,"^V",5342,536870922]],["^15",[5262,"^U",4391,536870922]],["^15",[5262,"^;","~u69008817-effd-4a01-bb93-031a95a0f68c",536870922]],["^15",[5263,"^M",true,536870922]],["^15",[5263,"^Q","**Find all unlinked pages**\nlink:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/832512082289229824)\ncollapsed:: true",536870922]],["^15",[5263,"^O","^1@",536870922]],["^15",[5263,"^F",5286,536870922]],["^15",[5263,"^X",4391,536870922]],["^15",[5263,"^V",5350,536870922]],["^15",[5263,"^U",4391,536870922]],["^15",[5263,"^U",5234,536870922]],["^15",[5263,"^?",["^ ","^3M","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/832512082289229824)"],536870922]],["^15",[5263,"^J",["^3M"],536870922]],["^15",[5263,"^4",["^ ","^3M","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/832512082289229824)"],536870922]],["^15",[5263,"^H",5234,536870922]],["^15",[5263,"^;","~u69008817-d522-4572-91a1-09aa6556dea6",536870922]],["^15",[5264,"^Q","[link: Logseq datascript schema](https://gist.github.com/tiensonqin/9a40575827f8f63eec54432443ecb929)",536870922]],["^15",[5264,"^O","^1@",536870922]],["^15",[5264,"^F",5267,536870922]],["^15",[5264,"^X",4391,536870922]],["^15",[5264,"^V",5342,536870922]],["^15",[5264,"^U",4391,536870922]],["^15",[5264,"^;","~u69008817-be9b-4f03-8c4a-e9ef1f794dd8",536870922]],["^15",[5265,"^Q","",536870922]],["^15",[5265,"^O","^1@",536870922]],["^15",[5265,"^F",5332,536870922]],["^15",[5265,"^X",4391,536870922]],["^15",[5265,"^V",5322,536870922]],["^15",[5265,"^U",4391,536870922]],["^15",[5265,"^;","~u69008817-5eb6-4531-8f2e-04833ee12747",536870922]],["^15",[5266,"^Q","query-properties:: [:page :created-at]\n#+BEGIN_QUERY\n{:title \"Pages in last 2 days\"\n:query [:find (pull ?p [*])\n :in $ ?today\n :where \n [?p :block/created-at ?d]\n [(- ?today 172800000) ?start]\n [(>= ?d ?start)]\n [(<= ?d ?today)]\n ]\n:inputs [:right-now-ms]}\n#+END_QUERY",536870922]],["^15",[5266,"^O","^1@",536870922]],["^15",[5266,"^F",5287,536870922]],["^15",[5266,"^X",4391,536870922]],["^15",[5266,"^V",5287,536870922]],["^15",[5266,"^U",4391,536870922]],["^15",[5266,"^U",5234,536870922]],["^15",[5266,"^?",["^ ","^3G","[:page :created-at]"],536870922]],["^15",[5266,"^J",["^3G"],536870922]],["^15",[5266,"^4",["^ ","^3G","[:page :created-at]"],536870922]],["^15",[5266,"^;","~u69008817-d06f-4928-a64f-734818bddee6",536870922]],["^15",[5267,"^Q","[link: Logseq docs - Advanced queries](https://docs.logseq.com/#/page/advanced%20queries)",536870922]],["^15",[5267,"^O","^1@",536870922]],["^15",[5267,"^F",5323,536870922]],["^15",[5267,"^X",4391,536870922]],["^15",[5267,"^V",5342,536870922]],["^15",[5267,"^U",4391,536870922]],["^15",[5267,"^;","~u69008817-4ce9-438f-9758-c53ab1c8a0ce",536870922]],["^15",[5268,"^M",true,536870922]],["^15",[5268,"^Q","collapsed:: true\n#+BEGIN_QUERY\n{:title \"Main Tasks\"\n :query [:find (pull ?b [*])\n :where\n [?b :block/marker ?marker]\n [(missing? $ ?b :block/scheduled)]\n [(missing? $ ?b :block/deadline)]\n [(contains? #{\"LATER\" \"TODO\"} ?marker)]\n (not [?b :block/path-refs [:block/name \"test\"]])\n [?b :block/page ?page]\n [?page :block/original-name ?name]\n (not[(= ?name \"Journal reviews\")])]\n :breadcrumb-show? false\n :result-transform (fn [result]\n (sort-by (fn [h]\n (get h :block/created-at)) result))\n:collapsed? true\n }\n#+END_QUERY",536870922]],["^15",[5268,"^O","^1@",536870922]],["^15",[5268,"^F",5285,536870922]],["^15",[5268,"^X",4391,536870922]],["^15",[5268,"^V",5302,536870922]],["^15",[5268,"^U",4391,536870922]],["^15",[5268,"^U",5234,536870922]],["^15",[5268,"^?",["^ "],536870922]],["^15",[5268,"^J",[],536870922]],["^15",[5268,"^4",["^ "],536870922]],["^15",[5268,"^;","~u69008817-0613-4d09-abf4-24f97765716c",536870922]],["^15",[5269,"^Q","#+BEGIN_QUERY\n{:title \"All todos that with priority A\"\n :query [:find (pull ?b [*])\n :where\n [?b :block/priority \"A\"]]}\n#+END_QUERY",536870922]],["^15",[5269,"^O","^1@",536870922]],["^15",[5269,"^F",5284,536870922]],["^15",[5269,"^X",4391,536870922]],["^15",[5269,"^V",5284,536870922]],["^15",[5269,"^U",4391,536870922]],["^15",[5269,"^U",5234,536870922]],["^15",[5269,"^;","~u69008817-8012-48ab-b601-a1ca1351f7a2",536870922]],["^15",[5270,"^M",true,536870922]],["^15",[5270,"^Q","**List of currently DOING tasks**\nlink:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/848575612385624074)\ncollapsed:: true\n:LOGBOOK:\nCLOCK: [2022-01-08 Sat 19:22:04]\nCLOCK: [2022-01-08 Sat 19:22:07]\nCLOCK: [2022-01-08 Sat 19:22:13]\nCLOCK: [2022-01-08 Sat 19:22:14]\nCLOCK: [2022-01-08 Sat 19:22:24]\nCLOCK: [2022-01-08 Sat 19:22:26]\nCLOCK: [2022-01-08 Sat 19:22:28]\nCLOCK: [2022-01-08 Sat 19:22:31]\nCLOCK: [2022-01-08 Sat 19:22:32]\nCLOCK: [2022-01-08 Sat 19:22:42]\n:END:",536870922]],["^15",[5270,"^O","^1@",536870922]],["^15",[5270,"^F",5263,536870922]],["^15",[5270,"^X",4391,536870922]],["^15",[5270,"^V",5350,536870922]],["^15",[5270,"^U",4391,536870922]],["^15",[5270,"^U",5234,536870922]],["^15",[5270,"^?",["^ ","^3M","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/848575612385624074)"],536870922]],["^15",[5270,"^J",["^3M"],536870922]],["^15",[5270,"^4",["^ ","^3M","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/848575612385624074)"],536870922]],["^15",[5270,"^H",5234,536870922]],["^15",[5270,"^;","~u69008817-64fb-403b-8420-5a2aecc9a05a",536870922]],["^15",[5271,"^Q","{{query (and (between -0d ++0d) (task TODO))}}",536870922]],["^15",[5271,"^O","^1@",536870922]],["^15",[5271,"^F",5299,536870922]],["^15",[5271,"^S",5355,536870922]],["^15",[5271,"^X",4391,536870922]],["^15",[5271,"^V",5299,536870922]],["^15",[5271,"^U",4391,536870922]],["^15",[5271,"^U",5234,536870922]],["^15",[5271,"^;","~u69008817-3799-4031-ba85-6321e56aafbf",536870922]],["^15",[5272,"^M",true,536870922]],["^15",[5272,"^Q","**Search for a keyword within a specific set of pages**\nlink:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/868531920923918356), [Discord](https://discord.com/channels/725182569297215569/743139225746145311/868600535694082049)\ncollapsed:: true",536870922]],["^15",[5272,"^O","^1@",536870922]],["^15",[5272,"^F",5319,536870922]],["^15",[5272,"^X",4391,536870922]],["^15",[5272,"^V",5350,536870922]],["^15",[5272,"^U",4391,536870922]],["^15",[5272,"^U",5234,536870922]],["^15",[5272,"^?",["^ ","^3M","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/868531920923918356), [Discord](https://discord.com/channels/725182569297215569/743139225746145311/868600535694082049)"],536870922]],["^15",[5272,"^J",["^3M"],536870922]],["^15",[5272,"^4",["^ ","^3M","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/868531920923918356), [Discord](https://discord.com/channels/725182569297215569/743139225746145311/868600535694082049)"],536870922]],["^15",[5272,"^H",5234,536870922]],["^15",[5272,"^;","~u69008817-95f5-4085-bfd7-d198a651fbac",536870922]],["^15",[5273,"^M",true,536870922]],["^15",[5273,"^Q","**List all projects (type:: project) that do not have any TODOs on their pages**\nlink:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/891274363062599702)\ncollapsed:: true",536870922]],["^15",[5273,"^O","^1@",536870922]],["^15",[5273,"^F",5341,536870922]],["^15",[5273,"^X",4391,536870922]],["^15",[5273,"^V",5350,536870922]],["^15",[5273,"^U",4391,536870922]],["^15",[5273,"^U",5234,536870922]],["^15",[5273,"^?",["^ ","^3M","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/891274363062599702)"],536870922]],["^15",[5273,"^J",["^3M"],536870922]],["^15",[5273,"^4",["^ ","^3M","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/891274363062599702)"],536870922]],["^15",[5273,"^H",5234,536870922]],["^15",[5273,"^;","~u69008817-6b92-488a-ac5b-5a034c485a44",536870922]],["^15",[5274,"^M",true,536870922]],["^15",[5274,"^Q","**List all the pages updated in the last 3 days**\nid:: 686c3af1-5149-453c-94b2-94028372c22b\nlink:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/884486589827395724), [Discord](https://discord.com/channels/725182569297215569/743139225746145311/885529176730398821)\ncollapsed:: true",536870922]],["^15",[5274,"^O","^1@",536870922]],["^15",[5274,"^F",5338,536870922]],["^15",[5274,"^X",4391,536870922]],["^15",[5274,"^V",5350,536870922]],["^15",[5274,"^U",4391,536870922]],["^15",[5274,"^U",5234,536870922]],["^15",[5274,"^?",["^ ","^1;","686c3af1-5149-453c-94b2-94028372c22b","^3M","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/884486589827395724), [Discord](https://discord.com/channels/725182569297215569/743139225746145311/885529176730398821)"],536870922]],["^15",[5274,"^J",["^1;","^3M"],536870922]],["^15",[5274,"^4",["^ ","^1;","686c3af1-5149-453c-94b2-94028372c22b","^3M","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/884486589827395724), [Discord](https://discord.com/channels/725182569297215569/743139225746145311/885529176730398821)"],536870922]],["^15",[5274,"^H",5234,536870922]],["^15",[5274,"^;","~u686c3af1-5149-453c-94b2-94028372c22b",536870922]],["^15",[5275,"^Q","query-table:: false\n#+BEGIN_QUERY \n{:title \"TODO by page\"\n :query [:find (pull ?b [:block/marker :block/parent {:block/page\n [:db/id :block/name]}])\n :where\n [?b :block/marker ?marker]\n [(= \"TODO\" ?marker)] \n ]\n:result-transform (fn [result]\n (map (fn [[key value]] {:page (get key :block/name) :count (count value)}) (group-by :block/page result))\n )\n:view (fn [rows] [:table \n [:thead \n [:tr \n [:th \"Page\"] \n [:th \"Count\"] ] ] \n [:tbody \n(for [r rows] [:tr \n [:td [:a {:href (str \"#/page/\" (get r :page))} (get r :page)] ] \n [:td (get r :count)] ])\n ]]\n)\n}\n#+END_QUERY",536870922]],["^15",[5275,"^O","^1@",536870922]],["^15",[5275,"^F",5300,536870922]],["^15",[5275,"^X",4391,536870922]],["^15",[5275,"^V",5300,536870922]],["^15",[5275,"^U",4391,536870922]],["^15",[5275,"^U",5234,536870922]],["^15",[5275,"^?",["^ ","^3;",false],536870922]],["^15",[5275,"^J",["^3;"],536870922]],["^15",[5275,"^4",["^ ","^3;","false"],536870922]],["^15",[5275,"^;","~u69008817-c7e1-400b-b636-1ecfc9f11e64",536870922]],["^15",[5276,"^Q","d is used to indicate a day. 0d means 0 days or today. \nThink of it this way:\nBetween -0d and ++0d",536870922]],["^15",[5276,"^O","^1@",536870922]],["^15",[5276,"^F",5271,536870922]],["^15",[5276,"^X",4391,536870922]],["^15",[5276,"^V",5299,536870922]],["^15",[5276,"^U",4391,536870922]],["^15",[5276,"^U",5234,536870922]],["^15",[5276,"^;","~u69008817-d3f0-419f-a776-fd74225e97d8",536870922]],["^15",[5277,"^M",true,536870922]],["^15",[5277,"^Q","collapsed:: true\n#+BEGIN_QUERY\n{:title \"🔮 Future Tasks\"\n :query [:find (pull ?block [*])\n :in $ ?start ?next\n :where\n [?block :block/marker ?marker]\n [(contains? #{\"NOW\" \"LATER\" \"TODO\" \"DOING\" \"WAITING\"} ?marker)]\n (or\n [?block :block/scheduled ?d]\n [?block :block/deadline ?d])\n [(>= ?d ?start)]\n [(<= ?d ?next)]]\n :inputs [:today :365d-after]\n :breadcrumb-show? false\n :result-transform (fn [result]\n (sort-by (fn [b]\n (or (get b :block/scheduled) (get b :block/deadline))) result))\n :collapsed? true\n}\n#+END_QUERY",536870922]],["^15",[5277,"^O","^1@",536870922]],["^15",[5277,"^F",5308,536870922]],["^15",[5277,"^X",4391,536870922]],["^15",[5277,"^V",5308,536870922]],["^15",[5277,"^U",13,536870922]],["^15",[5277,"^U",4391,536870922]],["^15",[5277,"^U",5234,536870922]],["^15",[5277,"^?",["^ "],536870922]],["^15",[5277,"^J",[],536870922]],["^15",[5277,"^4",["^ "],536870922]],["^15",[5277,"^;","~u69008817-732b-4336-94f8-1a9b9e9d28d5",536870922]],["^15",[5278,"^Q","We may have to multiply with 1000 to get the result in milliseconds, if using the above site.",536870922]],["^15",[5278,"^O","^1@",536870922]],["^15",[5278,"^F",5347,536870922]],["^15",[5278,"^X",4391,536870922]],["^15",[5278,"^V",5274,536870922]],["^15",[5278,"^U",4391,536870922]],["^15",[5278,"^U",5234,536870922]],["^15",[5278,"^;","~u69008817-b662-4242-ab49-30f66fbf2007",536870922]],["^15",[5279,"^Q","",536870922]],["^15",[5279,"^O","^1@",536870922]],["^15",[5279,"^F",5328,536870922]],["^15",[5279,"^X",4391,536870922]],["^15",[5279,"^V",4391,536870922]],["^15",[5279,"^U",4391,536870922]],["^15",[5279,"^;","~u69008817-8b5b-4563-a4f3-259b48f34c3f",536870922]],["^15",[5280,"^M",true,536870922]],["^15",[5280,"^Q","**Query to show random block**\nlink:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/867362494871765002)\ncollapsed:: true",536870922]],["^15",[5280,"^O","^1@",536870922]],["^15",[5280,"^F",5270,536870922]],["^15",[5280,"^X",4391,536870922]],["^15",[5280,"^V",5350,536870922]],["^15",[5280,"^U",4391,536870922]],["^15",[5280,"^U",5234,536870922]],["^15",[5280,"^?",["^ ","^3M","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/867362494871765002)"],536870922]],["^15",[5280,"^J",["^3M"],536870922]],["^15",[5280,"^4",["^ ","^3M","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/867362494871765002)"],536870922]],["^15",[5280,"^H",5234,536870922]],["^15",[5280,"^;","~u69008817-cea3-4d8c-b942-0761cb0d09b7",536870922]],["^15",[5281,"^Q","[link: Domain modelling with datalog - talk by Norbert Wojtowicz](https://youtu.be/oo-7mN9WXTw)",536870922]],["^15",[5281,"^O","^1@",536870922]],["^15",[5281,"^F",5301,536870922]],["^15",[5281,"^X",4391,536870922]],["^15",[5281,"^V",5342,536870922]],["^15",[5281,"^U",4391,536870922]],["^15",[5281,"^;","~u69008817-4a03-4384-8b06-217972c12c3a",536870922]],["^15",[5282,"^M",true,536870922]],["^15",[5282,"^Q","**Query for TODO and LATER but excluding SCHEDULED tasks**\nlink:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/888689090160103476)\ncollapsed:: true",536870922]],["^15",[5282,"^O","^1@",536870922]],["^15",[5282,"^F",5292,536870922]],["^15",[5282,"^X",4391,536870922]],["^15",[5282,"^V",5350,536870922]],["^15",[5282,"^U",4391,536870922]],["^15",[5282,"^U",5234,536870922]],["^15",[5282,"^?",["^ ","^3M","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/888689090160103476)"],536870922]],["^15",[5282,"^J",["^3M"],536870922]],["^15",[5282,"^4",["^ ","^3M","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/888689090160103476)"],536870922]],["^15",[5282,"^H",5234,536870922]],["^15",[5282,"^;","~u69008817-39d4-44ba-a228-c988a354ab36",536870922]],["^15",[5283,"^Q","Equivalent to `{{query \"Quantum mechanics\"}}`",536870922]],["^15",[5283,"^O","^1@",536870922]],["^15",[5283,"^F",5336,536870922]],["^15",[5283,"^X",4391,536870922]],["^15",[5283,"^V",5346,536870922]],["^15",[5283,"^U",4391,536870922]],["^15",[5283,"^U",5234,536870922]],["^15",[5283,"^;","~u69008817-7a36-4b70-8af8-0373f2c7d1e4",536870922]],["^15",[5284,"^M",true,536870922]],["^15",[5284,"^Q","**All tasks with priority A**\nlink:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/898234502890004532)\ncollapsed:: true",536870922]],["^15",[5284,"^O","^1@",536870922]],["^15",[5284,"^F",5308,536870922]],["^15",[5284,"^X",4391,536870922]],["^15",[5284,"^V",5350,536870922]],["^15",[5284,"^U",4391,536870922]],["^15",[5284,"^U",5234,536870922]],["^15",[5284,"^?",["^ ","^3M","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/898234502890004532)"],536870922]],["^15",[5284,"^J",["^3M"],536870922]],["^15",[5284,"^4",["^ ","^3M","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/898234502890004532)"],536870922]],["^15",[5284,"^H",5234,536870922]],["^15",[5284,"^;","~u69008817-282f-401d-86be-972eae60ead1",536870922]],["^15",[5285,"^Q","#+BEGIN_QUERY\n{:title \"📅 TESTING\"\n :query [:find (pull ?b [*])\n :where\n [?b :block/marker ?marker]\n [(missing? $ ?b :block/scheduled)]\n [(missing? $ ?b :block/deadline)]\n [(contains? #{\"LATER\" \"TODO\"} ?marker)]\n [?b :block/page ?page]\n [?page :block/original-name ?name]\n (not[(= ?name \"Journal reviews\")])]\n }\n#+END_QUERY",536870922]],["^15",[5285,"^O","^1@",536870922]],["^15",[5285,"^F",5302,536870922]],["^15",[5285,"^X",4391,536870922]],["^15",[5285,"^V",5302,536870922]],["^15",[5285,"^U",4391,536870922]],["^15",[5285,"^U",5234,536870922]],["^15",[5285,"^;","~u69008817-a864-4911-934a-7043a6237aa5",536870922]],["^15",[5286,"^M",true,536870922]],["^15",[5286,"^Q","**Scheduled items and deadlines from the past week**\nlink:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/827098887826964490)\ncollapsed:: true",536870922]],["^15",[5286,"^O","^1@",536870922]],["^15",[5286,"^F",5335,536870922]],["^15",[5286,"^X",4391,536870922]],["^15",[5286,"^V",5350,536870922]],["^15",[5286,"^U",4391,536870922]],["^15",[5286,"^U",5234,536870922]],["^15",[5286,"^?",["^ ","^3M","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/827098887826964490)"],536870922]],["^15",[5286,"^J",["^3M"],536870922]],["^15",[5286,"^4",["^ ","^3M","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/827098887826964490)"],536870922]],["^15",[5286,"^H",5234,536870922]],["^15",[5286,"^;","~u69008817-4242-4257-9834-fa8a3309d0b5",536870922]],["^15",[5287,"^M",true,536870922]],["^15",[5287,"^Q","**Query all pages that have been created in the last 2 days**\nlink:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/920559641514082374)\ncollapsed:: true",536870922]],["^15",[5287,"^O","^1@",536870922]],["^15",[5287,"^F",5349,536870922]],["^15",[5287,"^X",4391,536870922]],["^15",[5287,"^V",5350,536870922]],["^15",[5287,"^U",4391,536870922]],["^15",[5287,"^U",5234,536870922]],["^15",[5287,"^?",["^ ","^3M","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/920559641514082374)"],536870922]],["^15",[5287,"^J",["^3M"],536870922]],["^15",[5287,"^4",["^ ","^3M","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/920559641514082374)"],536870922]],["^15",[5287,"^H",5234,536870922]],["^15",[5287,"^;","~u69008817-a2ff-4d2c-9e00-250ce7b9aa9c",536870922]],["^15",[5288,"^Q","#+BEGIN_QUERY\n{:title \"Siloed search\"\n :query [:find (pull ?b [*])\n :in $ ?keyword [?title ...]\n :where\n [(str \"(?i)\" ?keyword) ?matcher]\n [(re-pattern ?matcher) ?regex]\n [?p :block/original-name ?title]\n [?b :block/page ?p]\n [?b :block/content ?c]\n [(re-find ?regex ?c)]]\n :inputs [\"tasks\" [\"Advanced queries\" \"Advanced queries/Examples\"]]\n }\n#+END_QUERY",536870922]],["^15",[5288,"^O","^1@",536870922]],["^15",[5288,"^F",5257,536870922]],["^15",[5288,"^X",4391,536870922]],["^15",[5288,"^V",5272,536870922]],["^15",[5288,"^U",4391,536870922]],["^15",[5288,"^U",5234,536870922]],["^15",[5288,"^;","~u69008817-3b90-4fe1-b915-4c164b43d370",536870922]],["^15",[5289,"^M",true,536870922]],["^15",[5289,"^Q","**Broken references**\nlink:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/869291105911447653)\ncollapsed:: true",536870922]],["^15",[5289,"^O","^1@",536870922]],["^15",[5289,"^F",5272,536870922]],["^15",[5289,"^X",4391,536870922]],["^15",[5289,"^V",5350,536870922]],["^15",[5289,"^U",4391,536870922]],["^15",[5289,"^U",5234,536870922]],["^15",[5289,"^?",["^ ","^3M","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/869291105911447653)"],536870922]],["^15",[5289,"^J",["^3M"],536870922]],["^15",[5289,"^4",["^ ","^3M","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/869291105911447653)"],536870922]],["^15",[5289,"^H",5234,536870922]],["^15",[5289,"^;","~u69008817-00e5-4a47-928f-eb55667a9c4a",536870922]],["^15",[5290,"^Q","How would you query for all TODO blocks that are tagged or recursively related to ancestor block/page that is tagged with a specific tag? For example, I want all TODO tasks that are tagged as clojure or contained under blocks or pages (in any indentation depth) that are tagged clojure. That way I can see all the clojure related articles I haven't read yet, without having to tag them all explicitly.\nlink:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/825074937651396678)",536870922]],["^15",[5290,"^O","^1@",536870922]],["^15",[5290,"^F",5335,536870922]],["^15",[5290,"^X",4391,536870922]],["^15",[5290,"^V",5335,536870922]],["^15",[5290,"^U",4391,536870922]],["^15",[5290,"^U",5234,536870922]],["^15",[5290,"^?",["^ ","^3M","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/825074937651396678)"],536870922]],["^15",[5290,"^J",["^3M"],536870922]],["^15",[5290,"^4",["^ ","^3M","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/825074937651396678)"],536870922]],["^15",[5290,"^H",5234,536870922]],["^15",[5290,"^;","~u69008817-259b-4a70-8af7-5fef2b3a2594",536870922]],["^15",[5291,"^Q","#+BEGIN_QUERY\n{:query [:find (pull ?b [*])\n :in $ ?s\n :where\n [?b :block/marker \"DONE\"]\n [?b :block/page ?p]\n [?p :block/original-name ?n]\n [(clojure.string/starts-with? ?n ?s)]]\n :inputs [ \"Advanced queries/\" ]\n }\n#+END_QUERY",536870922]],["^15",[5291,"^O","^1@",536870922]],["^15",[5291,"^F",5338,536870922]],["^15",[5291,"^X",4391,536870922]],["^15",[5291,"^V",5338,536870922]],["^15",[5291,"^U",4391,536870922]],["^15",[5291,"^U",5234,536870922]],["^15",[5291,"^;","~u69008817-429c-4747-94dc-be2d316a1a9a",536870922]],["^15",[5292,"^Q","",536870922]],["^15",[5292,"^O","^1@",536870922]],["^15",[5292,"^F",5274,536870922]],["^15",[5292,"^X",4391,536870922]],["^15",[5292,"^V",5350,536870922]],["^15",[5292,"^U",4391,536870922]],["^15",[5292,"^;","~u69008817-7852-4707-a435-e52a5fd4dff9",536870922]],["^15",[5293,"^M",true,536870922]],["^15",[5293,"^Q","collapsed:: true\n#+BEGIN_QUERY\n{:title \"Give me a random block!!!\"\n :query [:find (pull ?b [*])\n :where\n [?b :block/content ?content]\n (not [(empty? ?content)])]\n :result-transform (fn [result]\n [(rand-nth result)])\n :collapsed? true}\n#+END_QUERY",536870922]],["^15",[5293,"^O","^1@",536870922]],["^15",[5293,"^F",5280,536870922]],["^15",[5293,"^X",4391,536870922]],["^15",[5293,"^V",5280,536870922]],["^15",[5293,"^U",4391,536870922]],["^15",[5293,"^U",5234,536870922]],["^15",[5293,"^?",["^ "],536870922]],["^15",[5293,"^J",[],536870922]],["^15",[5293,"^4",["^ "],536870922]],["^15",[5293,"^;","~u69008817-5816-43c8-a198-4e6014c93979",536870922]],["^15",[5294,"^Q","#+BEGIN_QUERY\n {:title \"Find: Follow-up Tasks\"\n :query [:find (pull ?b [*])\n :where\n [?p :block/content \"Follow-up\"]\n [?b :block/parent ?p]\n [?b :block/marker ?marker]\n [(contains? #{\"TODO\" \"DOING\" \"DONE\"} ?marker)]]\n}\n #+END_QUERY",536870922]],["^15",[5294,"^O","^1@",536870922]],["^15",[5294,"^F",5305,536870922]],["^15",[5294,"^X",4391,536870922]],["^15",[5294,"^V",5315,536870922]],["^15",[5294,"^U",4391,536870922]],["^15",[5294,"^U",5234,536870922]],["^15",[5294,"^;","~u69008817-ad5d-476d-a66a-45df16c07a0d",536870922]],["^15",[5295,"^M",true,536870922]],["^15",[5295,"^Q","**Query to show a random page**\nlink:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/867375290396311633)\ncollapsed:: true",536870922]],["^15",[5295,"^O","^1@",536870922]],["^15",[5295,"^F",5280,536870922]],["^15",[5295,"^X",4391,536870922]],["^15",[5295,"^V",5350,536870922]],["^15",[5295,"^U",4391,536870922]],["^15",[5295,"^U",5234,536870922]],["^15",[5295,"^?",["^ ","^3M","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/867375290396311633)"],536870922]],["^15",[5295,"^J",["^3M"],536870922]],["^15",[5295,"^4",["^ ","^3M","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/867375290396311633)"],536870922]],["^15",[5295,"^H",5234,536870922]],["^15",[5295,"^;","~u69008817-369c-4e4d-a7b2-b99d4bf2e945",536870922]],["^15",[5296,"^M",true,536870922]],["^15",[5296,"^Q","**Search by block uuid**\nlink:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/868359519678398504)\ncollapsed:: true",536870922]],["^15",[5296,"^O","^1@",536870922]],["^15",[5296,"^F",5295,536870922]],["^15",[5296,"^X",4391,536870922]],["^15",[5296,"^V",5350,536870922]],["^15",[5296,"^U",4391,536870922]],["^15",[5296,"^U",5234,536870922]],["^15",[5296,"^?",["^ ","^3M","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/868359519678398504)"],536870922]],["^15",[5296,"^J",["^3M"],536870922]],["^15",[5296,"^4",["^ ","^3M","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/868359519678398504)"],536870922]],["^15",[5296,"^H",5234,536870922]],["^15",[5296,"^;","~u69008817-c75c-46db-992c-df0d0089b297",536870922]],["^15",[5297,"^Q","query-sort-by:: updated-at\nquery-sort-desc:: true\nquery-properties:: [:page :updated-at]\nquery-table:: true\n#+BEGIN_QUERY\n{:title [:h3 \"Updated in last 3 days\"]\n :query [:find (pull ?b [*])\n:in $ ?end\n:where\n[?b :block/updated-at ?v]\n[(- ?end 259200000 ) ?period]\n[(>= ?v ?period)]\n[(< ?v ?end)]\n]\n; :inputs [:start-of-today-ms]\n; :inputs [:right-now-ms]\n:inputs [:end-of-today-ms]\n}\n#+END_QUERY",536870922]],["^15",[5297,"^O","^1@",536870922]],["^15",[5297,"^F",5278,536870922]],["^15",[5297,"^X",4391,536870922]],["^15",[5297,"^V",5274,536870922]],["^15",[5297,"^U",4391,536870922]],["^15",[5297,"^U",5234,536870922]],["^15",[5297,"^?",["^ ","^3:","updated-at","^3<",true,"^3G","[:page :updated-at]","^3;",true],536870922]],["^15",[5297,"^J",["^3:","^3<","^3G","^3;"],536870922]],["^15",[5297,"^4",["^ ","^3:","updated-at","^3<","true","^3G","[:page :updated-at]","^3;","true"],536870922]],["^15",[5297,"^;","~u69008817-cafb-4fee-9f46-526fd38e971a",536870922]],["^15",[5298,"^M",true,536870922]],["^15",[5298,"^Q","collapsed:: true\n#+BEGIN_QUERY\n{:title \"All TODO items related to the tag 'Cowling' \"\n:query\n [:find (pull ?b [*])\n :where\n [?b :block/marker \"TODO\"]\n [?b :block/page ?p]\n (or [?b :block/path-ref-pages [:page/name \"cowl\"]]\n [?p :page/tags [:page/name \"cowl\"]])\n]\n :collapsed? true}\n#+END_QUERY",536870922]],["^15",[5298,"^O","^1@",536870922]],["^15",[5298,"^F",5290,536870922]],["^15",[5298,"^X",4391,536870922]],["^15",[5298,"^V",5335,536870922]],["^15",[5298,"^U",4391,536870922]],["^15",[5298,"^U",5234,536870922]],["^15",[5298,"^?",["^ "],536870922]],["^15",[5298,"^J",[],536870922]],["^15",[5298,"^4",["^ "],536870922]],["^15",[5298,"^;","~u69008817-c7b7-42fd-bc6a-ae695d580053",536870922]],["^15",[5299,"^M",true,536870922]],["^15",[5299,"^Q","**Simple query to finds all the tasks created today**\nlink:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/923276145321967676), [Discord](https://discord.com/channels/725182569297215569/743139225746145311/923282510283169812), [Discord](https://discord.com/channels/725182569297215569/743139225746145311/923486975552528424)\ncollapsed:: true",536870922]],["^15",[5299,"^O","^1@",536870922]],["^15",[5299,"^F",5300,536870922]],["^15",[5299,"^X",4391,536870922]],["^15",[5299,"^V",5350,536870922]],["^15",[5299,"^U",4391,536870922]],["^15",[5299,"^U",5234,536870922]],["^15",[5299,"^?",["^ ","^3M","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/923276145321967676), [Discord](https://discord.com/channels/725182569297215569/743139225746145311/923282510283169812), [Discord](https://discord.com/channels/725182569297215569/743139225746145311/923486975552528424)"],536870922]],["^15",[5299,"^J",["^3M"],536870922]],["^15",[5299,"^4",["^ ","^3M","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/923276145321967676), [Discord](https://discord.com/channels/725182569297215569/743139225746145311/923282510283169812), [Discord](https://discord.com/channels/725182569297215569/743139225746145311/923486975552528424)"],536870922]],["^15",[5299,"^H",5234,536870922]],["^15",[5299,"^;","~u69008817-bb62-4234-a30a-edeaaa360975",536870922]],["^15",[5300,"^M",true,536870922]],["^15",[5300,"^Q","**Query to create a table with page and todo count**\nlink:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/921337299164356658)\ncollapsed:: true",536870922]],["^15",[5300,"^O","^1@",536870922]],["^15",[5300,"^F",5287,536870922]],["^15",[5300,"^X",4391,536870922]],["^15",[5300,"^V",5350,536870922]],["^15",[5300,"^U",4391,536870922]],["^15",[5300,"^U",5234,536870922]],["^15",[5300,"^?",["^ ","^3M","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/921337299164356658)"],536870922]],["^15",[5300,"^J",["^3M"],536870922]],["^15",[5300,"^4",["^ ","^3M","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/921337299164356658)"],536870922]],["^15",[5300,"^H",5234,536870922]],["^15",[5300,"^;","~u69008817-f157-4af8-b239-13f95784624a",536870922]],["^15",[5301,"^Q","[link: How to Graph Your Data - talk by Paula Gearon](https://youtu.be/tbVwmFBnfo4)",536870922]],["^15",[5301,"^O","^1@",536870922]],["^15",[5301,"^F",5331,536870922]],["^15",[5301,"^X",4391,536870922]],["^15",[5301,"^V",5342,536870922]],["^15",[5301,"^U",4391,536870922]],["^15",[5301,"^;","~u69008817-560d-4d47-9bd8-37295959092c",536870922]],["^15",[5302,"^M",true,536870922]],["^15",[5302,"^Q","**Query all tasks excluding those on a page Journal reviews]]**\nlink:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/892166421029728256), [Discord](https://discord.com/channels/725182569297215569/743139225746145311/892189369622990949)\ncollapsed:: true",536870922]],["^15",[5302,"^O","^1@",536870922]],["^15",[5302,"^F",5307,536870922]],["^15",[5302,"^X",4391,536870922]],["^15",[5302,"^V",5350,536870922]],["^15",[5302,"^U",4391,536870922]],["^15",[5302,"^U",5234,536870922]],["^15",[5302,"^?",["^ ","^3M","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/892166421029728256), [Discord](https://discord.com/channels/725182569297215569/743139225746145311/892189369622990949)"],536870922]],["^15",[5302,"^J",["^3M"],536870922]],["^15",[5302,"^4",["^ ","^3M","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/892166421029728256), [Discord](https://discord.com/channels/725182569297215569/743139225746145311/892189369622990949)"],536870922]],["^15",[5302,"^H",5234,536870922]],["^15",[5302,"^;","~u69008817-cd46-4612-803c-7148a82a77cc",536870922]],["^15",[5303,"^Q","[link: Athens Research ClojureFam](https://github.com/athensresearch/ClojureFam)",536870922]],["^15",[5303,"^O","^1@",536870922]],["^15",[5303,"^F",5281,536870922]],["^15",[5303,"^X",4391,536870922]],["^15",[5303,"^V",5342,536870922]],["^15",[5303,"^U",4391,536870922]],["^15",[5303,"^;","~u69008817-e762-4a70-9d98-f72ee4c1030b",536870922]],["^15",[5304,"^Q","#+BEGIN_QUERY\n{:title \"🔨 Project Now\"\n :query [:find (pull ?h [*])\n :in $ ?searchterm\n :where\n [?h :block/marker ?marker]\n [(contains? #{\"NOW\" \"DOING\"} ?marker)]\n [?p :block/properties ?a]\n [(get ?a :type) ?t]\n [(= ?searchterm ?t)]\n [?br :block/name ?searchterm]\n (or [?h :block/page ?p]\n [?h :block/refs ?br])\n ]\n :inputs [\"project\"]\n :result-transform (fn [result]\n (sort-by (fn [h]\n (get h :block/priority \"Z\")) result))\n :collapsed? false}\n#+END_QUERY",536870922]],["^15",[5304,"^O","^1@",536870922]],["^15",[5304,"^F",5314,536870922]],["^15",[5304,"^X",4391,536870922]],["^15",[5304,"^V",5314,536870922]],["^15",[5304,"^U",4391,536870922]],["^15",[5304,"^U",5234,536870922]],["^15",[5304,"^;","~u69008817-bc64-4b58-8303-ec7bcb02e971",536870922]],["^15",[5305,"^Q","DONE find this block",536870922]],["^15",[5305,"^O","^1@",536870922]],["^15",[5305,"^F",5315,536870922]],["^15",[5305,"^10","DONE",536870922]],["^15",[5305,"^X",4391,536870922]],["^15",[5305,"^V",5315,536870922]],["^15",[5305,"^U",7,536870922]],["^15",[5305,"^U",4391,536870922]],["^15",[5305,"^U",5234,536870922]],["^15",[5305,"^H",7,536870922]],["^15",[5305,"^;","~u69008817-32cf-4f92-83d3-ae27c46b64f4",536870922]],["^15",[5306,"^M",true,536870922]],["^15",[5306,"^Q","collapsed:: true\n#+BEGIN_QUERY\n{:title [:h2.font-bold.opacity-70 \"TODO\"]\n :query [\n :find (pull ?h [*])\n :where\n [?h :block/marker ?marker]\n [(= ?marker \"TODO\")]\n ]\n :result-transform (fn [result]\n (sort-by (fn [h]\n (get h :block/priority \"Z\")) result))\n :collapsed? true}\n#+END_QUERY",536870922]],["^15",[5306,"^O","^1@",536870922]],["^15",[5306,"^F",5352,536870922]],["^15",[5306,"^X",4391,536870922]],["^15",[5306,"^V",5352,536870922]],["^15",[5306,"^U",4391,536870922]],["^15",[5306,"^U",5234,536870922]],["^15",[5306,"^?",["^ "],536870922]],["^15",[5306,"^J",[],536870922]],["^15",[5306,"^4",["^ "],536870922]],["^15",[5306,"^;","~u69008817-a826-4b87-abb3-ccad01883b47",536870922]],["^15",[5307,"^M",true,536870922]],["^15",[5307,"^Q","**List all the projects with page property \"status\" as Active]]**\nlink:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/891910125667905546)\ncollapsed:: true",536870922]],["^15",[5307,"^O","^1@",536870922]],["^15",[5307,"^F",5273,536870922]],["^15",[5307,"^X",4391,536870922]],["^15",[5307,"^V",5350,536870922]],["^15",[5307,"^U",4391,536870922]],["^15",[5307,"^U",5234,536870922]],["^15",[5307,"^?",["^ ","^3M","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/891910125667905546)"],536870922]],["^15",[5307,"^J",["^3M"],536870922]],["^15",[5307,"^4",["^ ","^3M","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/891910125667905546)"],536870922]],["^15",[5307,"^H",5234,536870922]],["^15",[5307,"^;","~u69008817-7399-40d8-a460-2d627f512268",536870922]],["^15",[5308,"^M",true,536870922]],["^15",[5308,"^Q","WAITING **Query all scheduled/deadlined tasks and sort them by scheduled or deadline date**\nSCHEDULED: <2022-01-30 Sun>\nlink:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/897615821688410114)\ncollapsed:: true",536870922]],["^15",[5308,"^O","^1@",536870922]],["^15",[5308,"^F",5302,536870922]],["^15",[5308,"^10","WAITING",536870922]],["^15",[5308,"^X",4391,536870922]],["^15",[5308,"^V",5350,536870922]],["^15",[5308,"^U",13,536870922]],["^15",[5308,"^U",4391,536870922]],["^15",[5308,"^U",5234,536870922]],["^15",[5308,"^?",["^ ","^3M","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/897615821688410114)"],536870922]],["^15",[5308,"^J",["^3M"],536870922]],["^15",[5308,"^4",["^ ","^3M","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/897615821688410114)"],536870922]],["^15",[5308,"^H",13,536870922]],["^15",[5308,"^H",5234,536870922]],["^15",[5308,"^I",20220130,536870922]],["^15",[5308,"^;","~u69008817-8dfd-4b2c-888d-38b6534f9179",536870922]],["^15",[5309,"^Q","{{embed ((686c3af1-5149-453c-94b2-94028372c22b))}}",536870922]],["^15",[5309,"^O","^1@",536870922]],["^15",[5309,"^F",5253,536870922]],["^15",[5309,"^S",5354,536870922]],["^15",[5309,"^X",4391,536870922]],["^15",[5309,"^V",5253,536870922]],["^15",[5309,"^U",4391,536870922]],["^15",[5309,"^U",5251,536870922]],["^15",[5309,"^H",5251,536870922]],["^15",[5309,"^H",5274,536870922]],["^15",[5309,"^;","~u69008817-48c6-4a4b-a649-f641301a9dc4",536870922]],["^15",[5310,"^Q","query-table:: false\n#+BEGIN_QUERY \n{:title \"Old Blocks\"\n :query [:find (pull ?b [*])\n :in $ ?start\n :where\n (or [?b :block/scheduled ?d]\n [?b :block/deadline ?d])\n [(< ?d ?start)]\n (not [?b :block/marker ?marker] \n [(contains? #{\"DONE\" \"CANCELED\"} ?marker)])]\n :inputs [:today]\n :collapsed? false}\n#+END_QUERY",536870922]],["^15",[5310,"^O","^1@",536870922]],["^15",[5310,"^F",5252,536870922]],["^15",[5310,"^X",4391,536870922]],["^15",[5310,"^V",5252,536870922]],["^15",[5310,"^U",4391,536870922]],["^15",[5310,"^U",5234,536870922]],["^15",[5310,"^?",["^ ","^3;",false],536870922]],["^15",[5310,"^J",["^3;"],536870922]],["^15",[5310,"^4",["^ ","^3;","false"],536870922]],["^15",[5310,"^;","~u69008817-b24f-4110-afb2-1adbb559c924",536870922]],["^15",[5311,"^Q","#+BEGIN_QUERY\n{:title \"My TASKS (type: example)\"\n:query [:find (pull ?b [*])\n:where\n[?b :block/marker ?marker]\n[(contains? #{\"DONE\"} ?marker)]\n[?b :block/properties ?prop]\n[(get ?prop :type) ?type]\n[(= \"example\" ?type)]\n]\n:collapsed? false}\n#+END_QUERY",536870922]],["^15",[5311,"^O","^1@",536870922]],["^15",[5311,"^F",5341,536870922]],["^15",[5311,"^X",4391,536870922]],["^15",[5311,"^V",5341,536870922]],["^15",[5311,"^U",4391,536870922]],["^15",[5311,"^U",5234,536870922]],["^15",[5311,"^;","~u69008817-6452-4aa0-9941-93bc39a4277d",536870922]],["^15",[5312,"^Q","[link: Learn datalog today](http://www.learndatalogtoday.org)",536870922]],["^15",[5312,"^O","^1@",536870922]],["^15",[5312,"^F",5303,536870922]],["^15",[5312,"^X",4391,536870922]],["^15",[5312,"^V",5342,536870922]],["^15",[5312,"^U",4391,536870922]],["^15",[5312,"^;","~u69008817-beb5-47e0-8510-03ac4067870c",536870922]],["^15",[5313,"^Q","DONE Completed this query",536870922]],["^15",[5313,"^O","^1@",536870922]],["^15",[5313,"^F",5291,536870922]],["^15",[5313,"^10","DONE",536870922]],["^15",[5313,"^X",4391,536870922]],["^15",[5313,"^V",5338,536870922]],["^15",[5313,"^U",7,536870922]],["^15",[5313,"^U",4391,536870922]],["^15",[5313,"^U",5234,536870922]],["^15",[5313,"^H",7,536870922]],["^15",[5313,"^;","~u69008817-554a-45db-8427-774d0f41e4ac",536870922]],["^15",[5314,"^M",true,536870922]],["^15",[5314,"^Q","**Current NOW and DOING tasks for pages tagged with \"project\"**\nlink:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/879621160860532766)\ncollapsed:: true",536870922]],["^15",[5314,"^O","^1@",536870922]],["^15",[5314,"^F",5289,536870922]],["^15",[5314,"^X",4391,536870922]],["^15",[5314,"^V",5350,536870922]],["^15",[5314,"^U",4391,536870922]],["^15",[5314,"^U",5234,536870922]],["^15",[5314,"^?",["^ ","^3M","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/879621160860532766)"],536870922]],["^15",[5314,"^J",["^3M"],536870922]],["^15",[5314,"^4",["^ ","^3M","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/879621160860532766)"],536870922]],["^15",[5314,"^H",5234,536870922]],["^15",[5314,"^;","~u69008817-907a-451f-84cd-741cf0868832",536870922]],["^15",[5315,"^Q","Follow-up",536870922]],["^15",[5315,"^O","^1@",536870922]],["^15",[5315,"^F",5349,536870922]],["^15",[5315,"^X",4391,536870922]],["^15",[5315,"^V",5349,536870922]],["^15",[5315,"^U",4391,536870922]],["^15",[5315,"^U",5234,536870922]],["^15",[5315,"^;","~u69008817-bf13-43e0-ad0b-264b19f34d43",536870922]],["^15",[5316,"^M",true,536870922]],["^15",[5316,"^Q","**Query all blocks on the current page having a specific tag, say \"#datalog\"**\nlink:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/923925207738109962)\ncollapsed:: true",536870922]],["^15",[5316,"^O","^1@",536870922]],["^15",[5316,"^F",5299,536870922]],["^15",[5316,"^X",4391,536870922]],["^15",[5316,"^V",5350,536870922]],["^15",[5316,"^U",4391,536870922]],["^15",[5316,"^U",5234,536870922]],["^15",[5316,"^?",["^ ","^3M","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/923925207738109962)"],536870922]],["^15",[5316,"^J",["^3M"],536870922]],["^15",[5316,"^4",["^ ","^3M","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/923925207738109962)"],536870922]],["^15",[5316,"^H",5234,536870922]],["^15",[5316,"^;","~u69008817-e663-4e14-8a53-d9cf255bef30",536870922]],["^15",[5317,"^Q","[link: ClojureScript Cheatsheet](https://cljs.info/cheatsheet/)",536870922]],["^15",[5317,"^O","^1@",536870922]],["^15",[5317,"^F",5320,536870922]],["^15",[5317,"^X",4391,536870922]],["^15",[5317,"^V",5342,536870922]],["^15",[5317,"^U",4391,536870922]],["^15",[5317,"^;","~u69008817-aec8-40c6-9a45-2f5125f210d2",536870922]],["^15",[5318,"^Q","**Query to create a table from \"birthday\" property of a page**\nid:: 61db1cf4-95f0-458b-97b9-a42f02c9ce12\nlink:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/924614606842904577)",536870922]],["^15",[5318,"^O","^1@",536870922]],["^15",[5318,"^F",5316,536870922]],["^15",[5318,"^X",4391,536870922]],["^15",[5318,"^V",5350,536870922]],["^15",[5318,"^U",4391,536870922]],["^15",[5318,"^U",5234,536870922]],["^15",[5318,"^?",["^ 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true}\n#+END_QUERY",536870922]],["^15",[5334,"^O","^1@",536870922]],["^15",[5334,"^F",5263,536870922]],["^15",[5334,"^X",4391,536870922]],["^15",[5334,"^V",5263,536870922]],["^15",[5334,"^U",4391,536870922]],["^15",[5334,"^U",5234,536870922]],["^15",[5334,"^?",["^ ","^3;",false],536870922]],["^15",[5334,"^J",["^3;"],536870922]],["^15",[5334,"^4",["^ ","^3;","false"],536870922]],["^15",[5334,"^;","~u69008817-bbef-41c7-9f53-244638de926c",536870922]],["^15",[5335,"^M",true,536870922]],["^15",[5335,"^Q","**All TODO blocks recursively related to a tag or page**\nlink:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/825330146780381205)\ncollapsed:: true",536870922]],["^15",[5335,"^O","^1@",536870922]],["^15",[5335,"^F",5352,536870922]],["^15",[5335,"^X",4391,536870922]],["^15",[5335,"^V",5350,536870922]],["^15",[5335,"^U",4391,536870922]],["^15",[5335,"^U",5234,536870922]],["^15",[5335,"^?",["^ 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yesterday",536870922]],["^15",[5339,"^O","^1@",536870922]],["^15",[5339,"^F",5276,536870922]],["^15",[5339,"^X",4391,536870922]],["^15",[5339,"^V",5299,536870922]],["^15",[5339,"^U",4391,536870922]],["^15",[5339,"^U",5234,536870922]],["^15",[5339,"^;","~u69008817-db92-40ba-9003-85576334a5c2",536870922]],["^15",[5340,"^Q","#+BEGIN_QUERY\n{\n :query [\n :find (pull ?b [*]) \n :in $ ?current-page\n :where \n [?p :block/name ?current-page]\n [?b :block/page ?p]\n [?b :block/path-refs [:block/name \"datalog\"]]\n ]\n :inputs [:current-page]}\n}\n#+END_QUERY",536870922]],["^15",[5340,"^O","^1@",536870922]],["^15",[5340,"^F",5316,536870922]],["^15",[5340,"^X",4391,536870922]],["^15",[5340,"^V",5316,536870922]],["^15",[5340,"^U",4391,536870922]],["^15",[5340,"^U",5234,536870922]],["^15",[5340,"^;","~u69008817-969e-4880-ae82-2ca17e616e93",536870922]],["^15",[5341,"^M",true,536870922]],["^15",[5341,"^Q","**Query for a task having a given block property**\nlink:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/889013656409505802)\ncollapsed:: true",536870922]],["^15",[5341,"^O","^1@",536870922]],["^15",[5341,"^F",5282,536870922]],["^15",[5341,"^X",4391,536870922]],["^15",[5341,"^V",5350,536870922]],["^15",[5341,"^U",4391,536870922]],["^15",[5341,"^U",5234,536870922]],["^15",[5341,"^?",["^ ","^3M","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/889013656409505802)"],536870922]],["^15",[5341,"^J",["^3M"],536870922]],["^15",[5341,"^4",["^ ","^3M","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/889013656409505802)"],536870922]],["^15",[5341,"^H",5234,536870922]],["^15",[5341,"^;","~u69008817-174b-4562-90a4-e0ff214e7f1b",536870922]],["^15",[5342,"^Q","### Resources",536870922]],["^15",[5342,"^O","^1@",536870922]],["^15",[5342,"^F",5256,536870922]],["^15",[5342,"^X",4391,536870922]],["^15",[5342,"^V",4391,536870922]],["^15",[5342,"^U",4391,536870922]],["^15",[5342,"^?",["^ ","^37",3],536870922]],["^15",[5342,"^J",[],536870922]],["^15",[5342,"^;","~u69008817-1693-44ac-818a-d7dd38afca9f",536870922]],["^15",[5343,"^Q","= between today-1 and today+1\n= between yesterday and tommrow \n= today",536870922]],["^15",[5343,"^O","^1@",536870922]],["^15",[5343,"^F",5276,536870922]],["^15",[5343,"^X",4391,536870922]],["^15",[5343,"^V",5276,536870922]],["^15",[5343,"^U",4391,536870922]],["^15",[5343,"^U",5234,536870922]],["^15",[5343,"^;","~u69008817-992e-4292-8157-8f98686adedc",536870922]],["^15",[5344,"^Q","#+BEGIN_QUERY\n{:title \"Give me a random page!!!\"\n :query [:find ?name\n :where\n [?b :block/name ?name]]\n :result-transform (fn [result]\n [(rand-nth result)])\n:view (fn [result]\n [:div.flex.flex-col\n (for [page result]\n [:a {:href (str \"/#/page/\" page)} (clojure.string/capitalize page)])])\n :collapsed? true}\n#+END_QUERY",536870922]],["^15",[5344,"^O","^1@",536870922]],["^15",[5344,"^F",5295,536870922]],["^15",[5344,"^X",4391,536870922]],["^15",[5344,"^V",5295,536870922]],["^15",[5344,"^U",4391,536870922]],["^15",[5344,"^U",5234,536870922]],["^15",[5344,"^;","~u69008817-1cee-42dd-8e75-faa49f05bc56",536870922]],["^15",[5345,"^Q","query-table:: false\nquery-properties:: [:alias :birthday]\n#+BEGIN_QUERY\n{\n :query [:find (pull ?b [*])\n :where\n [?b :block/properties ?bprops]\n [(get ?bprops :birthday \"nil\") ?bs]\n [(not= ?bs \"nil\")]]\n:result-transform (fn [result]\n (sort-by (fn [h]\n (get-in h [:block/properties :verjaardag])) result))\n}\n#+END_QUERY",536870922]],["^15",[5345,"^O","^1@",536870922]],["^15",[5345,"^F",5318,536870922]],["^15",[5345,"^X",4391,536870922]],["^15",[5345,"^V",5318,536870922]],["^15",[5345,"^U",4391,536870922]],["^15",[5345,"^U",5234,536870922]],["^15",[5345,"^?",["^ ","^3;",false,"^3G","[:alias :birthday]"],536870922]],["^15",[5345,"^J",["^3;","^3G"],536870922]],["^15",[5345,"^4",["^ ","^3;","false","^3G","[:alias :birthday]"],536870922]],["^15",[5345,"^;","~u69008817-bc96-40f8-a561-9a79fbd114a5",536870922]],["^15",[5346,"^M",true,536870922]],["^15",[5346,"^Q","**Query to search a textual input**\nlink:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/821317203910721577)\ncollapsed:: true",536870922]],["^15",[5346,"^O","^1@",536870922]],["^15",[5346,"^F",5350,536870922]],["^15",[5346,"^X",4391,536870922]],["^15",[5346,"^V",5350,536870922]],["^15",[5346,"^U",4391,536870922]],["^15",[5346,"^U",5234,536870922]],["^15",[5346,"^?",["^ ","^3M","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/821317203910721577)"],536870922]],["^15",[5346,"^J",["^3M"],536870922]],["^15",[5346,"^4",["^ ","^3M","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/821317203910721577)"],536870922]],["^15",[5346,"^H",5234,536870922]],["^15",[5346,"^;","~u69008817-a863-4603-b137-c37dddb95b26",536870922]],["^15",[5347,"^Q","The time entered in the Unix time stamp (see https://www.unixtimestamp.com) which is the number of milliseconds since Jan 1st 1970.\nquery-properties:: [:page :updated-at]",536870922]],["^15",[5347,"^O","^1@",536870922]],["^15",[5347,"^F",5274,536870922]],["^15",[5347,"^X",4391,536870922]],["^15",[5347,"^V",5274,536870922]],["^15",[5347,"^U",4391,536870922]],["^15",[5347,"^U",5234,536870922]],["^15",[5347,"^?",["^ ","^3G","[:page :updated-at]"],536870922]],["^15",[5347,"^J",["^3G"],536870922]],["^15",[5347,"^4",["^ ","^3G","[:page :updated-at]"],536870922]],["^15",[5347,"^;","~u69008817-401b-4bb4-9a76-d0d29000e5fc",536870922]],["^15",[5348,"^Q","#+BEGIN_QUERY\n{:query[:find (pull ?p [*]) \n :where\n [?b :block/page ?p]\n [?p :block/properties ?props]\n [(get ?props :type) ?type]\n [(= ?type \"project\")]\n (not-join [?p]\n [?b :block/page ?p]\n [?b :block/marker _]) ]}\n#+END_QUERY",536870922]],["^15",[5348,"^O","^1@",536870922]],["^15",[5348,"^F",5273,536870922]],["^15",[5348,"^X",4391,536870922]],["^15",[5348,"^V",5273,536870922]],["^15",[5348,"^U",4391,536870922]],["^15",[5348,"^U",5234,536870922]],["^15",[5348,"^;","~u69008817-3955-4f0b-8d24-b3e173c4a35e",536870922]],["^15",[5349,"^M",true,536870922]],["^15",[5349,"^Q","**Query to find tasks under a block containing the text \"Follow-up\"**\nlink:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/918847233586253906)\ncollapsed:: true",536870922]],["^15",[5349,"^O","^1@",536870922]],["^15",[5349,"^F",5252,536870922]],["^15",[5349,"^X",4391,536870922]],["^15",[5349,"^V",5350,536870922]],["^15",[5349,"^U",4391,536870922]],["^15",[5349,"^U",5234,536870922]],["^15",[5349,"^?",["^ ","^3M","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/918847233586253906)"],536870922]],["^15",[5349,"^J",["^3M"],536870922]],["^15",[5349,"^4",["^ ","^3M","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/918847233586253906)"],536870922]],["^15",[5349,"^H",5234,536870922]],["^15",[5349,"^;","~u69008817-bfd0-4f95-a98a-0ae5bb914ead",536870922]],["^15",[5350,"^Q","### Queries",536870922]],["^15",[5350,"^O","^1@",536870922]],["^15",[5350,"^F",5255,536870922]],["^15",[5350,"^X",4391,536870922]],["^15",[5350,"^V",4391,536870922]],["^15",[5350,"^U",4391,536870922]],["^15",[5350,"^?",["^ ","^37",3],536870922]],["^15",[5350,"^J",[],536870922]],["^15",[5350,"^;","~u69008817-2ff4-412f-b6f3-f7a10085a081",536870922]],["^15",[5351,"^Q","DONE Check query with task and property.",536870922]],["^15",[5351,"^O","^1@",536870922]],["^15",[5351,"^F",5311,536870922]],["^15",[5351,"^10","DONE",536870922]],["^15",[5351,"^X",4391,536870922]],["^15",[5351,"^V",5341,536870922]],["^15",[5351,"^U",7,536870922]],["^15",[5351,"^U",4391,536870922]],["^15",[5351,"^U",5234,536870922]],["^15",[5351,"^H",7,536870922]],["^15",[5351,"^;","~u69008817-c699-4aac-bf24-de460bff8bdc",536870922]],["^15",[5352,"^M",true,536870922]],["^15",[5352,"^Q","**Find all TODO tasks outside of the journal pages**\nlink:: [Discord](https://discord.com/channels/725182569297215569/743139225746145311/824060683947737138)\ncollapsed:: true",536870922]],["^15",[5352,"^O","^1@",536870922]],["^15",[5352,"^F",5346,536870922]],["^15",[5352,"^X",4391,536870922]],["^15",[5352,"^V",5350,536870922]],["^15",[5352,"^U",4391,536870922]],["^15",[5352,"^U",5234,536870922]],["^15",[5352,"^?",["^ ","^3M","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/824060683947737138)"],536870922]],["^15",[5352,"^J",["^3M"],536870922]],["^15",[5352,"^4",["^ ","^3M","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/824060683947737138)"],536870922]],["^15",[5352,"^H",5234,536870922]],["^15",[5352,"^;","~u69008817-a5d9-4103-aa33-da4cd6274c6a",536870922]],["^15",[5353,"^Q","~``` clojure\n#+BEGIN_QUERY\n(pull ?h [\n :db/id\n :block/uuid\n :block/type\n :block/left\n :block/format\n :block/title\n :block/refs\n :block/_refs\n :block/path-refs\n :block/tags\n :block/content\n :block/marker\n :block/priority\n :block/properties\n :block/body\n :block/pre-block?\n :block/scheduled\n :block/deadline\n :block/repeated?\n :block/created-at\n :block/updated-at\n :block/file\n :block/parent\n :block/unordered\n :block/heading-level\n {:block/page\n [:db/id :block/name :block/original-name :block/journal-day]}\n {:block/_parent ...}])\n\n```",536870922]],["^15",[5353,"^O","^1@",536870922]],["^15",[5353,"^F",5326,536870922]],["^15",[5353,"^X",4391,536870922]],["^15",[5353,"^V",5321,536870922]],["^15",[5353,"^U",4391,536870922]],["^15",[5353,"^U",5234,536870922]],["^15",[5353,"^;","~u69008817-22db-4919-b827-0594b2b1e2e2",536870922]],["^15",[5354,"^?",["^ ","^3=","embed","^3>",["((686c3af1-5149-453c-94b2-94028372c22b))"]],536870922]],["^15",[5354,"^W","macro",536870922]],["^15",[5354,"^T","embed ((686c3af1-5149-453c-94b2-94028372c22b))",536870922]],["^15",[5355,"^?",["^ ","^3=","query","^3>",["(and (between -0d ++0d) (task TODO))"]],536870922]],["^15",[5355,"^W","macro",536870922]],["^15",[5355,"^T","query (and (between -0d ++0d) (task TODO))",536870922]],["^15",[5356,"^2",1,536870923]],["^15",[5356,"^T","^2",536870923]],["^15",[5357,"^T","^R",536870924]],["^15",[5357,"^R",["^14",["school/deu/reise lyrik","School/Deu","school/deu/nach mitternacht","School/Deu/Reise Lyrik","school/deu/reise lyrik/reiselust","school/deu","School/Inf","school/inf/webdev","school/inf","school/inft","school/inft/luckypunch","solid/lsp*r","school/deu/reise lyrik/wandern und reisen","school/deu/reise lyrik/ad parnassum","school/pol/aktuelle stunden/treffen trump-selenski-putin"]],536882012]],["^15",[5358,"^12",2,536870928]],["^15",[5359,"^Q","Hat der Ersteller immer wieder gezielt Verankerungen am Produkt durchführen lassen, um zum Endergebnis zu kommen?",536870931]],["^15",[5359,"^O","^1@",536870931]],["^15",[5359,"^F",3911,536870931]],["^15",[5359,"^X",3885,536870931]],["^15",[5359,"^V",3911,536870931]],["^15",[5359,"^U",3885,536870931]],["^15",[5359,"^;","~u6901bfc5-c314-48aa-a29e-e169bb3c6b4c",536870931]],["^15",[5360,"^Q","Eine echte und längerfristige Verbesserung für diese Zustände kann der Kapitalismus uns wahrscheinlich nicht bieten. Er ist nicht ausgelegt für Kollaboration, Open Access uvm.. Daher müssen wir bei der Nutzung von AI bedenken den Schaden für Kunstschaffende nicht noch zu erhöhen!",536870931]],["^15",[5360,"^O","^1@",536870931]],["^15",[5360,"^F",5363,536870931]],["^15",[5360,"^X",3885,536870931]],["^15",[5360,"^V",3910,536870931]],["^15",[5360,"^U",3885,536870931]],["^15",[5360,"^;","~u6901bfc5-0d01-49aa-9c1f-e2357b523616",536870931]],["^15",[5361,"^Q","Stärken die Einflüsse/der Bias der AI die Aussagekraft des Produktes? (Ähnlich wie die Ko-Kreativität zwischen Tier und Mensch: läuft ein Tier in einen Farbeimer und anschließend über ein Gemälde, so ist der Mensch Autor, doch das Tier signifikanter Unterstützer)",536870931]],["^15",[5361,"^O","^1@",536870931]],["^15",[5361,"^F",5359,536870931]],["^15",[5361,"^X",3885,536870931]],["^15",[5361,"^V",3911,536870931]],["^15",[5361,"^U",3885,536870931]],["^15",[5361,"^;","~u6901bfc5-7c84-41d6-b2c7-4afbb8f09b6a",536870931]],["^15",[5362,"^Q","Zudem ist zu bedenken das der neoliberale Kapitalismus, was besonders deutlich wird betrachtet man die Großunternehmen der Gaming-Industrie, ganz nach wirtschaftlichen Prinzip, möglichst viel Kunst, natürlich (zumindest scheinbar) originell, in einer möglichst kurzen Zeit produziert sehen möchten: der Gewinnmaximierung wegen. Dies übt zusätzlich immensen druck auf Künstler, auch im Freelancing Bereich, aus welche nun mit einer Technologie in Konkurrenz stehen gegen die sie quantitative und fortschreitend auch qualitative immer weniger Chancen haben. \n\nDie Geschwindigkeit dieser Entwicklung ist eminent, bedenkt man das Spotify AI generierte Cover und Songs in Playlists und (durch externe Fehler) sogar Profile der Künstler\\*innen einbindet, durch deren Abspielen jedoch kein menschliche\\*r Künstler\\*in vergütet wird. Als weiteres Beispiel: Stand Juli 2025 nutzen bereits über 7 % aller auf Steam verfügbaren Spiele in irgendeiner Weise AI generierten Content.",536870931]],["^15",[5362,"^O","^1@",536870931]],["^15",[5362,"^F",3896,536870931]],["^15",[5362,"^X",3885,536870931]],["^15",[5362,"^V",3910,536870931]],["^15",[5362,"^U",3885,536870931]],["^15",[5362,"^;","~u6901bfc5-bef0-4458-a468-1a18d52f1560",536870931]],["^15",[5363,"^Q","Eine Idee die Vergütung von Kunstschaffenden längerfristig zu sichern zeigt das Open Access movement auf. Bereits in der Forschung und Wissenschaft immer Beliebter werdend, publizieren Autoren ihre werke unter einer Lizenz (häufig Creative Commons) welche freien Zugriff auf das Werk unter Einhaltung bestimmter Bedienungen gewährt. So wird die Anerkennung des ursprünglichen Autors gesichert. Ähnliches gibt es auch im Bereich der Informatik bei Open-Source/Free Software. Größere Projekte finanzieren sich dort durch Spenden artige Beiträge von Unternehmen, staatlichen Zuschüssen und Privatpersonen. Wobei es auch hier immer wieder vorkommt, das selbst kritische Projekte und deren Entwickler viel zu wenig finanzielle Unterstützung erhalten. So hat das NTP Project welches Zeitsynchronisierung auf den meisten Geräten ermöglicht im Juni lediglich $165/$1000 gespendet bekommen.",536870931]],["^15",[5363,"^O","^1@",536870931]],["^15",[5363,"^F",5364,536870931]],["^15",[5363,"^X",3885,536870931]],["^15",[5363,"^V",3910,536870931]],["^15",[5363,"^U",3885,536870931]],["^15",[5363,"^;","~u6901bfc5-3325-4098-9c71-e4d7cf12f5ca",536870931]],["^15",[5364,"^Q","Da der Erfolg, die Sinnhaftigkeit und überhaupt das Bestreben nach einem Verwendungsverbote von AI in der Unterhaltungsindustrie fragwürdig ist, muss nach Alternativen gesucht werden:",536870931]],["^15",[5364,"^O","^1@",536870931]],["^15",[5364,"^F",5362,536870931]],["^15",[5364,"^X",3885,536870931]],["^15",[5364,"^V",3910,536870931]],["^15",[5364,"^U",3885,536870931]],["^15",[5364,"^;","~u6901bfc5-297a-49f4-9e40-8402c26d880f",536870931]],["^15",[5365,"^Q","Andersherum muss auch bedachte werden das AI wie auch die meisten zuvor kommenden Technologien die Menschen, gerade jene in ärmeren Gesellschaftsschichten, befähigt. Das Telefon ermöglichte eine schnelle Kommunikation, ohne einen Boten schicken zu müssen, das Internet ermöglichte den freien Zugang zu wissen über unzählige Teilgebiete und nun ermöglicht die AI Einzelpersonen von einer Spezialisierten, wenn auch imperfekte, zusätzlichen Arbeitskraft zu profitieren. Und so schneller oder größere Projekte zum Abschluss zu bringen.",536870931]],["^15",[5365,"^O","^1@",536870931]],["^15",[5365,"^F",5360,536870931]],["^15",[5365,"^X",3885,536870931]],["^15",[5365,"^V",3910,536870931]],["^15",[5365,"^U",3885,536870931]],["^15",[5365,"^;","~u6901bfc5-2c66-446f-ac4c-658aaad83fd0",536870931]],["^15",[5366,"^Q","Stimmt man mit diesen Punkten überein, so kann durchaus bereits von maschineller Kreativität gesprochen werden. \nInteressant ist nun welchem Wert man den beschriebenen subjektiven Einflüssen auf den Erstellungsprozess wie zum Beispiel den Emotionen zuweist, welche ein Ai-Modell bestenfalls durch wiederkehrende Muster im Trainingsdatensatz zufälligerweise Imitieren kann",536870934]],["^15",[5366,"^O","^1@",536870934]],["^15",[5366,"^F",5368,536870934]],["^15",[5366,"^X",4006,536870934]],["^15",[5366,"^V",4013,536870934]],["^15",[5366,"^U",4006,536870934]],["^15",[5366,"^;","~u6901bfc5-d762-4ea9-a816-a5745f4c8123",536870934]],["^15",[5367,"^Q","Ein angelerntes Modell kann zwar das Konzept von Emotionen ebenso wie das Aussehen einer Katze beigebracht bekommen und entsprechende emotionale Reaktionen aus dem Training kopieren, jedoch nie selbst fühlen. Ebenso wenig ist es in der Lage sich eigenständig über das Niveau des Datensatzes, mit dem es trainiert wurde zu verbessern, so mag es die Charakteristiken vom Minimalismus kennen, jedoch nicht in der Lage sein ein Dreieck mit einem Sechseck auszutauschen sollte es nie mit einem Sechseck trainiert worden sein.\nSo differenziert sich der Mensch von dem AI-Modell in einem weiteren Punkt: Der Fahrigkeit des Kritischen Beurteilers und der Reflexion für Änderungen und Verbesserungen bei dem eigenen Kreationsprozess anzustreben.",536870934]],["^15",[5367,"^O","^1@",536870934]],["^15",[5367,"^F",5366,536870934]],["^15",[5367,"^X",4006,536870934]],["^15",[5367,"^V",4013,536870934]],["^15",[5367,"^U",4006,536870934]],["^15",[5367,"^;","~u6901bfc5-b2e8-49e5-99da-5472ffdd39d6",536870934]],["^15",[5368,"^Q","Als gossen Teil der Kreativität wurde dem Reininterpretieren und kombinieren von Erfahrungen zugeschrieben. Betrachtet man, nun ein Bild generierendes GAN-Modell, welche zuvor mit Millionen an kategorisierten Bildern und eingeordneten Daten trainiert wurde fällt auf, dass eben jener Trainingsprozess, dem künstlichen Modell lediglich dieselben Möglichkeiten gibt, wie der Mensch sie durch das bloße leben hat: die Sammlung Referenzdate, Erfahrungen. Ebenso ist das maschinelle Generieren eines neuen Bildes lediglich das Transformieren und Zusammenfügen von Eigenschaften wie sie in den Trainingsdaten vorlagen.",536870934]],["^15",[5368,"^O","^1@",536870934]],["^15",[5368,"^F",5369,536870934]],["^15",[5368,"^X",4006,536870934]],["^15",[5368,"^V",4013,536870934]],["^15",[5368,"^U",4006,536870934]],["^15",[5368,"^;","~u6901bfc5-3114-4b02-9169-a7eb8ac97d64",536870934]],["^15",[5369,"^Q","Dabei wirken sich beim menschlichen Erschaffungsprozess Emotionen, welche mit den Erfahrungen assoziiert, werden wie auch jene die wir aktuell fühlen, mit als Variablen auf das Endergebnis aus. AI-Modelle hingegen arbeiten „algorithmisch“ das heiß: Als Prozess der bei gleichen Eingabewerten immer auch die gleichen Ausgabewerte liefert. Die Zufälligkeit die in der menschlichen Kreativität liegt muss also indirekt, eingebracht werden, indem eine Vielzahl an Eingabeparametern wahllos zugeordnet werden, um eine Scheinheiligkeit zu erzeugen.",536870934]],["^15",[5369,"^O","^1@",536870934]],["^15",[5369,"^F",4016,536870934]],["^15",[5369,"^X",4006,536870934]],["^15",[5369,"^V",4013,536870934]],["^15",[5369,"^U",4006,536870934]],["^15",[5369,"^;","~u6901bfc5-fe12-4a67-b012-1f3d527b38bc",536870934]],["^15",[5370,"^Q","💬 Basisgruppe Bremen Stadt/Viertel Chat\nhttps://chat.whatsapp.com/HRIAH7dA5w1E8qOgy9y3MS\n\n💬 Basisgruppe Bremerhaven Chat\nhttps://t.me/+M9wjVMT4Ocg2MzIy\n\n💬 FLINTA*-only Vernetzungsgruppe: \nhttps://t.me/+hjJlkZlrRKFiOWMy\n\n💥 Info Channel Bundesebene\nhttps://t.me/linksjugendsolid\n\n☁️ LV Bremen Cloud (Protokolle, Fotos & mehr)\nhttps://cloud.linksjugend-solid.de/f/1159654\n\nAwarenessteam: \nawareness@hb.linksjugend-solid.de\n\nSchiedskommission:\nschiedskommission@hb.linksjugend-solid.de\n\nGenerelle Fragen/LSp*R:\ninfo@hb.linksjugend-solid.de",536873102]],["^15",[5370,"^O","^1@",536870937]],["^15",[5370,"^F",5372,536870937]],["^15",[5370,"^X",4108,536870937]],["^15",[5370,"^V",5372,536870937]],["^15",[5370,"^U",4108,536870937]],["^15",[5370,"^;","~u6901bfc5-b846-4f3a-9469-8588b7daa876",536870937]],["^15",[5371,"^Q","",536870937]],["^15",[5371,"^O","^1@",536870937]],["^15",[5371,"^F",5370,536870937]],["^15",[5371,"^X",4108,536870937]],["^15",[5371,"^V",5372,536870937]],["^15",[5371,"^U",4108,536870937]],["^15",[5371,"^;","~u6901bfc5-3446-44ab-be35-c265fcc00d00",536870937]],["^15",[5372,"^M",true,536880254]],["^15",[5372,"^Q","### LV Bremen Beschreibung",536870937]],["^15",[5372,"^O","^1@",536870937]],["^15",[5372,"^F",4115,536870937]],["^15",[5372,"^X",4108,536870937]],["^15",[5372,"^V",4127,536870937]],["^15",[5372,"^U",4108,536870937]],["^15",[5372,"^?",["^ ","^37",3],536878105]],["^15",[5372,"^J",[],536878105]],["^15",[5372,"^;","~u6901bfc5-c42f-4139-ba25-9f1972bbfdee",536870937]],["^15",[5374,"^Q","Frühgeschichte & Historischer Aufbau des Konfliktes & Kolonialismus (Niklas)",536870975]],["^15",[5374,"^O","^1@",536870965]],["^15",[5374,"^F",2078,536870965]],["^15",[5374,"^X",2065,536870965]],["^15",[5374,"^V",2078,536870965]],["^15",[5374,"^U",2065,536870966]],["^15",[5374,"^;","~u69008811-f33f-4f48-a0e6-a450403d6fca",536870969]],["^15",[5375,"^Q","---",536870995]],["^15",[5375,"^O","^1@",536870978]],["^15",[5375,"^F",2078,536870985]],["^15",[5375,"^X",2065,536870978]],["^15",[5375,"^V",2065,536870985]],["^15",[5375,"^U",2065,536870979]],["^15",[5375,"^;","~u6901c619-1586-4e6a-b626-63c7cab7bd01",536870978]],["^15",[5377,"^Q","![israel_pp.pdf](../assets/israel_pp_1761724376518_0.pdf)",536870999]],["^15",[5377,"^O","^1@",536870995]],["^15",[5377,"^F",5375,536870995]],["^15",[5377,"^X",2065,536870995]],["^15",[5377,"^V",2065,536870995]],["^15",[5377,"^U",2065,536870996]],["^15",[5377,"^;","~u6901c772-bb0d-435a-bc52-f67299b8e113",536870995]],["^15",[5378,"^M",true,536872639]],["^15",[5378,"^Q","### Vorgeschichte:",536878102]],["^15",[5378,"^O","^1@",536871000]],["^15",[5378,"^F",5377,536871000]],["^15",[5378,"^X",2065,536871000]],["^15",[5378,"^V",2065,536871000]],["^15",[5378,"^U",2065,536871001]],["^15",[5378,"^?",["^ ","^37",3],536879753]],["^15",[5378,"^J",[],536879753]],["^15",[5378,"^;","~u6901c7d9-c86b-4e55-bf80-cc1057978e72",536871000]],["^15",[5379,"^K",1761724378137,536871006]],["^15",[5379,"^[",5382,536871010]],["^15",[5379,"^O","^1@",536871006]],["^15",[5379,"^@",false,536871006]],["^15",[5379,"^Y","hls__israel_pp_1761724376518_0",536871006]],["^15",[5379,"^11","hls__israel_pp_1761724376518_0",536871006]],["^15",[5379,"^?",["^ ","^3K","[israel_pp_1761724376518_0.pdf](../assets/israel_pp_1761724376518_0.pdf)","^3L","../assets/israel_pp_1761724376518_0.pdf"],536871006]],["^15",[5379,"^B",1761724378137,536871006]],["^15",[5379,"^;","~u6901c7da-635f-4fe6-b1d3-ef488e053f28",536871006]],["^15",[5380,"^Q","file:: [israel_pp_1761724376518_0.pdf](../assets/israel_pp_1761724376518_0.pdf)\nfile-path:: ../assets/israel_pp_1761724376518_0.pdf",536871006]],["^15",[5380,"^O","^1@",536871006]],["^15",[5380,"^F",5379,536871006]],["^15",[5380,"^X",5379,536871006]],["^15",[5380,"^V",5379,536871006]],["^15",[5380,"^U",4509,536871007]],["^15",[5380,"^U",4513,536871007]],["^15",[5380,"^U",5379,536871007]],["^15",[5380,"^:",true,536871006]],["^15",[5380,"^?",["^ ","^3K","[israel_pp_1761724376518_0.pdf](../assets/israel_pp_1761724376518_0.pdf)","^3L","../assets/israel_pp_1761724376518_0.pdf"],536871006]],["^15",[5380,"^J",["^14",["^3K","^3L"]],536871006]],["^15",[5380,"^H",4509,536871006]],["^15",[5380,"^H",4513,536871006]],["^15",[5380,"^;","~u6901c7da-bb4e-43b7-842b-8110bbdef812",536871006]],["^15",[5381,"^3","{:highlights []}",536871009]],["^15",[5381,"^3?","~m1761724378177",536871008]],["^15",[5381,"^Z","assets/israel_pp_1761724376518_0.edn",536871008]],["^15",[5382,"^3","file:: [israel_pp_1761724376518_0.pdf](../assets/israel_pp_1761724376518_0.pdf)\nfile-path:: ../assets/israel_pp_1761724376518_0.pdf\n",536871012]],["^15",[5382,"^3?","~m1761733237895",536872643]],["^15",[5382,"^Z","pages/hls__israel_pp_1761724376518_0.md",536871010]],["^15",[5383,"^Q","9000 V.Chr erste siedlungen (Jerichor)",536871041]],["^15",[5383,"^O","^1@",536871013]],["^15",[5383,"^F",5586,536872621]],["^15",[5383,"^X",2065,536871013]],["^15",[5383,"^V",5378,536871015]],["^15",[5383,"^U",2065,536871014]],["^15",[5383,"^;","~u6901c917-b037-4abb-bce4-324b519f74dc",536871013]],["^15",[5384,"^Q","Bronzezeit (3300 v. Chr.) bevölkerten Kanaaniter (Mytos: direkte vorfahren Palästinenser?)",536871081]],["^15",[5384,"^O","^1@",536871044]],["^15",[5384,"^F",5383,536871044]],["^15",[5384,"^X",2065,536871044]],["^15",[5384,"^V",5378,536871044]],["^15",[5384,"^U",2065,536871045]],["^15",[5384,"^;","~u6901c937-d062-4383-b4e0-36f6461b8ad6",536871044]],["^15",[5385,"^Q","13 Jahundert, \"Hebräern\" vorfahren des Volkes Israel ?",536871110]],["^15",[5385,"^O","^1@",536871082]],["^15",[5385,"^F",5384,536871082]],["^15",[5385,"^X",2065,536871082]],["^15",[5385,"^V",5378,536871082]],["^15",[5385,"^U",2065,536871083]],["^15",[5385,"^;","~u6901c959-808d-4833-ad92-dbbd4748a0e5",536871082]],["^15",[5386,"^Q","12. Jahrhunderts v. Chr. Philister (aus ägäischen Raum)",536871137]],["^15",[5386,"^O","^1@",536871110]],["^15",[5386,"^F",5385,536871110]],["^15",[5386,"^X",2065,536871110]],["^15",[5386,"^V",5378,536871110]],["^15",[5386,"^U",2065,536871111]],["^15",[5386,"^;","~u6901c99a-2897-4fe1-9460-5c888bee4645",536871110]],["^15",[5387,"^Q","Israeliten, die Assyrer, die Babylonier und die Perser das Land. Es folgten Alexander der Große, Ptolemäer, Seleukiden, Römer und Byzantiner",536871144]],["^15",[5387,"^O","^1@",536871137]],["^15",[5387,"^F",5386,536871137]],["^15",[5387,"^X",2065,536871137]],["^15",[5387,"^V",5378,536871137]],["^15",[5387,"^U",2065,536871138]],["^15",[5387,"^;","~u6901c9f3-93f1-422a-99af-3b0d3a3f0d4a",536871137]],["^15",[5388,"^Q","---",536871151]],["^15",[5388,"^O","^1@",536871145]],["^15",[5388,"^F",5387,536871145]],["^15",[5388,"^X",2065,536871145]],["^15",[5388,"^V",5378,536871145]],["^15",[5388,"^U",2065,536871146]],["^15",[5388,"^;","~u6901ca10-66f3-4767-8472-bb2236300574",536871145]],["^15",[5389,"^Q","637 nach Christus eroberten Muslime Jerusalem; 687 und 717 entsteht al-Aqsa-Moschee -> 3. wichtigste Städte der Religion",536871185]],["^15",[5389,"^O","^1@",536871151]],["^15",[5389,"^F",5388,536871151]],["^15",[5389,"^X",2065,536871151]],["^15",[5389,"^V",5378,536871151]],["^15",[5389,"^U",2065,536871152]],["^15",[5389,"^;","~u6901ca3a-226e-4a0d-9c3c-65212dab18ea",536871151]],["^15",[5390,"^Q","-> Alle Religionen Vertreten",536871204]],["^15",[5390,"^O","^1@",536871188]],["^15",[5390,"^F",5389,536871188]],["^15",[5390,"^X",2065,536871188]],["^15",[5390,"^V",5378,536871188]],["^15",[5390,"^U",2065,536871189]],["^15",[5390,"^;","~u6901cb3b-9197-45f5-afdc-7ff3bbf4c6ee",536871188]],["^15",[5391,"^Q","11. Jahrhunderts n. Chr. Cristliche Kreuzfahrtstaarten",536871214]],["^15",[5391,"^O","^1@",536871205]],["^15",[5391,"^F",5390,536871205]],["^15",[5391,"^X",2065,536871205]],["^15",[5391,"^V",5378,536871205]],["^15",[5391,"^U",2065,536871206]],["^15",[5391,"^;","~u6901cb9b-30dd-4a44-9d47-432886fc3301",536871205]],["^15",[5392,"^Q","Mamlukische Dynastien, dann Osmanisches reich",536871227]],["^15",[5392,"^O","^1@",536871214]],["^15",[5392,"^F",5391,536871214]],["^15",[5392,"^X",2065,536871214]],["^15",[5392,"^V",5378,536871214]],["^15",[5392,"^U",2065,536871215]],["^15",[5392,"^;","~u6901cba3-c284-4c32-a944-a3c25f87b000",536871214]],["^15",[5393,"^Q","---",536871234]],["^15",[5393,"^O","^1@",536871230]],["^15",[5393,"^F",5399,536871387]],["^15",[5393,"^X",2065,536871230]],["^15",[5393,"^V",5378,536871230]],["^15",[5393,"^U",2065,536871231]],["^15",[5393,"^;","~u6901d208-8d87-4ac1-86de-ce301feee5da",536871230]],["^15",[5394,"^Q","12. Jahrhunderts v. Chr. Philister (aus ägäischen Raum) -> dieffinierte Palestina als Name der Region",536871320]],["^15",[5394,"^O","^1@",536871234]],["^15",[5394,"^F",5400,536871472]],["^15",[5394,"^X",2065,536871234]],["^15",[5394,"^V",5378,536871234]],["^15",[5394,"^U",2065,536871235]],["^15",[5394,"^;","~u6901d20a-8075-40a2-9b38-f935aa09a93f",536871234]],["^15",[5395,"^Q","Arab conquest of Palestine in 636–641 CE rows significantly",536871281]],["^15",[5395,"^O","^1@",536871271]],["^15",[5395,"^F",5396,536871324]],["^15",[5395,"^X",2065,536871271]],["^15",[5395,"^V",5396,536871324]],["^15",[5395,"^U",2065,536871348]],["^15",[5395,"^;","~u6901d298-f5e8-42b2-88c7-98998e53c4a7",536871271]],["^15",[5396,"^Q","Arab and Jews have Historic claims:",536871320]],["^15",[5396,"^O","^1@",536871320]],["^15",[5396,"^F",5397,536871354]],["^15",[5396,"^X",2065,536871320]],["^15",[5396,"^V",5378,536871324]],["^15",[5396,"^U",2065,536871321]],["^15",[5396,"^;","~u6901d3ad-9ac1-47df-ae95-f59e8f9bbfa5",536871320]],["^15",[5397,"^Q","Jewish province were known to the Romans as Judea, changed name to Palestine; \"Kingdom of Jerusalem\" by Cristian Crusaders, in resent Years called Palistine by Muslims and Cristians",536871384]],["^15",[5397,"^O","^1@",536871328]],["^15",[5397,"^F",5394,536871328]],["^15",[5397,"^X",2065,536871328]],["^15",[5397,"^V",5378,536871328]],["^15",[5397,"^U",2065,536871329]],["^15",[5397,"^;","~u6901d3af-dda9-4df4-9d9e-46c8e912542e",536871328]],["^15",[5399,"^Q","-> Aufgrund von Location, Häfen und Aien/Afrika brücke sehr Konfliktanfällig",536871415]],["^15",[5399,"^O","^1@",536871387]],["^15",[5399,"^F",5392,536871387]],["^15",[5399,"^X",2065,536871387]],["^15",[5399,"^V",5378,536871387]],["^15",[5399,"^U",2065,536871388]],["^15",[5399,"^;","~u6901d4d5-9928-4e89-83cd-a319e55de8bd",536871387]],["^15",[5400,"^Q","\"Israel\" könnte in ersten schriftlichen Ägiptischen fassungen zu Völker statt start 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annotation\n hl-page:: 6\n hl-color:: yellow\n id:: 6901d851-5106-42ac-93eb-4b80a50948cd\n- 323 \n ls-type:: annotation\n hl-page:: 6\n hl-color:: blue\n id:: 6901da13-1498-4ec6-a547-25c19582e96b\n- King Antiochus IV Epiphanes\n ls-type:: annotation\n hl-page:: 6\n hl-color:: blue\n id:: 6901db40-7001-465f-8b45-201309136894\n- Judea gained independence\n ls-type:: annotation\n hl-page:: 6\n hl-color:: blue\n id:: 6901dbb3-2ee4-4add-8189-3175e98b9a66\n- rebellion in 168 \n ls-type:: annotation\n hl-page:: 6\n hl-color:: yellow\n id:: 6901dd7b-33c2-49d5-a8e8-2a3190bfadb1\n- Hasmoneans emphasized Torah and Temple, but they also embraced aspects of Greek culture\n ls-type:: annotation\n hl-page:: 7\n hl-color:: blue\n id:: 6901de65-b477-4b7e-811a-323a45aa7e9a\n- became a regional power and expanded into what is now central and northern Israel, Gaza, the West Bank, western Jordan, and parts of southern Lebanon and Syria\n ls-type:: annotation\n hl-page:: 7\n hl-color:: yellow\n id:: 6901debd-3914-4592-be07-195b6619da96\n- 63  the Roman commander Pompey the Great invaded Judea\n ls-type:: annotation\n hl-page:: 7\n hl-color:: blue\n id:: 6901df2f-1f3b-42ba-9eaf-e0efe1e3755b\n- unstable over the next generation. In 40  the Parthians, the ruling dynasty of a revived Persian Empire, conquered Judea (as well as Syria)\n ls-type:: annotation\n hl-page:: 7\n hl-color:: blue\n id:: 6901dfcb-17b5-489f-b33e-d3e201ce784b\n- Rome successfully restored control of Judea\n ls-type:: annotation\n hl-page:: 7\n hl-color:: blue\n id:: 6901dfe5-3377-48d4-b55e-b8db3d2e31c3\n- Jerusalem became a center of pilgrimage for Jews from the East and West, from various parts of the Roman and Parthian Empires\n ls-type:: annotation\n hl-page:: 8\n hl-color:: yellow\n id:: 6901e05d-d173-46ea-8fe9-d4e7846d37bf\n- Second Temple in Jerusalem\n ls-type:: annotation\n hl-page:: 8\n hl-color:: yellow\n id:: 6901e0a0-0923-4c98-8291-c6a7164c4441\n- Herod Agrippa I (41–44 ).\n ls-type:: annotation\n hl-page:: 8\n hl-color:: blue\n id:: 6901e118-2730-4867-935b-deadc4c88761\n- Jesus was a Jew who preached the imminence of the Kingdom of God, which would sweep away worldly empires like Rome\n ls-type:: annotation\n hl-page:: 8\n hl-color:: yellow\n id:: 6901e13c-f08a-4a95-a5b0-963426caed0f\n- During the war Rome killed large numbers of Jewish soldiers and civilians, helped itself to Jewish property in Judea, and enslaved and deported tens of thousands of Jews.\n ls-type:: annotation\n hl-page:: 9\n hl-color:: blue\n id:: 6901e239-9b65-415f-b437-7e7b288a768a\n- 70 \n ls-type:: annotation\n hl-page:: 9\n hl-color:: yellow\n id:: 6901e24b-d27e-409c-b3ec-68585e19f9c0\n- Romans drove most Jews out of central Palestine and into Galilee, which for centuries aerward became the center of Jewish life \n ls-type:: annotation\n hl-page:: 11\n hl-color:: blue\n id:: 6901e452-a24a-42d2-9bd5-164945787ae4\n- Jewish communities continued to thrive in Galilee during the Byzantine centuries\n ls-type:: annotation\n hl-page:: 11\n hl-color:: yellow\n id:: 6901e537-c0fc-43b8-965c-702ead13a066\n- 306\n ls-type:: annotation\n hl-page:: 11\n hl-color:: yellow\n id:: 6901e554-c596-453a-85ac-3db31007c1c3\n- 614 the Sasanians (the Iranian ruling dynasty at the time) invaded and conquered Palestine, with substantial Jewish support\n ls-type:: annotation\n hl-page:: 11\n hl-color:: blue\n id:: 6901e57a-f09a-422f-acf8-b57ad734b74a\n- Jews were reinstalled as the rulers of Jerusalem\n ls-type:: annotation\n hl-page:: 11\n hl-color:: yellow\n id:: 6901e595-0350-4796-b5b2-78405030313c\n- 636 and 641 the Arabs conquered Palestine\n ls-type:: annotation\n hl-page:: 11\n hl-color:: yellow\n id:: 6901e5c8-b727-4841-bef9-12928d5d5b80\n- Jews were nally able to settle in Jerusalem again\n ls-type:: annotation\n hl-page:: 12\n hl-color:: yellow\n id:: 6901e5e8-04ae-4fd5-9f5a-da6687f96a87\n- because Jews had never lost their attachment to their holiest city\n ls-type:: annotation\n hl-page:: 12\n hl-color:: red\n id:: 6901e631-e42b-41ec-b0c3-97db0c097e8d\n- Late Antiquity until the present, for example, Jews have prayed three times a day for the restoration of Jerusalem. 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distroyed",536872032]],["^15",[5534,"^O","^1@",536871983]],["^15",[5534,"^@",false,536871983]],["^15",[5534,"^F",5526,536871994]],["^15",[5534,"^X",2065,536871983]],["^15",[5534,"^V",5409,536871994]],["^15",[5534,"^U",2065,536872013]],["^15",[5534,"^U",5535,536872013]],["^15",[5534,"^U",5536,536872013]],["^15",[5534,"^H",5535,536879753]],["^15",[5534,"^H",5536,536879753]],["^15",[5534,"^;","~u6901e140-f3b8-4034-b838-1d842267d0c1",536871983]],["^15",[5535,"^Q","During the war Rome killed large numbers of Jewish soldiers and civilians, helped itself to Jewish property in Judea, and enslaved and deported tens of thousands of Jews.\nls-type:: annotation\nhl-page:: 9\nhl-color:: blue\nid:: 6901e239-9b65-415f-b437-7e7b288a768a",536871988]],["^15",[5535,"^O","^1@",536871988]],["^15",[5535,"^@",false,536871988]],["^15",[5535,"^F",5533,536871988]],["^15",[5535,"^X",5404,536871988]],["^15",[5535,"^V",5404,536871988]],["^15",[5535,"^U",5404,536871989]],["^15",[5535,"^?",["^ 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profit_",536872082]],["^15",[5542,"^O","^1@",536872042]],["^15",[5542,"^@",false,536872042]],["^15",[5542,"^F",5585,536872590]],["^15",[5542,"^X",2065,536872042]],["^15",[5542,"^V",5378,536872046]],["^15",[5542,"^U",2065,536872043]],["^15",[5542,"^;","~u6901e2b5-1a8a-461a-8ec5-d6c86bfa57ce",536872042]],["^15",[5543,"^Q","rome won, repression, no genocide",536872097]],["^15",[5543,"^O","^1@",536872086]],["^15",[5543,"^@",false,536872086]],["^15",[5543,"^F",5534,536872086]],["^15",[5543,"^X",2065,536872086]],["^15",[5543,"^V",5534,536872088]],["^15",[5543,"^U",2065,536872089]],["^15",[5543,"^U",5535,536872089]],["^15",[5543,"^U",5536,536872089]],["^15",[5543,"^;","~u6901e31d-df15-4ff3-a93e-f079007c71f2",536872086]],["^15",[5544,"^Q","More revolts, Rome won -> christian generals for rom",536872140]],["^15",[5544,"^O","^1@",536872105]],["^15",[5544,"^@",false,536872105]],["^15",[5544,"^F",5543,536872105]],["^15",[5544,"^X",2065,536872105]],["^15",[5544,"^V",5534,536872105]],["^15",[5544,"^U",2065,536872106]],["^15",[5544,"^U",5535,536872106]],["^15",[5544,"^U",5536,536872106]],["^15",[5544,"^;","~u6901e418-74f7-42e1-aeb6-7807d8a90776",536872105]],["^15",[5545,"^Q","Romans drove most Jews out of central Palestine and into Galilee, which for centuries aerward became the center of Jewish life \nls-type:: annotation\nhl-page:: 11\nhl-color:: blue\nid:: 6901e452-a24a-42d2-9bd5-164945787ae4",536872116]],["^15",[5545,"^O","^1@",536872116]],["^15",[5545,"^@",false,536872116]],["^15",[5545,"^F",5536,536872116]],["^15",[5545,"^X",5404,536872116]],["^15",[5545,"^V",5404,536872116]],["^15",[5545,"^U",5404,536872117]],["^15",[5545,"^?",["^ 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((6901e554-c596-453a-85ac-3db31007c1c3)))",536872196]],["^15",[5547,"^O","^1@",536872127]],["^15",[5547,"^@",false,536872127]],["^15",[5547,"^F",5534,536872169]],["^15",[5547,"^X",2065,536872127]],["^15",[5547,"^V",5409,536872169]],["^15",[5547,"^U",2065,536872197]],["^15",[5547,"^U",5549,536872197]],["^15",[5547,"^U",5551,536872197]],["^15",[5547,"^H",5549,536879753]],["^15",[5547,"^H",5551,536879753]],["^15",[5547,"^;","~u6901e456-6021-44d4-a4db-66a6c68ec2ad",536872127]],["^15",[5549,"^Q","Jewish communities continued to thrive in Galilee during the Byzantine centuries\nls-type:: annotation\nhl-page:: 11\nhl-color:: yellow\nid:: 6901e537-c0fc-43b8-965c-702ead13a066",536872154]],["^15",[5549,"^O","^1@",536872154]],["^15",[5549,"^@",false,536872154]],["^15",[5549,"^F",5545,536872163]],["^15",[5549,"^X",5404,536872154]],["^15",[5549,"^V",5404,536872154]],["^15",[5549,"^U",5404,536872155]],["^15",[5549,"^?",["^ 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Cursades",536872439]],["^15",[5572,"^O","^1@",536872407]],["^15",[5572,"^@",false,536872407]],["^15",[5572,"^F",5571,536872407]],["^15",[5572,"^X",2065,536872407]],["^15",[5572,"^V",5571,536872427]],["^15",[5572,"^U",2065,536872432]],["^15",[5572,"^U",5570,536872432]],["^15",[5572,"^U",5573,536872432]],["^15",[5572,"^H",5573,536879753]],["^15",[5572,"^;","~u6901e68a-d020-4106-bf25-a66678487964",536872407]],["^15",[5573,"^Q","Jews faced prejudice, plunder, or death\nls-type:: annotation\nhl-page:: 12\nhl-color:: yellow\nid:: 6901e6ba-b435-4b0a-b2ee-694e580d74db",536872418]],["^15",[5573,"^O","^1@",536872418]],["^15",[5573,"^@",false,536872418]],["^15",[5573,"^F",5570,536872418]],["^15",[5573,"^X",5404,536872418]],["^15",[5573,"^V",5404,536872418]],["^15",[5573,"^U",5404,536872419]],["^15",[5573,"^?",["^ 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6901e786-2ff8-4586-a8cb-d483b9a17153",536872465]],["^15",[5577,"^O","^1@",536872465]],["^15",[5577,"^@",false,536872465]],["^15",[5577,"^F",5575,536872465]],["^15",[5577,"^X",5404,536872465]],["^15",[5577,"^V",5404,536872465]],["^15",[5577,"^U",5404,536872466]],["^15",[5577,"^?",["^ ","^18","annotation","^3@",13,"^3A","yellow","^1;","6901e786-2ff8-4586-a8cb-d483b9a17153"],536872465]],["^15",[5577,"^J",["^14",["^18","^3@","^3A","^1;"]],536872465]],["^15",[5577,"^4",["^ ","^18","annotation","^3@","13","^3A","yellow","^1;","6901e786-2ff8-4586-a8cb-d483b9a17153"],536872465]],["^15",[5577,"^;","~u6901e786-2ff8-4586-a8cb-d483b9a17153",536872465]],["^15",[5578,"^Q","((6901e7c2-3a86-47b3-905a-5b0281f10251)) special longing to Jerusalem",536872506]],["^15",[5578,"^O","^1@",536872478]],["^15",[5578,"^@",false,536872478]],["^15",[5578,"^F",5576,536872478]],["^15",[5578,"^X",2065,536872478]],["^15",[5578,"^V",5409,536872478]],["^15",[5578,"^U",2065,536872500]],["^15",[5578,"^U",5579,536872500]],["^15",[5578,"^H",5579,536879753]],["^15",[5578,"^;","~u6901e78c-5a2f-4a3c-a66b-3fa42415f006",536872478]],["^15",[5579,"^Q","Jews have an ancient history in Palestine going back three thousand years\nls-type:: annotation\nhl-page:: 13\nhl-color:: red\nid:: 6901e7c2-3a86-47b3-905a-5b0281f10251\nhl-stamp:: 1761732551531",536872493]],["^15",[5579,"^O","^1@",536872483]],["^15",[5579,"^@",false,536872483]],["^15",[5579,"^F",5577,536872483]],["^15",[5579,"^X",5404,536872483]],["^15",[5579,"^V",5404,536872483]],["^15",[5579,"^U",5404,536872484]],["^15",[5579,"^?",["^ 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immigrants to Ottoman or British Palestine or to the state of Israel were dierent\nls-type:: annotation\nhl-page:: 14\nhl-color:: yellow\nid:: 6901e7ff-49cf-4c79-a27d-9ad20deedcdb",536872511]],["^15",[5582,"^O","^1@",536872511]],["^15",[5582,"^@",false,536872511]],["^15",[5582,"^F",5579,536872511]],["^15",[5582,"^X",5404,536872511]],["^15",[5582,"^V",5404,536872511]],["^15",[5582,"^U",5404,536872512]],["^15",[5582,"^?",["^ ","^18","annotation","^3@",14,"^3A","yellow","^1;","6901e7ff-49cf-4c79-a27d-9ad20deedcdb"],536872511]],["^15",[5582,"^J",["^14",["^18","^3@","^3A","^1;"]],536872511]],["^15",[5582,"^4",["^ 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_",536872618]],["^15",[5585,"^O","^1@",536872590]],["^15",[5585,"^@",false,536872590]],["^15",[5585,"^F",5538,536872590]],["^15",[5585,"^X",2065,536872590]],["^15",[5585,"^V",5378,536872590]],["^15",[5585,"^U",2065,536872591]],["^15",[5585,"^;","~u6901e8c1-d567-4f9b-968b-5653750874c9",536872590]],["^15",[5586,"^Q","https://www.lpb-bw.de/geschichte-palaestinas",536872625]],["^15",[5586,"^O","^1@",536872621]],["^15",[5586,"^F",5378,536872621]],["^15",[5586,"^X",2065,536872621]],["^15",[5586,"^V",5378,536872621]],["^15",[5586,"^U",2065,536872622]],["^15",[5586,"^;","~u6901e9ea-f31e-44b8-aa58-a1c3f13a4fb3",536872621]],["^15",[5587,"^Q","https://en.wikipedia.org/wiki/Seleucid_Empire",536872635]],["^15",[5587,"^O","^1@",536872631]],["^15",[5587,"^F",5403,536872631]],["^15",[5587,"^X",2065,536872631]],["^15",[5587,"^V",5378,536872631]],["^15",[5587,"^U",2065,536872632]],["^15",[5587,"^;","~u6901ea22-0d36-469b-a59d-aad6ec084d12",536872631]],["^15",[5588,"^Q","",536872635]],["^15",[5588,"^O","^1@",536872635]],["^15",[5588,"^F",5587,536872635]],["^15",[5588,"^X",2065,536872635]],["^15",[5588,"^V",5378,536872635]],["^15",[5588,"^U",2065,536872636]],["^15",[5588,"^;","~u6901ea2d-ecca-4543-9c6f-bb7e4ae54cc4",536872635]],["^15",[5590,"^Q","Britian imperial intrest (suez channel, africa -> geological location)",536872702]],["^15",[5590,"^O","^1@",536872658]],["^15",[5590,"^@",false,536872658]],["^15",[5590,"^F",5604,536872969]],["^15",[5590,"^X",2065,536872658]],["^15",[5590,"^V",6240,536878102]],["^15",[5590,"^U",2065,536872659]],["^15",[5590,"^;","~u6901ea95-f5f4-4f6d-b500-b3a73fe3b819",536872658]],["^15",[5591,"^Q","Britin supported Arab uprising in unstable Ottoman empire (which supported WW1 rivales); promised sovereign Arab state (including Palestine)",536872892]],["^15",[5591,"^O","^1@",536872703]],["^15",[5591,"^@",false,536872703]],["^15",[5591,"^F",5590,536872703]],["^15",[5591,"^X",2065,536872703]],["^15",[5591,"^V",6240,536878102]],["^15",[5591,"^U",2065,536872704]],["^15",[5591,"^;","~u6901eb51-5004-493b-9a5e-e2059b2d4753",536872703]],["^15",[5593,"^Q","details nie geklaert,",536874303]],["^15",[5593,"^O","^1@",536872762]],["^15",[5593,"^@",false,536872762]],["^15",[5593,"^F",5599,536874303]],["^15",[5593,"^X",2065,536872762]],["^15",[5593,"^V",5591,536874303]],["^15",[5593,"^U",2065,536872763]],["^15",[5593,"^;","~u6901ebce-f2f5-4769-a489-c9be8020c223",536872762]],["^15",[5594,"^Q","1916 Sykes-Picot secret Agreement (Fr-Gb)",536872821]],["^15",[5594,"^O","^1@",536872795]],["^15",[5594,"^@",false,536872795]],["^15",[5594,"^F",5893,536874303]],["^15",[5594,"^X",2065,536872795]],["^15",[5594,"^V",6240,536878102]],["^15",[5594,"^U",2065,536872796]],["^15",[5594,"^;","~u6901ec15-5841-4fea-9b09-145d952c4634",536872795]],["^15",[5595,"^Q","![image.png](../assets/image_1761733871221_0.png)",536872831]],["^15",[5595,"^O","^1@",536872824]],["^15",[5595,"^@",false,536872824]],["^15",[5595,"^F",5878,536874303]],["^15",[5595,"^X",2065,536872824]],["^15",[5595,"^V",5594,536872826]],["^15",[5595,"^U",2065,536872825]],["^15",[5595,"^;","~u6901ecee-82d4-445c-9227-d0007b775b18",536872824]],["^15",[5596,"^Q","Russian aspects never implemented -> Soviet Russian leaked documents to Arabs, conflicted with Husayn McMahon correspondence",536872875]],["^15",[5596,"^O","^1@",536872834]],["^15",[5596,"^@",false,536872834]],["^15",[5596,"^F",5873,536874303]],["^15",[5596,"^X",2065,536872834]],["^15",[5596,"^V",5594,536872834]],["^15",[5596,"^U",2065,536872835]],["^15",[5596,"^;","~u6901ed4c-ccde-41d8-9395-c0fc20d393b1",536872834]],["^15",[5599,"^Q","Letters: Husayn McMahon correspondence",536872940]],["^15",[5599,"^O","^1@",536872899]],["^15",[5599,"^@",false,536872899]],["^15",[5599,"^F",5591,536872899]],["^15",[5599,"^X",2065,536872899]],["^15",[5599,"^V",5591,536872899]],["^15",[5599,"^U",2065,536872900]],["^15",[5599,"^;","~u6901ee1f-8960-4b96-a72e-f5a9d078e6a4",536872899]],["^15",[5600,"^Q","https://www.britannica.com/topic/Husayn-McMahon-correspondence",536872947]],["^15",[5600,"^O","^1@",536872943]],["^15",[5600,"^@",false,536872943]],["^15",[5600,"^F",6240,536878102]],["^15",[5600,"^X",2065,536872943]],["^15",[5600,"^V",6240,536878102]],["^15",[5600,"^U",2065,536872944]],["^15",[5600,"^;","~u6901ee3d-b53f-4888-a0ac-d855fe5b42fa",536872943]],["^15",[5601,"^Q","https://www.britannica.com/event/Sykes-Picot-Agreement",536872951]],["^15",[5601,"^O","^1@",536872947]],["^15",[5601,"^@",false,536872947]],["^15",[5601,"^F",5600,536872947]],["^15",[5601,"^X",2065,536872947]],["^15",[5601,"^V",6240,536878102]],["^15",[5601,"^U",2065,536872948]],["^15",[5601,"^;","~u6901ee3e-d94a-41cf-9d19-6b21f98e61dd",536872947]],["^15",[5602,"^Q","https://www.britannica.com/place/Palestine/World-War-I-and-after",536872955]],["^15",[5602,"^O","^1@",536872951]],["^15",[5602,"^@",false,536872951]],["^15",[5602,"^F",5601,536872951]],["^15",[5602,"^X",2065,536872951]],["^15",[5602,"^V",6240,536878102]],["^15",[5602,"^U",2065,536872952]],["^15",[5602,"^;","~u6901ee42-4ab3-49e2-ad38-2cf0d4023824",536872951]],["^15",[5603,"^Q","https://www.thecollector.com/british-controlled-mandatory-palestine/",536872966]],["^15",[5603,"^O","^1@",536872955]],["^15",[5603,"^@",false,536872955]],["^15",[5603,"^F",5602,536872955]],["^15",[5603,"^X",2065,536872955]],["^15",[5603,"^V",6240,536878102]],["^15",[5603,"^U",2065,536872956]],["^15",[5603,"^;","~u6901ee4c-37d2-4b5c-960d-bda0e82ef838",536872955]],["^15",[5604,"^Q","",536872969]],["^15",[5604,"^O","^1@",536872969]],["^15",[5604,"^@",false,536872969]],["^15",[5604,"^F",5603,536872969]],["^15",[5604,"^X",2065,536872969]],["^15",[5604,"^V",6240,536878102]],["^15",[5604,"^U",2065,536872970]],["^15",[5604,"^;","~u6901ee63-a32c-4f15-97f5-09ae02ab9093",536872969]],["^15",[5605,"^Q","1917 November, GB State secretary for forigne affairs Authur Belfast, Belfast declaration (provide a state, national home for all jews)",536874303]],["^15",[5605,"^O","^1@",536872973]],["^15",[5605,"^@",false,536872973]],["^15",[5605,"^F",5594,536872977]],["^15",[5605,"^X",2065,536872973]],["^15",[5605,"^V",6240,536878102]],["^15",[5605,"^U",2065,536872974]],["^15",[5605,"^;","~u6901ef2d-d95a-434c-9233-4f533e1c3dd8",536872973]],["^15",[5608,"^Q","prompt American Jews to exercise their influence in moving the United States to support British postwar policies, keep russian Jews fighting",536873042]],["^15",[5608,"^O","^1@",536873009]],["^15",[5608,"^@",false,536873009]],["^15",[5608,"^F",5605,536873009]],["^15",[5608,"^X",2065,536873009]],["^15",[5608,"^V",5605,536873011]],["^15",[5608,"^U",2065,536873082]],["^15",[5608,"^;","~u6901ef43-c4c8-43bb-82bc-b3c791e3fe7e",536873009]],["^15",[5609,"^U",2065,536873018]],["^15",[5610,"^Q","Chaim Weizmann, developerr of explosive matirals for WW1 and 1 president of Israel, negotiated",536874303]],["^15",[5610,"^O","^1@",536873042]],["^15",[5610,"^@",false,536873042]],["^15",[5610,"^F",5608,536873042]],["^15",[5610,"^X",2065,536873042]],["^15",[5610,"^V",5605,536873042]],["^15",[5610,"^U",2065,536873082]],["^15",[5610,"^;","~u6901ef5b-a0c5-4030-bd27-94c3bbe8678b",536873042]],["^15",[5611,"^12",2,536873086]],["^15",[5612,"^Q","MINT EC",536873092]],["^15",[5612,"^O","^1@",536873092]],["^15",[5612,"^F",5626,536873120]],["^15",[5612,"^X",4360,536873092]],["^15",[5612,"^V",4360,536873092]],["^15",[5612,"^U",4360,536873092]],["^15",[5612,"^;","~u69025964-47a4-4b2b-b133-0577bf302706",536873092]],["^15",[5613,"^Q","",536873092]],["^15",[5613,"^O","^1@",536873092]],["^15",[5613,"^F",5244,536873120]],["^15",[5613,"^X",4360,536873092]],["^15",[5613,"^V",4360,536873092]],["^15",[5613,"^U",4360,536873092]],["^15",[5613,"^;","~u69025964-609a-43ff-a0c7-fc073f26f8b3",536873092]],["^15",[5614,"^12",2,536873110]],["^15",[5615,"^12",2,536873114]],["^15",[5616,"^12",2,536873117]],["^15",[5617,"^Q","**Custom bootloader setup (e.g. not managed by NixOS)**",536873120]],["^15",[5617,"^O","^1@",536873120]],["^15",[5617,"^F",5624,536873120]],["^15",[5617,"^X",4360,536873120]],["^15",[5617,"^V",5626,536873120]],["^15",[5617,"^U",4360,536873120]],["^15",[5617,"^;","~u6908649f-68e9-49e1-b0dc-1f3ce4ed6a93",536873120]],["^15",[5618,"^Q","The exact command you’re running (`switch`, `boot`, etc.)",536873120]],["^15",[5618,"^O","^1@",536873120]],["^15",[5618,"^F",5617,536873120]],["^15",[5618,"^X",4360,536873120]],["^15",[5618,"^V",5626,536873120]],["^15",[5618,"^U",4360,536873120]],["^15",[5618,"^;","~u6908649f-052c-4ca7-b210-89856e22a2b2",536873120]],["^15",[5619,"^Q","Run:\n\n```\nsudo nixos-rebuild boot --install-bootloader --show-trace\n```\n\nSee if there’s an error updating GRUB or systemd-boot.",536873120]],["^15",[5619,"^O","^1@",536873120]],["^15",[5619,"^F",5631,536873120]],["^15",[5619,"^X",4360,536873120]],["^15",[5619,"^V",5631,536873120]],["^15",[5619,"^U",4360,536873120]],["^15",[5619,"^;","~u6908649f-8a5f-40e8-952b-b6d2255d1e45",536873120]],["^15",[5620,"^Q","Any errors or warnings from the rebuild output?\n\nThat’ll help me pinpoint exactly why the reboot isn’t picking up the latest generation.",536873120]],["^15",[5620,"^O","^1@",536873120]],["^15",[5620,"^F",5627,536873120]],["^15",[5620,"^X",4360,536873120]],["^15",[5620,"^V",5626,536873120]],["^15",[5620,"^U",4360,536873120]],["^15",[5620,"^;","~u6908649f-a16a-41e5-8242-6bd9c2d57bd5",536873120]],["^15",[5621,"^Q","For systemd-boot, check:\n\n```\nsudo bootctl list\n```\n\nand confirm that your latest generation appears there.",536873120]],["^15",[5621,"^O","^1@",536873120]],["^15",[5621,"^F",5624,536873120]],["^15",[5621,"^X",4360,536873120]],["^15",[5621,"^V",5624,536873120]],["^15",[5621,"^U",4360,536873120]],["^15",[5621,"^;","~u6908649f-ac33-49a1-95bc-11a8a368af3d",536873120]],["^15",[5622,"^Q","~`sudo nixos-rebuild boot` → builds and makes the new config the **default for next reboot**",536873120]],["^15",[5622,"^O","^1@",536873120]],["^15",[5622,"^F",5625,536873120]],["^15",[5622,"^X",4360,536873120]],["^15",[5622,"^V",5626,536873120]],["^15",[5622,"^U",4360,536873120]],["^15",[5622,"^;","~u6908649f-3d87-4d26-b03e-dbd7cacef515",536873120]],["^15",[5623,"^Q","Got it — you’re saying that after rebuilding your NixOS system (e.g. with `sudo nixos-rebuild switch`), it **fails to make the new generation the default for the next reboot**, right? That can happen for a few different reasons. Let’s narrow it down.\n\nCan you confirm which command you’re using? The usual ones are:",536873120]],["^15",[5623,"^O","^1@",536873120]],["^15",[5623,"^F",5626,536873120]],["^15",[5623,"^X",4360,536873120]],["^15",[5623,"^V",5626,536873120]],["^15",[5623,"^U",4360,536873120]],["^15",[5623,"^;","~u6908649f-efb6-40c4-a95a-e32016250a2d",536873120]],["^15",[5624,"^Q","**UEFI / systemd-boot misconfiguration**",536873120]],["^15",[5624,"^O","^1@",536873120]],["^15",[5624,"^F",5632,536873120]],["^15",[5624,"^X",4360,536873120]],["^15",[5624,"^V",5626,536873120]],["^15",[5624,"^U",4360,536873120]],["^15",[5624,"^;","~u6908649f-c713-4acd-882c-61f6759b6da1",536873120]],["^15",[5625,"^Q","~`sudo nixos-rebuild switch` → activates the new config immediately (does **not** set it as default on reboot)",536873120]],["^15",[5625,"^O","^1@",536873120]],["^15",[5625,"^F",5623,536873120]],["^15",[5625,"^X",4360,536873120]],["^15",[5625,"^V",5626,536873120]],["^15",[5625,"^U",4360,536873120]],["^15",[5625,"^;","~u6908649f-e65d-4fdd-8b43-a3d94d67dde8",536873120]],["^15",[5626,"^M",true,536873120]],["^15",[5626,"^Q","nixLap boot iterations\ncollapsed:: true",536873120]],["^15",[5626,"^O","^1@",536873120]],["^15",[5626,"^F",6580,536881945]],["^15",[5626,"^X",4360,536873120]],["^15",[5626,"^V",4360,536873120]],["^15",[5626,"^U",4360,536873120]],["^15",[5626,"^?",["^ "],536881945]],["^15",[5626,"^J",[],536881945]],["^15",[5626,"^4",["^ "],536881945]],["^15",[5626,"^;","~u6908649f-8df3-4655-9c26-36e9e1a64f88",536873120]],["^15",[5627,"^Q","Your bootloader type (`grub`, `systemd-boot`, etc.)",536873120]],["^15",[5627,"^O","^1@",536873120]],["^15",[5627,"^F",5618,536873120]],["^15",[5627,"^X",4360,536873120]],["^15",[5627,"^V",5626,536873120]],["^15",[5627,"^U",4360,536873120]],["^15",[5627,"^;","~u6908649f-a855-4816-8447-769e4df41554",536873120]],["^15",[5628,"^Q","Make sure `/boot` is mounted before rebuilding:\n\n```\nmount | grep boot\n```\n\nIf `/boot` isn’t mounted, Nix can’t update the boot entries — the system will still build, but rebooting won’t use the new generation.",536873120]],["^15",[5628,"^O","^1@",536873120]],["^15",[5628,"^F",5632,536873120]],["^15",[5628,"^X",4360,536873120]],["^15",[5628,"^V",5632,536873120]],["^15",[5628,"^U",4360,536873120]],["^15",[5628,"^;","~u6908649f-5dff-46df-af04-8a89e2d92924",536873120]],["^15",[5629,"^Q","~`sudo nixos-rebuild test` → temporary test, does not persist at all\n\nSo, first check that you’re actually using `boot` if you expect the new iteration to be picked at reboot.\n\nIf you *are* using `switch` but still want the new config to become the default after reboot, you can combine it like this:\n\n```\nsudo nixos-rebuild switch --install-bootloader\n```\n\nOr explicitly set the boot entry with:\n\n```\nsudo nixos-rebuild boot\n```\n\n---\n\nIf you **are** using `boot` or `switch --install-bootloader` and it still fails, a few likely causes:",536873120]],["^15",[5629,"^O","^1@",536873120]],["^15",[5629,"^F",5622,536873120]],["^15",[5629,"^X",4360,536873120]],["^15",[5629,"^V",5626,536873120]],["^15",[5629,"^U",4360,536873120]],["^15",[5629,"^;","~u6908649f-23d6-47ce-afd8-fb8ba585bd4f",536873120]],["^15",[5630,"^Q","If you manually installed GRUB/systemd-boot outside of NixOS configuration, it might not get updated properly.\n\nIn that case, ensure your configuration includes:\n\n```\nboot.loader.systemd-boot.enable = true;\nboot.loader.efi.canTouchEfiVariables = true;\n```\n\n---\n\nCan you share:",536873120]],["^15",[5630,"^O","^1@",536873120]],["^15",[5630,"^F",5617,536873120]],["^15",[5630,"^X",4360,536873120]],["^15",[5630,"^V",5617,536873120]],["^15",[5630,"^U",4360,536873120]],["^15",[5630,"^;","~u6908649f-d4d7-472a-8ed7-ba68a01fa098",536873120]],["^15",[5631,"^Q","**Bootloader is not being updated**",536873120]],["^15",[5631,"^O","^1@",536873120]],["^15",[5631,"^F",5629,536873120]],["^15",[5631,"^X",4360,536873120]],["^15",[5631,"^V",5626,536873120]],["^15",[5631,"^U",4360,536873120]],["^15",[5631,"^;","~u6908649f-2d7f-4b72-bf89-acb23e57721f",536873120]],["^15",[5632,"^Q","**/boot not writable or not mounted**",536873120]],["^15",[5632,"^O","^1@",536873120]],["^15",[5632,"^F",5631,536873120]],["^15",[5632,"^X",4360,536873120]],["^15",[5632,"^V",5626,536873120]],["^15",[5632,"^U",4360,536873120]],["^15",[5632,"^;","~u6908649f-96d6-4fe8-ac21-0de7d2a95aff",536873120]],["^15",[5633,"^K",1762157760098,536873123]],["^15",[5633,"^[",5647,536873129]],["^15",[5633,"^O","^1@",536873123]],["^15",[5633,"^@",false,536873123]],["^15",[5633,"^Y","school/deu/reise lyrik",536873123]],["^15",[5633,"^A",492,536873123]],["^15",[5633,"^11","School/Deu/Reise Lyrik",536873123]],["^15",[5633,"^B",1763541087340,536882046]],["^15",[5633,"^;","~u690864c0-6819-46b0-81ac-f10427b35e2f",536873123]],["^15",[5634,"^Q","## Meta",536873127]],["^15",[5634,"^O","^1@",536873124]],["^15",[5634,"^@",false,536873124]],["^15",[5634,"^F",5633,536873124]],["^15",[5634,"^X",5633,536873124]],["^15",[5634,"^V",5633,536873124]],["^15",[5634,"^U",4427,536873127]],["^15",[5634,"^U",5633,536873125]],["^15",[5634,"^?",["^ 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}}",536873127]],["^15",[5642,"^O","^1@",536873127]],["^15",[5642,"^F",5641,536873127]],["^15",[5642,"^X",5633,536873127]],["^15",[5642,"^V",5641,536873127]],["^15",[5642,"^U",4427,536873128]],["^15",[5642,"^U",5633,536873128]],["^15",[5642,"^;","~u856eb6c5-983b-4701-9c96-a1e119af1130",536873127]],["^15",[5643,"^Q","**Summery:**\nbackground-color:: blue",536873127]],["^15",[5643,"^O","^1@",536873127]],["^15",[5643,"^F",5641,536873127]],["^15",[5643,"^X",5633,536873127]],["^15",[5643,"^V",5634,536873127]],["^15",[5643,"^U",5633,536873128]],["^15",[5643,"^?",["^ ","^39","blue"],536873127]],["^15",[5643,"^J",["^14",["^39"]],536873127]],["^15",[5643,"^4",["^ 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[[TODO]] (or [[School/Deu/Reise Lyrik]] (namespace [[School/Deu/Reise Lyrik]])))}}\n\t- **Makers:**\n\t background-color:: yellow\n\t\t- {{query (and (or [[LATER]] [[WAITING]]) (or (page [[School/Deu/Reise Lyrik]]) (namespace [[School/Deu/Reise Lyrik]]))) }}\n\t- **Summery:**\n\t background-color:: blue\n\t\t-\n\t- ---\n- Werkzeuge\n\t- ![MethodenblattLyrikinterpretation.pdf](../assets/PDF_1763540970932_0.pdf)\n\t- ![2025 Kartenabfrage_Rhetorische Stilmittel.pdf](../assets/2025_Kartenabfrage_Rhetorische_Stilmittel_1763541086909_0.pdf)\n\t-\n- {{video https://www.youtube.com/watch?v=4u-Yl62x1P0}}\n- ![008 Claudius_Urians Reise um die Welt.pdf](../assets/008_Claudius_Urians_Reise_um_die_Welt_1763367396613_0.pdf)\n\t- ((691ada0d-3999-4b21-93b8-5fee2261ea37)) Wissensdurstige menge\n\t- ((691ada25-2c36-4726-8f72-f0c48a8fc9fd)) -> Europöische Aroganz -> ((691ada44-0881-4999-b839-57e69c6c7743)) kama\n\t- ((691ada99-3f26-41d9-8e6d-7af58c94d7c1)) -> mythen -> ((691adaa7-e3d3-4bf5-ba2e-4764b66b2a46)) gelüftet\n\t- ((691adaea-e3af-4c7a-8701-f4b16314b78b)) -> impefektion, der anderen trotzdem Erkentniss positiver aspekte -> daher nichts wert ((691adaf9-2309-4440-ab60-e30aed63b617))\n\t- Erst zuletzt die Erkenntnis: ((691adb35-9233-41be-b79a-1c23a59893ee))\n\t ((691adbd7-cd0f-4a29-bffe-710bfda30b04)) -> Menge ist beleidigt, das auch sie selber die Narren sein\n\t-\n\t-\n\t-",536882049]],["^15",[5647,"^3?","~m1763541087586",536882048]],["^15",[5647,"^Z","pages/School___Deu___Reise Lyrik.md",536873129]],["^15",[5667,"^K",1762157783441,536873199]],["^15",[5667,"^[",5680,536873205]],["^15",[5667,"^O","^1@",536873199]],["^15",[5667,"^@",false,536873199]],["^15",[5667,"^Y","school/deu/reise lyrik/auf reisen",536873199]],["^15",[5667,"^A",5633,536873199]],["^15",[5667,"^11","School/Deu/Reise Lyrik/Auf Reisen",536873199]],["^15",[5667,"^?",["^ ","^1D",1],536873208]],["^15",[5667,"^4",["^ 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langsam, dynamisch\n\t\t logseq.order-list-type:: number\n\t\t- Zug: Schnell, kompfortabel, planbar, nähe an technik und natur\n\t\t logseq.order-list-type:: number\n\t\t- Fahrrad: Mittel schnell, mühsam, naturnahe\n\t\t logseq.order-list-type:: number\n\t\t- Auto: Anstrengend (konzentration), schnell, semi-dynamisch, distanz zu natur\n\t\t logseq.order-list-type:: number\n\t\t- Flugzeug: technik basierend, schnell, entfremdet von natur\n\t\t logseq.order-list-type:: number\n\t\t- Schiff: semi-schnell, effizient für güter, entfremdung von natur auf land\n\t\t logseq.order-list-type:: number\n\t\t- Raumschiff: Eröffnend, beeindruckend, neue wertschätzung für die Natur\n\t\t logseq.order-list-type:: number\n\t- Nr2)\n\t\t- Zug, Fußläufig: Der zug ermöglicht es spontan, auch größere distanzen, ohne eigene Anstrenung zu überwinden und komplimentiert so die Fußläufigkeit bei der man dynamisch die freiheit besitzt an jedem Punkt anzuhalten und schnell die richtung zu wecheln. Bei beiden Fortbewegungsmethoden bleibt man relative nah an seiner Umgebung",536873694]],["^15",[5680,"^3?","~m1762158503500",536873693]],["^15",[5680,"^Z","pages/School___Deu___Reise Lyrik___Auf Reisen.md",536873205]],["^15",[5681,"^K",1762157810687,536873215]],["^15",[5681,"^[",5694,536873221]],["^15",[5681,"^O","^1@",536873215]],["^15",[5681,"^@",false,536873215]],["^15",[5681,"^Y","school/deu/reise lyrik/aufbruch",536873215]],["^15",[5681,"^A",5633,536873215]],["^15",[5681,"^11","School/Deu/Reise Lyrik/Aufbruch",536873215]],["^15",[5681,"^?",["^ ","^1D",2],536873224]],["^15",[5681,"^4",["^ ","^1D","2"],536873224]],["^15",[5681,"^B",1762439636449,536874286]],["^15",[5681,"^;","~u690864f2-f359-4074-b09f-bfe20a27674c",536873215]],["^15",[5682,"^Q","index:: 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blue\n\t\t-\n- ---\n- ![002 Drei Gedichte zum Thema Aufbruch_Abschatz.pdf](../assets/002_Drei_Gedichte_zum_Thema_Aufbruch_Abschatz_1762157823365_0.pdf)\n- ![003 Drei Gedichte zum Thema Aufbruch_Heine.pdf](../assets/003_Drei_Gedichte_zum_Thema_Aufbruch_Heine_1762157828211_0.pdf)\n- ![004 Drei Gedichte zum Thema Aufbruch_Kaleko.pdf](../assets/004_Drei_Gedichte_zum_Thema_Aufbruch_Kaleko_1762157831817_0.pdf)\n-\n- ### ((69086e79-0e7e-43d4-9d10-fb67152a6ab7))\n\t- (1-3)\n\t- ||002|003|004|\n\t |--|--|--|--|\n\t |Gründe für Reisen|Horizont & Möglichkeiten erweitern|Neue Perspektiven, flucht aus dem Alltag, isolation von Geselltschaftlichem leben|Auskosten des Lebens, verhindern Bekanntes durch repetetivität unschön erscheinen zu lassen|\n\t |Sprechfunktionen|Lyrisches ich zu niemandem direkt; Darstellung eines Subjektiven Faktes|Lyrisches ich über seine gedanken, zur Gesellschaft|Lyrisches ich auffodernt zum Lesenden|\n\t |Einstellung zum Reisen|Sinnvoll, es bildet einen weiter|Es befreit, schafft nötigen Abstand|Es verbindet mit der Natur/Erde, wichtig um nicht aus zu laugen - die Heimat (neu) zu schätzen|\n-\n- ![image.png](../assets/image_1762439636118_0.png)\n-",536874289]],["^15",[5694,"^3?","~m1762439636699",536874288]],["^15",[5694,"^Z","pages/School___Deu___Reise Lyrik___Aufbruch.md",536873221]],["^15",[5695,"^Q","![003 Drei Gedichte zum Thema Aufbruch_Heine.pdf](../assets/003_Drei_Gedichte_zum_Thema_Aufbruch_Heine_1762157828211_0.pdf)",536873231]],["^15",[5695,"^O","^1@",536873227]],["^15",[5695,"^F",5693,536873905]],["^15",[5695,"^X",5681,536873227]],["^15",[5695,"^V",5681,536873227]],["^15",[5695,"^U",5681,536873228]],["^15",[5695,"^?",["^ "],536873231]],["^15",[5695,"^;","~u690864ff-f29f-4d5e-a143-f979052b9aa3",536873227]],["^15",[5696,"^Q","![004 Drei Gedichte zum Thema 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69086c0e-112c-40ca-a3d5-e33ee4610b8d",536873915]],["^15",[5755,"^O","^1@",536873915]],["^15",[5755,"^@",false,536873915]],["^15",[5755,"^F",5734,536873915]],["^15",[5755,"^X",5718,536873915]],["^15",[5755,"^V",5718,536873915]],["^15",[5755,"^U",5718,536873916]],["^15",[5755,"^?",["^ ","^18","annotation","^3@",1,"^3A","yellow","^1;","69086c0e-112c-40ca-a3d5-e33ee4610b8d"],536873915]],["^15",[5755,"^J",["^14",["^18","^3@","^3A","^1;"]],536873915]],["^15",[5755,"^4",["^ ","^18","annotation","^3@","1","^3A","yellow","^1;","69086c0e-112c-40ca-a3d5-e33ee4610b8d"],536873915]],["^15",[5755,"^;","~u69086c0e-112c-40ca-a3d5-e33ee4610b8d",536873915]],["^15",[5756,"^Q","jedes Land kann seine Heimat nennen\nls-type:: annotation\nhl-page:: 1\nhl-color:: yellow\nid:: 69086c12-7555-4f71-a2da-e668bd457470",536873922]],["^15",[5756,"^O","^1@",536873922]],["^15",[5756,"^@",false,536873922]],["^15",[5756,"^F",5755,536873922]],["^15",[5756,"^X",5718,536873922]],["^15",[5756,"^V",5718,536873922]],["^15",[5756,"^U",5718,536873923]],["^15",[5756,"^?",["^ ","^18","annotation","^3@",1,"^3A","yellow","^1;","69086c12-7555-4f71-a2da-e668bd457470"],536873922]],["^15",[5756,"^J",["^14",["^18","^3@","^3A","^1;"]],536873922]],["^15",[5756,"^4",["^ ","^18","annotation","^3@","1","^3A","yellow","^1;","69086c12-7555-4f71-a2da-e668bd457470"],536873922]],["^15",[5756,"^;","~u69086c12-7555-4f71-a2da-e668bd457470",536873922]],["^15",[5758,"^Q","||002|003|004|\n|--|--|--|--|\n|Gründe für Reisen|Horizont & Möglichkeiten erweitern|Neue Perspektiven, flucht aus dem Alltag, isolation von Geselltschaftlichem leben|Auskosten des Lebens, verhindern Bekanntes durch repetetivität unschön erscheinen zu lassen|\n|Sprechfunktionen|Lyrisches ich zu niemandem direkt; Darstellung eines Subjektiven Faktes|Lyrisches ich über seine gedanken, zur Gesellschaft|Lyrisches ich auffodernt zum Lesenden|\n|Einstellung zum Reisen|Sinnvoll, es bildet einen weiter|Es befreit, schafft nötigen Abstand|Es verbindet mit der Natur/Erde, wichtig um nicht aus zu laugen - die Heimat (neu) zu schätzen|",536874222]],["^15",[5758,"^O","^1@",536873944]],["^15",[5758,"^F",5764,536874256]],["^15",[5758,"^X",5681,536873944]],["^15",[5758,"^V",5763,536874246]],["^15",[5758,"^U",5681,536874247]],["^15",[5758,"^U",5762,536874247]],["^15",[5758,"^?",["^ "],536874222]],["^15",[5758,"^;","~u69086c36-f006-4e12-8740-b57cd9d619cc",536873944]],["^15",[5759,"^Q","![image.png](../assets/image_1762439636118_0.png)",536874286]],["^15",[5759,"^O","^1@",536874008]],["^15",[5759,"^F",5761,536874089]],["^15",[5759,"^X",5681,536874008]],["^15",[5759,"^V",5681,536874008]],["^15",[5759,"^U",5681,536874009]],["^15",[5759,"^?",["^ 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essen",536874276]],["^15",[5769,"^O","^1@",536874276]],["^15",[5769,"^F",5771,536874276]],["^15",[5769,"^X",401,536874276]],["^15",[5769,"^V",5768,536874276]],["^15",[5769,"^U",401,536874276]],["^15",[5769,"^;","~u690cb1cd-f423-430c-93f5-e4cf66070b61",536874276]],["^15",[5770,"^Q","### Juju <3",536874276]],["^15",[5770,"^O","^1@",536874276]],["^15",[5770,"^F",410,536874276]],["^15",[5770,"^X",401,536874276]],["^15",[5770,"^V",401,536874276]],["^15",[5770,"^U",401,536874276]],["^15",[5770,"^?",["^ ","^37",3],536881942]],["^15",[5770,"^J",[],536881942]],["^15",[5770,"^;","~u690cb1cd-3ed4-4402-aad6-a26f631987ae",536874276]],["^15",[5771,"^Q","Bluebrix Aquarium/Rrosen",536874276]],["^15",[5771,"^O","^1@",536874276]],["^15",[5771,"^F",5767,536874276]],["^15",[5771,"^X",401,536874276]],["^15",[5771,"^V",5768,536874276]],["^15",[5771,"^U",401,536874276]],["^15",[5771,"^;","~u690cb1cd-0025-4e91-91dd-9888f69f8992",536874276]],["^15",[5772,"^Q","[Gateway](https://de.wikipedia.org/wiki/Gateway_(Informatik))und [DNS](https://de.wikipedia.org/wiki/Domain_Name_System)Resolver IP: 172.22.33.1",536874279]],["^15",[5772,"^O","^1@",536874279]],["^15",[5772,"^F",5795,536874279]],["^15",[5772,"^X",1511,536874279]],["^15",[5772,"^V",5795,536874279]],["^15",[5772,"^U",1511,536874279]],["^15",[5772,"^;","~u690cb1cd-1174-44ee-b52a-ee6714421004",536874279]],["^15",[5773,"^Q","IP: 172.22.33.11",536874279]],["^15",[5773,"^O","^1@",536874279]],["^15",[5773,"^F",5774,536874279]],["^15",[5773,"^X",1511,536874279]],["^15",[5773,"^V",5774,536874279]],["^15",[5773,"^U",1511,536874279]],["^15",[5773,"^;","~u690cb1cd-e414-41fc-b20c-95129401e957",536874279]],["^15",[5774,"^Q","[Domänencontroller](https://de.wikipedia.org/wiki/Domain_Controller) und Application Server",536874279]],["^15",[5774,"^O","^1@",536874279]],["^15",[5774,"^F",5783,536874279]],["^15",[5774,"^X",1511,536874279]],["^15",[5774,"^V",5794,536874279]],["^15",[5774,"^U",1511,536874279]],["^15",[5774,"^;","~u690cb1cd-58fb-467c-8190-6e76fb925aba",536874279]],["^15",[5775,"^Q","Websystem: https://172.22.33.11/\nGNS3: http://172.22.33.253/",536874279]],["^15",[5775,"^O","^1@",536874279]],["^15",[5775,"^F",5791,536874279]],["^15",[5775,"^X",1511,536874279]],["^15",[5775,"^V",5791,536874279]],["^15",[5775,"^U",1511,536874279]],["^15",[5775,"^;","~u690cb1cd-9dd3-410c-ac5c-11420f6460b9",536874279]],["^15",[5776,"^Q","[SZUT233Studentlab1_SZUT233Studentlab1_SZUT233Studentlab1.ovpn](../assets/SZUT233Studentlab1_SZUT233Studentlab1_SZUT233Studentlab1_1762171322255_0.ovpn)",536874279]],["^15",[5776,"^O","^1@",536874279]],["^15",[5776,"^F",5784,536874279]],["^15",[5776,"^X",1511,536874279]],["^15",[5776,"^V",5788,536874279]],["^15",[5776,"^U",1511,536874279]],["^15",[5776,"^;","~u690cb1cd-ec2c-420f-8c20-5093899fd0cf",536874279]],["^15",[5777,"^Q","Das Managementnetz stellt gleichzeitig alle sonstigen Netzwerke dar, die in\nder Realität genutzt werden und dort üblicherweise separiert würden. \nDemnach werden in diesem Netzwerk sämtliche Dienste bereitgestellt. Da \nkein [DHCP](https://de.wikipedia.org/wiki/Dynamic_Host_Configuration_Protocol)Server vorhanden ist und dessen Einsatz für Server auch eher unüblich wäre, **müssen IP Konflikte manuell vermieden werden**. Demnach sind folgende IP Konventionen zu beachten:",536874279]],["^15",[5777,"^O","^1@",536874279]],["^15",[5777,"^F",5793,536874279]],["^15",[5777,"^X",1511,536874279]],["^15",[5777,"^V",5794,536874279]],["^15",[5777,"^U",1511,536874279]],["^15",[5777,"^;","~u690cb1cd-3e56-4f73-97ff-5fd2c660a834",536874279]],["^15",[5778,"^Q","**Beachtet,\ndass nur dieser DNS Server konfigurierbare DNS Einträge auflöst! Für \nbenötigte DNS Einträge bitte die Ansprechpartner kontaktieren oder \neigene DNS Server virtualisieren.**",536874279]],["^15",[5778,"^O","^1@",536874279]],["^15",[5778,"^F",5772,536874279]],["^15",[5778,"^X",1511,536874279]],["^15",[5778,"^V",5772,536874279]],["^15",[5778,"^U",1511,536874279]],["^15",[5778,"^;","~u690cb1cd-7996-477a-84f4-65ffaa965502",536874279]],["^15",[5779,"^M",true,536874279]],["^15",[5779,"^Q","### Einstig\ncollapsed:: true",536874279]],["^15",[5779,"^O","^1@",536874279]],["^15",[5779,"^F",5794,536874279]],["^15",[5779,"^X",1511,536874279]],["^15",[5779,"^V",5791,536874279]],["^15",[5779,"^U",1511,536874279]],["^15",[5779,"^?",["^ ","^37",3],536874300]],["^15",[5779,"^J",[],536874300]],["^15",[5779,"^4",["^ "],536874300]],["^15",[5779,"^;","~u690cb1cd-54c3-4037-8ccc-c354314312ad",536874279]],["^15",[5780,"^Q","AD-Domänenname: kenkel-it",536874279]],["^15",[5780,"^O","^1@",536874279]],["^15",[5780,"^F",5781,536874279]],["^15",[5780,"^X",1511,536874279]],["^15",[5780,"^V",5774,536874279]],["^15",[5780,"^U",1511,536874279]],["^15",[5780,"^;","~u690cb1cd-f141-4bdb-8e3f-00b5fad76188",536874279]],["^15",[5781,"^Q","Host: ucs-primary.kenkel-it.de",536874279]],["^15",[5781,"^O","^1@",536874279]],["^15",[5781,"^F",5773,536874279]],["^15",[5781,"^X",1511,536874279]],["^15",[5781,"^V",5774,536874279]],["^15",[5781,"^U",1511,536874279]],["^15",[5781,"^;","~u690cb1cd-2be6-4cbc-a25a-81d41400f06b",536874279]],["^15",[5782,"^Q","Ist reserviert für Infrastrukturelle Dienste und sollte nicht für VM’s und oder Container genutzt werden.",536874279]],["^15",[5782,"^O","^1@",536874279]],["^15",[5782,"^F",5783,536874279]],["^15",[5782,"^X",1511,536874279]],["^15",[5782,"^V",5783,536874279]],["^15",[5782,"^U",1511,536874279]],["^15",[5782,"^;","~u690cb1cd-2842-4238-ac0d-66420a5d5313",536874279]],["^15",[5783,"^Q","IP Bereich 172.22.33.1 – 172.22.33.20",536874279]],["^15",[5783,"^O","^1@",536874279]],["^15",[5783,"^F",5777,536874279]],["^15",[5783,"^X",1511,536874279]],["^15",[5783,"^V",5794,536874279]],["^15",[5783,"^U",1511,536874279]],["^15",[5783,"^;","~u690cb1cd-e3d0-4258-a350-1a06bd57999e",536874279]],["^15",[5784,"^Q","Pin: 647255",536874279]],["^15",[5784,"^O","^1@",536874279]],["^15",[5784,"^F",5788,536874279]],["^15",[5784,"^X",1511,536874279]],["^15",[5784,"^V",5788,536874279]],["^15",[5784,"^U",1511,536874279]],["^15",[5784,"^;","~u690cb1cd-75b0-48fd-b035-00521f0ea618",536874279]],["^15",[5785,"^Q","",536874279]],["^15",[5785,"^O","^1@",536874279]],["^15",[5785,"^F",5789,536874279]],["^15",[5785,"^X",1511,536874279]],["^15",[5785,"^V",5779,536874279]],["^15",[5785,"^U",1511,536874279]],["^15",[5785,"^;","~u690cb1cd-7c16-4c7c-ac74-fe08c62a8eb3",536874279]],["^15",[5786,"^Q","Gateway / Firewall / DNS Server",536874279]],["^15",[5786,"^O","^1@",536874279]],["^15",[5786,"^F",5774,536874279]],["^15",[5786,"^X",1511,536874279]],["^15",[5786,"^V",5794,536874279]],["^15",[5786,"^U",1511,536874279]],["^15",[5786,"^;","~u690cb1cd-8a43-4ca0-86f6-e9ba0e029418",536874279]],["^15",[5788,"^M",true,536874279]],["^15",[5788,"^Q","### OpenVPN\ncollapsed:: true",536874279]],["^15",[5788,"^O","^1@",536874279]],["^15",[5788,"^F",5775,536874279]],["^15",[5788,"^X",1511,536874279]],["^15",[5788,"^V",5791,536874279]],["^15",[5788,"^U",1511,536874279]],["^15",[5788,"^?",["^ ","^37",3],536874300]],["^15",[5788,"^J",[],536874300]],["^15",[5788,"^4",["^ "],536874300]],["^15",[5788,"^;","~u690cb1cd-2efb-46d3-8e94-51abb67bc06d",536874279]],["^15",[5789,"^Q","{{video 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service",536874300]],["^15",[5834,"^O","^1@",536874300]],["^15",[5834,"^F",5829,536874300]],["^15",[5834,"^X",1511,536874300]],["^15",[5834,"^V",5829,536874300]],["^15",[5834,"^U",1511,536874300]],["^15",[5834,"^;","~u6912ea09-449e-49b7-ad6a-4f9b7be3daac",536874300]],["^15",[5835,"^Q","Blocked: Kann nicht erreicht werden",536874300]],["^15",[5835,"^O","^1@",536874300]],["^15",[5835,"^F",5828,536874300]],["^15",[5835,"^X",1511,536874300]],["^15",[5835,"^V",5829,536874300]],["^15",[5835,"^U",1511,536874300]],["^15",[5835,"^;","~u6912ea09-c2f7-4981-8103-47af9dd902ce",536874300]],["^15",[5836,"^Q","DMZ niergens (nur incoming von berechtigten, WAN nicht)",536874300]],["^15",[5836,"^O","^1@",536874300]],["^15",[5836,"^F",5825,536874300]],["^15",[5836,"^X",1511,536874300]],["^15",[5836,"^V",5837,536874300]],["^15",[5836,"^U",1511,536874300]],["^15",[5836,"^;","~u6912ea09-977b-438c-a154-6f94362aacde",536874300]],["^15",[5837,"^M",true,536880734]],["^15",[5837,"^Q","AKTUELL:",536874300]],["^15",[5837,"^O","^1@",536874300]],["^15",[5837,"^F",5840,536874300]],["^15",[5837,"^X",1511,536874300]],["^15",[5837,"^V",1511,536874300]],["^15",[5837,"^U",1511,536874300]],["^15",[5837,"^;","~u6912ea09-437b-47a8-9c0e-941be91dee04",536874300]],["^15",[5838,"^M",true,536880728]],["^15",[5838,"^Q","Firewall:",536874300]],["^15",[5838,"^O","^1@",536874300]],["^15",[5838,"^F",5826,536874300]],["^15",[5838,"^X",1511,536874300]],["^15",[5838,"^V",1511,536874300]],["^15",[5838,"^U",1511,536874300]],["^15",[5838,"^;","~u6912ea09-5cba-4da0-9d50-9d1f7dcc2cbd",536874300]],["^15",[5839,"^Q","",536874300]],["^15",[5839,"^O","^1@",536874300]],["^15",[5839,"^F",5841,536874300]],["^15",[5839,"^X",1511,536874300]],["^15",[5839,"^V",5838,536874300]],["^15",[5839,"^U",1511,536874300]],["^15",[5839,"^;","~u6912ea09-d0c1-4766-8f74-eb01305fa214",536874300]],["^15",[5840,"^Q","",536874300]],["^15",[5840,"^O","^1@",536874300]],["^15",[5840,"^F",5829,536874300]],["^15",[5840,"^X",1511,536874300]],["^15",[5840,"^V",1511,536874300]],["^15",[5840,"^U",1511,536874300]],["^15",[5840,"^;","~u6912ea09-dacb-4724-a7de-d50a358d5fff",536874300]],["^15",[5841,"^Q","Arbeitet mit Access Listen was durchgelassen werden darf",536874300]],["^15",[5841,"^O","^1@",536874300]],["^15",[5841,"^F",5830,536874300]],["^15",[5841,"^X",1511,536874300]],["^15",[5841,"^V",5838,536874300]],["^15",[5841,"^U",1511,536874300]],["^15",[5841,"^;","~u6912ea09-7963-4407-b09e-446a47287c7d",536874300]],["^15",[5842,"^Q","Private:",536874300]],["^15",[5842,"^O","^1@",536874300]],["^15",[5842,"^F",5838,536874300]],["^15",[5842,"^X",1511,536874300]],["^15",[5842,"^V",5838,536874300]],["^15",[5842,"^U",1511,536874300]],["^15",[5842,"^;","~u6912ea09-ef61-4f79-9dca-fd508208ee7d",536874300]],["^15",[5843,"^Q","https://www.bpb.de/kurz-knapp/hintergrund-aktuell/520720/14-mai-1948-staatsgruendung-israels/",536874303]],["^15",[5843,"^O","^1@",536874303]],["^15",[5843,"^F",5900,536874303]],["^15",[5843,"^X",2065,536874303]],["^15",[5843,"^V",5861,536874303]],["^15",[5843,"^U",2065,536874303]],["^15",[5843,"^;","~u6912ea09-b962-43bd-9c7d-795e454e9516",536874303]],["^15",[5844,"^Q","https://de.wikipedia.org/wiki/Chaim_Weizmann",536874303]],["^15",[5844,"^O","^1@",536874303]],["^15",[5844,"^F",5875,536874303]],["^15",[5844,"^X",2065,536874303]],["^15",[5844,"^V",5900,536874303]],["^15",[5844,"^U",2065,536874303]],["^15",[5844,"^;","~u6912ea09-98b4-4774-9fe6-51cc16675099",536874303]],["^15",[5845,"^Q","Enstammt einer britischen Kollonie -> konnte Siedlunkskolonialismus genannt werden, jedoch anders als Kolonien in Amerika, besteht tatsaechlich vorgeschichte zur Legitimation",536874303]],["^15",[5845,"^O","^1@",536874303]],["^15",[5845,"^F",5880,536874303]],["^15",[5845,"^X",2065,536874303]],["^15",[5845,"^V",5880,536874303]],["^15",[5845,"^U",2065,536874303]],["^15",[5845,"^;","~u6912ea09-67d8-43f1-8e0f-b289093ba872",536874303]],["^15",[5846,"^Q","UN sensitive for Jewish \"national home\" floworing Holocaust",536874303]],["^15",[5846,"^O","^1@",536874303]],["^15",[5846,"^F",5895,536874303]],["^15",[5846,"^X",2065,536874303]],["^15",[5846,"^V",5896,536874303]],["^15",[5846,"^U",2065,536874303]],["^15",[5846,"^;","~u6912ea09-586d-4c69-b396-8c0fb356cdcb",536874303]],["^15",[5847,"^Q","Tentions increasing -> Jaffa Riots 1921",536874303]],["^15",[5847,"^O","^1@",536874303]],["^15",[5847,"^F",5888,536874303]],["^15",[5847,"^X",2065,536874303]],["^15",[5847,"^V",5870,536874303]],["^15",[5847,"^U",6,536874303]],["^15",[5847,"^U",2065,536874303]],["^15",[5847,"^;","~u6912ea09-0db6-4157-b47a-107a8522de81",536874303]],["^15",[5848,"^Q","https://www.stepmap.de/landkarte/front-osmanisches-reich-erster-weltkrieg-NyJNEvzAmM-i",536874303]],["^15",[5848,"^O","^1@",536874303]],["^15",[5848,"^F",5868,536874303]],["^15",[5848,"^X",2065,536874303]],["^15",[5848,"^V",5900,536874303]],["^15",[5848,"^U",2065,536874303]],["^15",[5848,"^;","~u6912ea09-f8cb-4bde-9d00-af7cc2beb265",536874303]],["^15",[5849,"^Q","1920: ām al-nakbah, the “year of catastrophe.” -> promised independet arab palistine unlikely",536874303]],["^15",[5849,"^O","^1@",536874303]],["^15",[5849,"^F",5885,536874303]],["^15",[5849,"^X",2065,536874303]],["^15",[5849,"^V",5605,536874303]],["^15",[5849,"^U",2065,536874303]],["^15",[5849,"^;","~u6912ea09-a09f-476e-b2df-9bf9d0b17048",536874303]],["^15",[5850,"^Q","https://www.istockphoto.com/de/vektor/isolierte-illustration-vektor-icon-von-vielen-silhouetten-handstapel-symbol-f%C3%BCr-gm1466380220-498397521",536874303]],["^15",[5850,"^O","^1@",536874303]],["^15",[5850,"^F",5858,536874303]],["^15",[5850,"^X",2065,536874303]],["^15",[5850,"^V",5900,536874303]],["^15",[5850,"^U",2065,536874303]],["^15",[5850,"^;","~u6912ea09-0939-4f03-9e98-8b48731fd945",536874303]],["^15",[5851,"^Q","https://vectorified.com/download-image#history-icon-vector-13.png{:height 34, :width 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Staaten Lösung",536874303]],["^15",[5852,"^O","^1@",536874303]],["^15",[5852,"^F",6240,536878102]],["^15",[5852,"^X",2065,536874303]],["^15",[5852,"^V",2065,536874303]],["^15",[5852,"^U",2065,536874303]],["^15",[5852,"^?",["^ ","^37",3],536879753]],["^15",[5852,"^J",[],536879753]],["^15",[5852,"^;","~u6912ea09-5789-411e-9afb-1cbba0899cc2",536874303]],["^15",[5853,"^Q","Staarten an sich sind imaginaere Unterteilungen, welche die Menschen voneinander trennt -> so solidaritaet und gegenseitige unterstuetzung mit konkurenz und neid ersaetzt",536874303]],["^15",[5853,"^O","^1@",536874303]],["^15",[5853,"^F",5862,536874303]],["^15",[5853,"^X",2065,536874303]],["^15",[5853,"^V",5862,536874303]],["^15",[5853,"^U",2065,536874303]],["^15",[5853,"^;","~u6912ea09-9eea-4348-8d0e-11d0d5ae8ea4",536874303]],["^15",[5854,"^Q","Arab Revolt 1936–1939 (viloently suppresed by britan)",536874303]],["^15",[5854,"^O","^1@",536874303]],["^15",[5854,"^F",5877,536874303]],["^15",[5854,"^X",2065,536874303]],["^15",[5854,"^V",5866,536874303]],["^15",[5854,"^U",2065,536874303]],["^15",[5854,"^;","~u6912ea09-e656-49d6-8a64-38055e95ff77",536874303]],["^15",[5855,"^Q","Vorderung",536874303]],["^15",[5855,"^O","^1@",536874303]],["^15",[5855,"^F",5880,536874303]],["^15",[5855,"^X",2065,536874303]],["^15",[5855,"^V",5852,536874303]],["^15",[5855,"^U",2065,536874303]],["^15",[5855,"^;","~u6912ea09-0ae8-49e1-aa22-7470145eccdf",536874303]],["^15",[5856,"^Q","britin did not state how to garmonise both comunitys -> size would decide power of administration",536874303]],["^15",[5856,"^O","^1@",536874303]],["^15",[5856,"^F",5870,536874303]],["^15",[5856,"^X",2065,536874303]],["^15",[5856,"^V",5870,536874303]],["^15",[5856,"^U",6,536874303]],["^15",[5856,"^U",2065,536874303]],["^15",[5856,"^;","~u6912ea09-4b09-45c8-b128-35b41e76ce97",536874303]],["^15",[5857,"^Q","https://es.wikipedia.org/wiki/Declaraci%C3%B3n_Balfour#/media/Archivo:Balfour_declaration_unmarked.jpg{:height 34, :width 827}",536878102]],["^15",[5857,"^O","^1@",536874303]],["^15",[5857,"^F",5844,536874303]],["^15",[5857,"^X",2065,536874303]],["^15",[5857,"^V",5900,536874303]],["^15",[5857,"^U",2065,536874303]],["^15",[5857,"^;","~u6912ea09-ca00-4487-a01f-c74627da8d21",536874303]],["^15",[5858,"^Q","https://hotcore.info/act/kareff-112024p.html",536874303]],["^15",[5858,"^O","^1@",536874303]],["^15",[5858,"^F",5900,536874303]],["^15",[5858,"^X",2065,536874303]],["^15",[5858,"^V",5900,536874303]],["^15",[5858,"^U",2065,536874303]],["^15",[5858,"^;","~u6912ea09-e569-4169-bc24-76501af00be9",536874303]],["^15",[5859,"^Q","https://www.bpb.de/system/files/dokument_pdf/Naher-Osten_Nahostkonflikte_2.pdf",536874303]],["^15",[5859,"^O","^1@",536874303]],["^15",[5859,"^F",5886,536874303]],["^15",[5859,"^X",2065,536874303]],["^15",[5859,"^V",5861,536874303]],["^15",[5859,"^U",2065,536874303]],["^15",[5859,"^;","~u6912ea09-bfbe-4382-9c10-e0ebf2ba7cb8",536874303]],["^15",[5860,"^Q","viel mehr muss also ein Staart her welcher Heterogen ist, also kein heimat Judischen lebens sondern eine hiemat allen lebens. Und weltweit muss gelten gegen jeden antisemitismus, gegen jede Islamophobie -> dafuer muss jeder Staart sich verpflichten, das sollte die lehre der Shoa sein",536874303]],["^15",[5860,"^O","^1@",536874303]],["^15",[5860,"^F",5879,536874303]],["^15",[5860,"^X",2065,536874303]],["^15",[5860,"^V",5855,536874303]],["^15",[5860,"^U",2065,536874303]],["^15",[5860,"^;","~u6912ea09-1695-4a5c-ab87-613d60eaf47f",536874303]],["^15",[5861,"^Q","Quellen",536874303]],["^15",[5861,"^O","^1@",536874303]],["^15",[5861,"^F",5882,536874303]],["^15",[5861,"^X",2065,536874303]],["^15",[5861,"^V",2065,536874303]],["^15",[5861,"^U",2065,536874303]],["^15",[5861,"^;","~u6912ea09-5254-43f5-b091-5c02c70e4773",536874303]],["^15",[5862,"^Q","Aus Anarchischer 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jewish migration in 2WW",536874303]],["^15",[5866,"^O","^1@",536874303]],["^15",[5866,"^F",5892,536874303]],["^15",[5866,"^X",2065,536874303]],["^15",[5866,"^V",6240,536878102]],["^15",[5866,"^U",2065,536874303]],["^15",[5866,"^;","~u6912ea09-efea-4fe5-a855-9e1288e542e5",536874303]],["^15",[5867,"^Q","White Paper in May 1939, which limited Jewish migration for the following five years or demanded Palestinian Arab consent",536874303]],["^15",[5867,"^O","^1@",536874303]],["^15",[5867,"^F",5854,536874303]],["^15",[5867,"^X",2065,536874303]],["^15",[5867,"^V",5866,536874303]],["^15",[5867,"^U",2065,536874303]],["^15",[5867,"^;","~u6912ea09-4b7e-47cb-98b7-f88f151f5efb",536874303]],["^15",[5868,"^Q","",536874303]],["^15",[5868,"^O","^1@",536874303]],["^15",[5868,"^F",5865,536874303]],["^15",[5868,"^X",2065,536874303]],["^15",[5868,"^V",5900,536874303]],["^15",[5868,"^U",2065,536874303]],["^15",[5868,"^;","~u6912ea09-d7eb-4259-bd24-138941508924",536874303]],["^15",[5869,"^Q","-> seen as betrayl to the balfour declaration",536874303]],["^15",[5869,"^O","^1@",536874303]],["^15",[5869,"^F",5867,536874303]],["^15",[5869,"^X",2065,536874303]],["^15",[5869,"^V",5866,536874303]],["^15",[5869,"^U",2065,536874303]],["^15",[5869,"^;","~u6912ea09-a363-4015-9288-45426174d008",536874303]],["^15",[5870,"^Q","mass migration form Jews to palistine sstarted, addap population doubbeld",536874303]],["^15",[5870,"^O","^1@",536874303]],["^15",[5870,"^F",5898,536874303]],["^15",[5870,"^X",2065,536874303]],["^15",[5870,"^V",5892,536874303]],["^15",[5870,"^U",6,536874303]],["^15",[5870,"^U",2065,536874303]],["^15",[5870,"^;","~u6912ea09-a46f-4f2f-a2f0-cf0e758a353f",536874303]],["^15",[5872,"^Q","",536874303]],["^15",[5872,"^O","^1@",536874303]],["^15",[5872,"^F",5863,536874303]],["^15",[5872,"^X",2065,536874303]],["^15",[5872,"^V",5900,536874303]],["^15",[5872,"^U",2065,536874303]],["^15",[5872,"^;","~u6912ea09-8af9-445b-b03f-6cfff3bbcae7",536874303]],["^15",[5873,"^Q","lad devision agreement, colonial & economic interests",536874303]],["^15",[5873,"^O","^1@",536874303]],["^15",[5873,"^F",5594,536874303]],["^15",[5873,"^X",2065,536874303]],["^15",[5873,"^V",5594,536874303]],["^15",[5873,"^U",2065,536874303]],["^15",[5873,"^;","~u6912ea09-b91b-46f1-aa02-7ad345852e1f",536874303]],["^15",[5874,"^Q","rejected by Palestinian 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bestehen",536874303]],["^15",[5876,"^O","^1@",536874303]],["^15",[5876,"^F",5891,536874303]],["^15",[5876,"^X",2065,536874303]],["^15",[5876,"^V",5855,536874303]],["^15",[5876,"^U",2065,536874303]],["^15",[5876,"^;","~u6912ea09-7476-4278-9f38-24939d7ae181",536874303]],["^15",[5877,"^Q","increased land byouts/ocupation by jewis imigrants",536874303]],["^15",[5877,"^O","^1@",536874303]],["^15",[5877,"^F",5866,536874303]],["^15",[5877,"^X",2065,536874303]],["^15",[5877,"^V",5866,536874303]],["^15",[5877,"^U",2065,536874303]],["^15",[5877,"^;","~u6912ea09-8b6c-42d7-8d08-3bf2c74f98e7",536874303]],["^15",[5878,"^Q","Support for Arav indepencance from GB until 1920 -> then class A Mandats, modern Borders",536874303]],["^15",[5878,"^O","^1@",536874303]],["^15",[5878,"^F",5596,536874303]],["^15",[5878,"^X",2065,536874303]],["^15",[5878,"^V",5594,536874303]],["^15",[5878,"^U",2065,536874303]],["^15",[5878,"^;","~u6912ea09-1cbc-46c1-9053-c39be6544c2a",536874303]],["^15",[5879,"^Q","Allerdings ist die Kernidee israels Rassistisch: durch die Idee einen Kulturell Homogenen Staart zu schaffe -> was entsprechend zu all dem fuehrt was wir erleben",536874303]],["^15",[5879,"^O","^1@",536874303]],["^15",[5879,"^F",5876,536874303]],["^15",[5879,"^X",2065,536874303]],["^15",[5879,"^V",5855,536874303]],["^15",[5879,"^U",2065,536874303]],["^15",[5879,"^;","~u6912ea09-e58c-4ac3-91f6-2d7e73fe0ad8",536874303]],["^15",[5880,"^Q","Israels 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(1920)",536874303]],["^15",[5885,"^O","^1@",536874303]],["^15",[5885,"^F",5610,536874303]],["^15",[5885,"^X",2065,536874303]],["^15",[5885,"^V",5605,536874303]],["^15",[5885,"^U",2065,536874303]],["^15",[5885,"^;","~u6912ea09-6d7a-4b7b-aeac-c1656a3c9d5c",536874303]],["^15",[5886,"^Q","",536874303]],["^15",[5886,"^O","^1@",536874303]],["^15",[5886,"^F",5843,536874303]],["^15",[5886,"^X",2065,536874303]],["^15",[5886,"^V",5861,536874303]],["^15",[5886,"^U",2065,536874303]],["^15",[5886,"^;","~u6912ea09-6660-4b0e-a0c6-b9d62c2a7fff",536874303]],["^15",[5888,"^Q","2 independet, developing socio-cultural institutions in the communitys",536874303]],["^15",[5888,"^O","^1@",536874303]],["^15",[5888,"^F",5856,536874303]],["^15",[5888,"^X",2065,536874303]],["^15",[5888,"^V",5870,536874303]],["^15",[5888,"^U",6,536874303]],["^15",[5888,"^U",2065,536874303]],["^15",[5888,"^;","~u6912ea09-5b63-4180-8e2b-8ae580727a47",536874303]],["^15",[5889,"^Q","UN General Assembly passed a resolution on November 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gebiet",536874303]],["^15",[5891,"^O","^1@",536874303]],["^15",[5891,"^F",5855,536874303]],["^15",[5891,"^X",2065,536874303]],["^15",[5891,"^V",5855,536874303]],["^15",[5891,"^U",2065,536874303]],["^15",[5891,"^;","~u6912ea09-78bc-44f4-8306-57426062dbfb",536874303]],["^15",[5892,"^Q","LATER 1920-1923",536874303]],["^15",[5892,"^O","^1@",536874303]],["^15",[5892,"^F",5605,536874303]],["^15",[5892,"^10","LATER",536879753]],["^15",[5892,"^X",2065,536874303]],["^15",[5892,"^V",6240,536878102]],["^15",[5892,"^U",6,536874303]],["^15",[5892,"^U",2065,536874303]],["^15",[5892,"^H",6,536879753]],["^15",[5892,"^;","~u6912ea09-c4c9-4473-a9ca-33ab7e6f5efe",536874303]],["^15",[5893,"^Q","Husayn’s sonn Faysal, Arab revolution significantly contributet to colaps in 1917",536874303]],["^15",[5893,"^O","^1@",536874303]],["^15",[5893,"^F",5591,536874303]],["^15",[5893,"^X",2065,536874303]],["^15",[5893,"^V",6240,536878102]],["^15",[5893,"^U",2065,536874303]],["^15",[5893,"^;","~u6912ea09-d91d-45a6-a3ad-521fb0563928",536874303]],["^15",[5894,"^Q","Enmtstammt gebrochenne Versprechen, nicht vertrag",536874303]],["^15",[5894,"^O","^1@",536874303]],["^15",[5894,"^F",5845,536874303]],["^15",[5894,"^X",2065,536874303]],["^15",[5894,"^V",5880,536874303]],["^15",[5894,"^U",2065,536874303]],["^15",[5894,"^;","~u6912ea09-69b9-4dfc-a378-857f074f4079",536874303]],["^15",[5895,"^Q","bityian ended mandate for its empire curmbeld",536874303]],["^15",[5895,"^O","^1@",536874303]],["^15",[5895,"^F",5896,536874303]],["^15",[5895,"^X",2065,536874303]],["^15",[5895,"^V",5896,536874303]],["^15",[5895,"^U",2065,536874303]],["^15",[5895,"^;","~u6912ea09-df0b-4725-9174-ed8b99917115",536874303]],["^15",[5896,"^Q","Post 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administration",536874303]],["^15",[5898,"^O","^1@",536874303]],["^15",[5898,"^F",5892,536874303]],["^15",[5898,"^X",2065,536874303]],["^15",[5898,"^V",5892,536874303]],["^15",[5898,"^U",6,536874303]],["^15",[5898,"^U",2065,536874303]],["^15",[5898,"^;","~u6912ea09-38c1-448a-bab7-95483b23a586",536874303]],["^15",[5899,"^Q","spliting omunitrys into minoritys of different countrys (druz, Kurds)",536874303]],["^15",[5899,"^O","^1@",536874303]],["^15",[5899,"^F",5878,536874303]],["^15",[5899,"^X",2065,536874303]],["^15",[5899,"^V",5878,536874303]],["^15",[5899,"^U",2065,536874303]],["^15",[5899,"^;","~u6912ea09-8398-4dd8-8836-3530d10ea510",536874303]],["^15",[5900,"^Q","Media",536874303]],["^15",[5900,"^O","^1@",536874303]],["^15",[5900,"^F",5861,536874303]],["^15",[5900,"^X",2065,536874303]],["^15",[5900,"^V",5861,536874303]],["^15",[5900,"^U",2065,536874303]],["^15",[5900,"^;","~u6912ea09-8564-4e60-b631-853b375d9c58",536874303]],["^15",[5902,"^Q","Py: Eigenes 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Mappen",536874306]],["^15",[5907,"^O","^1@",536874306]],["^15",[5907,"^F",5915,536874306]],["^15",[5907,"^X",4054,536874306]],["^15",[5907,"^V",5905,536874306]],["^15",[5907,"^U",4054,536874306]],["^15",[5907,"^;","~u6912ea09-a100-46a4-aacf-4bc6f46b9f8e",536874306]],["^15",[5908,"^Q","Dependencies erden mit dockerfile 1x für alle module installiert",536874306]],["^15",[5908,"^O","^1@",536874306]],["^15",[5908,"^F",5904,536874306]],["^15",[5908,"^X",4054,536874306]],["^15",[5908,"^V",5905,536874306]],["^15",[5908,"^U",4054,536874306]],["^15",[5908,"^;","~u6912ea09-3768-41dc-acda-ed3f57a6361e",536874306]],["^15",[5909,"^Q","Erweiterte Funktionen um mit Service spezifisch zu interagieren, vgl. ORM wrapper",536874306]],["^15",[5909,"^O","^1@",536874306]],["^15",[5909,"^F",5912,536874306]],["^15",[5909,"^X",4054,536874306]],["^15",[5909,"^V",5912,536874306]],["^15",[5909,"^U",4054,536874306]],["^15",[5909,"^;","~u6912ea09-84de-43a0-9455-4a80a3b930a4",536874306]],["^15",[5910,"^Q","Py: namespace package",536874306]],["^15",[5910,"^O","^1@",536874306]],["^15",[5910,"^F",5909,536874306]],["^15",[5910,"^X",4054,536874306]],["^15",[5910,"^V",5912,536874306]],["^15",[5910,"^U",4054,536874306]],["^15",[5910,"^;","~u6912ea09-8a7e-4b78-8e70-e3ad2177de41",536874306]],["^15",[5911,"^M",true,536874306]],["^15",[5911,"^Q","## Ansible\ncollapsed:: true",536874306]],["^15",[5911,"^O","^1@",536874306]],["^15",[5911,"^F",4082,536874306]],["^15",[5911,"^X",4054,536874306]],["^15",[5911,"^V",4082,536874306]],["^15",[5911,"^U",4054,536874306]],["^15",[5911,"^?",["^ ","^37",2],536874306]],["^15",[5911,"^J",[],536874306]],["^15",[5911,"^4",["^ "],536874306]],["^15",[5911,"^;","~u6912ea09-1175-4a18-9107-69ffe288e6b1",536874306]],["^15",[5912,"^Q","### Clients",536874306]],["^15",[5912,"^O","^1@",536874306]],["^15",[5912,"^F",5905,536874306]],["^15",[5912,"^X",4054,536874306]],["^15",[5912,"^V",5913,536874306]],["^15",[5912,"^U",4054,536874306]],["^15",[5912,"^?",["^ ","^37",3],536874306]],["^15",[5912,"^J",[],536874306]],["^15",[5912,"^;","~u6912ea09-3150-4356-b136-1fb62bb02507",536874306]],["^15",[5913,"^Q","## Cybersin",536874306]],["^15",[5913,"^O","^1@",536874306]],["^15",[5913,"^F",5911,536874306]],["^15",[5913,"^X",4054,536874306]],["^15",[5913,"^V",4082,536874306]],["^15",[5913,"^U",4054,536874306]],["^15",[5913,"^?",["^ ","^37",2],536874306]],["^15",[5913,"^J",[],536874306]],["^15",[5913,"^;","~u6912ea09-5cec-4092-b43a-1eb688d57471",536874306]],["^15",[5914,"^Q","tauscht date zwischen verschiedenen clients aus ->\nHole Daten aus UFFD um dinge damit in anderer Service zu tun",536874306]],["^15",[5914,"^O","^1@",536874306]],["^15",[5914,"^F",5905,536874306]],["^15",[5914,"^X",4054,536874306]],["^15",[5914,"^V",5905,536874306]],["^15",[5914,"^U",4054,536874306]],["^15",[5914,"^;","~u6912ea09-32cd-4771-a6cc-f26c86870da8",536874306]],["^15",[5915,"^Q","Auch plot und temp functions",536874306]],["^15",[5915,"^O","^1@",536874306]],["^15",[5915,"^F",5903,536874306]],["^15",[5915,"^X",4054,536874306]],["^15",[5915,"^V",5905,536874306]],["^15",[5915,"^U",4054,536874306]],["^15",[5915,"^;","~u6912ea09-2208-4c9d-b5de-5c8e8e29efdf",536874306]],["^15",[5916,"^Q","logseq.order-list-type:: number\n",536875096]],["^15",[5916,"^O","^1@",536874309]],["^15",[5916,"^F",730,536874313]],["^15",[5916,"^X",713,536874309]],["^15",[5916,"^V",718,536874313]],["^15",[5916,"^U",713,536875652]],["^15",[5916,"^?",["^ ","^3B","number"],536875096]],["^15",[5916,"^J",["^14",["^3B"]],536875096]],["^15",[5916,"^4",["^ ","^3B","number"],536875096]],["^15",[5916,"^;","~u6912ea1e-7d85-4f24-a251-ee010be5dda7",536874309]],["^15",[5918,"^M",true,536875635]],["^15",[5918,"^Q","### Questions:",536874420]],["^15",[5918,"^O","^1@",536874324]],["^15",[5918,"^F",6061,536875638]],["^15",[5918,"^X",713,536874324]],["^15",[5918,"^V",713,536874324]],["^15",[5918,"^U",713,536874325]],["^15",[5918,"^?",["^ ","^37",3],536875638]],["^15",[5918,"^J",["^14",[]],536875638]],["^15",[5918,"^;","~u6912ea24-267c-4491-ac3c-1858c3d445c1",536874324]],["^15",[5919,"^Q","**Chapter 2:**",536874389]],["^15",[5919,"^O","^1@",536874330]],["^15",[5919,"^F",6058,536874450]],["^15",[5919,"^X",713,536874330]],["^15",[5919,"^V",5918,536874332]],["^15",[5919,"^U",713,536874421]],["^15",[5919,"^?",["^ "],536874450]],["^15",[5919,"^;","~u6912eab8-dea6-4c6d-be3f-5d52bcb75550",536874353]],["^15",[5920,"^Q","**Ch. 5 – Felix Brandt**",536874398]],["^15",[5920,"^O","^1@",536874337]],["^15",[5920,"^F",6057,536874357]],["^15",[5920,"^X",713,536874337]],["^15",[5920,"^V",5918,536874337]],["^15",[5920,"^U",713,536874421]],["^15",[5920,"^;","~u6912ea60-d5e0-4d00-bd25-a63c14e0ae9f",536874337]],["^15",[5921,"^Q","1. Describe the school and how Grant organises his teaching.",536874337]],["^15",[5921,"^O","^1@",536874337]],["^15",[5921,"^F",5920,536874337]],["^15",[5921,"^X",713,536874337]],["^15",[5921,"^V",5918,536874337]],["^15",[5921,"^U",713,536874421]],["^15",[5921,"^;","~u6912ea60-b16e-4e79-99d3-11fdcbff3b0d",536874337]],["^15",[5922,"^Q","2. Explain Grant’s attitude towards his students and his impression of Black society.",536874337]],["^15",[5922,"^O","^1@",536874337]],["^15",[5922,"^F",5921,536874337]],["^15",[5922,"^X",713,536874337]],["^15",[5922,"^V",5918,536874337]],["^15",[5922,"^U",713,536874421]],["^15",[5922,"^;","~u6912ea60-3488-4c10-9d6f-741f68216690",536874337]],["^15",[5924,"^Q","**Ch. 6 – Felix Brandt**",536874337]],["^15",[5924,"^O","^1@",536874337]],["^15",[5924,"^F",5922,536874344]],["^15",[5924,"^X",713,536874337]],["^15",[5924,"^V",5918,536874337]],["^15",[5924,"^U",713,536874421]],["^15",[5924,"^;","~u6912ea60-66c7-4eb2-951a-f7b073323edc",536874337]],["^15",[5925,"^Q","1. Describe Grant’s feelings while he is waiting and how he is supposed to behave in conversations with white people.",536874337]],["^15",[5925,"^O","^1@",536874337]],["^15",[5925,"^F",5924,536874337]],["^15",[5925,"^X",713,536874337]],["^15",[5925,"^V",5918,536874337]],["^15",[5925,"^U",713,536874421]],["^15",[5925,"^;","~u6912ea60-6072-461e-9f26-b0bbae6b2c77",536874337]],["^15",[5926,"^Q","2. Outline Grant’s reaction to the expectations concerning his behaviour towards white people.",536874337]],["^15",[5926,"^O","^1@",536874337]],["^15",[5926,"^F",5925,536874337]],["^15",[5926,"^X",713,536874337]],["^15",[5926,"^V",5918,536874337]],["^15",[5926,"^U",713,536874421]],["^15",[5926,"^;","~u6912ea60-b881-458a-b72d-e929b834c987",536874337]],["^15",[5927,"^Q","3. List the terms and conditions for Grant’s visits to Jefferson.",536874337]],["^15",[5927,"^O","^1@",536874337]],["^15",[5927,"^F",5926,536874337]],["^15",[5927,"^X",713,536874337]],["^15",[5927,"^V",5918,536874337]],["^15",[5927,"^U",713,536874421]],["^15",[5927,"^;","~u6912ea60-7374-4756-96b2-18ddd9b22a7d",536874337]],["^15",[5928,"^Q","Part 2 – Grant and School (ch. 7-8)",536874337]],["^15",[5928,"^O","^1@",536874337]],["^15",[5928,"^F",5927,536874337]],["^15",[5928,"^X",713,536874337]],["^15",[5928,"^V",5918,536874337]],["^15",[5928,"^U",713,536874421]],["^15",[5928,"^;","~u6912ea60-b22e-4e1b-9f45-cba5027da2fd",536874337]],["^15",[5929,"^Q","**Ch. 7 – Justus Danilo**",536874337]],["^15",[5929,"^O","^1@",536874337]],["^15",[5929,"^F",5928,536874337]],["^15",[5929,"^X",713,536874337]],["^15",[5929,"^V",5918,536874337]],["^15",[5929,"^U",713,536874421]],["^15",[5929,"^;","~u6912ea60-6532-438e-92a8-294dbc8bfcc5",536874337]],["^15",[5930,"^Q","1. Explain why there are several false alarms about the superintendent’s arrival.",536874337]],["^15",[5930,"^O","^1@",536874337]],["^15",[5930,"^F",5929,536874337]],["^15",[5930,"^X",713,536874337]],["^15",[5930,"^V",5918,536874337]],["^15",[5930,"^U",713,536874421]],["^15",[5930,"^;","~u6912ea60-697c-445b-a868-1c1bfbb29ae1",536874337]],["^15",[5931,"^Q","2. Describe what Grant checks before the inspector’s arrival and his reasons for doing so.",536874337]],["^15",[5931,"^O","^1@",536874337]],["^15",[5931,"^F",5930,536874337]],["^15",[5931,"^X",713,536874337]],["^15",[5931,"^V",5918,536874337]],["^15",[5931,"^U",713,536874421]],["^15",[5931,"^;","~u6912ea60-6b03-4f56-8aea-f7ddb53947ae",536874337]],["^15",[5932,"^Q","3. Summarise the school’s shortcomings.",536874337]],["^15",[5932,"^O","^1@",536874337]],["^15",[5932,"^F",5931,536874337]],["^15",[5932,"^X",713,536874337]],["^15",[5932,"^V",5918,536874337]],["^15",[5932,"^U",713,536874421]],["^15",[5932,"^;","~u6912ea60-2cf5-47c1-8a0b-42f5c1759e21",536874337]],["^15",[5933,"^Q","4. Explain what the inspector pays particular attention to and what he praises and criticises.",536874337]],["^15",[5933,"^O","^1@",536874337]],["^15",[5933,"^F",5932,536874337]],["^15",[5933,"^X",713,536874337]],["^15",[5933,"^V",5918,536874337]],["^15",[5933,"^U",713,536874421]],["^15",[5933,"^;","~u6912ea60-d43d-4bf5-b145-365d0ae09bc0",536874337]],["^15",[5934,"^Q","5. Describe the inspector’s expectations of black education.",536874337]],["^15",[5934,"^O","^1@",536874337]],["^15",[5934,"^F",5933,536874337]],["^15",[5934,"^X",713,536874337]],["^15",[5934,"^V",5918,536874337]],["^15",[5934,"^U",713,536874421]],["^15",[5934,"^;","~u6912ea60-5e0e-4b29-92e2-ce737eebd8a4",536874337]],["^15",[5935,"^Q","6. Comment on the superintendent’s understanding of the black children’s personal circumstances using examples to illustrate it.",536874337]],["^15",[5935,"^O","^1@",536874337]],["^15",[5935,"^F",5934,536874337]],["^15",[5935,"^X",713,536874337]],["^15",[5935,"^V",5918,536874337]],["^15",[5935,"^U",713,536874421]],["^15",[5935,"^;","~u6912ea60-ef19-477c-820a-0ae5818a97d8",536874337]],["^15",[5936,"^Q","**Ch. 8 – Justus Danilo**",536874337]],["^15",[5936,"^O","^1@",536874337]],["^15",[5936,"^F",5935,536874337]],["^15",[5936,"^X",713,536874337]],["^15",[5936,"^V",5918,536874337]],["^15",[5936,"^U",713,536874421]],["^15",[5936,"^;","~u6912ea60-facd-4dfe-9eb9-9bfddb93536f",536874337]],["^15",[5937,"^Q","1. Compare the delivery of wood in Grant’s schooldays to how things are done now that he is the teacher.",536874337]],["^15",[5937,"^O","^1@",536874337]],["^15",[5937,"^F",5936,536874337]],["^15",[5937,"^X",713,536874337]],["^15",[5937,"^V",5918,536874337]],["^15",[5937,"^U",713,536874421]],["^15",[5937,"^;","~u6912ea60-73d4-446f-8843-58764919f56f",536874337]],["^15",[5938,"^Q","2. Explain what Grant concludes from the annual ritual in question 1.",536874337]],["^15",[5938,"^O","^1@",536874337]],["^15",[5938,"^F",5937,536874337]],["^15",[5938,"^X",713,536874337]],["^15",[5938,"^V",5918,536874337]],["^15",[5938,"^U",713,536874421]],["^15",[5938,"^;","~u6912ea60-f2c6-4ee1-9478-d8c5bda99b0c",536874337]],["^15",[5939,"^Q","3. Describe the character of Matthew Antoine.",536874337]],["^15",[5939,"^O","^1@",536874337]],["^15",[5939,"^F",5938,536874337]],["^15",[5939,"^X",713,536874337]],["^15",[5939,"^V",5918,536874337]],["^15",[5939,"^U",713,536874421]],["^15",[5939,"^;","~u6912ea60-9d69-482a-a0b4-b6bf92f08132",536874337]],["^15",[5940,"^Q","4. Summarise what Matthew Antoine taught Grant over the years.",536874337]],["^15",[5940,"^O","^1@",536874337]],["^15",[5940,"^F",5939,536874337]],["^15",[5940,"^X",713,536874337]],["^15",[5940,"^V",5918,536874337]],["^15",[5940,"^U",713,536874421]],["^15",[5940,"^;","~u6912ea60-7d2f-445e-bd92-57625982288c",536874337]],["^15",[5941,"^Q","**Ch. 9 – Daniels Davidans**",536874337]],["^15",[5941,"^O","^1@",536874337]],["^15",[5941,"^F",5940,536874337]],["^15",[5941,"^X",713,536874337]],["^15",[5941,"^V",5918,536874337]],["^15",[5941,"^U",713,536874421]],["^15",[5941,"^;","~u6912ea60-5623-4bf2-a057-c36e3a8195e1",536874337]],["^15",[5942,"^Q","1. Describe how Grant shows his mood on the first drive to the jail.",536874337]],["^15",[5942,"^O","^1@",536874337]],["^15",[5942,"^F",5941,536874337]],["^15",[5942,"^X",713,536874337]],["^15",[5942,"^V",5918,536874337]],["^15",[5942,"^U",713,536874421]],["^15",[5942,"^;","~u6912ea60-18d5-4ed4-997f-7a5978209199",536874337]],["^15",[5943,"^Q","2. Name the list of items forbidden in the jail and speculate on the reason for the ban.",536874337]],["^15",[5943,"^O","^1@",536874337]],["^15",[5943,"^F",5942,536874337]],["^15",[5943,"^X",713,536874337]],["^15",[5943,"^V",5918,536874337]],["^15",[5943,"^U",713,536874421]],["^15",[5943,"^;","~u6912ea60-727e-480e-8b80-33b1f9e5f374",536874337]],["^15",[5944,"^Q","3. Describe how Miss Emma shows Jefferson her affection and tries to get him to talk.",536874337]],["^15",[5944,"^O","^1@",536874337]],["^15",[5944,"^F",5943,536874337]],["^15",[5944,"^X",713,536874337]],["^15",[5944,"^V",5918,536874337]],["^15",[5944,"^U",713,536874421]],["^15",[5944,"^;","~u6912ea60-c6e8-449d-9946-2cb03d2039f0",536874337]],["^15",[5945,"^Q","4. Summarise what Jefferson talks about when he finally speaks, and \nexplain what that tells the reader about his mood, feelings or \ncharacter.",536874498]],["^15",[5945,"^O","^1@",536874337]],["^15",[5945,"^F",5944,536874337]],["^15",[5945,"^X",713,536874337]],["^15",[5945,"^V",5918,536874337]],["^15",[5945,"^U",713,536874421]],["^15",[5945,"^?",["^ "],536874498]],["^15",[5945,"^;","~u6912ea60-0349-45ab-99c4-66bc8862fb13",536874337]],["^15",[5946,"^Q","**Ch. 10 – Daniels Davidans**",536874337]],["^15",[5946,"^O","^1@",536874337]],["^15",[5946,"^F",5945,536874337]],["^15",[5946,"^X",713,536874337]],["^15",[5946,"^V",5918,536874337]],["^15",[5946,"^U",713,536874421]],["^15",[5946,"^;","~u6912ea60-c7ef-46f6-a768-f9274f4840f6",536874337]],["^15",[5947,"^Q","1. Describe the typical procedure of Grant’s visit to the prison.",536874337]],["^15",[5947,"^O","^1@",536874337]],["^15",[5947,"^F",5946,536874337]],["^15",[5947,"^X",713,536874337]],["^15",[5947,"^V",5918,536874337]],["^15",[5947,"^U",713,536874421]],["^15",[5947,"^;","~u6912ea60-fe20-4bc6-8c11-3c1775a39f14",536874337]],["^15",[5948,"^Q","2. Characterise the two old women’s behaviour toward Grant.",536874337]],["^15",[5948,"^O","^1@",536874337]],["^15",[5948,"^F",5947,536874337]],["^15",[5948,"^X",713,536874337]],["^15",[5948,"^V",5918,536874337]],["^15",[5948,"^U",713,536874421]],["^15",[5948,"^;","~u6912ea60-59e1-4b87-8b2c-d5b3ea31b8b7",536874337]],["^15",[5949,"^Q","3. Explain why Grant hates the task he has been given.",536874337]],["^15",[5949,"^O","^1@",536874337]],["^15",[5949,"^F",5948,536874337]],["^15",[5949,"^X",713,536874337]],["^15",[5949,"^V",5918,536874337]],["^15",[5949,"^U",713,536874421]],["^15",[5949,"^;","~u6912ea60-cb78-4b01-9f77-16f378f6dbe0",536874337]],["^15",[5950,"^Q","**Ch. 11 – Niklas Freese**",536874337]],["^15",[5950,"^O","^1@",536874337]],["^15",[5950,"^F",5949,536874337]],["^15",[5950,"^X",713,536874337]],["^15",[5950,"^V",5918,536874337]],["^15",[5950,"^U",713,536874421]],["^15",[5950,"^;","~u6912ea60-15c0-442a-b04c-aebbb913ae24",536874337]],["^15",[5951,"^Q","1. Describe how Jefferson deals with having been labelled a ‘hog’.",536874337]],["^15",[5951,"^O","^1@",536874337]],["^15",[5951,"^F",5950,536874337]],["^15",[5951,"^X",713,536874337]],["^15",[5951,"^V",5918,536874337]],["^15",[5951,"^U",713,536874421]],["^15",[5951,"^;","~u6912ea60-558d-4788-a36f-77df596d71e1",536874337]],["^15",[5952,"^Q","2. Describe Jefferson’s different behaviour towards Grant compared to the former visits.",536874337]],["^15",[5952,"^O","^1@",536874337]],["^15",[5952,"^F",5951,536874503]],["^15",[5952,"^X",713,536874337]],["^15",[5952,"^V",5918,536874337]],["^15",[5952,"^U",713,536874421]],["^15",[5952,"^;","~u6912ea60-b4e6-451d-999c-254647db726e",536874337]],["^15",[5953,"^Q","3. Outline what Grant does in the second half hour, and explain why he does not leave earlier.",536874337]],["^15",[5953,"^O","^1@",536874337]],["^15",[5953,"^F",5952,536874575]],["^15",[5953,"^X",713,536874337]],["^15",[5953,"^V",5918,536874337]],["^15",[5953,"^U",713,536874421]],["^15",[5953,"^;","~u6912ea60-140e-406e-9ca6-35b3eeb01afd",536874337]],["^15",[5954,"^Q","**Ch. 12 – Niklas Freese**",536874337]],["^15",[5954,"^O","^1@",536874337]],["^15",[5954,"^F",5953,536874607]],["^15",[5954,"^X",713,536874337]],["^15",[5954,"^V",5918,536874337]],["^15",[5954,"^U",713,536874421]],["^15",[5954,"^;","~u6912ea60-3de7-40b0-8b6e-e8a9b06dd4ef",536874337]],["^15",[5955,"^Q","1. Analyse and explain the discussion on heroes.",536874337]],["^15",[5955,"^O","^1@",536874337]],["^15",[5955,"^F",5954,536874337]],["^15",[5955,"^X",713,536874337]],["^15",[5955,"^V",5918,536874337]],["^15",[5955,"^U",713,536874421]],["^15",[5955,"^;","~u6912ea60-e32a-4da8-9816-002300761107",536874337]],["^15",[5956,"^Q","2. Explain why Grant read James Joyce’s short story ‘Ivy Day in the Committee Room’.",536874337]],["^15",[5956,"^O","^1@",536874337]],["^15",[5956,"^F",5955,536874670]],["^15",[5956,"^X",713,536874337]],["^15",[5956,"^V",5918,536874337]],["^15",[5956,"^U",713,536874421]],["^15",[5956,"^;","~u6912ea60-cdd2-49d6-97c7-adb35863396c",536874337]],["^15",[5957,"^Q","3. Analyse Grant’s and Vivian’s relationship as it appears in this chapter.",536874337]],["^15",[5957,"^O","^1@",536874337]],["^15",[5957,"^F",5956,536874702]],["^15",[5957,"^X",713,536874337]],["^15",[5957,"^V",5918,536874337]],["^15",[5957,"^U",713,536874421]],["^15",[5957,"^;","~u6912ea60-14ca-4331-ab92-f865ecdcf805",536874337]],["^15",[5958,"^Q","**Ch. 13 – Pascal Freund**",536874337]],["^15",[5958,"^O","^1@",536874337]],["^15",[5958,"^F",5957,536874775]],["^15",[5958,"^X",713,536874337]],["^15",[5958,"^V",5918,536874337]],["^15",[5958,"^U",713,536874421]],["^15",[5958,"^;","~u6912ea60-9414-4aef-aefa-2ac5610bd982",536874337]],["^15",[5959,"^Q","1. Summarise what Grant tells Miss Emma and the others about his visit.",536874337]],["^15",[5959,"^O","^1@",536874337]],["^15",[5959,"^F",5958,536874337]],["^15",[5959,"^X",713,536874337]],["^15",[5959,"^V",5918,536874337]],["^15",[5959,"^U",713,536874421]],["^15",[5959,"^;","~u6912ea60-f4e4-4df9-bcea-327b47c0aff4",536874337]],["^15",[5960,"^Q","2. Briefly describe their reaction.",536874337]],["^15",[5960,"^O","^1@",536874337]],["^15",[5960,"^F",5959,536874337]],["^15",[5960,"^X",713,536874337]],["^15",[5960,"^V",5918,536874337]],["^15",[5960,"^U",713,536874421]],["^15",[5960,"^;","~u6912ea60-356b-4de3-9dea-f158dc1ecdc7",536874337]],["^15",[5961,"^Q","3. Outline what the preacher expects of Grant.",536874786]],["^15",[5961,"^O","^1@",536874337]],["^15",[5961,"^F",5960,536874337]],["^15",[5961,"^X",713,536874337]],["^15",[5961,"^V",5918,536874337]],["^15",[5961,"^U",713,536874421]],["^15",[5961,"^;","~u6912ea60-7e6b-4845-b728-56485dc3175b",536874337]],["^15",[5962,"^Q","4. Explain what has happened to Grant’s belief in God.",536874337]],["^15",[5962,"^O","^1@",536874337]],["^15",[5962,"^F",5961,536874337]],["^15",[5962,"^X",713,536874337]],["^15",[5962,"^V",5918,536874337]],["^15",[5962,"^U",713,536874421]],["^15",[5962,"^;","~u6912ea60-c60b-42b1-bfe5-23379fe17b3d",536874337]],["^15",[5963,"^Q","**Ch. 14 – Pascal Freund**",536874337]],["^15",[5963,"^O","^1@",536874337]],["^15",[5963,"^F",5962,536874337]],["^15",[5963,"^X",713,536874337]],["^15",[5963,"^V",5918,536874337]],["^15",[5963,"^U",713,536874421]],["^15",[5963,"^;","~u6912ea60-affa-43ee-a361-ff8a9d3e4e7a",536874337]],["^15",[5964,"^Q","1. Explain what makes Grant’s home look poor and rustic.",536874337]],["^15",[5964,"^O","^1@",536874337]],["^15",[5964,"^F",5963,536874337]],["^15",[5964,"^X",713,536874337]],["^15",[5964,"^V",5918,536874337]],["^15",[5964,"^U",713,536874421]],["^15",[5964,"^;","~u6912ea60-fa60-4b63-8fcd-0736922f13c7",536874337]],["^15",[5965,"^Q","2. Describe Grant’s background.",536874337]],["^15",[5965,"^O","^1@",536874337]],["^15",[5965,"^F",5964,536874337]],["^15",[5965,"^X",713,536874337]],["^15",[5965,"^V",5918,536874337]],["^15",[5965,"^U",713,536874421]],["^15",[5965,"^;","~u6912ea60-76b3-45bd-be90-f00b98f790e8",536874337]],["^15",[5966,"^Q","3. Collect and interpret all the declarations and signs of love between Grant and Vivian.",536874337]],["^15",[5966,"^O","^1@",536874337]],["^15",[5966,"^F",5965,536874337]],["^15",[5966,"^X",713,536874337]],["^15",[5966,"^V",5918,536874337]],["^15",[5966,"^U",713,536874421]],["^15",[5966,"^;","~u6912ea60-f3cf-4f01-9311-d882e5e1abdd",536874337]],["^15",[5967,"^Q","**Ch. 15 – Leopold Grund**",536874337]],["^15",[5967,"^O","^1@",536874337]],["^15",[5967,"^F",5966,536874337]],["^15",[5967,"^X",713,536874337]],["^15",[5967,"^V",5918,536874337]],["^15",[5967,"^U",713,536874421]],["^15",[5967,"^;","~u6912ea60-dfe1-4178-ac17-71a0fc58f20d",536874337]],["^15",[5968,"^Q","1. Summarise Vivian’s background.",536874337]],["^15",[5968,"^O","^1@",536874337]],["^15",[5968,"^F",5967,536874337]],["^15",[5968,"^X",713,536874337]],["^15",[5968,"^V",5918,536874337]],["^15",[5968,"^U",713,536874421]],["^15",[5968,"^;","~u6912ea60-65d6-4e29-9603-50a837de3e9c",536874337]],["^15",[5969,"^Q","2. Outline the topics Tante Lou and Vivian talk about.",536874337]],["^15",[5969,"^O","^1@",536874337]],["^15",[5969,"^F",5968,536874337]],["^15",[5969,"^X",713,536874337]],["^15",[5969,"^V",5918,536874337]],["^15",[5969,"^U",713,536874421]],["^15",[5969,"^;","~u6912ea60-3b40-4a41-b036-4a063723a504",536874337]],["^15",[5970,"^Q","3. Explain how Vivian is judged by Tante Lou and her friends, and point out the possible reasons.",536874337]],["^15",[5970,"^O","^1@",536874337]],["^15",[5970,"^F",5969,536874337]],["^15",[5970,"^X",713,536874337]],["^15",[5970,"^V",5918,536874337]],["^15",[5970,"^U",713,536874421]],["^15",[5970,"^;","~u6912ea60-5241-425e-a830-ebc475addba9",536874337]],["^15",[5971,"^Q","**Ch. 16 – Leopold Grund**",536874337]],["^15",[5971,"^O","^1@",536874337]],["^15",[5971,"^F",5970,536874337]],["^15",[5971,"^X",713,536874337]],["^15",[5971,"^V",5918,536874337]],["^15",[5971,"^U",713,536874421]],["^15",[5971,"^;","~u6912ea60-c938-451d-936c-74aded6ec58d",536874337]],["^15",[5972,"^Q","1. Explain why Grant is summoned to Miss Emma’s house and summarise what happens during Miss Emma’s last visit to Jefferson.",536874337]],["^15",[5972,"^O","^1@",536874337]],["^15",[5972,"^F",5971,536874337]],["^15",[5972,"^X",713,536874337]],["^15",[5972,"^V",5918,536874337]],["^15",[5972,"^U",713,536874421]],["^15",[5972,"^;","~u6912ea60-316a-44cd-ad01-bbfd3f3ba3f8",536874337]],["^15",[5973,"^Q","2. Describe how Miss Emma’s desperation at the meeting is shown.",536874337]],["^15",[5973,"^O","^1@",536874337]],["^15",[5973,"^F",5972,536874337]],["^15",[5973,"^X",713,536874337]],["^15",[5973,"^V",5918,536874337]],["^15",[5973,"^U",713,536874421]],["^15",[5973,"^;","~u6912ea60-5875-4dc3-8ac8-4e5d613a18d6",536874337]],["^15",[5974,"^Q","3. Explain Grant’s sudden decision to take his unloved aunt’s face gently in his hands as well as his change of mind.",536874337]],["^15",[5974,"^O","^1@",536874337]],["^15",[5974,"^F",5973,536874337]],["^15",[5974,"^X",713,536874337]],["^15",[5974,"^V",5918,536874337]],["^15",[5974,"^U",713,536874421]],["^15",[5974,"^;","~u6912ea60-c141-4ba9-9974-7f568120fe83",536874337]],["^15",[5975,"^Q","**Ch. 17 – Dominik Hase**",536874337]],["^15",[5975,"^O","^1@",536874337]],["^15",[5975,"^F",5974,536874337]],["^15",[5975,"^X",713,536874337]],["^15",[5975,"^V",5918,536874337]],["^15",[5975,"^U",713,536874421]],["^15",[5975,"^;","~u6912ea60-dfb0-4922-9bc4-0356d40a8a70",536874337]],["^15",[5976,"^Q","1. Grant states that something has ‘happened inside me’. Explain how he has changed.",536874337]],["^15",[5976,"^O","^1@",536874337]],["^15",[5976,"^F",5975,536874337]],["^15",[5976,"^X",713,536874337]],["^15",[5976,"^V",5918,536874337]],["^15",[5976,"^U",713,536874421]],["^15",[5976,"^;","~u6912ea60-73e2-4b4e-8769-e0b5b9587c30",536874337]],["^15",[5977,"^Q","2. Describe Jefferson’s daily life in prison.",536874337]],["^15",[5977,"^O","^1@",536874337]],["^15",[5977,"^F",5976,536874337]],["^15",[5977,"^X",713,536874337]],["^15",[5977,"^V",5918,536874337]],["^15",[5977,"^U",713,536874421]],["^15",[5977,"^;","~u6912ea60-f011-47e3-94e8-1ae2086cc3d3",536874337]],["^15",[5978,"^Q","3. Explain why Grant and Paul become friends.",536874337]],["^15",[5978,"^O","^1@",536874337]],["^15",[5978,"^F",5977,536874337]],["^15",[5978,"^X",713,536874337]],["^15",[5978,"^V",5918,536874337]],["^15",[5978,"^U",713,536874421]],["^15",[5978,"^;","~u6912ea60-8214-4e40-b3c8-7cbb1f1a24a9",536874337]],["^15",[5979,"^Q","4. Describe how Jefferson’s anger and frustration are shown and explain why Sheriff Guidry wants to talk to Grant.",536874337]],["^15",[5979,"^O","^1@",536874337]],["^15",[5979,"^F",5978,536874337]],["^15",[5979,"^X",713,536874337]],["^15",[5979,"^V",5918,536874337]],["^15",[5979,"^U",713,536874421]],["^15",[5979,"^;","~u6912ea60-8323-417c-8c89-7c46a8deef66",536874337]],["^15",[5980,"^Q","**Ch. 18 – Dominik Hase**",536874337]],["^15",[5980,"^O","^1@",536874337]],["^15",[5980,"^F",5979,536874337]],["^15",[5980,"^X",713,536874337]],["^15",[5980,"^V",5918,536874337]],["^15",[5980,"^U",713,536874421]],["^15",[5980,"^;","~u6912ea60-654e-41b5-9594-0a24663e866f",536874337]],["^15",[5981,"^Q","1. Describe how Miss Emma prepares the dayroom for Jefferson and her change of mood during the visit.",536874337]],["^15",[5981,"^O","^1@",536874337]],["^15",[5981,"^F",5980,536874337]],["^15",[5981,"^X",713,536874337]],["^15",[5981,"^V",5918,536874337]],["^15",[5981,"^U",713,536874421]],["^15",[5981,"^;","~u6912ea60-19ab-47e9-901d-7d4c5222a979",536874337]],["^15",[5982,"^Q","2. Explain how Jefferson succeeds in making Grant feel uneasy and analyse the religious symbolism in their conversation.",536874337]],["^15",[5982,"^O","^1@",536874337]],["^15",[5982,"^F",5981,536874337]],["^15",[5982,"^X",713,536874337]],["^15",[5982,"^V",5918,536874337]],["^15",[5982,"^U",713,536874421]],["^15",[5982,"^;","~u6912ea60-9b1e-4381-879b-98e24994641a",536874337]],["^15",[5983,"^Q","3. Explain how Grant’s visits affect his entire life.",536874337]],["^15",[5983,"^O","^1@",536874337]],["^15",[5983,"^F",5982,536874337]],["^15",[5983,"^X",713,536874337]],["^15",[5983,"^V",5918,536874337]],["^15",[5983,"^U",713,536874421]],["^15",[5983,"^;","~u6912ea60-d78e-4b78-961e-39632fe8d09e",536874337]],["^15",[5984,"^Q","**Ch. 19 – Moritz Hasemann**",536874337]],["^15",[5984,"^O","^1@",536874337]],["^15",[5984,"^F",5983,536874337]],["^15",[5984,"^X",713,536874337]],["^15",[5984,"^V",5918,536874337]],["^15",[5984,"^U",713,536874421]],["^15",[5984,"^;","~u6912ea60-88f5-44db-8f61-91725f75f3e0",536874337]],["^15",[5985,"^Q","1. Explain why there are so many visitors to the school’s Christmas celebration.",536874337]],["^15",[5985,"^O","^1@",536874337]],["^15",[5985,"^F",5984,536874337]],["^15",[5985,"^X",713,536874337]],["^15",[5985,"^V",5918,536874337]],["^15",[5985,"^U",713,536874421]],["^15",[5985,"^;","~u6912ea60-0589-4915-b24b-284a23242b12",536874337]],["^15",[5986,"^Q","2. Analyse Rev. Ambrose’s prayer.",536874337]],["^15",[5986,"^O","^1@",536874337]],["^15",[5986,"^F",5985,536874337]],["^15",[5986,"^X",713,536874337]],["^15",[5986,"^V",5918,536874337]],["^15",[5986,"^U",713,536874421]],["^15",[5986,"^;","~u6912ea60-316a-4cd3-a9a1-02fbac63093c",536874337]],["^15",[5987,"^Q","3. Characterise Grant’s mood and the mood of the visitors after the official programme.",536874337]],["^15",[5987,"^O","^1@",536874337]],["^15",[5987,"^F",5986,536874337]],["^15",[5987,"^X",713,536874337]],["^15",[5987,"^V",5918,536874337]],["^15",[5987,"^U",713,536874421]],["^15",[5987,"^;","~u6912ea60-55f5-41a2-bb0f-36eb4c4c3029",536874337]],["^15",[5988,"^Q","Part 6 – The Date is Set / Grant’s Breakthrough (Ch. 20 – 24)",536874337]],["^15",[5988,"^O","^1@",536874337]],["^15",[5988,"^F",5987,536874337]],["^15",[5988,"^X",713,536874337]],["^15",[5988,"^V",5918,536874337]],["^15",[5988,"^U",713,536874421]],["^15",[5988,"^;","~u6912ea60-14c6-4d7e-bf63-eb21575cabbd",536874337]],["^15",[5989,"^Q","**Ch. 20 – Moritz Hasemann**",536874337]],["^15",[5989,"^O","^1@",536874337]],["^15",[5989,"^F",5988,536874337]],["^15",[5989,"^X",713,536874337]],["^15",[5989,"^V",5918,536874337]],["^15",[5989,"^U",713,536874421]],["^15",[5989,"^;","~u6912ea60-8e29-4450-902b-0d958a931425",536874337]],["^15",[5990,"^Q","1. Summarise Farrell Jarreau’s full message and describe how he passes it to Grant.",536874337]],["^15",[5990,"^O","^1@",536874337]],["^15",[5990,"^F",5989,536874337]],["^15",[5990,"^X",713,536874337]],["^15",[5990,"^V",5918,536874337]],["^15",[5990,"^U",713,536874421]],["^15",[5990,"^;","~u6912ea60-cb32-4bbc-8ced-9605f80cfe2e",536874337]],["^15",[5991,"^Q","2. Explain the Governor’s reason for choosing this particular date for the execution.",536874337]],["^15",[5991,"^O","^1@",536874337]],["^15",[5991,"^F",5990,536874337]],["^15",[5991,"^X",713,536874337]],["^15",[5991,"^V",5918,536874337]],["^15",[5991,"^U",713,536874421]],["^15",[5991,"^;","~u6912ea60-f047-42ba-aa35-bc8db9e6f0c4",536874337]],["^15",[5992,"^Q","3. Summarise Grant’s thoughts about the execution.",536874337]],["^15",[5992,"^O","^1@",536874337]],["^15",[5992,"^F",5991,536874337]],["^15",[5992,"^X",713,536874337]],["^15",[5992,"^V",5918,536874337]],["^15",[5992,"^U",713,536874421]],["^15",[5992,"^;","~u6912ea60-b5ae-4708-8d08-729a1becefe6",536874337]],["^15",[5993,"^Q","**Ch. 21 – Jan Irmer**",536874337]],["^15",[5993,"^O","^1@",536874337]],["^15",[5993,"^F",5992,536874337]],["^15",[5993,"^X",713,536874337]],["^15",[5993,"^V",5918,536874337]],["^15",[5993,"^U",713,536874421]],["^15",[5993,"^;","~u6912ea60-2ef4-4850-a357-c09022a8d2a2",536874337]],["^15",[5994,"^Q","1. Explain Grant’s reasons for visiting Miss Emma even though he does not feel like it.",536874337]],["^15",[5994,"^O","^1@",536874337]],["^15",[5994,"^F",5993,536874337]],["^15",[5994,"^X",713,536874337]],["^15",[5994,"^V",5918,536874337]],["^15",[5994,"^U",713,536874421]],["^15",[5994,"^;","~u6912ea60-7840-46d2-bc08-8f228fb06089",536874337]],["^15",[5995,"^Q","2. Outline how the people at Miss Emma’s express their feelings towards \ngrant and summarise Vivian’s reasons for visiting Miss Emma.",536874473]],["^15",[5995,"^O","^1@",536874337]],["^15",[5995,"^F",5994,536874337]],["^15",[5995,"^X",713,536874337]],["^15",[5995,"^V",5918,536874337]],["^15",[5995,"^U",713,536874421]],["^15",[5995,"^?",["^ "],536874473]],["^15",[5995,"^;","~u6912ea60-8381-4557-9712-0d88c379fed3",536874337]],["^15",[5996,"^Q","3. Explain to what extent Vivian is (dis-)liked by Miss Emma, Tante Lou and Irene.",536874337]],["^15",[5996,"^O","^1@",536874337]],["^15",[5996,"^F",5995,536874337]],["^15",[5996,"^X",713,536874337]],["^15",[5996,"^V",5918,536874337]],["^15",[5996,"^U",713,536874421]],["^15",[5996,"^;","~u6912ea60-297b-4526-a7ce-a9f011a76e06",536874337]],["^15",[5997,"^Q","4. Examine what Miss Emma expects of Jefferson and explain why so many people love Grant and what they expect of him.",536874337]],["^15",[5997,"^O","^1@",536874337]],["^15",[5997,"^F",5996,536874337]],["^15",[5997,"^X",713,536874337]],["^15",[5997,"^V",5918,536874337]],["^15",[5997,"^U",713,536874421]],["^15",[5997,"^;","~u6912ea60-f716-4aa8-b625-8ca69708e86e",536874337]],["^15",[5998,"^Q","**Ch. 22 – Jan Irmer**",536874337]],["^15",[5998,"^O","^1@",536874337]],["^15",[5998,"^F",5997,536874337]],["^15",[5998,"^X",713,536874337]],["^15",[5998,"^V",5918,536874337]],["^15",[5998,"^U",713,536874421]],["^15",[5998,"^;","~u6912ea60-9e96-4c32-8b0e-38aa58ba22f1",536874337]],["^15",[5999,"^Q","1. Compare the other prisoner’s behaviour before the date of the execution has been set to how it is now the date is known.",536874337]],["^15",[5999,"^O","^1@",536874337]],["^15",[5999,"^F",5998,536874337]],["^15",[5999,"^X",713,536874337]],["^15",[5999,"^V",5918,536874337]],["^15",[5999,"^U",713,536874421]],["^15",[5999,"^;","~u6912ea60-6d13-4c0e-9708-c5cf5fe48742",536874337]],["^15",[6000,"^Q","2. Describe Jefferson’s different moods and the change in them during the visit.",536874337]],["^15",[6000,"^O","^1@",536874337]],["^15",[6000,"^F",5999,536874337]],["^15",[6000,"^X",713,536874337]],["^15",[6000,"^V",5918,536874337]],["^15",[6000,"^U",713,536874421]],["^15",[6000,"^;","~u6912ea60-0636-46b2-8953-c8108390be42",536874337]],["^15",[6001,"^Q","3. Describe how Grant is treated at the Rainbow Club, at the department store and back at the prison office.",536874337]],["^15",[6001,"^O","^1@",536874337]],["^15",[6001,"^F",6000,536874337]],["^15",[6001,"^X",713,536874337]],["^15",[6001,"^V",5918,536874337]],["^15",[6001,"^U",713,536874421]],["^15",[6001,"^;","~u6912ea60-ff65-491c-b457-0ac59945ab90",536874337]],["^15",[6002,"^Q","**Ch. 23 & 24. – Jacob Oelerich**",536874337]],["^15",[6002,"^O","^1@",536874337]],["^15",[6002,"^F",6001,536874337]],["^15",[6002,"^X",713,536874337]],["^15",[6002,"^V",5918,536874337]],["^15",[6002,"^U",713,536874421]],["^15",[6002,"^;","~u6912ea60-10af-46c6-b82f-7440cad591b2",536874337]],["^15",[6003,"^Q","1. Find an example of potentially racist behaviour by whites towards blacks.",536874337]],["^15",[6003,"^O","^1@",536874337]],["^15",[6003,"^F",6002,536874337]],["^15",[6003,"^X",713,536874337]],["^15",[6003,"^V",5918,536874337]],["^15",[6003,"^U",713,536874421]],["^15",[6003,"^;","~u6912ea60-0601-40e4-9922-6b3d80dbdf40",536874337]],["^15",[6004,"^Q","2. How and why does Grant explain the difference between a godson, a friend and a hero to Jefferson?",536874337]],["^15",[6004,"^O","^1@",536874337]],["^15",[6004,"^F",6003,536874337]],["^15",[6004,"^X",713,536874337]],["^15",[6004,"^V",5918,536874337]],["^15",[6004,"^U",713,536874421]],["^15",[6004,"^;","~u6912ea60-64b7-490d-9073-5ad8ea626cc2",536874337]],["^15",[6005,"^Q","3. Analyse Jefferson’s body language – what does it express and how is it used?",536874337]],["^15",[6005,"^O","^1@",536874337]],["^15",[6005,"^F",6004,536874337]],["^15",[6005,"^X",713,536874337]],["^15",[6005,"^V",5918,536874337]],["^15",[6005,"^U",713,536874421]],["^15",[6005,"^;","~u6912ea60-b89e-447c-898f-68b568108363",536874337]],["^15",[6006,"^Q","4. Outline Grant’s description of his own role and limitations.",536874337]],["^15",[6006,"^O","^1@",536874337]],["^15",[6006,"^F",6005,536874337]],["^15",[6006,"^X",713,536874337]],["^15",[6006,"^V",5918,536874337]],["^15",[6006,"^U",713,536874421]],["^15",[6006,"^;","~u6912ea60-c92d-426c-abe1-57517c1b40f8",536874337]],["^15",[6007,"^Q","**Ch. 25 – Tim Schütte**",536874337]],["^15",[6007,"^O","^1@",536874337]],["^15",[6007,"^F",6006,536874337]],["^15",[6007,"^X",713,536874337]],["^15",[6007,"^V",5918,536874337]],["^15",[6007,"^U",713,536874421]],["^15",[6007,"^;","~u6912ea60-3b40-462a-a650-ea0a3f59d8d7",536874337]],["^15",[6008,"^Q","1. Analyse Grant’s feelings when he thinks of his last visit to Jefferson.",536874337]],["^15",[6008,"^O","^1@",536874337]],["^15",[6008,"^F",6007,536874337]],["^15",[6008,"^X",713,536874337]],["^15",[6008,"^V",5918,536874337]],["^15",[6008,"^U",713,536874421]],["^15",[6008,"^;","~u6912ea60-8cb0-4ccc-9129-76f0146df1d8",536874337]],["^15",[6009,"^Q","2. Characterise the mulattoes as a specific social group in Louisiana.",536874337]],["^15",[6009,"^O","^1@",536874337]],["^15",[6009,"^F",6008,536874337]],["^15",[6009,"^X",713,536874337]],["^15",[6009,"^V",5918,536874337]],["^15",[6009,"^U",713,536874421]],["^15",[6009,"^;","~u6912ea60-5743-43c8-a6ad-d5626fb288f7",536874337]],["^15",[6010,"^Q","3. Explain how you as a reader can anticipate that trouble is brewing for Grant.",536874337]],["^15",[6010,"^O","^1@",536874337]],["^15",[6010,"^F",6009,536874337]],["^15",[6010,"^X",713,536874337]],["^15",[6010,"^V",5918,536874337]],["^15",[6010,"^U",713,536874421]],["^15",[6010,"^;","~u6912ea60-64ef-4718-a970-aa181260299d",536874337]],["^15",[6011,"^Q","**Ch. 26 – Tim Schütte**",536874337]],["^15",[6011,"^O","^1@",536874337]],["^15",[6011,"^F",6010,536874337]],["^15",[6011,"^X",713,536874337]],["^15",[6011,"^V",5918,536874337]],["^15",[6011,"^U",713,536874421]],["^15",[6011,"^;","~u6912ea60-8fc5-4bba-aeb2-5bbdb7f36646",536874337]],["^15",[6012,"^Q","1. Describe the reasons for Vivian’s anger at Grant and analyse her non-verbal expression of her anger.",536874337]],["^15",[6012,"^O","^1@",536874337]],["^15",[6012,"^F",6011,536874337]],["^15",[6012,"^X",713,536874337]],["^15",[6012,"^V",5918,536874337]],["^15",[6012,"^U",713,536874421]],["^15",[6012,"^;","~u6912ea60-432f-478b-805b-d4417d1e03fa",536874337]],["^15",[6013,"^Q","2. Analyse Grant’s reaction when Vivian questions their relationship.",536874337]],["^15",[6013,"^O","^1@",536874337]],["^15",[6013,"^F",6012,536874337]],["^15",[6013,"^X",713,536874337]],["^15",[6013,"^V",5918,536874337]],["^15",[6013,"^U",713,536874421]],["^15",[6013,"^;","~u6912ea60-fb1b-42fa-afd0-77a402b12617",536874337]],["^15",[6014,"^Q","3. Interpret the last sentences of the chapter: ‘I went back into the kitchen. I knelt down and buried my face into her lap.’",536874337]],["^15",[6014,"^O","^1@",536874337]],["^15",[6014,"^F",6013,536874337]],["^15",[6014,"^X",713,536874337]],["^15",[6014,"^V",5918,536874337]],["^15",[6014,"^U",713,536874421]],["^15",[6014,"^;","~u6912ea60-dfb6-44fe-9b55-5f79aa215175",536874337]],["^15",[6015,"^Q","**Ch. 27 – Viona Schweers**",536874337]],["^15",[6015,"^O","^1@",536874337]],["^15",[6015,"^F",6014,536874337]],["^15",[6015,"^X",713,536874337]],["^15",[6015,"^V",5918,536874337]],["^15",[6015,"^U",713,536874421]],["^15",[6015,"^;","~u6912ea60-2565-493d-a391-35e08b34cc5b",536874337]],["^15",[6016,"^Q","1. Explain why Rev. Ambrose needs to speak to Grant.",536874337]],["^15",[6016,"^O","^1@",536874337]],["^15",[6016,"^F",6015,536874337]],["^15",[6016,"^X",713,536874337]],["^15",[6016,"^V",5918,536874337]],["^15",[6016,"^U",713,536874421]],["^15",[6016,"^;","~u6912ea60-36c0-4251-aec0-66bae3993f27",536874337]],["^15",[6017,"^Q","2. Outline Rev. Ambrose’s changing emotions and his strategies to achieve his aim.",536874337]],["^15",[6017,"^O","^1@",536874337]],["^15",[6017,"^F",6016,536874337]],["^15",[6017,"^X",713,536874337]],["^15",[6017,"^V",5918,536874337]],["^15",[6017,"^U",713,536874421]],["^15",[6017,"^;","~u6912ea60-e3df-42f5-a6fa-b6eac77d4534",536874337]],["^15",[6018,"^Q","3. Compare the aim behind Grant’s and Rev. Ambrose’s different priorities for Jefferson.",536874337]],["^15",[6018,"^O","^1@",536874337]],["^15",[6018,"^F",6017,536874337]],["^15",[6018,"^X",713,536874337]],["^15",[6018,"^V",5918,536874337]],["^15",[6018,"^U",713,536874421]],["^15",[6018,"^;","~u6912ea60-0d80-475d-8287-acab106fce18",536874337]],["^15",[6019,"^Q","4. Explain Grant’s and Rev. Ambrose’s different concepts of ‘being educated’.",536874337]],["^15",[6019,"^O","^1@",536874337]],["^15",[6019,"^F",6018,536874337]],["^15",[6019,"^X",713,536874337]],["^15",[6019,"^V",5918,536874337]],["^15",[6019,"^U",713,536874421]],["^15",[6019,"^;","~u6912ea60-7ba3-4a48-82f1-ba56ec2a3a3a",536874337]],["^15",[6020,"^Q","**Ch. 28 – Viona Schweers**",536874337]],["^15",[6020,"^O","^1@",536874337]],["^15",[6020,"^F",6019,536874337]],["^15",[6020,"^X",713,536874337]],["^15",[6020,"^V",5918,536874337]],["^15",[6020,"^U",713,536874421]],["^15",[6020,"^;","~u6912ea60-130a-44ad-bd69-7428df3322e7",536874337]],["^15",[6021,"^Q","1. Summarise Jefferson’s entries in the notebook.",536874337]],["^15",[6021,"^O","^1@",536874337]],["^15",[6021,"^F",6020,536874337]],["^15",[6021,"^X",713,536874337]],["^15",[6021,"^V",5918,536874337]],["^15",[6021,"^U",713,536874421]],["^15",[6021,"^;","~u6912ea60-99e0-4e02-93ff-1183e30597ad",536874337]],["^15",[6022,"^Q","2. Identify the religious demands Rev. Ambrose makes on Jefferson and explain how Jefferson feels about them.",536874337]],["^15",[6022,"^O","^1@",536874337]],["^15",[6022,"^F",6021,536874337]],["^15",[6022,"^X",713,536874337]],["^15",[6022,"^V",5918,536874337]],["^15",[6022,"^U",713,536874421]],["^15",[6022,"^;","~u6912ea60-3660-4eb5-af43-54460aa22284",536874337]],["^15",[6023,"^Q","3. Describe how Jefferson sees his life in retrospect and how he relates it to his present situation.",536874337]],["^15",[6023,"^O","^1@",536874337]],["^15",[6023,"^F",6022,536874337]],["^15",[6023,"^X",713,536874337]],["^15",[6023,"^V",5918,536874337]],["^15",[6023,"^U",713,536874421]],["^15",[6023,"^;","~u6912ea60-876b-4f2f-b850-d0872064a2ee",536874337]],["^15",[6024,"^Q","4. Describe the roles of both Jefferson and Grant in this chapter and \noutline what has changed compared to former chapters in the novel.",536874479]],["^15",[6024,"^O","^1@",536874337]],["^15",[6024,"^F",6023,536874337]],["^15",[6024,"^X",713,536874337]],["^15",[6024,"^V",5918,536874337]],["^15",[6024,"^U",713,536874421]],["^15",[6024,"^?",["^ "],536874479]],["^15",[6024,"^;","~u6912ea60-6fcf-4eef-9a80-0c62d7210988",536874337]],["^15",[6025,"^Q","**Ch. 29 – Samuel Stenner**",536874337]],["^15",[6025,"^O","^1@",536874337]],["^15",[6025,"^F",6024,536874337]],["^15",[6025,"^X",713,536874337]],["^15",[6025,"^V",5918,536874337]],["^15",[6025,"^U",713,536874421]],["^15",[6025,"^;","~u6912ea60-a527-432e-ab87-f01ac21e6030",536874337]],["^15",[6026,"^Q","1. List the incidents in which the people of the quarter demonstrate how they feel about Jefferson.",536874337]],["^15",[6026,"^O","^1@",536874337]],["^15",[6026,"^F",6025,536874337]],["^15",[6026,"^X",713,536874337]],["^15",[6026,"^V",5918,536874337]],["^15",[6026,"^U",713,536874421]],["^15",[6026,"^;","~u6912ea60-c514-4471-9b3b-36150da398d2",536874337]],["^15",[6027,"^Q","2. Outline how the white people’s attitude towards Jefferson is reflected in the diary.",536874337]],["^15",[6027,"^O","^1@",536874337]],["^15",[6027,"^F",6026,536874337]],["^15",[6027,"^X",713,536874337]],["^15",[6027,"^V",5918,536874337]],["^15",[6027,"^U",713,536874421]],["^15",[6027,"^;","~u6912ea60-4ae9-4423-9b7e-86bd91a4eb25",536874337]],["^15",[6028,"^Q","3. Characterise the relationship between Jefferson and Grant as described in the diary.",536874337]],["^15",[6028,"^O","^1@",536874337]],["^15",[6028,"^F",6027,536874337]],["^15",[6028,"^X",713,536874337]],["^15",[6028,"^V",5918,536874337]],["^15",[6028,"^U",713,536874421]],["^15",[6028,"^;","~u6912ea60-a82f-4d9d-96b0-7799c610f7aa",536874337]],["^15",[6029,"^Q","4. Explain how Jefferson faces his impending death and analyse his attitude towards religion.",536874337]],["^15",[6029,"^O","^1@",536874337]],["^15",[6029,"^F",6028,536874337]],["^15",[6029,"^X",713,536874337]],["^15",[6029,"^V",5918,536874337]],["^15",[6029,"^U",713,536874421]],["^15",[6029,"^;","~u6912ea60-f7e0-4ec9-89bd-a6270d68a2c2",536874337]],["^15",[6030,"^Q","**Ch. 30 – Samuel Stenner**",536874337]],["^15",[6030,"^O","^1@",536874337]],["^15",[6030,"^F",6029,536874337]],["^15",[6030,"^X",713,536874337]],["^15",[6030,"^V",5918,536874337]],["^15",[6030,"^U",713,536874421]],["^15",[6030,"^;","~u6912ea60-68da-4409-84d7-2c4cdc3f6f0f",536874337]],["^15",[6031,"^Q","1. Outline how the execution is prepared and describe how the black people prepare for the execution.",536874337]],["^15",[6031,"^O","^1@",536874337]],["^15",[6031,"^F",6030,536874337]],["^15",[6031,"^X",713,536874337]],["^15",[6031,"^V",5918,536874337]],["^15",[6031,"^U",713,536874421]],["^15",[6031,"^;","~u6912ea60-8d74-4f9f-b8f1-8b71048789dd",536874337]],["^15",[6032,"^Q","2. Characterise briefly the neighbourhood’s reaction to the arrival of the electric chair.",536874337]],["^15",[6032,"^O","^1@",536874337]],["^15",[6032,"^F",6031,536874337]],["^15",[6032,"^X",713,536874337]],["^15",[6032,"^V",5918,536874337]],["^15",[6032,"^U",713,536874421]],["^15",[6032,"^;","~u6912ea60-ff4b-4e54-afcc-2ec4cb237a5a",536874337]],["^15",[6033,"^Q","3. Evaluate Grant’s decision not to attend the execution. What would you have done?",536874337]],["^15",[6033,"^O","^1@",536874337]],["^15",[6033,"^F",6032,536874337]],["^15",[6033,"^X",713,536874337]],["^15",[6033,"^V",5918,536874337]],["^15",[6033,"^U",713,536874421]],["^15",[6033,"^;","~u6912ea60-513b-4f9b-b063-b179b77069c6",536874337]],["^15",[6034,"^Q","4. Analyse the narrative perspective of this chapter. What is the effect on the reader?",536874337]],["^15",[6034,"^O","^1@",536874337]],["^15",[6034,"^F",6033,536874337]],["^15",[6034,"^X",713,536874337]],["^15",[6034,"^V",5918,536874337]],["^15",[6034,"^U",713,536874421]],["^15",[6034,"^;","~u6912ea60-8b18-4a5f-bde5-5d4049eab355",536874337]],["^15",[6035,"^Q","**Ch. 31 – **",536874337]],["^15",[6035,"^O","^1@",536874337]],["^15",[6035,"^F",6034,536874337]],["^15",[6035,"^X",713,536874337]],["^15",[6035,"^V",5918,536874337]],["^15",[6035,"^U",713,536874421]],["^15",[6035,"^;","~u6912ea60-7818-420a-b685-d8557e3ec5e3",536874337]],["^15",[6036,"^Q","1.Characterise briefly Grant’s thoughts and feelings while he is walking \nback through the quarter before the break, and explain why the quarter \nis so quiet and deserted.",536874482]],["^15",[6036,"^O","^1@",536874337]],["^15",[6036,"^F",6035,536874337]],["^15",[6036,"^X",713,536874337]],["^15",[6036,"^V",5918,536874337]],["^15",[6036,"^U",713,536874421]],["^15",[6036,"^?",["^ "],536874482]],["^15",[6036,"^;","~u6912ea60-6cd1-493e-bbd2-d506c0a9f6ac",536874337]],["^15",[6037,"^Q","2. Evaluate Grant’s behaviour towards his students.",536874337]],["^15",[6037,"^O","^1@",536874337]],["^15",[6037,"^F",6036,536874337]],["^15",[6037,"^X",713,536874337]],["^15",[6037,"^V",5918,536874337]],["^15",[6037,"^U",713,536874421]],["^15",[6037,"^;","~u6912ea60-9acb-4aa2-8a75-a161546ebfa1",536874337]],["^15",[6038,"^Q","3. Describe Jefferson’s execution as Paul experienced it, and analyse Paul’s feelings when he talks about the execution.",536874337]],["^15",[6038,"^O","^1@",536874337]],["^15",[6038,"^F",6037,536874337]],["^15",[6038,"^X",713,536874337]],["^15",[6038,"^V",5918,536874337]],["^15",[6038,"^U",713,536874421]],["^15",[6038,"^;","~u6912ea60-cdf7-4432-8f1f-efa75ce82fa6",536874337]],["^15",[6039,"^Q","4. Characterise Grant’s behaviour towards Paul.",536874337]],["^15",[6039,"^O","^1@",536874337]],["^15",[6039,"^F",6038,536874337]],["^15",[6039,"^X",713,536874337]],["^15",[6039,"^V",5918,536874337]],["^15",[6039,"^U",713,536874421]],["^15",[6039,"^;","~u6912ea60-4dfc-4ab2-9358-45c40d82c151",536874337]],["^15",[6040,"^Q","1. Why does Grant say that \"Jefferson is already dead\"?",536874353]],["^15",[6040,"^O","^1@",536874353]],["^15",[6040,"^F",5919,536874353]],["^15",[6040,"^X",713,536874353]],["^15",[6040,"^V",5918,536874353]],["^15",[6040,"^U",713,536874421]],["^15",[6040,"^;","~u6912eab8-09bd-4817-9cca-97de77f31eab",536874353]],["^15",[6041,"^Q","2. Why does he not want to go to Mr Henri's house?",536874353]],["^15",[6041,"^O","^1@",536874353]],["^15",[6041,"^F",6040,536874353]],["^15",[6041,"^X",713,536874353]],["^15",[6041,"^V",5918,536874353]],["^15",[6041,"^U",713,536874421]],["^15",[6041,"^;","~u6912eab8-8322-4a67-b52d-3cfe2c29b37e",536874353]],["^15",[6042,"^Q","3.\"Looking at one another, seeing, staring\"  plays a very important role \nin this chapter. Find examples in the text and analyse and explain then.",536874383]],["^15",[6042,"^O","^1@",536874353]],["^15",[6042,"^F",6041,536874353]],["^15",[6042,"^X",713,536874353]],["^15",[6042,"^V",5918,536874353]],["^15",[6042,"^U",713,536874421]],["^15",[6042,"^?",["^ "],536874383]],["^15",[6042,"^;","~u6912eab8-f66c-4a0c-ba7c-9ee2f685daef",536874353]],["^15",[6043,"^Q","4.Comment on what Miss Emma says: \"I don't want them to kill no hog\" she \nsaid. \"I want a man to go to that chair, on his own two feet.",536874380]],["^15",[6043,"^O","^1@",536874353]],["^15",[6043,"^F",6042,536874353]],["^15",[6043,"^X",713,536874353]],["^15",[6043,"^V",5918,536874353]],["^15",[6043,"^U",713,536874421]],["^15",[6043,"^?",["^ "],536874380]],["^15",[6043,"^;","~u6912eab8-16c5-424a-baff-57b53aef6120",536874353]],["^15",[6045,"^Q","**Chapter 3:**",536874377]],["^15",[6045,"^O","^1@",536874353]],["^15",[6045,"^F",6043,536874392]],["^15",[6045,"^X",713,536874353]],["^15",[6045,"^V",5918,536874353]],["^15",[6045,"^U",713,536874421]],["^15",[6045,"^?",["^ "],536874392]],["^15",[6045,"^;","~u6912eab8-6f9a-4962-b078-6ff972706aaa",536874353]],["^15",[6046,"^Q","1. Again \"looking at one another\" is stressed very much in this chapter \nand Grant repeatedly \"feels his aunt's eyes on the back of his neck.\" \nFind examples in the chapter and analyse their function and effect.",536874367]],["^15",[6046,"^O","^1@",536874353]],["^15",[6046,"^F",6045,536874353]],["^15",[6046,"^X",713,536874353]],["^15",[6046,"^V",5918,536874353]],["^15",[6046,"^U",713,536874421]],["^15",[6046,"^?",["^ "],536874367]],["^15",[6046,"^;","~u6912eab8-3fa4-4bea-bb0b-428bfd2742cf",536874353]],["^15",[6047,"^Q","2. What is symbolic about \"coming through the back door\"? Find similar examples in the text.",536874353]],["^15",[6047,"^O","^1@",536874353]],["^15",[6047,"^F",6046,536874353]],["^15",[6047,"^X",713,536874353]],["^15",[6047,"^V",5918,536874353]],["^15",[6047,"^U",713,536874421]],["^15",[6047,"^;","~u6912eab8-61f7-417a-aa4b-9ef2d8eef4d6",536874353]],["^15",[6048,"^Q","3. How does Henri Pichot behave toward Grant and the two black women?",536874353]],["^15",[6048,"^O","^1@",536874353]],["^15",[6048,"^F",6047,536874353]],["^15",[6048,"^X",713,536874353]],["^15",[6048,"^V",5918,536874353]],["^15",[6048,"^U",713,536874421]],["^15",[6048,"^;","~u6912eab8-6b21-4e0e-ac8e-6eed3c71454a",536874353]],["^15",[6049,"^Q","4. What does Grant mean by saying: \"I was too educated for Henri Pichot\"",536874353]],["^15",[6049,"^O","^1@",536874353]],["^15",[6049,"^F",6048,536874353]],["^15",[6049,"^X",713,536874353]],["^15",[6049,"^V",5918,536874353]],["^15",[6049,"^U",713,536874421]],["^15",[6049,"^;","~u6912eab8-8efd-4278-b2c8-9f5fbbd0d2b0",536874353]],["^15",[6051,"^Q","**Chapter 4:**",536874364]],["^15",[6051,"^O","^1@",536874353]],["^15",[6051,"^F",6049,536874395]],["^15",[6051,"^X",713,536874353]],["^15",[6051,"^V",5918,536874353]],["^15",[6051,"^U",713,536874421]],["^15",[6051,"^?",["^ "],536874395]],["^15",[6051,"^;","~u6912eab8-8b0c-4ea1-9232-b6cca6607d93",536874353]],["^15",[6052,"^Q","1. How are Bayonne and the black quarter described?",536874353]],["^15",[6052,"^O","^1@",536874353]],["^15",[6052,"^F",6051,536874353]],["^15",[6052,"^X",713,536874353]],["^15",[6052,"^V",5918,536874353]],["^15",[6052,"^U",713,536874421]],["^15",[6052,"^;","~u6912eab8-6f2a-460c-b7d5-0301454031d9",536874353]],["^15",[6053,"^Q","2. What do you get to know about Vivian?",536874353]],["^15",[6053,"^O","^1@",536874353]],["^15",[6053,"^F",6052,536874353]],["^15",[6053,"^X",713,536874353]],["^15",[6053,"^V",5918,536874353]],["^15",[6053,"^U",713,536874421]],["^15",[6053,"^;","~u6912eab8-2709-4b44-87fe-3396ce1330ef",536874353]],["^15",[6054,"^Q","3. How does Grant feel about his life and his job? What are his dreams and plans for the future?",536874353]],["^15",[6054,"^O","^1@",536874353]],["^15",[6054,"^F",6053,536874353]],["^15",[6054,"^X",713,536874353]],["^15",[6054,"^V",5918,536874353]],["^15",[6054,"^U",713,536874421]],["^15",[6054,"^;","~u6912eab8-0533-482b-853e-d5b75a60327b",536874353]],["^15",[6055,"^Q","4. Why did he not stay in California but go back to Louisiana instead?",536874353]],["^15",[6055,"^O","^1@",536874353]],["^15",[6055,"^F",6054,536874353]],["^15",[6055,"^X",713,536874353]],["^15",[6055,"^V",5918,536874353]],["^15",[6055,"^U",713,536874421]],["^15",[6055,"^;","~u6912eab8-f741-4ba5-bf6c-90f47956617a",536874353]],["^15",[6056,"^Q","5. Characterise his and Vivian's attitude to the idea of visiting Jefferson in jail.",536874353]],["^15",[6056,"^O","^1@",536874353]],["^15",[6056,"^F",6055,536874353]],["^15",[6056,"^X",713,536874353]],["^15",[6056,"^V",5918,536874353]],["^15",[6056,"^U",713,536874421]],["^15",[6056,"^;","~u6912eab8-9a72-4be5-a209-56e860278437",536874353]],["^15",[6057,"^Q","",536874357]],["^15",[6057,"^O","^1@",536874357]],["^15",[6057,"^F",6056,536874357]],["^15",[6057,"^X",713,536874357]],["^15",[6057,"^V",5918,536874357]],["^15",[6057,"^U",713,536874421]],["^15",[6057,"^?",["^ "],536874357]],["^15",[6057,"^;","~u6912eaba-617b-4a83-977f-7177ef13ec4e",536874357]],["^15",[6058,"^Q","![Chapter 1.pdf](../assets/Chapter_1_1762847501707_0.pdf)",536874434]],["^15",[6058,"^O","^1@",536874424]],["^15",[6058,"^F",5918,536874424]],["^15",[6058,"^X",713,536874424]],["^15",[6058,"^V",5918,536874424]],["^15",[6058,"^U",713,536874425]],["^15",[6058,"^?",["^ "],536874434]],["^15",[6058,"^;","~u6912eafe-410f-4135-8931-3331d5e6e1d8",536874424]],["^15",[6061,"^Q","",536874466]],["^15",[6061,"^O","^1@",536874466]],["^15",[6061,"^F",718,536874466]],["^15",[6061,"^X",713,536874466]],["^15",[6061,"^V",713,536874466]],["^15",[6061,"^U",713,536874467]],["^15",[6061,"^?",["^ "],536874466]],["^15",[6061,"^;","~u6912eb3e-bc10-4d5f-ac11-c9917852b0e7",536874466]],["^15",[6062,"^K",1762847636782,536874491]],["^15",[6062,"^[",6065,536874495]],["^15",[6062,"^O","^1@",536874491]],["^15",[6062,"^@",false,536874491]],["^15",[6062,"^Y","hls__a_lesson_before_dying_1762847536265_0",536874491]],["^15",[6062,"^11","hls__A_Lesson_Before_Dying_1762847536265_0",536874491]],["^15",[6062,"^?",["^ ","^3K","[A_Lesson_Before_Dying_1762847536265_0.pdf](../assets/A_Lesson_Before_Dying_1762847536265_0.pdf)","^3L","../assets/A_Lesson_Before_Dying_1762847536265_0.pdf"],536874491]],["^15",[6062,"^B",1762847636782,536874491]],["^15",[6062,"^;","~u6912eb94-18a3-4bc2-bee6-e2ea88527989",536874491]],["^15",[6063,"^Q","file:: [A_Lesson_Before_Dying_1762847536265_0.pdf](../assets/A_Lesson_Before_Dying_1762847536265_0.pdf)\nfile-path:: ../assets/A_Lesson_Before_Dying_1762847536265_0.pdf",536874491]],["^15",[6063,"^O","^1@",536874491]],["^15",[6063,"^F",6062,536874491]],["^15",[6063,"^X",6062,536874491]],["^15",[6063,"^V",6062,536874491]],["^15",[6063,"^U",4509,536874492]],["^15",[6063,"^U",4513,536874492]],["^15",[6063,"^U",6062,536874492]],["^15",[6063,"^:",true,536874491]],["^15",[6063,"^?",["^ ","^3K","[A_Lesson_Before_Dying_1762847536265_0.pdf](../assets/A_Lesson_Before_Dying_1762847536265_0.pdf)","^3L","../assets/A_Lesson_Before_Dying_1762847536265_0.pdf"],536874491]],["^15",[6063,"^J",["^14",["^3K","^3L"]],536874491]],["^15",[6063,"^H",4509,536874491]],["^15",[6063,"^H",4513,536874491]],["^15",[6063,"^;","~u6912eb94-73cc-465e-91dd-10a47fa670a0",536874491]],["^15",[6064,"^3","{:highlights []}",536874494]],["^15",[6064,"^3?","~m1762847636868",536874493]],["^15",[6064,"^Z","assets/A_Lesson_Before_Dying_1762847536265_0.edn",536874493]],["^15",[6065,"^3","file:: [A_Lesson_Before_Dying_1762847536265_0.pdf](../assets/A_Lesson_Before_Dying_1762847536265_0.pdf)\nfile-path:: ../assets/A_Lesson_Before_Dying_1762847536265_0.pdf\n",536874497]],["^15",[6065,"^3?","~m1762847637760",536874496]],["^15",[6065,"^Z","pages/hls__A_Lesson_Before_Dying_1762847536265_0.md",536874495]],["^15",[6066,"^Q","He embodys the insult, shown by his eating habits. This highlytes how deeply the insult affected him",536874568]],["^15",[6066,"^O","^1@",536874501]],["^15",[6066,"^F",5951,536874501]],["^15",[6066,"^X",713,536874501]],["^15",[6066,"^V",5951,536874503]],["^15",[6066,"^U",713,536874502]],["^15",[6066,"^?",["^ "],536874568]],["^15",[6066,"^;","~u6912ebc6-01d3-4deb-a754-71a118710448",536874501]],["^15",[6067,"^Q","In comparison to earlyer chapters, Jeferson reacts. But he dose so in a disterbing way, behaving strangly.",536874633]],["^15",[6067,"^O","^1@",536874571]],["^15",[6067,"^F",5952,536874571]],["^15",[6067,"^X",713,536874571]],["^15",[6067,"^V",5952,536874575]],["^15",[6067,"^U",713,536874572]],["^15",[6067,"^?",["^ "],536874633]],["^15",[6067,"^;","~u6912ecc0-fd00-4ed0-baca-85db83e159ab",536874571]],["^15",[6068,"^Q","He feels responsible for Jeff, he wants to understand his feelings, so he chooses to stay and watch his behaivioures.",536874663]],["^15",[6068,"^O","^1@",536874605]],["^15",[6068,"^F",5953,536874605]],["^15",[6068,"^X",713,536874605]],["^15",[6068,"^V",5953,536874607]],["^15",[6068,"^U",713,536874606]],["^15",[6068,"^?",["^ "],536874663]],["^15",[6068,"^;","~u6912ed11-9e80-4145-ac4e-b7f9501ac89e",536874605]],["^15",[6069,"^Q","They discuss what it means to be a hero, Grant Definiens it as someone beieng selfless.",536874697]],["^15",[6069,"^O","^1@",536874666]],["^15",[6069,"^F",5955,536874666]],["^15",[6069,"^X",713,536874666]],["^15",[6069,"^V",5955,536874670]],["^15",[6069,"^U",713,536874667]],["^15",[6069,"^?",["^ "],536874697]],["^15",[6069,"^;","~u6912ed96-eed7-400d-b7d9-7b72016c14f4",536874666]],["^15",[6070,"^Q","He reads it for it mirrors his own disillusionment with leadership and change. While he still fells like beieng trappend in a system with no change in sight.",536874770]],["^15",[6070,"^O","^1@",536874700]],["^15",[6070,"^F",5956,536874700]],["^15",[6070,"^X",713,536874700]],["^15",[6070,"^V",5956,536874702]],["^15",[6070,"^U",713,536874701]],["^15",[6070,"^?",["^ "],536874770]],["^15",[6070,"^;","~u6912ee37-9309-468a-b4b7-3b6775ae96db",536874700]],["^15",[6071,"^Q","Vivian and Grand care deeply for each other, onderstanding each others emotional struggels. Especialy grand is faced with feelings of struggle and dispair.",536874822]],["^15",[6071,"^O","^1@",536874773]],["^15",[6071,"^F",5957,536874773]],["^15",[6071,"^X",713,536874773]],["^15",[6071,"^V",5957,536874775]],["^15",[6071,"^U",713,536874774]],["^15",[6071,"^?",["^ "],536874822]],["^15",[6071,"^;","~u6912eeee-5d87-4b61-b2c3-fdb8e8aca214",536874773]],["^15",[6072,"^Q","Aunt (Lue) & Ms. Ema home (~70 Years old)",536877886]],["^15",[6072,"^O","^1@",536874825]],["^15",[6072,"^F",6073,536874844]],["^15",[6072,"^X",713,536874825]],["^15",[6072,"^V",5916,536874827]],["^15",[6072,"^U",713,536875652]],["^15",[6072,"^?",["^ "],536877886]],["^15",[6072,"^;","~u6912efc5-ff50-413e-9605-9b1e02048d18",536874825]],["^15",[6073,"^Q","Lyrical I, dose not like his aunts Place; works as Teacher",536875122]],["^15",[6073,"^O","^1@",536874844]],["^15",[6073,"^F",5916,536874844]],["^15",[6073,"^X",713,536874844]],["^15",[6073,"^V",5916,536874844]],["^15",[6073,"^U",713,536875652]],["^15",[6073,"^?",["^ "],536875122]],["^15",[6073,"^;","~u6912efda-3333-4cd4-b36b-8d8d000ff541",536874844]],["^15",[6074,"^Q","Lyrical I avoids conversation",536874874]],["^15",[6074,"^O","^1@",536874861]],["^15",[6074,"^F",6072,536874861]],["^15",[6074,"^X",713,536874861]],["^15",[6074,"^V",6072,536874863]],["^15",[6074,"^U",713,536877887]],["^15",[6074,"^?",["^ "],536874874]],["^15",[6074,"^;","~u6912f01d-780b-44f2-b6e6-2646f743fc3c",536874861]],["^15",[6075,"^Q","_Conversation feels distand_",536874906]],["^15",[6075,"^O","^1@",536874877]],["^15",[6075,"^F",6074,536874877]],["^15",[6075,"^X",713,536874877]],["^15",[6075,"^V",6072,536874877]],["^15",[6075,"^U",713,536877887]],["^15",[6075,"^?",["^ "],536874906]],["^15",[6075,"^;","~u6912f02f-5c12-41e3-b078-9b12b9305298",536874877]],["^15",[6076,"^Q","Jefferson close with Ms. Ema, grate Pain when thinking about the death sentance, in heart already dead",536875055]],["^15",[6076,"^O","^1@",536874893]],["^15",[6076,"^F",6075,536874893]],["^15",[6076,"^X",713,536874893]],["^15",[6076,"^V",6072,536874893]],["^15",[6076,"^U",713,536877887]],["^15",[6076,"^?",["^ "],536875055]],["^15",[6076,"^;","~u6912f05b-31b2-4157-a2fc-3e5e48417428",536874893]],["^15",[6077,"^Q","~~~Wanted Grant to take blame for the killing?~~",536877630]],["^15",[6077,"^O","^1@",536877623]],["^15",[6077,"^F",6076,536877623]],["^15",[6077,"^X",713,536877623]],["^15",[6077,"^V",6072,536877623]],["^15",[6077,"^U",713,536877887]],["^15",[6077,"^?",["^ "],536877630]],["^15",[6077,"^;","~u6912f0d8-db5a-4102-86a4-dab635c8d1b3",536877623]],["^15",[6078,"^Q","Wanted to aquire the rights to visit Jefferso (by connections with friends)",536875028]],["^15",[6078,"^O","^1@",536875003]],["^15",[6078,"^F",6077,536877623]],["^15",[6078,"^X",713,536875003]],["^15",[6078,"^V",6072,536875003]],["^15",[6078,"^U",713,536877887]],["^15",[6078,"^?",["^ "],536877623]],["^15",[6078,"^;","~u6912f138-ecb9-43f7-9c3b-60e2ba5a31b9",536875003]],["^15",[6079,"^Q","logseq.order-list-type:: number\n",536875152]],["^15",[6079,"^O","^1@",536875058]],["^15",[6079,"^F",5916,536875083]],["^15",[6079,"^X",713,536875058]],["^15",[6079,"^V",718,536875083]],["^15",[6079,"^U",713,536875652]],["^15",[6079,"^?",["^ ","^3B","number"],536875152]],["^15",[6079,"^J",["^14",["^3B"]],536875152]],["^15",[6079,"^4",["^ ","^3B","number"],536875152]],["^15",[6079,"^;","~u6912f177-68b1-4d53-a5c0-6952c657ac06",536875058]],["^15",[6080,"^Q","Mr. Honerys (rich, served by maids) house (Lyrical I, uncomfortable)",536875171]],["^15",[6080,"^O","^1@",536875086]],["^15",[6080,"^F",6079,536875086]],["^15",[6080,"^X",713,536875086]],["^15",[6080,"^V",6079,536875090]],["^15",[6080,"^U",713,536875652]],["^15",[6080,"^?",["^ "],536875171]],["^15",[6080,"^;","~u6912f194-bda1-4b1c-8735-fd2d00c4ee0c",536875086]],["^15",[6081,"^Q","Lyrical I (servant, collecting things), Ms. Ema (coock), Aunt (houswife) used to served at the plantation",536875291]],["^15",[6081,"^O","^1@",536875174]],["^15",[6081,"^F",6080,536875174]],["^15",[6081,"^X",713,536875174]],["^15",[6081,"^V",6079,536875174]],["^15",[6081,"^U",713,536875652]],["^15",[6081,"^?",["^ "],536875291]],["^15",[6081,"^;","~u6912f264-7602-4026-b98b-3c9a38940cca",536875174]],["^15",[6082,"^Q","Lyrical I then went to University",536875280]],["^15",[6082,"^O","^1@",536875254]],["^15",[6082,"^F",6081,536875254]],["^15",[6082,"^X",713,536875254]],["^15",[6082,"^V",6081,536875256]],["^15",[6082,"^U",713,536875652]],["^15",[6082,"^?",["^ "],536875280]],["^15",[6082,"^;","~u6912f2c6-13d6-4dbe-9288-25da37017aa4",536875254]],["^15",[6084,"^Q","Servants left the Plantage",536875311]],["^15",[6084,"^O","^1@",536875295]],["^15",[6084,"^F",6082,536875305]],["^15",[6084,"^X",713,536875295]],["^15",[6084,"^V",6081,536875305]],["^15",[6084,"^U",713,536875652]],["^15",[6084,"^?",["^ "],536875311]],["^15",[6084,"^;","~u6912f2e8-3924-4a5e-a236-3d955e0ae613",536875295]],["^15",[6085,"^Q","Ms. Ema asks for favour: (Bevor, she still needed so serve), Wants Jefferson to die as a Man not a hog, needs Mr. Honery to let Lyrical I visit Jefferson",536875394]],["^15",[6085,"^O","^1@",536875314]],["^15",[6085,"^F",6081,536875316]],["^15",[6085,"^X",713,536875314]],["^15",[6085,"^V",6079,536875316]],["^15",[6085,"^U",713,536875652]],["^15",[6085,"^?",["^ "],536875394]],["^15",[6085,"^;","~u6912f321-a997-403b-8f37-ad4a2ff84fb8",536875314]],["^15",[6086,"^Q","Mr, Honery wrongly believes that Lyrical I set Ms. Ema up to demand the favour",536875443]],["^15",[6086,"^O","^1@",536875397]],["^15",[6086,"^F",6085,536875450]],["^15",[6086,"^X",713,536875397]],["^15",[6086,"^V",6079,536875397]],["^15",[6086,"^U",713,536875652]],["^15",[6086,"^?",["^ "],536875443]],["^15",[6086,"^;","~u6912f43b-6b64-4ac1-8d2f-81384ea58118",536875397]],["^15",[6087,"^Q","One time the family should serve Ms. Ema, not the other way",536875474]],["^15",[6087,"^O","^1@",536875446]],["^15",[6087,"^F",6085,536875446]],["^15",[6087,"^X",713,536875446]],["^15",[6087,"^V",6085,536875450]],["^15",[6087,"^U",713,536875652]],["^15",[6087,"^?",["^ "],536875474]],["^15",[6087,"^;","~u6912f47b-7e0f-4948-90d9-93a0a910d33a",536875446]],["^15",[6088,"^Q","Mr. Honery impationit -> unsuer if he follows the request",536875494]],["^15",[6088,"^O","^1@",536875477]],["^15",[6088,"^F",6086,536875477]],["^15",[6088,"^X",713,536875477]],["^15",[6088,"^V",6079,536875477]],["^15",[6088,"^U",713,536875652]],["^15",[6088,"^?",["^ "],536875494]],["^15",[6088,"^;","~u6912f4b8-38d7-4cfa-8ab1-de982269b539",536875477]],["^15",[6089,"^Q","logseq.order-list-type:: number\n",536875545]],["^15",[6089,"^O","^1@",536875494]],["^15",[6089,"^F",6079,536875498]],["^15",[6089,"^X",713,536875494]],["^15",[6089,"^V",718,536875498]],["^15",[6089,"^U",713,536875652]],["^15",[6089,"^?",["^ ","^3B","number"],536875545]],["^15",[6089,"^J",["^14",["^3B"]],536875545]],["^15",[6089,"^4",["^ ","^3B","number"],536875545]],["^15",[6089,"^;","~u6912f4c8-2e72-4f7d-8bd8-1ca02b3822fe",536875494]],["^15",[6090,"^Q","Aunt disapointed tht Lyrical I dose not eat her food immediatly (for he leaves)",536875538]],["^15",[6090,"^O","^1@",536875501]],["^15",[6090,"^F",6089,536875501]],["^15",[6090,"^X",713,536875501]],["^15",[6090,"^V",6089,536875503]],["^15",[6090,"^U",713,536875652]],["^15",[6090,"^?",["^ "],536875538]],["^15",[6090,"^;","~u6912f4ca-ee54-4bf3-bc02-a960915eaed5",536875501]],["^15",[6091,"^Q","Lyrical I meats Vivian (romantic interest, \"Baby\") -> get his mind off the Situation",536875934]],["^15",[6091,"^O","^1@",536875539]],["^15",[6091,"^F",6090,536875539]],["^15",[6091,"^X",713,536875539]],["^15",[6091,"^V",6089,536875539]],["^15",[6091,"^U",713,536875652]],["^15",[6091,"^?",["^ "],536875934]],["^15",[6091,"^;","~u6912f524-714a-459c-be29-d85c3f25b7d7",536875539]],["^15",[6092,"^Q","_drives throu small town, color divided blocks_, arrives at a restaurant (Rainbow club)",536875680]],["^15",[6092,"^O","^1@",536875588]],["^15",[6092,"^F",6091,536875588]],["^15",[6092,"^X",713,536875588]],["^15",[6092,"^V",6089,536875588]],["^15",[6092,"^U",713,536875652]],["^15",[6092,"^?",["^ "],536875680]],["^15",[6092,"^;","~u6912f560-ef5b-40a5-a83b-fedb522e824c",536875588]],["^15",[6093,"^Q","asks Vivian (Teacher) to meet him there, he \"needs\" to see her, she arraives 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spontainiously",536875816]],["^15",[6095,"^O","^1@",536875716]],["^15",[6095,"^F",6093,536875741]],["^15",[6095,"^X",713,536875716]],["^15",[6095,"^V",6089,536875716]],["^15",[6095,"^U",713,536875717]],["^15",[6095,"^?",["^ "],536875816]],["^15",[6095,"^;","~u6912f5eb-f282-4b81-b06b-64c9e6253512",536875716]],["^15",[6096,"^Q","nice restaurant owners",536875727]],["^15",[6096,"^O","^1@",536875720]],["^15",[6096,"^F",6092,536875720]],["^15",[6096,"^X",713,536875720]],["^15",[6096,"^V",6092,536875722]],["^15",[6096,"^U",713,536875721]],["^15",[6096,"^?",["^ "],536875727]],["^15",[6096,"^;","~u6912f5fe-f64f-4881-8386-8b2c1ea62b71",536875720]],["^15",[6097,"^Q","tall, light brown skin, long black buned hair, beautyfull",536875775]],["^15",[6097,"^O","^1@",536875739]],["^15",[6097,"^F",6093,536875739]],["^15",[6097,"^X",713,536875739]],["^15",[6097,"^V",6093,536875741]],["^15",[6097,"^U",713,536875810]],["^15",[6097,"^?",["^ "],536875775]],["^15",[6097,"^;","~u6912f625-b685-4fdd-9cf0-b854d5661ffd",536875739]],["^15",[6098,"^Q","grant dose not like the town; leave Plantation church school; after divorce she wold follow Grant",536875921]],["^15",[6098,"^O","^1@",536875819]],["^15",[6098,"^F",6095,536875819]],["^15",[6098,"^X",713,536875819]],["^15",[6098,"^V",6095,536875821]],["^15",[6098,"^U",713,536875820]],["^15",[6098,"^?",["^ "],536875921]],["^15",[6098,"^;","~u6912f6b0-8ac4-4cf3-abaa-0db24d4c3889",536875819]],["^15",[6099,"^Q","still married, awaiting divorce, already mother",536875900]],["^15",[6099,"^O","^1@",536875872]],["^15",[6099,"^F",6097,536875872]],["^15",[6099,"^X",713,536875872]],["^15",[6099,"^V",6093,536875872]],["^15",[6099,"^U",713,536875873]],["^15",[6099,"^?",["^ "],536875900]],["^15",[6099,"^;","~u6912f6d4-2325-4721-bc2c-c632ad50caee",536875872]],["^15",[6100,"^Q","Dance made Grant feel 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What will i accomplish? He still dies.",536876012]],["^15",[6102,"^O","^1@",536875984]],["^15",[6102,"^F",6101,536875984]],["^15",[6102,"^X",713,536875984]],["^15",[6102,"^V",6100,536875984]],["^15",[6102,"^U",713,536875985]],["^15",[6102,"^?",["^ "],536876012]],["^15",[6102,"^;","~u6912f779-d8d2-402b-8691-07f65138000a",536875984]],["^15",[6103,"^Q","Vivian cries but happy that Grand chose her to talk to, she reinforced Ms. Emas wish to go",536876055]],["^15",[6103,"^O","^1@",536876015]],["^15",[6103,"^F",6102,536876015]],["^15",[6103,"^X",713,536876015]],["^15",[6103,"^V",6100,536876015]],["^15",[6103,"^U",713,536876016]],["^15",[6103,"^?",["^ "],536876055]],["^15",[6103,"^;","~u6912f792-2ec4-4a3e-b832-17650359a106",536876015]],["^15",[6104,"^K",1762853980731,536876066]],["^15",[6104,"^[",6117,536876072]],["^15",[6104,"^O","^1@",536876066]],["^15",[6104,"^@",false,536876066]],["^15",[6104,"^Y","school/wir/ethics/kapitalismuskritik geht 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Wirtschaft.pdf](../assets/Kapitalismuskritik_geht_viral_-_Wirtschaft_-_derStandard.de_›_Wirtschaft_1762854150061_0.pdf)",536876162]],["^15",[6116,"^O","^1@",536876070]],["^15",[6116,"^F",6115,536876070]],["^15",[6116,"^X",6104,536876070]],["^15",[6116,"^V",6104,536876070]],["^15",[6116,"^U",6104,536876071]],["^15",[6116,"^?",["^ "],536876162]],["^15",[6116,"^;","~u69217398-befd-4000-880a-30178b6dc9f0",536876070]],["^15",[6117,"^3","index:: 7\n\n- tags::\n- references::\n- ## Meta\n\t- **Notes:**\n\t background-color:: red\n\t\t- {{query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[School/Wir/Ethics/Kapitalismuskritik geht Viral]]) (namespace [[School/Wir/Ethics/Kapitalismuskritik geht Viral]])))}}\n\t\t query-sort-by:: block\n\t\t query-table:: true\n\t\t query-sort-desc:: true\n\t- **Slides:**\n\t background-color:: green\n\t\t- {{query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/Wir/Ethics/Kapitalismuskritik geht Viral]]) (namespace [[School/Wir/Ethics/Kapitalismuskritik geht Viral]])))}}\n\t- **Summery**:\n\t background-color:: blue\n\t\t-\n- ---\n- ![Kapitalismuskritik geht viral - Wirtschaft - derStandard.de › Wirtschaft.pdf](../assets/Kapitalismuskritik_geht_viral_-_Wirtschaft_-_derStandard.de_›_Wirtschaft_1762854150061_0.pdf)\n-\n- ### Aufgaben\n\t- Was bedeutet der Begriff “Kapitalismuskritik” in diesem Zusammenhang und welche Beispiele für “späten” Kapitalismus werden im Artikel genannt?\n\t logseq.order-list-type:: number\n\t\t- Kapitalismus Kritik bedeutet im Zusamenahng mit Online-Medien das schaffen von Kritischen Inhalten aus Überzeugung, dem Willen über wahgenommene Mistände zu Informieren oder der reinen eigenen Hilflosigkeit. Diese inhalte können im Character grundlegend Unterschiedlich sein.\n\t\t- Spätkapitalismus bezeichnet heute, eine hauptsächlich subjektive Wahrnehmung der Ausartung von Zuständen sozialer Ungleichheit, ökologischer Misstände oder Ausnutzung von Machtpositionen. \n\t\t Konkret genannt wurde er Bau von Gassterminals und Ölbohrungen welche massive Umweltschäden nach sich ziehen und das leben von Menschen, grade an Küstenregionen gefährden.\n\t- Welche Vor- und nachteile hat es, wenn politische oder wirtschaftliche Themen über social Media diskutiert werden? Beurteile aus Deinen Sicht ob diese Diskussionentatsächlich etwas verändern können.\n\t logseq.order-list-type:: number\n\t\t- Einerseits schaft die Diskussion von Themen auf Social Media Sichtbarkeit und mit entsprechender Resonanz kann so die Wahrscheinlichkeit auf Veränderung gesteigert werden, darüber hinaus kann jeder sich Beteiligen unabhängig von Ort und Freizeit so werden grade Lohn arbeitende menschen mehr in öffentliche Diskussionen einbezogen.\n\t\t Auf der anderen Seite sind Social-Media Plattformen anfällig für manipulation, algorithmisch durch die Platform, oder durch Bots von externen Aktören. Dies kann jegliche positive Faktoren überschatten und eigentlich wichtige Diskussionen verstecken oder real kaum vertretende Meinungen signifikanter, höher-anteiliger erscheinen lassen.\n\t- Gibt es Bereiche in deinem Alltag, in denen du die “Absurdität” des Kapitalismus erkennst?\n\t logseq.order-list-type:: number\n\t\t- Der ÖPNV ist objektiv effizienter und klimafreundlicher, trotzdem stark unterfinanziert. Die jüngsten Investitionen in die Bahninfrastruktur der aktuellen Bundesregierung sind zu großen Teilen Verschiebungen aus dem Kernhaushalt, der dem Schienennetz sowieso bereits zugutekam. Gleichzeitig spielt hierbei eine zweite Absurdität hinein: die Existenz der Schuldenbremse, bei der deren Verfechter fälschlicherweise Staatsanleihen mit privatwirtschaftlichen Schulden gleichsetzen. Diese sorgt dafür, dass Kommunen sparen müssen, der Lebensstandard sinkt – und im Bezug auf den ÖPNV: Bremen, als Stadt mit über 500.000 Einwohnern, weder U- noch S-Bahn besitzt und deren Straßenbahn nicht einmal prioritäre Ampelschaltungen vor dem hyperindividualistischen Privatverkehr genießt.\n\t- Gestalte ein eigenens Kapitalismus-Meme, der eine Kritik am Konsumverhalten oder an Ungleichheit ausdrückt,. 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Auf den sozialen Netzwerken Tiktok und Instagram\n ls-type:: annotation\n hl-page:: 3\n hl-color:: yellow\n id:: 69130658-5e0c-4c5d-9b6c-53bc05c1939f\n hl-stamp:: 1762854489957\n- horrende Preise für Grundnahrungsmittel oder fünfstellige Krankenhausrechnungen\n ls-type:: annotation\n hl-page:: 3\n hl-color:: blue\n id:: 69130660-86c3-4cd1-951f-f798c36afeda\n hl-stamp:: 1762854499805\n- zynischen Schlagwort für alles, was in der Welt schiefläuft\n ls-type:: annotation\n hl-page:: 3\n hl-color:: blue\n id:: 69130671-95e7-4c0d-85d3-7db93f23067c\n- bedeutendste Kapitalismuskritiker\n ls-type:: annotation\n hl-page:: 3\n hl-color:: red\n id:: 69130693-5d00-4031-8ad1-2eaa3e3b9bdc\n hl-stamp:: 1762854550656\n- Karl Marx\n ls-type:: annotation\n hl-page:: 3\n hl-color:: red\n id:: 69130698-206b-4ce1-8994-3091e46cab9f\n- Ausbeutung fremder Arbeitskraft bereichern und der Kapitalismus letztlich an seinen eigenen Widersprüchen zugrunde\n ls-type:: annotation\n hl-page:: 3\n hl-color:: red\n id:: 691306a3-ad1c-4526-9f80-f6c2673fcbba\n- Werner Sombart in den 1920ern geprägt\n ls-type:: annotation\n hl-page:: 3\n hl-color:: purple\n id:: 691306ad-3b3b-4a2e-8836-2a35bf6c2943\n hl-stamp:: 1762854575531\n- Spätkapitalismus\n ls-type:: annotation\n hl-page:: 3\n hl-color:: purple\n id:: 691306b0-cbc2-4e4b-a32c-4b035302cf54\n- Produktivität abnimmt und soziale Konflikte zunehmen\n ls-type:: annotation\n hl-page:: 3\n hl-color:: purple\n id:: 691306be-c682-42a5-9526-716217371dfb\n- Wettbewerb eingeschränkt\n ls-type:: annotation\n hl-page:: 3\n hl-color:: purple\n id:: 691306c1-e7e0-417e-a80c-763d8d7e3043\n- Ernest Mandel\n ls-type:: annotation\n hl-page:: 3\n hl-color:: purple\n id:: 691306ca-e46c-4208-869a-8a96d9a2b2df\n- tatsächlich eine Zeit zunehmender sozialer Ungleichheit – zerfallen würde\n ls-type:: annotation\n hl-page:: 3\n hl-color:: purple\n id:: 691306d9-a2a6-4f5b-9ee8-dcffd1272806\n- 68-Bewegung stand für Antifaschismus, Antiimperialismus und, ja, Antikapitalismus\n ls-type:: annotation\n hl-page:: 4\n hl-color:: yellow\n id:: 691306e4-5b1f-403e-abba-c48926395035\n hl-stamp:: 1762854631028\n- Emanzipierung der Frau\n ls-type:: annotation\n hl-page:: 4\n hl-color:: yellow\n id:: 691306f1-88a7-4463-ae60-3c3a879b5aea\n- Ende der USHegemonie, \n ls-type:: annotation\n hl-page:: 4\n hl-color:: yellow\n id:: 691306f4-ef24-4572-b89d-45e56956586c\n- altbekannte Forderung nach mehr Zusammenhalt in einer Antikonsumgesellschaft auf Tiktok, Instagram, Youtube\n ls-type:: annotation\n hl-page:: 4\n hl-color:: green\n id:: 69130710-e162-4a06-8910-a0d6430f71a5\n hl-stamp:: 1762854678289\n- Antonio Gramsci hoch, der behauptete, dass Arbeiter strebsam und eifrig seien\n ls-type:: annotation\n hl-page:: 4\n hl-color:: red\n id:: 69130739-8e64-4457-819c-b85ea7a9ac43\n hl-stamp:: 1762854715367\n- Arbeitskultur der Produktivität nütze im Endeffekt den Herrschenden\n ls-type:: annotation\n hl-page:: 4\n hl-color:: red\n id:: 69130747-0985-4c48-99a2-1abffc83d562\n- Klassenjustizüber den Wirtschaftsplan der AfD bis hin zur Faszination zum Mord am United-Healthcare-CEO Brian Thompson\n ls-type:: annotation\n hl-page:: 5\n hl-color:: yellow\n id:: 69130770-330b-4ca3-9aae-13bc59e14fe2\n hl-stamp:: 1762854772231\n- Werbung sei der primäre Inhalt von Influencern\n ls-type:: annotation\n hl-page:: 5\n hl-color:: yellow\n id:: 69130791-f071-469a-a4ac-4a863b650d4c\n- ohne Produktplatzierungen\n ls-type:: annotation\n hl-page:: 5\n hl-color:: yellow\n id:: 691307a0-6c6d-48ca-8a73-eb727554d281\n- Follower motivieren, auch außerhalb der Onlineblase aktiv zu werden\n ls-type:: annotation\n hl-page:: 5\n hl-color:: yellow\n id:: 691307c8-a198-4bed-8f27-d019a8d597c3\n- Menschen immer auch Handlungsmöglichkeiten geben\n ls-type:: annotation\n hl-page:: 5\n hl-color:: yellow\n id:: 691307d5-dc57-4818-a3ca-4d9f598756c7\n- Gefahren eines Wirtschaftswachstums, das von fossilen Energien abhängig ist\n ls-type:: annotation\n hl-page:: 6\n hl-color:: blue\n id:: 69130807-56e5-4eb1-aed3-4a076a5b911c\n hl-stamp:: 1762854924963\n- Klimakrise, wie Mezzatesta betont, kein Fehler, sondern die logische Konsequenz einer Wirtschaftsform, die auf einem endlichen Planeten unendliches Wachstum verspricht\n ls-type:: annotation\n hl-page:: 6\n hl-color:: blue\n id:: 69130834-575c-4b21-8d4c-6cddabd54de2\n- wachzurütteln, ist für Thayer die Wut.\"Seid ihr jetzt wütend? Gut!\"\n ls-type:: annotation\n hl-page:: 6\n hl-color:: yellow\n id:: 69130844-fa7c-42c0-931d-921946f2975e\n hl-stamp:: 1762854982341\n- Wut motiviere\n ls-type:: annotation\n hl-page:: 7\n hl-color:: yellow\n id:: 69130860-d69e-44e1-80f6-046d4efc976e\n- kapitalismuskritische oder antikapitalistische Parolen in fast allen Lebensbereichen Einzug\n ls-type:: annotation\n hl-page:: 7\n hl-color:: yellow\n id:: 69130899-a449-4667-98ec-e7d100a60eef\n- nachhaltigen Lösung, um diesen abzuschaffen, suchen Vertreter der Linken heute wie bereits vor über 100 Jahren\n ls-type:: annotation\n hl-page:: 7\n hl-color:: blue\n id:: 691308b4-2431-4db4-a469-2afd75f430b2\n hl-stamp:: 1762855094750\n- das Feindbild der Superreichen \n ls-type:: annotation\n hl-page:: 7\n hl-color:: yellow\n id:: 691308d0-f9ce-4895-a963-55ccfef8ed08\n hl-stamp:: 1762855121395\n- das gefühlte Chaos, das auch der \"Late Stage Capitalism\" einfangen soll\n ls-type:: annotation\n hl-page:: 8\n hl-color:: yellow\n id:: 691308fa-7f07-49ab-80fa-9d6e37dab90d\n- Es war fast so etwas wie ein Schrei nach Hilfe\n ls-type:: annotation\n hl-page:: 8\n hl-color:: yellow\n id:: 6913093f-715f-41ad-8feb-43aa2f9b2b42\n- schwierig, antikapitalistische Inhalte zu produzieren und in diesem System trotzdem überleben zu müssen\n ls-type:: annotation\n hl-page:: 8\n hl-color:: blue\n id:: 69130956-cdd4-4708-9957-df6c0c44ad57\n hl-stamp:: 1762855258341\n- Kapitalismuskritik ist nicht neu\n ls-type:: annotation\n hl-page:: 8\n hl-color:: yellow\n id:: 6913096e-40ef-46b7-9ccf-51e898aadfa2\n hl-stamp:: 1762855281473\n- sie handeln in einer linken Tradition, die es so lange gibt wie den Kapitalismus selbst\n ls-type:: annotation\n hl-page:: 9\n hl-color:: yellow\n id:: 6913097d-0c02-4931-9dbf-dabfb03de5ba\n- Wohlstand für alle\n ls-type:: annotation\n hl-page:: 9\n hl-color:: green\n id:: 691309a1-c7c9-4033-8284-13cc5ef1890d\n hl-stamp:: 1762855332464\n- Dieser Begriff muss von links angeeignet werden\n ls-type:: annotation\n hl-page:: 9\n hl-color:: green\n id:: 691309ab-9584-4b68-bd44-dacc657e0b42\n- Systemkritik interessieren sich die Menschen\n ls-type:: annotation\n hl-page:: 9\n hl-color:: yellow\n id:: 691309c4-3729-4331-bcb8-b6f73c0e8d94\n hl-stamp:: 1762855365769\n- wie ernst eine wachsende Followerschaft die Ideen von Menschen wie Mezzatesta, Thayer, Schmitt, Nymoen oder Yoder nimmt\n ls-type:: annotation\n hl-page:: 9\n hl-color:: yellow\n id:: 691309d8-acf5-4e62-a2e5-b273360849d9",536876636]],["^15",[6133,"^3?","~m1762855875004",536876885]],["^15",[6133,"^Z","pages/hls__Kapitalismuskritik_geht_viral_-_Wirtschaft_-_derStandard.de_›_Wirtschaft_1762854150061_0.md",536876168]],["^15",[6134,"^3","{:highlights []}",536876170]],["^15",[6134,"^3?","~m1762854152022",536876169]],["^15",[6134,"^Z","assets/Kapitalismuskritik_geht_viral_-_Wirtschaft_-_derStandard.de_›_Wirtschaft_1762854150061_0.edn",536876169]],["^15",[6135,"^Q","in den sozialen Netzwerken mit dem Kapitalismus ins Gericht\nls-type:: annotation\nhl-page:: 1\nhl-color:: yellow\nid:: 6913051b-b60f-4a66-aac5-547f14c8df1b",536876174]],["^15",[6135,"^O","^1@",536876174]],["^15",[6135,"^@",false,536876174]],["^15",[6135,"^F",6132,536876174]],["^15",[6135,"^X",6131,536876174]],["^15",[6135,"^V",6131,536876174]],["^15",[6135,"^U",6131,536876175]],["^15",[6135,"^?",["^ ","^18","annotation","^3@",1,"^3A","yellow","^1;","6913051b-b60f-4a66-aac5-547f14c8df1b"],536876174]],["^15",[6135,"^J",["^14",["^18","^3@","^3A","^1;"]],536876174]],["^15",[6135,"^4",["^ ","^18","annotation","^3@","1","^3A","yellow","^1;","6913051b-b60f-4a66-aac5-547f14c8df1b"],536876174]],["^15",[6135,"^;","~u6913051b-b60f-4a66-aac5-547f14c8df1b",536876174]],["^15",[6136,"^Q","fossile Spätkapitalismus ein Todeskult ist\nls-type:: annotation\nhl-page:: 1\nhl-color:: yellow\nid:: 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Dies kann jegliche positive Faktoren überschatten und eigentlich wichtige Diskussionen verstecken oder real kaum vertretende Meinungen signifikanter, höher-anteiliger erscheinen lassen.",536877167]],["^15",[6190,"^O","^1@",536876935]],["^15",[6190,"^F",6125,536876935]],["^15",[6190,"^X",6104,536876935]],["^15",[6190,"^V",6125,536876937]],["^15",[6190,"^U",6104,536876936]],["^15",[6190,"^?",["^ "],536877167]],["^15",[6190,"^;","~u69130c5c-7797-44ce-a9d2-32ca9a9ed7a1",536876935]],["^15",[6191,"^Q","Der ÖPNV ist objektiv effizienter und klimafreundlicher, trotzdem stark unterfinanziert. Die jüngsten Investitionen in die Bahninfrastruktur der aktuellen Bundesregierung sind zu großen Teilen Verschiebungen aus dem Kernhaushalt, der dem Schienennetz sowieso bereits zugutekam. Gleichzeitig spielt hierbei eine zweite Absurdität hinein: die Existenz der Schuldenbremse, bei der deren Verfechter fälschlicherweise Staatsanleihen mit privatwirtschaftlichen Schulden gleichsetzen. 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yellow\nid:: 6913136f-6b8e-488f-8f71-9969ff69c1d5",536877465]],["^15",[6216,"^O","^1@",536877465]],["^15",[6216,"^@",false,536877465]],["^15",[6216,"^F",6215,536877465]],["^15",[6216,"^X",6210,536877465]],["^15",[6216,"^V",6210,536877465]],["^15",[6216,"^U",6210,536877466]],["^15",[6216,"^?",["^ ","^18","annotation","^3@",1,"^3A","yellow","^1;","6913136f-6b8e-488f-8f71-9969ff69c1d5"],536877465]],["^15",[6216,"^J",["^14",["^18","^3@","^3A","^1;"]],536877465]],["^15",[6216,"^4",["^ ","^18","annotation","^3@","1","^3A","yellow","^1;","6913136f-6b8e-488f-8f71-9969ff69c1d5"],536877465]],["^15",[6216,"^;","~u6913136f-6b8e-488f-8f71-9969ff69c1d5",536877465]],["^15",[6217,"^12",2,536877470]],["^15",[6218,"^Q","logseq.order-list-type:: number\n",536878081]],["^15",[6218,"^O","^1@",536877474]],["^15",[6218,"^F",6089,536877481]],["^15",[6218,"^X",713,536877474]],["^15",[6218,"^V",718,536877481]],["^15",[6218,"^U",713,536877475]],["^15",[6218,"^?",["^ ","^3B","number"],536878081]],["^15",[6218,"^J",["^14",["^3B"]],536878081]],["^15",[6218,"^4",["^ ","^3B","number"],536878081]],["^15",[6218,"^;","~u69131f11-9eb1-4bb8-bfb5-814c6abf5d49",536877474]],["^15",[6219,"^Q","_in school_ (bowing morning routine as teacher) -> underfunded, repurposed church, uses violence as punishment -> student fear teacher (Grant buy material for them, is dedicated, cares?)",536877703]],["^15",[6219,"^O","^1@",536877484]],["^15",[6219,"^F",6218,536877484]],["^15",[6219,"^X",713,536877484]],["^15",[6219,"^V",6218,536877490]],["^15",[6219,"^U",713,536878082]],["^15",[6219,"^?",["^ "],536877703]],["^15",[6219,"^;","~u69131f16-6af9-43b7-b5ef-4457be594021",536877484]],["^15",[6220,"^Q","6 Month teaching in a year, while students are not needed in fields",536877667]],["^15",[6220,"^O","^1@",536877511]],["^15",[6220,"^F",6219,536877711]],["^15",[6220,"^X",713,536877511]],["^15",[6220,"^V",6218,536877511]],["^15",[6220,"^U",713,536878082]],["^15",[6220,"^?",["^ "],536877667]],["^15",[6220,"^;","~u69131fa1-4874-42df-b7d9-6405a9ba72f0",536877511]],["^15",[6221,"^Q","upper class students mus help teach lower class, only 1 class for all ages",536877597]],["^15",[6221,"^O","^1@",536877569]],["^15",[6221,"^F",6220,536877569]],["^15",[6221,"^X",713,536877569]],["^15",[6221,"^V",6218,536877569]],["^15",[6221,"^U",713,536878082]],["^15",[6221,"^?",["^ "],536877597]],["^15",[6221,"^;","~u6913201f-13aa-4d98-a27f-090fe44e20f1",536877569]],["^15",[6222,"^Q","Aunt avoided Grant",536877706]],["^15",[6222,"^O","^1@",536877598]],["^15",[6222,"^F",6221,536877598]],["^15",[6222,"^X",713,536877598]],["^15",[6222,"^V",6218,536877598]],["^15",[6222,"^U",713,536878082]],["^15",[6222,"^?",["^ "],536877706]],["^15",[6222,"^;","~u6913203c-212d-40b6-9064-c288be88aea9",536877598]],["^15",[6224,"^Q","---",536877737]],["^15",[6224,"^O","^1@",536877633]],["^15",[6224,"^F",6222,536877706]],["^15",[6224,"^X",713,536877633]],["^15",[6224,"^V",6218,536877633]],["^15",[6224,"^U",713,536878082]],["^15",[6224,"^?",["^ "],536877737]],["^15",[6224,"^;","~u691320a5-9a7a-4014-8093-58d704ee532d",536877633]],["^15",[6225,"^Q","serious, direct, unfiltered",536877734]],["^15",[6225,"^O","^1@",536877709]],["^15",[6225,"^F",6219,536877709]],["^15",[6225,"^X",713,536877709]],["^15",[6225,"^V",6219,536877711]],["^15",[6225,"^U",713,536878082]],["^15",[6225,"^?",["^ "],536877734]],["^15",[6225,"^;","~u6913221f-5286-4dbc-ac64-58f72ec4ade4",536877709]],["^15",[6226,"^Q","Mr. Freowl, carpenter (tool constructor) -> Greatly Respects Grant",536877783]],["^15",[6226,"^O","^1@",536877737]],["^15",[6226,"^F",6224,536877737]],["^15",[6226,"^X",713,536877737]],["^15",[6226,"^V",6218,536877737]],["^15",[6226,"^U",713,536878082]],["^15",[6226,"^?",["^ "],536877783]],["^15",[6226,"^;","~u6913225f-b134-4bdc-8804-ed3d4e753d33",536877737]],["^15",[6227,"^Q","informs that Mr. Honery wants to see him",536877799]],["^15",[6227,"^O","^1@",536877786]],["^15",[6227,"^F",6226,536877786]],["^15",[6227,"^X",713,536877786]],["^15",[6227,"^V",6226,536877802]],["^15",[6227,"^U",713,536878082]],["^15",[6227,"^?",["^ "],536877799]],["^15",[6227,"^;","~u6913229e-6874-49f6-9fae-33d91b4c689e",536877786]],["^15",[6229,"^Q","logseq.order-list-type:: number\n",536878085]],["^15",[6229,"^O","^1@",536877812]],["^15",[6229,"^F",6218,536877815]],["^15",[6229,"^X",713,536877812]],["^15",[6229,"^V",718,536877815]],["^15",[6229,"^U",713,536877813]],["^15",[6229,"^?",["^ ","^3B","number"],536878085]],["^15",[6229,"^J",["^14",["^3B"]],536878085]],["^15",[6229,"^4",["^ ","^3B","number"],536878085]],["^15",[6229,"^;","~u691322b9-8c78-4025-a91c-8ba7137aa9dd",536877812]],["^15",[6230,"^Q","_at Mr. Honerys home_; Ines sceptily that Grant can turn Jefferson a man",536877875]],["^15",[6230,"^O","^1@",536877820]],["^15",[6230,"^F",6229,536877820]],["^15",[6230,"^X",713,536877820]],["^15",[6230,"^V",6229,536877824]],["^15",[6230,"^U",713,536878086]],["^15",[6230,"^?",["^ "],536877875]],["^15",[6230,"^;","~u691322bb-728c-458a-aff3-7747ce44d14b",536877820]],["^15",[6231,"^Q","let waiting long; Shows Mr.Honerys power abuse",536877924]],["^15",[6231,"^O","^1@",536877878]],["^15",[6231,"^F",6230,536877878]],["^15",[6231,"^X",713,536877878]],["^15",[6231,"^V",6230,536877899]],["^15",[6231,"^U",713,536878086]],["^15",[6231,"^?",["^ "],536877924]],["^15",[6231,"^;","~u6913231d-07a5-433d-bda1-984a31dcf3de",536877878]],["^15",[6232,"^Q","Ms. Eadner (lives on Plantage) sad that Aunt not visiting",536877943]],["^15",[6232,"^O","^1@",536877902]],["^15",[6232,"^F",6230,536877904]],["^15",[6232,"^X",713,536877902]],["^15",[6232,"^V",6229,536877904]],["^15",[6232,"^U",713,536878086]],["^15",[6232,"^?",["^ "],536877943]],["^15",[6232,"^;","~u69132376-7b69-49e1-996e-9e85cb45c28a",536877902]],["^15",[6234,"^Q","Sherif (Sam Gridney) against it, sill lets Grant see him",536878014]],["^15",[6234,"^O","^1@",536877956]],["^15",[6234,"^F",6232,536877956]],["^15",[6234,"^X",713,536877956]],["^15",[6234,"^V",6229,536877956]],["^15",[6234,"^U",713,536878086]],["^15",[6234,"^?",["^ "],536878014]],["^15",[6234,"^;","~u6913251a-c502-40e4-b8c2-df7624ae8218",536877956]],["^15",[6235,"^Q","\"Act like Teacher or act like N... like he is supposed to\"",536877998]],["^15",[6235,"^O","^1@",536877972]],["^15",[6235,"^F",6234,536877972]],["^15",[6235,"^X",713,536877972]],["^15",[6235,"^V",6229,536877972]],["^15",[6235,"^U",713,536878086]],["^15",[6235,"^?",["^ "],536877998]],["^15",[6235,"^;","~u69132597-87f4-49a5-98ef-bb9745fae255",536877972]],["^15",[6236,"^Q","Further power abuse, Sherif knows about the situation, still requires Greg to explain -> wording to \"smart\" -> rasist",536878074]],["^15",[6236,"^O","^1@",536878001]],["^15",[6236,"^F",6235,536878001]],["^15",[6236,"^X",713,536878001]],["^15",[6236,"^V",6229,536878001]],["^15",[6236,"^U",713,536878086]],["^15",[6236,"^?",["^ "],536878074]],["^15",[6236,"^;","~u691325b4-10ad-4ab6-8791-1b91d046c26c",536878001]],["^15",[6237,"^Q","",536878077]],["^15",[6237,"^O","^1@",536878077]],["^15",[6237,"^F",6236,536878077]],["^15",[6237,"^X",713,536878077]],["^15",[6237,"^V",6229,536878077]],["^15",[6237,"^U",713,536878086]],["^15",[6237,"^?",["^ "],536878077]],["^15",[6237,"^;","~u6913261a-24c9-4ea6-a505-ce944f3538fb",536878077]],["^15",[6238,"^12",2,536878090]],["^15",[6239,"^12",2,536878097]],["^15",[6240,"^Q","### Mandate of Palestine, British colony",536878102]],["^15",[6240,"^O","^1@",536878102]],["^15",[6240,"^F",5378,536878102]],["^15",[6240,"^X",2065,536878102]],["^15",[6240,"^V",2065,536878102]],["^15",[6240,"^U",2065,536878102]],["^15",[6240,"^?",["^ ","^37",3],536879753]],["^15",[6240,"^J",[],536879753]],["^15",[6240,"^;","~u6915d088-c243-44bc-a743-5b1204a4be3a",536878102]],["^15",[6243,"^Q","https://crm.linksjugend-solid.de",536878105]],["^15",[6243,"^O","^1@",536878105]],["^15",[6243,"^F",6249,536878105]],["^15",[6243,"^X",4108,536878105]],["^15",[6243,"^V",6249,536878105]],["^15",[6243,"^U",4108,536878105]],["^15",[6243,"^;","~u6915d088-407e-4622-8b34-dcb411526669",536878105]],["^15",[6244,"^Q","Bremen Kontakte: LV & Newsletter",536878105]],["^15",[6244,"^O","^1@",536878105]],["^15",[6244,"^F",6243,536878105]],["^15",[6244,"^X",4108,536878105]],["^15",[6244,"^V",6249,536878105]],["^15",[6244,"^U",4108,536878105]],["^15",[6244,"^;","~u6915d088-8485-445b-9f59-03712e6d7933",536878105]],["^15",[6245,"^Q","in newsletter auch PdL mitglieder",536878105]],["^15",[6245,"^O","^1@",536878105]],["^15",[6245,"^F",6244,536878105]],["^15",[6245,"^X",4108,536878105]],["^15",[6245,"^V",6244,536878105]],["^15",[6245,"^U",4108,536878105]],["^15",[6245,"^;","~u6915d088-9d9c-4635-89c8-9c2a3f547c2f",536878105]],["^15",[6246,"^Q","Aktuelle Mitglieder 176",536878105]],["^15",[6246,"^O","^1@",536878105]],["^15",[6246,"^F",6248,536878105]],["^15",[6246,"^X",4108,536878105]],["^15",[6246,"^V",4108,536878105]],["^15",[6246,"^U",4108,536878105]],["^15",[6246,"^;","~u6915d088-1a47-46ff-9cc6-e0cda99b79c0",536878105]],["^15",[6247,"^Q","Abbestell bekommen keine mails, auch wenn an Newsletter verschickt -> Temporaere globale abberstellgruppe fuer dynamische gruppen",536878105]],["^15",[6247,"^O","^1@",536878105]],["^15",[6247,"^F",6244,536878105]],["^15",[6247,"^X",4108,536878105]],["^15",[6247,"^V",6249,536878105]],["^15",[6247,"^U",4108,536878105]],["^15",[6247,"^;","~u6915d088-680e-48c4-8cfd-668ed36268a4",536878105]],["^15",[6248,"^Q","Budnesland bezirk automatisch eingefuegt, Adresszusatz fuer Verbandasstrukturen und API",536878105]],["^15",[6248,"^O","^1@",536878105]],["^15",[6248,"^F",6249,536878105]],["^15",[6248,"^X",4108,536878105]],["^15",[6248,"^V",4108,536878105]],["^15",[6248,"^U",4108,536878105]],["^15",[6248,"^;","~u6915d088-89aa-490c-8f07-45791484338c",536878105]],["^15",[6249,"^Q","## Mitgliederdatenbank",536878105]],["^15",[6249,"^O","^1@",536878105]],["^15",[6249,"^F",4141,536878105]],["^15",[6249,"^X",4108,536878105]],["^15",[6249,"^V",4108,536878105]],["^15",[6249,"^U",4108,536878105]],["^15",[6249,"^?",["^ 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Sie ist Mahnend nach Vorbereitung wie auch zwingend nach Experimenten zugleich.",536879799]],["^15",[6364,"^O","^1@",536879799]],["^15",[6364,"^F",6363,536879799]],["^15",[6364,"^X",6360,536879799]],["^15",[6364,"^V",6363,536879799]],["^15",[6364,"^U",6360,536879816]],["^15",[6364,"^;","~u691ad02e-5473-44d8-94c9-daa1158c7c74",536879799]],["^15",[6365,"^Q","",536879799]],["^15",[6365,"^O","^1@",536879799]],["^15",[6365,"^F",6363,536879799]],["^15",[6365,"^X",6360,536879799]],["^15",[6365,"^V",6362,536879799]],["^15",[6365,"^U",6360,536879816]],["^15",[6365,"^;","~u691ad02e-a85f-4ed3-9f8d-b45bfd9678d2",536879799]],["^15",[6366,"^Q","",536879799]],["^15",[6366,"^O","^1@",536879799]],["^15",[6366,"^F",6365,536879799]],["^15",[6366,"^X",6360,536879799]],["^15",[6366,"^V",6365,536879799]],["^15",[6366,"^U",6360,536879816]],["^15",[6366,"^;","~u691ad02e-49b9-4fcf-999e-cbb5b662ecd9",536879799]],["^15",[6367,"^Q",".. gescheiterter Mensch...",536879799]],["^15",[6367,"^O","^1@",536879799]],["^15",[6367,"^F",6366,536879799]],["^15",[6367,"^X",6360,536879799]],["^15",[6367,"^V",6366,536879799]],["^15",[6367,"^U",6360,536879816]],["^15",[6367,"^;","~u691ad02e-e325-4dd0-bf31-6774491ae31e",536879799]],["^15",[6368,"^Q","Das Zitat setzt auf ungenauigkeit so kann, jeder eine Subjektive annahme aufstellen und sich entsprechen angesprochen fühlen oder nicht. Dadurch ist es verwendbar als rechtfertigungsgrund für und gegen reisen von menschen die mit sich selbst zufrieden oder von der Geselltwirkt es Rechtfrschaft als Gescheitert laibelliert werden.",536879799]],["^15",[6368,"^O","^1@",536879799]],["^15",[6368,"^F",6367,536879799]],["^15",[6368,"^X",6360,536879799]],["^15",[6368,"^V",6366,536879799]],["^15",[6368,"^U",6360,536879816]],["^15",[6368,"^;","~u691ad02e-22b7-4af4-bb42-32328882d54d",536879799]],["^15",[6369,"^Q","\n\n---",536879799]],["^15",[6369,"^O","^1@",536879799]],["^15",[6369,"^F",6368,536879799]],["^15",[6369,"^X",6360,536879799]],["^15",[6369,"^V",6366,536879799]],["^15",[6369,"^U",6360,536879816]],["^15",[6369,"^;","~u691ad02e-81fd-4ddc-89ae-e06f3ce7cbd4",536879799]],["^15",[6370,"^Q","reisen Bildet: Austausch mit der Kultur",536879799]],["^15",[6370,"^O","^1@",536879799]],["^15",[6370,"^F",6369,536879799]],["^15",[6370,"^X",6360,536879799]],["^15",[6370,"^V",6366,536879799]],["^15",[6370,"^U",6360,536879816]],["^15",[6370,"^;","~u691ad02e-99dd-41ea-9172-f269bc881d0e",536879799]],["^15",[6371,"^Q","Philophischer Affekt der Inneren Findung",536879799]],["^15",[6371,"^O","^1@",536879799]],["^15",[6371,"^F",6370,536879799]],["^15",[6371,"^X",6360,536879799]],["^15",[6371,"^V",6366,536879799]],["^15",[6371,"^U",6360,536879816]],["^15",[6371,"^;","~u691ad02e-fe19-450c-9409-83e94191b605",536879799]],["^15",[6372,"^Q","",536879799]],["^15",[6372,"^O","^1@",536879799]],["^15",[6372,"^F",6366,536879799]],["^15",[6372,"^X",6360,536879799]],["^15",[6372,"^V",6365,536879799]],["^15",[6372,"^U",6360,536879816]],["^15",[6372,"^;","~u691ad02e-8350-4bcd-a7d9-6aa8f85d54c9",536879799]],["^15",[6373,"^Q","Zeitgenössische version:",536879799]],["^15",[6373,"^O","^1@",536879799]],["^15",[6373,"^F",6372,536879799]],["^15",[6373,"^X",6360,536879799]],["^15",[6373,"^V",6372,536879799]],["^15",[6373,"^U",6360,536879816]],["^15",[6373,"^;","~u691ad02e-3bc9-4c72-825d-b9052f429577",536879799]],["^15",[6374,"^Q","Der Satz, als Aufforderung will Reisenden belehren mit entsprechenden Respekt zu Kultur und fremden Lebensweisen an die Menschen in ihrer Heimat heranzutreten und besondere Dankbarkeit zu zeigen dafür das man selbst die Ressourcen derer die dafür Arbeiteten, derer die es ihrs nenne, wenn gleich auch gegen Entlohnung, in Anspruch zu nehmen.",536879799]],["^15",[6374,"^O","^1@",536879799]],["^15",[6374,"^F",6373,536879799]],["^15",[6374,"^X",6360,536879799]],["^15",[6374,"^V",6372,536879799]],["^15",[6374,"^U",6360,536879816]],["^15",[6374,"^;","~u691ad02e-30f6-4e2b-a315-1c20fc9f4ce9",536879799]],["^15",[6375,"^Q","\n\n---",536879799]],["^15",[6375,"^O","^1@",536879799]],["^15",[6375,"^F",6374,536879799]],["^15",[6375,"^X",6360,536879799]],["^15",[6375,"^V",6372,536879799]],["^15",[6375,"^U",6360,536879816]],["^15",[6375,"^;","~u691ad02e-9877-4ae1-8cb8-21c3d0d471d4",536879799]],["^15",[6376,"^Q","Interesse und Bereitschaft zu lernen",536879799]],["^15",[6376,"^O","^1@",536879799]],["^15",[6376,"^F",6375,536879799]],["^15",[6376,"^X",6360,536879799]],["^15",[6376,"^V",6372,536879799]],["^15",[6376,"^U",6360,536879816]],["^15",[6376,"^;","~u691ad02e-57e7-4d91-b4e8-b89afc2d8f7e",536879799]],["^15",[6377,"^Q","",536879799]],["^15",[6377,"^O","^1@",536879799]],["^15",[6377,"^F",6372,536879799]],["^15",[6377,"^X",6360,536879799]],["^15",[6377,"^V",6365,536879799]],["^15",[6377,"^U",6360,536879816]],["^15",[6377,"^;","~u691ad02e-a228-4a3f-b15c-16293c11c378",536879799]],["^15",[6378,"^Q","Es wird auf den unterschied zwischen dem Kommerziellen, Effizienzorientierungen Reisen und dem legeren Reisen hingewiesen und somit suggeriert, das ein weniger energiegeladene, oder getakteter Ablauf der Reise durchaus einen tieferen einblick in die Umwelt und sich selbst in dieser erlaubt.",536879799]],["^15",[6378,"^O","^1@",536879799]],["^15",[6378,"^F",6377,536879799]],["^15",[6378,"^X",6360,536879799]],["^15",[6378,"^V",6377,536879799]],["^15",[6378,"^U",6360,536879816]],["^15",[6378,"^;","~u691ad02e-37e7-4a43-a5d8-594da3f28208",536879799]],["^15",[6379,"^Q","",536879799]],["^15",[6379,"^O","^1@",536879799]],["^15",[6379,"^F",6377,536879799]],["^15",[6379,"^X",6360,536879799]],["^15",[6379,"^V",6365,536879799]],["^15",[6379,"^U",6360,536879816]],["^15",[6379,"^;","~u691ad02e-d5b6-409e-8f2d-da4d65227c84",536879799]],["^15",[6380,"^Q","In Referenz an den Kapitalistischen Massentrourissmus aspielend bezieht sich das Zitat auf die einerseits physische Zerstörung fremden Kulturguts durch Rücksictsloses verhalten Reisender wie auch auf das zerstören einer Traditionellen Athmosphäre durch die Kommerzialiserung und schiere Masse an Touristen. Dies betrifft grade die dort Lebenden Personen stark.",536879799]],["^15",[6380,"^O","^1@",536879799]],["^15",[6380,"^F",6379,536879799]],["^15",[6380,"^X",6360,536879799]],["^15",[6380,"^V",6379,536879799]],["^15",[6380,"^U",6360,536879816]],["^15",[6380,"^;","~u691ad02e-40ba-4ca0-8831-798d53ed79a3",536879799]],["^15",[6381,"^Q","\n\n---",536879799]],["^15",[6381,"^O","^1@",536879799]],["^15",[6381,"^F",6380,536879799]],["^15",[6381,"^X",6360,536879799]],["^15",[6381,"^V",6379,536879799]],["^15",[6381,"^U",6360,536879816]],["^15",[6381,"^;","~u691ad02e-d37d-40f0-a375-aec6e19e9dd3",536879799]],["^15",[6382,"^Q","Massentourismus mehr problem als der einzelne Mensch",536879799]],["^15",[6382,"^O","^1@",536879799]],["^15",[6382,"^F",6381,536879799]],["^15",[6382,"^X",6360,536879799]],["^15",[6382,"^V",6379,536879799]],["^15",[6382,"^U",6360,536879816]],["^15",[6382,"^;","~u691ad02e-7b7a-4f09-ab3f-0b76b0b52b09",536879799]],["^15",[6383,"^Q","",536879799]],["^15",[6383,"^O","^1@",536879799]],["^15",[6383,"^F",6365,536879799]],["^15",[6383,"^X",6360,536879799]],["^15",[6383,"^V",6362,536879799]],["^15",[6383,"^U",6360,536879816]],["^15",[6383,"^;","~u691ad02e-ea99-4edd-949f-99bf34b6f4d1",536879799]],["^15",[6384,"^Q","Wie Theodor Heuss in seinem Zitat bereits beschrieb bezeichnet Wandern und davon abgehend in verkürzter Zeitlicher dauer Lustwandlern (heute: Spazieren gehen) sich eher auf ein Wiederverbindung mit sich selbst und der Natur während des Weges. Reisen zielt darauf ab einen Bestimmten Ort zu erreichen und eine Aktion, sei sie Kommerziell oder Persönlicher Natur dort durchzuführen. \"Der weg ist das Ziel\" beim Wandern, daher Ort bietet die Möglichkeit der Erreichung des Ziels beim Reisen.",536879799]],["^15",[6384,"^O","^1@",536879799]],["^15",[6384,"^F",6383,536879799]],["^15",[6384,"^X",6360,536879799]],["^15",[6384,"^V",6383,536879799]],["^15",[6384,"^U",6360,536879816]],["^15",[6384,"^;","~u691ad02e-6b40-4296-a26c-a8c9657baffe",536879799]],["^15",[6385,"^3","index:: 4\n\n- tags::\n- references::\n- ## Meta\n\t- **Notes:**\n\t background-color:: red\n\t\t- {{query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[School/Deu/Reise Lyrik/Wandern und Reisen]]) (namespace [[School/Deu/Reise Lyrik/Wandern und Reisen]])))}}\n\t\t query-sort-by:: block\n\t\t query-table:: true\n\t\t query-sort-desc:: true\n\t- **Slides:**\n\t background-color:: green\n\t\t- {{query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/Deu/Reise Lyrik/Wandern und Reisen]]) (namespace [[School/Deu/Reise Lyrik/Wandern und Reisen]])))}}\n\t- **Summery**:\n\t background-color:: blue\n\t\t-\n- ---\n\t-\n\t- [006 Wanderlust_Reisesehnsucht_Reisefrust.pdf](file:///nix/store/iqk6vl37hrh175270g9pzxj3p0mns85m-logseq-0.10.12/share/logseq/resources/assets/006_Wanderlust_Reisesehnsucht_Reisefrust_1763111813280_0.pdf)\n\t\t-\n\t\t\t- Ungewissheit auch im Bezug zu Reisen ist eine unvermeidlicher Aspekt, gleichzeitiger Antrieb neues zu entdecken, den Horizont zu erweitern und wissen, divers anwendbar, zu erlangen, wie auch hemmende Kraft vor gefahren und Unwohlsein. Sie ist Mahnend nach Vorbereitung wie auch zwingend nach Experimenten zugleich.\n\t\t-\n\t\t\t-\n\t\t\t\t- .. gescheiterter Mensch...\n\t\t\t\t- Das Zitat setzt auf ungenauigkeit so kann, jeder eine Subjektive annahme aufstellen und sich entsprechen angesprochen fühlen oder nicht. Dadurch ist es verwendbar als rechtfertigungsgrund für und gegen reisen von menschen die mit sich selbst zufrieden oder von der Geselltwirkt es Rechtfrschaft als Gescheitert laibelliert werden.\n\t\t\t\t- ---\n\t\t\t\t- reisen Bildet: Austausch mit der Kultur\n\t\t\t\t- Philophischer Affekt der Inneren Findung\n\t\t\t-\n\t\t\t\t- Zeitgenössische version:\n\t\t\t\t- Der Satz, als Aufforderung will Reisenden belehren mit entsprechenden Respekt zu Kultur und fremden Lebensweisen an die Menschen in ihrer Heimat heranzutreten und besondere Dankbarkeit zu zeigen dafür das man selbst die Ressourcen derer die dafür Arbeiteten, derer die es ihrs nenne, wenn gleich auch gegen Entlohnung, in Anspruch zu nehmen.\n\t\t\t\t- ---\n\t\t\t\t- Interesse und Bereitschaft zu lernen\n\t\t\t-\n\t\t\t\t- Es wird auf den unterschied zwischen dem Kommerziellen, Effizienzorientierungen Reisen und dem legeren Reisen hingewiesen und somit suggeriert, das ein weniger energiegeladene, oder getakteter Ablauf der Reise durchaus einen tieferen einblick in die Umwelt und sich selbst in dieser erlaubt.\n\t\t\t-\n\t\t\t\t- In Referenz an den Kapitalistischen Massentrourissmus aspielend bezieht sich das Zitat auf die einerseits physische Zerstörung fremden Kulturguts durch Rücksictsloses verhalten Reisender wie auch auf das zerstören einer Traditionellen Athmosphäre durch die Kommerzialiserung und schiere Masse an Touristen. Dies betrifft grade die dort Lebenden Personen stark.\n\t\t\t\t- ---\n\t\t\t\t- Massentourismus mehr problem als der einzelne Mensch\n\t\t-\n\t\t\t- Wie Theodor Heuss in seinem Zitat bereits beschrieb bezeichnet Wandern und davon abgehend in verkürzter Zeitlicher dauer Lustwandlern (heute: Spazieren gehen) sich eher auf ein Wiederverbindung mit sich selbst und der Natur während des Weges. Reisen zielt darauf ab einen Bestimmten Ort zu erreichen und eine Aktion, sei sie Kommerziell oder Persönlicher Natur dort durchzuführen. \"Der weg ist das Ziel\" beim Wandern, daher Ort bietet die Möglichkeit der Erreichung des Ziels beim Reisen.",536879821]],["^15",[6385,"^3?","~m1763364935965",536879820]],["^15",[6385,"^Z","pages/School___Deu___Reise Lyrik___Wandern und Reisen.md",536879801]],["^15",[6387,"^Q","tags::",536879804]],["^15",[6387,"^O","^1@",536879804]],["^15",[6387,"^F",6361,536879819]],["^15",[6387,"^X",6360,536879804]],["^15",[6387,"^V",6360,536879815]],["^15",[6387,"^U",6360,536879809]],["^15",[6387,"^?",["^ ","^3D",""],536879819]],["^15",[6387,"^J",["^14",["^3D"]],536879819]],["^15",[6387,"^4",["^ 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bee",536880248]],["^15",[6411,"^O","^1@",536880248]],["^15",[6411,"^F",6566,536881942]],["^15",[6411,"^X",401,536880248]],["^15",[6411,"^V",6566,536881942]],["^15",[6411,"^U",401,536880248]],["^15",[6411,"^;","~u691ad41c-a18a-4b4d-8083-7bcd027be720",536880248]],["^15",[6412,"^Q","https://nextcloud.urmel.duckdns.org/apps/dashboard/\nhttps://www.amazon.de/Armb%C3%A4nder-Glasperlen-Auff%C3%A4deln-Feiertage-Geburtstage/dp/B0CDC6JF1V?xpid=hQjZk6dqOR0Ai&th=1\nhttps://www.amazon.de/DIYDEC-Bastelperlen-Auff%C3%A4deln-Schmuckherstellung-Halsketten/dp/B0CCJBCMTH?th=1\nhttps://www.amazon.de/SUNNYCLUE-Undurchsichtige-Bastelperlen-Haarflechtperlen-Schmuckherstellung/dp/B0CQK15WJ4/257-2980196-5521702?th=1\nhttps://www.amazon.de/CoKeeSun-Armb%C3%A4nder-Bastelperlen-Schmuckfaden-Halsketten/dp/B0C6LJXH6Z?xpid=hQjZk6dqOR0Ai\nhttps://www.amazon.de/Kurtzy-Farbiges-Quadrat-Perlen-Buchstaben/dp/B017X0VLD4?xpid=hQjZk6dqOR0Ai",536880248]],["^15",[6412,"^O","^1@",536880248]],["^15",[6412,"^F",6343,536880248]],["^15",[6412,"^X",401,536880248]],["^15",[6412,"^V",5816,536880248]],["^15",[6412,"^U",401,536880248]],["^15",[6412,"^;","~u691ad41c-d534-4a42-88d3-3c8fdba5c1a3",536880248]],["^15",[6413,"^Q","",536880251]],["^15",[6413,"^O","^1@",536880251]],["^15",[6413,"^F",6422,536880251]],["^15",[6413,"^X",4360,536880251]],["^15",[6413,"^V",4360,536880251]],["^15",[6413,"^U",4360,536880251]],["^15",[6413,"^;","~u691ad41d-e740-4f1c-870e-e3279358d1d7",536880251]],["^15",[6414,"^Q","echo \"/opt/rocm-7.1.0/lib/libhipblas.so.2\" | sudo tee /etc/ld.so.conf.d/libhipblas.conf",536880251]],["^15",[6414,"^O","^1@",536880251]],["^15",[6414,"^F",6418,536880251]],["^15",[6414,"^X",4360,536880251]],["^15",[6414,"^V",6422,536880251]],["^15",[6414,"^U",4360,536880251]],["^15",[6414,"^;","~u691ad41d-ae01-4875-8765-5d6c450a0391",536880251]],["^15",[6415,"^Q","echo \"/opt/rocm-7.1.0/lib/llvm/lib\" | sudo tee /etc/ld.so.conf.d/rocm-omp.conf",536880251]],["^15",[6415,"^O","^1@",536880251]],["^15",[6415,"^F",6422,536880251]],["^15",[6415,"^X",4360,536880251]],["^15",[6415,"^V",6422,536880251]],["^15",[6415,"^U",4360,536880251]],["^15",[6415,"^;","~u691ad41d-77dd-414c-b527-b7020425bc67",536880251]],["^15",[6416,"^Q","echo \"/opt/rocm-7.1.0/lib/libamdhip64.so.6\" | sudo tee /etc/ld.so.conf.d/libhipblas.conf",536880251]],["^15",[6416,"^O","^1@",536880251]],["^15",[6416,"^F",6417,536880251]],["^15",[6416,"^X",4360,536880251]],["^15",[6416,"^V",6422,536880251]],["^15",[6416,"^U",4360,536880251]],["^15",[6416,"^;","~u691ad41d-7bd9-4a6c-b4c7-ee15f52e5613",536880251]],["^15",[6417,"^Q","echo \"/opt/rocm-7.1.0/lib/librocblas.so.4\" | sudo tee /etc/ld.so.conf.d/libhipblas.conf",536880251]],["^15",[6417,"^O","^1@",536880251]],["^15",[6417,"^F",6414,536880251]],["^15",[6417,"^X",4360,536880251]],["^15",[6417,"^V",6422,536880251]],["^15",[6417,"^U",4360,536880251]],["^15",[6417,"^;","~u691ad41d-a461-4929-8f00-31683ba30c36",536880251]],["^15",[6418,"^Q","echo \"/opt/rocm-7.1.0/lib/libhipblas.so\" | sudo tee /etc/ld.so.conf.d/libhipblas.conf",536880251]],["^15",[6418,"^O","^1@",536880251]],["^15",[6418,"^F",6419,536880251]],["^15",[6418,"^X",4360,536880251]],["^15",[6418,"^V",6422,536880251]],["^15",[6418,"^U",4360,536880251]],["^15",[6418,"^;","~u691ad41d-8ffe-47b9-8494-8719fc41bb93",536880251]],["^15",[6419,"^Q","export LD_LIBRARY_PATH=\"/opt/rocm-7.1.0/lib/libamdhip64.so.6:/opt/rocm-7.1.0/lib/librocblas.so.4:/opt/rocm-7.1.0/lib/libhipblas.so.2:/opt/rocm-7.1.0/lib/libhipblas.so:/opt/rocm-7.1.0/lib/llvm/lib:${LD_LIBRARY_PATH}\"",536880251]],["^15",[6419,"^O","^1@",536880251]],["^15",[6419,"^F",6415,536880251]],["^15",[6419,"^X",4360,536880251]],["^15",[6419,"^V",6422,536880251]],["^15",[6419,"^U",4360,536880251]],["^15",[6419,"^;","~u691ad41d-7368-4ba6-96b9-5102dac367f4",536880251]],["^15",[6420,"^Q","ROM",536880251]],["^15",[6420,"^O","^1@",536880251]],["^15",[6420,"^F",5799,536880251]],["^15",[6420,"^X",4360,536880251]],["^15",[6420,"^V",4360,536880251]],["^15",[6420,"^U",4360,536880251]],["^15",[6420,"^;","~u691ad41d-6523-4ce2-b99e-ad259489884d",536880251]],["^15",[6421,"^Q","~`sudo amd-smi set -l HIGH`\n`sudo rocm-smi --setperflevel high`\n`sudo amd-smi set -o 29` # 15",536880251]],["^15",[6421,"^O","^1@",536880251]],["^15",[6421,"^F",6420,536880251]],["^15",[6421,"^X",4360,536880251]],["^15",[6421,"^V",6420,536880251]],["^15",[6421,"^U",4360,536880251]],["^15",[6421,"^;","~u691ad41d-6600-4afa-bcbd-6f8a32f44898",536880251]],["^15",[6422,"^Q","",536880251]],["^15",[6422,"^O","^1@",536880251]],["^15",[6422,"^F",6420,536880251]],["^15",[6422,"^X",4360,536880251]],["^15",[6422,"^V",4360,536880251]],["^15",[6422,"^U",4360,536880251]],["^15",[6422,"^;","~u691ad41d-923d-40ec-9eed-d3fc5501db94",536880251]],["^15",[6423,"^Q","### LVV",536880264]],["^15",[6423,"^O","^1@",536880257]],["^15",[6423,"^F",4127,536880257]],["^15",[6423,"^X",4108,536880257]],["^15",[6423,"^V",4127,536880257]],["^15",[6423,"^U",4108,536880258]],["^15",[6423,"^?",["^ ","^37",3],536880264]],["^15",[6423,"^J",["^14",[]],536880264]],["^15",[6423,"^;","~u691ad4c2-4d66-4ed3-99d5-91cfdd94cd24",536880257]],["^15",[6424,"^Q","War athmospgäre auf LVV so schlecht, sonst wirk vorschlag mehr possitions indoktrinierend",536880272]],["^15",[6424,"^O","^1@",536880264]],["^15",[6424,"^F",6423,536880264]],["^15",[6424,"^X",4108,536880264]],["^15",[6424,"^V",6423,536880268]],["^15",[6424,"^U",4108,536880265]],["^15",[6424,"^?",["^ "],536880272]],["^15",[6424,"^;","~u691ad4c8-5502-43bb-8b0e-395a620cdcc6",536880264]],["^15",[6425,"^Q","",536880273]],["^15",[6425,"^O","^1@",536880273]],["^15",[6425,"^F",6424,536880273]],["^15",[6425,"^X",4108,536880273]],["^15",[6425,"^V",6423,536880273]],["^15",[6425,"^U",4108,536880274]],["^15",[6425,"^?",["^ "],536880273]],["^15",[6425,"^;","~u691ad4d1-01ba-407c-8244-147ab38eaaba",536880273]],["^15",[6426,"^K",1763366910439,536880286]],["^15",[6426,"^[",6439,536880292]],["^15",[6426,"^O","^1@",536880286]],["^15",[6426,"^@",false,536880286]],["^15",[6426,"^Y","school/deu/reise lyrik/reiselust",536880286]],["^15",[6426,"^A",5633,536880286]],["^15",[6426,"^11","School/Deu/Reise Lyrik/Reiselust",536880286]],["^15",[6426,"^?",["^ 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query-sort-desc:: true\n\t- **Slides:**\n\t background-color:: green\n\t\t- {{query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/Deu/Reise Lyrik/Reiselust]]) (namespace [[School/Deu/Reise Lyrik/Reiselust]])))}}\n\t- **Summery**:\n\t background-color:: blue\n\t\t-\n- ---\n- ![007 Steinfeld_Über die Lust an der Reise.pdf](../assets/007_Steinfeld_Über_die_Lust_an_der_Reise_1763114986097_0.pdf)\n- [[draws/2025-11-14-11-18-21.excalidraw]]\n- 2.\n\t- Ursprung\n\t\t- Wallfahrt -> Weg ist wichtig, doch divers und egal wie müseelig von immer mehr Gangbar\n\t\t- Krieg -> Nutzung Ressourcen der Einheimischen nutzen, teils ausbeuten; Bleiben in der Ferne\n\t\t- Handel -> Verständigung, Berichterstattung, Kennenlernen der Kulturen (wirtschaftlich Touristischen Aspekt)\n\t- Über die zeitlich unbegrenzten Reisen, schreitet die Romantisierung des Ursprünglichen und der Freiheit im 19. Jahrhundert zur Zeitlich begrenzten, durchgeplanten Reise\n- 3.\n\t- Steinfeld weist dem begriff Sehnsucht eine etwas stupide Natur zu. Ein reisender wolle Veränderung und glaube diese durch die Änderung seiner Geographischen Position herbeizuführen. Dabei lässt er alle weitern Aspekte die mit der Veränderung der Position zwangsläufig einhergehen außer acht.\n- 4.\n\t- Seine gedammte Darstellung nach scheint es als betrachte Steinfeld die Welt als statisches Objekt, welches auf jeden und alles gleich reagiert. Er stellt Kreuzfahrten als ultimative Art der Reise dar. Mit nur wenig Zynismus betrachtet er die dabei Fehlenden Interaktionen mit fremden Kulturen, der geschickte anderer Völker und eben die Dynamik die darin liegt eine Welt der menschen zu bereisen und keine grasbedeckte Kugel.",536880471]],["^15",[6439,"^3?","~m1763367299002",536880470]],["^15",[6439,"^Z","pages/School___Deu___Reise Lyrik___Reiselust.md",536880292]],["^15",[6453,"^Q","index:: 5",536880375]],["^15",[6453,"^O","^1@",536880366]],["^15",[6453,"^35",["^36",[]],536880375]],["^15",[6453,"^@",false,536880366]],["^15",[6453,"^F",6426,536880366]],["^15",[6453,"^X",6426,536880366]],["^15",[6453,"^V",6426,536880366]],["^15",[6453,"^U",546,536880372]],["^15",[6453,"^U",6426,536880372]],["^15",[6453,"^:",true,536880375]],["^15",[6453,"^?",["^ ","^1D",5],536880375]],["^15",[6453,"^J",["^14",["^1D"]],536880375]],["^15",[6453,"^4",["^ 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Definition)",536881241]],["^15",[6514,"^O","^1@",536880832]],["^15",[6514,"^@",false,536880832]],["^15",[6514,"^F",6504,536880832]],["^15",[6514,"^X",1245,536880832]],["^15",[6514,"^V",6504,536880832]],["^15",[6514,"^U",1245,536881238]],["^15",[6514,"^?",["^ ","^37",2],536881241]],["^15",[6514,"^J",["^14",[]],536881241]],["^15",[6514,"^;","~u691c3856-4aa5-4005-98ba-91f72d4335c4",536880832]],["^15",[6516,"^Q","Can be difinde **inside the XML File** with ``\n```xml\n // root must contain\n // type of the element is #PCDATA\n\n\n\n]>\n\n Tove\n Jani\n Reminder\n Don't forget me this weekend\n\n```",536881293]],["^15",[6516,"^O","^1@",536880882]],["^15",[6516,"^@",false,536880882]],["^15",[6516,"^F",6521,536881469]],["^15",[6516,"^X",1245,536880882]],["^15",[6516,"^V",6521,536881072]],["^15",[6516,"^U",1245,536881602]],["^15",[6516,"^?",["^ "],536881469]],["^15",[6516,"^;","~u691c38fd-c99f-42d1-ae8d-743a5ac5954f",536880882]],["^15",[6520,"^Q","Can be defined externaly: 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\t'|",536881600]],["^15",[6542,"^O","^1@",536881593]],["^15",[6542,"^@",false,536881593]],["^15",[6542,"^F",6523,536881593]],["^15",[6542,"^X",1245,536881593]],["^15",[6542,"^V",6514,536881593]],["^15",[6542,"^U",1245,536881594]],["^15",[6542,"^?",["^ "],536881600]],["^15",[6542,"^;","~u691c3e62-d6e5-4a8a-a874-119d91446dfe",536881593]],["^15",[6544,"^Q","**attribute-type**\n| Type | Description |\n| ------------ | --------------------------------------------- |\n| CDATA | The value is character data |\n| (a \\| b) | The value must be one from an enumerated list |\n| ID | The value is a unique id |\n| IDREF | The value is the id of another element |\n| IDREFS | The value is a list of other ids |\n| NMTOKEN | The value is a valid XML name |\n| NMTOKENS | The value is a list of valid XML names |\n| ENTITY | The value is an entity |\n| ENTITIES | The value is a list of entities |\n| NOTATION | The value is a name of a notation |\n| xml: | The value is a predefined XML value |",536881710]],["^15",[6544,"^O","^1@",536881619]],["^15",[6544,"^@",false,536881619]],["^15",[6544,"^F",6541,536881619]],["^15",[6544,"^X",1245,536881619]],["^15",[6544,"^V",6541,536881623]],["^15",[6544,"^U",1245,536881737]],["^15",[6544,"^?",["^ "],536881710]],["^15",[6544,"^;","~u691c3e75-d344-4911-b475-e8c9a9cc1aef",536881619]],["^15",[6545,"^Q","**Attribute Values**\n| Value | Explanation |\n| -------------- | ---------------------------------- |\n| `value` | The default value of the attribute |\n| `#REQUIRED` | The attribute is required |\n| `#IMPLIED` | The attribute is optional |\n| `#FIXED value` | The attribute value is fixed |",536881672]],["^15",[6545,"^O","^1@",536881656]],["^15",[6545,"^@",false,536881656]],["^15",[6545,"^F",6544,536881656]],["^15",[6545,"^X",1245,536881656]],["^15",[6545,"^V",6541,536881656]],["^15",[6545,"^U",1245,536881737]],["^15",[6545,"^?",["^ 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a/eggs/logseq/logseq/settings/logseq-plugin-page-export_layouts.json b/eggs/logseq/logseq/settings/logseq-plugin-page-export_layouts.json new file mode 100644 index 0000000..9e26dfe --- /dev/null +++ b/eggs/logseq/logseq/settings/logseq-plugin-page-export_layouts.json @@ -0,0 +1 @@ +{} \ No newline at end of file diff --git a/eggs/logseq/logseq/settings/logseq-toggle-live-query.json b/eggs/logseq/logseq/settings/logseq-toggle-live-query.json index 9e26dfe..c7bc56f 100644 --- a/eggs/logseq/logseq/settings/logseq-toggle-live-query.json +++ b/eggs/logseq/logseq/settings/logseq-toggle-live-query.json @@ -1 +1,3 @@ -{} \ No newline at end of file +{ + "disabled": false +} \ No newline at end of file diff --git a/eggs/logseq/volatileConfigs b/eggs/logseq/volatileConfigs new file mode 100644 index 0000000..e69de29 diff --git a/root-conf/nixos/nixLap/configuration.nix b/root-conf/nixos/nixLap/configuration.nix index 021a335..100c2ff 100644 --- a/root-conf/nixos/nixLap/configuration.nix +++ b/root-conf/nixos/nixLap/configuration.nix @@ -144,6 +144,7 @@ in # Allow unfree packages nixpkgs.config.allowUnfree = true; + programs.kdeconnect.enable = true; # List packages installed in system profile. To search, run: # $ nix search wget @@ -156,7 +157,7 @@ in #background = "${./wallpaper.png}"; #loginBackground = true; }) - + pkgs-unstable.gns3-gui imagemagick docker-compose ] ++ optionalPkgs; diff --git a/root-conf/nixos/shared-conf.nix b/root-conf/nixos/shared-conf.nix index eab1efa..28d6054 100644 --- a/root-conf/nixos/shared-conf.nix +++ b/root-conf/nixos/shared-conf.nix @@ -1,5 +1,10 @@ { config, pkgs, ... }: - +let + # Create a customized version of logseq + logseq-patch = pkgs.logseq.overrideAttrs (oldAttrs: { + electron_27 = pkgs.electron_34; + }); +in { # Set your time zone. time.timeZone = "Europe/Berlin"; @@ -46,6 +51,9 @@ lfs.enable = true; }; + # Allow dynamicly linked executables + programs.nix-ld.enable = true; + # Libvirt programs.virt-manager.enable = true; @@ -96,7 +104,7 @@ nextcloud-client ciscoPacketTracer8 gimp3 - logseq + logseq-patch libreoffice hunspell