diff --git a/eggs/dconfNixMain/user b/eggs/dconfNixMain/user
index 896eb67..01c6c1f 100644
Binary files a/eggs/dconfNixMain/user and b/eggs/dconfNixMain/user differ
diff --git a/eggs/libreoffice/4/user/autocorr/acor_de-DE.dat b/eggs/libreoffice/4/user/autocorr/acor_de-DE.dat
index 06903ea..a02e120 100755
Binary files a/eggs/libreoffice/4/user/autocorr/acor_de-DE.dat and b/eggs/libreoffice/4/user/autocorr/acor_de-DE.dat differ
diff --git a/eggs/libreoffice/4/user/backup/2021-ljs-Musterwahlordnung-LMV.docx.bak b/eggs/libreoffice/4/user/backup/2021-ljs-Musterwahlordnung-LMV.docx.bak
new file mode 100644
index 0000000..abbb151
Binary files /dev/null and b/eggs/libreoffice/4/user/backup/2021-ljs-Musterwahlordnung-LMV.docx.bak differ
diff --git a/eggs/libreoffice/4/user/backup/HK-Urdaten.xls.bak b/eggs/libreoffice/4/user/backup/HK-Urdaten.xls.bak
new file mode 100644
index 0000000..eebaf77
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diff --git a/eggs/libreoffice/4/user/backup/HK-Urdaten.xlsx.bak b/eggs/libreoffice/4/user/backup/HK-Urdaten.xlsx.bak
new file mode 100644
index 0000000..cea0a8f
Binary files /dev/null and b/eggs/libreoffice/4/user/backup/HK-Urdaten.xlsx.bak differ
diff --git a/eggs/libreoffice/4/user/backup/KI Definitionen.odt.bak b/eggs/libreoffice/4/user/backup/KI Definitionen.odt.bak
new file mode 100644
index 0000000..2721a8e
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diff --git a/eggs/libreoffice/4/user/backup/bremerhaven_template.odt.bak b/eggs/libreoffice/4/user/backup/bremerhaven_template.odt.bak
new file mode 100644
index 0000000..4bcb5d5
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diff --git a/eggs/libreoffice/4/user/backup/die_arbeiterfrage.odt.bak b/eggs/libreoffice/4/user/backup/die_arbeiterfrage.odt.bak
new file mode 100644
index 0000000..f11e58f
Binary files /dev/null and b/eggs/libreoffice/4/user/backup/die_arbeiterfrage.odt.bak differ
diff --git a/eggs/libreoffice/4/user/backup/elektrizitaetFormel.odt.bak b/eggs/libreoffice/4/user/backup/elektrizitaetFormel.odt.bak
index 93af339..e2dab2b 100644
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diff --git a/eggs/libreoffice/4/user/backup/flyer_digital.odt.bak b/eggs/libreoffice/4/user/backup/flyer_digital.odt.bak
new file mode 100644
index 0000000..93e7452
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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..0578f48
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diff --git a/eggs/libreoffice/4/user/backup/nach-mitternacht.odt.bak b/eggs/libreoffice/4/user/backup/nach-mitternacht.odt.bak
new file mode 100644
index 0000000..fb318e6
Binary files /dev/null and b/eggs/libreoffice/4/user/backup/nach-mitternacht.odt.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
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index d3a8f0e..3a3d5cd
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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..8e11bf6
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diff --git a/eggs/libreoffice/4/user/backup/protokoll01102025.odt.bak b/eggs/libreoffice/4/user/backup/protokoll01102025.odt.bak
new file mode 100644
index 0000000..835d686
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diff --git a/eggs/libreoffice/4/user/backup/protokollvorlage_bg_bremen_lspr.odt.bak b/eggs/libreoffice/4/user/backup/protokollvorlage_bg_bremen_lspr.odt.bak
new file mode 100644
index 0000000..30786a1
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diff --git a/eggs/libreoffice/4/user/backup/satzung_bremen.odt.bak b/eggs/libreoffice/4/user/backup/satzung_bremen.odt.bak
new file mode 100644
index 0000000..9eca2ef
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diff --git a/eggs/libreoffice/4/user/backup/wahlordnung-LMV.docx.bak b/eggs/libreoffice/4/user/backup/wahlordnung-LMV.docx.bak
new file mode 100644
index 0000000..3885662
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diff --git a/eggs/libreoffice/4/user/basic/Standard/ConditionalShow.xba b/eggs/libreoffice/4/user/basic/Standard/ConditionalShow.xba
new file mode 100644
index 0000000..0233629
--- /dev/null
+++ b/eggs/libreoffice/4/user/basic/Standard/ConditionalShow.xba
@@ -0,0 +1,65 @@
+<?xml version="1.0" encoding="UTF-8"?>
+<!DOCTYPE script:module PUBLIC "-//OpenOffice.org//DTD OfficeDocument 1.0//EN" "module.dtd">
+<script:module xmlns:script="http://openoffice.org/2000/script" script:name="ConditionalShow" script:language="StarBasic" script:moduleType="normal">Sub ShowImageBasedOnValue(oEvent)
+
+    Dim oListBox As Object
+    oListBox = oEvent.Source.Model
+    
+    &apos; Get the selected indices (array, since multi-select is possible)
+    Dim sel() As Long
+    sel = oListBox.SelectedItems
+    
+    If UBound(sel) &gt;= 0 Then
+        Dim idx As Long
+        idx = sel(0)   &apos; take the first selected index
+        
+        &apos; Get the corresponding string
+        Dim selectedValue As String
+        selectedValue = oListBox.StringItemList(idx)
+        
+        &apos;MsgBox &quot;Selected index: &quot; &amp; idx &amp; Chr(10) &amp; &quot;Selected value: &quot; &amp; selectedValue
+        &apos; Define possible values and matching image names
+	    Dim values(1) As String
+	    Dim images(1) As String
+	    
+	    values(0) = &quot;Bremen&quot;
+	    images(0) = &quot;Shape 1&quot;
+	    
+	    values(1) = &quot;Bremerhaven&quot;
+	    images(1) = &quot;Shape 2&quot;
+	    
+	    &apos; Hide all images first
+	    Dim i As Integer
+	    For i = LBound(images) To UBound(images)
+	    	Dim slide As Object
+			Dim shape As Object
+			Dim j As Integer
+			
+			slide = ThisComponent.DrawPages(0)  &apos; first slide, index starts at 0
+			
+			For j = 0 To UBound(images)
+			    &apos; Loop through shapes to find one with the name
+			    For Each shape In slide.Shapes
+			        If shape.Name = images(i) Then
+			            shape.Visible = False
+			        End If
+			    Next
+			Next j
+
+	    Next i
+	    
+	    &apos; Show the one that matches
+	    For i = LBound(values) To UBound(values)
+	        If selectedValue = values(i) Then
+	            ThisComponent.DrawPage.getByName(images(i)).Visible = True
+	            Exit For
+	        End If
+	    Next i
+        
+    Else
+        MsgBox &quot;Nothing selected&quot;
+    End If
+
+End Sub
+
+</script:module>
\ No newline at end of file
diff --git a/eggs/libreoffice/4/user/basic/Standard/Module1.xba b/eggs/libreoffice/4/user/basic/Standard/Module1.xba
index 3424c16..6311a0c 100644
--- a/eggs/libreoffice/4/user/basic/Standard/Module1.xba
+++ b/eggs/libreoffice/4/user/basic/Standard/Module1.xba
@@ -1,24 +1,8 @@
 <?xml version="1.0" encoding="UTF-8"?>
 <!DOCTYPE script:module PUBLIC "-//OpenOffice.org//DTD OfficeDocument 1.0//EN" "module.dtd">
-<!--
- * This file is part of the LibreOffice project.
- *
- * This Source Code Form is subject to the terms of the Mozilla Public
- * License, v. 2.0. If a copy of the MPL was not distributed with this
- * file, You can obtain one at http://mozilla.org/MPL/2.0/.
- *
- * This file incorporates work covered by the following license notice:
- *
- *   Licensed to the Apache Software Foundation (ASF) under one or more
- *   contributor license agreements. See the NOTICE file distributed
- *   with this work for additional information regarding copyright
- *   ownership. The ASF licenses this file to you under the Apache
- *   License, Version 2.0 (the "License"); you may not use this file
- *   except in compliance with the License. You may obtain a copy of
- *   the License at http://www.apache.org/licenses/LICENSE-2.0 .
--->
 <script:module xmlns:script="http://openoffice.org/2000/script" script:name="Module1" script:language="StarBasic">REM  *****  BASIC  *****
 
 Sub Main
 
-End Sub</script:module>
\ No newline at end of file
+End Sub
+</script:module>
\ No newline at end of file
diff --git a/eggs/libreoffice/4/user/basic/Standard/script.xlb b/eggs/libreoffice/4/user/basic/Standard/script.xlb
index 67c9503..261a282 100644
--- a/eggs/libreoffice/4/user/basic/Standard/script.xlb
+++ b/eggs/libreoffice/4/user/basic/Standard/script.xlb
@@ -2,4 +2,5 @@
 <!DOCTYPE library:library PUBLIC "-//OpenOffice.org//DTD OfficeDocument 1.0//EN" "library.dtd">
 <library:library xmlns:library="http://openoffice.org/2000/library" library:name="Standard" library:readonly="false" library:passwordprotected="false">
  <library:element library:name="Module1"/>
-</library:library>
+ <library:element library:name="ConditionalShow"/>
+</library:library>
\ No newline at end of file
diff --git a/eggs/libreoffice/4/user/basic/script.xlc b/eggs/libreoffice/4/user/basic/script.xlc
index 34064e8..e074011 100644
--- a/eggs/libreoffice/4/user/basic/script.xlc
+++ b/eggs/libreoffice/4/user/basic/script.xlc
@@ -1,5 +1,5 @@
 <?xml version="1.0" encoding="UTF-8"?>
 <!DOCTYPE library:libraries PUBLIC "-//OpenOffice.org//DTD OfficeDocument 1.0//EN" "libraries.dtd">
 <library:libraries xmlns:library="http://openoffice.org/2000/library" xmlns:xlink="http://www.w3.org/1999/xlink">
- <library:library library:name="Standard" library:link="false"/>
-</library:libraries>
+ <library:library library:name="Standard" xlink:href="$(USER)/basic/Standard/script.xlb/" xlink:type="simple" library:link="false"/>
+</library:libraries>
\ No newline at end of file
diff --git a/eggs/libreoffice/4/user/config/fontnameboxmruentries b/eggs/libreoffice/4/user/config/fontnameboxmruentries
index 3ac78ee..8919b3e 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 Condensed;DejaVu Math TeX Gyre;DejaVu Sans Light;0xProto Nerd Font Mono;Gilroy Light
 
diff --git a/eggs/libreoffice/4/user/config/javasettings_Linux_X86_64.xml b/eggs/libreoffice/4/user/config/javasettings_Linux_X86_64.xml
index bb8a0a0..326cd3e 100755
--- a/eggs/libreoffice/4/user/config/javasettings_Linux_X86_64.xml
+++ b/eggs/libreoffice/4/user/config/javasettings_Linux_X86_64.xml
@@ -6,11 +6,11 @@
 <vmParameters xsi:nil="true"/>
 <jreLocations xsi:nil="true"/>
 <javaInfo xsi:nil="false" vendorUpdate="2019-07-26" autoSelect="true">
-<vendor>Oracle Corporation</vendor>
-<location>file:///usr/lib/jvm/java-8-openjdk/jre</location>
-<version>1.8.0_412</version>
+<vendor>N/A</vendor>
+<location>file:///nix/store/qagnl38l96xcbx17ll0v9zswhcl1nqw6-openjdk-21.0.7+6/lib/openjdk</location>
+<version>21.0.7</version>
 <features>0</features>
 <requirements>1</requirements>
-<vendorData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vendorData>
+<vendorData>660069006C0065003A002F002F002F006E00690078002F00730074006F00720065002F007100610067006E006C00330038006C00390036007800630062007800310037006C006C003000760039007A0073007700680063006C0031006E007100770036002D006F00700065006E006A0064006B002D00320031002E0030002E0037002B0036002F006C00690062002F006F00700065006E006A0064006B002F006C00690062002F007300650072007600650072002F006C00690062006A0076006D002E0073006F000A002F006E00690078002F00730074006F00720065002F007100610067006E006C00330038006C00390036007800630062007800310037006C006C003000760039007A0073007700680063006C0031006E007100770036002D006F00700065006E006A0064006B002D00320031002E0030002E0037002B0036002F006C00690062002F006F00700065006E006A0064006B002F006C00690062002F0061006D006400360034002F0063006C00690065006E0074003A002F006E00690078002F00730074006F00720065002F007100610067006E006C00330038006C00390036007800630062007800310037006C006C003000760039007A0073007700680063006C0031006E007100770036002D006F00700065006E006A0064006B002D00320031002E0030002E0037002B0036002F006C00690062002F006F00700065006E006A0064006B002F006C00690062002F0061006D006400360034002F007300650072007600650072003A002F006E00690078002F00730074006F00720065002F007100610067006E006C00330038006C00390036007800630062007800310037006C006C003000760039007A0073007700680063006C0031006E007100770036002D006F00700065006E006A0064006B002D00320031002E0030002E0037002B0036002F006C00690062002F006F00700065006E006A0064006B002F006C00690062002F0061006D006400360034002F006E00610074006900760065005F0074006800720065006100640073003A002F006E00690078002F00730074006F00720065002F007100610067006E006C00330038006C00390036007800630062007800310037006C006C003000760039007A0073007700680063006C0031006E007100770036002D006F00700065006E006A0064006B002D00320031002E0030002E0037002B0036002F006C00690062002F006F00700065006E006A0064006B002F006C00690062002F0061006D006400360034000A00</vendorData>
 </javaInfo>
 </java>
diff --git a/eggs/libreoffice/4/user/pack/autocorr/acor_de-DE.pack b/eggs/libreoffice/4/user/pack/autocorr/acor_de-DE.pack
old mode 100755
new mode 100644
index 7026e2d..768f2c7
Binary files a/eggs/libreoffice/4/user/pack/autocorr/acor_de-DE.pack and b/eggs/libreoffice/4/user/pack/autocorr/acor_de-DE.pack differ
diff --git a/eggs/libreoffice/4/user/pack/basic/Standard/ConditionalShow.pack b/eggs/libreoffice/4/user/pack/basic/Standard/ConditionalShow.pack
new file mode 100644
index 0000000..8fa546c
Binary files /dev/null and b/eggs/libreoffice/4/user/pack/basic/Standard/ConditionalShow.pack differ
diff --git a/eggs/libreoffice/4/user/pack/basic/Standard/Module1.pack b/eggs/libreoffice/4/user/pack/basic/Standard/Module1.pack
old mode 100755
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index d7944bf..d66921f
Binary files a/eggs/libreoffice/4/user/pack/basic/Standard/Module1.pack and b/eggs/libreoffice/4/user/pack/basic/Standard/Module1.pack differ
diff --git a/eggs/libreoffice/4/user/pack/basic/Standard/script.pack b/eggs/libreoffice/4/user/pack/basic/Standard/script.pack
old mode 100755
new mode 100644
index 763901c..0050238
Binary files a/eggs/libreoffice/4/user/pack/basic/Standard/script.pack and b/eggs/libreoffice/4/user/pack/basic/Standard/script.pack differ
diff --git a/eggs/libreoffice/4/user/pack/basic/script.pack b/eggs/libreoffice/4/user/pack/basic/script.pack
index 5d0b496..354ef1d 100644
Binary files a/eggs/libreoffice/4/user/pack/basic/script.pack and b/eggs/libreoffice/4/user/pack/basic/script.pack differ
diff --git a/eggs/libreoffice/4/user/pack/config/fontnameboxmruentries.pack b/eggs/libreoffice/4/user/pack/config/fontnameboxmruentries.pack
index 20dd920..895189f 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/config/javasettings_Linux_X86_64.pack b/eggs/libreoffice/4/user/pack/config/javasettings_Linux_X86_64.pack
old mode 100755
new mode 100644
index 638997f..1d55b87
Binary files a/eggs/libreoffice/4/user/pack/config/javasettings_Linux_X86_64.pack and b/eggs/libreoffice/4/user/pack/config/javasettings_Linux_X86_64.pack differ
diff --git a/eggs/libreoffice/4/user/pack/registrymodifications.pack b/eggs/libreoffice/4/user/pack/registrymodifications.pack
index 1bba9de..8bace99 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/template/protokollvorlage_bg_bremen_lspr.pack b/eggs/libreoffice/4/user/pack/template/protokollvorlage_bg_bremen_lspr.pack
new file mode 100644
index 0000000..6bb9fb5
Binary files /dev/null and b/eggs/libreoffice/4/user/pack/template/protokollvorlage_bg_bremen_lspr.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..3eeec4a
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..ab41830 100644
--- a/eggs/libreoffice/4/user/registrymodifications.xcu
+++ b/eggs/libreoffice/4/user/registrymodifications.xcu
@@ -3,6 +3,9 @@
 <item oor:path="/org.openoffice.Office.Accelerators/PrimaryKeys/Modules/org.openoffice.Office.Accelerators:Module['com.sun.star.text.TextDocument']"><node oor:name="F2" oor:op="remove"/></item>
 <item oor:path="/org.openoffice.Office.Accelerators/PrimaryKeys/Modules/org.openoffice.Office.Accelerators:Module['com.sun.star.text.TextDocument']"><node oor:name="SPACE_SHIFT" oor:op="replace"><prop oor:name="Command" oor:op="fuse"><value xml:lang="en-US">.uno:Menubar</value></prop></node></item>
 <item oor:path="/org.openoffice.Office.Accelerators/SecondaryKeys/Modules/org.openoffice.Office.Accelerators:Module['com.sun.star.text.TextDocument']"><node oor:name="F2" oor:op="replace"><prop oor:name="Command" oor:op="fuse"><value xml:lang="en-US">.uno:Menubar</value></prop></node></item>
+<item oor:path="/org.openoffice.Office.BasicIDE/EditorSettings"><prop oor:name="ObjectCatalog" oor:op="fuse"><value>true</value></prop></item>
+<item oor:path="/org.openoffice.Office.BasicIDE/EditorSettings"><prop oor:name="StackWindow" oor:op="fuse"><value>true</value></prop></item>
+<item oor:path="/org.openoffice.Office.BasicIDE/EditorSettings"><prop oor:name="WatchWindow" oor:op="fuse"><value>true</value></prop></item>
 <item oor:path="/org.openoffice.Office.Calc/Dialogs/CSVImport"><prop oor:name="CharSet" oor:op="fuse"><value>60</value></prop></item>
 <item oor:path="/org.openoffice.Office.Calc/Dialogs/CSVImport"><prop oor:name="DetectScientificNumbers" oor:op="fuse"><value>true</value></prop></item>
 <item oor:path="/org.openoffice.Office.Calc/Dialogs/CSVImport"><prop oor:name="DetectSpecialNumbers" oor:op="fuse"><value>false</value></prop></item>
@@ -21,18 +24,22 @@
 <item oor:path="/org.openoffice.Office.Common/Filter/PDF/Export"><prop oor:name="AllowDuplicateFieldNames" oor:op="fuse"><value>true</value></prop></item>
 <item oor:path="/org.openoffice.Office.Common/Filter/PDF/Export"><prop oor:name="ExportFormFields" oor:op="fuse"><value>true</value></prop></item>
 <item oor:path="/org.openoffice.Office.Common/Filter/PDF/Export"><prop oor:name="FormsType" oor:op="fuse"><value>1</value></prop></item>
-<item oor:path="/org.openoffice.Office.Common/Misc/FilePickerLastDirectory"><node oor:name="CalcSaveAs" oor:op="replace"><prop oor:name="LastPath" oor:op="fuse"><value>file:///home/someone/Documents</value></prop></node></item>
+<item oor:path="/org.openoffice.Office.Common/Misc/FilePickerLastDirectory"><node oor:name="BaseSaveAs" oor:op="replace"><prop oor:name="LastPath" oor:op="fuse"><value>file:///home/someone/Nextcloud/Office/DieLinke/solid/docs</value></prop></node></item>
+<item oor:path="/org.openoffice.Office.Common/Misc/FilePickerLastDirectory"><node oor:name="CalcSaveAs" oor:op="replace"><prop oor:name="LastPath" oor:op="fuse"><value>file:///home/someone/Code/priv/fledermaus/docs</value></prop></node></item>
 <item oor:path="/org.openoffice.Office.Common/Misc/FilePickerLastDirectory"><node oor:name="DrawExport" oor:op="replace"><prop oor:name="LastPath" oor:op="fuse"><value>file:///home/someone/Downloads</value></prop></node></item>
 <item oor:path="/org.openoffice.Office.Common/Misc/FilePickerLastDirectory"><node oor:name="DrawSaveAs" oor:op="replace"><prop oor:name="LastPath" oor:op="fuse"><value>file:///home/someone/Documents</value></prop></node></item>
 <item oor:path="/org.openoffice.Office.Common/Misc/FilePickerLastDirectory"><node oor:name="ImpressExport" oor:op="replace"><prop oor:name="LastPath" oor:op="fuse"><value>file:///home/someone/Nextcloud/Office/Schule/Phy/termodynamik</value></prop></node></item>
-<item oor:path="/org.openoffice.Office.Common/Misc/FilePickerLastDirectory"><node oor:name="ImpressSaveAs" oor:op="replace"><prop oor:name="LastPath" oor:op="fuse"><value>file:///mnt/DT01ACA3</value></prop></node></item>
+<item oor:path="/org.openoffice.Office.Common/Misc/FilePickerLastDirectory"><node oor:name="ImpressSaveAs" oor:op="replace"><prop oor:name="LastPath" oor:op="fuse"><value>file:///home/someone/Nextcloud/Office/Schule/Wir/marx_manifest</value></prop></node></item>
 <item oor:path="/org.openoffice.Office.Common/Misc/FilePickerLastDirectory"><node oor:name="InsertDoc" oor:op="replace"><prop oor:name="LastPath" oor:op="fuse"><value>file:///home/someone/Documents/jan</value></prop></node></item>
+<item oor:path="/org.openoffice.Office.Common/Misc/FilePickerLastDirectory"><node oor:name="InsertImage" oor:op="replace"><prop oor:name="LastPath" oor:op="fuse"><value>file:///home/someone/Nextcloud/Office/DieLinke/solid/digitale_sicherheit/media</value></prop></node></item>
 <item oor:path="/org.openoffice.Office.Common/Misc/FilePickerLastDirectory"><node oor:name="InsertMedia" oor:op="replace"><prop oor:name="LastPath" oor:op="fuse"><value>file:///home/someone/Nextcloud/Office/Schule/praktikum/medien</value></prop></node></item>
-<item oor:path="/org.openoffice.Office.Common/Misc/FilePickerLastDirectory"><node oor:name="WriterExport" oor:op="replace"><prop oor:name="LastPath" oor:op="fuse"><value>file:///home/someone/Nextcloud/Office/DieLinke/solid/docs/templates</value></prop></node></item>
-<item oor:path="/org.openoffice.Office.Common/Misc/FilePickerLastDirectory"><node oor:name="WriterInsertImage" oor:op="replace"><prop oor:name="LastPath" oor:op="fuse"><value>file:///home/someone/Nextcloud/Office/DieLinke/solid/logo</value></prop></node></item>
-<item oor:path="/org.openoffice.Office.Common/Misc/FilePickerLastDirectory"><node oor:name="WriterSaveAs" oor:op="replace"><prop oor:name="LastPath" oor:op="fuse"><value>file:///home/someone/Nextcloud/Office/DieLinke/solid/other</value></prop></node></item>
+<item oor:path="/org.openoffice.Office.Common/Misc/FilePickerLastDirectory"><node oor:name="TemplateImport" oor:op="replace"><prop oor:name="LastPath" oor:op="fuse"><value>file:///home/someone/Nextcloud/Office/DieLinke/solid/landesebene</value></prop></node></item>
+<item oor:path="/org.openoffice.Office.Common/Misc/FilePickerLastDirectory"><node oor:name="WriterExport" oor:op="replace"><prop oor:name="LastPath" oor:op="fuse"><value>file:///home/someone/Documents</value></prop></node></item>
+<item oor:path="/org.openoffice.Office.Common/Misc/FilePickerLastDirectory"><node oor:name="WriterInsertImage" oor:op="replace"><prop oor:name="LastPath" oor:op="fuse"><value>file:///home/someone/Documents</value></prop></node></item>
+<item oor:path="/org.openoffice.Office.Common/Misc/FilePickerLastDirectory"><node oor:name="WriterSaveAs" oor:op="replace"><prop oor:name="LastPath" oor:op="fuse"><value>file:///home/someone/Desktop</value></prop></node></item>
 <item oor:path="/org.openoffice.Office.Common/Misc"><prop oor:name="FilePickerLastService" oor:op="fuse"><value></value></prop></item>
 <item oor:path="/org.openoffice.Office.Common/Misc"><prop oor:name="FirstRun" oor:op="fuse"><value>false</value></prop></item>
+<item oor:path="/org.openoffice.Office.Common/Misc"><prop oor:name="FormControlPilotsEnabled" oor:op="fuse"><value>false</value></prop></item>
 <item oor:path="/org.openoffice.Office.Common/Misc"><prop oor:name="LastTipOfTheDayID" oor:op="fuse"><value>1</value></prop></item>
 <item oor:path="/org.openoffice.Office.Common/Misc"><prop oor:name="LastTipOfTheDayShown" oor:op="fuse"><value>19759</value></prop></item>
 <item oor:path="/org.openoffice.Office.Common/Misc"><prop oor:name="Persona" oor:op="fuse"><value>no</value></prop></item>
@@ -41,8 +48,8 @@
 <item oor:path="/org.openoffice.Office.Common/Misc"><prop oor:name="ShowTipOfTheDay" oor:op="fuse"><value>false</value></prop></item>
 <item oor:path="/org.openoffice.Office.Common/Misc"><prop oor:name="UseOpenCL" oor:op="fuse"><value>false</value></prop></item>
 <item oor:path="/org.openoffice.Office.Common/PackageKit"><prop oor:name="EnableFontInstallation" oor:op="fuse"><value>false</value></prop></item>
-<item oor:path="/org.openoffice.Office.Common/Print/Dialog"><prop oor:name="LayoutSectionExpanded" oor:op="fuse"><value>false</value></prop></item>
-<item oor:path="/org.openoffice.Office.Common/Print/Dialog"><prop oor:name="RangeSectionExpanded" oor:op="fuse"><value>false</value></prop></item>
+<item oor:path="/org.openoffice.Office.Common/Print/Dialog"><prop oor:name="LayoutSectionExpanded" oor:op="fuse"><value>true</value></prop></item>
+<item oor:path="/org.openoffice.Office.Common/Print/Dialog"><prop oor:name="RangeSectionExpanded" oor:op="fuse"><value>true</value></prop></item>
 <item oor:path="/org.openoffice.Office.Common/RecentCharacters"><prop oor:name="RecentCharacterFontList" oor:op="fuse"><value><it>OpenSymbol</it><it>OpenSymbol</it><it>Segoe UI</it><it>OpenSymbol</it><it>OpenSymbol</it><it>OpenSymbol</it><it>OpenSymbol</it></value></prop></item>
 <item oor:path="/org.openoffice.Office.Common/RecentCharacters"><prop oor:name="RecentCharacterList" oor:op="fuse"><value><it>-</it><it></it><it>→</it><it></it><it></it><it>•</it><it></it></value></prop></item>
 <item oor:path="/org.openoffice.Office.Common/Save/Document"><prop oor:name="WarnAlienFormat" oor:op="fuse"><value>false</value></prop></item>
@@ -51,72 +58,318 @@
 <item oor:path="/org.openoffice.Office.Common/StylesAndFormatting"><prop oor:name="Preview" oor:op="fuse"><value>true</value></prop></item>
 <item oor:path="/org.openoffice.Office.Common/UserColors"><prop oor:name="CustomColor" oor:op="fuse"><value>3159110 13029621 13278950 15374748 10932617 9218798 7567764 16184820 2303269</value></prop></item>
 <item oor:path="/org.openoffice.Office.Common/UserColors"><prop oor:name="CustomColorName" oor:op="fuse"><value><it>Base</it><it>Text</it><it>Mauve</it><it>Marron</it><it>Green</it><it>Blue</it><it>Overlay 0</it><it>#232525</it><it>#232525a</it></value></prop></item>
-<item oor:path="/org.openoffice.Office.Common/UserColors"><prop oor:name="RecentColor" oor:op="fuse"><value>0 -1 12632256</value></prop></item>
-<item oor:path="/org.openoffice.Office.Common/UserColors"><prop oor:name="RecentColorName" oor:op="fuse"><value><it>Black</it><it>Automatic</it><it>#C0C0C0</it></value></prop></item>
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Dp78WwxOHASihIOGcVmTOXUpcQgL7bx4OeRuRQqACNgFC1zFUGzavFx57lJoED6Gbb0VR1aOBl+qQuo7iTiK8ewtVTz5L6rt/JvGpJ6h87El0fzFqeg7p4/9KcOlyaia/H/FmRFjjixYWFifklA0mKoaBSzOwa+FoXzVCoIRDGL6aSHB/QNT6kMEgBuDyeDjru3U44yKtbRxOlMQk9AkvUaBrOC8aQHDxPwloGu2ffwnD68XwerElurGv+A590WJQBGpIwk3Dibt5JDVr8jE+eJesWQuIb9KEvbqO9vZbqOnJCJ8PWRVGyQxiNwMqaWEcHvDddzulTbNJuah/pF8ZiVQESmoctoQkhFBAUSOR8RTlaBezEKCHUV0ZeP/6LkpaOsljn8F93RWEN2/F3qkD9o7tCSxZRtTJRVEi4VLruchbWFhYwCkUaikEhhKxrjCIcQlXVKRqO+qIF+dBrliKv6oST1IydgTFy5biTkqiavlSVENH8dcS3rwRpV0H9IoKmt11LwA1eStQiouQ8fFgs6EkKAhFIVxRQdI115M2eCh6dTU1uo5NVag9XIRcl4/NpaJXVaOfex62Vm0IeaswwiHAUxeOFOy6TkORpqVuRGJUSwPNE4chxNEuEPM8ZcQlXuCg9tMpJD4xGumrxda+Lba2rSm56gZqZ36J6k5H+msjIq2qCKfjVF0OC4szioayRkHDmaPOBE6ZUMc6RQvqYnkIEUnsooWPmr653dj3Hqb4xquw9x+Mtnol+tIF+IVAhDVshk7gimvI+WQaLimR190AikLphnV4n34Ep9MZ2W9d2FMAYYAwI+0JAUWl7P/DXYizz8FWXoYR1BGPP03zp1/AKQRBXw02mz2mtJHBx4a8B6NzwhoiKwPDMLAlxSMxGrhxJFJIRFwc1S+NR0lJIvFPj+Kf+w2KPTlSBzYbOFSE24Ww2yNfH43gJovG3Nb1SNeVECiKgqIo0XOMfRhiM8kD0fVOxwMT+9DqMbHB1fpJKn7mYwLRc9Z1/Zj6EeLE2Xpi61aJTZRxCsp6snIahvGTynsqqS+4Df02y3my+jTXP1M5bS7k0ky9pRvItDSEyxWJfhcIoDiBRSsIfvsdilvgSnAiTecXw8Cet4LDD95NSt9+hHw+qlcug29m4goF0UMaWjAETgeK14fNE4cURAIoEemC0ZLiyH55AvGtzqLg+01oySnk/GkMDqBy2xaEw0FS2/boHNVIUVfe4zAMRJwHJLg7daTKZUdNTQa2QF30v6M3jEHCvXcjFEHKn19FxHuQNT7UjEz0Q8Wg2FGaZiB1HXvnDkf3r/7yOYfNc1BV9ZiHxHwozN/meubDZApP7ANmTsfuu/60uc6JcmvGTsc+wOYLxFwnVpzNcpmYZW6oTCbmvhoSjtjjxy4TQmC324/ZZ+w2ZhlizzO2HLHrnwqxrF/O2Lo6xpw25pqa80xBr18P9eupfl2d7Bqb0+Z+Y+ebxIqzWU5zfcMwomWLvRb1j3UmcVo7RYWUaEDyuAnEJSXjr65GbN6AnpwATz9J8sL52N77gIDTTah7T8JxHoQAtawC/vw3Sm+8Be8dv8f+j09wGhohw0AfcSMJX84hZf4KHJMmE87IRASJ9B1HDww2lxsF0AN+XEOvxAFUbFhPycU9ODJ8GMFAIGJfLWWk2ewNYQRDx1s3Sxlp+UqJ6nRg69cXw+fD1qE9RrAueYCiYAQrib/7LhIffhDvpPcovebXVPx+FMLhIH3KP1Di4pFGLfbzuiC91bhvGB7Zv6IgG4FNtSkueXl5TJgwgb/85S8UFRVFH5TYhwSOCtjOnTv5/vvvjxE08+E3t4n9M8Wq/vJYMTXnm+JgPqhq3cvYfIB1Xefzzz/n9ddf54svvjhm29hWtikKsS8W87j1RcD8Xf9lFSscxcXFTJw4kQULFiCEwO/3EwwGj9k+dv/msdeuXUt1dTV+v59wXWKJUyHSZjkLCwt54403WLZsGUIIlixZgt/vp6am5pjzjK1vs6yx16WheooVzPp1aop97LzY6yeEIBgM4vf7j1um6zqrVq0iFAod0/o3j7tv3z6mTp3KrFmzWL9+/TH37pnEKRTqE4iNoqCkpuGvraX40QewbduB3rQZGQ89QvqAS7E5XSi/uY2shavQM5tARS3Bdu2wvT6OjK8+xzH2GYwObQh7/dife5mWkz8hc+BgUrqcR7Nbbyfp/X8QVkHUs8Yw7ZalqqLUxX7WjhzGKA2g5rSIxKYGQGCEQB/6K9ztO0TLfOy+jsYqTR49ilB1NY5OHRAJiRjBQF2UPSeh/HWU3nQ7Fff9geDKpXj/398o++2diNRUsAkcXXtglJTiHnoZjk4dkLreaFoD5s3+4YcfoqoqTZo04eGHHwagtraWNWvWcOTIEaqqqpBSkp+fTyAQoLi4mMLCQgBWr15NRUUFiqJQUFDA5s2bqayspKamhrKyMgoLCzl8+DDBYBDDMCgpKcHr9VJaWsq6desoLS1FURTKyso4dOgQ69ati366+3w+Vq5cSVlZWVQYysrK+OSTT+jbty8rVqzgvffeA2D37t3U1tZy5MgRVq5cSSgUQtM0ioqK2LRpE36/n23btnHo0CEURUHTNPLz89m/fz+KolBeXs6ePXvYtm3bcS8WgAceeIDU1FRmzZrFunXrGD9+POPHR+LBVFdXs2bNGsrLy6mqqkJVVXbs2EFBQQGff/45O3fuZPTo0UyfPj2634Za+v8pppgGAgFGjRpFdnY2U6ZM4fvvv+fAgQPs2rWLkSNHsnHjRg4ePMiKFSvYtm0b5eXllJWVAVBaWkpNTQ0VFRVs2bKFgoKCqFBu3ryZvXv3Ul5eHhXO77+P+DmUl5ezb98+Nm7ciKqqBAIBDh48SHFxMbquk5+fT3FxMQCvvfYaL7/8MgB+v5+8vDwqKytRVZW//e1vaJrGjz/+SDgcpqioiLVr1wLg9XrZvn07e/fupaSkJHrOZxqncDCx7oYmRrKlRLXZqPjjPVQeKMR2+DBKvANCIVSHk8ptW6i+9UaSHxqNCojiw2h9e9J05gI88QlgGLgVhcI9e5AJiWQ9MBoFOPCPD1HsdrJvuoWk3hdQ1qsH+GqOLZCIeCYquo5esB+A5H4XI5csJKFTZxw2W6Trw6aiBSH5D6OJz2lBZWVlxIX8GAE92oJwpqWS9Oo4qm6/B/fgQQS+W4FRcghhiyO0eROhDWsQriSEoqAYEv/MGdTO+BLn+f0QcW4wJEnPPx31mpQ0rk83l8uFw+HAMAxcLhe1tbXcf//9tGrViry8PIYMGYKUkk2bNnHVVVchhCAcDjNu3Dj27dvHkCFDaNasGa+//jpdu3bl66+/ZuLEibzwwgtccMEFGIbBgAED6N69O+PHj+ecc85h0qRJDB06lI0bN/Lmm2/yxBNPoCgKSUlJxMXF8dxzz/Hss8+Snp7ORx99xKOPPkqbNm2QUmK327HZbITDYZo0acIrr7zCkiVLeOihh5g7dy7JycnMnTuX4cOHc99993HRRReRn59Pt27dKCgo4O2332by5Mn4fD6Kioq49957ee+99wgGgwQCAa677jquvPJKdu7cid1up0WLFiQlJWGz2RgzZgw2m41nnnmGxMREtm/fziuvvELr1q1ZtGgRt956K61bt2bSpEl06tSJNWvWcMUVV7Bp0ybcbjfXXnstDsepGVBWVZWEhARcLhfjxo0jKSmJadOm4fF42Lp1Kxs3bqRjx45MmzaNFStW8Pzzz7Ns2TLGjh3LhAkTGDx4MK+++irnnnsuP/zwA3/+85+ZPXs269evJyEhgV27dvHMM8/wyiuv0LVrV1wuFw899BCtW7emtraW7t270717d2677TZee+01vvvuO4LBIGVlZYwaNYrdu3dTXl7Ojh07mDBhAvHx8Rw5coTnnnuOZs2aMWfOHNavX88VV1zBpEmTSE9PZ86cOdxwww3Y7fbjvvDONE6BUNd9VgYDIOviahDp9jBEJIypc/3aSNqqpERkbW1Eze0ORDiMMwy+gn0Y386BshIcT72AJz6B8vw8Dn/xKWpxMfaPp+J8+QUcQNnafAK/vQOjfVv8147A5XQhEhOjSQZMz0j0SMJc1R1HYMo/8D30GJ6EBDIvHkD1wQME9v6IEQyiFx/G7oHqye9S+/d30X/Yhr3oIIbDGfnc5dhvBUPTSLxsEHLiq1Q/8jSubudhVLch/MMOZGUV4MQI+BBIhM2FrVU7bJ06YBwuBiFIn/4PsNsjfdMxfa2NicLCQqSUZGZm8tFHH9GrVy/uvfdevvzyS3bv3s15551HSUkJXbp0Yc2aNYRCITp16kQwGKRLly68/fbbPPnkk+Tm5lJeXk5FRQUtW7bk6aefZuzYsaiqis1mw+Fw4PP5uPbaaxk9ejQzZ87k008/JS0tjbvuuouOHTvy7LPP8tJLL7Fv3z569+7Ntm3bWLlyJW3aRIJlBQIBdu3ahc1mo7a2lkAgwIsvvsiiRYsoLy/n/PPPZ86cOWzevJmLL76YsWPH8utf/5pXXnmFt99+m08++YTFixdz4403Ul5ezoIFC4iPj2f06NHU1tYydepUzjrrLN599108Hg+jRo3ivffe45tvvuHxxx9n5MiRjBgxgjZt2rB+/Xr69evHHXfcQYsWLSgtLWXnzp1MnDiR7OxsCgoKaNOmDZdddllUpGP79X8OzBa63W7n3Xff5Z///CdPPPEEN998Mz6fj169ejF48GCGDx9OUlISGzduZMCAAbRs2ZKFCxcCYLPZCIVCtGjRgpdeeomPPvqITz/9lIqKCt577z18Ph/33XcfiYmJtG3blvbt25OSkkJiYiJjxowhKSmJxx57DIB7772XrKws7HZ79CX67bffcuWVV+JyudixYwcdO3Zk1KhRfPHFF0yfPp3CwkIWLFhAXl4eo0aN4pFHHiE3N5ennnqK5cuXk5iYeEZaesTy83d91OmMWutDFUSSvCpKxHxOidgey8REDLsddCOmoRrx8JNJDuwL5hL89TXYgkYkdReQcn5P2jw9hmZjXkHcdE1E4AFnRib6pRfg+cM9uJ0ugj4f+o7t0dyDwu5AIsBmQwMMlxPHD/spuuZXHPnwPQ69NpbiwRdSdnF3qi7MxbluNarHhfPr6ahfTcO5ewe2cAhh6Ci6hqprKIZ21MJEVZGaTtL115A6awpBVUHzenF06Yzr4gtw9jwfd9++uAZdinNQf5SsTPT9hbiGXUbmvOko6WnHiHRju9mCwSAXXXQRt99+O4cOHcLlcrFt2zYOHz7MsmXLqK2tJScnh44dO/L0009TUlJCKBSiTZs2NG/enCeffJLk5GSWLFnCvn372Lp1K6qqRgff3G43eXl5LFq0iIKCAuLi4sjLy6OkpISlS5fSunVrqqqqWLp0KVu2bOHgwYP06NEDgKysLHr37s2AAQOASH9mamoqI0aMYNCgQeTn5wPgdDrJzs7GZrORnZ3NsGHDaNu2LeE6D1in04kQAk3TSElJITk5mdTUVDp37sxVV10VXQfA5/ORm5vLX/7yF9544w3i4+N54IEHyM3NpU2bNixevBhVVVm/fj1ZWVmsXbs2ei4ul4vExETmzZvHtm3b2Lp1K3a7Hb/fz5YtW4BT0/UhhKCoqIhHH32UCy64gKysLL777rvoOVVVVXH48GEWL17M9OnT6devH6FQiP3793PgwAHy8vKi1wpA0zSSkpLQNI2FCxfy3XffceTIEex2OwMGDGDOnDlMnToVTdNYvHhx9D5JS0vDbreTk5PDnj172LdvH0uXLqVly5YIIdi0aRMZGRnR67xq1SqaNWtGRkYGPXr0YNasWbRq1YqFCxeyY8cODh8+TLNmzfB6vRiGcUb2TZuozz333HM/6x7rRMeXvxr/tDmgh5C1AaQ/iPQHMWqD4A+gOmyRvl9dQ09MIvH3D6AdKcb/8eSIpYHDgeJQ0VYso0ILE6iqwpGYSHyrs5A5Laj8/GOSfv1b3MnJJN88kqTze4GiUPzeJOTHX2K7cQS2dh2pnDkNsWoZ/tISKoz4tGkAACAASURBVN6bhJK/EsWpoBYWEJwxA2PxIgR16bBcbjR3HGG7Az0pAT0xHi3OQ9jhRLc70JwuNEUlnJFF8q13RMUGRSANA2eTLDy/vh46diBUWgqVVejhMBqRB1BNiMc98BKSX36BuKsvj3anCEWJuqE3FqE2+zYrKiqYM2cO8+fPZ8iQIfzmN7+hurqaKVOmkJOTQ9++fQmHw8yfP58RI0bQvn170tPT8Xq9LF26lBEjRjBixAiWLFlCUVERxcXF9OnTh/T0dDp27Mg555zDvHnzOHjwIBdddBGGYVBaWsqWLVto3rw5v/3tb5k3bx6qqrJs2TJuvvlmBg4ciMfj4dtvvyUjI4N+/fpFxX/NmjXMnDmTH3/8kaeeegpd12natCmXXHIJhw8fZsWKFZx77rm0a9cOXdfp3LkzpaWldOvWjfLycs4991z69evHjBkzUBSFgQMH4vV6Ofvss7HZbBiGQefOndE0DcMw8Hg8ALz11luoqsro0aPJyclh/vz5XHnllUgpmTJlCm3atKF79+5ce+21TJs2jT179tC1a1d69uxJy5YtWbx4MX369IneUz/3fZCQkEAwGOTNN98kJSWF0aNHU1xcTK9evXA6nXz//fcEAgG8Xi/5+fkMGjQIt9vN9OnT6dKlC71790ZKybnnnovX66VVq1acf/75zJgxg2AwSGVlJUOHDmXmzJlkZGQwfPhw8vLyon3RDz30EGlpaWiaRrdu3UhKSmLy5Mnk5ORw55130qRJE5YsWUL//v1JS0vjb3/7Gz169ODmm2/m8OHD3HPPPSxZsoThw4fzww8/MHfuXO666y46d+5MIBCgWbNmZGdnk5mZeUrq75dGyJ/5W1vWCXVg907CecuPCZJvPvzBQIDKcc9hLy8FXSfUrDnNN+3Bv24NFRf2xJYSH3GS0TT0dh3wPP4s/oMH8XQ6m/SLB1C6fCkVgy/BOfpR0h55CtXpRCstpfyj9whPeAWHIghlZEGNF7XGi2q3Y3h9CAWE241UVRAKiqERTMsg8Ys5xKdnoIdCkRcNRPqLRb1UYaoa6VJRVeIyMo9tBSsKUtMiji52eyT6aShEuKw8koQgIQF7akqdQ0wksmB0tPwUjPb/nJzMbO5EZY41Qdu+fTsffPABTZs2paioiBdeeAGXy3WMqZamadhsNt5//32cTie33HJLdN7999/Ps88+S0ZGRoMmZOY+TlTef/W7/v+G1vt36upE259KE7x/lxMd/0T10JBp4RdffMHWrVuRUpKdnc3dd9+Nruuoqorf7+ehhx7irbfewm63Ry1P/lUdn8i8L9ZUsL55ZWOoz1PNzy7UJ8OszJrKSg7364ar+BBSSkLZzWmWv41QYQGH77sd1+YNCFVFr65GvDSBFveNQugaUrVRsX0bFffchmPzenRdojVrhkxJRRw6iO1IKWqiJyKqoVBEPG113fBmq1XKiPAqCkowQLBZC5ou30BcQsJPvtgNCRd1Zn1CKBExr2+gXyfOCBEtS2O+wcxymQ4kJqqqoutHc0bG2tPWN8kzt7PZbOzbt4+DBw+Sm5uLx+OJPtCxn6yqqlJdXY1hGCQnJ6PrOjabjeLiYpKTk7HVXUuzDA3ZTut1ljPmgx1rr2yWO9ZkzNyXWZb6Za+/D3Ob2OtWvyym6V5DdWXWaWx9xq7/c98TJypn7HnFms7F2qY3dJ3NejL3uWnTJgDOO++84+q4pKSEtLS0YyxkzH2drM5M0z9zWawdd6yJY+x1NMtzOh2tTic/f4vaFCDDOM7cTBoGisOB9+BBivv3wFVVidR1Qi1a0nTpOuISEjiyehU1Qy/G4XIijciDZ/Tog5KRgXGkGLlxPfbaWvBE4oGIYDDilWi3Ix2OY1rA5iBmVDw46lkohUDx+wl06ET2otXEud34qyqp2bgBAn7c5+biympK5dp8KC/FltOC5M5dqNy0kdCObUgtjKt7L7TSIzhbtCQ+pyW1pSXUrMkjsWcfvOvXIktLEAkJONp3Qq+tITW3O5Xfb8QIhUnt3uM/arH9LxH7YMXaEce2rM7Ucz9TabCREjPfuq6nhlMXj1qJxN04BrPFomnIUCgipnXR6So3rqfmSDG++XNQFSXS+BURBwVl2WKkDjYVRFwc0hMX3ZfhcBy9OczWlIjJ6x1zw9S/daSUYHdEouABlXPnUDH6PmztO1Dl95P8zgeUXT8Mkd0cig4S+nQ61RNfxdi8EVq0whsKI599DPsV1+L8y3scvvs29PyVBCd/hn/k9YgOZyPbd8LRYiPBSRNxHqik4rknMVq0IrV7j4jZn9pQRJEzC/P61HcFjuVkn9yWuDce6ncTxV6vhpZZ1+3n4RfxVVZCAWy6BqoSMVkrLyMwYijCVxv5/EuIP/ogCwHJyZH/dRlSkPKY7oPIajF9XHWt6ZMh61JtqXFx2OtsV40tG7FnZSEuGoC65J8EftiGLTGJpAUrqL64D9XfzEEpLkIdcjmem36LAdRWVSLzV7L/8T+iTPsG+01Xo5SXYne5cdx5H64LL6Hmr2/iPFhF8YTXCFdXkdqjd/TczuSbN/ba1D/PE03Hzo/9nD3Rdhann59yXesvs67bf8dpFuq6QUV/AL20KpKRHBASVAmoYGg6lFZFG8KGPBpNVALCDFSnKEgiQZ5Q6/qlFDWSckvUJSEwRdtsYZt9xUJEXhKKQNYlMJBAeO8eHJlZGKuWQYtWERPAwv1UdG2P2iWXhKuvxTvtU+Se3dTM+4b4nByCXXJRbU6UL6biv3YoqU2y0Q8fQne58c34Cpmcgti1C9/Vl+H42ySUgBf7OedGTs5qaVhYWPwETq9Q13krOlq2JGnqV4QrI+7HBAMYPi9CKBiVFZF8hqEQTm8VCAW/14sWDoGuY1RXRz6Ha31ILYzQdRSfD4TA8PuRuoZiGNj9tUhFQdfCGNKIuJSHtUjLXI8MJgqvEXE6BMLhMIHVeSRfN4JQtRf/3j1o877BfuudKBUV2LKyUP216PsLcPxmJK4+F+Kb+jmeth1Qrh2B4nBie+fPBDObIPPzkMmpuAf9CjUxCX/+atI/+4rgX/6M/5sZ2FvXZTI/w1vUFhYWPw+nVahNUXImJZNxxbUnXTfqUALoHB0INFugmq5jSAmGgQwGIuLt90dM5AwDe8APQuCvrkYLh5G6juGNiLxWXY3UdKitwZaREQnWVFOD7bJh1O7ZheJ0kfXWe5R99v9IvmQAIj2TI//v76g+H/Yrr0auWEJAVTE6dMCVmUXTK64hrOvsmz+X5H6X4EciQ0FCs6djJKfANdeR0rkLNQ+NJtwih7j4hFNXyf9H+U9MCC0s/lf4RczzpJQRi5DIzHpxNGLWr1suzAEo6g0Q1nVlnGj7n1Qmc59E3N3Nfm8hJaafU9SOmkh6MKSMdqXIOnM/ILqONH/XrSeFQBgGiEgMFBFTD5aI/DxYQm1xJnNahfpENGRQ/289XKZY19lJHyPgsfNMWZYShKwzfVYQtrrQl3XOLjJmsDL6Eqh7YZgvGDO+NnD0v2knbdpqw9H9xNhxH2djbWFhYXESGkWSvvqjww3FLT7pn7m+Esk9eNx/my3yX7XFTNtRbHZQY6pAUSItZlWNDkJS92faZUtFiWR/UZTosuhLxlzfXCd2P5GTs/IiniLM9oaUklWrVh0zbWHxv84vn0rkF6a+WdiJTIoaWl5/P/9q2xMd2+LnQ0pJSUmJ9bVicUbRaIQ6to8xNu+d+f9U5r/7d8pnujyb7syWIDQuYr+0LCzOFBqNUMe2WE0RhOP7r082P3a6Ie8oc9m/mteQl5y5Xv0EpsC/9Jw7UVlP5I1Xv16sl8F/jhANxyupX//mSxjO3HgRFv+7NBqhNh8Mr9fLPffcg9frJTU1lYqKCuLi4njrrbeiYRKBaCu7fusbIkGAYufHBtKJTZB5svXM4DLmMXRdx+FwMHv2bBYtWsT48ePRNO2YwDaxAWXMkJhmYKHYdWMFP/Z8zHKYQWvO9KwVpwMzkFBDbs/mtYptJDR07eu/9GP3a71ILU4HjUaoTQzDIBQKcfDgQWbOnEm3bt2igcWBYxJiNhQ7wvxdf775MNlstmOEOVYMYx/G2IcwNsv1Dz/8wOeff8748eOP2Ze5vRoTuyM2eWr9rpLYaGENPeyxXxWWCPxnmNf3q6++Ys6cOcTHx3P22Wdz1113ARxzjwghOHDgAIZh0KJFi+j1VuvFYjlRUCILi1NJozFBMMUoISGBqVOn8uGHHwLw/vvvM23aNFavXk3Pnj0ZMWJENB2ToiisWbOG/v37M3jwYMaOHcvjjz+OEILt27dz5ZVXkpuby/jx41EUhQMHDnDDDTfQtWtXPvzwQxRFIT8/n8GDB9O9e3c++OADFEVhzpw5PProozzwwAMsXryYHTt20L9/f6666irWrl1LWloa1dXV3H///Tz55JN069aNhx9+GCEEn3/+OU899RQAO3bs4Pbbb8fr9UbLNmjQIK677jqKiopQFIV58+bRq1cvrr32Wp555hkmTJhAVVUVAwcO5LvvvgM4JtykxU/H7MrIz8/nwgsv5E9/+hN79uzhtddeQ4hIFu7JkyezYsUKCgoKeP7553n88cf58ccf2bBhAwCbN2+moKCAlStX8uGHH7J27Vrmzp3LV199Zb1ALU4bjUao65tThUIhAOx2Ozt37mTo0KE0b96c7OxsxowZw8qVK6msrGTgwIHYbDYuvPBCxowZw8yZM/F6vVx66aUAjBw5kscff5y///3vvPjiiyxfvpxhw4Zx8OBBCgsL6d+/P4Zh0LNnT+644w5mzpxJeXk5r7/+OgsWLMDr9dK/f38URaFTp05MmTIFh8NBbW0tb7/9NosXL2bIkCG88cYbzJgxgx9++IEvv/wSgEOHDvHhhx9SW1vLzJkzeeeddxg4cCDz5s3jueeeY+/evQwZMoRWrVrRoUMHxowZw6JFi9B1nc2bN1NRUfELXIkzB1NIbTYbbdu2JSMjg2eeeYaDBw8ye/ZsPvjgAzIzM3n44YdZtWpVNEPIkSNH+OCDDwCYNWsWmzZtYty4cUgpGTVqFBs3bmT+/PnMnDkTOPpCsLA4VTS6rg8Ts8sgPj6eqVOn0rp1a6ZNmwZE0tBXVVVFk2/OmDGDuLg47HY7n332GatXr+bQoUN06NCBBQsWkJSUxLx587jtttv45ptvWLduHS+//DKzZs0iPj6e+fPnoygK1dXVfPDBB1x++eXExcWxbds2PvroI2pra/n2229xu92oqsqUKVOiyVjHjh3LwIEDmT59Olu2bMHpdEZzy9ntdhwOB3a7nWAwyN13382TTz7JgQMH2LVrF1988QVt2rRhypQp0fPasmULqampFBcXH9fdY/GfETtwXFlZCURa2SNHjqR///7s2LGDhIQEzj33XAzDICcnJ7qtqqqEw2E6d+7MyJEj2bp1KzfddBPbt29nz549gGWrbXHqaTQt6hN9Ruq6TsuWLdm/fz9bt26lsrKSvLw8pJS0bduWmpoavv76a4qLi5kxYwYQSXoKMHDgQJ5//nmeeOIJxowZQ/PmzXnnnXdo164dF198MZqmUV1dzcqVK6mqqiIvL4+zzjoLXddJSkoCoGnTplRXV7N69WrC4TDLly+PZos2Bw1jy+/xeCgoKABg/fr1BIPB6OBgNMcikQShHTp0YM+ePSxatIi9e/cyb968qMhPmTKFoqIiwBKC/xSz3sLhMLNnz2b27Nn88Y9/ZMiQIQwdOpT33nuPWbNmRV+USUlJzJ49G4h8DU2ZMoX58+djs9miiXDD4TCGYRAOh63rYnH6kI0MTdOklFJu2LBBAnLdunVSSikvvfRSCcgmTZpIh8MhL730UimllC+99JK02+2ySZMmslOnTrJDhw5SSikffvhh6XK5ZMuWLWVaWprct2+ffOyxx6SiKDI7O1v26tVLBoNBedttt9U5HCqybdu2MhAIyDfeeEM2b948WqZbbrlFAjIzM1N6PB7ZvXt3WVRUJG02m1yyZImUUsrOnTvLJ554Qh46dEi63W6ZkJAgs7OzpcfjkaWlpfKcc86RTzzxhJRSyvvvv1/m5uZKKaUcNWqUFELIVq1ayZycHHnFFVfIwsJCCcgPPvhASillOBw+9RX/P45hGNH/M2fOlIZhSF3XpZRSrlu3Tk6cOFG+9dZbMi8vL7rNkiVL5OTJk+V3330nCwoKpJRSfvbZZ7K4uFhu375d/vWvf5ULFiyQhYWFcvXq1VJKKfPz86XX65WFhYVy27ZtUkoZPY6FxamiUcT6iEXWjaoHAgH27t1Lq1atcLvdhMNh8vLySExMpFmzZtTU1NCqVSu+/fZbvF4vw4YNY/To0axatYqNGzcCsG3bNvbs2UOPHj1o0qQJUkrWrl1LeXk5F154IR6PByklGzZsoKqqit69e+N2uykrK6OyspI2bdpEW01r1qxBSkm7du2orKykRYsW7Nmzh5ycHOLi4ti3bx9ut5usrCwKCgrYsWMHubm5VFdX07JlSwoLC4mPjycjI4Pi4mL8fj+tWrVi2rRpOBwOBgwYwLXXXovT6WTGjBmsX7+e9u3bEx8fb5l//QRkjDXG7Nmzufzyy4+ZH2uZE2svXd/iJ9bCp77te0PXwbo2Zx6x90xjub6NTqhjiX346j9EEHmQbr75ZqZOnUpOTg7FxcVMmzaNwYMHEw6Ho10N5vbmNvXtaWMTl5rTsceOta8293Gisv6UtFGx6w4aNIj8/HxSU1MJBoPMmzeP3NzcYxJ2NoYbpbHTkFA3pgfNwuK/odEJdX2BjLV1jc0+DEcFdsOGDRQWFtK7d28yMzOPc2iI9Sb8KfNiBdssU/1j17fDjt3mRI4Usctjf+fn51NRUUHfvn1JSkpq8NwtsTk59YX6iiuuoKSkBL/ff0wqLwuLf4WUkoyMDFwuV6N59hqt1Qcc/+kZK5yx4ti1a1e6du0a9SqL9f4zqb+Pk81ryGW9oYe9fnlif9e/uA25kJvl7907kkPR9GSs/0levywWRznZg1RVVUVlZeXPZjUT+zKAn+be/59sY/HLYhgGycnJuFyuX7ooURqdUMe2Qk90M9f3GIxtEZtdFI25FXV8+XWk5JhWfmMuf2OioZeqOd22bVtLFC3+KxrLvdPohPqncjJBbyyVezKOLb/a4DKL/w7zBQ5H7xPzKybWScU0n4x92cd6g5pfOJqmRX8Hg8Foi6v+YKWu69GuK/MvEAhEQxOcbGzE7A7TdT36JRDbEIndrxnJ0ZyOLXNszJrY0Akn2sbqZjuKWdeNqT4anVCbN+ibb01m5uz5JCUmWJ5fFg0SsQ4KctZZOUx66yXg+O4qU5TWrVvHtGnTGDt2bIOxYGIFVNazjz906BBLly7lpptuAqCiooJXXnmFl19+GYAJEyawdetWhBC0adOGxx9/PPqAFxcXs379erxeL0IIRowYEe3eMo9lt9uj9/38+fNJS0uje/fu0fViy2YKrqyLKxM7XX/wXAiB3W5HCMHHH3/MlVdeGR0DiT12YxGjxkhjqZdGJ9Qmhw8fYfv2XaSkJFtCbdEgQgj8fv9J1zFFadasWXzxxRfcfvvttGnThqVLl1JYWEhaWhpDhgzhk08+oaqqihYtWnD55ZczderUqDmmpmksWrQIRVFo3rw55513XtTD0TAMRo4cycSJEwkGgzz44INs2LCBVatWcdlll5GUlERtbS0+nw9VVdm9ezfr1q3DMAxuvPFGdF3nq6++IhQK8Zvf/Ia9e/eyatUqtm/fzmWXXYamaaxZs4bKykp69+7NkiVL6N27N126dGHnzp0sXLiQXr160a1bN5YvX05hYSFxcXFcddVV+P1+pk6dSmpqKitWrODyyy9n//79zJkzh969e9OtWzeWLFmCz+dj0KBBOJ1OS7QbKY1WqB0OO+44N263yxJqiwYxBcXlcja43Gx1Hjp0iEAgwPjx4/nyyy957LHHePTRR7n//vv5+OOPcTqddO/enYcffpiePXtSXFzM1q1b6datG3fddRevvvoqe/fuRQjBxIkTefjhh/F4PMDRgacWLVpgt9spKytj3LhxXHbZZTz66KPceeed7NmzhyZNmuB2uxk3bhwdO3aksLAQgJKSEg4dOoQQghdffJEmTZqwfft2MjMzefXVV7nggguYPHkyQ4YM4cYbb+T+++/ntdde44knnuDFF19kwIABvPjiizz44IOMGzeO4cOHM3fuXBITE8nLyyMUCuH1evnhhx84fPjwMduMGjWKF198kaFDhzJs2LDTc9Es/iMarVBLCdKQx9g7W1jU52T3h2n/vnTpUjZv3kzz5s1ZuHAhd9xxB926deOWW24hHA5TVFREnz59OPvss3n66ae55557GDt2LOnp6WzYsIHKykrOP/98rr/+egoLC9m7d+9xrU9N00hISGDp0qVomkZKSgpt2rShvLwcm80W7eNu1qwZv//979m9ezfTp09nx44d9OzZE5fLRSAQwOfzccMNN3DNNdfwyCOPUFlZyfDhw7nxxhvZtGkTI0eOZP/+/cycOZNgMEhycjJt27blyJEjnHPOOdx5552kp6eTn59PeXk548aNQ1VVdu3axYoVK/D5fKSkpES36dq1K/fcc0+0Lq3WdOPEMi2wOCOJtZz55ptvGDp0KB06dCA7O5uZM2dGW8RmDI+77rqLUCjErl27aNeuHS+//DIff/wxy5Ytw2azRaM5mgkgzMHHWJv96upq+vXrF+1zbtq0Keeddx41NTVomkYoFIpuFwwG8Xg89O3bF5/PhxCCPn364PF4oskkdF0nHA4TDAbRNC068Ofz+ejWrRsJCQlomkZaWhp9+vShqqoKAL/fT1ZWFllZWYwdO5ZJkyaxfv16+vbti8fjIRwOk5aWRu/evamurj6u3iwaH+pzzz333C9diFjMB2zxkpVs/n47brfLunksGsRspaanpXDjDVcBkftn165dtG/fPmptkZ6ezogRI2jbti3nnXcebreb3NxcsrOzSUlJIT09nbS0NJxOJzU1Nfzud7+jqqoKm83GTTfdRLt27WjTpg3Z2dkkJyfTunVrWrduTXZ2dtTiIykpiebNm9OmTRtat27N1q1bufDCC2nXrh1paWm0b9+eli1b0rp1a5o3b47H4yEzM5Orr76aoqIipJQMHDiQlJQUWrZsSXJyMmlpaXTo0IGzzjqL9PR0MjIyyMnJITExkZ49e9KtWzc2bNhA9+7d6dy5MxkZGbRo0YL4+HiaNWvGsGHD2L9/f/Q4ubm55ObmsnHjxug26enptGzZMvpSs1rUjZNG55lojn4/89zr/OPTaaSkJFl91BYNEhlMDNChfWu+/urvQKRlO2fOnGisD5P65nexlhGx+4sNGQAnztMZS+z8hrIOnYzYlv+/c6xYE78TbRcb+qC+92xDdueWSEeIdVprLPXSaPuoLSz+W2IftNjUZuayhh5A09Y5drqh3/W3MTnRticr439yrJ+yXWzaOjjWu/Z/0ffgdPFTrsPpxhJqizMSIYQV68PiP8KK9WFhcRr5uWN9NET9rgiTxvTZbPHvYcX6sLA4TVixPix+DhrLvWMJtcUZS2yMjPqxOOoH9Yq1ejCnY5fFhrM158WmY4tNzaUoStR22hwcjx2kNGOBNDSoae43dvAPjo/dYa5rtdx/fqxYHxYWpxlVVfnqq6+YM2cObrebm2++mT59+hxjAWGz2aLiu3PnTtLS0khLS8MwjOggZE1NDV999RW33norqqpGl0XNSRcvpqysjLKyMoYNG0ZNTQ07d+6kd+/efP/994RCIa6++mqmTZtGbm4urVu3jop4fUEwXxqxYmEudzgcjUY8/i/QWOrZEmqLMxZTfFevXs3ll19Ojx49eOSRR/B4POzZs4fc3FwgksX+kksuoW3btvz+97+nV69ejBs3jvz8fNasWcNVV11FSkoKeXl5XH/99SxcuJBLL72UuXPnUlJSwp133kk4HKampoZgMMjWrVsZN24c1113HRkZGZxzzjkcPnyY3bt3s3XrVvbt20dWVhbXXHMNR44cYdOmTWRmZhIfH0+XLl1Yv349TZo0Yf/+/ezZs4fU1FSGDh2K1+vlyy+/jNpUd+/e3Qqq9H8Eazjc4ozHbrdTWVlJQUEBKSkpzJs3j/fff58DBw7wzDPPkJWVxRtvvMHq1av5/+3de3BU9f3/8dfesrnfwyVLAhQIBILcvABCC+KgoxQRdCzgoFJtqYpQHRyRadX5qp16GcXxBmplqoyOVakVYUadgqU6dGxRGClSuXopGJAgl2STbPbz+4PfOe4GULRA3oTnY4YhbA6752w2z/3kXD7p1KmTYrGY3nrrLS1YsEAlJSWaN2+etm/frtzcXP3ud7/T119/rWeffVbvvfee6uvrdfvtt0v6ZprSYDCo0tJSDRgwQH/605/UqVMnJRIJLV++XKFQSFu3btW2bdv02GOPaeXKlVq4cKFqa2v1/PPPSzr0G+g3btyoO++8Uy0tLXruuee0evVq3Xfffdq9e7c2bdqk2bNnE+fTCKFGuxcIBLRs2TK9+eabuuOOO5Sbm6tbbrlFu3bt0tChQzV58mRdcskl2rRpkwYNGqQxY8boww8/1NSpUzVlyhQNHjxYa9eu1Zo1a/TRRx9p6tSp+te//qVbb71Vs2bNkiT95z//UXZ2tpqbm1VRUaH+/ftr2LBh/vnaiUTC33Uxbdo03XDDDTpw4IDi8bhmzpyp6upq/xLxjIwMJRIJ1dTU6KqrrtK4ceO0YsUKJZNJzZkzR9dff7169+7tX9aO9o9dH2j3mpubNWvWLI0cOVKS1NjYqIMHD2rkyJG64YYbVFpaqiVLluiOO+7QsmXL9Oqrr+qcc87R4sWLVVtbqzVr1ujWW2/VWWedpZKSEj3xxBMaPHiw7r//fpWXl0uSP8lRU1OTEomEDh48qMzMTGVlZWn+/PnauHGjuh0hZwAAHeVJREFUqqqq/F8KkEgk/IOR8XhcFRUV2rhxo15++WW9/fbbGj16dNrcHrFYTDt37tQDDzygjIwMbd++3Z9/Gu0fc33glHUsc30EAgEVFxeroqJCeXl5CgQCys/PVywWUywWU01NjdatW6crrrhCAwYMUJ8+ffTVV1/pggsuUEVFhTZt2qQZM2aoV69eys3N1cSJE7V7925dcsklam5uViKR0I033qiioiJ17txZVVVVqqysVJcuXRSLxXTOOedoy5YtGjJkiEaOHKnu3bura9euysvLU2lpqaqqqhSLxVRWVqaePXvq008/1aRJk9SvXz9VVFSoS5cuysvLU1VVlcrLy7Vt2zYVFRWprq5OEyZMYI6O0wRzfeCUdSxzfRzplxUfbV6O1H+n/pLh1N9An3pqXuqyR7okvfWv3Pq2b7XW80uk3u7Nq71s2TKtXLlSyWRSY8eO1dixY9N+WwyOD+b6AE6i1vNitP6Gaz0vR+q/Uz9ODaF3+9GWPdLjH+3fR/vckT52zumiiy7S+eefL0n+aXon8qrL0xVzfQAnSXua6yN19jsvzN5I2sqIrz1hrg/gJDoZc32g/WGuD+AkYa4PHA9WXjuEGu1W6kHo1pPmp871kToDXuptErPgnY6Y6wM4SbxvtmQyqc8//1yxWEyStGPHDnXs2FGhUEhffPGFSkpKlJmZ6e//3bFjh7Kzs1VQUJAW7GAweNh+4dTJmzytv7ktfbPj+7PydTu1j7IA38KL9bx58/T5558rHo9r2LBh2rx5sxobGzVnzpz/f4pfg+rr6yVJb7/9tj7//HM988wzWr16tR/offv2pZ2znEgkFAqF/F9c6wXb+0W1wPHEiBrtknd+czgcVt++fbV27VqVl5erS5cu2rBhg/bs2aMePXrok08+0R/+8AcFAgH94he/UHZ2tv79739r4cKF6tmzp2KxmJ577jnt2bNHQ4YM0ahRo3TNNddoypQpKiws1N/+9jdFo1HddNNNeumll7Ru3TpdeeWV2rhxo7p27aoLL7ww7WwN4Icg1Gi3vBHwiBEj9Ne//lVbt27VzTffrPXr1+vjjz9W//799X//938666yzVFdXp4cffljdu3fX6NGjNXHiRF166aV67bXX9NFHH2n8+PFatGiRnHOqrKzU6NGj9bOf/Uy/+tWvtGLFCj3yyCNqbm5WTU2NfvSjH+mss846bD2AH4pXENotL5BDhw7VmjVrtHr1ak2aNEm1tbVaunSpRo8erQMHDqhjx47q37+/pkyZ4k/a39zcrHg8rmQy6V9yfuWVV6pTp06qrKxUfn6+AoGAOnbsqJEjR+qiiy7Sddddp2AwqLvvvps447ji1YR2LZFIKBwOq6qqSr169ZIk1dTUqLKyUmVlZbrlllv0/vvv67333lNZWZk6duyocDisUaNG6ZFHHtGECRPUoUMHvfLKK3LOqaKiQtFoVIWFhZoxY4beeOMNbdiwQZWVlVq+fLnWrVunH//4x1q0aJFWrVolSUyBgP8Zc33glPVdc320nuOjNe9gY0NDgyQpKysr7bS8xsZGf2L++vp65ebm+p/zzuQ4cOCAIpGIotGoksmkDh48qJycHM76wHHFPmq0a982DvEOOHpXoKX+7sRkMunPpyFJeXl5h02A1NLSopycnLTfZZibm+vvPgGOF0KNdi91RrrWH6eeB32k5bxZ1FIj7t2eek516wtpgOOJUOO08G2z0x1t9Ptds6i1/r9Huy9G1/hf8dYPAMYRagAwjlADgHGEGgCMI9QAYByhBgDjCDUAGEeoAcA4Qg0AxhFqADCOUAOAcYQaAIwj1ABgHKEGAOMINQAYR6gBwDhCDQDGEWoAMI5QA4BxhBoAjCPUAGAcoQYA4wg1ABhHqAHAOEINAMYRagAwjlADgHGEGgCMI9QAYByhBgDjCDUAGEeoAcA4Qg0AxhFqADCOUAOAcYQaAIwj1ABgHKEGAOMINQAYR6gBwDhCDQDGEWoAMI5QA4BxhBoAjCPUAGAcoQYA4wg1ABhHqAHAOEINAMYRagAwjlADgHGEGgCMC7f1ChxNICAFggEFAof+AK15rw1eH2jvzIa6qalZDfUNyoxGlUwm23p1YFAgEFBDQ4Pi8ca2XhXghDIb6k6dOqi6upcK8vMINY4oEAgoHm9U9+4Vbb0qwAkVcM65tl4J4H/lnFMgEJBzTkuXLtW4ceP8f7NrBKc6DiYCgHHmdn2kjowYDeG78BrB6cBcqL1vOo7m41h4rxH24KE9Y9cH2hXvJzHCjfaEg4loF1J3me3evVulpaUcTES7QagBwDh2faBd8MYbzjklk8m0fwOnupN2MDH1R9DWZ3R4H6f+qJq6n/FYlkv98fZYlku97++zXOr6H+u6WdiGk71ubbENqf+nLbfhVH2NSFIwGDxsmSN9HVovl0wmD1u3YDB42GMey3LeG+2Rno9jWe5EboP3mK1vP9FO2q6P1A061ifYuyLxeL5IUu8v9e/29k3YersAnLrYR41TzneNlr5tJJe6WyQUCqW96SeTSbW0tBz2RhgOh9Pur7m5+bDlAoGAMjIy0m7zlktdj1AopGg0mvaY8XhcUvqbeSQSUSQS8ZdLJBJqaGg47M08KytL4XDYXy4ej6uhoUHBYDBt3fLy8tK29eDBg2pubvbvr6WlRaFQSAUFBWnr+/XXX6cNhJLJpKLRqHJzc9PWra6uLm3dksmk8vLylJWVlbZu+/btUzAYVDKZ9AdOxcXFysjI8Jfbt2+fDh48mLYNwWBQpaWladuwa9cuNTY2+st561ZWVuYv09LSotraWv/r4G1rQUGBioqK0tattrb2sG0oLS1VTk6Ov9zXX3+tPXv2qKKiIu15P+HcSZJMJv2Pr7zySjdgwAA3bNgwN3z4cFdTU+NmzJjhnHMukUg455z78ssv3YgRI9ygQYPcmWee6c4++2zXq1cvN3/+fOecc42Njc455959911XVVXlBg4c6AYMGOAGDRrkevTo4d5888205Z566inXrVs3N3jwYHfGGWe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y1j89Hg9Hjx7l+++/Jz8/n4MHD5KYmGi0HxUVBUDt2rXL7B7BIhd+ABUrVuSee+4BRFB169aNRx55hIULF/rtiTHvlTnfIOvAzL/88gs5OTmEh4ezefNmv/vNburmY31d7z3MzMwEYOvWrYDPHBY4qIFCztzPwp4beJ+G2+02CKpp06bMmjXL2NTqcrlwOp3nBAUoq4RW1NDOA3PnziUvL49bb72VGjVqUFBQgNfr5aOPPuLzzz/n//7v/86hD02DWlMw70213nvpgNfrJSwsjJYtW7JkyRJGjBhhODc1a9aMunXrcuDAAZKTk8nNzaVGjRqMGTOG9PR0Hn/8cWPJZNeuXcyZM4fhw4cTFBREpUqVDGFq9ggPXDoxe22av3u73U5YWBgPP/wwQUFBjBgxgujoaD744AOjDbOwK2xJxszHzDxG8wV9fcGCBbz66qu0adMGl8vFkCFDqFu3LvPmzaN3797ntKvb039ut5tevXrRp08fsrKyjMm83t6ln2l+bln6PorUtqZfmGboBQUF3HHHHdx5550sW7aMiRMn+l3XA29+2ebzOTk5BAUFcfvtt7N//37uu+8+xo0bx3vvvWfcZ35uYD90Ow0bNgTg6aefZuLEiUyYMKHQfpxPrQ9sL5DoAwlYn8/OziYpKYlWrVoxe/ZsXn31VT799FOCg4MN4gz8DWWNwC4XtADTa3v//e9/eeedd5g8eTIffvgh119/PYsXL+bgwYN+e77MZUREBKdOneKNN97g4MGDfmslFkoHXnnlFebPn8/XX39NUFCQISzy8/ONsWzfvj1btmxh3759JCQkGOe//PJLjh8/zoABAxg5ciRr166lc+fO/PLLL6xYscLPozNw7632DtX/2+12CgoKaNy4MV6vl8WLFxMbG2tYhTp27EhGRgbffPON4cWuzYlmmgsUpHl5ecZ5LYCcTicHDhzg2LFjtG/fnqCgIEJDQ6lVqxYdOnQw1iID29TrpNrrXU/I7XY7sbGx51hAAn9nWeNLRSr8goODSUxMNLYw6JnT888/T506dfj4448NbSg8PNxQrWvWrEmdOnUMhhYVFUVkZCQVKlQAYMqUKQwbNoxFixaxdetWxowZ49d+pUqViIuLMxxXdD+qV68OwIgRI/jzn//MypUree2113juuedo1KiRYaasUKECERERREdHA2LODA0NNcyrkZGRREVFGf2pWrUqlStXNgi7UqVKxMbGGkw2Li6O8PBwY1P/p59+SufOnRk7dizDhg3j9ttv58033wQgPj7eaB/KHoFdDugPc/fu3Rw9epQBAwZQq1YtCgoKcLlcgKzfhoSEsGbNGiIjI4mPj6dq1ap+9w8bNozY2FiefPJJwznJEn6lA1qAtG7dmgULFjBt2jTGjRvHW2+9xfjx40lLS+OBBx4AZC344Ycfpm/fvowYMYLnn38et9tNZmYmKSkpTJo0iV27djFy5EgSEhJ44403GDVqFEOGDGHUqFGsXbuWLVu2EBkZyfr16/F4PBw4cMDYGrVixQpiY2OZOXMmkZGRvPPOO/zjH/9gyJAhjBkzho0bN1KtWjXeeecdnn76ae677z5GjhzJypUr2bRpE1FRUWzcuBEQk63dbuf48eN069aNXbt28dBDD5Geng740lO9+uqrnDp1ig0bNhhbEjZv3kxCQgIHDx7k3XffZevWraSnp3PixAl2795N69atqVixInfeeScbN25k8uTJHDx4kF69evHQQw8xb9488vLyOH78OMePH2fXrl04nc4y+03Y4uLi1M6dO4mLiytSrcM8U9HrM5ox6Y2WFxsFYenSpfz666/ceuutlC9fnpdffpknnniCadOmMWDAAGOz5/mer49Pnz5NZGTkOYu3l0OlL+z3a3NKZGTkOft2ivq9Z2RkcMMNN7Bo0SISExMNM2FZgP6Nbrfbb8OyeZ+VhsfjOSfqhvnd6/2AepO7Pl8WYKa9du3akZKSQvfu3Q2No7TCPE7m6DxHjx41vvGKFSv6BcLQjjDHjx+nUqVKxkRVC4dq1aoRFhZmfCe5ubkcOXKEmJgY4uLiyM7OJjQ0lLy8PIKCggy6ys/PRylleIBHRUXhcDjIy8sjLS2N8uXLExsba7Sbn5/P4cOHjcl0YLt6I7rb7SY8PJysrCxcLhcJCQkGDRcUFJCXl4fT6cTj8RgT5+zsbMORS+9T1uZdl8tFVFQUOTk5nDhxgoSEBEOw6fXMKlWqGL8HxDKmeVVp/ybMNNOwYUMee+wxnEr5glG73e4/HArIzPD1w7RjhyZG/RyzPTmwg5q5hYSEMHfuXCZOnEjDhg2pVq0a3333HfXq1aNz585GG9p0GtgP8HdQcblcft5LhfW7KI/Nz4+IiAB8TjzmtcnAd/F7oZQyPh79XgBDUJQVmCcXelIVSEfaZHM+evN6vURERGCz2c5poyxA/17tRKHpUNNGaYaZVxQUFGCz2ahUqRKVK1cGhNnrdXVNI9HR0cTGxuLxeIzxrlChguGEUlBQYEzSg4ODqVmzpnGvnhzpUk/gNf1o/wSPx2OkE9Mh9nSeVB3G8WLa1RvYY2JiDBrWv9vhcBAVFeXnGAP4mfcDnQKDg4MNR68qVargdrvJz8/HZrNRrVo1oz96Y76+p6zkeNXvQa/ve71eyeenT5h/eEmAntH/61//ok+fPkyfPp3Tp0/zwQcf0LdvX8PjKjCY9oVwKXUvF/Rs7HLAPMhOp9PQiHUUh7KIotBiSgJdFDXMk1Cn0+n3nZdmzS8QgVYfkPE835gGBpMObCPQKe9iaEO3Z/7mwN9p5VLbNfOJwn7j+RzvCqtTWHsX05+ywjMC11IdDge20NBQNWjQICIiIoxwNyUBgWbLmJgYI4SQx+Ph1KlTuFwuKwh0APTMMDs7my+++II+ffoQHR1dosbWwpWBeSL08ccfG279eXl5ZYapWbBwMTBPAqdOnUqLFi1kq4Pb7TbMgSWJQZoFYHp6ut+x2V23JPW5uKHNW9pMos0/JW1sLVx+BHpQa3OfnjRasHC1wOz7oZeDbPHx8Wrnzp2UL1/e0qDKAPQYZmZmcuONN7JgwQKqVq1aphxeLFwczM4e7du3JyUlha5du5Z6hxcLFi4V5jXixo0bM3r0aJx6QRb+mMOLhZIBvQbqcrlwu91+zkyW8Lu6YHZ40dYdKBsOLxYsXArMSwDaCuK02Wx+ThHFIfwCtwWY+xDoPVlYNJbCPEzN64VmL0Bze4HnCvPUDNwuUdi95mea6xUHzLZtvf9HH5dm4RfoFXyxdKL/N28qvlrWiQPp0+x4YWl+Fq4mBE727HZ70YY3+70wRxAoTIDo9arCgqtqxqYdPcz1zWGEzCYg8znNEM3P0seBQi8wLFHgM8Hn9XU1MNcrCfO7LIxO9FgG7vsze8QFJjS2YMHC1YsSqwqYmZM52WIgE9TCyOFwcObMGXJycs4RQIGagvmc3ih68uRJ2ftxdl9QYPtmjcL8zNzcXLKzs/0EpsVYrxzMY2pOHmreXwqwf/9+Xn/9dTZt2gScG7/QgoWihpmuzFr4+Y4tXFmUCOGntaaFCxdSrVo1kpOTiY+PJz4+nqSkJHr27MkPP/xgaHkamskdP36cfv36ER0dTVxcHMOHDzc2vpoF34ABA4iOjmbSpEmGVjBp0iSqVq1KbGwsNWrU4PXXXzcErU7RtHfvXho3bkyNGjVYv3694VAycOBA4uLiiImJ4fbbb7fiQ15GaM0O4KGHHqJKlSokJiYSHx9PhQoVaNSoEWPGjOHkyZN+AlCPxY8//sjIkSP56quvAKE5HWQ80GxuwcLvhZmGPB4PbrfboLXAP3PG9cB7LVx+lAjhpwf9zJkzHDp0iJCQEPr160fPnj2pX78+s2fPpmvXrhw5cuQcsyXA4MGDmT59On/961/p1KkTb7/9thFEW0dteOedd/j00085ffo0aWlpALz22ms88sgj1KhRg2eeeQav18vIkSOZP3++sZ8Q4PHHH2fr1q0cOHCAM2fOAPDAAw/w8ccf07NnT0aOHMn//vc/Bg8eDFgmtcuNtLQ0jhw5wrXXXkvfvn3p1q0bXq+XCRMm8PDDDwP+UffBt0lYWwXsdrtxztLWLRQVzOZ4vbaqaU1bsPTx1bT+XBJRotb8NDPq0KEDb775JgUFBQQHB9O9e3fmzJnDnj17qFy5ssHU7HY727dvZ+7cudx33328+eabnDlzhk2bNhlBqENCQti/fz9jx46lb9++TJ8+3W8d6J577mH8+PEkJSVRpUoVhg8fTmpqKrfddhtBQUFMmTKFJUuW0LNnT2bNmkV4eDhut5tvv/2WmjVrMnXqVIKDg0lLS2P69Ols376dBg0aGBqFhaKHXrsbO3Ysbdu2BcSsWaNGDVavXg1wzvqwmWYmTZrElClTaNWqFc8++yzVq1e3xstCkcC81jx69GhCQkLo06cPjz/+OCEhIUyYMIGQkBBGjBiBw+Fg7NixdOjQwaK/YkCJEH6BmlxWVhZpaWmcPHmS48ePs379eqpWrUr9+vUBn5OL3W43oqG3atWKF154gQ0bNjB48GDatWtnOK8MHz6cevXq8dhjjzF9+nRj9q9zeGVkZLBt2zZmzZoFQLt27QAJlPvggw8yfvx43G43s2bNMuLsud1uQkNDjZBAOqbgzz//bAi/0uxdWZKh6WTv3r1UqVKFgoIC5s2bB8Dtt98O4BfwWB+DpD5q0aIFVatWZcqUKezevZtly5b5WRQsWCgKfPvtt+zfv5/vv/+eU6dOsX79evbt20eVKlU4ceIE69atY/v27Wzbto3o6GiL/q404uLiVGZmplJKKa/Xq4oDLpdLKaXU7NmzFaDsdrsCjL+goCD14YcfKqWU8ng8yuv1GvdMnDhRAapcuXKqXr16qkKFCgpQEyZMUEop9dFHHylAbd++XW3cuFEBaty4cUoppU6fPq2UUurhhx9WgAoPD1dTp041+tWnTx+VnJyslFJq7NixClBr1qxRSil1ww03GM+ZNm2aio2NVYB6//33/X7TlYYew/T0dFW3bl118OBBpZS8t9IMr9er3G63Ukqp3r17K0A5HA4FKJvNpgDVuHFjtW/fPqWU/F6Px6MKCgqUUkrNmDFDAer222832mzXrp0C1ObNm5VSMmb6/RXXt1CU8Hq9xri3bdtWzZ49WymljPdooejh9XoN2mnVqpUC1KJFi5RSSjVv3lwBatq0aUoppTp16qQAtX79eqWUNS6XE+ZxadCggZoyZYoqUaqJnql37NiRb7/9ls8++4zPP/+c9u3bc8899/DBBx8Yebw0tObVtWtXUlNT+f7777Hb7UybNo2srCxGjRrFY489Rv369Y31Og2dj++uu+7iP//5D40bN+a+++5j5cqVLFmyhC+//JKpU6cC5yadnThxIrVq1SIlJYXHHnuM66+/3q9NC5cP2jz03HPPMXfuXL744gtee+01Dhw4QLt27Yy1YbfbbdCKvqd9+/ZGOzrJ8aFDhwD86luw8EeRm5tLSEgIjRs3BnzWoVatWgFQrVo1ACO5rIUrixJh9tTQDCo5OZnOnTsba35169bl2muv5aOPPmLQoEF+2w0SExMBuOaaa4x7tSls+vTpHD9+nGnTpvHBBx8YqYReeOEFdu3axVNPPcX+/fu5+eabadOmDa1bt6ZNmza8//77BhMcOHAgeXl5nDlzBpvNRtu2bXn33XcZOnQoGzdu5NixYyQlJZGSksI333xDzZo1/X6LhcuHjh070q5dO4NODh48yMsvv8z8+fMZNGhQoWZnc7ZqzXT0hCUoKMgwiVvjZ6EoYM6ErnmWeXuOubRwZVEiNL9AIsjJyeHkyZMcOnSIw4cP8+mnnwK+mZM6u1kdoE2bNjidTqZNm0Zubi4rV67k0KFDJCUl0aFDB5544gnuuecehg0bxh133AHAtddey5133snYsWO54447+PTTT/F6vSxduhSQvHt33XUXjz76KHfddRcjRoygWbNmKKXo1asX1113HSNHjqRp06bY7XYOHTrE22+/TVJSEk2bNmMpbJ0AACAASURBVAXKTiqQkgj9bo8cOUJmZiZHjhxh8+bNLFq0CJAJUUFBAXfffTf//Oc/AR/j+frrr3G73Zw5c4bly5cD0KRJE37++Wd69uzJtGnTAPxc0C1Y+D3Q3pyaXgMnVuZ8nhaKASVpzU+vywSu+QGqXr16aufOnUop37qftpG/8sorxtqgLufPn6+UEju6rrdmzRoFqDFjxiillFq1apUqV66c37pRfHy82rp1q/Ec3beUlBS/Nb93333Xr692u13NmjXLeGZxvcurYc2vV69efmt+5r8hQ4YopZTatWuXAlSrVq2UUkpNmzZNAap58+aqQYMGKiEhQQHq/vvvV0opNWvWLAWoYcOGKaWKb822KGGt+V15mL/7+vXrq9DQUJWRkaGUUqpLly4KUKmpqUoppQYPHqwAtXr1aqWUNS6XE4Wt+ZUIs6eeAbVs2ZJ33nnHiLoCsv0hKSmJNm3aGNmOtWeew+HA6/UyevRo2rVrx3fffUdERATdu3enXr16xkZSkFlXUlISb775pmFzb9euHVu2bGHu3LmGtti1a1cqV65sBP9VZzWG3r17k5SURFJSEgBDhw6ladOmzJs3D6fTSY8ePQwvz8LCsFn449B08uCDD9KpUyeCgoIMOgkPD6dJkybGOl6lSpWYOnUqlSpVAuC6667j3//+N3fccQd79+5l3rx5tGnThu7duwOyDvPWW29x7bXX+j3LgoVLhTq73eEf//gHp0+fJioqCoBHHnmEHj16GBasIUOG0KJFC2rXrg1YNHelYYuLi1OpqanEx8cX614TpX47MLFZ8IF/mDKzCUGdjc5i3kAa2D5g1AmMCGJ+TmH3mp9p7qfeWqECbPtXErpf6enptG/f3oiaE+j6Xxphfq+FhZvT21D0uARG+Cks2LmOA1tY/dIO/VscDgdt27ZlzJgxdO/eHbfbbQW2vowojE4L4yFlkeZKKvSY2O12GjZsKCmNoPDA0lcagTE7A/8/X1Diwvqrg2Cbrxd2j5kBXOg55wuqHPhMvUm/JBCx7qd5UlAS+vVHENj/wsZHj4G5zoXoJVAIlIX3VBjMv6us/saSgsLo9EI8xBqPKwv9vp1er5f09HRAsn5bg1C6oZQyNu673W4yMjIIDw8nPz/fGturDFqjiIiIwOVykZWVRW5uLllZWZbmZ+Gqgtb8wsLCcLlcnDp1CpvdblfJycmGuc5ikKUbegzdbjcHDx4kMTGR4OBgK3zSVQizqWf//v2UL1+e6Ohow9RrwcLVAvO38Msvv1CuXDls5cqVUytWrKBChQqW5lcGoDW/X3/9lR49evDFF1+QlJRkaX5XIbTmFx4ezm233cYDDzxA3759Lc3PwlUHLfxCQ0Np164dw4cPx2m326lUqRJxcXGW5lcGYF5IDwoKolKlSoYzU2l3eLFwaTA7ZoWEhBAXF0dkZCRhYWGW8LNwVcHshBQUFERsbKw4vOjtAJZprPTDvAVEe70CVtiuqxBm4ef1eq3vvKRBKdDjoLdGmY+tMSoyaOGnl/eUUiL8tEZgdt0vph7KgCsFHo/v2OHwnTf3Tx97vfJnt0tps8n/5rbMRKXbA99zzPfqWfHF3qv74HBIO4GEfAVhtm1LF3xerKVS8zO/Xx11xfyebTY5bx67wmjlKoR5n6rZo7DU0oIFC78TgfuubTZbyYrt6QczEysMZkEJ4HTK/7rU583nwMdINcxC0umUa4Xdq+uYmbH5XofDd++F+m3h0qAFmH7XgeOgJy4Oh7/Au8oFn4VSADNP2rcPXC6oWfNcWrZwWVDypn96Bv/OO9C9O4wff662Z/7fZoPsbHjqKWjdGrp2heXLhSECuN3w+utw881www3w73/7NAibDXbvhnvvhZYtYfBgIUKz5jB1KnToIH9Tp/o0RLsdNm6EO++EVq1g1CjIyLC0jqKGnqjs2AF33w39+sGiRfJ+3W7fGPXuDQ8+CCdPSn3zBMjjEcbi9co9LpdPaw881vdasHAxKIzOCqM7XVfTWiDuuAMaNYITJ3x1LVxelITYnmcfLn9KKXXqlFLVqwtZBQUpdTbWpvJ4fHW8XjlWSql+/aRu69ZKxccrZbcrtW6dXBsxQq7VratUgwby/+jRcu34caVq1lTKZlOqXTu5ds01Sp3N86fGj5dztWsrlZQk/5/NE6g2blQqLEypiAilmjWTay1b+vpkxfYsGuh4hwsXajajVJ8+cs7jkeuNGsn56GilDh/2XdPQYxFIP+ZYimZ6KgO5/JSyYnteUZjpyvx3MeeUUmrHDuEpOqZsGaHBkoISn8/PmCEtWQIHDsB998lMacYM/+vgM3ft2gVffCFa4tq1MGuW1Js2TcrJk6F6ddiwAbZtg8aNYdIkmX0tWAB798LEibBqFfzjH5CaKs/3euH556FFC3nGpk3w7LNQo4Y8/9VXITdX6m7YAB99BN26QU7OFX1lVw30OmzVqrBsmWjZdjv89JOMT8WK/vXARy8//ghvvSWz6hkzxEqwYYPUnT4dxo2DNWv812stWLgYKOWzVi1cCO+/L3zBZoMffoD//Ac2b/ZZqN57D1auPHdp5NAh4UWWY9oVQ8kQfoEM52xaGcaOFRv4J5/IsQ5dpQkOYOtWKdu1k7JOHam3bh38+ivk54vACg+X6y1biuDTAk2fM5ebN8OWLSJ4+/eXZ3z5JQwbJmY3r1dMbw0bQmKiEHTduvD00xARYTHQy4kbbxTBdzb9FLNnQ2QkNGkizMVsbtY0Mn063H8/DB8OQ4fCCy9Ar17w5JNwzz0y6bnpJqEHa73WwqVC09nixbJ0snOnHI8bBw89JPQFwpP+7/9EKOr7NL0+/DDcdRecPi3HFg1edpQM4Qc+p5GMDJg5U5hc7drCpHbu9CcYM44flzImRsqwMIiKkplU+fKi9a1eDevXy/rewoVS7+hRyMqS/89GXTfayMwUzRNgyhQRikOHiqCbPl2E58mTkJ4OzZuLUGzTBvr08TllWCha6DXcRo2gVi2ZjIAIvxtugMqV/ZmJGZGRUno8ov0NHgz798vacG6uaPQFBT7asGbfFi4W5u/99tul3LpV6GnjRrEcrVol53/6ScpOnXz3aiEXHCyTdssL94qh5LxpzXC+/VaY1E03iQnxbIoZvvhCyouZEdlsorWFhEBKijg1tGghJs/QUKnzWyYu3Z+gIBGkZxOf8uKLwkCdThHUb7whDLRDBzGprVjhf7+FooFmMAkJ4hywaJGYqFNTZcaszZ26ntvtcyzQY9Gvn5Rt2kjZu7eUmsb0RCrQccGahVs4H/TyC0DTpkJ/69fLZP3kSXjsMTh8GLZvF9N6XBxcc43UNws6j6dwRxgLlw3FL/w0Y9GEoE2cf/+7mBAHDpTj2bNFGAZE7Sc+XkqtxeXkiOmgalU5HjEC9uyRNZ+tW2VtEEQjjIuT/0+dklJ7WlWqBBUqyP+dOskz2rcXM+euXcJYIyKgShXxLg0NhR49pP6+ff6/y0LRwusVDfvYMZgwQSYnnTvLBAT8t74ERjEJCZFS01pYmJSBgtPhkHatbRMWfguaNrxesRy1aSNrzDNnQlKSTLiio8VSsXGjTOodDkvQlQAUv/Az79XauxfmzxfT1vTp4kQye7Y4kuzZI+ZL8G01AFnrAd+11FSZtes1wL/9Dd5+W2zt2mwZFyfrgHrG/+OPUq5dK2Xz5tIHc7uZmaIBlisnJraWLSEtzbfmqEvteGExzMuD3Fy4/nqZoLz/vpg8Y2LEzAQitE6ckDFfubLwNgLHRtOSPj9vnmyfOHNGjq2JjIXfgrYudO4szlSffw633CK01b69ON7t3w9dukg9i6aKHcUv/MzOK1rrGzxY1vr69hXB9/DDcn7yZN99eqN5cjIMGgRz58o+vx49ZEY/ZIjUO3wYXnoJGjSAevWEAJ95Rq516gT168Po0dC2rZxv3lzWG6OjZbF65Upo1gyuu07MGH/9q9w7apSUt90m1yZPFtPqTTfJect2X7TQNKI1vI4dpezWTUqXS8qQEJkAjRgh2r75mp5tB5oz9Xm3W8qnnxYaPHrUv54FC+eDnjh17CjWp7Q039pep07iQ+B0iiCEc/mDRWNXHCUjwos2OzkcIvB69ZJjLeBatxZvPadTGFlQkP9G8jfeECE4d65sZn/ySRF2IBvc69SRLRCVK4up7M47heFFRsosf/x4ma0NHy5u8CEh0v6//iVON599JhrfuHGyId7rFSG3YgW88ooI2Ecegccfl4Vri5CLDnqMK1USQde4sRwPHQp5eT4z9i23iAbodIr23auX0ALIpOTPf/ZtU6lTR5wT9NpL9epivm7RQo5795b1m9hY/z5YsHA+mNf97r9fJmk33CDnOncW82dysnivQ+HWB8vT+IrCFhcXp3bu3FkysjoUFhrMfGyOnhIYcswc67Gw8Ffnqx943ewxaL6mn6+v6/rm//W1YozyoscwIyODG264gUWLFpGYmFg2sjoE0kcJeeclFUr5Alu3a9eOlJQUunfvjsfjsbI6FDUKo83CeJX5mv7/5EmxLmVmwsGDMumyaLlIoUwxbhs2bMhjjz2GUymF+6y5x+12X3nhZyYCHaA4MHCxUj7TlDlOp75PKVnzOV9wan1N36cXnAsLim23+2Zx+t7AwNbm/moBab63GAlXKcnn53a7UUrhOfve3G536RR+Zhpwu320oQNd62M9Fnp83G5fzM9Augq8N/DY7fbFdS3FQlULv+DgYJTyZfjQtGGhCFEYr9LxiTV9BQZedzplfbpJExF6nTqJ4NNm+lJIcyUVmt6DgoIAyWzitNvtxgmn01m8ml+gJ6cZZ/v4u67/1r2/t90L9beYYB5kp9OJ82wfnU5n6RR+ZlzKWJjrXuo4lcBx/T3Qwg9k/M3fuaX5XUZcDL/RwjImRpyrlPKZSfWky0KRwTzZs9vtOBwObKGhoWrQoEFERETg8XiKV/hZ+MNQSvL5ZWdn88UXX9CnTx+io6Otsb0KYZ4Iffzxx7Rs2ZL69euTl5dX+idCZQFmAWizyZYrbbEopdaGkgrzJHDq1Km0aNFCHF7cbjcul8tikGUA2rylTdkul8sa26sU5tmu1+vF4/EY9GAJv2KG2Uz6669yTju96GwlFooM+lvQ1hCPx4MtPj5e7dy5k/Llyxe/w4uFPww9hpmZmdx4440sWLCAqlWrlg2HFwuXBLPDS/v27UlJSaFr166Ww4uFqw5mh5fGjRszevRonF6vF9fZBdZicXixUKTQDi8ulwu32+3nzGQJv6sLZocXbd0By+HFwtUH8xKAtoI4bTabn1NEsW91AJ+HlHk7QWFed4HbF7SnpzYf6Dr6T7dtDkar79NtFXbvb7WrPT5LgMu92bZts9mMGX6pdXgxj7He6G7eE3WxtHIVwuzwYrPZjPG3HF5KEAK9mbWHsplfWfjDCJzs2e32ErLJ3Qwz47pQ8OlApmi3+7z0NJPUjDFw+4J2e9dMUxOb3r6gn63vNbssm7c2aNdl3Udd32K+RQdzfE3zuw3cQxXoJGC9ewulAWZ6NXuJWvR72VHyhJ9mYL/+Kps+o6OhWrULC0GHQ9ILbdsmaYwaNfIJK4dDAl1v2yYzq8aNxbtKCyqPR64dPizBsK+5xifcHA4JU7Rzp0R4adTIJ+wcDskft2WLhDOqV09ih1rmpKKFpoecHAkRpZQEFI+J8V1LTxdaCQqSKBrmvaCBwtLcZuC1wOsWLFwMAi1Ql0JnIMfHjkny7qZNJYm2pflddpQcO5gebF0OHCjC5sYbRXgFEgyI4LLbJYJ6crLE1WvWTEKk6Y3tK1eKQGvbVuLq1a8P338v106elLBWjRpJuKtGjSQM1smTcn3CBAl91bGjBMHu0kXckW02SU9Sv74E0L71Vqk3frxP6FooGuh3uXatvO8GDSTsHPg2Aw8dKhk32rQRIQjnRtUIjOijNx7rY7Np3IKFS8EfoTP9v8cjG90zMvzPW7hsKDnCD3wEsmMHLFkiAmXfvvMnGdXa14gRkpD2++8lf9asWfDBB1Lnr38V7e3DDyWjw5EjEnsPpM5338GDD0o7998P//ufpB/Zvx/GjJF4kGvWwBNPwIIFMHGi3JuSIlkevvxSNJJ69SQpamrqb+cKtPDH8O23UgYHi4VAZ94oLE2MedKkmZGewGgtXqe00vWs2baFS8XvpTO9HJOQIPGFdTB2s3+BhcuCkiX8tHCbOVMY2T//CeHhMG2afz2z88OGDcIA77lHsiuMGCHn//c/SU66fbukwLn7bskD168fbNok9+gMAe3by3N0xPUzZyT3Fkiw6zZtRBBGRUnfQNp2OqXtxETROEGEqO6jhaKDZgTXXw+bN8O6dXK8cKG88yZNID//3AShIFk9EhNl7Jo1kxBSo0ZJCq0GDcSkPWCAaJLmWbwFCxeDP0Jnmo8dPSoTbZ2/VPsXWLhsKBnCTw+ydlj55BNJINu/v5gVZ88Wc4DZuUSXv/wiZVKSlLGxIqR+/tm3bnfypI9Atals+3ZJe1SpkmRnnzIFXn5Zju++20eUOrt3QYE88/BhuTZunKwhPvkkTJokGSV69/ZlBiiNnpUlGVr4tW0rWTfmzJHjzz8XrbtePRF+gd7AIDPutDTJ7di/vzCZ11+X9Ff9+0saq88+gxkzpL6VaNTCpaAo6MzlEmvToUNXvPtXK0oOh9bC5ocfRDDde68cDxok17SpK9D0mZ8vpfaUCgoSc9jJkyJAu3SRRLN9+8Jdd4mQAsn8Hh8va34bN8LIkaJFdukiM7TWrcXZ5uWX4YEHJJ1OdrYw19OnZR2wcWNJqJqSIv3o3t1a87tc0EKtZk0RgHoc588X5hId7V/fvLYSHCzlwIEyadE5GW+5BZ57zpcvcudO373mmbc1A7dwMbhUOjMjMKGyhcuOkiP8NIP54gspV60SU+bHH8uxTnQbqFGFhkqpM3kXFMgsKixMjt97T9pZtEjODxok52vUkFx8770nWb/PnJFyyhQRZlWrinbRurX0oWNHcaqw2UTz6NJF1ve2bRPB162bPGf5cp/N30LRQTOFkBDRsDdvFnN4fr4IP63Rm+vre/RY1K4tZXy8lDqfX0yMlOZo+uY1F4shWbgYXCqdWShWFL/wM5s8c3PFJGC3i9feokWwa5cQzZIlsHv3ufu5dHLIffukzMoS84MmOLtdhNyxY9L2sWNyvnp1WLpU/tdJT3UWdr2eVL8+fP21pB1JSZHnN24sGuC6deKWrJPm6szimzf7/y4LRYvcXLjjDjFnP/20jOO118rkxYwLeW+aPezgXCFnaX4WigK/RWcWihXFL/zMZsLly0WI3XuvrNnt3SsC5+9/l9mSNnXpPXoga2zVqok35/ffw3/+I+d79pSyb1/xpJozR7S82bMlb1Z8vC+z9yefCFP97DM5btpUTJsVK8pWi59+gtGjRcu46y7fvT/9JGa39HSfHV/P+iwCL1poRpKTI/v8mjcXWunSRc7r2XREhOy9LFcOHn9czl3sGp5+hs66feSI/3kLFi4XLBq74ih+4Wce9E8/lbJ/fym1gLvjDim1CVQ7xng8YvZ8+23IyxPnmH//WxxW7r5b6jz7rDDC3r1h2DDxCnzzTbk2bpzk0HruOWGazz4r3oSjR4vTzN/+JuuFrVuLOXTIEPkDeWbFiiJIK1YUzfSRR2S/oHZ3tlD00IKsc2cpe/Twv263y0Tm9GlftHyNi52QHDggf5Z5ysLvwe+Z+FpOVlcctri4OLVz507i4uIolqwOZhPmnj3CcGrWlMVjHUJMKZnl5+dDnTq+CB7m8GUZGSKoKlSQtTnjF9rEFLpliwjKpk1l3Ujf53bL2l1ammgU11zj3/4vv4gGmpgoHoXmDaw6wsuZM1C3rpjgdLvFtF9Mj2FGRgY33HADixYtIjExsfRmdTBHePnlF/HGjYsTh6a0NKGVkBDxwj19WsahoEDqxsZC5cpCG7/+Kh7BUVFixj54UMa0XDkZx337ZBJToYIIvrw80f6Cgkrt3j9zVod27dqRkpJC9+7drawORQ1NH5mZsmXhYunMzEsOHhT+cdNNMpHWvK8U0l1JhDnGbcOGDXnsscdw6txGQPHlfNPan16/83hEKElv5Xpysi/2ps53pYmuoEAYol670/totHCMiRHzpW7b5RKC0/UaNfI5s7jdvuter5g3k5PPbbegQPYGtm3r67+OKhMY5ugKQimF0+k0xtR71qTs8XjOCe5aaqCUTFwaNpQxcbshMlLWZN1u+atSxUcfQUFyTQcLjosTZqPvjY6WtVt9HB4uNKCPq1U7l9ZKIczCT+d5BAzasFCEUEpCK8bHXzydKSW0eviwBNEAoVXwBbkupbRX0mAO+A/CF512u9044XA4ikf4BcJ5gZCjhc1YA8+ZA8QGXnM4fOfM1/TvNj/7YtvV92pX52KEeZAdDocxw3c4HKVT8wuEOUg5nEsrgeNivh54728dl3LtyJzVweFw+H3nluZ3GXGxdGbeS/zTT7KE8ve/yzmn01o6KUKYJ/52u12+h7y8PObMmUNsbKyVz68MQGt+WVlZnDhxgm+++YaKFSvicrmssb3KoD/4kJAQMjIyWLVqFU6nk+zs7LIxESoL0EHyX35ZBN6ePbKUUoxLJ2UR+lsIDg7mxIkT/Pjjj9icTqdq3rw5wcHBeL1ei0GWcmgzV0FBAZs3b6ZRo0aEhoZaY3sVwqz1bdy4kapVq5KQkGBNcksazP4LWhhagq9IYf4WfvrpJ6pWrYotPj5epaamFp/Di4UihR7DzMxM2rdvz8KFC6latWrpdXix8LthXvO7/vrrSUlJoVu3bpbDi4WrDmaHl0aNGvkcXvRCuKUdlH4opXA4HHg8Hrxer9/YWri6YBZ+gbRgfecWriaYNT8t85yA8SHYbDbroygjCBxHa2wtWN95CURhiXCtpMpXBCVL+JkJQSeA1PmwzFsbdF3ptNTVGRy0hqPv0dcCCUqbfbTbt9n7KvDewtotrK92e4mx15vHVJelkuGZ10P0WDkc/g4B5jEujFYs+I19qaWFsogLhTyzxuiywWazcYE9BcUMMxM7H8xMTm9G1hvU9X2FCSQzQzU/R99rrqPb1fW0EDS3FdhXi2iLDvpd6j1PgbPk8006rDGwUBqgadbtFk/P8HDZZ2rxksuOkucBoWfw77wjKYLGjy88R5sWRDabRPoYNUqS2Xbu7IvRabNJtnadxLZXL0lhdP/9vo3sS5ZIHNDmzeX64sU+Jnv0KDz6qK/dDz/0Z8Aej7Tx7rvw5z/7wq9Zm4iLDnqysWOHhKzr108CnmuGYbPB1KkSvu7BByXyC/hPgHRgA7252OXyaeuBx/peCxYuFn+EzvT/R45IdCmdzNaiwcuOkqP5mTW106fhH/+QMFPz5onwatjwXO1Nhxj7058kR1bz5rB+PXz3nTDB4cPl/xkzJOJHcLDEfdRRQFaulFxbFSuKUJw7F2bNknRKrVpJrND9+6XdDRskO/yxYxLD0+WS9taulVyABQUyYxs40CLcooR+l2lpvsmFUjLmdruM5auvSmi76GiJ1xoT4x9fVWuGgZq+1+vbBF+MUXkslHKYrROXSme6rFhReFdUlP95C5cNJUvz07P8JUtE8N13nwgZnTHB7LGo/1+9WgTf2LGSZmj+fDk/a5aUJ08KIS5fLklrd+zwZYeYN0/K116TjA+vvirHq1bJRtPjx+XcunWibYDvXqdT+vDggyJYwSLYywm9Rlu1KixbJvE67XaJjLFrlzAPcz3w0ciPP8Jbb0msxRkz4KmnZDLjcMD06SIw16zxrSNasHApKAo683gkg83hw1e+/1cpSobmF0gI06ZJOXasMLpPPoFnnvFfz9Oz+g4dRFPUocdOnJAyNtZ3HBUlGSPWrBENcvBgCZBcp47U2bVLyr17pUxIEG3v+HHfcw4dklKnLLLbJRTRnj3w5ZeiQVq4/LjxRhnLpUslXdXs2RLns0kTnzlUQwcZnz5dcjouXiyTo5Mnhcb694dJkySI9SuvwA8/SOBzs4OUBQu/hT9CZyC0lpEhJv0bbxSeZ1khLjtKjuanHUcyMmDmTCGC2rVlHW7nTiEY8CcYpSSif3i4lHv2iLYIopGBEOCJExI4ds4cmX117y4ZIu69V9b/nnpKgtI+/bSYSgcNkpmY0yk5AqOjZc2vTx/417+k3R07pP4rr/gEYuDvsbSIooOehDRqBLVqyYQDRPjdcINkbzif0IqMlNLjEVoYPFjM2cuXixn82WfFbL1wodSz9kRa+D34I3SmLRYXimtsoUhRcoSfJoRvvxXiuekmSWNz7bVy/osvpAz0xtTRz1evlgwLv/wCH30E7dtLmyNGiJD6+WfREDt3FkG6YgVs2ybOMdddJ7n72rSR42XLfMQYEyPrS/Xry/mvv5bzQ4dK7r7Bg4WwwT8QrZWOpGih32VCguR3XLRIUlGlpkqCYT1eup7b7XM80rTVr5+UbdpI2bu3lJrGjh+XUjsuWA4wFi4Fl0pnF2rDwmVH8Qs/s6MLiIkTxKQYEeHzfpo9W4SheWaktbMVK0RYgqzXDRzo0wIeeEA8RitXluu33SZlerpobVlZkph25EjxMD1xQs6D2N+Tk0UT/eEHYajPPit9Wb0aTp2SZ40YIfVnzRJBG7jdwkLRwesVDfzYMZgwQczdnTv7JiD6nTud52ZlCAmRUtNaWJiUgYLT4ZB2rW0TFn4PLpbOLBQril/4mfdq7d0rtvJGjcR+/tFHImi6dROT5urVco85AGx6usy0QkPFvNCunW8bw7FjMtvq2tWnBWjzaWKi2OBBTBEgplCQNcKpU6XOa6/5rtntck9wsJhl3W7Yvl3clG020SytBevLi9xcuP56WbN9/30xecbE+MYwKEgmMG+/Ld68hSGQ+Wgmpc/Pmyfjf+aMHFuTGAsXg8DYub9FZxaKFcVvYNauwHa7T+sbPFjW+vLzqkkEAwAAIABJREFUZRYVFSXrdZMniwkSfPd88IHsxwsPl2S2ubnCCOvWFe/OWrVEc2vcWITWtm3CPG+8UYTWZ5+JJnHrrT5bfO/ecj0mRpxuPv1UsjQfOyYmti5dJPeWzSZ9SE0Vs+hf/iJM1+22bPdFDW0O0hpex45CL926ybHLJWVICGzaJNr4nXeKRUBf0xOgQHOmPq8TKD/9tLRx441CP5bzgYWLgaafi6UzMyxz5xVHyeDQ5uSyffuK4APfRvbWrcUxxekURhYU5COkevXkntBQYYwOhwjNxES595NP4I034KuvhOj+9jd46CG59847xZnl7bfFZb5JE3j9ddmwDuK6PGmSbHVo2FAcY4YO9fVbC+DISOlzu3a+flsRGooG+v1VqiSCrnFjOR46VLTw7t3l+JZbZLLidMq2h169ZDIE0KKFjGmNGnJcp46s115zjRxXry7WgRYt5Lh3b/HG0x7D1hhauBA0fTRvfnF01rKl/31gJa4tBtji4uJUamoq8fHxxRft3SwozhdC7HyhrcznA2M66nbM+2rM7ZufGRhgNvBa4L2/1bdigo7in56ebqQ0qlatGh6Pp/SmNDrfOw4cj8CxCqz7R45LIXRWB4fDQdu2bRkzZgzdu3fH7XZbKY2KGr+HrvR9DodMvlu1EsvWggUyubec5ooMOquD3W6nYcOGjB49WjQ/fcGc6v0KdgsUZwMUu8EbEEfTHEoMfFqivhYYuBr8g1crJWZQzfjN0RfAZ4Kw2+TZ5mfotu126acXcNjPZbo66LLd7guQXUxEe76x1Iyw1CEwsLV+x+ag42Y6MI/db9U1j5e5vtt9bjzXUsiEAsfcTBulkhZKKjSNXiqd6UhT33/vsxq1by+lx3Ouw5aF343C6N0JGBqB3W4vHs1P40KayfkI4WK0mQsRkfn+wGqXoimVEEL15a2yY7fb/Ma21Gp+GuZ3HPhbAo8vpe5v1S+lMAs58/iXCVooibhUOtO8tl49iRucmChBO8Df29jCH4ZZ+OmsJjan06maNr2O4OBgK8llGYA2exYU5LNt23rq17+G0NBQa2yvQpgTeG7evJkqyclUqFgRt9tt0UJJgVKyTh0TI/4Mp07J+cAlHAt/CMYk0OFg45o1VK5YEVtUFOrNN2VtXwfJt1B6ob+l48fhyScjeP75N6lYsTwul8XwrjboDz4kOJhHxoyh15Yt3Gyzka1UCdjjZMHClYPW+0JsNv6qFD0efxxnSAh06WKjfHkbSimLQZZy6DHMzPTy4ovBdOrUmapVK+D1ei1T11UGbfa02+28MHEibYFbHQ48Hg8O6zu3cBVBndWibXY7MW43zVu3ximppxSgzjoYWQvhpRmi+SncbvB6FR6POPR4PB7LyeEqg1n4eTwe3ABeLx4r+pCFqwwKQCmciN+ix+PBqZ0iwd8Jslg6GLCjwOwdXJgJPHB3gtdrw2ZTfoEUzO2Y7zG3KXV895rrmtsNvK+wZ+hdFcX1HnW/9Jja7Y6zx45SqflpTVYphdernTdsxjmbzYbXq4z/ZXwsKwb4O7zYbDbD1OngXN8uCxbKMgKnena7vYRscjfBLOQulF7NLPi0N7HDoQrd+hUokMze86B3RCjDO9m8KyKwXbM3/blt+M5bKBpoAWaz2c5OTGwGU/cJOSFms8C72gWfBQsWLowSJ/y0YPr113AyM8OJjs6nWrXTFxSCDgccOhTJ7t1xREfn07BhBiEhsi8wPT2cY8fCcTrl2Ou1ERzsITn5pCE8d+yIIy0tipo1s0hOPukn0NLSIvj55ziiogpo0CCDsDCPn+C12yEzM4wjRyJJSDhDxYo5lpNWEUILtJycAg4cOIlSUKVKFDExoca19PRsMjNzCApykJxcDqfT7qfxmIWluc3Aa3JdnbUCFOOPtlBqoQDb2VL/r48p5FzgsUV2Vw4lRviZAx7YbDBwYG8WLmxCjRqH2Lz5v0RFFZwTcENrZhMntuGJJ7rg8YQCisaN9zFz5ufUrp3Fk0/+ialTr8fhyMfrtaNUEDVq/Mru3RMpKHBw1119mDOnKRLj281zz83n2WeXA/Cvf11HSsrteDwSlb1evQPMmvUZ9esfw+Ox4XAoCgrsdO06gLVrG/DAAwt4/fV5eDw2nE5rTaUo4PUqHA4ba9cepmPHKUABTz99O+PH34zL5SU42MHQoXOYO3cj5cqVZ/v2B6lUKfLsxMTmt8/N6/UCtrNrYF7ApzV6z854tAC02JCF3wMz1ZwNjeFncgukKvsFrlm4vChRi0Bak9qxI54lS2pRvfoR9u1LYOHCmoBobRper5jBfvyxMqNHD6Bu3eOsXv1vxo79H1u2XMOLL8pm0ePHwwEXn332KWvWvMmCBW8xefIMHA547bW2zJlzA3ff/QMbNkykbdv9PPdcN7ZurcCmTQk89thAmjVLZ+XK13jyyf+xc2dt/vY3ydju8UhfXnzxRn74oQaQg9dbol5nGYQCQvj2252AIjjYwa+/ZrN69QEgFI/n3AmHWdsTIac4dSoPm82Gw2FDKTh1Kg/Neqy1Qgt/BGYNr7BQ1bZC6nk07V3WnlkIRIni1lq4zZxZH48nnH/+cz7h4TlMm9bUr55of0Iq4eEunn12BlOnTqdt2zTuvXcTkM2BA+UAyMoKITw8h1tv3cM112TQvv1+brppPwCrV1cHTvPEE6to1iydp55aAtj56qsGVKt2irfemsInn3zG9dcfZtiwdUAuGRmSrTk42MuGDRV58cWbGTNmCeA2IrBZKHpogXT99Uls3vwr69YdAWDhwj1kZxfQpEll8vM92O0+wSXaHbz00moSE19l5swdNGv2FrGxExg1ah57956gQYM3KFduAgMGzMDl8hqmUAsW/gg82GnDMPrRBxtwhiBu5F4qMZrvScQGvMe1lOcJNpMAgNfS/a4oSoTw07xGmwo/+aQp8fHH6N9/K+3aHWT27GvIyAjD4VBGXe2U0qBBJs8+u4xWrdIAePfd5kA0N9+8G4BTp8LIzQ2mQYMHiYn5O/HxY3jrLYmqHhzsBpxkZYUCkJMTBMgaYPnyefz1r+uJjCxgypRmjBrVmbCwbB5+eIXR76FD+3DrrbsZMmQdEI7dHhhPs4hf1FUMkX0u2ratRkiIgzlzdgLw+efbqFcvnnr14snPd5/jDQxw6lQOaWmH+NvfltK/f2Nq1Iji9ddX0KPHZ/Tv35jmzSvx2WfLmTFjG0ChGqQFCxcLDzaC8FKefObSEIBtJLCKZH4ljvnUAWAu9TlDBLXIAsBu6X5XFCVC+IFP6/vhh6ps316de+9dB8CgQRvwemP49tt6fvU0Y5N9imICffLJjrz8clfat9/Ao49K4tuQEBcOh4c+fbbx6qszsNsdPPBALw4ejKJ//81ACMOG9eLhh2/jwQe7AC5yc31Lodu3JzBkyEDmzm1Jjx6p3HzzPgBeeaUdW7ZU4P33pxuC+LdyWVr4/RDNz03NmuVo27Y6c+eK8Js/fzc9elxDdHQIZkOT2c0/ODgI8DBwYBPGjWvPX//aBsjhlltq8NxzN/Hww20BOzt3HjPu9Xq9xRzw3UJphaaWP5NKPpHsJ5ol1CCZY/RiI99RC4C1VKE9u4mmoFATqYXLixIj/DR/+eKLhoCNVauSuOee7nz8cVOggE8+aQTgp13pNUK7XTFgQC/++c9e9OjxPV9/PY3QUA9eL6xaNZm8vOd55ZX5PPzwDzz66DIgnO++q0OvXqlMmvQx+fnwzTd1eeihtUABoaGS/NTrheuuO8iuXS/wzjsf8+mnbRgwoA9Hj0aQknIbI0Z8T2iom61bKwBejh8P4+TJ4HOyllj445CJhCIkxEnv3g3YvPko06ZtIj8/lx49GuByeQLq2wxTqewPtFO7dnkA4uPDAbjmmgoAxMSEAnZcLp/TiznIu7UGaOFSoKnlRvYDXlZTjcXUpDWHuZOtbKEi66lEOjHcyl7AMnkWB4pd+JlNnrm5TmbMaIDdnk1mZhiLFtVi165yxMScYMmSmuzeXc5v75/2/Lz//jv45JPrmTDhE2bN+pzISBFeublOvvmmDqtWVTdMqnoLhNMpjK5fv21s3foGu3a9TpMmvwKRtG17mM2bKzB8eFdSU+OpXTuLIUM2kJx8iHXrEvnmm/p4vWG8/vp1REY+R7du92C3n+Gzz1py22334XBYUu/ywEZuros77qiLw2Hn6acXUb16Ba69thJnzrgw+8v5p+3xZyz6vDZvatlmdo6xND8LvxfafNmADCqQyWc0ZhOV6MgvdGAfXmz8l1aA4ib2AZanZ3Gg2IWfbBSXoV++PIl9+6pz770b+fnn19m799/s3v0f/v73xbhcccydKxmRvV6b4e359dd1effd9iQmHqRy5dO89961vPlmK/6fvSuPj6JK/t/pmZzkZJJwBAIi4UjCIciZEOQQBDGRG/yBriuH4rmC4uq66yK66IriLqwirMcqqCAI6wpCADlEQBAQ5DTIpYSQBMidzExP/f6ovOk3Q4KIIZMh7/v5zOelu18f6aquelWvXtXSpW3hcJjwwAOj0KfPA1i0KBGrV9+I119PAVCMwYOPYunSBDRu/AKmTx+A7dsbYerUwQBKMHLk9zh2zIoFC9IwZcqd2LChGf7+9544frwJGjUqRHr691izZj4+//x9bN48HwsXLoPTGYzBg/fjvfc+cauVq1A9YP1DKCmxo3HjMHTq1BAnTpzA4ME8f8KWH6FePX/s35+NyMiX8MQTGQDgWtbgccVLtoWSGzXqE9xwwz+QlVUk3VtB4ZchlJgOE/zhRD/8iP8iCQUIQDJOoQFKEI88LEQ3NEce2iMbgJrv8wa8vs5PFiwfftgegLNiLs5wcd5xx2E8/PAFLFrUHn/4w7aK3JXMZt991wiAE1lZYbj77v+rcDn6oVmzcxg58iW8995i3HXXCIwffzcAICQkH++++zEaNCjBoEE/4NZbd2LevN6YN683AgKK8c47fGzo0MOYPv0jvPzyLejX70EAhMaNszF79ipERZWhf/8fK54RiIkpAaChWbOLaNMmDw6HWud3rSCstUGDWmP79iO488620lGCprF1WFiYhezsFq79wJXPwZ46lYdTp85e4kpVULhSiK//VhzDR+iJ1vgJ8eA55VtwHPvRBsn4FsFwQIcJGkhZfzUMk9UKOnIEsFq9k5NSvuexYxGw281o0eIC/P2dboXcT5yIQHm5GfHx52GxkOu88+cDcfZsCMxmZ0UaMnJlcWnatACaBhQU+OP776PhdGpISMhB/fplrgXydrsJBw7E4MKFQCQk5KBBgxLXfU0m4PTpUBw7Fol69exo2zYXISH2ijRn/NCaRigvN+P48UhERpaiUaNiN4XurfeZkwOkpERg/fojaNIkxmerOhgZXuw4fvw8GjYMhdUajPz8Mpw5U4gWLeojIMCMn38uQGFhOVq1ioLNpuP48QuIiAhEo0ahyMkpRnZ2EZo1i0BoaAAuXizD6dP5aNIkDJGRQSgqsuHEiQto0CAE0dH1cOrURZSVOXDDDZHw8zP77No/ObF1z759Mf3LL5GuadCdTpXb8xpCdraXwILjiEAEyhAL9iRcRAB+QhgaoAjRKEXlznmF6oTrHWsaEp1OTFuyBKb69UGHDgExMd6r5+eZjFleLyeUn0i6revueT054MV9n5zzU9e5vp2cr9Ph4OsJJWexGM9htxt5OkVtPPEc8rme9xPXE9f0FsQznz0L9O4dgYyMg4iLawS73e6Tyg8QC9RN0DQznE6nqzCv2WyGw8HuTrPZDJPJBL2CecxmM4ic0HWnq3K5OPeXtuVr+ariAwzl5+fnhx59+uDJjRsxVNNgU8qvRiDyBJkhFrMztIqfs+KncgpdewjlZ6lQfo9/9BEsmgZYLJxdji0nb5BAHvsIl6GcJc84xsEk8jHez4ve3VuzGRX9RfY8ttT8/Um6lnHMZCL4+3s+Dyo91/3Z+RqaRhWuWu+xMc9bmWCxOKFpJpjNrL19taqDJ4SiErBY3MW42Wxsm0waLBatynN/aVu+li9CDvoxm808x6FpMBOpen41Akk+gSrmmCR5AaqY61O0uNYQ9fygadAqBriW8nJg1SpCRARVWH7enKu6XFBCVceu5Hkr63Ml51d17JeDJ7wFUc/v/HmgoMCGNWtWq0rudRRyJffcc+ewDUCgrnMldxXFU0O4nOy5XB+F6gTHyxECiJAPYPc338BksfhR58494O8f4HInKfguxByPzVaO777biXbtkhAYGKhoWwchW3179uxBkxYtENOoERx2u+IFhToF+VvYuXUrmjRqBFNUlJUOHz4Cq9Xq0/MbCgxBw9zcXPTq1Qvr1q1DbGyszwa8KFw95ICX5ORkTJ8+HWlpadB13eddugoKvwZyibOkpCRMmzYNFg4M4YVpyjrwfRBx8Ieu664ADsCgsULdgaz8PHlBfecKdQmy5SeSWFgA92rZ6qO4PuBJR0VbBfWdKygYqF3KT14/IK9pEOsc5EWBYsJerH9wOo31BoD7Obrufp58zPMa4n6A+zOIczXt0rUOop/nMS/CMy+l12l7tRDvUqxbAfgdy+tbPGnnySsKbrT3WV5QUKgmmEwm72d4qRKeCqoyyELOz89Y5CZnlZb3iXOEgpRLwsvXEPstVbwe+ZmqUqYK1QPxLjXNyDwg6Csv9vQcdCgaKCgoXAa1LwJCKKK33gLS04EZM9wFmacSM5mAM2eARx8FuncHBg0CPvrIEJYOBzB3LtCnD5CSArz+umEJCqtN04BvvgGGDQOeespYIf/EE8Do0bx/xAjg1luBN990t0Q0DViwALj9dmDRIn42VdW2+iAGKocOAePHA6NGAevXG7Q1mYB33gGGDwceegjIz+f+8gBI1zl7gchSYLcb1rrntjhXQeFqIPOQw8E/edtuN/o4ne7biu9qFLXH8pOr1BYWAi++CJw6BaxezYonMbFyF2RREdC/P3DkCNCpE7B7N/DFF0BBATB5MvDYY8AbbwCtWrEl99hjwOnTwCuvGK7S8nIWnN9+C7RsCbz0ElBSArz/PucJa9eO73nxIpCby3/rOuDvD+zYATz8MGCzAU2bAuPGKSauToh3eeaMMbggYpprGtPhtdeA778HwsKAZ54BwsMN/gAMy1DQW04BJKf3Ua5Shd8KmX88vVAy73l6rDzPVbjmqF2Wnxjlf/klK7577+WR0bJl7sflv7/+mhXf00+z8lq7lvd//jkrtXffBeLigD17gAMHWJH9859AXp4xt/fcc8BPPwHNm/M5ALe5uWxJ7t3L1z5xgoUrETOt08lKs21FcmXFvNcOglaxscCmTTwo0TRg1y7ghx+ABg3c+wEGj+zcyRb7xYvMS3/6E/OD2QwsXco03b7dmEdUULhaCP6x21n2rFtnyIUVK9hLdP4878vMZK/Uzz/zcRWRXaOoHcrPU+B88AG3Tz8NtGgBLF7M2/IoXYzqe/dmS/HPf+btixe5rV+frcLSUlZqwVzAFDffzFbaoUO8/e23wKxZbD1ERXF/gC0/XeffrFls0S1e7B5A8+KLwLFjwKuvVvsrUagCqams+DZu5O0VK4CQEKB9e6a3PAARwmTpUuCBB4D77wcmTABeeIFd2X/8I3D33UzHW24Bvvvul+eZFRSuBP7+zFeTJvH2zz8D99zD26tW8b5589hrVFTkveesw6gdyg8wAkdycoDly1nItWzJQurIEZ6TA9yDVYiAgABWbAEBrIjuvZePT5rEpSoaN2brcPduHmmtW8fHhfvy3nuBfv2AsWOBCxcMpSqU6BdfsLBcsQL4v/9jhWyxsBX57LPsPm3ZsvL/RwnR6oOgS1IScOONwCef8PaKFTyX26hR1VnFQ0K41XWm6+9/D5w8CWzezIOdv/yFB0SCN9QIXOFqIeaiAeCOO9hbVFzMngWLBYiPB9as4eObN/N0TJs2xrkKNYbao/yEwFm1ioXULbew9XXTTbx/yRJu5clhwWiaxgquRw/g+HGeq+vZk/s98wz36dyZXZ6Bgbw/MpKDao4dM+aS5BIPVisrun/9iy3LffuA0FB2nxUXs7tz4EAWpMJalDOoiMhEheqBeJcxMSxU1q8HDh/m35gxhrtT9HM4jMAjwVujRnHbrRu3w4dzK3js/HluRYCMCkRQ+LWQ54379eP2++95YJWYCNx1F7vt8/OB/fs5EA8wFKZCjcH7yk8OdAEMF+fMmUC9euxuBHiEX1LivvxA1CvasoWVJQBs3crnOJ187SlTWMG9+SYzYVoa9xNuy3r1gKlTgaFDuQ5QXp4hFF94gYNmnE4esQnX2rvvstutoIDvNWUK9//0U7YGPSe6FaoPTicHQOXlcWCSnx/Py4oBiHjnFov7/B/A3gHA4LWgIG49FafZzNdVyyYUrgaCX7p04XbVKpZRvXvzwO3MGXbFOxzAgAHu5yjUGLyv/OS1Wj/+yAErSUnMHO+/z0ovLY0V2Ndf8zlCsZnNwLlzPKIPDGQ3Qs+ehjVoMrESnT+f3aBNmrC7rHFjdjd07cpzit9/zwE2us7n5uUB//sf93v5Zb5WdjbPEzZqBDRrxm5ZXQcOHgSysvhehYXG5LXCtUFpKZCcDDRsyIOQlBSO7rTZ+LifH7s2588Hvvqq8mt4ChqhDMX+1at5+URxMW+rQYzClUJeixodzcuv/vMfdrP37s0D6KgojhMICzO8EEr51Ti8r/xEyDlgWH2//z3P9Y0cyYrvscd4/7//bZwnznnvPbbYdJ1dCBERzFQdOvDxM2dYgSUkAK1bMxM+9RQLzw8/BLZtM6I5GzVit9rGjcDgwawI//hHDpLp1IndYhMnAkOGABs28Lm7d/McJRG7NN5+21h/phi6+iDoLSy8vn25FZa83c5tQAC7QqdMYWtfPibcoJ7uTLFfuJ6efZZ58OxZ934KClcKwVP9+/O8X0gI0LEjD846d+aBdMeOHL0sXKVKXtQoasc6P+F2MptZ4Q0bxttiMXnXrhytZ7GwIPPzM5irdWs+JzCQBaNYt9ekCZ/7+uvADTewS7JRI3aVjR5tBEeIVtPYnVZWxkIwNpbX8L36KgfbtG/PwS1jx7ovUtU0Zuxhw4x5RpXtpfog3l/DhqzoxJrLCROYVunpvN2vH1uAFgsvexg2zJhP6dyZkxA0b87b8fHAbbcZgQZxcTyg6dyZt4cP58FTRIT7MygoXCmEN2HoUJ7b69aNLUGAB9AAB9ABhhxRqFGYrFYrHT58GFFRUd7L9i4risrSj8kjI8/UVvL+yvJ/CpeqfFwovMryhHrew1ORXemzeQkii/+5c+dcJY2aNm0KXdd9t6RRVe/Ykx6etKqMjle77YMQVR3MZjN69OiBp556Cunp6XA4HKqkUU2gMl4Crhv+8iWIqg6apiExMRFTp05ly08cEG0NPxW3InJTzpUplJRYWwcYVqI4Jic1lq9pMhn5Hm029wXMQgl4KjLh9hLzheLanud6Cl051ZmmVR1yXwOoipZCEPocBC0937GczNyTd4DL95XpKugl96+KD30MnjSXecMnecGXIPhWlk+VyRUvy4u6gsr43WIymVwWgaZp3rH8BC5nmVQ1Ur0Sa+ZKR7me1/o1llItGUnLdas0TXOjrc9afgLyO/4lWv2avr/U30chK7nrjhd8BZW9Z/Xuaxyy8hM6z2SxWKhTp07w9/dXRS6vAwi3p81mw759+5CUlITAwEBF2zoIeSC0d+9exMbGIiYmBg6HQ/GCQp2C/C3s2rULsbGxsAQGBuKBBx5ARESE+iiuAxARLBYLLly4gGeeeQYTJ05EgwYNYLfbFW3rGMQHHxAQgGnTpiE9PR29e/dGUVGRsvwU6hTEt+Dv748HH3wQAwYMgCkqKoqOHDmC+vXrg4iUgPRxCBrm5uYiNTUVGRkZiI2NhdPpVAKvjkG4PTVNQ0pKCqZPn4477rgDuq6rgBeFOgWh/EwmE9q1a8cBL06nE46KQA9d15Xy83EIy8/hcEDXdegVgUK6rqsghzoGWfnpuu72nSso1CUI2WexWOB0OqHrOge8iFGg2Wz2rvLzXFIghwp7LmMQ/eWQYc+oKs/lDeLaVYXFey6BqCqK1HMphVhOUdVz1iBk3zYAl7UnAmB8DpXR0JO+V8IrdRBywIsc2GY2m5Xlp1Cn4Dnw1zStlixylyELrsvVV/MUiiIsXRaGIowYMKL55P7y/URouyw0PQWErCxFWSNxDmCELyvhW30Q79BzUOO5rlNeyymfp6CgoFAJap/yEwIsO5vLDoWFcYX0yylBs5mL0f7wA2flSEjgNFdCAZaXc1WG0lLO1BIRcanwLCvjNET+/lwyp7iYU6MJa4mIs8sEBnJuT7OZk1zv388Jt1u35qwyyrVYvRD0KSnh/KtEnHNVVGs3mTi/a24uZ/654QYjsThQ+WLiyy1sl48rKPxaeHqjPL1Mv5RUQfFdjaH2+MFk5gC4WkJSEieQLiy8NBuL+FvTgL/+lVNU9e3LOTi7dWNFZjJxfsZevThFWu/eXHV95073hdMA8PzzrDRFlvU1azj5datWXK+vVSs+3qcP33PnTr5Wz57Arbfy/WfMcF8Ar/DbId7ljh38vhMSgNmzeZ/I2TlhApeL6dbNqNMoCyHAsAxlj4CuG9tyBg4FhauFrLzkgXNlx0Uf5a3wCmqP8gMMQXToEPDll6xQTpyovMiomI/74gvguedYwW3bBjzyCFfknjmT+73wAiuq11/nbP1nzwJ/+INxP4uFq0XMmeN+j86dgX/+E3jjDWDBAmDuXN4fG8vt9OlsbX7yCVskrVtzUdTDhy/vrlX47RCVsP392UMgqn1UFsghD5qE0isocHdZFxQY/dXoW+G3QB7EVzYI9hzEy9mrlMyoUdQu5SeYZflyZohZs7hK+wcfuPeTBVRcHLBwIVd36N4duO8+3i8qsf/vf5zoeNIkTmZ8++1c8+/UKRZ+TifB7IIXAAAgAElEQVQnmh08mKs3lJby9Zs1Ax58kK83YQK7OAGuEAGw0LVYuLxOkyacoR0w+ilGrl4Ieicnswv72295e906fuft27N7Ww7qEULl5ZeZRsuXM50iIoBHH+USWgkJXNj4//6PLUnZWlRQuFroOnsiRo1iniouZi9Ww4Y8SDeZWG7Vr8/8DCiPUQ2jdig/IWxEodrFi7nm1dix7FZcsQLIyXEPLhFCrk0bVlAmE1to06ZxxfXHHmNheOYMV3MQhUybNOH21CluZ8zgWoFz5xrlckTAjM3G99yzhy29e+9l4QtwlXdR8mjOHOCzz7gagKgM4IuRlbUZQvn16MG0/O9/efvjj9nqbt2a6e0ZnQuwZXfmDLvHx47l6g5z5wJ33snbnToBH30ELFvG/dVSAIXfAl3n+ef69VkuAMCBAzzozs7mmqUAHysu5hgDQMmMGkbtedti1PPNN1wg9ne/4+177uFjwtUl+gnBJuZ9du1i6y4jg0dbKSlAfj4rsIAAQygGBnKracDp0ywQ58/nEZkoiSQiR/38uO+f/sTtM88YzysKU777LivG8nIur6Pm/K4NBP1atGAFKITK2rWsxMLC3PvLc3j+/tyOG8c0nDyZt/v1Y5e5qBd55IhxrhgAiW0FhSuF4Jfbb2e5cPIkT+PccAOX2vriCz6+YwdP14SFKZnhBdQe5ScYZskSbrduBe6+G1i0iLdFoVvP0ZEQbLfeChw9ylbYv//NbqyICFZ8ZWXG9YV1FxQE3H8/B7L06wdkZvKIzW5nIShcaDt3suIdN45HaIJJ77iD5yYPHOC+aWn8vJs3uy+xUKgeCOUXEMAW9r597A4vL2flJwZBcn95vSbAgUsAexUAo55feDi34hrysgr53goKVwLBL6mp3H79NRe/7tqVa4nu389FsM+dY7kFKHnhBXhf+ckuz9JSdj1pGkftrV/PyxfCw3nklJl5aWTemjVctfvkSS5SOmECz/Ft2MBM2KIFu7zKyrj/yZO832LhCu5Hj/K8YXw8H8vJYaF47Bj3/+gjbkeN4lZYjHv3csHThATeLyqLC/+9shauDUpLeeBhNnPF9bg44Kab2H0k43LRm2K/cG96Kjll+Sn8FogBekICF7D96CMOwuvblz1GTicH0gHALbdwqwZYNQ7vKz/ZTbh5M0d3/u53rJR+/JEV3syZPCoXri6n0zjnxAlmpIcf5vNffpn96jfeyG7LtDRWaAsW8Plr1gD9+3NF8A8/5AjQNWtYWcbGsp9+7Vp2UQCsdAEjoAVg5dqyJbta167lEZyYLxLWhWLm6oVQQCUlvM6vUyem/eDBvF9YbfXq8cg6MhJ44gned6VzeOIeo0Yx/bOy3PcrKPwSxHev6+yV6teP56cLCjheoEEDHmgvXMhzz+3bc38131fj8P4id1mwfPght2PHcisY4o47WLktWsTLFORFzJMns+tx7lweVQEsuF57jf9+4gl2Ozz6KG83b24cS0lxd48FB/N1hSuiuJitvKgowGrlfYKp581jN+fAgcbz/+EPHFEqwuoVqh9CkQ0aBGzfzi5PGZrG1mFhIQ+CZFzpgOTUKf55ulIVFK4UQj7deitbfq1bs9ID2Nrbv5+VYXCwUUhZDZhrFCar1UpHjhyB1WqFV6o6yMsWjh1jgdOiBSsYuZL7iRM8vxMf7678hKI5eZItxbAwXgwdHGykG7PZ2O1QVsYWXGio4daS73/yJO9v3pzvoet8TU3jZ/LMACIyvBQX89xhXJx75XcvMLOgYU5ODlJSUrB+/Xo0adLEd6s6yBlejh/nwCSrlYOZzpxhugQEAD//zAqvVSum9/HjPOfbqBFb/tnZvHwlNJSXwZw+zZG/kZFMxxMneFQeHc2Kr6yMB1F+fj679k9ObN2zZ09Mnz4d6enpqqrDtYacXUjwbUSEsUb44kVeIyz4Te6vcE0g57hNTEzEtGnTYCEit8z/XklsLYjfogUqHoSXEfDT8vEbbjByajoc7opI11nxxMUZfex2VkKi7dLFuLbY55kFRLg6nU7jHvHxl84BiXsEB3PkoRx5Wlk6rRqEqOogaOqscA/7dFUHIo7STUw0aBMSwoMch4N/jRsbdPHz42NEfMxqZSEjzg0LY7e32A4O5mxCYrtp08p5zccgKz8icuMFhRoAEQ/MEhMNXgSY/2R+U6nNrjnkqg4Ay0WLpmmuHV6v6iBguYw39kpGrGK5QmX95WNXeg+RDaSqPuKdiaURXoRMZE3T3Cp2+KTl5wlNc3cpe/KKJ13k457n/tK2j1tHclUHs9ns9p0ry6+G4cmLwKX8pnDNIA/8hVy0lJeXY9WqVaqS+3UCYfmdP38eBQUFWLNmjarkXkchV3LPzc3Ftm3bEBgYqCq5K9Q5yN9Cfn4+du/eDZPFYqEOHTrA398fTqdTCUgfh3Bz2Ww2HDhwAG3btkVgYKCibR2EbPXt27cPjRs3RnR0tBrkKtQ5iG9B0zTs3bsXjRo1qgUBLwrVCkHD3Nxc9OrVC+vWrUNsbKzvBrwoXDXkOb/k5GRMnz4daWlpKuBFoc5BDnhJSkrC1KlTeamDmAhX1oHvg4hgNpuh6zqcTqcbbRXqFmTl58kL6jtXqEuQvSDiu7AAcH0IJpNJfRTXCTzpqGiroL5zBQUDtUv5yUsPRKFREWnpGQ4s/63rHDYsShQB7ufIaayIjGOAkS1Gvr5YcCquK9fnq+xccU0vru/zhExT0fqkwBPvUy487PmuBZ2q4hUFN9r7LC8oKFQTTCZTLcjwUhVkIXY5COUkyh2JBfCyIvUUiJ4uQHGOvEYPMCo7eB4TAleEL8uCVgmV6oV4n2JA4kkHkeRA0F/RQUFB4QpQ+yIgxAj+rbe4RNCMGZXXaBNKTNM4I8eDD3LxyNtvB5YuNSoraBoXMe3fnxekv/aaofxMJs62MH06L4IfNoxTZglBe+YMpyzr3p2vu26dcV2zmReovvQSP6fIAaoWEFcvBK0OHQLGj+e8m+vXM33EAuF33uFKDw89xJlfAPdBjEhsIBYV2+2GZ8FzW5yroHA1kHlHJGCQ+U54i+RtcZ7iu5qF1Wql3NxcIiJyOp3kNTid/CMiKiggiotjdvDzI/r+e96v60YfXef2p5+IGjTgvp07E0VG8t/z5/Pxjz/m7ebNiTp25L+ffpqP2WxEvXrxvo4dierV47/37eP7tG3L2126EFmt/PeaNXzurl1ELVoIliWaN4/32+3X/l1dBoKG586do1atWtHp06eJiEgX78vX4HBwu26d8a5HjOB9us7Hk5J4f1gY0c8/G8cEZJ4RfzudxrXFtjjHm99BNcLpdLro3qNHD1qxYgURETnk/1vh2kDmM5kXdf3SbbmvwjWB0+l0ycaEhAR6++23qXZZfmIU9OWXbM3dey+PjkTFBNldKUZJ33zDeRgXLOAqC6LorWjnzuX2q6+4InvbtsA//sH7MjKALVu4oOmePcDGjWzpRUZytYZDh7hA7jffcOUHgOsFAsArr3BJo1de4e1akN3luoYIzY+NBTZt4nydmsY0/+EHzpMo9wMMftm5E3jzTbbyly3j4sR79nDfpUu5wK2w+NXoW+G3QPZMLV0KfPopeyNeeYV/Fy9y4vVXX2WvUVbWlU3vKFQ7asecnyfhP/iA26efZkG3eDHw5z+7z+eJNWvp6cCFC8Y1Tp/mtm1bbvft44zqjRvzdteurNR++okVIsBVIz77jF1fM2Zw3si1a/mYqNfXpg0QE8N1/BwOYPZsvua//13970OhaqSmcvWPjRuBkSOBFSuYXu3bG+5QAeH2XrqUBc+GDUzX/HzmsbFjeTBTVsbHv/mGBzTC9a6g8Fvwxz9y0vtOnXjwrOs82K5Xz6hg8+mnXHVGDbxqHLXH8hOBKTk5PEeXmsq18YYN48rq33zD/TyDVUSQQ0YGV2cfNYpLDf3tb1wQt6CAi+EKYSaqdp87x5UAAOCuu7ju39ChXBUgN9dQesuW8Uht+XI+x2Zj4SmUqZrjqxmIwU5SEtdq/OQT3l6xgktTNWpUtdIKCeFW13nk/fvfcwWPzZuZtn/5C9N13Trup9ZEKvwWCCVmtQJnz7IMKy3lxPn//a+RdL1TJ2DHDuDgQffzFGoEtUf5CYGzahULqVtu4XIgN93E+5cs4daz/Ido69cHBgzgKgxr1/JIKzDwUoaSgxrEuf378/aMGeyGeOUVDnK54w4eqQUHc11Aq9UIdvF8Ds9gCcXI1QvxnmNimC7r1wOHD/NvzBjD3Sn6ORzGwETw1qhR3Hbrxu3w4dwKHjt/nlsRIKNoqfBbUFrKfHn77Twt0ro17xd8JwpkFxVxq/isRuF95ScILkb2ixdzO3MmuwfGjePtFStYGYrM6OK8sjJWWElJwMqVwNatPLp/9FFmvKgod7eoiAZs2JBLiwAsPAFDOP7wA7effsqu0X//m+eIIiO5HlxEhCFYlYCsWTidwIgRQF4ez5n4+XFh29JSPi7oYLFcWpUhIIBbwWtBQdx6Kk6zma+rlk0o/BYQcV1SEQ8g+E5se/KdQo3C+8pPXqv1449stSUl8TzN+++z0ktL40K3X3/N58gLnl97jV2Q77zD22VlfK2iIhZunTuzMhMuzq+/ZiUWG2vU+Nu6lVvhfmjWjK9z3338TL//PZCZyb/+/bmPuL9gZNEqgXltUVrKFbAbNgTefZddnuHh7LYEmA4XLwLz5xtzup7wpI0QSmL/6tXMT8XFvK0GNgpXA5GMQd4G3NeuytsKNQrvKz9RKBYwrL7f/5795CNHsuJ77DHeLweXyAEvwcG8zq9DB+Dmm9lCFBbjlCncpqRwUERmJjBtmnFuUhLw1FNAz548V6hpvJ4sIIDnhO6+mxXobbexMn30UT73T3/iIJi//pW3Z8xgt8bChbyt5gKrF4JHhIXXty+3aWnc2u3cBgSwK3TKFI7wlI9VZa2L/aLY6LPPMg+ePeveT0HhSiCUmc3mvn5U8JloPflSoUZRO6I95cKzI0ey4gOMhexduwIPPMCuLLvdyLridLLy+uYb4PXXge++4/mbkSOB3/2O+6SlcSTna6+x4HzzTV6+4HSy2/OLL4BZs4Bt21jB/eEPxhzQl18CL74IfPstX2f6dFagAFseTZuyW7VPH7YUc3PZqlSoPghB0rAh06BdO96eMIHfeXo6b/frxxagxcLLHoYNY7oAPHi5/XageXPejo9nWrdpw9txccCQIdwP4DmZDh3YvS0/g4LClUDEEwwbBmRnc+wBwDwqpk0AoFcvdt/HxPC24rMahclqtdLhw4cRFRXlvWzvcvCInH7MM49nZenHPI+J/XLEnny8svRmcp5Iz+vL58lptTzvX1WfGgZVZPE/d+6cq6RR06ZNoeu675Y0qoz+lfGKJw949v0t2z4IIs5ebzab0aNHDzz11FNIT0+Hw+FQJY2uJSqTH9cxn/kCqIImmqYhMTHRKGkkDoi2hp+KW5GuSs7FKSeclpMai/PkPJueCahFijLAcGfJ84tycmqHw10BCiXheV1xTFidnqH14toiBZoXmLkqWgpB6HOQByy6brxfOZm5J+8Al+8r01XQSu5fFR/6GDxpLvOGT/KCL0BWYkLuCHnjyVeefOmjfOYLqIzfLSaTyWURaJrm3Wzvl7NMLjdS/SWL5nLHr8UxL0IQ2Ww2Q9M0N9r6rOUnIPOA5//iuf1r+v5Sfx+FrOSuO17wBfwS3yka1Bhk5Sd0nslisVCnTp3g7++vilxeBxBuT5vNhn379iEpKQmBgYGKtnUQ8kBo7969iI2NRUxMDBwOh+IFhToF+VvYtWsXYmNjYQkMDMQDDzyAiIgI9VFcByAiWCwWXLhwAc888wwmTpyIBg0awG63K9rWMYgPPiAgANOmTUN6ejp69+6NoqIiZfkp1CmIb8Hf3x8PPvggBgwYAFNUVBQdOXIE9evXBxEpAenjEDTMzc1FamoqMjIyEBsbC6fTqQReHYNwe2qahpSUFEyfPh133HEHdF1XAS8KdQpC+ZlMJrRr144DXpxOJxwVE7O6rivl5+MQlp/D4YCu69ArAoV0XVdBDnUMsvLTdd3tO1dQqEsQss9iscDpdELXdQ54EaNAs9nsVeUna2dd113zVOK5ZMtU7ktEbsJd0zS3ka24ljgmAnvke8jPIPp4uoHF/cXzVHVdb1rQsm9bPJfY9kXLT7xLwbCA8b+IY7/EK3UVcsCLHNhmNpuV5adQp+A58Nc0rZYscpcgBJdQYJezVkRfYe0IgUdELjefaMXHLvoLYXC5CFe/Smr0ycLY8xnFPiV8qw/iHYr3KtO8Ml4R/dW7V1BQuBxqnfITCmTbtm3Ys2cPmjdvjsGDB7utUZKFoMlkgs1mw+eff47du3cjOjoagwcPRnx8vGtu49ixY1i2bBmKi4sxePBgdKvI6r9161YcOHAAgYGBLoFaXl6OLl26IDY2FitXrkRARTJkYV1GRkbizjvvhNlsxqlTp/DJJ5/gwoULGDBgAHr16qVci9UMQeOsrCysXr0aDocDffv2RcuWLV303b59O/bu3YuwsDAMHToUQUFBbhaP0+l0KUl5YCTcgeKYJ18pKPxayIMy2RMltmVek3lR8Z0XYLVaKTc311Xq3VuQy8zruk4dO3YkABQZGUk///yza7/oI1q73U633norASCz2UwAyN/fn9avX09ERDt37qSQkBACQBaLhQDQu+++S0RE48aNcztPtI8++iitX7+eAJCmaQSATCYTAaC4uDgiIvrhhx/IarUSAPLz8yMANG/ePCIicjgcXnuX4r7nzp2jVq1a0enTp4mI350vwuFwEBHRunXrCAABoPvvv5+ImPZERL169SIAFB4e7sYrAjJfyfwj08npdLrO8eZ3UJ2Q/6cePXrQihUriMh4pwrXDjJfyT/PfXJfhWsH+X0nJCTQ22+/TbVqEkjMn23btg179+5Fr169cOHCBXz22WduxwFj0n7lypXIyMjA/fffD4fDgffffx82mw3/+te/AACzZs1CUVERvv76a2RnZyMyMhLPP/88AODvf/879u/fj++++w5nzpzBCy+8AABITk5G3759sW/fPuzfvx8//vgjNm7cCADo3r07AODll19GXl4evvjiC+Tn5yMuLg7PPfccSkpK1HzKNYB4p6GhoVi3bh1KSkpgsVhw9OhR7N27F/Xq1XPN+QlQxcj73LlzOHDgAJxOJ06dOoUvv/wS+fn5MJvNOH36NDZs2IDz58+7zSMqKFwNBM/puo5Dhw4hKyvLxU8nTpzA4cOHYbPZYDKZUFBQgP3796OwsNDtXIUaQm2y/MRI/pFHHiEAtGnTJrJarZScnExExshd1uJ5eXl09OhRys/PJyK29ADQvffeS0RE0dHR1Lx5c9cIeNSoUQSAjhw5QkTGKPj8+fNktVqpT58+rueRR8533XUXaZpGJ0+eJCKi+Ph4slqtVFRUREREkydPJgC0a9cut+vWNK5Xy+/LL78kADRkyBACQBkZGURENHv2bAoJCaHk5GTy8/Oj7OxsIuL/V/DTE088QQDoT3/6E4WHhxMA6tWrF3366acUEBBAAOjGG2+krKws17nXA5TlV/OQvQyxsbHUvn17IiLKycmh6OhoAkD//e9/iYjo2WefJQC0Z88eIlJ0uZaotZYfSWGopaWl+PDDD9GmTRukpqZi4MCB2Lp1KzIzM10jc8AIaIiIiEB8fDyOHj2KtLQ0pKWloXv37njppZeQn5+P8+fPw2q1uiLdoqOjAQDZ2dkAAHtFWZEnn3wSeXl5mD17NgC2Mh0OBzRNw8qVK7F48WI8//zziIuLQ2FhIXJzcxEREYHAioztMRWZ2bOystz+J4XqgaBfx44dER0djZUrVwIAlixZgs6dO6N58+ZVLuQXNFq3bh02bdqEPn36YMuWLXjmmWfw1VdfYdy4cTh27Bg+/fRTAO4eBgWFXwshN4T3yGazYe/evSgsLERoaCjWr18PANi0aROsViuSkpIAwCejsX0ZteZtC4GzceNG5OTk4K677gIAjKmosr58+XK3fiS5FwAgJycHGRkZyMrKQnBwMGw2m2udm8VixPWIv4XSCwwMxHfffYeFCxdi7NixuOmmm1wVEPz8/OB0OvH0008jMjISDzzwgOveIjO+HD4OwLWWSqF6IZRa06ZN0b9/f3z++ee4ePEiduzYgWHDhrkUnIAIcgEMoXLfffehQ4cOGDp0KABg9OjRuPnmm3HnnXcCAM6cOeM6V146owYyCleDAQMGAAAyMzOxfv16tG7dGuPHj0dGRgYAYNeuXejTpw8sFotae+kFeF35eQqWRYsWAQDmzJmDmJgY3HfffQCApUuXAoCbIgN4OQIR4bbbbkNpaSm++uorbNiwAWPGjEFwcDBCQ0NRVFTkUprFFdW5I0RNLQBvvPEGAGDy5MmufaL/6tWrcfDgQUyYMAGRkZFwOp0IDg5GvXr1UFpa6lKiwm8vrqvmja4NNE3DqFGjcPz4cde8blpaGsrKyi7p57km1Gq1AgCCg4MBGNa6iOiV12zKa14VLRV+DcRgKzk5GQCwYcMGbNq0CcnJyRgxYgQyMzOxatUqlJSUYODAgQDUAMsb8LryEzCbzcjNzcVnn32G6OhoDB8+HAMHDsSwYcOQmJiIXbt2YdeuXQBYSAlB9eabb6JVq1ZYu3YtACApKQnR0dE4duwYAgMDkZCQgOPHj7uU04EDB+Dn54dmzZoBAIqKirB8+XI0bNgQXbt2BeDufvjkk08AAEOGDAEAlyWZkJCA06dPIycnx3VdAIiPjwegBOa1QmlpKQYMGICwsDA899xzuOmmm9C8eXOUVlR4F8sXDh486HJBe0IIGsFDnkru5MmTOHz4sGtgowSTwpVCLJcBgBtuuAGtWrXCf/7zHxw+fBh9+/ZF165dERQUhDlz5sBsNrsUpHJ51jy8/sZFhg4A+N///oeCggJMmDABb731FhYuXIg333wTf/7znwEAH3/8MQB3YdS4cWNkZmbinnvuwR//+EeMHDkSOTk5SElJAQCMGzcOJSUlmDRpEh599FFs27YN48ePd1kBR48eRU5ODjp16oSgoCCXQBSLpjdv3gyLxeJSagL33nsvAOD+++/HE088gS+++ALDhw935dFUyq96IWheUlKC4OBg9OjRA3a73TUoEYoqODgY3377Ldq1a4cnn3wSgOGKrkqJeSrDUaNGoW3bti43qFJ+Cr8WgucGDBiAnTt3Qtd1dO3aFfXq1UP79u2RkZGBpKQktGnTBoC70lSoGXh9kTtVLPoEgO3btyMqKgojR45069O/f38kJSVhz549cDqdrmwuTqcTaWlpWLRoEf7yl79g1qxZCAkJwbhx4/Dqq68CAKZMmYKff/4Zc+bMgc1mw5gxY1xBLQAL09DQULRv3971PIIJS0pKUL9+fTRo0ACRkZEA4Lr3uHHjcOLECcyaNQuff/450tPTXe5ThepHcHAwwsPDXXQYPXo0du7cibS0NABAkyZN0KJFC2iahqCgIISHh6Nhw4YAOMgpJCQEYWFhAIDw8HAEBga6XNQhISEIDQ11BUM1a9YMeXl5lWb4UVC4EggZMnjwYLz//vsYOHAgmjZtCoDd9IJ3xeBfWX41D5PVaqUjR47AarV6ZY2TuCdVZFARiUflbBsAM5OIopLXY8lpzIqKiuDv7+/K2CKur2kaSktLoes6QkJCKr2+64VImRbke3vuE9ctKyuDw+Go9LreGMmJ+wrrd/369WjSpMl1UdWhMrrUhndeW0FSRpGePXti+vTpSE9PV1UdrjGqkh8yqpIvCtcG8rtOTEzEtGnTYBFKB/BeVQdBeDndlKfCEcdFpKUczGC322GxWBAWFgYici0ilfsHBga6UqHJxyrLFyk/k5weS0D0dzgcLmUr3G7eXihNFXlOBU2FK8+XqzpURYvKhEZVNP2t274IWfkJTwmgqjrUFORoY5mXBE3kOWdf5jNfgLycDmC5aNE0zbXD21UdrhZyBKjJZIK/v3+VfS937LegtrjIZCLLCb19taqDwtVDCFyA6S9/58ry8z7U91hzkAf+Qi5aysvLsWrVKlXJ/TqBsPzOnz+PgoICrFmzRlVyr6MQH3xAQAByc3Oxbds2BAYGqkruCnUO8reQn5+P3bt3w2SxWKhDhw7w9/dXUYrXAYRLxWaz4cCBA2jbti0CAwMVbesgZKtv3759aNy4MaKjo9UgV6HOQXZB7927F40aNfJ+wItC9ULQMDc3F7169cK6detcyy/UaL9uQZ7zS05OxvTp05GWlqYCXhTqHOQ4gaSkJEydOpWXOoiJV2Ud+D6ICGaz2VXdXKatQt2CrPw8eUF95wp1CbIXRHwXFsA9w4UvfhS/tDShLoYVe/5/vkpbheqDr3/nCgrViVql/GRFJYdoi2erbCkCANciUdFfbMvrB0Ukq1jOcbVKUH5Gz2wwtUmgeKbs8jZtqwOXWz9VVwY1Vwv5vVwPvKCg8FtgMpm8n96sKlzpx+l0Ol2KraCgADabzRXSLYf9l5WVoaioyNXXU5D+Wog5tNqo+BQuhZycQF4rWNm2goLC9Y9ao/zk/IomkwkPPfQQIiMjMWTIELcyQbJwEgpozZo1SExMRHh4OBo0aICHH34YpaWlLkvv8ccfh9VqRXh4ONLT03H27FmYTCY88sgj8Pf3R6NGjRAVFYUmTZogJiYGL730ErZu3YqAgAA0bNgQ0dHRiImJQVxcHPr27Yvy8nKYzWZkZmZi4MCBsFqt+OijjwCoBcTVDfE+d+zYgRtvvBGNGjXCwoUL3RIWTJ06FTExMejWrRtyc3MBuJc00nUdDofDVeJKeAPk0kWeyRUUFK4G8iDK4XC45ZV1OByw2+1uyQbsdrsaeHkJXs/tKUO4OrOysrBo0SIUFhZi1apV2LFjB1JSUtwiFoXFt2vXLgwaNAgNGjTAs88+i4yMDMydO9Dp5pUAACAASURBVBfh4eGYOXMm5syZg9deew2jR49GbGwsXn31VQQEBGDJkiVo2bIlbrnlFoSFhcFsNuPixYvIyMhAcXExYmJikJqa6soaY7FYsHTpUgQGBiIgIAAffPABxo8fj8jISFy4cAEXLlxw/Q8K1Y/i4mIcP34cACc4nzhxIvz9/VFYWIilS5ciJycHNpvNlWkHMLwHYlG3p4tU0BVQdFOoHsgeIJEHWA628JzW8eRLhZpDrbH8ACMi8fPPP0d+fj5mzpwJTdPw4YcfAqhcQBUWFmL48OFYsmQJZsyYgTfffBMA8P333wMAPvjgA4SGhuKtt97C7Nmz0atXLyxbtgw5OTl45JFHsGbNGixZsgRLlixB8+bN4efnh0mTJiE+Pt51bPny5Rg3bhwA4JlnngEAbN26FW+88Qb+8Y9/ALi0zqBC9UIIhoSEBHzzzTf48ccfATAdsrKy0KJFC9jtdrflHMJq/OijjzBy5Eh8//33mDJlCrp374733nsPuq5j0qRJ6N69O+bOnausPoXfDME/NpsNEydOxKxZs1x5iZ944gmMGjUKP/zwA0wmE9avX4+0tDQcPnwYgIrIrnFYrVbKzc0lIiKn00negNPpJKfTSbquExFRamoq+fn5UX5+PnXu3JmsViuVlJS49ZXPJSIqKCigzMxMeuqppwgAzZ8/n4iIgoODKSkpyXXtCRMmEADatWsXEREVFxcTEdGyZcsIAM2ePZuIiGw2G5WXlxMRUVZWFoWEhFBqaqrrnqWlpURE9NZbbxEAeuutt4iIyG63X6O3dGUQ7+PcuXPUqlUrOn36NBGR6//3NTgcDiIi2rhxIwGgyZMnk5+fH82dO5eImJ5xcXGUlpZGAOjcuXNExP+voMWTTz5JAKh79+6UkpJCAQEBFBoaSoMGDaKuXbtSVFQUAaA1a9a43dPXIX9TPXr0oBUrVhDR9fP/1UbI8qlr165Uv359IiI6ePAgWSwWAkBz5swhIqJ77rmHANBPP/1ERL77jfoCZLokJCTQ22+/TbXG8qMKN0BmZiY2b96MESNGICwsDGPHjkVeXh42btwIwBgdkTTCAoC1a9eiZcuWmDVrFh5++GFMmjQJ2dnZKCkpQb169VwWQb169QAA+fn5AIDAwECUl5dj6tSpiIuLw5QpUwAYuTEBYObMmSgqKsKLL77oega1SLhmISy/1q1bo0OHDli2bBkA4LPPPsNtt93mqs8oQJK7SdC8Z8+e2LJlC6ZOnYrCwkKEhoZix44dmDFjBgBcUiyZ1FyMwq+EiDMAuAD2+fPnkZubiy1btiAqKgrJyclYvXo1APZadOnSRdUA9RJqjfITSm358uUAgKCgIKxYscKlpBYvXlzpeSKhdOfOnbFgwQKMGTMG//znP/G3v/0N4eHh0DTNLWBGzAmJBNeapuGDDz7AiRMnMG3aNAQGBsLhcLjmg3788UfMmzcPffr0QXJycpWKz1NQKoFZvRCCITw8HMOGDcP27duxYcMGZGdnY/To0ZfMm4iAFvE3wMoPAFq0aAEA6N27NwC46qwVFxcDgCsQRkHh14KkyG/BX7t370ZGRgY6duyIMWPGYPv27Th58iQyMzPRr18/AMrl6Q14XfkJoSXmzJYuXQoAeO+99zB06FC88MILAIDVq1cjJyfnEsVz7NgxrFixAgEBAZgwYQIWLFiA+vXrY+7cuSAiNG7cGDk5OS5hlp2dDQCuQqcAsHDhQgBAeno6ALiVG1myZAkA4O677wZgRBEKBhfWoWg919cpVC9sNhvS0tJQWlqKv/71rwgLC0Pv3r1dikvmJ09eETSqamAiB8j4+fkpWipcFQSfdezYEQEBAVi+fDm++eYb3HLLLRg4cCAKCgrwzjvvAAD69u0LQPGYN+B15SdqtAHAt99+i127dmHAgAHIyspCZmYm8vLy8PjjjyMvLw/r1q0DAFfIOgAsW7YMQ4cOxfPPPw+bzYavvvoK58+fR1hYGIKCgtC3b1+cOnUKO3bsQE5ODtauXYuEhATceOONAIDTp09j+/bt6NKlC+Li4lyKTTDwmjVrABhWg1g8X1JSAiJCSUkJALi2y8rKACjL71qhtLQUiYmJaNOmDTZv3owBAwbAbDa7rPugoCCcPHkSw4cPx4IFC9zO9VRmVQ1cXnjhBdx9993Iy8sDoGipcOUQPOR0Ol0Dsw8++ADZ2dlITU1FfHw8mjVrhtdffx0NGjRAp06dAKjyRt6A19+4LFj+85//AADuueceREdHo2nTpoiIiMD48eMBwCXMRDYXAJg8eTI6d+6MN954A4GBgRg0aBAA4OmnnwYAPPHEE6hfvz6Sk5PRsGFDFBYW4oUXXnAxaWZmJgAgPj4egOF+EFXaDx06hIiICDRo0MDt+KRJk6BpGv7whz8AAB5//HFomoZXXnkFgFrvV90Q7728vBwAMHDgQADAnXfeCQAu5Wc2m5GVlYUVK1Zg06ZNAAxXt6CJ4DlPt6i4xqeffor3338fFy9edOuvoHClELzVv39/FBcXo3HjxkhMTATAA+mLFy+ic+fOsFqtbkVtFWoOtSI+Xyiyfv36oV27dhgyZAgAFmROpxNJSUn46KOPYLfbYbfb4efn5wpoiIyMxMaNG/H555/j+++/R0REBAYOHIikpCTXubt378bHH3+MkpISpKen46abbnKlPIuPj8fcuXPRsWNHAO4MqGkaZs+eDYvFgpCQELdnnThxIlJSUhAcHOxykxYXF7tZiAq/HeI9tmnTBvPmzUOvXr0AAA899BASEhJw++23AwAee+wx3HnnnfDz80N8fDzmz5+Ptm3bAgBGjBiBxo0bo0uXLgCA1NRUvP766y6X00033YS5c+eiR48eAIAXX3wROTk5Lte4EkoKvxaCb8eMGYOQkBC0aNECYWFhAIDp06eje/fu6N69uzcfsc7DZLVa6dChQ4iOjnblvaxpiJG1cCnK82pVHQPc8zmKvJ5yPk+xT5wr7iUfk8+VI6483Z+ezyTnDvVsvRm5RRVVHYSbZd26dWjatCkcDofPKuSq6CQGHTI9ZMtd9PXkHZl28rWq6u+ryk8MEC0WC3r06IHp06fjzjvvhN1uV9HKNYDK+BbAJbyr8tJeewidYTabkZiYaJQ0kuc+agMBLiekL3dMntOpatF5VcdMJtNlBUJV960sgbQ3BYvnYEGmra8qPxme79fzf5K3f6mv5/Ff6u9rkJd7yPS/XnjBl1CZXFA0qDnIUxcisbvF6XTi7NmzrjxztUH5KVw9iAh+fn7Izs6G3W7H2bNnERAQgPLyckXbOgah/IKDg1FeXo68vDwUFRXhwoULyvJTqFMQyi8wMBB2ux0XL16ESdM0uuGGG1R1gusEgoYOhwOnT59GkyZN4O/vrxbR1kHIVt/JkydRv359hIWFeW16Q0HBW5C/hePHjyMyMhKmyMhI2rp1K2JiYpTldx1AtvzS0tLwySefoFmzZsryq4MQll+9evXQr18/PPTQQxg1apSy/BTqHITyCwoKQteuXTFlyhRYNE1DTEwMrFarsvyuAwgaOp1OWCwWREdHIzIy0q0ihkLdgFB+mqbBz88PkZGRCAoKgr+/v1J+CnUKcpCkn58fwsLCOOBFpeS6fiBHj8kRZnLwg0LdgEzzqv5WUKgL8FwhQESs/ORIRW9afuJ7NJkAXQecTv7bbOaWiFvPvkTcX+zTND5HQFxLHNO0S+8hP4Po43BceszzeZxO/pnNfI78jN5EZVGovmjVi/fpdDK9gEvf9S/xioL7WkVf5QUFheqCyWSqHYvcZQjBJRTY5Qaooi8RYLEYAk8oJU0zWqEMRX+TyV0RVoaKnNlukIUxkSGI5WdSqD6I9ynoJNO8Ml4R/RUdFBQULodap/yEstq2DdizB2jeHBg82FCCQsDJo3ubDfj8c2D3biA6mvvHx7NFYDYDx44By5YBxcV8rFs3vtbWrcCBA0BgoCFQy8uBLl2A2Fhg5UogIMC4r64DkZHA0KGGwtu6le87YADQurXx/ArVA0HjrCxg9Wq2xvv2BVq2NOi7fTuwdy8QFsa0CQpy9wyIgYqwFgWNNM3wGHgqV6U8Fa4G8qBM9kSJbZnXZF5UfOcF1IZitnxv/hER6TpRx47MKpGRRD//bOwXfURrtxPdeiv3NZu59fcnWr+ej+/cSRQSwvstFm7ffZePjRvnfp5oH32UzweINI1bk4nbZs34nsXFRHffbbD0vHnG83gT118xW27XrTPe9f338z7xrnv14v3h4e68IiDzlcw/Dof7tjjHi59BtUIVs/UeZL6Sf5775L4K1w61upgtYMzLbdvGI/levYALF4DPPnM/DhjzPytXAhkZwP33s1Xw/vtsCf7rX3x81iygqAj4+msgO5stt+ef52N//zuwfz/w3XfAmTNARfUkJCezdbFvHx//8UegopYuunVjF+uUKXzfiRN5fxUJZRSqCcJtHRoKrFsHlJTwOz96lHmlXj1jzk9AjLzPnWML3+kETp0CvvwSyM/nvqdPAxs2AOfP1645WwXfhOA5XQcOHWKPheCnEyeAw4dZPplMQEEBy5fCQvdzFWoGtUr5CeJXlNDDzJmA1coKDTDciWKuDQD69GEB+NJLvN2mDbcVOWSxeTO7Trt1A+rXB269ld2gR48CDRsCbdsCiYns+vz73/l6I0fyPZKS+Ho33ADMn8/3f/llvu748Sw4K/IsK4FZQ+jdG8jM5MEMAPzvf0yrjh3ZrS3TQQyQZs9mWv71r0CHDjywSUsDVqwAWrUC+vVj/jh71nCTKij8Fmgay5qKIjPIy2Mea9sWWLuW982eDbRvz4NrQPFdTaNWKD+h9CwWoLQU+PBDVjqpqcDAgTyvlplpjMwBQ8hFRPD83tGjLNDS0oDu3VkZ5ufziN5qNRRndDS3FTVtUVHtBk8+yQw6ezZvO51sSWoaW5eLF7MybtaM9/fuzQq4opyfwjWGoF/HjkzDlSt5e8kSoHNnHuDY7ZUPQgIDuV23Dti0iQc4W7YAzzwDfPUVMG4cD4g+/ZT7KSGk8Fsg5IbwHtls7J0oLGTPxfr13G/TJpZNSUm8rWIFaha15nULgbNxI5CTA9x1F2+PGcPt8uXu/WT3AsDnZGSwmyE4mBlO1/knuyTF30LpBQay23PhQmDsWOCmm/gcTeNoT6cTePppdpc+8ACfYzYbz6HWCtcMhFJr2hTo358DnC5eBHbsAIYNMxScgAhyAQyhct99bPkNHcrbo0cDN98MVJQExJkzxrny0hnljlK4GgwYwG1mJiu81q3ZY5SRwft37eKBmMViyDGFmoPXlZ+nYFm0iNs5c4CYGBZYALB0Kbeec2t+fnyN225jq/Grr3gOZ8wYVoKhoTznJ5RVcTG3ERHGNd54g9vJk419ov/q1cDBg8CECXyOWPvnqXxF66mcFaoXmgaMGgUcP27M66alAWVll/bzXBNqtXIbHMxtTAy3IqJXXgsq1gsCyqWt8OsgBlvJydxu2MBWXnIyMGIEK8NVq9hrVFGTWckLL8Dryk/AbAZyczm4JToaGD6cGWPYMJ6T27WLf4CxsBwA3nyT522EHz0pic8/doytgYQEFpRiUvnAAVaYzZrxdlERW5UNGwJdu/I+2f3wySfcVtTXdSk+YfEJwSlaca4SmNcGpaU8og4LA557ji315s15P2AsXzh4kL0AlUEIGsFDnkru5EkOTBDeASWYFK4UYrkMwLECrVoB//kP81PfvixjgoJ4cG82GwpSuTxrHl5/5SJDB8DBCwUFbGW99Ra7It98E/jzn/n4xx9zKwujxo15JHXPPcAf/8jBKjk5QEoKHx83jkdYkyYBjz7KkaTjxxtWwNGj3L9TJ2ZK2Z1JxAEzFgvPK8rP/OGHPE8ognOWLAGeeMLw56t5o+qFoHlJCVtuPXqwchKDEqGogoOBb78F2rVj+gBsrcvXqOragmajRnFggnCDKuWn8GsheG7AAGDnTpZxXbtyVHL79uz6FAF1gLvSVKgZeF35iUWfAC9WjopiBSajf39mlD17WEBZLEb2lrQ0dpWGhvKyhm3bWOHNm8fnTpkCPPUU8N//AnPnsjtUBLUALExDQ5khxfPIx+rX50XvkZHuxzdtAl59lS3JNm3Y0nj1VZ4/BJTyq24EBwPh4QYdRo9m2qSl8XaTJkCLFswXQUHct2FDPhYdDYSEGBHA4eHsFRCu75AQ5gERDNWsGf8qy/CjoHAlEIps8GDmt9tu4/lqgHk2MJBbefCvULMwWa1WOnLkiNeqOsgZEURwisjTKM+tmUxGFJW8HktOY1ZUBPj7GxlbxPU1jd1ius6CrrLru16Iyf2ZKttXm0dogoY5OTlISUnB+vXr0aRJk+uiqkNldPGkZW2mTU2DyKjq0LNnT0yfPh3p6enQdV1VdbiGqEp+yKhKvihcG5CU2DoxMRHTpk2DhYjgqLDRHQ6HVxLeyinLHI5LFY18XETiycEMdjsruLAwPl5ebuTuFMcDAnif57HK8kV6PpOcqsjzeSp7Vm8yMhHX83M4HCAi6BXDSofD4bPK70pocbm+1bHtixDKz9/fH0RGhQ/BGwrXFpWlNxMQA3ZAKb+agOB3vwp3jtPp5Hp+YofFYvH5bO+aZgSfVIbLHbseIBPZYrHAUhEea7FYfFb5KVwdhPIDmP7yd64sP+9DkaDmIA/2NE2D2WyGpaioCE8//TTq1asHXdd9XvnVdRARzGYzioqKkJWVheeeew5hYWGKtnUQ8kDo2LFjeOutt7BlyxaUlZWpgZBCnYI8CDxz5gwWL17s/YAXBQUFBQWFmoYpKiqKjhw5gvr163sl4EWheiFomJubi9TUVGRkZCA2Nva6CHhR+HWQA1569eqF6dOnY8iQISrgRaHOQQ54adeuHaZOnQqL0+mEvWKRlLcCXhSqDyLgxW63w+FwuAUzKeVXtyAHvDgcDrfvXAW8KNQlyFMATqcTuq7DYjKZ3IIivK38hOUiPlyTyeR6Jk/LtLK+8jmexwG4zvc8z/OaVd1PnHsl9/UGZN+2yWRyjfB9NeClKhpWRl9P2nqbl70Nz3cm6K8CXhTqGjwHe5qm1a45P09hJj7WykapsnAT4fxCKOq6DqfTCZPJ5NLy4uN3Op2XRP6I80Sfyv723BbXFfsAuELJq3pmhV8PWaHJAlzmFQCu/XJ/BQUFhapQq5SfjCsVXk6nE2azGSaTCQUFBbDZbC5LVraCysrKUFRU5OrrKTyvBJ7nWCwWlJaWorCw0CWYlcVROyFoJta7XW5bQUHh+ketUX5C6AiL7aGHHkJkZCSGDBnimreS+4m+mqZhzZo1SExMRHh4OBo0aICHH34YpaWlLivw8ccfh9VqRXh4ONLT03H27FmYTCY88sgj8Pf3R6NGjRAVFYUmTZogJiYGL730ErZu3YqAgAA0bNgQ0dHRiImJQbNmzdCnTx/ouo7S0lJMmjQJVqsVERERuPnmm/HVV1+5rEKF6oGw6nfs2IEbb7wRjRo1wsKFC2EymWCz2WAymTB16lTExMSgW7duyM3NBQA3habrOhwOB3Rdh67rrsX/wnoX21czIFJQkCEPouQ5d7Ftt9td8kHXddjtdjXw8hIsv9yl5iBcnVlZWVi0aBEKCwuxatUq7NixAykpKW4Ri8Li27VrFwYNGoQGDRrg2WefRUZGBubOnYvw8HDMnDkTc+bMwWuvvYbRo0cjNjYWr776KgICArBkyRK0bNkSt9xyC8LCwmA2m3Hx4kVkZGSguLgYMTExSE1NRVhYGIgIFosFS5cuRVBQECwWCyZMmID33nsPw4cPR7NmzfDqq69i7NixOHDgAMLDwxUjVzOKi4tx/PhxAMDHH3+MiRMnwt/fH4WFhVi6dClycnJgs9lcQR2A4T0wm80wm81u81/Cte7pJVBQ+C2QvT4Wi8Vt3lX2OglZ58mXCjUIq9VKubm5RETkdDrJW3A6nWS324mIaMGCBQSAXnzxRdI0jaZMmUJERHa73fWMDoeDiIg2bNhAw4cPp02bNhER0d69ewkApaenExFR+/btKTQ0lPLz84mIqFevXqRpGp07d46IiHRdd11r4sSJ5OfnR6dPn77k2MqVKwkAffDBB0RENG7cOBo/fjwVFRUREdGwYcMIAO3du9ft+Woa4v2cO3eOWrVq5fa/+CJkOgOghIQECg0NpWPHjhER0erVq8lsNlOLFi0oODiYzp49S0TutPvwww9pxIgRtG/fPrr//vupW7du9M4775DNZqOJEydSt27d6B//+AcR8fvz5ndQnXA6nS669+jRg1asWEFE3uPNugDBO2VlZTRhwgR68cUXiYjIZrPR1KlTaeTIkXTkyBEiIsrIyKA77riDDh48SES++436AuTvOiEhgd5++22qFcpPPJggfmpqKvn5+VF+fj517tyZrFYrlZSUXPJPyM9cUFBAmZmZ9NRTTxEAmj9/PhERBQcHU1JSkuvaEyZMIAC0a9cuIiIqLi4mIqJly5YRAJo9ezYRMbOWl5cTEVFWVhaFhIRQampqpc97/vx5atasGQUFBbkJX2/gelV+GzduJAA0efJk8vPzo7lz5xIR0zMuLo7S0tIIgNugRgymnnzySQJA3bt3p5SUFAoICKDQ0FAaNGgQde3alaKioggArVmzxu2evg6l/Goesnzq2rUr1a9fn4iIDh48SBaLhQDQnDlziIjonnvuIQD0008/EZHvfqO+gMqUX62a89M0DZmZmdi8eTNGjBiBsLAwjB07Fnl5edi4cSMAI6KSKlwFNpsNALB27Vq0bNkSs2bNwsMPP4xJkyYhOzsbJSUlqFevnstdWq9ePQBAfn4+ACAwMBDl5eWYOnUq4uLiMGXKFADuSwNmzpyJoqIivPjii657i3VzFy9exPDhw3Hy5Ek899xzaNCggUoldg0g3mfr1q3RoUMHLFu2DADw2Wef4bbbboNVFGisAEnuJkHznj17YsuWLZg6dSoKCwsRGhqKHTt2YMaMGQCAXRXVkp1OpwqCUbgqiDgDABgyZAjOnz+P3NxcbNmyBVFRUUhOTsbq1asBAFu3bkWXLl1cSSiUzKhZ1BrlJ5Ta8uXLAQBBQUFYsWKFS0ktXry40vNEst7OnTtjwYIFGDNmDP75z3/ib3/7G8LDw6FpmlvAjJgT+n/2zjysymp7/J8zcQAZBYScQIw0IXPIzAHLIS1TMGe7ZtmkWWbftLTpZqWW3Vvp/VnWtVvdNCvNKTNvjjnknFNpDuCYIh5RROTAOQfW7w/aL+85opUTIO/neXzwPfsd9nn3Onvttffaa/n5+QHFLvLTpk3jwIEDjBgxAn9/f20TsNVqZd++fbz33nu0bduWVq1aafW02Wzs27ePFi1asHz5cl577TWee+45I5LKFUJ1DKGhoXTv3p1169axbNkyMjMz6dOnzznrJsqhRf0fipUfQHx8PAC33347ALV+T7R29uxZAM0RxsDgryI6b28lX5s3b2bx4sU0atSIvn37sm7dOg4ePEhaWhrt27cHMJzkyoAy76VVp6UcD2bOnAnAf//7X+69917Gjh0LwMKFC3E4HOdszk1PT2fu3LnY7XYeeeQRpkyZQtWqVZk0aRIiQvXq1XE4HFpnlpmZCUCMynQKfPTRRwCkpqYCaPsBAWb8nqp9wIABANrevoyMDNq3b096ejoLFy7k5Zdf1kZv+o35BpcXl8tFSkoKTqeTV199lZCQEG6//XZNcenlyVdWLrRvFLwdZGw2m7Fn0OCiUHLWqFEj7HY7s2fPZsOGDdxxxx106tSJnJwcPvnkEwDatWsHGDJWFpS58tNvDfjpp5/YtGkTHTt2JCMjg7S0NLKysnjmmWfIyspiyZIlAJrLOsCsWbO49957ef3113G5XKxevZqTJ08SEhJCQEAA7dq149ChQ6xfvx6Hw8GiRYto0KABdevWBeDw4cOsW7eOZs2aUbt2bW3kpgT4+++/B0qsBvX5E088wYEDB3j99ddp3rw5v/zyC7/++itnzpwBjKmyK4XT6SQxMZH69euzcuVKOnbsiMVi0az7gIAADh48SI8ePZgyZYrXtb7KTLWl7wb5sWPHMmDAALKysgCjLQ3+PPqAF2pgNm3aNDIzM2nTpg0JCQnExsYyceJEoqOjadKkCYAxW1QGlPkb13csn332GQAPPPAAUVFR1KpVi7CwMO6//34ArTMzm82asAwaNIimTZsyefJk/P39ufvuuwF44YUXAHj22WepWrUqrVq1IiYmhjNnzjB27FhNSNPS0gBISEgASqYfzGYz+fn5/Prrr4SFhREdHQ0UWwVHjhxh0aJFAIwaNYqqVavSqFEjkpKS+OabbwCMabPLjGqXgoICADp16gRAt27dADTlZ7FYyMjIYO7cuaxYsQIomepWbaJkzndaVN1jzpw5TJ06lezsbK/zDQz+LEq2OnTowNmzZ6levTqJiYlA8UA6Ozubpk2bEhERoZ1rWH9Xl3Kxz08psvbt23PTTTfRpUsXoLgjKyoqIikpiS+//BK3243b7cZms2kODeHh4fzwww8sWLCAX375hbCwMDp16kRSUpJ27ebNm/nqq6/Iy8sjNTWVxo0ba5HtExISmDRpEo0aNQK8BdBsNvP2229jtVoJCgrSPg8PD+fDDz/UOmIV4qygoOAcC9Hg0lDvsX79+rz33nskJycD8OSTT9KgQQPuueceAJ5++mm6deuGzWYjISGBDz/8kBtvvBGAnj17Ur16dZo1awZAmzZtmDhxojbl1LhxYyZNmkSLFi0AGDduHA6HQ5saNzolg7+Kktu+ffsSFBREfHw8ISEhAIwcOZLbbruN2267rSyrWOkxRUREyK5du4iMjCwzjyO9s4J+GtQ3wHRpAY5VnfWhxeT3kFVq7U4ff1NfVtp9S3umOvatp/48/V/9fa42ymv2+PHjJCcns2TJEmrVqqWtVVZEztf++rVZfbk61rfFD4eT0AAAIABJREFUpR5XRFT9LRYLLVq0YNSoUaSmpuLxeIzA1lcBvZyW1n/oZbciy1lFQN8WiYmJxSmN4NzgwVcb32f6dtL6ct866n/E+u+hPvf9kevLLnRf3zqd7934riOVF2cX30DQ5aVeF8OF2umvyMqlHldk9N/lWvpe5Zk/kiW97BrtcfVQbWEtKiri+PHjQPHaiNEIFRuR4nx+DocDj8eDw+EgMDCQgoICo20rGcraqFKlCm63m1OnTuF0Ojl16pRh+RlUKpTlFxAQgNvtJicnB5PZbJY6depoMeaMDrJio9rQ4/Fw+PBhatasiZ+fn7GJthKin+o5ePAgVatWJSQkxAjCYFDp0P8W9u/fT3h4OKbw8HBZtWoVUVFRhuV3DaAsv8zMTLp168aMGTOIjY01LL9KiLL8AgMD6dixI0888QS9evUyLD+DSodSfv7+/rRs2ZLBgwdjNZvNxMTEEBERYVh+1wB6hw2bzUZMTIzmzFRRHV4MLg6l/MxmM3a7nYiICIKCgggICDCUn0GlQu9sZLPZCAsLK3Z4UV5HxtRYxUd596nYlPq2Nahc6JWfilcKxu/coPKhlJ9a3hORYuWnj3RRlj8KvXZWsRmVd6avO7CvS7tKRgpoebIU+jiPaoO87zP0dVDneDyec8r03qL6DuV89bza6N+Bqpc6roiWn3qX+nibFovFa6vKH8lKZeV823MqqiwYGFwsvoEqTCZT+djkrkd1XL6JHi90rgpCfaF9fkph6fdu6RVhaaig2Qrf/YX6Ohr7dq4M+g67tP13vrLiu/XEwMDAoDTKnfJTSmXt2rVs2bKFuLg4Onfu7JVeRt8JmkwmXC4XCxYsYPPmzURFRdG5c2cSEhK0KC7p6enMmjWLs2fP0rlzZ5o3bw4UpxTZsWMH/v7+WodaUFCgpRmZN28edrtde25hYSHh4eF069YNi8XCL7/8woIFC3A6nTRv3pw777xTU8IGlwfVxhkZGSxcuBCPx0O7du24/vrrtfZdt24dW7duJSQkhHvvvZeAgIBzBipKSeoHRmazWZsx8FWuhvI0uBj0sqMfDOtnnvRlSu4MmSsDykMyW/Vs9fzCwkJp1KiRABIeHi5HjhzRPlfnqL9ut1vuvPNOAcRisQggfn5+snTpUhER2bhxowQFBQmgJZP89NNPRaQ4G7v+OvV32LBhsnTpUgHEbDYLICaTSQCpXbu2iIhMnTpVAK/rBg4ceE49rzbXajLbJUuWaO978ODBIiJastrk5GQBJDQ01EtWFHq50suPx+PxOlbXGJncDS6V0uRKpFgG9e+/tD7N4PJTrpPZQsloaO3atWzdupXk5GROnTrF/PnzvcqhJBjxvHnzWLx4MYMHD8bj8TB16lRcLhfvv/8+AG+++Sa5ubmsWbOGzMxMwsPDef311wH4xz/+wc8//8y2bds4evSolj6pVatWtGvXju3bt/Pzzz+zb98+LZmuii358ssvExISws6dOzl27BgNGjTgk08+IT09XbMwDC4fato6ODiYJUuWkJeXh9VqZc+ePWzdupUqVap4rcdCyTT18ePH2bFjB0VFRRw6dIjly5dz+vRpLBYLhw8fZtmyZZw8edJrHdHA4GIQ3YxDeno6+/fvx2QysXnzZjZs2KA5pG3dupW1a9dqfgVGf1EGlCfLT43kn3rqKQFkxYoVEhERIa1atRKRklGSXotnZWXJnj175PTp0yJSbOmhs8KioqIkLi5OG3317t1bANm9e7eIlIyCT548KREREdK2bVutPvpR23333Sdms1kOHTokIiJ79+6Vo0ePavVo06aNAGVuaV2rlt/y5csFkC5dugggixcvFhGRt99+W4KCgqRVq1Zis9kkMzNTRIq/r5KnZ599VgB56aWXJDQ0VABJTk6WOXPmiN1uF0Dq1q0rGRkZ2rXXAobld/XR96Hx8fESHx8vQ4cO1WYtXnrpJXn11Ve14wEDBohI2c4WVQbKreUnugSkTqeTL774gvr169OmTRs6derEjz/+SFpampdFpUbnYWFhJCQksGfPHlJSUkhJSeG2225j/PjxnD59mpMnTxIREaHNtUdFRQElSW1VupvnnnuOrKws3n77baDYyvR4PJjNZubNm8f06dMZM2YMtWrVwuPxcP311xMTE8PIkSNp0qQJ27Zt4+OPP6ZmzZqGK/kVQJ8gNCoqinnz5gHFyYabNm1KXFzceYM0+Pv7A7BkyRJWrFhB27ZtWbVqFS+++CKrV6+mf//+pKenM2fOHMDYFmJwaag+KiwsjH379mGz2Vi5ciWhoaGMGTOGtLQ0Nm3aRI0aNfjss8/O6dsMrg7lQvlBSYfzww8/4HA4uO+++4DilCAAs2fP9jpPCYqa/nQ4HCxevJiMjAwCAwNxuVxa0luVJR5KMsYrpefv78+2bdv46KOP6Nevn5buyGw2Y7PZKCoq4oUXXiA8PJzHH38cQNsGAbBu3Tq2bNliZP6+wqh3WqtWLTp06MCCBQvIzs5m/fr1dO/eXVNwCuXkAiWK8+GHH+bmm2/m3nvvBaBPnz7ccsstWk7Ao0ePatfqt84YnZLBxaD6pmHDhpGcnMwtt9wCwNChQ2natKmWUuvkyZOAIWdXmzJXfr4N/vnnnwMwYcIEqlWrxsMPPwzAzJkzAbwUGaDl9rvrrrtwOp2sXr2aZcuW0bdvXwIDAwkODiY3N1dTmmfPngWKR2WKyZMnA8WJcRXq/IULF7Jz504eeeQRwsLCtDl6tba0YsUK8vPzadGiBQMHDmTlypVe3l0Glxez2Uzv3r3Zv3+/tq6bkpJCfn7+Oef57gmNiIgAIDAwEIBq1aoBaB69eg88tV8QjMGMwcVRWFhIYGAgVapUAUpmIEJDQ72ODaVXNpS58lNYLBZOnDjB/PnziYqKokePHnTq1Inu3buTmJjIpk2b2LRpE+C9ufyDDz7ghhtu0DKrJyUlERUVRXp6Ov7+/jRo0ID9+/dz5swZAHbs2IHNZiM2NhaA3NxcZs+eTUxMDLfeeivgnWrk66+/BtAS7FqtVo4ePUqLFi0YNGgQJpMJu91OkyZNADhw4ABgCPSVwul00rFjR0JCQhg9ejSNGzcmLi4Op9MJoG1f2LlzJxkZGaXeQ7WNb95I9ffgwYPs2rVLmx0w2tLgYjifI4sxqCoflPk+P5WBwGq18u2335KTk8Pzzz/PuHHjKCgowG63M2PGDPr06cNXX33FLbfc4uWRV716ddLS0njggQcYOHAgP/30Ew6Hg169egHQv39/hg4dymOPPUZMTAxr167loYce0qyAPXv24HA46Ny5MwEBAV6RQkSElStXYrVaSUhI0OocHR1Nfn4+U6ZM4fTp08TExPDvf/8bm82m7SE0ImhcXlQnkpeXR2BgIC1atOD777/XBiVKUQUGBvLTTz/RvHlz+vbtyxdffKFNUZ9Pifkqw969e7N582YOHDhAbGys4QFq8JdQsqKfOgfOmUb3XcIxuLqUufKT3zcYQ/H6WWRkpKa4FB06dCApKYktW7ZQVFSkbSQvKioiJSWFzz//nFdeeYU333yToKAg+vfvzzvvvAPAkCFDOHLkCBMmTMDlctG3b1/NqQWKO9Pg4GAaNmyo1UcJb15eHlWrViU6Oprw8HAA7fnz5s3jmWee4ZtvvsHlcnHjjTfyxhtvUK9ePcPh5QoQGBhIaGio1g59+vRh48aNpKSkAFCzZk3i4+Mxm80EBAQQGhpKTEwMUOzkFBQUREhICFA87eTv769NfQcFBREcHKw5Q8XGxpKVlXVOhB8Dgz+D6kNUqji1RFKjRg1q1KihTbPHxMQQHh5OQEBAWVa30mKKiIiQ3bt3l1lWB/VM+T2CitVq1ZSHftpAWYgqMoe6Th/GLDc3Fz8/Py1ii7q/2WzG6XRSWFhIUFBQqffXXogu2oL+2fp3I7qAwU6nE7fbTXBwsNfzyspaUM91OBy0bt2apUuXah6oFd0aLa1dfNvSGHSUoJfTli1bMnLkSFJTU7XIOAYGlQV9n5GYmMiIESOwiog2LeQbyPlqVkx1YB6Px6uT0//VBzjWKyK3243ZbCYkJISioiItd51SQm63G7vdjslkOqestHiRvnVSZQp9yCx/f38tO3BRUREWi0Xz8iqrd2mz2bT3qOqiBg4VkfO1RWkK73xteqnHFRFVfz8/P22mBNBkw+DK4LsdS312rcpZRUC1iZrNKSoqKs7npz6wWq0VvgFU7rLzcaGyS6G8TJHpG9lqtWresVartcIqP4OLQz9QsFqtXr9zw/IzqEzoB3vKm9uam5vLCy+8QJUqVbwsKoOKifwePik3N5eMjAxGjx5NSEiI0baVEP1AKD09nX//+9+sWrWK/Px8YyBkUKnQDwKPHj3K9OnTix1ePB4Pbrfb6CCvAdT0lprKdrvdRttWUvSjXbVcoOTBUH4GlQm9D4haDjJFRkbK7t27qVq1qjHvfA2g2vDEiRO0adOGxYsXU6NGjWvC4cXgr6F3eElOTmbkyJF06dLFcHgxqHTo12Fvuukmhg8fjrWoqEjbI1VWDi8Glw/l8OJ2u/F4PF7OTIbyq1zoHV7U7A4YDi8GlQ/9EoCaBbGaTCYvp4iyVn56D0+9R5S+7ELn+npRleYhqP6W5mVVmsenvkxdW9r9y4PLvX5uWx+GraI6vJyvDc/3/lW5MYvBOe9Mtb/h8GJQ2fAd7JnN5rLf5K7HtzNT2xFK68j0n6lA1L7Hav+f2oJgMpm0tS91rq9C0D/H95kXUrylZZwwuHR8Q0GVNtgBztlbabSBgYHBhSi3psCf7bz0ii0nJweXy6VZsnorKD8/n9zcXO1c387zr3A+i8Og/KJf8NZnfCjt2MDA4Nqn3Cg/1emoiB1PPvkk4eHhdOnSRVu30p+nzjWbzXz//fckJiYSGhpKdHQ0Q4cOxel0apbeM888Q0REBKGhoaSmpnLs2DFMJhNPPfUUfn5+XHfddURGRlKzZk2qVavG+PHj+fHHH7Hb7cTExBAVFUW1atWoXbs2bdu21dZO1PMHDRpEUFAQY8aMAUpSmRhcOupdrl+/nrp163Ldddfx0UcfYTKZcLlcmEwmhg8fTrVq1WjevDknTpwAvFMaFRYW4vF4tBRXyttLn7pI/b3YAZGBAXgPsvRr7upYBcMANO9bY+BVNpS7aU+z2UxGRgaff/45Z86c4bvvvmP9+vW0bt3ay2NRWXybNm3i7rvvJjo6mpdffpnFixczadIkLXHkhAkTePfdd+nTpw81atTgnXfe0YJlX3/99dxxxx2EhIRgsVjIzs5m8eLFnD17lmrVqtGmTRtCQkIQEaxWKzNnzqRKlSrYbDbNY+7LL79kypQpQEk+OEOILz9nz55l//79AHz11Vc8+uij+Pn5cebMGWbOnInD4cDlcmkDEyiZPVDxFX0jw6h2BaPNDC4P+lkgFYNYyZZ+1kn1db5yaXAViYiIkBMnToiIaGney4KioiJxu90iIjJlyhQBZNy4cWI2m2XIkCEiIuJ2u7U6ejweERFZtmyZ9OjRQ1asWCEiIlu3bhVAUlNTRUSkYcOGEhwcLKdPnxYRkeTkZDGbzXL8+HERESksLNTu9eijj4rNZpPDhw+fUzZv3jwBZOrUqVqdjx8/LjExMdKjRw8BZNCgQVo9ywr1fo4fPy433HCD13epiOjbGZAGDRpIcHCwpKeni4jIwoULxWKxSHx8vAQGBsqxY8dExLvtvvjiC+nZs6ds375dBg8eLM2bN5dPPvlEXC6XPProo9K8eXP517/+JSLF768sfweXk6KiIq3dW7RoIXPnzhWRkndqcPlRspOfny+PPPKIjBs3TkREXC6XDB8+XHr16iW7d+8WEZHFixdL165dZefOnSJScX+jFQH977pBgwby8ccfS7mY9hSd0wLA1KlTsdlsPPHEEzRu3JivvvoKp9PpNUpX3mp33HEHX3/9NY0bNyY9PZ0vv/wSgM6dOwOQlpZGbGwsQUFBAFrWhUOHDgGQn5+PxWJh9uzZTJkyhTfffJOaNWtqWwUsFgvHjh3jb3/7G23atKF///7aVMawYcMIDw/n73//O3DuyE0Ma+KyoWQjOTmZ/Px8Fi5cCMCsWbOoUaMGSUlJ5OXleTkwqfe/ZcsWvv76ax577DF++eUXtm7dylNPPUVqairbtm0jPT2dp556ikWLFmlxWw0MLhYRwW63s337dv75z38Cxf3QxIkTmTlzpia706ZNY/78+Vq2EYOrS7lQflAy5ZmWlsbKlSvp2bMnISEh9OvXj6ysLH744Qfg3BxYLpcLgEWLFnH99dfz5ptvavn7MjMzycvLo0qVKlqnqLIqnz59GijOplxQUMDw4cOpXbs2Q4YMAby3BowZM4bc3FzGjRunlS1YsIAvvviCjz/+WMvMfCHvUINLQ73LevXqcfPNNzNr1iwA5s+fz1133aXlZ1SIbrpJtXnLli1ZtWoVw4cP58yZMwQHB7N+/Xpee+01gHOSJYuxFmPwF1F+BlCcAPvkyZOcOHGCVatWERkZSatWrTTl9+OPP9KsWTMtCIXRX1xdyo3yU0pt9uzZAAQEBDB37lxNSU2fPr3U61Sw3qZNmzJlyhT69u3L//t//4833niD0NBQzGazl8OMWhPy8/MDii2KadOmceDAAUaMGIG/v7+2CdhqtbJv3z7ee+892rZtS6tWrYDibOKDBg3i0Ucf5bbbbiM3N/cKvBEDPapjCA0NpXv37qxbt45ly5aRmZlJnz59zlk3UQ4t6v9QrPwA4uPjAbj99tsBqFWrFlC8rgglocAMDP4qovP+VvK1efNmFi9eTKNGjejbty/r1q3j4MGDpKWl0b59ewBjtqEMKHPlpzotNaU5c+ZMAP773/9y7733MnbsWAAWLlyIw+E4Z3Nueno6c+fOxW6388gjjzBlyhSqVq3KpEmTEBGqV6+Ow+HQOrPMzEwALdEpwEcffQRAamoqgLY/EGDGjBkADBgwQDt/0aJFHDlyhLlz5xIdHU3r1q0BmDx5Mp07dz5nodvg8uFyuUhJScHpdPLqq68SEhLC7bffrikuvTz5yoqy5M/XLnoHGZvNZuwZNLgolJw1atQIu93O7Nmz2bBhA3fccQedOnUiJyeHTz75BIB27doBhoyVBWWu/PRrLD/99BObNm2iY8eOZGRkkJaWRlZWFs888wxZWVksWbIEQHNZh+I1n3vvvZfXX38dl8vF6tWrOXnyJCEhIQQEBNCuXTsOHTrE+vXrcTgcLFq0iAYNGlC3bl0ADh8+zLp162jWrBm1a9fWRm5KgL///nugxGqA4qm3559/noceeoiHH36YHj16AJCUlKT93+DK4HQ6SUxMpH79+qxcuZKOHTtisVg06z4gIICDBw/So0cPzQtX4avMVBurv+rzsWPHMmDAALKysgBj2tPgz6NkqKioSBuYTZs2jczMTNq0aUNCQgKxsbFMnDiR6OhomjRpApwbbMPgylPmb1zfsXz22WcAPPDAA0RFRVGrVi3CwsK4//77AbTOTEVvARg0aBBNmzZl8uTJ+Pv7c/fddwPwwgsvAPDss89StWpVWrVqRUxMDGfOnGHs2LGakKalpQGQkJAAlEw/mM1m8vPz+fXXXwkLCyM6Olqrb7169Rg3bpz277nnngOKFeTDDz+sxUg1RnOXD9UuBQUFAHTq1AmAbt26AWjKz2KxkJGRwdy5c1mxYgVQMtWtBkxK5nynRdU95syZw9SpU8nOzvY638Dgz6Jkq0OHDpw9e5bq1auTmJgIFPcT2dnZNG3alIiICO1co7+4upSLfX5KkbVv356bbrqJLl26AMUdWVFREUlJSXz55ZdaOhabzaZNK4aHh/PDDz+wYMECfvnlF8LCwujUqRNJSUnatZs3b+arr74iLy+P1NRUGjdurO3TS0hIYNKkSTRq1AjwFkCz2czbb7+N1WrVvEWVpao6SpPJREREBJMnT6Zhw4badb5rUAYXh5KN+vXr895775GcnAzAk08+SYMGDbjnnnsAePrpp+nWrRs2m42EhAQ+/PBDbrzxRgB69uxJ9erVadasGQBt2rRh4sSJ2pRT48aNmTRpEi1atABg3LhxOBwObWrcaEODv4qS2759+xIUFER8fLzm1Tly5Ehuu+02brvttrKsYqXHFBERIbt27SIyMrLMPI70ikI/DeobYLq0AMeqzvrYjvJ7yCq1dqeP+6kvK+2+pT1THevL9XU/3z3KAuU1e/z4cZKTk1myZAm1atXS4p1WRM7X/vq1WX25Ota3x6UeV0RU/S0WCy1atGDUqFGkpqZqW3gMrix6OfXtt3z7uYosZxUBfVskJiYWpzQC77WQsmgA32f+UbBp/bH+R6z/Hupz3x+5vuxC9y1t20Jp7+ZC9yhLVF3061nlpW5/lQu9478iK5d6XJHRf5dr6XuVZ/5IlvSya7TH1UO1hbWoqIjjx48DxWsjRiNUbESK8/k5HA48Hg8Oh4PAwEAKCgqMtq1kKGujSpUquN1uTp06hdPp5NSpU4blZ1CpUJZfQEAAbrebnJwcTGazWerUqaPFmDM6yIqNakOPx8Phw4epWbMmfn5+xibaSoh+qufgwYNUrVqVkJAQLa2XgUFlQf9b2L9/P+Hh4ZjCw8Nl1apVREVFGZbfNYCy/DIzM+nWrRszZswgNjbWsPwqIcryCwwMpGPHjjzxxBP06tXLsPwMKh1K+fn7+9OyZUsGDx6M1Ww2ExMTQ0REhGH5XQPoHTZsNhsxMTGaM1NFdXgxuDiU8jObzdjtdiIiIggKCiIgIMBQfgaVCr2zkc1mIywsrNjhRXkdGVNjFR/l3adiU+rb1qByoVd+Kl4pGL9zg8qHUn5qeU9EipWfPtJFWbvpQ0lwWPUj9c2+7nuu6JKRAlqeLIU+zqPaIO/7DH0d1Dlqs7q+zGQyYbVaz7lWlZVW16uJb4YMfTSTimj5qfeoj7dpsVi8tqr8kaxUVkpzr4eKKwsGBheLb6AKk8lUPja561Edl2+ixwudq4JQX2ifn1KG+r1bekVYGipodmmoBKkXqpvBpaPvsEvbf+crK3p3fgMDA4PzUe6Un1JWa9euZcuWLcTFxdG5c2ev9DL6TtBkMuFyuViwYAGbN28mKiqKzp07k5CQoEVxSU9PZ9asWZw9e5bOnTvTvHlzoDilyI4dO/D399c61IKCAi3NyLx587Db7dpzCwsLCQsLo2fPnmzevJmNGzditVo1qyQoKIjevXvj5+dnWB6XCfUeMzIyWLhwIR6Ph3bt2nH99ddr7btu3Tq2bt1KSEgI9957LwEBAecEQlBKUj8wMpvN2oyBr3I12s7gYtDLjn4Tu37mSV+m5M6QuTKgPGVyV88vLCyURo0aCSDh4eFy5MgR7XN1jvrrdrvlzjvvFEAsFosA4ufnJ0uXLhURkY0bN0pQUJAAYrVaBZBPP/1URET69+/vdZ36O2zYMFm6dKkAYjabBRCTySSA1KpVS0REhg4dql2jymJiYiQ7O9urflebazWT+5IlSwQQQAYPHiwixW0vIpKcnCyAhIaGesmKQi9XevnxeDxex+oaI5O7waVSmlyJFMug/v2X1qcZXH7KbSZ3hRoNrV27lq1bt5KcnMypU6eYP3++VzmUBCOeN28eixcvZvDgwXg8HqZOnYrL5eL9998H4M033yQ3N5c1a9aQmZlJeHg4r7/+OgD/+Mc/+Pnnn9m2bRtHjx7V0ie1atWKdu3asX37dn7++Wf27dunJdNV8R9PnToFwM6dOykqKqKgoIBff/2V4ODgK/yWKidqijk4OJglS5aQl5eH1Wplz549bN26lSpVqnhF74GSef7jx4+zY8cOioqKOHToEMuXL+f06dNYLBYOHz7MsmXLOHnypNc6ooHBxSC6GYf09HT279+PyWRi8+bNbNiwQXNI27p1K2vXrtX8CuQCyzsGV4jyZPmpkfxTTz0lgKxYsUIiIiKkVatWIlIyStJr8aysLNmzZ4+cPn1aRIotPUAGDhwoIiJRUVESFxenjb569+4tgOzevVtESkbBJ0+elIiICGnbtq1WH/2o7b777hOz2Sz79u0TEZEuXbqI1WqVDRs2yNdffy2rV68utX5Xm2vV8lu+fLkA0qVLFwFk8eLFIiLy9ttvS1BQkLRq1UpsNptkZmaKSPH3VfL07LPPCiAvvfSShIaGCiDJyckyZ84csdvtAkjdunUlIyNDu/ZawLD8rj763318fLzEx8drs0RKBl999VXteMCAASLibQEaXH7KreUnugSkTqeTL774gvr169OmTRs6derEjz/+SFpaWqnZEsLCwkhISGDPnj2kpKSQkpLCbbfdxvjx4zl9+jQnT54kIiJCm2uPiooCSpLaqnQ3zz33HFlZWbz99tsAWuYGs9nMvHnzmD59OmPGjKFOnToAnDlzBo/HQ6tWrejVqxetW7emX79+RtzEK4Q+QWhUVBTz5s0DipMNN23alLi4uPMGafD39wdgyZIlrFixgrZt27Jq1SpefPFFVq9eTf/+/UlPT2fOnDmAsS3E4NJQfVRYWBj79u3DZrOxcuVKQkNDGTNmDGlpaWzatIkaNWrw2WefndO3GVwdyoXyg5IO54cffsDhcHDfffcBxSlBAGbPnu11nhIUNf3pcDhYvHgxGRkZBAYG4nK5tKS3Kks8lGSMV0rP39+fbdu28dFHH9GvXz8t3ZHZbMZms1FUVMQLL7xAeHg4jz/+uHafBg0a0KxZMz777DN+/fVXmjZtyowZM/j222+96mlweVBKrVatWnTo0IEFCxaQnZ3N+vXr6d69u6bgFMrJBUoU58MPP8zNN9/MvffeC0CfPn245ZZbtJyAR48e1a7Vb50xOiWDi0H1TcOGDSM5OZlbbrkFgKFDh9K0aVMtpdbJkycBQ86uNmWu/Hwb/PPPPwdgwoQJVKtWjYcffhiAmTNnAngpMkDL7XfXXXfhdDpZvXqOv75CAAAgAElEQVQ1y5Yto2/fvgQGBhIcHExubq6mjM6ePQsUj8oUkydPBooT4yrU+QsXLmTnzp088sgjhIWFaXn83nvvPTZs2EDPnj2pV6+ephh37NhR6vcyuDyYzWZ69+7N/v37tXXdlJQU8vPzzznPd09oREQEAIGBgQBUq1YNQPPo1Xvgqf2CYGybMLg4CgsLCQwMpEqVKkDJDERoaKjXsdFXlA1lrvwUFouFEydOMH/+fKKioujRowedOnWie/fuJCYmsmnTJjZt2gTgFa3igw8+4IYbbmDRokUAJCUlERUVRXp6Ov7+/jRo0ID9+/dz5swZoFg52Ww2YmNjAcjNzWX27NnExMRw6623At6pRr7++msALcGu1WolNzeXESNG8Morr2iCe+zYMcBbqRpcfpxOJx07diQkJITRo0fTuHFj4uLicDqdANr2hZ07d5KRkVHqPVSb+eaNVH8PHjzIrl27tNkBo3MyuBjO58hiDKrKB2W+z09lILBarXz77bfk5OTw/PPPM27cOAoKCrDb7cyYMYM+ffrw1Vdfccstt3h55FWvXp20tDQeeOABBg4cyE8//YTD4aBXr14A9O/fn6FDh/LYY48RExPD2rVreeihhzQrYM+ePTgcDjp37kxAQIBXpBARYeXKlVitVhISEoDijjAoKIj169dra5HVq1dnwoQJhIWF0blzZ+DcPHMGl4bqRPLy8ggMDKRFixZ8//332qBEKarAwEB++uknmjdvTt++ffniiy80a/18SsxXGfbu3ZvNmzdz4MABYmNjDQ9Qg7+EkhX91DlwzjS67xKOwdWlzJWf/L7BGGDdunVERkZqikvRoUMHkpKS2LJlC0VFRVo0l6KiIlJSUvj888955ZVXePPNNwkKCqJ///688847AAwZMoQjR44wYcIEXC4Xffv21ZxaoLgzDQ4OpmHDhlp9lPDm5eVRtWpVoqOjCQ8P9yqfOXMmTz/9NLNmzcLtdnPrrbfy7rvvUqtWLSN24hUgMDCQ0NBQrR369OnDxo0bSUlJAaBmzZrEx8djNpsJCAggNDSUmJgYoNjJKSgoiJCQEKB42snf31+z0oOCgggODtacoWJjY8nKyrpghB8Dg/Oh+giVKk5tv6lRowY1atTQptljYmIIDw8nICCgLKtbaTFFRETI7t27yyyrg3qm/B5BRUVM0UfbgBILUUXmUNfpw5jl5ubi5+enRWxR9zebzTidTi0KS2n3116ILtqC/tn6dyO6gMF5eXkUFRURFBTk9XlZWQvquQ6Hg9atW7N06VJq1qx5TWR1KK1dfNvSGHSUoJfHli1bMnLkSFJTU7XIOAYGlQV9n5GYmMiIESOwiog2LeQbyPlqVkx1YB6Px6uT0//VBzjWKyK3243ZbCYkJETbcK5id6pyu92OyWQ6p6y0eJG+dVJlCn3ILDVqc7lc2gZW5eVVVu/SZrNp71HVRQ0cKiLna4vSFN752vRSjysiqv4q3J6aZlOyYXBl8N2OpT67VuWsIqDaRM3mFBUVFefzUx9YrdYK3wAqd9n5uFDZpeDn53dF7vtX0Tey1WrVvGOtVmuFVX4GF4d+oGC1Wr1+54blZ1CZ0A/2lDe3NTc3lxdeeIEqVap4WVQGFRNlfebm5pKRkcHo0aMJCQkx2rYSoh8Ipaen8+9//5tVq1aRn59vDIQMKhX6QeDRo0eZPn16scOLx+PB7XYbHeQ1gJreUlPZbrfbaNtKin60q5YLlDwYys+gMqH3AVHLQabIyEjZvXs3VatWNeadrwFUG544cYI2bdqwePFiatSocU04vBj8NfQOL8nJyYwcOZIuXboYDi8GlQ79OuxNN93E8OHDsRYVFWl7pMrK4cXg8qEcXtxuNx6Px8uZyVB+lQu9w4ua3QHD4cWg8qFfAlCzIFaTyeTlFFGWys/XhV3vEXUhzz71I1du774JIvWebvr76Z/he0+9G31pZfr7qtF1eXC5189t61P8VFSHl9La0Ld9/4ysVEZ8PWNV+xsOLwaVDd/BntlsLvtN7r7oO64LRTr37RRVLEZ9Z6j2/0FJPrjSzj9fJ1laB1Hac/URG4zMzJcXfSgo/bv13Qbju7fSePcGBgYXotwpP9WBZWZmcuLECUJCQqhVq9YFlaDFYuG3335j7969hIWF0aBBA+x2u6YACwoK2L59O06nk4YNG2qRPRwOB9nZ2ZqSKyoqwuVyUa1aNYKCgjh8+LCX0nS73fj7+xMXFwcUK8ddu3Zx9OhREhISLlhPg4tDyUNeXh6HDh1CRKhevTqhoaFa2fHjxzlx4gQ2m406depoEYCAc5Sl/p6l7bnSlxsY/FV85Uz/OXBOmTFTUYaUp2S2+uSbHTp0EEDi4uIkJyfH6xzf/48ePVpMJpOWIPLmm2+W/fv3i4hIRkaGNGvWTCuLiYmRNWvWiIjI/fffL4BYLBavv88884wsXbpUADGbzQJo94+Li5OCggIRERk4cKB2X0AmTJggIsXJQo1ktpcHlXh12bJl2nt++eWXRUS0dujatasAEh4efk5CWr2cFBYWap97PB7xeDzasT6Z6LWSVNRIZlt26GVJ9Qfq/77H15rclUfKbTJbhfxuqf36668sX76c2rVrc+DAAZYsWQJ458hT63H/+9//GD16NMnJyaxdu5annnqKbdu2MWbMGADGjh3Lxo0bmThxIgsXLuTYsWMMHz4cgIceeoiJEycyadIkpk6dytChQwGoXbs2TZo0YcKECUyePJkpU6YwadIkoDgen5+fH++//z6ffPIJgwcPZs2aNcTGxvLWW2+Rm5trrKdcYb777jugOLBAZmYma9asAUryp+nRj7TVNHhOTo62Hioi5OTkaOeLMQI3uASkFGvPYrGQn59PXl6eFuvT5XJx9uxZo68oS8qT5ed2u0VEZMyYMQLI9OnTJTAwULp37y4i4jViUiPaHTt2yEcffaRZetu2bRNAevToISIicXFxEh0dLU6nU0RE7rnnHgHk4MGDIuJtEbVq1Upq164t+fn5Wp3UKHn8+PECyKpVq0REpFmzZhIcHCxnzpwREZGzZ89KQUGB9h0My+/yoN7/8uXLBZBWrVqJzWaTTZs2iYjItGnTxG63S8OGDcVut0tmZqaIFH9fde2bb74p1atXl1mzZkliYqKYTCZ58sknJT09XW644QYxm83St29fzZK8VkbghuV39dHLTtu2beXuu++WTz/9VOx2u4SFhcnMmTNl3rx54ufnJyEhIdpskX7mweDyU24tP9F5KAJMnz6dyMhI+vXrR8uWLZk7dy4Oh8PLuUR5rtWvX5+HH34Yk8nElClTGDFiBMHBwTz99NMUFBRw9OhRrrvuOi2sWc2aNYGSrN0qCer48eP58ccfmThxIna7HY/Hg8vlwmKxsGXLFkaOHMnAgQNp3bo1ubm57N27l4SEBF577TVCQkLo2LEj69at0wJzG1xelDXWokUL7HY733zzDQBfffUV9erVo169elrcVoWSlZycHI4ePcqrr75Kv379iIuLY9KkSXTr1o1+/frRpEkTvvzyS2bNmgWUbkEaGPxVsrKyWLhwIXPmzGH48OGcPn2agQMHMmnSJJ5//nkKCgp44YUXOHr06AWd+wyuDOVC+UHJlOaGDRvYuXMnDz74IAAPPPAARUVF2lSXbw4stXdp06ZNPPbYYyxevJjevXvTunVrTp8+jcvl0oJaQ0n2ZJXRPTAwkKNHj/L3v/+dli1b0q1bN82LU8VCfOmllwB44YUXtGtNJhObN29m/fr1PPjgg6xfv57U1FSOHDliCPIVQLVffHw8LVq0YP78+QAsWrSIbt26aemKFKJz81dxV/v378+LL77IoEGDAGjfvj2jR4/m6aefBmD37t3atcpjWB0bGPxZfAfzr7/+OmPHjtUGzqNGjWL06NF07dqVvLw8bSBuyNnVpdwoP9XwM2bMAODHH39kwIABfP7550CxNQjnJolVHdudd97Jnj17mDBhAv/5z3/429/+RlhYGHa7nfz8fO3+ytILCgrS7vHRRx/hcrm0TlB1fmazmY0bN/Ldd9/Rv39/rr/+egAtZVLVqlWZO3cu//rXv3juuefIzs7W1p8M6+/yopSf3W6nR48ebN++nWnTplFQUEC3bt20QZD+fHWNagvVfpGRkUDxrAEU5/eDkoGUfluF/tkGBn8Fl8tFQEAA1113HVAiZ2r2SeWmVIEoDK4uZa789KMkp9PJrFmzMJvNnDhxgqVLl7J3715CQ0NZvnw5aWlpmlWlrvv+++8ZMmQIBw8eJCEhgUceeYTo6GiWLVuGyWQiPj6eo0ePakrv4MGDQIkAFhYWMm3aNKpUqUL79u0BvCw3pYx79+6tnR8aGnpOyDC1fcK3Eza4vDidTrp27YrFYuHll1+mdu3aNG7cWLPkFXoZ8UV97pt6Su8cY1h+BpcD0TlQ6QNt6DEGV2VDmSs/tSkdYOXKlRw4cIAHH3yQPXv2sG/fPtLS0hgzZgxut1ub6ioqKtKuOXDgAJMnT2bo0KGsXLmSt956i8zMTOrWrYvNZiMlJQWHw8GUKVOYP38+//vf/+jQoQM1atQAYO/evezdu5dbbrmFqlWrnrMpfunSpQA0atRIezZA3759yc7O5o033mDDhg1MnjwZgKZNmwLnWqgGl4ZSQHl5eVSvXp0mTZpw4MABOnfuDJQMOqpUqcLPP/9MeHg4zz77LPDn1/DUM3r37k2dOnXIyMjw+tzA4HJgKLvyQZn30PqO5YsvvgCgX79+QIkC6dq1K4A2BaoPzzRo0CCefPJJVqxYwe23385rr71GnTp1ePfddwF49tlnSU5OZtiwYaSkpBAXF8eECRO0Z/72228AxMbGAt6js7y8PA4fPkxkZCQRERFAiVIcPnw43bp1Y/z48TRv3pzDhw8zceJE6tWrd05YNIPLh1Jkd999NwDdunXzKjebzTidTs6cOUNmZqZX2Z9tk0OHDnHo0CHDije4ohh9RNliioiIkN27dxMREVEme5z0z0xPT8ftdhMfH4+fn5+mRESEAwcOUFBQQEJCglcED/l9/9bBgwfZt28fISEh3HjjjQQGBmrTki6Xi23btpGfn0+jRo0IDg7WynJzczlw4ACRkZHExMR4RV4oLCxk3759mM1m4uPjtbro675z506OHz9O/fr1qV69+jlht6426rkOh4PWrVuzdOlSatasWWGzOqjvk5eXx/79+4mJiSEiIoLTp09z9OhR4uPjsdvtHDlyhDNnznDDDTfgcrnYv38/YWFhXHfddTgcDjIzM4mNjSU4OJjs7GwOHz5MzZo1CQ8P12QgOjqaqKgoDh06RH5+PnXq1MFms1XYvX9q6tdsNtOyZUtGjhxJamqqkdXhCqLvP/bv34/b7aZu3bpaFKozZ85Qt25d/Pz8OHbsGFlZWcTHxxMQEFBh5awioG+XxMRERowYUaz8du3aRWRkZJlZLPqKqWPfwNS+4ajU+Wp9RilENY2qPDZ9pzH1cT9Lu29pIbDUsf65pcUMLSwsLPPYnuq7HT9+nOTkZJYsWUKtWrW0ulVE/qj99Wt2vmXna+O/elwRUfW3WCy0aNGCUaNGkZqaisfjMZTfFUQvg5VBzioC+i1yiYmJxSmNwHvBvywa4HwLwKV52/nWUR+tXn1uNpu1z3x/5HoF8Ef39a2T/jPf+5pMJdkxSrv+aqPqq383ZV2ni+WvttOFzr2U44qM/rtcS9+rPPJHfce1LGcVAfW+rUVFRRw/fhwodhowGqFiI1Kcz8/hcODxeHA4HAQGBp6zAdzg2kdZFFWqVMHtdnPq1CmcTienTp0yLD+DSoWy/AICAnC73cUhDs1ms9SpU0eLnmJ0kBUb1YYej0db19KvnxpUHvRTPQcPHqRq1aqEhIRQWFhoyIJBpUL/W9i/fz/h4eGYwsPDZdWqVURFRRmW3zWAsvwyMzPp1q0bM2bMIDY21rD8KiHK8gsMDKRjx4488cQT9OrVy7D8DCodSvn5+/vTsmVLBg8ejNVsNmsedIblV/HRL6TbbDZiYmI0Z6aK6vBicHHovT3tdjsREREEBQUREBBgKD+DSoXeCclmsxEWFlbs8KI8F42psYqP8u5TXq36tjWoXOiVnz4whPE7N6hsKOWnlvdEpFj5KYtAH8+wrCqoXH8LCwu1Y4vFco5bu/7/hYWFpW5t0N8LStzfVZm6Tv+dVWdhNpvxeDznlKn66OunL7dYLF7bKK42vlkvSvOArUjot6+odvR9x/p2LE1WKiu+20IquiwYGFwsvlGaTCYT1vOcW+boO7ELoabzlEZX+/30itS3Q9QryAspfJXVoTT02xpKo7J3vJcLfYdd2r4oNVjxddgy3r+BgcGFKHfKTymzDz/8kO+++44mTZrwyiuvaOX6NS117sGDB3nrrbfYuHEjUVFRPPDAA/Tu3VsrnzVrFpMnTyY3N5c+ffowZMgQ7HY7kydP5ttvv9U84FSG5T59+pCUlMRzzz1HUFCQ1/RRbGwso0eP5tlnn+XIkSPY7XYKCwvx8/NDRHjuuedo1KiRscZ2mVDv8ddff2Xs2LG4XC4ee+wxOnTogMfjwWq18vHHH7NgwQJiYmIYN24coaGh50Tq0c8M6K17ZcGrY8NqNLgU9LKjsjWoaWc1EAe8jvWB9A25u4qUp0zu6vk5OTlSu3ZtAcRms8kvv/wiIt7ZjlWG6t9++02io6MFkKZNm0p4eLgA8uGHH4qIyFdffSWAxMXFSaNGjQSQkSNHiojI448/LoBERkZKeHi4dp8RI0bImjVrxGQySUREhISGhkpMTIwAEh8fLzk5OdKwYUMJCAiQ8PBwiYyMlJCQEAHk22+/FZGyy5Z9rWZyX7JkiQACSM+ePUWkJFt7UlKSABISEiJHjhzRyhR6mVH/Lyoq8mojfdbzayWjtpHJvezQy5leFgsLC8851p9rcGUot5ncFWo6cvny5Rw6dIiBAwfidru1DNt6pw35faS0YcMG8vPzmTJlCps2bdKS3qq/kyZNAmD16tVs2bKFG2+8kQ8++IDc3Fzef/99ioqKOHbsGCdPnmTIkCEA9OzZkxYtWuB2u8nMzCQ7O5u5c+cCxQlRg4OD2bx5M2fPnuXkyZMcP36cG264gbp163LnnXcCRlaHy40aMdeoUYMVK1bgcDgwm81s2rSJvXv3Eh0d7XUelMjLxo0b+eCDD8jOzmbWrFm89NJLbNmyBYvFwsyZM3nxxRdZt26dkYTY4JIRnQU3c+ZM5syZw+nTp/nnP//JP//5T7Kzs3E6nbzzzjuMHz+ejIyMP7W8Y3AFKA+Wn9LKakTaq1cvAWTv3r0SHx8v9erVO+dc39G8Gk3NmDFDABk1apSIiISGhkq9evW08x944AEBZPv27SIi4na7RURk27ZtAsigQYNEpHh0rH9Gw4YNpWbNmpKXl6fVQ9X3rbfeKhdWn6qXyLVn+S1fvlwA6devnwAyY8YMEREZNWqUREREyJ133ilms1kyMzNFpPj7qrYdMWKEANKrVy8JDQ0VQGJjY2XUqFHi7+8vgPj5+cnWrVu1a68FDMvv6qPvQ+vWrSsxMTHSuXNnsVgsAkhKSoomw4A0b978mptxKI+Ua8tPfp//djgczJ49mzZt2nD99dfTvXt3du/ezYYNG4BzXfbl9zn2xYsXExAQQO/evRkwYABvvPEGJ06cICcnh9DQUG0uXWVTzsrK0q4HGDZsGH5+fvz9738H0KKkAPzrX/9i+/btvPXWWwQEBODxeLQ1pP379/Pcc89x9913c88992hrVGKM5C4rypJOSkqibt26fP311wDMnTuX1q1bc911153XhT8oKAgo9grOzs7moYce4uDBg6xcuRKn08krr7yCy+ViyZIlgLEtxODSUL/9iIgIjh07Rvfu3XE6ndSpU4dvvvmGG2+8ERGhSZMmrF+/np07d3pdZ3B1KDfKT3U43333HYWFhdxxxx3k5eXRuHFjoCSjuvgsDKu/VatWpWPHjiQkJLBo0SK+//57/P39zxEo32ObzcbChQv54YcfGDZsGNWrV9e2ONhsNk6fPs3rr79O/fr1tWzu+qm1f/zjHwCMGjWq1PsbXB5UO1erVo2uXbuydOlSdu3axa5du+jbt6/WJnpnA7U1QsmWar/mzZsD0KNHDwBNxk6ePAkUK0m32621pdGmBheD0+nEYrFwzz33YLPZqFevHlAidypBdm5uLmDI2dWmzJWfanA1sp8+fToAY8aMoUqVKvTv3x8oHuHn5eVpWwzUdfn5+WRkZJCUlMS8efP48ccfyc7OZtiwYVgsFiIjIzl16pR2/unTpwGIjIzU6vDBBx8AaM9SXoAAs2fP5uTJkzz00ENYLBY8Ho9mpZ44cYKPP/6Ym266iTZt2nh9D8Nr68pQVFREz549ycrKYvz48dhsNu6++26cTidQIhf6hMcKu90OlLRRQEAAwDmK02KxYLPZjG0TBpeEiODn56dtmVJyp4595c7g6lLmyk+/V2vfvn0sWrSIpKQkZs6cydSpU5k7dy4pKSmkp6ezZs0aAK8Nz++++y7Vq1fnk08+AYqVoUpSGxAQQNOmTdm7dy9HjhwBYM2aNURFRREfHw+Aw+Fg8eLF1K9fn6SkJK1OSiCVo0v79u21MmVJrF69moKCAi2ruJomNbhyOJ1OWrVqRUxMDJ9++imtW7cmNDQUl8sFFHcs2dnZfPjhh6xevbrUe/h2Nr4DloULF/LJJ59w9uxZwBiRG1wcahuD/hi8967qjw2uLmWu/EQXgktZfQ899BDdu3enV69epKSk8PTTTwPwn//8R7tOCU5qaiqBgYE88cQT3Hzzzdxyyy3k5eVpVpzy4GzdujUNGzYkLS2N//u//yMwMBCAvXv34nQ6SUxM9LL4LBYLbrebn376icDAQGJjYwFvQV2/fj0AiYmJXt/JEObLj5IRZeG1a9cOgJSUFKA4HRcUW3e7du1iyJAhmkWvylTb+k5nqs/V4OXll1/moYce4tixY17nGRj8GdTv3+VyaftIoUTO1F9fuTS4upSLTe5qRGSxWOjVqxfdu3cHSqysW2+9lccffxyr1Yrb7cZms2lKMykpiQ0bNjBx4kS2bdtG48aN6dWrFw8++CAiQkpKCvPnz+fdd9/F6XTywQcf8Nhjj2mb2oOCgujSpYtmvenxeDx07doVPz8/QkJCtDop4a5fvz733HMPN910E2Bsb7gSqHcdExNDSkqK9q4feeQR8vPzSU1NBYot89DQUKxWK9HR0XTv3p22bdsC0LRpU+655x7i4uIASEhI4K677qJ+/foA1K5dmy5dutC0aVOgeE3m5ptvJiwszKsOBgZ/BuWE1717dzIzM/H39weKZTQ4OFiTq+TkZLKysqhWrRpgyNnVxhQRESG7du3SIv+XZTxKfeQWdazKfUNbqXLfMvW53mNPX36hMlXu+0x1fL5y37KyRE0hHz9+nOTkZJYsWUKtWrUoLCyssMr5fO/aV1Z8ZcD33Es5roio+lssFlq0aMGoUaNITU3F4/EYWR2uIL792bUuZxUBvW9JYmIiw4cPL7b8ytKrTS8oemcS1bH5BqdWP1q9wKjwVfotBvqYnWo6S7++qMrU+qEKb6XvTPWR8NU1+nL9c9W1ZS3A52tL/aChIqEfsOjbSR+yzFd2gAueW1q76c8/nxxWNHzbXC8bFVEWKgJ6JaYPb1Za/+YrlxVVzioCpcm71WQylZusDheyTC40Uv0ji+aPyi9070t5blmgGlkttuvbtjzW96+gbwvf7+J7/FfO/aPzKyp6JXetyUJF4I/kzmiDq4de+SmdZ7JardK0aVP8/PyMkcc1gLJsXS4X27Zt46abbsLf399o20qIfiC0ZcsWatasSbVq1c5J1WVgcK2j/y1s3LiRmjVrYg0ICODJJ58kLCzM+FFcA8jvaZ1OnjzJ888/z+DBg4mOjsbtdhttW8lQP3i73c7//d//0a1bN9q2bUtubq5hdRhUKvS/hUGDBnHXXXdhtdvtdO7cmapVqxqLrtcAqg1PnDjBG2+8QadOnahRo4aRYqkSoqY9zWYzY8eOpUWLFtx5552ap7OBQWVB71sSGhpKkyZNsBYVFWkLs4WFhYbyq+Aoy0/FH9XvLTKcHCoXeuVXWFjo9Ts3MKhM6CM/qX7RajKZvPbZlaXy892qoHcHLi3JqDpWP3K1ruWblFS/kV5/P/0zfO9ZmvfV+bY/6D1IS6vn1UQ/tw0li+q+0SYqCqW1oW/7/hlZqYz4bgvSy4Jh+RlUJnwH/mazuXxsctej77gulB3Bt1NUilvfGeq3Lui3SPief75O0reD0Hckykq2WCza52pq0eh8Lx/qHfoOavTtr5cV/fkGBgYG56PcKT/VgWVmZnLixAlCQkKoVavWBZWgxWLht99+Y+/evYSFhdGgQQPsdrumAAsKCti+fTtOp5OGDRtqERYcDgfZ2dmakisqKsLlclGtWjWCgoI4fPiwl9J0u934+/sTGxuLxWIhNzeXn3/+mby8POrVq0fNmjWNqcXLjJKHvLw8Dh06hIhQvXp1QkNDtbLjx49z4sQJbDYbderUwWq1nnezu/6epW041pcbGPxVfGejfIMv/NFmd0PuriLlIZmterY++WaHDh0EkLi4OMnJyfE6x/f/o0ePFpPJpCWIvPnmm2X//v0iIpKRkSHNmjXTymJiYmTNmjUiInL//fcLoCWaVH+feeYZWbp0qQBiNpsF0O4fGxsrIiIbNmyQmjVramUmk0leffVVESlJsFsWXKvJbJctW6a14csvvywiIgUFBSIi0rVrVwEkPDxcMjIyRES8EoTqkxKrzz0ej3g8Hu1Y32bXSlJRI5lt2eHbT/n+059jcOUp18lsoWSP2q+//sry5cupXbs2Bw4cKDXJqFqP+9///sfo0aNJTk5m7dq1PPXUU2zbto0xY8YAMHbsWDZu3MjEiRNZuHAhx3WfouYAACAASURBVI4dY/jw4UBxAO2JEycyadIkpk6dytChQ4HiWI9NmjRhwoQJTJ48mSlTpjBp0iQAatSoAcDIkSP57bff+Prrrzl06BD16tXjlVdeYdeuXUYy2yvMd999B4Cfnx+ZmZlato/SHDn01pyaBs/JyfGass7JydHOF2P0bXAJiM7CKy0psl4e1V/fgOsGV4nyZPm53W4RERkzZowAMn36dAkMDJTu3buLSPGI1ddC3LFjh3z00Ueapbdt2zYBpEePHiIiEhcXJ9HR0eJ0OkVE5J577hFADh48KCLeFlGrVq2kdu3akp+fr9VJjZLHjx8vgKxevVpEikcPVqtVszT69u0rgGzcuFGra1lwrVp+y5cvF0D+P3tnHh5FsTXud7ZMyL6SDUIIhAAJu4psgoIgKgFBolFUVAQXEBW4qIjbxe+qPz/B+3GFK7ijsggX5QqyKwooBJQAIoYlCRAICZAFksxMZur3R6d6egZQlEAS0u/z5Jn0dPUyXafPqVN1qk6PHj2ExWIRmZmZQggh5s2bJ6xWq2jfvr2wWq2ioKBACKH8Xnnsq6++KmJjY8XixYtFSkqKMBgMYuzYsWL//v2iVatWwmg0ijvvvFP1JK+UFrnu+V1+pOzY7XZx1VVXidtvv10IIURZWZno2bOniIqKEhs3bhRCCPHOO++IkJAQsX37diGEXi+Xkjrr+QlNGCooqY0iIiLIyMige/fuLF26lMLCQo/gEhm51rp1ax588EEMBgNz5sxh4sSJBAYG8sQTT2Cz2cjPzycmJkZNZNqkSRMA8vPzASX/H8Brr73Gxo0beeutt7BarVRVVWG329XVMSZPnsz9999Pjx49AHj22WepqqrimWeeYcaMGSxbtoxhw4apmQHqY2RlXUa2mLt164bVauXLL78EYMGCBSQnJ5OcnIzNZjsrOhegtLSU/Px8XnrpJTIyMkhISGDmzJkMGTKEjIwMOnfuzPz581m8eDGgTwXQuTicTicWi4WwsDCWLVsGwO7du9m4cSMFBQWsWrUKgGXLlnHmzBlatGgB6DrjclNnnrbsItiyZQu//PILI0eOBOC+++7D5XKpXV2ynFRsMidWZmYmo0ePZvXq1aSnp9OzZ09KSkqw2+1YrVZVKcr0IjJRqZ+fH/n5+Tz//PN0796dIUOGqNGgMuPyc889B8CUKVPU++3duzft27fngw8+YPLkydhsNgYPHuyx+LVOzSHrLzExkW7duqlKZdWqVQwZMkRNOSURmjB/Hx8fAEaMGMGUKVMYM2YMoKSYefHFF9V8kXv37lWPlRHDcltH50KR8nLLLbdgs9nIzc1l/fr1NG/enKFDh/L1118DSj7QXr16ERQUpOuMWqDOGD8pMAsXLgRg48aN3HvvvXzyySeAO9Gtd+tIKrYbb7yR3377jRkzZvDuu+9y9913ExISgtVqpbKyUj2/9PQCAgLUc8ydOxe73a4qQan8jEYjW7duZfny5YwYMYIWLVqoQjpo0CD27NnD7t27sdlspKWlce+997JhwwaPKRY6NYM0flarlWHDhpGVlcW8efOw2WwMGTJEbQRpy2szdwC0bNkSgIiICAA1n19wcDDgbkhpp1Vor62jcyFIebnuuusA2LRpE+vWreOaa67hjjvuYOfOnWzfvp3jx49z4403Auj6ohaodeOn7fKsqKhg8eLFGI1GioqKWLt2LdnZ2QQHB7N+/Xr27dunBpPI41auXMmjjz5Kbm4uSUlJjBo1iqioKNatW4fBYCAxMZH8/HzV6OXm5gLu7k+n08m8efPw9/enb9++AB4BK9IYp6enq/sOHTrEzz//TIcOHWjbti3gziyelZXl8bt0apaKigoGDRqEyWRi6tSpxMfH06lTJ9WTl2hlxBv5veze9DZyuuenczHIBnrbtm2JjIxk/vz57NixgxtuuIHevXvjcrmYNWsWAH369AH0BlZtUOvGT9tNuGHDBnJychg5ciS//fYbBw4cYN++fUybNg2Hw6F2dWnz7OXk5DBr1izGjRvHhg0beP311ykoKKBFixZYLBbS0tIoLCxkzpw5LFu2jK+//pp+/fqpUZvZ2dlkZ2dz1VVXERYWdtak+LVr1wLQsWNH9Z6joqJo2bIlmZmZrFq1iuPHj6vjRdK70IW5ZpEGqLy8nNjYWDp37kxOTg4333wz4Pba/P392blzJ6GhoUyaNAm48DE8eY309HSaN2/O0aNHPb7X0fkj5HvvdDrx8fGhb9++fPnll5SWltKjRw+ioqJISkpi7ty5JCQk0L59e0Af76sNav2JaxXLZ599BkBGRgbgFohBgwYBqF2gZrNZNU5jxoxh7NixfPvtt/Tu3ZuXX36Z5s2bM336dAAmTZpEr169GD9+PGlpaSQkJDBjxgz1mocPHwagWbNmgLv7QU6sPnToEBEREYSHhwNuof7Xv/5FVFQUAwYMICoqivXr1/Pkk09y0003qWH1OjWPNGQDBw4EYMiQIR77jUYjFRUVlJWVUVBQ4LHvQhskeXl55OXlndWVqqNzoUi9Jrs1k5OTSUpKAtzeXo8ePfDz8zurB0Ln8mAIDw8Xe/fuJTw8vFbmOGmvuX//fhwOB4mJiR75BYUQ5OTkYLPZSEpK8ljBQxqa3NxcDhw4QFBQEG3atMHPz08dt5O57SorK+nYsSOBgYHqvtOnT5OTk0NERATR0dFnLWF24MABjEYjiYmJZ60AIld4OXPmDK1atSI+Pt4jo3xtCLO8bmFhIT179mTt2rU0adKk3mZ1kL+nvLycgwcPEh0dTXh4OCUlJeTn55OYmIjVauXIkSOUlZXRqlUr7HY7Bw8eJCQkhJiYGAoLCykoKKBZs2YEBgZSXFzMoUOHaNKkCaGhoaoMREVFERkZSV5eHpWVlTRv3hyLxVJv5/7Jrl+j0Uj37t2ZPHkygwcP1rM6XGK0OkTKbUhIiNrbVFxczOHDh1V505bXuTRon3FKSgoTJ07EEBYWJvbs2VOrSS7ljckXUttNJY2fXItTZifwXlxaTpOQZaSylwZU7tfuk4pBltMuZC2vIadXaMeA5DXMZrPH+KB8frW5VJF8FseOHaN3796sXr2a+Ph4HA5HvTR+wHnryWQyqZkKtPIht0X1BGLvY/9o+3yyVt+Q74bFYqFbt2787W9/47bbblOn8OhcWrx1iJTNc8lyfZaz+oA2tiQlJYWnnnoKs9FoVA1DbWd1kMj7ORcX8tJqV633Ln++Fe2lQJ4LKcDnuw/5zOTUiNpEW8lGo9HjOdRX46fFu568ZcW7XrT7vY/9o+36biC0QT8mk8njPa/vv62+4S2L8Ps6R6dm0Q6vSb1ottlsLF++XM/kfoUgPb+TJ09SWlrKypUr9UzuDRT5wlutVoqKiti8bRu+ISGcLivTla5Og0L7LpSUlbF9+3YMZrNZdOjQwWOMTaf+IrsI7XY7u3fvpk2bNvj6+up12wDRen1ZO3cSazAQ6e9PlS4LOg0M7cpgPxcUEJOYWPsBLzo1i6zDoqIievXqxZo1a4iLi6u3AS86fx1twEuP3r2ZHBVFWrduOM+cwaTLgk4DQo3X8PEh9ZVXmPCvfyn5/GR4v+4d1H9kcJAM7NHWrU7DQmv8XC4XrqoqsNtx2e0YdOOn04BQe0HQBEmC5woXuvG7MvCuR71uGzgGA7L2DdV/OjoNmTpl/IQAg0H5dDrd2yaT+3t5e9r/nU5wuZRy0sHRHiNnTshtuU8ep/3JQoDRqPxVVZ29T96PvK7B4D6X0ajsk4FFtWlrvJfsqu26/avIZ+5yuevRZFKetdynrcdzyYpOtbGrFtb6Kgs6OheNRh+ef05BLaNVYr+Hy+VpdMxm5VNrSL0VotZAGo3nV5LeMxe059ReS5b1vq7OxSPrRtaT9vnL/7X1L8vrul1HR+f3qHPGTxqzf/8bli+Hzp3hhRfc+6WCk0bMaITcXHj9ddi6FSIj4b77ID3dvX/xYpg1C06fhjvugEcfBatV+e6//4WgIMV7MJnAblfKpKbC3/4GAQFuZWsyQZMm8Oqryr3MmgXz58OZM3DttTBhAjRv7r6uzsUjn+WePfDKK0r9jB4N/fopnrnZDO+9B199BdHR8D//A8HBnt63d8+A1ruXPQxyW/cadS4GRXaqF71wKUJkBFwYFB1iVPa5XCAwYDIIjEaBENIjqZXbbpDUGeMnlZXRCGVlihLLy4MVK+D22yElxVMpSaV45Ah07QoFBdClC2zerBjN4mJFSS5cqBizhAQICYGnnlLKvvoq7NyplI2IUJSgj4+yLzERmjZV9oWFKUq2USM4dkz5/v/9P5g6FaZNg27doFUr+Ne/YM0a2L4d/Px0BVpTSLnIz4fqpV0RQjF+0nhNnw67dimNmClT3MZPNkCkZygNoDRwLpdiPOU59TrTuVgMBgHCgADMjSoQwoBwWDBbbQC4bL4gwOxfWb1tRThNGDQGUOfyUKf8E9kduX69Yvjuvx8cDsVz0+4Ht1LcsgUqK2HOHMjMVAwWuD9nzlQ+v/8efvoJ2rSB2bMVL/Dtt5VzHjsGJ08qHiEoxrZbN+XaBQWKIV26VNn3wAPK54IFive4eDF8+qniae7dqyhh73vVuXjkOGtcHHz7LRQWKkYtMxOysyEqyrMcuOtg61alzouLlfp67jlFFkwmWLRIMZg//OAeR9TR+asIYQCDwGAQLNremf9ktafEZuWNtTfwxtobKK70ocJl5M11N/Da6n4cLQvEYKlSj9O5fNQJz89b4cybp3w++6yi6D79FJ5/3nM8T7bqBw+GU6fc5zh0SPls00b5zMqC5GSIjVW2r7kGPvwQDh6Edu0Uz8FsVsq98AKMGaN4kjKARXavjh6tdHlWZ8khJUVRuvn5EBOjdL2C8j/oHsSl4rrr4LPP4JtvYPhwpVESEADt28PatZ7PXfYOLFoEb7wB69bBqlVQUqLIWEYGzJihNJ7eeENpSHXocHYQlI7On8YgeGZNP844LHSOOcrKfS1wChPf5cXjb3Hw2a52gIH//NqaTaPew2io9vx0ubts1BnPT46pFRbCkiWKkmvZEoYOVTyqLVuUct4eleyqWr1a6ZpMT4d774V//AOKiqC0VOkGk8qsOmk3J064jwcYP17p9nz+eWXbYFC6OwH++U/FOL7+Ovj7K9/Nnq0oyquuUrrbMjMVb7BpU3cUqE7NIRs7qanQogV8/rmyvXQp9OypNDrOZ7QCApRPp1Px/h54QGmsbNgAFRVKo8duV7qtQffadS4O6cWF+5Vz7HQgQ9vsoeK5V2gecpIv97ahTUQR4u9T6RyTz49HmvLL8UiwOND9vstLnTF+UuEsX64oqT59oLwcOnVSvq9OqH7WNAL5GRYG/ftDUpLSul+5Enx9z/YqvbctFmVc8ZtvFAMYG+ue4mCxKF7C3/8OrVu7g2gAPvpI6eK8/3545hkID4e33lK8UH3N4JpH1nPjxjBokOLl/fqr8nfnne5nLstVVbmnRsg6S09XPrt2VT6HDVM+pYydPKl8Op1Kl7eUFb0rVOevUOGwYDI6uaXtL1gCy0iOLARgWPudEHCajrH5AJx2+IBBH/O73NS68dMGuoDSxQlKMIm/P4wYoWwvXaoYQ22AAihdVkePKh7BF1/Axo1K6378eEUhRkR4douWlCifERHue5g9W/mU15KBFKB4oSdPKt6CnBpx4oQS8JKcDHPnKsZvwgTYtAn+8x/luAtMHq7zJ3G5lDHZEyfgtdeUBsrAgYoHB+56NpvPboRYrcqnlLVGjZRPb8NpMinn1adN6FwMAvAxObG4jOA0Yazu07QIA1SZMckIT93nqxVq3fhp52odOKB4bampyjjNxx8rRi8tDfbvV4wLeE54nj5d8dbef1/ZrqxUznX6tKLcunRRxuaOHFH2b9qkTIdITFS2CwuVLtPWrZXrynuSCk8GuvTt677nqir3PciuUZsSzIWe/PvSUlEBPXoo0xo++EDp8gwOVrotQTFaxcXKVJnvvz/3ObyNmTSG8vsVKxR5OnNG2dY9P52/gskgMErDZlC2oVrOjGA0uOQu9MG+y0+tGz8Zcg5ur++BB5SxvuHDFcP3xBPK9+++6z5OG/Di5wePPeYegysvd3txMoKzZ08lKGLfPnjySeUYUAxjRYUSwKL1+EwmxZBt26aUbdZM+d7pVCIL77pLGYvs1w/uuQdeeknxJm++2fP+dGoGKSPSw7vhBuUzLU35lI0Oq1XpCn30UbdHL/fJuvXuzpTfy4bM1KmKDB475llOR+dCkNMd7E4TTmFEVBs2Z7Wn53QZAYHDZdJ8rwvZ5aZORHvKbieTSTF4Q4cq2zLS8ppr4JFHlK4sh8O9morLpXhrW7Yo4207dijjN8OHw8iRSpm0NFi2TPEQKyoUhTh6tHtSe0AA3Hqr0nXmTVWVMr7k46MEtYDbqM2apVxryRL45Rd48EFlDmHTpnq0YE0in2N0tFKX7dop26NGKV7+4MHKdt++igdoNiuNk6FD4frrlX1dusAttyhzPUEZF77pJsXbB4iPV2SgSxdle9gwpSEVEuJ5Dzo6F4IQBgwGwdA2eyg47Y+vuQqcJvo2P0Cgj40Q30pwWOgVn8eJ8kY09j8DTpM6OV7n8mAIDw8Xv/76KxEREbWW1UEbxKJdfsx7HU/t0lZyv/c++b02Yk+7//f2nWvtUO2299Jl2nlh51p2qzaUplzF//jx42pKo6ZNm+J0OuttSqNz1f+5ZMVbBrzLXsx2fUSuXm8ymeh23XU8HRHB4K5dqdJTGl1ChOLpCTD42jAYBKLSqhhEqx2Dyalsu4wYfBwYzFXubYNA7/68NKj5/Hx8SHn9dXdKI7lDm+r98t2U8imnFmjX4pQelHZxauklahWTXL5Ka4y0a3bK7izt+KJ2pRg5p89o9FSmLpd7WzvnT57Hbj97qTV5jtpa3/N8dSkVYX3De2Fr7bJk2hVbtLIDv19WKy+yvrTlzyeH9Q2POhdC7VgT6J1slwrF6wMMgqoKXwCM1ZPeqyqt6hJnBoPAafPBVWnFZHRhMAhc8lidGudc8m42GAyqR2A0Gmt1tfffa4z+3vSBP2rE/tH+3zv3X91XW2izdxuNRo+6ra+en0T7vL1/ivf2nyn7R+XrK1rjZzQaMVosYLVirKqq97JQH/B+wn+0rXPpUBuBPj4YDAaMBgMGs9ksOnfujI+Pj57M9gpAdnva7XaysrJITU3F19dXr9sGiLYh9POOHcQBjf39qdJlQaeBob4LRiOZBQXEtWyJ2dfXl0ceeYSQkBCqqqr0l6KeI4TAbDZz6tQppkyZwkMPPURUVBQOh0Ov2waGfOGtVisTJ05kcHo6va+/ntOnT+uen06DQr4LPlYrjz30EP379cMQEREh9u7dS1hYGEIIXUHWc2QdFhUVcd1117F69Wri4uJwuVy6wmtgyG5Po9FIz549mTx5MoMGDcLpdGKqi332OjqXCGn8DAYD7dq1Y8KECZhdLhdV1REhTqdTN371HOn5VVVV4XQ6cVZHCjmdznoZ8KLz19EaP6fT6fGe6+g0JKTuM5vNuFwunE6nEvAiW4Emk6lWjZ/WOrtcLtWLkX/enqncli+5HNeSgTva/a7qsE3t+bTX8D6n3H++fXJbe8/nu8/LiXacB1C9PRkAU984Vx161++FyEpDxFs+tbKge346DQnvhr/RaKwbk9y1aBWX0Wg8r7firRSl4dYqQ6PRqCpM+bKfq/z5lKS3gtAqEukln+u82vvTuTjkM/Ru1GjrXysr2vI6Ojo656POGT+pwAoKCigqKiIoKIimTZv+rhE0mUwcPnyY7OxsQkJCaNu2LVarVTWANpuNrKwsKioqaN++PSHVS3cUFhZSXFysGiyXy4Xdbqdx48YEBARw6NAhD2PmcDjw9fWlWbNmmEwmysvL2bVrF5WVlbRr147Q0FB1bE3vYqwZpDyUl5eTl5eHEILY2FiCg4PVfcePH6eoqAiLxULz5s0xm80eDRWtsdSe03uf934dnT+Lt5xpvwfO2qf3VNQi4eHhoqioSAghhMvlErWFy+USLpdLOJ1OIYQQ/fr1E4BISEgQpaWlHmW8/3/xxReFQVkeQQCiQ4cO4uDBg0IIIY4ePSquvvpqdV90dLTYtGmTEEKIe+65RwDCZDJ5fD711FNi7dq1AhBGo1EA6vmbNWsmhBDip59+EgkJCep5w8LCxNq1a4UQQlRVVdXas5TXPX78uGjVqpU4dOiQEEKoz7W+UVVVJYQQYt26deqznjp1qhBCCJvNJoQQYtCgQQIQoaGh4ujRo0II9+/VyonT6VS/r6qqElVVVeq20+n0kK0rAe371K1bN7F06VIhhPuZ6lw6tLIk9YH833v7SpO7uohWD7Rt21a89957ok4NAolqT23Pnj2sX7+e+Ph4cnJyWFOdZVR2Ycr/DQYDX3/9NS+++CK9evVi8+bNPP744+zYsYNp06YB8Morr7B161beeustVqxYwbFjx5gwYQIADzzwAG+99RYzZ87k448/Zty4cQDEx8fTuXNnZsyYwaxZs5gzZw4zZ84EoEmTJgCMHTuWnJwcZs+ezX//+19KS0sZM2YMdrtdH0+5xCxfvhwAHx8fCgoK2FSd7uNcgRzalrbsBi8tLVW7rIUQlJaWquWF3gLXuQjEObw9k8lEZWUl5eXl6nir3W7nzJkzuq6oTeqS5+dwOIQQQkybNk0A4tNPPxV+fn5i6NChQgjh0WKSLdrdu3eLuXPnqp7ejh07BCCGDRsmhBAiISFBREVFiYqKCiGEELfccosARG5urhDC0yPq0aOHiI+PF5WVleo9yVbya6+9JgCxZcsWUV5eLsxms0hNTVWPHTNmjADEjz/+qN5rbXClen7r168XgOjRo4ewWCwiMzNTCCHEvHnzhNVqFe3btxdWq1UUFBQIIZTfK4999dVXRWxsrFi8eLFISUkRBoNBjB07Vuzfv1+0atVKGI1Gceedd6qe5JXSAtc9v8uPVnauv/56MXDgQPHBBx8Iq9UqQkJCxKJFi8QXX3whfHx8RFBQkJgxY4YQwrPnQafmqbOen9CEoQJ8+umnREREkJGRQffu3Vm6dCmFhYVqSx3cUYytW7fmwQcfxGAwMGfOHCZOnEhgYCBPPPEENpuN/Px8YmJisFZnMpWeW36+kkW5srISgNdee42NGzfy1ltvYbVaqaqqUr24n376icmTJzNy5EiuvvpqKisr8fPzo6ysjIrqHDu26oR+Bw8e9PhNOjWD9Ma6deuG1Wrlyy+/BGDBggUkJyeTnJyMzWY7KzoXoLS0lPz8fF566SUyMjJISEhg5syZDBkyhIyMDDp37sz8+fNZvHgxoE8F0KkZTpw4wYoVK/jPf/7DhAkTKCkp4f7772fmzJk888wz2Gw2nn32WfLz8/U4gVqgThg/cHdpbtmyhV9++YWRI0cCcN999+FyudSuLllOCoqjOllbZmYmo0ePZvXq1aSnp9OzZ09KSkqw2+1YrVZVKfr6KovNnqnOVOrn50d+fj7PP/883bt3Z8iQIWrUpsViAeC5557z+AwNDeXmm28mNzeX4cOHc8899/DZZ58BqMZQp2aR9ZeYmEi3bt1YtmwZAKtWrWLIkCEEyZxT1QhNmL+Pjw8AI0aMYMqUKYwZMwaAvn378uKLL/JEdcLIvXv3qsfKiGG5raNzoXg35v/+97/zyiuv0LNnT06fPs3TTz/Niy++yKBBgygvL1cb4rqcXV7qjPGTFb9w4UIANm7cyL333ssnn3wCKN4gcNZcNanYbrzxRn777TdmzJjBu+++y913301ISAhWq5XKykr1/NLTCwgIUM8xd+5c7Ha7qgSl8jMajWzdupXly5czYsQIWrRooU4Ufvvttxk9ejQbN27k5MmTjB49GoDg4OCafzg6qvGzWq0MGzaMrKws5s2bh81mY8iQIWojSFteHiMbTC1btgQgIiICUHoNwF1n8hzaaRXaa+vo/BnsdjuNGjUiJiYGcMuZ7H0KDQ0FUHWKzuWl1o2ftpVUUVHB4sWLMRqNFBUVsXbtWrKzswkODmb9+vXs27dP7R6Qx61cuZJHH32U3NxckpKSGDVqFFFRUaxbtw6DwUBiYiL5+fmq0cvNzQXcAuh0Opk3bx7+/v707dsXwKMLQhrj9PR0wD0BH5RgmuPHj/PVV19x+vRpAJKTk9Vz6NQ8FRUVDBo0CJPJxNSpU4mPj6dTp06qJy/Ryog38nvZvelt5HTPT6emEJoAKu1CG1r0xlXtUOsaWmtMNmzYQE5ODiNHjuS3337jwIED7Nu3j2nTpuFwONSuLpfLpR6Tk5PDrFmzGDduHBs2bOD111+noKCAFi1aYLFYSEtLo7CwkDlz5rBs2TK+/vpr+vXrR1xcHADZ2dlkZ2dz1VVXERYWdtak+LVr1wLQsWNHwB01OGrUKCIjI1m0aBGffPIJ77//Pj169KBt27Z6xOAlQBqg8vJyYmNj6dy5Mzk5Odx8882A22vz9/dn586dhIaGMmnSJODCx/DkNdLT02nevDlHjx71+F5HpybQdUPdoNYnuWsVixw3y8jIANze06BBgxg3bhyffPIJTz75pMck5jFjxrB7925mzpxJ7969AWjevDnTp08HYNKkSWzatInx48cDkJCQwIwZM9RrHj58GIBmzZoBeKz+Ul5ezqFDh4iIiCA8PBxwC+7TTz/Npk2buPvuuwFo1aoV77zzjvqbdAG/NEhDNnDgQH744QeGDBnisd9oNFJRUUFZWRkFBQUe+y60TvLy8sjLyzurK1VHpybRdUTtYggPDxd79+4lPDy8VpS29pr79+/H4XCQmJjokV9QCEFOTg42m42kpCQP4yc9sdzcXA4cOEBQUBBt2rTBz89PHbez2+3s2LGDyspKOnbsSGBgoLrv9OnT5OTkEBERQXR09FlLmB04cACj0UhiYqJ6L3J/SUkJO3fuxGw2xDgMrAAAIABJREFU06FDBxo1anTWsluXG3ndwsJCevbsydq1a2nSpEm9zeogf095eTkHDx4kOjqa8PBwSkpKyM/PJzExEavVypEjRygrK6NVq1bY7XYOHjxISEgIMTExFBYWUlBQQLNmzQgMDKS4uJhDhw7RpEkTQkNDVRmIiooiMjKSvLw8Kisrad68ORaLpd42ZmTXr9FopHv37kyePJnBgwfrWR0uIVr9cPDgQRwOBy1atFBXoSorK6NFixb4+Phw7NgxTpw4QWJioofu0Kl5tPWSkpLCxIkTMYSFhYk9e/bQuHHjWsvnJ29MvpDabippSKQ3JrMTeC8uLSOrZBmp7KUBlfu1+6RikOW0C1nLa8jpFdoxINlVq10s2vu8tbmwtdls5tixY/Tu3ZvVq1cTHx+Pw+Gol8YPOG89mUwmNVhAKx9yWwiB0+k869g/2j6frNU35LthsVjo1q0bf/vb37jtttv0hRguMVp9ppUj7+3z6R6dmkcbW5KSksJTTz2F2Wg0qoahtrM6SOT9nIsLeWm1q9Z7lz/fivZSEM+FdgHr891HXVkpX1vJRqPR4znUV+OnxbuevGVFWwfaRs+5jv2j7bpQnxeDNujHZDJ5vOf1/bfVJ/5Id/ye7tGpGbTDa1Ivmm02G8uXL9czuV8hSM/v5MmTlJaWsnLlSj2TewNFvvBWq5WioiI2b96Mr6+vnsldp8GhfRdKSkrYvn07BrPZLDp06OAxxqZTf5HdKXa7nd27d9OmTRt8fX31um2AaL2+rKwsYmNjiYyM1Bu5Og0O7cpgP//8MzExMbUf8KJTs8g6LCoqolevXqxZs4a4uLh6G/Ci89fRBrz06NGDyZMnk5aWpge86DQ4tPEaqampTJgwQZnqIOe26d5B/UcOrMsAHG3d6jQstMbPWxb091ynIaHtBVGDJMFzhQv9pbgyONcqEnrdNmz091xHx02dMn7aOXLaMHMZheo9xUH+L70ck8nksUKL9lxw7mkT3q1g2VLWek/a1sKFnLcudB97L9lV23X7V5HP0uVyeUxj0E4p0dZjXaqDuoT2WdRXWdDRqSkMBkPtr/ByPrRK7PeQY1nSQMkJ8FpD6q0QtQZSu4AxeBpg7XmlwtBmlTjfeXXlW3PIZyjrST7b36sn7XE6Ojo656LORUDIFvw777zD4MGDefnll8+Zo00aG6PRSF5eHo899hhdu3bllltuYdGiReo4h9FoZMmSJfTr149u3boxffp0Nex/1qxZ3HrrrWRkZJCenq5+vvfee+oKDWPHjuWqq67i+uuv5+2331a9D6PRyPLlyxkwYABdu3blH//4B3a7/YIMts6FIxsUe/bs4Z577iE9PZ21a9diMBjUqMX333+fYcOGMXbsWEpKSgDPOW5OpxOHw4HL5aKqqgqHw6H2LHhvy2N1dP4KWhmqqqpSF2HQypos43K5PLZ1ubvM1KVM7vL6paWlIj4+XgDCYrGIXbt2CSE8sx3LDNWHDx8WUVFRAhBdunQRoaGhAhD//ve/hRBCLFiwQAAiISFBdOzYUQBi8uTJQgghHnnkEQGIiIgIERoaqp7n4YcfFkII0aJFCwGIu+66S1x77bUex65YsUIAIi4uTnTu3FkAYuzYsUIId8b52uBKzeS+Zs0aAQhA3H777UIId7b21NRUAYigoCBx5MgRdZ9EKzPyf5fL5ZHRXJv1/ErJqK1ncq89tHKm/fP+TltW59JRZzO5S2Qrf/369eTl5XH//ffjcDjUDNvaiEVR3UrasmULlZWVzJkzh8zMTDXprfycOXMmAN9//z0//fQTbdq0Yfbs2Zw+fZq3334bl8vFsWPHOHnyJI8++igAY8eOZefOnezfv5+77rqLTz75hM8//xyz2cwXX3wBoC5ivXbtWrZt20bXrl2ZNWsWRUVFHhnndWoGGZofFxfHt99+S2FhIUajkczMTLKzs4mKivIoB2552bp1K7Nnz6a4uJjFixfz3HPP8dNPP2EymVi0aBFTpkzhhx9+0LNp61w0Un4cDgcffPABa9asUXuuli5dypw5czh58iQGg4F9+/Yxc+ZMjhw5AugR2ZeduuD5SassW6TDhw8XgMjOzhaJiYkiOTn5rLLerXnZwl24cKEAxNNPPy2EECI4OFgkJyer5e+77z4BiKysLCGEEA6HQwghxI4dOwQgRo8eLYQQ4uDBgwIQ1157rRBCiK1btwpADB06VAghRFxcnIiJiRGVlZVCCCEef/xxAYiNGzcKIWqvdX2len7r168XgMjIyBCAWLhwoRBCiKefflqEh4eLG2+8URiNRlFQUCCEUH6vrNuJEycKQAwfPlwEBwcLQDRr1kw8/fTTwtfXVwDCx8dH/Pzzz+qxVwK653f50erQpKQkkZCQIIQQ4tChQyIwMFAA4qOPPhJCCDF+/HgBiD179gghrhy5q4vUac9PVAeQFBYWsmTJEq677jpatmzJ0KFD2bt3L1u2bAHObh2J6iCH1atX06hRI9LT07n33nv5xz/+QVFREaWlpQQHB6utL5lN+cSJE+rxAOPHj8fHx4cXXngBUFIfLVq0iK1btxIUFMTVV19N+/bt+fe//43NZqO0tJSAgAAsFgvgzspcWFjocV6dmkFO0E9NTaVFixZ8/vnngNKa7tmzJzExMeedvxYQEAAoY3/FxcU88MAD5ObmsmHDBioqKnjhhRew2+2sWbMG0FvgOn8dORYNSiq2nJwczpw5ww8//IDZbCYpKYmVK1cCSv7SVq1a0bp1a/VYnctHnTF+UuEsX74cp9NJnz59KC8vp1OnToA7o7rQBLxoP8PCwujfvz9JSUmsWrWKlStX4uvre5YR8t62WCysWLGCb775hvHjxxMbGwtAWVkZ//rXvwgLC+PZZ59l5MiR7Nq1i7lz56oLBJ/LwOkCfGmQz7Vx48YMGjSItWvX8uuvv/Lrr79y5513qt2dslxVVZUanCRlKz09HYCuXbsCMGzYMABVxk6ePAm4A2SEHoig8ycRmojjvn37ArBr1y7WrFlDSkoKd911F99++62aDu36668HUA2mzuWj1o2fVCyyZf/pp58CMG3aNPz9/RkxYgSgtPDLy8vPMjyVlZUcPXqU1NRUvvjiCzZu3EhxcTHjx4/HZDIRERHBqVOn1PIyGjAiIkK9h9mzZwOo1wJYsmQJ33zzDZMmTeLpp5/m3XffJTk5mRdeeIGTJ08SFRVFWVkZdrsdcCvOxo0bA7oRvFS4XC5uv/12Tpw4wWuvvYbFYmHgwIFUVFQAnlktvJfwslqtgFvWGjVqBHCW4TSZTFgsFn3ahM5fQsrL1VdfDSgN+u+++47evXszaNAg8vPzWbRoEVVVVfTv39/jGJ3LR60bP+1crQMHDrBq1SpSU1NZtGgRH3/8MUuXLiUtLY39+/ezadMmAI8Jz9OnTyc2Npb3338fUIyhTFLbqFEjunTpQnZ2tjqovGnTJiIjI0lMTASUbsrVq1fTunVrUlNT1fPabDYA1bjJsOWqqioCAgLo1q0bBQUFHDx4UD2v1WolOTlZ/V06NU9FRQU9evQgOjqaDz74gJ49exIcHKzWk8Viobi4mH//+998//335zyHd91IYyi/X7FiBe+//z5nzpwBdM9P58LRzkWNjIzk2muv5aOPPiI3N5fevXvTvn17IiIiePPNNwkKClJ7IXR9cfmpdeMnqhPFgtvre+CBBxg6dCjDhw8nLS2NJ554AoB3331XPU4qrMGDB+Pn58djjz1Ghw4duOqqqygvL1e9OBnB2bNnT9q3b8++fft48skn8fPzAyA7O5uKigpSUlI8ov1uvvlmIiMjef755xkxYgT9+/cnOzubjIwMGjVqxIMPPghAv3796NSpE9u2beOJJ54gNDQUp9OpC3MNI2VEeng33HADAGlpaYASXQeKd/frr7/y6KOPqh693CcbNt7dmfJ72fU0depUHnjgAY4dO+ZRTkfnQpEy1a9fP3JycggICKBjx45YLBa6dOnCnj176NixI3FxcR6LaOhcPurECi/ahKvDhw9n6NChgHsi+zXXXMMjjzyC2WzG4XBgsVhUo5mamsqWLVt466232LFjB506dWL48OGMHDkSIQRpaWksW7aM6dOnU1FRwezZsxk9erS6sn1AQAC33norAwcO9LhmkyZN+P7773nzzTfZunUr/v7+vPnmmzz88MMA9O7dm1WrVvHGG29QXFzM9OnTGTt2LICePaEGkQohOjqatLQ02rVrB8CoUaOorKxk8ODBgDK+EhwcjNlsJioqiqFDh6rjKV26dOGWW24hISEBgKSkJG666SY10CA+Pp5bb72VLl26AMpYYIcOHQgJCfG4Bx2dC0XqgNtuu42dO3fStWtXIiMjAXjooYcAuPvuuwH3KlU6lxdDeHi4+PXXX4mIiKi11d61QSzey4TJ/d5LW8n93vvk99qIPe3+39tXU+etzeXNZBfy8ePH1ZRGTZs2xel01tsX7Fz1fy5Z8a4r77IXs10fkfdvMpno1q0bTz/9NIMHD6aqqkpPaXQZ+D29dSXIV31CG1uSkpLiTmlUm1FtWoGoqqryWDNTGmOhWURavrRawZELG2u7LbVrdsruLO34otwnxw+NRqN6/PnOq7233zuv9r4vN+erS+3LV5/QNiy09aRddNxbdoDfLautV7kMnrb8+eSwvuFd51rZqI+yUJ/w1iEGg0HVD+eSv/ooX/WJc8m7WVYKeBqM2uD3PJPfa6n+kUfzR/vPd+6LPW9tICtZLtqtrdu6eL9/Bm09ef8W7+0/U/aPytdXtEbuSpOF+sK5nrP+7C8/WuOnNkTMZrPo3LkzPj4+egvkCkB6oHa7naysLFJTU/H19dXrtgGibQj9/PPPxMXF0bhxY3VBcB2dhoL2XcjMzCQuLg6zr68vjzzyCCEhIfpLcQUghJLW6dSpU0yZMoWHHnqIqKgoNZOFTsNBvvBWq5WJEycyePBgevfuzenTp3XvQ6dBId8FHx8fHnvsMfr3748hIiJC7N27l7CwMH3w9QpA1mFRURHXXXcdq1evJi4uTo8oa4DIbk+j0UjPnj2ZPHkygwYNUiOddXQaCtrYknbt2ikBLzLHGaDPT7sCkJ6fXN5LBgpp89XpNAy0xs/pdHq85zo6DQntyk8ywM1sMBg85tnVpvFTbtCAwQAulzbs/NzTB+S2fMldLlE9mKkcI4QBg0EghHI+wON82mt4n9NoPPu82mPBfV5FwRjUMrXpQWv7tsE9uC4DYOob2jqWdSiftTsS9I9lpSHiHV6vlQXd89NpSHg3/I1GY92Y5K5FMVoCg4Hfza/mrRRNJiMGg6cyNBoNyGl5JpNRPU4p71aUnsYPj/MajUZMJu9ryfOKc55Xe386F4d2fU2j8ez5e96yoi2vo6Ojcz7qnPGTCqyg4DRFReUEBVlp2jT4d4ygYtgOHy4lO/sEISG+tG0bidVqVg2gzVZFVlYBFRVVtG8fRUiILwCFhWcoLq5UDZjLJXA4nISH+xEVFYDJZODw4VL27i3C39+H1NTGBAT4VJ8X7HbBrl1HKS210b59Y8LC/DyUss7FI59nebmdvLwShIDY2ECCg33VfcePK7JisZho3jwUs9no4fF4Tyb+vYntikevNIx0dP4s3r1R3osv/NGiCnqj7fJRZ4yfWzgU72/EiCWsWZNFQkITsrIeITDQek4lZjQaeOmlb3nppTUIYQMMdOjQnKVL7yAhIZRjx06TlvYZW7dmAxAdHcmSJRl069aEiROX8/HH32EyBVQHAfjgdFZx//3X8t57Q3jxxW94+eV11ddyEhcXxqJF6XTr1pRTpyoYOnQB33yzBxCEhoayZEkGffok4HS6MBp1Ia4JpDf9449HuOGG9wA7U6fexMsvX4/D4cLHx8SoUV+ybNnPhIaG8csvY4mODkAI1K5rQJ1MDIbqMTAX4PYaPVcVUrrfdXT+LFrjpV0c41z7ZZnz7dO5tNSpQSCpsPbsKWT9+v3Ex8eQk3OcNWsOAO5xO/m/wWDg66/38eKL8+nVK57Nmx/n8cf7sGPHHqZN+xaAV175lq1bd/HWW8NYsWI0x44VM2HCVwA88MDVvPXWCGbOHMbHH49g3LhegI3OnaM5duw0L720nLZtG3P48CQWLLiLI0eO8swzqwB4663NfPPNdv7nf25l3bpHOXPGxtixXwLuLladmkYAVpYv3wsIfHxMFBScZtOmPMAXp/P8+RVl4IfLJSgtrUQZ6zYgBJSWViKNnd761rkYtI14rb6SaOVRfioNMX0B9ctNndLSUliWLNmD01nOq6/2x8/Pj3nzdniU0yqo+Phg5s59iA8/HM611zbhwQc7A2aKi8sB+O9/9xIV1ZTRo7tw000tueWWFDZvziMvr5g+fZozduw1PPzwVYwY0Z6tWw/TpEkcY8dey5EjJYCNjh1jiY0NpEePeAwGf06dUtLcLFu2F3//aB5++Cquvz6B229vz+7dh9mz53j1PV6WR9ZgkPXdo0czsrIK2LbtKABr1uzn9Gk77dvHYLM5PTxuqVRef30TTZpMZ8mSPXTsOJuQkNcYP34FBw4U07btvwgNfY27716Mw1F7y9LpXFk4nS66dp1LevrnGAwGzpyxc911HxAd/QabNx/CYDAwd+5PhIW9TlZWAXBuY6lz6agTxs8dhioT2u4gIiKcjIx2dO/elKVLf6Ww8Awmk1E1KlLJtW4dwYMPdsZggDlztjFx4ioCAyN44ome2GxV5OefISYmEKtViW5r0iQIsJGfXwZAZaUS/v3aa9+xcWMW//d/twDQsWMMw4b1YOnSX5kx4wemTl2HEAaeeUZJpZOTU0Ljxv4EBvoA0KxZMFBFbm6px2/SqRkU2+egW7emWK0mvvxyLwALFuwmOTmC5OQIbLYqj7E6WQWlpeXk5x/mpZe+ISOjHQkJgcyc+R1DhswnI6MdnTtHM3/+BhYv3g1wTg9SR+dCcTpdWCwmwsJ8WLZMkanduwvZuPEgBQUnWLVqHwDLlu3hzJkztGgRBqAPlVxm6oTxA3erZ8uWw/zySx4jR3YG4L77OuFylbB8+W8e5aRxcTiUOUuZmUcYPfpjVq/eQXp6Cj17xlNSYsNud2G1uqdw+PqaAcGZM0qONz8/C/n5ZTz//Fq6d2/HkCFtqKpyYTIZGTasDTZbJZMnr+b997eQkhJBr17xVFY6sNmU8SbZxakYV0FFhaP6/i79M2tIKPVXRWJiKN26xbNsmWL8Vq3ax5AhrQkKsgLujBvasRYfHwvgZMSI9kyZ0osxY7oC5fTtm8CLL/bhiSe6AUb27j2hHutyuTy6pnR0LhQpLrfc0hqb7TS5ucWsX3+Q5s3DGTq0I19/vR+AH3/Mp1evFgQFWXWvrxaoM8ZPCszChbsAFxs35nHvvUv55JMdgA+ffroLOLt15OOjeHQ33tiS336byowZt/Puuxu4++7PCQnxxWo1UllZpSowxdMzEBBgUc8xd+427PbiaiWoeKCbNx/mrrs+JC2tLTbbVHbteoLffiti4MCPEMKAv78Zm82pdq3J8/r7K+fVh41qFuV5CqxWM8OGtSUr6xjz5u3AZqtgyJC2aiPIXd49hUVRLEZatlRa2BERSiLj1q2V/GrBwb6AEYfDHfSiXeRdHwPU+TNIebnuunjAwKZNh1i37iDXXBPHHXeksnNnAdu353P8eAk33tgC0Ls8a4NaN37aLs+KCgeLF+/BaAykqKiCtWv3k519iuDgENavP8C+fSeqI/jcxnLlyv08+uhX5OYWk5QUzqhRnYmKimbdun0YDJCYGEJ+fpnavZmbWwz40qRJMKB0UcybtwN//0j69k1U72v79jzAQb9+LQFISYmkfftYdu48RllZJcnJYRw7VkZpqR2AnJxiwEKzZnoC1EuHgYoKB4MGtcJkMjJ16lri4yPp1Cm62pP3XKzA7bF51oX8XnZvyqrSBiPonp/OX0UGcLZt25jIyEjmz9/Fjh3HuOGG5vTu3QyXy8WsWVsBA336JAB6Y7k2qHXjJyelA2zYkEtOTh4jR3bkt9/GceDAePbte5xp027A4TihdnW5XO7VPnJyTjJr1n8YN24ZGzbk8vrrGykoOEqLFuFYLCbS0pIpLDzMnDnbWbZsL19/vZt+/VoQFxcEQHb2CbKzj3HVVbGEhTWiqkrxIFq2bAwYWLhwJwUFZ1iz5gDbtuXRrFkwjRsHMGhQayorjzN79lZWrz7AwoU7uOqqBJKTI5Ah9Do1h2J/BOXlDmJjg+jcOZqcnBxuvjkJkN3fAn9/H3buLCA09DUmTVoNoE5r8DrjWdvSyKWnf07z5v/k6NHTmmvr6PwxsgHldCrDIn37JvLll7soLbXRo0dToqICSEqKYO7cLSQkhNO+fRSgj/fVBrU+z0/bqv7ssyzASEZGe8AtEIMGJTNuXCiffJLFk09295jEPGbM1ezefYKZM7+nd++ZgIHmzeOZPv1mACZN6smmTUcYP34xAAkJMcyYcYt6zcOHywCb6rGBEu03YEBLnnrqZt588zuio18DnDRuHMTs2bcB8MgjV7NuXQ5TpvwXgJiYSN5+Ow0Al0tvyV0qpLc2cGAyP/ywlyFD2mj2KvM+KyoclJUdpaAgUf0eLrxO8vJOkJd37KyuVB2dC0WqtRtvbMH8+ZtITm5CUlIEAH36JLBz56/06NEFPz+LOi9Y7y26vBjCw8PF3r17CQ8Pr5U5Ttpr7t9/EofDSWJiGD4+xuq5fMoanTk5p7DZnCQlhXsYPzk3MDe3mAMHThEUZKVNm0j8/CzVy5OB3e5ix45jVFZW0bFjNIGB1up9Bk6ftpOTc4qICD+iowM91os0Gg0cOlTCb7+dwM/PQmpqY/VYg0Fp3WVlFVBW5qBjxyiCg33V42prvpi8bmFhIT179mTt2rU0adKk3mZ1cK/w4uDgwZNERwcSHu5HSUkl+fllJCaGYbWaOHKklLIyG61aRWC3Ozl48BQhIb7ExARSWHiGgoLTNGsWQmCgleLiSg4dKqFJkyBCQxupMhAVFUBkpD95ecVUVlbRvHkoFoup3s790y5s3b17dyZPnszgwYP1rA6XGO3qQuXldg4eLCYkxFftbSouruDw4VJV3rTldS4N2meckpLCxIkTMSuTLN0r/9eWwgZITAwFDNUr0DuRi1wL4aJ581DV4GjzDir3r8z3i48PxmBQjnc4HBiNRhwOxRhdfXWc+hvlvqoqgZ+fmdTUKGR2C8/zCpo0CaJJk+DqxbZd2O0OTCYjTqdiADt3jgWUfdrz1ubC1mazWa1TuXJJfc7qIITA19dISoq7ngICLLRpE0lVlZKtIDY2EIMhCKfTicVioE2bSIRQyoaHNyIy0l89NijIh3bt3OfyloGmTd1yVJ9zXGqNnxzHBD2rw+VCCIHVaiIlpbEqiwBBQdazdE59bWDVF7RZHUDRi2aj0ah+UdtZHSRm8/lbpRfSYtWuWu9d/Hwr2huNxj/0jIxGIz4+cmX8P3/85UBbycqi3O6MHXXh/i4W7+fsLSvaujUYjOrc0XMd+0fb9d070gb9mEwmj/e8vv+2+oa3LELd0RkNAW3DX+pFs81mY/ny5Xom9ysE6fmdPHmS0tJSVq5cqWdyb6DIF95qtVJUVMTmzZvx9fXVM7nrNDi070JJSQnbt2/HYDabRYcOHfDx8cHlcukKsp4ju7nsdju7d++mTZs2+Pr66nXbANF6fVlZWcTGxhIZGak3cnUaHNoF7n/++WdiYmJqP+BFp2aRdVhUVESvXr1Ys2YNcXFx9TbgReevox3z69GjB5MnTyYtLU0PeNFpcGgDXlJTU5kwYYIy1UEOhOveQf1HCIHJZMLpdOJyuTzqVqdhoTV+3rKgv+c6DQltL4h8L8zgmS27Pr4U3glktdFTv7fvYs5b1/G+x/patzo1R31/z3V0apI6Zfy8syDLEG15b+fKxg1K6LaMnJJTN+TajHJbRrLK6RznM2Ta72RLWXYXeh8r98vWRF1SKN7rUtZ23dYE52uMaP+v77/xUqF9LleCLOjoXAwGg6H2lzc7Hxf6crpcLtWwlZaWYrfb1ZBubdh/ZWUlp0+fVst6K1JvpPGV562oqPA4Vo6h1UXDp3M22nU6vdft1Nfx1LkUaGXJO6P7ubZ1Li91xvjJypfjEWPHjiU0NJRbb71VnRyqLSfLGo1GVq5cSUpKCsHBwURFRTFu3DgqKipUT++pp54iPDyc4OBgBg8ezLFjxzAYDDz++OP4+PgQExNDREQETZo0ITY2lmeeeQaDwcBXX31Famoq4eHhREREMHz4cAoKClCygJvYt28fAwYMIDw8nPnz5wP6BOKaRj7PH3/8kRYtWhATE8PcuXMxGAzY7XYMBgMTJkygcePGdO3alaKiIgAPgyYnqzudTnWyvxwT1W7/UYNIR+eP0MqOt9x5/0n5O9exOpeeWl/bU4v0to4ePconn3xCWVkZy5cv58cff6Rnz54eEYvS48vMzGTgwIFERUUxdepUVq9ezcyZMwkODmbatGnMmDGD6dOnc8cddxAXF8ebb76J1Wpl4cKFtGzZkj59+hAUFITJZKK4uJjVq5XFkCsqKhg+fDhWq5X333+fbdu2MWPGDMxmM5999hkffvghI0eOJDQ0lFOnTnHq1Cn1N+jUPGfOnOHgwYMALFiwgIceeggfHx/KyspYtGgRhYWF2O12HA6Heoz0xuWkbu8uUjknEvR606kZtMMyZrP5rKXLzrWtN7pqhzrj+YF7jO2rr76ipKSEadOmYTQa+eyzz4BzK6iysjKGDRvGwoULefnll5k9ezYAu3Yp+f/mzZtHYGAg77zzDv/7v/9Lr169WLx4MYWFhTz++OOsXLmShQsXsnDhQhISEjCZTEyePJk9e/ZQWVnJkCFDGDFiBJMmTcJisbB9+3YAtm7dyqxZs/jnP/8JuJfN0bk0SGXRtm1btmzZwoEDBwAsu4/WAAAIn0lEQVTYuHEjR48eJTExUV1eTiJb1fPnz2f48OHs2rWLRx99lGuvvZYPP/wQp9PJ6NGjufbaa5k5c6augHQuGq1xmzBhAlOmTOGnn36ib9++3HzzzezatYvs7Gz69evHgAED2LBhQ/Vawno09uWmTmhs7QREgI8//hiLxcJjjz3G4sWLWbBgAW+88QaNGjVSW0pynlKfPn24/vrrKSsrY//+/Wr34803K1kd9u3bR2JiIgEBAQAkJyfz3XffkZeXR2RkJJWVlfj5+bFkyRLmzJnDG2+8QUhICM2bN6dZs2asW7eO3bt388MPP+BwOBg8eDAAr7/+On5+fsyZM+eyPquGipSNXr168d5777FixQpVPuLi4khNTeXAgQMexk/K1U8//cTnn3/O4cOHMZvN/Pzzzzz++OMsXLiQEydOcODAAR5//HGSk5Pp37+/Pg9Op0ZYvnw5ubm5bN68mdLSUrZv305OTg6xsbEUFxezbds2fvnlF3bv3k1QUJDe8LrM1BnPT3Z57tu3jw0bNnD77bcTFBRERkYGJ06c4JtvvgHc3qEUFLtdSSa7atUqWrZsyauvvsq4ceMYPXo0BQUFlJeX4+/vrypFf39/AEpKSgDw9fXFZrMxYcIE4uPjeeyxx3C5XISGhvL2229z/PhxUlNTGTVqFNdccw2TJ08GdE/vciM9v+TkZDp06MDixUqKqmXLlnHTTTcRHh7uUV4bUCDrvHv37nz33XdMmDCBsrIyAgMD+fHHH3n55ZcByMzMBFDnxOlBMDp/BSkvgYGBVFRUMHXqVLZt20bnzp3Zs2cP999/P5mZmQwYMIDDhw+zf/9+QJ+Le7mpM8ZPVvySJUsAaNSoEUuXLlWN1KeffnrO4ywWCwBdunRhzpw53Hnnnfzf//0f//jHPwgODq7OsuAOmJFjQj4+PoDiUcybN4+cnBwmTpyIr68vRqORAwcOkJ6eTnJyMtu3b+fDDz9ky5YtPPjgg+e8D29FqSvMmkUav+DgYIYOHcoPP/zAunXrKCgo4I477jhrLEUGFMj/QTF+AImJSp6/3r17A9C0aVNAGVcEzgpE0NH5K1RUVGC1WmnXrh0AMTExAFx99dWAW+5sNlvt3GADp9aNn3eqiUWLFgHw4Ycfctttt/HKK68AsGLFCgoLC8/qjtq/fz9Lly7FarUyatQo5syZQ1hYGDNnzkQIQWxsLIWFhaoyKygoACA6Olo9x9y5cwHULk2AlStXcubMGUaPHk2nTp2499576dChA1988QVHjhzxMJ7aT+/5dTo1i91uJy0tjYqKCl566SWCgoLo3bu3ari08uQtK7KOztcw0QbIWCwWvS51Lho5XQrODnbR5at2qXXjpx3s3bZtG5mZmfTv35+jR4+yb98+Tpw4wVNPPcWJEydYs2YNgBoqDLB48WJuu+02/v73v2O32/n+++85efIkQUFBNGr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YvXo1f/rTn5gwYQKxWAyfz8f06dNZt24dGzZs4MILL0RRFHr16kWvXr1obGxk0KBBNDQ0ZMWkqakJVVVxOBzMmDGDV199lddeew273c7ll1/O9u3beeWVV7JC/dZbbzFu3DgGDBjAiy++SGNjI2vXruXkk08mGo2ycOFCysrKGDFixBEinet2OHjwID6fD1VVmTFjBgsWLGD//v2sW7eOdDrN+eefz6OPPsrAgQMZMWIEK1asQNd1EokEYNykgsEg+/bt48orr0RVVe677z7Wrl3Lxo0bmTFjBu+++y6LFi0iGAxy9dVXs3PnTpYvX048HueSSy4hEAhw7733kkqlsv0yXSklJSXs2bOHyZMnEwgEWLBgAVdccQWqqjJv3jzKy8vx+/00Njayd+9eevfuzbhx43jzzTcJBoPYbLYufecW3z5HjE1IY75DMgKqSsHgx//Mzsmn0jT7NsqaDtFU1g29qAjV60XtVUO8bg/+TR+RtvtBcZK22yhc/CJ+h4ttZ19I+M0F+KZfSv8P38FWVsrG1avQX1/E5wE/kYYmfKdNYMjMi5E+nyGIuo6wO3BkwvhU1Q7Ll7H1jdeJNDbiWjSf6MC+pM4+B2dld0RhIb2nTsMVCLD7uacJX3E5brNYlM1G9a0/xVNcRFN9PeHf/weFV11ntGuz033MWDoO7CVy7jQSD96HS0sjVZsRZKIIpAJqLJoV6qOVvBBqMIRv69atDB8+nJNOOomHH36Y0tJSKisrAfB6vdhsNjRNy7oMNm7cCMCgQYPYu3dv1vXQ2NhIz5496dWrFwAej4eGhgaqq6uz7z0eT3bfqVQq61v2+/0kEgni8TihUAhd1xk9ejTNzc1069Ytu01uxIfZfyEEPXr0AMDtdpNMJrN9ArjooovYvHkzCxcupLS0FIfDQVtbW7bPHo8HRVGw2+0A+Hw+EolE1tItKyujsrKSnTt34nA4sgN7ptVs7jfXB2/2MRAIcPHFF7Nu3TpCoRAulwu73Z5dxxR3RVFIJpPZ8+P1euno6Mi6Syzyj9zBcSPswZiQVghBJBSmfeUHxN9Yhq2jgyAqRYtfpPuY0UQ1jYOvLqLlpp+TGjqO7g/eSyIWoenMySRGn8ruaBzvwP70eHMZ1ZNPx6ZpSF2n5yMP0fLcPJL1h/ANGUzN+HEA2AKFGTU0Yqaz174A4fagp9OUjR5LS98BaCecyLH/eR9C05Cm9Qz0vPQHbL7/dzijUQD8ZWX4y8qRwMGH/khZS5D4whf5ctRoSseeiL+slMLKbqSOH8P27V/gemU+2O3Eoynw2XEK0EIRQ/Yt18f/DdMiiEajPP300xQWFlJZWck555zDM888Q319PfX19ZSXl1NeXs7BgwfZvXs3b731FhUVFSxfvpzhw4fz+uuvU1dXRyqVIhAIZP2vqqoyfvx4tm3bxuLFi2lpaTlCQE8//XQWL15MZWUlW7Zs4ayzzqJfv35s3boVm81GTU0NmqZlBRQMEd26dSuxWIyamhoCgQAulyv7oykoKEBRFM455xycTidLlizBZrMRjUbx+XykUimqqqpob29nwYIFbNmyhUsuuYTKykqef/55CgoK2L9/P5deeinJZJJ9+/aRSCSorKxk//79gCGq3bp1o6ioiCeffJKKigqCwSA+nw8ATdOyPvFoNMry5ctRFIWamho8Hg9//etfEUIwdOhQvF4v0WgUVVWZOHEi8+fPZ8+ePezYsYPjjz+eUCh0hKVukT+Yvx8tmaJj+w6iO3cR+Xwr4U2fE/54A6KxiaLLv4929iRi7R30GjCAA//9BPsefRL94EFq/u0GqmZfi8flIpVOozz1NKI9iG/iBAIDB+A0x3NUFQHUnHwSNSefdHj/5lhLIIAUIIQEJTODOUAihhw6nEFTzgOgrbgENZ02NF1VOfT+O6SBHqeejg1QqqqMJwLAtIMFoHp9aDZw7d9H65uv0xaJ4fF5GXTuVFRA8QdIJSAyeRKB86eTCIZI3HoDajKGjuGvPlrJixlecgcAg8EgkUiEioqKrKXX2NhIaWlp1mo0BwgdDgfhcBghBEVFRQSDQRKJBGVlZV8LPdN1neXLl+PxeGhpacHhcDBp0iQ0TUNVVSKRCB0dHXTr1i1rOTY2NqLrOt26dfvaY78QgkgkQjQaxel0HhG90VW8dDKZzLZZU1PDM888w/jx46mtreXgwYOUlJTgdDrZtGkTTU1NeL1e6urqmDFjBrquc/DgQQoKCr5xP62trWialj12IQQtLS08//zzTJkyhZ49exIMBgmHw9ljNG9YuduYf00rvqKiApvNxgsvvEBpaSmTJk3KDsZa5AdS0xCqyldvLKXurt/gLi7CXVGO95je+Ecci3/0SDzlZWyYcTmpF14i0b0WW7cSqq++kqpLL8Lp9SIzg91CzQm/EwJd09ClJPhVHQfnz8NdVo7i96N4/eDzYff6sHm8OGpqOPDU4zh+MQe33U5b3wHUvvcRPq+XL+64jcRnnzHstbcA+HzKGdj6DWTovXOJaTpbh/dF9unPiFffQACbppyBe/yp9L/1dqKtrQTb2ujWpw/RtMbms07GNfhYhvzxQRRNMxJrFIUD27fSfuHZ2PfsQV34Nn0mnk7j1q00jxlC+pRT6bvoHdwcvVEfeWFRw2Ex9fv9BAKB7GCiqqpUV1cbRWEyAuX1erOiUlRUlH3t9/vx+/1dJnGYluSXX35JYWEho0ePBg4PuLndbrxeb3Y/UsqsPzo3SiT3S/Z6vXi93iOOoavjklLicDiQUtK9e3daW1vp06cPtbW16LpOVVVV1sKvrq6mqamJcDjM5MmTs2127979a2F1uTeDoqKir/W1pKSEn/zkJ12eH3NAtavjk1Jit9uPOO+XXHLJETHgFnlE5vvoPuk0as6YiM1mM1Kyc1YRQPWNPyFxzjkUjBpBoG8f1NzrKLONnk6DlEQ7Oqhfu56OVasJnH4azo5G+PmdCK9CSupoNoG02RGKHd1uR/N6sCVTODxe9ETMSIzJ/v50NKnn+IgPF1XVEnEcuobqdqFzODvR3DYZifD5zT/B+9iT+MsrqJz73+y++Ud89dzTOPoNRA+HCa/7EO0vDxHYd5AoYI8ZbhOZiGPTdPS2IFo8AXYbUuqgHHkzOhrIG6GGw0LXOWsvN7a4c/xwZ0v3mxJIpJT069ePfv36dRl//E376fw6dz+5++vqODont+SK6rhx445YZq5fWlrKxIkTj+i3eTPpKpuwsyWc+7pz8k3u+rn963xT6/w9mK9z1z1aLvB/BYQwfMKq3W5EPOg6MnODFRmftS4llaNHoY0cgWaz8dVLr9A+bz42lwulpATvhBMoP2Mi/oIC0HXsxcU03PtHxHtvUfbzn9LyyjxcHnAU+rFpulHMyVBUSMWRrRGEKtAV++Hlh3sI5Nw45GERNyM0TJE26ikppKVOGgi1tVG2cS17bvwx9mEjiK9ZRdmHH8N7qwgWe1DSGra2BPpJxxO79lpiu/fgLyk12na66CgqQlSUo9htoKoIqRzp0z9KyCuhllJmY4VNgVJV9WvikHuCOwtqZ5Hv/Jn5eWer0Nym87Jv4m992V21ZR6TlJJUKnVE7HRuRqZpxeYee1dWbOfz0NXnnZebom+2/02i23nbv7Uvi2+P7HcoJbp5k85cT9nrRwg6WprZMfNa0k3NKBecS8HCF/AgSAGJPwt29h6M5/ofUT7tXFKhKI7Nm7FddgUFPg+NzU0I3bhh6xnrWJrxbqqCVFTDN53tFEjdFGOMYktkPM6KDWxGRIiuqOiKggiHaPrqK5KbP8N9YDfavDo+f28Z9h3b8be0kVrwCsl5r6COHgRXXkF0/ToKt36GrusEb7mR3r+7H68QRn0Q00Cy2wiVV+J1ONj3x99j9xeg+P0Ujz+ZQE33o8rgyAuh7ixYuRbh3+MPzT3ZuRlzXYlUVwL9zyJX3E1XSFeWrina/+g+5rb/j27b4tsj97rqbECY11UkkWDnhDMR5UWIgA+kjt57KNTtxmZ3Ytd1AnW7iN18PYdu+TkRrQM5fiJ9//BbYyfRCIoEiUCREiWVRLfZ0YUwhFiY1fAy/1UFxZxjUbWjC0gBcU036nRs+5wvn3+G2OoVeNqDqB+t4sCwPghNYnfZ8EXTOLfvpL26gsRdv8E/ZDAp1Ub5iSfh8/lpaW1j/5knIqWk16/uwSsEkWAH0eZminvVAqDH41Tt/xLfrq3EFy5EqgrhiE7i8f8mcOU1xizsal5I4N8kL3ppXkxNTU0sWLCASCSClJIzzzyToUOHZi3AzrU4VFVF07TscpvNxquvvsqYMWOorKzMWq2mQOeumytaZvx1brq2ECJr3Zt9zHVFmGntnZfnZjGan5vrm8eZTqeZP38+Bw4cQNM0RowYkR2ky01nB77WhpYzFVJu/4UQWQvcPE7z89zzZLfb2bp1K6FQiNGjR5NMJrHZbNljN9vPzUI0xwrMtnP32/l85LpxVFW1ijl920ijDke8qZm0JnCs3ojuscMp41HqDyCIIlNxdDRSSDRspIpK8N38C3rNuQGPzZAIPRYzIiv0NFFdI1bVE0/jIVxSogsQUhgWtZCGDyOt03LwIO2xKKntWwl8tolt55+FWreTgn17SYVThBcvo8CjoKiS1u698Vw7m8AJJ5DWoHXBS7geuZ90/8H0u+1nOE2fuxDIZJKS4iIOnnkO6Y4OCn1eklLy1c2ziS9aSPKtFVSPHAVSotls4LHjUASKUNDUEEogkDk5R8/1mBdCbQrB5s2bufvuu7nssssIBoNMmzaNl156ieHDh2fD4zr7VTtbyStWrKB3795UVlZmxcUUm86CaWKzdX0aOtez6MrS78oHbC4z2+3s/w6Hw9xxxx2cfPLJlJWVcf311zNnzhyuueaarMCZgte5jdz+m/vJPS+5x9nVdmAk+OzevZvRo0cf4XKRUh6xP/O4cm9WuYWoOvct90mgKx+6xbeAObBcU41zw0oaX12Cnk6T8nkJlXQjXtMLzetBKSvG1vcYXCeNpcfpp1JUWmr4ujMRJSIWQxUQ1nS0X/4ntdffzP7f/gfqb+/E7vcZ1rSuGb5rVHzbt9A+cTRqPEUgEiZWWICIRdELimnvM4DA9O/jtDtJ/Nt1xMtLKX/5Tapqexu1Q4DKsWPZmoihb1qfvdkc+ngt9UvfYNAtP8MFqCXl4DNENxmPo639CDsSxWXkREgpETogdaRuTOKrIXH7A990tvKWvBBqk0QiwZgxY/jtb43HrdmzZ7NkyRKGDx/Ozp07efzxxykvL+f0008nFosxbtw43n77bV555RXOOusspk6dyvTp0+nVqxeRSITf//73aJrGddddR1VVFTt37uTRRx/Nhplpmkb//v1Zu3YtBw4coG/fvqRSKU466SRUVWX16tX07NmTaDRKMBhk06ZNbNq0iUsvvZSxY8eyc+dOmpub2bt3LytWrOD8889n0qRJgFEL5NFHHyUSiXDVVVcxaNCgrFin02kqKiq49957KSws5Nhjj+Wll17immuu4f3332ffvn2MGDGC7t27c//99xOLxZg1axZDhgxh48aNNDc3s2LFCgYNGsT48eOZO3cuAwYM4KqrrkJRFL788ksee+wxdF3n6quvpm/fvnzyySc0NDSQTCZxuVwkEgkee+wxvvzyS26++WbKy8vRNI0nnniCTZs2MW3aNOx2OwUFBRw6dCh7XJs2bSIajTJ27Fjmzp3Ljh07OPfcc5k8eTJ79+5l586d1NXVsW3bNmbPnk3v3r2tcL5vk5wbpdftpnaGUWBJl5LoWZMMw8DpxKaq2HN83TKtIRXjaVQHUpEI7jTEq2voMfNyChRBy7BjSQtwhsIkkxKbx4G022gvK0bvNwh74yEKtnxB4+jRlDz4BN0GDkZLpdDSabxuNx3NzWxVbFTcdidVtb1pqavj0z/NZfDVV9Nt8FBKLvw+e77cjmkutc57jtTjDxO+9se43EbKe6rBKCbmdTope3IeUhF0GzwYAMVuN0ozSQ2EYrh7VDt4vJlTI7M2db77q0IKSUQAACAASURBVPPq1+NyuVi/fj133nknN954I0uXLmXmzJns27ePqVOn4vf7s/UuXnjhhazInHnmmbz22mu0trby7//+7xw6dIgbbriBcDiM3+9n8eLFHDp0iHPOOQe/34/L5eKcc87hr3/9K9FolLPPPps1a9aQSqX49a9/nX28f+SRR9iwYQMff/wxp5xySlbMZ86cyccff0xdXR0TJkzgk08+Yfjw4dx00008++yzJBIJLrvsMioqKhg5ciSzZ89m+/btWbGy2+00NTXx85//nLvuuos77riDGTNmEAwGueCCC3jnnXeIx+PMnDkz28Z1111HS0sLS5Ys4dprr6V///488MADTJo0iQEDBvD444/zyCOPEAwGufzyyznmmGMYMGAAV199NdFolHnz5jFz5kyEEHi9Xl588UWklDQ0NDBz5kwAfvSjH/Hyyy8zcuRIHnjgAS688EISiQS/+tWvOHToEAC//OUv2b9/PzfddBN1dXVMnTqV+++/n7feeotDhw5x7rnnEgwGUVWViy++OFs4yrKov32klJDW0NMaAvC53fjcbtyqikPXQdPR02ljQE7NPB0JY35EImGkAzz19Rx65kl2fPIJbX/4LdLjpnXKNOK/+nfCQ44l5LATePlNhi1ehmPWjzhks1E+9zG6DxwMqRTJSBS3OUNMLEq6uorSCacC4CoqYvStt1E+yBBafD50u82w7DESC52ZqBQAu8tF6q3FtLW3IxSFypGjqBwxkqSukwRCDY1GbWrVjpTGDQiHE9XMSpbyqLku88qiltKINy4uLqawsJDq6mo+/fRT1q1bx6xZs/jZz36WXW/Lli2UlJTg8/k4cOAAd955ZzYu2KwF8umnn3L22Wdz2mmncdNNN3HVVVdx2223AUbW3rZt20in0wwfPpy//OUv1NXVHeEicLlcOBwOIpEIF198MXfeeScAvXr14sEHH2TatGmcccYZ/P73vwdg5MiR3HPPPYRCISKRCKWlpVl3wJNPPslvfvObbP8VRaGkpISysjKOO+441qxZwwknnEDfvn157rnneOihh2hqaqKioiLrZ3/qqaew2+384Ac/4LLLLqO5uZkvvviCq6++GrfbzUcffcSzzz6bjUcXwqgw+Pzzz+N0Ornttts477zz+OMf/8j555/PNddcw/Tp0/n+97/PqlWrqKurY9myZaiqynnnncf48ePp378/J5xwAosWLWLKlCmk02l69+7N7bffzu233057ezu1tbU8+uij/PjHP+a0005jzpw5AJx22mls27aNoUOH5r3F8l0l95wrioIUh63IrDtOGjO0SAWE6FQP3hTqcNhw6SoQbW3G43TiPH4MITQGP/sybmD7gd0kvtyOt6LC2DYaRht3CuWZImF1c/9A8IHfU/Hki/Q47XQjKsTtweZyAaC63dR/tonkl3UEP16D49lH8VdUo0mZI1Q6SkboNY+Xoh172fOjWYRv/SWqz0PbwldIrl2Nmkri+GwTnnCYpATV50ZKgW63g+mjNqOqyP/xk7wS6kQiwdChQ7nxxhsBI8ljwYIF9OzZ84j1hBDE43EKCwt57bXXWL58OdOnT+fBBx+koKCA9vZ27rjjDjZu3MiDDz7I4sWLs3UxTEz/aW7ihxk2Z1q+ra2tWf927ra5PtvcVPRcTL9wOBxm2rRpHH/88dnP0uk0JSUl3HLLLRQUFHDeeedx0UUXcfHFF2eTbMyyqGaN7GnTpnHuuefyxBNPUFhYCBg/vEDmolNVNZvibvqPg8EgM2fOZPLkyfzhD3+gtrY22//S0tJsf2w229eOw7w5xONxLr30Uu677z4OHTrEGWecQVlZGclkMvv5sGHDGDp0KO3t7dm+SSm/ds4tvj2+KbS1y/VyY+qR6EJFRCPYJMQDRdT+8CeUVVdTN2Ag8Y8/wEZmKi09kxeQNkoNaJrE1r0nNiAuJcEli3Hsa0U3w/bsNmhsJnLwIO7CIlKhMJGmJqpHjqSo2xQOPv0Yip4Gm400oOka9liC+rffpElKYi89R3GhDcdbrxN+63WSKQ1nVFLmBU2BYG0/kqediVZRjmvhiwTaW3BrKZp+dw9NLge2Yccx+NrrELp+eOqwPCWvhNrpdPLxxx/z05/+FCklixYt4he/+AVnnHEG48ePJ5lM4vf7+a//+i8uvPBCtm/fzuzZs7n11ltJp9PZNGqn08m//du/UVJSQm1tLatXr+aRRx5h8uTJxGIxAoEAc+fOZdq0aaRSqWwt5z59+qDrOnPmzKFfv368/vrrzJ49G5/Px0svvUTPnj0pKirigQce4LnnniMUCrF8+XJuueUW+vXrx9y5c7n99tu56KKLeOGFF9i/fz9VVVW88847TJs2LXucNpuNhoYG5syZQ7du3Vi+fDkjR46koqIimx5/ySWXsHDhwmwbS5cuZfbs2SSTyWxRqty+A7S0tHD33Xfz7LPPZtPQ165dyw033EAsFsvW6sjdzmaz0d7ezsiRIxkwYABnn302l1xyCYsXL2b//v3EYjFGjhxJOBzmT3/6E1u2bKGiooJTTjmFDRs2MGXKFJ566ilOPPFEotFothqgac1/043MIn8xb62G60NB6jp6IoEORlH+zHcs02kjmigz2CfjMfR4AsVuWLyKqqC1NKEDLiHoPvch4u3t9JhwsrG9w4GvrYVD9/0Oz6NP4S8rZegF0xCKQn1dHXafF8fuOnb+6nbYsRXefQd/LEL8x1cgExrFDhu4nSipNEqPnni+dwHJyipCD92HDHVQvvhtKnr0JBiLs2v1Cgoa63GqNmwvP4cMarSfM4nUtddh/9oZyD/Uu+66665vuxNmZIHP56OsrAyn04nL5eKqq67i/PPPx+fzMXnyZD766CM8Hg933HEHAwcOZPjw4Xg8HpYsWcKsWbM499xzKSgoYMiQIYwZM4bVq1eTTCa55557qKmpYcKECezevZtevXoxbNgwmpubmTFjBhUVFfTt2xeASZMmsX79egoLC/nJT37C6NGjWbVqFccddxyDBw/O+tBPOOEEVq1aRWlpKZMnT2bFihXcdNNNnH/++aiqyqRJk/jwww/ZuXMnM2fOZPDgwdnHf5vNRrdu3XA6nTgcDiZOnMicOXNQVZXa2lr69OmD1+vl9NNPz7Zx2WWXUVtbS0FBAYMHD6a8vJzCwkIGDhxITU0NPp+P2tpa+vXrxymnnMKKFSvYu3cvV155JTU1NRQXFzNkyBBKSkooKChg4MCBVFdXI4SgurqaPn36MGXKFOLxOJs2bWLWrFlMnz6dnj174nK56N+/P6eccgqjRo0CYPLkydnJEyZOnMikSZNwOBz069ePXpmqhVVVVQwcODBbmTCfLRaLI7NO0+k0wdZWYu3tJNvaaLc7aFQU2jRJzx/MwuXz0bZhHfHPP6di1jXYgOa6r0h170WPadNRhaBj4wZiz/wV9YLv4ysqwltWTmHPXkhNQ1EUYuEIkeefxvfhSg6tfI+O+gZaPlhFw38/QOS2W7Ht3YOuStxL3yMRDeG+/Q6iLg+e3Ttx+LxImw2h2tDCEdKzrqX/v/8G15BjaX75BRxNjahTpxOoqiaZiNP+1OO4mxrQ7HaEy4lQksi+Ayj5/qXZgbq8vj5lHqLrevavpmlS07QjluWul7v8m15LKWVTU5OcPHmyfOyxx+TChQvlcccdJ5cvXy6llDKdTne5XSqVklJK+etf/1reeeedUkopU6lUdvnjjz8uZ82alV2e219N045os6v+577PPUbz/d/bxje187/Zzuz7/3Ruc//n9u2b2rY4utB1XeqZ38L2Z56S63uUys19q+WWXqVyW59ucmdNgVw/oLts3rNXSinlV48+LNeMGiqjmiZlOi1T6bRM67rU08bvY+cTj8odCnLT+FFyy6sLZd3qVfKDu34pd32wSkopZePOnXJzzzK5v8wl9/hVucuB3OUW8isV+en0c+XeD1bJupUr5Me9K+WepW9KKaU8uOULuam6QO4r98i9pS6526/InSC3/2yOlFLKjo52ueHEkXJfALl2QA8ZbKiX4VRabhw9TO4PCLm7m1vu6eaRu/3IL846RaaMA8/76zcvXB9SHq550TmFPDf55G8lvJjvu0reKC0t5d577+WZZ55hy5YtPPzwwxx//PFHPJqbfUin00cMqEydOjW7Xm6o2YQJE+jfv392uenXzW3H3H/n+OfcxBWz72D4ps0ElK7aMM9Pru/cbNv0i5tt/z3bmfs0Y85z92euY55/mRM7bW6Xu4/O7ZrfRa6lZpHnmOnXkTAFB5txFrmM1HRA1TSiLg+6zCQ1OZwoO7fQ/OmndD/uOGxA68GDJENBtFSa6OpVFPoEid07iR86SFrT8FXXUDNkGACtq5Zja21C8/qQHht2n0BRFWLtHTgmnkn3cScRamqk2e5Azfz+OlYtx5mMI9MabYXFiPPPIhXqwFVj1IGXis1Io5fgScQg87vUyQyYomDOIiDiscN1qvN8LCUvhLpzCnlXqKra5YSqnZfnzjPYOR190KBB2RhtU9g6h4511Ydjjz02+9qctQLgmGOO4Zhjjvna8m9qJ3dA55uSbHKXd9VG7rHmfpb7+pvOU1frdu7L35v809Ux/E99tUT6KMH8mjwe0naw2+yHC3JBNqkFQCoKBRGNjp9cRXTGFRBqI/7yPNSmJkglKIgniNodqA8/y5Czzzk8bZeisHf9OmL33k2JywVCoEgNHRVN10EjK8y6LvGkkxz43d181dSG+OgDqmIJWoYOo+yvL1LZfwDoOmmzj6oKGIkuuqJkJwuQQmb02fgnhUCkj57p5fJCqP8ZfFNq9f+EKfJmXHVu6F5XFq0lRhZHM0aoWuYattkNqxNjlnGpCISmkfIGUN1GHHI6mUBxQtHnXxC6/iY0AcUFDuyKhpSCtMeJK5km/NBc9qTSOHp0J93QSPjdpWgvPElpNIyW0onJOJpDxRnXcHncIEDTjQFzFYjpUHH9HHpecCH7+/Xh4KsLqPnNH6nqPwBN0wi3tuLNRBtljsQ8oMPGUaYolFnFTwCk08bN42/oQD6QF0Kda/XmCmnuI/PfI4S565qP5J0/M8XZdCvk1gHJfdQ361bkui061wQxRdv8m/t55/dd1bO2sMgnjniydDpJKRgl8gQoOgSFQsHdv6O4ogINSH7xGe40tFxwLp7TJuHq2Ye2//glYt8e8AcoqN+HzWGn4J13iSx5h6ANHDq47WD3OggpNuIXnEfgvGk4S8sJbd5E25/uw71jDygZ8cwk3dgzYagyHCI99FhKTzgRgLoXnqPjltkU/+d99M4UWhIYE7LLSBhd08hO9CWMilFSgCIU9GSCdDKJIzPYnc/khVCbmOLaWbRNcutl5G6T67fO9RXLTn6nzq6CXN94rm/ZXG5O6Gq2Ywq2+T53m87+6dztu4phtbDIN8zkD8DI3lNyXFdSR3M48dT2AeCrN5Zge/E5UgEXhbf+nB4jRpLSNL56bSSDnplPx7o1JK68CFW10T5uLK6TT8FhdxBftxb72g8JJmJo99zHkB/OxiZ1o5zH+JM5MPoEGk8bgz/TER3QBFl3i65rKKUl2B0OdCC07G2cDWE0zbDAZSb2OyEhOX4idp8fLZk4ov6SUe1PoKdSpJMpsIT6f4eiKKxfv55gMMiYMWPweDxHiGmuGOdWusut2KYoCul0mra2tiOm5BJCsGPHDvx+P6FQiEOHDqGqKn379qWioiI7BdaYMWPw+/3s3r2bHTt2MHToUCorK4nFYqxZs4aioqJskai1a9eiaRpjx47FZrPxySefEIlEGD9+PNFolPXr16NpGn369KFHjx6WRW1x1CAdDmPeQ/OpUcFIFnn4zzTFotiXvEaBlqDD7sKWievf+vPbcH60nIIeDxFft4ZQGOTP59D/rv/EoxquhxCCbRNPxFZayqAfzsYGNO7Yic3ppLhnT6pGHk/j96aQDhtzfWZNK9PYUVT0YMjIVhSCmtt+Svv3vkePKecbn9vsCE0nHPBzzP0P4fb7aY9EDZeOPDx5gRQCqWuGz/0oIC9qfZhCu3LlSvbu3Yvb7Wbp0qVEo1HefvvtrADHYjGSyeQRVfHMBBEwxDgajRKLxXj77beBw49z4XCYd999l3feeQePx0NBQQEbN25k165dbN68mY0bN+Lz+Zg/fz779u3jzTffpLy8nAULFhCNRlmzZg1CCL744gs+++wz3n333eyUWUuWLOHLL79k//79xONxli5dyueff05jYyOVlZVHiHNnK9/CIh9RHHakUMx5sQCBQygUPPU4BS89j1+R6DaHYekqirHGR6sJHNhHWyhMom4XiV4V9Lz153hVhQOfrGP70qXsnXMDzo/X4L/4MpxA065dHDj5eL764RXEzckFuvciZWY3ysy0XaZL1ONG2fIpLRs/AaBs4GD6XnQJdqcTCSSSCUQ6hU1L0b7iXfY9/xT7b7ke34E9SKcLFYGCYRTa4zFEIpMwlue/y7yyqCORCABjx44F4J133uHpp5+mZ8+ehMNhNmzYgNfrRUrJhAkTePXVV7OT3k6bNo0lS5bQ3NxMKpVCVVW2bduGpmkMHjwYn8/HBRdcwMqVK6mpqaGmpoZNmzYxatQonn/+ec4991xKS0tpamritddeY8SIEdmqfVu2bOHUU43CMWvXrmXLli0ATJ8+HVVVefjhhxk/fjznnXcehw4d4r333svWYq6oqKCwsPAIy97CIt9R3R50NTMWY4wqAhIR8AICTerYpJ51/QpAFBbgjUVoPONE3HvqcNT0ytblKOrVG6nYiPTtR6iyiuLMdFl6JExaVXCPHIU989OQ+/ZiKzTmABUIdAwL2OiYjUAkTOON1xG/7yH8vWrp+HgNoVdfQdWS6Nu24juwBzsKsR9dTiop8QPC70GTOvFIFM1mGHphXVJ1lFjUeSHUphvjrLPOYvXq1fz5z39m1KhRnHDCCXR0dFBVVcWLL77ItddeSzQaZe7cuRw4cACn08mMGTNYuHAhb7zxBul0mssvv5y6ujrmz5/PgAEDsinNYMT9mgN8mzdvxuFw4HQ6EULgyhSGARg0aBC7d++mvr6ezZs3M3XqVMCYQfzDDz/kwgsvzIoxgN/vz84y/vLLL3PmmWdSXV3NRx99xKJFi+jWrRtnnnnmEfMOWljkJZlr0+b2IJ1ORDqNUJRMuVTFmH5L1xEYkwRIIbLGqI6OTUpKdmw1Jtzd8yV7H36AqkuvwOsPUDN8OOK449iEoOnTT6mZcAqlgwZj37ANT6AAFWj86iv0d5eijhsPQFrXsOs6Hdu3kvb5aXvhGfxOF47NnxE6ZyJtxUU4GhspiCZAAcUmkE43UoDH40V6jcFDEYsS6dkbx6/uwRMoAKeLosIivBXdjjjufCUvhBoM8dq6dSvDhw/npJNO4v7776eiogJd10mlUtmYXYfDgdvtzqZbgzEbeFtbW3YmbnfO4IBZVN8c7DPFcsOGDYwbNw4wXC9NTU34fD7q6+s566yzOO2007j77rs544wzcDgcdHR0MH/+fC6++GIqKyuJRCLE43EcDgetra2Ulpby3HPPMWbMGPr3709DQwOnn3464XCYxx9/nDPPPNMSaIujB0VFxBOIeBwhDFeuLgEJis+JtGVCVYXIipyiGeVIdacbicQdjVD/5GNsr+hOvOEQIy/7Ab6SUgp69GDfz26kadp0yqqrKSotQ6gqTfX1HLjhWkqDUdrfe4fNLa1o6z6iNBYh+R+/IByNU6ALFK8LzWnDr+vQUI+w29GLfEZkFgKh64BEM8e1BEhdQxYU0eP86Tj5ev3pfP9t5oVQmyctGo3y9NNPU1hYSG1tLbW1tSxbtoz6+np69erFk08+icPhQFVVAoFA1lpWVZVx48axYcMG5s2bRzAYpLq6mh07dpBOpxk0aBBgJHOUlJSQTqfxeDxUVFSwatWqbD1rr9dLWVkZNTU17N27l7Fjx9KvXz82btzImjVraGlp4cMPP2TIkCGcdNJJPPnkkwghmDBhAh9++CEffvghPp+PDz74AJvNxqJFiwCyN4TOIYMWFvmKs6iIxMkT6UhESbl92P1e7B4PmtuHfOt1fIf2ZWb1PpzVF3O4cAMOKSEepaXfQHq/uZKSkmIjAEAI4kDHooXUbPuKA1Mm0TbzSuylZcR3biU5fx5FB/agFvsoeG8p+htvYHcAHhd2qYDbg65kAgukjiYEwuFACB2p6Ycn282Is0AghAJIbHY7Sn098YYGnBUVyHTamAD4KMmcFTIPRrdy/bfBYJBIJEJFRUV2ADGVShEIBGhoaMDpdB7h8zUxI0MaGhoIBAJ4vV7i8ThCCJxO59cSVcwokng8jtfrzdaQNus/m+VOTYvebrcTi8VIJBJ4vV48Hg8tLS1IKSktLSWZTJJKpYhGozidTgKBAM3NzQghKCkp+V/Fg1tYfFtkK+dhTEZrokqJIiWaorDl6ssomPcsit9HUNcpXPI+VaNG09LQwP6Lz6N4w8dIl4uox4u8+acUTjoLVQjCu74k9OR/433nDZxuDzKRIBlPGunpgMPtQHfYjYFDRaAomSnppI6UmRBcmQntFsIMi0ZIDHNflwhdQ2opZFpH6kZTKWFErXQUFtLvg08p7NnTmPLrKDKa8kaoc0PwOofj5a5jkluLo3OSS+flXbXT1b7MLMTO8dC5+zLbze1fV/v9W59bWOQjuQYFGIItpTSyEzUN4XDwxS/m4L7vPhwFXjqEoGjpaqqGHUt7WmPv906n6MPl6H4/pFKkYgnifj9SETjCYVyahvB5jXocmXRy0xA2RNksr2r0J5uDIKVRN1rTshmFEtAyLpmUQ6A73aS9fmRpKVR0g9Jy1KpqHL17Y6+oxFFVQ7dhw7DZHUedwZQXrg+TzkkrXYlxrvjlLjdfdxbIXHIzCbsS0dzEl6721Vmsu7pRfNPnnY/RwiLfyfVBG3HHxsSztsrumNU/nLpOwx9/R4vNjrblC7y7tiHdbkNBbQrOgA9XKmm043WTRiB1iVAOi7GxG4kqJWhp0NOQ1tHSoOlGwkvaBrrbjR4IQGERemUNolsloqIKW013XL164ajohr2kDGdpKU6vF5sQqOaNhyNyXo6632FeCHXnzL1vErZvOrl/rxD+rc/+Vjudl/1f31tY5Bu5v8GvPYmac352qySlgi7AIaHw5XmgSWx2Bd3lQldVI1xPCHQJwm43okY0HZumGdZwOo2uQVoa2Ye6HXSni7QvgF5UiOhWia26J0plNbaaGjw1PXBW12AvLsFRVIzD58MmBEpnIc7cXKTMuEGkNPqAQBccNT7pzuSFUFtYWBw9uLpVEnc6DCtZVbEF/EgwJgRIpxBJDV3T0NMZ17GAlAqa24UeCKAVFEFFJWpVd2xVldiranB274mzsgpnefnXhNiMof6aEGfcHzqGayQba20+mSOyoYVSShRVzb4+mkQaLKG2sLD4OxAZ9weAraTU8DG3hUhiCGXaBprbjV5QjAwEkKXliOoeqDXdsVVW4qiuwVldg7PMEGKnP4BdMVwTnYVYCpH1ievSiAk0LOIjhViSsZBz5jwUpqtGymx7pi88Wxfon3rm/jFYQm1hYfH3kRFIT2UV0TO+h7TbELXHoHarxF5Zja+mB+7ycuwFBdj9fhyqiu1vCHHu2I6eI7Z6jn9cSGmEAmbGn2Sn/qAoKJntU1KSDoWwORxEQyEKS0tpqfuSSGMjPcaecNQO6OdF1IeFhUX+kxsRkgRUIboU4qxFK3Wknqn/nBHY/8femYdXUWT9/3PvzU72hASSEAhZ2AKBBAhhl7CogKMMiAKKjKDjMgoiMOqo+IqAyvAiiyIKyCqg7GsAgWyQBLKyhZCQAFnIvid3798fodvONUHemXnfCfO73+fJk9vd1VWnTp06VV11zilprdvYFOUOWXD/ljbo5b8FFDQ0NtDOzo6GkhIaa6pxDwikMC6WhsoKKC2hcstGtO096PCXdyh97x0Ctuyk/Owv1CYm0H/jtiarkfvr1I8SHh1DQjPMMOPfBtNY71aAhbFpY9Co1Tb96fVNPgp6HRgNTTFCVKqmU1fuz5RVKlXTcoVK2RSw//6suaGxkao7t1E3qkEBuXGx6LVayi6nk7l1MwqFgjtRx8jo5k1xWgpV6alcfWM2eqDg8yXo8+9QH30GVUAgfv+1DKcOntinpZI//x1qMq9h16HDv5uF/xTMitoMM8x4eNy3qVbct6ZApUJlZYXKygrFfSWstLBsimWtVKI3GGnU6pp8FASBvLhYaisqyNn3EymvvkTS/LncuXSRyxPHkjF5AldfmUHFnTvkLJpLg1ZLVWICDSeOYgSKd25CodFQefggDv0HYKHRkJ98CX1tFe5PT0FZV4shOZnCI4fRlJZSO3gIGlcnLP77a2w6dxYr8G9k3j8Os6I2wwwzHohmTjAKBUaVCr1CgVKlQqfTUXw5g/xfTtFYU426sZHLy5aQOOUpUr/6O7l7dpI25Sk0CgVFxw9z94kRlFy/Rvk3a8DOHu+Zs9Dn5YBKQcDRs2jTrlKWkoynXkfmKy9RufZLXHv3ofzOHfQFBdiuXE9d7FmUzq5Yd/Qhf8FcbHv2xqFjBzT3CrCe8QKdnpuG5s5tVFbWBKzZgNrXDaPq/pmmwqO3Pg3mzUQzzDDjd6AQnV2USvITzlO48nOM1VV4zV2IXjBS+M6bWPl2oczdHZe5C6j84Vs857+P65hxVO7ZQbvDUWT+/Ut0u7bibGuNytYOOwVoEuKp6hGMvbc3ypwsCqc+hdPjj+Pcqxd5Wj1uY5+gquA2Ricnqg/uxToxAY1ahyIjBc3dPNr16o1m115cP1yMBWC0daRh13bulJXRYeLTOE96FjcHB3wPnsS+vUdTZR7R803NitoMM8x4IAThfuB+pZKq40exRMCybxgl23/AZvAQbEeMwudvn5AzaQJ2paU4KZVUHT2ITe8QjGoNteNGtuWGrAAAIABJREFUYvHFEiyf+SMaV1fsG+rQqBtxmPUKHSY/S8lPP6LoE4rSvT1KGytQa6mxdyBs1mzSr6RTbzDScO0qnt9uwX3EKHK2fI+ivh6vP83Gpk8fOgwdgQrosWc/Fra22NjaNlmVDB6KYDTiHdLv141Mk3AQjwrMitoMM8z4fdyfgSq1jRhzc6grLsZxzBMoLa2pizpKzukoOn68FEtnZ8rsXfB4cx5Owb0p++/PcX/2eRTzFuLYoSM5c19HsLBEU1WBdvc2GqqrsPDyxvqJifhPf5GcbZuxdHLC/+P/wgLo+s5fsbKzQ2FjjY2tHUpBoM8Hi6WIfU5PPSNtcDq4uEgWJ8b77u7cD6xmakv9qMFsnmeGGWY8EJKpnVJF+otTUXTwQmFtQ8P1Kyh9O2Pv6IS2ugpLL29s+w0g/6VnoVcf3P/0Oo23svAcMgyf4SNprKrkblwsPiMeoyrrBkqabLLtvLzAaMQCmkKPCr+ebSi5ewPCfccWjMYmSxJBaFqSuX+AR5MqUyDXw/J4PY+ighZhVtRmmGHGAyFGzzMqlSTPfgkuJWL08sJ74Qc0Vlbh0KkTDl27UpKUiEfEEOpzc1DZ2mHv0wlVu3ZN8TiMxqZZuXRaTAuB0wShuR22SgXGpsMIuO9R+KBAbf/JMCtqM8ww44GQK8b6sjKMOh02bm5YWln9erL3fUeWlhxWmuV1f1NSjMQnRuYzVbX/Pynhh4FZUZthhhkPDUl5CkKTm7fJ7LjZjFc8nRyz4v1nYVbUZphhxgMhBTi6b6YnX4oQYVbE/7swK2ozzDDDjDYOs2eiGWaYYUYbh1lRm2GGGWa0cZgVtRlmmGFGG4dZUZthhhlmtHG0CUUtP+XbaDRiNBolt1DD/VMg5M/l1+Jzg+y0CPlz+W/9/Xi5BoPhN8/ldIg0yO/9I2keRJcZZphhxsOiTVh9/F6wFFM7TdF3XzoDTfbc1ERIft3iqRGyPP5V1/L8W3JhNZsymWGGGf8TtIkZNfyqyG7fvk12drakkLOzs6murpbS5OTkoFarUSgU6PV6cnNzqaur49KlSxgMBpSy4+DlSrOuro6dO3dSXFxMRkYGgKTwxdmx+H5JSQklJSXNlKyYRlTKpaWlFBcXo7wf9EX+XIRSqeTSpUsUFRWhVColWuT/zTDDDDN+D21CUYsKLiEhgUmTJjF79mySkpL48MMPCQoK4siRIwAYDAbCw8P54IMPANi6dStBQUFcu3aNJUuWUFtby+uvv052drakGEVlXV5ezrp167h06RKff/65VLZOp2s6HkimOL/++muWL18OgEajAZoUq1KpRK/XA/DVV1+xYsUKqQzxuXyWvX//fiZNmkRdXR1vvfUW2dnZUn3bwIeMGWaY8YigTShqEfn5+RQWFjJz5kwCAwP54IMPGDZsGDU1NUCTonZycmLDhg2cOXOGlStXYmtriyAIdOjQgc2bN/PNN9+wcOFCsrKyGDJkCKNHj2bEiBHk5uZib2+PhYUFDg4ONDQ0MHv2bJ544gnWr1+PQqHg1VdfJTw8nG3bttGhQwf27dvH4MGDWbJkCfX19Tz77LP4+fnx7bff4u7uzt69exkwYAArV65EoVAwffp0Bg4cSEREBOvXr2f58uUIgsDatWtZs2YNb731FoA0iJhhhhlmPAzahMYQZ5dxcXGEhoZy+PBhFi9eTLt27bCzs5Oe6/V63N3def3114mMjGTUqFH069ePmpoarly5wh/+8AeCg4NZvnw57733Hs888wxbt27l1q1bNDQ0oFKpqK6uprKykpUrVxIbG0tYWBhffPEFH374ITk5OcTGxhIQEIBeryc+Ph6tVsuwYcNYunQptra2REdHExoaSm1tLb1792blypXs37+fFStWUFpaSkJCgjTzHj9+PKNHj2bJkiX07NmTTz/9FEDahDTDDDPMeBi0CUUtzjAnTZqEpaUlZWVl1NfXA02zaNFKQ6lUUllZyfPPP8+iRYt48803qaurk9aJ3d3dEQSBsrKyZht8VlZN56XJFaRCoUCn02Ftbc20adNwd3dHr9dLtNTX1zNjxgzCw8OZP38+d+/exdraWnpfq9XSs2dPBg4ciLW1NWq1utn6uKWlJQ4ODjg7O+Po6Iher6esrOz/hJ9mmGHGfxbahKIW0alTJ6ZPn47BYKDD/ePdvb29cXV1BZoUtZ+fH+3atWP58uV4eXnh7e2Nvb299H/69OmsWbOGzz77jNOnT7No0SKMRiNWVlb4+vri5OSEo6Mj8+bNIzIykri4ONzd3Xn77bfp3r074eHhlJeX07VrV9LS0rh8+TKDBg1i5cqVVFdXM3z4cC5evIiXlxcuLi4AODo68sYbb9ChQwcGDRqERqOhQ4cOODo6SrRPnz6dDRs2SPUwwwwzzHhYtAnzPKPRiFKpJCkpifnz52Nra8snn3xCREREM0sLuRmf+I7pfUEQJGuLZcuW4ebmRlZWFsePH5fWs+XQ6XRYWlpK16ZmdFqtFgsLi2abjS2Z3snfV7YSl9dslmeGGWb8I2gTihp+VZCig4iFhUWrNtFykk2vDQYDFhYWaDQajhw5QkFBAVOmTKFjx47NFKZoeaGUnakmV7JKpVIy15Ob+on3RUuRlgYPeT7yZ+KAY1bYbQOt2e8/au3zoH7xqNTBjAejTShqUaBE0zfV/SPd5XbJprPUlgRTrnzFe2L+8rIEQZDKeJDDioiWZvWm9MvtqeVKvzXnGPG9lr4M/rdhOiiK9f1X0PF7Xz3/6jqI5YjtKdZFnkbcm5APnv+KsuX5wq97IOKzlmh6mHzFPRnxffmEQZSzlvj6MPWVlyE3KX0QfQ/LR3k6eR9r7etXziP5M9P3/1XtZepn8SgNYm1CUUPzjmeqkOHXTiAXVrni02q1WFtbS3mIm5BKpbKZUlYqlZKgmXYIUaDE56LiValUD/2OSLfpLF+8L6ddPitvrXOK78kHLZVKJXU0Ob/k9ZTfk9PQ0peAnF4xX3nHlNdVTo+Yl5xPciUg0inW1ZQXcp7I62Oat0ijSnaIqWl95C79YnsYDIbftJ8pv+UDrPglJ1rtiPnIZdB08iAvW16G/ItMfFe81xJP5TL0z/YDGxubFvnUkhzI+SanSS4n8gnQw/YD08FDno+8LeX35P1VpFX+RatSqaTJnHyQEdtEzo+Hkf1HCarFixcv/ncTITbIsWPHOH36NAMHDkShULBq1Sr0ej1Xr17F3t6e0tJSVCoVtra2UsOIwr906VKsra3JzMzE398fAEtLy2YNYmFhQWxsLPn5+fj6+gI0G7XFhpUrLgsLCxITE7l58yZ+fn5SZ5a/I/4uKChgwYIFHD16lBs3bhAREdGMTrniValUGI1GduzYQWBgoDTIyGmVz3JN85DfN6VDrmDEesgHLLFTHTt2jGXLlnHixAmUSiVBQUFSWpE3csEWr02Vprxzie8BbNmyhV69emFlZdWs84h5mA5ucjpFmCpL03QVFRUcOHCAPn36/IaultrPVHEplUouXLjA6dOnSUxMxN7eHk9PzxZngPL3VCoViYmJ3LhxA39/f5RKJfn5+TQ0NADw888/ExIS8psvNtNBQ7yGX5X5Tz/9xMWLF+nXrx8KhYIvvvgCKysrkpOTcXd3p7CwEBsbG0lmRB5VVlayatUqbG1tycrKws/Pr5mMy2Xr6NGj6HQ6PD09JT78Xj/4vb4j/s7IyCAhIYHu3bsDsHPnTnx9fbGzs5PeKyws5PDhw/Tp00cqS8wnJSWFK1euEBAQ0OzLVC5rpn1Jzl9TORCv9+zZg7OzM05OTo+csm4TiloU0LNnz/L2228ze/ZsysvLefLJJxkzZgy2trZoNBrmzp1LcXExI0aM4OzZs8TExFBfX49CoeD8+fN06dIFjUZDUFAQ+/btIyUlBX9/f6ytrYmOjubixYtcvHgRlUpF79692bFjB1lZWfTq1YubN28SHR2Nra0tLi4uKBRNnpJxcXGkpaWh0WgIDQ1lz549XL58meDgYO7cucMvv/yCSqXC3d2d9PR0MjIy+Pbbb9mxYwc6nY4ePXrwww8/cPv2bSoqKvDy8iIuLo7o6Gj8/f1JS0sjJCSEU6dOkZycTO/evbl37x47d+6koqKCxsZGNBoN0dHRlJWVUVlZSYcOHcjIyECr1ZKTk0NKSgoxMTH07NmTyspKUlJSiI6Opri4mMDAQAwGA4cOHSI5OZmAgACsrKxQKBTs2rWLkJAQ3n77bT766CPCw8NJSUkhPz8fZ2dnfvzxR4qKiggKCiIjI4Po6Gjy8vLQaDQcOHCAgIAAbG1tOXfuHKdOncLPzw+9Xs/JkycpKyvj2LFj1NTUkJ2dTa9evdDr9ezevZubN2+iVqu5e/cuDQ0NuLu7c+HCBezs7EhLS+PEiRP4+fmh0+mIjY3l7NmzqFSqZvsM+/fv5+bNm3Ts2JGbN2/i7OxMfHw80dHReHl54ejoyIULF4iPjyc9PZ3GxkbCwsJQKBTU19ezY8cO8vPzMRgMVFRUUFBQQE1NDT169MDKyoqtW7fS0NBAly5dJPksKytj+/btlJWVoVQqSUtLo7y8HG9vb1JSUli3bh1Hjx4lLCxMUtpOTk5YWloSHx9P+/bt2bt3Lzdu3KBXr15kZWWRkJBATEwMXbp0oV27dgAcOXKEv/3tb7z++utkZmYydepUJk6ciCAIqNVq3nzzTRoaGoiIiODw4cOkpKRI5qxJSUl07doVjUaDv78/e/bs4erVqwQFBWFpacnRo0e5evUq8fHx+Pr64uPjww8//MC9e/ekdj5//jxubm7Y29ujUCgeuu9YWVnh6urKxYsXSU1NZeTIkQiCwKVLl/D29iY9PZ0zZ85gaWmJIAgcPHiQkSNHcvr0adzd3dm2bRt2dnZotVqqq6vRaDS4ublRXl5OdnY2HTt25ODBg6SmplJVVYWLiwuNjY3s2LGDyspK/P39SU5OJiEhgUuXLtGzZ09JQefm5nL69GmCg4Px9PQ0K+p/BGJHSE9Px8fHh+joaC5cuED//v3p3r07165do2PHjmRkZDBgwADy8vLYu3cvoaGhfPjhhwQEBEj21DU1NaSmpnLp0iXUajVRUVHY2Njw/fff07dvX7Zu3cqoUaM4cOAAxcXF5OTkcOXKFXJycvjpp5949tlnadeuHfHx8axdu5awsDC2bdvGkCFDOHfuHFlZWZSUlJCYmEhpaSkbNmxg2rRpODo6UlJSwo8//khdXR3R0dG8+uqrrFmzhpqaGrRaLevWrSMoKIhly5bRrVs3SbmUl5ezbds2unfvjr29PYsXLyYwMJCzZ8+SlJSESqVizZo1hIaGsm/fPh5//HE2bNiAjY0NS5YswdbWFp1OR1RUFI6OjsyfP58xY8awd+9eaZBKSUlBo9Hw008/MXHiRAASEhKIj48nMzOTuro6Ro8ezUsvvcSQIUP4/vvvsba2JiYmhpqaGo4fP05ZWRkZGRmcOnUKZ2dnEhIS0Gq1bNu2DU9PTzZv3kzHjh1ZsGABzzzzDCdOnMDHx4fY2FhUKhUnT54kJycHW1tbvvzySwICAoiKiiIyMpKlS5dK5bi5ufHDDz/g4eHBJ598wsiRI1mzZg2jRo3C3t6eH3/8kR07dhAcHIyFhYU0uBw4cIAuXbpw8OBBPD09+fvf/07//v3ZsWMHISEhhIaGolAoWLRoERYWFpSXl7N27VqGDRtGaWkpAO3bt+fvf/87np6e7Nu3D4PBQHBwsDRR6NSpE6mpqRw+fJgBAwZw5coVzp07x9ChQ8nMzMTKyop+/fqRmJjInTt30Gq1aLVa9uzZQ3p6ejOZy8rKIiYmBjc3N/bv388TTzwBQHp6Op07dyYqKor09HRCQ0MJDAzk8uXLdO7cmaSkJEaMGEF8fDwJCQl07dqVRYsWMWjQIMrKyhAEgbq6OuLi4rhx4wYlJSWcP3+eyspKjh49SmBgINu2bWP8+PGsXr0aCwsLYmJiqK2tJSoqikuXLjFp0iSsrKw4efIkW7Zseai+M3XqVNq1a0d2djb37t1jxIgRGI1Gdu/ejZubG++//z6PPfYYGzZsICAggLy8PGJiYujatSubN2/m3r17dO3alXv37pGfn098fDyDBw/mypUrxMfHc/fuXc6cOUNAQACLFi1i6NChrFq1CkdHR44dO4YgCPz888/U1dWRn59Pfn4+6enppKSk4Orqyt69e5kxYwYuLi6PnKK2+HcTIEd1dTWPP/44iYmJ2NraEhgYSG1tLYIg4OvrS8+ePRk9ejTffvstc+bMYdCgQdLMUvwk0mg0JCcn4+fnh5ubGxYWFhw7dozZs2czcuRIcnJyKCoq4uLFi4wYMQJnZ2fpvblz5+Lh4QFAfHw8zz33HBMnTqSoqIiysjLi4+MJCwvDxsYGtVpNQ0MDb731Ft7e3kCT52RAQAAzZ86UlGJVVRWff/45lpaWUgecNm0apaWlGI1G1Go1ERERkjK/dOkSHTt25MUXXyQ0NJSdO3diMBh4/fXXCQ0NJSoqCvh1ndrf35833ngDR0dHPvjgA65fv87TTz/N008/TadOndi5cyfl5eUEBQXh4eFBdXU1DQ0N2NnZYTQaiYiI4LnnnuPTTz/lwoULTJkyhcGDB7NixQoGDhwozegdHR15+eWXycjIoKioiBdeeIElS5Zw+PBh7O3tcXNzw9vbm8LCQp5//nkGDhyIi4sLb7zxBmfOnOHChQtUVlby8ccf4+DgQGJiIhEREWRkZLB+/XpCQkLIzc2Vvk68vLwoLi7m8ccfZ/LkyVy4cIGCggI8PDwYOXIk5eXlVFZWotfrUSgUWFhY8NxzzzFp0iQWLlzIkSNHmDFjBhMnTqSwsFCK2ZKfn49Go2HBggU0NjZy584ddDodCoUCOzs7MjMzuX37NpGRkfj7+1NXVwfAlStXcHJy4pVXXiEvL4/Vq1djZ2fHV199xYYNG+jZsyf+/v64urrSuXNnamtrmTNnDlu3buXatWsMGzaMTZs2MXr0aJydnVEqlWi1Wl544QUee+wxXn31VfR6PRYWFlRWVvLMM8+wd+9eevbsib29PfX19ej1erp27UpoaChDhgxhxYoVzJs3Dz8/PxITE9FoNCiVSiwsLKiuriY2Npb+/ftjY2NDbW0tZ86c4e233yY4OJi0tDRu3LhBdnY2vXv3Rq1Wo1arcXR05IUXXsDe3h5o8haeNWsWo0aNeui+I7YH/LpEpdPpGDVqFJMnT+batWvU1NRw9OhRRo0axdixY3FwcCA6Olqqpyjj4p6BwWAgPT2defPmERAQQHJyMlevXuXmzZtERERIbeXm5sYrr7xCbW0tmzZtQhAE3nvvPTw8PIiLi5OWph41tDnPi9LSUj755BP++te/UlJSgtFoRKPRSGvDe/fuZdCgQWzdupXDhw9z+vRprKysUKvVaLVarKysGDRokDTDDgsL46mnnmLDhg0cPnyYH3/8kfbt2xMWFkZ9fT1KpZIhQ4ZgaWnZzHNx6NCh7Nq1iyNHjrBlyxacnJyIiIigrq4OhUJBREQEtra2klBBk4CWlpaSlZVFTk4O7du3x9PTk88++4y1a9dy48YNKisr0Wg0XL9+ncOHD2NjY0NeXh4WFhZERUVRXV2NXq/nhx9+YPPmzdTX12M0Gqmvr8fLy4vbt2+zZ88eTpw4Qbt27bhz5w7r1q1jxYoVCIJAz549OXToEAcOHGDNmjWMHj2aQYMGUVtbi0KhIDw8XForNBqN3L17V/pKUCgU1NbW4ubmRkBAAA0NDVhZWTFy5EjUajUGg0GK6a3X69FoNIwaNQqdTocgCPTo0YPOnTvT2NgINNmoA6jVapydnenSpQufffYZmzZt4tKlS7i5uTFw4EA+/fRTJk2aREREBHq9vtW8xGWPvLw8rK2tOXPmDImJiVhbW0t0QZNXqbz9tm/fLq1p+vj4YG1tzZdffsnatWvJzMzEwsICg8FAVVUVQUFB+Pr6olarsbOzY/jw4QD07t2b6upqNmzYwDfffENZWRlVVVW89957XLx4kevXr+Pl5UVUVJS0pBMQEMDt27c5efIkTz31FIGBgTQ2NqJUKhk6dKhUrrjpKdZPEAQqKyv56quvePXVVyWPVnFQamxs5OjRo4SEhLBu3Tr27t3L+fPnsbKyQq/Xo1arsba2ZsiQIVI/GDx4MKNGjWLVqlXs27ePI0eOEBQUhL+/P/X19VI7azSaZv1AHGD+J33HwsKCS5cu8fPPP3P+/HmUSiU6nU6SB0EQKC8vZ/LkyXh6erJt2zZKS0uxtbVl8+bN1NTU4OzsjLW1NV999RVbtmzBYDAwYMAAqb5nzpyhV69e+Pv709jYiLW1NcOHD0er1SIIAhqNBjs7O7p168ayZcvYsWMH8fHxzbyLHyW0iaUPaFJyTk5O+Pn5Sd58jo6O+Pn54e/vj5eXF/3796e8vJzBgwdTUlKCjY0NlZWVDBgwgMGDB9O5c2e8vb0ZN24cVVVVqNVqhg0bRs+ePXF3dyc/P5/nn3+enj17Mm7cOPLy8rCxsWHkyJG4uLjQuXNnHB0dMRqN+Pr64u3tza1bt5g6dSq9e/dm3LhxFBUVIQgCkZGR0jvOzs4A2Nvbo9PpuHnzJiEhIcyYMYOwsDAKCwvx8PBg0qRJ9OjRg8LCQnx8fJg1axbOzs706dOHnJwc+vbty4wZM9DpdJSVlWFnZ4der+e5556jffv2uLu706tXL3Jycpg0aRJdu3blypUrDBo0CIPBIAWjsrCwwNPTk759+/Lkk09K8VAaGhoYM2aMNFtydXWlrKyMu3fv8txzzzF06FDc3Nzw8fFh2LBh3LhxAw8PDwYPHoybmxtdunTBxcUFHx8fPDw8cHBwYMyYMdjZ2XHnzh1Gjx6Nl5cXXl5edOzYEQ8PD2kTqUOHDkyYMIHi4mIcHBx49tln8fb2plOnTvTo0YOwsDC6devWLC9vb28pL3d3d7p27SrtIdy4cYOhQ4fy9NNP4+TkRFBQkNQWzs7ODB8+HG9vb3Jycnj22Wfp16+f5Ek6ZMgQcnNz6dy5M8888wydO3fG19eXgIAAevTowbBhw0hPTycoKIj+/ftLM8TBgwdz/fp1+vXrx7hx4+jUqRMhISEMGTKEgoICxo4di1arxdPTk169euHl5YWfnx+DBg2ic+fODBkyRApFYCpz7u7u+Pr6olAocHZ2xs/PDycnp2b9wM/PD29vb0JDQ6moqCAiIoL8/HycnJwoLi5m7NixBAcH07VrV3x8fHjyyScpKioCmhRuWFiYtDz4/PPP06NHDyIjI7l+/Tqenp4MHjwYV1dX/Pz8sLW1xWg0EhAQgJub20P3HZFeUYZdXV0JDw+nS5cu+Pn5SR69AQEBBAYGMn78eCoqKggICCAnJ4e5c+dSUFBAVVUV7777LlevXqV///6MGDGCgIAAcnNzcXZ25t69ezz55JP84Q9/IDU1lS5duhAeHo6zszOdO3fGwcGB9u3bM2HCBKqrq1GpVEybNg0/Pz/JKuZRWvpoM+Z58NuDAUxNacS17KKiIlavXo1SqcTFxYX58+c326EWd4dbyk98LqYRr6G5k8DDvCM3o2qNXvh9u1NTujdt2kR2djZarZaXXnqJ4ODg38S6VigUqNVqli5dyocffihZiZw9e5a8vDxmzZrVLHZJa3Vt7bech/IyTc36TNuqtXSmeZryTs6P1vJqjW//U7paa3vTdv49nojlyNvYNC/T9n6QzLUkV2KalujLzMxk8+bNKJVNoRVeeeWVZmWalifnb2t1NaXpH+k7LaG1OpraUtfX1zNv3jzeeecdunfv3oy/LdVXbhbZkiy01jcfNbQJRd1Sx4PfBlESG9bCwgKj0UhdXZ20My1XZC01kqm9qULR3OhfbospphNNucQ85ffkJk/i+yLNpmZOD7Kjbsm+VqFQUFNTg5WVFTY2Ns2EVbRLFvMSaRI7j9wuWEwjp0Fu4iceliC/L3YcU/valjqEeM/Ujlr8LXpwyu2vTXkh0iZ/1/RazEtupiWnW94B5fbLpm0uVy7y9+WQ5/97dtSmg4e8bLF9W7KPN5UfOS9N5VJOi1ypiv1Ao9FIewjifTl9rdlRy/NvqZ3lSrW1vtNSP5DLlbwMU/lsiWemyyem/BbXw8X6mraJmIepuaNpnR9Fpd0m1qjFBtq0aROzZ8+WFvzFtTtRkOUNmZeXh6WlZbMzCcUGLy4uZsqUKZw+fbqZ8pEb2YuCLlfo4tqrqQKWKxBoboOr0+moqalpNssQBULudCPvdGL+poIkQqvVYm9vj5WVFTqdrplgy2ff8hmJXOmZKnY53WKd5I4t4saPmKfIA/lGjrytxPdbUobitbieKueH+Fv8L+eHQqGgoqKCoqIiqV1Nz5sU18jlMzxTJxz5noHY5nL7cVN+yAfYlhSMKT/lkwB5O4pp5U5H8gFHr9c3y1uk01QmRAUvCALV1dVSrBl5WrHNxUMvHB0dpbVZOU/kczDTSY/8vyifIh3yNmxpEiDWQx4DR+S9uFcgTy9vf7E8Ux7J34Ff9zfk/NTr9VJUSq1WK30xmg6uIo2mA6PcPv9RUtLQRhS1KFA3btzgtddeY9++fSQkJGBpadns010uGBs2bODcuXP89NNPUsNbWlqyfv16ysvLmTJlCjdv3myWP/y6I33t2jU2bNggmSOJQiJ2CmgSvm+++YbGxkYsLCykxhaF7+LFi0yYMIEFCxYwd+5c6urqpHRiOSLN4rWYh6gE4dfdbbkzhVKp5KuvvuL69evNaJLnIQqp/PNUrIOYl0hDS04kYlliRxS/AsSd+itXrrBq1SqpfPG5SK+8XeS0y+stvif+l7ejyBORlvj4eHbt2tWsLDGtvFyRXjkv5GXLZ2fnzp1j48aNzZSBvI2+++47iouLpXst1Us+uzQtV+SVeE8cdCwsLMjMzGTlypUSb0XaFAqF5Ixlyj+NzyjtAAAgAElEQVSFoin87tSpU3nnnXf405/+REpKitRmcp7Iebxz504yMzObyYWpzJley2VBnrfYHnKeiMpQnkb+RSCXMzGvrKwsdu3aRW1tLUePHm02sLfUDvfu3WuRDjl/xXpZWVm12KZierkcyvvPo6agRbQp8zzxU7979+7odDpWrlyJRqNh4cKFxMTE8NNPP9GtWzfefvvtZkIOsGzZMlQqFdevX2fo0KE4OTlRWVkp5S026MGDB4mLi0OlUuHi4kKnTp2wtbUlLy+PjRs34uHhwaxZs7C3t0cQBGxsbLh79y4HDhygvLycfv36MW3aNABKSkoYNGgQn376KW+88Qbnz5+nuLiYwsJCnnvuOfbt20d1dTWvvfYahYWF7N27F4CQkBBiY2MZN24c48eP59ChQ5w/f54hQ4Ywfvx4Pv/8c7y8vCgrK2Pjxo1YWVkxZ84cgoKC+OKLL6iurqZjx474+flRV1fH1KlTiYqKkjYzjx07xrBhw3jyySdZvXo15eXltGvXjgULFmBhYcHly5fJy8tj2LBhbNiwgYULF7Jp0ybGjx/P5s2bKSgo4I033sDKyorY2FgqKioIDAxk0qRJfP3111RVVeHt7c2bb75Jamoqe/fuxdvbm9dee42dO3dy8+ZN6urqmD9/Ph06dGg2kBw6dIiYmBimTZtG9+7d+eKLL6iqqmLBggVYW1tLne+DDz6Q4nmPGjWKqKgoSkpKpHKTkpLYsWMHvr6+uLq6MmvWLHbu3Mnly5cZM2YMo0aNAqCmpgaDwcCFCxcoKioiODiYLVu24OPjw2uvvYaNjQ3l5eXs3r2b4uLi39RL3PQVvQDT09PZtGkT3t7edOzYkbCwMEk2Bg8ezB//+Ef2799PfHw8lpaWUmTGr7/+muLiYl566SUMBgMbNmzg6aefxtramn379hEcHMy0adNQKBQ0NDRgY2PDxo0b2bt3r+QzsGTJEvR6PY6OjkyZMoXMzEyOHz/OnDlzsLOzQ6lU8vPPP5OQkMDrr7+Ora0tK1aswN3dHTc3N0aPHs2WLVsICAhAqVQyffp00tLSpI33y5cvk5+fz5NPPsnIkSOlSUpFRQVz587F29ubzZs3c/PmTcaPH8+QIUOAJrvv/fv3o9Pp6Nu3L+fPn2fMmDH07t0blUrF119/zbfffoujoyMjRowA+I3cKJVKyXlq//79dOrUiS5dujB58mS+/fZbbt++zfTp07Gzs5McXER+R0VFce7cOUJDQ5k8eTJr1qyhoKCATp06IQgC+fn5kjw9akseItrEjFqEQqGgurqa/v37S6etDB8+nPT0dDZv3syCBQuoqqriu+++w83NjdLSUu7evcvXX3+NjY0NL774IgUFBc0+weFXJZ2cnMz+/ft55513UCqVaDQa7t69S3Z2Nn/729/w9vbm8uXLfPLJJ0CTOdS1a9e4e/cucXFxvP322+zdu5dbt24BYGdnx7Fjx/jLX/5CSkoKffr0Yffu3YSEhLBq1SrJMmXhwoUkJiZSV1fHiBEjWLVqFXPmzGH//v0cO3aMDRs20L9/f1avXs3Bgwcl+1fRbvaxxx5j8+bNbN68mcbGRt58802OHz8ueSxWVVVx5swZ0tPTWbNmDQMGDGD16tUcOnSIs2fP8txzz1FcXMzBgwcBaNeuHWfOnCEhIYHNmzeTkJBATk4O33//Pc7OzsyePZsVK1ZQVFSEVqvllVde4ezZs5w7d46YmBheffVVyYNw6dKl+Pv7ExcXx1dffUV8fDyBgYEEBwezZs0a4Nf4IRqNhvXr1xMYGIiHhwefffYZAQEBTJs2jWXLllFeXo69vT3Lli2je/fuki3x7du3OXXqlFTu8ePH+f7773n55Zdxd3fn7NmzHDhwgJ9++ol+/frx0UcfkZ6eLtX1xIkTHD9+nF69ejF//nwCAwOJj49nxYoVlJSUcPfuXaKiolqs1/nz56UzNqurq/nyyy+ZMWMGfn5+7N+/nzt37pCSksJf/vIXDh8+TFRUFEePHmXevHlA04x13bp1pKen06lTJxYtWkR0dDQlJSXY29vz4Ycf0q9fP/bs2cMPP/wANIU+uH37Nq+99hrLly9n+PDhkozPnj2b48ePc/PmTTZu3ChZZWRlZXHlyhV27txJv379sLKy4tNPP2X06NEMHTqUffv2UVhYyLlz5xg8eDBnzpwB4O7du+Tm5nLq1Clqamp499132b17N/Hx8Rw9epSRI0cyePBgVq9ezdatW4mKiqJ3794sXLhQOgP0ypUrFBcXM378eFasWMHs2bM5ePAg6enp3Lp1i8jISCIjIwkPDweazi99//33CQgIkNqhqqqK+Ph4tm/fzvz589FoNMTExLBlyxbi4uIICgrir3/9K9HR0Vy9epU333yTw4cPc/LkSckZbOPGjezevZuzZ88yefJkTp48ia2tLV5eXhJvTZcZHxW0KUUNSDPkJ554gpkzZ/LLL78QHR1Nz5498fPzY+TIkdy+fbvZullhYSGjR4+mU6dO9OnTRzL8FyEq7Ly8PMlsavjw4dInaGVlJbW1tbi6uhIaGkr//v2Bpk4m2qYOGjQIHx8f/Pz8pJl6fX09EyZMYM2aNbzwwgts3bqVkJAQRowYQX5+vmSeNnbsWBQKBcOGDZPy7927N97e3mRkZGBra4ujoyNPPPEETk5OdO/eneDgYFQqFcOHD5dsbrOzs4mMjKRjx4707dsXV1dXRo8ezbJly/D29sbd3R2tVouzs7OUV0BAAMHBwfTt21c6zb1r167Y29uzb98+FixYwIoVKxg6dCi1tbVERkYSEhKCq6srubm5DBgwAF9fX7p160ZZWRmhoaF06dKFvn37cuPGDRobG3F2diY8PJwePXrg5OTEqFGjGDRoEFqtFvh1Pdra2polS5ZQXV3NkSNHqKurY8yYMYSHh2Nvb09JSQk6nY7q6mrGjRtHr169CA4OpqGhgb59+9KlSxf69evHlStXcHd3p0+fPgwbNgwPDw9ycnJwdHTEycmJCRMmSO7YNjY2JCQk4Ofnh4ODAxUVFbi4uDBw4EB69+6NTqfDYDAQEhLSYr3EdNBk4+/g4MCAAQMYPnw4HTp0QKvVMmTIELp06ULnzp1JSUkhJCQEb29vScZycnJwd3fHw8OD8ePHYzAYmDhxIiqVCq1Wi5OTEyNHjpRic2g0Grp27co333zD9u3bOXToELdu3WLcuHH4+vrSt29fVCoVS5cupbKykl9++QWFQoGXlxcff/wx2dnZHD16FIVCQWRkJIMHD6Zr1640NjYycuRI/P39pTXghoYG9Ho9Dg4OPPbYY5K5ZHZ2Nj169CAiIoIxY8ag1+vJyMigffv2ODs7M3HiRMkmWaFoss8fOHAg4eHhBAcH0759e6qrq7Gzs8PFxQUXFxfJLK6srIy6ujqpHYKDg4GmQcPf3x9fX1/JoebmzZu4urri5ubGhAkTUCiafBj8/Pzw9fVt1n/Gjh2Lp6cnvr6+9O/fn379+hEREUF4eLjkuPSook0pavlGz5UrV7h48SLXrl0jNDSUmpoa5s2bx/r163nxxRclZWwwGJg6dSpLlizhs88+IzY2lnbt2qHVarG1teXYsWNkZWUBTco/KyuLDz74gK+//hpLS0saGhrw9/dn3LhxpKenc/v2bbp16wY037yTj8TiIGBraysdsvvLL78wYMAA6uvrsbS0ZMaMGeTm5pKZmYmXl5e0ASLfnKqsrGTixIn4+PiQmppKfX295BQBzTfc1Go106ZNY9WqVdLpNQaDgaeeeoodO3bQu3dvJk2ahI+PjxT7QZ6XuAElokuXLpJtbEZGBuHh4TzxxBMsXryYN998k/bt29O/f39JwMXNL5H2mpoaevfuTWRkJGlpaRQUFNC9e3dpM0mn0+Hk5ERiYiKnT59GoWhy1Dh+/DgFBQWUlJQwceJE3n33Xf785z/j5+dHjx49UCgUjB8/nrfffpuPP/5Y6ohi+VVVVfTv3x8fHx8WLVrE2rVrKSkpYerUqVhbW5Oeno4gCJLSq6io4KOPPqKsrIxz584xadIkUlJSJHrFdv29egEEBARIn+qLFy+mqqpK2tSDphn3hAkTyMrK4v333+ebb75BEARmzZpFRUUFV65cwdHREU9PT8rLy+nTpw8hISGkpqZSVlZGjx49ALC2tubOnTssXryY5cuX06tXL2bMmMF//dd/sWTJEmJjY1EqlRw5coR79+6Rm5uLlZUVFRUVnDx5kvz8fLRaLWPHjmXu3Ll89tlnFBQUYGlpKQ2eXbt25S9/+Qtbt26V1oNXr17NX//6V+7cucNTTz1FWloa77//Pn/+858ZMGAAb731Fo2NjWRkZGBpaUmnTp0kORU3E8X8oWmtWK1W4+vry7Vr14iOjgagW7dujB49WuJvz549qaqqYtSoUWg0Gj755BM2btxIXV0dL730Eg0NDVy+fBk7Ozs6duwoyXRtbS1jxoyha9eupKSkUFVVRffu3VGr1ZLMirL4yENoA9Dr9YIgCMKKFSuE6dOnC42NjYIgCEJqaqqQlZUlCIIgNDY2CklJSUJRUZEgCIJQUlIi1NTUCKWlpYIgCEJeXp6QlpYm1NbWCrm5ucLjjz8uHD58WHj//feF3Nxcqay6ujohKSlJKCwsFKqqqoTy8nKhrq5OEARBuHjxonD9+nVBEATBaDQKRqNRKC4uFmpra6VyiouLJfoaGxuFlJQUITo6Wrh165YgCIJQVFQk1SczM1NISkoSjEajUFVVJVRXVwt6vV64d++elNZgMAjV1dVCbGysUFxcLAiCIBQWFkp1bGxsFPR6vVTv/Px8ITU1VSgtLRVqa2sFQRCE3NxciaaqqqoW86qqqhKqqqokPtTX10tp8vPzJZpzc3OF5ORkwWg0Cmq1WkpTVlYmVFVVCSUlJdJ1fX29YDAYhISEBKmd7t27J+h0OqG+vl7QarXCkiVLhHPnzknlFhcXCxcuXBA0Go0gCIJw8+ZNIS0tTRAEQaitrRXKysoEQRCEGzduCFevXhXKy8uFmpoaqdzS0lJBp9MJhw4dEjZt2iSsW7dOWLhwoVR2bGysUFlZKZVXW1srVFRUCGq1WsjOzv4NvWL7yuvZUr2MRqMgCIJgMBiE1NRUITc3V6ioqBCqq6uF8vLy39RdlFXx2a1bt4T4+HhBq9UKNTU1QkVFhdQO8fHxwp07d5qVc+PGDSEmJkZISUmR2iYvL09IT08XysvLBbVaLZSWlgrnz58X9Hq9UFpaKmi1WiE/P19ITEwUBEEQ4uPjhbVr1wo//vijMGfOHKGurk6SY61WKyQnJwt5eXmCIAjCggULhDNnzggZGRmCTqcTbt++LcybN0+4ffu2cPnyZYmfhYWFQmxsrFBTUyPdq66uFiorKwWDwdCsf1ZXV0vl3b17V7h79670jk6nExITE5vJjcFgELZv3y78+OOPwtKlS4XPP/9cqndcXJzQ2Ngo1NXVSTIi53dsbKxQUFAg0SjKilqtFhoaGqR3RP4+amhTdtRGo5Ha2lpsbW2bmVWJJJraZMrfk1sWiO7NdnZ2lJWV4e7u3sysynTHWhBaDj4v5i8vR06HaRoxb/g1dKv47GHybM1BxrSepvmY8rKl+pna/D6oHVoryzTdg/gp/i4rK8PZ2Vmy1hDvy3f/Rbtc098i5HmK78TExPDLL79gbW3Nyy+/jKenZzPzOPE98R25HXhr/HmYerUmJ/Lfrcnn76V9UH7itWmbm8q/nEfXrl1j37596HQ6pkyZ0sxxSkwj8mXXrl0MGTJEmiWXlZVx4sQJZsyY0cy0Ty6frclXS3Ji2h6m9RafHzlyhMTERFxcXJgzZw4ODg4P5dTysDQ9qmgTiloO08Y1/S+325TbgYoNJr8nF0q5UjC1/ZWXIW9cuSIVrUzkaVsaQEzTyd8X8zZVRA8qW55fS3TKhbK1upkKsZx+U6E2HXBM35d3cPk7prS0RKfID9P8TelqSRmZltvSYGXazvL8W8rbNI8H1cuUPw+izbRcU7M003fldZLLq7wdTfNsbVAw5UFLPDKVp5Zkp6U0D8tj075nOgkx5aOpDJuqpNZkUs5vU7loqT1MJ0CPEtqEohZHTPEQWq1WS0REBDY2NnTu3Jn27du3KKQtzfJMZ6WmHSYjI0OKziZaI5imb0nxKxQK8vPzKSoqYsCAAc3KSUlJoVOnTrRv377ZzDAxMZEePXrg6OjYYllyLyqFomkN12g00q5du2bP6urquHr1KuHh4dL9hoYGVCoV1tbWbVL4WptN/jN0yju23ElE3FRui3z4v4acR3InMYVC0erXhukXjXi/pa+H/y2a5YOWuV1/izaxmSgKU1RUFLdu3aJ///64u7tz7do1KisrqampISMjg8LCQhQKBUlJSVy8eJE7d+5QVlaGWq3GaDRKBvMlJSWkpKRQVlZGY2MjOp2OCxcuAHDixAmSk5O5fv06NTU10sh76dIlcnJyUCqVVFRUkJeXh1qtprCwkISEBKBp80/cmMzLyyM5ORmAvXv3EhcX9xsHmz179nD9+nUyMjLQ6XQolUoaGxu5cOEC9+7dQ6VSUVxczKVLlwBYsWIFy5cvl8qKi4tDo9FQVVXFjh07uHHjBgUFBQAsWrSIDRs2ALQ4C/l3Qz4omc6q/5k8xTzkDg3ywe7/d8h5JPoZmDrUmH65wa+hC+T3W3vnf4NmeZnmdv0t2kT0PHGWeOnSJaqrqwkKCiIgIIDY2FgppnFNTQ3bt2+nb9++XL58maVLl1JbW8vly5dxcHCQQlcGBQUxb948GhsbWbx4MT4+PuzYsYOEhARsbGyoqKhg+/bt1NbWsn37dsaNG8f69etJTU2VTpr4/vvvpZCOW7ZsIT8/nwsXLuDl5SWdCrJ06VKuXLlCTU0N9fX1nD17losXL5Kfny/Zi/7000/ExcVJdqqjRo3ik08+oaCggOPHj2Nvb8/nn3/OvXv3sLS05NSpU5LVybp16ygpKeHgwYP069ePTZs2UVlZya5du+jevTu7du2iqqqKyMhIyexJhFmwzTDjPwttTlFnZ2fj7OyMj48PFy9exN3dnYqKClasWEFhYSE6nY5nn32WpKQkvvjiC44fP06fPn1wcHAgPT2da9euMX78eF566SVKS0tp164d7du3R6/X8/jjj3Px4kVGjRrFm2++SVVVFcePHycpKYn+/ftTU1NDcXExOp2Od955h0OHDlFVVUXfvn1JSEjA0dGR+vp6kpOTeffdd5k5cyZ9+vTh2LFjvPjii0yfPp1du3Yxfvx4oOlIpbfeeouZM2dKx2Wlp6czfPhwsrOzpTPrXFxcmDBhAnV1dTz22GMUFBRw9uxZIiMjSU5OxtraGqPRyJdffsmdO3dwdHSkY8eOREZGShHG5G7DZphhxn8W2sTShwitVktYWBjTpk3D09OThoYGDAaD5LwgxgF466238PPzkzY9kpKSOHfuHAUFBQQEBBATE0NRURGpqakYjUa6d++Oq6srCxcuRKvVEhsbS3FxMUlJSYSFhUkxjrt3786kSZMwGAzY2tpKQea9vLx46qmn6NKlCwaDATc3N6KiooiPj+eXX35p5iosV5TiTDs7O5vs7GwGDhyISqXCw8ODsLAwIiMjCQ0NJS8vj+XLl+Pk5ERaWhqurq7Y2tri6enJY489RlhYmLS0oVKppOA3V69epb6+npiYGOC3G11mmGHGfwbaxIxa3MBTq9UcP36cEydOoNfrCQoKwtvbG0tLS8lDzcLCgjt37lBZWUlBQQEvv/wyBw4coLq6mtDQUJ599lmSk5PJzs6mtLSU0NBQtFotcXFxvPTSS/j6+tLY2MiJEycYNGgQkydPJjAwkKioKLRaLaNHj0ar1dKpUydGjx7NrVu3pBm3r68ver2eF198kaioKM6fP8/IkSNp166dFOi9pqaGkJAQoGngqamp4eTJk0yZMoWxY8fi7u7O8ePHJW+0kydPUldXx8yZM+nbty+nTp1i7NixeHh4cOLECfz9/enbty91dXWEhIRQW1uLp6cnAwYM4OzZs7i7u5OWlsaAAQMkfppn1WaY8Z+FNmH18c/A1MSsqKiIVatW4ePjI8XwEK1GWjIBa80EqiUzLjke1oqhtbJa2klvzXzsf1KeGWaY8Z+HNqGo5aZcpvaW4nPT2MHQ3P5ThIWFBUVFRWRnZxMcHIyLi4vkftxSejFf+dKCXCHKg47Ld6dNA9eL9MpdteUmZOKOtqlZmWmsY9Mg6uLyjpivnHa5I8D/hRmVGWaY8e9Bm1DU/wq0NBttzdPPDDPMMONRQpuIR226PAC0uBRh6h0lX0owXUKQW0K0NBa15iAjliWfuf6nu6eaYYYZbRttQlHLYapwW/ISlB/bY+rhJ8LURbml9WhTrzlTT0Q5HabK/kGuxmZFboYZZvwr0WbM80Tldvv2bbKzs6W12ZycHAoLC5spbJVKRUNDA6mpqZSXlzcL3ylfLzZVuvJ4BuJacHl5Offu3WumvAEKCwspKiqSnpnO3Fta75b//g9ZUTLDDDPaANqEohZnpwkJCUyaNImXX36ZtLQ0vvnmG/r168eQIUOk4OgKhYJz584RHBzMCy+8QEREBD/++GOzuBLw2w01uausHFu3buX9998HmgK2iwr2wIEDbNmyhX379gGwZcsW/vu//xtAclmXb/DJN/TMs2kzzDDjX4k2ZUedkJDA7t27eeeddxg5cqR0ikVhYSEZGRlMnDgRtVrNhAkTeO+99/juu+/w8PDAxcUFhaLpNIvLly+zb98+bGxsUKvVfPTRRxiNRqZNm8Z3331HQUEBo0aNYu7cuXz44YecP3+egQMHUl1dzcyZMykrKyM8PJyVK1eSnJxMRkYGBoOBtWvX8vPPP9OtWzeWLFnC3LlzqaiowMnJSbLl7t69Ox07dmxxKcYMM8ww4x9Fm9Am4iw2Li6O0NBQjhw5wvvvv094eDhZWVmcOnWKt956C4CCggIMBgOzZs3i5MmTrF+/nnfffZfk5GQKCgqYM2cOVVVV0qGmRUVFFBUVYWdnx3fffcfx48fZtGkTCQkJxMXF0bt3b/R6PfHx8Wi1WoYNG8aqVavQ6XRER0dTU1ODra0tf/zjH5k2bRqTJ0/m448/xsLCgieffJJXX32V9u3bo1armT9//m/qZIYZZpjxz6JNKGpx9jlp0iQsLS0pLS0Fmo7jGjZsGH/605/o3LkzgiDg7+9Phw4dmDlzJkFBQdJ5gl5eXnS5f6aeQqEgMzOTCxcuSGfidevWjdDQUGxsbGhsbGwWG6Ouro4ZM2YQHh7O/PnzuXv3rnTqtCAIWFlZ4eHhQUlJCQCffPIJY8aMYdiwYdTW1qLT6QgMDOSPf/zjv42HZphhxn8u2oSiFtGpUyemT5+OwWCgY8eObNy4ERcXF3744Qc+/vhjae139+7d1NfXM3bsWM6ePcvu3bvx9PTE29sbgLlz57Jv3z62bNkiHbjq6ekJgJOTE1OnTmXYsGGEh4eTl5dHUFAQaWlpXL58mUGDBvHZZ59hNBoZOnQolpaW2NvbM3HiRMrLy9m+fTvZ2dkkJSXx3nvvsXnzZmpqarh165bZjdsMM8z4X0GbcHgR13STkpKYP38+tra2LF68mMGDB0uefHJzPNPTGlpy727tJBB5elNzPK1Wi4WFRTOzu5bsqxUKBTqdDoWi6RRz0fNRHr/XvKlohhlm/KvQJhQ1ND9pQhAE6Yy9lmyVRYsLCwsLyZVbbnEhPwaopdgacttrURmL5npyJS5/bnrGn5xeuame2fLDDDPM+FejTSx9iIpNPN4dkI54NxqNkjIW04rhTkWlKh4JL4+PYZq/eF9U8q0pZdF+2/R5a56Rpue4tVY/MS+9Xo9Op0Ov1zfL/5+BnA8ir/4V46+cbnmMEnl5LdVBfk9OT2s0mZbze++Yphfb3bTclugV/5u+Y0p7S+//I5DTalq+IAgPLQfyZ3LaWqNVzP9BbSBP2xo/zGgbaDMzahHy5QlTRdiaB2BLSyDy3/JZtjw/uRmdaXrTa9OZugh5ACX5vQfRa1qe/H5rND0ob/lvMQ+xrmI95YOXnIbWovWZ0i3nY0vlyvOUu++L90zTmn6hyOluKZxASwpV/nXTGt2mvDH9ypLT2lKwL1MZbI0vLdFgem3a1vIJQkvvPqhsU1pby8O0rqJctHSQrSkvTHksr4cZ/7doEzNqUehu3rzJmjVrWLNmDWfPnkWpVJKbm0tqamqztWS50KWkpLBq1SpWr17N7du3JSGTW3WIAqdUKsnPz+fixYu/US6iwJp6IcpnyfLncoEWf8sj6LUm5AcPHuTvf/87W7duRaPR/Kajyb8URJrl9LS2BKNUKikuLiY9PV3KQ+6II89DhJw3ph1bTpNCoeD8+fOUlZU1o6exsVGqQ0vl1dTUEBMT04xnYjr4dblKrpRu3bpFbGzsb+hoiRcKRZOTVHFxcbM20Ol0nDt3rtmBrQqFgurqapRKJdevXyczM7MZP0xPAk9JSZG8Xls7nbs1hd+S/Ij8UCqVZGdnc/XqVZRKJSdPnqSiouI3J/QoFL+eWWhKW0JCAhqNRnonPj6e8vLyZjxoaGgAoKysjAsXLjSjRx7fRuT5jRs3pLqato/pQG/G/z3alKI+ceIEqampBAYG8sMPP7B582YaGxvJzs4GIDMzk/T09GYzit27d/P/2HvvsCqvrO//czhw6FWQjgqIIqBYsWHBFqNGTSaJmSQm0SRmUnRmEsdEE43RFCcm0dcWUyxRxIANFRUUKVKkCChNei+H3svhAO8fvvedmxPMZJ7fdT1xnt+zr8vLwzn3vfdaa6+9dvuutVQqFc7OzmzcuJHe3l5UKhVJSUkolUqamprQ0tLizp07NDQ00NzcLCahTUxMFI2PUqkUB2drayuNjY2UlZVRUVFBZ2cnADU1NbS1tdHY2Mjdu3cpLy8Xk+FWVwX/EaAAACAASURBVFeTlJREV1cXWlpaqFQqbt++TUVFhThYe3p6OHz4MF5eXpSWlrJr1y4AioqKaG5upqWlhZiYGNrb2+nv7xcNb0tLC/n5+RQVFYmGIiUlhdzcXLH9uro6kpOTOX/+PPn5+TQ2NqKlpUV3dzfJyclUV1fT2NhIZWWlOBgrKysBSE1NFetqamqiuLiYu3fvAr+s5LKzs+ns7KSpqYmkpCQAdu7cyZ49e4BfwrE2NjYSGxtLZ2cnKpWK7OxsMUnwnTt3RANTW1tLXFwcnZ2dohGprq5mzZo1lJSUABAfHy/Kr66ujuzsbCorK6mtreXevXsA5ObmUltbS1tbm5gAWUvrQbZ5uVxOXl4eOTk5dHR08Prrr4uZgKqqqgBISEigtbVVnMQTExOBgQmLhYmirKyMhIQE8SJZarCFNouKimhqaqK9vV1Mstza2kpnZyevvfYaERERVFVVoVQq+eabbzh48CCGhoaUlJSQkZFBfX09arWauro6kpKS6O3tRS6Xk52dTXZ2NgCnTp3i7t27YqLlrKwsOjs7qaurIyUlBYD333+fI0eO0NzcTE5ODgApKSmizjY2NooJnxMTEwkODqawsJC2tja0tLRoaWkhNjZWHD/SncD/lv/+8kh4JgqrkYSEBLy8vFi5ciULFy7kxIkTKBQK+vr6aGho4KeffiI3N5esrCymT58OQGRkJIaGhlhYWJCTk8PSpUt55513qKio4Pvvv6eqqoqSkhJOnDhBb28vCoUCpVJJREQE165dQyaToaenx8aNG+no6GDbtm0MGzaMvXv3cufOHfLy8uju7mbkyJFs3boVhULBq6++ipaWFkeOHGH8+PHs37+fEydOUFtbS3BwMAsXLuSzzz6juLiYy5cvY2tri52dHb29vQQHBzN16lQKCgqwsbGhoKCAv//974wZM4ajR49SXV1NSEgILi4uvPLKKzQ1NbFnzx7Ky8sJCgpi0qRJXLhwgZiYGKKjozE0NOTcuXMcOHAAb29vAgMDaWhoICgoiMcee4yNGzeSn5+Pv78/mZmZZGZmMmTIEOrr6zly5AgVFRVERkZy69YtDA0NOXPmDAEBAeJEJCTqvXbtGmZmZuzcuROlUglAWFgY5eXl+Pn5YWhoSGVlJTt27KChoYFLly7h4uJCfn4+5eXlbN26ldraWuLj43F3d2f79u00NjZy8eJFZs6cia6uLklJSZw5c4YlS5YQGBhIYWEhly5dwtnZmY8//pjU1FSCgoJITEwkPDwcIyMj6uvrkclkvPvuuzQ1NQ1IgKxSqfjiiy/o6upCpVIREBDA0KFDxUvfn376iYSEBHR1dWlpaeGTTz4hOzub6upqurq6iIyMJCEhgcbGRoyNjdm1axc1NTWEh4fj5+cH/LIb++abbwgJCSE1NZUjR44watQo1qxZQ1dXFxcuXMDV1ZVvv/0WGxsbdHV1qaurIzY2FhsbG3p6eti3bx91dXV8/PHHjB49mn/+85+UlZVhY2NDWFgY/v7+xMbGYmRkRGpqKllZWVy8eBE7OzsqKiro6+tj165d1NfX09fXR0hICK2trQwfPpzq6moyMjLw9/dHrVZjamrKBx98QEFBAUlJSdjZ2REQEEBVVRU3btxg5syZfPjhhzQ0NHD+/HkmTJiAiYnJoEc5/1v+e8ojZ6j19fUZO3YsOjo6ohHu7u7m6tWrWFtbY2NjQ2xsLEuWLEFHR4ebN2/S0NCAgYEBHR0dVFdXY2JiwpYtWxgyZAhFRUX4+PhQUVHB/Pnz6erqorCwEHd3dxobG1m6dCmnTp1i2bJlvPzyy9TV1aGvr09DQwPbtm0Tk+2OHDmSmzdvYm1tja6uLh9//DGOjo4EBwfT39/PqlWreO2118jPzyc8PJzExERmz55NaWkpzc3NzJgxg97eXn7++WcsLS1pamrCyMiIzs5Oli1bRnNzM+Hh4cyfP5+UlBQUCgUymYwvv/ySW7du8eGHH2JkZERCQgI3b95k3LhxqFQqSktL6evrY+3atVhZWVFdXc0///lPUlNTSU9Px8TEhG3btmFnZ0dBQQHz5s0jLi6OyspKbG1tOX/+POPHj0elUolHR6tWreKFF174VaJeT09P2trasLKy4oknnqCjo4Pp06czYcIEAE6cOMGdO3eYO3cud+7cQaFQ0NXVhUKhYOTIkWzZsoWQkBDu3r1LVVUV06ZNIzY2Fjc3NxwcHDAzM6O2tpZp06axb98+Fi9eTGlpqehU9Pnnn4upzv785z9z9epVtLW10dXVpa2tjd27d6NUKqmvr6e2tpaJEydSXl7OmDFjWLp0KYWFhfz1r3/l/v379PX1YWVlRU9PDwsWLOCHH35g/fr1rF27lgkTJnD16lVWr17NqlWruHr1KgkJCXR1dTFu3DiioqLw8fHBwsICmUyGUqkkKCiI77//npkzZxIfH4+Liws9PT188cUXhIWFMWvWLHp6enjzzTfJy8tDW1ub4cOH4+Pjw61bt/j73//Ok08+SVpaGh4eHnR3d+Po6IiLiwunT5/m8OHDLF++nBEjRhASEsIXX3yBq6sr8fHxqFQqhg0bRmdnJ7a2tixfvpy6ujqeeuopzM3NxVRy5eXlLFu2jIsXL+Lr68vf/vY3Zs+eTUpKCra2tmzdupXIyEiys7O5e/cufn5+3LlzBwsLCzGJsubx2f+W/57ySBx9CKW/v1/cOn7++ecYGRnh4uIiOsDo6enh5OTEM888g4GBAfAARTFz5kzWrl1LbW0tWlpa5OXlUV5eTmRkJK2trVhZWeHj48P27dvFYw9HR0dGjx7N5s2bMTIy4vbt2+L2XEtLCz09PfT19dHX1ycpKYm4uDjy8/MxMjIiJSWFiooKbt68iaOjI2q1mqioKEpLS0lPT2fKlCno6elhaWnJuHHjWLZsGfBgQtLR0WH58uU8+eST3Lt3D7VajYGBAfb29ujp6WFtbc2cOXOYNGmSeFuvp6cnnr0KuwcTExNGjhzJn/70J/r7+9HX10etVmNkZAQ8yNdob28vHplERUVRUVHB7NmziYmJITIykueeew65XI65uTkjR47k6aefpq+vD4VCAQxcNanVatHFvrCwkF27dqGvry8ekQA4OTmhq6uLjY0Nc+bMYfLkyeIxjq6uLvDgXNTR0REdHR1sbW1ZsGCBmGNSJpPR2toq8jdkyBDGjh3LkiVLUKvV6OjoiIZZOL4RUDRCAmQh+W93dzfa2trMnz+f06dPc+HCBWQyGenp6fT29tLZ2Ym7uztDhgzhgw8+YOjQody4cYPExESuXbuGlpYWOjo64hGHk5MTCoUCe3t7li9fjrW1tXh0ZGFhQXd3N1FRUURHR1NaWopcLhdpEvq+paWFzMxM1Go1vb29dHR00NfXh4WFBWFhYRQUFHD37l36+/uZMWMGeXl5fPvtt5iZmXH16lUxobKJiYmI9+/r60OlUtHT08Ps2bPJyMjg//yf/4OBgQGpqal0d3fT1dWFpaUlPj4+bN26lZ6eHpKSksjIyODChQt0dXWhp6cHPECQ2NnZibro6+vL1KlTqaysFM/MHzH8wf8vyiOxohbOALu6urh58ybx8fGYmZmxefNmWltb0dPT44UXXiAmJobCwkJ8fX2xtbUFoKWlhZCQEK5evcrcuXN56aWXUKvV+Pv7Y2Njw/Tp09HX1+fChQssXryYyZMni0p5/fp1li5dyurVq0lKSiI/P5+6ujo8PT1xdHTEwcGBCRMmEBUVRV5eHr6+vhgYGFBaWiqeF2/YsIGIiAjgQaySxYsX8/jjj2NnZ8eVK1fQ09Njzpw56Orqoq2tTXZ2NpcuXeLOnTu8++67GBsbY2hoKDr3hIeH4+zsPCChbX19PV5eXvT09IgZ0YWt7fz581Gr1bi4uKCvr09fXx9jxoyhpqaGefPmYWNjw5EjRxgyZAgTJ04UkwS7uroyadIkxo4dS3h4OC0tLcyfP5+enh5cXFx+lai3ubkZd3d3YmNjaWlp4aWXXsLLy4vIyEhGjx6Nqakpbm5u9PX1cePGDVxcXBg3bhzd3d04OTlhYWGBk5MTFRUVPP/883R1dREREcHo0aPFNgAaGhqYO3euuHLU09Nj7ty5NDc3M27cONra2rC2tsbKyoq+vj7s7e1Fw+Lp6UlLSwvW1tZYWFgwbNgwLly4wLBhw3jhhRcwMzMjPj6eUaNGMWzYMKqrq0lISGDVqlU8//zzREdHc/PmTXx9fTEzM2PEiBGYm5tTW1vLq6++SlFREfHx8cyfP5/4+HgSExOZOnUqcrkcd3d3Tp48SXt7Oz4+Pri5uaGjo4O7uztNTU14enri4OBAbGws7u7u2NjYYGZmhqWlJUuXLuXKlStkZGTg7e3N1KlTxfPhN954g9mzZxMQEEBRURELFy6kt7cXDw8P0ZfA1taWESNGcOvWLVQqFS+//DKjR4/m5s2buLi4MHToUAwNDQkODmbWrFmsX7+ekpISgoKC8PDwwMXFBWNjY5ydnamsrOSpp57C2NiYkJAQ3N3d6e3t5ccff2TRokX/u6r+g8ojB8+DgdlXNFEKwu/SIkUsaEKmpO8PBuOTyX5JiGtvb09BQYGYEFeqlMKlzuXLl8nLy+Nvf/sb3d3d6OrqsnHjRl566SU8PT0HhU1JaR+Mjn/1+WH8PYyn36pHE16niX4ZTM6DyVKz7d/Lg/S9f/Xcw+T3W+W35KRZ52/ROli98EtOzLCwMBwdHXF3dx/UC/a36PlXcvo9fPween+vfB/WprCASklJob29HV9f3387MuTvGZe/9d5/pb7/apuPcnkkDLXUiEixypoJWwVgv0wmEz0XpXAv+HWyWk2cqhSXKsC3BkuIK50kpN6PbW1t4layt7cXbW1tamtrMTQ0RE9Pb4DHpNCmAFcDRHdzKS1S/oTP0oS2ml6T8AtSZjC8svQdqSwEyJcURqeZbFcYnEIbmhhjabvC3wJ/gkw1eZAOGikCRvgsfV/Ks1R+mk5KmgZX4EcT0y6lVwoDFHiSojaktGvyKPwufBb0T3heCmuTGm3NvpDWL/0sderShNANdok3GH5/sL4ZzA9BoElKq/CeQKuUHmkM9/+q0ft3jLMm7w977z/d+P475ZEy1NKBDoMbXWkRjKIwwAczTNKOF+pUq9W/SiAg1N/f309HRwe1tbUMGzZsgMeW5pZPcyBoti/FoQ7Gz8MMlPDdb9UjHTBdXV0iv8JZsBRvLchUW1tbhAE6OjqKMDPBgGtOIlLjqGnAhWekE8xgv2u+39XVJdI5mGEX3h+s3wabdB42IUp1QrMI7Upx3MK70sWCpvHWXLVpOpBI+dDUY+nEIO3nh/Eo8Cfw1tnZiVwuH6C3Qp9paWkN0BGpPARd/y1ZSuU22ASpaTg1+1l49mFjd7CdmLQPpXo3mJw16ZHWKchwsP6S6sdgv2v6DzzK5Q+/TNTcpmhrayOXy8XLEuGzMOiFYP4tLS2cPn2aU6dOERoaOmDVJdQhl8tFJRbq6e3t5dtvv6W1tZXg4OABThFChxcVFfHjjz8SHh5ObGysODjkcjnp6ekkJibS29vLwYMHRbqEZ4S/tbW1ycrKYs+ePQMCPUnpkxZpG5o0AwNksXPnThGWBhAVFcWtW7dITU1FpVLx0UcfDRjogvwA0tLSOHLkiFin8JswUQi0amlp4e/vz/3790WahEEk0K+lpcXOnTtpbW0dQKe2trZYj7R/d+zYwZo1a3jxxRfZt2/fgLqkTjlSGUhlJZWJdCLRlKfQj5s3bxaRLMuWLROdXD7++GOOHTtGcnLyAN6E/pEaRGl7MpmM8+fPo1KpxO8H01OpHmuuRgfr58F4FPRZJntwAbpz506ampq4cOECFy5cICcnZ4CshCLIQ9D1Q4cO0dnZOYAewdhqym2w7wX6dHR0xN809UBTBtJ3he8vXrzI7du3RXoH0ztBHvn5+dy6detXspTqV1JSEufPnxf7RfhdSsuJEyeIiIgQdVOYJKX99J9S/vDkttLB3NnZyddff013dzdmZmYsXbqU6OhoiouL0dPT469//Svbt2+ns7NTRIVUVFRgZmbG2bNnsbe3p6enh8DAQBwdHfHw8MDKyorIyEhqa2sZM2YML7/8MoaGhly5coV3332Xuro6Vq5cya5duzAzM2Po0KG4u7uL8agVCgU3btzg6tWrPP300xw8eJCCggL27duHiYkJdXV1fPfdd8jlct59913CwsK4cOECM2bMwNvbm9jYWBobG3FycuK1114jPj6ey5cv4+LiwurVq9HW1qaiooLo6Gj+/Oc/c/HiRUaMGEFiYiLFxcXI5XI+/vhjSktL2bt3L9bW1qIDg1AER4ylS5eiUqloaWmhrKyMc+fO8fLLL3Pw4EEqKyvZsGEDenp64mDdvn07bW1trF27Fk9PT37++WcSExOxtbVlypQpGBgYIJPJOHPmDLdv3+bNN9/EwMCAr776CplMxoYNG1AqlezatUs0jN3d3Xz//ff09/fz8ssvY2dnB8DXX39Ne3s7p06doru7m5CQEDo7Ozl69ChqtZohQ4YwdepUnJycOH/+PG5uboSHh1NfX4+lpSV///vfCQgIoKKigtLSUpYvX868efOIiIjg+vXrjBkzhueff37AStrQ0JC0tDQUCgXZ2dlkZmZiampKfX09M2bMoKenh+PHj1NRUcHbb7+NiYkJGRkZnDhxAi8vL1544QXRuWTlypV0d3fz9ttvo1QqcXV15cqVK3R0dPDJJ58QExNDcnIyjz/+ON7e3hw6dIimpiYcHBx46623gAcOWzk5OaxYsYLAwEC8vLwIDw+nsrKSIUOG8O677xIcHEx0dDTPPPMMPj4+9PT08N5772Fubk5kZCSjRo3Cy8uL06dPI5fLOXbsGL6+vixZsgSZTEZUVBShoaGMGTOGVatWoa+vT2lpKcHBwdTX1+Pt7c3zzz9PaGgokZGRjB8/nmeeeUaU2e3bt0Xs+tq1azl69Ci5ublYWlpibm7O3bt32bJlC8bGxnz++efI5XJMTEx44oknCA0NpaKiAmNjY9577z327NlDXl4e48aNw8XFhf7+fgICAigvL6esrIyXXnqJiRMncvr0aRISEnB0dMTT05NLly4RFRXFmTNnqK2t5cSJE7i7u7NhwwbOnDlDbm4ubm5umJubc+/ePY4ePcq8efNYunQp33zzDdnZ2axbtw61Wk1AQABhYWE8+eSTTJ06VfQnmD9/Pn5+fv8xXpd/+LQi3dLv2bMHPT09XnvtNS5fvkxFRQUXLlxgxYoVtLe3ExYWxsqVK1myZAm2trakpKRgZmbGDz/8QEVFBUZGRhw+fJj33nuPrq4ubty4QXZ2NmlpaWzatImUlBTOnTtHTk4O3t7ezJkzhyVLlrB9+3amTp3KokWLCAwMpKOjAz09PcrKysjPz+fIkSO4uLjg4OCAr68vixcvZsSIEeTk5HD9+nUSExOZNWsWcXFxnD17lnfffRc9PT0aGhro6uri9ddf59atW1y/fp1du3bh7u7OtWvX2LdvH/DAzTcuLg54kCyhsrKSCxcusHz5cnp6evD392f//v3MnTuXadOmUVZWJq4gAgMDyc7OZvv27Vy9epWoqCi6urr45JNPmDdvHgcOHMDCwoLXXnuN3bt3U15ejomJCZ999hmurq6sWrWK/fv3c/XqVW7evMmmTZsoKysT4Yrp6emcOnWK8ePHo1AoxHrnzJlDRUUFzc3NzJo1C3t7e44cOcKuXbvo6uqit7eXDRs2iP2cl5fHO++8Q1tbG19//TWlpaVkZmZy9epVPDw8KCkpER03UlNTycnJITIykg0bNlBfX09AQAAxMTH09fWxYcMG/P39CQ0N5euvv2bs2LEEBgZy9OjRAbuz2bNnk52dTVhYGG+//TbFxcXcuHGD6dOnU1tbS3V1NdeuXWPkyJGYmJgA8OOPP9LV1cXEiRMJDAwkKCiIiRMn8v777wOwePFi5syZw4IFC/D29qajo4PY2FhRRjt27ODmzZtER0ezbt06kpKSuH37NvAgO1FaWhrwwBuwvLycq1ev8sorr1BUVMSVK1c4deoUI0eOxNTUFAAdHR0mTJjAn//8Z2pra8W+T0pKIi8vT4yhDpCTk8POnTsZN24cQUFBHDlyhMrKSkpKSoiJieGdd94hNDSU8+fPc+DAASZMmMAPP/xAUFAQWlpalJaWsnXrVsaMGcO1a9c4fPgwsbGx+Pn5UVhYSGlpKVOnTuWHH37g0KFDDB06lBdffJGzZ89SVVVFSEgIzz33HNXV1Zw7d4733nuP+vp6zM3Nqa6upqamhuDgYOzt7Vm9ejXfffcdly9fJiIigvfff5/i4mKSk5NZtGgRTzzxBACHDh1i06ZNNDY2cvLkSWJiYjAxMUFfX5/8/HyOHj2KkZERHh4eHDx4kM7OTv7yl79QV1dHS0sL5ubmPPPMMxw9epSzZ89y5swZvL292bp1K+np6b+6A3hUyx9uqKWlqqqKBQsW4OjoyMSJE+no6MDd3Z1JkyYxfvx41Go1ZmZmWFtbi55SWlpa3Lp1i6lTp9La2oqzszPDhg1j7ty5GBsb09vbi6+vL5aWlkybNo2ioiJ0dXUxNzfHzMwMMzMzOjo6WLhwIZMmTcLV1VWM3Nff34+BgYF41BAdHc2QIUOwsrLC3Nyc5uZmlixZwksvvUR4eDgRERGMHz+eUaNG8cwzz6Cvr4+Hh4e4us/JyaGnpwczMzNmzJjB6NGjAcStGUBbWxtqtZrRo0czadIkpkyZQmVlJf39/SxcuJCZM2dib29Pd3c3AMXFxUybNg07Ozs8PDwoKyujvLychoYGvLy8qKioELHKwoBRq9U0NTWxYMEC0XEjLi6OCRMmMHToUGbNmoWOjo4IfxMcf0JCQpDL5fj5+bFo0SLGjRuHqakpfn5+TJs2jbq6OsrKyrCyssLFxQU/Pz/xTNDU1JSIiAiMjIxYtWqVeFQzZswY5s2bJ8pbpVKhUqmQyWT4+PiIuPLCwkKMjY2ZM2cOLi4uuLq6cvv2bRQKBSYmJsyZMwdnZ2fgl7PyyZMnk5+fz40bN3jllVdoaWkhMDAQPz8/uru76evrY/jw4SxatEiU/1//+lfGjh3L5cuXuXfvHhYWFpiamrJ48WLs7e0xMDDAycmJ/v5+kpOT+f777yktLcXY2BhTU1OWLVuGQqHA09OT4cOH4+HhQUNDg0iXIA+VSkVvby+enp6MHDkSd3d32tvb+eKLL2hoaCA8PFykycLCAjs7OwwMDOjp6RHP2Pv6+li4cCFDhgwRx48ga0EewrPCbsXNzY309HT09fUxMTFhwYIFYsINpVJJV1cX5ubmzJgxAxcXF8zMzPDz88Pb25spU6Ywffp02traqKmpYdGiRTg7OzN+/Hg6OjoYM2YMnp6ejB07FngQdsDV1ZXnnnuO5uZmZDIZVlZWzJ49m0mTJmFpaUlcXByTJ0/G2tqaWbNmiWNz2LBhomfliBEjmDNnDgUFBVhZWbFs2TIMDAzo7u4WHdsuXrxIYWEhfn5+jB8/XuxTX19fJk2ahLm5ORkZGZibm2NqasrSpUsH4Nwf9fKHG2rp5cEzzzzDjh072LlzJ9HR0aITBzy45Oju7sbNzY3z58+TkZGBvr4+bW1t7N+/n6CgIFQqFZ2dnWzcuJFvvvmG3t5eDAwMCAgIYMeOHVy+fJlnn32WxsZGzM3N6enpEV2t33jjDbZs2UJubq540SUcx1y9ehWlUklOTg6jR4/mypUrJCYmilvB5ORkMjMzmT59OkVFRbz11lusX7+exsZG0Qg3NzczadIkZsyYQUpKCtXV1bi7uwMwatQo2tra+PDDD4mJiUFPT0/ku6OjAxsbG3x8fFizZg3vv/8+ZWVl6OvrA/Dss89y4cIFNm7cSFZWFosWLcLb25sXXniBjz76iKeffppt27bx1ltvYWVlxfjx4+nv72fp0qVs3LiRN998E3Nzc3GFsWvXLgICAsSzxIaGBtFVvKenh5kzZ/Lqq6+ydu1arl+/jr6+vuhwYWJiwosvvijG13B0dBRX/hs3buTatWu888477N+/H1dXV1avXk1jYyN9fX1MmzaN/fv3s3nzZhobGzExMSEkJIRPP/2UQ4cO8eKLL9Le3s4333zDe++9R21tLZs3b2bEiBGkpqbS1taGjo4O27dvRy6X09PTg4GBAbq6unR1dYkTfFlZGba2trS3tw+4yBVKREQEBQUFpKens2LFCvT19UlLS6O3txdXV1dx+753716Sk5M5duwY48ePx8TEhLS0NPr7+xkxYoQYH6anp0eUwdixY7l//z5bt27l3r176OnpiYsCeGC8r1y5QlVVFcXFxeL3/f39dHZ2MnXqVE6cOCGuVLW1tQeEA54+fTpjx44lNTWVuro6Ro8eLU56wgTR0tLCggULcHZ2JiUlRcTHA7/ST+F9IfSs8E+hULBixQref/99duzYQWJiIvr6+iItwgX35s2bxZU2PDizbm1t5ZNPPuHNN98UE4RER0ezdetWfvzxR/r6+nB1deXs2bPo6OigUqn429/+xrfffsvq1avp6uoacJEbGhpKWVkZ2dnZPPfcc+zdu5c33niDvXv3oqurK/Ld3t7Os88+i66uruhUJEzs/wlHH3846kN62SSTySgpKaG5uVn0Xuvo6GDo0KG0traiVqsxNzcnLy8PMzMz0QgqFAp6enpEZ4jU1FTs7OxwcHDgwIEDmJmZMXnyZMzNzbGysqKqqgpbW1uam5tRKpW4ubmRnZ2NlpYWVlZW6OjoiPAxhUJBZ2cneXl5TJgwAYVCQX5+PiYmJmhpaWFpacndu3cxMDBg5MiRdHR0kJ6eLjqNNDY2MnToUGprazE2NkYul5OcnIyNjQ0jRowQzwabmpooLCzE3t4eIyMj2tvbf8V3RkYGenp6DBkyBCMjI3R0dIAHTiJ5eXl4enpi9Mq+lgAAIABJREFUYGBAdXU1tra25OXlMXz4cKqqqqirq2PChAl0dnbS3t6OpaUl+fn5tLe3M27cOHp7e/nhhx8YOnQoCQkJjBkzhueee47e3l7q6+uprKxk4sSJaGlpkZWVBcCYMWOorq5m6NChdHd3i+7lmZmZdHd34+3tPQBi1dPTI243vby80NJ6EAzLysoKuVxOTk4Ovb29jB49mlOnTlFXV8fy5cuRy+U4OTnx7rvvijsVNzc39PT06OjoIC0tDScnJ4YOHUpVVZWYX1Mmk9HQ0EBfXx+Wlpa0tbXR0tKCnZ0dDQ0N6Ojo0NXVhYWFhWhMVSoVKSkpODs7i3kyc3Nz8fT0xMzMjJaWFpRKJfr6+iiVSjo6Opg4cSKdnZ1kZWUxduxYDA0Nqa+vx9ramvr6evT09MTVm1KppKqqCjs7OwwNDcV+bmhoEPN5SnVN6F+FQoGRkRF5eXmo1Wqsra1FPbWwsBiwsEhNTcXR0RFHR0dqamowMDAQIaU1NTXiIkXg087OTny/u7ublJQUUT+rq6uxtramublZ9AptaGjA2tqagoICOjs7sbOzQ1dXV+SlpaWFnp4eGhoaRL0XdiHvv/8+69evp6enB09PT+RyOS0tLeTk5DBs2DB0dHQwNzenoKAAExMTLCwsuHPnDk5OTtjY2KBUKrGwsBAXB7q6uqSmpuLh4YGpqSlVVVWUlZUxYcIE2trakMvlGBsbi2O+traWnJwcsT+lCJRHufzhhhoGd3DRhOBookOk32k6cWhpaaFWq9HW1iYsLAwLCwsmTZokQpk0IWMC8kMog9UtxQQLz0jp7O/v/xVUajDahTalqwIpfEjKt/S9waBmmvRJESwCLZq4YWEHI31WgKqdPn2a9PR07O3tef311wfFCmvCswbDWUsx7lKIpHDrDr8khhBu6aVYceFSq6OjAz8/P3p6etDR0cHf358FCxYwdOhQEd4m8P4weQtFU36azw2mW1LYl8CPwIP0WYEWTTqkMENNGKe0n6V6INQ/mBPNYA5gwm+/Vx6D6aH0uYd9rykfqf5o1q9ZpPT/9NNPrFq1SvQ5EMrDzoql9AhtSp8VUCPSMaKp64ON5cH4e5TLI2eoYaBTysMMJvw6aLr0GEWzfk0DKDVS0nc0xSEMQM3nBqNfoE3TzVbTyEuNlpQmTUMoNRCatEkVUtPQS2UhfV/K02ADX/hNOgg0B6jwvxS3Lu0vzYlTSgcgylEw2JqGTWhXE774MGMqpVuKM5caVmnfaPKqSb+Ub035az4n/U7aD5ptatIq5WcwOjQNkqaBkeqXdHEi0KpppDTp0KTnX/Gv2U+atEj/1uwrKZ+aE7yUBuk7Uty35ngfbAGnSYPmZKipr9Lxr8nXo1r+8Fgf0g7S0tKisrKS06dPk5KSgr29PcbGxgNmSuE5TeMgKFZubi5RUVEiZtbKympAx0nxwPHx8VhZWaFQKAYMRqHT5HI59fX1xMXF4eTkJKJB4Nfea8Klprm5uQhrE57TVCx4sJIsLCykoaGB/Px8DA0NMTAw+NVsLxQp3UKbUhpyc3PJy8vD0dERmUzG/fv3OXbsGAYGBmKIVSnW/NKlS9TX14tbYSEAUUlJCSUlJdjY2AygXyq/uLg4jI2NRX60tbVJS0ujoaGBpqYmrKysxIBDOjo6AwaXXC6nqamJwMBAYmNjsbCwYMiQIfz4448MGTIEc3PzARNQTEwMlpaWA4I6KZVKCgoKsLW1RSZ7kBAgPT0dR0dHUScG6xsLCwtxEpDi3qVGT1PGQpHL5RQVFVFbW4uVlRUymYzGxka+//576uvrcXNz+9UkGxkZSX5+Pt3d3SgUCjEWi1C/8H9LSwv6+vpUVFSIoU01V5tS3ZEa8dbWVvT19YmNjcXQ0BBDQ8Nf8SLtR83vpROilHZNYy7FuWtpadHe3k5KSgpOTk6/MnhSXZHyCb9MwsnJyaLOC8a1ra0NfX39AXzev38fpVKJtbU12dnZlJSUYG9vT3FxMenp6dTU1Ig6L5XNYPxL6RtsfD7K5ZG4TBSUNzs7m9dff11clW7bto3W1lbkcjl3794Vz5F7e3sHBP2vqqoS4W3Nzc0iXrW5uRmVSkViYqJ4qZObm0tGRgaAGHc5Pz9f7OC8vDyys7NpbGykvb2dN998k6SkJK5fv86bb75JQ0OD2LkCHUKg+6ysLJqbm2loaODu3bsolcpfrWK0tB4Ewc/PzycyMpKoqChKSkrEbCnSbB3Ce2q1muTkZKqqqmhpaaGhoUGMStfQ0EBhYSFr1qyhoqICeAAD27RpE87Oznz77bdUVFSgra3NvXv3xGDzRUVFVFZWisHom5qayMnJISkpiZs3bwIP4F7Z2dlie0qlEqVSSXZ2NrW1taxfv55z584BUFJSwu3bt6mrqwPg008/HZBUQOhjpVLJmjVrxLPLHTt2iGeULS0twIOEAVVVVaKDUW9vL11dXcTHx6NWqyksLOTMmTPk5+fT0dGBUqnk+PHj5OfnU1VVJR59Sfvm/v37lJSU8OqrrxIZGSnSVVNTIyJN6urqaGtro6KigpSUFPGeQtpfgmwA1q9fj4GBATdv3uTGjRuifiUnJwNQWlpKWVkZwcHBZGZmcu/ePVQqFVpaD7KqZGZmolKpeOuttwgNDeXevXuEhYVRXFwsBvjX0tIiJyeHtLQ00aAkJyfT1NREcnIyr7zyCjU1NeTl5VFfX09zc/OAZBPFxcXIZDLq6urIzMxEqVRSXV0tZphRKpX09fXR3d1NfX09bW1tlJWVkZaWJk7qQgIEIakGQG1tLYGBgZSWlpKVlSXSWlVVJYZeVavVVFVVUV5eLo6F9vZ21Gq1iM0XElaEhITw1ltvieNLMNaVlZUcPHgQgH379rF582YATp48SXJyMiUlJXR0dFBaWkptbS3wPzO63yOxohYUYseOHbz44ousWrUKZ2dnMcqY4GEkZNe4dOkSoaGhAOjq6rJr1y7q6uq4efMmzs7OVFVVoVAoMDc358svv6SwsBArKytu377N999/L2bxyMrKIisrS8R25uTk8NVXX6FUKvnss88YNWoU586dE9Ec4eHhTJs2TVy5ff755+Tk5HDt2jUxCYC+vj5/+ctf6Ojo4MSJE2JQfWE7W1xcLDraBAUFMWvWLKqqqrCxsWH//v1UVlZy/vx5PDw8sLCwAOAf//gHGRkZnDt3juTkZOrq6lAqlbi7u7NlyxYUCgVhYWE88cQTuLi40NnZSXh4OLNmzWL16tVYWVmxZ88erly5QkREBIaGhqhUKnR0dCgvL8fR0ZH333+fqqoqAgMD8fHxobm5mS+//JKamhp27tzJ5MmTefnll9HR0aGlpQWFQkFQUBBGRkYYGhri7++PmZkZhw8fxsTEhLi4OEpKSpg/fz4GBgaiK/PevXvx8fHhzTffZNiwYXh6emJtbc2tW7fw8vLi6NGj5OXlcfnyZRwcHMjIyGDEiBF89NFH5OTkiBHhjh8/TmNjI2fPnsXX15fvvvuOlpYWTp48ycKFC9m/fz9ZWVlcu3YNa2trCgsLUavVnD17FgsLC2bMmIFMJuOjjz5i1KhRNDc3c+zYMSorK/n0008pLy/n3r17uLu789Zbb1FfX8/Zs2eZMmUK3t7eAISHh2Nvby86DAkB/gsKCigsLMTExETcpYSGhlJUVERsbCzm5uZ89NFHdHZ2olarCQwMRE9Pj2HDhnHgwAG6u7s5duwYXl5epKWlcerUKbKysqisrCQ6Olr0qK2qquLMmTNMmzZNbG/9+vXU19ezd+9eysvLOXv2LGPHjuW9994jLy+P48ePc+/ePa5du4aFhQUBAQF4eXlRXFzM2bNnycrK4sCBA+Tm5lJcXIyDgwPr16+ns7OT7du3Y2VlhYeHByqViq+//pra2lpCQkJEJ7WdO3dSV1dHZGQkNjY2rFixAmtra06fPs3jjz9OaGgo8fHxtLe3Ex0dTUxMDCqVisrKSi5fvszMmTNxcHAQFzW2trZcvHiRKVOmkJKSgp6eHpMmTeLatWssXryYvLw8qqurWbduHXPnzh1wMfo/qfzhhloownbcz8+PIUOGcOjQIQICAsjLyyMqKgp3d3d0dHTIzMzEy8uLjo4Oli5dir+/P3V1dUyaNInbt29jampKf38/PT09DBs2DJVKhZWVFZ6enhw/fpy9e/fyzDPP4OrqyuXLl/niiy9wc3Pj+vXr3L9/n48//pgnnniCmJgYli1bRmtrK6+//jq2trb09PTw0ksvAQ9Wm7t372bhwoVUV1eLKZTMzMxobW3lyy+/JCcnB21tbVxcXERD9d133+Hr68u6detobW1FJnuAhsjPzycxMRE/Pz/S09PR0dFh3LhxxMTEkJuby+7du3FxcSE7OxszMzPMzc1xc3Pj8uXLPPfcc9TV1fHGG2/Q19eHsbExCxYsIDU1lRMnTqCnp8ft27c5cOAAc+bM4ccff0RPTw8TExOamprIyMhg/PjxrF+/HoD6+nru3bvHtm3bWLZsGXfu3GH48OE0Njayfft2zpw5w7Jly2hpaWHdunX8/PPPPPXUU6xatYqcnBy8vLywt7dn0qRJTJgwYUAskBs3buDu7o6rqys//PADp0+fJiMjA2tra+rq6rh48SLz5s2jtLSUlpYWtLW1ycjIwMXFhQ8//JBFixZRUlIiYo5jY2PFXceuXbsoLS0VnVx8fX3FdGzNzc08/vjjtLa28tZbb4kojGvXrjFt2jTgwcStr6/P+PHj2bRpk7gS9vPz4/XXX6etrY3e3l4mT55Mb28vjz32GA0NDXz33Xdoa2tz5swZEeFw584dTE1NRcTB2rVrWbNmDdHR0fT29qKvr4+TkxPLly+noKCAN954g6amJtRqNZ988gnDhw8nICCAxMRErK2tGTp0KImJiXh5edHb28uMGTMYP348DQ0NrFu3Tsz20tjYyFdffSUmm9DV1aWgoICuri6+/vprSkpKWLBgAYsWLeLGjRvIZA/w6m1tbRQWFoo4+XfeeYfg4GDu3r3LihUrePn/JdVQKBR4e3tTX19Pamoq+/fvZ+HChfj7+5OUlER7ezsTJkwgISEBIyMjTE1N2bhxI0FBQaxYsYKCggLa2tpobW1lzZo1LF68mEuXLvHss8/S2dkphikW4nQoFAoyMzNJTk7G1dWVMWPGcP36dRQKBX5+fqIDjIeHBytXrnxoHJ//9PJIHH0IZeXKlSLGdPny5ejo6DB//nwxkLyLi4uY5WL06NF88MEHYnB/W1tblixZwsiRI2lubhaDw0+dOpWamhq++eYbLC0tuXbtGjdu3CAiIkIMwA6IjhOhoaHiSls4ixOC0BcVFdHW1gaApaUlZmZmWFhYiEoieOQJsDnhTFiAKwEMHz6cmJgY6urqiI6OBh4gIGxtbVEoFFhZWTF16lTRCWTYsGFUVFSQl5dHZGQkLS0tmJiYkJiYSHx8PEVFReKWEh4Yw4yMDD755BOeeOIJVCoVBQUFaGtrExkZyY0bNzA2NhYx6p2dnaLLem1tLVFRUaIRDw0NJTMzk6ysLGQy2YCkBP39/XR3d5ORkYGdnR2RkZFUVVWRnJws4nvT09OBBy7uwpnrU089xb59+4iOjuaJJ55AX1+f6dOn09LSgqWl5YCEAcuWLaOpqQkXFxfS0tK4f/8+gYGBNDc3i56EMplM3B3AgzNQwZFJ6JsVK1bQ1dWFXC6nublZPPoS+ig+Pp7IyEiqq6vFs2R4EOnQyclpQH8JfHR0dPDee+/h6uqKh4cHERERjBgxAoVCgaOjI3/6058wNTWlq6uLjo4O8by6uLgYJycnfH19uXr1KqdOnUJPT09MwHDnzh0qKirEmN42Njbo6ekxfPhwVqxYgZubG56enmzbto3KykqUSqWok2q1WrxDkYYKUKvV4nGdALET7hbUajWxsbFERUXR2NiIjo6OyH9fX5/If1VVFXfu3BHlrKOjQ0FBAQkJCYSFhaFQKPDw8EAmk2FnZ8eSJUtwdXUV5dXZ2UlSUhKRkZFiXlHh/kLA7BcVFYnHf1IfBB8fH7788kvGjh3L3Llz2b9/P+7u7hgYGIjHpMLEO9jF7f+E8oevqKXnt66urgwdOpSAgADi4uJYtWoVc+bMwcvLi6ioKGpqali4cCG1tbWEh4ezZMkSXnvtNSorK4mNjWXs2LGMHDkSAFtbWxHUX1FRwauvvspjjz1GUFAQ2dnZzJ8/H5lMJgZgl8lkvPDCC5w9e5aCggK8vb3x8fFBpVLh5uaGo6MjBQUFdHd34+rqioGBAaNHjyYkJASZTIafnx8dHR0MHz5cDGLf1taGqakpu3fv5vHHH0dbW1t0l758+TJubm5MmzYNmUzGggULsLOzIyQkBCsrK3x9fdHS0sLU1BRLS0uOHj2KiYkJXl5ePP3000RGRlJQUCBuxTs7Oxk7diz9/f1YW1tTVVXFvn37GDNmDG+//TYuLi74+/tTW1vLBx98QHd3t4jFffLJJ2lsbOTMmTM4OzszceJEnnzySc6dO0dhYSHjx4/H29sbmUyGl5eX6CTh7OxMaGgo69atIz09naioKLy8vPD29sbb25uYmBjMzMzYs2cPK1asoK+vD1tbW0aPHk1QUBDh4eEsWLCA5cuXU15ezuzZs/H09CQ4OBh9fX38/Pyora1lxYoVABw7dgwnJyfGjh2LTCbD3d2dlpYWhg8fLroRC/EsZs6cSXBwMFpaWsybN09MgiB4Yfr6+gIPsODnzp2jq6sLX19fbGxssLS0xN7enqqqKl544QVKS0u5dOkSo0aNYsqUKTg6OqKrq4uuri779++nq6uLTZs2MXPmTNLS0sjKymLmzJmYm5tjZGSEnZ0ddXV1hIWF8eKLLzJhwgT8/f2xsrLixRdfxM7Ojlu3buHp6Ymuri7R0dHo6emxfv16JkyYQFJSkphGrauri5CQEBYtWsRjjz0mnjm7urpib28vekXW19fj6elJb2+v6IXr6elJc3MzTk5OmJiY0Nvby4oVKzh58iQymYyZM2cyZMgQbG1tsba2prq6mlWrVpGamkpeXh51dXV4eHgwZswYenp66OvrIzc3l9zcXDZs2CAe40nHooCXdnJyEo/HZsyYgbGxMS4uLhgaGtLS0sKsWbPIz8+nr6+P/Px87O3tMTc3Bx54WnZ2dvLUU09hZmZGfX09K1euxNDQkK6uLpycnERvRvjPuSD8d8ojB8+TCnkw2J0mImIwuJbmBd7DfpO2/Xtxlb8FE5O+IzxXU1NDTEwMTz755K9w2L9F++/h6ffK9bdk9ntk+q/aGuwZ4d6hvLyc5ORk0VAL9Wr28WDY1t+Swe/l91/Brx5W3+/Vi98j49+i5/fq7MOe/a+U38Ob8LeQVMPBwYH8/HwxqcbDaP1XPP87dA9Wt2b5n2aQH1YeGUMNvwDppX8L8WqFTtPECgsoEOF5zd+lhgD4ldOLpoEQ2tLS0hoAZ4OBwd01FUiK0hC2c5r4TuE3zSDxQnu/J0awZh1aWlriFlYaWlQa5F7qECBtV5C9VIYCnZrxhYV6hfCZUhztYLGIpb9J69DkBxhQp6YMNPGvAr1CXws8SWUudTSR1i81FFIc+mATiCATqWykshOQJQJ9UviZ8IymA5dUR6XJKPr6+sQkFNI+0uw3TVy3IHfNiU/4XhNbLcRv0VwQCegWzb4SaNJMqiG0L9UxQZ6aY1GTDqnuSXVVR0dngJOW8L7AkwAvFdqV9t9gffavJlapL8P/l0nvv6s8MoZaJnvgvipgXKUGVWrAB1Ne6YATDJzUAUHqXCF0oBT4LnSw8L6gLNLB9FsrcelzQt0PcwiQ0id8LzUi/w4PmhPRw2jW9JATjMhgRmUwA6aJW9fkdzAjJG0bGGAkpM9q8qIZqF9qgDV5B8QBPNjgk8pLc2KVGg1NR6PB5CId0JqrR6nuSPtWaoSF3zT5E87XhXo1jbimDkkXDVJ6NXXhYTottK3pACPtc0G20olA2pbUaEplrCk3zQlMKgdNL97fGkOafShdBEllKpWxdKxp6q2Un98a449S+cMvE+GXgXH48GHi4+PFgSF0zs8//0xVVZXomix0sHQFKVxOSJVMGpwcoLy8nMDAQLFe4bJCUE4dHR0RuiR9RuhkmUzGlStXePnll3nttde4fv262OnCc8I7Ag9C5mypkwUMdCqQOhr8Kx66urrYuHEj77zzDn/7299ITU1FS0uL48ePiwHitbW16ejo4Pjx42I9Al0qlYqffvqJvr4+kS6BVrlcTlVVFT///LM4yIR/UVFRxMXFDcqvYAgEPqR/C/xLV7dCW4NNOFKeNVd5crmcsrIyampqxLakRk7gMSQkhPz8fGpqakSs/a1bt0hISCA+Pl6UvWAUBH4AsQ6pzKSTz/Hjx8nOzkYme4D7P3r06KD8yOVyzp49S3FxsXgBJ/An/FOpVGzbto3e3l4yMzMH8KmpT1Jdl+qPpvyl2ckF+Wjq9K5du0hMTEQme3AJvXnzZlGmQl2au0mAyMhI4uPjxUtAQLyY1RyTAj0JCQlERESIv0t1Wy6Xk5aWRmho6K/GstAfwmepPkh3VcIuT6j7xIkTtLe3Dwh/IOiWNDlBbm4uwcHBA9odbCJ+VMoffpkIv5xn3rhxAwcHB5ycnDh69ChVVVW4ublx/PhxqqqqKCgowN3dnYKCAm7fvk10dDTDhw/H0NCQ2NhYrly5goODA1paWkRHRxMZGUlPT4+Ie25sbCQ/Px9vb29CQ0OJjo7GyckJQ0NDkpOTuXnzJvfv36exsREfHx/OnTtHSkoKrq6uKBQKcdIYN24c//jHP7C3txeDkwuBe4qLi8V2hRCbMplMjB88atQoAHJzc8WAN4mJiSgUCu7fv8/Zs2extrbG2NiY6OhooqOjqaurw8XFBXgQu/r06dNs2bKF4cOH8/nnnzNhwgRKS0tFLG96ejo2NjYEBAQwd+5cwsPD0dfX59atWzQ0NNDY2CiGmIyLi8PAwICLFy+io6ODkZGRGCj+1q1bREZG4u7uTnl5Of39/QwfPpxTp06Rm5uLh4cHubm5xMfHi84SVlZWosNHeno6kZGRIv1NTU34+/ujVCppbGzExsZmwFYXIDg4WEym2t/fT15eHnZ2dty/f5+Wlha2bt3KzZs3Wbx4Mbm5uQQEBGBkZIS1tTURERGUlJSIAY62bdtGUlISS5YsIS0tjbi4OHR1dTExMaGwsJCEhATs7e2Ji4sjPDyckSNH0tbWRkREBPHx8aJc+vr6xFCgycnJ3L59mzlz5nDgwAHMzc0ZMmQIJ0+exMLCAnNzc8LCwmhqaiIiIoLy8nIKCwtxcnJCX1+fK1eukJCQIKJ0hFCt69atw8HBATc3N86ePcu9e/fw8vKiqKiIuLg4oqKiRE9dgJSUFPT19ZHJZNy7dw+1Wk1cXByRkZFikP87d+6IOt3Q0ICPjw/wwBnp0qVLrF27lu+++47PPvuMd955h76+Po4dO0ZjYyP19fU4ODiQnJxMYGAgzs7OpKamEhsbi1KpxMbGhoyMDFavXo2zszNaWg88MTMzM5HL5QQGBuLu7k51dTUqlQpra2t+/PFHDAwMMDEx4dixY+jq6lJdXU10dDRNTU2UlJTg5uYm9tXQoUNJTk4mMjKSzs5OVCqVGLgsNzeX1tZWzMzMOHnyJOnp6bi7u3P06FHR29fd3V006G1tbfj7+1NeXo5arUapVHLjxg3a29vJy8vD3d39kV5RP1KGOjY2Fjs7Ow4fPoxcLufWrVu0tLRQV1cnevzl5eVx//59IiIiMDc358aNG+jp6XHo0CGGDRvG999/j52dHVu2bGHu3LkcPHiQGTNmYGpqSlFREcnJyTQ2NnLhwgVMTEzw9/fHwcGB3bt3M3nyZE6dOsW4cePE8KUqlYqgoCCWLVsGPPCay8zMpLm5GSsrK7766ivgQVzo3NxcysrKOHLkCIsWLWLTpk1MnDiRDz/8EAcHByIjIzE2NsbZ2ZmioiIOHz7M0qVL+fTTT+no6CA4OBh3d3d++OEHXF1d2bRpkxja0sXFBTs7O5qbm0lMTOSll17C0dGRvr4+kpOTaW9vp6KigpMnT+Lm5oaZmRnp6ekkJCSI0KV//OMfLF68mISEBORyOQcPHmTUqFFs3LgRHx8fTp06JQ4CwVli+PDhBAcHo6enJyIOqqurKSgoICMjg7y8PK5du4aDgwPR0dHMnj2b3bt3Y25uzieffMLkyZNFmg4cOIChoSElJSUcPnyYNWvWiNtULS0tDh8+TEJCAiNGjGDLli2MGjWKq1evijjdzs5OGhsbMTU1xdzcnN27d4vB7wV5Df9/0QLNzMwoKirCycmJvr4+AgICeOyxx9izZw+mpqYEBgaKjhZhYWEYGRkREBCAoaHhALlMmzaNY8eOMXv2bAwNDbGzsyMwMJClS5cSFBTE5MmT+eabbxg5ciSHDh3C0dGRDz74AB8fH0pKSqipqUGtVpOUlERjYyPBwcF4eHiwefNmJk6cSEVFBWPGjOHWrVusXLmSEydOUFZWRnV1Nbdv30apVHL+/HmcnZ05efKkGFD/66+/xtHREYVCwcmTJ2lububo0aN4enoSEBCAs7Mzn332GVOmTOHnn39mxIgRTJs2jf7+frKysrC1teX8+fO0tbXh5eWFu7s7u3btwsbGhtTUVK5evcqIESPYs2cPo0ePJikpCW1tbRISEnB2duann37i/7J33nFVHVvf/x7g0Hs5gPReRFAsKBgBK5hEojF2vbZYoibGxERvTEy3d6/GaGxRUVSUKHYTSyJWFDuKSJXe4Rw67x88e9/NEcy97/Pe5zHvx/X58OGcffaeWbNmzZrZM7+1VkhICGfOnGHkyJHi5FJRUcHmzZvx9vbmyJEjGBkZUVJSwt69eykpKcHT05ONGzfy9OlTXFxc0NDQYPPmzfTq1YuDBw9iaGjIvn37SElJoa616etrAAAgAElEQVSujri4OAICAkRnm19//ZX+/fuzb98+SkpKOHHiBIWFhZSUlIgevIaGhmICjsDAQAA+/fRTtLS0KCoqYu3atURERLBhwwZ69uzJqVOnyM/Pp1OnTi321F8mg/1SbH0IJGRVefToEVZWVri4uFBbW4u2tjaTJk3i3XffpbCwELlczujRo/nggw9oamoiPj4eIyMjzMzMcHBwIC8vj379+jF06FAxmD788+Ds7NmzmJiYYGFhgYuLC3FxcURFRTFo0CDGjh1LRUUFly5dwtLSEhsbG4yNjVEqlSKfcrkcY2NjsrOzUalUfPzxx8ybN4/Hjx9TXFzMhx9+KHpWjh07lh49ejB27FgGDBjA06dPgebYvyYmJmzdulWElb3zzjuMHj2arl27ip6FI0aMIDw8nJSUlBZtEKi4uBhDQ0OUSiU9evQgMjKS4uJicQV9584dRo0aRUlJCaNHj6Znz54iDnrgwIFMnjyZwMBAJk6ciIuLC1lZWSIGd8SIEUyfPp2mpuZ4yJWVlVy5cgVLS0sxDG1dXR2zZ8/G1dVV3O8T4ml37tyZkSNHEhkZybFjx9DT02PWrFm89957ODs7i84JwoC4c+eOGMq0X79+1NbWiq/ADQ0NKBQKOnbsyMCBA0lOTqZv376MGDGCiIgITpw4QXBwMBMmTKC+vh6FQoG/vz+vv/46Dx48ICoqigEDBjBixAjq6uqwt7dnzpw5XLp0CUNDQ6ysrLCxsaGwsJA333xTlMv48eNFuQDY2Njg5ubG4sWL8fPzIycnh8rKSszMzHBzc+PZs2eEhoYSEREBwN/+9jdmzJhBZWUl58+f54MPPmDIkCFERERQW1tLY2MjPj4++Pv7ExgYyPnz50V4oK6uLjU1NYwaNYopU6bQ1NQk6qGwrSbdiho2bBgTJkzA3Ny8hU6PGjVKjG8ukzXHKJk1axYPHz5k7Nix2NrakpSUhImJCVOnTmXq1Kk4OTlx7tw5hg8fzqRJk5gzZw4AgwYNYuLEiWhqamJjYyNCMbW1tfnb3/7GyJEj6d69OzNmzKChoYHKykpkMhmTJk3C3NycwsJCRo8ejZubG1VVVVRUVDBgwADeeustZsyYwfnz57GwsGDu3Lk8fPiQyZMnExUVxZtvvikemAPo6+tTXFxMbm4u8+bN4/PPP6d///7o6enx3nvvMW7cODF8QFZWFjU1NcydO5eZM2fSvn17ysrK6N27N2+//TazZ88mMTER+PPM5/9b9FIZaqVSib29PR4eHlRVVaGtrU1oaKiI2RQQGcJ/IZnAa6+9JhofLy8v3N3dxbgR6ggLgLCwMDEbtpubG6NGjSI2NpZffvmFnTt3YmBgQFBQkOg5GBQUhL6+PtB8Qt63b1/eeustQkJC0NDQYMWKFSxevBgPDw9MTU2pq6ujoaGhRdKDxsZGsR0ChYeHM3/+fCIiIggODubnn39mz5493LhxQ3QCAcT2AqLjzf79+1m1ahV//PEHw4cPp7i4mOzsbDQ1Nfnjjz84evQob7zxBt27d2fTpk2ikwM073PX19eL/Ak8CXwL2U+E6w0NDSiVSgwNDenatStVVVVoaGgQEhIixnQWvPH279/PhQsXRCQKNAdtd3NzQy6Xs379ejZv3kxhYaHoCCL0S4cOHVi+fDkxMTHEx8fj7OxMdnY2u3fvFvHqenp67Nu3D29vb86cOcPevXs5deoUYWFhlJaWivISkkbs2bMHPz8/9u/fz5EjR9i1a1eLPgkNDRWD0Xfo0AFbW1vRGArtr62tbaGn/fr147vvvqNnz54EBweLAerbtWtHQECAuK0h1YPGxkaCgoJYu3YtsbGxnDhxAm1tbaqqqtDT0yM/P5+LFy/Sq1cv0bj16NGjRUB+abZue3t7tm/fzqZNm8jLy6OpqUm8r7KyktDQUOLj44mLixNx0gIJyQSOHz9OYGAgubm5tG/fnvLycn744Qc2bdpEeno64eHhREdHs3nzZpYvX45KpRJ1qL6+Hn19fQoLC7l48aIoU6muCjpWXV1NWloaOjo6/PTTT9y9exdjY2N27NhBWVkZZ8+eFdODCQuJuro6QkJC+OGHH4iLiyM2NhZbW1tKSkrYvn07e/fuRaFQYGNjw3fffcc333xDXFwcBgYGYr0CH/b29ujo6LBs2TIxtICxsTGnT5/mwIEDrF69mo4dO7J9+3ZKS0tfyn3ql2LrA5pnehMTE9zd3enXrx/379/H2tqa4OBgLCwscHJywsjICIVCgZeXF46OjpiYmGBoaEjv3r0xNzfnyZMnhIeH4+joiJ2dnQiad/4vh4jU1FRu3LjB7NmzaWpqoqCggNDQUDw9PXFzc+PRo0cMGTIEf39/+vXrR2lpKSqVin79+oleeSYmJjg6OmJqago0p/oRYiKMHz8ePT09nJ2dMTMzQ6FQ4ODgIPJvbm6Ok5OTmDrJ2toaHx8fgoKCcHJyEoOxT5s2DU9PT8zNzXFwcMDY2FgsU1dXF21tbXJzczE1NWXOnDni3qi/vz9Pnjyhc+fODBs2DENDQwYPHkx5eTlOTk64u7tjZWWFpaUlHh4eODo6it8dHR2xsLDAw8MDV1dXXF1dcXBwwNTUFEtLS3x8fHB2diYyMlJMNhwWFiamibK1tcXR0ZHc3FyGDh2Kt7c3Tk5O4r6qj48PVlZWpKenY2xsTGNjI2ZmZhw/fpy+ffuKrtl1dXXU1tYycuRIOnToQOfOnXn06BFvvPGGmJatrKyMoKAgOnXqxO3btxk3bhyBgYGYmpqKzg/t2rWja9euFBUVERYWhru7OykpKQwbNoxOnTrh7OyMtbU1nTt3RiZrDhbVt29fbG1tsbOzQ6FQiHKxtLTExcVF9NizsrIiICCA7t27Y2Njg6urK/fu3aNnz56i05bQ7y4uLmKargEDBqCp2Rwof9SoUXh6euLs7IyTkxPe3t4UFxczYcIEcnNzaWpqok+fPqIjh5B42cnJCQ0NDTp37kxxcTE2NjZERETg4uKCs7Oz6MXbs2dPXF1dSU5OZsiQIXTu3FnUO+FtVYjyaGZmho+PD6Ghody/f5/AwEDCw8Pp0qULDg4OpKamEhUVhZeXF/b29lhYWGBubo6Hhwfe3t6UlpbSpUuXFrK3tbXF0tISLy8vPDw8sLCwIDU1lVmzZuHh4cHdu3cZP348gYGBdOzYkdzcXLp3705ERARGRkbY29vToUMHDAwMyM/PZ8SIEQQEBBAcHMzDhw+JiIggMDCQ/v37k52djbm5OYMGDRLHmr6+PnZ2dtja2gIQEhLC06dPcXJyYvDgwTg4OIjp4zp06MCIESN49uwZHh4e4uHvy7SqfingefB8DFspnAheDMqX4kKlECT15z/55BN69+5NREREC4hRa89LtxhaK1Od19bKaaujWztdbg1G9qJy2mq7ernC/v9/56Cktb75M7lIYVHCM4cOHRIDaw0bNgwXFxfKysrw8PBo0xlGvcy22i3VGenzbemHUO6LdEddVv83/dYaJO5Fevoi+bam+231VVu6+CJ+1GX4ojL+VT1tS3bqn9V1BVqOJ3Xe1e//s/56kX5IER8v64HiS2GoBcFIg/OrY1HVlRdaBlxvDUctBf5D86uYAC2S3i/Ar6SdJfADz+NXhX1BgR91DKiUN3XnA6E86bPSCaO1NqhjsaW8SjGz6hhcqWwEuUqhZup8SrdlBGrt/tba25oMm5qed/yprKxEQ0NDjEMs7UupLIW2CX2l3i9S/O2L+lwah1udN6lBaM05R7086QBXx0b/me4JfdEWTlyK/X2RfKWTrlQ/1ftLig8X6lLHYAvtUXdgEq4LvKjLRqhDyqvUoErbLzV4bTmtCIYSWjo/CWVJ2yBca22cSnVeKFPqf9Ca7IV6pc++jMb6pTDU/2n6s5n1Ff3nSDpxteakAS/vAc4rekUvC2n9bzMAbXv5qXvHqa88pfcJ96gb4tZeuV7R/xxJZa/+VvGqX17RK/rX6KVYUf8re15tGdy29g2lv/3Z/VLPP4HUV+DScoVnXhmZV/SKXtH/BL1UhhqaPdOE0+/Tp09z7do1zMzM8PPzE0NTVldXs2vXLgwMDBg5ciTHjx9HX1+f0NBQSkpKxMAxLzpsUd8OgZav4NI9NOkr+797iPKKXtErekX/XXoptj6Ew4ejR4/yySef0K1bNwICAsjPzycpKYnY2Fg+//xz0VC/++67pKSkUFtbi0qloqysDENDQ5KSkjh79izR0dE8ePAALS0trKys0NDQQFdXFwMDA3JycjAxMaGsrIyqqirs7e0xMjJCqVSSmpqKmZkZWlpaWFtbi4kChBjM6s+8MtKv6BW9ov8JeikMtUAVFRWim6m9vb2Yxun8+fNimihADHr/8ccf07NnTxYuXEh5eTkXL17k/PnzHDx4kF9//ZXt27fz2WefUVpaiq+vLxEREUyaNInp06fz7rvv4u7ujqWlpejFVVpaytOnT5kyZQoDBw5kzpw5yOVyhg8fjrOzM6NHj8bLywtTU1MxINMrY/2KXtEr+k/TS+HwIsBiNm3aJOYcjI2NZcSIEdjY2JCZmcnhw4cZOnQoABEREejq6rJ69WqysrIoKSnBzs6O7t27Y2BgwMKFC8X0Uvv27RNjH3h4eHD06FF8fX0pKyvjwoULbNy4UcySce7cOTG40Pnz56mrq8Pf35+TJ0/i4OBAQ0MD586dY9GiRQwYMAALC4tXhvoVvaJX9B+nl8KFXEBzfPbZZzg6OnLlyhW6devG+vXr+fbbb6mpqaG4uFi8f/To0dy+fRtXV1fOnTsnuuiamJhw4cIFMjIyGD9+PPb29mRnZ2NlZUVcXBzr1q1DpVJRV1cnepnV1dXh/F+BfA4cOMDFixcxMDDA2dmZ/Px86urqmD59OgYGBi08lqTuvK/oFb2iV/SfpJdiRS2sSu/cuUNRURG5ubm4uroybtw4YmJi0NfXZ/369aIbt4+PD3FxcVRXV7Nx40aampqwtLRk0KBBFBQUUFdXR11dHSqVisLCQubOnUtCQgINDQ2EhobSvn17DA0N6datG2lpaUyYMAEtLS1+//13ysvLsba2ZunSpeTk5FBYWMg777yDqakpOjo6BAUFiYF3BH5erahf0St6Rf9JeilQH8LWR0ZGBl9//TV6enr8/e9/x9bWtoWnkZTU3Uql1/9dd1uAGTNm8OzZM4qKilixYgVdu3Z9ru5Xe9Kv6BW9ov8NeikMtZTUXbClDjBSrzZ1N9vW3GEFDLS6O7i6m6+WlhYqlYo7d+6IwZEEpxppGYJLqjQ85/9N3IP/1/L6d+r/f8mv8Jy6w9GLMOvSOtXrfREvrcVl+Fee+09Sa+1T5+U/oR9/Vm9b8m7tPnVfgxeVrf5Z+l0d9tpWO9Xvk8Z4aYsH9WuttVH9vhfJrDV/iJd98fVSGGppp6kb5hc5vgh/0tx9bSmJFB8tk8me816Etp1cpLEO/hUj+D9FUr7/LKmnlD+hTf/TcQ1aq18ax+VfGdytxdGAf0I8/zf64GXF1v9Zf/93eZeO23/XSKvzI9C/Y2z/Kkb2/wW9FIb63yGhY/Lz89m7d68I28vLyyMmJoZZs2a1uqKoqqqisbFR3FeWZm+WBn6RBqupqqpCJpNhYGBAU9Pz2cOhZcwKQXmEa9IgPMIz0glFvQypd6Q0kJDQBmnwHuEe9YEilCctRxgYQjlSfqVBcqT8C/e21gZhYmhqakIul5OXl4dMJkOhUFBXV9di4AhtFGIly2Qy8VBWqVSKwZmkBljKu7ohaWhooLa2Fj09vVYTrUrlKfAhDSylLpu22qbex9I+EK61lsy1LdkJwbOkCwZpu6STrbT/hX6S9rm0P6X9J21Ta2+iUvloampSWVlJcXGxmAVHKp/WyhXkKSQ8ANDW1kZDQ4P09HQUCgUZGRnY2dmhr6/fYhJW1z9B97KysjA0NMTY2LiF7NX1XfguyEE4hxLqFzKZC2NGOjak/SRkCZLL5WhqamJpaSnqrHofvUz0Uhwm/jskdH58fDxKpZKMjAwmTpzIyJEjOXz4MN7e3piZmbW4d/PmzXz55Zdcu3aNuLg4wsPD+eOPP0hNTcXd3R2gRVJQTU1Nvv32W3744QdOnTpFSUmJmNJHUACpQdfU1OTq1atcvXqV9u3btzCA0sSjUmUQvkvLEpRRamCk1wRDqp5dWZCHubk5hoaGYpkCD9IyBKU+fPgwXl5eLeKjSHmQrnaEsqQDXppkdM+ePTx9+pSOHTu2kKXQzvr6ek6ePElWVpaYP2/NmjWsW7cOpVKJnp4ep06dIiAgQJSdtI1CGyoqKvj73//Oli1byMvLQ6FQiCmjzpw5g7e3t/i8tD1SWbYm49baJl3lS8sTrkmfzczMJCYmhq5du7bQEcGoaGlpcfDgQR4/foy3t7dokNV1SaorQj3qv0uva2pqsmTJEpz/K1a5wFNmZiaXL18mJSVFTNcVGxuLl5eXWIaGhgZJSUkcPHiQ0tJS6uvrsbGxEfkvLy9nyZIl9O7du4WuyWQy7t69y8OHD0lOTsbb25tz586xc+dOVCoV+/btIyIiQswxqi5zQf8OHjyIn58fGzdupLq6moSEBHx8fNDW1hb78OjRo9y6dQt/f/8Wq/WGhga++eYbLCwsSE9P59atW2LeQ6mRlhp4oc3Jycns27ePvLw8nj17Rvv27cU+kuray2asXyqHl3+FBOV/9OgRr732GsHBwSICxNfXl/v37+Pi4tJiNZqXl8eUKVMYMmQIBw4c4MsvvyQqKgpoTni7fv16dHR0mDBhAlZWVuIzn332GZ6enowdO5aJEydy8OBBLl26hJ2dHYGBgTg7O4tZKRwcHNDT0+POnTts3bqVPn368MYbb7B8+XLKysowNTUlIiKChIQEqqqqsLS0pHv37jg6OnLo0CE8PT05e/YsRUVFWFpaMmfOHKKjo8nOziYjI4OoqCj69OnDb7/9xunTp/H19WXkyJFoampy+/ZtZs+ezZAhQ/jiiy9EGKKRkREjRoxAqVSyYcMG7OzssLe3R1dXl5kzZ5KXl8d7772HTCZj165dPHr0iIkTJ3L69GnS09MZNmwY/v7+7Nixg7t372JtbU1QUBBdunQRjeycOXPQ1dVFJmtO/JuYmEi7du3Q1dUlOTmZL774Am1tbRISEtDU1MTCwgKVSkVGRgbff/8969evp1u3bmKm8q+//hpNTU0MDAwYPnw49vb24jnCuXPnKC8v5/Dhw/z+++9UVVWho6PDhg0bRAz+/fv3SUxMxMPDg06dOmFubk6nTp2Ijo6mQ4cOHDlyhMLCQoKDg3n77bfZt28fV69epV27dnTo0IHw8HDWr19PaWkpkyZNorKyktjYWIqLi+nXrx+RkZEA5ObmsmnTJqytrenbty/GxsZiQuXi4mImTpyIv78/q1atoqysjGfPntG7d2+g2RBeu3aNXbt24eDggIODA76+vkRHRxMQEICmpiZDhw7l1KlTWFhYcP/+fVJSUqivr+eLL76grKyMZcuWYWVlxb1796ipqeGnn37iyZMnfPTRR1RWVnL06FHs7e0pLy9HX19fTAdmYWHBqVOn0NXVpV+/fmLmH0NDQ+7du8eGDRtwcHBgzJgxJCcns2DBAgwMDPjkk0/ECaS8vJwDBw7g7u5OWFgYixYtwtPTk61bt+Lj40NpaSkbN26kvLyc6dOnk52dTXx8PIWFhYwdO5aioiJmzJhBU1OTOKkLBnXbtm1cunSJ4cOH09DQwJEjR0hKSuK1115j4MCBAGzcuJFdu3bh7e0tpiCLjY3l7t27InLr/fffR1dXl5ycHFatWoWJiQkKhQJvb29xMtDR0eHZs2ds2LABa2trJkyYgKGh4XNbQy8DvRQ46n+HBMGVl5djaGiIXC7HxMQEAENDQ4qKip57RrpKiYqKQkdHh4SEBHJycvj888+Ry+WUlpYyd+7cFs989dVXjB49Gg8PDxITEzl27Bjz5s0jLS2NxMRE9uzZQ01NDT4+PmRnZ5OZmcm2bdswNDSkffv2bNiwAZVKxcyZM/n1119JT0/nxIkT+Pn5kZ6eTnZ2No2Njdy8eZPk5GTOnTvHBx98QFFREdHR0fz+++80NjbywQcfsHv3bk6ePMnKlSvx9/cnJiaGHTt2AODl5UVwcDCjR4/mhx9+QFtbm8mTJ3Py5Enu3bvHmjVrGD16NO7u7uzYsYMePXoQGhpKZGSkOJkdPXoUd3d39u7dy40bN3BwcOCLL75g3759XL9+nU8//ZQHDx5w+/ZtlixZQmFhIXp6esycOVNcIR45coRBgwZx/fp1lEolfn5+/Pzzz/zwww/Y2dkxYcIE4uLiyMzMxN7ensTERDw9PamvryczM5PVq1ejUCgYN24cBw8epKCgoEWfv/7667Rv357p06djaGhIY2Mjd+/epW/fvvTp04fOnTszbtw4ampqMDIyIj09nbS0NACuXLnCkydPSExMZNasWcTHxxMbG8u5c+f49NNPycjI4ObNm6xatYrU1FQxb9/169d5/PgxM2bM4KeffhLTox05coTk5GQCAwMpKSnhyZMnXLlyhYaGBt5++222bdvGnj17yM/P57333qOwsFB8Bc/Pz2fVqlW8++67WFlZcfz4cR4/fkxqaiq+vr6cO3cOgIcPH5KRkcGxY8fo06cPBgYG7Nq1i3Xr1tG1a1fCw8MpLCzk8ePHxMbG0qNHD0pLS1m+fDmTJk3Cx8eHnTt30r17d8LDw+nVqxevv/46Xl5eFBYWYmNjQ1NTk5ioeO3atUyaNAlXV1dyc3MpKytj5MiR5OXlcfjwYWQyGenp6fzwww989NFHyGQyNm/eTEBAAF27dsXNzY2uXbuyePFiCgsL0dXV5ZNPPuH69etkZGQwdepUVqxYga+vr5jAQ0hRl5aWxt69e3nw4AFz5syhsrKSyspKMV/q1q1bqaioAJpTtr355pt4enpy4cIFAJKTk8UJoUOHDujq6gLw7bffEhQUxIABA4iJiUGlUolvM6WlpcybNw87Ozvu3LnDV199BbRM3/ey0F/OUAuGxdDQEJVKBfxz/6u6ulo02urPCK8/ycnJVFZWYmtrS2VlJc+ePRNTBgmxRKDZOCxYsEBcrR88eJCQkBCsra0JDw9HqVTywQcfEBAQwOHDh1EqlTQ2NjJ//nwsLCz45ZdfSElJITw8HGtra7p164ZKpcLFxYU+ffqIfNXW1oo57IKCgrC2tiYsLIzU1FSMjIwICwvDzc0Nd3d3Ll++jLa2NsbGxoSFheHq6gqAjo6OmBIrPz+fvn374ujoSFBQEJmZmSJmvFevXtja2mJkZISxsTF2dnZiexUKBW+++SZpaWmYm5tjZWXFW2+9xZMnT+jSpQuWlpb06tWL+vp6srOzxXRTAwYMoK6ujvr6euzs7AgJCaFz58706NGDoKAgiouLKSoqol+/fri6uhIQEABAQUEBw4cPJzc3l4SEBHR1dcnPz6dfv344OzuLGaGllJqayrBhw9i4cSMrV64kISEBCwsLTExMMDExQV9fn/v376NQKJg6dWqL/HdCWcHBwTj/V/qra9eu0alTJxQKBaGhochkMjIyMrCyssLW1paBAwfS0NBASEgIbm5u2NraisZiyJAhvP322xw5coScnBz09PTQ1dUlPDyckJAQdHR0ePjwIeHh4SgUCrp27UpNTQ0A2dnZLQKNWVhYUF9fL6bUEu6rrKyksbERR0dHevXqRXBwMHl5eSiVSvr370/Xrl2xtrbGzc2N+fPnc+PGDU6dOoWlpSVdunThtddeQ6FQiP3t5OREdXU1ycnJbNq0ScwrqK+vT25uLubm5gQGBjJkyBDs7OxwdHSkffv2dOzYkZKSEgAyMzOxtbXFw8OD0NBQiouLsbW1pWPHjri4uODu7k5paamYxqx///5Ac55SX19fzM3N0dbWxsTEBFNTU3E86+rqkpaWRkhICD4+Prz11ls0NTXRrVs33N3dsbW1paysDABTU1PMzc2xsbER+7WiooL6+np8fX0JDw8HEH0p+vfvT5cuXXB3dxfPSrS0tCguLhbfMgIDA+nSpQvwciJB/nJbH4Lw3NzcSEpKomfPngCoVCpSUlJEYyvdI9TU1GTTpk0kJSVx7do1Fi9ezI0bN9DX12fUqFEkJCSgr69PWFiYWE9jYyPr16/H0dERpVLJZ599xrx588jIyODq1av069eP3377jUePHlFeXo6NjQ0aGhqcPHmSzMxMKisrmT59Ov/4xz+4fv06Fy5coEuXLjQ1NSfn7dGjB+vXr8fGxoaqqiqMjY3FBK43btxg9erVLFu2jFWrVmFnZ0dDQwNLly5l/vz5JCUlUVFRgY+Pj8ivmZkZ69evJyoqiu+++w5/f39OnDjBli1bkMlkfPTRR2hra1NUVCS+3m3evJkZM2YAzZOGSqVi4sSJbNu2jQcPHtCuXTtmzZrF3LlzKSgo4Pz58wwePJjRo0ezf/9+ysvLCQsLIz8/H6VSKcq7trZWTDCrra1NZGQk8+fPJyAggKtXr9K/f3+0tLTIzc0lLS0NS0tLtLW1GTZsGIsWLcLf35/bt29TX1/Pl19+yZw5czA2NqaoqIiFCxfi5+cneo9ev34dJycnHj58yOXLl1m0aBH6+vrExMQQFBTEqlWruHDhAkVFRWhpaYkDtbS0lLFjx7J3715RH4Rs8du3b6epqYkuXbqIq31omVz2xo0b3Lx5k6ysLHGvv7HxnwmYVSoV48eP54svvuDatWvEx8eLmbw7deqEg4MD8+fPR6VSUV1djYaGhphAuKmpifnz55OQkEBAQECLMs3NzenYsSPTpk3Dzc2N9PR0CgsL+fXXX0lNTcXHx4eGhgamTJnSor/r6+vZt28fKSkp3Lp1i127dmFlZYWOjg4VFRX07duXkpISpk6dSm1tLWPHjkVbW1scC8IebkhICL/88guzZ88mNzeXL34K9CoAACAASURBVL/8kri4ODGxrZaWFmPGjOGXX36htLSU8PBwcnNzqa6uFnVDWEzt2bMHuVyOhoYGFRUVjBs3jq+//prTp09jZWWFm5ubKO/6+voW5wgqlQp7e3sqKytZsGABv//+O3369BG9lBsbG5HL5fTu3Zvp06fj5OTEo0ePxK2e6upq3Nzc0NPTIykpCZlMhr+/P1988QWffPJJiy2Ql4H+sqiPrKwstm/fzoIFC8SZcefOnSxYsOA5uE9xcTGPHj2isbERT09PLC0tKSkpQUNDAxMTE5KSkgDw9/cXn8nLy+PJkycAtG/fHhMTE8rLy0lOTsbR0VGMxnft2jU8PT3R19enpqYGHR0dEhMTCQwMpLKykp9//hlvb28OHjzIjBkz8PDwQE9PDy0tLZKTk2loaMDb25s9e/ZQWFhIVFQUmpqaODo68tFHHzFs2DD09PTw9PREV1cXpVLJrVu3xL1NQR7V1dXiq3NGRgalpaVict8zZ86QkZGBTCbj9u3brFmzhpKSEgoKCvD09ASa9+TNzMzQ1tYmLS2NnJwcOnfuTFNTE1u2bMHBwYHffvuNkJAQhg4dyv3796mqqqJLly7idkBNTQ0KhYLi4mL09PTQ0NCgvLwcKysrnjx5gkqlol27duJ+dFVVFeXl5bi6ulJbW0tBQQFxcXF4eHiwf/9+vvnmG7S0tFAoFOIBUV5eHikpKXTo0AE9PT1KSkpQKBRkZWWJxqKgoAC5XE7nzp3FKIs2NjbI5XLq6uowNzcnPz8fIyMjdu3ahaWlJVevXsXT05MJEyaQnJwsJmxVKpXU19djZmZGbm4ulpaWaGlp0dTUxM2bN7GwsMDe3p6SkhI0NTXR1tYWozTa2tqSm5vLs2fPcHR0REdHByMjIwAOHz5MaWkpSqWSrKwsvvnmG0pLS7GwsKCiooLHjx9jY2ODiYkJVVVVKBQKqqqqqK6uxsLCggcPHqChoSEmmk1NTaWqqoqAgAAaGxtJSkrCzMwMQ0NDLC0tKS0tpbCwEB0dHfLy8qitrcXb21s83DMwMBB119LSEicnJ7ENwkpWMLB1dXUkJSVhY2ODvb09BQUFGBkZiRnV9fX1efjwIRUVFS30w8TEhNzcXGxsbCgrK6OgoAALCwvkcjlKpVLUnUePHhEQEEBDQwN1dXXPyb66upry8nIUCgWlpaWkpqZiZ2eHoaGheP4jXRULsrKyshJ1QNj+MDIy4vr16xgaGuLl5UVaWhqOjo7/K1DPF9Ff1lCr46aF1Y70ZFwq6NawuFI8p0DS59TrgpYJA6T3t/a5vLycnTt3kpOTQ9euXcXXOfgnIkVATly+fBmlUknv3r2pq6tDLpeze/du+vXrh0KhaJF/rjVvSXVooIBg0dDQ4MqVK5w4cQJNTU3GjRsnwrHUseTScgRqbGxk9+7dPHr0CBcXFyZMmCDW21rbpfIWrkshjK3JWKgzNzeXXbt2UVpaSu/evendu/dz7ZF+bksWf1av8Blg79693LlzBwcHByZPniy2vS2P1Nb+t3VPazwKbb1w4QJnz55FV1eXCRMmiPvF0ntaa4uAelCH3AnUlp621kfC/a2NCykPbfWX+mehDnVMf2vyaau/XiT71nhWr1/9GXVZqfMhbXNb9b0M9Jc21MKBomCc6+vrqaysbLH3pW6o1THHrQ1e4X7pdcEISicHaD3zuBRH/WfGXr1udQxwa+1Q50F94mptgKo/L5D6gJN6Y6rX01odrfH5ogGp/l06KNqSV2v90pYBlpbZliwEOb/I4UJ9IlM3lur8taVv6vWrGyH1PpFisVt7rq1yhXIEo9SWvKW/qRuj1gynupGT8qbe961dk+pDa+NPvX6gRb3qE0Vrut6WEW+LP/VnWhvDL5vB/ssdJgqUmprK8uXLRXhaSkoKWlpaLF26VHzNFzqouLiYy5cvc/XqVXGPElpXxtYGFrTMmqyusNKVrHSwCEavoqKCgoICEX0iwLUyMzPFvTcpnLA1Q95a+cLvrSmXuoIJ+8bqXmTCf5VKRUJCgvgKn56e3kJG6pmf1fG+wn/1yUoqa+lk0JZxFhxapM9Jy5H2QWsDW4p3lspPOmilRlp4BRfKy83N5eLFiy2yaEudJgRdkA5idacndZLi5qX9WV9fL+7lSw2xuiwFvqTOINLfpPKXyrW139R/b02fpG96UkcV6Yq3urqarKysNidmdVnIZP/0ClZfLEh5lE6Q6jqqLhuBx4KCAioqKsjOzm6hX1J+BZ2V/hf+pDj51vDyLwP95Qy1oKznzp2jU6dOHD9+nO+++45PPvmE27dv4+vry/nz54F/esP9+OOPLF68mJiYGObPn49MJqO2tpaqqqoWrz3C4JFCeGpqasTYHgJVV1e3ANWXl5e3MBTV1dUtjO7NmzfZsGED0LyPW15eztWrV0lMTGyhsDU1NS3qEfiQ4lelA626urqFkZCiJATD39TUfAilra0tOpIIBzuCotbV1TF37lxiYmJ4//33SUlJ4fjx45SUlPD1119TUVFBXV2d6Bgh9ZgT/qvzI8hO6gHalqwEXqB560oul4uIntZWOcLBm7DXKJM1e55KeZH2r3C/MClqaGhQWVkJwMWLF4mOjhbllpmZSVxcnChPoa+FMlUqFZqamiKiQNCTyspKamtrRX4aGhqoqalpMWmrT+5S4yDsAwvfBV4FBMjixYspKip67l6ZTCbKWX0LQJhQpP0keHJWV1eLbRF+E9qqrn9SuSqVSgAKCws5cuQI0PwmW1FR0aIs4TmhjKamZuSVUqkU9VwwpsJhqnDPi2QptEfQL4C1a9dy/fp1Tp061So//z/QXw71IVB6ejodO3bEzc2NyMhIYmJiOHPmDBEREcTExLS4t7GxkSlTpvD6668zceJEzpw5IwLj33rrLbS1tVm4cCETJ07k3r17FBUVMXv2bLKzs9myZQsaGhp89tlnPHz4kH379iGXyxkwYACjRo1i0aJFlJWV4evry8CBA/nwww+xsLBAJpOxbNkydHV1aWhowMTERMRdOzo6Eh8fj5aWFp07d+b69evs379fdHSwtrZm1apVGBkZ4efnx+zZs1m2bBlFRUU4OzszYsQIPvzwQ4yNjamvr2fZsmUYGRlx/PhxcnJymDJlCl9//TWRkZHs37+f3NxcwsLCGDx4MDNnzsTS0hKZTMby5cvR0dGhqKiItLQ0tm3bho6ODnV1dTQ0NHD69GnWrVuHra0tCoWCQ4cOUVhYyMyZM0lLS2PatGksW7aMXr168dNPP4kHNZs2beLQoUMcOnQICwsLoBnPunbtWoqLi1uV1YoVK0SUwffff8/Tp0+pr68nJCSEpqYmQkJCsLGxYdu2bfTp04f169fj5OTE7NmzWbVqFTk5OVRXV4v48BUrVtDQ0MCbb76Jnp4eP/74Ix4eHqIs79+/j5+fH4GBgRw/fpz79+/j4+ND3759MTIyoqysjI8++ojq6moGDBhAREQECxcuxNTUlMGDB7N//35qamqYM2cOycnJnDx5Ek1NTebOncvOnTu5f/8+1dXVTJ06lV69elFTU8M333zDN998w+jRo1m6dCknTpwQnbSSk5Np164dU6ZMYcqUKfj5+dGjRw9++uknrK2txTfGdevWkZ6ejq2tLe+++y6zZ89GX18flUrF8uXLMTMzE9EXJ06coLq6GmdnZzZv3szy5ctZvXo1r7/+OtHR0TQ0NDBx4kRSUlKIiYlpVf98fX1FtMqVK1fYsmULHh4eREZGIpPJRA/G2tpaOnbsyOjRo4FmR7IFCxagra1Nbm4u7733HkZGRvz8889oaGgwbtw4FAoF8+bNw8LCgszMTL766iuys7M5duzYC2UJcOnSJdavX4+dnR2PHz8mMjKS+vp6ysrKWLp0aQt+1N/u/or0l1tRCwIXZlhTU1Oys7OJjo5m1KhR4kpHSpqamqxZs4bJkyfj5+fHgQMHqKiowNXVlXXr1nH79m26dOnCgAEDuHv3rggf27FjB5s3b2bhwoX88MMPPHnyhO7du/Pjjz+SkJDAunXruHnzJt26dWPfvn2cOXMGuVzO+vXr0dXV5Y8//gCacZ9bt24lIyODN954g+3bt7N582amTZvG+vXrycrKIigoiC1btnDmzBlSUlJwcXFhy5YtPHnyhFWrVnHp0iW6d+/OkSNHiI+Pp6mpSVTUs2fPAs2wr1u3bpGSkkJ1dTWnTp0iODiY3bt3k5yczNGjR9HR0RH5u3TpEgA2NjasXLmSFStWsGbNGqqrq7l//z6RkZEMHz6csWPHEhUVRdeuXenfvz+Wlpbk5eUBzSursrIyKisr+cc//oGbmxs//vgj58+fZ+fOnUyfPp3S0lK2bdvG9evX25TVxYsXATh27BilpaVs3ryZ0NBQ0tLSKCoqEldPZWVlZGRkUFtby9ChQ4mPj6ehoYGNGzfStWtXcnJyWL58ObW1tbi4uLBu3TquXr2Ktra2iHtuaGggOjqaMWPGUFlZiZeXF5s2beLJkyckJydjamrK6tWrefvtt9m1axfXrl3j6NGjKJVKBgwYgJaWFmlpaaJxWLJkCb6+vpSXl7N27Vry8vIYM2YMn332mbho0NPTQ0dHR8RdnzlzhqKiIu7du0dsbCwhISGcPn2a2NhYtLW1GTt2LDt37mTNmjUsWLAAMzMz4uLiiI+PJzg4mNOnT3Po0CHq6upYt24dvr6+xMfHt9B7Ly8vEhMTuXz5Mk+fPiUuLg59fX3WrFmDsbEx5ubmrFixgrS0tDb1LzExkfz8fKB5cVRfX0///v1FdM26devIzMwkICCAjRs3ikipjRs30r17d1atWoWtrS2PHz9myZIl2NjYiDq4du1aRowYwfLlyzE0NOTOnTusWbMGHx+fF8qysbGRTZs2sWjRIr7//nv09PQoLy+nuLj4OX7S0tJaPVj9q9FfzlALAjc2Nha9l9577z0++OADbGxsyMrKwtLSssUz9fX1vPHGG3z//ffMmTOHmpoaLCwsxOQEenp6ODo6Ympqyscff0xCQgJbt27FyMhI3E5oamoOQOTs7IyOjg56enpUV1djbGxMu3btGDlyJE5OTuIK0tLSUjQuDQ0NGBkZtdhWEV5x1cvV1dWlpqYGZ2dnoNnIC/haGxsb3nnnHby8vERXd3Nzc7Eee3t73NzcmDNnDoMGDRIDF0HzBCc4pQj8CdsOqamp3Lhxg6VLl9LU1MT27dsxMzMTIXQ6Ojo8ePCA33//nffff79Fxp3MzEwaGxtxcHAQ+REw1cL+q1wup6mpCSMjozZlJfCiToKsSkpKyM3NJSMjg169ejFq1ChWr17N9evXxWw98M9gRhYWFri7uzNkyBDefPNNBg0axOLFi7l//36L++vr63FxcQEQkxyrH+hWV1fj6urK7Nmz2b17N1euXOGrr77i+PHj7NmzBxMTEzEkQFRUFHK5HHt7e0xMTMS3BIDQ0FC+/PJLPv30U2JjY9HR0cHZ2RkNDQ1sbGwYMmQI/v7+WFpaYmtr2wK3Leyt6+nptbjXzMwMmUyGubm5uLcvbHl4eHiQm5tLUlIS06ZNY+XKlURGRlJdXS26Uwt46bb0z8TERNxCDA4OFuWemJgo4rNNTU1xcHAQV8lSfoU+FCCNCoUCPz8/Ro0aJeLDhXsEPVUoFH8qSylJD/kbGxtb8GNtbS2W+1emv5yhFgTu4+PDrVu3WL9+PdnZ2ezevZtDhw5x//59fH19W9xrYWFBhw4dRCWaN28ehYWFnDhxAkNDQ2xtbTE1NaWuro6DBw+KcR2GDh3K1KlT+eqrr3jvvffE1QCAvr4+kydPxtnZmQMHDlBTU4O9vb1ofExNTcVIfXV1dUybNg1/f3/i4+MZOXIkY8aMYeXKlcyaNQtzc3PR5dXa2hozMzNMTU0BkMvl/O1vf8Pf35/9+/dTUVEhKi4geuUJFBYWRmlpKd26dWP8+PGcO3eOMWPG4OXlRUREhGikpPy1a9eOW7duMWTIEHJzcxk5ciS6urqYmZnh7OzMjz/+SGxsLCUlJcybN08M9DN9+nTkcjnm5uYivzo6OgQGBhIVFcXs2bOJjo6msrKSiRMnvlBWQhsGDhyIqakpkydP5sKFC7Rr146hQ4eyadMmVq9ejYeHB0+ePCEuLg49PT3ef/99tLS0WLBgAdevX0dLS4tPP/2UgoICjh07hpWVFVlZWcTFxWFqasr06dOpr69n2LBh7NixAzMzMxHbLGCSjYyMmDVrFgcPHmTMmDG89tpruLu7s3XrVtFQ7tmzR1xhT506lTNnzpCUlES7du2wsrJCS0sLDQ2NFosGf39/2rVrx4ABA3Bzc8PFxYUBAwbQs2dPYmJixNyfQmiEiRMnMmvWLL799lt0dHR45513CA4ObnGvEIzJ0NAQe3t7lixZQmpqqqj7nTt3xtnZmd69e9OuXTtxK+PevXtcuHABc3NzFApFm/ontAXg6dOnHDp0SPSGlMvlzJ49G7lczuHDh5HL5aIsp0+fzp07d/j+++9JSUnB3NycefPmcfXqVS5fvoyxsTEfffQRR48eZcmSJWRnZ+Pu7s7MmTM5ffr0C2WpoaHBtGnTmD9/PvPmzcPExAQzMzP09PSe40e6WPkr018WnldaWkpcXBzjxo0TD3n09PTYu3cvQ4YMwcjI6DmokfBZOEysra0VPZCE36TXAfGgQwjkon763NDQQFVVFYaGhm1Cr6QoCIFP4UBFWG22BgdSh1RVVlaK0fEEUj8Vl9YvrKKFHJFtQZeEz0qlEm1tbXH1I/BdW1uLXC6npqaG2tpajI2NgebtJ6FcKZ8aGhpER0dTXFxMTU0NSqWSBQsWiNtSrclKXbYqlQpdXV1xpVVTU4NMJhNXVUqlUgzos3LlSpycnLh8+TIDBgwgMjISlUpFQ0OD2I9VVVXI5XKxH6Xlt4YuUJedoAuNjY2ic1N9fT0GBgZi+Zqamujq6rZZnvRQT72fq6qq0NfXfy7uubTdQv9K71XXxe+//56PP/74uX5R7x9pW9rSP3U9lMlkKJVKNDU1RQ8/QU5Cvwrl5+Tk8OOPP9K+fXtOnz7NBx98gK+vr3joa2BgwMOHD4mJicHLy4uzZ8/yzTffYG1tTWVlJVpaWs/JUl1XhDdJgRfhdyk/UnpRG192+ssaavWO+7PP0vi/8HymF6FsdaOnftKsHoNYuF5XV9cinGJr4H1pzGLpdXVjIYWbSa9JA+YL16UQstayzgj8tZZYQL1O9fZJeWmtXCkKQx1ulZOTw8mTJ9HR0eGtt95CT09PRBxIEQpSlIjQB1Je1OF86jqgoaHBrVu3SEhIwNfXl9DQUBExIZ0g1Q2lOh/q/aAOS5NCttQz/Ah8SBEubU0A6jIVdEhLS6tFH8E/UTzqfKn3p1R3BR5fNHbUHYfa0o+2npN+F9oujDFpCNmLFy9y584dQkJCRFd4dZTV6dOnSUtLo0+fPmKALuk96hO6wKd6v0phtK3JU6pX6uWp99fLSH9pQ61u8ATlUVe41gDtUiMHzycCkBojQTGEjha+C4oghTCp89iaQgtGQH2wSx1lBF6kBliqVEI90s+ttUt95dxau6SDQuBPWq9ULlJ5Sicq4R6pwgu8SeM0qMtM3YBKf5fyJnXpVb9P3Vi11j/qvAr8tsa/ug4Ik4a0/xsaGmhs/GcMDIE3KX8C39LJT12PBVJPLSfwIkD1pL9J9UDgQ1hxS8trS45SHqQ6J+iYtG7p/m9bxqy1fpH2l7QvBHrRouFFui9NJqA+2Ul5lvJRXV0tJhgQ2tzaWBa+v4wG+y+7Ry10mqBAQqepB20XlO7YsWPioePFixfFe4XOFAaZNHi7sDcmlCWXy7l9+zYnTpxoUadMJuPChQtcunSJq1evoqnZnLlCAOALWxyComppabWY2QUSVgE7d+4UVxZyuVxsj8CP0H6ZTMa2bduYOnWqGIZUvV0Cn621CxCx1VKDo6Gh0aJe6UAGWjwrZGuRyWQtEgYIlJqaKsZVEWQo3H/hwgWmTJnCiRMnxLoEOQkGUpCVtF6hHOE+IaOJTCbj0KFDPHny5Ln+E9op1C3IXktLi/j4eO7fvy/2iaAPwjOCTAQZ7tu3j5ycHHHbSvj98OHDJCUlceDAgedkLMivrKyMDRs2iHKNjo7m5s2bLXgVZKlSqdixY8dz+iL0jYaGBr/99hu7du2isbGR1NRUsYwXyVFqhKQ6J7wVtvas0BYpjwsXLuTSpUtoaGhw6tQpEhMTRd7q6+uZO3cuZWVloj5JZSjoGjRP5Nu2bePu3bstFltCWUK9mpqa7N69m+Li4uf0VfhLSEjg/PnzYrYXgOXLl3P16lUxVKvUZhw5coSHDx+Keqk+Ybws9JfFUf8ZSV/FYmJiOHDgAF999RU1NTXEx8fTqVMnEhMTqampwcTEBBcXF8zNzbl58yY2Njbcu3ePjIwMwsLC8PDw4Nq1azx8+JCioiJx9fLjjz8SGBhIUFAQ2dnZYlCk7Oxsvv76a5RKJYsXL+bs2bOoVCo6depEx44diY6OxtbWVowHLZM177nHxsZiaWnJxYsXGTduHLdv3+b3338XQ4SeOnUKmUxGeHg4WlpaLFq0iGfPnrFgwQIePXrE6dOn8fDw4NdffxUPUjp16kRVVRVZWVkYGBiQmZlJcnIyPXr0wN/fn4SEBIqLi8nNzeXtt9/G1NRU3Ero3bs3Xl5eQHO0OIVCgaOjIxcvXiQgIIBLly6Rk5PDiBEjKCsrIyEhAU9PT5RKJXfu3CEiIoKPPvoIOzs71qxZQ1JSEhcvXmTgwIG4ubmxefNmpk6dysaNG4mMjCQtLY1Tp04RFBREYGAgv//+O5mZmejr6xMVFSXKqqioiNjYWOzs7Hj99dcBOHjwIHK5nHPnzuHi4oJKpWLXrl24uLjQt29fbty4QXp6OmFhYZibm4uDtK6ujmvXron78n5+fjx69AgtLS0RChgWFsalS5d4+vQpkyZN4ubNm+Tl5WFlZcWgQYPEferq6moqKys5d+4cdXV1KBQK+vbty7lz56iqqqJPnz6YmpqSkJBAWFgY7du359ChQ6xatYr4+HiKiorE+M+JiYlYWFhw5coVNDU1MTc3Z+DAgZSUlHDgwAEx1KhKpUKpVLJy5UpOnjwpGu24uDg6depE9+7duXTpEllZWWhoaDB06NB/WedcXFy4cOECGRkZtGvXjr59+4pjKj09nf3796NSqQgJCeHx48fcvXuX5ORkPD096dq1KyUlJejp6fHgwQPOnz+Pj4+PGC3Sx8cHlUpFfn4+v/32G+vXr2f//v3APxMrXL9+nYEDB2JraytG1EtMTKSiogIzMzMGDx6MtrY2R48eJT8/n4kTJ5KZmcndu3cpLCzE1NSUfv36UVZWJp6VAJw6dYrHjx8zefJkHj9+zP3797l58yYDBgzA0tLypVxR/+VScf2rJN0OWbVqFV999ZUYGtXR0RE9PT2mTZuGp6cniYmJGBgYYGNjw4YNG2hsbGTjxo0EBgayc+dOnJycWLZsGV27dmXPnj107NiR2NhYMjMz8fT0FFEI/fv3Z+nSpdjY2FBbW0tdXR29e/emqamJFStW4OLiwoEDB5DJZGIqsO7du9PY2MicOXMwMzMjLS1NNPjff/89np6ebNy4EQcHBxYsWICvry8dO3akoqKCrVu3snnzZurq6khPT8fZ2Zna2lpmzJhBt27diI+Pp0uXLmRkZHD8+HHS09PZuXMnoaGhbNiwgfbt2/Pxxx9jZGREXV0dJ06cwNbWlu+++w4vLy/Wrl1Lx44dsbKy4tdff+XSpUsEBgaydOlS8vPzSUhIQCaTERcXh0wmY82aNfj6+rJ48WI8PT2xsLDg1q1buLi4IJPJ+Mc//kGnTp3YsmULdnZ2lJWVYW5ujqamJh07dmTGjBl4e3vz008/YWNjw3fffYe7uzsnT55EW1sbT09Pampq+PDDD7G3t+fSpUuUl5dz+/Ztzp8/j729PXv37iUqKoolS5ZgYmLCsWPHaGpqIjY2lsePHzNo0CC0tLT4+eefOXPmDO7u7uzZs4eQkBBiY2OJiIhg3759lJSUsGvXLurq6nj8+DE3btwQJ7rMzEyqqqooKyvjypUrhIaGAhAdHY2Li4toJHfv3o2rqyuff/455ubm9OzZE5msOaWYsPotKiqioKCAK1euoFKpOHv2LFVVVaxatYqRI0eyc+dOAgICiI2NRaFQsGXLFvT09Hj69Ck7duwgKCiI8vJydHR0KCgoICgoiIULF+Ls7MzPP/+Mqakp69atQ6FQcOnSJTGhw7+qcwsXLqRbt27s2rULd3d3Ed65ZcsWRo4cSXp6OsHBwTx48IC4uDh69erFpk2bsLe3F2O9L1q0iKCgIDZt2kRZWRl3796lffv2PHv2TGxXWVkZ77zzDgYGBly8eJF169bh5ubGxo0bcXR0ZO7cufTp04fLly8jl8tJS0vj2bNnPHr0iLNnz6KlpcX+/fvx9PTk559/JjQ0lD179mBmZkZRURFGRkY8efKEwsJCjh49ikKh4PHjx1RWVvLo0SOMjIw4fPgwkZGRz8EzXwb6/3ZFDbR4VSwoKMDZ2ZnGxkbWrVvHa6+9RmhoKOPHj+fbb78VX9uF19moqCjGjBnD48eP2b9/P2+99RaDBg2irKyMkpISJkyYQHR0NLW1tVy8eJGxY8cSHh7OnTt3MDIywt/fHycnJ2xtbcWA96+//jrbtm1j0qRJYrB9gJSUFORyObNmzSI/P5/Fixfz22+/0dDQgJmZGW5ubjx79oxevXqJnl/C4ZwQ0F2lUrFy5UrGjx9P//79GTx4sLiy1tLSQkdHB5lMxrhx44iKiqKwsJDTp0/j7+/P9OnTMTEx4YsvvmDnzp1oaWlhamqKm5sbpaWlQHN2lSVLlrBz505xhWlqaoq1tTX19fUUFxczbtw43njjDQoKCsjPz8fc3JwOHTrQ/T9IHAAAIABJREFUr18//vjjDwYPHsyQIUMoLy/nwoULNDY20qNHD27fvs2OHTtoaGjA1NQUd3d38vPz8fPz49133xWNCcDdu3cxMjJiypQppKamsnbtWjQ0NJg7dy4uLi4kJiaKsV+Cg4Nxc3OjsrISc3Nzxo4dK8LQrly5wqxZs/Dz8yMxMVFEvADifwcHB6ZPn853333Hhx9+iKOjI9D8djF58mT09fVZvny5qG9CCE5/f39GjhxJWVkZ9+7do1u3bkyfPl0c+L1792bVqlVkZWXRq1cvdu/ejaenJ+bm5pSUlFBZWcmsWbPw9vbGycmJcePGIZfLOXHiBPr6+nzwwQcUFhby7bffiol+hTC4tbW1ZGdnY25ujqenJ8XFxbi6ujJz5kzOnDlDYmIi0JzK7s90Licnh27dujFy5EhKSkpISUkhMDCQxsZGTp06hVwu5969e6KeDR8+nDfffBOlUsn58+extLTk/Pnz9O7dm8GDB6Oh0ZyzUNiWEpAd7du3F99QAP744w+0tLQwMzPD1dWV7OxsIiMjCQ0NJSYmhnfffZeSkhJiYmLIy8vDwsJCTKyck5PD4MGDGTRoEMbGxpw7d05Ef2hoNEepnDlzJn5+fkCzF+yoUaPo3bs3U6dOFbd7Xratj7/cHvW/StIZcerUqXz9f9g77/goi+3/v7PpvZJeIYFAgqGEjhC6qKhUG4qgV1CvKN6rWK4oihVB9CpNFFSatNC5YChpkEAgJCSBAClAQgohdZNsNmV/f+Q347MPG/Xe+/39XuKXeb14kd2dmefMmTNn5jnzOee89x7fffcdVVVVdOrUiSlTplBRUQFAYGAg69evZ/ny5TJIvID+1NbWMmzYMPbt28euXbtYv349ZmZm5OXlYW9vzzfffCPzCu7Zs4effvoJaHfIOXr0KKWlpbz88stYWFhQUlIiIUpWVlYyE0VYWJj0MFuxYgXnz58nJiYGS0tLWltb8fX1JSoqSkKbhIvwtGnTmDVrFkePHuX69ev07t2boUOHylgQjo6OrFixgm+//Zbq6mp5kty5cyeHDh1izJgx5ObmsmLFCpYsWYJOp2P69OnyssXHx0cuTFdXV9zd3fnkk0945JFH6Nmzp3RS6du3L66urhIm2dDQIF+NO3XqxPr164mMjCQ2NpbNmzeTmJhITEwMVVVVuLi4yNdyT09P9Ho97u7uDBo0SI5Dmdk8IiKCuro6Vq9ezeeff87AgQOJjo5m8eLFbNmyhX379hEREUGXLl1obGzE2tqaYcOG0dzcbLT4BgwYwJdffsmOHTvYv38/AQEBVFZW8v3337N9+3YZ98XKyorIyEg+++wzli5dKm3GArqnxOgKyJ4o4mJOmbW7tbWVgIAA9Ho9e/fuZcyYMfTo0YOGhgbMzMwYOHAg9vb2NDU1GdFbV1dHaGgoLS0tLFu2jK+//pqCggLMzc3R6/W4ubmxd+9eLCws8PPzQ6/X4+joyODBg6mpqcFgMBg5mHTt2vV3yZyIiSKcl6Dde9Td3Z3u3btz7733cvDgQerr69m0aRO7d+8mNjaW4cOHU1xczPDhwzly5AixsbGsXbsWc3NznJycWLlyJWvWrKG6ulrGVBFFhA0wGAwEBQXRvXt3KQvQfgATMjFkyBBp0ujduzf+/v5s2bKFPXv2sGbNGoYPHy5joej1egYNGsSXX37Jl19+yZo1a6QtW8zVH7X8qU0f4kbXx8eHu+++m4sXL9Lc3Mzzzz8vHS78/f2lEnRxceG+++6jc+fOBAcH4+HhgZOTk3R4yM3NZeLEifTr10++Os2YMYMRI0bg7OzMtWvXePTRRwkPD6d3797yAjAkJASdToeDgwOzZs0iKysLT09PhgwZIi9MhgwZwsWLF+nevTv33HMP0dHRdO7cmaysLIYOHUpoaCienp74+/vLy46IiAgiIyPJysrCzc2NF154AQcHB5kmq3///ly7do3u3bszYcIEzp07R3h4OG1tbTz88MOEh4eTmJgoF8azzz5LUFAQnTt3Jjs7m7vvvpugoCBpswsMDKRv375069aNPn360NTURFVVFaNHj8bLywt/f38ZLN/d3Z2ZM2cSHh5OVVUVMTExhIeHk5OTwzPPPENERAReXl5SQc2aNYvw8HAyMjLo27cvERERdOrUicDAQBwdHQkICJCB44cMGcL58+dl2qiePXtKU9Ojjz5KREQEMTExnDt3juDgYAYMGCDvIQTmNioqCo2mPbGBaDNo0CAuXLgg+R8UFCQT+gps7pQpU2SaKkdHR7y9vaU5wN3dnS5duhAUFISfnx9OTk4EBwfTtWtX/Pz8jC6CQ0JCGDJkCCEhIQwYMICamhoaGxsZNWqUHLebm5tMaeXk5ETnzp0ZP34858+fl3MaHByMt7c3PXr0wNLSUtrtT58+Tc+ePYmKipL92dnZERAQgKen578lcwEBATKVl6urK/X19YwbN47+/fsTHR2Ni4sLYWFhDB48mIKCAiZNmsSAAQOws7NjwIABdO/enZycHCZMmECfPn0YO3YshYWFREREMGrUKHx8fPD398fLy4vW1laCg4Px8/OTm0dISIis4+7uTnBwMA4ODnTq1Il77rkHnU5HdXW1lMN+/fpRVFTEiBEjGDlyJHZ2dnTr1g1fX19GjBiBpaUlVVVVTJ06FV9fX8lfDw8PAgICbkFM/RHKbQfP+3eKKXgemA5LqYbvddRefSts6ndlUbcRG4iyvfr7jvpU/63G0nbURlwArVy5kqioKAYNGoTB0B4t7aOPPpIJftVOQaZoVPPGVD1TvFXT9u+M99d4qJ4/9XM74rNaJky1McVn9UWTWh7UtCkXfUeIAtHGFB2/NvbfU0f0paZV/PbvzIGyD2WoV1NQO1N8VvPVVL8Gw63Y/Y5kyJQcqnn5W3L2R1LGv1b+VyhqMWFKPKt6opSxfsVvQtDUeFJ1G0tLS5KTk6mursZgMHD//fcbPU8pMELIzcx+cfIQdZSK0pSwmRJgg8EYVyu+E3Y2pQOBwPSqMcimcKlKLK2gSY1tVeJPlc8Vr/+irdKBRe1gJPpRYoSVeFhTm5qyT2Uf6vkRRfyuxlyr51z0q17Igha1XClpV7ZT8lypEE3JpJIvynpqupWHC6VjjVJWlfKixkIr+aicF/XmrN6UlTR2pHzVY1LyTLl2xN9CRgTSRtCtlG1TsiIw1Mr5FfILv2DE1dhvJS5efFb2reS1Wjb/KOVPa6NWFuWkKTHTtbW1MoC/cF5QLlq1QCjbigsRke/Nw8OD/v37061bN6qqqmQ+PNFG4D5FP+qFq8SCCoGtq6ujtLTUCMsrhEwp4AKjql604lnXrl0zUkoCF6tUBGqFqBbiuro6qqqqJI9KS0tJSkoywkWLBa3EHyv7EphcUzSKItqaOvWonW7KysqMTkvKzUqj0VBcXCxtn8KWW1ZWJhWBEvct+KGmXaPRUF5eLjPWqzcu8XzxvJMnT6LRaKivr5dzJ/pWnj6FLJqaE1ObkbKdEhMt2puZtecRFTGllf2pNx0h92LcSpx6eXk5169fN5oDpZyKejdu3DCKB66ea2VbIRfCrwCQ2eyVeG2DwSDnSMk30cfNmzeN4lsreWRubk59fT3FxcXys3JOlWtfiRVXz72Sp3+k8qdX1ELItVqtXEwffPAB0H5BYyqAv9i1a2pqjIRTGRhfeQKOjY1l7969MgDQypUr+emnn0hNTZU0QLuwqYOiK092Gk27F5pIBpqXl0dcXBzQfqGmDGLf3NyMVqs1UiqNjY1GigygpKSE6OhoUlJSgFtPjEKpiMXSUYD9+Ph41q9fL3l07do1du/ebdSn6K+hoQG9Xo+5uTmNjY3o9XojBSR4q1SwTU1NcuFv27aNrVu3otG0B84X8VZEf2Zm7UluP/30U+AXz0fBX3ERvG/fPkpKSuQpt6ysjI8//liewmpqamSbhQsXyvkWvOgoML2S92LsmZmZvP7666xbt46FCxdSUFBAcnIy2dnZfPHFFwAyHKzyUk/9QquMrmhmZiZt+GqFqdfrpQwKOvfs2UNlZSVff/01Z8+eNZqTX5MrkUDg2rVrzJ07l9LSUgD5bOWbkuD/J598YpQFSPBLxDwRRbxdVVZW0rdvX06ePImZmRkff/wx06ZNk/IjHGNKS0vlvCozwgCsWrWKkydPymeKg4tIqHHt2jXi4+PJysriiy++MHrTut3LnxaeJ4TY3Nyc7du3s3//foYOHUp9fT1fffUVERER2NvbGwXwF9H43n77bc6ePUt+fj5dunS5JVD/kiVLsLe3v8V+Bsj/LSwsWL58ObGxsTg6OvLxxx+zZ88e4uPj0Wg0/P3vf2fDhg0kJSXx+eefExgYyPXr11mxYgUNDQ3cfffddO7cGSsrK7777jsSEhLQ6/U888wzREVFsXjxYpqbmxkzZgze3t589NFHODs7ExQUxFtvvSVNCLt27eLxxx8nPj6eYcOG8c4777BgwQIyMzPJysrC39+f9evXM2zYMEJDQ/nhhx8IDQ39zQD7I0eOxN3dnW+//ZaBAwfi4+Mjg/r/85//JDw8nCFDhrB+/Xrc3d2ZN28ebm5uGAwGGSfYzc2NF198kb///e9SCS9YsIC1a9dSX1+Pt7c3O3fuxGAwMH/+fI4ePcru3btxdnZm5syZXL58mb/+9a/o9XpWrFjBv/71L44ePYq5uTmvvPKKdK1eu3Yt8fHxEqYobPN1dXUMHDhQxkd2dnbm5ZdfxszM7JbA9Pfccw+tra3cuHFDJiUYMGAAU6ZMAeD8+fPY2tqyfPlyqquruXz5Mo2NjWzYsIEtW7bQt29f0tPTOXDgAL169aJ79+6Eh4fTq1cvvvjiC/r27cs333yDvb29TBYxf/58GhoaqK2tZdy4cTz++OMYDAY5ZmgPK5uXl8cnn3yCvb09Z8+eZcWKFZw+fZqvv/4aW1tbSkpKWL58+a/K1fPPP09qaioZGRnodDrmz59PfX09FRUVzJw5k4CAAD788ENaW1t5+eWXgfZkEM3Nzbz55pvY2NiwatUqWltbeeyxx9Bqtbz//vu8/fbbxMTEoNPp6Nq1K2vXrsXZ2ZnDhw8TERFBa2srS5cu5caNG3Tu3JlJkyaRk5PDiy++SHNzM5999hl//etfCQ0NBdqV9bp165g8eTLjx4/ngw8+QKvV0q9fP6Kjo6mvr5c879evH0OGDJHmuT+aOePfKX9a1IfyNCFSKz344INERUXR1NTE9OnT+fjjj1m3bh3+/v589913tLS0EBERgYWFBRs2bGDixIls2rQJGxsb8vLyWLNmDenp6dTX1xMeHi5tkRkZGej1egYOHMi1a9coKirCYDAQEBDAokWLOHXqFGfOnCE2NpZBgwZRWFhIVlYWNTU1jBs3jkGDBgHtgl9SUsLAgQNZt24dbm5uNDY2UlxcTExMDNOnT2fTpk0kJydTU1NDVFQUGzZswMXFhfr6er7++mvWrl1Lnz59cHNzk/Cr9957jy1bttC/f3+OHj3KuHHjKCoqIj8/n9raWurq6pg+fTpnzpzh2rVrPPvss8THx1NWViYzqRQUFNDQ0MDXX3/Nhg0bcHJyorGxUeJ0XVxciI+Px97enqysLGbOnMn169c5e/YsU6dOJSgoCEtLSw4fPszq1auZPHkyu3fvpqWlhUuXLvHll19y48YNqqqqJJogPDycLVu2MGPGDFpbW9mwYYN0AGlqaiIlJYW1a9eSk5PDxYsX2bRpE4MGDaKgoICMjAwsLS0pLy8nPT2dVatWYWtrS15eHvn5+Zw9e5ZRo0bx9ddfM23aNBkeVZio/vGPf/DBBx/w0EMPsXfvXrp3705eXh7x8fFUVVXRq1cvVq9ezX333SeVq4WFBUuXLsVgMGBlZUVeXh4TJ07E0tKSJ598kgEDBhAXF8ezzz7LuXPn8PX1JSAgQOKjm5qa+PLLL9m4cSM5OTk4ODiwaNEiLl26RE1NDUOHDqWtrY21a9eyYsUKTp06xYABAxg1ahSHDh3ixo0bjBo1CoPBwMyZMyUa5bfk6oknnmDt2rVMnDgRd3d3mpqasLa2ZuHChZw5c4aWlhaOHDnC66+/zuTJk7G3t+fgwYPMnTuXPn36sHPnTo4cOSIRRzt27MDW1hZnZ2eefvppAK5fv05tbS09e/bkqaee4tNPP6WhoYGrV6+yd+9eHnroITZu3Ii9vT3l5eWsXr2ajIwMampqOHfunFxH0dHRzJ07l/Xr15OdnU12djYjRoxg3bp1ODs7U11dzYMPPoi1tTVPPPGEtIULnXC7lj+t6UNpBxVxfN99913Kyspoa2szwuYKm5eFhQU9evTAYDBgb2+Pj4+PyUD9jY2N6HQ6abJwc3MjJycHgOzsbOzs7Ixe2UQRWGERFN3CwoKuXbvK39vafgl6PmPGDLy8vKRDg5+fHy4uLlhbW9PU1ISbmxtBQUHMmDFDnqShHTst8NbJycnk5OSwbNky6cZrbm5OZWUlV69epaKigocffpihQ4fy6quvEhkZybRp0/joo49+V4B9aBf+6upqo6D+06dPl+aluXPnsnz5cpKSkoD211lra2u8vLyYMGEC0dHRODk5YWdnh5ubm6xz8+ZNQkJCeOmll9i2bRs7d+6U4VWFGcrf3x8AV1dX+fou+Dtp0qRbclAKHre1teHs7Iyfnx/Tp08nICCAqqoqIwy0uo2Qp9bW1lt4D+1uya6urqxYsYLY2FgyMzPlW1ddXR0AX331FcHBwdx1113U19dTWVnJ9evXqaiowMLCQiZfcHZ2viWRgpBlkdbN0dERLy8vfH19cXZ2lrSbmZmh0+mM2v9euRJ4b+WFprKIE2lzczPOzs4yjruQD3d3d8LCwpgxYwbW1tYy/ICgv7q6mkcffZTPP/+cvn37Smy08AqeOnUqYWFhMk65m5sbtbW1EupoZmZGcHAwLi4uWFpaotPpbplHYWYT8llWViZNQ7ezCeRPq6jhl4k5ffo0hw4donPnzkRGRtLc3Mzhw4d5/PHHjQL4d+rUCZ1Ox0MPPURUVBRbtmy5JVC/i4sLjo6OfPLJJ3IBjh8/Hi8vL6ZOncrJkyd55plncHFxITMzkzlz5lBTU8NLL73E9OnTOXz4sAyK7unpKS/jAF555RUZ9Nzc3BwfHx8cHR1xd3fHxsYGMzMz7O3tmT9/Pjqdjj179mBlZYWPj4+MN+Hp6SmTG6SkpLBkyRLpUZiXl8e4ceOYN28e+/fvJzQ0lJSUFA4ePEhUVBQlJSXs2rULZ2fn3wywLz5PmzaNlStXGgX137FjB0FBQbS2trJx40Y8PDwI/r8ZQ8aOHcvYsWPZunUrZWVlBAQEyIXp6OiIpaUlgwYNIjk5mUOHDrF//36ampqYOHEiQ4cO5eGHH+b999+nra1Nbp42NjZERkby/PPPy6Dzfn5+2Nvbc/fdd9O7d2+efPJJtm/fjru7O7Nnz8bV1ZUdO3bQ2toqY5h8/fXXci5MBaa3t7fn1VdflbwX6bUAgoKC+PLLL5k8eTL9+/dnwIABQLuDTmlpKT///DPHjh3j8uXLfPXVVzz66KNs2rSJDz/8EB8fH5ydnY2SRTz11FM0Njby7rvvkpmZiZ2dnaTNx8cHaHeqEjG2PTw86NSpE5aWlgwZMoQ1a9bIlHTz5s37VbmC9iw7dnZ2WFpaMn36dC5evMiLL75Ifn4+oaGhPP300/zjH/9gzpw5FBYW4uvrC7Sb+Ly8vJg/fz4FBQUcPnwYZ2dnvL29pUxCe8xoDw8PbG1tefjhh9FoNNja2vLYY48ZrbWAgACjpBiurq5GhyThNWpnZ8cLL7yAq6sr27dvx2Aw4O/vj62tLREREVy7do3jx4+zdu1aCgoKjPTB7VhuO3ieEgpkCnLVEQZTq9VibW0tPa9aWlqkvVLcAitZYTCYDtQv+jPFNmU4RVFHBKgXF0IdBZgX/aqDnqt/V55qdDqdTJBgqp76ta+5uVm6OQvXcsCIN78nwL56LkwF9ddoNNjY2EhloQ5kr9VqsbW1NYJoKcfX1NQkPQBbW1ulompsbJRoG1Pt1PwVvyszsQNGfBZ3DM3NzUYB8TsKTK/mvfheZMu2tbU1okmMQVzWmpmZ4ejoeEtSAGUbrVbLF198QVhYGAkJCUybNo1hw4YZwSE7WhtqWVSPV80zdR/if51OJ9+qlBeYan4o+SWSKajHo/xfPYaO1tqvmSqUvFUnCRDfC0SUmobbsdzWihqMsaACEaGeGIEKUOONW1tbjRSFEjInlJwI/ai8jDB1Y6/GeYrnie/Ezbv6eaYuJMW4RF31hqTE3IpnKL9T0qnmhRJSpvysDqCuHpOpzc9gMEikhhqmJehUj1F8r0RMKNEfyvGp512Yp1paWoyQK+LvjvirHrPoy9z8l4QPwrQhaFBilZVmNDXvlTBHdZ8ClaCMxaysr6ZFKU9mZmacPHmStLQ0evXqxeDBg2/ho3o9qMep5OfvmUslHFA9R8pNX1lPtFfySylTgndKfLJyDMpnKYP+mxqreswdJQlQzpGpdXE7lttWUbe0tJCbm0uPHj2MJj0nJ4du3boZpZNStlMKtLJPMI51rRZipfJS2/DUdTo6pShpUS6mjhagsv+OnqH8bKqOqb9NFSHI4p9y0zJFh/I75ZjUPFH+rd4wlMpEucBM/a7ki6kNTqmUTPG1o7/VtJkam3iumucd8UApH+r+TfFU2b+aNlO8VbdT1lfyUP17R6dcJV/Vm6RaFtQHAFGUbU3xVdmfKfpMjUE918p2yjH9Wr+/tXbUtP5Ry22H+hAMTUtLY/fu3Tg5ObFx40bS09NxdXWVQdsDAwPlLpuVlcVPP/3EyZMn0ev1BAcHk52dLQM0mVokqampbN++nbS0NJnwU3myLSsrY8+ePVy/fp2ysjICAwNvOaXCL6dKjUZDamoq7u7uRtkmwPgkr9FoSEpKQq/X4+HhgZmZGf/6179wdHSUNmK1gJqbm3P+/HkaGhqknVN92lSfMjUaDY2NjRKHm5KSQnBwsNHpTrRVKx7xf01NDT/++COJiYm0trYaxQVRe361tbVJc4fakSM9PR2NRmNkShDOCY2NjWzcuJHGxkbOnDlD9+7dOXz4MJaWluTn51NUVCRPVxcuXMDX19dIWatPxII+gUXfsmUL1tbWVFZWUl5ejqenp5E8qE/CSgVqajMzNzeXiQAcHBy4fv0669atIz09nYsXLxIaGipNRALXf+nSJfz8/KitrTW6wDUYDPLtQRTlXCjl0czMjJSUFDw8PIyyvagVkSlFJ/DyqampBP/fuwSlbJWVlZGXl4ePj4+sb4ofyv6uX7/O+vXrSUhIwMzMjICAgFs8/5T0maJB/XagXjNXr14lLy8PX19fk5uhubk5ly5dorq6WkJD1by4HZQ03IaXiWK3TUlJITo6GgcHBwICAvjhhx8oKiri7rvv5sSJE8AvLt67du0iNzeXLl26sHz5crZv305tbS1Xr14FICMjg/PnzxudCtatW0djYyM+Pj7Mnz9fQtEE4F6n05Gbm8uVK1coKSkB4MyZM1y8eNHotdDc3Jzs7GwKCgrYtGkT9fX1NDU1kZyczM2bN9FoNJSVlXHlyhVpE121ahVPPPGE7PP++++nuLgYgMzMTC5duiQXS3FxMYWFhcTFxXH69Gmg/fL04sWL8qZdQOtu3rzJ6dOnuXnzJnq9nqVLl7J48WK0Wq1ErZSVlXHq1ClpV62oqODcuXMUFxffcjLJzc0lNjaWnj17snz5chISEqivr6ewsBAzMzOysrK4ePEiZmZm7N27lxdeeEGGZU1LS5ORCjdt2sTVq1eprq6W3mcpKSnS2SYzM5Pr169TWlrKtm3b+Pjjj6mrq5MhWCsrK8nNzWX79u3k5eVJZ5ri4mIJlUxLS5OZXwTaIj8/n3nz5rFr1y7Ky8spKipCr9dz6dIlLly4YKSIhRNIbW0t1dXV1NbWcvnyZXJycuRc5OXlce3aNbZt20ZeXh7Qroh8fX2prKxk+fLl2NnZce3aNemAVFlZKbOkz5s3T4aIBSgtLZUQQ71eT0VFBWfOnOHmzZvS4SYnJ4fz588DsHHjRjIyMrh8+bKkKTc3l4yMDKmUWltb5VyWl5fT0tIiPfouXbpEY2MjV65coaamBp1OR3Z2NhkZGezdu1euwXPnznHixAny8vKorKyUjjSlpaVyzSUlJZGWlkZMTAyffvqpzKBz6tQpGYtbo9FIHgq+5ubm0tjYSFFRkXREa2ho4Pr165w+fVo6BAFUVFRw+fJlAC5cuEBGRgaAdJzJz8/n0KFDEnF09uxZOV9i/VdWVv7m2+Yfodx2J2pxiti1axfR0dHcddddXLlyhczMTN5++22ZaWTs2LHSBp2cnMzQoUO57777GDFiBN9//z1mZu0XOufOnePAgQOkpaVRUVFBr169ADh8+DAjRozgnnvuYf/+/Tg4OPD555+Tl5fHkSNH6NOnD9nZ2djb2+Ph4UFqairHjh3j+PHjNDY2SpPMqlWr2Lp1K+fPnyc9PZ3JkyfzwQcfUFpays6dO+nRowd/+ctfKCwsZOzYsZibm0uMdUNDA0ePHsXd3Z0xY8awd+9eduzYwbFjx6Td79VXX+XmzZsyZnZ8fDzx8fEkJiZib2/Pjh07WLlyJYGBgXzyySdUV1ezaNEinJyc5CkvKiqK3NxcXF1deeuttygsLJRjnDx5Mg0NDfzwww8MHjwYZ2dn+aZSWFhIZWUls2fP5uzZs2i1Wt599100Gg1paWns2bOHY8eOAXDlyhX27dvH3XffzerVqzl16pQcv4BMrl27li5durBo0SIKCgrYsWMH0dHRZGVl4evrS0NDA2fOnMHKyory8nLs7e0ZPXo0n376KV26dGHdunVUVVWxa9cuIiMjeeCBB+jUqRNJSUmcOXOGuLg4PDw8WLt2LatXr+bRRx9lypQp3HvvvaSkpKDRaFhUw8JZAAAgAElEQVS2bBlpaWkcOHAABwcHQkND0Wq1zJ8/nwceeICtW7eSl5fHpk2biIuL48iRIxL7u2jRIsrKyti/fz8PP/wwnp6e2NraEhkZydatW3njjTfQarUsXryY0tJSjh8/jp+fHxcvXqS4uJhjx47Rs2dP1q1bR9++fRk5ciSTJ09m2bJlGAztySeqq6t555136Ny5M+np6Xz//fckJyfj4OBAeno6OTk57N69Gx8fHy5dusT69evJzc0lJyeHgQMHSmerwYMHM3XqVMLDwzl48CDXr1+nra2NrKws5s+fL0PHFhYWsnPnTgICAhg2bBgGg4GkpCS++eYbjh8/TmtrK7m5uURFRTFv3jxGjhyJtbU158+fp6CggH79+hEfH8/EiRP54YcfOH36NIcPH8bFxYULFy7w+eefc+PGDd577z169+5NaWkpWVlZLF68mKtXr3Lx4kV0Oh0vv/wytbW17N+/n3vvvRdoV87l5eXU1tbyww8/kJubS0FBAZ06dWLevHncvHmTbdu2ce+995KZmcmBAwc4efIkBoOBhIQEFixYwPjx441O23/UctspavFq9fPPPxMZGYmvry9+fn7U19dz7NgxoqOjOX78uPQks7CwICkpCU9PT7p27YpGoyE+Ph4bGxtaWlrYtm0bERERWFlZkZGRwQMPPAC0x9xNTk7m/fff55VXXiEtLY0HH3yQ2bNnk5qaSnl5uUQXaLVadu7cSe/evWltbeX8+fPce++91NbW8u2337JmzRpGjhzJ6dOnaWho4NixY4waNYrs7GwMhvYLuYULF0q0wO7du3n++ed57733GDVqFJ07d6a2tpZz587x1VdfERMTw3fffScD2D/22GOUlJTQ2toq6dDr9Vy9epWWlhbpdTZq1CiefvppSktLCQwMJDQ0lB49ejBw4ECOHDlCdnY2jzzyCM8++ywnT56kpKQEjUbDp59+SklJCXV1dfTo0UNeYN68eZOlS5dy6tQpPDw8mDZtGjk5Obz00kts3LiR1atXM2LECOkYIhIJnDhxgmXLlhEcHMyWLVtwcHDgjTfeYMuWLSQkJODv78/8+fOprKwkNTUVOzs7HB0dMTMzo0ePHnTv3h0nJyd0Oh1RUVH8/PPPBAYG0tzczEcffURycjIGg0GGlV2wYAEjR46kurpabgpPP/003bt3x9XVFSsrK1JSUjAzM6OyspK3336bbt26cfToUUaMGIFOp+PQoUM88MADcs6qqqp46aWXGDhwIAcOHODChQu8+uqrTJw4kfT0dCIjI2Vo0x9++IHq6mqefPJJFixYQGtrK1FRUaSkpEhv13HjxtHa2srMmTM5efIkBQUFNDU1UVNTg7W1NVevXuWee+5h1qxZVFdXo9Vqyc7OZtmyZTz00EOEhISwb98+PvroI7p27cqRI0ek3Ht7e5OcnMx9992HpaUlRUVFpKWlyeQVN2/eJCYmhoyMDMzNzXnggQckLv2NN97A1taW4uJiRowYQWtrK5GRkaSmprJgwQLy8vIwNzfnrrvuYt++fYwdOxZra2tyc3M5efIkfn5+XL9+HQcHBzZv3sygQYPQarVcunSJ3NxcFi5cyP33309aWhpBQUGUlJRgYWFBv379eP3119m2bRv29vYEBgby9ttvs3PnTqKjo3F0dOTSpUtcuXKFw4cP4+XlhYeHB9nZ2WRlZTF16lSeeuopqqqq0Ov1xMbGSmc28Ub6wAMPGHku/pHLbWf6EK8oHh4e1NTUEBsbS2pqKs7OzjL3n4eHh1Gb1tZW+Zq2aNEiGftWo9Hg4+ODg4MDnTt3ZurUqbKNXq9nwYIFLFmyhNTUVHx9fUlISCA/P5/8/HwCAwNlXAwHBwfc3d1xcnIiNDRU9uPk5IRG0574Mzk5mUuXLkkPPeGYMXz4cAkLE2aXhoYGLCws2L59O3PmzKG8vBwPDw/0ej3x8fHExcXh5OREeHg4cXFxlJSUkJqaiqurK25ubjg5OREWFibz41lbW+Pv7098fLxMoSXK+fPnZayEgIAAjh07RkFBAfn5+QQEBEictzDnNDQ0SGcKrVbLyJEj+fbbb/nHP/4BtGOaPTw80Ol0JCYmEhcXh4ODAy4uLvK1s7y8nIsXL3LkyBHptPLQQw+xbds2vL29OXPmjHzVFRlaBLpH5CV0dnYmPT2d9PR0zp8/j4WFhYTwmZmZyVgjYl5cXFwIDw9n0qRJtLS0SFuw4LkILC9gisJMAO0OGdXV1Zw7d45jx47JhAQiNKx4zsGDB8nLy+Ps2bNy4V+5coVVq1YxZcoUKisrCQgIwNraGl9fXx544AFCQkIknDE3NxdoD4C/bNkyFi5cyKpVq+SGevToUcrLy0lMTMTV1VXK1sGDB0lOTpa4avgF32xjY0NgYCDTpk2T/Bk1ahSff/45s2fPJjk5Wd7bCOijtbU1gYGBZGRkUFZWRkJCgnSosbCw4L333kOr1UosdUZGBhkZGeTk5Mjni7fKKVOm4O7uzpUrV/D09MTZ2ZmuXbvy+OOPY29vz88//8y5c+fIz8/HyspKvq0pceNifQg5FPPS1taGjY0N3t7e2NjYEBQUxJQpU4iIiODIkSOSVw4ODnh5eeHg4EBISAhTp07FysrK5J3PH7Xcdidq+AXLmpiYyD333MPKlSupqKjgww8/5Pvvv2fgwIF06dJFXihotVqOHDlCSkoKfn5+vPzyy1RWVuLj48OkSZM4ePAgFRUVxMTESOeLmpoagoKCiI6OJj09nUmTJlFYWEhsbCxPPvkk/fv3p6amBj8/P4KCgrj33nvZv38/Wq1WJhIAuOuuu9i8eTOVlZVERkYyadIk3N3d2b9/v0weUFtbS1RUlLxAq6mpISwsjODgYMzM2pO5RkREMHz4cNatW0dlZSUvvfQSw4YNIzU1laSkJLp3787QoUMZM2YM+/fvp66uTiYj9fHxYdiwYWRnZxMXF0ePHj3o3bs3/fv3JyEhQTonTJ8+nfT0dPbs2cMTTzxB//79pTlIpLP67LPPiImJwdbWFp1Oh4WFBZGRkRgM7fhYrVZLVFQUERERbNy4kYqKCubNm0dQUBAXLlzA2dmZkSNHsnz5clxdXXnppZcoLi5m+vTpFBcX06VLF9zd3fnmm28YMWIEkydP5saNG3Tp0kU6UtjY2DBq1ChSU1PJyspi4MCBMnB+9+7dqa2tJTg4GDs7O3r06EFkZCQHDx5Er9czevRodDodoaGhODs7y0uq+vp6vLy8sLOzo3v37tLE1r17dzQaDb6+vmzYsAEvLy+GDRsmPe+srKzQ6/XMmDGD/fv3k5WVRa9evejXrx/Ozs5cvnyZgoICLl++zIkTJ5g7dy43btyQdywBAQG0tLQwdOhQsrOzsbKyom/fvuh0OiZNmkRDQwPDhw9n6NCh5OTkEBcXJ+OojBs3jvXr10uzWWtrKxEREXLzeeqpp0hKSiI/P5+7775bXgaKkAPTpk2jpaWFfv36ERQURH19Pf7+/jg5OUkafvrpJ5kwIiwsDIC4uDhaWlpIT09n5syZnD17lszMTPr160f//v3lpi42EQ8PD1577TWZ/7KpqYnRo0cTFRXFgQMHqKmpoaysjJiYGFxcXPD09MTT0xNfX19qamoIDg7G3d2dkJAQbt68SWRkJLa2tuTn51NcXMybb77JsWPHKCwspF+/fowbN46srCzi4uLo3r07gwYN4v777+fQoUNUVFQwevRoDAYDPj4+eHl5mbxo/aOV2xaep9frOXXqFIMHDza6uU1KSiI6OtrIoUTdVgnngl+HMpmq+2tQIOVzOoJGmerH1DSonXfU6IVf69tUHXV9U7z9tfo1NTUcPHiQadOmmYRq/Ro/OuKd4K8aMqkesylo2a+N5/fy5NcW52896/fS8nt5rP7bVF+/NY5/RxbU/f+3/P299cRcHz9+nN27d8uwDO+8884tdJvin/jt6aef5qGHHmLChAlGgZf+XXn8IytoUW5bRS3+F6B3QN4kq+soA9m3tLRIbyWlwCrbA0ZOCkoAPyBPYWolrgTXK9sqsanKIOzKz6K+GJPa+ULpYWYwGOQrpqBJ9GUwGCdIUCp3ZV3Rv+hb1DM1RqVDjRKKpXSkEHxU1lfSoX6WevzqzVHNL1MKy1SyByWt4rNSRtTQQ/UzlRuDcmxqOVNvmkp6xHNEv0r6lc9SKhP1vCudpZQ0KOdPyJeaJqUiUvJIOU9KRylBh5JOsVaUz1PKkRizUmY6Grfgo1o2hbmnurqa3r17S9OHkgZTn4VTUVFRESEhIR3K2q/xSvnb7aCsb2tF3ZGHlCnPK6X7qxBAZVv16U0NtP8tQVALsXiuWvmpT/hKpaCky8LCQgqgCAFaVlZGSEjILV6E/6+FzBTPld/fKXfKv1M6OmWrN89/p/2fXRZvu8tE5Qmko2wS6tfAnJwcnn32WR5++GF+/vlnEhMTSUlJITc3l1OnTknlK7JiiD6EAhbfiYwggMyyofxOKF7xm6BP1FM7CSg3hbKyMuLi4jh06JC0/61cuVL2X1BQwMqVK9Fqtezbt8/kif7/J8+V398pd8p/WsTm/58o6dvsjPlflT994gCNRsPGjRsZMGAAf/nLX0hPT0er1VJXV8eXX35JRUUFH3/8Mfv37+fq1atMmDCBtrY2JkyYQGFhIYWFhdKeVllZyQsvvEBYWBifffYZNTU1uLi4MG7cOCIjIzEzMyMxMZFt27YREBCAr68vjz32GGvXriU3N5dHHnmEa9euERkZyZUrV6itrWXQoEHEx8fTr18/9u3bh4+PD5WVlYSGhhIfH09RURHR0dH06tULc3Nzvv76a5YvX46zszPDhw//UwRFv1P+dxXlxt+RDf7fbftnl/3b7kT9e4vy9PfSSy9RWFjIG2+8Qbdu3cjPz0er1XLPPfcwduxY+vXrx4wZM7h06RKBgYEkJSXR0tJCeXk5ubm5JCUlYW9vz9ixY/nuu+9Yt24d9fX1/PWvf+XIkSPSC+3KlSusWLGCF198EWtraxISEvjpp584cOAAkZGR/OMf/yAjI4Pjx4+zd+9etmzZQlJSEtevX2fZsmVMmzaN6OhoNm3aRFtbG42NjTz33HPExsaSm5uLvb09w4YNY/To0QwcOPCOcr5T7pT/JeVPq6iVr0XFxcW8//77PP/887zwwgtotVocHR1xcnKS8TQOHDjA7Nmz6du3L3V1dWg0GomTdnJykhApS0tLcnNzGTFiBF5eXvTr10/aoK9du4aPjw+hoaEMGzYMV1dX8vLycHd3x93dnZEjRzJhwgT27t1r5LE2aNAgWltbiYmJ4e677yYoKIiGhgYJ3woODqayshILCwtcXV1xdXXF2tra6JLxjsK+U+6UP2/50ypq+OUCMC0tjWnTprFkyRJ69OiBg4MDjY2NhIWFcfDgQRISEli1ahXZ2dkcP36cPn368OKLL7Jq1SppCxbhKhsaGnjqqaf4/vvvWbZsGQkJCdJ5YvDgwTg4OLBgwQJWrlxJTU0Njz/+OM3NzWRmZkqPNIHz7dWrF1evXqVfv34EBgbyzDPP8NZbb1FWViZvwEUxN2/Poh0YGEhOTg4pKSl88skn0knCVGjQO+VOuVP+HOW2Rn10BLNSfgftp83Lly/LTMgi67ZwSLC2tqauro6bN2/i7+9PSEiIjMbn7u6OXq/Hzs4OKysrampqaG5uZsOGDYSHh7N9+3ZeeOEF+vTpA8BPP/1Ec3OzjEHw7rvvUlxcTEFBAVFRUTg6OnLjxg3s7OywsLCgqqoKb29vDAYDmZmZODo64urqKlMNeXh4UFFRgZWVFU1NTTLTuRijq6urDMp/51R9p9wpf85yWytqMO0YoVRaasjer8Ur/rW+lBjauro61q1bR2lpKf379+fBBx+Ul3oiWpeDgwNPP/007u7utwTQ72hcagys+L6jz78GbxLF1G+m+vxPoH6/tWn+O23/W6ihEstsynHmPx2X6KMjZIK6rqlnquGN8AvM09RcmOKLkg7lc9Sy+5+O+b8pHUFm/zfA5v5/ldtaUdfU1MiEp0Joa2trsbGxuSUmr1qY1B5+yrpqoReCZsrpQ9m+o9O9ctGJftTOEqYU8O/9bIo/HdHU0XOUdcXnjvpS/67+Ts3HjuhQf6+mX1l+jdfqjdnUd6bGpO7XVNtf67sjHoq/1XwwJRu/Np7fki/lc0zx7rf43tGYTcnT72nbkWzcUdb/fbltbdT5+fksWbIEjUZDU1OTTGB56NAhNm7cCPySTklEYTt+/Dg3b9408g4UAqTEZIvvNRoNN2/e5MSJE6SkpMhYuEJh6/V6WltbpeIVTiltbb9kOVdnKlGeOEydbsvKym5ZDOKf8uJQvQhKS0upra2VJzDlplJaWmqUpbqkpISSkhKqq6tpbW2lvLzcqJ2SN6aw2srNTvx95cqVW7zcTNVTb5ZNTU2Ul5fLNkp8uFJJibkUG56yfyWdiYmJlJaWGp2qBd9NnfLUp1X1uMW/oqIio8zrSm84pVJS80zZZ0VFBSkpKVKW1GNW8qWxsZEbN27IOuK5ly9f5syZM1RUVKDVao3GofRmVfer5rv4TullqOa7KdrU86LkU0VFBUePHr1lg7yjpP/7ctspanHBlpCQQOfOnQHYsGEDGzZsAKBPnz4ygL4QqNWrV7No0SIOHz7Ms88+S1JSknTPVQYiNzMzk8IvnrN06VKWLVvGrl27+Pvf/05zczPQHkDe0tLSyMEmJyeHL774Qrq4iuDuom+Ru7G2tlYKuLm5uUwKCvDuu+9SU1Mj6+7du5f169fLhSQWlnIxQXv87EuXLgHIPIYiEcGSJUtkkgRoTywgItRdvnyZZcuWAdDU1CQdfJT0Kxe1KGIcgpbt27ej0+kwMzOTSkhsLmK86td4g8FAfn4+ixcvlnMrwmsKxSN4o6RDJIiF9g22vr5eJtHdvXs3JSUlrF69mvT09FtOk2K+Tb2lCC/SpqYmzM3NqaioYOHChRgMBvbv309JSQlmZmZG4xHjrKmp4b333qO6ulomsRX9/JYs1dTU3ILeycnJ4fPPP5fzIjLeZ2VlkZKSwpEjR2QyA61Wi0ajYfXq1Rw5ckTKirJfJd8F/wwGg5Q/kRRYuc7EuEQxNzdHp9PdYgYSdUpLSzlw4ACFhYV89tlnUj6VvL5T/rNy2zq8FBQU8OCDDwJw8OBBPvnkE27cuEHnzp3R6/XU1dXJzMStra3Mnj2bCRMmkJOTw8cff0zPnj154403ZAaNOXPmUFhYSGJiImPGjOHhhx+Wz3rhhRcYNmwYTzzxBKmpqZw4cYLS0lIiIiKYNWsWH374IVevXkWr1dK1a1dqamr48MMPaWlpYfTo0fj7+zNv3jxefPFF6uvrOX36NI6Ojrz55pscPXqUH3/8EXNzc+bNm0dDQwNvvvkmDQ0NLFiwgA0bNpCbm0ufPn2IiIhg3759NDU1ERwczDfffMPixYtZvnw5AQEBNDY28vTTTxMcHMzo0aP56quv8PX15dy5czL9065du9Dr9UydOpXFixczcOBA0tPTee211yguLmbhwoU4OTnx+eefy2hzgv7nnnuOyZMnY2Zmxpo1a8jNzcXJyYnnn38eS0tLsrOzWbp0KS4uLnh4eLBo0SK+/fZbcnNzcXR0ZO7cuTJV2LJly8jOzqa5uRlPT08aGxuZN28eWq2W4cOHM3HiRObOnYuvry9FRUW8//77nD9/ns2bN+Pm5oaVlRVLly7l8OHDHDhwADMzM+bOnYuXlxdZWVksX76c3r17s3z5cmxtbamqquKtt97CysqKGzduMH36dM6dO8drr73G0aNHKS0tZfDgwTJe9IwZM6iqquKrr76iW7dutLW1JxveunUrqamp2Nra8re//Y0PP/yQxsZGoqKiWLlyJd7e3kRFRbFt2zY0Go3Exv+3stTc3My9996LnZ0d5ubmtLS0UFlZyVtvvYVOp2P8+PGsX78eV1dXwsLC2LRpE+Xl5XTp0oXnnnsOaH8DfPvtt2loaKCqqoqJEycSHR3NP//5T9ra2njssceoq6vjgw8+4M033+TSpUtcvHgRT09P5s+fz48//khcXBzOzs7Y2try3nvvsXjxYqqrq+nZsycDBgzA2tqaDRs2sGLFCvr06SMjON5xyvrvym0X5lScfPbt28eIESNYv3494eHhODs7s2bNGsaMGcOBAwcYPny4jGmblJSEh4cH4eHhuLi4kJaWRnx8PAMHDuTVV18lISEBV1dXcnNz8fHxYfTo0bi5uQFw5MgRtm/fznfffcf48eMpLCzk9OnTxMTEsHnzZsrKymhsbGTJkiXU19dTVVUlTSxRUVFs3LgRR0dHrK2tGT58OO+++y5TpkwhPj6evLw8MjIyWLJkiQydefDgQWnSuXz5MjExMYSEhMisFhqNRoaGTE1NxdLSEisrK5qbm2lrayM7O5u33nqLTz/9lPfee49Jkyaxfft27rnnHlxcXGSKq+joaHbu3ElQUBDnz59n1apVBAYGsnHjRpKSkqipqZH0Ozs7o9fr+fvf/w7AyZMnWbx4MZMmTSIuLo6qqipqa2sliuabb76R6a1++ukn7r//fuLi4qipqWHAgAEkJCRw/PhxVqxYgcHQnjIrJyeH3r178/bbb7Np0yZqamrIz89n1apVREREsGbNGtra2nBwcODTTz/lwoULnDhxgtjYWKKiorh58yYpKSlYW1szcuRINBoNM2bMkPGuly1bRkREBPPnzycxMRFbW1uuXr3K2LFjyc3Npbi4mMOHDzN79myee+45Fi1axMSJE2lububVV19l586dNDc3880333Dfffdx4sQJysrKKCsr48knn+SBBx6goKCA+fPnM2fOHHr16kVLSwu7d++W8cn/G1nq1asXP/74I97e3lhbW1NSUoKNjQ2pqanExMQwYcIEbty4wdNPP01qaioHDx7kvvvu49tvv6Vbt24EBATw/fffYzAY+OCDD7h48SKNjY3s2bMHOzs7PD092bFjB9bW1oSEhODt7c3y5cuZMmUKu3fvpri4mNzcXFatWkWnTp3k+EWo4R9//BEXFxdaW1uZNGkSbW1tPPvss0ZBpe4o6f+83HamD/Ea5erqKoUnPj6ehQsXEhcXR1lZmUwsKswCSnvizp07MRgM+Pv7o9frgV+CNj333HM4Ozvz7rvvGtmh33jjDaZPn05rayvW1tY4Ojri5+fH9OnT8ff3lyYGYZpoa2vD1dWVoKAgZsyYgZOTE127dsXGxkYGdB87dizDhw+XeQEFDc7OztJBRondhnaTRlhYGKWlpWRkZPDcc8+xdOlSxo8fL+3lgYGBeHp6GkUdU75+ikSuAEVFRVhYWBhFSROvzW5ubrfQr5wDS0tLvLy8GDduHMOHD5emh5CQEABcXFxobGzExsbGqB4YRy8zGG5N4CroUNuZlbZ+ZfH09KRPnz5MmzZN0qHT6WSCA3XRaDTY2Nig0+mor6+noKAAvV5/y0WcsBWLNgaDQc7fyJEjGTlyJHZ2doSGhtLS0kJDQ4M0Z3Tq1ImePXvy+OOPyz7/J2TJ2dmZ5uZmWltbcXd357XXXuP48eOsXbsWe3t76uvraWtrw9HRER8fHx555BG6dOkiaVCiRoT92cPDg7CwMGbMmIG1tTVdu3bFzMwMW1tbvL29mThxIn369JGyqoyQ6ODggK+vL4888gghISGyjvi/tLRUjumOCeQ/L7edohaLKTIykiNHjvDPf/6T7777jhdffJFZs2Zx48YNbGxsjKLkeXl5sXr1ap577jl+/vlnXnnlFZ555hlSUlJ46aWXKC8vJyAggIMHD3LmzBl69eollYQ4wcycOZMLFy4wfPhwfH19iY2Npba2lmnTpuHg4MAzzzxDYmIi3t7evPLKKzQ1NbFnzx6srKzw8/OjtbVVZl3ZsWMH+fn59OvXj2nTpjF79mxee+01mQEEwNbWFhsbGwYOHEhqairnzp2ToU379u1LcHAwI0aMwN/fn4CAAGxtbXF2dpamhTlz5vDGG2/w+uuv4+rqKt8uxo8fT15eHi+88ILcFGxsbPjb3/7GsmXLmDVrFq+99ho6nU7S7+PjI9u3tLQwYMAAOY5r164REBCAh4cHDg4OuLq6SvrHjBnDxIkTZb3AwEAAhg4dSkhICLNmzeJf//oX3t7ezJkzhyNHjjB9+nTCw8MZM2YM5eXlvPbaa7z77rvMmTMHV1dX0tLSmDt3LoWFhcybN4+//OUvJCcnk5aWhre3N97e3lhZWTFkyBC+/fZbqaznzJnD8ePHeeWVV7hw4QKdOnXi3nvv5dlnnyU5OZnAwECee+45lixZIk/I4eHhODo6sm7dOjp16sSAAQN48skn2blzJ3l5efj7++Pm5kZLSwsWFhYEBQWxdu1a3nnnHU6dOsXx48fx8vKSsvs/IUu+vr4yY4nBYGDLli00NDQQGhrK4MGDWbVqFSNGjKBbt25s3bqV5uZmScP06dPR6XQsXLiQzMxMbG1tef3118nPz+fw4cM4Ozvj5+dHS0sLI0eOZOjQoWzdupXi4mJGjRrFqFGjePnll4mNjaWxsZFZs2YREhLCtm3baGpqIjAwEHt7e7p27UpdXR1xcXGsXbtWXvTfUdT/eblt4XnV1dXExsYyc+ZMefsscMxOTk4MHDjQ6NJDnDSE3RraTwZNTU1SCbW1tVFfX4+9vb1J3LM4+YkLGWVf4vQoFHxzczM6nQ5HR0ejyyxoP23Y2NhIxdvU1ISZmZmEFKphW3q9Xkbl62i61JdmZmZm8iRjbW1tdJkkTmTK5Ao6nQ5zc3NJU0f0dzQOU3R3VE/Q0dDQgLW1tVGI2KamJuzt7cnOzmb16tV88cUXaLVaHBwc+OKLLwgICJDptMRFrrgcUzv+6HQ6rKys5Fw2NzdjZWXF6tWrsbS0ZObMmWi1WmxtbeXruZo3op3gobhwtrKyugUC2tbWhl6vx89CfY8AACAASURBVMbGRp7ElTQp5+5/QpaEbOj1etm+qalJRlwUfBPP0Wq1fPHFF4SFhZGQkMC0adMYNmwYjY2NtLa24uDgcAuMr76+HltbWywsLFi3bh16vZ7KykosLS3529/+RnNzM42NjTg4OBihSVpaWmhrazOS6Ts26v+83LaKWg31UsKjRDGlXNRwLqVwKeFI8EvQemVfggZxm68Orq9sL1AESucGUVfZVrkpqIOcKxEJpqZKjVcVbYTpQ/m9kjYlj5SXPerfTMX8FnA55fdKPqqhXxYWFrfE0FbyTKkYBK+qq6vJzc1lwIAB8sSak5ODra0tISEhUlErMeniGUr+Ks0/4kIwNzcXCwsLunTpYjRXSp4r51KdjEA9X0rZUj7bVH3lWE3JkhirEoaoliV1P+o+lXIl0ENCnlNTUzl9+jS9evVi8ODB8ndl3HRlkH9l8oJr165x6NAhHB0dmThxIpaWlkYJDpRyrh63KTm6U35/uW0VdX19PXFxcTz44INGk797925iYmJwcnK6RYiVuE4hiErloLTrKuFLyrrKU6M6a4VY4CLov1CUHSkjZZ/in1g4yiwpSnutqcWk/M3c3FwuVLF41IpMOQYlLR059ChtxUqFq1TGwC19WVhYGM2ZelMVpilh8xb9i/ErlZmpSyn1ZiboUmeSETSpaVSOTfSp5K8Yn1Ayos+O5kA5x4J2dXYWQaN4vhLTL+ZK+Vl9IFEmbVCOWckH5ZJWbhjq9kLWxMlcwE1FXTEuJR3Kg4S6T2V9QYd6PkW/Sv6KzfWOEu+43HY2arHgEhMTuXDhAkVFRcyePZvZs2eTkJDAxYsXOXr0qKwrBCw3N5f58+dLJf/DDz/IgP6iKBMHZGZmYm5uTlxcHOnp6XKhit+FcIrPoq1QOEoFqWwrXkvFQlQmFBB1zc3NOXHiBPHx8UbKTpxOxYnLzMxM/m5mZiazZ4sxiwQGJSUlbN682eikdunSJXQ6HXl5eezevduIPjGm3NxcI6cKJX2FhYVs375djk05LgBLS0sOHz7M6dOnjU6Ggl6NRsOePXvYvXs3y5cvp6CgwOj5avytMJtoNBri4uJIS0szoqWhoYHi4mK2bdtmdFIXvBW8UI9DqXzU/BU0W1pacvLkSenMIfpTzoH4XslHpWOTkBGl3Ch5If5t2bKF69evG2HJRR0xv0KxCV4JOkpKSnjzzTclHj4+Pp4VK1Zw7tw5EhMTqa+vlyF529rajGT1q6++Ijk5mdjYWKlwLS0tjfrXaDQUFhayefNmSZfoQ8kHZbG0tKSmpoYNGzZI2sU4lGtO9HFHSZsutx08TwjRli1bGDNmDOnp6ZSXl/Pmm2/Ss2dP9Ho9p0+fZtiwYUYnk3Xr1rFu3TpGjx5Np06dWLVqFQaDgRMnTtCtWzcsLS3ZvHkzpaWlVFVV8dRTT+Hn5we0C1tlZSU///wzNTU1XLt2jWPHjtGrVy8yMjKIj4+nsLCQpqYmduzYQWRkJLm5ubS1tWFnZ8eZM2dobm7mxIkTHDt2DA8PD1xdXWXGb61WK0+V3333Ha6urly6dInU1FQqKiooKyujS5cu6PV6YmNjyczMJDIykqtXrxIXF4ednR1lZWVs2bIFJycnOnXqRElJCT/++CNNTU1YWVnx/fffo9PpqK2txd3dnccee4zS0lKCg4OpqKigR48e7Ny5kzNnztDQ0EBdXR1z5syhvLycoUOHotG0O5/89NNPVFZW4uTkRFFREU5OTiQmJpKYmEhwcDD29vYcOnSIs2fPkpaWhp2dHeHh4Wg0GioqKli/fj0VFRVoNBry8/PR6/WUlZXRu3dvtFotGzZswNzcHD8/Pzl3V65cYfPmzVRXV2NlZUVycrJUqDk5Obz//vtkZmbSvXt3iouL0el0eHt7o9VqOXPmDK6urmzYsIHS0lK6du1KZmYmKSkpnDx5kq5du0rF0dLSwvbt2zl9+jShoaFYW1tz4sQJkpOTOXv2LE1NTfTp04ctW7Zw7tw5OQeHDx/G3NwcDw8PiouLyczM5NixY5SVlREWFkZbWxvbt28nOzubqqoqOnXqRHZ2Nrt37yYsLIz8/Hy2bdtGaGgohYWF1NXVSTTGyZMnsbS05MKFC+zevRt/f380Gg0JCQkcO3aM5uZmeQF948YNHn30UYKDg+nTpw+TJk2iqamJQYMGUV1dzY8//siPP/7I+PHjKSoqYsuWLWi1WqytrUlNTcXb25vq6mp69epFWloae/bswc3NDXd3d3Jzc9mzZw8FBQWcP3+eUaNGyciTYWFh1NfX8/PPP1NXV4efnx9mZmZcv36drVu3UlRUxMn/w957R1V1bX3/Hw71cOhIB0EQBSsCgoiKolExlqgpliQ3MerVa4waY9SoMfbEFivYjb1HLGjsYJRgo1joKEXpvXfeP3j3vpuTgzf3eX/jNx6TzDEYnHP23mvNNddcc6291nfOef8+Q4cO5e7du1y6dAlbW1s0NDS4cuUKubm52Nvb/72ifg29cYZaGLznzp2jb9++1NXVceXKFcLDw3F2dsbU1JSwsDCGDBkivn4XFxdz9epVZs2axbVr1xg4cCCrVq3Czs6OvLw87t27R1paGsHBwTg7O2NgYEBYWBjvvPMOcXFxaGhoEBQUhKWlJfv376eoqIisrCxKSkoICQkhPz+fx48fc+3aNYyMjMTyNDQ0sLKyYufOnRQWFnL48GE6d+7MsWPHcHR0ZPXq1fTp04cNGzagq6tLSEgIGRkZ2NvbU1dXx8GDB+nfvz9HjhzB1NSU8+fPk5ycTE5ODvfu3SM3N5cjR47g5OREYGCg+L9Dhw6sX78eW1tboqKiMDAw4PLly3h4eLB37166dOlCdHQ0Li4u6OnpkZKSQmpqKrdu3aJ9+/Z8/fXX+Pn5ERsbi7OzMz179kQmk7F582bCw8Pp0KEDNTU1xMfHEx8fT2hoKMbGxty4cYPGxkaOHj1K165dxYmxffv21NTUMHv2bOzs7IiKiuLixYt06dKFuro6ampqkMvlbNy4EScnJ/bs2YO1tTUODg7k5eXx1Vdf0b17d4KDg4mKiqJTp05ERkZy9+5d3nrrLe7cuYO9vT2WlpY8ffqUJ0+eYGZmRkJCAqGhoYSFhdHU1MSvv/5KWVkZly9fFl3CIyIiRNjgmjVryM7Opq6ujps3b2JgYMCmTZvw9PTk0KFD+Pr6EhoaSmJiIrm5udy7d4+8vDx27drF+PHjMTAwICIignnz5jF48GBOnz6NtrY2YWFhREVFYW5uztKlS+nWrRurV6+mffv2NDQ0sHr1aqysrLCxsSE8PJympmZPyCFDhrBq1SoqKioIDg7G2tqa3bt3Y21tzaJFixgwYACBgYH4+vpiaGgouvEXFhYSHBxM+/btcXFxEcMEqKk1Hxo7OTmxZs0aevXqxa5duygtLUVPTw8DAwNiY2NRV1dn69atODo6smPHDtq2bcvGjRvp0qULly5dwsLCgvLycs6ePYuBgQHHjh3DwMCApUuX8s4772BlZUVZWRmzZ8/G2dmZiIgIqqurMTU1JTAwEHt7e3bv3o2NjQ1z587lrbfewtHRscU24N/Ukt44Qy2sqG/fvk27du3w9fVl/PjxODk5ERQURM+ePYmJieGtt94SD5yuX7/O6dOnsbW15dy5cwwePJgnT56wcuVK+v9fZ4OAgAA0NDSoqqqiT58+PHnyhOnTp/Pw4UPkcrnoMZidnc2gQYPw8fERPdQmTZqEkZERZmZm/POf/+TatWuoq6vj6OiItbW16HDTpUsXPvnkE3777TeeP38uwtzU1NQoKyvjvffeIy0tDXNzc4qLi7GysuKzzz7DzMyMixcv8vTpU5ydnUVnnLq6Ot59911ycnKIiYnB29ubpqYmsrKy0NXV5csvv8Tf35+6ujrS09P56quvSElJwd7enurqagYPHiwmQkhPT2f69On06dOH2NhYBgwYQF5eHsOGDcPKygpoxiuXlJSgqamJQqEgJycHHR0d+vfvz/jx47l27RqJiYl8+umn+Pv7k5mZibGxMa6ursTExJCYmMiiRYtwdnYmLi4OS0tLMat6eno6z58/x8vLi4qKCszNzXFxceH27dvU19czY8YMrKysyMjIwMbGhq+++ooVK1bg5uZGXFwcgwcPxtjYmNjYWAICAvjll1/Izs7Gw8ODCxcu4OXlJeKna2tr+cc//oGPjw83btxg6NChVFVVceTIEdasWYOfnx/Xrl0jKiqKsWPH8vbbb1NbW0t5eTl3796lffv2Yh80NTUxaNAgvL29AYiPj0culzN9+nTatm3LmTNnKC4uZv78+fj4+PD48WP69u1Lu3btyMzMpGPHjnTo0IHMzEzat29PdHQ0b7/9NsnJySQlJWFqakpxcTGFhYV07dqViooKDAwM0NfXZ8aMGTx58gQLCwvs7OzIyMjg5cuXopPTsmXLiIiIwNraGk1NTWxtbbGxsaGyshJDQ0M+/vhjdHR0xBgxRkZGlJSUkJaWRkFBAd26dQMgISGBLl26iDjuzMxMnj17ho6Ojvimp6WlRceOHXnnnXeA5hjwWVlZfPXVV9jZ2ZGcnMyrV6+orKykS5cuVFRUoK+vj5mZGZ9++ql4BvG3kVZNb9wetUDW1tbk5eVx8OBB5s+fz7Fjx3B1dSU9PV3cshDowoULDB8+HCcnJzp27CjGbdi8eTOrVq3C1NRUhKddvHiRxMREGhsb+eWXX8QDDwFuJcCOhMOh6upq6uvrxd/r6uqor6+nbdu2HD58mO3bt5ORkQEgOkOUlZUxYMAAbt26xYULFzhz5oy4FaCrq8v+/fuprKwU93B37tzJ22+/jZeXlwhF8/HxQU9Pj7KyMnx8fET4mKGhIZ9++inJycns2LGDb7/9lqdPn7aAnzU2NiKXyzl37pxoeD08PNi+fTtnzpzh7t27IjwsODhYlGNycjIKhYIzZ86QkJDQAobV0NBAXV0dffr0ISgoiHPnzhESEoK2tjbQjHsvKSlh165dBAUFicGn6uvrKS8vp0ePHujr61NXV4epqSm+vr4AeHl58ezZM44dO0ZQUBClpaVUV1ezfPlyTpw4QX5+PsbGxpw5c4bCwkIKCwvx8vLi1q1bJCQkiBONANXr378/NTU1Yl8J+9ByuRxHR0e+//571q1bh4aGBhMnTuTAgQNcvHiRAwcOYGhoiI+Pj7hv7+Pjg1wub+EwpKOjw5UrVwgODmbLli0EBATQoUMH1qxZw+HDhwkPD6eyspLi4mJyc3MJCgqiqqqKwsJCDh06JL4xDhgwgIULFzJ06FB8fHxEOXfs2JH27dtTWloK/PuQUqC8vDx69erFxYsXaWhooKGhgfr6eqqqqmjTpg0hISHY2NgQFRVFcHAwx48fp6mpidraWhGe2rt3b3F126ZNG6ZOncqtW7c4deoUu3fvprKykgEDBlBdXU1TUxNdu3bFysqqhWOLm5sbmZmZ/PTTT+zcuZP8/HwGDBgg1qPcDuG5Nwzb8P8bvXEramjew5LL5Vy8eJEvv/ySjIwMzMzMmDp1Kvv37ycgIAArKysRnqSvr88HH3xA+/bt8fDwQF1dnYCAAPHAZMaMGZiYmIgrs/79++Pk5ERRURHu7u7Y29vTvn17bGxsMDIywt7eHhMTEywtLXF1dcXOzg5jY2NsbW2xsLBAX1+fYcOGUV5ejrGxMW+//TZOTk44ODhgYmKCkZER7u7uYvS66upq7O3t6devH0+ePGHKlCl069YNNzc3Xr16hb+/P/3798fDw4O8vDyampoYOHAgJiYmWFlZ4ejoiKOjI8+ePaN37944Ozvj5eVFXFwcHh4e9OvXD0tLS9FBw9bWFm9vbwoLC+nQoQPOzs507NiRFy9eYGRkRF5eHgMGDMDf35+8vDzat2+PpqYmhoaGxMbGMnr0aAYMGICpqSnOzs7Y2dlhZGSEvr4+gwcPRqFQkJuby/jx43F1dcXAwAANDQ169+5NXFwcPXr0YPDgwTg4OODg4ICdnR3u7u64u7sTFRWFh4cHnTt3prGxEYVCgaenJ0+fPsXPz4/+/ftjY2ODl5cX3bp1Iz8/n4CAAIqKisRXfUtLSxwcHPDz88PS0hJfX18SEhIwNzend+/emJqaYm9vj76+PpaWluLE7uPjQ0FBATo6OkyZMgUHBwdsbGx4/vw5H3zwAV27dmXIkCFkZWWJfSB4DQqORvHx8WhpaWFhYYGbmxsBAQG4ublRVlaGuro648aNo0uXLpSWlqKhocH8+fMpKSmhqamJmTNnYmFhIToxubi44O3tTbt27TA1NSUlJYUBAwbQtm1bbGxssLGxwdjYmHbt2qFQKNDW1sbe3l7c/9XU1MTKygpnZ2cxBklDQwNOTk7I5XLRe9DU1JRRo0ZhZWWFtbU1vXv3xsbGhvj4ePr06YOLiwtdu3bl2bNnDB06FG9vb/r164eamho5OTkMGjRIlKOFhQWNjY1oa2vj7e1NbGwsPj4+9O3bF29vb9q0adOiHdbW1lhbW4vj+u8VtWp6Y+F5jY2NZGVliQYZmrdFMjMzsbKy+l3wcmV4lEBSlIQUtSBcE8qVXn+dMknrFMpQhvUJe4Xr168XVyFfffUVhoaGKutXxsgKv72Of1WflWFkQjkymYz4+Hj279+PTCajXbt2TJ06tUW5rbXtv+FFiq19XZmve04gKdZdWoZyH0pl2Vq5UhmrwrFL9UAKy5SSADm7desWqampfPrppy0wzK3pz+vaLS1bud9aK6s1mUnvb2hoYMOGDZSWltLQ0MDs2bNFAyuF4rWm/9K6WuOpNfm2Ns7+07j6q9Mba6ilbEtxrQIpGzllAyeFf0kxnaqwrcJzysZCyo+0XkHhpZOD8F8Z51taWoqBgQHV1dXk5ORgZWUlRrqTGmhp25SdMITy6+vr0dTUpLi4mNLSUnESkxoLabukfAjhLmtqakQMuhQnKzwrxWZLsckCX1JonTAopX3RGlZbeTKR4p1lsuYAVc+ePaOxsZFBgwahr6/foh6p45Ayb9J6lZ1kpJ+luqSMCZdigQWvQmUMtlQnpHJSbre0rcrOJVI9U8YbK+OglQ2xcnukxlG5z9XUmkOYKhSKFh6jgsONsm5L2yTIR4qJluq/cn9KZaX8jMDX6yYqVRP7X824v7F71PBvoyvgU1vr4KKiIjGeb3V1NS9fvhTxv8JzpaWl4usoNCuLcE9mZqYYa1lQOqlREO4XBrZgDKT4aeG61JMrOztbdL3dsGEDwi6UcplSB5pbt26Rl5dHTk5Oi9Vpbm6uuI3y9OlTJkyYQEpKilhXbGwsYWFhvHjx4ncYXUFu6urqGBgYtHBEUU5yIOBmhefV1dUpLS2lpKSkhREU5CeUL5Wp8Lt0NSzIVegPqXER+PHy8qJHjx6UlpZSUVFBYWHh74ybdOBKyxd0RJB/RUWFmERCukoU+kxavwDfe/ToES9evBAdQ2Sy5rjdGRkZv1ttSvH5Ai/SvpW2VdBhaV8Iz6ipqZGXl0dNTU0LLLm076QGW9UEJDWU0uuGhoYi9DQ8PJyXL1+Kbc3LyyM3N5fMzEyRJwEnLe1fqQ+AqhW+0N8vX74UY40r48eVSSpH6UT8VzHKquiNM9TKq1Ppd6DFb8LqaMeOHdy8eROArKwsLly4APw7tgfAxYsXOX78OIAYF0Qw7gKcC/jdoK6pqWnh0QjNSQWk/EiDraurN2cTr6qqYsWKFWIEv+rqaqZPn46Ojg7l5eUtXHuF6HkAISEhxMTEiO0Rtk62b99OfHw8S5Yswc3NjSFDhohR8jIyMpg+fTqPHj3im2++ISwsTDSAwkpJ2EMV2iUcrgoHRoK8pUHzhVXiyZMnRZlK+0k4+JQevgorUuWy1NSaY5AISQ+kbxPJycls2LABKysrDAwMWLduHdevX+fYsWMAYjYdoT9UBcFX1p+YmBiCgoKA5qh2gpOIwG9FRUULA7hu3Tr27dvHggULiIiIIDQ0lKNHj1JTU8PZs2fFtgnJAqQTu5pa81aXhoYGNTU1LeQpIJMqKirEmC7CylfQzc2bNxMdHQ00G+/ExER++OGHFm9SUr0UVr7SBAtqamqirkoN+I0bN/j000+5cOECX375JXv37gWa472Hh4fz7NkzUY8rKipQU2vOmLR8+XIqKytRV2+ZJEHgQdAfga+QkBBycnKA5sN0mUzG4cOHuXjxoihzaTuEPpMmcpBu3fzV6I1NHPDfkqAAdXV16OjocP78eY4dO4aGhgbjxo1DV1eXmpoadu7ciaGhIRkZGSQlJTF16lQUCgUJCQlcunSJOXPmsG3bNvr27UtmZiZHjhyhTZs2NDU1sXbtWjZv3kxubi7t2rVj3LhxzJkzBwMDA2pra9m5cyc///wzP//8M6amphQUFIjbHNCMPHj27Bk//vgjbdu2Zd68eQQGBhIdHU2bNm1Yvnw5Ojo6otEX4E82NjZER0czfPhwnJ2d0dPTEwc9NBsiR0dHvvzyS5YuXSpmQLlx4wZfffUVV65cobCwkL59+9K5c2cWLlyIubk52traVFdXo6enx/r16zly5AjR0dFi0PxVq1bR2NiIg4MDISEhhIaG4u3tzdSpU5k3bx6VlZVUVFTg5+fHq1evWLJkCTdv3iQlJQUrKytu3bqFQqFg7ty5/PDDD+KWzaJFi+jUqVMLoyJMCsKrs4A7T09PJz8/n/Xr15OXl8e+ffuor69nwoQJlJeXs2LFCr799lv8/PxoaGhg2bJlFBQUUFBQgJeXF7m5ucyePRsrKysyMzNZunQpwcHBpKWlMW7cOBFjHRUVxZQpU/Dz86OgoIDPP/+cjIwMLC0tMTY25vLly+zbtw9TU1MMDAzIysrC19eXQYMGMX/+fFGeVVVVmJiY8PXXXzN58mR8fX1xc3MTkx9MnToVLS0tvvvuOyoqKpg0aRK6urps3bqVwMBApkyZQlRUFFu2bMHV1ZVRo0YRFxfHmTNn+O6779i6dSsuLi5ERUXx+PFjnJycWLx4MTNnzkRTU5OysjLWrFmDtbU1FRUVbNu2jS1btmBvb09xcbGIULp9+zbp6ek0NDSQmppKp06d2LNnDz4+PmhqahIYGIijoyMdOnTg5MmTNDU1MW3aNO7du8fVq1dpampi9OjRjBkzRhx35eXlfPfddxQXFzN8+HAOHz5MbW0tPXr0wNbWlu3bt9O5c2f8/f1ZtmwZI0aMYNeuXVRXV/Pxxx9jY2PDrFmzxAQWytsuf2Z641bU/xOS7pNWVVXx6tUrMYP4nj17CAkJQVNTkw0bNqCmpsZ7773Ho0eP6NWrF506deL58+cUFBSQl5cHNK9inzx5wqVLlzh06BDTp0+nuLiY48ePExoaio+PDxcuXCAkJISmpia2bduGk5MTu3btIiwsjEOHDjFz5kwRrgfNE4m2tjbp6enU1tYyduxYbt68SU5ODocOHaJ79+5s374dY2NjiouLycnJITAwkH/961+sXbsWQ0ND1NXVmTp1aosyoRkyFh8fz4IFCwgNDRURItOmTePKlSskJSXh5ubGrl27uH//PnZ2dmzfvp2YmBg2b96Mjo4OBw4c4NChQ3h4eJCcnMzevXspLS3ln//8J0ZGRnh6erJ3714eP35MUFAQFhYWBAYG4uzsTF1dHXK5nFu3bhETEwPAtm3b6NmzJykpKezdu5eSkhLmzp3LJ598wsmTJ1vwL3V3Fl63q6ursbW1Zd26dYwePZotW7awefNmNDU1sba2ZuPGjcTGxtKrVy/R2J49exY1NTUCAwPp168ftbW1bN++nRkzZrBhwwbq6+vJyckRMe4dO3YUZbljxw4ePHjA7Nmzqa2tZcKECUybNg0PDw+SkpLIzs7Gx8eHhQsXkpiYyKFDh3j27BlPnjzBxsZGlOfWrVtpamri9u3bKBQKxo8fz5o1a2jXrh0NDQ1s3ryZwMBApk2bxsGDB+nWrRslJSVMmDCBNWvWcObMGcaOHcv48eMZNWoUDQ0NdO3albS0NFJSUsjOzhadVo4cOSLCPauqqli7di2+vr6cO3cOgPT0dCwsLLC3t+fGjRssWbKEQ4cOiTDIrVu30rNnT9LT00lNTUWhUNC7d2/GjBnD+++/z8SJE1m8eDHW1tbo6OiwadMmMjIyGDhwINu3b2/xlpWRkUFeXh5paWl4eHjg7+/P6NGjmTlzppjcwc3NjfDwcO7cuYNMJuP06dPMmjWLgwcPcv78eX777TdcXV1FI61q2+TPSn+JlkpfvQXS0tLCwcEBbW1t0aHF0NBQzPc3b9480tPT2bBhAwqFArlcLuaGS0lJafFK39DQgJaWlggns7Ky4r333qNjx46YmZkBYGJi0iI/o7AFIJDwCtm7d28mTJjApk2bePToEQqFAvh9ICJlkgZHEsoTnqmsrMTNzY3vv/+eJUuWcOLECUxMTHBycqK+vh5jY2Ps7Oz4xz/+gZmZGRYWFiL6Q1tbGyMjIzFoj7m5eYug+UIZQqxpAQst3fqpqalhwoQJbNu2jby8PPr27UtVVRWWlpYiDFAul4tws6am5tCiwpaPkCSirq5ODPIvl8t/t6XR2NgoQgaFIPhSYysl6QGfVE+0tbWZO3cu6enpbNy4EWie3M+cOcOCBQsYNmwYa9euRUtLS9yaEORtY2ODnp4e9vb2AOjp6VFVVUXbtm1FeWppaWFsbExlZSVOTk6YmZnR0NDQIvlBbW1tiy0ADQ0NERqqra0thj0VrkNznPHZs2fTqVMn2rZtK26Jqak1Y90tLS3R1dUVHXUAXF1dKS0t5fz58wwcOJCJEyeSkpKCoaFhi9gs5eXljBgxgsGDB7NixQrS0tJoamoSky0ISRLGjRuHpqYm7dq1w8DAAE1NTVHHGxsbMTAwYN68eWKqNClEsL6+nr59+5Kfn8/WrVsZP368GP5X2j+dOnUSP/+V9qz/1IZa6EgLCwt2797N9OnTuX//yukKvQAAIABJREFUPvb29igUCjEOtYCOWLhwISYmJuzZs4dbt26Rnp6Op6cn5eXluLi44ODgwJQpU8jPz8fT05MRI0Ywe/Zsjh07RllZGRMmTKB79+6cPHmSsrIybG1tMTQ0BJpjQru7uxMQEMDEiRPZvn07Dg4OIq81NTVkZ2eTlJTE+fPn0dXVZcqUKRgaGvLhhx8SHR3NjBkz0NLSwtDQEENDQ2bMmEFgYCBfffUVWlpaGBgYAP+GKQrtNzIyIj09nalTpxIUFMQnn3yCsbExtbW1zJo1C01NTYKDg1FXV8fKygp9fX1RbtA8qfXu3ZuPPvqIc+fOtQia39DQgLGxsfiMpqYmH3/8MQUFBfzrX/8iLi4OY2NjESvr6uqKq6srH3300e8C8AsHVu3atWP37t3i6tvKyorRo0eLq89p06Zhbm5OZWUlc+bM4ezZs8ycOZNZs2aRlpYmBsG3tLQUJ7rGxkbeffddmpqa+Oc//8nDhw+xsbFh+vTpBAYGMnfuXLS1tdHT0+Ps2bO8fPkSNzc3oHlLqq6ujnfeeYeDBw/y4Ycf4unpSUREBOHh4SImW19fHzW1ZicRaMYnGxoaiv0iyNPIyAhDQ0MUCgUaGhpiOriHDx9ibm7OnDlzCAoK4qOPPiI6Oho7Oztxi8zAwABHR0caGho4ceKE+Ptbb71FUVERXl5ejBkzhoqKCj766CMqKyvFSQtAoVCIOgnw/fffc/HiRT755BNRDhMmTEAulzN58mRu3bqFq6srkZGRXLp0CQcHBzp27Ii+vj6HDx9m+fLl3L9/n/DwcMzMzDAzMxMPPS0tLUUdtLKyQk1NTXRMat++Pd7e3oSEhIiZhgA8PT1paGjAxcWFSZMmsXHjRj7++GPeeecdunfvrvLQ9a9Abxw8778hKdxHSJMkl8tbDdAvrCKE4OsNDQ0UFhYybdo0duzYIe7ryeVyZDIZx44do7CwkJqaGiorK1m8eLGYkkkI2C6QFE4kDdIvoBBOnjzJ3bt3xUOipqYmMXi9EEheFaRNGuheKCs8PJxdu3bx/fffY2lpKa7eKysrxew3UtkInmtC8HlliJX0v3LQfOVTfunn6upq5HK5+Ly0ztbKkv5XJTeZTNbi/qqqqhbZ4IWs5QqFQmWZAl/KgfkFGQKiPIRA/QIf0voBlQkdWuNdlW5Kr0uTHwg8CPqqqjzlwPzSMqXyl+qNqr4VqKqqCm1t7RYHgMoJDKT9JXh2Cvvu8PskCcq6IehrTU2NqGu1tbUiMkSqI4CIqlFOcvFXguUJ9Kc31MoKKTXIyogR4XVYOHXX0NAgLi6O/Px8+vbtK57QCxCprKwsrly5go6ODqNGjRLdiZVhalI+pHhfKQxNypsy1EuAlUmhWMrtEJRcuU5lWUidNuDfeHKhzX+Ud2iZLEBZ3lKYoir8+evKUu4v5bqlMpGWIZWpFJesXI6UL2UZSv8r45yVoW+C3P4nhkPKl3I7lHVVVTuU61YlX6mMWpsEpfog1QWpnIT7lHmU4rKFNqmSh/JEqcyDsr5L9UlZDsr3/FXoL2WolRVa1WdVq1ble6XXpHvHqn6TGldVnn5SUlZY6QCQ8qaKf+nz0oGsTH/klVEZHifU9brBodxmVQZXFZ+q7lVVrvKK/D/d97pVpPR6a3Ur96Wq+l8nk9YmnNZ+V2W4WitfWaeV292afFtb7bcmk9YMbmvj6I/KQtXkrso4K7dLlSz/KvSn3qOW0smTJ9m5cyf19fXEx8eTmJgINB+0CdhVqYMKtDRYysokXblJveBkMhlPnjwhKyurxWpMWLWoGkQymYzi4mLu3r3bwplAqrTKXmjC81Jnmt9++61FlhfpdeV2Cc8I12pra6murqauro7Q0NAWz8K/HTaUy1I2DNI2SutRNdiUcfCq/pTvV+a9tfuUr0n/S6+3VreUt9bqb40XVeUq86D8u7Ts1tqhquzXyVOVn8F/IxNVeqKqDa/rl9buf52c/5v+/KvQGxmU6Y9QU9O/gf9btmwhNjYWfX19IiMj0dPTo6Kigp9//pkbN27Qs2dPHj16RF5eHmpqzfuecrmcqqoq0fkkKyuLtLQ0ERGRmZlJSkqKuD9aX1/PgwcPaNu2LQcOHBAjs2lqaqKrq0tdXR2PHj0SURZqas1ZZ/Lz89HR0SE/P5/IyEg6d+4slm1hYUFVVRV5eXkkJSVhZGQk7g8KPDx//hwtLS3q6urYsGEDzs7OYryTrKwsoqOjKS8vF1ElCoWC/Px80SkjKioKW1tbNm/ezOXLl/H09OT27du4uLiQnZ3Ny5cvMTQ0JCYmRgw8lJ2dzYsXLzA0NCQ+Ph41NTX09fWpqanh4cOHqKmpYWhoSEFBAa9evSI3Nxdzc/P/uPL6m/6mv0k1/WkdXqSzr5BdeeTIkdjb24sebbGxseTk5JCUlER0dDQ7duzgyy+/FD38Hj16RExMDJWVlaKB9/X1xc/Pj/nz5+Pp6UlwcDArVqzg8uXL1NbW0tDQgFwuZ8uWLfTp04ekpCQCAwMJCgqisrKSrKwspk+fLqaycnR05M6dO3z77bfU1NRw5MgRTpw4gbOzM46OjnTu3JlVq1aJ4TW3bduGTCYjKiqK1atX06NHD86dO8eqVauorKxk8+bNyGQyHBwcGDJkCBcvXuT69eusXLmS0NBQfvjhB3bs2IGXlxfnz59HR0eH4uJiUlJSSExMJC0tTYSjHT16FFdXV1JSUnB0dERXV5f33nuPmTNn0q9fPx4+fEiPHj3IzMxk+/btbNq0CZlMRkZGBrNmzWLdunXo6emRn5/PJ598wtChQ1skb/3bYP9Nf9Mfoz/1ilowBO7u7tjY2HD06FHi4uKor6/H1NSU9u3b4+TkxNChQ9HR0aGiooKvv/6an3/+mREjRpCVlUVOTg41NTW8++67TJgwQXThnjhxIhMnTiQ9PR1zc3MUCgXq6uoMGTKEiIgI/P39+fzzzykrK+P06dNERkbSu3dvCgoKSElJISkpiR9++IFhw4YRERGBg4MD2dnZaGlp0aNHDxYsWMDp06dRKBS0bduWJUuWEBwcjIeHB/r6+mzcuJFPPvmEiRMnkpGRgYmJCVlZWSxatIjx48dz8OBBRowYIaZiElbKAQEB3L17V8Q9y+Vyhg8fjpqaGs7OzgQEBHDhwgUMDQ1xd3dn0qRJREREEBQUxNWrV9HR0cHQ0JAVK1Zw8eJFdu3aRWJiIvHx8dy8eZP+/fuTkZFBWVkZdXV1fPvtt3Ts2JFbt24xYMCAFgeVf9Pf9Df9MfpT71ELB1vr168nISGB9957j19//VWM/wvN2SuampqYPXs2ffv2BZohQ7/++iu3bt0Sg8QLnnEAtra2hIWF8erVK2JiYmhqag6erqOjw+LFi2lqaiIsLExMmeXl5YWuri6mpqa4uroyceJENDU1uX79Og8ePCA9PR0NDQ0R7iVAtAARAgWIp/gCDzdv3iQrK4sHDx6gra1Nbm4uYWFhPHr0iKamJmJiYti9ezf+/v7U1NSQlZVFRkYGERER1NfX4+7uLhpTuVxOYmIiRUVFYgwKTU1NGhsbW/AjhbEJ/wWHDX19fUxNTenWrRvDhg0THUig2XFCSEYMvz8I/Zv+pr+pdXrjVtStnZwL15R/U1NTw87OjtOnT3Pjxg2+/vprrKysUCgU+Pr6ivncioqKSEtLo6GhgTFjxvDTTz8hl8vx9fXFxMQEBwcHjIyMKCws5IMPPuC3334jLS2N/Px8evXqRWFhIZGRkXz66adYWlpSXV3NL7/8gre3N+PGjaNdu3ZiPIfBgwfj4uJCSEgI5eXlFBQU4O/vj5GRERYWFrRp0wYbGxtKSkpwcHDA1NSUdu3aiemRdHR08PDw4OHDh9y+fZsuXbrQo0cPjIyMyMzMJDQ0lLlz55KdnU1ubi6RkZH4+Phgbm7OiRMn6NChA35+fjx+/Jjk5GQ+/PBDfH19uXPnDsbGxpiZmWFtbY25uTnW1taUl5fTrVs3ioqKcHBwQF9fnw4dOlBQUIC7uzv5+fl4eXnh7u7OuXPnkMvlDBgwgJKSErp27UpdXR0KhULMYGNtbf331sff9Df9F/TGwfOUIUVSZIaA/1SFNHgdPKm168Lvwnfhtf358+fs2LEDGxsbUlNTWbZsmRjDWVV5yigRmUzG9evXxaBEMpmMBQsWqOT9dRBDVddV3aPcjv/GSP4nWFdrPEnr/v+a/tu+VHXPHynnv+VDmf5IP74Oovg6nl8X1/u/kcH/BvojOvy6Pvp/7cc3gd54Q92agkp/lyq14JAifBeQIaqC4Eu/C+ULwPuXL1+SmppK9+7d0dfXF2MaSA2y9LsyrzKZjNjYWCorK+nRo0cLpxahXlXfpc4L0lgXgnOCNGC9wK9Qn3KyBCn2WyhfIGm7lRMVCDC8urq6Fl55Qp9Iy1flkPI/dRJRpQMCj/+T8oRnVDkT/TfPt7Y4UMWv1IFFecEhjV8hlCvI+q9onJTpz96+19Eba6hzc3M5fvw4X3zxBY2NjVRVVaFQKNi2bRtjx47FysqqhRJXVFTQ1NSEQqEQB6cqo6XKUEvv19TU5MWLF+IBojRjhbQM6UQixEmWXoPmGBrC5CHwIfUOlPKv7CGnbHSlE5AwuIXPUoMs1CF9VjlNmXBNOtkIPKly2lH2fJNOfsrGRZXMVX2XTjbKAaeE69LypeUIbRa+C2UI9EfbrDx5SZ8T+BPaLMRmlobdVFWPEF9Z6uIuDQ4ltEvZI1GQnaCDmZmZaGtrizFS/pNspTKQ8iL0rbKcW1twSPtS2geqFjrKMmxNpqp4FcpU7mPp5KRqrP6/LgL+t9Ibd5godEpoaKgYJjQqKoqtW7cCzZ1569Yt4N8B5Xfv3s0HH3zAzJkzWb9+PdCsCELWD0DMPCEopHBNJpOxcuVKysrKxAPFbdu2kZKSItYnzVihoaEhOs8If3l5eSxevJjMzEzCw8O5efMmjx8/Rk1NjUWLFlFbWyvWvXv3btFZRnAeUVdX5+DBg1y5cqXFSlXguaqqiqCgIGprawkODm4x8FeuXElJSYnIl/CstO1Snu/du8eTJ09aOAGpq6uTkpLC2rVrxWwzMpmMa9eukZ6ertLYSA248Kdcr1C2ID/hsyALgaS/CzKRyWScOnWK6OhosZ+kAXuENi1btozKykrxWVVtvn37NsnJyWKbhWvCfcrPCfUJRuT+/fv88MMPlJaWcu7cOX7++WfS0tJEPqUOSD/++CNXrlwB/p2NPi4uDplMRkhICOPHjyc+Pp6zZ89SVFTE1atXW/AiyOX06dPcvHmTw4cPi0kfpDEzBBnk5+ezevXqFvKXlif1fpX2j8CzIHtlhxjlPpb2W2tjS1mmyv0l5VVq6NXV1Xnw4IEYOEy4X6pbGhoabN26VRxXrUWZfFPpjcNRC7NpYmIi/fv3B2DWrFm8//77APTs2ZPLly+3uDcnJ4cpU6YwatQoxowZQ1FREXFxcVy4cIHOnTszceJEDh8+TExMDNOnT0dXV1eMTT1r1ixycnL44YcfaGpqYuXKlRgYGJCamkp6ejrDhw/n5MmTeHt7ExMTQ1hYGJMnTyYnJ4fg4GAmTpzI8ePHuXnzJpMmTSIyMpLs7GzMzMyQy+Xk5uaycuVKZDIZS5cuRV1dHblcTmhoKGfPnsXa2hpPT0+qqqpobGzk559/xsrKisbGRs6fP0/Pnj0ZMWIEenp6XLx4kS+++ILs7Gz+9a9/AZCZmUlgYCD5+fm8//779O7dmytXrhAaGkqPHj14//33OXjwIPHx8YwdO5bly5fT2NjIwYMHuX37Ng8ePGDUqFHY2tpy7949lixZgp2dHSNHjuTrr7+mR48ebN++XXy7UFNTY9++fYwfP55Tp07Ro0cPGhoaKC4uxszMjCNHjohhSPfs2UNWVhZ1dXV89913nD59msTERMrLy5k7dy6WlpYAHD58mGfPnmFkZISlpSX37t1jxYoVYhCgffv2iSnGvvvuOxITEwkKCsLS0pLExES0tLS4dOkSt2/fpnfv3owcOZLdu3eTnp7OqFGjWLp0Kaampuzdu5dr167x6NEjhg0bhpubG0FBQRQXF2Nra8uMGTM4ceIEDx8+ZOLEibi5uVFRUcHs2bNxdXXl+vXr9OjRg7Zt23L+/HnKy8u5ePEieXl5jB07lsrKSjZu3MimTZuA5hVsbm4uP/74I3v27GHTpk3iSlsmk/Hjjz9y4sQJTp06RUlJCadPn8bGxgZPT88WSBy5XC62z9vbm9GjRxMWFkZwcLB4AA5w4MABEhMTGTNmDM7Ozqxdu5YuXbowYcIE1NTUiImJYd++fdjY2GBlZYWHhwfBwcHk5eUREBCAXC5HLpejo6PDgwcPGDduHKdOnWLQoEHs27cPDQ0NZsyYwYsXLzh48CC9evXi3Xff5aeffiIhIYExY8bg6OjIzp07KSkpwdnZmcmTJxMWFsa5c+cwNjYmPz8faJ4Inj59ysGDB/Hx8cHOzg65XM65c+eIjIykoqKC+fPno6enx+rVq1EoFMTExIjILam9+DOsrt9I1IdMJhNj6J4+fVqMDJecnIynpydhYWEMHTpUDKwUERHBkSNHuHbtGpqamvj4+DB37lwCAgL4+eefSUpK4vbt2/j5+eHk5MTKlSsJCAjA3t6ehoYGbt++zfDhw2loaCAyMlKMXx0XF4e/vz9HjhxBoVCwf/9++vTpg5OTEytWrKBbt254eXlRVlZGx44dRXzxjBkz2Lx5Mx07diQqKooPPviAzMxMXrx4QWFhIdXV1Zw8eZKFCxcSFRVFVFQUnTt3Zt++fZiZmWFnZ8eyZcsYPnw4+/btQ01Njfj4eIYPH05KSgrTpk3D2NgYgJ9++onu3bvzzjvvEBgYiLa2Ntu2bWPo0KEcOnSIvLw8rl+/jq+vLz179iQnJ4c+ffqQk5PD4cOHeeutt9iwYQP29vY8evSIRYsWcfDgQbp06UJNTQ39+/fHzc1NfG2WyWRcuHCBxsZG9u/fT2Njc7b4srIy9uzZQ9++fbl06RK5ubncuXOHd999l6ysLF69ekV4eDhubm60adOGS5cuMXDgQKA5FGdAQAAJCQlkZmYyaNAgzp07J3p+Hjp0iH/+85/ExsaSlpZGSEgII0eOxMTEhPDwcGxsbNi8eTPDhg1j7969FBUVceXKFfz9/XF3dycjI4OAgABSU1PFNm/atAkzMzPOnj3Lt99+y8mTJ9HR0eHgwYP4+vrSoUMHTExM0NLSIjo6mvfee49nz57Rpk0b7OzsOHnyJDKZjIiICObNm8eGDRsYNGgQeXl54mIgLy+PoqIi7OzsmDVrFuPHj0dfXx9jY2MSExPx9fWlqamJnj17smnTJpYsWUJUVBTR0dHY29vT1NREcnKy+EY1bNgw9uzZQ01NDVeuXOHzzz8XPUPLy8s5f/48/fr1Y+PGjVhYWHD69Gk+//xzjIyMKC8v55tvvmHq1Kmoqalx6tQp2rdvT0hICN9++y2BgYGYmZkRHx9PSkoK586dw8bGhmfPnnH58mWMjIwoKSnh6tWrPHnyBHV1dYYNG8b58+e5cuUKffv2Fes9c+YMK1euZP/+/SgUCo4ePcqsWbPIysoiISGBsWPHArBmzRrq6+sJCAjgxYsXZGdnEx4eTo8ePTA2NubOnTtERUVhaGjIqFGjOHToEG+//bYYMVK63/+m0xu39SGskvX09CgqKuLJkycsXryY+fPnExsbS1FRkRiDWKC6ujpmzpzJ4cOHsba25vDhw+jr62NgYEDv3r3p3bs3CxcuJCUlhZCQENTV1fH392fIkCF0794dQ0ND/P398fb2FvMpSvcPy8rKMDU1Zfny5aSnpxMWFsbatWupra3l2rVrGBsbY2lpSVlZGX379sXS0pKePXtSVVWFlZUV/fr1w9vbm/LycrS1tUlLS8PJyYm2bdvSv39/MZ7xnTt3xPtkMhmGhoa89dZb2NnZ0dDQgImJCQYGBtjY2IhtVygU9O/fn86dO2Nra0tERAQKhQIDAwP8/Pzo2bMn33zzDQkJCTx8+BArKyvs7OzIzc1FT08PQ0NDRo4ciYaGhhiT29XVldra2hZxpoXXVIBRo0YRFBTEkCFDKCgoICkpCRcXF/Lz8zExMREnM3Nzc/z8/PD29qa4uBhzc3P69+9Pr169WmS/MTMzw8/PD3d3d7y9vendu7e4V1lfX4+Liwuenp54e3uTnp6Ojo4OAwYMoE+fPtjY2JCUlISWlhZGRkZifYsWLSI6OpqnT59iYWGBw/91ONLX18fQ0JARI0agpaVFly5dcHBojsHc2NjI6tWrSU9PJzQ0VOTP2NgYW1tbMXqikINRXV2d3r170759e8zNzVFTUxPhl9C8aiwvL+ezzz7Dx8eH8ePHU1xcLG4LmJqaYmtrS0VFBfb29qI+SAP7KxQK0tLS0NLSQl9fnxEjRlBbW4u5uTkuLi74+fmhUChISUnB1NQUY2NjRo4ciUwmo1+/fjg4OACQm5uLvr4+PXv2pF+/flhaWlJbW4uvry8O/xeS2aVLFzGLzNtvv01QUBD+/v6i05eLiwvu7u588cUXODo6cuHCBWJjYzEzMxPr1dDQoGfPntjZ2dGlSxeePXuGvb09HTt2xM/Pr8WbwuzZs+nevTvBwcGiP4OgIz4+PlRUVJCXl8eQIUNwcnLC1dVVTJgg0J/BSMMbaKgFwTs5OREXF8eQIUOYPXs2M2bMICAggMTERNq1a9fiGWGPVxhkkyZNElezxcXFWFpaigHM6+rq6NOnD5MnT+azzz7j2rVryOVy0T1cJpNRVVVFp06dyM7OZvHixURGRlJfX09ISAi5ubk8f/6cq1ev8urVK168eCE+M378eDZt2sSqVau4evUqcrlcPEgRkrqWlpaKDirLli1jz549NDY2Ul5eztatW8U3iG7duvHw4UOKi4vp2LGjmKGmqamJ3bt3i22vqalhzZo1zJo1i7q6Or755hssLCyIioqivLwcc3NzLl68KPLdoUMHdu7cibu7O4aGhkRHR9PU1ES7du3ErCJ1dXXib/v37+fly5fs2bNH3Ld0c3PjxYsX9O3bFx0dHWpqavD19cXLy4uoqCiysrJwcXERjbHwXzg8kobOBMQsOg0NDeJ1QW7Sg8OKigocHBxwcXHh008/ZenSpaSkpDB69GhsbGyIjIyktrYWQ0NDsa/S09Pp2LEjGzduxNfXF319/RZtFmItNzY2J7y9fPkyOTk5pKWlifw1NTXHfvbx8WH79u188803YlZ2aZJW6X9Bl+vq6mjTpg3btm1rcRBZU1ODg4MDV69epaGhAU1NTVEfhMNnmUxGSUkJw4cPx9bWlujoaLKzs/nkk0+oqqriyy+/ZP369ZSWlvLhhx9SV1dHTEwMmpqa2NnZiW2rq6vD0dFRTKQg5DUUkD3Q7ARmY2ODtrY2Ghoa+Pv7k5CQgK+vLyNHjiQhIYGkpCScnZ359ddfef78Oc+ePeODDz6gvr5eZb3FxcX4+vrS0NDAnDlzWLt2bYsJ+tatWyQlJYlZfZR1REtLi1GjRrFgwQJWrFhBZGQkampqLF26VMwO9IZhJVqlNxb18fLlS3766ScWL17Ms2fPaGpqokuXLqxevZqJEydib28vHnoVFhaSmJhIfX29mB6rsrKS6OhobG1tadu2Lenp6eTm5uLu7i5C5wDRIJubm1NTUyPuFRsZGVFaWkpaWhrW1taYmpqSn59PWloa3t7e4j64p6enGCzdxMSEly9fkp+fj62tLTo6OlRWVmJubi5moRYyphw/fhx1dXWeP3+OtrY2c+bMoaKigoaGBsrLy2nTpg0PHz7E0dERa2trsrKysLKyoqSkhJycHDp06EBTUxOFhYVUVVWRk5NDt27d0NTUpLy8nOjoaNq1a4eNjQ3p6enk5OTg4eGBTCYjLi4Oe3t7qqqqiI2NpVu3bigUCgoKCrCwsKCgoAAdHR10dHTIzMwkOTmZ0NBQli1bJsbyyM7OxtTUVHwDMTExoaamhsjISCwtLWnXrp3Is7TtwmRTUlIipjHLycmhTZs2YuorXV3dFivPqqoqzM3NKSsro6GhASMjI2JiYsTVsampKaWlpTx+/BhnZ2csLCx4/vw5xcXFuLu709TURFxcHE5OTpSXl6tsc35+Pnp6epSUlJCamoqnp6doWPPz89HV1UVXV1cMUmVubi4aamNjY3JycjA0NKS0tBRzc3Og2UAK5QuTTn5+Pvr6+lRWVtKmTRtSU1PR1dUVs85L9aG0tFRcPQvt69Chg6irT548EfMZCiEGUlJS6NGjB5qamuJbjBR98vjxYzEDjYAmMjExEfugrKwMQIzhIpwjPH78mKamJrp3705VVRXR0dF07NjxtfXm5eWhr6+PhoYG0dHRWFtbI5fLMTIyQk1NjdraWiIjI3F2dkZXV5fq6uoWOiKUk5KSQlVVldjWvLw8bG1tVcIa31R6Yw21dDUlDYIPv8c+q3pOuE8KoxPukz6rCm6njH9Vfk4KYVP+LK1XmT+B1NTUuHjxIvfu3cPY2JjJkydjYGDwuyD3UlhZa5haZb6E34VnlQPiK0O3XleH8Gx5eXmLAfS6vpOWp/zb6/DHyrL/o1jl19UtfU5V/7xOlqquK8MRla+rkoe0LOVnpP0h6IORkRGTJ09uIWtV+iz9/kfb1lqSAuXPyiTVIVVtkMI3VdX7n3RZFe/Sa1LZqhrHfwZj/UYb6tLSUvT19UUlEWZc4eQcWjq1AC2UURUm+I909H8SWWuGvLWylZ9VLke53cI1ZSWVOu4o1yV8VjbKqniVOqqoaoOycfsjRki4R1nmylCq1vpCVXtUlS+tX/k+ZWOvqj5V0C6pXFurS5k/aXmqZCe9V9lwCTxInYyUDZny760tJKRyVv5NuW5luam6p7Vx0RqOurV6lXHwys4+f2RyVP6szLPywkyV3N8UQ/7G7VH288QIAAAgAElEQVQL9Pz5czZu3Mjz588JCwvj6dOnJCUlsXr16hb3NTU1O38kJiby+PHjFkZaWIkLQZhiY2NFHKbyKklNrXm7RcgkLlUq6YAE1VlOZLLmbNx5eXm/89aT4psjIyNJSkqioKBAdJKReiRK61JeiSrv7QplSp9NSkqirq5ONAKvXr0Sr2VmZor8vHz5skXqMWEgSttWWFgoHvIIq3XhemsGVcDBCs/n5ua2eAMS2qNsHLOzs3/nUCSVv/Bd2cgqD0RlOSpP2Dk5OZSUlPxOjtJ+zMnJEffppcZAWo+AQ5b2gyrZCDqgPAE2NDTw4MEDCgoKkMlk4t5tRUUF4eHhYvCs1NRUUSbSvpbitwU+lLHQ0v5UNnxS3Xrdqlw6xgRdkU7uQn1SXqR1KDuaSceCdNGRlJQkBi2TtkXVZCTs3RcXF/9uQdDaAuF/+3r1jTPUwmHM7du3cXZ25v79+1y7do3JkyeTkpKCmpoaycnJorKrqalx4cIF1qxZw5YtW9i8ebPYoUJ2l9raWs6fP8/9+/e5e/cu0Jz5paqqqsWqJiQkhOzsbABxr1pQxJqaGtFQqquri/uuUqV+/PgxmzdvFtshKHBlZaVYx927d4mOjmbDhg1UVFS0iN8sGG2B6uvrRf6lnomAmEBXeEZNTY1bt25x8uRJMfmAhoYGCxYsoLCwkPz8fPr06UNBQQGFhYUsWLAALS0tMVmsNHNLeXk5AEeOHOHGjRtincLgKi0tbTGgqqurWwx6oa3R0dH89ttvACJSQrpCVFdXp7a2lrq6OlauXCn2R0lJCcDvZC/IUyp7YUBK5SHwUl9fT319PWpqauLh06+//srTp08BxLYLfSogCjZs2EBGRgYyWXNmHsE41NfXi4icw4cPc+HCBbHNJSUlLSaL6urqFm8uwnOCrqxYsYKtW7cye/ZsMjMz0dTUpK6ujq+//ppTp07xxRdfkJyczOXLlykqKmL58uWUlpZSU1NDcXGxmLgCWq7ylesWEkgoLy5U9aHwWSinrq6OiooKZLLm5BwRERGiDggHhgBnzpzh9OnTAHz33Xfk5+eL9Qj74NK+Fw7VBdnv3LmTHTt2iA4yQlsEeVZVVf1uZX/lyhVOnDgBNE9ugu4Iz0r1QdCl/830xjm8CJSamsrbb7+Nl5cX0OzYMWTIEFJSUnjx4gXt27cXOy0yMhJXV1fmz59PdnY21dXVLFmyhOzsbFxdXfniiy/EDMwGBgakpKSwfft21NXVeeedd/D19QWajWtBQQFr1qwRjd3atWuZN28e6urqlJWVsWXLFmJiYsRB+sUXX3Dp0iVCQ0MZN24cUVFRzJgxAx0dHTZs2MCPP/7IkydPAPDy8sLAwAANDQ2KiopYsmQJpaWlBAQEMGHCBACWL1/O1KlTaWxs5OjRo/Tq1UtEXCxatIj4+HhOnDiBlpYWAwcO5KOPPkJdXZ3y8nJmzZrFW2+9RXFxsZitxd7enujoaDQ0NLCxsSE2Npba2lo6derE/fv32bRpE1paWsyaNQtHR0fRsI8ePRo9PT3279/P+fPnGTx4MGPGjGH16tWUl5fj4eFB3759mTt3LmZmZujq6rJ27doWfVhTU4O2tjbr168nPj6eyspK5s6di4eHB9A8MR49ehQzMzNevXqFuro6mzZt4uXLl1hZWTFlyhRmz56Nrq4uFRUVBAYGEhERQUhIiCj7kJAQ7t27R11dHRMnTiQgIACA1atXk5CQgLa2Nm3atCExMZE5c+agra1NfX09CxcuFFdlGzduJDMzk3Xr1mFra8vTp0+Ry+Xs2bOH+Ph4zMzMmDx5Mhs3bqSiooLhw4dz+PBh6uvr6dq1K2fPnuXly5c4Ojoybtw45syZg4GBAfX19fz4449s3ryZ1NRURo8ezZAhQ2hoaOCzzz7DwcGBhQsX8ujRI6ytrcnPzyc1NZX9+/ejra0tZui+du0aW7duxcrKCnNzc86ePUt+fj6ff/45qampTJs2jXXr1tGvXz/27t0rGv0dO3Zw9OhRrl27hqGhIXK5nOXLl7Nu3TqKi4vp1KkTw4YNY86cOZiamqKm1hwyWAipu3LlSnR1dRk4cCAHDhzg3r172NjYsHbtWvGN6YMPPuDo0aMUFxeTn5/P/v370dDQYPHixaipNTvZrF+/HktLS169esWPP/5IWFiYuB//3nvvERgYSEBAAOvWrePdd9/FxMSEw4cP4+Liwv79+5HL5fTu3ZspU6bw5Zdfoq6uTlJSEh9//DFJSUkEBQUBMGnSJJKTk8XFijA+pG+s/1vpjXV4+eWXX+jWrRtWVlacP3+erKwshg8fzm+//Ya+vj4uLi5A8wrAz8+P5ORkAgMDadu2LdevX0dfX5/vv/+ea9eukZmZSWNjowiXO3jwINbW1igUCo4fP8748eOB5pWBpaUlDx48YN++fcTExFBcXMzjx4/ZunUrZWVl/Pbbb5w9e5Zu3bpRUFDA/fv3qaqqYsCAAbi5ufHrr7+yf/9+bt68SVxcHDk5OWzdupX6+noeP36MlZUVWlpaxMfH8/nnnzNt2jTWrl0rgvxTUlJ4+fIlr169orKykoiICDZt2oSnpyeBgYE0NDTQtm1bVqxYwfr16xk5ciTq6uqsXr2agQMH0qFDB3bs2MHIkSOBZmP54MED8vLyGD58OE+fPuXVq1ciDnbLli14eHiwY8cOHj16RP/+/Vm8eDHGxsY8fPgQZ2dnli5dyt69e3n8+DEJCQn079+fAwcOYGRkREZGBrt37yY4OBhLS0tsbGzEeCbh4eFUV1eTmJjIpEmT6NmzJydPnmTw4MEUFhayYcMGdu/ejZubG3fu3KGxsZGTJ08yZswYTp48iYaGBsnJyezevZvU1FRiY2M5fvw43bt3F2VfXV2Nv78/H3/8cYt2Hzx4kBkzZqBQKCgpKWHJkiUcOHAALS0toDkswapVq9DR0eHOnTvcvXuXhQsXMnr0aK5fvw7AqVOnGDlyJJcuXaKoqIiXL1/i5eXFqFGjKCsrY+zYsaSnp3Ps2DFGjx7NsWPH0NHRISUlhT179rTQn27dutGnTx8xCqOJiQk3btwgLCyMr7/+GplMhr6+Ph4eHgQGBhIZGSlOAtOmTSMnJ4d58+bRpUsXsf8ECGr//v05f/481tbW3L9/n3379pGQkMD9+/eJi4tj5/9h783jqq62///nOcyH8QDKPI+COIDzBI5508w085paei3LSiv72K28llmaejWH0tTUa6ZpKprihIqCKKDgAAiIiDKIzPN4GH9/8Hjv3hyxbp/f93M/2af1ePAAznm/97D22mvvvfZrrbV1K126dCE2NpbCwkKio6OFQ5SpqSlZWVl8++23XLhwAX19fdzd3cnJySEsLIynn36acePGkZeXx9tvv83x48dxc3Pjww8/5Pz583h6etKzZ0+6devGnDlzSE9P5+OPPxZ8XrJkCYsWLWL69OkcOnQIU1NTtmzZwvjx44mOjqa5uVnEcL9x4waenp6YmZkRHR2NUqnEwMCAdevW8a9//YuUlBQcHR35xz/+QWpqKoaGhuzbtw97e3tUKhUnTpzA0NAQR0dHPv/8c9asWcNzzz3XIb7I75WeONOHdFQxNzcXrrFhYWHChby8vFzAuqRnf/zxR0aMGMGKFSvYuHEj5eXlIm6HNDjNzc0Cn9nW1oa1tTXdunVj5syZom7pmObk5ASApaUl1dXV2NnZicQAUp1du3YlMDCQ559/HqVSiY+PD01NTTg6Oop3Jey0dv+kdkgkHemh3ZkkIiKCiIgIoRDkl316enq4urqiq6uLoaGhwJ/m5ubSp08fxowZQ1VVlSh72LBhXLx4kVu3bjFx4kRu3bolvDSlY62cT3JbsI6ODi4uLhgYGGBkZERDQwMWFhY4ODgwY8YM7O3tBXzL0tJS4H/ltk4JTmdnZyd2+Z2RND5GRkbY2NgwadIkevToIfJPWlpaCnOHNu8dHR2xsLAQSQygHV5mY2Mj2qtWq9HT06O5uVk4D3Xp0gVra+sONmq5CcrAwABbW1vGjh3LmDFjePPNN0lJSWHz5s0YGRkJaKKxsTG2trZMmTJFwEMBLCwsaGho4L333qOyspJVq1YJOYuMjOTrr79m7dq1Yuyzs7O5du0aq1evpq2tjV27dqFWqwXG28DAgLS0NC5dusSCBQvQaDRijuTm5tLa2ipkV61WU1dX98h4tra2YmJigr29PdOmTcPFxQUrKysArK2thTzZ2dmxcOFCYWKQvHW1STIxSdDKhoYGUYZUryTr0pzU1dXFxsaGkJAQnnrqKSoqKkSskPLych4+fEhpaSkGBga4uLgAYGpqKmL7yMuV5rKvry8zZ85EX1+/0/nxe6cnTlFLA+Hn5yecNkxNTRk4cCCNjY0UFRXh7+/f4VkbGxveeecd5s2bx1/+8hcWLVpERkYGM2fOxMDAgKlTp2JgYIBaraZr1658+OGHpKSkEBUVJSYVtCtfExMTLC0tgfbFQgq0D+2C5unpycKFC4mOjiYhIQFbW1tsbGzQ09NDX19fPKurqyvc1GfNmsXJkydxc3PD1NQUU1NTnJyc2Lp1KzNmzGDs2LE4OzvT1NQkgvpbWVnh4eHB5MmTmTt3Lp9++ilvvPEGtra2QiHZ29sLu96CBQtYvXo1s2fPZu7cuUA7jtfExAQPDw+6d+8OQEBAAE5OTtjZ2fH8888zd+5cPvvsM2bNmsWiRYs4efIkL7zwAlFRUdja2oosL8bGxrz55ptYWFgQGhpKW1ubUIDQPskl84xk6zU3N8fCwgJLS0uUSiV6enodFPvUqVOZM2cOa9euxczMjMmTJzN48GAOHDhAeXl5h/KNjIzw8vLi3XfffYT3BgYGtLW1CfyyNJY6OjqoVCqxi5U898zMzAS+WDIJvfrqq3z44YcsXrwYpVLJhAkTGDVqFAcPHqS4uJguXbpw4MABysrK8PT0ZNCgQezZs4cePXrQv39/fvzxR6qrq3F0dMTc3Fz039zcnLCwMDIzM+nVqxfQrmSWL19OW1sbH330kbg3sbGx4ebNm0yaNImCggKmTZuGoaEharUaV1dXtm3bxuHDhykvL+eDDz7AyckJfX195s2bh56eHpaWlmIx1NPTY/DgwYwePZoFCxZw5MgR6uvr+dvf/oabmxuHDh1Co9Hg6OgoFLWFhQUmJiYAIsVcS0sLHh4eDBkyhI0bNzJx4kQSEhJYsGABpaWlmJmZMWDAAM6fP8/Dhw/p06ePiHUiyeU333zDypUrKSwspE+fPrz88sv89NNP3Lt3T5hz2tramDp1Klu2bGHjxo04ODhgZmaGqakp0B6J8tVXXyU9PZ358+eTlZWFu7s777//PikpKVy8eBFLS0u6du0qZNbe3v6RjdLvlZ5YeF5FRQXHjh1j5syZIm1UTk4OsbGxTJ069ZEb3qamJpqbm0UgH+lCQXJZle8YFQqFuGBRqVSdQqse1y7pd11dHQqFQtQn1dEZvKmurk7YyOXfa7dZG24EP1/0KJVK9PX1fxFGJV0wSYrrcdAmqT+dld3a2kpjY2On/ZJ2T/X19WJCy7/Lz89n165dfPjhh4/A9B7HR+3629raqK2tRaVSdYr57Yz3/+7Y/dqYSguMxD+AmpoajIyM0NXVFY5NUt8bGxvFJWxNTQ0mJiaP1CNdetfV1Yn3pH5qNBqRHUeeELiurg59ff0On0njoqenh0ajobGxUYQe0Gg0HcZLPr67du2isbGRsrIy9PT0eO+992hqahJjqI2wkfNFumyVQjZoNBr09PRE2+VzRzrtSJey+vr6KJXtsVDOnz+Pk5MTcXFxrF27FkNDQ6qrqzEwMBDjLtWv0WhQKBQdZF1qk/Rbe17/1rn8e6QnVlHLB68zOJy2gpLgQRI6QLpxli4StKFR0t+dOQF01h7t47xcwOWfydslKT7pyClXXHI3YcmFWKpPIqmt2kgJebny9smPhfIb8MfxWQpqJXeUkdqk7SgjjyusHbdZ+0ZeG5Yl//24vmm3XZuf2p/Dz3BFednaDhi/pKC1+yOXMblsaGOstWVFmz8SD+SL7q85msj7KeeftBB0Jl+SDOnq6gozgDxMrkKhIDc3l7Nnz2JmZsazzz4rzD/az2kruNbW1g48VygUHfokH1ftcZdvoOrq6jh16hSlpaWMHz8ee3v7DrBQ6T2Jj/Lx6oxPcl7L5/vj5nJnY/17VOJPtKKWKwvtgeps0kvfSf9L30nCKI8Apy2M8sGUbMadsU4SVPnkeRwmV1KCnT2nPTmkdzvrgxyGJy9HLqTSbgs6Klp5GZ1hWuU7lc4WM21lKX9Gel+O1ZXK7+w7OXxO+lwbTytf0ORwSG0eyT+XT3ypLrldX843OY/lbZSe1UYHyOvV5qPEQ7kMai8c8vflC5OUWFjqa2cyLG9DZ2Vrn5jki56cT1Ibm5ubaWv7Ob66vO/aMibfyUrKWnuuyMuXy5a27MoXNPkCL/8t8UKu9LXnpHwh7WwRlMuRxAttGZLDMaX+/R6U9pNhoJGRfDWWO0/IP5P+lpgcGhpKdnZ2h12pPNB6U1MTu3btekRIJbupXJFIlxraO4zExEROnTrVQdlK7yoUCvbv309xcXGHeiXh09PTe2SCrVq1irlz5/L2229z//59UY68PVKwdomkgOz5+fns379f/F9ZWcmnn37awQlD4pM8gLs0qZRKJdnZ2ezYsYOioiIuXrxIREQEJSUllJWVsW/fPlF2dXU1e/bsEfySOzbs3r1bxOSQype+T01N5fTp0zQ3N3Pnzp1HdjpyPkvvyD+XeKGjo0N9fT179uwRJyfp5+bNm4SHh4vjuI6ODrdu3XpkVyeVI/VBquPevXscPnxYyJk8cL9cMUi8l0wRUhlSu5ubm0lNTUVXV5eHDx+ybds2Hj58SHR0NBEREZSWlpKTk8OWLVsIDQ3lwoULlJeXU1JS0kFRSTKVmJhIZGQkp06dIicnp0Ob5QvhJ598QkZGBkqlkvz8fD755BOys7M5ePBgh7FuaWkRF3F6enpER0cTExMjvpebWKR+NTQ0kJKSgo6ODnv27KG0tLTD/JLmjnwMJf5Jsivxtbi4mMzMTCEf0nvy+S3xUrsced8luZC3Wy5X2kkgpHJ1dHRIT0/n2LFjnZ5cfw/0xMHzfgtJq+UPP/xATk4O9+/fx9nZWQRav3LliriN3r9/P21tbcTExODu7o6RkRGJiYkcOXIECwsLLCwsuHjxIhcvXqSkpAQPD48OO8QrV66QnZ2Nu7s7165dw8rKSigqd3d3cbmVmprKhQsXqKqqws3NjeLiYvbv3095eTkeHh5CADdv3szy5csxNTVl27ZtTJgwgejoaE6fPi3QCmFhYdy4cYPu3btTVFTE7t27hf3vu+++Q6PRUFlZiZ2dHeHh4Xh6elJRUSHiNNvb23P69GmuX79O9+7diYqKIjo6GicnJ2bPnk1NTQ3jxo0jLCxMBGKqr6/nwIED1NfXU1FRgbOzM1euXKFfv35cunSJiIgIamtr0dXVJTQ0lMGDB3P58mW6dOki8OXu7u7U19dTVFTEuXPnWLVqFcOGDRNY3ZKSEvbv309ZWRkeHh4kJCRw48YNGhsbiY+Pp7m5mYaGBvbs2YOenh4ODg5cvnyZgQMHkpSUxL59+7Czs+PBgwfiWK1SqXj48CEzZszA0tKSgIAAFIp2rO/evXtpaWnB0dGRy5cvc+rUKVxcXGhubiYnJweVSiWUl6enJ4aGhh0Wlfr6eg4dOkR6ejr+/v7cuXOHuLg4oqKi8PPz48SJEyxcuBBfX1+WL18uEhacOHGCkpISDAwM0Gg03L59G2NjY2pqavjmm2+Ii4tjxIgRYnG+fv06ERERpKamCtu4vb29WKhaWlpwcnISSnXevHncuXOHyZMns2TJEg4dOsT06dN58OABarWa6OhooqKicHBwwNzcnKioKOLj44mPj0dHR4eAgAD27t3LnTt38Pf3p6Kigt27d2NoaEhERAQffPABQ4cO5dy5c9TU1BAfH4+1tTVqtZrs7Gz2799Pc3Mzzs7OxMfHc+LECdzd3dHV1eXHH38kIyMDPz8/Pv/8c3bu3CmSWkRFRVFbWyuyKikUCpKSkmhubiYmJobIyEhRz40bNwgLCxNOTlZWVjQ3NxMXF8fly5e5d+8e3bp1o6GhgX379pGVlUVZWZlITL17926Bww8NDRWONvb29o+9R/nfoD+0opaOXqdOnaKsrIympibi4+MpLy/n6NGj+Pv788EHHzBkyBBOnz4t4DqnT5/Gzs6O5cuX4+3tzTfffIOTkxOffPIJ/fr1Y8+ePXh6emJvby8wwdnZ2SQnJxMdHY2vry/r16/HwsKCU6dO0dDQQF5eHkZGRixdupQhQ4awY8cO/P39WbNmDWZmZoSHh1NWVkbv3r1RKBTs3buXvLw8IiIi6N+/P9CeAszZ2Zndu3dTVVXFjz/+iI+PD6ampixduhRnZ2du3LiBmZkZp06dok+fPuzcuRM3NzdKSkrIz88nPz+fXr16sXbtWqqqqti9eze9evXiwYMHfPnll3h7e2NlZUVMTAyjR48mPDxcCO7q1asZMWIEBw8epG/fvuzcuRNXV1du3rxJS0sLO3fuZODAgSxZsgR7e3uampq4evUqZWVltLa2sn37dpydnfn222+xtrYmOzsba2trMjIymDRpEmZmZmg0Gt555x26dOnCiRMnaGtr49ChQ8LVfOPGjQQGBvLll1/i4eHBzp07sbCwIC0tDRMTE9auXYufnx+xsbGo1WpOnjxJYGAgW7ZsoX///ly6dInhw4fj7e0NwHvvvScWhLt377Jjxw6cnZ3Ztm0b9vb2ZGdnExcXx61bt9DR0eHs2bOMGjVKQCsVCgVLliyhurqajIwMbt26xZ07dwTK4Pjx4wIH/txzzxEbG8uwYcO4cOGC4OuaNWvo37+/iMJnYGBAYWEhFhYWDB8+XJwOVq1aRd++fdm3bx/+/v7CY3Hjxo04OTmxZ88eTExM8Pb2pqamhqysLMzMzDhy5Ah6enoiKcPt27d5+PAhoaGhuLq6cuzYMYyNjdm2bRu9e/dm9+7djBgxgp9++onCwkIyMzNJTEzkzJkzFBQUCCx8YmIiM2bMICwsjIcPH+Lq6sqOHTvo2bMnH3/8Ma6urhw8eJDy8nK+++477O3tsbe355tvvqG0tJT79+8TFxdH165dKSgo4Omnn8bAwICvvvoKKysrkpOTsbS0xNDQkD179lBZWcm//vUvunfvzr59+3B3d2fFihUMGTKEdevW0dTUxKBBg2hubmbGjBl0795dJDU4dOgQpaWlwsloyJAhfPrpp/j6+hIXF4eZmRknTpygX79+bNq0idGjR4tL0t+Don5iPRN/C+nr6zNt2jQ8PDxYtWoVUVFRvP322wQEBHDt2jWqq6txcnLizTffxMzMjI8//pjdu3ejq6uLWq3Gw8OD/Px8+vXrx7Rp0ygvL+fu3bsEBgaKOszNzdm8eTNbtmzB3d2dGzduMHToUNzd3UXMjsbGRgYNGsSUKVPIz8/n3LlzZGVlMWjQINzd3YWbroS9HT9+PCNHjuT48eM8ePAAMzMzASHz8fFh3LhxaDQaEhISsLe3F7C7tLQ0/P39eeGFF8jNzSUrK0tA9iQzh9SWqqoq8vPz6dmzJy+++CJ5eXmYm5vTq1cvfHx8iI+PZ+XKlRgbG5OQkEBlZSV9+/YVZd+7dw9TU1MiIyOZPXs2I0aM4Pbt2+jo6JCbmysw2kuWLMHIyAi1Wo2TkxNlZWUYGRkRGBhIVlaWSHaQmZnJnTt3GD16tAg7amlpKWB3r7/+Ovr6+hQXF2NpaYmnpyfl5eWYmZkRFRXFuHHjhBfn8ePHGTFiBH/9619FwoRevXoRHBwsxm3WrFmcP3+exsZGIiMjMTY2Fm0sLy9HV1cXExMTnnnmGXx8fPjoo48EH5XK9jjjV65cYcqUKSJAWGNjIzNnzmT48OEsWLAANzc3+vTpQ69evfDz88PPz4+0tDSRQiohIUEofmkH2rNnT7y9vYVjSHR0NOPGjWPChAlUVFQIFMmtW7coLi5GrVbj6ekpwpBKbfv444+ZPHkye/fu5dtvvxWmAR0dHf76178yefJkFi1axPHjx3n11VcJCQkhMzOT/Px84uPjCQ4OxtLSkrq6Ol544QUiIiKoq6vD39+f3r17Y2dnh46ODq+//jo9evQgPz+f3bt3U1dXh4WFBS4uLhgbGzNr1izS0tIoLi7mypUrjB8/HgsLC9ra2sSi6ejoSE1NDf369WP+/Pn8/e9/x9DQULRZV1eXF154gZdffpmMjAx++uknJkyYwPjx46mqquLhw4dCtv39/ZkzZw6WlpZis7BixQqUSiX3798nMjKSgQMH8re//Q1ApGmbMmUKcXFx5ObmCr+I34OifuJs1P8dklxtJaeJ/v37s3HjRg4fPszp06cxMTEhIyODTZs2sXbtWhoaGpgxY4a43LC3t6dnz54ixkVTUxN6enrcunWL0tJSoD0m8aJFi0hKSiI5OZnevXsL2N2wYcNEPA4J4lVTU4OHhweenp7U19eL5+DnSZaZmcndu3cpLy8nJCSExsZGWltb8ff3F9lEzpw5Q1VVFZWVlWzatImPP/5Y7P7gZ/RIQ0MD7u7unDp1ih07dnD79m0KCwtRKBTExcUJt9rU1FSOHz8uohC6urqyfPlytm/fzvXr19HT0xNOAlLZ9fX1hISEsH//fo4fP87JkydpbW3FwcGB1157jWXLljFo0CARyMjLywtvb28qKysxNTUlJiZGBOKXeNLQ0CB4IgUkam5upqqqisDAQExNTUWs5MGDB5OXl0dISAjHjx9nx44dLF++XCR9ld7V19entraWsLAwIRv37t3DxMSEb7/9lh49eojLKW9vb2EqkmCSkg28oKCA+Ph4oB2/3bdvX+EcNGTIEIGykAnvjX8AACAASURBVGy/JiYmpKenk5aWRnNzMyYmJo/wVVdXV8REaWlpwcjIiNDQUNH3oUOHcuLECY4dO8b3338vwgz4+flhbW1NU1MTpqamDBkyBGjfBVZXV2NpaUlkZCTu7u7U1NTQ1tYOnZMu+yTZGDp0KDt37iQsLIx9+/bRpUsXgoKCRL8GDRrEw4cPhet8W1ubCNfQ1NTE5s2b+f7770lJSeGll14S8qlWq/Hz86O4uJi8vDxOnjzJsGHDRCyRAQMGYGNjQ0REBMXFxSxYsAAdnfY47E5OTuzatYutW7dSWFhIW1ub4IeUGPjChQuEhYVx6NChDhfE0jyrr6/HxsYGGxsbli9fzjfffMPVq1cJCQkhJiaG7du3s3TpUnE6keb3nzbq/zApFAqsrKyEM4m5uTlPPfUUOjo6VFVV8eKLL+Lu7k7//v1RqVS0tLTw2muv4eLigru7OykpKQwZMkSkU3JychLebGvXrmX06NGoVCoMDQ1F6qOKigqmT59OUlISrq6u9O/fH3Nzczw9PUWgfzMzM3x8fBg1ahRJSUm4uLgwcOBAoVhMTEzIysqitbWV119/vYMLeUhICN26deP27dsEBgaKRKtpaWkEBQWJVEqSR56UvWPYsGHo6enR0tLC5MmTCQgI4O7du/Tu3Zs5c+aQkZGBs7Mzs2bNwszMDGdnZ4YPH05hYSGmpqY8//zzuLu7iz5IZbu4uNCrVy8KCgrQ19envLycHj16MHDgQEaPHk1bWxtBQUG4ubmRnp7O8OHDcXFxwdraGh8fH8zNzYWXn66uLoMGDRIpmvr37y92ZhYWFtjb2+Pg4EDPnj1JSkoiMDCQ7t27Y2FhwYABA/D09BT5I/38/LCzs8PGxgZLS0u8vLzo3r075eXldOvWDWhXtJmZmbz88suMHDkSc3NzMjMzGT58OM7Oztjb2+Pj44OLiwsqlQpfX1/Cw8MpKCigT58+tLW1MWTIEHJzczEwMCAkJAS1Wo2LiwtmZmao1Wq8vb1FIoY+ffpga2vLyJEjO/DVw8MDFxcXPDw8sLOzo3///lRVVeHi4oKRkRG2trZ4eHiIJLFBQUE4OTnRo0cPBgwYwM2bN+nevTs9e/YUO1A7OzvhOQrtTkdeXl44Ozvj7u4uZNnc3JxRo0ZhZWXFgwcPmDZtGn5+fjz11FPiNDZq1ChMTEy4e/cuf/vb3+jevTs2NjZoNBpGjBiBo6MjBQUFvPbaa7i6utK7d2+SkpLw8/Nj8ODBFBUVYWhoyBtvvMHgwYPJzc3F0NCQIUOG4OrqikqlorW1FTc3N5TKdvz+Sy+9RHFxMXZ2dowdOxY3NzdcXV2F405gYCAVFRW0tLSg0WhwcnKid+/eQLvnpLOzMyYmJjg4ODBu3Diys7Pp2rUrEydOpEePHgQGBnLr1i1GjBhBUFAQNjY22NnZYW1tjZub2yM+Fv+b9MTB834LyY8t8ssfbdy1/Bk5BEj+jPS/9IxGoyElJUVkCJHDguQ30vJ3tdvVGYzqcc/JIUjaz8ohS50d1X6tvl/6W96PzgRW+ry0tJT169fT1taGSqVi0aJFYlGQv/9r/f61737p/V8b187G8d/hsVwuJMRKly5d6NKlSwceddb+x/Xj3+WrvO7Hta0zWfulfnUmY9oXZ7/WL4ke1x7ttv5Se7W/1x63x/GmoaFBnIAB/uu//kskVOiMB9porc7q/L3S/wlFLWEj4VGHCWkAJUGVLgclkv6XhFnu4CCHasmdHrSFX16+BFWSPy9/TipTwqXKP/8tOGrttkr91MaPd4ajljsMSG2R3umsD9L/UkwHU1PTDopN3ndtZxvpPTmeV+qnnHfyiS21Wxunq42Dlkh6Xo6Llmz12jh2bR5rK6zHOU1oj4VcLuQOQHKZ0earnOSyKJcJuRLUrl8OUZP6qS1T2vXIedMZJvlxMqbdJ/nYSmX9El/l5Upt08Zby+VTDnuVPpdksKqqChMTEwEjlI+TfK5qy768P3K57sx56H+b/tCKGn5WmlI8Wik8qWTHkswdOjo6/PDDD3h5edG3b18aGhowNDQkNjaWnJwcpk6d+lhvOHk9/9eos13L71HQ/1+Q9onrl3bEf9L/HMllTnvj9UeTOYn+0JeJ0q4sLS2NRYsW8V//9V/k5eUJZwwpYag0qBcuXBDRuDZs2MDt27fx9fXlzJkzQMdVXaFQdNi1/dEE498l+cSQ76L/iBNG6ot89/9H6t+TQnLZkp+m/ogyJ9EfXlEDJCQkUFtbyzvvvIOdnR1JSUmsXr1ahHyUIDvGxsZ07dqVPXv2EBoaiqWlJWq1GpVKxYMHD/6QAvD/guTHcPlR+09+/Un/U/R/Teb+0Ipaory8PCwtLUXA9K+//poZM2awcuVKLl26BEBpaSkmJiY0NjZy4MABpk2bxrx586iqqsLY2Jjy8nLg9+da+if9SX/SH5/+0IpaWl0lOJxarWbjxo2YmpqyePFixo4dK2L9ShC72NhYfH19effdd/H19SU2NhYjI6MOYTv/pD/pT/qT/pP0h1bUkh1xypQpTJkyhaioKMaPH4+pqSkvvfQSYWFhPPvsswDC+9DT05OioiLmzJnDw4cP8fb2pqCgQNiu/6Q/6U/6k/7T9MS5kGvf+GpfIshvf6Ub4TNnzhAbGysA/kuXLiUuLg4XFxfs7Oxobm7GwMBAxE/YuXMnMTExDBo0iNjYWHr37t0BzfBHoScVU/on/UnasivRH1WGnzh4XmcDpI3JhEcH7MaNGxgYGODn59cBgwk/77wlbK48jGJjY6MIj6hd//80TE+uQLUXIDm+9N+98ZYvZtIlDPyMjpEgdlK5/9NCLy+7s3jGcpz773ny/VbYXmebiv9O/x5XL/Cb2vNb6pOXLSEuOqtD+1k5Bv/faYe8bxK+uTNnGLnM/tY6niR6YhV1c3Mz6enpdOvWrYOQpKamikAwnXlTyR1HOtsdawu4HCiv7aWl/Vln9Ult60yYtJ1ttL245HVpC2FnC5b8WaBDH7XL0Q7k3lnbtcvQdkKRvy//Xj45tR1GHse7x42T/DP5BOysHnm5coci+We/1hbt8jrjtbx87T52pjy0x7Wzfmq383Fjq83vX6pXLkOPk0c5afOmM17JFaAclqldt/Y72hDOzhSu9rhq9027Hm1+/hbeP2mK/ImL9SEx+fr16xw4cIBRo0axd+9eYmNj6dOnD3v27KG4uLjDzvnWrVv88MMPREdHo1AocHZ2FuVJgycfRHmg+ytXrmBubo6RkdEjGTeUSiV1dXXExMTg4uLyiCDIJ4Vc4CUh0cZly9ujrUSuXr2KmZkZhoaGFBcX8/333xMVFUVTUxOurq4dPCrlWTm0J4lC0Z7koK2tDXNzcxQKhYhdYW5uTnJyMrm5udjZ2XXAC0t9kCspbS88OXXGB+nvzp69evUq+/fvx97eHj09Pa5evYqLiwsVFRWoVCrBB3k/5PyS81OulKTf8kVGzg/tXai2XMj7os0L6W9JZjIyMigvL+8QdU2b93J5uHHjBjo6Oh0uqh/3o43dlu807927R3FxMdbW1h36fu/ePQoLC4Wru3aZ2jKoPZ6P45VSqaSqqgojIyPS0tIoLS3tUIf2O9XV1R2C+GuPo7wtEn+kvhUWFnL37l3s7OweWWiVSiUZGRlcuHCB9PR0AJE8Wj5m2otCZ/L6e6cnzuAqKYlLly4xZswYvvvuO5KSkqipqeHzzz/nmWeeEZHNpJ3w0aNHKS4upm/fvpiZmVFZWUlWVhbNzc1kZ2dz69YtysrKRHS6K1eukJWVBcCBAwdIS0sTgcubm5spKioiMTGR4uJi2traSE5ORqFQkJKSIjJVZGRkkJqaikLRngYrLi5OONtAezS3wsJCACoqKqiqqqK8vJzbt2+LrBxKpZK0tDRyc3M5dOgQBQUFAFy7do2oqCiGDx/O119/zZUrV9DV1eXatWsiW0pTUxNXrlyhrKwMpVJJQUEBcXFxAISHhxMdHc3t27cByMrKIjs7m5KSElpbW6murqaiokLworKyEqVSSUJCAvn5+SiVSoqLi4mJiaG+vl4IfWFhoUgs+/DhQ1paWsjNzeX69esoFO3xUQoLC7l+/ToVFRUdFo6VK1fi4uLChg0byMnJIScnh4sXLzJ37lyKi4tJTU0lJiaGzMxMysrKqKqqAqCoqIi6ujqKiopEuUple/TB+Ph4CgsLBQ/u37/P1atXgfaIcQUFBVy/fp2amhrRh4KCAhobG6murqayspLm5mYKCgpQKBQkJCSI8S0rKyMrK4uGhgaKi4u5d+8eZ86cESgiaSyUSiUVFRVkZWWRmJgI/LyQ7N+/n+zsbKqrq8nOzhYQ0JKSEmpraykuLubBgwfcv3+fy5cvc+vWLerr64F2JVVSUsLdu3eJiooSzlu3b98mOTlZzJELFy4A7eFjS0pKgPbIjeXl5VRVVXH79m1ycnIoLy/n5s2bQrl2xqtr165RX19PWVkZs2fPJj4+nocPH5KXlwdAYmIiqampKJVKKisrefDgATk5ObzxxhucPHkSaFeQJSUl1NXV0dbWRnFxMbW1tTx8+JBr165RV1eHUqmkpqaG1NRUEhMTOX78uJj7Ojo6Yp41NjZSVFTEnTt3SE9PF/yTknhI45SZmSna9YQZEAQ9cTtq6Sh+5MgRhg8fjkaj4ebNmzQ2NmJqasqYMWMICwtj3LhxYlWOiYmhubkZNzc3vLy8mDdvHjdu3KClpYVNmzZRVlbGRx99xIgRI9i7dy/JycmcPn0aJycnrl+/zrlz50QM227dujFlyhQ0Gg179+4lKCiIW7dukZ+fz+bNm4WS2rBhA5WVlbi5ubFp0yYyMzM5fvw4tra2ODg4kJ2dzcqVKxk3bhxbt26lsrKStWvXkpaWRmhoKD4+PsTGxrJlyxbu37/PxYsXmTFjBqampty7d4+UlBQGDRokkCxHjx7l0qVLREdHo6Ojw759+4iOjhZ5GRcvXsydO3e4d+8eAKdPnyYpKYnCwkIsLS2pra0lIiJCxPqNjY3l7NmzREREoFKpOH78OMePH6e1tRVzc3O++OILysrKOHbsGIMHD8bAwIB9+/aRnJxMUFCQyDS+efNmUlJSSE1NRa1WM336dJqamti/fz9PP/20CNd5+fJlnn76aWbNmkVFRQVxcXE0NDRw+PBhBgwYQEFBAZs3byY2NpaWlhbS09Pp2bMn//jHPzA1NeX111+noaGBgwcPMmLECOGFun37dnJycujSpQvr16/nwYMH4kQxb9486urqOHz4MOPGjUOpVLJt2zZaWlo4cuQIZ86coUuXLhw8eJCMjAxiYmKIiIjA2tqa7du388MPP+Dq6sqKFSsoLCzk8OHD/OUvf+HKlSsiW46xsTGHDh1i3759JCYm8uDBA5EIQlpg9+7di66uLocPH2bEiBEsX74clUrF/PnzRajSn376iS+++ILp06djbGxMVlYW7733HiUlJeJkmZOTw+bNm7l27RoVFRWo1Wqqqqo4evQoKpWKXbt2MXbsWMLDw4mPj+fQoUNERERw4sQJLl68yKVLl0Sm+o0bN5Kbm9uBV7W1tZw8eRJXV1e2bNmCm5ubuMO5desWp06d4sqVK7S1tREZGcmKFSvw8PAgNDQUIyMjhg4dio6ODmvXrkVfXx9bW1u++OILGhsb+fvf/05FRQVnz54lODiYN954g7y8PI4cOYKTkxPDhg1DqVSydetWDh48yO3bt1m/fj0DBgygpKQEhUKBh4cHhw4dIjk5mVOnTuHk5MSaNWuIjIwkMjJShAh+nNnz90xPVmt5NAJZUVER7u7u+Pr6YmRkRGNj4yPHG4WiPS9bdnY2VVVVqNVqlixZQlRUFEuXLmXx4sUEBweTkJDA6dOn8fDwwMDAgIiICAwMDHjvvfdYs2YNJiYmhIeHM3DgQJYtW0aPHj24fv069fX1ODg44OzsjLe3twghGRgYyP379zlz5gxeXl4oFAoiIyMBRIZvQGR+VqvVrFq1itdee41Tp05x+fJlNm/ezGeffYaXl5eIsSvtWO7du4eFhQWpqakcPnxYoFoiIiLw8vLCzs6O3r17s2fPHhYsWMDmzZuZP38+tbW1zJkzh6+//pqMjAxqampQKpUivrTEW19fXxwcHESfpPCboaGhIh1ZTk4OqampAIwePZrbt28TFhaGq6sr8fHxLF68mE2bNlFSUkJ0dDSjR49m2bJlqNVqcVzt1q0bGzZs4ObNm3zwwQdkZ2ej0WgYO3Ys48aNIzg4mGeeeQY3NzdWrlzZYaJJcZwHDRrEZ599houLC2vXriUgIIBly5Yxb948lEolO3fuREdHBxcXF5KTk7l79y5jx45l+fLlGBgYiAVs2LBhREZGUl1dTUtLC+Hh4Tg4OHD06FHc3d0xNjbm/PnzKJVKVqxYQVxcHDNnzmTx4sVMnjyZjIwMMRbm5uacP3+e1tZW3nrrLf75z3+SkpIiZLm1tZW3336bd955B09PTxHnW1dXF41Gg4+PDwsXLmTIkCG4u7vzj3/8QxztDxw4wAsvvMDixYuZNm2ayAb01VdfsX37dm7evElFRQVLly6le/fujBs3jsrKSuDnAFyGhoasWLGC8ePHM2jQIP75z3+SlJTE9u3bO+XVihUraGlpwdramokTJ/LKK6/Q0tLCw4cP2bt3rwgRKqXSevPNNxk/fjzBwcG88sorHfIR6uvri/yIDQ0NjBs3jlWrVmFoaMhXX33F4MGD+fTTT5kzZ47gS0VFBVeuXGH79u188cUXuLi4iO9UKhWpqamcPHlSzN9z585hYmLCRx99xEcffcSVK1dE/U8aPXGKWmJyly5dKCwsJC0tDTc3N3r16kVCQgIPHjwQNj/J9NHU1MTAgQOZNm0aarUahUKBubk5lpaWnDt3jjt37nDr1q0OjjF+fn5MnjyZ0tJSIiMjuXv3LtnZ2Tg4OIg2SMFgmpubUalUhISE8NVXXxEXF8dzzz3H7t27iYmJEQq0Z8+ePPPMMwBYWlqKY63kHalU/pwNWaVSYWRkxJkzZ7h27Rp3794Vil2j0eDp6cmkSZNwcXEhIyMDOzs7kYZpwoQJeHh44OTkxAcffCCCx1+/fp0TJ06go6ODSqUSNrz6+nr09fXRaDQi119VVZWIXbxw4ULMzMzo06cPS5YsAcDY2Bg7OztGjx5Nz549aWtrw9XVFQsLC5YtW8asWbNQqVScP3+exMREKisrsbe3FxlLFAqFCAJ//vx5vv76a6ZNm0ZxcbFImipliQH4/PPPqampwd7eHmg/Zt+4cUMkjZXs2I2NjTg5OZGenk52djaXLl2itbVVxGV2cHBg4sSJ2NrairbI7e59+/blwoULWFhY4OPjQ2hoKJMmTUKhUKBWq/H19WXSpElC0Tk6OhIVFUVRURHR0dFCrszMzPDy8mLKlCm0trZ26LdEra2tTJw4kdDQUAwMDLh//z4PHjwQJiojIyMMDQ05c+YMP/30E8OHDxfJK1xdXbl06RIlJSVERkaiUqkwNjbm7NmzXLhwgdbWVvT09Bg/fjyJiYmUlpbS2trK1atXiYqKoqGhQShLhUIh8kAqlcp/i1dVVVWkpKTQ3NyMoaEhtra2mJiY4ObmxpQpU9DX18fU1BRoD/IvX6CMjY2JjY3lwoUL5ObmolQqRfktLS04OzuTmJhIQUEBFy9eFBsIc3NzlEolZ86c4dKlSyKxb2NjI3V1dajVaiwsLFCr1fj7+wsfCQMDAwEg0B6DJ4WeONMH/AxXi4iIYPHixezatYvLly+zYsUKzp49i6OjIz169BCmj5qaGk6cOEF4eLjYKXh5edGjRw+RBfrBgwdMnjyZ4OBgjhw5go6ODiEhIbS1tVFZWcmZM2eYMWMGgYGBVFdX07NnT6F8LCwssLGx4ciRI/Tp04eRI0cSGhqKg4MD8+fPx93dnbCwMAwNDQkJCcHAwEB4Qh44cAB3d3cGDhyIvr4+PXr0oL6+HiMjI1544QV++OEH8vPz6d27N0FBQUIhnT9/XuR5/PDDD/H39+fs2bNUVlYyduxYsrKyuHz5Ms899xyzZ88Wp4UBAwZgbW2Nvb09Xbt2paKiAhcXFxwdHRk4cKDIQRgcHExlZSWRkZG8/PLLGBsbc/LkSUaOHMnrr79ORUUFkZGR+Pr60rNnT7HLlaIRjh8/np49exIVFcXFixeZP38+Tk5ONDU14efnR0VFBb6+vpibm+Po6EhKSgpbt25lzJgxPPvss1RUVDBw4EDy8vIoLi4WdtubN28ye/Zsbt68SVJSEgMGDMDPzw89PT26detGUVERTz31FG1tbURFRVFfX4+enh5///vfSU5OFu/Y2Nigq6uLt7c3ZWVl+Pv7iwW+ubmZgQMH4uPjg0qlIjg4GD8/P8LDw2lsbGTUqFEiUP3gwYNJSUnh3Llz+Pj4MGzYMMaOHcvJkyeprq4W+RU9PDwwNzenqqqKnj17Au226BdffJGCggKsra2xsbEhNDSUgIAABgwYQFtbGz169CA6Opra2lpu3LiBv78/FhYW+Pv7k52dzfHjx/H29mbAgAFMmDBB3Km8//776OnpERgYKBIOTJgwgR07dmBhYcHgwYMxNjbGx8dHZMpxdHSkrKyMV199lZSUFBITEx/hVUlJCYGBgVhZWREXF4e/vz92dnY899xzhIeHU1JSwqhRo2hraxNJG9RqtfBL0NHRwc/PjzNnzpCfn0///v1xd3fH3Nwcd3d3Hj58yKRJk2hpaWHfvn04OzsTFBQkTqQ9evRg//79lJaWEhQUhJ+fHyqVCisrK3r16kX//v05duwYSqWSkSNHUl1djZ+fnzAB+vv7Cx3yJNETC8+TMlIPGjRI3IIrlUri4uLw8fFBrVZ3CheSP3vjxg327duHjY0NZWVlLFu2rANe89+BG/1aOx8HPXtcWY97T44Y6AyS9EvtlOi/057f2iftm//O2vFLdf5SO37tGfn4fvHFF6hUKu7fv8/06dPp37//I3GttevVbqd2/dr81e6PNu87Gwvt39r20se15Zf4/kv1Pk5etMf3vyPzv0X+fq3+x5X3/2fOyNv0pNMTq6jlk1J+pJFDmOTPSE4e0ufSkS8zM5OCggICAwMxMjISwdnhZzhYZzhX7cD58ufkgqKNW5VD5iS4kfy5zpIKSGVKv6UThbwvUnnadUo86SxIvdRmbbt/Z2XAz8Hd5UHjpT7Jy5Ochtra2joEq5d41xlcTl6enBdSUoFf64/0vARTrKmpITExEScnJ5ydnR+RE3mb5I4nQIdEE/Jy5byRj7N2Egpp3OTyI/9cHixfKkPep87kQc4veb3y5yWSytNW1nJ5krdXrtSktnYmL3JedWZG0HYgk4+5dtIAbahrZ+XL+S3nX2fjKPWlszmlzftf22T9HumJVtRyxsOjHnyd7fak/xWKdhup5IUoTRq5ELS2tpKTk4Orq2uHz6BzZxhJ0ORKWb5rkitgbYzzLykrOWa2rq4OPT099PT0OgitVKZcUB+nwLX7IvHjcWVpTwjtd7WVjHYfJcXX2S5O7tyhUCgeUYqdKebOxlx7bLUXPe3FUs4X+Vho16O9UMj5KF8k5XW0tbWhp6dHdnY2lpaWmJqaCl7KlePjMpBIbZKSMQNCTh/Hd6nO+/fvC5tyZ3yTZ4mRe9Nq163NH/n/EmnPgc6e7WyeaJfxJCrO/zQ9cTZq+W5QvrORr8ryHaCOjg7r1q1j7969jBs3DoVCwaRJkzA1NRVOFREREdjb23dITa9UKikvL2fjxo20tbWRk5ODh4cHQAcBh/ZJ9O2336LRaETwJvkuU+5AI0+tJFcq0jvS8/L+SZM6OTmZTZs20a9fP3H5I39HXp+cN9Lk0dHR4ejRo5SVlYl2Sn2V2iJXWlJ7pedOnjyJiYmJcJSR90XeZm038NDQUGJiYujTpw+fffYZ0dHRBAcH8+2333L//n0CAgI6KDB5GXLnhsfxTt4W+a5TvquV9y8hIYFjx451MIfIy9XR0eH69eucOXOG7OxsmpubsbOzEzKoo6PDqVOnKCsro66uTmTMlr6T+rB69WqsrKxwdHQU/Jfq0t7tyXkofX/79m1SUlJIT0/H09PzEfnobIwkk090dDS9evXqUPbWrVtpbW3F2dn5EeX478qRfIz/nXdbW1tZunQpAwcOxMDAAIVCwbVr13j48CGOjo5PJFTuf4OeuKBM/x1SKBTs37+f+fPnc+/ePSIjI5k9ezampqZcvnyZd955h5dffpl33nmHL7/8EgC1Ws2wYcNEBmcpu/bXX3+Nvr4+r7zyCmZmZqxcuRKlUilwvbm5uWzbtg1ra2veeustfvrpJ1JSUhgwYADJycnk5eUxZMgQcWEiTdz6+nq+/PJLNBoNlpaWBAcHk56ezl//+lcuX75MW1sbGzZsEA4P0H6bvn79ehQKBSqVipdffpni4mL27t2Lo6Mjr732GiUlJezcuZPm5mbefvtt9PX1MTQ0JDMzk40bN+Lg4ICdnR1BQUH89NNPlJaWMmjQICZPnkx4eDjnz59n0KBBBAQE8O677zJq1ChWr17Njz/+SGZmJtOmTcPa2pqtW7fS0NBAjx49SE5OxsPDg1deeQUAX19fNmzYwNy5c4XTB8DVq1d5++23OXr0KLGxsYwaNYpRo0YRHh7OqVOncHR0xNXVleeff56tW7eSk5PDc889R58+fTrEK0lMTGTnzp04ODjg6OiIi4sLTU1NhISE8K9//YsXX3yR8+fPc+TIEYYOHYqnpydRUVHk5eXRrVs3ZsyYIRb1AwcOcO3aNdra2gRax9jYmPj4eL7//nscHR3x9fXFzMyMiooKNmzYQF5eHqGhocTGxhIZGYmDgwNDhgzB2NhY7CSzsrLYtm0bxcXFTJ48mdraWqZMmSIcp4YMGcKyZctQqVSoVCpeeeUVysvLCQ0NxcnJiebmZmxtbTl79ixloNu8gwAAIABJREFUZWVMmzaN/v37s3XrVu7du4eVlRVjxowRoRMk09Pq1avJysrirbfeQqPR8N1333Ho0CGRuR6gvr6edevWodFoMDU1ZerUqTQ2NrJr1y6sra2ZP38+R44c4dq1a5iYmODi4kJMTAwLFizAx8eH1atXU1lZiVqtZsKECRgaGrJu3TpUKhVvvvkmubm5fP755+jr67NgwQI+/fRTKisr2bNnjzBL/bmz/mV64nbUv4UkAYiNjSUkJIStW7eSnZ3NhAkTMDY2Jjk5mZEjR3L//n3mzZvHt99+i42NDZMnT+aLL74gKCiI0tJSNBoN9fX1fP/996jVaioqKjh//jyZmZkoFApefPFFfvjhB4KCglizZg0BAQHcuHGDtLQ0UlNTBb706NGjfPzxx3z55ZeEhIRgamoqlPWaNWswMDBg5syZrF27Fk9PT+Li4njqqaeEV5e5uTk9e/Zk8ODBACxfvhw7OzsmTZrE6tWr8fX15Z///CcDBgzg4sWLwltO2n0dPnwYMzMzSktLOXz4MDNmzBDKydPTkxMnTrBkyRK2bduGSqXiq6++4umnn2bLli04ODigUqmYOnUq4eHhxMbGEhQUxIYNG7CxsSEqKoo333yThQsXsmTJEg4cOICHhwc2NjZ07dqV06dPo6+vj66uLo6OjlRVVVFSUiIcPkaNGsVXX32FsbExYWFhvP/++wJ+V1RURGRkJP369eOLL75g7NixmJmZoVAoqK2t5cMPP2Tu3LkAhIaG0qVLF/Ly8ujbty979+5FoVBw5MgRFi5cKDxQExISWLJkCRs2bKBPnz5YWVkRFRXF4cOHWbJkCefPn8fMzIzq6mqqqqoIDQ3lnXfeISsrS4QVaGlpEYrbyMiI/fv3s3TpUo4dO0ZlZSUGBgY4Ojri5OSESqXC1dWVXbt28eKLL/Ljjz8yfvx4rl27RlZWFufPn8fV1ZXRo0fz5Zdf4uXlxe7du1m0aBHZ2dnEx8ejUCjIyclhxowZ7Nixg6amJq5fv85HH33E1q1bMTExEbDBzMxMEhMTUSgUTJw4kdLSUu7du4exsTFPP/0033zzDRMnTgQQsvfSSy+JutevX0/37t2FHKelpREQEEBlZSU3b95k8uTJHD58mJycHEpLS5k3bx4bN27EycmJffv28eyzzwrM94ULF5g+fTp5eXkUFBTg4+ODnZ0d48eP72Crhj/O5d//a/o/ceaQ4HQTJkxg2rRp2NvbC6C8ubk5VlZW2NraUlpayujRowUuW7Ln6evr09DQQH5+PtbW1nh7ezNo0CDu37/PmDFjcHZ2JjAwkPz8fGpra7G0tCQwMJDevXtjYmLCs88+i66uLgMHDsTFxQV7e3vh7ipRfn4+o0ePxtnZmd69e4sLF2jf8RgaGmJpaSlwxADFxcWivX379qWgoIDa2lrUajUDBgzAy8uLzMxMunbtiru7OyNGjKCtrY2SkhKMjY3p168fQ4cOxcHBgcbGRgYPHoyrqyvOzs4kJSVhZGSEmZkZI0aMoFu3bujr6+Ps7ExOTg4WFhZYWVkJXHhQUBABAQH07duXXr164eHhIdy8FQoF3bp1Y+3atQwZMoQhQ4awZs0aunfvTllZGcbGxpiZmTFp0iRKSkpwdXXFxcWF4OBgLCwsyMjIwNLSEisrK8aNGyccJ6Ddbd3U1JS+ffsSHByMra2tqBPaMfQ5OTn4+fnh6+vLlClTUKlU9OrVCycnJ1xdXSkrKwPg3r179OrVCxsbG4YNG0ZrayvGxsY8ePAAW1tbvL29CQ4OxszMDGh3sjA1NcXR0ZGSkhICAgKwsbEhODhYYN4lMjAw4NSpU7z33nsEBASIk1F9fT21tbVUVlYyevRounXrRlBQEFlZWTg6OuLl5UVwcDAmJiYCMtqnTx8sLCy4desWQ4cOxdLSUnj9yc0h+fn5jBo1ir59+zJq1CgUCgUhISEMHjxYOFlBewakkSNH4ujoSL9+/SgqKqKmpgZLS0uCgoLo1asXxsbGDB8+nN69e9O/f3+GDRuGjo4Od+/eZeTIkdjZ2TFgwACKioowMDBg+PDhPP300/j6+orTad++fWlqasLMzAwbGxvgyY6/8Z+k/xOKWkdHh4qKCl555RVGjRpFZWWluFgxNDREpVKxadMmpkyZwsqVK/nyyy+5efOmAOE3NTWhVquZNm0aaWlpZGZm4uzszEsvvcSyZctYvnw5Z8+epUePHowePZrExERycnLw9vYGfo5yJjl4KJXtwZx27NghhPOFF17gs88+Y/ny5Zw7dw4PDw9UKhXvvfcex44dw9DQsMPlEsDUqVNZuXIl69atIyYmht69ezNixAhu3LhBTk4OQUFBzJgxg7t373Lnzh0RjMrHxwdfX18WLlzI2rVrRXwMqX3V1dWMHj0ad3d3rl+/TmVlJb6+vtjZ2bFhwwYmT55MY2MjSUlJqFQq7OzsqKurE30FhBKQqG/fviQmJhIQEED37t1JTk7Gz8+PSZMmYWhoSHJyMlVVVbzyyitUV1ezbNkyduzYQU1NDbNmzaKuro7ExES6du1KRkYGYWFhALi7u+Pg4MC8efP49NNPhWnp7NmzLF68mKSkJCZNmsSdO3d46623ePvttykvL+9gF5UU/3PPPUdCQgKffPIJ27dvx9DQkMrKSgYPHoypqSn/+Mc/2Lx5M01NTSgU7bFLunXrxnfffYenpycpKSksWbKE7du3o6en1+FS7caNG2zbto0bN24QHx9P9+7defPNN9m1axempqZMnDiRjz/+mDVr1nD16lVCQkJobm7m3XffZfXq1WJjIZlSamtrefHFFzlz5gzr1q3j+PHjok6J/1OnTuXzzz9n7ty5bN26FUNDQ+EiLrf/z5w5k6+//pr169cTFRWFv78/Y8aMITExkezsbHx8fERfJBlsaWmhvr6e6dOns379epYvX05YWBh+fn74+Pgwe/Zs5syZw6VLl4RzVXNzM42NjXh7exMWFkZycjIff/yxkLsnDNfwH6UnDvXxW0harUtLSzt4SpWXl6Ojo4NGo8HKyor6+noKCwtpbm7mxIkTeHl5cejQIZYuXYqlpaUQbHNzc2FjDQgIQKlUkp2dTWVlJU5OTsKRJSEhAWNjY+GAoVaraWxspKGhASsrK2pqarh9+zaHDh1i5cqVNDc3o6urK8pydHQUji0pKSnY2tpiaWmJRqNBV1dXOGZkZGRw/PhxvLy8OHjwICtWrMDBwYErV65gaWmJl5eXKEOj0RAYGEhpaalwbc7JyQEgNTWVVatWUVlZibW1NYWFhVhZWdHY2Mj169dxd3fH3t6epqYmMjIy8PX1JT8/n6ysLIKCgoD2QD/W1tbk5+djZ2dHSUmJsLdCu8dgQUGBuHTLzc3FxsYGAwMDiouLSU9Pp3v37lhYWPD9998LBIOOjg7vv/8+2dnZZGdnM2zYMNasWYOvr684OgMkJSVhYWGBiYkJ1tbW5ObmUlFRga2tLVZWVmg0GhITE/Hy8sLExISqqiq6dOlCUVGRiEoIUFVVRXp6Os7OzhgZGdHU1IS5uTlHjhxBo9FQVFREbW0tixcvpqKiAktLS9LT07GzsxMxL1xcXMS7RkZGqFQqKioqyMnJobKyEldXVxwdHbl+/TpdunTB1taWzMxMwsPDcXNz4/Dhw6xbtw61Wk1CQgIODg4YGxsL2KOpqSnFxcUYGBjw3Xff4ebmxqlTp5gwYQIhISFoNBo0Gg1dunQhNzeXgoICgoKCqKiowMDAAGNjYwoKCujatauQYSm+zMGDB/noo4/w9vYmPj4eExOTDnKs0Whobm7G3NycwsJCbG1thVOSo6MjhoaGmJiYkJSUhKGhId7e3kImamtrxRzIyMhArVaL8At/2qh/mf7QiloiOQQOOnciUSrbI8zt2bOHiooKRowYwYgRIzrgjLVvqOXQNansziCDcgGU/q6rq6OxsRELC4sOGGF5WXIkhPx9qVx5e0eOHMnw4cOF0tfG0Gr39cqVK5w+fRodHR1eeuklcanT2bNyEZHQFNpt1e7n43jf2dhAR4z1iRMn/j/23jusqitr/P/cSxcEFETpTRDBEhULYm+xxSQ6ZqJGk0lx8jpJjEmME9MTU4xRM4lRo0mMXVFRVBBQBEEEpXcRpIh0LvVeOpzfH77nzOEKGTPvvN+fyct6Hh7OPWeXtddee+22CrGxsfTr14+XXnpJUm8T66yqqsLU1BR9ff1u1TTluIp1dKczLMdNrvrWXZsvXrxIVFQUJiYmvPDCC5IrUzlNtPP21PdyfMQ2FxUVceTIEdRqNfPnz8fHx+e+vtSmd2trKwcPHiQvLw8PDw9Wrlx5H04izbT7TP6/urqa/fv3o1Kp8PX1Zd68eT3Wrd2W7nihpzHQ03OvcP7X8IcW1N0xk/he/l3+/Gtp5O+103X3rjvmlht7yPPJ9XR7Kks7vfb/f4Xjr5XRE37ahindCRvtvPIytIVld/QWj4a09d+1+1JbnU27bO22aafTFird4Sk/WpLTqCdai3nkdOgpr7ZBiDztv+pLOU4PwtPy9vU04Xc3IfXERw86Cfc0BrTr0ubfXqH96/CHFtQPCnKBLjco+DXH+P/TurRXeb+l/H8XX/k3bUs77ZXg/2uQ06U7q7SeVor/m4P7Qej1P6373+lLOa20jU1+C016qls+YfYKzocDHgpB3R3jyY0m5OanYnpti8DfKmS0mVR7m/dr+MlXNb+Wrxd6oRd64T8BD52ghgc7W9R+7mkLp7161T5m0N6qaZsLa5el/Vt7q6yNi1hed2d52mX2Cvpe6IVe6A4eKvU8hULB2bNn2b9/Py0tLSgUCkpLSzl69Oh9PiECAwPZsWMH9fX1krCTC2LtlbbcB4FYhlJ5L5xRYGBgF7NjbaEudwpz6tQp4uLiKCoq4pdffrnPJBi6mmXL/XRA19iDPZ3H9kIv9EIvyOGhENTiqvT8+fO8/fbbXL58mZiYGAA2btxIaGiopE6nUCjYvXs3a9eu5fz586xZs4bW1lZKSkrIzs6moqICpVJJSUmJZIDS2NhIXFwcLS0tkkBNS0ujpaWFoqIiPvnkEylAqPg9KSmJsrIylEolxcXFkmXXyy+/zBdffMHdu3eJiIigqamJoqIiMjMzJRW8oqIibt68KcXq6+joICEhgaqqKqm8goICcnNz77tk6YVe6IVeuA+EhwDa29sFQRCEI0eOCAMGDBA++ugjQaPRCNnZ2cKIESOEiIgIITw8XEr/j3/8Q/D09BQuXLgg1NbWCqGhoYKBgYHg4+MjODo6CtnZ2cLy5csFU1NTYd++fcKTTz4pTJs2TXjiiSeE5uZm4fnnnxdsbGwEHx8fITAwULC2thZ8fHwEDw8PQaVSCa+//rowdepUYcKECUJGRoawYsUKwdDQUAgJCRGioqKE9PR0ITIyUvjLX/4iHDhwQDA1NRVGjBghLF++XLh+/brQt29fYdy4ccKoUaOE+vp64aWXXhKmTZsm+Pr6Cjk5OcKjjz4qDB06VLCzsxP27dvXhQa90Au90Ava8FD4+hDVm3744QfMzc2pr6/n4sWLxMTEYGVlRX19PXv27OGFF15AEAS8vb3x8vLi0KFDnDt3DmtrawoKCoiNjUWtVhMaGoparWbNmjUoFAp+/vlnnnnmGUJDQ6mpqSEpKYnU1FSefvpp6urquHjxIomJiQQHB6NSqdi/fz8LFiwgNzcXtVotOcF59tlnsba2ZtCgQWRmZnL9+nXs7OxQKpWEhITw9ddf4+7uTn5+PrGxsfj5+VFfX8/+/ftZsmQJycnJdHZ2UlJSwueff87YsWPx9/dn2bJlvV7EeqEXeqFHeCgkg3h+++677+Lg4EBCQoJkjZWens6PP/5IWloaOTk5KBQKPv74Y3bs2IG3t7cknO/cucORI0cICgpi6NChwL24cq6urnR0dFBaWsr8+fN5+umnqaio4Msvv+SLL76gpKRE8t2gVCoxNzfH0tJSMp1duXIlTU1Nkjm4XB1K+G8tkL59+6KnpycFWhUtIOFebEczMzMKCwt55JFHeOqpp2hsbMTS0hI9Pb3eC8Re6IVe+JfwUAhq4b/PaEWn56LDlm+++Yb4+Hj27NnDJ598IplEv/rqq9jZ2XHu3DkOHTqEo6MjVlZWXL16lenTp/Paa68xfvx4zMzMmDJlCt988w0qlYrhw4fj6enJnj17uHbtGiYmJnh5eTF37lwAJk+ejI+PD4cPH8bAwAB7e3tcXFyYNm0adnZ2wD/9Qtja2jJ9+nQ8PDwkb3bz5s3D3d2dWbNmATB9+nR8fX05dOgQnZ2duLi44OzszOzZszE1NZUcJUGval8v9EIv9AwPhXqeuO2/c+cOn3zyCUZGRmzcuBFra2vJDagIcs0PuQ/hgwcPcu7cuS7pe1L50y5HfN+T6t+/I0T/0+X1Qi/0wv9deCgEtRy0hSfQRcVNVHkTLcX09PRoaGiQIoKLRihyvWXt8EPaMejEPPIYdvIwROJEIrdGk6v5CcI/Y97Jwyy1t7ffV5+8PEHoGs7pf8P6sSeQ65PL6+1pcukpvzxvT/U+SNoHNVP+Vzrnv9b2/5S++m/F6beWp11mT+//k23ors7uLGjl6f7Vs1jP/xTvX6P3r/Haf7qf/v+Eh0JQy4Wf3DKxOzNdbQaSCzrx268JBnlkkAcd8KJlpPz9r+X5vYB2G7V1u8U++a1GOf9qgGh/f9B+e1DTZu3ytdv2n5wQxfb9HuHfEWT/m5PHg4Ic3574Qv78W3jnYYWHQlD/FhAJXVFRwbFjx3jttdcAKCsr48SJE7z66qvdzrIajYbOzk7JRai2KTh0jXYsCAIajQaFQiGFN+ou6rPcgZG48pCv1rsLWCu2QbuMXwtUK67GtYPnyvPJj4PEMkVfvwqFAn19/S6re7gXIsrJyUnCW766F/83Njaio6NzX5w8cccgt76U71zk0bx7orE2aAfJFftIDtqe6uQrPjlt5JOyXFjLdz4iHvJ83fkaEevtycOePL02jvLf8nb15GWxO14T8dYuU9u1grwPxLTaPKHNg+3t7dLdi3YbRRsFFxcXyce4fNzII9Jr86hIO22eldNX/lvsp+7KEtOKbdTmCzn9tSOoa0/aPdH/YYaH4jLxt4BI6IiICJRKJSdPnmTChAkoFApycnLIz8+XiC526N69e1myZAnr16/npZdeoqGhgYiICMLCwiRmEqM8i8y4adMmnn32Wf7rv/6Ln3/+WWJqXV1dSTiJfzo6OsTFxXHmzBlpUIlCTVdXV/oT04pliEwklif/BkjCUcwrCht5Guga0Feet6WlhdDQUMLCwigrK6O6upovvvhCyt/S0sLmzZtpbW3l9OnTXYSJSLsbN26wefNm6uvrCQgIwN/fn8LCQglvOYMrFAp0dXXJzMxkz549hISEEB8ffx+NRUGkUCjYvHkzq1ev7jLw5e0W6X7x4kUKCwu7lKVdrpw2CsU9wyi1Ws2FCxekSVcu1EX6i/nEqCzy39qCTV5XSEgI4eHhUn3iN/FZ+7d2f2qv7mpra3nnnXckvhHTK5VKNm3aRENDw31t1aa/nH7yYzg5n4i8pqOjQ0VFBXv37gW6BmsW81dUVLB9+3Ypv5g3JyeHAwcOSOWJdW/fvp2MjAypjQcOHODy5ctdaNkTvcUytPld/B4fH8/u3bulo02lUsn58+dpbW0lJiaGoKCg+8aUUqnk7NmzaDSaLmPsP+VU6/8VPBR61L8FxA46ffo0Y8eOZfbs2Vy9epUpU6ZQV1cnRZCQz9IXLlxg7ty5rF+/XvLh6+npia6uLmZmZmzdupXr168zZMgQSbXuxIkTrF27llWrVvHll1/y9NNPc/LkSX788UfS09Npbm5GEAQ+++wzGhsbJafqovBrb29nyJAhfP3111y4cIGkpCTMzMw4e/YsUVFR3L59G2NjY/r27cupU6doa2vjyJEjnD9/ntTUVCZOnMjRo0cJCQnh2LFjGBgY4OrqSkREBHv37qWsrIxhw4ahVCqJi4sjKysLExMT9u7di4+PD/v27cPe3h4/Pz/Ky8spKiqiX79+BAQESHrkY8aMITo6msbGRl577TVMTEwYO3asJDCbmppYvny5FOB3xIgRjB07lvDwcAC2bt2Kjo4OLi4uKBQKAgICJPoAWFtbS4EZtm3bRkZGBl5eXhgYGKBUKmlqauLAgQNSyKjW1la2bt3KhQsXKC8v58SJE+Tm5mJra8uqVavIy8vDy8uLnTt3kpGRgZmZGdu2bePQoUOYmZmh0WjYvn07hYWFjBw5kps3b1JTU8PatWtRq9VMnz6djo4O9u7di7e3N7dv3yY8PBylUsnHH39MUlISvr6+BAUFcfz4cc6cOYOzszOWlpYoFPf8Nu/cuZOwsDCGDRuGSqWSJukTJ04QHBzM+PHjaWlp4bvvvuPSpUt4enqSlpbG7t27iYiIoKqqil27dmFsbIyzs3OXFZ5Go8Hf358nn3ySPXv24OfnR0pKCgYGBty4cYOYmBjCwsKYNGkSgYGB7N+/Hzc3N8zNzQGkifj48eOUl5dz69Ythg0bxtatW/H09OTy5ctSMIgff/wRhUKBg4MD6enpjB07FoXiXpCNzz//nJiYGNLT0zE3N+fmzZvMmTOHX375hRMnTtCvXz9MTU25c+cOw4cP5/PPP8fPzw93d3eSkpKIjIzk0qVLjBo1ilu3bnH58mWuXbsmBZrIzc1lx44dxMfH4+3tTWhoKD///DP29vZcunSJw4cPY2hoiKOjI+fPn2fbtm3U1tZibm7O8ePHSUxMlCatFStWoNFosLW1RVdXFysrKz744APi4uLIzs6mvLycdevW0dTUxOjRo9m9ezfBwcHY2NhgaWn5u7FfePgx1AJxBqyvr8fExAQ9PT3MzMwAMDExQaVS3ZdHvn19/PHHMTAwICYmhtLSUt5//3309PSora1l/fr1XfJ8/PHHrFixAjc3NxITEwkKCuLvf/87BQUFJCYmcuTIESkcU3FxMUVFRezbt09S+9u5cydNTU288sorXL58mcLCQoKDgxk2bBiFhYUUFxfT2dlJUlIS2dnZREREsHbtWlQqFUePHuXq1at0dnaydu1aDh8+TEhICNu2bWPEiBH4+fnxyy+/AGBoaMjly5eJiorip59+Ijo6msLCQnbt2oWXlxdPP/00J06coKGhgdraWlatWkVubi5hYWEYGBjg7e3N1KlTmTdvntT+zs5OjIyMGDNmDMuXL6egoIDKykp0dHRITU0lIyODnJwcxo0bB0BCQoIUQFapVErm+bm5ubz33nvY2tqSlpbGxx9/LNVx8eJFRo8ezerVqwkMDEStVhMZGclzzz3Htm3bWLBgAUlJSRQXF/Poo4+yfPlyoqKiyMzMxNPTk0GDBvHss89SWFhIZ2cnGzduxMvLi5CQEHbt2sXt27dxc3Nj0qRJUmxHXV1dbt68SXJyMleuXKGgoIDvv/+el156CXNzc7777jtiY2MxNjZm7ty5fPPNNxK+H330ESqVCkNDQ958801yc3MpLy8nODiYsWPHYm9vz4EDB9i2bZsUgeXtt98mJiYGHR0dRo8eza5du/jrX//Krl27pKMh+VmqpaUlfn5+ZGVl8fbbb3P9+nVSU1Npampi8uTJ2NjYcOjQISnElaOjo7QSNjEx4b/+67/Izs7Gy8uLjIwMrl+/zr59+7h69Srx8fFERETw008/4e3tzZYtWwgJCZEi/QB8+eWXDBkyhCVLluDn50d1dTUWFhYcPHhQ4t2NGzcSExNDRUUF27ZtY8CAAaxYsYKSkhIaGxtxdXVl5syZfPvtt3R2dlJfX8+6detITU3F39+fL774QrIt2LRpE9euXcPc3Jzo6GgCAgIYNmwYn3zyCadOnSIoKIh169ZhaGhIVVUVra2trFmzhqNHj6Kjo8OsWbN48sknqayspLCwkC1btuDt7c38+fM5dOgQgwcPZtKkSTz99NNs3ryZ/Px8KbJ6a2vr78aFw+9OUMuZUgwQKq5KmpubJaGtnUfc/mVnZ6NWq7G2tkatVlNSUoKlpSVDhgxh8uTJUh6FQsF7771HQEAAzc3NnDp1Cl9fXwYOHMj06dNpbGxk7dq1jBw5kjNnztDY2EhnZyfvvPMOFhYWnD17ltzcXKZPn87AgQMZN24cTU1NODs7M3PmTAmv1tZWWltbUSgUjB8/noEDBzJt2jTy8vLo27cv06ZNw9XVVYpKrq+vj6mpqfQe7oUF02g0hIaG8re//U0KIqtWq5k1axZDhw5l2LBhqNVqPD09cXNzw8vLC5VKhUKhwNzcHFNTU2xtbYF/RlsB6NevH3Z2dhgZGUkx70SfK3PnzpV2IAUFBXh5eWFjY8OUKVNQKBTo6elRU1NDQ0ODFPDX29tbonFwcDCXLl3izJkzXLhwAbVazdixY/Hw8GDMmDFMmDABd3d32trasLCwwNjYmGXLlrFkyRKpXy5dusSGDRuwt7enurqa/v37M3HiRDw8PGhubsbc3Jz+/ftL8SIBli5dytGjR7lz5w7e3t7o6ekxcuRIZs+eTVlZGYaGhkybNo1JkyZ1CVJbXFyMlZUV9vb2zJkzRzoSsbGxYfr06UyYMIGamhru3r2LlZUVDg4OzJ49G4VCwZQpUxg9ejTjxo1j+PDh9OvXD7VaDdxbdIjBjDs7O7lz5w6TJk3C0tKSKVOm0N7ejpWVlVRHbW1tl8DC4lGSvr4+YWFhPP300/j4+DB27Fi2bt3KG2+8QUBAAMbGxtLuyMzMjHnz5tGvX78uR161tbXMmTOHoUOHMnz4cNra2tDR0SE/P5/+/fvTr18/HnvsMfr06UN7e7sUENrX15epU6cCMHXqVCZNmoSenh4ajQZfX18sLS3x9fUlOTmZ+vp6+vfvz/Dhwxk3bhw6OjosXryYiooKzM3NMTc3Z8mSJZSWluLh4cHQoUPvC0pLBvbcAAAgAElEQVTs4OBAR0cHVlZWUgiwpqYmKd7nqFGjcHFxwdjYGAsLC2xtbblz5w6WlpbY2Ngwb968++5DHmb43QlqcfXh6uoqxS+Ee9Gcc3Nz8fDw6JIO7p3X/vDDD2zatIl3332XNWvWoKOjg5mZGcuXLycrK4vc3FycnJykPJ2dnezYsYP3339fOhqIjo7mgw8+YO/evRgbGxMeHs6tW7fIz8+XHD6FhIRITppWrVrF/v37+eabb4iMjMTQ0BBBuBfk08fHhx07drBx40ZqamowNTUlMDCQzz77jF27drFy5UppK//WW29RWVnJxo0bcXZ2JiUlhaqqKskCE+4Z4NTV1bFs2TJSUlKYPHky06ZN44033uDDDz+UooqLZ/DisVBHRwempqZ0dHRw9OhRYmNjOX/+vCSgBEGgubkZHx8fvv/+ezZu3NglOLCYZsGCBdy6dYt3332XnTt3oqenJ62uHn30USlQqmjheefOHWpra9m6dSubNm3C0dGRiIgIKcaiiGd7ezuCIODk5MSBAwcIDQ0lJSWF6upqgoKC+Pnnn4mJiaG4uJg5c+YQHx9PWVkZHh4eUsxCY2NjvvvuO6lffX19iY+Pp729nWnTptGnTx9effVVPvzwQ/70pz9JE1VbW1uX1dYzzzxDQUEBN2/exMbGBlNT0y7BXtvb2zE0NOSZZ54hPz9fSmdiYkJLS0sXrSb5JdmNGzdYtWoVr7/+OkOHDuUvf/kLx44dY9OmTfj5+WFkZCSVL16EdnR0YGRkxMmTJ8nMzJSijn/++efk5eURHBzM5MmTSU1NZdmyZZIQXLVqFf369SMpKYmWlhZcXV1pbm6W2vjkk0/y/vvvs2XLFrKysjA0NESj0bBixQra29tJSUlBT08Pe3t7Ojo6ePLJJ9m4cSMvvvgi+/fvx9jYuAuuffr04ejRo3z66aecPn2adevWMWPGDLKyssjLy8PNzU1SsV2+fDnt7e2kpaXR2NjIyy+/TEZGBq+++up9QYkFQUBfXx9zc3N27tyJRqORJpENGzawefNmbt++Td++fenTpw/fffcdq1atoqysjIyMDAYMGICRkdF9l7wPLQi/M+js7BQEQRCKioqETZs2CYIgCCqVSigsLBQ+/fRTKY34J36PiYkRoqOjhcrKSkEQBKG6ulqora0VBEEQkpOTheTk5C55ysrKhOjoaCE6OlpKV1dXJ9y4cUMoKysTamtrhba2NuHatWtCVVWV0NjYKNTU1AiNjY3C1atXhcbGRqGiokLYunWrEBgYKDz//PNCQkKCUF9fL7S1tQmCIAg3b94UMjIyhI6ODuHgwYPC9u3bhby8PKGwsFAQBEF44403hNjYWCElJUVoamoSBEEQNBqNEB0dLdy5c6cLPerr64WqqipBEATh7t27QkdHhyAIgpCdnS1kZGQIVVVVQkNDg1BeXt6l/eLvqqoqobKyUvj666+Fc+fOSfSurKwUNBqNIAiCkJWVJdy8eVOorq4W6urqhOrq6i44qNVq4caNG0JJSYlQW1srqFQqQa1WC4IgCHFxcUJWVpZUbkNDg1BSUiL9rq6uFoqLiwWVSiUIgiB9E8vo7OwUMjIyhObmZiExMVEoLCwUGhoahOTkZCEyMlK4c+eO0N7eLkRHRwt5eXmCIAhCaWmp0NHRIWg0GiEjI6NL/xYXF0v4t7e3CwkJCUJ+fr4gCIJQUVEhNDU1Ce3t7UJZWVmXNt68eVO4ceOG0NnZKdTW1gp1dXVCRUWF0NHRIfW5SCsxXXV1taBWq4XW1laJ3qWlpV0ccWVlZQkpKSnS74qKCiE+Pl6orKwU6uvru9ShUqmEyspKobOzU3j11VclflGr1UJaWpoQFRUl3Lp1SxCEe+NELE/sC5VKJURGRgoqlUpqo9i+9PR0Yfv27cKZM2eE5557TigtLZX4qqSkRIiKihLUarXQ0tIitSUvL09ISEiQ+EWkXUVFhVBXVydUVlYKcXFxUjkdHR1CYmKikJaWJuEm8phYR319vSAI9/g9JiZGqKqqEpqbmyX6lpeXCy0tLUJzc7Nw8+ZNQaVSCc3NzUJSUpLwzTffCKdOnRKee+45obGxUWhqahIyMjIEQRCE3NxcITY2VmhpaZH6VWz7wwy/S/U8EcQAnKLqkiAIPUZcEbrRixafe7J8lP8Xy9Q+0+pOD1V8rq+vZ9++fVRUVODt7c2TTz55X0xB4b9XtrGxsTQ2NjJjxgza2trQ09Pj8OHDzJ49GysrK0lLQhuH7lShetL57knXVGyfUqlEpVLRt29fKXCsmE+u0id/J8dHLEObHnJ6y/tQW7XwX+nN90RzMV1P9XfXr/J6tPlBO1CumEfsl576XPytrbcrb8uv8Y+cNnK6dqeGJmooVVdXM2DAgB75Vhu642OxH5TKrkF2582bx8SJE7usOrvLJ1fXkxt+adOpuyAb8ufu+Km7OrXbJ6/79u3bHD9+nObmZp544glGjx59n3piT3zxMMPvUlB310ndCSTt7z3pU8rL1RbM3XVgd3XK84uMKh9o8np7GnjdCS5tK0p5GdptEkG7Du165BOFfMKArvrH3Qk1uUCUDzD5ZKc9yMQ0gtDVurQ7Ad6d8BTr096mynVmtXVsu5u05Pnkk7S8fnk94reehL+Ip3Y7tQVNd3zSnYGRvK7uJiLxubsJV7ufRZqI+Mnpok0nbUGsXW53tgLdTXYiDXriG/GbNp9rv5fzlxxX+cJGGyd5Gd1NVN3Jjd+LkIbfoXoe3C88e1oRy9P6+flx7do1PDw8pAsVuZDQXoVqq+yI7/Lz86moqMDKyqoLs8gNRcS0RUVF+Pv7Sx4BLS0tpbrFMuWDR8wv4iIKfHnQUpGBxT/xIi45OZl+/fqRm5uLvb39fQwonzjE3/K2yoWbfJBo4yg+K5VKcnJyqK2tldTX4uLiiIuLw9PT8z4BJ+ZRKBRkZmbS1NRE//79pe8NDQ3SGb72JCfHRaSFXIjK02ob5WivXpVKJTU1NaSlpWFvby9NCGq1GoVCIZ3NaxtDVFVVcfDgQa5cuUJbWxtOTk50dHRIOzpR8Gjrt8tpILZRTm95X8qFpPxZXq6cD65fv46Ojk4X748tLS20tbVhYGBwn9CWjwl5H8vxEceAfLKW52lpaaG1tRUDA4MufSPuZJVKJUlJSejp6WFiYtKFhvIxJuo5y2kl78/ucNXGp7t34gJAewLVTq8tHx52+N1eJvbUceKzyGwA3377LTdu3KCtrY1du3bR0dFBVVVVl6grlZWVFBQU0N7eTl5eHgkJCRLj1NTUSBFnbty4QUBAAHl5eajVapRKJdXV1URHR6PRaBAEgdLSUmpqaoiMjOSvf/0rubm55OfnU1dXR3V1NcnJyVRXVyMIApWVlaSlpVFSUiKtgOLj47l9+za6urrU1taSl5dHenr6fRNSW1sbe/fuxdHREQ8PD5qamsjKypKizIj+r5VKJaWlpcTExEgaG2LbqquriY+PR6VSUV9fj46ODhkZGaSlpUmDJyEhQYp2U1VVJdEiKiqKoKAgcnJyAKioqOD27dsApKenk5aWJg20srIyYmNjgXvGSpcuXZLc1mZkZPDcc89x69YtdHR0SElJITMzE6VSSX19PYWFhZI/FzmuSqWyC65qtZrCwkLq6uqor68nOjpa6qP29nbi4uKorq6msrKS/fv3S+p1AK+//jpHjhwBoLy8vAutABITE7ly5QrTp09nx44dXL9+HV1dXRISEiS829rauH79unTpVVRURGxsLEqlkszMTJ599lny8vK4ffs20dHR3Lp1i6qqKurq6iT6aTQaKisrSUpKknizvb2d+Ph4SktLqa2tlYRfdna2FMHo+vXrAHz99dds3ry5i1WmRqMhLi6OiooK6uvrqa+vp6CggJSUFAnP6OhoMjMzqampoaamBl1dXaqqqmhvb6euro4bN25I5X/11Ve0tLRQUVEhqfYlJSVx8+ZN4J4NQkJCApmZmV3of+PGDcloqbq6mtu3b0v9/D/d2MsnONGYRj65/V4Eck/wu1xRPwjIhVFGRgYVFRWsWrWK+fPnc+TIEd566y2USiU//fQTkyZN4s033yQ+Pp7Ozk5OnjxJTk4O6enpODs7s27dOvLy8oiLi8PGxoajR49SUlJCeHg43t7efPTRR1RXV3P+/Hnc3Nz485//TFtbGytXruTxxx9n5MiRBAUFYWpqyksvvURzczPHjx9n1KhRrFixArVazYEDB5g2bRq//PILCQkJXLp0iQEDBrB3717Onz/P9evXqaur45FHHpFMtwVBICAggOHDh2NlZYW+vj43b94kISGB3bt3k52dTUFBAba2tnz66aeoVCouXLjA1KlT0dXVpaCggDfffBONRsOnn36KhYUFd+/elQwt6urqCA8P58yZMwiCgIGBAe+88w65ublkZGTQv39//Pz8KCwsJCEhAUdHRzQaDSqVihMnTpCamkplZSWGhob8/e9/Jycnh7y8PIyMjPD395dobGRkxE8//cT48eO5ceMGly5d4vr16wiCwJUrV/j8889xc3Pjq6++ora29j5ck5OT0Wg0pKamsn79ejw9Pdm3bx9lZWWcOXMGX19fNm3aRFxcHKGhodjb23P69GlUKhXHjx/Hw8ODX375RTKY+O677ygvL+9Cq/z8fNLT05k4cSJXrlxh4cKFBAQEcPXqVaKiotDR0eHo0aNERUVJDr62bdtGWVkZV69eBeDIkSOMGjUKjUbDgQMHOHXqFPr6+qSkpDBmzBjef/99TE1Nefnll2lububw4cPMnz+fDz/8kLS0NM6ePUtwcDCLFy8GIDQ0lH79+vHll19SVFSEIAhERERw69YtZs2aRd++famtreW1116jsrKS7777jubmZmJiYjh48CDJyclUVVXRr18/jhw5wo4dO3B3d+f48ePMnDmTzz//HF1dXbZt28adO3cQBIHw8HDy8/MZNWoUy5Ytw8DAgOTkZGJiYoiKiqJPnz5UVlZy6tQpqqqq8PPzY968eWzbto2bN28SFBSEvb09X3/9NREREURERCAIAp6enl1M+3/vgvU/DX9YQS3v7NGjR2Nra8uRI0e4efMmnZ33fENv2LABQ0NDwsPDUSgUbNy4kV27dmFqaoqdnR0ZGRlkZGQwb9481q5dy9SpU0lMTMTa2poPP/yQiIgI4uPjycvLY8qUKSQkJKCvr4+Ojg6ffPIJurq6WFtbo6ury/nz57G3t0ej0bB582Zpxd7c3MyWLVuorq4mJSWF8PBwxo0bR11dHaWlpQiCwIsvvsi8efM4efIk8+fPB/65VTx27Bj9+/dHV1cXY2NjsrKy0NXVZebMmbz66qsEBARI6mxjx44lMjKS4cOHM2jQIHbv3s3kyZNZvXo1jY2NNDU1cf78eZydnTE1NSUxMZGRI0ei0WiYN28efn5+PP7447zyyiv4+voSExPD0KFDeffdd/H398fS0pL6+nrOnz+Pi4sLffv2JSsri9TUVJ5//nn++te/Mn78eK5cuYKPjw9vv/02v/zyCytXrqS6uprVq1ezbt06SbdWXKk/++yz5OTkMHz4cF5++eVucc3IyEBHR4clS5ZQW1tLWFiYpAaWm5uLnp4emzdvZuHChWg0GnJycti+fTupqak4Ozujr6/PypUrCQwM5O7du4wbN47IyEhGjhzJwIEDyc/PJzIyEkdHR4qKiujfvz+HDx/G29ubtrY2cnNz8fT0pKWlhQULFrB7925aWlp45JFHiIiIkC6S16xZg6urK0lJSfztb3+jsbERtVqNt7c3YWFhODg4SDySmZlJWloanZ2d0mQVFxfHokWLALhw4QLu7u60trZiamrKokWLaG1tZeTIkZKP9OPHj2NhYSHxem1tLZ2dnSxZsoSVK1eyf/9+XnrpJXJycnj88cdxdnYmPj6eOXPmEB4eztChQ2lpaZHKb2lpwdvbm/Hjx5OQkMCGDRt49913mThxomTk1NHRwaJFi3j55ZcpLi4mJCSE69ev4+vrS0VFBdXV1bS3t7Nu3Tp8fHw4f/48c+bM6XJu3wtd4Xd39PFbQDxD/vrrr8nOzmbp0qVERkbS0tJCXFwclZWVREZGYmdnh66uLn379mXgwIEYGhri4ODA448/zpgxY7h8+TIZGRmcOXOG5uZmDA0NpfJFZftBgwYxffp0xowZI2255HqzcE9LRTyjFlddxsbGwL2JxdTUFDMzM8zMzPDw8GDJkiXSeWNnZyfGxsbk5uZy69YtANra2tDV1WXx4sXMmjWLjo4OyUBB1EcWBEEyr7WxsWH+/PmSrrmLiwsxMTHSVt/ExARra2vJvPmJJ57A2dmZkSNH8sEHH6BUKrl27RopKSmS72+xPXp6erS1taGvr4+NjQ3GxsY4OTnx1FNP4ebmxqVLlyTrTl1dXYyMjCT8AO7evUt5eTm2traYmJjg7OzM0qVLMTAwwMjICHt7e2JjY7vFVazHxMQEfX19bG1tpT7x8fFh8eLF3Lp1i5SUFPz9/cnLy5PoLvZDZ2cn6enpDBo0CD09PaytrZk/fz5DhgwBoKWlhcGDB7N48WIcHR3JycnB2toaExMT3N3dWbRoEa6urjg4OLBhwwYsLS0xMjLCxsaGhQsX4uLiQm5uLrW1tezfv5/U1FQeeeQROjs7yczMJCsrS9KH1tfX78JfZWVlZGVlERkZKRl5wb07jObmZiZMmIBKpeKTTz7B2NiYjIwMKY2zszPJycmUl5cTGRkp6aXr6enR2dmJubk5ERERnDlzhsmTJ9Pa2kphYSF3794lNjaWjo4Oxo8ff1/5tbW19O3bF1NTU8zNzTEzM8PNzY2nnnqKlpYWrly5QmlpKcnJyYwbN44+ffrQv39/vLy8ePzxxwEwMDCgo6MDPT09bt26RUFBgdTuXugKf9gVtQgKhQJ7e3tOnjzJpUuXePfdd9FoNJSWlpKRkYGdnR3PP/88JSUlDB06lKlTp0rnbaNGjWL27NkUFRVx8uRJvLy8cHV1pW/fvri4uFBSUsLSpUvR09MjJCQEV1dXHnnkEdRqNSNGjOhyEVJTU4OrqyuGhoZ4enpSW1uLg4MDRkZGeHl5UVNTg7u7O7Nnz+bs2bO0tbUxa9YsmpubcXd3x9DQULrUEg1JdHR0yMrK4vz581y9epUhQ4YwcOBAyfpq4MCBlJSU8Pzzz1NRUcHVq1cZPnw4Xl5eALi7u0sCorq6msGDB/PKK68QEhJCcXExs2fPRq1WExQUxKxZs3jllVfIyMggICCAMWPGYG9vT79+/XBwcKCmpgZnZ2fMzc1Zvnw5YWFhlJaWMmHCBObOnUtCQoLkC2PAgAESjlVVVUyaNAmNRkNhYSFr1qwhNDSUyspKKVKOpaUlEydOJD09vVtcS0pKmDFjBnp6evTt25eJEyfS0dEhrVBnzZqFlZUVP//8M7q6ukyaNAmFQsHw4cOpq6vDwcGBkSNHcu7cOZ5//nk0Gg1RUVFdaKVQKAgLCyM4OBhDQ0PeeecdvLy8uHjxInV1dcydO5eCggKio6N58skneeGFF7h9+zZxcXGMHDkSLy8v1Go1BQUFNDQ00NjYSGxsLMuWLZPifXp7ezNixAj09PTw8vKisrISHx8fLCwsCA4OpqWlhY6ODmlXVVdXx5AhQ0hISKCkpIRVq1bh7e1NVFQUjo6OWFhY4OjoSHNzM8eOHcPe3p5x48bRr18/nJycMDMzo6WlBZVKhVqt5saNG8yaNQsjIyNOnz6Nl5cXU6ZM4fr165SWlnYpf9CgQZiamuLl5cWoUaO4dOkS9fX1zJgxA319fZqamggKCmLGjBk8/vjjODk5ceHCBRQKBTNnzqShoQFPT090dHQwNDSkuLgYAAcHh96jj27gd6ee9++CeLmoq6vLjz/+iIGBAStXrpT8LWirYIl5utM8EL9pq/toPz8os3VXlvj+Qcp7EFy6e66urmbLli3Y2Nhw69Yt3n777S4aI78Fn/9EHhG6y/tbcP136Pig/fmg7ZS3pbvfv/Zeu7xvv/2W5uZmysvLmTFjBgsWLOiietgd9NSe38pDvyW9Nt7ib+0xJP/eCw8Gf1hBLWcI8QhE9LtbV1cnbftEJpLrgYpmweLNsVyXWX67LDfnFesSdTy11bvk0WO0/ezq6urS3t4ulS/WJffpLOaVqxMKgtAFN23fvvJ2aeMoPldWVnLz5k2GDh2KpaVlF7y01QbF23sR5O4z5QY50FW/WGy/WKc8nbj1FdsvvhMnTxFEzZzucJWzsJhPLK+zs1Pa5mu3S9tHs9hv2rSSq33J+1DM0x2tRH4T84taIXIBKH4TaSriLsdDdEeblJSEhYUFbm5uUn6RTmJ+UQVPzCdvl9g/It7aOvk9HTdo85Q4PkR1PG1eFukgV/PsKY1cHVBOE7nGlvhOfoSo3TYRDxG6m3C09dZ/bxPFH1ZQwz9n/cbGRsLCwnjsscckptbV1aW4uJjMzExmz559n/GDHFpaWqTzNOiqkyoP8yX+ydPJLRF7MpyQCw1x1S9OFnp6evcxsch4Yn1i+a2trV0s5+S63XJm1bbUkg8EudCVn7XLJwN5mf+KJvL2iWWJg1QuLLozTpHjIp9ctKP0iO/FvNoCVVuvVtvYQ3t1KPo7lutGy4WyvK3aNNAWCtr4y/lLPBsXAzrI2yTPK8dbezKRGxDJ9e676xttXtDeJcgnJbnwFOsT69YWpnK9fxFfsVw5b3U3uWmPl+52GtoGL2K52osxsUxt/tTmZflCQBuXh1WI/+EvE+Gevm9CQoL0Xuw0c3NzTpw4QVNTU5cBnJiYyHvvvYdCoaC2tpaPPvpI6mz5zC0OSNERudjRoh6nfNUgH6hKpZK0tDRiYmK4dOkSOjo6XLx4UTIUUCgUnDt3jtOnT9PU1MSdO3fuY0xtB/YxMTF89dVXCIJARkZGl9WofCDK2y+3/JMbIIjtEfOK7xobGzl58iRxcXGSpozYfvnKVnwnlil38CQOEKVSSXJyMiEhIV3eNTc3k5WVJeEmd/IuglygKBQKysrKWLduHevWraO0tFRy0KVQKNi/f3+X3ZFIOzkt5HjKJzDxt0g/7YANYpvl/S2mKysr49ixY13e5+fnc/XqVYKDg1EqlQQGBnL69GlaW1vJy8vrwoNin8h3WfLJVx6UIDQ0lMTExC5RWuS0UygU+Pn5SefAYrvlwSx0dHRoaGjg0KFD0ju5A3+4d2GcmppKcHCwVLfcZYOcXiIP9kQfedADbbo2NDSwfv16/va3v7F9+3aUSiVHjhxh1apV+Pv7d6HT8ePH2bx5s6TNIt+1yOm0f/9+mpubUSqV6Onpdel/uabJwyik4Q9+mSgK0lOnTjF27FgGDx7M6dOnJXU1V1dXEhMTMTMzw9bWVtJP3rNnD8ePH+exxx6TnP3Pnz+fEydOkJ+fz5AhQyShk5yczLlz59BoNLS1tWFpaYm/vz+JiYm4uroSHx+Pg4ODpKlQVlZGXV0dHR0dnDlzBh0dHSwsLEhISCA+Pp6ioiKGDBnCzZs3UalU+Pv7c+LECWbPno2RkREKhYLc3FxOnDhBfX09CoVCMtq4ffs2bW1trFmzBhcXFwYPHizhWVVVRXp6OnZ2doSFheHq6kpsbCzm5ubEx8cTHByMs7MzHR0dhISEUFNTg729vXQ8cvToUUpLS4mLi8PZ2ZnW1lZcXV3x8/MjIyMDd3d3SSCLxiHFxcXU19cTGBgoWYRevHiRiIgIPD09qaiokIIS//TTT5ibmxMaGsrf//53JkyYgJGREQcPHpQuYhMTE4mNjSUxMZGhQ4dKA2zdunX4+voyfvx4cnNzCQ8P56uvvmLcuHGUlpYyYMAArl27xrVr1+jTpw8BAQEolUosLCwICwvj6tWr6OrqEhUVRVFREW5ubtTU1HDs2DFKS0txd3cnNTWV2NhYbty4gbu7uzShtrW14e/vT2pqquRnXPTmd+nSJdRqNSqVCmdnZ1QqFWfOnEGhUNC3b1/JkEcMAjBz5kz69u0rrfhu3LiBiYkJxcXFlJeXY2xsTHJyMhYWFuzfv5/CwkI8PT0JDQ2VjKqam5uxt7enoaEBPz8/CgoK8PDwkPjQ3Nycuro6rly5wtWrVzEwMCAsLIyamhocHBxISkrCysqKmJgYwsPDMTU1xdLSkoSEBC5fviwFYxg/frzE5+7u7nR0dHDw4EFaWlrIzs7m5ZdfZvDgwTg5OXHs2DHJR/atW7eIjY3lypUrODs706dPH44dO0ZBQQFubm4oFPcMoM6ePcv777/PrFmzCA8P5/jx43z++eds27YNOzs7HBwcqKqqYseOHVRVVdHZ2Ulubi4uLi7o6+ujUChQq9UcOXKEu3fvEhoaysKFC7l9+zZ+fn4YGxtjZWVFWFgY2dnZuLi4PNQ63H9oQS0KqTNnzvDoo48SGBhIVFQULi4uvPHGGzzxxBNUVFQgCAIeHh7o6OhQUlJCdHQ0L730EleuXGHSpEnExMRQWFhIYGAgLi4uODg4YGhoSEpKCl988QWTJk1i69atGBoakpaWRlxcHI2NjYSGhpKTk4O9vT3r1q2jf//+pKSkUF5eTkBAAOPHjycyMpLExETs7e25du0aNjY2nD59GkdHR8kcuLW1lXnz5mFgYMDdu3d55513GDduHAcPHuTOnTvo6urS2tpKbW0t7u7uREdHs3DhQskVpVKppKGhgW+//ZbBgwfz5z//mccee4wjR45QUVFBYGAgFhYW7Nu3j0GDBrFhwwYWLFiAvb09ra2tvP7669ja2pKenk5FRQU2NjbU1NRw9epVsrOzUalUBAUFMXfuXADeeust9PX1CQ8PJz4+Hh0dHdLT06mqqsLf3x9TU1MOHz6MhYUFFRUV0qRjbW1NR0cH6enpzJs3j88++wwLCwuCgoIQBIGTJ0+iVqspLS0lMzOTiRMnAvdWQeHh4Tg4OLBo0SLJ1encuUrjZTcAACAASURBVHMJCwtDV1eXnTt3MmTIENavX8/48eM5evQo9vb2fPTRR4wdO5b169czZMgQySBj165d6OrqEhkZSUNDAxcuXODu3buStoboe/mzzz6juLiYsrIyrl+/TmVlJT///DMLFy7k6NGjjBs3jn379jFs2DC+//57hg4dSmFhIWfPnmXYsGG0trbS2dlJbW0tixYtwtDQUDoGCggIoKamhuDgYMLCwujfvz+RkZFcvnwZPT090tPTKS8vR19fn1OnTjF16lR++OEH3N3d+eGHH2hpaSE5OZn8/HzKy8txcHDA2tqa7Oxs3nrrLSZMmMC6det45JFH8Pf3x9ramvT0dBobG9m1axdjxozhwIEDODo6smXLFsaOHcuRI0cYOXIkKSkpxMfH09jYyOXLl0lMTCQ1NRVHR0cMDAy4du0aS5YsYdeuXdTW1pKbm0t6ejq3bt0iMjKSfv36ERkZSWlpKf7+/ri6uuLo6Ci5VQ0LCyMqKgozMzMyMjKYNGkSEyZMoLW1lVu3buHj40OfPn1wdXXFwsKCqqoqfHx8sLGxkVbbGzZsQFdXF5VKRXJyMuPHj+fjjz9myJAh7N69G0dHRz744AMcHBwYO3bsQ33Rqfuvk/x+QSS8gYEBjY2NpKen89Zbb+Hs7CzpU4t6yiJcuXKF1NRU7OzsuHjxIs899xwtLS08+uijaDQaamtrpYCxERERzJ8/n4ULF1JXV0dlZSXx8fE4OTlhaWmJjo4Ow4cP54cffmDKlCmkpKRI+r22trYsXboUBwcHgoOD6ezs5E9/+hNLly5l/fr11NTUYGFhgaWlJY6OjpKD/mvXrjFu3DgWL16MmZmZZNorXiqNGDGCMWPG4OPj0+WyZ+DAgTg7O7Nv3z6WL1/Onj178PLyIj09HV1dXSwtLbG1taWkpIQ///nPkhDMzMzEzMyM1atXk5+fz44dOwBobGwkKioKb29vjI2NJUMHHR0dBgwYwJo1ayQBO2fOHL777jtCQkIwMzNjwIAB1NXVSabTL7zwAgEBATQ1NeHp6cmECRMwNzcnLS2N6dOn4+rqilqtxsLCgtWrV9PQ0MBPP/0E3NMlnz59OnPmzOH48eNs2LCBp556CrVajbu7u6Q3PH/+fF588UWuXbvG888/z507d8jLy2Pq1KmsWLGCq1ev8sILL2BmZkZ4eDgFBQUMHz4cZ2dnKSDFsmXLMDEx4euvvwbuXapdvXqVefPmoaenR3NzsxRQwtHRkWHDhvHUU09Jk2H//v35y1/+QkFBATt37qS1tZW+fftKgRnMzc2lXR3Ao48+yvbt27GyspImrAkTJhAXF8fatWspLy9n27ZtWFtb88wzz/DYY4/R0tIiWdbOmjVL2nW0tbV1uQycMWMGzzzzDBEREaxevZrW1lYKCgowNDSks7OTJ554gmeeeYacnBxOnDjBE088waJFi6ivr6eyspLMzEycnJwYMGAAhYWFzJ8/n4iICFQqlWQQ4+npyRtvvMHSpUsxNTVFqbwXLHflypVMnz6dV199lYkTJ1JZWSkdXQDY2dlx/PhxOjo6pOgudnZ2AKjVaumIp6Ojg6FDh5Kenk51dbU0QU6ZMoWSkhJaWlpYv349Go2G4uJiIiIipLB5bm5ulJSUMG7cOF588UVp/D+MQhr+4GfUItja2lJcXMzo0aPZsmULJ06c4NKlSygUCkpKSnCSBQwICgqSDB1sbGwICAjAzMyM3Nxc+vTpQ1BQkGRQMHXqVMLDwzl37hwnTpzAxMSE8ePH09DQgI6ODsOGDWP+/PkcPHiQxYsXU1paikql4k9/+hNJSUkcPXqUXbt2UVdX1+UcVnS8LgqIkJAQGhoaAJg4cSJpaWmcOnWKQ4cO0dbWJl30tLW1YWhoKJ2F3r59m9TUVGngu7u74+/vz5tvvsnBgwdxc3Nj5syZkoP8oUOH4uTk1CVyzrBhw6irq2PPnj3s3r1b8v9gYGCAr6+v5MxowoQJUj2i0/i2tjY6Ozul39OmTZNiTQ4fPhwbGxtJt9jAwIAffvgBQ0ND0tPTKSsrY/jw4TQ2NmJgYMCUKVNobW1FEASpPLh3bvrhhx+yZcsW6urq0Gg0mJiYEBMTQ2ZmJnBPmIuXyKIwEOkmtlUU6I2Njdjb2+Pm5kZjYyP6+vpMmzZNcvwvtgnuna36+PhIgXN9fHwkJ/9i++FeBBdPT0/q6+vZtWsXu3btko6rmpqa6NevH+Hh4dTX1xMTEyP1tWjBaGpqyvDhw7l8+TJLliyhvr6eHTt28NVXX+Hl5YW5uTn79+/n3Llz+Pn5sXTpUlxcXGhqakJXV1eKEiMPWtDS0iK1W6SHePkmRh0ScZ8yZQqBgYEEBARw4MABjI2NJT5XKBRMnDgRlUqFgYEBBw8epKqqiqKiIuLi4iQeUSqVUsQckTZK5T0nZ0ZGRgQFBUmBQKKjo1m9ejU//PADcM8y9dChQ/z0008EBgayYMEC4N758pUrV/Dy8pIWXUlJSQDY2NhgYGDAli1b2LlzJ0lJSUyZMgVjY2Pa29sZMGAA3t7eaDSaLrLiYdWt+EMffcC9GdLIyIizZ8/y+uuvS96/XnjhBeCek6VnnnkGuDdoLC0tWbp0KYMHD2bkyJEYGRkxcuRIhgwZQlZWFo8++igzZswAYMCAAdTU1EjMPXDgQF544QWqq6tpbm5m5syZmJmZMXLkSMaOHYu7uzve3t5YWVkxZswYMjIymD59OtOnT5fCC5mbm2NhYYGHhwe2trZ4e3tLjGVmZoapqSktLS3SIOnTpw+LFy9m0KBBODs74+joiIuLC3p6egQGBqKvry9Z11laWuLt7Y2XlxcjRoxgxIgRDBs2DGNjY+7cucOsWbOwsbHBxsYGa2tr6RJu4sSJZGVlMWrUKObMmYOzszN2dnbMnz9fMnOfNWuWZA0pGlqIxjBWVlaYm5szZ84c6Ux91qxZDBo0CEdHR6ysrLh9+7Z0rjlgwAApcGlycjJOTk6MHz8ec3NzHB0dMTExwdbWFhsbGwAmTZrE3bt3EQSB1157DTs7O8zMzNDX12fMmDE4OTnh4OAgGdo4ODhgYWHB4MGDGTx4MNbW1tLOxdTUFBcXF+bOnUtmZiYDBw5k4sSJUpv69u0r7YgAfH19KS8vRxAEZs6cSf/+/bG3t8fCwgJra2vs7OwwNTVlyJAhzJw5k4yMDEaPHi3R0cbGhhEjRkgXanv27GHBggXSqtHT05Px48fj4eHB6NGjcXJyYuLEieTm5jJkyBCefvppTExMGDNmDAUFBSxevFgK+VVQUICZmRmTJ09mwIABODk5YWRkhIGBAfb29lKAVwcHB8zMzHB2dsbJyUk6W7a0tMTU1JTJkyczePBgsrOzWbx4MSNGjGD27NnU1tbS1NQk+UzPzMxk2bJlEs3VarW0gzAwMGDatGn069dPonP//v0ZNmyYNK5mzpyJIAgS/9bU1Egm90OHDiUrK4s1a9bg5uYmTZbOzs5YW1tL9yarVq2SaOfr60t+fj5OTk4sWrSI0aNHM3ToUFJTU5kwYQIeHh5S++Xy4mGE/xPqeZ2dnZSWljJo0KAut/hqtZrGxkasrKy6qPTI9VK1Lxjk51jNzc1s3bpVCmX01ltvYWZmdp+6lxwXeRm/dnmhrTolV0v6xz/+QWVlJW1tbbzyyiuSu065+p540eni4oKpqWm3uMjboo2v+P5B1KG06SL+lufrTs1KXkd39cu/y8vuqQ1yPLTLfhDojtbdldcdbbRp8Gv91903heJeFPJbt24xatSoX13ZycuRt09eD/Qc5OK30qO7fvu1dneH64PQ59do3J16nlim9vdfo3dPdTysAlqE/xOCWt7E7gw/xN/i1k9uOCD/LjKtXGG/s7NTiogu17+Vq1dpewUT69I2ohHrkatodafXLAgC9fX19OnTBz09vS7GNNplyQetiJuIp5hWrp+rzbAiPvL08v9y/WuxjXLjIflg19YFloNI9550uuW66CLOcnpo4yE3INJui9yhvvwcX1uwyfWmH6RubSMn7brEvD3RUU5D+Xs572nrhctVLEVad6dHrW3woW1U053Bi0h/bX1z8U9Oczmucj3v7vSo5fTR/i7HT663LR7vyfXE5TzfHQ/LaSDykPhOrkct78uHVWD/nxHUDzLrwr0OzczMlM5n5WkLCwuxt7eXBqy8w7UHlHwQ9mTsIh988vKALoNSqbznsL2wsFBSI9KuU56ntrYWQHIoL8dBobjnLyQzM5Phw4cjCEIXB/6dnZ1UVlZiZWUl0VF79aZQKCgqKsLCwoI+ffp0WcWJgq+trQ2VSsWgQYO6XRH3wj9BzmNiH/bSrBfk8Ie+TJQLy+6U2uWralG4Hjt2THKOfuTIEbKysvjHP/6BQqHg1KlTNDc3o1DcO/YQ1eLkq0FRqV68rBJXGBqNhtbW1i7GGs3NzfcZnTQ1NdHU1NTlPcDHH3/MuXPnpDpFL3niqkBuohsSEsLx48dRKu85jZeXB/c81YWEhBAXF0dqaipw73xetG785JNPaGxs7DLBiDiLF12BgYGUlZV1yStOIG1tbTQ0NPDZZ591oXcvdA9yfhQnbe3dQC/834Y/tHreg4JcIMbHx+Pt7c2aNWtQqVR8/PHHBAcHM2rUKIyNjUlPT2fbtm30798fAwMDKaTUW2+9xeuvv46JiQlKpRIDAwOqq6v5/vvviYuL4/z58ygUCl577TUCAwO5fv06bW1trFixgnnz5gH3LjZPnDhBR0eHdAmzd+9eFi5cyKlTp3jttdc4c+YMp06dQkfnns/rq1evcvToUd577z3OnDmDRqPh9u3brFq1ipycHHbt2gXQpbzFixdjYWFBU1MTJiYmhISEsH//fgwNDXnjjTeoqqri7bffprGxkS+++AJra2va2trYtGkT5eXlvPjiixgYGFBZWckXX3yBgYEBra2t7N69m8OHDxMaGoqpqakk1LUFfi/0Qi/8NvjDa308CMjP3WbMmEFKSooU4uqRRx7BxMSElStXcuDAAezs7CguLub777+XVt0RERF0dHSQk5PD3r172bdvHxs2bEAQBBITE/Hz82PkyJGoVCpu3LhBc3MzM2bMYNWqVezevVtyBP/yyy/j5uaGoaEhQUFBGBgYMGjQIF5//XVyc3NZunQp+/btY//+/bi4uPDjjz+i0WiYOnUqFRUVGBgY8OGHH/L/sffe4VVWWfv/55zkpPfeIYWEECAxjVACCBZU4LXhjAqiiBXBNjgIijgqMmMBK0UZARHQgPQSQnoIgYSQ3khCQkgvpCfnpP3+yDzbJ4fgMPO+3+unyLouLk7O2c/ea7e197P3ve6Vl5eHgYEBu3fvxsnJScAK9fT0cHd357777iM1NRUjIyNKSko4d+4cmzZtIiQkRLizb968maamJgoKCggODhZRaKZOncrtt9/OoUOHsLOzIy0tja1bt1JYWMjZs2cpKChgy5YtODg4kJCQwLx584a08y25JbfkP5eb+ujjRkV+TL97924efPBBVq5cyccff0xXV5dAdUi7QhcXFxQKhYgMYmFhQVdXl4CLOTs7Y2Njg7m5ORqNBoVCgZ2dHYGBgTz88MMolUpcXFywsLAY4mwzMDCAra0to0ePZsGCBahUKkHyLz+/lqfX09MTwWQlkR+F2NjYDMnP19cXYAhbnfxiU61WY21tjYGBwZCza319ff7yl79w+fJlPv30U0xMTNBoNLi6ugJgaWkpjoXkolaraWhoGBYRcEtuyS25Mbl19PEvkV7LraysWLx4MSqVikceeYQJEybwzTffEBUVhZeXF0ZGRlhYWABgb28PICJcWFpaAoM4YgADAwO8vb2ZMGECP/zwAzo6OoSHh2Nvby+iRMsv7d566y12797NwMAAixYtws7OTkRCsbCwwMvLi7lz57JgwQJ0dHR47733iI6OpqOjg4ULF7Js2TKWLl1KQ0MD06dPZ9q0aXz99dcolUqRn56eHiqVSugQEBDA6NGjeeKJJzA0NGTp0qUCI2xsbCwcH/r6+jh48CBVVVXMnj2buro6TE1NsbKyAgYdTyZPnkxTUxOPPfYYlpaW+Pn5kZycTEZGBq+++uqwaI9bcktuyb+XPwzqY7jb9Ot9L/EvSCG35OGLbvScVRs+1NnZiUIx6HxzPVyndEnZ398v0BTDYU6lS0hJH3mZ3d3dwrj/Wn7DlSvPU15H6e/e3l66urowNTX9VUxsV1cXKpVqCLPa7wWverPKv0NA3ZLftvxhDLUcq6ptXOCX81PJtVUyTHK60us9J2E1tXGs8t/l8LzrOY/IJ9D1YFrD5SU9qw3pk2NggWvwp3JssxwrK6ek1MapSi7AcuypXFfti0PpWQnV8n8FO5Prp02ULz/SGW5BHm4Rkuv+vzFg/y4/bb2ltvhv2uZG6vdreknHXf9XF73yeSavy/Xq9mvz8r8pVxpncnz0zbIQ/SEMdWdnJ6dOnWLu3Lni/FalUlFVVUVubq4IHHA9nLX2WS4w5BV+OAMuGTYJoC8NXrlBk5cn5SMfbPCLIZY7JMgXDu3IKXJMtTydlFYOowOGOCbIh4JcT7kjgbwNpHylRUFenrz+cmik9oKiPVnlTjPazgvy9NL/2uVJel2P7F6+aEj1l8PjpDr8N2T3kvGV11kqT76IS/WRjx95Ovgl6K6kj7xN5JBMuQOIHA4q/12+WA+3cEhlS/XR/ls+ToZrD+2Nh3zuyeeD9riVj1e5gZWPf+0+lc8t7bmnPbfk8+33bqxv6stEqTPj4+MpKCggOjqakpISwQVgZmY2JHCAQjGIlX766adZtmwZmzZtQqlUEh0dTXp6uhiU2gNiy5YtPP3007z44otcuHBBDAqJoFyaYBJfMzCE+L+6uprKykqRt0qlEmTu0mDWJriXD0Q5QbxUtpSXUqlkz5491NXVibQ6OjpoNBq2b98O/OIqL+khx3ArFApUKhXFxcUcOnRIlCPp09XVxfbt24fUT5poUllVVVX8+OOPQ36TG1p5W0m/a59lS2Vqk92r1Wp27NghdvtyQybpfvnyZSIiIkTbDEd2r1AoyMnJEeVJZUl6apPda/enpKOU3/VI+KVyBwYG+Oyzz3jqqaeIjo6+pl2lRU4qQ6lUCg5sqW5SWWVlZezdu1eklcb9cG0qBTu+cOECsbGx5OTkiDaT2lw+TqRx8Gvk/9JckEiojh8/zqJFi3jxxReJi4sT41I+PqT2UCqVFBYWCnIveZ3l5WgvBvLvpTYrLS3l4MGD9Pf3i4juN4ORhpscnicN9oiICG6//XZSUlKorq4mOzsbXV1dXFxcSElJwcrKSlygbd++ncDAQJ555hkOHTpESUkJjo6OKBQKnJycBAe0t7e3GICbN29m8eLFTJ48mQ8++IB58+aRlZXF/v37MTMzw9bWlpiYGOLj4/H19aWrq4sffviBuro6vLy8WLp0KVFRUYSEhLB//35SUlLQaDQ0NDRga2tLfX095eXlNDc3k5yczOnTp/H09MTQ0JDo6GgSEhLo6OhAV1cXMzMzFAoFaWlpHDlyBG9vb7Kzs/H19aW+vp5du3ahUqlwcHDgs88+o7Ozk8uXL+Pj48OyZctExHEpSEFOTg4nTpygtLSUsrIywsPD+fnnn8nMzKSjo4OBgUGe6L6+PlJSUhg1ahT6+vqkpqZy+PBhnJyc0NXVJScnh8DAQDo7O0lOTsbd3Z3a2lqKioowNDTku+++o6WlBS8vLzIzM0lOTsba2hoTExNgkN4yISGBhIQEQfJfWVmJl5cXaWlpODo6cu7cOWJiYjAwMMDe3p7CwkIOHz7MpUuXyMvLY+bMmRw5coQzZ87g5eWFjo4OP/zwA83NzVRWVvLUU0/h6uqKt7c3+/btIysri3HjxnHp0iWSk5OJj4/HxcUFExMT9u/fT35+vkDlKBQK8vPz2bdvHyYmJlhbW5ORkTGEhN/c3FxcNO/Zs4f09HTeeecdEhISGDFiBFlZWSQmJgqy/9zcXJKSkrCysqKgoIDDhw9jb2+PhYUFxcXF7Ny5E0NDQzQaDT/88APd3d20tbXh5uZGVVUVe/bsobOzk5EjR3LmzBny8/PRaDR8/PHHIhK7np4eNTU1xMXFcenSJUaPHs2ZM2dE+rFjxw4JjqDdHs7Ozpiamg7ZIOzZs4exY8fy4osv8tZbbzFz5kxSU1M5fvy4ILY6ePAgubm5mJmZsXDhQhobG5k6dSqnTp0iNjaWUaNG0d7eTlJSEjExMRgaGoqL98rKShISEjh79ixGRkbs27cPc3NzsSinpKTwzjvvMGnSJOzs7IZ4Cv9e5aY21NJO4uDBg8ycOZO0tDTOnj1LYGAgX3zxBffccw/l5eUoFArBMBcXF0doaChjxoxh4sSJHDhwgObmZkxMTNi9ezednZ1kZmaSmZnJ1KlTATh06BAXL14kOTkZFxcXRo4cyTvvvIOPjw9bt26lr6+Pb775Bi8vL2xsbFi3bh36+vokJSUJ4n+JI3hgYIBPPvkET09PYmJimDx5Mjk5OZw5c4a0tDSysrJQKBScO3eO3t5eduzYQUhICG+99RY+Pj54e3tTUVHByy+/jJeXFw4ODiQmJmJkZMT69evx9PTk22+/xcnJidjYWDw8PDhx4gRGRka0trbS29srghQUFRWxZs0agoOD2bt3L56enlRUVBATE4OXlxfLly/nzjvvZO/evdjY2NDY2EhiYiJmZmZ8+umneHp6snHjRpydnTl//jx33HEHenp6rF69munTp3Pw4EEuXrzIoUOHcHR0JCoqCl1dXfbt20d6ejoPPPAAenp6wKA35csvv8yECROGkPxbWVmRk5ODQqHg448/ZtKkSWzZsgV/f3/effdd/P39OXbsGPb29tTW1ord65EjRygsLOT06dO4u7tjbGzM6dOneeCBB/j++++pqKigpqaGlJQUamtrRTCHY8eO0d7ezrZt2/Dx8cHFxQUjIyMKCwtZs2YNPj4+bN68GVtbW4qKiujo6GDjxo0EBwezceNGHnjgAZRKJaampiQnJ9PW1iackRYvXswdd9zBsWPH6O/vJzo6mtTUVPT19dm1axcuLi5s3rwZHx8f1q1bx+jRo0lOTsbe3p79+/cLhJK/vz8ffPABjo6O7N27FwMDA3bs2EFdXR3z589n0aJF+Pv7s3fvXiwtLfnggw/w8vIiMjISIyMjvvzyS2xtbTl9+jRKpZKoqCiKioqoq6sb0h7u7u78+OOPzJgxgwMHDpCZmYmzszO5ubloNBosLS3JzMwUQSacnJzYu3cvbW1tfP/993h7e2Nra0tSUhJhYWFkZ2dz8uRJMdck7u9Jkybx5Zdfcu+996Kvr8+xY8fYvn07bm5urFy5krCwMHbt2oWbmxsZGRm4ubmRnZ3Ngw8+iKWl5U2xq76pjz6kVyU5cdFTTz3FQw89xOTJk0lMTBToBEnkxwctLS309PRgampKbW0t2dnZgg5T3vG6urrMnDmTpUuXolar2bVrFzo6OlhaWgoqyccee4yuri5KS0spLCzExsYGV1dXTExM8PX1JSwsDEdHR3R1dZk7dy5PPPEELS0tGBgYiFdCExMTnnzySV588UW6u7s5efIkL7zwArNnz2b27NkCSufg4MCiRYvo7OxErVZjZGTE+fPnaW9vFzC/uro6PDw8eOaZZ7jnnntobm7mtttuY/LkySJIQWJiIjNmzOCBBx5g4cKFdHd3k52dzV/+8hfmzZvHXXfdRWtrK15eXrz00ku8+eabdHd389NPP2FoaIilpSUjR46kqalJGFyAe+65h507d1JbW4urqyvGxsYsXryYF198kYSEBKysrHj99dcxMTERZ6MajYawsDAef/xxwsLCWLx4MbfffjulpaUYGRnR09PDPffcw5/+9Cd8fHyIiIggPDycefPm8fTTT9Pf3y/ydnBwELSbISEhNDY24u3tjb+/P7fddhvx8fEikIKBgQFqtZrHHnuMF154gba2NgIDA5k1axZXr14VbZ6cnCxI6T09PWlubhYImvvvv5/HH38cGxsb6uvrgUHK2U8//ZTQ0FCWLVtGQUEBs2fP5qGHHuKVV14hLS0NPT09/vrXv1JcXIxKpcLCwgIfHx+OHDnCpEmTeOqpp/jb3/6GmZkZwcHBzJs3j+DgYKKioqipqcHKyopRo0bR3NyMk5MTL7/8MiqVCmNjYzHWNRoNfn5+PPPMM8yZM0fQpy5ZsoRHH32UvLw8kpOTh22P5557DoCGhgaampqora2ls7MTXV1doqOjOXDgAKtWraK0tJTFixezePFijIyM0NfXZ968edTW1uLk5MSYMWOYOXMmKSkpmJiYYGtri4ODAw0NDcyZM4c//elPwtFMmtcPPPAATz/9NCEhISxatAhHR0eqqqowNjZm3LhxBAUF4e7uLiLB/97l91+DGxAXFxdKS0sB2Lp1K/v27SM5OVnE2PPw8BBpe3p6OHLkCEeOHOHVV19l7ty56OnpYWVlhZ+fnxiI4eHhQ565dOkSJSUlVFdXEx4eLhYHKfxRW1sb2dnZZGVlERAQQHt7O/r6+oSHh2NqakpcXBw1NTW8/PLLGBoaUlZWhpmZGRs2bGDHjh10dXUJAnyJ/3r69OmCMP7UqVPCGDY1NdHS0kJ1dTV79uyhv78ff39/TE1N6e3txdramokTJwoXbylPc3NzTp48Kb4PDw8nJiaG/fv3s23bNlQqFePGjePjjz/mp59+Eq7iBQUFfPHFF6xduxZDQ0MefvhhQfI/YsQIxowZw9WrV0V73X///WzdupXe3l4efvhhysrK+O677/j666+ZPHkyGo0GXV1dsrKyuHLlCjB4mSU5HkkR2qV/3d3dQ5AGra2tTJw4kbNnzxIREcGWLVvo6elhypQpgig+JCSEtrY29PT0iIiIEPEdExMTmTp1qjgzlYIBSOevCoVC8CtLO16ACRMmYGxsTF9fljGqFgAAIABJREFUnyClb2tro7e3dwgWXVp4jh8/zjPPPMPly5fFWIiNjSUiIoINGzYQFBREf38/XV1dTJkyRThOOTs789RTTxEXF8fWrVtZvXo1V65cEcaovb0dX19fXF1d6e7uxsjIiClTpgxxRpLaSdJH0k+CoUrtqVarMTY2HjY4gtQeXV1d2Nvb8/zzz/Pyyy+LeI3PPfcc7777Ll5eXtx2221s2rSJrVu30tzcjI2NDd3d3SQlJYlwW/v27ROhtgYGBgNLODo6ij6X929PTw9qtXpIMATp8rSjowMLCwsyMjIoKioSTJG/d7mpjz7gl8ABx44dY+HChXh5eVFeXs4LL7yAnp4eUVFRPPHEE+Icy9ramqtXr9La2srDDz/M1KlT0dPTE2TyFy9exNzcnGnTpgnDaGFhQWVlJS0tLTz99NMEBwczYsQIcnNzmTRpEgEBAZSVleHi4sLixYsJDQ2lqKgIe3t7goODxbGLrq6uIEDX09Nj/vz5FBUVERQURHh4uAgMYGZmhrW1NYGBgVRUVGBoaEhzczPBwcGMHDkSY2NjGhsbMTAwYMmSJZiamhISEsJtt93GhQsXCAoKws/PD1tbW9zc3DA1NcXe3p6QkJAhQQqsra0FYfucOXMICAhg+vTpIgLI/PnzGTlyJKGhoejq6qKnp8fixYsFIX5BQQHTp08X5O7Ozs709fWJ9pw6dapYNKS4ePfccw/Gxsb4+fnx4YcfEhgYiI2NDSqVCldXV+H1KbXDyH8R3UttY2dnh7m5OcHBwQQGBpKdnc2sWbOYMGECM2fORK1Wc/XqVe68804RB/KBBx4gLCwMDw8Prl69ylNPPUVNTQ0DA4PBACSyeymow/jx4ykqKmLKlCnMmTOH/v5+7OzsriGlt7a2xtvbm5H/IuG3trbG3d0dlUqFn58fJiYm5OTk8Prrr6Ojo0NLSwsjR45k1KhRPPDAAyJM15gxY7C2tqakpISpU6fi6elJQEAAubm5zJgxg6CgIBHMwNzcHD8/P6ZNm0ZmZqYIViG93UgXkgqFAgsLC9zd3fH09MTZ2RkTExNcXV0ZPXq0ONJxcHBgzpw5IkCEdnvY2dkJPnTp0tzCwgJXV1csLS3p7e0lICAAlUpFQ0MDS5YsYdSoUeTn5xMSEsLcuXPx8fGhrq6OefPmiTNzKbCEi4sL9vb2ou0MDAwwMTFh5L/CgNna2oqyvL29GTFiBJ6entja2oqF7WY4+vhDwPP6+wcDBzg6Og5BHLS1tdHV1SUCB8C1UDvpQlLKTxvGpg2vk6MltH+T8hguH7nI85GXLddJusH/8ssvUSgUWFpa8tprrw2BmGk/N5y+w6WRfhsOQqhdN+08tKF712tX7X6SU6lKqI309HQCAgKGoA1utM+Hq+/1+uV6+kifh9P/19p0uGeup59UVmpqKmfPnuWll14aAl3T7gfgmn4Zrh+1x9h/aqiGy+t67XG956V0cn2HG1PDpbvRcq6n83/67G9d/hCGWj4p5IZ0OCC+9AoFw2NEtfGzgMDrSt/LuaKHw+/KoX3ycrUdD5RKpYg2o/2blFdPTw+dnZ3XcE/Lca7ySTscabrcuA6HZ5YbOLlOwxlxqV3kGGZJJzlcSjsggLxcydFIEu0FajiSf0nkjj7y+kq6/juye6kOw5Hdy/O+ERy1HG0gf1ZeHznWXnoefsFRy/HE2nj24fpyuLrLnZrkxksecEI+DrT/1h73w7XHcPnKjftwOGp5fvKxqE01oF2OXC95vbXnjXyO/96N9R/GUA+3E9TeeVzPyMnzg+FB/zA0SgkMXoBJ7tSSCzdcf9euUChETEd9fX26u7sxNjYechkinSlKbuKS/pKR6ezsxNDQUJyRy3XW9tySvpdHshnO4UGup/ZCAgxrhOWLoVwP7Z2z9Lw8P0m0d+fa6bSdIf7b3eMtuSW/dbmpLxOlCSut7vK/5d9rv9LKnVEiIyOJjY0VBms4ML5kSCRHGoD8/HzuuecelixZwo4dO9i1axeHDh1CoRj0lFyzZg25ubksXLgQHR0d6uvref/994mJieGJJ55g1qxZvPLKK7S2thIdHc0dd9yBQjHokBMUFMTFixdRKBQiQEFfXx9//vOfeemll3jyyScpKioa1pFB/p1UF20HBymd3MFDMoZSOm1nHGlHs379enJzc8WzcscN6Rm5047UjpJeTU1NHD58WOwE5c482u2t7QzxezTQ2m978u9uyS2R5Ka/TLwRkRvppqYmvv76a6Kjoxk7diyNjY0AnDlzhn379nHq1CmmTJnC1atX+fzzz4mPj8ff35+srCzWr1+PtbU1zs7O5Ofn097eLjC0En7X398ftVpNREQEEydOZOXKleKyb/v27bzxxhsEBgZSVFTEN998g6GhIVu2bOHKlSuMHz8ec3NziouLmTt3LmZmZsLotre3c+rUKXbs2IGxsTE///wzI0aM4OOPP+by5csEBgaydetWTp48iUql4ptvvqG4uJigoCD27NnDV199RWdnJ+PGjeOLL77g6NGjJCYmEhYWhq6uLt3d3fzjH/9gx44d1NbWUlNTg76+Prq6uvz4448EBAQAg2iGjIwMIiMjaWtrw8/PjwsXLvDVV1+Ji9GjR48KrLG5uTkbNmwgOjoaX19fdu7cyZo1axgzZgyxsbF88803ZGZmEhISwldffcWxY8fw8vKiqqqKzZs3c+DAAQYGBhg1atQ1sSl/DyJfCLU3ErfklkhyU++ob1Tkxxhr1qwRiInXX3+d0tJSqqqqOHr0KDNnzsTY2JgffviBf/zjH3R3d9Pb28uKFSs4f/48jY2NwmAZGxsTFxfHkiVLOHDgAIaGhkPOAPX19WlpaeGZZ57h0qVLHDp0CBsbG+CXs3GAvLw8BgYG+Oijj9izZw+hoaHs2rULZ2dn9u/fz4oVK1i/fj29vb00NDSwadMmDh48iI2NDStXrsTPz48TJ06wZcsWEhMTGT16NCdPnqSuro6wsDCOHTtGYmIiq1evJiEhgcOHD3Py5Enmzp2LWq0Wrt8AS5Ysoba2FgcHB9LT06mvr0ej0XDu3DmRprOzk4GBAV599VUiIyM5fvw4H374IR4eHpw9e5bVq1ezZ88ePDw8sLe3Z/Xq1TQ1NWFkZMRLL73EpEmTuP322wkLC+OJJ55ArVZjaWnJZ599RmlpKTY2Nixfvpy0tDQuXrzIkiVL2Lp1Kx0dHdeQTt2SW3KzyC0+6n+JZBgrKysFZ7SLi4swPG5ubkybNo3+/n7S0tK4cuUKkydPxszMjDFjxlBXV8f9998vjj/UajXjx49n+fLl2Nra8s9//nOIo4H0qtvf38+aNWu4++67ReCBgYEBcWF38uRJEhMTGRgYIDo6mubmZsGHPXbsWKysrDA1NRXHByqViueff56+vj4OHz6MtbU1kydPxsPDg+LiYsLDw5k0aRLHjx/n6NGjaDQaJk6ciJOTE8HBweTn5zNu3DiCg4MpLy+nrq4OGOTWjo+PJyQkhDlz5ghXbrVajVqtFu2oUCiYOnUqTk5OBAQEcPbsWeGlFhwcjJubG48//jj79+/n2LFjVFdXExwcjJOTE5aWlpiYmAh+7/Pnz2NnZ8eSJUv485//LLC19957L319fUyePBlPT08cHR1paWkR7SvpcUtuyc0it3bUDKUanT9/PmVlZRQUFODo6CicRCSj2t3dLUJzXbx4kaKiIlxdXQXngiT9/f1YW1sz8l+4Zh0dHb7//ntWr15NYmKi4KXu6urC2NiY559/XhhFQJwfnzt3jk8++YS//vWvzJ49m4MHDwKDl4qjRo1i6tSpBAYGAoPebk899RT+/v4EBAQwZcoU0tPTqampYfTo0ajValQqFUlJSRQVFZGVlcXcuXNJSEhg+fLlJCUl8ec//1k4p8gvATs7O1m9ejXV1dUcPXqUadOm8fe//52//e1vdHV1Cb1VKhWbNm3irbfeIi0tjZUrVxIcHExmZibV1dWMGDGCo0ePUlVVRXV1NQsXLuTSpUvCW9PX15fS0lJiYmJ47733uHz5Mj/99BMLFiygpqaGvLw8bGxssLKyEu1tYGBASkoK69evH3KZeUtuyc0ifxjUhxxZIf2mDVmCQaNdWFhIa2srwcHBtLa2AoMIDhsbGzo7O+nu7sba2prc3FzUajWBgYFcvXoVXV1d4X7d2dlJe3u7AN63tLRQWFhId3c37u7uGBkZYWhoSHt7O3Z2dvT29tLY2Ii9vT0ajYbm5masrKyorq4W4a7a29tpb2/HwcHhGqjhwMAAtbW12NnZiQs+tVpNeno6Dg4OuLu7U1NTg62tLTAYxNfV1RUnJyeam5spKChgzJgxmJmZCcy55FlnaWmJWq2mpKSE5uZmTE1NGTduHLm5uejr62NlZYWlpaU449doNFRUVODr64uJiQk9PT1cuHABS0tLRo0aRV1dHaWlpQQGBqKnpyfaW3KMqK6uFgEP6uvrUalUBAUFUVJSQkNDA8HBwXR2dgrd6uvr0dXVpbOzUzg4SH15S27JzSB/GEMNN+aY0NvbOwT7OxxeVzuddj5yHOh/4xSg/b10DCKH/km/yesox75Kvw0XBUZejlSuBNmTQ+zkPM7yBe7X9NXWXRI5LE8Ot5Nja+V6DpeXHAstr6u2M4Z2HtrtPxzeV7vsf0dmf71NwPXGwn+bv4Qxl/S8nhPL9frl/2Kxkucth23+bwn/5XkP1443kp9cN7jW30BKA9cG8fi/bqf/l/KHMNS9vb0UFhaKwK4w2Gl5eXn4+PgM6/k23OCUOlZKp40rlv8mH3hy6JU2Blj7u+EGjzxP6W9tSKG2Q428nsN1sXZdh5skcsMq11cyrnI8tHb66w1+7Ukpz1NqCznxu/w57frK8evab0vyZ4Yjmdeug3ZbXW/R1K7b9fKRL4Da7amd/42WL33Wbnd53wzXf8MtZMONOXn9hnvuem2iPQa0F39t/eXjT9vxS3sRGu5v7boPt9hfb8xrp/m9GOubGp4nNX56ejo//fQTd9xxx5CV9/PPP8fIyAhXV1cx2dPT0/nxxx9JTk7GzMxMBLCFwV3EuXPnyMrKIi0tDWtra8zNzYFfBoFarSY1NRVnZ+drVncdHR3y8vJoamoS3LryHZL2YFMqleTm5rJ7926SkpIwNjamqqoKExMTDAwMqK6upqysjLa2NsFdfenSJaqqqkhJSeHUqVMCHTF+/HiSk5NpaGjAycmJmJgY8vLy8Pb2HlJefX09O3fuJCkpSXB2y98QpF2dVF/tNwe5J6Q2dl1eV3l+2hNNnr/0vFKppLS0lJqaGi5fvoyLiwv5+fl0dnZiZWWFQqEgPj6eoqIiwWUsBRCWLwjS5NbR0SEtLY2+vj5xOSsZf6VSyblz5zA3NxdR4uWTWHtix8fH4+TkJC6Spfw7Ojq4cOECLi4u1yzWFy5cQFdX95oLZrlxVCgUFBcX88MPP5Camoq1tTXW1tZDFmS5sVEqlbS1tQnIpvZCIe8P7Tpp12s4z8ri4mLKysqoqqrC2dmZM2fOYGtri56e3pD6yXWTLwjyfpXqKI/akpKSIhgkh1scpLzkbSTlcenSJerq6rCxsblmLMrHUmJiIpaWltdEx/ktG2m4yS8TJaN85swZgoODASgrK+PChQsAhIWFcebMGeCXUEM//vgjra2t+Pn5iUmUkZFBeXk5vb29VFVVUV5eTmFhIWq1mqamJtLT08XA6ujoYNu2bSiVSi5evMjAwABFRUWizIqKCiorK9FoNFy8eJGCggJhHAoLC8nMzByySzp48CCVlZWMGzcOc3Nzvv32WxoaGgAoKCjgyJEjJCcn8z//8z8ApKamcvDgQby9vUlJSeH06dO4uLgAg1HO165dC8CGDRt45513hrgpA1y4cIHIyEj8/Pz46KOPyM3NpbOzk6SkJHFuXFlZSVVVFR0dHaSkpNDZ2YlSqaS8vJz09HSxYNXW1pKenk5zc/OQXXBLSwupqak0NjbS0tKCUqmkoKCAzMxMAKqqqlAoFAL+19raSkdHBxqNhsTERC5fvgwMcodHR0dTVFQEDHJWV1RU8PXXX/Phhx+KI4OGhgZaW1vp6emhvr4ehUJBc3MzxcXF1NXV0d7ezqVLl1AqleTn51NRUcHevXupra0FftmdVVdX09/fT0tLC52dnWg0GmpqaigoKKCtrY2qqipB5pSZmUlhYeE1kW1KSkqoqKggIiJCMDqePXuW8vJy4fBTVlZGe3s7ACdOnCAnJwc3NzdWrVpFS0sLdXV1YpGRFjCJA/qll17i559/RqFQUFFRQUpKivBm1e4PqU5dXV0oFAqqqqoYGBjg0qVLZGZmoqOjQ3d3N5WVldTX11NbW4tSqaSxsZGOjg5++ukniouLyczMFLp0dHSQnJxMY2MjSqWS2tpaysvLASgqKqKwsJDGxkbBzpecnCyiD/3zn/8kOzubkpISMSdyc3PJzs5GqVTS2tpKZWUl6enpIrZpQ0MDxcXFxMXFERMTAyCgqtnZ2TQ2NnLlyhXy8/OBQUe02tpaXnjhBY4fPw5c/63ztyQ39Y5aMgz79+/nrrvuoqCgQBifuro6goKCiI2N5e6776avrw9dXV3i4uLw9PQkJCQEFxcX1q1bR2xsLGfOnGH37t0EBATQ1tZGf38/xsbGfPDBB9TV1WFhYYGjoyPt7e1kZGRw5coVzp49S1dXF3v27CE/P5+amhpgcFHYsGEDaWlpHD16FEdHRy5evMjOnTspLCwkLy+PSZMmAQhi+ClTpmBjY0NUVBSTJk3C0tKS8vJyqqqqcHNz4/z58wDY2dlRWVnJgw8+yNWrV3FxceHhhx8mOjoaQ0NDwXj2pz/9iXvvvRc7OzvKysqora3FxMSEsrIyent7WbRoEefOnaOxsZHIyEgqKio4efIkI0eO5KGHHsLc3JwdO3aQn5+PkZERVVVVrFu3joKCAvLy8rC0tOTxxx+np6eHPXv2cO+996JSqaitrRUel//4xz/Q1dWlvb2d7du3U1hYSFlZGcePH2fs2LE89dRTODo6kpycTHl5OfHx8bS1tXHmzBnOnz+Pm5sbe/bsobi4mKKiIpycnMQEzcvLY8aMGZiZmXHy5EmSk5Pp6OjgL3/5C3feeSfr168X3MgvvfQSGo2Gy5cv891331FSUkJCQgILFiwQnNhKpZIPP/wQZ2dnPvjgA6qrqwUt6sDAAK2trSxatIiAgAC2b99OamoqsbGxdHd3c//996NQKDhx4gSffvopVVVVHDt2jMcff5zvv/+enJwcjh8/jqurK5988gl79+5lzpw5GBoakpKSwpgxY5g3bx5Hjx6lu7ub7777jvz8fM6fP4+lpSUrV64UmP4ff/wRU1NTjI2N2bRpE5WVlYLneeHChaI/Zs2ahUql4ttvv6W2thZPT0/efvttNBoNmzdvFpsTpVLJo48+ir29PfHx8SxcuJC4uDiuXLlCSUkJcXFxFBQUcPr0acLDw3nrrbeoq6vjwIEDjBkzhkWLFtHU1ERlZSXbt2+noqKCtWvXcvfdd/PZZ59RUVEhNhaRkZGUlZURERGBt7c3aWlp/Pzzz2RkZNDR0UFGRgbr1q3jypUrZGVl4evry5IlS2hsbGTfvn2EhoYSEBBAX18fDz/8MLW1tWzZskVE+hkxYoRYkH/66SeMjIyYPn36NUeMv0W5qQ21tIuJiopi/Pjx7Nmzh7/+9a8sWLCAgIAAqqqqyMzM5K677hKGOjY2lqSkJGpra2lrayMvL48vvviC4OBgzp49i7u7Ox0dHXR2djJ69GiampoYOXIkwcHBGBsbo6ury1tvvUVNTQ1ffvklb7zxBu7u7tjY2JCVlYWRkRF6eno0NTXx9ttv4+PjQ0xMDElJSdjZ2eHg4MDp06e57777UKlUJCcnEx0dzaVLl0T0jLCwMCwsLCgrK6O6uhodHR0mTZpEVVUViYmJuLu7ExoaSlpaGj09PYSGhvLll1/i4uJCT08PBQUF3HvvvQLitmnTJiIjIwGwtbXlk08+ISUlhXHjxtHV1UVOTg5TpkwhNTUVQ0NDDA0NWblyJfn5+ZibmxMeHs7WrVtZsWIF8+fP59ChQ7S0tGBvb897771HXFwczs7OODo68t133zF69GiWLVvGwMAALS0txMTEYGdnh62tLdnZ2fj7+3P+/Hm6u7tRq9W0trZiZGQkIIK2traUlpZibm6Ov78/K1asICIiQpDOe3t74+3tLTjDLSwsOHbsmECxVFZW4u/vL3at3d3dvPnmm3z99dd88cUXzJo1i8TERMLDw7GwsBALfnd3N1FRUajVanp6erhy5Qp33303Fy5cwNTUlFGjRhESEiKgglKYsLlz5wLw6aefsnr1au6//34KCgoA2Lt3L9OnT6e2tpampiZ6e3tZunQp7u7uAGRmZrJ582aSkpKYPXs2GRkZPP300yxatIjIyEh0dHTQ09NjxIgR/M///A/FxcUsXbqUbdu20d7eLrDs5ubmmJmZ8f777xMXF4ebmxsODg5YWFgQGRlJZ2cnKpWK/Px8Vq1axaOPPsq+fftoa2tj7NixLF68mP379zNnzhzS09PR09OjtraWl19+mfnz55OQkMDp06cpLCxk6tSp5ObmivPqN954g2+//ZbPPvuMWbNmkZGRQU9PD5GRkcyYMYPi4mLUarXwfrWysiIlJYWoqCjc3d0xMzMjNzcXQ0NDJk2axBtvvCFCec2YMYNnn32W9vZ2+vr6CAkJobu7m/j4eDZu3Eh2djbz588XY6qpqYl7771XRNaxsrK6dfTx/7dIrzM2NjY0NDRgb2/PiRMnSE5O5tSpUzQ0NIgYdpL09PTwyiuvsHr1am6//Xbq6upITU0lPj5evPpJN/E9PT1MmzaN7OxsPv/8c2AQQjd27Fjc3NyIj4/Hw8MDfX19RowYwSOPPIKRkRHd3d3o6+uLM01dXV3s7e0xMDDAzc1NpINBWOCzzz7L3//+d/z9/WlqaqKoqIj6+npB8C7hu1esWMHx48cFpFDOQpeZmSk4s1NSUuju7kapVKKnp8eqVavYuHEjDz74IA0NDcydO5dt27bxwgsv4OLigkqlwtHRkbvuugs/Pz9xLDNu3Dj09fVZs2YNNjY2nDp1iszMTFpaWnBychJ83QrFL2xp7u7unD9/npqaGpKTk0V8QwMDA0aOHMl9993H/fffz4YNG1iwYAE5OTlUV1dz1113kZ2dTXl5ObGxsbS1taGjoyPIqaS2kgj28/LygMG3FwcHB1pbW0lPT2fhwoV8/vnnzJw5UzgzGRoaYmxsjIGBASdPnuT8+fMUFxejo6NDdXW1yP/2229n165dhIaGolKpSElJ4bbbbqOlpQUAQ0NDnJ2duXLlChcvXiQuLk70BYCVlRWRkZGUlJSQmpqKvb095ubmWFpa4ufnJ46vpL6HQWL+559/nm3btvHwww9jZWVFbGwshYWF4m0qPDycY8eOsWvXLgwNDcnMzMTV1RV9fX2cnJyYO3cuI0eOHMJTI/Whr68vvb29fPTRRzz55JPo6OgQHR3N2bNn6ejowNbWVozVuro6ioqKSExMBKC5uZm4uDhyc3OprKwkJCQEGHyrCwsLY9q0aXR3d2NlZYWRkRFRUVGkpqZSUlKCq6srBgYG2NraEhQUxF133SUIzAD09fVxcHDA2NiYkSNHijlhYGAgxrabmxtJSUk0NDSQkJAg5rv8OE9yAoNfLv9hMHpTbm7uNbbityo39Y4afjESp06dYtWqVRw7dozk5GTuvvtuIiMjCQkJwdPTU1xKNDc3CwJ6fX19PD092bZtG/39/YSGhuLh4YGJiQlWVlZ4enoSFxdHT0+PWJ0lgqQnn3ySqKgonn76aTIyMiguLmbatGniWWNjY3x9fcWEefLJJ0lKSqK0tJTw8HAcHR2BwQHl6OgovBYvX75MTEwMmZmZjBo1CkdHRzHhR44ciZ+fH5aWlowePZr29nZcXV1Rq9XY2try8ssvc+edd6JWq7GyshK7CWnnI0UVNzQ0ZPTo0Wg0GnHUExcXh6+vL2PGjBFel8nJyRQUFPD444/zyCOPcOrUKRITE1m6dCmurq709PQwZswYmpubGT16NObm5nh6elJeXk5GRoao2+uvvy6Cq06aNAkPDw/a2tp46KGHUKlUjB49Wryx7NixAysrKyZOnIidnZ0IEdXS0oKHhwfm5uZMnTqVuLg4RowYIdzyVSoV7u7uTJ8+na6uLu666y6amppwdnbG0NCQsWPHEhgYyN69e6msrBRvLevXr2fu3Ln09fWhr6+PRqPhnnvuwdbWVnhfNjc3iwXZz88PGxsbtm3bhqmpKUFBQYwfPx6AoKAgoqKiyM7OZuzYscyaNYugoCAR3X3mzJm0tbXh4+Mjgvq2trbi6OgoLrxDQ0M5e/YskZGRPPvss4wdO5Zdu3Zha2vLggULcHZ2JjIykhdeeIGamhrOnj1LcHCwIPeX+sPHx0dchOvp6aGvr8+dd96Jv78/kZGRpKWl8eqrr4rLOW9vbywtLdmzZw8uLi5MnDgRKysr6urqiI6O5oknnmDGjBkYGxtz4sQJ7OzsmDx5Mq2trdx22214enpy/PhxOjo6qKqqYvHixXh5eXHo0CHxVtbW1sZtt90mxuCCBQuIjo6msrKSGTNmoKurK9q9urqa+fPnc/nyZQ4fPoyPjw+hoaG4urqKo6jbbruN5uZmEXBZT08Pa2trfHx8cHJyIiEhgSlTpogLzd/yrvoPAc/TaDSkpqYyceLEITfBSUlJBAcHY2BgcA3kajho1L/ryOFgUdr5yvMb7vNw6W603OGwpPLf5NzLw+Wtrf9wSIf/Vn/p//b2dtatW4ednR1FRUW8/PLLjBo16rqYdW35T6BU2v0o/244/aTvJF1KSkrIz89n9uzZQxAQ12ubG22jf5f23/XHjYyTGyn7epdoNzJeh5sr2nA36XfyLO9RAAAgAElEQVSlUimii0u0vStWrLimz6/XNter6/9mfv4nz/0W5A9hqOX/S6/gEnxH+iyl0SY9l9zHteFiwxlHadBJk1oKrKnNUy09rz1I5bpJq7y2PnKuZ+0BJpUFDHEIkfSU5ymHTckhSnI8tqSndpvJydrlUChtUn7pN/kRjEIx6L2Ym5uLt7c39vb24vhGqpOOjg4ajQaVSnUNb7Y2bEsqTx5gQVqc9fT0RBppoZII+eWx9KT6yrnIpTIlkfKRHJ3k0DB52VI7yOFq8ldv7fzlr+PaUEXpGem36/WHvN2lZ7QxzFJ/aDuqyPWS2mQ4fnB5veS6yvtDu4+k+kll5eXl0dHRQWBg4JB2k6eVj9vh6i/XRV53efvL3xDlY12+gZKP89+Dwf7DGGptDzHJMA7n5DFc9A5tryxgSDopjXywSOVIn6VJIPd8lOsi/14+YeWONdJ3cgMu1ePXnpMbXqmOcs9DbYcZ7brIFyDp33AGQvpbSivHycodIaTnBwYGBG5WMoLy/tOeVJIu8noNt/uS96VcZ7kRk/KXT2S50ZJ0kj7LFzDtBVG+q9Re2OW6/5aNwf8Lud4bi7xt/mht8t/ITX2ZKH9VlJ9DSd9rr6bSJJOT1cfHx3PmzJkhhPvydHKvRnn4qMrKSp5//nleeOEFvv76a2GgpOCi0uSVylGpVEN2VPK8JMJ+7V2FlM+NPCd/FYXBXV5xcTEHDx4U7aFdF+3XeykvKT958AHpd6lNpeACVVVV/Pjjj+I5bUcNXV1dwV8t7aAlTLl8pyrXTV4vyRDHx8cTGxsLDF7A7dixQxhZqeyCgoJr8pS3idSG0g5YoVCIXbl2enldW1tbxeWjpJuuru6Q728ZpF8WwltG+j+Xm/4y8UZEPmj6+/s5ePAgaWlp+Pv7U1paSl9fH+3t7QIzOnbsWHp6evj555/Jyspi7NixXL58mejoaHR0dAQULyMjg82bN/Pdd9/R39+PoaEhO3fuFCRGUVFRXLlyBR0dHXbv3o2RkRF2dnacPHmSqKgoPDw8AEhISBCXlpLzyvnz54VXXWJiItbW1sTExBATE4OPjw/d3d0kJiaK6DSOjo5iF52Tk8OJEycoLS2lrKyM8PBwDh8+TEpKCqNHj6axsZFTp06hVqtxcHBAoRj0kIuIiKC9vZ2Ojg7s7e05efIk8fHxwhNQwpsbGRlx6NAhVCoVpqam5OfnM378eLZv305TUxOenp5kZmayZ88eHB0duXLlCsePH6exsRFjY2Oam5t59NFHBRmTdAE8evRo6uvrSU5OJjY2FnNzc3FZePz4cWprawkNDUWj0XD+/HkCAwM5ePAgpaWlaDQagWoIDg7m2LFjnDlzBg8PDwwMDMQCER8fz8mTJ3F3d6evr48TJ07Q3t5Oa2sre/fuxdXVFWNjYyIiIsjJyWHs2LFs2LCBDRs2MHnyZGJiYoiNjaW1tZUjR47w6aefEh4ejrW19ZBz7j+KyDdL2seHf7S2+N/ITb2jvlGRVnqA9evXc/r0aS5dusTKlSuFF977779PQ0MDkZGRHDlyhE2bNnH+/HmysrJYu3Yt0dHRfP7554I9T6lU0tPTQ1VVFUqlkry8PD744AP09fVZsWIFKSkpvPvuuzQ0NPDmm29SVVVFW1sbERER7N+/Hz09Pd5++21ycnJYtWoV5ubmfPjhh8Irr6CggN27d9PZ2cnOnTv54YcfOHnyJAMDA6xevZrc3FzWrFmDhYWFKEdHR4eLFy/y3nvvYWZmxrFjxzAwMODHH38kMjKS6upq3nzzTc6cOcPatWuF+/SVK1d4++23sbOzY8uWLezatYujR48SERFBS0sLy5cvJyUlha+++oqenh4eeeQRAOFcVFtby6effkpiYiJqtZrz58/z0UcfYWFhwa5du+js7CQvLw8dHR3efvtt1Go15ubmODs7s2XLliG6JScns2HDBoyMjFi1apWgOlWpVGLHq9FoKC8vZ/fu3ezYsUN4EZqZmeHi4iLyrK2tFXhupVLJzz//zI4dO9BoNLz22mucP3+e9957j7q6OlasWEFHRwdNTU18/PHHXLhwgZycHFauXImdnR2mpqbo6enh5eVFVFQUCQkJODs7Y2pqOiS+pfz/W3JLblRu7aj/JdJK//HHHzNq1ChsbGzEWaVKpaK3t5c333wTExMTsrKyOHfuHF5eXlhZWQGDk++OO+5gwoQJAIIzo7a2lvvuu4/Ozk5ycnKYMGGCiBqup6fHsmXLMDc3p66uDgcHB6KionjuueeYNWsWaWlpXL16FTc3N55//nmys7MFVMvV1ZVTp05RXl6Ol5cXly5d4rnnnuOuu+4iMTGRtrY2PD09eeaZZ0hNTcXNzQ0nJyf279/PiBEjWLBgAQYGBtTV1ZGdnY2lpSWurq7iAjQoKIi7774bGHRjNjU1ZdGiRVhaWlJXV0dOTg4GBgZ4enqKYLweHh4899xznDt3jjVr1pCZmYmenp7YIVdVVWFtbU1aWhpBQUE88cQThIeHc/HiRUxMTHj++ecFZKqmpoYnn3ySjRs34uDggIuLizjK8PX15cknnyQuLo7AwEDMzMxIT08HBiFwvb29REZG8vjjj9PX10dbWxtTp06luLiYRYsWDcmzra2NCRMmYGhoyOeff46BgQE+Pj50dXVhZGSEk5MTixYtEq7vNjY27Nq1Cz8/P8EREhQURH9/P7Nnz0aj0XDp0iXWrl1LR0cH/f393HvvvddcqN6SW/KfyK0d9b9E2lGHhYXR3t6OQqEgLCwMY2NjOjs7UavV9Pf3o1arMTY2ZuLEiXR0dKBQKJg4cSKGhoZDbrE7OjqYNGkSH374ITNnziQ0NBR9fX36+vpwcnLC399fEO6Xl5ejo6PDli1bCA0NZePGjWzdupX6+nrGjx9Pc3Mz8AsCBMDS0hJra2v+/ve/89hjj+Hh4cHnn3/Opk2b6Orqws/PT3je9fT0iOemTp1KTEwM+/fvF5wkkydPpqOjAxg0OlZWVnR2doq6TJ48mezsbPbt28fOnTvRaDRMnz6d7u5uBgYGROQV6RmpLaXAuz09PRQXF2Nqaso333yDh4cHUVFRfPvtt3zwwQfCeUWqo0qlor29nYMHDzJ58mSRb1BQEJaWluJvOcJgYGCA+Ph4Dh48yIULFwQHhr6+PtHR0Vy4cIH+/n4OHDgg8lQoFAQGBmJpaQnAzJkz6enpYWBgAF9fX0aMGEFPTw8AjY2NNDY2sn//fmbMmCHIj0JDQ3FwcCAxMZHa2lqWLl1Kb28veXl5GBkZcfr0aaqrq9m2bZt4G7q1o74l/6nc1Dtq7UtCuD4OU/oXFhZGS0sLXV1dzJw5E1tbW0aMGIG3tzcuLi4YGRnh4ODAnDlzqK6uZmBggJkzZ2JpacmIESPELsvAwABnZ2ecnZ3RaDS4uLjg4eEh3LG9vLywsbHB1dUVpVJJdXU1zz//PFOnTkVXV5eGhgZeeuklnJyccHR0xNnZGUtLS0b+K2IMgJubG0FBQfj4+BAQEEB/fz/t7e0sXboUGxsbHB0dcXR0xMbGBg8PDwwNDbG2tsbX15f8/HzmzJlDQEAAM2bMQK1W09zczB133IG9vb1wFunv78fc3By1Wi0Mqq6uLs8++ywDAwPU1dVxxx13CB0lJxQ3Nzesra0ZNWoUnp6eeHp6kpuby7x587j77rsZOXIkhYWFzJ49mzFjxgjHHWtrazw8PAgICKCmpob58+ej0Wi4evXqNbpJEXQkR4bu7m4aGhpwdnYmNDQUX19fioqKmDJlCrNmzRJBC6Q8m5qauPPOOzE3N6e/vx8/Pz8MDQ25fPkyd9xxB05OTjg4OODo6Cg8DF988UWmTZsmyJemTZuGi4uLcMd3d3dHpVLR0dHBzJkzMTc3R09PDwMDA5ycnIaw5d2SW3Kj8oeB58G1l4baqAZtaNVwEDt5OjmsSzt/bR20b7ul9Nrfy8sf7oZcu07a5chhf8PpN5wew9VZ3i4An332GfX19fT09LBkyRLc3Nx+1WFhuL64ng7Dwep+Td8bRQwM11a/1gbS79p9fCN9L/9dW8fh6qNdJvyCab/e2Lxeu/43kDd52fI3NW0nrf9GtDdI/02e2nlcr26/NsdvJG+5/JaRKH8YQ93S0oKZmdkQSJvElWFsbPyrE+x6k1YbRy19L00c7UEqYXTl2F35RJFPWG1jIIH35emkS1A5Vll6TntR0na20eYalmO85fWQDw+JHEmKGqOtuxyjLMdSy9NKddcuT9Jbbvy1HTe0eY7lzhSS04xUH/n/EtpFnqd8Qsr7VY6jlv7W1lfe99q4drlhkTtcDNcvwxmKX/OAHM5gDWfIrrfwyvOV5z3cgqktv7aY/1r58vyul06eZrj6yfW/Xtk3+vnf6fFbNdZ/iDPq0tJSPv300yHOIc3NzVy+fFnwM0ud09DQQEpKCgkJCVRWVlJZWTnE0MmNnxyjLPf00t7dyo2KhLVVq9VUVVVx5coV+vv7aW5uFmfjwBDsrbaxlRtauXOLZASVykGe3u7u7msmp/RZTiyv/axGo6G+vh745by5t7cXMzMzVCoVra2tpKamkpiYKPiktUMcyRcaSYfrYbyldpGMm1RnKb30nVx37TaXcM5yvLsUu1E7go9SqaSrq4umpiahc01NjaiDrq4ubW1tgplQqoMcyy5hpSUdpM/S99Jz0jGW1BcNDQ3izqOqqoqqqip6e3upr68nPj4epVJJRUUFDQ0N13jUyTcA2gt/U1MTbW1tQwyQ3PNSe3GXL6QJCQkUFRVx+vRp4BdnHu3dujxP7XEofZaP2dbWVsEtrq2zdt5SG8t/k8q4fPmyuCsYrmz5XJDGrLzM6y0izc3NgmhNPk5/a0YabnJDLQ24hIQEPD09AVCr1QB88skngsNXIiqHQSrKL7/8kvj4eC5evMjhw4cFsbr0vzQoWltbhxhQ+a5OPuC6urquIX65evUqaWlpnDt3DoB//vOfpKamAr/sLnR0dGhvb0ej0QzZjUm/d3V1DXE+kehXYfCoIiMjQ5SpVA66Wcsv7iSDpb2bKC0t5aOPPgIGLwTb2toE8gXgwIEDvPPOO6SkpLBs2TKam5uFcZNQIwMDA+KyVTL+7e3tAiK4bt06FAoFbW1ttLa20tvbO8SwSCJvd0lnqY7yySx3Z5eeb2xsFFHbpTTSM5mZmWzcuFHU8d133xVtrVAoKCkp4dSpU8Dgm4TceEjBh6XLUil/7bcHqb3Wrl1LTk4OAN988w0xMTHo6emRnJzM2bNn6enpobKykqioKMrKynj11Vfp6upi/fr1IrBET0+PaD+pPKlPASIiIoiKigKgra3tmjEjd7VWKBRDLotPnDjBhQsXBJF+b2+vYFeUxpb2OOzt7aW3txeFQiHSSvpI5/nyNuzp6aG7u1sspPL6yOeJfGMCg4ENgoODSUlJEfWWly3NraKiIjGmBgYGaG9vR6kcDGQgjUtJb0m/nJwc0tLSSE1NZfPmzUPm7W9NdP99kt+/lJaWMm/ePKqqqnjjjTdwcnLi3LlzPPfcczg5OVFSUiIM+cDAAA899BCzZs1iYGCArKwsCgoK+OSTT7CwsMDGxob333+frVu3UlhYiKmpKS+99BJWVlYkJCSQlZXFK6+8wocffsjtt9/OkSNHqKioIDg4mMWLF7NgwQKmT59OT08Pjz76KP39/Xz33XcYGRnx1VdfsW/fPkxNTVm3bh2HDx8Wu6y//OUv7Ny5k3PnzvH666+zY8cOVCoVVVVVLF++HI1Gw969e1EoFLz22msYGBjwxRdf8PXXX/Pkk08yYcIE1q1bR3d3N1OmTGHs2LGsXLkSa2trUaf169eTl5dHT08PdnZ2dHZ28v7779PT00NAQACPP/44MGiobr/9dpYvX868efNobm4mMTGRuLg49PX1WbZsGT/99BPZ2dk89NBDjB07li+++IK+vj7uu+8+0tPT+fzzzxk/fjy1tbUcOnQIGxsbpk+fjqOjIzNmzGDdunVMmTKFr776ClNTU0aMGMGqVatYu3Yt5eXl9PcPMsG9+uqr9Pf3s3r1at555x2ee+45li9fTk5OjmANPHDgAF9//TXvvfcesbGxlJWV0dzcLFjtdHV1aW5u5u2336apqYlHHnmEUaNGoVQqOXz4MPv37ycsLIxnn30WgMTERCIiIrh48SLLly8nPz+f1157jY0bN+Lv78/u3bvR1dVl7dq14piopKQEX19fqqurCQkJISMjQwSNiI+P54EHHsDExETcBZw7d45NmzZRUVHB0qVL2bp1K93d3YSFhfHwww8DUFNTw1tvvYWFhQXZ2dmsXLmSc+fOsWfPHnR0dFi2bBnHjx/n6NGj/H/svXd4lcXW9//Z6Y30ShJIQklCqIHQmzQRQRBUitgVVEAfFI+NY0NBEQQEBQFBehWIoYeeBiSkB1IIIQnpdSc7yc7eSe73jzz3nDvbgJ7n9/zeVz2u68qVve89Zc2amTVzz3zXWl9//TXdu3envr6eDz/8kObmZsrKyoTXR5VKRYcOHaiurubNN9/ExcWF/Px8Pv30UwoKCjh58iTGxsa888477Ny5k6SkJCwsLHB2dub27du88sorDB48WIyxESNG4Ofnh5mZGdu2bePKlSvodDpefvll+vTpw9dff41er2f8+PG4u7uzYsUK7OzsRD/LbzehoaE8/fTTXLx4kZEjR7J8+XKysrIwNzfH2dmZrKwsFixYQGJiIt9++y1BQUFkZWVx69Yt5syZQ3FxMceOHaOpqYnVq1ezZcsWtFot48ePx8nJiZqaGmFgNmjQIPr16yeOyv5I9JfeUcs7IK1Wi6WlJevWrWPBggXCOXlTU5OA38lkbGzM1q1bef/998nIyKCkpISysjKsrKzYtGkTtbW17Nixg0OHDokJt2fPHgD69OlDeno6t2/fpqqqioiICAIDA9m9ezelpaUcOnQIKysr3njjDRGOS6/XU1pailarZdiwYXz33XfY2dmxbt06tm3bhr+/PzU1Naxfv56CggLmzZvH+fPnGTVqFN988w3Ozs6kp6ezatUqYU33zTff0NTUxOzZs/n8888JDw9nzZo13Lt3jz59+rB582auX7+Oo6MjmzZtQqPR8OOPP1JSUsLWrVuZOnUqRkatMSXlPBs3biQ7Oxto9RUcFhbG22+/TXNzszACkZEa3377Lfn5+QQGBhISEsKyZctoamrCz8+P1atXM3r0aJ599lkmTZrECy+8gM9/+xvWarWiL8rLyykrK8PZ2ZnNmzdTVlbGli1baGho4IcffmD06NGCH2NjY2xsbDh27Bj5+flcvnyZlJQUvL29ycnJIS8vj2nTpqFWq9FoNGzatIlRo0a16XedTserr74qDIfi4uJQq9VkZmaKCDvQutscN24cDz/8MIMGDaJ79+7k5OQArS5pa2pqqKys5I033mhj6LJ//35Wr15NbGwsjY2NbNmyhS+//JJ33nmHoqIi9Ho95ubmPProo0yfPp0nnniCCRMm8M9//pPvvvuOiooKevTowfr164WP7G+//ZZJkyaxatUqunbtSkFBAV999RV+fn40NTWxbt06Ee2ne/fuQOubW/fu3Vm/fj2dO3fm3r17wlGVhYUF69atY/bs2axatQobGxtSUlJYt24dgYGB1NTU8O2331JcXMzChQsZOXIkZmZmrFu3jvDwcL755hsxXn744Qdu3LhBTU0N+fn5TJs2jRUrVnD69Gm++uorqqurCQwMZOPGjSQkJODh4cHmzZu5ffs2eXl5mJqaotfriYqK4t133yUrK4u6ujqKi4tZtGiRqFve3Dz++OM8/fTTTJkyhRs3bhASEoKfnx+zZ8+ma9euzJ49my1btlBeXi7qlQMYzJ49m5dffpl+/fr9yt/MH4X+0opafoWxt7ensrKyzaWf/PpUWVmJi4uLyNPU1MR7773HunXrCAoKEkclcsQNe3t7GhoahMP7hx9+mNGjRwPg5OREUFAQixcv5pFHHsHW1raNpzMZvqVSqdDr9ajVagoLC1Gr1e1elBgZGQkn7FOnTsXU1JRu3boJj35yufLRi4uLC8HBwTzxxBNIkiQgfebm5jQ2Ngqjlueeew5nZ2dhjm5nZydeX2W5ycc49vb2eHt78+yzz4qAvHV1dTz11FOsXr2aAQMGcOLECRwcHHB2dmbEiBFMmjSJV155BSMjIz7//HMkScLR0RE/Pz+effZZrKysxOvnkSNHxM5KrVZTWVlJdXW1iKMnm9F36NChjWKFf3mlg1YM9PLly1m8eDExMTE0NjbSo0cP4Yw+MDCw3QtVmZSfZdnX19czd+5cevbsyccff4xarcbExITi4mL279/P0qVLMTY2Fm3JycmhublZ+A9XHuV88MEHfPrpp0ybNo26uro2fl7kV31Z5nLf6nQ6gd+X4Z/PPfecgIAaXpDJ+ZTjQKVSCSV9P5JlIR8fGV7KqlSqNuPQxMQEDw8P7O3txRgzNTX91Rhzc3NDp9OJgAr29vZiLDo6Oor2yDtpuZ9lTH9UVBQ3b95k7dq1pKenc+bMGVxcXHBxcRF129vbi2M5eXy89dZbVFdXs2nTJmJiYigqKuKJJ56gsrISZ2dnUa8c5NbwKOiPePTxl1bU8kDu0aMHERERvPXWW2zYsIG3334ba2trdDodBQUF9OjRQ+Rxc3Nj5cqVPPfcc4SFheHn54eVlZUwirC0tGT8+PE8/vjjHDlyhPz8fKHwACZMmEBVVRUDBw7k2WefJTExkWeeeQY3NzemT58uLshmz57NypUr2bZtG15eXnh6epKYmMirr76KWq0WIY7Onz9PUlKSwPQ2NjaycOFCoqKi+PLLL8nNzcXT05O3336biIgI4uLicHd3x93dHXNzc1QqFZaWlrz11luYmppy7Ngx4ftDNne3tLRk0qRJdO7cmRdeeIHTp0/j5ubGokWLRB7ZbweAp6cnoaGhzJ8/nzt37rBkyRJmz57NqVOnuHXrFp06deLUqVOkpaURFBTEhx9+SFlZGadPn8bc3JzAwECam5sJDQ3l9OnTFBcX89VXXzF58mTOnz/P+++/T8eOHbG1tRV1mpubM336dNzc3Hj//feJiIgQ0T4kSaJ37954eXkxZswYOnfuTN++fbGxscHJyUlgnMeNG4ckScyfP5+4uDihHAA6d+7M5s2bmTNnDg8//DB9+vTBwcGB6OhoLl++LDDWAEePHqWsrIyPPvoInU5HYGAgr7zyCjU1NTg7Owtn+zK5u7uLaDfW1tZ4eXnx7LPPsmjRIj777DOcnZ2xtbXFycmpzVgbNGgQq1evZtGiRej1esLCwkQoNIBFixZx8uRJFi9eTGVlJQEBASxevLjNOHBzcxOuAABeeuklMjMzWbRoEXl5eXh6emJra4u9vT02Nja88cYbnDhxgq+++oqCggK6du3KwoULCQ8PF+PQ1dUVY2NjrKysBJLqQWPMyckJCwsLVCoV1tbWvPvuu2i1WsLCwjAzM8PDw0Pgy+WAHQBXr15l9erVfPXVV+zevZubN2+KC225bkmSREAKSZLYt2+fuBzt06cP+/fvp7Kyks8//5zXX39dyNHMzIyOHTtiYmJCv379SE1N5dq1a20ioP+R6D8CnlddXU1oaKgI7tnU1CQMG2JiYpg5c2YbHGpdXR1NTU1YWFhgbm7+q4siWWQajQYLCwtxDqmsF/51i93Y2Cgml7Ic+XJF3hlKkiR260pejI2N2zgOunv3Ljt37iQwMJDw8HA++OADfHx8qKurw8jICEtLy1/xKl+kNDQ0iOghhm2Sdxbm5ubi9c8wj5yvoaEBvV6PtbW1SKvRaDA1NcXc3JyWlhbq6uqEo3g5TJaNjY3Ytclm1XJILFtbW3Q6HZIktSv3lpYW1q5di5ubG4mJiQwaNIgnnnjiV5HUDckQ+aLVarGwsPgV3FI5NpSXh7W1tVhaWopJ3NLSgk6nQ6vV0qFDhzaRcR4E7zJsT2NjIypVq4e+9uBkkiQJv9ryBV+HDh1+1ad6vb4Nz7LVpfxM2ddy+fJxoPKCWvZaeODAAfz9/Tl//jzLli3Dzc0NjUaDiYlJmyAbhmU/aIwZppMvF+X2tJfO0OxePpZ4UN0yGkseey0tLQKGa2tre185yqgSJfT0j0T/EYpaOdHhX5377xhrKPPLcDQlttkQSiWXL2Nv9Xp9m+ABhhAi+ZkSe2toUKLMe+HCBbKyshg9ejSBgYHodLo28LcH4bfbcxwvp2vPv7Khs3mlHPR6fRvcsiEESj5GUfraVkIaDRc1+bOyT2RSqVSkpqYSGRlJly5dGD9+fBs8s3KxVZajhIAZttFQiSt5lD8r+6k9JdFem+43juR8hg7tlbIwTKPsf8N+UOY1hEkq+8SQX6VTf0PFHx4eTm5uLuPGjaNr165tgiUYji3D+dHeeLnfPDRsT3sbIsNnhnPmQWkN++N+9Sqf/xGVNPwHKWp5cBo2V/lcqViANh2pNHYA2qSRy5EVoVyHoRKXJ588mGUyjNoi55HzKxWHkme5jYb/lQYaSp6UCrM94xk5n/xZrkvmXSknQ6VqKFNle+S2yO1ubGwU/rcN08syNXTMr1y4lBNT5kGpfOQILvIOS7lLMpzohotBexNVmVf+rqxbKX/DvO0p9gfVZZivPaVkqIwMqT1e7qcA71evId/Khe1+KuO3yv6tdPeT1YPqbC+vLANDubX32/3q+qMp6/+IM2pZyciflX+GSlpWJoZO5U1NTUlOTubMmTMir6HTfJkyMzMJDQ1tY2hx7Ngx4UReqbjlvLKbTuXv8melYYVS8cuTJycnh8jISMLDw4UDJtnow9jYmCtXrhATE9PmiEYu28io1aG+bJAh16dsl6GT/sOHDxMbG4uRkRGbN2/m4sWLqFQqDh48SFxcXBujE4CffvoJvV4vghF89tlnVFVVtdn1KNsuSW2DMih37PKRiUqlIpvR4HwAACAASURBVCkpiejoaMLDwzE2NiYsLIz09HQRnOHgwYOcPn1aGK8oyzHceStlazhGlIuknF6WnTJNe3mV5f+eugzTGtah/K298Xw/Xgzz3O93eVMjO6dSKq4H1fmgsn9vuvvJ6kF1/h7ZGtbze+r9o9Ff2inT7yXlYJQkidDQUOFU3tLSkvj4eM6fP096ejpVVVUMGjSII0eOcOPGDYKCgigqKuLcuXM0Nzfj5ubGrVu3OHv2LA0NDWRkZBAYGMiNGzfo3LkzBQUFHDt2DB8fH6ysrIBWY4VLly5RXl4uzu7s7OyIjY3F2NhYOKL39PSkpqaGmJgYrly5Qk1NDT4+PlRUVHDs2DFUqtadsre3N3FxcRw8eBA/Pz/i4+OJioqitLQUOzs7HBwc+OWXX7h58yampqY8//zzNDQ0MGTIEM6dO8elS5dEMIDIyEguXLiApaUlbm5uACQmJhITE8NDDz3E66+/jlar5eGHH+bzzz9nypQppKWlceHCBerr6zEyMmLfvn0i2kmPHj04cuQII0eOxMbGBpVKxbVr14RChVbPgAcPHiQtLQ0/Pz+uXbtG586diYyMxMnJifz8fBoaGtBoNJw4cQIzMzNcXFy4cuUKt27d4s6dO/Tq1YuEhATq6urYuXMnZ86cYdy4cW3Ovv+mf5GhAlW+PSqV2N/0/4b+VtS0Natds2YNmZmZAivs7u7Ol19+SUhICHv37qVPnz4kJSURFxdHfX0958+fp66ujm+++YY5c+YIf80bNmxg+PDhnD59Gr1eT1FREXV1daxfvx5vb28cHR1xd3cXl0H79u2jtrZWOKcPDAxk5cqV2NjY8NFHHzF16lQRDeW1115j9OjRbN26lZ49e/Ldd98RGBhIbm4uJ06cwNfXl7Vr1xIQEEBsbCwmJiZcu3YNX19fjh49ipGRET/88AMBAQE4OjoSERHB6NGjSUhI4MyZM9jY2LBv3z5sbGxYtWoVQ4cOZcOGDUyePBkzMzPs7e0JDw/H3d0dnU5Hhw4dsLGxITc3lw4dOrB792769+/Phx9+SO/evbl27Rqurq5ERUWh1+uprq6mf//+2NraEh0dzfr16xk2bBifffYZLi4uREZGkpGRQWlpKZcvX+bmzZv4+vry8ssv4+/vT0REBNXV1Rw5coRRo0YRFhbGnTt3hOGHjY0NZ8+eFRC5mpoaTExMmDBhQpu3hb8V9t/0Z6G/FfV/k/xavH37dv75z3/y0EMPERkZSXR0NBMnTmT69OmoVCqqqqqIj48XMCX5bHT48OGMGjUKaLWE1Gq1/Nd//ZfwvWxsbEzPnj0JCAigsLCQzp0707FjR4yMjDA3NycxMZGVK1cSGRmJs7Mz3bt359KlS3Ts2BFPT09mzJgBQGlpKaWlpbz11luUlZVx8+ZNTExMWLx4MT4+Pty+fZuysjJGjRrFrFmzGDJkCPHx8fTo0YMXXniB48ePC0x2VVWVMByZO3cu27dvp0OHDvj5+YlgAJ06deLll18WobCcnJyws7MjOjqayMhInnzySSRJ4tChQ4wcOZLU1FSeeuopxo0bR2lpKfb29qjVapYuXYqVlRVZWVnodDr69euHnZ0de/fuZdSoUUyZMoXm5mYaGhqIjIyka9euODg4YGxsTJ8+fThy5AgBAQEidFmHDh2wsrLi+eefx9bWlrKyMiwsLBg1ahRz5szh7NmzWFpa0rFjRxwdHenSpQu9evVqY/L/t5L+m/4s9Jc+o/53SL68CgwMZNWqVXz77bfU19fzyiuv8PPPPxMaGsrOnTuxtrZm0KBBwgHO4MGDsbGxEYYx0OqL+ty5c/z888+sXbuW4OBgoDXqS01NDUVFRcKaEWD+/PnU19eTkZGBu7s7R44c4fvvvyczM/NXF6Ay3A9afVD06NGDmpoaNm7cyA8//EBubi4PPfQQ+/btY8uWLaxatYqGhoY2N/b5+fni7DoyMhITExN+/vlnhg8fTmNjI5L0r2AAWq22jXxk6tKlC0eOHGHo0KH4+/uzd+9eRowYQUhICJs2bSI0NJSwsDBMTEzQ6XTC94XyjBlaAxn88ssvIrSXvb09Q4YMEX4g+vTpw4QJE9i9ezfPP/888fHx1NXVMWPGDCIiIjh8+DCbN28WRhKSJAmDIL1eT2NjIxYWFpw+fZp79+4Jnw7KC8G/6W/6o9Nfekfd3s244Xm0/Ez+GzRoEBqNhpaWFubPn0/nzp3x8/MjMzOT6dOn07t3b8aPH091dTVarVYEF5Ad5QOYmZkxaNAgysvL6d27N9OmTcPKyorevXuj0WgwNzdnwYIFmJubC6c6dnZ2VFRUMHv2bJqbmzEzM2PatGn4+fnRqVMnYRVoamqKl5cXXl5e2Nra4u/vz9ixY0lLSyM4OJiHHnqIAQMG4O3tzZ07d5g6dSr+/v54eXnh5OSEg4MDvXv3Jjs7mwEDBojfS0pKmDlzprC8GzdunAhXJTv09/X1FcYI7u7uDB48mG7dumFvb09wcDB9+vTB398fGxsbSktLmTVrFoGBgfj5+YmgC15eXvj7++Pt7Y2pqSmurq6UlZUJBzp+fn68+OKLFBQUADBmzBjs7e3p1asXISEh+Pv7ExISgru7O3379iUtLY2JEycyYsQIOnXqRKdOnbCzs8PR0ZHAwEA6duzIoEGD0Gq1ODs7Y2xsLPy6yH3/N/1Nf3T6j4HnGWJV7/dcecOthKDJE/p+UD/DM8/2oFCGi4RSSbS3ePzezw9qw4PgZob8twfBuh+vvyXz3zoDln+rra1l9erVAlL3j3/8o12DHWWef6cew3z/U7ofHO63+uZ+/9tLY/jst3j4v3HO/lt1/jtyaW+8/9/k6898L/EfpagNlZCy05QdLJP8rD2cs/xcaRFniAuWy5Kd3ijxzUoomrJ82VhArl+uS2kcocQMy6Q06pDLUOKt5TJkPgyDHsjKXslfe/lk+cmYbENjGWX7lfJW8quE3MlIldraWmHlJ5cv8yeXqTRqkT8bGu/IZRr6OVYaghgGevj/g+T2t2dMIf83DLqgxMb/WZTJv6MQlTJR9sP/V4Ut1/lXpv8IRV1aWsr+/ft54403BD7UzMyMw4cP4+7uzvDhw9tcMskm5LLZsDzZTExMqKysFObQLi4uwlxaxq5C26CrhpaGMsmKS5lOOYCVChFoY1WozKNU3IYLy/3qUSot5XM5L/wLpqU8m1Zi0eWzctnfhjKdoRGQYT1KfpQKW+m5TJaVMr2RkRGNjY0Cc620GjSsV/4uK8QHtak9Wbe3uCgVjZxH6adbWZ6yTuV4lP/LvBguksr2P6gdMm+GDpTkBVS5CVD2i+Hbl1yX4VukcsMAiHlguFAq+1U2+X4Qn8rNh5Kn9vrAsC8N55dhO9qbF4Z9/GdV6H/py0S5oy5duiQmk0r1L+MUDw+PNs7SAdasWcNTTz3FwoULiY6O/pVxREREhIjgnZ+f/yvMqTyAZGWiUqnYsmULJSUl4plcvzIdIAxUDF/pTExM2Lp1K9HR0W2MYJS/y23duXMnFy5cEMYlSn7kduzZs4dbt24JXsrLy1m+fLmYgIaRTJQ8ywr1s88+4+mnn+aDDz4Q/hXkdHI98mdlO2V+5LS1tbUsW7asTXr5s6GcNBoNY8eOZcOGDcTFxXHixAkhL2VdSj7kNrQXncXQnaUynTK4gvwn83P06FHCwsJITk5uk8bExIS4uDjWr18v+vL27dtERES0UcQHDx4kMzOTuLg4YQQlwyblMaSUgVLJmJiYcPToUY4dOybGplJusrGPTLIslEZIspyUfCt/V0bWkX+/ePEiu3btEkZIhv3Y0NDAxo0bhUsBExMTTp8+zf79+wWfskzu3bvHuXPn2rwhyWOrvTGklIEsb7kNZ86c4eLFi23GgVyWzMdXX31Ffn5+u0c0fxb6SwcOkDslIyODsWPHIkkS69evR61WM3fuXAYMGMCePXva7GRKSkp49913GTlyJNAaCWTbtm107NgRX19fzMzM2rzS7969m9TUVObPny9cmCYkJPDzzz/j6enJa6+9hoWFBRUVFRw4cICSkhI8PT1ZuHAhV69eFR76XnrpJbZt28a9e/dYsGABTk5O1NfX880336BSqcjIyKBPnz7k5+ezefNmnJ2dWbhwIaGhocTGxjJv3jx8fX2pq6sjNDSUS5cuCexxVlYWe/fuxdramjfffBMjIyOsra25fv06e/fuxcHBgcrKSgB27NghLk79/Pz44YcfUKvV+Pv78+KLLwKQnJxMXFwcx48fJzIykvz8fE6ePIlaraa8vJwPP/yQ/Px8duzYwaxZs9BoNJw+fZohQ4bw+OOPExsby44dO/Dy8mLu3LlkZGQI+N4HH3xAdnY2u3fvxtramkWLFnHu3DmioqKYPXs2wcHBeHp60tLSgpWVFb/88gs3btxAo9Hw0UcfcfHiRZKSklCr1bz11lu4u7uzadMmiouLee655zA2Nmbfvn1UVlYybNgwpk+fDkB6ejrbt28XF7pyAIGYmBgkqTVUV3p6Ol26dKFz584MHjyYLVu2EBwcTGhoKCdPnmTChAm4urqi0+lITEwkOTmZ2NhYIiMj+emnn4iMjATA0dGRoqIili1bhre3NwMHDmT16tXU1NTw/PPPo1KpyMvL4/vvvwdg4cKFeHl5sWbNGtRqNQUFBTzyyCPU1tayZs0azMzMWLRoEbGxsZw8eZJnnnmGXr16AbB582ays7NxcXFhxIgR5OfnM3XqVO7evUt2djYBAQF89913DBw4kJCQELZs2YKfnx8vv/wye/bs4dKlSzz22GNYWVlx9uxZMjIyhAvVM2fOcOnSJfr378/UqVOFot2yZQv37t2jrKyMYcOGodPpWLlyJUZGRsyfP58NGzYQFhbGjh07GDhwoHgL0Ol0bN26lYKCAhYvXkxFRQUbN27EwcGBRYsW4ejoCEBMTAyHDx/msccew9LSkubmZvbs2UNGRgbNzc189NFHqNVqvv76a1xdXUlJSfnTKmiZ/tI7anmlVqvVeHh4sGzZMu7evYuzszMLFiwQr1BySCto3VWtXLmSJUuWEBMTw/r163n66afx8/MTkTMkScLCwoLs7Gz27t1L//79xUpeUVHBBx98QNeuXYmKimLVqlWUlpaSn5/PmTNnmD9/PsnJyRw9epSVK1cSGBjI6dOn2bx5M1FRUXh6egr0yLp167C0tOSZZ56huLgYtVrNu+++i6enJ8nJyaxcuZKoqCisrKyEv2ydTkdtbS2LFy8mOTmZI0eOiOgZubm5fPzxx5SWlnLt2jW2bt3Ka6+9hr29PXq9ngMHDnDq1Cl69uzJhx9+SEREBFeuXGHRokWcPXuWmzdvAhAcHMyMGTOYP38+DQ0N2NnZsXv3bh566CGGDRvG6tWriYuLo7q6mtraWlatWsXAgQPZtGkTe/fuZdu2bbzwwgv4+fmJds2ePZuysjIOHz7M8uXLBb+ff/45169fR5JaIYPr1q3jqaeeEkEdwsPD8ff3p0ePHmzZsoUrV64IRMqPP/7Ipk2bSEpKwtvbm3/84x/ExsaSnJzMG2+8wb59+ygtLQVa4YazZ88mKysLT09PEULq9u3b5OTkcP78eby8vKipqSErKwtoDeV06tQpzp49y5IlS5CkVkjg1atX2b17N4899hhDhw5lwoQJ9OrVi7179xISEkJubi5mZmaMHTuWhx9+mKlTpzJ48GAmTJggxu6yZcsYPXo0I0aMYO3atfz000+UlZXx+uuvU1FRQXNzM++99x5mZmZUVVXx0UcfERsbS0NDg3Dbe/DgQdLT03n33XeJjY0lISGBxMREdDodpaWlZGVlsWvXLhoaGujbty8//fSTsLw9efIkMTExLFmyBJ1OR01NDc3NzcybN4/jx49z9uxZ1q9fT3BwMD/++CN79uyhurqaPXv2kJmZyZtvvkl1dTWSJLF06VLhmfDtt9/moYceYuzYsfTv37/N8crNmzdFNB21Ws2XX34p5t4XX3wh0v3www/Y2tri6+tLTk4OhYWFnDx5krFjx2Jtbc3u3btZv349ISEhjBkzhvz8/Da+y/+M9JdW1PIqamNjQ21tLffu3cPZ2ZmOHTvy6KOP0tDQgImJiThnhtbzrxkzZgj0gYWFBQMHDmTkyJF4eHi0iRPn6+vLxx9/TFJSkoh9WFJSgkajwcHBgYEDB9KrVy8RW69Pnz74+PjQt29fEfLKzs6OYcOG4efnh7OzM5MnTxb8FxUVMW7cODp16kRwcLCwbnR0dCQ4OJh+/fphbW3N1KlTRZ6mpiaGDh2Ks7Mzw4YNIzExkZqaGhwdHenVqxeDBw/GyMiI4uJiPD098ff3Z9SoUVhbW5OdnS0gfI899hgmJiaEhITg5eVF9+7dqa6uBiAvL48RI0bwww8/EBoayp49ewgJCRHKRo7U8uSTT4pF0NbWVhi1dOjQgf79+zN9+nQ8PT3p1KkTQUFB9O/fn7y8PKqrqwW/AwcOxNjYmGnTpon2AeIV3NXVldGjRzNkyBAaGhpwdHQU3+U3EScnJ1xdXXn00Udpbm5m6NChwuBIbpOZmRmnTp3i448/JjAwUODH5biarq6uTJ48GVNT0zbn1rm5ufTu3Rt/f3+efPJJnJycuHbtGk5OTtjb22NtbY2npydGRkb4+/uLHaSVlRWOjo54enoK5/sdO3YEEDH+xo8fz7hx42hubiY5OZmxY8fi6urKoEGDqKqqori4GGdnZ/z9/UUEmscff1y8Hebm5jJ8+HCcnJwYPnx4m8s7rVaLWq1m8eLF9OvXj507dzJ79myGDx/OiRMniIuLExj5GTNmoFKpGDhwID4+PnTq1Ink5GQsLS2xtbVl/PjxeHl5YWRkRF5eHsOGDcPZ2ZmhQ4dSW1tLQUEBLi4u+Pn5MW7cOGxtbXFzc2tzFAatNgzvvfce8fHxnD17FmdnZ0JCQpgwYYLoJ0CEkPvll1/EObm3tzejRo1i6NChlJSUUF9fz4QJE+jfvz8+Pj5t7Bz+jPSXVtTyjrpLly4kJyfz8ssvU1hYSGpqKt7e3pSXl4sLQ+XK3qVLF1xdXenbty/u7u689tprfPLJJ1RVVQkFYWpqSklJCefOnaO4uJjCwkKgNUjBuHHjSExMpKCggICAAFG2PMGrq6sJCQlh2LBhJCQkUFxcTEBAAHq9vs2F41NPPcXnn3/OF198QXh4uMBwJyUlkZeXJyJ3KHm3tLRk3759LFu2jKNHj7J48WLGjBkjfGDIcfOGDBlCS0sLixcvZtWqVdTU1DB37lz0ej1JSUmYmpri7e1NQ0MDQJsLs8bGRt58802WLFlCbW0twcHBpKWl8f777zNv3jxGjRqFi4sLZWVlTJ48GS8vLxITEykpKWHWrFlYWlry6quv8sorr3Dr1i3hVL+xsREvLy+mTZtGWload+7coVu3br+6oIJ/LcLyRZUSMimjQXQ6HS+++CJVVVWkpqZia2uLq6uraJPykvPKlSvs3LmTmJgYEhIS6NKlC//1X//FwYMHhb9ojUbD0KFDOXbsGO+99x7p6enMnDmTuLg4Fi1axJIlS8jPz2fJkiVYW1uzfft2goODOXPmDHFxccInudxnvr6+bNq0iYaGBurr69m+fTvQGuVk6NChzJ8/n9dff50BAwbw1ltv8f333/PFF19w9OhRvL29mTVrFrdu3SIrKwsfHx/MzMzaROueOXMmBw8e5PPPP2f//v04OTnRrVs33nzzTTZt2oS5uTkXL14kIyODwsJC4To3KSmJKVOmcOHCBRYuXMj777/fJvhwbW0t48ePF35k5LBaFRUVzJw5k0OHDok6XV1defrpp8nKyhJhzQICAoiIiCAtLY2DBw9y+/ZtAPLz87l48SJ37tzB0dERX19fXn31Vd555x0ee+wx0a6zZ8+Sl5fHnTt3fjUO5MV67NixvPrqqyxdupSsrCxx6f2nJekvTC0tLZIkSVJ+fr60bNkySZIkKTMzU4qKipIkSZJ2794tnT59WpIkSWpqapIkSZJKS0ul2tpaqaWlRWppaZGam5ul+Ph4KScnR6qsrJTUarVUVVUllZWVSc3NzVJOTo5048aNNvXp9Xrp2rVrUmZmpiRJklRSUiLV1tZKJSUlkiRJUnl5uVRXVyfpdDopOjpaunPnjiRJklRUVCTp9fo2Zd29e1dKSkqSKisrpbq6OkmSJCk2Nla6efOmKFur1Yo2V1dXS2VlZVJsbKxUXl4uSZIk2pCSkiLa2NDQIOn1eik2NlYqKCiQKioqJEmSpMLCQikiIkLSaDRSY2Oj4Lm0tFSqr68X9VRVVUkRERFSVVWVlJ+fLy1evFjKzc0VdVRVVUlVVVWCp4iICFFWU1OTdOPGDenu3buiTjlddXW1JEmSdOPGjTb8ym2X5aJWq0VbdTqdpNVqpfLycqmsrExqbGyUdDqdVFxcLEmSJN25c0eKjo6WGhsbJY1GI+RSXFwsZFdRUSElJiZKly9flgoLC6WmpiYpLi5OunfvnqTRaKSysjKRNjs7W0pNTZXKysokSZIkjUYjxcTESFVVVZJWqxU8yf2fnZ0tFRUVifTl5eWSRqORJEmS0tLSJK1WK1VWVor0chvT0tJEP8vj48aNG1JZWZlUU1MjSZIkJSYmSomJib8qVy6jtLRUiouLa5MnPj5eunv3rqRWqyW9Xi9FR0cL3q5evSoVFBSIPoyOjpZqa2ulurq6NnLT6/VSXV2dFBERIdLL/aisU61WS5IkSampqdKNGzfEPLt7965UWFgovfHGG6JcSWqdn3J7mpubpcTEROn27dtt2lRbWytFRUVJGo1GqqmpkaqqqqTS0lKppaWlTf/evHlTSk9PF2NCWcafjf7y8DyZmpqa2rh/lKR/RZBoDyQv/zc0bjH8XVmXIdzqfnmU2O720smf2zNAeRA/chvlPO3hsZV5lPUbYn6VdcvtU+K3JelfPrXLy8s5ffo0c+fO/RUMSyl3SbGDbU9WSpkr8entyeK3YFbKNhnK8Ldwvvfjy7A8w3GlHA+/NW7aQyAY9rMSBSKTsp725GQ4fgzzGI65+40HZT+1J/v7jd/2cONKZIeyzubmZqqqqn4VukzZZrmc+8nT8LOy7PZk82eF5/3lFfX9Bq8hnM6w0w0ngfJIQtnZygElp2tP8SsxrIaO8uX/St6UOFhDRavkVf4vf5bTy3XJn+XnhgY1hspD5sPQkKe9iS7/yfUbtl2uX34tNTRyuZ8yVvKm/F2pIJSyNORf2Y77TWhDOSjlKrdZid82JLlsJU5Y5rG9MdRenyllbTiOlMqyPf4MnyllYLiwPCiPsi3tLUSGbTCE1BkqcUN7gfbqbG8ette37eWTnxmOUcNx+aDx82dU1n/pM2pDUioPwwkjd2BsbCxVVVUCl1lZWUlUVNSvnOHLZShxz8pdJrR1zg9tFZ6cr6WlhcuXL6PT6UR6+bkkSW12/Mo3Avm/ks6ePSsc5EuSxIkTJ6ipqRF8ypNIWY5h2YDAxTY2NopnpaWlIliAWq0mJiamDS9y22U5yr9du3aNurq6NvhWZfuV8ldilxMSEqioqBB8hYWFER0d3YZfOY+hjGX5KfmT61P2lzKvnEb+L48VJd/KyS7fVURHRwuZKS0L5WfKsWDo41kpB2Ub5N8N+0nJq+EzwzFh2K/3y6McG4aflfKS8yllbJhe+fuD6jTcRChJ2VeG+ZSyUaZR1q2UgyEfSrn82egvragNd5yGnWWoKAAOHDhAcnIyKSkpIgR9eno6er2e/Px84uPjkSSJ+vp6CgsLuXHjhnCQX1NTQ1RUFGq1GiMjI8rKykhNTSUvL6/NbkWr1RITE0NpaSkmJiakpqZSV1dHWVkZCQkJVFdXY2TU6qQoOjpaKKyysjJSUlKoqKjg3r17ZGRktNnBLF++nMWLFwMQFhbGE088IZzxx8fHk5ubi5GREdXV1dy9e5ekpCSgdXIUFhaSkJAgLC+XL1/O2rVrRdlFRUU88sgjFBUVoVar2bp1K9B67HHjxg0qKyupqanB2NiYzMxMUlJSAETUl+zsbAAKCgpQqVqtRZuamgSET6vVEhsbS3FxMZIkceTIESIjI0lPTwcgJyeH4uJiAGJjY8nOzsbIyIiqqiru3LlDampqm12YsbEx6enpZGZmUlVVJeSbmJhIWVkZ0BrlOi4ujnv37lFeXo5Op6OpqYmSkhKMjFqRMbGxsTQ1NdHc3ExhYaEwnEhOTub27dvs2rWLmpoaSkpKiI+PR6PRtNt35eXl3Lx5k5ycnF8dPfynkXL+/RWU6P8N+kt7z/t3SN6BnThxgvPnz1NQUMDJkyfp0aMHt2/fJiMjgxUrVpCXl0dmZqbwN61WqwkPD2f48OEsXbqUiooKQkNDCQwM5Pnnn6eyslIEHHBxcaGxsZFPPvmEwsJCQkND6dSpk/ApPX/+fLRaLYcOHWLUqFEsW7aMkpISjh07RkBAAK+//jr5+fls2bKFjIwMjh8/jqurq8BQp6WlUVZWRlNTE5cvX8bLy4uxY8eyceNGrly5QlhYGL6+vuzZs4d9+/aRkJBAVVUVtra2LF68mLq6Oj777DPh5F8OcGptbU1BQQGpqalkZ2fTp08fUlJS6Nu3L4sWLUKj0Yh8d+/e5fvvv+f69euYmZmRmZlJfHw8586dw8TEhIMHD9K3b19mzpxJQEAAZ86cobS0lK1bt5KXl8d3332HWq3G2NiYs2fPcv36dQGjtLGxISIigmvXrnH+/HlcXFzYsmULx48f59q1a1RXV9O3b19UKhW7d+9m+/bt5OXl8fXXX9O3b19eeeUVGhoa2LNnD/379ycuLo5PP/0UlUpFTEwMnp6eaDQaNm3ahK+vL++88w53797l8uXLBAQE8Oijj+Lu7k54eLjgTcboL1iwQBgbjRkzRuDV5b579dVXKSgo4MCBA3Tv3h0PD482xx5/K6m/6UH0t6L+b5InaLIGPwAAH0dJREFUzcmTJ3nxxRd56aWXuHnzJunp6VhYWKBSqQgODua9997j8OHDWFtb06lTJz766CMuXbrErVu3SEpKYsyYMSQmJmJqaopOpxMWZwUFBfTr148rV66wb98+JkyYQFZWFo2NjQJS1NLSwooVK0hISCA+Pp60tDRGjRpFWloa0ApfW7t2LSkpKcydO5e+ffsSHR0tMLRhYWG89dZbzJs3jzfeeANjY2Nqa2vJzc1lzZo19O7dm71796JSqZgzZw6zZ8/m+PHjJCcnM3fuXObOnUt2djY9e/bE09OTAQMG0L9/f6DV8MPExIRevXqxdetWunXrxq1btxgyZAivvvoqDQ0N1NTUkJSUxIoVK5g5cybdu3fnl19+4cMPP2TAgAFERkYSFBREREQEzc3NNDY20tTUhEajwcPDg3/84x9YWFhQXV0t8OxPP/00oaGhuLi4UFJSwpkzZxg0aBBqtZqioiIkSeLll1/mkUce4fDhw0yaNAmtVsuGDRvYsGEDjzzyiIhuU11dzddff83Nmzext7dn0qRJJCcn88UXXxAaGsrQoUORJIn09HSSkpJ48sknmT9/PrGxseTk5AhI3LFjx9i0aRMDBgzg+vXrdOrUCQsLC5YtW0ZMTAwZGRncuHGD0aNHi77TarWsWbOGlpYWMjMzGThwYJvjmb/pb3oQ/aWPPv4npNFouHDhAnl5eaSnp9OpUyfq6uowNjZug4PV6/XCN3NzczMdO3bEwsICV1dXhg8fLia9TPLFlbu7OxYWFri4uNC/f38mTpyIWq1GpVJhbW0tynZzc8PMzAxXV1cGDx7MqFGjBP7X2NhYWFopL27q6upwdnbm7NmzTJkyhZKSEjw8PKisrCQ5OZnw8HBcXFxEIF1ofd309PTk4sWLFBUVERcXh4mJCXq9XhxfyOlKS0uZOXOmOO4IDAwkIiKC8vJyLl26hJWVlTA1PnfuHFeuXMHW1lacs9fX1zNmzBjWrFnD/PnziY6Opra2lrFjx3L9+nVKSkq4cuWKcPwvt9HIyEjEkbS1tcXOzo6AgABmzJgh+kF5xm1hYYGlpSVnz54Vxy5GRkaiPPkM+rXXXhOm1pIkERMTw6VLlyguLsbPz49Lly5x584doaSbmprw8PBArVYTGxvL5cuXxZ2AjY2N6A83NzfMzc3b9J1OpxNyNDU1JSUlhaqqKlH33/Q3PYj+3lErSKVqhZM1NDRw6tQppk+fztChQ9FqtXh6euLs7IynpydqtRofHx/hTL+wsJAZM2bQoUMHTp06hbe3NyEhIajVavr27Ut9fb0ILuDi4oKHhwcnT57Ezs6OESNGUF9fL5zyBwQEUFpaysSJE/Hy8iIsLAw3NzeGDRtGTU0N/fr1o7q6mm7dumFubo6JiYkwfKmsrCQoKAhvb2+g1Upy+PDhBAUFsWXLFkxMTHjnnXeorKwUoa7Kysp44YUXuH79OpGRkfTs2ZO+ffvSr18/Lly4gL+/P3Z2dmi1WoyNW8OJybvBWbNmkZuby/Hjx+nevTuDBw9mypQpHDx4kFu3bjF+/HgAAgICMDU1Ra/XM3DgQGpra5k5cybNzc306tVLWBUeOHBA+L5wcHDAx8cHOzs76uvr8fDwoGvXrowfP56wsDB0Oh3jxo1Dq9XSvXt3rKysaGhoEIo3ODiYw4cPU1BQQHBwMEFBQZiZmdGzZ09xlJKbm0tZWRkVFRU8//zzHDhwgMbGRgYMGMDs2bNJTEwkLCyMZ555hpCQEKqrq+nTpw9du3Zlx44dtLS0MHDgQBEEuVu3bhQVFTFp0iQ8PDw4fvy46Du1Wk2/fv2oq6vDycmJ5ORkYZEoj72/6W+6H/3p4HlK6E172EpDv8n/kwnQHqzvfmXdL60htQdTMoRJ/VZ5D2rLg2TwoPrv1zbDZ7+Fn71f2fdrV3t1/hYvv1Xf/T7/njHQHr//btn/077736J/Z9z+TX8u+lMravm70u+sTMpBaui3935KRlZyyt8McaPQFltqZPRrZ/wyLzJ2Wc4jHwG0569ayZvSf7UynbwwKTHISsypoRP9B5Uj55E/K93AtufnWmnkosQX388PtfxdyZ9cnux3WtlvsomyYf8YGxsL15lKWcq/KRWR0guiss+VvCjrVRqrKMuV+93Qj7VS/u3he9vrO2X7Df1by+XeT+EbBndQ+hFXQi0NFbIy/++pQ1mGcvPTXnrlODBcEO7Hj5xfTqus837lGfIu0//WZsywXQ9q+x+B/rRn1A0NDRw/flzgLmVca1hY2K8csKhUqjY+d+VJ3NzcLCad/N0QLqRUevIEkSekcgDJk16p2GTsrPJ8VBnNRVbcSh/A8gBtT0koJ4PMr6wMZDJsi6FhgFymkg9ZcZqamgpFpBy0shJVykWJJzfERCtlJJNSQcltlXmX3VyamZm1gRvKfCo9nynxvnI/Khdt+XxbxkArF3XDPPJZvVIJKhW93H/yd8PFy1Cmsp8NuV3yebRyUTXcQMgLZEtLi/D1IqdRjlfld6UykX+TgwfLfScfVcllyb8rZa60ZFUuHHI5yrRyucqFVM6nXGTlPpOfyfkNF03DsSSnUY495TxTjnflwqUcy7IMlfO6ublZyNVQTnKfyL8rF4s/Gv3pFLXc4VeuXCElJUW4fly6dClGRkbExcVx9erVNmlrampYunQpr732msDbyopSudNS7lZkZSIPQHnSxsTEcPny5TaXebIiVg54Y2Njbty4wYsvvkhubi6HDh2iurq6jfKW+cvMzGzjOB5o48BenhxK4xdZuSvzKJWncscvK0dZKcltB4TCSk5O5vTp00LhGqY1dGCvnNhyPXLd8p+spJTyVR6fyIunsbExRUVF7N27V7Szrq6O9PR0jI2N2b17N7W1tW0WHsN+kmWmfKsy7BtZ3rKTp507d6LX68UiZagg5XYoHejL5cjflTtyeaGT5SJjuY8fP95mN60cf0qlK/MgK6BNmzYRFhYmyv/kk09IT0/n0KFDaLVabt261WbXLdd5+/Zt1q9fT0xMDHFxcW34Ue7yZbikjA3Pycnh8OHDbeaFcnNiZGREYmIiZ8+ebbOZ+L3ylJXgrl27uHfvHtDqBzwsLOxXRi5hYWGkpKS0MYKS0+zdu1cYpcnlyySPOaXRkjKYgnLeyP0hO1jbt29fm4X9j0R/ustEeZIcOnSIkSNHkp+fT/fu3VGr1SQnJzN06FCuXbvGsGHD0Ov1mJiYsHz5cuzt7Zk5cybx8fG4ubmRkJDAuXPn0Gq1dO7cmatXr5KQkIC7uzuXL18mMjISX19fLC0tiY2N5dChQ/j6+nLz5k0uXLhARUUF5ubmuLi4kJiYyLFjx7C3t8fBwYHw8HDKy8spLi5m/fr1TJ8+ndLSUpydnUlOTubChQvo9Xpx6ZeWlkZ8fDx9+vQhOjoad3d3duzYQUlJCbW1tUiSJLDDHTp0wNramsuXL3Pp0iX0ej1eXl4ApKSkoNPpaGxsJC0tDQ8PD2JiYnBzc+PQoUNkZGQQFBREVlYWly5dws7OTvjJTk9PF76IDx48SEpKCr169SInJ4fo6GguX76Mp6cnHTp0aLMTj4yMxMfHh8jISBwdHcnNzUWj0aDRaNizZw+mpqZ07NiR8+fPk5GRga+vrzjOOHDgAFlZWeh0OiorKzl//jwjR47k0qVLhIeHs2zZMoYOHUpZWRl1dXUAODg4EB0dja2tLTExMVy4cEFc5u3fv5+7d+/i7+8vJmlKSgoHDhzAysoKd3d3qqqq2Lt3L4WFhYSHhzNt2jRSUlL4+eefcXBwwMHBgXPnzpGTk4Ofnx/QamCTmprKhQsX8PX1xdramtTUVI4ePUp9fT2NjY1YW1uzY8cOGhsbcXNzY9euXWi1WqysrLhz5w6NjY107NiRqqoqUlJSsLGxYdeuXVRVVdGlSxdycnLYv38/Dg4OODs7A7Bx40Y2bdrEm2++SVhYGAsXLuSZZ56hqqoKtVrN/PnzcXBwICgoiAMHDpCZmYlOp6Ouro6bN2/i7e2NsbExHTt2ZNeuXeTl5eHv7w/AoUOHyMnJ4dy5c/Ts2RM3Nzeys7M5duwYzc3NpKSkEBQUhJGREeHh4Vy6dIkePXpQVlZGeXk5AQEBGBm1Gk/9Xnn6+PhgZGTExo0b6dWrF25ubhQVFVFRUYGFhQURERFERkbSv39/fv75Z9zc3FCr1ajVanJzczlx4gT+/v7cunULa2trysvLcXV15dq1a9jb26NWq9m1axfV1dVUV1fj6elJVFQUJ0+eFG5Yr1y5wqVLl9DpdHh7e5OTk8PRo0fJzc0lISGBCRMmtPsW+v+a/nSKWp6Ax48fJzg4mOHDh9OtWzfOnz+Pp6cn3bp1IyoqivHjx4vXGXNzcwEfe+aZZzh8+DArV67kkUceYevWrXTu3Jm1a9ciSRKZmZlcu3YNlUrFkSNHcHJyYsOGDfj7+3P9+nVsbW05f/48PXr0YNeuXXh7e/P111/TrVs3Nm7ciLe3N//85z/p3r07TzzxBC+99BKdOnViz549ODk58cEHHzBmzBi+++47hg4dip2dHQUFBSQmJhIREUFAQAAbN27ExsZGBCbo0qULK1asYOjQofz444/4+PiwZMkSxo4d26aciIgI4uPjycrKYsOGDfTt21dEQCkuLiY7O5vU1FSysrI4deoUfn5+rF+/nv79+7Nv3z569epFTEwMmZmZlJaWcvXqVUpKSjh69Ch+fn7CGb5yF7dy5UoCAgJ46aWX8Pf3JyIiArVazfbt2+ncuTPbtm3D0dGR5cuXC0QHwBdffEFxcTGWlpYsX76cUaNGkZ2dTWRkJB4eHpiZmXHz5k1mzJjBuXPnaG5uFpjx5cuXU1VVxYULF7CysuLnn38mLy+Ps2fP4vPf/pItLCxISkriyy+/ZMCAAWzdupWAgADWrVuHlZUVubm53Llzhx49erB8+XK6d+8u+m/p0qUEBQXRu3dvVCoVzz33HEZGRlhYWHD48GG6devGJ598wuDBg9m4cSM6nY4rV66QmppKr1692LFjB2lpaXTr1g2NRkN2djaxsbF07dqV6Ohobty4wZkzZwSUsaqqiu3bt2NpaYmjoyM+Pj5Aa3ShTp068csvv3D37l1CQkLo0qULMTExBAUFceXKFaZMmcK+ffsoKirC2tqaFStWMGTIECorK9FqtbS0tHDgwAHq6+tJSEgQVpyJiYk4Ojry888/M2fOHBwdHVGr1axbt46BAwcSGRlJWVkZd+/e5dixY9ja2rJnzx5cXFzIyckRbnLfeustHBwcuHv37m/Ks0+fPgCcPn2a/v374+bmRmpqKjk5OVy9epWUlBSMjIzEZiUxMZHExEQ6d+7M0qVL6d69O25ubkRFRVFXV8f169cZOXIkq1atwsXFhTVr1ghYZUxMDM7Oznz//fd07tyZLVu20LFjRz788EMeeughNm/eTEBAACtWrCAgIEC4cZgyZcofUlH/sbj5HSS/liiDim7btg29Xi+ihFhZWQH/eh3v3bs369atw8bGhsWLF6PVann66aeZPHkyzz33HBcuXKBr164sWLCAuLg47OzscHFxoWPHjpw4cYI5c+bw0ksvsWTJEpqbm5k0aRLPPPMM3t7eHDlyBJVKhYODA126dKGwsJCRI0cye/ZsWlpa6NChg3ht1Ov1jBkzhhkzZhAUFER+fj4AdnZ2bNmyBR8fH3r06IFWq+WNN95gwYIFdOnShYaGBiZNmsSsWbPELmDixIminIKCAgBGjRpFRkYGeXl5DB8+nG3bthESEsK1a9dwcXHB29tbGOJ88MEH5OfnM378eKZOnSp2alFRUQKGaGFhQWNjI3PmzGHevHlIkoRWq20To3HcuHFs2LCBiRMnEhkZKXyWFBcX4+joSLdu3SguLiYkJISXX34ZaDXcuXv3Lh988AEvvfQSffv2xdLSkmPHjqHRaJg8eTK+vr4MGDAAHx8fKioqmDhxIlqtli1btjB48GBhiOTm5oaVlZUI7qBWq8VZ8eXLl5k4cSIzZ85k2rRpIjLIm2++yauvvoqvry8XL16kubn5V/03Z84c8eovh1RbsGABjo6O/PDDDzz66KM8/vjjvPjii+h0Op599lm6du1KcXExM2bMIDAwkJqaGpqamrCwsOC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 <item oor:path="/org.openoffice.Office.UI.Sidebar/Content/DeckList/org.openoffice.Office.UI.Sidebar:Deck['StyleListDeck']"><prop oor:name="ContextList" oor:op="fuse"><value><it>com.sun.star.sheet.SpreadsheetDocument, any, visible</it><it>com.sun.star.drawing.DrawingDocument, any, visible</it><it>com.sun.star.presentation.PresentationDocument, any, visible</it><it>com.sun.star.text.TextDocument, any, visible</it><it>com.sun.star.text.GlobalDocument, any, visible</it><it>com.sun.star.text.WebDocument, any, visible</it><it>com.sun.star.xforms.XMLFormDocument, any, visible</it><it>com.sun.star.sdb.FormDesign, any, visible</it><it>com.sun.star.sdb.TextReportDesign, any, visible</it></value></prop></item>
 <item oor:path="/org.openoffice.Office.UI.Sidebar/Content/DeckList/org.openoffice.Office.UI.Sidebar:Deck['SwManageChangesDeck']"><prop oor:name="ContextList" oor:op="fuse"><value><it>com.sun.star.text.TextDocument, Annotation, visible</it><it>com.sun.star.text.GlobalDocument, Annotation, visible</it><it>com.sun.star.text.WebDocument, Annotation, visible</it><it>com.sun.star.xforms.XMLFormDocument, Annotation, visible</it><it>com.sun.star.sdb.FormDesign, Annotation, visible</it><it>com.sun.star.sdb.TextReportDesign, Annotation, visible</it><it>com.sun.star.text.TextDocument, DrawText, visible</it><it>com.sun.star.text.GlobalDocument, DrawText, visible</it><it>com.sun.star.text.WebDocument, DrawText, visible</it><it>com.sun.star.xforms.XMLFormDocument, DrawText, visible</it><it>com.sun.star.sdb.FormDesign, DrawText, visible</it><it>com.sun.star.sdb.TextReportDesign, DrawText, visible</it><it>com.sun.star.text.TextDocument, Table, visible</it><it>com.sun.star.text.GlobalDocument, Table, visible</it><it>com.sun.star.text.WebDocument, Table, visible</it><it>com.sun.star.xforms.XMLFormDocument, Table, visible</it><it>com.sun.star.sdb.FormDesign, Table, visible</it><it>com.sun.star.sdb.TextReportDesign, Table, visible</it><it>com.sun.star.text.TextDocument, Text, visible</it><it>com.sun.star.text.GlobalDocument, Text, visible</it><it>com.sun.star.text.WebDocument, Text, visible</it><it>com.sun.star.xforms.XMLFormDocument, Text, visible</it><it>com.sun.star.sdb.FormDesign, Text, visible</it><it>com.sun.star.sdb.TextReportDesign, Text, visible</it><it>com.sun.star.text.TextDocument, default, visible</it><it>com.sun.star.text.GlobalDocument, default, visible</it><it>com.sun.star.text.WebDocument, default, visible</it><it>com.sun.star.xforms.XMLFormDocument, default, visible</it><it>com.sun.star.sdb.FormDesign, default, visible</it><it>com.sun.star.sdb.TextReportDesign, default, visible</it></value></prop></item>
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 <item oor:path="/org.openoffice.Office.UI.Sidebar/Content/PanelList/org.openoffice.Office.UI.Sidebar:Panel['A11yCheckIssuesPanel']"><prop oor:name="ContextList" oor:op="fuse"><value><it>com.sun.star.text.TextDocument, any, visible</it><it>com.sun.star.text.GlobalDocument, any, visible</it><it>com.sun.star.text.WebDocument, any, visible</it><it>com.sun.star.xforms.XMLFormDocument, any, visible</it><it>com.sun.star.sdb.FormDesign, any, visible</it><it>com.sun.star.sdb.TextReportDesign, any, visible</it></value></prop></item>
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+<item oor:path="/org.openoffice.Office.UI.Sidebar/Content/PanelList/org.openoffice.Office.UI.Sidebar:Panel['AreaPropertyPanel']"><prop oor:name="ContextList" oor:op="fuse"><value><it>com.sun.star.sheet.SpreadsheetDocument, Draw, visible, .uno:FormatArea</it><it>com.sun.star.sheet.SpreadsheetDocument, DrawFontwork, visible, .uno:FormatArea</it><it>com.sun.star.sheet.SpreadsheetDocument, OLE, hidden, .uno:FormatArea</it><it>com.sun.star.drawing.DrawingDocument, 3DObject, visible, .uno:FormatArea</it><it>com.sun.star.presentation.PresentationDocument, 3DObject, visible, .uno:FormatArea</it><it>com.sun.star.drawing.DrawingDocument, Draw, visible, .uno:FormatArea</it><it>com.sun.star.presentation.PresentationDocument, Draw, visible, .uno:FormatArea</it><it>com.sun.star.drawing.DrawingDocument, DrawFontwork, visible, .uno:FormatArea</it><it>com.sun.star.presentation.PresentationDocument, DrawFontwork, visible, .uno:FormatArea</it><it>com.sun.star.drawing.DrawingDocument, Graphic, hidden, .uno:FormatArea</it><it>com.sun.star.presentation.PresentationDocument, Graphic, visible, .uno:FormatArea</it><it>com.sun.star.drawing.DrawingDocument, TextObject, hidden, .uno:FormatArea</it><it>com.sun.star.presentation.PresentationDocument, TextObject, visible, .uno:FormatArea</it><it>com.sun.star.drawing.DrawingDocument, OLE, hidden, .uno:FormatArea</it><it>com.sun.star.presentation.PresentationDocument, OLE, hidden, .uno:FormatArea</it><it>com.sun.star.text.TextDocument, Draw, visible, .uno:FormatArea</it><it>com.sun.star.text.GlobalDocument, Draw, visible, .uno:FormatArea</it><it>com.sun.star.text.WebDocument, Draw, visible, .uno:FormatArea</it><it>com.sun.star.xforms.XMLFormDocument, Draw, visible, .uno:FormatArea</it><it>com.sun.star.sdb.FormDesign, Draw, visible, .uno:FormatArea</it><it>com.sun.star.sdb.TextReportDesign, Draw, visible, .uno:FormatArea</it><it>com.sun.star.text.TextDocument, DrawFontwork, visible, .uno:FormatArea</it><it>com.sun.star.text.GlobalDocument, DrawFontwork, visible, .uno:FormatArea</it><it>com.sun.star.text.WebDocument, DrawFontwork, visible, .uno:FormatArea</it><it>com.sun.star.xforms.XMLFormDocument, DrawFontwork, visible, .uno:FormatArea</it><it>com.sun.star.sdb.FormDesign, DrawFontwork, visible, .uno:FormatArea</it><it>com.sun.star.sdb.TextReportDesign, DrawFontwork, visible, .uno:FormatArea</it><it>com.sun.star.text.TextDocument, Graphic, hidden, .uno:FormatArea</it><it>com.sun.star.text.TextDocument, OLE, hidden, .uno:FormatArea</it><it>com.sun.star.text.TextDocument, Frame, visible, .uno:FormatArea</it></value></prop></item>
+<item oor:path="/org.openoffice.Office.UI.Sidebar/Content/PanelList/org.openoffice.Office.UI.Sidebar:Panel['DefaultShapesPanel']"><prop oor:name="ContextList" oor:op="fuse"><value><it>com.sun.star.drawing.DrawingDocument, any, visible</it><it>com.sun.star.presentation.PresentationDocument, any, visible</it></value></prop></item>
+<item oor:path="/org.openoffice.Office.UI.Sidebar/Content/PanelList/org.openoffice.Office.UI.Sidebar:Panel['DrawPageDeck']"><prop oor:name="ContextList" oor:op="fuse"><value><it>com.sun.star.drawing.DrawingDocument, DrawPage, visible, .uno:PageSetup</it></value></prop></item>
+<item oor:path="/org.openoffice.Office.UI.Sidebar/Content/PanelList/org.openoffice.Office.UI.Sidebar:Panel['EffectPropertyPanel']"><prop oor:name="ContextList" oor:op="fuse"><value><it>com.sun.star.sheet.SpreadsheetDocument, Draw, hidden</it><it>com.sun.star.drawing.DrawingDocument, Draw, hidden</it><it>com.sun.star.presentation.PresentationDocument, Draw, hidden</it><it>com.sun.star.drawing.DrawingDocument, Graphic, hidden</it><it>com.sun.star.presentation.PresentationDocument, Graphic, visible</it><it>com.sun.star.text.TextDocument, Draw, visible</it><it>com.sun.star.text.GlobalDocument, Draw, hidden</it><it>com.sun.star.text.WebDocument, Draw, hidden</it><it>com.sun.star.xforms.XMLFormDocument, Draw, hidden</it><it>com.sun.star.sdb.FormDesign, Draw, hidden</it><it>com.sun.star.sdb.TextReportDesign, Draw, hidden</it><it>com.sun.star.sheet.SpreadsheetDocument, DrawFontwork, visible</it><it>com.sun.star.drawing.DrawingDocument, DrawFontwork, visible</it><it>com.sun.star.presentation.PresentationDocument, DrawFontwork, visible</it><it>com.sun.star.text.TextDocument, DrawFontwork, visible</it><it>com.sun.star.text.GlobalDocument, DrawFontwork, visible</it><it>com.sun.star.text.WebDocument, DrawFontwork, visible</it><it>com.sun.star.xforms.XMLFormDocument, DrawFontwork, visible</it><it>com.sun.star.sdb.FormDesign, DrawFontwork, visible</it><it>com.sun.star.sdb.TextReportDesign, DrawFontwork, visible</it></value></prop></item>
+<item oor:path="/org.openoffice.Office.UI.Sidebar/Content/PanelList/org.openoffice.Office.UI.Sidebar:Panel['EmptyPanel']"><prop oor:name="ContextList" oor:op="fuse"><value><it>any, empty, visible</it></value></prop></item>
 <item oor:path="/org.openoffice.Office.UI.Sidebar/Content/PanelList/org.openoffice.Office.UI.Sidebar:Panel['GalleryPanel']"><prop oor:name="ContextList" oor:op="fuse"><value><it>any, any, visible</it></value></prop></item>
 <item oor:path="/org.openoffice.Office.UI.Sidebar/Content/PanelList/org.openoffice.Office.UI.Sidebar:Panel['GraphicPropertyPanel']"><prop oor:name="ContextList" oor:op="fuse"><value><it>com.sun.star.sheet.SpreadsheetDocument, Graphic, visible</it><it>com.sun.star.drawing.DrawingDocument, Graphic, visible</it><it>com.sun.star.presentation.PresentationDocument, Graphic, visible</it><it>com.sun.star.text.TextDocument, Graphic, visible, .uno:GraphicDialog</it><it>com.sun.star.text.GlobalDocument, Graphic, visible, .uno:GraphicDialog</it><it>com.sun.star.text.WebDocument, Graphic, visible, .uno:GraphicDialog</it><it>com.sun.star.xforms.XMLFormDocument, Graphic, visible, .uno:GraphicDialog</it><it>com.sun.star.sdb.FormDesign, Graphic, visible, .uno:GraphicDialog</it><it>com.sun.star.sdb.TextReportDesign, Graphic, visible, .uno:GraphicDialog</it></value></prop></item>
 <item oor:path="/org.openoffice.Office.UI.Sidebar/Content/PanelList/org.openoffice.Office.UI.Sidebar:Panel['InspectorTextPanel']"><prop oor:name="ContextList" oor:op="fuse"><value><it>com.sun.star.text.TextDocument, any, visible</it><it>com.sun.star.text.GlobalDocument, any, visible</it><it>com.sun.star.text.WebDocument, any, visible</it><it>com.sun.star.xforms.XMLFormDocument, any, visible</it><it>com.sun.star.sdb.FormDesign, any, visible</it><it>com.sun.star.sdb.TextReportDesign, any, visible</it></value></prop></item>
-<item oor:path="/org.openoffice.Office.UI.Sidebar/Content/PanelList/org.openoffice.Office.UI.Sidebar:Panel['LinePropertyPanel']"><prop oor:name="ContextList" oor:op="fuse"><value><it>com.sun.star.sheet.SpreadsheetDocument, Draw, visible, .uno:FormatLine</it><it>com.sun.star.sheet.SpreadsheetDocument, DrawFontwork, visible, .uno:FormatLine</it><it>com.sun.star.sheet.SpreadsheetDocument, DrawLine, visible, .uno:FormatLine</it><it>com.sun.star.sheet.SpreadsheetDocument, Graphic, visible, .uno:FormatLine</it><it>com.sun.star.sheet.SpreadsheetDocument, OLE, hidden, .uno:FormatLine</it><it>com.sun.star.drawing.DrawingDocument, 3DObject, visible, .uno:FormatLine</it><it>com.sun.star.presentation.PresentationDocument, 3DObject, visible, .uno:FormatLine</it><it>com.sun.star.drawing.DrawingDocument, Draw, visible, .uno:FormatLine</it><it>com.sun.star.presentation.PresentationDocument, Draw, visible, .uno:FormatLine</it><it>com.sun.star.drawing.DrawingDocument, DrawFontwork, visible, .uno:FormatLine</it><it>com.sun.star.presentation.PresentationDocument, DrawFontwork, visible, .uno:FormatLine</it><it>com.sun.star.drawing.DrawingDocument, DrawLine, visible, .uno:FormatLine</it><it>com.sun.star.presentation.PresentationDocument, DrawLine, visible, .uno:FormatLine</it><it>com.sun.star.drawing.DrawingDocument, Graphic, visible, .uno:FormatLine</it><it>com.sun.star.presentation.PresentationDocument, Graphic, visible, .uno:FormatLine</it><it>com.sun.star.drawing.DrawingDocument, TextObject, hidden, .uno:FormatLine</it><it>com.sun.star.presentation.PresentationDocument, TextObject, hidden, .uno:FormatLine</it><it>com.sun.star.drawing.DrawingDocument, OLE, hidden, .uno:FormatLine</it><it>com.sun.star.presentation.PresentationDocument, OLE, hidden, .uno:FormatLine</it><it>com.sun.star.text.TextDocument, Draw, visible, .uno:FormatLine</it><it>com.sun.star.text.GlobalDocument, Draw, visible, .uno:FormatLine</it><it>com.sun.star.text.WebDocument, Draw, visible, .uno:FormatLine</it><it>com.sun.star.xforms.XMLFormDocument, Draw, visible, .uno:FormatLine</it><it>com.sun.star.sdb.FormDesign, Draw, visible, .uno:FormatLine</it><it>com.sun.star.sdb.TextReportDesign, Draw, visible, .uno:FormatLine</it><it>com.sun.star.text.TextDocument, DrawFontwork, visible, .uno:FormatLine</it><it>com.sun.star.text.GlobalDocument, DrawFontwork, visible, .uno:FormatLine</it><it>com.sun.star.text.WebDocument, DrawFontwork, visible, .uno:FormatLine</it><it>com.sun.star.xforms.XMLFormDocument, DrawFontwork, visible, .uno:FormatLine</it><it>com.sun.star.sdb.FormDesign, DrawFontwork, visible, .uno:FormatLine</it><it>com.sun.star.sdb.TextReportDesign, DrawFontwork, visible, .uno:FormatLine</it></value></prop></item>
+<item oor:path="/org.openoffice.Office.UI.Sidebar/Content/PanelList/org.openoffice.Office.UI.Sidebar:Panel['LinePropertyPanel']"><prop oor:name="ContextList" oor:op="fuse"><value><it>com.sun.star.sheet.SpreadsheetDocument, Draw, visible, .uno:FormatLine</it><it>com.sun.star.sheet.SpreadsheetDocument, DrawFontwork, visible, .uno:FormatLine</it><it>com.sun.star.sheet.SpreadsheetDocument, DrawLine, visible, .uno:FormatLine</it><it>com.sun.star.sheet.SpreadsheetDocument, Graphic, visible, .uno:FormatLine</it><it>com.sun.star.sheet.SpreadsheetDocument, OLE, hidden, .uno:FormatLine</it><it>com.sun.star.drawing.DrawingDocument, 3DObject, visible, .uno:FormatLine</it><it>com.sun.star.presentation.PresentationDocument, 3DObject, visible, .uno:FormatLine</it><it>com.sun.star.drawing.DrawingDocument, Draw, visible, .uno:FormatLine</it><it>com.sun.star.presentation.PresentationDocument, Draw, visible, .uno:FormatLine</it><it>com.sun.star.drawing.DrawingDocument, DrawFontwork, visible, .uno:FormatLine</it><it>com.sun.star.presentation.PresentationDocument, DrawFontwork, visible, .uno:FormatLine</it><it>com.sun.star.drawing.DrawingDocument, DrawLine, visible, .uno:FormatLine</it><it>com.sun.star.presentation.PresentationDocument, DrawLine, visible, .uno:FormatLine</it><it>com.sun.star.drawing.DrawingDocument, Graphic, visible, .uno:FormatLine</it><it>com.sun.star.presentation.PresentationDocument, Graphic, visible, .uno:FormatLine</it><it>com.sun.star.drawing.DrawingDocument, TextObject, hidden, .uno:FormatLine</it><it>com.sun.star.presentation.PresentationDocument, TextObject, visible, .uno:FormatLine</it><it>com.sun.star.drawing.DrawingDocument, OLE, hidden, .uno:FormatLine</it><it>com.sun.star.presentation.PresentationDocument, OLE, hidden, .uno:FormatLine</it><it>com.sun.star.text.TextDocument, Draw, visible, .uno:FormatLine</it><it>com.sun.star.text.GlobalDocument, Draw, visible, .uno:FormatLine</it><it>com.sun.star.text.WebDocument, Draw, visible, .uno:FormatLine</it><it>com.sun.star.xforms.XMLFormDocument, Draw, visible, .uno:FormatLine</it><it>com.sun.star.sdb.FormDesign, Draw, visible, .uno:FormatLine</it><it>com.sun.star.sdb.TextReportDesign, Draw, visible, .uno:FormatLine</it><it>com.sun.star.text.TextDocument, DrawFontwork, visible, .uno:FormatLine</it><it>com.sun.star.text.GlobalDocument, DrawFontwork, visible, .uno:FormatLine</it><it>com.sun.star.text.WebDocument, DrawFontwork, visible, .uno:FormatLine</it><it>com.sun.star.xforms.XMLFormDocument, DrawFontwork, visible, .uno:FormatLine</it><it>com.sun.star.sdb.FormDesign, DrawFontwork, visible, .uno:FormatLine</it><it>com.sun.star.sdb.TextReportDesign, DrawFontwork, visible, .uno:FormatLine</it></value></prop></item>
+<item oor:path="/org.openoffice.Office.UI.Sidebar/Content/PanelList/org.openoffice.Office.UI.Sidebar:Panel['ListsPropertyPanel']"><prop oor:name="ContextList" oor:op="fuse"><value><it>com.sun.star.drawing.DrawingDocument, DrawText, visible, .uno:OutlineBullet</it><it>com.sun.star.presentation.PresentationDocument, DrawText, visible, .uno:OutlineBullet</it><it>com.sun.star.drawing.DrawingDocument, Table, visible, .uno:OutlineBullet</it><it>com.sun.star.presentation.PresentationDocument, Table, visible, .uno:OutlineBullet</it><it>com.sun.star.drawing.DrawingDocument, TextObject, hidden, .uno:OutlineBullet</it><it>com.sun.star.presentation.PresentationDocument, TextObject, visible, .uno:OutlineBullet</it></value></prop></item>
+<item oor:path="/org.openoffice.Office.UI.Sidebar/Content/PanelList/org.openoffice.Office.UI.Sidebar:Panel['MathElementsPanel']"><prop oor:name="ContextList" oor:op="fuse"><value><it>com.sun.star.formula.FormulaProperties, any, visible</it></value></prop></item>
 <item oor:path="/org.openoffice.Office.UI.Sidebar/Content/PanelList/org.openoffice.Office.UI.Sidebar:Panel['PageFooterPanel']"><prop oor:name="ContextList" oor:op="fuse"><value><it>com.sun.star.text.TextDocument, any, hidden, .uno:PageDialog</it><it>com.sun.star.text.GlobalDocument, any, hidden, .uno:PageDialog</it><it>com.sun.star.text.WebDocument, any, hidden, .uno:PageDialog</it><it>com.sun.star.xforms.XMLFormDocument, any, hidden, .uno:PageDialog</it><it>com.sun.star.sdb.FormDesign, any, hidden, .uno:PageDialog</it><it>com.sun.star.sdb.TextReportDesign, any, hidden, .uno:PageDialog</it></value></prop></item>
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Graphic, visible, .uno:TransformDialog</it><it>com.sun.star.drawing.DrawingDocument, Media, visible, .uno:TransformDialog</it><it>com.sun.star.presentation.PresentationDocument, Media, visible, .uno:TransformDialog</it><it>com.sun.star.drawing.DrawingDocument, MultiObject, visible, .uno:TransformDialog</it><it>com.sun.star.presentation.PresentationDocument, MultiObject, visible, .uno:TransformDialog</it><it>com.sun.star.drawing.DrawingDocument, OLE, visible, .uno:TransformDialog</it><it>com.sun.star.presentation.PresentationDocument, OLE, visible, .uno:TransformDialog</it><it>com.sun.star.drawing.DrawingDocument, TextObject, hidden, .uno:TransformDialog</it><it>com.sun.star.presentation.PresentationDocument, TextObject, visible, .uno:TransformDialog</it><it>com.sun.star.text.TextDocument, Draw, visible, .uno:TransformDialog</it><it>com.sun.star.text.GlobalDocument, Draw, hidden, .uno:TransformDialog</it><it>com.sun.star.text.WebDocument, Draw, hidden, 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+<item oor:path="/org.openoffice.Office.UI.Sidebar/Content/PanelList/org.openoffice.Office.UI.Sidebar:Panel['SdAllMasterPagesPanel']"><prop oor:name="ContextList" oor:op="fuse"><value><it>com.sun.star.presentation.PresentationDocument, any, visible</it></value></prop></item>
+<item oor:path="/org.openoffice.Office.UI.Sidebar/Content/PanelList/org.openoffice.Office.UI.Sidebar:Panel['SdCustomAnimationPanel']"><prop oor:name="ContextList" oor:op="fuse"><value><it>com.sun.star.presentation.PresentationDocument, any, visible</it></value></prop></item>
+<item oor:path="/org.openoffice.Office.UI.Sidebar/Content/PanelList/org.openoffice.Office.UI.Sidebar:Panel['SdLayoutsPanel']"><prop oor:name="ContextList" oor:op="fuse"><value><it>com.sun.star.presentation.PresentationDocument, DrawPage, visible</it><it>com.sun.star.presentation.PresentationDocument, default, visible</it><it>com.sun.star.presentation.PresentationDocument, HandoutPage, visible</it><it>com.sun.star.presentation.PresentationDocument, NotesPage, visible</it><it>com.sun.star.presentation.PresentationDocument, SlidesorterPage, visible</it></value></prop></item>
+<item oor:path="/org.openoffice.Office.UI.Sidebar/Content/PanelList/org.openoffice.Office.UI.Sidebar:Panel['SdNavigatorPanel']"><prop oor:name="ContextList" oor:op="fuse"><value><it>com.sun.star.drawing.DrawingDocument, any, visible</it><it>com.sun.star.presentation.PresentationDocument, any, visible</it></value></prop></item>
+<item oor:path="/org.openoffice.Office.UI.Sidebar/Content/PanelList/org.openoffice.Office.UI.Sidebar:Panel['SdRecentMasterPagesPanel']"><prop oor:name="ContextList" oor:op="fuse"><value><it>com.sun.star.presentation.PresentationDocument, any, visible</it></value></prop></item>
+<item oor:path="/org.openoffice.Office.UI.Sidebar/Content/PanelList/org.openoffice.Office.UI.Sidebar:Panel['SdSlideTransitionPanel']"><prop oor:name="ContextList" oor:op="fuse"><value><it>com.sun.star.presentation.PresentationDocument, any, visible</it></value></prop></item>
+<item oor:path="/org.openoffice.Office.UI.Sidebar/Content/PanelList/org.openoffice.Office.UI.Sidebar:Panel['SdUsedMasterPagesPanel']"><prop oor:name="ContextList" oor:op="fuse"><value><it>com.sun.star.presentation.PresentationDocument, any, visible</it></value></prop></item>
+<item oor:path="/org.openoffice.Office.UI.Sidebar/Content/PanelList/org.openoffice.Office.UI.Sidebar:Panel['ShadowPropertyPanel']"><prop oor:name="ContextList" oor:op="fuse"><value><it>com.sun.star.sheet.SpreadsheetDocument, Draw, visible, .uno:FormatArea</it><it>com.sun.star.sheet.SpreadsheetDocument, DrawFontwork, visible, .uno:FormatArea</it><it>com.sun.star.sheet.SpreadsheetDocument, OLE, hidden, .uno:FormatArea</it><it>com.sun.star.drawing.DrawingDocument, 3DObject, visible, .uno:FormatArea</it><it>com.sun.star.presentation.PresentationDocument, 3DObject, visible, .uno:FormatArea</it><it>com.sun.star.drawing.DrawingDocument, Draw, hidden, .uno:FormatArea</it><it>com.sun.star.presentation.PresentationDocument, Draw, hidden, .uno:FormatArea</it><it>com.sun.star.drawing.DrawingDocument, DrawFontwork, hidden, .uno:FormatArea</it><it>com.sun.star.presentation.PresentationDocument, DrawFontwork, hidden, .uno:FormatArea</it><it>com.sun.star.drawing.DrawingDocument, Graphic, hidden, .uno:FormatArea</it><it>com.sun.star.presentation.PresentationDocument, Graphic, visible, .uno:FormatArea</it><it>com.sun.star.drawing.DrawingDocument, TextObject, hidden, .uno:FormatArea</it><it>com.sun.star.presentation.PresentationDocument, TextObject, hidden, .uno:FormatArea</it><it>com.sun.star.drawing.DrawingDocument, OLE, hidden, .uno:FormatArea</it><it>com.sun.star.presentation.PresentationDocument, OLE, hidden, .uno:FormatArea</it></value></prop></item>
+<item oor:path="/org.openoffice.Office.UI.Sidebar/Content/PanelList/org.openoffice.Office.UI.Sidebar:Panel['SlideBackgroundPanel']"><prop oor:name="ContextList" oor:op="fuse"><value><it>com.sun.star.presentation.PresentationDocument, DrawPage, visible, .uno:PageSetup</it><it>com.sun.star.drawing.DrawingDocument, default, visible, .uno:PageSetup</it><it>com.sun.star.presentation.PresentationDocument, default, visible, .uno:PageSetup</it><it>com.sun.star.drawing.DrawingDocument, HandoutPage, visible, .uno:PageSetup</it><it>com.sun.star.presentation.PresentationDocument, HandoutPage, visible, .uno:PageSetup</it><it>com.sun.star.drawing.DrawingDocument, NotesPage, visible, .uno:PageSetup</it><it>com.sun.star.presentation.PresentationDocument, NotesPage, visible, .uno:PageSetup</it><it>com.sun.star.drawing.DrawingDocument, SlidesorterPage, visible, .uno:PageSetup</it><it>com.sun.star.presentation.PresentationDocument, SlidesorterPage, visible, .uno:PageSetup</it><it>com.sun.star.drawing.DrawingDocument, MasterPage, visible, .uno:PageSetup</it><it>com.sun.star.presentation.PresentationDocument, MasterPage, visible, .uno:PageSetup</it></value></prop></item>
+<item oor:path="/org.openoffice.Office.UI.Sidebar/Content/PanelList/org.openoffice.Office.UI.Sidebar:Panel['SlideBackgroundPanel']/Title"><value xml:lang="en-GB">Master Slide</value></item>
 <item oor:path="/org.openoffice.Office.UI.Sidebar/Content/PanelList/org.openoffice.Office.UI.Sidebar:Panel['StyleListPanel']"><prop oor:name="ContextList" oor:op="fuse"><value><it>any, any, visible</it></value></prop></item>
 <item oor:path="/org.openoffice.Office.UI.Sidebar/Content/PanelList/org.openoffice.Office.UI.Sidebar:Panel['StylesPropertyPanel']"><prop oor:name="ContextList" oor:op="fuse"><value><it>com.sun.star.text.TextDocument, Annotation, visible, .uno:EditStyle</it><it>com.sun.star.text.GlobalDocument, Annotation, visible, .uno:EditStyle</it><it>com.sun.star.text.WebDocument, Annotation, visible, .uno:EditStyle</it><it>com.sun.star.xforms.XMLFormDocument, Annotation, visible, .uno:EditStyle</it><it>com.sun.star.sdb.FormDesign, Annotation, visible, .uno:EditStyle</it><it>com.sun.star.sdb.TextReportDesign, Annotation, visible, .uno:EditStyle</it><it>com.sun.star.text.TextDocument, DrawText, visible, .uno:EditStyle</it><it>com.sun.star.text.GlobalDocument, DrawText, visible, .uno:EditStyle</it><it>com.sun.star.text.WebDocument, DrawText, visible, .uno:EditStyle</it><it>com.sun.star.xforms.XMLFormDocument, DrawText, visible, .uno:EditStyle</it><it>com.sun.star.sdb.FormDesign, DrawText, visible, .uno:EditStyle</it><it>com.sun.star.sdb.TextReportDesign, DrawText, visible, .uno:EditStyle</it><it>com.sun.star.text.TextDocument, Table, visible, .uno:EditStyle</it><it>com.sun.star.text.GlobalDocument, Table, visible, .uno:EditStyle</it><it>com.sun.star.text.WebDocument, Table, visible, .uno:EditStyle</it><it>com.sun.star.xforms.XMLFormDocument, Table, visible, .uno:EditStyle</it><it>com.sun.star.sdb.FormDesign, Table, visible, .uno:EditStyle</it><it>com.sun.star.sdb.TextReportDesign, Table, visible, .uno:EditStyle</it><it>com.sun.star.text.TextDocument, Text, visible, .uno:EditStyle</it><it>com.sun.star.text.GlobalDocument, Text, visible, .uno:EditStyle</it><it>com.sun.star.text.WebDocument, Text, visible, .uno:EditStyle</it><it>com.sun.star.xforms.XMLFormDocument, Text, visible, .uno:EditStyle</it><it>com.sun.star.sdb.FormDesign, Text, visible, .uno:EditStyle</it><it>com.sun.star.sdb.TextReportDesign, Text, visible, .uno:EditStyle</it><it>com.sun.star.text.TextDocument, default, visible, .uno:EditStyle</it><it>com.sun.star.text.GlobalDocument, default, visible, .uno:EditStyle</it><it>com.sun.star.text.WebDocument, default, visible, .uno:EditStyle</it><it>com.sun.star.xforms.XMLFormDocument, default, visible, .uno:EditStyle</it><it>com.sun.star.sdb.FormDesign, default, visible, .uno:EditStyle</it><it>com.sun.star.sdb.TextReportDesign, default, visible, .uno:EditStyle</it><it>com.sun.star.sheet.SpreadsheetDocument, Auditing, visible, .uno:EditStyle</it><it>com.sun.star.sheet.SpreadsheetDocument, Cell, visible, .uno:EditStyle</it><it>com.sun.star.sheet.SpreadsheetDocument, default, visible, .uno:EditStyle</it><it>com.sun.star.sheet.SpreadsheetDocument, EditCell, visible, .uno:EditStyle</it><it>com.sun.star.sheet.SpreadsheetDocument, Pivot, visible, .uno:EditStyle</it><it>com.sun.star.sheet.SpreadsheetDocument, Sparkline, visible, .uno:EditStyle</it></value></prop></item>
 <item oor:path="/org.openoffice.Office.UI.Sidebar/Content/PanelList/org.openoffice.Office.UI.Sidebar:Panel['SwManageChangesPanel']"><prop oor:name="ContextList" oor:op="fuse"><value><it>com.sun.star.text.TextDocument, any, visible</it><it>com.sun.star.text.GlobalDocument, any, visible</it><it>com.sun.star.text.WebDocument, any, visible</it><it>com.sun.star.xforms.XMLFormDocument, any, visible</it><it>com.sun.star.sdb.FormDesign, any, visible</it><it>com.sun.star.sdb.TextReportDesign, any, visible</it></value></prop></item>
 <item oor:path="/org.openoffice.Office.UI.Sidebar/Content/PanelList/org.openoffice.Office.UI.Sidebar:Panel['SwNavigatorPanel']"><prop oor:name="ContextList" oor:op="fuse"><value><it>com.sun.star.text.TextDocument, any, visible</it><it>com.sun.star.text.GlobalDocument, any, visible</it><it>com.sun.star.text.WebDocument, any, visible</it><it>com.sun.star.xforms.XMLFormDocument, any, visible</it><it>com.sun.star.sdb.FormDesign, any, visible</it><it>com.sun.star.sdb.TextReportDesign, any, visible</it></value></prop></item>
 <item oor:path="/org.openoffice.Office.UI.Sidebar/Content/PanelList/org.openoffice.Office.UI.Sidebar:Panel['SwWrapPropertyPanel']"><prop oor:name="ContextList" oor:op="fuse"><value><it>com.sun.star.text.TextDocument, Graphic, visible, .uno:TextWrap</it><it>com.sun.star.text.TextDocument, OLE, visible, .uno:TextWrap</it><it>com.sun.star.text.TextDocument, Frame, visible, .uno:TextWrap</it></value></prop></item>
 <item oor:path="/org.openoffice.Office.UI.Sidebar/Content/PanelList/org.openoffice.Office.UI.Sidebar:Panel['TableEditPanel']"><prop oor:name="ContextList" oor:op="fuse"><value><it>com.sun.star.text.TextDocument, Table, visible, .uno:TableDialog</it><it>com.sun.star.text.GlobalDocument, Table, visible, .uno:TableDialog</it><it>com.sun.star.text.WebDocument, Table, visible, .uno:TableDialog</it><it>com.sun.star.xforms.XMLFormDocument, Table, visible, .uno:TableDialog</it><it>com.sun.star.sdb.FormDesign, Table, visible, .uno:TableDialog</it><it>com.sun.star.sdb.TextReportDesign, Table, visible, .uno:TableDialog</it></value></prop></item>
-<item oor:path="/org.openoffice.Office.UI.Sidebar/Content/PanelList/org.openoffice.Office.UI.Sidebar:Panel['TextColumnsPropertyPanel']"><prop oor:name="ContextList" oor:op="fuse"><value><it>com.sun.star.sheet.SpreadsheetDocument, Draw, hidden</it><it>com.sun.star.sheet.SpreadsheetDocument, Graphic, hidden</it><it>com.sun.star.drawing.DrawingDocument, Draw, hidden</it><it>com.sun.star.presentation.PresentationDocument, Draw, hidden</it><it>com.sun.star.drawing.DrawingDocument, Graphic, hidden</it><it>com.sun.star.presentation.PresentationDocument, Graphic, hidden</it><it>com.sun.star.drawing.DrawingDocument, TextObject, hidden</it><it>com.sun.star.presentation.PresentationDocument, TextObject, hidden</it><it>com.sun.star.text.TextDocument, Graphic, hidden</it><it>com.sun.star.text.GlobalDocument, Graphic, hidden</it><it>com.sun.star.text.WebDocument, Graphic, hidden</it><it>com.sun.star.xforms.XMLFormDocument, Graphic, hidden</it><it>com.sun.star.sdb.FormDesign, Graphic, hidden</it><it>com.sun.star.sdb.TextReportDesign, Graphic, hidden</it></value></prop></item>
-<item oor:path="/org.openoffice.Office.UI.Sidebar/Content/PanelList/org.openoffice.Office.UI.Sidebar:Panel['TextPropertyPanel']"><prop oor:name="ContextList" oor:op="fuse"><value><it>com.sun.star.sheet.SpreadsheetDocument, Auditing, visible, .uno:CellTextDlg</it><it>com.sun.star.sheet.SpreadsheetDocument, Cell, visible, .uno:CellTextDlg</it><it>com.sun.star.sheet.SpreadsheetDocument, default, visible, .uno:CellTextDlg</it><it>com.sun.star.sheet.SpreadsheetDocument, DrawText, visible, .uno:FontDialog</it><it>com.sun.star.sheet.SpreadsheetDocument, DrawLine, hidden, .uno:FontDialog</it><it>com.sun.star.sheet.SpreadsheetDocument, EditCell, visible, .uno:FontDialog</it><it>com.sun.star.sheet.SpreadsheetDocument, Pivot, visible, .uno:CellTextDlg</it><it>com.sun.star.sheet.SpreadsheetDocument, Sparkline, visible, .uno:FontDialog</it><it>com.sun.star.drawing.DrawingDocument, Draw, hidden, .uno:FontDialog</it><it>com.sun.star.presentation.PresentationDocument, Draw, hidden, .uno:FontDialog</it><it>com.sun.star.drawing.DrawingDocument, DrawFontwork, hidden, .uno:FontDialog</it><it>com.sun.star.presentation.PresentationDocument, DrawFontwork, hidden, .uno:FontDialog</it><it>com.sun.star.drawing.DrawingDocument, DrawText, visible, .uno:FontDialog</it><it>com.sun.star.presentation.PresentationDocument, DrawText, visible, .uno:FontDialog</it><it>com.sun.star.drawing.DrawingDocument, DrawLine, hidden, .uno:FontDialog</it><it>com.sun.star.presentation.PresentationDocument, DrawLine, hidden, .uno:FontDialog</it><it>com.sun.star.drawing.DrawingDocument, Graphic, hidden, .uno:FontDialog</it><it>com.sun.star.presentation.PresentationDocument, Graphic, hidden, .uno:FontDialog</it><it>com.sun.star.drawing.DrawingDocument, OutlineText, visible, .uno:FontDialog</it><it>com.sun.star.presentation.PresentationDocument, OutlineText, visible, .uno:FontDialog</it><it>com.sun.star.drawing.DrawingDocument, Table, visible, .uno:FontDialog</it><it>com.sun.star.presentation.PresentationDocument, Table, visible, .uno:FontDialog</it><it>com.sun.star.drawing.DrawingDocument, TextObject, visible, .uno:FontDialog</it><it>com.sun.star.presentation.PresentationDocument, TextObject, visible, .uno:FontDialog</it><it>com.sun.star.text.TextDocument, Annotation, visible, .uno:FontDialog</it><it>com.sun.star.text.GlobalDocument, Annotation, visible, .uno:FontDialog</it><it>com.sun.star.text.WebDocument, Annotation, visible, .uno:FontDialog</it><it>com.sun.star.xforms.XMLFormDocument, Annotation, visible, .uno:FontDialog</it><it>com.sun.star.sdb.FormDesign, Annotation, visible, .uno:FontDialog</it><it>com.sun.star.sdb.TextReportDesign, Annotation, visible, .uno:FontDialog</it><it>com.sun.star.text.TextDocument, DrawText, visible, .uno:FontDialog</it><it>com.sun.star.text.GlobalDocument, DrawText, visible, .uno:FontDialog</it><it>com.sun.star.text.WebDocument, DrawText, visible, .uno:FontDialog</it><it>com.sun.star.xforms.XMLFormDocument, DrawText, visible, .uno:FontDialog</it><it>com.sun.star.sdb.FormDesign, DrawText, visible, .uno:FontDialog</it><it>com.sun.star.sdb.TextReportDesign, DrawText, visible, .uno:FontDialog</it><it>com.sun.star.text.TextDocument, Table, visible, .uno:FontDialog</it><it>com.sun.star.text.GlobalDocument, Table, visible, .uno:FontDialog</it><it>com.sun.star.text.WebDocument, Table, visible, .uno:FontDialog</it><it>com.sun.star.xforms.XMLFormDocument, Table, visible, .uno:FontDialog</it><it>com.sun.star.sdb.FormDesign, Table, visible, .uno:FontDialog</it><it>com.sun.star.sdb.TextReportDesign, Table, visible, .uno:FontDialog</it><it>com.sun.star.text.TextDocument, Text, visible, .uno:FontDialog</it><it>com.sun.star.text.GlobalDocument, Text, visible, .uno:FontDialog</it><it>com.sun.star.text.WebDocument, Text, visible, .uno:FontDialog</it><it>com.sun.star.xforms.XMLFormDocument, Text, visible, .uno:FontDialog</it><it>com.sun.star.sdb.FormDesign, Text, visible, .uno:FontDialog</it><it>com.sun.star.sdb.TextReportDesign, Text, visible, .uno:FontDialog</it><it>com.sun.star.text.TextDocument, default, visible, .uno:FontDialog</it><it>com.sun.star.text.GlobalDocument, default, visible, .uno:FontDialog</it><it>com.sun.star.text.WebDocument, default, visible, .uno:FontDialog</it><it>com.sun.star.xforms.XMLFormDocument, default, visible, .uno:FontDialog</it><it>com.sun.star.sdb.FormDesign, default, visible, .uno:FontDialog</it><it>com.sun.star.sdb.TextReportDesign, default, visible, .uno:FontDialog</it></value></prop></item>
+<item oor:path="/org.openoffice.Office.UI.Sidebar/Content/PanelList/org.openoffice.Office.UI.Sidebar:Panel['TextColumnsPropertyPanel']"><prop oor:name="ContextList" oor:op="fuse"><value><it>com.sun.star.sheet.SpreadsheetDocument, Draw, hidden</it><it>com.sun.star.sheet.SpreadsheetDocument, Graphic, hidden</it><it>com.sun.star.drawing.DrawingDocument, Draw, hidden</it><it>com.sun.star.presentation.PresentationDocument, Draw, hidden</it><it>com.sun.star.drawing.DrawingDocument, Graphic, hidden</it><it>com.sun.star.presentation.PresentationDocument, Graphic, visible</it><it>com.sun.star.drawing.DrawingDocument, TextObject, hidden</it><it>com.sun.star.presentation.PresentationDocument, TextObject, hidden</it><it>com.sun.star.text.TextDocument, Graphic, hidden</it><it>com.sun.star.text.GlobalDocument, Graphic, hidden</it><it>com.sun.star.text.WebDocument, Graphic, hidden</it><it>com.sun.star.xforms.XMLFormDocument, Graphic, hidden</it><it>com.sun.star.sdb.FormDesign, Graphic, hidden</it><it>com.sun.star.sdb.TextReportDesign, Graphic, hidden</it></value></prop></item>
+<item oor:path="/org.openoffice.Office.UI.Sidebar/Content/PanelList/org.openoffice.Office.UI.Sidebar:Panel['TextPropertyPanel']"><prop oor:name="ContextList" oor:op="fuse"><value><it>com.sun.star.sheet.SpreadsheetDocument, Auditing, visible, .uno:CellTextDlg</it><it>com.sun.star.sheet.SpreadsheetDocument, Cell, visible, .uno:CellTextDlg</it><it>com.sun.star.sheet.SpreadsheetDocument, default, visible, .uno:CellTextDlg</it><it>com.sun.star.sheet.SpreadsheetDocument, DrawText, visible, .uno:FontDialog</it><it>com.sun.star.sheet.SpreadsheetDocument, DrawLine, hidden, .uno:FontDialog</it><it>com.sun.star.sheet.SpreadsheetDocument, EditCell, visible, .uno:FontDialog</it><it>com.sun.star.sheet.SpreadsheetDocument, Pivot, visible, .uno:CellTextDlg</it><it>com.sun.star.sheet.SpreadsheetDocument, Sparkline, visible, .uno:FontDialog</it><it>com.sun.star.drawing.DrawingDocument, Draw, hidden, .uno:FontDialog</it><it>com.sun.star.presentation.PresentationDocument, Draw, hidden, .uno:FontDialog</it><it>com.sun.star.drawing.DrawingDocument, DrawFontwork, hidden, .uno:FontDialog</it><it>com.sun.star.presentation.PresentationDocument, DrawFontwork, hidden, .uno:FontDialog</it><it>com.sun.star.drawing.DrawingDocument, DrawText, visible, .uno:FontDialog</it><it>com.sun.star.presentation.PresentationDocument, DrawText, visible, .uno:FontDialog</it><it>com.sun.star.drawing.DrawingDocument, DrawLine, hidden, .uno:FontDialog</it><it>com.sun.star.presentation.PresentationDocument, DrawLine, hidden, .uno:FontDialog</it><it>com.sun.star.drawing.DrawingDocument, Graphic, hidden, .uno:FontDialog</it><it>com.sun.star.presentation.PresentationDocument, Graphic, visible, .uno:FontDialog</it><it>com.sun.star.drawing.DrawingDocument, OutlineText, visible, .uno:FontDialog</it><it>com.sun.star.presentation.PresentationDocument, OutlineText, visible, .uno:FontDialog</it><it>com.sun.star.drawing.DrawingDocument, Table, visible, .uno:FontDialog</it><it>com.sun.star.presentation.PresentationDocument, Table, visible, .uno:FontDialog</it><it>com.sun.star.drawing.DrawingDocument, TextObject, visible, .uno:FontDialog</it><it>com.sun.star.presentation.PresentationDocument, TextObject, visible, .uno:FontDialog</it><it>com.sun.star.text.TextDocument, Annotation, visible, .uno:FontDialog</it><it>com.sun.star.text.GlobalDocument, Annotation, visible, .uno:FontDialog</it><it>com.sun.star.text.WebDocument, Annotation, visible, .uno:FontDialog</it><it>com.sun.star.xforms.XMLFormDocument, Annotation, visible, .uno:FontDialog</it><it>com.sun.star.sdb.FormDesign, Annotation, visible, .uno:FontDialog</it><it>com.sun.star.sdb.TextReportDesign, Annotation, visible, .uno:FontDialog</it><it>com.sun.star.text.TextDocument, DrawText, visible, .uno:FontDialog</it><it>com.sun.star.text.GlobalDocument, DrawText, visible, .uno:FontDialog</it><it>com.sun.star.text.WebDocument, DrawText, visible, .uno:FontDialog</it><it>com.sun.star.xforms.XMLFormDocument, DrawText, visible, .uno:FontDialog</it><it>com.sun.star.sdb.FormDesign, DrawText, visible, .uno:FontDialog</it><it>com.sun.star.sdb.TextReportDesign, DrawText, visible, .uno:FontDialog</it><it>com.sun.star.text.TextDocument, Table, visible, .uno:FontDialog</it><it>com.sun.star.text.GlobalDocument, Table, visible, .uno:FontDialog</it><it>com.sun.star.text.WebDocument, Table, visible, .uno:FontDialog</it><it>com.sun.star.xforms.XMLFormDocument, Table, visible, .uno:FontDialog</it><it>com.sun.star.sdb.FormDesign, Table, visible, .uno:FontDialog</it><it>com.sun.star.sdb.TextReportDesign, Table, visible, .uno:FontDialog</it><it>com.sun.star.text.TextDocument, Text, visible, .uno:FontDialog</it><it>com.sun.star.text.GlobalDocument, Text, visible, .uno:FontDialog</it><it>com.sun.star.text.WebDocument, Text, visible, .uno:FontDialog</it><it>com.sun.star.xforms.XMLFormDocument, Text, visible, .uno:FontDialog</it><it>com.sun.star.sdb.FormDesign, Text, visible, .uno:FontDialog</it><it>com.sun.star.sdb.TextReportDesign, Text, visible, .uno:FontDialog</it><it>com.sun.star.text.TextDocument, default, visible, .uno:FontDialog</it><it>com.sun.star.text.GlobalDocument, default, visible, .uno:FontDialog</it><it>com.sun.star.text.WebDocument, default, visible, .uno:FontDialog</it><it>com.sun.star.xforms.XMLFormDocument, default, visible, .uno:FontDialog</it><it>com.sun.star.sdb.FormDesign, default, visible, .uno:FontDialog</it><it>com.sun.star.sdb.TextReportDesign, default, visible, .uno:FontDialog</it></value></prop></item>
 <item oor:path="/org.openoffice.Office.UI.ToolbarMode"><prop oor:name="ActiveCalc" oor:op="fuse"><value>notebookbar.ui</value></prop></item>
 <item oor:path="/org.openoffice.Office.UI.ToolbarMode"><prop oor:name="ActiveDraw" oor:op="fuse"><value>notebookbar.ui</value></prop></item>
 <item oor:path="/org.openoffice.Office.UI.ToolbarMode"><prop oor:name="ActiveImpress" oor:op="fuse"><value>notebookbar.ui</value></prop></item>
@@ -127,6 +380,62 @@
 <item oor:path="/org.openoffice.Office.UI.ToolbarMode/Applications/org.openoffice.Office.UI.ToolbarMode:Application['Writer']"><prop oor:name="Active" oor:op="fuse"><value>notebookbar.ui</value></prop></item>
 <item oor:path="/org.openoffice.Office.UI.ToolbarMode/Applications/org.openoffice.Office.UI.ToolbarMode:Application['Writer']/Modes/org.openoffice.Office.UI.ToolbarMode:ModeEntry['Default']"><prop oor:name="UserToolbars" oor:op="fuse"><value><it>private:resource/toolbar/standardbar</it><it>private:resource/toolbar/textobjectbar</it></value></prop></item>
 <item oor:path="/org.openoffice.Office.UI.ToolbarMode/Applications/org.openoffice.Office.UI.ToolbarMode:Application['Writer']/Modes/org.openoffice.Office.UI.ToolbarMode:ModeEntry['Tabbed']"><prop oor:name="HasMenubar" oor:op="fuse"><value>true</value></prop></item>
+<item oor:path="/org.openoffice.Office.UI.WriterFormWindowState/UIElements/States/org.openoffice.Office.UI.WindowState:WindowStateType['private:resource/toolbar/formcontrols']"><prop oor:name="ContextActive" oor:op="fuse"><value>true</value></prop></item>
+<item oor:path="/org.openoffice.Office.UI.WriterFormWindowState/UIElements/States/org.openoffice.Office.UI.WindowState:WindowStateType['private:resource/toolbar/formcontrols']"><prop oor:name="ContextSensitive" oor:op="fuse"><value>false</value></prop></item>
+<item oor:path="/org.openoffice.Office.UI.WriterFormWindowState/UIElements/States/org.openoffice.Office.UI.WindowState:WindowStateType['private:resource/toolbar/formcontrols']"><prop oor:name="DockPos" oor:op="fuse"><value>0,0</value></prop></item>
+<item oor:path="/org.openoffice.Office.UI.WriterFormWindowState/UIElements/States/org.openoffice.Office.UI.WindowState:WindowStateType['private:resource/toolbar/formcontrols']"><prop oor:name="Docked" oor:op="fuse"><value>true</value></prop></item>
+<item oor:path="/org.openoffice.Office.UI.WriterFormWindowState/UIElements/States/org.openoffice.Office.UI.WindowState:WindowStateType['private:resource/toolbar/formcontrols']"><prop oor:name="DockingArea" oor:op="fuse"><value>2</value></prop></item>
+<item oor:path="/org.openoffice.Office.UI.WriterFormWindowState/UIElements/States/org.openoffice.Office.UI.WindowState:WindowStateType['private:resource/toolbar/formcontrols']"><prop oor:name="HideFromToolbarMenu" oor:op="fuse"><value>false</value></prop></item>
+<item oor:path="/org.openoffice.Office.UI.WriterFormWindowState/UIElements/States/org.openoffice.Office.UI.WindowState:WindowStateType['private:resource/toolbar/formcontrols']"><prop oor:name="Locked" oor:op="fuse"><value>true</value></prop></item>
+<item oor:path="/org.openoffice.Office.UI.WriterFormWindowState/UIElements/States/org.openoffice.Office.UI.WindowState:WindowStateType['private:resource/toolbar/formcontrols']"><prop oor:name="NoClose" oor:op="fuse"><value>false</value></prop></item>
+<item oor:path="/org.openoffice.Office.UI.WriterFormWindowState/UIElements/States/org.openoffice.Office.UI.WindowState:WindowStateType['private:resource/toolbar/formcontrols']"><prop oor:name="Pos" oor:op="fuse"><value>2147483647,2147483647</value></prop></item>
+<item oor:path="/org.openoffice.Office.UI.WriterFormWindowState/UIElements/States/org.openoffice.Office.UI.WindowState:WindowStateType['private:resource/toolbar/formcontrols']"><prop oor:name="Size" oor:op="fuse"><value>0,0</value></prop></item>
+<item oor:path="/org.openoffice.Office.UI.WriterFormWindowState/UIElements/States/org.openoffice.Office.UI.WindowState:WindowStateType['private:resource/toolbar/formcontrols']"><prop oor:name="SoftClose" oor:op="fuse"><value>false</value></prop></item>
+<item oor:path="/org.openoffice.Office.UI.WriterFormWindowState/UIElements/States/org.openoffice.Office.UI.WindowState:WindowStateType['private:resource/toolbar/formcontrols']"><prop oor:name="Style" oor:op="fuse"><value>0</value></prop></item>
+<item oor:path="/org.openoffice.Office.UI.WriterFormWindowState/UIElements/States/org.openoffice.Office.UI.WindowState:WindowStateType['private:resource/toolbar/formcontrols']/UIName"><value xml:lang="en-GB">Form Controls</value></item>
+<item oor:path="/org.openoffice.Office.UI.WriterFormWindowState/UIElements/States/org.openoffice.Office.UI.WindowState:WindowStateType['private:resource/toolbar/formcontrols']"><prop oor:name="Visible" oor:op="fuse"><value>true</value></prop></item>
+<item oor:path="/org.openoffice.Office.UI.WriterFormWindowState/UIElements/States/org.openoffice.Office.UI.WindowState:WindowStateType['private:resource/toolbar/formdesign']"><prop oor:name="ContextActive" oor:op="fuse"><value>true</value></prop></item>
+<item oor:path="/org.openoffice.Office.UI.WriterFormWindowState/UIElements/States/org.openoffice.Office.UI.WindowState:WindowStateType['private:resource/toolbar/formdesign']"><prop oor:name="ContextSensitive" oor:op="fuse"><value>false</value></prop></item>
+<item oor:path="/org.openoffice.Office.UI.WriterFormWindowState/UIElements/States/org.openoffice.Office.UI.WindowState:WindowStateType['private:resource/toolbar/formdesign']"><prop oor:name="DockPos" oor:op="fuse"><value>0,0</value></prop></item>
+<item oor:path="/org.openoffice.Office.UI.WriterFormWindowState/UIElements/States/org.openoffice.Office.UI.WindowState:WindowStateType['private:resource/toolbar/formdesign']"><prop oor:name="Docked" oor:op="fuse"><value>true</value></prop></item>
+<item oor:path="/org.openoffice.Office.UI.WriterFormWindowState/UIElements/States/org.openoffice.Office.UI.WindowState:WindowStateType['private:resource/toolbar/formdesign']"><prop oor:name="DockingArea" oor:op="fuse"><value>1</value></prop></item>
+<item oor:path="/org.openoffice.Office.UI.WriterFormWindowState/UIElements/States/org.openoffice.Office.UI.WindowState:WindowStateType['private:resource/toolbar/formdesign']"><prop oor:name="HideFromToolbarMenu" oor:op="fuse"><value>false</value></prop></item>
+<item oor:path="/org.openoffice.Office.UI.WriterFormWindowState/UIElements/States/org.openoffice.Office.UI.WindowState:WindowStateType['private:resource/toolbar/formdesign']"><prop oor:name="Locked" oor:op="fuse"><value>true</value></prop></item>
+<item oor:path="/org.openoffice.Office.UI.WriterFormWindowState/UIElements/States/org.openoffice.Office.UI.WindowState:WindowStateType['private:resource/toolbar/formdesign']"><prop oor:name="NoClose" oor:op="fuse"><value>false</value></prop></item>
+<item oor:path="/org.openoffice.Office.UI.WriterFormWindowState/UIElements/States/org.openoffice.Office.UI.WindowState:WindowStateType['private:resource/toolbar/formdesign']"><prop oor:name="Pos" oor:op="fuse"><value>2147483647,2147483647</value></prop></item>
+<item oor:path="/org.openoffice.Office.UI.WriterFormWindowState/UIElements/States/org.openoffice.Office.UI.WindowState:WindowStateType['private:resource/toolbar/formdesign']"><prop oor:name="Size" oor:op="fuse"><value>0,0</value></prop></item>
+<item oor:path="/org.openoffice.Office.UI.WriterFormWindowState/UIElements/States/org.openoffice.Office.UI.WindowState:WindowStateType['private:resource/toolbar/formdesign']"><prop oor:name="SoftClose" oor:op="fuse"><value>false</value></prop></item>
+<item oor:path="/org.openoffice.Office.UI.WriterFormWindowState/UIElements/States/org.openoffice.Office.UI.WindowState:WindowStateType['private:resource/toolbar/formdesign']"><prop oor:name="Style" oor:op="fuse"><value>0</value></prop></item>
+<item oor:path="/org.openoffice.Office.UI.WriterFormWindowState/UIElements/States/org.openoffice.Office.UI.WindowState:WindowStateType['private:resource/toolbar/formdesign']/UIName"><value xml:lang="en-GB">Form Design</value></item>
+<item oor:path="/org.openoffice.Office.UI.WriterFormWindowState/UIElements/States/org.openoffice.Office.UI.WindowState:WindowStateType['private:resource/toolbar/formdesign']"><prop oor:name="Visible" oor:op="fuse"><value>true</value></prop></item>
+<item oor:path="/org.openoffice.Office.UI.WriterFormWindowState/UIElements/States/org.openoffice.Office.UI.WindowState:WindowStateType['private:resource/toolbar/standardbar']"><prop oor:name="ContextActive" oor:op="fuse"><value>true</value></prop></item>
+<item oor:path="/org.openoffice.Office.UI.WriterFormWindowState/UIElements/States/org.openoffice.Office.UI.WindowState:WindowStateType['private:resource/toolbar/standardbar']"><prop oor:name="ContextSensitive" oor:op="fuse"><value>true</value></prop></item>
+<item oor:path="/org.openoffice.Office.UI.WriterFormWindowState/UIElements/States/org.openoffice.Office.UI.WindowState:WindowStateType['private:resource/toolbar/standardbar']"><prop oor:name="DockPos" oor:op="fuse"><value>0,0</value></prop></item>
+<item oor:path="/org.openoffice.Office.UI.WriterFormWindowState/UIElements/States/org.openoffice.Office.UI.WindowState:WindowStateType['private:resource/toolbar/standardbar']"><prop oor:name="Docked" oor:op="fuse"><value>true</value></prop></item>
+<item oor:path="/org.openoffice.Office.UI.WriterFormWindowState/UIElements/States/org.openoffice.Office.UI.WindowState:WindowStateType['private:resource/toolbar/standardbar']"><prop oor:name="DockingArea" oor:op="fuse"><value>0</value></prop></item>
+<item oor:path="/org.openoffice.Office.UI.WriterFormWindowState/UIElements/States/org.openoffice.Office.UI.WindowState:WindowStateType['private:resource/toolbar/standardbar']"><prop oor:name="HideFromToolbarMenu" oor:op="fuse"><value>false</value></prop></item>
+<item oor:path="/org.openoffice.Office.UI.WriterFormWindowState/UIElements/States/org.openoffice.Office.UI.WindowState:WindowStateType['private:resource/toolbar/standardbar']"><prop oor:name="Locked" oor:op="fuse"><value>true</value></prop></item>
+<item oor:path="/org.openoffice.Office.UI.WriterFormWindowState/UIElements/States/org.openoffice.Office.UI.WindowState:WindowStateType['private:resource/toolbar/standardbar']"><prop oor:name="NoClose" oor:op="fuse"><value>false</value></prop></item>
+<item oor:path="/org.openoffice.Office.UI.WriterFormWindowState/UIElements/States/org.openoffice.Office.UI.WindowState:WindowStateType['private:resource/toolbar/standardbar']"><prop oor:name="Pos" oor:op="fuse"><value>2147483647,2147483647</value></prop></item>
+<item oor:path="/org.openoffice.Office.UI.WriterFormWindowState/UIElements/States/org.openoffice.Office.UI.WindowState:WindowStateType['private:resource/toolbar/standardbar']"><prop oor:name="Size" oor:op="fuse"><value>0,0</value></prop></item>
+<item oor:path="/org.openoffice.Office.UI.WriterFormWindowState/UIElements/States/org.openoffice.Office.UI.WindowState:WindowStateType['private:resource/toolbar/standardbar']"><prop oor:name="SoftClose" oor:op="fuse"><value>false</value></prop></item>
+<item oor:path="/org.openoffice.Office.UI.WriterFormWindowState/UIElements/States/org.openoffice.Office.UI.WindowState:WindowStateType['private:resource/toolbar/standardbar']"><prop oor:name="Style" oor:op="fuse"><value>0</value></prop></item>
+<item oor:path="/org.openoffice.Office.UI.WriterFormWindowState/UIElements/States/org.openoffice.Office.UI.WindowState:WindowStateType['private:resource/toolbar/standardbar']/UIName"><value xml:lang="en-GB">Standard</value></item>
+<item oor:path="/org.openoffice.Office.UI.WriterFormWindowState/UIElements/States/org.openoffice.Office.UI.WindowState:WindowStateType['private:resource/toolbar/standardbar']"><prop oor:name="Visible" oor:op="fuse"><value>true</value></prop></item>
+<item oor:path="/org.openoffice.Office.UI.WriterFormWindowState/UIElements/States/org.openoffice.Office.UI.WindowState:WindowStateType['private:resource/toolbar/textobjectbar']"><prop oor:name="ContextActive" oor:op="fuse"><value>true</value></prop></item>
+<item oor:path="/org.openoffice.Office.UI.WriterFormWindowState/UIElements/States/org.openoffice.Office.UI.WindowState:WindowStateType['private:resource/toolbar/textobjectbar']"><prop oor:name="ContextSensitive" oor:op="fuse"><value>true</value></prop></item>
+<item oor:path="/org.openoffice.Office.UI.WriterFormWindowState/UIElements/States/org.openoffice.Office.UI.WindowState:WindowStateType['private:resource/toolbar/textobjectbar']"><prop oor:name="DockPos" oor:op="fuse"><value>0,1</value></prop></item>
+<item oor:path="/org.openoffice.Office.UI.WriterFormWindowState/UIElements/States/org.openoffice.Office.UI.WindowState:WindowStateType['private:resource/toolbar/textobjectbar']"><prop oor:name="Docked" oor:op="fuse"><value>true</value></prop></item>
+<item oor:path="/org.openoffice.Office.UI.WriterFormWindowState/UIElements/States/org.openoffice.Office.UI.WindowState:WindowStateType['private:resource/toolbar/textobjectbar']"><prop oor:name="DockingArea" oor:op="fuse"><value>0</value></prop></item>
+<item oor:path="/org.openoffice.Office.UI.WriterFormWindowState/UIElements/States/org.openoffice.Office.UI.WindowState:WindowStateType['private:resource/toolbar/textobjectbar']"><prop oor:name="HideFromToolbarMenu" oor:op="fuse"><value>false</value></prop></item>
+<item oor:path="/org.openoffice.Office.UI.WriterFormWindowState/UIElements/States/org.openoffice.Office.UI.WindowState:WindowStateType['private:resource/toolbar/textobjectbar']"><prop oor:name="Locked" oor:op="fuse"><value>true</value></prop></item>
+<item oor:path="/org.openoffice.Office.UI.WriterFormWindowState/UIElements/States/org.openoffice.Office.UI.WindowState:WindowStateType['private:resource/toolbar/textobjectbar']"><prop oor:name="NoClose" oor:op="fuse"><value>false</value></prop></item>
+<item oor:path="/org.openoffice.Office.UI.WriterFormWindowState/UIElements/States/org.openoffice.Office.UI.WindowState:WindowStateType['private:resource/toolbar/textobjectbar']"><prop oor:name="Pos" oor:op="fuse"><value>2147483647,2147483647</value></prop></item>
+<item oor:path="/org.openoffice.Office.UI.WriterFormWindowState/UIElements/States/org.openoffice.Office.UI.WindowState:WindowStateType['private:resource/toolbar/textobjectbar']"><prop oor:name="Size" oor:op="fuse"><value>0,0</value></prop></item>
+<item oor:path="/org.openoffice.Office.UI.WriterFormWindowState/UIElements/States/org.openoffice.Office.UI.WindowState:WindowStateType['private:resource/toolbar/textobjectbar']"><prop oor:name="SoftClose" oor:op="fuse"><value>false</value></prop></item>
+<item oor:path="/org.openoffice.Office.UI.WriterFormWindowState/UIElements/States/org.openoffice.Office.UI.WindowState:WindowStateType['private:resource/toolbar/textobjectbar']"><prop oor:name="Style" oor:op="fuse"><value>0</value></prop></item>
+<item oor:path="/org.openoffice.Office.UI.WriterFormWindowState/UIElements/States/org.openoffice.Office.UI.WindowState:WindowStateType['private:resource/toolbar/textobjectbar']/UIName"><value xml:lang="en-GB">Formatting</value></item>
+<item oor:path="/org.openoffice.Office.UI.WriterFormWindowState/UIElements/States/org.openoffice.Office.UI.WindowState:WindowStateType['private:resource/toolbar/textobjectbar']"><prop oor:name="Visible" oor:op="fuse"><value>true</value></prop></item>
 <item oor:path="/org.openoffice.Office.UI.WriterWindowState/UIElements/States/org.openoffice.Office.UI.WindowState:WindowStateType['private:resource/toolbar/addon_LibreLogo.OfficeToolBar']"><prop oor:name="ContextActive" oor:op="fuse"><value>true</value></prop></item>
 <item oor:path="/org.openoffice.Office.UI.WriterWindowState/UIElements/States/org.openoffice.Office.UI.WindowState:WindowStateType['private:resource/toolbar/addon_LibreLogo.OfficeToolBar']"><prop oor:name="ContextSensitive" oor:op="fuse"><value>false</value></prop></item>
 <item oor:path="/org.openoffice.Office.UI.WriterWindowState/UIElements/States/org.openoffice.Office.UI.WindowState:WindowStateType['private:resource/toolbar/addon_LibreLogo.OfficeToolBar']"><prop oor:name="DockPos" oor:op="fuse"><value>0,0</value></prop></item>
@@ -141,6 +450,20 @@
 <item oor:path="/org.openoffice.Office.UI.WriterWindowState/UIElements/States/org.openoffice.Office.UI.WindowState:WindowStateType['private:resource/toolbar/addon_LibreLogo.OfficeToolBar']"><prop oor:name="Style" oor:op="fuse"><value>0</value></prop></item>
 <item oor:path="/org.openoffice.Office.UI.WriterWindowState/UIElements/States/org.openoffice.Office.UI.WindowState:WindowStateType['private:resource/toolbar/addon_LibreLogo.OfficeToolBar']/UIName"><value xml:lang="en-GB">Logo</value></item>
 <item oor:path="/org.openoffice.Office.UI.WriterWindowState/UIElements/States/org.openoffice.Office.UI.WindowState:WindowStateType['private:resource/toolbar/addon_LibreLogo.OfficeToolBar']"><prop oor:name="Visible" oor:op="fuse"><value>false</value></prop></item>
+<item oor:path="/org.openoffice.Office.UI.WriterWindowState/UIElements/States/org.openoffice.Office.UI.WindowState:WindowStateType['private:resource/toolbar/findbar']"><prop oor:name="ContextActive" oor:op="fuse"><value>true</value></prop></item>
+<item oor:path="/org.openoffice.Office.UI.WriterWindowState/UIElements/States/org.openoffice.Office.UI.WindowState:WindowStateType['private:resource/toolbar/findbar']"><prop oor:name="ContextSensitive" oor:op="fuse"><value>false</value></prop></item>
+<item oor:path="/org.openoffice.Office.UI.WriterWindowState/UIElements/States/org.openoffice.Office.UI.WindowState:WindowStateType['private:resource/toolbar/findbar']"><prop oor:name="DockPos" oor:op="fuse"><value>0,1</value></prop></item>
+<item oor:path="/org.openoffice.Office.UI.WriterWindowState/UIElements/States/org.openoffice.Office.UI.WindowState:WindowStateType['private:resource/toolbar/findbar']"><prop oor:name="Docked" oor:op="fuse"><value>true</value></prop></item>
+<item oor:path="/org.openoffice.Office.UI.WriterWindowState/UIElements/States/org.openoffice.Office.UI.WindowState:WindowStateType['private:resource/toolbar/findbar']"><prop oor:name="DockingArea" oor:op="fuse"><value>1</value></prop></item>
+<item oor:path="/org.openoffice.Office.UI.WriterWindowState/UIElements/States/org.openoffice.Office.UI.WindowState:WindowStateType['private:resource/toolbar/findbar']"><prop oor:name="HideFromToolbarMenu" oor:op="fuse"><value>false</value></prop></item>
+<item oor:path="/org.openoffice.Office.UI.WriterWindowState/UIElements/States/org.openoffice.Office.UI.WindowState:WindowStateType['private:resource/toolbar/findbar']"><prop oor:name="Locked" oor:op="fuse"><value>true</value></prop></item>
+<item oor:path="/org.openoffice.Office.UI.WriterWindowState/UIElements/States/org.openoffice.Office.UI.WindowState:WindowStateType['private:resource/toolbar/findbar']"><prop oor:name="NoClose" oor:op="fuse"><value>false</value></prop></item>
+<item oor:path="/org.openoffice.Office.UI.WriterWindowState/UIElements/States/org.openoffice.Office.UI.WindowState:WindowStateType['private:resource/toolbar/findbar']"><prop oor:name="Pos" oor:op="fuse"><value>2147483647,2147483647</value></prop></item>
+<item oor:path="/org.openoffice.Office.UI.WriterWindowState/UIElements/States/org.openoffice.Office.UI.WindowState:WindowStateType['private:resource/toolbar/findbar']"><prop oor:name="Size" oor:op="fuse"><value>0,0</value></prop></item>
+<item oor:path="/org.openoffice.Office.UI.WriterWindowState/UIElements/States/org.openoffice.Office.UI.WindowState:WindowStateType['private:resource/toolbar/findbar']"><prop oor:name="SoftClose" oor:op="fuse"><value>false</value></prop></item>
+<item oor:path="/org.openoffice.Office.UI.WriterWindowState/UIElements/States/org.openoffice.Office.UI.WindowState:WindowStateType['private:resource/toolbar/findbar']"><prop oor:name="Style" oor:op="fuse"><value>0</value></prop></item>
+<item oor:path="/org.openoffice.Office.UI.WriterWindowState/UIElements/States/org.openoffice.Office.UI.WindowState:WindowStateType['private:resource/toolbar/findbar']/UIName"><value xml:lang="en-GB">Find</value></item>
+<item oor:path="/org.openoffice.Office.UI.WriterWindowState/UIElements/States/org.openoffice.Office.UI.WindowState:WindowStateType['private:resource/toolbar/findbar']"><prop oor:name="Visible" oor:op="fuse"><value>false</value></prop></item>
 <item oor:path="/org.openoffice.Office.UI.WriterWindowState/UIElements/States/org.openoffice.Office.UI.WindowState:WindowStateType['private:resource/toolbar/standardbar']"><prop oor:name="ContextActive" oor:op="fuse"><value>true</value></prop></item>
 <item oor:path="/org.openoffice.Office.UI.WriterWindowState/UIElements/States/org.openoffice.Office.UI.WindowState:WindowStateType['private:resource/toolbar/standardbar']"><prop oor:name="ContextSensitive" oor:op="fuse"><value>true</value></prop></item>
 <item oor:path="/org.openoffice.Office.UI.WriterWindowState/UIElements/States/org.openoffice.Office.UI.WindowState:WindowStateType['private:resource/toolbar/standardbar']"><prop oor:name="DockPos" oor:op="fuse"><value>0,0</value></prop></item>
@@ -183,19 +506,62 @@
 <item oor:path="/org.openoffice.Office.UI.WriterWindowState/UIElements/States/org.openoffice.Office.UI.WindowState:WindowStateType['private:resource/toolbar/textobjectbar']"><prop oor:name="Style" oor:op="fuse"><value>0</value></prop></item>
 <item oor:path="/org.openoffice.Office.UI.WriterWindowState/UIElements/States/org.openoffice.Office.UI.WindowState:WindowStateType['private:resource/toolbar/textobjectbar']/UIName"><value xml:lang="en-GB">Formatting</value></item>
 <item oor:path="/org.openoffice.Office.UI.WriterWindowState/UIElements/States/org.openoffice.Office.UI.WindowState:WindowStateType['private:resource/toolbar/textobjectbar']"><prop oor:name="Visible" oor:op="fuse"><value>false</value></prop></item>
-<item oor:path="/org.openoffice.Office.Views/Dialogs"><node oor:name="FilePicker_Save" oor:op="replace"><node oor:name="UserData"><prop oor:name="UserItem" oor:op="fuse" oor:type="xs:string"><value>1 </value></prop><prop oor:name="SwExportLastFilter" oor:op="fuse" oor:type="xs:string"><value>PDF - Portable Document Format (.pdf)</value></prop></node><prop oor:name="WindowState" oor:op="fuse"><value xsi:nil="true"/></prop></node></item>
+<item oor:path="/org.openoffice.Office.Views/Dialogs"><node oor:name="FilePicker_Graph" oor:op="replace"><node oor:name="UserData"><prop oor:name="UserItem" oor:op="fuse" oor:type="xs:string"><value> 0 file:///home/someone/Documents &lt;All%20images&gt;</value></prop></node><prop oor:name="WindowState" oor:op="fuse"><value xsi:nil="true"/></prop></node></item>
+<item oor:path="/org.openoffice.Office.Views/Dialogs"><node oor:name="FilePicker_Save" oor:op="replace"><node oor:name="UserData"><prop oor:name="UserItem" oor:op="fuse" oor:type="xs:string"><value>1 file:///home/someone/Nextcloud/Office/Schule/Eng/cuba_us_migration</value></prop><prop oor:name="SwExportLastFilter" oor:op="fuse" oor:type="xs:string"><value>PDF - Portable Document Format (.pdf)</value></prop></node><prop oor:name="WindowState" oor:op="fuse"><value xsi:nil="true"/></prop></node></item>
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+<item oor:path="/org.openoffice.Office.Views/Windows"><node oor:name="swriter/5961" oor:op="replace"><prop oor:name="Visible" oor:op="fuse"><value xsi:nil="true"/></prop><node oor:name="UserData"><prop oor:name="Data" oor:op="fuse" oor:type="xs:string"><value>V2,H,0</value></prop></node><prop oor:name="WindowState" oor:op="fuse"><value>,,,;5;,,,;</value></prop></node></item>
 <item oor:path="/org.openoffice.Office.Writer/Content/Display"><prop oor:name="DefaultAnchor" oor:op="fuse"><value>1</value></prop></item>
 <item oor:path="/org.openoffice.Office.Writer/Content/Display"><prop oor:name="DrawingControl" oor:op="fuse"><value>true</value></prop></item>
 <item oor:path="/org.openoffice.Office.Writer/Content/Display"><prop oor:name="FieldCode" oor:op="fuse"><value>false</value></prop></item>
@@ -252,8 +618,8 @@
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 <item oor:path="/org.openoffice.Office.Writer/Layout/Zoom"><prop oor:name="Type" oor:op="fuse"><value>0</value></prop></item>
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-<item oor:path="/org.openoffice.Office.Writer/Navigator"><prop oor:name="ActiveBlock" oor:op="fuse"><value>2091</value></prop></item>
+<item oor:path="/org.openoffice.Office.Writer/Layout/Zoom"><prop oor:name="Value" oor:op="fuse"><value>130</value></prop></item>
+<item oor:path="/org.openoffice.Office.Writer/Navigator"><prop oor:name="ActiveBlock" oor:op="fuse"><value>6399</value></prop></item>
 <item oor:path="/org.openoffice.Office.Writer/Navigator"><prop oor:name="BookmarkTracking" oor:op="fuse"><value>true</value></prop></item>
 <item oor:path="/org.openoffice.Office.Writer/Navigator"><prop oor:name="CommentTracking" oor:op="fuse"><value>true</value></prop></item>
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@@ -281,7 +647,22 @@
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 <item oor:path="/org.openoffice.Office.Writer/ObjectBar/Selection"><prop oor:name="Table" oor:op="fuse"><value>23266</value></prop></item>
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+<item oor:path="/org.openoffice.Setup/L10N"><prop oor:name="IgnoreLanguageChange" oor:op="fuse"><value>false</value></prop></item>
 <item oor:path="/org.openoffice.Setup/L10N"><prop oor:name="ooLocale" oor:op="fuse"><value>en-GB</value></prop></item>
+<item oor:path="/org.openoffice.Setup/L10N"><prop oor:name="ooSetupCurrency" oor:op="fuse"><value></value></prop></item>
+<item oor:path="/org.openoffice.Setup/L10N"><prop oor:name="ooSetupSystemLocale" oor:op="fuse"><value>de-DE</value></prop></item>
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@@ -303,4 +684,50 @@
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diff --git a/eggs/libreoffice/4/user/store/.templdir.cache b/eggs/libreoffice/4/user/store/.templdir.cache
index 0516173..27c937d 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/template/protokollvorlage_bg_bremen_lspr.ott b/eggs/libreoffice/4/user/template/protokollvorlage_bg_bremen_lspr.ott
new file mode 100644
index 0000000..7d4f579
Binary files /dev/null and b/eggs/libreoffice/4/user/template/protokollvorlage_bg_bremen_lspr.ott differ
diff --git a/eggs/libreoffice/4/user/wordbook/standard.dic b/eggs/libreoffice/4/user/wordbook/standard.dic
index 6400c24..ab38e0b 100755
--- a/eggs/libreoffice/4/user/wordbook/standard.dic
+++ b/eggs/libreoffice/4/user/wordbook/standard.dic
@@ -8,6 +8,7 @@ Healthineers
 Imutable
 Layer
 Layering
+Quelloffen
 Shared
 Spezifikationsversion
 dockerfile
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..a86db8e 100644
--- a/eggs/logseq/logseq/graphs/logseq_local_++home++someone++Nextcloud++.logseq.transit
+++ b/eggs/logseq/logseq/graphs/logseq_local_++home++someone++Nextcloud++.logseq.transit
@@ -1 +1 @@
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other when meeting someone new\"},\n               :properties {:color \"yellow\"}}\n              {:id #uuid \"689f1a81-f049-47d5-b34f-21386621aac6\",\n               :page 2,\n               :position {:bounding {:x1 85.796875,\n                                     :y1 140.109375,\n                                     :x2 805.6890869140625,\n                                     :y2 184.3125,\n                                     :width 901,\n                                     :height 1274.262347130762},\n                          :rects ({:x1 289.47528076171875,\n                                   :y1 140.109375,\n                                   :x2 805.6890869140625,\n                                   :y2 160.109375,\n                                   :width 901,\n                                   :height 1274.262347130762}\n                                  {:x1 85.796875,\n                                   :y1 164.3125,\n                                   :x2 147.87225341796875,\n                                   :y2 184.3125,\n                                   :width 901,\n                                   :height 1274.262347130762}),\n                          :page 2},\n               :content {:text \"eat with your mouth closed and to avoid licking your fingers or burping\"},\n               :properties {:color \"yellow\"}}\n              {:id #uuid \"689f1a97-45a6-4722-91ab-cd5a0bec5567\",\n               :page 2,\n               :position {:bounding {:x1 120.2835464477539,\n                                     :y1 259.671875,\n                                     :x2 533.4112014770508,\n                                     :y2 279.671875,\n                                     :width 901,\n                                     :height 1274.262347130762},\n                          :rects ({:x1 120.2835464477539,\n                                   :y1 259.671875,\n                                   :x2 533.4112014770508,\n            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   :properties {:color \"yellow\"}}\n              {:id #uuid \"689f1b3f-f5fe-4240-a7ed-46d2d14b7f81\",\n               :page 2,\n               :position {:bounding {:x1 85.796875,\n                                     :y1 1060.734375,\n                                     :x2 802.5994873046875,\n                                     :y2 1104.953125,\n                                     :width 901,\n                                     :height 1274.262347130762},\n                          :rects ({:x1 591.5914916992188,\n                                   :y1 1060.734375,\n                                   :x2 802.5994873046875,\n                                   :y2 1080.734375,\n                                   :width 901,\n                                   :height 1274.262347130762}\n                                  {:x1 85.796875,\n                                   :y1 1084.953125,\n                                   :x2 302.77716064453125,\n                                   :y2 1104.953125,\n                                   :width 901,\n                                   :height 1274.262347130762}),\n                          :page 2},\n               :content {:text \"common to return to work shortly after having a baby\"},\n               :properties {:color \"yellow\"}}\n              {:id #uuid \"689f1b64-4ff7-476a-85e8-12769feae515\",\n               :page 3,\n               :position {:bounding {:x1 85.796875,\n                                     :y1 164.3125,\n                                     :x2 799.5245361328125,\n                                     :y2 208.53125,\n                                     :width 901,\n                                     :height 1274.262347130762},\n                          :rects ({:x1 85.796875,\n                                   :y1 164.3125,\n                                   :x2 799.5245361328125,\n                                   :y2 184.3125,\n                                   :width 901,\n    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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              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             :position {:bounding {:x1 381.1577453613281,\n                                     :y1 602.5,\n                                     :x2 803.47607421875,\n                                     :y2 622.5,\n                                     :width 901,\n                                     :height 1274.262347130762},\n                          :rects ({:x1 381.1577453613281,\n                                   :y1 602.5,\n                                   :x2 803.47607421875,\n                                   :y2 622.5,\n                                   :width 901,\n                                   :height 1274.262347130762}),\n                          :page 3},\n               :content {:text \"yearly check-ups rather than just when they are sick\"},\n               :properties {:color \"yellow\"}}\n              {:id #uuid \"689f1bb7-b9bc-43cb-b9b3-f681bfd4ce26\",\n               :page 3,\n               :position {:bounding {:x1 85.796875,\n                       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encouraged\"},\n               :properties {:color \"yellow\"}}\n              {:id #uuid \"689f1bd6-e89d-4784-9296-fd9661b3c8cb\",\n               :page 3,\n               :position {:bounding {:x1 85.796875,\n                                     :y1 1036.515625,\n                                     :x2 517.0006713867188,\n                                     :y2 1056.515625,\n                                     :width 901,\n                                     :height 1274.262347130762},\n                          :rects ({:x1 85.796875,\n                                   :y1 1036.515625,\n                                   :x2 517.0006713867188,\n                                   :y2 1056.515625,\n                                   :width 901,\n                                   :height 1274.262347130762}),\n                          :page 3},\n               :content {:text \"Children are expected to actively participate in class\"},\n               :properties {:color 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:content {:text \"versicherten viele Anwesende dem\\\"lieben Donald\\\" dann tatsächlich, er habe in den vergangenen zwei Wochen mehr Fortschritt bei den Friedensverhandlungen erreicht als andere in über drei Jahren\"},\n               :properties {:color \"yellow\"}}\n              {:id #uuid \"68a590f1-26f7-492f-bef0-71c22cde42d9\",\n               :page 2,\n               :position {:bounding {:x1 270.8854217529297,\n                                     :y1 395.3541717529297,\n                                     :x2 431.1783447265625,\n                                     :y2 413.3541717529297,\n                                     :width 873.1360000000002,\n                                     :height 1234.816},\n                          :rects ({:x1 270.8854217529297,\n                                   :y1 395.3541717529297,\n                                   :x2 431.1783447265625,\n                                   :y2 413.3541717529297,\n                                   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           :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      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                    :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 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              :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 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                  :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? true\n\n ;; Display brackets [[]] around page references.\n ;; Default value: true\n ;; :ui/show-brackets? true\n\n ;; Display all lines of a block when referencing ((block)).\n ;; Default value: false\n :ui/show-full-blocks? true\n\n ;; Automatically expand block references when zooming in.\n ;; Default value: true\n :ui/auto-expand-block-refs? 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",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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binarys",536870918]],["^15",[312,"^O","^1X",536870918]],["^15",[312,"^F",308,536870918]],["^15",[312,"^X",297,536870918]],["^15",[312,"^V",308,536870918]],["^15",[312,"^U",297,536870918]],["^15",[312,"^;","~u68a60d88-087d-481e-afc9-9ee7a8572ed4",536870918]],["^15",[313,"^Q","if only 0 left of in initilisation register, finished, read final cells",536870918]],["^15",[313,"^O","^1X",536870918]],["^15",[313,"^F",312,536870918]],["^15",[313,"^X",297,536870918]],["^15",[313,"^V",308,536870918]],["^15",[313,"^U",297,536870918]],["^15",[313,"^;","~u68a60d88-d553-467e-86e4-a243797ac4cc",536870918]],["^15",[314,"^Q","{{query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[Double Dabble Algorythmus]]) (namespace [[Double Dabble 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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:: true\n",536870918]],["^15",[320,"^O","^1X",536870918]],["^15",[320,"^2Q",["^2R",[]],536870918]],["^15",[320,"^F",5,536870918]],["^15",[320,"^X",5,536870918]],["^15",[320,"^V",5,536870918]],["^15",[320,"^U",5,536870918]],["^15",[320,"^:",true,536870918]],["^15",[320,"^?",["^ ","^16",true],536870918]],["^15",[320,"^J",["^16"],536870918]],["^15",[320,"^4",["^ ","^16","true"],536870918]],["^15",[320,"^;","~u68a60d88-5ec2-4014-9370-150b5f81eb78",536870918]],["^15",[321,"^3","exclude-from-graph-view:: true\n",536870918]],["^15",[321,"^17",1755712904995,536870918]],["^15",[321,"^Z","pages/Note.md",536870918]],["^15",[322,"^K",1755712905295,536870918]],["^15",[322,"^[",321,536870918]],["^15",[322,"^@",false,536870918]],["^15",[322,"^Y","note",536870918]],["^15",[322,"^11","Note",536870918]],["^15",[322,"^?",["^ ","^16",true],536870918]],["^15",[322,"^4",["^ ","^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","## Meta:",536870918]],["^15",[326,"^O","^1X",536870918]],["^15",[326,"^F",325,536870918]],["^15",[326,"^X",325,536870918]],["^15",[326,"^V",325,536870918]],["^15",[326,"^U",325,536870918]],["^15",[326,"^?",["^ ","^2S",2],536870918]],["^15",[326,"^J",[],536870918]],["^15",[326,"^;","~u68a60d89-9003-4bbb-b4d5-40fd74706327",536870918]],["^15",[327,"^Q","# Random",536870918]],["^15",[327,"^O","^1X",536870918]],["^15",[327,"^F",334,536870918]],["^15",[327,"^X",325,536870918]],["^15",[327,"^V",325,536870918]],["^15",[327,"^U",325,536870918]],["^15",[327,"^?",["^ ","^2S",1],536870918]],["^15",[327,"^J",[],536870918]],["^15",[327,"^;","~u68a60d88-418c-4fca-ac18-fb7a29bad4f9",536870918]],["^15",[328,"^Q","Additional 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Zutaten",536870930]],["^15",[331,"^O","^1X",536870918]],["^15",[331,"^F",334,536870918]],["^15",[331,"^X",325,536870918]],["^15",[331,"^V",334,536870918]],["^15",[331,"^U",325,536870918]],["^15",[331,"^?",["^ ","^2S",3],536870930]],["^15",[331,"^J",["^14",[]],536870930]],["^15",[331,"^;","~u68a60d88-8335-41ac-9b36-12d5ac4c57c8",536870918]],["^15",[332,"^Q","**Subpages:**\nbackground-color:: purple",536870918]],["^15",[332,"^O","^1X",536870918]],["^15",[332,"^F",328,536870918]],["^15",[332,"^X",325,536870918]],["^15",[332,"^V",326,536870918]],["^15",[332,"^U",325,536870918]],["^15",[332,"^?",["^ ","^2X","purple"],536870918]],["^15",[332,"^J",["^2X"],536870918]],["^15",[332,"^4",["^ ","^2X","purple"],536870918]],["^15",[332,"^;","~u68a60d89-8001-467e-8e4b-55ade3636e04",536870918]],["^15",[333,"^Q","[[Double Dabble 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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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"],536871425]],["^15",[681,"^H",1912,536871425]],["^15",[681,"^;","~u68a60d89-d1b8-4f5e-a04e-12a6fa8dca7f",536870918]],["^15",[682,"^Q","kein fester Begriff, viel mehr eine Politische frage -> Kontextbezogene Zielbestimmung",536870918]],["^15",[682,"^O","^1X",536870918]],["^15",[682,"^F",681,536870918]],["^15",[682,"^X",665,536870918]],["^15",[682,"^V",681,536870918]],["^15",[682,"^U",665,536870918]],["^15",[682,"^;","~u68a60d89-d97f-4caf-8806-c4ce651405ac",536870918]],["^15",[683,"^Q","",536870918]],["^15",[683,"^O","^1X",536870918]],["^15",[683,"^F",686,536870918]],["^15",[683,"^X",665,536870918]],["^15",[683,"^V",686,536870918]],["^15",[683,"^U",665,536870918]],["^15",[683,"^;","~u68a60d89-a007-485a-99e8-cac287e1cede",536870918]],["^15",[684,"^Q","Zusammenarbeit auch über EU-Ebene weiterhin möglich 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Unternehmen",536870918]],["^15",[688,"^O","^1X",536870918]],["^15",[688,"^F",706,536870918]],["^15",[688,"^X",665,536870918]],["^15",[688,"^V",701,536870918]],["^15",[688,"^U",665,536870918]],["^15",[688,"^U",666,536870918]],["^15",[688,"^;","~u68a60d89-4d8a-4e6c-a601-da9ff924c826",536870918]],["^15",[689,"^Q",".",536870918]],["^15",[689,"^O","^1X",536870918]],["^15",[689,"^F",673,536870918]],["^15",[689,"^X",665,536870918]],["^15",[689,"^V",673,536870918]],["^15",[689,"^U",665,536870918]],["^15",[689,"^;","~u68a60d89-28d1-41e8-9614-fc0ca7a6ca7b",536870918]],["^15",[690,"^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",536870918]],["^15",[690,"^O","^1X",536870918]],["^15",[690,"^F",1640,536870918]],["^15",[690,"^X",1639,536870918]],["^15",[690,"^V",1639,536870918]],["^15",[690,"^U",1639,536870918]],["^15",[690,"^?",["^ 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(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\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-",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,"^?",["^ 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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  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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[[Server]])\n}\n#+END_QUERY",536870918]],["^15",[1145,"^O","^1X",536870918]],["^15",[1145,"^F",1143,536870918]],["^15",[1145,"^X",1132,536870918]],["^15",[1145,"^V",1143,536870918]],["^15",[1145,"^U",1132,536870918]],["^15",[1145,"^?",["^ ","^2U","page","^2W",false],536870918]],["^15",[1145,"^J",["^2U","^2W"],536870918]],["^15",[1145,"^4",["^ ","^2U","page","^2W","false"],536870918]],["^15",[1145,"^;","~u68a60d89-7450-4c8c-a43e-2aed8a10bb76",536870918]],["^15",[1146,"^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 [[AutoDiscDecrypt]]) (namespace [[AutoDiscDecrypt]])))}}\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 [[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/<config server config name>?trigger_key=<access 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/<consent_id>` -> 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 `<n>` 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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[[AutoDiscDecrypt]]) (namespace [[AutoDiscDecrypt]])))}}\nquery-sort-by:: block\nquery-table:: true\nquery-sort-desc:: false",536870918]],["^15",[1154,"^O","^1X",536870918]],["^15",[1154,"^F",1169,536870918]],["^15",[1154,"^S",1195,536870918]],["^15",[1154,"^X",1147,536870918]],["^15",[1154,"^V",1169,536870918]],["^15",[1154,"^U",1147,536870918]],["^15",[1154,"^?",["^ ","^2U","block","^2V",true,"^2W",false],536870918]],["^15",[1154,"^J",["^2U","^2V","^2W"],536870918]],["^15",[1154,"^4",["^ ","^2U","block","^2V","true","^2W","false"],536870918]],["^15",[1154,"^;","~u68a60d89-96e4-4307-a234-443585c719f1",536870918]],["^15",[1155,"^Q","request must be answered wit decryption request token",536870918]],["^15",[1155,"^O","^1X",536870918]],["^15",[1155,"^F",1186,536870918]],["^15",[1155,"^X",1147,536870918]],["^15",[1155,"^V",1176,536870918]],["^15",[1155,"^U",322,536870918]],["^15",[1155,"^U",1147,536870918]],["^15",[1155,"^;","~u68a60d89-6f46-49fb-b3bb-b85d0fe09944",536870918]],["^15",[1156,"^Q","Retry encryption of own shares every `<n>` minute",536870918]],["^15",[1156,"^O","^1X",536870918]],["^15",[1156,"^F",1152,536870918]],["^15",[1156,"^X",1147,536870918]],["^15",[1156,"^V",1152,536870918]],["^15",[1156,"^U",322,536870918]],["^15",[1156,"^U",1147,536870918]],["^15",[1156,"^;","~u68a60d89-5afd-480d-8974-3bd1a7d5de8c",536870918]],["^15",[1157,"^Q","ovm or 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","^2S",3],536870918]],["^15",[1160,"^J",[],536870918]],["^15",[1160,"^;","~u68a60d89-4638-4bba-9709-4c225954bbbc",536870918]],["^15",[1161,"^Q","https://docs.rs/blake3/1.8.2/blake3/",536870918]],["^15",[1161,"^O","^1X",536870918]],["^15",[1161,"^F",1167,536870918]],["^15",[1161,"^X",1147,536870918]],["^15",[1161,"^V",1167,536870918]],["^15",[1161,"^U",322,536870918]],["^15",[1161,"^U",1147,536870918]],["^15",[1161,"^;","~u68a60d89-1102-406b-8d2e-14fbcb3773ff",536870918]],["^15",[1162,"^Q","https://docs.rs/chacha20poly1305/latest/chacha20poly1305/index.html",536870918]],["^15",[1162,"^O","^1X",536870918]],["^15",[1162,"^F",1161,536870918]],["^15",[1162,"^X",1147,536870918]],["^15",[1162,"^V",1167,536870918]],["^15",[1162,"^U",322,536870918]],["^15",[1162,"^U",1147,536870918]],["^15",[1162,"^;","~u68a60d89-c656-4fdf-9164-320f6aade36d",536870918]],["^15",[1163,"^Q","check if service config is 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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 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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 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","^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:: 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#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_ 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#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 Ai]]) (namespace [[Server/Steamdeck Local Ai]])))}}\nquery-table:: true",536870918]],["^15",[1271,"^O","^1X",536870918]],["^15",[1271,"^F",1276,536870918]],["^15",[1271,"^S",1278,536870918]],["^15",[1271,"^X",1239,536870918]],["^15",[1271,"^V",1276,536870918]],["^15",[1271,"^U",1239,536870918]],["^15",[1271,"^?",["^ ","^2V",true],536870918]],["^15",[1271,"^J",["^2V"],536870918]],["^15",[1271,"^4",["^ ","^2V","true"],536870918]],["^15",[1271,"^;","~u68a60d89-95f5-49fa-92ee-1dc0763d34be",536870918]],["^15",[1272,"^Q","~`sudo cmake --install 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 sshd`",536870918]],["^15",[1274,"^O","^1X",536870918]],["^15",[1274,"^F",1275,536870918]],["^15",[1274,"^X",1239,536870918]],["^15",[1274,"^V",1247,536870918]],["^15",[1274,"^U",868,536870918]],["^15",[1274,"^U",1238,536870918]],["^15",[1274,"^U",1239,536870918]],["^15",[1274,"^;","~u68a60d89-9c6f-4151-a8ea-4bba047c8ab7",536870918]],["^15",[1275,"^Q","~`passwd` _sets password for user deck_",536870918]],["^15",[1275,"^O","^1X",536870918]],["^15",[1275,"^F",1247,536870918]],["^15",[1275,"^X",1239,536870918]],["^15",[1275,"^V",1247,536870918]],["^15",[1275,"^U",868,536870918]],["^15",[1275,"^U",1238,536870918]],["^15",[1275,"^U",1239,536870918]],["^15",[1275,"^;","~u68a60d89-f1fd-4c72-8d10-f209ad8a0d79",536870918]],["^15",[1276,"^Q","**Slides:**\nbackground-color:: green",536870918]],["^15",[1276,"^O","^1X",536870918]],["^15",[1276,"^F",1246,536870918]],["^15",[1276,"^X",1239,536870918]],["^15",[1276,"^V",1250,536870918]],["^15",[1276,"^U",1239,536870918]],["^15",[1276,"^?",["^ ","^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,"^?",["^ ","^2X","green"],536870918]],["^15",[1301,"^J",["^2X"],536870918]],["^15",[1301,"^4",["^ ","^2X","green"],536870918]],["^15",[1301,"^;","~u68a60d89-9f30-4e84-a5dc-baa2fce40f53",536870918]],["^15",[1302,"^Q","Additional Tags:",536870918]],["^15",[1302,"^O","^1X",536870918]],["^15",[1302,"^F",1305,536870918]],["^15",[1302,"^X",1293,536870918]],["^15",[1302,"^V",1305,536870918]],["^15",[1302,"^U",1293,536870918]],["^15",[1302,"^;","~u68a60d89-e66d-4a0a-a53b-a7c98e74c7bb",536870918]],["^15",[1303,"^Q","**Summery**:\nbackground-color:: blue",536870918]],["^15",[1303,"^O","^1X",536870918]],["^15",[1303,"^F",1301,536870918]],["^15",[1303,"^X",1293,536870918]],["^15",[1303,"^V",1305,536870918]],["^15",[1303,"^U",1293,536870918]],["^15",[1303,"^?",["^ ","^2X","blue"],536870918]],["^15",[1303,"^J",["^2X"],536870918]],["^15",[1303,"^4",["^ ","^2X","blue"],536870918]],["^15",[1303,"^;","~u68a60d89-5f8a-4cf8-bbc8-a674b9e0c005",536870918]],["^15",[1304,"^Q","---",536870918]],["^15",[1304,"^O","^1X",536870918]],["^15",[1304,"^F",1305,536870918]],["^15",[1304,"^X",1293,536870918]],["^15",[1304,"^V",1293,536870918]],["^15",[1304,"^U",1293,536870918]],["^15",[1304,"^;","~u68a60d89-4bbb-4fc2-ac10-96eb120c272c",536870918]],["^15",[1305,"^Q","## Meta",536870918]],["^15",[1305,"^O","^1X",536870918]],["^15",[1305,"^F",1293,536870918]],["^15",[1305,"^X",1293,536870918]],["^15",[1305,"^V",1293,536870918]],["^15",[1305,"^U",1293,536870918]],["^15",[1305,"^?",["^ ","^2S",2],536870918]],["^15",[1305,"^J",[],536870918]],["^15",[1305,"^;","~u68a60d89-8709-4d8b-bb8e-b3114195a8ab",536870918]],["^15",[1306,"^Q","Additional References:",536870918]],["^15",[1306,"^O","^1X",536870918]],["^15",[1306,"^F",1302,536870918]],["^15",[1306,"^X",1293,536870918]],["^15",[1306,"^V",1305,536870918]],["^15",[1306,"^U",1293,536870918]],["^15",[1306,"^;","~u68a60d89-8c7f-4c66-87bf-c6d1373f2415",536870918]],["^15",[1307,"^Q","**Notes:**\nbackground-color:: red",536870918]],["^15",[1307,"^O","^1X",536870918]],["^15",[1307,"^F",1306,536870918]],["^15",[1307,"^X",1293,536870918]],["^15",[1307,"^V",1305,536870918]],["^15",[1307,"^U",1293,536870918]],["^15",[1307,"^?",["^ ","^2X","red"],536870918]],["^15",[1307,"^J",["^2X"],536870918]],["^15",[1307,"^4",["^ ","^2X","red"],536870918]],["^15",[1307,"^;","~u68a60d89-0f8f-45d1-bdad-a5e389f967c5",536870918]],["^15",[1308,"^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",536870918]],["^15",[1308,"^O","^1X",536870918]],["^15",[1308,"^F",1307,536870918]],["^15",[1308,"^S",1309,536870918]],["^15",[1308,"^X",1293,536870918]],["^15",[1308,"^V",1307,536870918]],["^15",[1308,"^U",1293,536870918]],["^15",[1308,"^?",["^ ","^2U","block","^2V",true,"^2W",false],536870918]],["^15",[1308,"^J",["^2U","^2V","^2W"],536870918]],["^15",[1308,"^4",["^ ","^2U","block","^2V","true","^2W","false"],536870918]],["^15",[1308,"^;","~u68a60d89-ddde-46f4-a2a1-f31423e91f95",536870918]],["^15",[1309,"^?",["^ ","^2Y","query","^2Z",["(and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[Solid/BakIt]]) (namespace [[Solid/BakIt]])))"]],536870918]],["^15",[1309,"^W","macro",536870918]],["^15",[1309,"^T","query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[Solid/BakIt]]) (namespace [[Solid/BakIt]])))",536870918]],["^15",[1310,"^?",["^ ","^2Y","query","^2Z",["(and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[Solid/BakIt]]) (namespace 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blue\n\t\t-\n\t- ---\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:: yellow",536870918]],["^15",[1314,"^O","^1X",536870918]],["^15",[1314,"^F",1318,536870918]],["^15",[1314,"^X",1312,536870918]],["^15",[1314,"^V",1320,536870918]],["^15",[1314,"^U",1312,536870918]],["^15",[1314,"^?",["^ ","^2X","yellow"],536870918]],["^15",[1314,"^J",["^2X"],536870918]],["^15",[1314,"^4",["^ ","^2X","yellow"],536870918]],["^15",[1314,"^;","~u68a60d89-5a74-4478-b1a5-4a662f52c707",536870918]],["^15",[1315,"^Q","Additional 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\"#Slide]\" [[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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etc.)",536870918]],["^15",[1332,"^O","^1X",536870918]],["^15",[1332,"^F",1343,536870918]],["^15",[1332,"^X",1328,536870918]],["^15",[1332,"^V",1409,536870918]],["^15",[1332,"^U",1328,536870918]],["^15",[1332,"^;","~u68a60d89-bdb8-4d87-a700-b8fb7f4d3efb",536870918]],["^15",[1333,"^Q","Progressiven Lizenzen -> Freie nutzung für menschen zulassen, für Modelle zulassen",536870918]],["^15",[1333,"^O","^1X",536870918]],["^15",[1333,"^F",1367,536870918]],["^15",[1333,"^X",1328,536870918]],["^15",[1333,"^V",1421,536870918]],["^15",[1333,"^U",1328,536870918]],["^15",[1333,"^;","~u68a60d89-d301-4c96-b33a-8b25f488b652",536870918]],["^15",[1334,"^Q","Stimmt ihr mit der Definition von Kreativität überein?",536870918]],["^15",[1334,"^O","^1X",536870918]],["^15",[1334,"^F",1366,536870918]],["^15",[1334,"^X",1328,536870918]],["^15",[1334,"^V",1366,536870918]],["^15",[1334,"^U",7,536870918]],["^15",[1334,"^U",868,536870918]],["^15",[1334,"^U",1328,536870918]],["^15",[1334,"^;","~u68a60d89-2c8a-4504-9348-b88a772023a8",536870918]],["^15",[1335,"^Q","---",536870918]],["^15",[1335,"^O","^1X",536870918]],["^15",[1335,"^F",1408,536870918]],["^15",[1335,"^X",1328,536870918]],["^15",[1335,"^V",1328,536870918]],["^15",[1335,"^U",1328,536870918]],["^15",[1335,"^;","~u68a60d89-eca2-4d21-8400-a08109752e40",536870918]],["^15",[1336,"^Q","https://open-access.network/en/information/subject-specific-open-access/arts",536870918]],["^15",[1336,"^O","^1X",536870918]],["^15",[1336,"^F",1365,536870918]],["^15",[1336,"^X",1328,536870918]],["^15",[1336,"^V",1391,536870918]],["^15",[1336,"^U",7,536870918]],["^15",[1336,"^U",868,536870918]],["^15",[1336,"^U",1328,536870918]],["^15",[1336,"^;","~u68a60d89-8e84-4fb9-a33a-4caf2319a44d",536870918]],["^15",[1337,"^Q","",536870918]],["^15",[1337,"^O","^1X",536870918]],["^15",[1337,"^F",1418,536870918]],["^15",[1337,"^X",1328,536870918]],["^15",[1337,"^V",1418,536870918]],["^15",[1337,"^U",7,536870918]],["^15",[1337,"^U",868,536870918]],["^15",[1337,"^U",1328,536870918]],["^15",[1337,"^;","~u68a60d89-795a-47e1-b22e-97492593aad3",536870918]],["^15",[1338,"^Q","**Summery**:\nbackground-color:: blue",536870918]],["^15",[1338,"^O","^1X",536870918]],["^15",[1338,"^F",1396,536870918]],["^15",[1338,"^X",1328,536870918]],["^15",[1338,"^V",1408,536870918]],["^15",[1338,"^U",1328,536870918]],["^15",[1338,"^?",["^ ","^2X","blue"],536870918]],["^15",[1338,"^J",["^2X"],536870918]],["^15",[1338,"^4",["^ ","^2X","blue"],536870918]],["^15",[1338,"^;","~u68a60d89-fdc7-4be3-93cf-c86898136e9d",536870918]],["^15",[1339,"^Q","Betrachtet man das Problem des Urheberrechts im Bezug auf Kuenstliche Inteltgenz muss zwischen zwei verschiedenen bereichen unterschieden werden;",536870918]],["^15",[1339,"^O","^1X",536870918]],["^15",[1339,"^F",1375,536870918]],["^15",[1339,"^X",1328,536870918]],["^15",[1339,"^V",1375,536870918]],["^15",[1339,"^U",4,536870918]],["^15",[1339,"^U",11,536870918]],["^15",[1339,"^U",868,536870918]],["^15",[1339,"^U",1328,536870918]],["^15",[1339,"^;","~u68a60d89-4eb2-4695-877e-a5a115b960c7",536870918]],["^15",[1340,"^Q","Diskursion der Leitfrage: \"Wie gehn wollen wir mit 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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red",536870918]],["^15",[1452,"^O","^1X",536870918]],["^15",[1452,"^F",1441,536870918]],["^15",[1452,"^X",1430,536870918]],["^15",[1452,"^V",1430,536870918]],["^15",[1452,"^U",1430,536870918]],["^15",[1452,"^?",["^ ","^2X","red","^2S",2],536870918]],["^15",[1452,"^J",["^2X"],536870918]],["^15",[1452,"^4",["^ ","^2X","red"],536870918]],["^15",[1452,"^;","~u68a60d89-15d1-48e6-b93f-fa17898b07ab",536870918]],["^15",[1453,"^Q","{{query (and (task TODO IN-PROGRESS) (or (priority C) (priority B)))}}\nquery-table:: true",536870918]],["^15",[1453,"^O","^1X",536870918]],["^15",[1453,"^F",1454,536870918]],["^15",[1453,"^S",1457,536870918]],["^15",[1453,"^X",1430,536870918]],["^15",[1453,"^V",1454,536870918]],["^15",[1453,"^U",1430,536870918]],["^15",[1453,"^?",["^ ","^2V",true],536870918]],["^15",[1453,"^J",["^2V"],536870918]],["^15",[1453,"^4",["^ ","^2V","true"],536870918]],["^15",[1453,"^;","~u68a60d89-e6c0-4371-842f-8b8561896fc2",536870918]],["^15",[1454,"^Q","#### 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IN-PROGRESS) (or (priority C) (priority B)))",536870918]],["^15",[1458,"^3","exclude-from-graph-view:: true\n",536870918]],["^15",[1458,"^17",1755712905358,536870918]],["^15",[1458,"^Z","pages/TODO.md",536870918]],["^15",[1459,"^Q","exclude-from-graph-view:: true\n",536870918]],["^15",[1459,"^O","^1X",536870918]],["^15",[1459,"^2Q",["^2R",[]],536870918]],["^15",[1459,"^F",4,536870918]],["^15",[1459,"^X",4,536870918]],["^15",[1459,"^V",4,536870918]],["^15",[1459,"^U",4,536870918]],["^15",[1459,"^:",true,536870918]],["^15",[1459,"^?",["^ ","^16",true],536870918]],["^15",[1459,"^J",["^16"],536870918]],["^15",[1459,"^4",["^ ","^16","true"],536870918]],["^15",[1459,"^;","~u68a60d89-c5c1-4780-b8c7-e2384857c7e0",536870918]],["^15",[1460,"^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 [[Templates]])\n\t\t  }\n\t\t  #+END_QUERY\n\t- **Summery:**\n\t  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:: 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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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Training der AI",536870918]],["^15",[1541,"^O","^1X",536870918]],["^15",[1541,"^F",1549,536870918]],["^15",[1541,"^X",1329,536870918]],["^15",[1541,"^V",1329,536870918]],["^15",[1541,"^U",1329,536870918]],["^15",[1541,"^;","~u68a60d89-0740-4aad-a9f1-0a1ee0243aa6",536870918]],["^15",[1542,"^Q","Nach EU:",536870918]],["^15",[1542,"^O","^1X",536870918]],["^15",[1542,"^F",1558,536870918]],["^15",[1542,"^X",1329,536870918]],["^15",[1542,"^V",1549,536870918]],["^15",[1542,"^U",4,536870918]],["^15",[1542,"^U",11,536870918]],["^15",[1542,"^U",1329,536870918]],["^15",[1542,"^;","~u68a60d89-cccd-47f5-9d23-744197c851a7",536870918]],["^15",[1543,"^Q","Erneut keine expliziete gesetzesgrunbdlage, angenommen Urhebergesetz ueber Datamining greift",536870918]],["^15",[1543,"^O","^1X",536870918]],["^15",[1543,"^F",1541,536870918]],["^15",[1543,"^X",1329,536870918]],["^15",[1543,"^V",1541,536870918]],["^15",[1543,"^U",1329,536870918]],["^15",[1543,"^;","~u68a60d89-00e4-455d-a446-820386d5158b",536870918]],["^15",[1544,"^Q","Entwichler der Modelle haben selbst auch kein recht am generierten werk, sie schufen lediglich die Logik mit jener eine generation erfolgte",536870918]],["^15",[1544,"^O","^1X",536870918]],["^15",[1544,"^F",1553,536870918]],["^15",[1544,"^X",1329,536870918]],["^15",[1544,"^V",1537,536870918]],["^15",[1544,"^U",4,536870918]],["^15",[1544,"^U",11,536870918]],["^15",[1544,"^U",1329,536870918]],["^15",[1544,"^;","~u68a60d89-0e35-4102-b11c-5d54185a30db",536870918]],["^15",[1545,"^Q","kein schutz wenn: Referenzfoto, stylwahl > output; ausslieslich Ki Kreative Entscheidung getroffen 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 Urhebers",536870918]],["^15",[1547,"^O","^1X",536870918]],["^15",[1547,"^F",1532,536870918]],["^15",[1547,"^X",1329,536870918]],["^15",[1547,"^V",1532,536870918]],["^15",[1547,"^U",4,536870918]],["^15",[1547,"^U",11,536870918]],["^15",[1547,"^U",1329,536870918]],["^15",[1547,"^;","~u68a60d89-a25d-4936-b3f0-a3a6580e304d",536870918]],["^15",[1548,"^Q","Urheberrechtsverletzung KI output",536870918]],["^15",[1548,"^O","^1X",536870918]],["^15",[1548,"^F",1532,536870918]],["^15",[1548,"^X",1329,536870918]],["^15",[1548,"^V",1549,536870918]],["^15",[1548,"^U",4,536870918]],["^15",[1548,"^U",11,536870918]],["^15",[1548,"^U",1329,536870918]],["^15",[1548,"^;","~u68a60d89-60d1-4991-9afa-5dd1fdc7cb6a",536870918]],["^15",[1549,"^Q","TODO  [#B] Urheber eines KI Generierten werkes: Nach",536870918]],["^15",[1549,"^O","^1X",536870918]],["^15",[1549,"^F",1556,536870918]],["^15",[1549,"^10","TODO",536870918]],["^15",[1549,"^X",1329,536870918]],["^15",[1549,"^V",1329,536870918]],["^15",[1549,"^U",4,536870918]],["^15",[1549,"^U",11,536870918]],["^15",[1549,"^U",1329,536870918]],["^15",[1549,"^>","B",536870918]],["^15",[1549,"^H",4,536870918]],["^15",[1549,"^H",11,536870918]],["^15",[1549,"^;","~u68a60d89-b9dc-49b9-886a-ce9a85b06f95",536870918]],["^15",[1550,"^Q","https://open-access.network/informieren/open-access-in-fachdisziplinen/kuenstlerische-faecher\nhttps://www.museum.de/blog/open-access-zugang-zu-oeffentlichen-bildern-aus-museen/\nhttps://de.wikipedia.org/wiki/Appropriation_Art\nhttps://www.zeit.de/digital/internet/2024-11/ki-musik-spotify-streaming-plattform\nhttps://www.bigtechnology.com/p/spotifys-plans-for-ai-generated-music",536870918]],["^15",[1550,"^O","^1X",536870918]],["^15",[1550,"^F",1329,536870918]],["^15",[1550,"^X",1329,536870918]],["^15",[1550,"^V",1329,536870918]],["^15",[1550,"^U",1329,536870918]],["^15",[1550,"^;","~u68a60d89-704f-46e9-8873-82a795c1c75c",536870918]],["^15",[1551,"^Q","",536870918]],["^15",[1551,"^O","^1X",536870918]],["^15",[1551,"^F",1548,536870918]],["^15",[1551,"^X",1329,536870918]],["^15",[1551,"^V",1549,536870918]],["^15",[1551,"^U",4,536870918]],["^15",[1551,"^U",11,536870918]],["^15",[1551,"^U",1329,536870918]],["^15",[1551,"^;","~u68a60d89-582b-47dc-8f1f-f32c7ddda2b6",536870918]],["^15",[1552,"^Q","Kein 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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68a45ab1-0cb2-49da-a0ce-33d6b00d2920",536870918]],["^15",[1659,"^O","^1X",536870918]],["^15",[1659,"^F",1656,536870918]],["^15",[1659,"^X",1642,536870918]],["^15",[1659,"^V",1642,536870918]],["^15",[1659,"^U",1642,536870918]],["^15",[1659,"^?",["^ ","^18","annotation","^30",9,"^31","yellow","^1;","68a45ab1-0cb2-49da-a0ce-33d6b00d2920"],536871422]],["^15",[1659,"^J",["^18","^30","^31","^1;"],536871422]],["^15",[1659,"^4",["^ ","^18","annotation","^30","9","^31","yellow","^1;","68a45ab1-0cb2-49da-a0ce-33d6b00d2920"],536871422]],["^15",[1659,"^;","~u68a45ab1-0cb2-49da-a0ce-33d6b00d2920",536870918]],["^15",[1660,"^Q","über die EU-Grenzen hinaus muss auch weiterhin möglich sein\nls-type:: annotation\nhl-page:: 7\nhl-color:: yellow\nid:: 68a459c3-e3c6-4699-951d-078e986629e4",536870918]],["^15",[1660,"^O","^1X",536870918]],["^15",[1660,"^F",1655,536870918]],["^15",[1660,"^X",1642,536870918]],["^15",[1660,"^V",1642,536870918]],["^15",[1660,"^U",1642,536870918]],["^15",[1660,"^?",["^ ","^18","annotation","^30",7,"^31","yellow","^1;","68a459c3-e3c6-4699-951d-078e986629e4"],536871422]],["^15",[1660,"^J",["^18","^30","^31","^1;"],536871422]],["^15",[1660,"^4",["^ ","^18","annotation","^30","7","^31","yellow","^1;","68a459c3-e3c6-4699-951d-078e986629e4"],536871422]],["^15",[1660,"^;","~u68a459c3-e3c6-4699-951d-078e986629e4",536870918]],["^15",[1661,"^Q","um sich nicht ausschließlich auf eigene Ressourcen verlassen zu müssen\nls-type:: annotation\nhl-page:: 9\nhl-color:: yellow\nid:: 68a45bbe-8dc6-4496-8d1b-146365123bbb",536870918]],["^15",[1661,"^O","^1X",536870918]],["^15",[1661,"^F",1651,536870918]],["^15",[1661,"^X",1642,536870918]],["^15",[1661,"^V",1642,536870918]],["^15",[1661,"^U",1642,536870918]],["^15",[1661,"^?",["^ ","^18","annotation","^30",9,"^31","yellow","^1;","68a45bbe-8dc6-4496-8d1b-146365123bbb"],536871422]],["^15",[1661,"^J",["^18","^30","^31","^1;"],536871422]],["^15",[1661,"^4",["^ ","^18","annotation","^30","9","^31","yellow","^1;","68a45bbe-8dc6-4496-8d1b-146365123bbb"],536871422]],["^15",[1661,"^;","~u68a45bbe-8dc6-4496-8d1b-146365123bbb",536870918]],["^15",[1662,"^Q","vollständige Digitale Souveränität in einer vernetzten Welt weder realistisch noch zielführend ist\nls-type:: annotation\nhl-page:: 4\nhl-color:: yellow\nid:: 68a4588d-033e-4f6d-960c-7db3d435247a",536870918]],["^15",[1662,"^O","^1X",536870918]],["^15",[1662,"^F",1647,536870918]],["^15",[1662,"^X",1642,536870918]],["^15",[1662,"^V",1642,536870918]],["^15",[1662,"^U",1642,536870918]],["^15",[1662,"^?",["^ ","^18","annotation","^30",4,"^31","yellow","^1;","68a4588d-033e-4f6d-960c-7db3d435247a"],536871422]],["^15",[1662,"^J",["^18","^30","^31","^1;"],536871422]],["^15",[1662,"^4",["^ ","^18","annotation","^30","4","^31","yellow","^1;","68a4588d-033e-4f6d-960c-7db3d435247a"],536871422]],["^15",[1662,"^;","~u68a4588d-033e-4f6d-960c-7db3d435247a",536870918]],["^15",[1663,"^Q","Möglichkeit zur 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:: 68a45ca5-f0be-4fa3-a878-53d6fafbb24e",536870918]],["^15",[1664,"^O","^1X",536870918]],["^15",[1664,"^F",1649,536870918]],["^15",[1664,"^X",1642,536870918]],["^15",[1664,"^V",1642,536870918]],["^15",[1664,"^U",1642,536870918]],["^15",[1664,"^?",["^ ","^18","annotation","^30",9,"^31","green","^1;","68a45ca5-f0be-4fa3-a878-53d6fafbb24e"],536871422]],["^15",[1664,"^J",["^18","^30","^31","^1;"],536871422]],["^15",[1664,"^4",["^ ","^18","annotation","^30","9","^31","green","^1;","68a45ca5-f0be-4fa3-a878-53d6fafbb24e"],536871422]],["^15",[1664,"^;","~u68a45ca5-f0be-4fa3-a878-53d6fafbb24e",536870918]],["^15",[1665,"^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:: 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annotation\nhl-page:: 89\nhl-color:: yellow\nid:: 68a57240-2226-4c81-b2c3-7692e18fb281",536870918]],["^15",[1667,"^O","^1X",536870918]],["^15",[1667,"^F",445,536870918]],["^15",[1667,"^X",1666,536870918]],["^15",[1667,"^V",1666,536870918]],["^15",[1667,"^U",1666,536870918]],["^15",[1667,"^?",["^ ","^18","annotation","^30",89,"^31","yellow","^1;","68a57240-2226-4c81-b2c3-7692e18fb281"],536870918]],["^15",[1667,"^J",["^18","^30","^31","^1;"],536870918]],["^15",[1667,"^4",["^ ","^18","annotation","^30","89","^31","yellow","^1;","68a57240-2226-4c81-b2c3-7692e18fb281"],536870918]],["^15",[1667,"^;","~u68a57240-2226-4c81-b2c3-7692e18fb281",536870918]],["^15",[1668,"^Q","file:: [Nach_Mitternacht_1755671054457_0.pdf](../assets/Nach_Mitternacht_1755671054457_0.pdf)\nfile-path:: ../assets/Nach_Mitternacht_1755671054457_0.pdf\n\n",536870918]],["^15",[1668,"^O","^1X",536870918]],["^15",[1668,"^2Q",["^2R",[]],536870918]],["^15",[1668,"^F",1666,536870918]],["^15",[1668,"^X",1666,536870918]],["^15",[1668,"^V",1666,536870918]],["^15",[1668,"^U",1573,536870918]],["^15",[1668,"^U",1577,536870918]],["^15",[1668,"^U",1666,536870918]],["^15",[1668,"^:",true,536870918]],["^15",[1668,"^?",["^ ","^38","[Nach_Mitternacht_1755671054457_0.pdf](../assets/Nach_Mitternacht_1755671054457_0.pdf)","^39","../assets/Nach_Mitternacht_1755671054457_0.pdf"],536870918]],["^15",[1668,"^J",["^38","^39"],536870918]],["^15",[1668,"^4",["^ ","^38","[Nach_Mitternacht_1755671054457_0.pdf](../assets/Nach_Mitternacht_1755671054457_0.pdf)","^39","../assets/Nach_Mitternacht_1755671054457_0.pdf"],536870918]],["^15",[1668,"^H",1573,536870918]],["^15",[1668,"^H",1577,536870918]],["^15",[1668,"^;","~u68a60d89-d57b-4066-9398-4cc33cb6fe8d",536870918]],["^15",[1669,"^3","exclude-from-graph-view:: 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","^16","true"],536870918]],["^15",[1673,"^;","~u68a60d89-e068-4ac1-8335-9b6dbe738c79",536870918]],["^15",[1674,"^Q","",536870918]],["^15",[1674,"^O","^1X",536870918]],["^15",[1674,"^F",1673,536870918]],["^15",[1674,"^X",1672,536870918]],["^15",[1674,"^V",1672,536870918]],["^15",[1674,"^U",1672,536870918]],["^15",[1674,"^;","~u68a60d89-f764-4c75-b35f-47504ab9c534",536870918]],["^15",[1675,"^3","exclude-from-graph-view:: true\n",536870918]],["^15",[1675,"^17",1755712905516,536870918]],["^15",[1675,"^Z","pages/references.md",536870918]],["^15",[1676,"^Q","exclude-from-graph-view:: true\n",536870918]],["^15",[1676,"^O","^1X",536870918]],["^15",[1676,"^2Q",["^2R",[]],536870918]],["^15",[1676,"^F",430,536870918]],["^15",[1676,"^X",430,536870918]],["^15",[1676,"^V",430,536870918]],["^15",[1676,"^U",430,536870918]],["^15",[1676,"^:",true,536870918]],["^15",[1676,"^?",["^ ","^16",true],536870918]],["^15",[1676,"^J",["^16"],536870918]],["^15",[1676,"^4",["^ ","^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:: 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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), [Discord](https://discord.com/channels/725182569297215569/743139225746145311/868600535694082049)"],536870918]],["^15",[1797,"^H",1672,536870918]],["^15",[1797,"^;","~u68a60d89-0f92-4410-a58f-f9a6fe5bcbd0",536870918]],["^15",[1798,"^Q","#+BEGIN_QUERY\n{:query[:find (pull ?p [*]) \n  :where\n  [?b :block/page ?p]\n  [?p :block/properties ?props]\n  [(get ?props :status) ?status]\n  [(= ?status #{\"Active\"})]]}\n#+END_QUERY",536870918]],["^15",[1798,"^O","^1X",536870918]],["^15",[1798,"^F",1710,536870918]],["^15",[1798,"^X",1461,536870918]],["^15",[1798,"^V",1710,536870918]],["^15",[1798,"^U",1461,536870918]],["^15",[1798,"^U",1672,536870918]],["^15",[1798,"^;","~u68a60d89-b793-49c5-8333-f804e479a430",536870918]],["^15",[1799,"^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)",536870918]],["^15",[1799,"^O","^1X",536870918]],["^15",[1799,"^F",1773,536870918]],["^15",[1799,"^X",1461,536870918]],["^15",[1799,"^V",1773,536870918]],["^15",[1799,"^U",1461,536870918]],["^15",[1799,"^U",1672,536870918]],["^15",[1799,"^?",["^ ","^3;","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/826412758438248458)"],536870918]],["^15",[1799,"^J",["^3;"],536870918]],["^15",[1799,"^4",["^ ","^3;","[Discord](https://discord.com/channels/725182569297215569/743139225746145311/826412758438248458)"],536870918]],["^15",[1799,"^H",1672,536870918]],["^15",[1799,"^;","~u68a60d89-a2ba-466f-a703-4b891d719a59",536870918]],["^15",[1800,"^Q","[link: Athens Research 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#{\"DONE\"} ?marker)]\n[?b :block/properties ?prop]\n[(get ?prop :type) ?type]\n[(= \"example\" ?type)]\n]\n:collapsed? false}\n#+END_QUERY",536870918]],["^15",[1803,"^O","^1X",536870918]],["^15",[1803,"^F",1706,536870918]],["^15",[1803,"^X",1461,536870918]],["^15",[1803,"^V",1706,536870918]],["^15",[1803,"^U",1461,536870918]],["^15",[1803,"^U",1672,536870918]],["^15",[1803,"^;","~u68a60d89-9556-42b4-affb-07ba60f2e0e5",536870918]],["^15",[1804,"^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 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It is not considered rude\"},\n               :properties {:color \"yellow\"}}\n              {:id #uuid \"689f1a3d-7bd8-4383-8f23-0f6f6c6dbaff\",\n               :page 1,\n               :position {:bounding {:x1 150.8782501220703,\n                                     :y1 762.640625,\n                                     :x2 369.9599304199219,\n                                     :y2 782.640625,\n                                     :width 901,\n                                     :height 1274.262347130762},\n                          :rects ({:x1 150.8782501220703,\n                                   :y1 762.640625,\n                                   :x2 369.9599304199219,\n                                   :y2 782.640625,\n                                   :width 901,\n                                   :height 1274.262347130762}),\n                          :page 1},\n               :content {:text \"eye contact shows respect\"},\n               :properties {:color 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1,\n               :position {:bounding {:x1 463.68994140625,\n                                     :y1 1005.9375,\n                                     :x2 634.0687255859375,\n                                     :y2 1025.9375,\n                                     :width 901,\n                                     :height 1274.262347130762},\n                          :rects ({:x1 463.68994140625,\n                                   :y1 1005.9375,\n                                   :x2 634.0687255859375,\n                                   :y2 1025.9375,\n                                   :width 901,\n                                   :height 1274.262347130762}),\n                          :page 1},\n               :content {:text \"know well with a hug\"},\n               :properties {:color \"yellow\"}}\n              {:id #uuid \"689f1a61-7269-467b-adb9-d8b5ea98dcde\",\n               :page 1,\n               :position {:bounding {:x1 85.796875,\n                                 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other when meeting someone new\"},\n               :properties {:color \"yellow\"}}\n              {:id #uuid \"689f1a81-f049-47d5-b34f-21386621aac6\",\n               :page 2,\n               :position {:bounding {:x1 85.796875,\n                                     :y1 140.109375,\n                                     :x2 805.6890869140625,\n                                     :y2 184.3125,\n                                     :width 901,\n                                     :height 1274.262347130762},\n                          :rects ({:x1 289.47528076171875,\n                                   :y1 140.109375,\n                                   :x2 805.6890869140625,\n                                   :y2 160.109375,\n                                   :width 901,\n                                   :height 1274.262347130762}\n                                  {:x1 85.796875,\n                                   :y1 164.3125,\n                                   :x2 147.87225341796875,\n                                   :y2 184.3125,\n                                   :width 901,\n                                   :height 1274.262347130762}),\n                          :page 2},\n               :content {:text \"eat with your mouth closed and to avoid licking your fingers or burping\"},\n               :properties {:color \"yellow\"}}\n              {:id #uuid \"689f1a97-45a6-4722-91ab-cd5a0bec5567\",\n               :page 2,\n               :position {:bounding {:x1 120.2835464477539,\n                                     :y1 259.671875,\n                                     :x2 533.4112014770508,\n                                     :y2 279.671875,\n                                     :width 901,\n                                     :height 1274.262347130762},\n                          :rects ({:x1 120.2835464477539,\n                                   :y1 259.671875,\n                                   :x2 533.4112014770508,\n            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   :properties {:color \"yellow\"}}\n              {:id #uuid \"689f1b3f-f5fe-4240-a7ed-46d2d14b7f81\",\n               :page 2,\n               :position {:bounding {:x1 85.796875,\n                                     :y1 1060.734375,\n                                     :x2 802.5994873046875,\n                                     :y2 1104.953125,\n                                     :width 901,\n                                     :height 1274.262347130762},\n                          :rects ({:x1 591.5914916992188,\n                                   :y1 1060.734375,\n                                   :x2 802.5994873046875,\n                                   :y2 1080.734375,\n                                   :width 901,\n                                   :height 1274.262347130762}\n                                  {:x1 85.796875,\n                                   :y1 1084.953125,\n                                   :x2 302.77716064453125,\n                                   :y2 1104.953125,\n                                   :width 901,\n                                   :height 1274.262347130762}),\n                          :page 2},\n               :content {:text \"common to return to work shortly after having a baby\"},\n               :properties {:color \"yellow\"}}\n              {:id #uuid \"689f1b64-4ff7-476a-85e8-12769feae515\",\n               :page 3,\n               :position {:bounding {:x1 85.796875,\n                                     :y1 164.3125,\n                                     :x2 799.5245361328125,\n                                     :y2 208.53125,\n                                     :width 901,\n                                     :height 1274.262347130762},\n                          :rects ({:x1 85.796875,\n                                   :y1 164.3125,\n                                   :x2 799.5245361328125,\n                                   :y2 184.3125,\n                                   :width 901,\n    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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 \"689f1b9e-538b-439c-8c56-478dcaa36f72\",\n               :page 3,\n               :position {:bounding {:x1 381.1577453613281,\n                                     :y1 602.5,\n                                     :x2 803.47607421875,\n                                     :y2 622.5,\n                                     :width 901,\n                                     :height 1274.262347130762},\n                          :rects ({:x1 381.1577453613281,\n                                   :y1 602.5,\n                                   :x2 803.47607421875,\n                                   :y2 622.5,\n                                   :width 901,\n                                   :height 1274.262347130762}),\n                          :page 3},\n               :content {:text \"yearly check-ups rather than just when they are sick\"},\n               :properties {:color \"yellow\"}}\n              {:id #uuid \"689f1bb7-b9bc-43cb-b9b3-f681bfd4ce26\",\n               :page 3,\n               :position {:bounding {:x1 85.796875,\n                       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encouraged\"},\n               :properties {:color \"yellow\"}}\n              {:id #uuid \"689f1bd6-e89d-4784-9296-fd9661b3c8cb\",\n               :page 3,\n               :position {:bounding {:x1 85.796875,\n                                     :y1 1036.515625,\n                                     :x2 517.0006713867188,\n                                     :y2 1056.515625,\n                                     :width 901,\n                                     :height 1274.262347130762},\n                          :rects ({:x1 85.796875,\n                                   :y1 1036.515625,\n                                   :x2 517.0006713867188,\n                                   :y2 1056.515625,\n                                   :width 901,\n                                   :height 1274.262347130762}),\n                          :page 3},\n               :content {:text \"Children are expected to actively participate in class\"},\n               :properties {:color 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abschweifte\"},\n               :properties {:color \"yellow\"}}\n              {:id #uuid \"68a59097-92c4-423a-a62c-169c89df7711\",\n               :page 2,\n               :position {:bounding {:x1 103.86458587646484,\n                                     :y1 159.46875,\n                                     :x2 769.2592163085938,\n                                     :y2 198.58334350585938,\n                                     :width 873.1360000000002,\n                                     :height 1234.816},\n                          :rects ({:x1 643.7232666015625,\n                                   :y1 159.46875,\n                                   :x2 769.2592163085938,\n                                   :y2 177.46875,\n                                   :width 873.1360000000002,\n                                   :height 1234.816}\n                                  {:x1 103.86458587646484,\n                                   :y1 180.58334350585938,\n                           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:content {:text \"versicherten viele Anwesende dem\\\"lieben Donald\\\" dann tatsächlich, er habe in den vergangenen zwei Wochen mehr Fortschritt bei den Friedensverhandlungen erreicht als andere in über drei Jahren\"},\n               :properties {:color \"yellow\"}}\n              {:id #uuid \"68a590f1-26f7-492f-bef0-71c22cde42d9\",\n               :page 2,\n               :position {:bounding {:x1 270.8854217529297,\n                                     :y1 395.3541717529297,\n                                     :x2 431.1783447265625,\n                                     :y2 413.3541717529297,\n                                     :width 873.1360000000002,\n                                     :height 1234.816},\n                          :rects ({:x1 270.8854217529297,\n                                   :y1 395.3541717529297,\n                                   :x2 431.1783447265625,\n                                   :y2 413.3541717529297,\n                                   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                 :y2 990.0208740234375,\n                                   :width 953.5999999999999,\n                                   :height 1347.1999999999998}),\n                          :page 9},\n               :content {:text \"nutzerzentrierte Denition beschäftigt sich mit 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           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           :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 1148.8333740234375,\n     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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 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              :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 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                  :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? true\n\n ;; Display brackets [[]] around page references.\n ;; Default value: true\n ;; :ui/show-brackets? true\n\n ;; Display all lines of a block when referencing ((block)).\n ;; Default value: false\n :ui/show-full-blocks? true\n\n ;; Automatically expand block references when zooming in.\n ;; Default value: true\n :ui/auto-expand-block-refs? 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? false}\n",536887287]],["^15",[56,"^17",1755712904842,536870917]],["^15",[56,"^18","~m1758700884000",536887288]],["^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","^1Y",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","^1Y",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,"^;","~u68bb46b6-2d64-4499-82d0-2a915522f905",536876228]],["^15",[63,"^Q","Kooperation zwischen Mensch und Nichtmenschlichem bringt Eigenheit und Widerstand, was besonderen künstlerischen Flair erzeugt",536870918]],["^15",[63,"^O","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",536870918]],["^15",[70,"^F",62,536870918]],["^15",[70,"^X",62,536870918]],["^15",[70,"^V",62,536870918]],["^15",[70,"^U",62,536870918]],["^15",[70,"^?",["^ ","^2T",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",536870918]],["^15",[86,"^F",70,536870918]],["^15",[86,"^X",62,536870918]],["^15",[86,"^V",62,536870918]],["^15",[86,"^U",62,536870918]],["^15",[86,"^?",["^ ","^2T",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","^1Y",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","^1Y",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","^1Y",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,"^;","~u68bb46b6-e35f-40c7-8988-7c92409337a4",536876228]],["^15",[92,"^Q","Ausdauer",536870918]],["^15",[92,"^O","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",536870918]],["^15",[119,"^F",91,536870918]],["^15",[119,"^X",91,536870918]],["^15",[119,"^V",91,536870918]],["^15",[119,"^U",91,536870918]],["^15",[119,"^?",["^ ","^2T",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","^1Y",536870918]],["^15",[120,"^F",119,536870918]],["^15",[120,"^X",91,536870918]],["^15",[120,"^V",91,536870918]],["^15",[120,"^U",91,536870918]],["^15",[120,"^?",["^ ","^2T",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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,"^;","~u68bb46b6-cc9e-43c3-a92c-040a3eb49ab9",536876228]],["^15",[140,"^Q","Künstliche neuronale Netzwerke → Deep Learning",536870918]],["^15",[140,"^O","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",536870918]],["^15",[148,"^F",218,536870918]],["^15",[148,"^X",139,536870918]],["^15",[148,"^V",222,536870918]],["^15",[148,"^U",139,536870918]],["^15",[148,"^?",["^ ","^2T",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",536870918]],["^15",[155,"^F",173,536870918]],["^15",[155,"^X",139,536870918]],["^15",[155,"^V",222,536870918]],["^15",[155,"^U",139,536870918]],["^15",[155,"^?",["^ ","^2T",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",536870918]],["^15",[166,"^F",227,536870918]],["^15",[166,"^X",139,536870918]],["^15",[166,"^V",222,536870918]],["^15",[166,"^U",139,536870918]],["^15",[166,"^?",["^ ","^2T",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",536870918]],["^15",[186,"^F",155,536870918]],["^15",[186,"^X",139,536870918]],["^15",[186,"^V",222,536870918]],["^15",[186,"^U",139,536870918]],["^15",[186,"^?",["^ ","^2T",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",536870918]],["^15",[200,"^F",139,536870918]],["^15",[200,"^X",139,536870918]],["^15",[200,"^V",139,536870918]],["^15",[200,"^U",139,536870918]],["^15",[200,"^?",["^ ","^2T",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",536870918]],["^15",[218,"^F",166,536870918]],["^15",[218,"^X",139,536870918]],["^15",[218,"^V",222,536870918]],["^15",[218,"^U",139,536870918]],["^15",[218,"^?",["^ ","^2T",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","^1Y",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","^1Y",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","^1Y",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","^1Y",536870918]],["^15",[222,"^F",200,536870918]],["^15",[222,"^X",139,536870918]],["^15",[222,"^V",139,536870918]],["^15",[222,"^U",139,536870918]],["^15",[222,"^?",["^ ","^2T",1],536870918]],["^15",[222,"^J",[],536870918]],["^15",[222,"^;","~u68a60d88-ac35-4971-bbf9-f10dffcce1e1",536870918]],["^15",[223,"^Q","Das Modell selbst",536870918]],["^15",[223,"^O","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",536870918]],["^15",[227,"^F",186,536870918]],["^15",[227,"^X",139,536870918]],["^15",[227,"^V",222,536870918]],["^15",[227,"^U",139,536870918]],["^15",[227,"^?",["^ ","^2T",2],536870918]],["^15",[227,"^J",[],536870918]],["^15",[227,"^;","~u68a60d88-283d-4eb3-a2df-b037f763a170",536870918]],["^15",[228,"^Q","",536870918]],["^15",[228,"^O","^1Y",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","^1Y",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",["^2S",["Ai"]]],536870918]],["^15",[231,"^4",["^ ","^2U","#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","^1Y",536870918]],["^15",[232,"^2R",["^2S",[]],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,"^?",["^ ","^2U",["^2S",["Ai"]]],536870918]],["^15",[232,"^J",["^2U"],536870918]],["^15",[232,"^4",["^ ","^2U","#Ai"],536870918]],["^15",[232,"^H",231,536870918]],["^15",[232,"^;","~u68a60d88-73f5-4062-8b8a-8cfa5bd03c97",536870918]],["^15",[233,"^Q","",536870918]],["^15",[233,"^O","^1Y",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","^1Y",536870918]],["^15",[235,"^2R",["^2S",[]],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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",536870918]],["^15",[250,"^F",254,536870918]],["^15",[250,"^X",237,536870918]],["^15",[250,"^V",237,536870918]],["^15",[250,"^U",237,536870918]],["^15",[250,"^?",["^ ","^2T",3],536870918]],["^15",[250,"^J",[],536870918]],["^15",[250,"^;","~u68a60d88-ca91-48de-824f-1ae60f403ba6",536870918]],["^15",[251,"^Q","Avocado dip",536870918]],["^15",[251,"^O","^1Y",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","^1Y",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","^1Y",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","^1Y",536870918]],["^15",[254,"^F",237,536870918]],["^15",[254,"^X",237,536870918]],["^15",[254,"^V",237,536870918]],["^15",[254,"^U",237,536870918]],["^15",[254,"^?",["^ ","^2T",2],536870918]],["^15",[254,"^J",[],536870918]],["^15",[254,"^;","~u68a60d88-38f3-429b-a171-5d05c3c7d1ac",536870918]],["^15",[255,"^Q","Kuchen",536870918]],["^15",[255,"^O","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",536870918]],["^15",[264,"^2R",["^2S",[]],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","^1Y",536870918]],["^15",[266,"^2R",["^2S",[]],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 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",536877956]],["^15",[267,"^17",1755712904976,536870918]],["^15",[267,"^18","~m1757156879328",536877955]],["^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",1757156878709,536877954]],["^15",[268,"^;","~u68bb46b6-3d0e-45ab-b7ad-079103ba5c53",536876228]],["^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","^1Y",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","^1Y",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","^1Y",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 den wir nun Haben. Unsere einzige Hoffnung ist Donald Trump\"",536877954]],["^15",[272,"^O","^1Y",536870918]],["^15",[272,"^F",286,536870918]],["^15",[272,"^X",268,536870918]],["^15",[272,"^V",286,536870918]],["^15",[272,"^U",268,536870918]],["^15",[272,"^?",["^ "],536877954]],["^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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",536870918]],["^15",[293,"^F",268,536870918]],["^15",[293,"^X",268,536870918]],["^15",[293,"^V",268,536870918]],["^15",[293,"^U",268,536870918]],["^15",[293,"^?",["^ ","^2T",2],536870918]],["^15",[293,"^J",[],536870918]],["^15",[293,"^;","~u68a60d88-6f9b-497f-9c43-501d9fdbff9d",536870918]],["^15",[294,"^Q","## Absichtlicher Rassismus",536870918]],["^15",[294,"^O","^1Y",536870918]],["^15",[294,"^F",293,536870918]],["^15",[294,"^X",268,536870918]],["^15",[294,"^V",268,536870918]],["^15",[294,"^U",268,536870918]],["^15",[294,"^?",["^ ","^2T",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","^1Y",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,"^;","~u68da9431-6495-40db-b48d-11928bf2bccd",536887290]],["^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","^1Y",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","^1Y",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","^1Y",536870918]],["^15",[301,"^F",297,536870918]],["^15",[301,"^X",297,536870918]],["^15",[301,"^V",297,536870918]],["^15",[301,"^U",297,536870918]],["^15",[301,"^?",["^ ","^2T",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","^1Y",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",["^2V","^2W","^2X"],536870918]],["^15",[302,"^4",["^ ","^2V","block","^2W","true","^2X","false"],536870918]],["^15",[302,"^;","~u68a60d88-001d-4c3c-8fce-9cb91cf88111",536870918]],["^15",[303,"^Q","**Summery**:\nbackground-color:: blue",536870918]],["^15",[303,"^O","^1Y",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",["^2Y"],536870918]],["^15",[303,"^4",["^ ","^2Y","blue"],536870918]],["^15",[303,"^;","~u68a60d88-a513-47cf-86ff-c64847b75e84",536870918]],["^15",[304,"^Q","",536870918]],["^15",[304,"^O","^1Y",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","^1Y",536870918]],["^15",[305,"^F",307,536870918]],["^15",[305,"^X",297,536870918]],["^15",[305,"^V",301,536870918]],["^15",[305,"^U",297,536870918]],["^15",[305,"^?",["^ ","^2Y","green"],536870918]],["^15",[305,"^J",["^2Y"],536870918]],["^15",[305,"^4",["^ ","^2Y","green"],536870918]],["^15",[305,"^;","~u68a60d88-bf59-4ac3-a961-0477f257e1e8",536870918]],["^15",[306,"^Q","---",536870918]],["^15",[306,"^O","^1Y",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","^1Y",536870918]],["^15",[307,"^F",311,536870918]],["^15",[307,"^X",297,536870918]],["^15",[307,"^V",301,536870918]],["^15",[307,"^U",297,536870918]],["^15",[307,"^?",["^ ","^2Y","red"],536870918]],["^15",[307,"^J",["^2Y"],536870918]],["^15",[307,"^4",["^ ","^2Y","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","^1Y",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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true\n",536870918]],["^15",[320,"^O","^1Y",536870918]],["^15",[320,"^2R",["^2S",[]],536870918]],["^15",[320,"^F",5,536870918]],["^15",[320,"^X",5,536870918]],["^15",[320,"^V",5,536870918]],["^15",[320,"^U",5,536870918]],["^15",[320,"^:",true,536870918]],["^15",[320,"^?",["^ ","^16",true],536870918]],["^15",[320,"^J",["^16"],536870918]],["^15",[320,"^4",["^ ","^16","true"],536870918]],["^15",[320,"^;","~u68a60d88-5ec2-4014-9370-150b5f81eb78",536870918]],["^15",[321,"^3","exclude-from-graph-view:: true\n",536870918]],["^15",[321,"^17",1755712904995,536870918]],["^15",[321,"^Z","pages/Note.md",536870918]],["^15",[322,"^K",1755712905295,536870918]],["^15",[322,"^[",321,536870918]],["^15",[322,"^@",false,536870918]],["^15",[322,"^Y","note",536870918]],["^15",[322,"^11","Note",536870918]],["^15",[322,"^?",["^ ","^16",true],536870918]],["^15",[322,"^4",["^ ","^16","true"],536870918]],["^15",[322,"^B",1755712905295,536870918]],["^15",[322,"^;","~u68e3be90-4a89-4efd-9b4f-20c7173e188b",536887674]],["^15",[323,"^Q","exclude-from-graph-view:: true\n",536870918]],["^15",[323,"^O","^1Y",536870918]],["^15",[323,"^2R",["^2S",[]],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- ### Juju Sticker Box\n\t- Pinguine aus Madagaskar, Sterne, Herz\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]]",536887290]],["^15",[324,"^17",1755712905001,536870918]],["^15",[324,"^18","~m1759084461000",536887291]],["^15",[324,"^Z","pages/Other.md",536870918]],["^15",[325,"^K",1755712905355,536870918]],["^15",[325,"^[",324,536870918]],["^15",[325,"^O","^1Y",536870918]],["^15",[325,"^@",false,536870918]],["^15",[325,"^Y","other",536870918]],["^15",[325,"^11","Other",536870918]],["^15",[325,"^B",1755717368112,536871160]],["^15",[325,"^;","~u68ea6d46-01a6-4f3e-a19b-a764dbb99a56",536887859]],["^15",[326,"^Q","## Meta:",536870918]],["^15",[326,"^O","^1Y",536870918]],["^15",[326,"^F",325,536870918]],["^15",[326,"^X",325,536870918]],["^15",[326,"^V",325,536870918]],["^15",[326,"^U",325,536870918]],["^15",[326,"^?",["^ ","^2T",2],536887290]],["^15",[326,"^J",[],536887290]],["^15",[326,"^;","~u68a60d89-9003-4bbb-b4d5-40fd74706327",536870918]],["^15",[327,"^Q","# Random",536870918]],["^15",[327,"^O","^1Y",536870918]],["^15",[327,"^F",334,536870918]],["^15",[327,"^X",325,536870918]],["^15",[327,"^V",325,536870918]],["^15",[327,"^U",325,536870918]],["^15",[327,"^?",["^ ","^2T",1],536887290]],["^15",[327,"^J",[],536887290]],["^15",[327,"^;","~u68a60d88-418c-4fca-ac18-fb7a29bad4f9",536870918]],["^15",[328,"^Q","Additional 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","^2T",1],536887290]],["^15",[334,"^J",[],536887290]],["^15",[334,"^;","~u68a60d88-98ae-44fc-9ed5-dce2189a4293",536870918]],["^15",[335,"^Q","---",536870918]],["^15",[335,"^O","^1Y",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","^1Y",536870918]],["^15",[336,"^F",332,536870918]],["^15",[336,"^X",325,536870918]],["^15",[336,"^V",326,536870918]],["^15",[336,"^U",325,536870918]],["^15",[336,"^?",["^ ","^2Y","blue"],536887290]],["^15",[336,"^J",["^2Y"],536887290]],["^15",[336,"^4",["^ ","^2Y","blue"],536887290]],["^15",[336,"^;","~u68a60d89-e89d-4ace-8d08-3007903b95d7",536870918]],["^15",[337,"^Q","",536870918]],["^15",[337,"^O","^1Y",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\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-",536887859]],["^15",[338,"^17",1755712905014,536870918]],["^15",[338,"^18","~m1759960758706",536887860]],["^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,"^;","~u68ea6d46-7c6a-429b-bd6a-3560a59acbb1",536887859]],["^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","^1Y",536870918]],["^15",[340,"^F",344,536870918]],["^15",[340,"^S",362,536887859]],["^15",[340,"^X",339,536870918]],["^15",[340,"^V",344,536870918]],["^15",[340,"^U",339,536870918]],["^15",[340,"^?",["^ ","^2V","block","^2W",true,"^2X",false],536887859]],["^15",[340,"^J",["^2V","^2W","^2X"],536887859]],["^15",[340,"^4",["^ ","^2V","block","^2W","true","^2X","false"],536887859]],["^15",[340,"^;","~u68a60d89-9809-4373-89d1-b64d97448a13",536870918]],["^15",[341,"^Q","I",536870918]],["^15",[341,"^O","^1Y",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","^1Y",536870918]],["^15",[342,"^F",5852,536887859]],["^15",[342,"^X",339,536870918]],["^15",[342,"^V",5852,536887859]],["^15",[342,"^U",339,536870918]],["^15",[342,"^;","~u68a60d89-9f2f-4ef8-a070-e4a18faea7c6",536870918]],["^15",[343,"^Q","## Meta",536870918]],["^15",[343,"^O","^1Y",536870918]],["^15",[343,"^F",339,536870918]],["^15",[343,"^X",339,536870918]],["^15",[343,"^V",339,536870918]],["^15",[343,"^U",339,536870918]],["^15",[343,"^?",["^ ","^2T",2],536887859]],["^15",[343,"^J",[],536887859]],["^15",[343,"^;","~u68a60d89-2e33-492b-8f82-c590e6518d65",536870918]],["^15",[344,"^Q","**Notes:**\nbackground-color:: red",536870918]],["^15",[344,"^O","^1Y",536870918]],["^15",[344,"^F",349,536870918]],["^15",[344,"^X",339,536870918]],["^15",[344,"^V",343,536870918]],["^15",[344,"^U",339,536870918]],["^15",[344,"^?",["^ ","^2Y","red"],536887859]],["^15",[344,"^J",["^2Y"],536887859]],["^15",[344,"^4",["^ ","^2Y","red"],536887859]],["^15",[344,"^;","~u68a60d89-c776-4a8a-9511-c82c314d3741",536870918]],["^15",[345,"^Q","II",536870918]],["^15",[345,"^O","^1Y",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","^1Y",536870918]],["^15",[346,"^F",351,536870918]],["^15",[346,"^X",339,536870918]],["^15",[346,"^V",343,536870918]],["^15",[346,"^U",339,536870918]],["^15",[346,"^?",["^ ","^2Y","blue"],536887859]],["^15",[346,"^J",["^2Y"],536887859]],["^15",[346,"^4",["^ ","^2Y","blue"],536887859]],["^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","^1Y",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","^1Y",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","^1Y",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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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,",536884530]],["^15",[427,"^17",1755712905054,536870918]],["^15",[427,"^18","~m1758293199512",536884536]],["^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,"^?",["^ ","^21",1],536870918]],["^15",[428,"^4",["^ ","^21","1"],536870918]],["^15",[428,"^B",1758293199468,536884533]],["^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,"^;","~u68ea6d46-0418-48d1-803f-2edc25a732d7",536887862]],["^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,"^;","~u68ea6d46-c183-4b08-baf5-be1c62f9a337",536887862]],["^15",[431,"^Q","((68a56f47-3f20-4e67-9a15-3c156c98f845))",536870918]],["^15",[431,"^O","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",536870918]],["^15",[436,"^F",448,536870918]],["^15",[436,"^X",428,536870918]],["^15",[436,"^V",454,536870918]],["^15",[436,"^U",428,536870918]],["^15",[436,"^?",["^ ","^2Y","blue"],536870918]],["^15",[436,"^J",["^2Y"],536870918]],["^15",[436,"^4",["^ ","^2Y","blue"],536870918]],["^15",[436,"^;","~u68a60d89-6385-4b3d-9929-548b25f78282",536870918]],["^15",[437,"^Q","((68a572a1-7e5f-4fd7-aaab-ca7ea73cc786))",536870918]],["^15",[437,"^O","^1Y",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","^1Y",536870918]],["^15",[438,"^F",450,536870918]],["^15",[438,"^X",1666,536870918]],["^15",[438,"^V",1666,536870918]],["^15",[438,"^U",1666,536870918]],["^15",[438,"^?",["^ ","^19","annotation","^30",91,"^31","yellow","^1<","68a572c6-26ca-4511-8b62-dc8a6143ef8e"],536884437]],["^15",[438,"^J",["^19","^30","^31","^1<"],536884437]],["^15",[438,"^4",["^ ","^19","annotation","^30","91","^31","yellow","^1<","68a572c6-26ca-4511-8b62-dc8a6143ef8e"],536884437]],["^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","^1Y",536870918]],["^15",[439,"^F",471,536870918]],["^15",[439,"^X",1666,536870918]],["^15",[439,"^V",1666,536870918]],["^15",[439,"^U",1666,536870918]],["^15",[439,"^?",["^ ","^19","annotation","^30",86,"^31","yellow","^1<","68a56da7-9ab7-4415-a65c-9c1bb66eb55e"],536884437]],["^15",[439,"^J",["^19","^30","^31","^1<"],536884437]],["^15",[439,"^4",["^ ","^19","annotation","^30","86","^31","yellow","^1<","68a56da7-9ab7-4415-a65c-9c1bb66eb55e"],536884437]],["^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","^1Y",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","^1Y",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","^1Y",536870918]],["^15",[442,"^2R",["^2S",[]],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,"^?",["^ ","^21",1],536870918]],["^15",[442,"^J",["^21"],536870918]],["^15",[442,"^4",["^ ","^21","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. Ich muß einen Menschen umbringen, der min derwertiger ist als ich\nls-type:: annotation\nhl-page:: 86\nhl-color:: yellow\nid:: 68a5735b-3fb3-4d78-ba9e-07ddfa17c9fd",536870918]],["^15",[443,"^O","^1Y",536870918]],["^15",[443,"^F",438,536870918]],["^15",[443,"^X",1666,536870918]],["^15",[443,"^V",1666,536870918]],["^15",[443,"^U",1666,536870918]],["^15",[443,"^?",["^ ","^19","annotation","^30",86,"^31","yellow","^1<","68a5735b-3fb3-4d78-ba9e-07ddfa17c9fd"],536884437]],["^15",[443,"^J",["^19","^30","^31","^1<"],536884437]],["^15",[443,"^4",["^ ","^19","annotation","^30","86","^31","yellow","^1<","68a5735b-3fb3-4d78-ba9e-07ddfa17c9fd"],536884437]],["^15",[443,"^;","~u68a5735b-3fb3-4d78-ba9e-07ddfa17c9fd",536870918]],["^15",[444,"^Q","Sich von vorherigen Werken distanzieren, Nationalistischen lehren folgen und neue Berufung 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näher",536870918]],["^15",[459,"^O","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",536870918]],["^15",[466,"^F",1668,536870918]],["^15",[466,"^X",1666,536870918]],["^15",[466,"^V",1666,536870918]],["^15",[466,"^U",1666,536870918]],["^15",[466,"^?",["^ ","^19","annotation","^30",85,"^31","yellow","^1<","68a56a2a-925c-4584-b7ff-926316f139c5"],536884437]],["^15",[466,"^J",["^19","^30","^31","^1<"],536884437]],["^15",[466,"^4",["^ ","^19","annotation","^30","85","^31","yellow","^1<","68a56a2a-925c-4584-b7ff-926316f139c5"],536884437]],["^15",[466,"^;","~u68a56a2a-925c-4584-b7ff-926316f139c5",536870918]],["^15",[467,"^Q","-> Der Stürmermann tritt auf",536870918]],["^15",[467,"^O","^1Y",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","^1Y",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","^1Y",536870918]],["^15",[469,"^F",4239,536884533]],["^15",[469,"^X",428,536870918]],["^15",[469,"^V",428,536870918]],["^15",[469,"^U",428,536884525]],["^15",[469,"^U",466,536884525]],["^15",[469,"^H",466,536884533]],["^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","^1Y",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","^1Y",536870918]],["^15",[471,"^F",466,536870918]],["^15",[471,"^X",1666,536870918]],["^15",[471,"^V",1666,536870918]],["^15",[471,"^U",1666,536870918]],["^15",[471,"^?",["^ ","^19","annotation","^30",86,"^31","yellow","^1<","68a56d57-e427-4db8-8991-c89a354cd5cf"],536884437]],["^15",[471,"^J",["^19","^30","^31","^1<"],536884437]],["^15",[471,"^4",["^ 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Welt)",536870918]],["^15",[472,"^O","^1Y",536870918]],["^15",[472,"^F",482,536870918]],["^15",[472,"^X",428,536870918]],["^15",[472,"^V",484,536870918]],["^15",[472,"^U",428,536870918]],["^15",[472,"^;","~u68a60d89-6018-4de7-9221-b61af74daaa5",536870918]],["^15",[473,"^Q","",536870918]],["^15",[473,"^O","^1Y",536870918]],["^15",[473,"^F",480,536870918]],["^15",[473,"^X",428,536870918]],["^15",[473,"^V",428,536870918]],["^15",[473,"^U",428,536870918]],["^15",[473,"^;","~u68a60d89-4178-4fd5-8ee9-59b933ef13e8",536870918]],["^15",[474,"^Q","((68a56f13-24ea-45ab-b455-fdf91504bd7b))",536870918]],["^15",[474,"^O","^1Y",536870918]],["^15",[474,"^F",485,536870918]],["^15",[474,"^X",428,536870918]],["^15",[474,"^V",428,536870918]],["^15",[474,"^U",428,536870918]],["^15",[474,"^H",458,536870918]],["^15",[474,"^;","~u68a60d89-d61d-41d9-a7e6-67c73bd0817c",536870918]],["^15",[475,"^Q","-> ein leichtes arisches Mädchen",536870918]],["^15",[475,"^O","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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 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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 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{{query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[School/Eng/The Amarican Dream/3.Constitution and Amendments]]) (namespace [[School/Eng/The Amarican Dream/3.Constitution and Amendments]])))}}\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/Constitution and Amendments]]) (namespace [[School/Eng/The Amarican Dream/Constitution and Amendments]])))}}\n\t\t  query-table:: true\n\t- **Summery**:\n\t  background-color:: blue\n\t\t-\n- ---\n- ![27-Amendments.pdf](../assets/27-Amendments_1755256776400_0.pdf)\n- ### Differences Declaration and Amendments #Slide\n\t- Declaration of Independence:\n\t\t- A founding statement of principles and reasons for separation; establishes **why** America became free.\n\t\t\t- **justification + ideals**\n\t- 27 Amendments:\n\t\t- A legal framework that evolves over 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## 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.",536875327]],["^15",[601,"^17",1755712905096,536870918]],["^15",[601,"^18","~m1756139751687",536875328]],["^15",[601,"^Z","pages/School___Eng___The Amarican Dream___Decleration Of Independance.md",536870918]],["^15",[602,"^K",1755712905096,536870918]],["^15",[602,"^[",601,536870918]],["^15",[602,"^@",false,536870918]],["^15",[602,"^Y","school/eng/the amarican dream/decleration of independance",536870918]],["^15",[602,"^A",516,536870918]],["^15",[602,"^11","School/Eng/The Amarican Dream/Decleration Of Independance",536870918]],["^15",[602,"^?",["^ ","^21",2],536870918]],["^15",[602,"^4",["^ 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(namespace [[School/InfT/Digitale Souveränität]])))",536870918]],["^15",[663,"^?",["^ ","^2Z","query","^2[",["(and (or [[LATER]] [[WAITING]]) (or (page [[School/InfT/Digitale Souveränität]]) (namespace [[School/InfT/Digitale Souveränität]]))) "]],536870918]],["^15",[663,"^W","macro",536870918]],["^15",[663,"^T","query (and (or [[LATER]] [[WAITING]]) (or (page [[School/InfT/Digitale Souveränität]]) (namespace [[School/InfT/Digitale Souveränität]]))) ",536870918]],["^15",[664,"^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/InfT/Digitale Souveränität/Bitkom]]) (namespace [[School/InfT/Digitale Souveränität/Bitkom]])))}}\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/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}",536875911]],["^15",[664,"^17",1755712905122,536870918]],["^15",[664,"^18","~m1756402375917",536875910]],["^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,"^?",["^ ","^21",2],536870918]],["^15",[665,"^4",["^ ","^21","2"],536870918]],["^15",[665,"^B",1756131468577,536873028]],["^15",[665,"^;","~u68ac5400-d4a8-4661-8961-ac0d362127ed",536871463]],["^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,"^;","~u68ac5400-8ed8-4d08-bc76-85d586d76b12",536871463]],["^15",[667,"^Q","**Notes:**\nbackground-color:: red",536870918]],["^15",[667,"^O","^1Y",536870918]],["^15",[667,"^F",702,536870918]],["^15",[667,"^X",665,536870918]],["^15",[667,"^V",702,536870918]],["^15",[667,"^U",665,536870918]],["^15",[667,"^?",["^ ","^2Y","red"],536871463]],["^15",[667,"^J",["^2Y"],536871463]],["^15",[667,"^4",["^ ","^2Y","red"],536871463]],["^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","^1Y",536870918]],["^15",[669,"^F",700,536870918]],["^15",[669,"^X",665,536870918]],["^15",[669,"^V",700,536870918]],["^15",[669,"^U",322,536872121]],["^15",[669,"^U",665,536872121]],["^15",[669,"^U",1912,536872121]],["^15",[669,"^;","~u68a60d89-1a87-435f-a7b8-15b101a0d0d6",536870918]],["^15",[670,"^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.",536871505]],["^15",[670,"^O","^1Y",536870918]],["^15",[670,"^F",680,536870918]],["^15",[670,"^X",665,536870918]],["^15",[670,"^V",680,536870918]],["^15",[670,"^U",665,536872114]],["^15",[670,"^U",690,536872114]],["^15",[670,"^U",868,536872114]],["^15",[670,"^?",["^ "],536871505]],["^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","^1Y",536870918]],["^15",[671,"^F",676,536870918]],["^15",[671,"^X",665,536870918]],["^15",[671,"^V",694,536870918]],["^15",[671,"^U",322,536872121]],["^15",[671,"^U",665,536872121]],["^15",[671,"^U",1922,536872121]],["^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","^1Y",536870918]],["^15",[672,"^F",667,536870918]],["^15",[672,"^S",709,536871463]],["^15",[672,"^X",665,536870918]],["^15",[672,"^V",667,536870918]],["^15",[672,"^U",665,536870918]],["^15",[672,"^?",["^ ","^2V","block","^2W",true,"^2X",true],536871463]],["^15",[672,"^J",["^2V","^2W","^2X"],536871463]],["^15",[672,"^4",["^ ","^2V","block","^2W","true","^2X","true"],536871463]],["^15",[672,"^;","~u68a60d89-d2a3-4f8e-a229-ab0cd6f7f99d",536870918]],["^15",[673,"^Q","((68a4576d-7519-4cdb-ae2d-e5721047369a))",536870918]],["^15",[673,"^O","^1Y",536870918]],["^15",[673,"^F",685,536870918]],["^15",[673,"^X",665,536870918]],["^15",[673,"^V",674,536870918]],["^15",[673,"^U",665,536872114]],["^15",[673,"^U",679,536872114]],["^15",[673,"^U",868,536872114]],["^15",[673,"^H",679,536871463]],["^15",[673,"^;","~u68a60d89-b1bd-47b1-b5c9-1ebedc19eeaa",536870918]],["^15",[674,"^Q","#Slide ![Bitkom - Anforderungen an Technologie und Handlungsfelder.pdf](../assets/Bitkom_-_Anforderungen_an_Technologie_und_Handlungsfelder_1755600657287_0.pdf)",536872113]],["^15",[674,"^O","^1Y",536870918]],["^15",[674,"^F",691,536870918]],["^15",[674,"^X",665,536870918]],["^15",[674,"^V",665,536870918]],["^15",[674,"^U",665,536872114]],["^15",[674,"^U",868,536872114]],["^15",[674,"^?",["^ "],536872113]],["^15",[674,"^H",868,536872113]],["^15",[674,"^;","~u68a60d89-724b-4960-b113-6baf1940fb06",536870918]],["^15",[675,"^Q","DSGVO ist ausprägung dieser Rechte auf europäischer Ebene",536870918]],["^15",[675,"^O","^1Y",536870918]],["^15",[675,"^F",696,536870918]],["^15",[675,"^X",665,536870918]],["^15",[675,"^V",701,536870918]],["^15",[675,"^U",322,536872121]],["^15",[675,"^U",665,536872121]],["^15",[675,"^U",666,536872121]],["^15",[675,"^U",1912,536872121]],["^15",[675,"^;","~u68a60d89-1d1d-4602-8164-28d91b2ad79d",536870918]],["^15",[676,"^Q","Politische, wirtschaftliche Selbstbestimmung erhalten",536870918]],["^15",[676,"^O","^1Y",536870918]],["^15",[676,"^F",697,536870918]],["^15",[676,"^X",665,536870918]],["^15",[676,"^V",694,536870918]],["^15",[676,"^U",322,536872121]],["^15",[676,"^U",665,536872121]],["^15",[676,"^U",1922,536872121]],["^15",[676,"^;","~u68a60d89-6c6e-4261-af0f-2e9236d6a09b",536870918]],["^15",[677,"^Q","index:: 2\n\n",536870918]],["^15",[677,"^O","^1Y",536870918]],["^15",[677,"^2R",["^2S",[]],536871463]],["^15",[677,"^F",665,536870918]],["^15",[677,"^X",665,536870918]],["^15",[677,"^V",665,536870918]],["^15",[677,"^U",429,536870918]],["^15",[677,"^U",665,536870918]],["^15",[677,"^:",true,536871463]],["^15",[677,"^?",["^ ","^21",2],536871463]],["^15",[677,"^J",["^21"],536871463]],["^15",[677,"^4",["^ ","^21","2"],536871463]],["^15",[677,"^H",429,536871463]],["^15",[677,"^;","~u68a60d89-d6a8-40a4-ac22-1b1066cb311d",536870918]],["^15",[678,"^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.",536871935]],["^15",[678,"^O","^1Y",536870918]],["^15",[678,"^F",685,536870918]],["^15",[678,"^X",665,536870918]],["^15",[678,"^V",685,536870918]],["^15",[678,"^U",665,536872114]],["^15",[678,"^U",707,536872114]],["^15",[678,"^U",868,536872114]],["^15",[678,"^?",["^ "],536871935]],["^15",[678,"^;","~u68a60d89-25b5-431d-8966-135f5e394453",536870918]],["^15",[679,"^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",536870918]],["^15",[679,"^O","^1Y",536870918]],["^15",[679,"^F",707,536870918]],["^15",[679,"^X",1639,536870918]],["^15",[679,"^V",1639,536870918]],["^15",[679,"^U",1639,536870918]],["^15",[679,"^?",["^ ","^19","annotation","^30",1,"^31","blue","^1<","68a4576d-7519-4cdb-ae2d-e5721047369a"],536870918]],["^15",[679,"^J",["^19","^30","^31","^1<"],536870918]],["^15",[679,"^4",["^ ","^19","annotation","^30","1","^31","blue","^1<","68a4576d-7519-4cdb-ae2d-e5721047369a"],536870918]],["^15",[679,"^;","~u68a4576d-7519-4cdb-ae2d-e5721047369a",536870918]],["^15",[680,"^Q","((68a4574d-6294-4360-ad41-10042d64b61a))",536870918]],["^15",[680,"^O","^1Y",536870918]],["^15",[680,"^F",674,536870918]],["^15",[680,"^X",665,536870918]],["^15",[680,"^V",674,536870918]],["^15",[680,"^U",665,536872114]],["^15",[680,"^U",690,536872114]],["^15",[680,"^U",868,536872114]],["^15",[680,"^H",690,536871463]],["^15",[680,"^;","~u68a60d89-9e45-45e5-9484-63c0f13713fb",536870918]],["^15",[681,"^M",true,536871425]],["^15",[681,"^Q","### Stand der ((68a70b62-bee8-4bdb-b93e-24acb7a4571d)); Digitale Souveränität\ncollapsed:: true",536871425]],["^15",[681,"^O","^1Y",536870918]],["^15",[681,"^F",694,536870918]],["^15",[681,"^X",665,536870918]],["^15",[681,"^V",1927,536871425]],["^15",[681,"^U",322,536872121]],["^15",[681,"^U",665,536872121]],["^15",[681,"^U",1912,536872121]],["^15",[681,"^?",["^ ","^2T",3],536871463]],["^15",[681,"^J",[],536871463]],["^15",[681,"^4",["^ "],536871463]],["^15",[681,"^H",1912,536871463]],["^15",[681,"^;","~u68a60d89-d1b8-4f5e-a04e-12a6fa8dca7f",536870918]],["^15",[682,"^Q","kein fester Begriff, viel mehr eine Politische frage -> Kontextbezogene Zielbestimmung",536870918]],["^15",[682,"^O","^1Y",536870918]],["^15",[682,"^F",681,536870918]],["^15",[682,"^X",665,536870918]],["^15",[682,"^V",681,536870918]],["^15",[682,"^U",322,536872121]],["^15",[682,"^U",665,536872121]],["^15",[682,"^U",1912,536872121]],["^15",[682,"^;","~u68a60d89-d97f-4caf-8806-c4ce651405ac",536870918]],["^15",[683,"^Q","",536870918]],["^15",[683,"^O","^1Y",536870918]],["^15",[683,"^F",686,536870918]],["^15",[683,"^X",665,536870918]],["^15",[683,"^V",686,536870918]],["^15",[683,"^U",665,536870918]],["^15",[683,"^;","~u68a60d89-a007-485a-99e8-cac287e1cede",536870918]],["^15",[684,"^Q","Zusammenarbeit auch über EU-Ebene weiterhin möglich bleiben",536870918]],["^15",[684,"^O","^1Y",536870918]],["^15",[684,"^F",676,536870918]],["^15",[684,"^X",665,536870918]],["^15",[684,"^V",676,536870918]],["^15",[684,"^U",322,536872121]],["^15",[684,"^U",665,536872121]],["^15",[684,"^U",1922,536872121]],["^15",[684,"^;","~u68a60d89-6df0-45bb-a87f-6502bcc82f54",536870918]],["^15",[685,"^Q","((68a4575a-bf37-4a28-b98c-3b9aba625614))",536870918]],["^15",[685,"^O","^1Y",536870918]],["^15",[685,"^F",680,536870918]],["^15",[685,"^X",665,536870918]],["^15",[685,"^V",674,536870918]],["^15",[685,"^U",665,536872114]],["^15",[685,"^U",707,536872114]],["^15",[685,"^U",868,536872114]],["^15",[685,"^H",707,536871463]],["^15",[685,"^;","~u68a60d89-a064-432e-b4f2-770b94dcdeb3",536870918]],["^15",[686,"^Q","**Summery**:\nbackground-color:: blue",536870918]],["^15",[686,"^O","^1Y",536870918]],["^15",[686,"^F",703,536870918]],["^15",[686,"^X",665,536870918]],["^15",[686,"^V",702,536870918]],["^15",[686,"^U",665,536870918]],["^15",[686,"^?",["^ ","^2Y","blue"],536871463]],["^15",[686,"^J",["^2Y"],536871463]],["^15",[686,"^4",["^ ","^2Y","blue"],536871463]],["^15",[686,"^;","~u68a60d89-d238-422c-a5f7-2c26daeafcaf",536870918]],["^15",[687,"^Q","{{query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/InfT/Digitale Souveränität/Bitkom]]) (namespace [[School/InfT/Digitale Souveränität/Bitkom]])))}}\nquery-table:: true",536872117]],["^15",[687,"^O","^1Y",536870918]],["^15",[687,"^F",703,536870918]],["^15",[687,"^S",710,536871463]],["^15",[687,"^X",665,536870918]],["^15",[687,"^V",703,536870918]],["^15",[687,"^U",665,536870918]],["^15",[687,"^?",["^ ","^2W",true],536872117]],["^15",[687,"^J",["^14",["^2W"]],536872117]],["^15",[687,"^4",["^ ","^2W",true],536872117]],["^15",[687,"^;","~u68a60d89-9191-4438-a9a5-3e72b239b599",536870918]],["^15",[688,"^Q","Geschäftsperspektive beschäftigt sich mit Fragen der Nutzung und Datenhoheit von personenbezogenen und nichtpersonenbezogenen Daten von Unternehmen",536870918]],["^15",[688,"^O","^1Y",536870918]],["^15",[688,"^F",706,536870918]],["^15",[688,"^X",665,536870918]],["^15",[688,"^V",701,536870918]],["^15",[688,"^U",322,536872121]],["^15",[688,"^U",665,536872121]],["^15",[688,"^U",666,536872121]],["^15",[688,"^U",1912,536872121]],["^15",[688,"^;","~u68a60d89-4d8a-4e6c-a601-da9ff924c826",536870918]],["^15",[689,"^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.",536872446]],["^15",[689,"^O","^1Y",536870918]],["^15",[689,"^F",673,536870918]],["^15",[689,"^X",665,536870918]],["^15",[689,"^V",673,536870918]],["^15",[689,"^U",665,536872114]],["^15",[689,"^U",679,536872114]],["^15",[689,"^U",868,536872114]],["^15",[689,"^?",["^ "],536872446]],["^15",[689,"^;","~u68a60d89-28d1-41e8-9614-fc0ca7a6ca7b",536870918]],["^15",[690,"^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",536870918]],["^15",[690,"^O","^1Y",536870918]],["^15",[690,"^F",1640,536870918]],["^15",[690,"^X",1639,536870918]],["^15",[690,"^V",1639,536870918]],["^15",[690,"^U",1639,536870918]],["^15",[690,"^?",["^ ","^19","annotation","^30",1,"^31","blue","^1<","68a4574d-6294-4360-ad41-10042d64b61a"],536870918]],["^15",[690,"^J",["^19","^30","^31","^1<"],536870918]],["^15",[690,"^4",["^ ","^19","annotation","^30","1","^31","blue","^1<","68a4574d-6294-4360-ad41-10042d64b61a"],536870918]],["^15",[690,"^;","~u68a4574d-6294-4360-ad41-10042d64b61a",536870918]],["^15",[691,"^Q","---",536870918]],["^15",[691,"^O","^1Y",536870918]],["^15",[691,"^F",702,536870918]],["^15",[691,"^X",665,536870918]],["^15",[691,"^V",665,536870918]],["^15",[691,"^U",665,536870918]],["^15",[691,"^;","~u68a60d89-7ae3-4796-b47f-af2cb5a79914",536870918]],["^15",[693,"^Q","Selbstbestimmtheid",536871425]],["^15",[693,"^O","^1Y",536870918]],["^15",[693,"^F",701,536870918]],["^15",[693,"^X",665,536870918]],["^15",[693,"^V",681,536870918]],["^15",[693,"^U",322,536872121]],["^15",[693,"^U",665,536872121]],["^15",[693,"^U",1912,536872121]],["^15",[693,"^;","~u68a60d89-593c-4890-93ce-89d65bd51cff",536870918]],["^15",[694,"^M",true,536871463]],["^15",[694,"^Q","### ((68a70b71-aed6-4143-9d79-5a1bd8b89057))\ncollapsed:: true",536871463]],["^15",[694,"^O","^1Y",536870918]],["^15",[694,"^F",698,536871425]],["^15",[694,"^X",665,536870918]],["^15",[694,"^V",1927,536871425]],["^15",[694,"^U",322,536872121]],["^15",[694,"^U",665,536872121]],["^15",[694,"^U",1922,536872121]],["^15",[694,"^?",["^ ","^2T",3],536871463]],["^15",[694,"^J",[],536871463]],["^15",[694,"^4",["^ "],536871463]],["^15",[694,"^H",1922,536871463]],["^15",[694,"^;","~u68a60d89-6d51-4442-b816-0119da9e9ce3",536870918]],["^15",[696,"^Q","politische Perspektive die sich mit Fragen von Zugrien und Zugrisrechten von Staaten und Sicherheitsbehörden",536870918]],["^15",[696,"^O","^1Y",536870918]],["^15",[696,"^F",688,536870918]],["^15",[696,"^X",665,536870918]],["^15",[696,"^V",701,536870918]],["^15",[696,"^U",322,536872121]],["^15",[696,"^U",665,536872121]],["^15",[696,"^U",666,536872121]],["^15",[696,"^U",1912,536872121]],["^15",[696,"^;","~u68a60d89-01ee-4998-98bf-dba9cc474914",536870918]],["^15",[697,"^Q","Digitalstrategie mit Digitaler suverenität als elemtaren Bestanteil in Europa entwickeln",536870918]],["^15",[697,"^O","^1Y",536870918]],["^15",[697,"^F",694,536870918]],["^15",[697,"^X",665,536870918]],["^15",[697,"^V",694,536870918]],["^15",[697,"^U",322,536872121]],["^15",[697,"^U",665,536872121]],["^15",[697,"^U",1922,536872121]],["^15",[697,"^;","~u68a60d89-3d40-4f01-955b-5980c48dbbc2",536870918]],["^15",[698,"^Q","![Digitale Souveränität - 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(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",536875502]],["^15",[766,"^17",1755712905149,536870918]],["^15",[766,"^18","~m1756198238000",536875503]],["^15",[766,"^Z","pages/School___Inf___WebDev___Session 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2\n\n",536870918]],["^15",[779,"^O","^1Y",536870918]],["^15",[779,"^2R",["^2S",[]],536875502]],["^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,536875502]],["^15",[779,"^?",["^ ","^21",2],536875502]],["^15",[779,"^J",["^21"],536875502]],["^15",[779,"^4",["^ ","^21","2"],536875502]],["^15",[779,"^H",429,536875502]],["^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","^1Y",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 = 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","^2Z","query","^2[",["(and (or [[LATER]] [[WAITING]]) (or (page [[School/Wir/Ethics]]) (namespace [[School/Wir/Ethics]]))) "]],536870918]],["^15",[866,"^W","macro",536870918]],["^15",[866,"^T","query (and (or [[LATER]] [[WAITING]]) (or (page [[School/Wir/Ethics]]) (namespace [[School/Wir/Ethics]]))) ",536870918]],["^15",[867,"^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/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. 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. )",536871469]],["^15",[867,"^17",1755712905198,536870918]],["^15",[867,"^18","~m1755850558000",536871470]],["^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,"^;","~u68d01e65-af6e-46cc-a69a-f05bc3d02ce7",536884569]],["^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,"^;","~u68ac5400-978e-4df2-9dd8-ca9daf93cefc",536871469]],["^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,"^;","~u68ac5400-ed89-4a60-860e-5ada766c8f87",536871469]],["^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,"^;","~u68ac5400-6c99-4854-8c58-5f9d118d6c67",536871469]],["^15",[872,"^K",1755712905195,536870918]],["^15",[872,"^[",867,536870918]],["^15",[872,"^@",false,536870918]],["^15",[872,"^Y","school/wir/ethics/der kapitalismus - adam smith und der freie markt ⎮ doku",536870918]],["^15",[872,"^A",850,536870918]],["^15",[872,"^11","School/Wir/Ethics/Der Kapitalismus - Adam Smith und der freie Markt ⎮ Doku",536870918]],["^15",[872,"^?",["^ ","^21",2],536870918]],["^15",[872,"^4",["^ ","^21","2"],536870918]],["^15",[872,"^B",1755712905195,536870918]],["^15",[872,"^;","~u68ac5400-2f2e-44a7-ae5c-5429a42491c8",536871469]],["^15",[873,"^K",1755712905197,536870918]],["^15",[873,"^@",false,536870918]],["^15",[873,"^Y","majona-stamm",536870918]],["^15",[873,"^11","Majona-Stamm",536870918]],["^15",[873,"^B",1755712905197,536870918]],["^15",[873,"^;","~u68ac5400-c84a-45fc-bdcc-f0f8e8ec1ed6",536871469]],["^15",[874,"^K",1755712905197,536870918]],["^15",[874,"^@",false,536870918]],["^15",[874,"^Y","physiokraten",536870918]],["^15",[874,"^11","Physiokraten",536870918]],["^15",[874,"^B",1755712905197,536870918]],["^15",[874,"^;","~u68ac5400-5371-4b76-b7f2-ad7bc7076013",536871469]],["^15",[875,"^K",1755712905196,536870918]],["^15",[875,"^@",false,536870918]],["^15",[875,"^Y","adam smith",536870918]],["^15",[875,"^11","Adam Smith",536870918]],["^15",[875,"^B",1755712905196,536870918]],["^15",[875,"^;","~u68ac5400-fca7-47a4-9e62-fea2e6ffae25",536871469]],["^15",[876,"^K",1755712905196,536870918]],["^15",[876,"^@",false,536870918]],["^15",[876,"^Y","conquistadoren",536870918]],["^15",[876,"^11","Conquistadoren",536870918]],["^15",[876,"^B",1755712905196,536870918]],["^15",[876,"^;","~u68ac5400-db34-45ca-8a2d-28943a7c5ce0",536871469]],["^15",[877,"^K",1755712905197,536870918]],["^15",[877,"^@",false,536870918]],["^15",[877,"^Y","reziprozität",536870918]],["^15",[877,"^11","Reziprozität",536870918]],["^15",[877,"^B",1755712905197,536870918]],["^15",[877,"^;","~u68ac5400-a97b-41d8-b3a1-6c986b857cd2",536871469]],["^15",[878,"^K",1755712905197,536870918]],["^15",[878,"^@",false,536870918]],["^15",[878,"^Y","systema naturae",536870918]],["^15",[878,"^11","Systema Naturae",536870918]],["^15",[878,"^B",1755712905197,536870918]],["^15",[878,"^;","~u68ac5400-c8a8-4e9c-96a8-f2d2df34cf91",536871469]],["^15",[879,"^Q","Adam Smith sah es als verpflichtung des Mittelstandes fuer wirtschaftlichen Aufschwung zu sorgen",536870918]],["^15",[879,"^O","^1Y",536870918]],["^15",[879,"^F",934,536870918]],["^15",[879,"^X",872,536870918]],["^15",[879,"^V",934,536871469]],["^15",[879,"^U",322,536870918]],["^15",[879,"^U",872,536870918]],["^15",[879,"^;","~u68a60d89-5ff0-4887-bb71-59c64e6c4050",536870918]],["^15",[880,"^Q","((68a2f794-5a23-4dc7-88b1-527f1ff24cd8))",536870918]],["^15",[880,"^O","^1Y",536870918]],["^15",[880,"^F",922,536870918]],["^15",[880,"^X",872,536870918]],["^15",[880,"^V",894,536870918]],["^15",[880,"^U",868,536870918]],["^15",[880,"^U",872,536870918]],["^15",[880,"^H",944,536871469]],["^15",[880,"^;","~u68a60d89-19b5-4fa0-868c-230f2ca21e08",536870918]],["^15",[881,"^Q","Europäische Konquistador wie Unternehmer, startet mit nichts, durch Investitionen die zurückzuzahlen werden müssen und muss sich Profit aufbauen",536870918]],["^15",[881,"^O","^1Y",536870918]],["^15",[881,"^F",926,536870918]],["^15",[881,"^X",872,536870918]],["^15",[881,"^V",926,536870918]],["^15",[881,"^U",322,536870918]],["^15",[881,"^U",872,536870918]],["^15",[881,"^;","~u68a60d89-262a-460a-8901-11bcbd05f6a0",536870918]],["^15",[882,"^Q","Ursprung des Kapitalismus nicht Industrielle Revolution, sondern bereits 2 Jahrhunderte vor Adam Smiths Werk, der Kolonialismus",536870918]],["^15",[882,"^O","^1Y",536870918]],["^15",[882,"^F",883,536870918]],["^15",[882,"^X",872,536870918]],["^15",[882,"^V",952,536870918]],["^15",[882,"^U",322,536870918]],["^15",[882,"^U",872,536870918]],["^15",[882,"^;","~u68a60d89-19f2-4f49-a533-ec6035ca216d",536870918]],["^15",[883,"^Q","Ignorierte Sklaverei, Smiths blinder fleck",536870918]],["^15",[883,"^O","^1Y",536870918]],["^15",[883,"^F",952,536870918]],["^15",[883,"^X",872,536870918]],["^15",[883,"^V",952,536870918]],["^15",[883,"^U",322,536870918]],["^15",[883,"^U",872,536870918]],["^15",[883,"^;","~u68a60d89-37dc-4e86-8832-92748e06ad9d",536870918]],["^15",[884,"^Q","Schnelles Aneignen von Wissen ueber neune Kontinent, um aus diesem Profit schlagen zu koennen",536870918]],["^15",[884,"^O","^1Y",536870918]],["^15",[884,"^F",936,536870918]],["^15",[884,"^X",872,536870918]],["^15",[884,"^V",889,536870918]],["^15",[884,"^U",322,536870918]],["^15",[884,"^U",872,536870918]],["^15",[884,"^;","~u68a60d89-19db-454f-9cc2-63a5230b30e7",536870918]],["^15",[885,"^Q","Spanische Eroberer in Amerika - [[Conquistadoren]]",536870918]],["^15",[885,"^O","^1Y",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",876,536871469]],["^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","^1Y",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","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.",536871469]],["^15",[887,"^O","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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",869,536871469]],["^15",[891,"^;","~u68a60d89-fd88-4934-a18c-cb8884f3b859",536870918]],["^15",[892,"^Q","index:: 2\n\n",536870918]],["^15",[892,"^O","^1Y",536870918]],["^15",[892,"^2R",["^2S",[]],536871469]],["^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,536871469]],["^15",[892,"^?",["^ ","^21",2],536871469]],["^15",[892,"^J",["^21"],536871469]],["^15",[892,"^4",["^ ","^21","2"],536871469]],["^15",[892,"^H",429,536871469]],["^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","^1Y",536870918]],["^15",[893,"^F",944,536870918]],["^15",[893,"^X",1606,536870918]],["^15",[893,"^V",1606,536870918]],["^15",[893,"^U",1606,536870918]],["^15",[893,"^?",["^ ","^19","annotation","^30",2,"^31","blue","^1<","68a2f7ab-7cdd-4ef4-9a9f-1622319bb198"],536870918]],["^15",[893,"^J",["^19","^30","^31","^1<"],536870918]],["^15",[893,"^4",["^ ","^19","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","^1Y",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,"^?",["^ ","^2T",2],536871469]],["^15",[894,"^J",[],536871469]],["^15",[894,"^H",868,536871469]],["^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","^1Y",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","^1Y",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","^1Y",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",875,536871469]],["^15",[897,"^;","~u68a60d89-3dc6-43eb-8517-e08a69f54d92",536870918]],["^15",[898,"^Q","Einhegungen in England, 16. Jahrhundert - [[Enclosures]]",536870918]],["^15",[898,"^O","^1Y",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",871,536871469]],["^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","^1Y",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","^1Y",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","^1Y",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",""],536871469]],["^15",[901,"^J",["^32"],536871469]],["^15",[901,"^4",["^ ","^32",""],536871469]],["^15",[901,"^H",430,536871469]],["^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","^1Y",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","^1Y",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","^1Y",536870918]],["^15",[904,"^F",918,536870918]],["^15",[904,"^S",962,536871469]],["^15",[904,"^X",872,536870918]],["^15",[904,"^V",918,536870918]],["^15",[904,"^U",872,536870918]],["^15",[904,"^?",["^ ","^2V","block","^2W",true,"^2X",true],536871469]],["^15",[904,"^J",["^2V","^2W","^2X"],536871469]],["^15",[904,"^4",["^ ","^2V","block","^2W","true","^2X","true"],536871469]],["^15",[904,"^;","~u68a60d89-0cc9-4415-a717-9584cdefbc3e",536870918]],["^15",[905,"^Q","((68a2f7c4-602d-4080-a4e4-6530fe5530b2))",536870918]],["^15",[905,"^O","^1Y",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",920,536871469]],["^15",[905,"^;","~u68a60d89-bb65-41d9-bebc-be3fdeaf9535",536870918]],["^15",[906,"^Q","Französische Ökonomen, naturorientiert -  [[Physiokraten]]",536870918]],["^15",[906,"^O","^1Y",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",874,536871469]],["^15",[906,"^;","~u68a60d89-7cf4-4e50-b727-6bac6dbcff29",536870918]],["^15",[907,"^Q","Indigene Gruppe im Amazonas - [[Majona-Stamm]]",536870918]],["^15",[907,"^O","^1Y",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",873,536871469]],["^15",[907,"^;","~u68a60d89-ff1d-4c8c-a0b7-a2e39c06dc63",536870918]],["^15",[908,"^Q","Erweckt Interesse der Europäer, Adam Smith beeindruckt",536870918]],["^15",[908,"^O","^1Y",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","^1Y",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","^1Y",536870918]],["^15",[910,"^F",920,536870918]],["^15",[910,"^X",1606,536870918]],["^15",[910,"^V",1606,536870918]],["^15",[910,"^U",1606,536870918]],["^15",[910,"^?",["^ ","^19","annotation","^30",3,"^31","blue","^1<","68a2f7d4-6e6f-42f0-afbb-fdffd27fc165"],536870918]],["^15",[910,"^J",["^19","^30","^31","^1<"],536870918]],["^15",[910,"^4",["^ ","^19","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","^1Y",536870918]],["^15",[911,"^F",892,536870918]],["^15",[911,"^X",872,536870918]],["^15",[911,"^V",872,536870918]],["^15",[911,"^U",872,536870918]],["^15",[911,"^?",["^ ","^33",""],536871469]],["^15",[911,"^J",["^33"],536871469]],["^15",[911,"^4",["^ ","^33",""],536871469]],["^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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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",870,536871469]],["^15",[917,"^;","~u68a60d89-9233-45c3-a61b-880c19da3cba",536870918]],["^15",[918,"^Q","**Notes:**\nbackground-color:: red",536870918]],["^15",[918,"^O","^1Y",536870918]],["^15",[918,"^F",935,536870918]],["^15",[918,"^X",872,536870918]],["^15",[918,"^V",935,536870918]],["^15",[918,"^U",872,536870918]],["^15",[918,"^?",["^ ","^2Y","red"],536871469]],["^15",[918,"^J",["^2Y"],536871469]],["^15",[918,"^4",["^ ","^2Y","red"],536871469]],["^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","^1Y",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","^1Y",536870918]],["^15",[920,"^F",893,536870918]],["^15",[920,"^X",1606,536870918]],["^15",[920,"^V",1606,536870918]],["^15",[920,"^U",1606,536870918]],["^15",[920,"^?",["^ ","^19","annotation","^30",2,"^31","blue","^1<","68a2f7c4-602d-4080-a4e4-6530fe5530b2"],536870918]],["^15",[920,"^J",["^19","^30","^31","^1<"],536870918]],["^15",[920,"^4",["^ ","^19","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","^1Y",536870918]],["^15",[921,"^F",934,536871469]],["^15",[921,"^X",872,536870918]],["^15",[921,"^V",947,536870918]],["^15",[921,"^U",322,536870918]],["^15",[921,"^U",872,536870918]],["^15",[921,"^?",["^ ","^2T",4],536871469]],["^15",[921,"^J",[],536871469]],["^15",[921,"^;","~u68a60d89-6f29-4a3a-9dee-de408195708e",536870918]],["^15",[922,"^Q","Begriffe:",536870918]],["^15",[922,"^O","^1Y",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\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",536871469]],["^15",[923,"^O","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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",878,536871469]],["^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","^1Y",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","^1Y",536870918]],["^15",[931,"^F",933,536870918]],["^15",[931,"^X",872,536870918]],["^15",[931,"^V",934,536871469]],["^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","^1Y",536870918]],["^15",[932,"^F",941,536870918]],["^15",[932,"^S",963,536871469]],["^15",[932,"^X",872,536870918]],["^15",[932,"^V",941,536870918]],["^15",[932,"^U",872,536870918]],["^15",[932,"^?",["^ ","^2W",true],536871469]],["^15",[932,"^J",["^2W"],536871469]],["^15",[932,"^4",["^ ","^2W","true"],536871469]],["^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","^1Y",536870918]],["^15",[933,"^F",2105,536871469]],["^15",[933,"^X",872,536870918]],["^15",[933,"^V",934,536871469]],["^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","^1Y",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,"^?",["^ ","^2T",4],536871469]],["^15",[934,"^J",[],536871469]],["^15",[934,"^;","~u68a60d89-adff-41b5-a447-160fc37668e4",536870918]],["^15",[935,"^Q","## Meta",536870918]],["^15",[935,"^O","^1Y",536870918]],["^15",[935,"^F",901,536870918]],["^15",[935,"^X",872,536870918]],["^15",[935,"^V",872,536870918]],["^15",[935,"^U",872,536870918]],["^15",[935,"^?",["^ ","^2T",2],536871469]],["^15",[935,"^J",[],536871469]],["^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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",536870918]],["^15",[941,"^F",918,536870918]],["^15",[941,"^X",872,536870918]],["^15",[941,"^V",935,536870918]],["^15",[941,"^U",872,536870918]],["^15",[941,"^?",["^ ","^2Y","green"],536871469]],["^15",[941,"^J",["^2Y"],536871469]],["^15",[941,"^4",["^ ","^2Y","green"],536871469]],["^15",[941,"^;","~u68a60d89-b1ae-4259-8be5-55d8bf318080",536870918]],["^15",[942,"^Q","Transatlantisch Sklaverei wurde zentraler Bestandteil der Privatwirtschaft",536870918]],["^15",[942,"^O","^1Y",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","^1Y",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","^1Y",536870918]],["^15",[944,"^F",1607,536870918]],["^15",[944,"^X",1606,536870918]],["^15",[944,"^V",1606,536870918]],["^15",[944,"^U",1606,536870918]],["^15",[944,"^?",["^ ","^19","annotation","^30",1,"^31","blue","^1<","68a2f794-5a23-4dc7-88b1-527f1ff24cd8"],536870918]],["^15",[944,"^J",["^19","^30","^31","^1<"],536870918]],["^15",[944,"^4",["^ ","^19","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","^1Y",536870918]],["^15",[945,"^F",941,536870918]],["^15",[945,"^X",872,536870918]],["^15",[945,"^V",935,536870918]],["^15",[945,"^U",872,536870918]],["^15",[945,"^?",["^ ","^2Y","blue"],536871469]],["^15",[945,"^J",["^2Y"],536871469]],["^15",[945,"^4",["^ ","^2Y","blue"],536871469]],["^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","^1Y",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","^1Y",536870918]],["^15",[947,"^F",953,536870918]],["^15",[947,"^S",964,536871469]],["^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","^1Y",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","^1Y",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","^1Y",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",910,536871469]],["^15",[950,"^;","~u68a60d89-bbdd-471a-8d7a-48e52ab9a907",536870918]],["^15",[951,"^Q","Amerika bat Möglichkeit hohen Gewinn uber anfangsinvestition zu Erwirtschaften",536870918]],["^15",[951,"^O","^1Y",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","^1Y",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,"^?",["^ ","^2T",4],536871469]],["^15",[952,"^J",[],536871469]],["^15",[952,"^;","~u68a60d89-5808-4454-be15-bd01109a6357",536870918]],["^15",[953,"^M",true,536870918]],["^15",[953,"^Q","## #Note Video:",536871469]],["^15",[953,"^O","^1Y",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,"^?",["^ ","^2T",2],536871469]],["^15",[953,"^J",[],536871469]],["^15",[953,"^H",322,536871469]],["^15",[953,"^;","~u68a60d89-7457-4194-87e1-0395ab674229",536870918]],["^15",[954,"^Q","---",536870918]],["^15",[954,"^O","^1Y",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","^1Y",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,"^?",["^ ","^2T",4],536871469]],["^15",[955,"^J",[],536871469]],["^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","^1Y",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",877,536871469]],["^15",[956,"^;","~u68a60d89-b236-4875-acbf-b7dab4609bee",536870918]],["^15",[957,"^Q","#Reziprozität: system gemeinsamen gebens und Nehmens",536870918]],["^15",[957,"^O","^1Y",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",877,536871469]],["^15",[957,"^;","~u68a60d89-4ac8-456e-8afc-f54795cb72be",536870918]],["^15",[958,"^Q","((68a2f7ab-7cdd-4ef4-9a9f-1622319bb198))",536870918]],["^15",[958,"^O","^1Y",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",893,536871469]],["^15",[958,"^;","~u68a60d89-175c-4b10-9a0a-caa7626d58a2",536870918]],["^15",[959,"^Q","Europa - Waren > Goldkueste - Sklaven > Amerika - Waren > Europa",536870918]],["^15",[959,"^O","^1Y",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","^1Y",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","^1Y",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,"^?",["^ ","^2Z","query","^2[",["(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,"^?",["^ ","^2Z","query","^2[",["(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,"^?",["^ ","^2Z","video","^2[",["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,"^?",["^ ","^21",1002],536870918]],["^15",[966,"^4",["^ ","^21","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","^1Y",536870918]],["^15",[967,"^F",973,536870918]],["^15",[967,"^X",966,536870918]],["^15",[967,"^V",966,536870918]],["^15",[967,"^U",966,536870918]],["^15",[967,"^?",["^ ","^2T",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","^1Y",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","^1Y",536870918]],["^15",[969,"^F",983,536870918]],["^15",[969,"^X",966,536870918]],["^15",[969,"^V",983,536870918]],["^15",[969,"^U",966,536870918]],["^15",[969,"^?",["^ ","^2Y","red"],536870918]],["^15",[969,"^J",["^2Y"],536870918]],["^15",[969,"^4",["^ ","^2Y","red"],536870918]],["^15",[969,"^;","~u68a60d89-862f-41d7-9959-760034661a55",536870918]],["^15",[970,"^Q","**Makroebene**: ==Gesellschaftsweite== ethische Prinzipien.",536870918]],["^15",[970,"^O","^1Y",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","^1Y",536870918]],["^15",[971,"^F",976,536870918]],["^15",[971,"^X",966,536870918]],["^15",[971,"^V",966,536870918]],["^15",[971,"^U",966,536870918]],["^15",[971,"^?",["^ ","^2T",3],536870918]],["^15",[971,"^J",[],536870918]],["^15",[971,"^;","~u68a60d89-aafd-4022-91bf-0ce105f42676",536870918]],["^15",[972,"^Q","",536870918]],["^15",[972,"^O","^1Y",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","^1Y",536870918]],["^15",[973,"^F",978,536870918]],["^15",[973,"^X",966,536870918]],["^15",[973,"^V",966,536870918]],["^15",[973,"^U",966,536870918]],["^15",[973,"^?",["^ ","^2T",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","^1Y",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","^1Y",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","^1Y",536870918]],["^15",[976,"^F",967,536870918]],["^15",[976,"^X",966,536870918]],["^15",[976,"^V",966,536870918]],["^15",[976,"^U",966,536870918]],["^15",[976,"^?",["^ ","^2T",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","^1Y",536870918]],["^15",[977,"^F",999,536870918]],["^15",[977,"^X",966,536870918]],["^15",[977,"^V",983,536870918]],["^15",[977,"^U",966,536870918]],["^15",[977,"^?",["^ ","^2Y","blue"],536870918]],["^15",[977,"^J",["^2Y"],536870918]],["^15",[977,"^4",["^ ","^2Y","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","^1Y",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","^2T",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","^1Y",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","^1Y",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,"^?",["^ ","^2V","block","^2W",true,"^2X",true],536870918]],["^15",[980,"^J",["^2V","^2W","^2X"],536870918]],["^15",[980,"^4",["^ ","^2V","block","^2W","true","^2X","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","^1Y",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","^1Y",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","^1Y",536870918]],["^15",[983,"^F",990,536870918]],["^15",[983,"^X",966,536870918]],["^15",[983,"^V",966,536870918]],["^15",[983,"^U",966,536870918]],["^15",[983,"^?",["^ ","^2T",2],536870918]],["^15",[983,"^J",[],536870918]],["^15",[983,"^;","~u68a60d89-4a64-46c4-a305-09c05b643d43",536870918]],["^15",[984,"^Q","---",536870918]],["^15",[984,"^O","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",536870918]],["^15",[989,"^F",971,536870918]],["^15",[989,"^X",966,536870918]],["^15",[989,"^V",966,536870918]],["^15",[989,"^U",966,536870918]],["^15",[989,"^?",["^ ","^2T",3],536870918]],["^15",[989,"^J",[],536870918]],["^15",[989,"^;","~u68a60d89-b7a2-4e20-a851-ead2cbe96982",536870918]],["^15",[990,"^Q","references::",536870918]],["^15",[990,"^O","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",536870918]],["^15",[999,"^F",969,536870918]],["^15",[999,"^X",966,536870918]],["^15",[999,"^V",983,536870918]],["^15",[999,"^U",966,536870918]],["^15",[999,"^?",["^ ","^2Y","green"],536870918]],["^15",[999,"^J",["^2Y"],536870918]],["^15",[999,"^4",["^ ","^2Y","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","^1Y",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","^1Y",536870918]],["^15",[1001,"^F",972,536870918]],["^15",[1001,"^X",966,536870918]],["^15",[1001,"^V",966,536870918]],["^15",[1001,"^U",966,536870918]],["^15",[1001,"^?",["^ ","^2T",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",536870918]],["^15",[1007,"^2R",["^2S",[]],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,"^?",["^ ","^21",1002],536870918]],["^15",[1007,"^J",["^21"],536870918]],["^15",[1007,"^4",["^ ","^21","1002"],536870918]],["^15",[1007,"^H",429,536870918]],["^15",[1007,"^;","~u68a60d89-d1b4-47bd-8bbf-f51a3cffdc32",536870918]],["^15",[1008,"^?",["^ ","^2Z","query","^2[",["(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,"^?",["^ ","^2Z","query","^2[",["(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,"^?",["^ ","^21",1001],536870918]],["^15",[1011,"^4",["^ ","^21","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","^1Y",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","^1Y",536870918]],["^15",[1013,"^F",1039,536870918]],["^15",[1013,"^X",1011,536870918]],["^15",[1013,"^V",1028,536870918]],["^15",[1013,"^U",1011,536870918]],["^15",[1013,"^?",["^ ","^2Y","green"],536870918]],["^15",[1013,"^J",["^2Y"],536870918]],["^15",[1013,"^4",["^ ","^2Y","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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",536870918]],["^15",[1018,"^F",1080,536870918]],["^15",[1018,"^X",1011,536870918]],["^15",[1018,"^V",1080,536870918]],["^15",[1018,"^U",1011,536870918]],["^15",[1018,"^?",["^ ","^2T",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","^1Y",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","^1Y",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","^1Y",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","^1Y",536870918]],["^15",[1022,"^F",1032,536870918]],["^15",[1022,"^X",1011,536870918]],["^15",[1022,"^V",1011,536870918]],["^15",[1022,"^U",1011,536870918]],["^15",[1022,"^?",["^ ","^2T",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","^1Y",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","^1Y",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,"^?",["^ ","^2T",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","^1Y",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","^1Y",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","^1Y",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","^1Y",536870918]],["^15",[1028,"^F",1073,536870918]],["^15",[1028,"^X",1011,536870918]],["^15",[1028,"^V",1011,536870918]],["^15",[1028,"^U",1011,536870918]],["^15",[1028,"^?",["^ ","^2T",2],536870918]],["^15",[1028,"^J",[],536870918]],["^15",[1028,"^;","~u68a60d89-572c-4f3b-ade2-70ca77385f34",536870918]],["^15",[1029,"^Q","",536870918]],["^15",[1029,"^O","^1Y",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","^1Y",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","^1Y",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","^1Y",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,"^?",["^ ","^2T",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","^1Y",536870918]],["^15",[1033,"^F",1027,536870918]],["^15",[1033,"^X",1011,536870918]],["^15",[1033,"^V",1051,536870918]],["^15",[1033,"^U",1011,536870918]],["^15",[1033,"^?",["^ ","^2T",2],536870918]],["^15",[1033,"^J",[],536870918]],["^15",[1033,"^;","~u68a60d89-63a7-4ab3-ad95-89a8b8624be5",536870918]],["^15",[1034,"^Q","### Wirtschaftlicher Kontext",536870918]],["^15",[1034,"^O","^1Y",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,"^?",["^ ","^2T",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","^1Y",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","^1Y",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","^1Y",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","^2T",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","^1Y",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","^1Y",536870918]],["^15",[1039,"^F",1028,536870918]],["^15",[1039,"^X",1011,536870918]],["^15",[1039,"^V",1028,536870918]],["^15",[1039,"^U",1011,536870918]],["^15",[1039,"^?",["^ ","^2Y","red"],536870918]],["^15",[1039,"^J",["^2Y"],536870918]],["^15",[1039,"^4",["^ ","^2Y","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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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,"^?",["^ ","^2T",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",536870918]],["^15",[1051,"^F",1035,536870918]],["^15",[1051,"^X",1011,536870918]],["^15",[1051,"^V",1080,536870918]],["^15",[1051,"^U",1011,536870918]],["^15",[1051,"^?",["^ ","^2T",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","^1Y",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","^1Y",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","^1Y",536870918]],["^15",[1054,"^F",1013,536870918]],["^15",[1054,"^X",1011,536870918]],["^15",[1054,"^V",1028,536870918]],["^15",[1054,"^U",1011,536870918]],["^15",[1054,"^?",["^ ","^2Y","blue"],536870918]],["^15",[1054,"^J",["^2Y"],536870918]],["^15",[1054,"^4",["^ ","^2Y","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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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,"^?",["^ ","^2V","block","^2W",true,"^2X",true],536870918]],["^15",[1062,"^J",["^2V","^2W","^2X"],536870918]],["^15",[1062,"^4",["^ ","^2V","block","^2W","true","^2X","true"],536870918]],["^15",[1062,"^;","~u68a60d89-401d-478b-b100-87c95646bbe1",536870918]],["^15",[1063,"^Q","",536870918]],["^15",[1063,"^O","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",536870918]],["^15",[1067,"^F",1014,536870918]],["^15",[1067,"^X",1011,536870918]],["^15",[1067,"^V",1080,536870918]],["^15",[1067,"^U",1011,536870918]],["^15",[1067,"^?",["^ ","^2T",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","^1Y",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","^1Y",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","^1Y",536870918]],["^15",[1070,"^F",1018,536870918]],["^15",[1070,"^X",1011,536870918]],["^15",[1070,"^V",1080,536870918]],["^15",[1070,"^U",1011,536870918]],["^15",[1070,"^?",["^ ","^2T",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",536870918]],["^15",[1076,"^2R",["^2S",[]],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,"^?",["^ ","^21",1001],536870918]],["^15",[1076,"^J",["^21"],536870918]],["^15",[1076,"^4",["^ ","^21","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","^1Y",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","^1Y",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,"^?",["^ ","^2T",2],536870918]],["^15",[1078,"^J",[],536870918]],["^15",[1078,"^;","~u68a60d89-972a-4c1d-9095-803b566ec5dc",536870918]],["^15",[1079,"^Q","### Kundenreaktion #Slide",536870918]],["^15",[1079,"^O","^1Y",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,"^?",["^ ","^2T",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","^1Y",536870918]],["^15",[1080,"^F",1022,536870918]],["^15",[1080,"^X",1011,536870918]],["^15",[1080,"^V",1011,536870918]],["^15",[1080,"^U",1011,536870918]],["^15",[1080,"^?",["^ ","^2T",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","^1Y",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","^1Y",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","^1Y",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,"^?",["^ ","^2Z","query","^2[",["(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,"^?",["^ ","^21",1],536870918]],["^15",[1088,"^4",["^ ","^21","1"],536870918]],["^15",[1088,"^B",1755712905242,536870918]],["^15",[1088,"^;","~u68a60d89-e77e-4c51-aea8-bdbde7c7cc80",536870918]],["^15",[1089,"^Q","## Meta",536870918]],["^15",[1089,"^O","^1Y",536870918]],["^15",[1089,"^F",1128,536870918]],["^15",[1089,"^X",1088,536870918]],["^15",[1089,"^V",1088,536870918]],["^15",[1089,"^U",1088,536870918]],["^15",[1089,"^?",["^ ","^2T",2],536870918]],["^15",[1089,"^J",[],536870918]],["^15",[1089,"^;","~u68a60d89-74dd-4a0c-ae65-0e66136e3fda",536870918]],["^15",[1090,"^Q","Klassenkampf",536870918]],["^15",[1090,"^O","^1Y",536870918]],["^15",[1090,"^F",1124,536870918]],["^15",[1090,"^X",1088,536870918]],["^15",[1090,"^V",1110,536870918]],["^15",[1090,"^U",322,536870918]],["^15",[1090,"^U",1088,536870918]],["^15",[1090,"^;","~u68a60d89-d81d-4bbf-8fdf-3ca978c53128",536870918]],["^15",[1091,"^Q","Krieg",536870918]],["^15",[1091,"^O","^1Y",536870918]],["^15",[1091,"^F",1092,536870918]],["^15",[1091,"^X",1088,536870918]],["^15",[1091,"^V",1110,536870918]],["^15",[1091,"^U",322,536870918]],["^15",[1091,"^U",1088,536870918]],["^15",[1091,"^;","~u68a60d89-9d56-4437-a3c8-ab790a916d42",536870918]],["^15",[1092,"^Q","Klimawandel",536870918]],["^15",[1092,"^O","^1Y",536870918]],["^15",[1092,"^F",1101,536870918]],["^15",[1092,"^X",1088,536870918]],["^15",[1092,"^V",1110,536870918]],["^15",[1092,"^U",322,536870918]],["^15",[1092,"^U",1088,536870918]],["^15",[1092,"^;","~u68a60d89-de87-49f6-b757-634e499a42b2",536870918]],["^15",[1093,"^Q","**Notes:**\nbackground-color:: 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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","^1Y",536870918]],["^15",[1132,"^@",false,536870918]],["^15",[1132,"^Y","server",536870918]],["^15",[1132,"^11","Server",536870918]],["^15",[1132,"^B",1755712905355,536870918]],["^15",[1132,"^;","~u68e3be90-26b4-418a-bd31-39ac1c51a4ac",536887664]],["^15",[1133,"^Q","**Makers:**\nbackground-color:: yellow",536870918]],["^15",[1133,"^O","^1Y",536870918]],["^15",[1133,"^F",1142,536870918]],["^15",[1133,"^X",1132,536870918]],["^15",[1133,"^V",1138,536870918]],["^15",[1133,"^U",1132,536870918]],["^15",[1133,"^?",["^ ","^2Y","yellow"],536870918]],["^15",[1133,"^J",["^2Y"],536870918]],["^15",[1133,"^4",["^ ","^2Y","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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[[Server]])\n}\n#+END_QUERY",536870918]],["^15",[1145,"^O","^1Y",536870918]],["^15",[1145,"^F",1143,536870918]],["^15",[1145,"^X",1132,536870918]],["^15",[1145,"^V",1143,536870918]],["^15",[1145,"^U",1132,536870918]],["^15",[1145,"^?",["^ ","^2V","page","^2X",false],536870918]],["^15",[1145,"^J",["^2V","^2X"],536870918]],["^15",[1145,"^4",["^ ","^2V","page","^2X","false"],536870918]],["^15",[1145,"^;","~u68a60d89-7450-4c8c-a43e-2aed8a10bb76",536870918]],["^15",[1146,"^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 [[AutoDiscDecrypt]]) (namespace [[AutoDiscDecrypt]])))}}\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 [[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/<config server config name>?trigger_key=<access 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/<consent_id>` -> 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 `<n>` 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-",536881638]],["^15",[1146,"^17",1755712905260,536870918]],["^15",[1146,"^18","~m1757618935521",536881639]],["^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,"^;","~u68c5c8cd-c89a-41ab-9b1d-203ee209f568",536881638]],["^15",[1148,"^Q","## Meta",536870918]],["^15",[1148,"^O","^1Y",536870918]],["^15",[1148,"^F",1147,536870918]],["^15",[1148,"^X",1147,536870918]],["^15",[1148,"^V",1147,536870918]],["^15",[1148,"^U",1147,536870918]],["^15",[1148,"^?",["^ ","^2T",2],536881638]],["^15",[1148,"^J",[],536881638]],["^15",[1148,"^;","~u68a60d89-e9f9-4b40-abbc-5d13b4a941aa",536870918]],["^15",[1149,"^Q","deployed in OVM or TrueNAS",536870918]],["^15",[1149,"^O","^1Y",536870918]],["^15",[1149,"^F",1160,536870918]],["^15",[1149,"^X",1147,536870918]],["^15",[1149,"^V",1160,536870918]],["^15",[1149,"^U",322,536870918]],["^15",[1149,"^U",1147,536870918]],["^15",[1149,"^;","~u68a60d89-aa54-4500-9dbe-f9fc062995c2",536870918]],["^15",[1150,"^Q","On failiure",536870918]],["^15",[1150,"^O","^1Y",536870918]],["^15",[1150,"^F",1194,536870918]],["^15",[1150,"^X",1147,536870918]],["^15",[1150,"^V",1191,536870918]],["^15",[1150,"^U",322,536870918]],["^15",[1150,"^U",1147,536870918]],["^15",[1150,"^;","~u68a60d89-6cb5-47cb-8c02-460869d429a4",536870918]],["^15",[1151,"^Q","Additional 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[[AutoDiscDecrypt]]) (namespace [[AutoDiscDecrypt]])))}}\nquery-sort-by:: block\nquery-table:: true\nquery-sort-desc:: false",536870918]],["^15",[1154,"^O","^1Y",536870918]],["^15",[1154,"^F",1169,536870918]],["^15",[1154,"^S",1195,536881638]],["^15",[1154,"^X",1147,536870918]],["^15",[1154,"^V",1169,536870918]],["^15",[1154,"^U",1147,536870918]],["^15",[1154,"^?",["^ ","^2V","block","^2W",true,"^2X",false],536881638]],["^15",[1154,"^J",["^2V","^2W","^2X"],536881638]],["^15",[1154,"^4",["^ ","^2V","block","^2W","true","^2X","false"],536881638]],["^15",[1154,"^;","~u68a60d89-96e4-4307-a234-443585c719f1",536870918]],["^15",[1155,"^Q","request must be answered wit decryption request token",536870918]],["^15",[1155,"^O","^1Y",536870918]],["^15",[1155,"^F",1186,536870918]],["^15",[1155,"^X",1147,536870918]],["^15",[1155,"^V",1176,536870918]],["^15",[1155,"^U",322,536870918]],["^15",[1155,"^U",1147,536870918]],["^15",[1155,"^;","~u68a60d89-6f46-49fb-b3bb-b85d0fe09944",536870918]],["^15",[1156,"^Q","Retry encryption of own shares every `<n>` minute",536870918]],["^15",[1156,"^O","^1Y",536870918]],["^15",[1156,"^F",1152,536870918]],["^15",[1156,"^X",1147,536870918]],["^15",[1156,"^V",1152,536870918]],["^15",[1156,"^U",322,536870918]],["^15",[1156,"^U",1147,536870918]],["^15",[1156,"^;","~u68a60d89-5afd-480d-8974-3bd1a7d5de8c",536870918]],["^15",[1157,"^Q","ovm or 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","^2T",3],536881638]],["^15",[1160,"^J",[],536881638]],["^15",[1160,"^;","~u68a60d89-4638-4bba-9709-4c225954bbbc",536870918]],["^15",[1161,"^Q","https://docs.rs/blake3/1.8.2/blake3/",536870918]],["^15",[1161,"^O","^1Y",536870918]],["^15",[1161,"^F",1167,536870918]],["^15",[1161,"^X",1147,536870918]],["^15",[1161,"^V",1167,536870918]],["^15",[1161,"^U",322,536870918]],["^15",[1161,"^U",1147,536870918]],["^15",[1161,"^;","~u68a60d89-1102-406b-8d2e-14fbcb3773ff",536870918]],["^15",[1162,"^Q","https://docs.rs/chacha20poly1305/latest/chacha20poly1305/index.html",536870918]],["^15",[1162,"^O","^1Y",536870918]],["^15",[1162,"^F",1161,536870918]],["^15",[1162,"^X",1147,536870918]],["^15",[1162,"^V",1167,536870918]],["^15",[1162,"^U",322,536870918]],["^15",[1162,"^U",1147,536870918]],["^15",[1162,"^;","~u68a60d89-c656-4fdf-9164-320f6aade36d",536870918]],["^15",[1163,"^Q","check if service config is 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filename_",536870918]],["^15",[1188,"^O","^1Y",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","^1Y",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","^1Y",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","^1Y",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,"^?",["^ ","^2T",3],536881638]],["^15",[1191,"^J",[],536881638]],["^15",[1191,"^;","~u68a60d89-b0b5-4800-8489-aad9473c5a30",536870918]],["^15",[1192,"^Q","",536870918]],["^15",[1192,"^O","^1Y",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","^1Y",536870918]],["^15",[1193,"^F",1170,536870918]],["^15",[1193,"^X",1147,536870918]],["^15",[1193,"^V",1148,536870918]],["^15",[1193,"^U",1147,536870918]],["^15",[1193,"^?",["^ ","^2Y","blue"],536881638]],["^15",[1193,"^J",["^2Y"],536881638]],["^15",[1193,"^4",["^ ","^2Y","blue"],536881638]],["^15",[1193,"^;","~u68a60d89-662c-41b6-9891-494405811afe",536870918]],["^15",[1194,"^Q","Executing action:\nid:: 6873af67-adfe-4a48-8e55-6fb7c440d17b",536870918]],["^15",[1194,"^O","^1Y",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"],536881638]],["^15",[1194,"^J",["^1<"],536881638]],["^15",[1194,"^4",["^ ","^1<","6873af67-adfe-4a48-8e55-6fb7c440d17b"],536881638]],["^15",[1194,"^;","~u6873af67-adfe-4a48-8e55-6fb7c440d17b",536870918]],["^15",[1195,"^?",["^ ","^2Z","query","^2[",["(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,"^?",["^ ","^2Z","query","^2[",["(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,"^?",["^ ","^2Z","embed","^2[",["[[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","^1Y",536870918]],["^15",[1202,"^F",1210,536870918]],["^15",[1202,"^X",1199,536870918]],["^15",[1202,"^V",1222,536870918]],["^15",[1202,"^U",1199,536870918]],["^15",[1202,"^?",["^ ","^2Y","red"],536870918]],["^15",[1202,"^J",["^2Y"],536870918]],["^15",[1202,"^4",["^ ","^2Y","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","^1Y",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","^1Y",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","^1Y",536870918]],["^15",[1205,"^F",1221,536870918]],["^15",[1205,"^X",1199,536870918]],["^15",[1205,"^V",1199,536870918]],["^15",[1205,"^U",1199,536870918]],["^15",[1205,"^?",["^ ","^2T",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","^1Y",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","^1Y",536870918]],["^15",[1207,"^F",1220,536870918]],["^15",[1207,"^X",1199,536870918]],["^15",[1207,"^V",1199,536870918]],["^15",[1207,"^U",1199,536870918]],["^15",[1207,"^?",["^ ","^2T",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","^1Y",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","^1Y",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","^1Y",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","^1Y",536870918]],["^15",[1211,"^F",1205,536870918]],["^15",[1211,"^X",1199,536870918]],["^15",[1211,"^V",1199,536870918]],["^15",[1211,"^U",1199,536870918]],["^15",[1211,"^?",["^ ","^2T",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","^1Y",536870918]],["^15",[1212,"^F",1229,536870918]],["^15",[1212,"^X",1199,536870918]],["^15",[1212,"^V",1221,536870918]],["^15",[1212,"^U",1199,536870918]],["^15",[1212,"^?",["^ ","^2T",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","^1Y",536870918]],["^15",[1213,"^F",1211,536870918]],["^15",[1213,"^X",1199,536870918]],["^15",[1213,"^V",1199,536870918]],["^15",[1213,"^U",1199,536870918]],["^15",[1213,"^?",["^ ","^2T",3],536870918]],["^15",[1213,"^J",[],536870918]],["^15",[1213,"^;","~u68a60d89-7160-4559-a169-64450b236687",536870918]],["^15",[1214,"^Q","",536870918]],["^15",[1214,"^O","^1Y",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","^1Y",536870918]],["^15",[1215,"^F",1202,536870918]],["^15",[1215,"^X",1199,536870918]],["^15",[1215,"^V",1222,536870918]],["^15",[1215,"^U",1199,536870918]],["^15",[1215,"^?",["^ ","^2Y","green"],536870918]],["^15",[1215,"^J",["^2Y"],536870918]],["^15",[1215,"^4",["^ ","^2Y","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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",536870918]],["^15",[1220,"^F",1213,536870918]],["^15",[1220,"^X",1199,536870918]],["^15",[1220,"^V",1199,536870918]],["^15",[1220,"^U",1199,536870918]],["^15",[1220,"^?",["^ ","^2T",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","^1Y",536870918]],["^15",[1221,"^F",1230,536870918]],["^15",[1221,"^X",1199,536870918]],["^15",[1221,"^V",1199,536870918]],["^15",[1221,"^U",1199,536870918]],["^15",[1221,"^?",["^ ","^2T",4],536870918]],["^15",[1221,"^J",[],536870918]],["^15",[1221,"^;","~u68a60d89-eda4-4e86-bb2f-20c6d01140bf",536870918]],["^15",[1222,"^Q","## Meta",536870918]],["^15",[1222,"^O","^1Y",536870918]],["^15",[1222,"^F",1199,536870918]],["^15",[1222,"^X",1199,536870918]],["^15",[1222,"^V",1199,536870918]],["^15",[1222,"^U",1199,536870918]],["^15",[1222,"^?",["^ ","^2T",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","^1Y",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,"^?",["^ ","^2V","block","^2W",true,"^2X",false],536870918]],["^15",[1223,"^J",["^2V","^2W","^2X"],536870918]],["^15",[1223,"^4",["^ ","^2V","block","^2W","true","^2X","false"],536870918]],["^15",[1223,"^;","~u68a60d89-a191-4de3-b300-6c305ead716e",536870918]],["^15",[1224,"^Q","To set memory allowed memory size",536870918]],["^15",[1224,"^O","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",536870918]],["^15",[1228,"^F",1215,536870918]],["^15",[1228,"^X",1199,536870918]],["^15",[1228,"^V",1222,536870918]],["^15",[1228,"^U",1199,536870918]],["^15",[1228,"^?",["^ ","^2Y","blue"],536870918]],["^15",[1228,"^J",["^2Y"],536870918]],["^15",[1228,"^4",["^ ","^2Y","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","^1Y",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","^1Y",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,"^?",["^ ","^2Z","query","^2[",["(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,"^?",["^ ","^2Z","query","^2[",["(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","^1Y",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 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","^2Y","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","^1Y",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","^1Y",536870918]],["^15",[1250,"^F",1239,536870918]],["^15",[1250,"^X",1239,536870918]],["^15",[1250,"^V",1239,536870918]],["^15",[1250,"^U",1239,536870918]],["^15",[1250,"^?",["^ ","^2T",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","^1Y",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","^1Y",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 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#steamdeck",536870918]],["^15",[1258,"^O","^1Y",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","^1Y",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_ 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#Slide",536870918]],["^15",[1266,"^O","^1Y",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,"^?",["^ ","^2T",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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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[[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/",536885862]],["^15",[1327,"^17",1755712905347,536870918]],["^15",[1327,"^18","~m1758472408096",536885861]],["^15",[1327,"^Z","pages/Solid___Plenum___AI.md",536870918]],["^15",[1328,"^K",1755712905346,536870918]],["^15",[1328,"^[",1327,536870918]],["^15",[1328,"^O","^1Y",536876225]],["^15",[1328,"^@",false,536870918]],["^15",[1328,"^Y","solid/plenum/ai",536870918]],["^15",[1328,"^A",1312,536870918]],["^15",[1328,"^11","Solid/Plenum/AI",536870918]],["^15",[1328,"^B",1757273290543,536881506]],["^15",[1328,"^;","~u68d01e65-5fe5-4bf7-9e6d-a4b6069582b3",536884569]],["^15",[1329,"^K",1755712905386,536870918]],["^15",[1329,"^[",1530,536870918]],["^15",[1329,"^@",false,536870918]],["^15",[1329,"^Y","urheberrecht #note",536870918]],["^15",[1329,"^11","Urheberrecht #Note",536870918]],["^15",[1329,"^B",1755712905386,536870918]],["^15",[1329,"^;","~u68bb46b6-f0e9-4d1e-8d9a-e458a6be5987",536876228]],["^15",[1332,"^Q","Auswirkung der Verwendung 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Tags:",536870918]],["^15",[1419,"^O","^1Y",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","^1Y",536870918]],["^15",[1420,"^F",1363,536870918]],["^15",[1420,"^X",1328,536870918]],["^15",[1420,"^V",1343,536870918]],["^15",[1420,"^U",1328,536870918]],["^15",[1420,"^H",2588,536876228]],["^15",[1420,"^;","~u68a60d89-d01b-4f89-a14e-a94d674d77e6",536870918]],["^15",[1422,"^Q","Deffinition: Ai, GAN, DeepLearning (unterscheide zu herkömmlichen 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(page [[Soldi/Plenum/AI]]) (namespace [[Soldi/Plenum/AI]])))",536870918]],["^15",[1428,"^?",["^ ","^2Z","query","^2[",["(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\nid:: 68a60d89-ed0e-47bc-b203-a5508da092f3\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  collapsed:: true\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-",536887664]],["^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,"^;","~u68e3be90-ed87-4a01-a302-1e4f6375eb8a",536887664]],["^15",[1431,"^K",1755712905521,536870918]],["^15",[1431,"^[",1677,536870918]],["^15",[1431,"^O","^1Y",536875504]],["^15",[1431,"^@",false,536870918]],["^15",[1431,"^Y","scratchpad",536870918]],["^15",[1431,"^11","scratchpad",536870918]],["^15",[1431,"^B",1759759742477,536887797]],["^15",[1431,"^;","~u68e5556a-f38d-4240-aa7b-e5b128420210",536887823]],["^15",[1432,"^K",1755712905379,536870918]],["^15",[1432,"^[",1460,536870918]],["^15",[1432,"^O","^1Y",536870918]],["^15",[1432,"^@",false,536870918]],["^15",[1432,"^Y","templates",536870918]],["^15",[1432,"^11","Templates",536870918]],["^15",[1432,"^B",1755712905379,536870918]],["^15",[1432,"^;","~u68e3be90-b34a-4c7b-ace3-a0f359fab574",536887664]],["^15",[1433,"^Q","",536870918]],["^15",[1433,"^O","^1Y",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","^1Y",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",1283,536887664]],["^15",[1434,"^;","~u68a60d89-f051-4743-a518-75310d5f8701",536870918]],["^15",[1435,"^Q","",536870918]],["^15",[1435,"^O","^1Y",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","^1Y",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",325,536887664]],["^15",[1436,"^;","~u68a60d89-c9cc-4924-8743-58723e906f88",536870918]],["^15",[1437,"^Q","[[Server]]",536870918]],["^15",[1437,"^O","^1Y",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",1132,536887664]],["^15",[1437,"^;","~u68a60d89-ef55-4114-a161-723d09ae3d19",536870918]],["^15",[1438,"^Q","{{embed [[scratchpad]]}}",536870918]],["^15",[1438,"^O","^1Y",536870918]],["^15",[1438,"^F",1450,536870918]],["^15",[1438,"^S",1455,536887664]],["^15",[1438,"^X",1430,536870918]],["^15",[1438,"^V",1450,536870918]],["^15",[1438,"^U",1430,536870918]],["^15",[1438,"^U",1431,536870918]],["^15",[1438,"^H",1431,536887664]],["^15",[1438,"^;","~u68a60d89-7b5e-4989-adab-63815b5a583b",536870918]],["^15",[1439,"^Q","## Subpages:\nbackground-color:: purple",536870918]],["^15",[1439,"^O","^1Y",536870918]],["^15",[1439,"^F",1435,536870918]],["^15",[1439,"^X",1430,536870918]],["^15",[1439,"^V",1430,536870918]],["^15",[1439,"^U",1430,536870918]],["^15",[1439,"^?",["^ ","^2Y","purple","^2T",2],536887664]],["^15",[1439,"^J",["^2Y"],536887664]],["^15",[1439,"^4",["^ ","^2Y","purple"],536887664]],["^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","^1Y",536870918]],["^15",[1440,"^F",1447,536870918]],["^15",[1440,"^X",1430,536870918]],["^15",[1440,"^V",1447,536870918]],["^15",[1440,"^U",1430,536870918]],["^15",[1440,"^?",["^ ","^2V","page","^2X",false],536887664]],["^15",[1440,"^J",["^2V","^2X"],536887664]],["^15",[1440,"^4",["^ ","^2V","page","^2X","false"],536887664]],["^15",[1440,"^;","~u68a60d89-c301-41a9-835b-498add9fb545",536870918]],["^15",[1441,"^Q","## Scratchpad\nbackground-color:: blue\nid:: 68a60d89-ed0e-47bc-b203-a5508da092f3",536887664]],["^15",[1441,"^O","^1Y",536870918]],["^15",[1441,"^F",1430,536870918]],["^15",[1441,"^X",1430,536870918]],["^15",[1441,"^V",1430,536870918]],["^15",[1441,"^U",1430,536870918]],["^15",[1441,"^?",["^ ","^2Y","blue","^1<","68a60d89-ed0e-47bc-b203-a5508da092f3","^2T",2],536887664]],["^15",[1441,"^J",["^2Y","^1<"],536887664]],["^15",[1441,"^4",["^ ","^2Y","blue","^1<","68a60d89-ed0e-47bc-b203-a5508da092f3"],536887664]],["^15",[1441,"^;","~u68a60d89-ed0e-47bc-b203-a5508da092f3",536870918]],["^15",[1442,"^Q","",536870918]],["^15",[1442,"^O","^1Y",536870918]],["^15",[1442,"^F",1447,536870918]],["^15",[1442,"^X",1430,536870918]],["^15",[1442,"^V",1430,536870918]],["^15",[1442,"^U",1430,536870918]],["^15",[1442,"^;","~u68a60d89-a0f5-4b0f-938b-a800b0e1312f",536870918]],["^15",[1443,"^Q","### High Priorety",536870918]],["^15",[1443,"^O","^1Y",536870918]],["^15",[1443,"^F",1452,536870918]],["^15",[1443,"^X",1430,536870918]],["^15",[1443,"^V",1452,536870918]],["^15",[1443,"^U",1430,536870918]],["^15",[1443,"^?",["^ ","^2T",3],536887664]],["^15",[1443,"^J",[],536887664]],["^15",[1443,"^;","~u68a60d89-4685-4b2b-aaeb-29ce8274e733",536870918]],["^15",[1444,"^M",true,536870918]],["^15",[1444,"^Q","Whiteboard:\ncollapsed:: true",536870918]],["^15",[1444,"^O","^1Y",536870918]],["^15",[1444,"^F",1450,536870918]],["^15",[1444,"^X",1430,536870918]],["^15",[1444,"^V",1441,536870918]],["^15",[1444,"^U",1430,536870918]],["^15",[1444,"^?",["^ "],536887664]],["^15",[1444,"^J",[],536887664]],["^15",[1444,"^4",["^ 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green",536870918]],["^15",[1447,"^O","^1Y",536870918]],["^15",[1447,"^F",1433,536870918]],["^15",[1447,"^X",1430,536870918]],["^15",[1447,"^V",1430,536870918]],["^15",[1447,"^U",1430,536870918]],["^15",[1447,"^?",["^ ","^2Y","green","^2T",2],536887664]],["^15",[1447,"^J",["^2Y"],536887664]],["^15",[1447,"^4",["^ ","^2Y","green"],536887664]],["^15",[1447,"^;","~u68a60d89-d95a-4db8-8948-2f0286912731",536870918]],["^15",[1448,"^Q","",536870918]],["^15",[1448,"^O","^1Y",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 B))))}}",536870918]],["^15",[1449,"^O","^1Y",536870918]],["^15",[1449,"^F",1443,536870918]],["^15",[1449,"^S",1456,536887664]],["^15",[1449,"^X",1430,536870918]],["^15",[1449,"^V",1443,536870918]],["^15",[1449,"^U",1430,536870918]],["^15",[1449,"^;","~u68a60d89-469b-455c-9b4d-87b0d7cd1f58",536870918]],["^15",[1450,"^Q","Text:",536870918]],["^15",[1450,"^O","^1Y",536870918]],["^15",[1450,"^F",1441,536870918]],["^15",[1450,"^X",1430,536870918]],["^15",[1450,"^V",1441,536870918]],["^15",[1450,"^U",1430,536870918]],["^15",[1450,"^;","~u68a60d89-51ad-4d94-89e0-86dad7188c91",536870918]],["^15",[1451,"^Q","[[draws/2025-07-08-01-22-45.excalidraw]]",536870918]],["^15",[1451,"^O","^1Y",536870918]],["^15",[1451,"^F",1444,536870918]],["^15",[1451,"^X",1430,536870918]],["^15",[1451,"^V",1444,536870918]],["^15",[1451,"^U",1430,536870918]],["^15",[1451,"^;","~u68a60d89-5205-4b28-9d13-fa7c2c71618b",536870918]],["^15",[1452,"^Q","## Tasks\nbackground-color:: red",536870918]],["^15",[1452,"^O","^1Y",536870918]],["^15",[1452,"^F",1441,536870918]],["^15",[1452,"^X",1430,536870918]],["^15",[1452,"^V",1430,536870918]],["^15",[1452,"^U",1430,536870918]],["^15",[1452,"^?",["^ ","^2Y","red","^2T",2],536887664]],["^15",[1452,"^J",["^2Y"],536887664]],["^15",[1452,"^4",["^ ","^2Y","red"],536887664]],["^15",[1452,"^;","~u68a60d89-15d1-48e6-b93f-fa17898b07ab",536870918]],["^15",[1453,"^Q","{{query (and (task TODO IN-PROGRESS) (or (priority C) (priority B)))}}\nquery-table:: true",536870918]],["^15",[1453,"^O","^1Y",536870918]],["^15",[1453,"^F",1454,536870918]],["^15",[1453,"^S",1457,536887664]],["^15",[1453,"^X",1430,536870918]],["^15",[1453,"^V",1454,536870918]],["^15",[1453,"^U",1430,536870918]],["^15",[1453,"^?",["^ ","^2W",true],536887664]],["^15",[1453,"^J",["^2W"],536887664]],["^15",[1453,"^4",["^ 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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 [[Templates]])\n\t\t  }\n\t\t  #+END_QUERY\n\t- **Summery:**\n\t  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","^1Y",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","^1Y",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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","^2Y","purple"],536870918]],["^15",[1468,"^J",["^2Y"],536870918]],["^15",[1468,"^4",["^ ","^2Y","purple"],536870918]],["^15",[1468,"^;","~u68a60d89-5f0c-47e2-a1dc-fba4eb965e76",536870918]],["^15",[1469,"^Q","Templates to use when creating new Sides",536870918]],["^15",[1469,"^O","^1Y",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","^1Y",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 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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","^1Y",536870918]],["^15",[1475,"^F",1487,536870918]],["^15",[1475,"^X",1474,536870918]],["^15",[1475,"^V",1479,536870918]],["^15",[1475,"^U",1474,536870918]],["^15",[1475,"^?",["^ ","^2Y","green"],536870918]],["^15",[1475,"^J",["^2Y"],536870918]],["^15",[1475,"^4",["^ ","^2Y","green"],536870918]],["^15",[1475,"^;","~u68a60d89-6730-47cd-8840-a17b8b452a94",536870918]],["^15",[1476,"^Q","For all properys in page",536870918]],["^15",[1476,"^O","^1Y",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","^1Y",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:: 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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","^1Y",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","^1Y",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 ist",536870918]],["^15",[1533,"^O","^1Y",536870918]],["^15",[1533,"^F",1548,536870918]],["^15",[1533,"^X",1329,536870918]],["^15",[1533,"^V",1548,536870918]],["^15",[1533,"^U",4,536870918]],["^15",[1533,"^U",11,536870918]],["^15",[1533,"^U",1329,536870918]],["^15",[1533,"^;","~u68a60d89-0664-4619-8242-e8c5079e6112",536870918]],["^15",[1534,"^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)",536870918]],["^15",[1534,"^O","^1Y",536870918]],["^15",[1534,"^F",1537,536870918]],["^15",[1534,"^X",1329,536870918]],["^15",[1534,"^V",1542,536870918]],["^15",[1534,"^U",4,536870918]],["^15",[1534,"^U",11,536870918]],["^15",[1534,"^U",1329,536870918]],["^15",[1534,"^;","~u68a60d89-d089-4c3d-add5-bcfd1b4f5e9f",536870918]],["^15",[1535,"^Q","EU richtlinien, Copyright Ai?",536870918]],["^15",[1535,"^O","^1Y",536870918]],["^15",[1535,"^F",1558,536870918]],["^15",[1535,"^X",1329,536870918]],["^15",[1535,"^V",1558,536870918]],["^15",[1535,"^U",4,536870918]],["^15",[1535,"^U",11,536870918]],["^15",[1535,"^U",1329,536870918]],["^15",[1535,"^;","~u68a60d89-a9fc-4ec6-84ed-91ea2348eb9d",536870918]],["^15",[1536,"^Q","Unterscheliche Deutung zu vorherigen: Schutz moeglich wenn Prompt und Output originell sind > d.h. personlichkeit des Autors iwderspiegelt",536870918]],["^15",[1536,"^O","^1Y",536870918]],["^15",[1536,"^F",1547,536870918]],["^15",[1536,"^X",1329,536870918]],["^15",[1536,"^V",1532,536870918]],["^15",[1536,"^U",4,536870918]],["^15",[1536,"^U",11,536870918]],["^15",[1536,"^U",1329,536870918]],["^15",[1536,"^;","~u68a60d89-aa96-4304-a09c-0f2a8bd15e3c",536870918]],["^15",[1537,"^Q","Schopfung von Medien kann reihc menschlicher verdienst sein, d.h. kein Urheberrecht fuer Ki generationen",536870918]],["^15",[1537,"^O","^1Y",536870918]],["^15",[1537,"^F",1540,536870918]],["^15",[1537,"^X",1329,536870918]],["^15",[1537,"^V",1542,536870918]],["^15",[1537,"^U",4,536870918]],["^15",[1537,"^U",11,536870918]],["^15",[1537,"^U",1329,536870918]],["^15",[1537,"^;","~u68a60d89-233b-4d60-9f70-cde7a3ea12a7",536870918]],["^15",[1538,"^Q","zufaelige doppelschopfungen sind keine Urheberrechtsverlaetzung (muss gezeigt werden das Original nicht im Trainingsdatensatz)",536870918]],["^15",[1538,"^O","^1Y",536870918]],["^15",[1538,"^F",1533,536870918]],["^15",[1538,"^X",1329,536870918]],["^15",[1538,"^V",1533,536870918]],["^15",[1538,"^U",4,536870918]],["^15",[1538,"^U",11,536870918]],["^15",[1538,"^U",1329,536870918]],["^15",[1538,"^;","~u68a60d89-1d09-4c2f-9672-8eb4486e4c3b",536870918]],["^15",[1539,"^Q","https://www.din.de/resource/blob/1142062/df54d68d11749518302993d7976222a5/open-session-rechtliche-dimensionen-von-ki-data.pdf",536870918]],["^15",[1539,"^O","^1Y",536870918]],["^15",[1539,"^F",1542,536870918]],["^15",[1539,"^X",1329,536870918]],["^15",[1539,"^V",1549,536870918]],["^15",[1539,"^U",4,536870918]],["^15",[1539,"^U",11,536870918]],["^15",[1539,"^U",1329,536870918]],["^15",[1539,"^;","~u68a60d89-ede1-4f90-88ae-4755a1704612",536870918]],["^15",[1540,"^Q","https://www.iit-berlin.de/wp-content/uploads/2025/02/2025-03-iit-perspektive-Urheberrecht_KI_Beitraege_V05.pdf",536870918]],["^15",[1540,"^O","^1Y",536870918]],["^15",[1540,"^F",1542,536870918]],["^15",[1540,"^X",1329,536870918]],["^15",[1540,"^V",1542,536870918]],["^15",[1540,"^U",4,536870918]],["^15",[1540,"^U",11,536870918]],["^15",[1540,"^U",1329,536870918]],["^15",[1540,"^;","~u68a60d89-542b-4b24-a7d2-69894af337cc",536870918]],["^15",[1541,"^Q","Urheberrecht Training der AI",536870918]],["^15",[1541,"^O","^1Y",536870918]],["^15",[1541,"^F",1549,536870918]],["^15",[1541,"^X",1329,536870918]],["^15",[1541,"^V",1329,536870918]],["^15",[1541,"^U",1329,536870918]],["^15",[1541,"^;","~u68a60d89-0740-4aad-a9f1-0a1ee0243aa6",536870918]],["^15",[1542,"^Q","Nach EU:",536870918]],["^15",[1542,"^O","^1Y",536870918]],["^15",[1542,"^F",1558,536870918]],["^15",[1542,"^X",1329,536870918]],["^15",[1542,"^V",1549,536870918]],["^15",[1542,"^U",4,536870918]],["^15",[1542,"^U",11,536870918]],["^15",[1542,"^U",1329,536870918]],["^15",[1542,"^;","~u68a60d89-cccd-47f5-9d23-744197c851a7",536870918]],["^15",[1543,"^Q","Erneut keine expliziete gesetzesgrunbdlage, angenommen Urhebergesetz ueber Datamining greift",536870918]],["^15",[1543,"^O","^1Y",536870918]],["^15",[1543,"^F",1541,536870918]],["^15",[1543,"^X",1329,536870918]],["^15",[1543,"^V",1541,536870918]],["^15",[1543,"^U",1329,536870918]],["^15",[1543,"^;","~u68a60d89-00e4-455d-a446-820386d5158b",536870918]],["^15",[1544,"^Q","Entwichler der Modelle haben selbst auch kein recht am generierten werk, sie schufen lediglich die Logik mit jener eine generation erfolgte",536870918]],["^15",[1544,"^O","^1Y",536870918]],["^15",[1544,"^F",1553,536870918]],["^15",[1544,"^X",1329,536870918]],["^15",[1544,"^V",1537,536870918]],["^15",[1544,"^U",4,536870918]],["^15",[1544,"^U",11,536870918]],["^15",[1544,"^U",1329,536870918]],["^15",[1544,"^;","~u68a60d89-0e35-4102-b11c-5d54185a30db",536870918]],["^15",[1545,"^Q","kein schutz wenn: Referenzfoto, stylwahl > output; ausslieslich Ki Kreative Entscheidung getroffen hat",536870918]],["^15",[1545,"^O","^1Y",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","^1Y",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 Urhebers",536870918]],["^15",[1547,"^O","^1Y",536870918]],["^15",[1547,"^F",1532,536870918]],["^15",[1547,"^X",1329,536870918]],["^15",[1547,"^V",1532,536870918]],["^15",[1547,"^U",4,536870918]],["^15",[1547,"^U",11,536870918]],["^15",[1547,"^U",1329,536870918]],["^15",[1547,"^;","~u68a60d89-a25d-4936-b3f0-a3a6580e304d",536870918]],["^15",[1548,"^Q","Urheberrechtsverletzung KI output",536870918]],["^15",[1548,"^O","^1Y",536870918]],["^15",[1548,"^F",1532,536870918]],["^15",[1548,"^X",1329,536870918]],["^15",[1548,"^V",1549,536870918]],["^15",[1548,"^U",4,536870918]],["^15",[1548,"^U",11,536870918]],["^15",[1548,"^U",1329,536870918]],["^15",[1548,"^;","~u68a60d89-60d1-4991-9afa-5dd1fdc7cb6a",536870918]],["^15",[1549,"^Q","TODO  [#B] Urheber eines KI Generierten werkes: Nach",536870918]],["^15",[1549,"^O","^1Y",536870918]],["^15",[1549,"^F",1556,536870918]],["^15",[1549,"^10","TODO",536870918]],["^15",[1549,"^X",1329,536870918]],["^15",[1549,"^V",1329,536870918]],["^15",[1549,"^U",4,536870918]],["^15",[1549,"^U",11,536870918]],["^15",[1549,"^U",1329,536870918]],["^15",[1549,"^>","B",536870918]],["^15",[1549,"^H",4,536870918]],["^15",[1549,"^H",11,536870918]],["^15",[1549,"^;","~u68a60d89-b9dc-49b9-886a-ce9a85b06f95",536870918]],["^15",[1550,"^Q","https://open-access.network/informieren/open-access-in-fachdisziplinen/kuenstlerische-faecher\nhttps://www.museum.de/blog/open-access-zugang-zu-oeffentlichen-bildern-aus-museen/\nhttps://de.wikipedia.org/wiki/Appropriation_Art\nhttps://www.zeit.de/digital/internet/2024-11/ki-musik-spotify-streaming-plattform\nhttps://www.bigtechnology.com/p/spotifys-plans-for-ai-generated-music",536870918]],["^15",[1550,"^O","^1Y",536870918]],["^15",[1550,"^F",1329,536870918]],["^15",[1550,"^X",1329,536870918]],["^15",[1550,"^V",1329,536870918]],["^15",[1550,"^U",1329,536870918]],["^15",[1550,"^;","~u68a60d89-704f-46e9-8873-82a795c1c75c",536870918]],["^15",[1551,"^Q","",536870918]],["^15",[1551,"^O","^1Y",536870918]],["^15",[1551,"^F",1548,536870918]],["^15",[1551,"^X",1329,536870918]],["^15",[1551,"^V",1549,536870918]],["^15",[1551,"^U",4,536870918]],["^15",[1551,"^U",11,536870918]],["^15",[1551,"^U",1329,536870918]],["^15",[1551,"^;","~u68a60d89-582b-47dc-8f1f-f32c7ddda2b6",536870918]],["^15",[1552,"^Q","Kein anspruch auf Copyright wenn volständig mit KI generiert wurde",536870918]],["^15",[1552,"^O","^1Y",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","^1Y",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 bildern, es findet keine kopier/reproduziervorgang statt",536870918]],["^15",[1554,"^O","^1Y",536870918]],["^15",[1554,"^F",1537,536870918]],["^15",[1554,"^X",1329,536870918]],["^15",[1554,"^V",1537,536870918]],["^15",[1554,"^U",4,536870918]],["^15",[1554,"^U",11,536870918]],["^15",[1554,"^U",1329,536870918]],["^15",[1554,"^;","~u68a60d89-dabc-407c-9b67-b5bcdcb16183",536870918]],["^15",[1555,"^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",536870918]],["^15",[1555,"^O","^1Y",536870918]],["^15",[1555,"^F",1543,536870918]],["^15",[1555,"^X",1329,536870918]],["^15",[1555,"^V",1541,536870918]],["^15",[1555,"^U",1329,536870918]],["^15",[1555,"^;","~u68a60d89-d793-4f18-a9d5-6cdd32752957",536870918]],["^15",[1556,"^Q","",536870918]],["^15",[1556,"^O","^1Y",536870918]],["^15",[1556,"^F",1550,536870918]],["^15",[1556,"^X",1329,536870918]],["^15",[1556,"^V",1329,536870918]],["^15",[1556,"^U",1329,536870918]],["^15",[1556,"^;","~u68a60d89-e1e6-4cd8-a8c6-da49ecb7839d",536870918]],["^15",[1557,"^Q","US Copyright Office Bericht",536870918]],["^15",[1557,"^O","^1Y",536870918]],["^15",[1557,"^F",1549,536870918]],["^15",[1557,"^X",1329,536870918]],["^15",[1557,"^V",1549,536870918]],["^15",[1557,"^U",4,536870918]],["^15",[1557,"^U",11,536870918]],["^15",[1557,"^U",1329,536870918]],["^15",[1557,"^;","~u68a60d89-1f7d-44ac-a955-290d610f7e5f",536870918]],["^15",[1558,"^Q","https://www.derstandard.de/story/2000144311970/wer-ist-urheber-eines-ki-werkes",536870918]],["^15",[1558,"^O","^1Y",536870918]],["^15",[1558,"^F",1559,536870918]],["^15",[1558,"^X",1329,536870918]],["^15",[1558,"^V",1549,536870918]],["^15",[1558,"^U",4,536870918]],["^15",[1558,"^U",11,536870918]],["^15",[1558,"^U",1329,536870918]],["^15",[1558,"^;","~u68a60d89-7862-4ba0-87a9-8e4025b983d7",536870918]],["^15",[1559,"^Q","https://iartificial.blog/de/Automatisierung/Urheberrecht-im-Zeitalter-der-KI,-wer-der-wahre-Autor-ist/",536870918]],["^15",[1559,"^O","^1Y",536870918]],["^15",[1559,"^F",1557,536870918]],["^15",[1559,"^X",1329,536870918]],["^15",[1559,"^V",1549,536870918]],["^15",[1559,"^U",4,536870918]],["^15",[1559,"^U",11,536870918]],["^15",[1559,"^U",1329,536870918]],["^15",[1559,"^;","~u68a60d89-a5d3-45e8-b861-cc49689d591e",536870918]],["^15",[1560,"^3","exclude-from-graph-view:: 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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","^1Y",536870918]],["^15",[1663,"^F",1644,536870918]],["^15",[1663,"^X",1642,536870918]],["^15",[1663,"^V",1642,536870918]],["^15",[1663,"^U",1642,536870918]],["^15",[1663,"^?",["^ ","^19","annotation","^30",4,"^31","yellow","^1<","68a4581a-fc42-41ce-82e9-692f37771470"],536871422]],["^15",[1663,"^J",["^19","^30","^31","^1<"],536871422]],["^15",[1663,"^4",["^ ","^19","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:: 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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true\n",536870918]],["^15",[1676,"^O","^1Y",536870918]],["^15",[1676,"^2R",["^2S",[]],536870918]],["^15",[1676,"^F",430,536870918]],["^15",[1676,"^X",430,536870918]],["^15",[1676,"^V",430,536870918]],["^15",[1676,"^U",430,536870918]],["^15",[1676,"^:",true,536870918]],["^15",[1676,"^?",["^ ","^16",true],536870918]],["^15",[1676,"^J",["^16"],536870918]],["^15",[1676,"^4",["^ ","^16","true"],536870918]],["^15",[1676,"^;","~u68a60d89-b64a-4932-bba1-17d529367769",536870918]],["^15",[1677,"^3","- Sachen haette nicht aus den LSpR gedurft, BG Social Media muss nicht expliziet deffiniert sein, ist nirgends deffiniert\n- TODO\n\t- Deu\n\t\t- Alter Lernzettel?\n\t\t- rnote hizufügen\n\t\t- logseq hinzufügen\n\t- Englisch\n\t\t- Bilder\n\t\t- Korrekturlesen",536887878]],["^15",[1677,"^17",1755712905521,536870918]],["^15",[1677,"^18","~m1760193870763",536887877]],["^15",[1677,"^Z","pages/scratchpad.md",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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,"^?",["^ ","^2W",false,"^34","[:alias :birthday]"],536870918]],["^15",[1708,"^J",["^2W","^34"],536870918]],["^15",[1708,"^4",["^ ","^2W","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","^1Y",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,"^?",["^ ","^2V","updated-at","^2X",true,"^34","[:page :updated-at]","^2W",true],536870918]],["^15",[1709,"^J",["^2V","^2X","^34","^2W"],536870918]],["^15",[1709,"^4",["^ ","^2V","updated-at","^2X","true","^34","[:page :updated-at]","^2W","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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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,"^?",["^ ","^2W",false],536870918]],["^15",[1721,"^J",["^2W"],536870918]],["^15",[1721,"^4",["^ ","^2W","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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",536870918]],["^15",[1730,"^2R",["^2S",[]],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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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,"^?",["^ ","^2W",false],536870918]],["^15",[1755,"^J",["^2W"],536870918]],["^15",[1755,"^4",["^ ","^2W","false"],536870918]],["^15",[1755,"^;","~u68a60d89-9f60-49cd-b9bb-49991487884c",536870918]],["^15",[1756,"^Q","{{query (and (between -0d ++0d) (task TODO))}}",536870918]],["^15",[1756,"^O","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",536870918]],["^15",[1775,"^F",1711,536870918]],["^15",[1775,"^X",1461,536870918]],["^15",[1775,"^V",1461,536870918]],["^15",[1775,"^U",1461,536870918]],["^15",[1775,"^?",["^ ","^2T",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","^1Y",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","^1Y",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","^1Y",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,"^?",["^ ","^2W",false],536870918]],["^15",[1778,"^J",["^2W"],536870918]],["^15",[1778,"^4",["^ ","^2W","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","^1Y",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","^1Y",536870918]],["^15",[1780,"^F",1745,536870918]],["^15",[1780,"^X",1461,536870918]],["^15",[1780,"^V",1715,536870918]],["^15",[1780,"^U",1461,536870918]],["^15",[1780,"^?",["^ ","^2V","page","^2W",true,"^2X",false,"^34","[:page :block]"],536870918]],["^15",[1780,"^J",["^2V","^2W","^2X","^34"],536870918]],["^15",[1780,"^4",["^ ","^2V","page","^2W","true","^2X","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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",536870918]],["^15",[1785,"^F",1805,536870918]],["^15",[1785,"^X",1461,536870918]],["^15",[1785,"^V",1461,536870918]],["^15",[1785,"^U",1461,536870918]],["^15",[1785,"^?",["^ ","^2T",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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,"^?",["^ ","^2W",false],536870918]],["^15",[1790,"^J",["^2W"],536870918]],["^15",[1790,"^4",["^ ","^2W","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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",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","^1Y",536870918]],["^15",[1796,"^F",1775,536870918]],["^15",[1796,"^X",1461,536870918]],["^15",[1796,"^V",1461,536870918]],["^15",[1796,"^U",1461,536870918]],["^15",[1796,"^?",["^ ","^2T",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","^1Y",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), [Discord](https://discord.com/channels/725182569297215569/743139225746145311/868600535694082049)"],536870918]],["^15",[1797,"^H",1672,536870918]],["^15",[1797,"^;","~u68a60d89-0f92-4410-a58f-f9a6fe5bcbd0",536870918]],["^15",[1798,"^Q","#+BEGIN_QUERY\n{:query[:find (pull ?p [*]) \n  :where\n  [?b :block/page ?p]\n  [?p :block/properties ?props]\n  [(get ?props :status) ?status]\n  [(= ?status #{\"Active\"})]]}\n#+END_QUERY",536870918]],["^15",[1798,"^O","^1Y",536870918]],["^15",[1798,"^F",1710,536870918]],["^15",[1798,"^X",1461,536870918]],["^15",[1798,"^V",1710,536870918]],["^15",[1798,"^U",1461,536870918]],["^15",[1798,"^U",1672,536870918]],["^15",[1798,"^;","~u68a60d89-b793-49c5-8333-f804e479a430",536870918]],["^15",[1799,"^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. 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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 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68a84684-9302-40d0-892a-0697cfbc6ac0",536871434]],["^15",[1965,"^O","^1Y",536871434]],["^15",[1965,"^F",1958,536871434]],["^15",[1965,"^X",1952,536871434]],["^15",[1965,"^V",1952,536871434]],["^15",[1965,"^U",1952,536871434]],["^15",[1965,"^?",["^ ","^19","annotation","^30",1,"^31","yellow","^1<","68a84684-9302-40d0-892a-0697cfbc6ac0"],536871434]],["^15",[1965,"^J",["^19","^30","^31","^1<"],536871434]],["^15",[1965,"^4",["^ ","^19","annotation","^30","1","^31","yellow","^1<","68a84684-9302-40d0-892a-0697cfbc6ac0"],536871434]],["^15",[1965,"^;","~u68a84684-9302-40d0-892a-0697cfbc6ac0",536871434]],["^15",[1966,"^Q","American Dream in 2025 depends largely on one’s background, access to resources, and adaptability in an evolving economy\nls-type:: annotation\nhl-page:: 2\nhl-color:: green\nid:: 68a8480b-fa78-4cda-b4d9-b859ac87bed3",536871434]],["^15",[1966,"^O","^1Y",536871434]],["^15",[1966,"^F",1954,536871434]],["^15",[1966,"^X",1952,536871434]],["^15",[1966,"^V",1952,536871434]],["^15",[1966,"^U",1952,536871434]],["^15",[1966,"^?",["^ ","^19","annotation","^30",2,"^31","green","^1<","68a8480b-fa78-4cda-b4d9-b859ac87bed3"],536871434]],["^15",[1966,"^J",["^19","^30","^31","^1<"],536871434]],["^15",[1966,"^4",["^ ","^19","annotation","^30","2","^31","green","^1<","68a8480b-fa78-4cda-b4d9-b859ac87bed3"],536871434]],["^15",[1966,"^;","~u68a8480b-fa78-4cda-b4d9-b859ac87bed3",536871434]],["^15",[1967,"^Q","skyrocketing housing prices and stagnant wages.\nls-type:: annotation\nhl-page:: 1\nhl-color:: green\nid:: 68a84786-9977-44eb-ab6d-26e04dd2011a",536871434]],["^15",[1967,"^O","^1Y",536871434]],["^15",[1967,"^F",1957,536871434]],["^15",[1967,"^X",1952,536871434]],["^15",[1967,"^V",1952,536871434]],["^15",[1967,"^U",1952,536871434]],["^15",[1967,"^?",["^ 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","^1<","68a841cf-aea7-4295-af47-17254d3f3df6"],536871436]],["^15",[1970,"^;","~u68a841cf-aea7-4295-af47-17254d3f3df6",536871436]],["^15",[1971,"^Q","Absolute Poverty: >3 US$  per day\nid:: 68a841b0-b904-41f1-b978-1f76efb66741",536871436]],["^15",[1971,"^O","^1Y",536871436]],["^15",[1971,"^F",1970,536871436]],["^15",[1971,"^X",1969,536871436]],["^15",[1971,"^V",1970,536871436]],["^15",[1971,"^U",1969,536871436]],["^15",[1971,"^?",["^ ","^1<","68a841b0-b904-41f1-b978-1f76efb66741"],536871436]],["^15",[1971,"^J",["^1<"],536871436]],["^15",[1971,"^4",["^ ","^1<","68a841b0-b904-41f1-b978-1f76efb66741"],536871436]],["^15",[1971,"^;","~u68a841b0-b904-41f1-b978-1f76efb66741",536871436]],["^15",[1972,"^Q","Relative Poverty: Average Wage of the country * 2/3\nid:: 68a841e3-6296-458e-b09d-d588054acb20",536871436]],["^15",[1972,"^O","^1Y",536871436]],["^15",[1972,"^F",1971,536871436]],["^15",[1972,"^X",1969,536871436]],["^15",[1972,"^V",1970,536871436]],["^15",[1972,"^U",1969,536871436]],["^15",[1972,"^?",["^ ","^1<","68a841e3-6296-458e-b09d-d588054acb20"],536871436]],["^15",[1972,"^J",["^1<"],536871436]],["^15",[1972,"^4",["^ ","^1<","68a841e3-6296-458e-b09d-d588054acb20"],536871436]],["^15",[1972,"^;","~u68a841e3-6296-458e-b09d-d588054acb20",536871436]],["^15",[1973,"^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/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-",536884511]],["^15",[1973,"^17",1756124160235,536871438]],["^15",[1973,"^18","~m1758293147448",536884510]],["^15",[1973,"^Z","pages/School___Deu___Nach Mitternacht___Kapitel VI Textinterprtation.md",536871438]],["^15",[1974,"^K",1756124160233,536871438]],["^15",[1974,"^[",1973,536871438]],["^15",[1974,"^@",false,536871438]],["^15",[1974,"^Y","school/deu/nach mitternacht/kapitel vi textinterprtation",536871438]],["^15",[1974,"^A",404,536871438]],["^15",[1974,"^11","School/Deu/Nach Mitternacht/Kapitel VI Textinterprtation",536871438]],["^15",[1974,"^?",["^ ","^21",2],536871438]],["^15",[1974,"^4",["^ ","^21","2"],536871438]],["^15",[1974,"^B",1758293146527,536884508]],["^15",[1974,"^;","~u68caa9a8-4704-433c-99a7-b5a50bedfc84",536882826]],["^15",[1975,"^Q","einen Kirschbaum schüttelt zur Zeit der Kirschenreife\nls-type:: annotation\nhl-page:: 92\nhl-color:: blue\nid:: 68a8655b-f5db-4fbf-a84e-fa866bd39268",536871451]],["^15",[1975,"^O","^1Y",536871451]],["^15",[1975,"^F",411,536871451]],["^15",[1975,"^X",1666,536871451]],["^15",[1975,"^V",1666,536871451]],["^15",[1975,"^U",1666,536871451]],["^15",[1975,"^?",["^ ","^19","annotation","^30",92,"^31","blue","^1<","68a8655b-f5db-4fbf-a84e-fa866bd39268"],536884437]],["^15",[1975,"^J",["^19","^30","^31","^1<"],536884437]],["^15",[1975,"^4",["^ ","^19","annotation","^30","92","^31","blue","^1<","68a8655b-f5db-4fbf-a84e-fa866bd39268"],536884437]],["^15",[1975,"^;","~u68a8655b-f5db-4fbf-a84e-fa866bd39268",536871438]],["^15",[1976,"^Q","",536871438]],["^15",[1976,"^O","^1Y",536871438]],["^15",[1976,"^F",1980,536871438]],["^15",[1976,"^X",1974,536871438]],["^15",[1976,"^V",1980,536871438]],["^15",[1976,"^U",1974,536871438]],["^15",[1976,"^;","~u68ac5400-6102-46ce-9520-14a77b90943c",536871438]],["^15",[1977,"^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",536871438]],["^15",[1977,"^O","^1Y",536871438]],["^15",[1977,"^F",1982,536871438]],["^15",[1977,"^S",1994,536882826]],["^15",[1977,"^X",1974,536871438]],["^15",[1977,"^V",1982,536871438]],["^15",[1977,"^U",1974,536871438]],["^15",[1977,"^?",["^ ","^2V","block","^2W",true,"^2X",true],536882826]],["^15",[1977,"^J",["^2V","^2W","^2X"],536882826]],["^15",[1977,"^4",["^ ","^2V","block","^2W","true","^2X","true"],536882826]],["^15",[1977,"^;","~u68ac5400-5347-41c6-9668-fe3152b0457e",536871438]],["^15",[1978,"^Q","---",536871438]],["^15",[1978,"^O","^1Y",536871438]],["^15",[1978,"^F",1983,536871438]],["^15",[1978,"^X",1974,536871438]],["^15",[1978,"^V",1974,536871438]],["^15",[1978,"^U",1974,536871438]],["^15",[1978,"^;","~u68ac5400-9f7e-422f-956a-ecfc67ffddf1",536871438]],["^15",[1979,"^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",536882826]],["^15",[1979,"^O","^1Y",536871438]],["^15",[1979,"^F",1993,536871438]],["^15",[1979,"^S",1995,536882826]],["^15",[1979,"^X",1974,536871438]],["^15",[1979,"^V",1993,536871438]],["^15",[1979,"^U",1974,536871438]],["^15",[1979,"^?",["^ ","^2W",true],536882826]],["^15",[1979,"^J",["^2W"],536882826]],["^15",[1979,"^4",["^ ","^2W","true"],536882826]],["^15",[1979,"^;","~u68ac5400-ea70-4a4e-8bdc-d1c985eaedbc",536871438]],["^15",[1980,"^Q","**Summery**:\nbackground-color:: blue",536871438]],["^15",[1980,"^O","^1Y",536871438]],["^15",[1980,"^F",1993,536871438]],["^15",[1980,"^X",1974,536871438]],["^15",[1980,"^V",1983,536871438]],["^15",[1980,"^U",1974,536871438]],["^15",[1980,"^?",["^ ","^2Y","blue"],536882826]],["^15",[1980,"^J",["^2Y"],536882826]],["^15",[1980,"^4",["^ ","^2Y","blue"],536882826]],["^15",[1980,"^;","~u68ac5400-24ee-4393-bf87-2e18c34c985d",536871438]],["^15",[1981,"^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.",536875879]],["^15",[1981,"^O","^1Y",536871438]],["^15",[1981,"^F",1989,536871438]],["^15",[1981,"^X",1974,536871438]],["^15",[1981,"^V",1989,536871438]],["^15",[1981,"^U",1974,536871438]],["^15",[1981,"^;","~u68ac5400-c80b-46ab-81de-336c18249959",536871438]],["^15",[1982,"^Q","**Notes:**\nbackground-color:: red",536871438]],["^15",[1982,"^O","^1Y",536871438]],["^15",[1982,"^F",1983,536871438]],["^15",[1982,"^X",1974,536871438]],["^15",[1982,"^V",1983,536871438]],["^15",[1982,"^U",1974,536871438]],["^15",[1982,"^?",["^ ","^2Y","red"],536882826]],["^15",[1982,"^J",["^2Y"],536882826]],["^15",[1982,"^4",["^ ","^2Y","red"],536882826]],["^15",[1982,"^;","~u68ac5400-7167-4832-878e-81d4a7399b98",536871438]],["^15",[1983,"^Q","## 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true",536882826]],["^15",[1989,"^O","^1Y",536871438]],["^15",[1989,"^F",1986,536871438]],["^15",[1989,"^X",1974,536871438]],["^15",[1989,"^V",1974,536871438]],["^15",[1989,"^U",1974,536871438]],["^15",[1989,"^?",["^ "],536882826]],["^15",[1989,"^J",[],536882826]],["^15",[1989,"^4",["^ "],536882826]],["^15",[1989,"^H",1975,536882826]],["^15",[1989,"^;","~u68ac5400-273e-435b-848d-c8d54b75c69d",536871438]],["^15",[1991,"^Q","references::",536871438]],["^15",[1991,"^O","^1Y",536871438]],["^15",[1991,"^F",1987,536871438]],["^15",[1991,"^X",1974,536871438]],["^15",[1991,"^V",1974,536871438]],["^15",[1991,"^U",430,536871438]],["^15",[1991,"^U",1974,536871438]],["^15",[1991,"^?",["^ ","^32",""],536882826]],["^15",[1991,"^J",["^32"],536882826]],["^15",[1991,"^4",["^ ","^32",""],536882826]],["^15",[1991,"^H",430,536882826]],["^15",[1991,"^;","~u68ac5400-7432-424c-8300-8d9f42a9ed7d",536871438]],["^15",[1993,"^Q","**Slides:**\nbackground-color:: green",536871438]],["^15",[1993,"^O","^1Y",536871438]],["^15",[1993,"^F",1982,536871438]],["^15",[1993,"^X",1974,536871438]],["^15",[1993,"^V",1983,536871438]],["^15",[1993,"^U",1974,536871438]],["^15",[1993,"^?",["^ ","^2Y","green"],536882826]],["^15",[1993,"^J",["^2Y"],536882826]],["^15",[1993,"^4",["^ ","^2Y","green"],536882826]],["^15",[1993,"^;","~u68ac5400-a505-4076-a5a1-a4334a733a1e",536871438]],["^15",[1994,"^?",["^ ","^2Z","query","^2[",["(and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[School/Deu/Nach Mitternacht/Kapitel VI Textinterprtation]]) (namespace [[School/Deu/Nach Mitternacht/Kapitel VI Textinterprtation]])))"]],536871438]],["^15",[1994,"^W","macro",536871438]],["^15",[1994,"^T","query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[School/Deu/Nach Mitternacht/Kapitel VI Textinterprtation]]) (namespace [[School/Deu/Nach Mitternacht/Kapitel VI Textinterprtation]])))",536871438]],["^15",[1995,"^?",["^ ","^2Z","query","^2[",["(and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/Deu/Nach Mitternacht/Kapitel VI Textinterprtation]]) (namespace [[School/Deu/Nach Mitternacht/Kapitel VI Textinterprtation]])))"]],536871438]],["^15",[1995,"^W","macro",536871438]],["^15",[1995,"^T","query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/Deu/Nach Mitternacht/Kapitel VI Textinterprtation]]) (namespace [[School/Deu/Nach Mitternacht/Kapitel VI Textinterprtation]])))",536871438]],["^15",[1996,"^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:",536871441]],["^15",[1996,"^17",1756124160257,536871441]],["^15",[1996,"^18","~m1755860956000",536871442]],["^15",[1996,"^Z","pages/School___Eng___The Amarican Dream___Dose the Dream still exist.md",536871441]],["^15",[1997,"^K",1756124160256,536871441]],["^15",[1997,"^[",1996,536871441]],["^15",[1997,"^@",false,536871441]],["^15",[1997,"^Y","school/eng/the amarican dream/dose the dream still exist",536871441]],["^15",[1997,"^A",516,536871441]],["^15",[1997,"^11","School/Eng/The Amarican Dream/Dose the Dream still exist",536871441]],["^15",[1997,"^?",["^ ","^21",5],536871441]],["^15",[1997,"^4",["^ ","^21","5"],536871441]],["^15",[1997,"^B",1756124160256,536871441]],["^15",[1997,"^;","~u68ac5400-baa1-4960-9642-e20a791988ca",536871441]],["^15",[1998,"^Q","![07-Does-the-American-Dream-still-exist_group-puzzle.pdf](../assets/07-Does-the-American-Dream-still-exist_group-puzzle_1755858519331_0.pdf)",536871441]],["^15",[1998,"^O","^1Y",536871441]],["^15",[1998,"^F",2009,536871441]],["^15",[1998,"^X",1997,536871441]],["^15",[1998,"^V",1997,536871441]],["^15",[1998,"^U",1997,536871441]],["^15",[1998,"^;","~u68ac5400-8919-473b-8bdc-9cd891eaa25b",536871441]],["^15",[1999,"^Q","Racial Segregation, and even persecutions increase with the Polesies of the Trump administrations",536871441]],["^15",[1999,"^O","^1Y",536871441]],["^15",[1999,"^F",2001,536871441]],["^15",[1999,"^X",1997,536871441]],["^15",[1999,"^V",2005,536871441]],["^15",[1999,"^U",1997,536871441]],["^15",[1999,"^;","~u68ac5400-37cd-406c-aaea-9de76b4503f6",536871441]],["^15",[2000,"^Q","{{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]])))}}",536871441]],["^15",[2000,"^O","^1Y",536871441]],["^15",[2000,"^F",2013,536871441]],["^15",[2000,"^S",2016,536871441]],["^15",[2000,"^X",1997,536871441]],["^15",[2000,"^V",2013,536871441]],["^15",[2000,"^U",1997,536871441]],["^15",[2000,"^;","~u68ac5400-d61f-4f3b-b8b2-f7c098eb3183",536871441]],["^15",[2001,"^Q","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",536871441]],["^15",[2001,"^O","^1Y",536871441]],["^15",[2001,"^F",2005,536871441]],["^15",[2001,"^X",1997,536871441]],["^15",[2001,"^V",2005,536871441]],["^15",[2001,"^U",1997,536871441]],["^15",[2001,"^;","~u68ac5400-d0eb-44d2-bc21-b01009f3bd30",536871441]],["^15",[2002,"^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.",536871441]],["^15",[2002,"^O","^1Y",536871441]],["^15",[2002,"^F",1999,536871441]],["^15",[2002,"^X",1997,536871441]],["^15",[2002,"^V",2005,536871441]],["^15",[2002,"^U",1997,536871441]],["^15",[2002,"^;","~u68ac5400-0f15-47cc-8791-5adee5380388",536871441]],["^15",[2003,"^Q","tags::",536871441]],["^15",[2003,"^O","^1Y",536871441]],["^15",[2003,"^F",2014,536871441]],["^15",[2003,"^X",1997,536871441]],["^15",[2003,"^V",1997,536871441]],["^15",[2003,"^U",1997,536871441]],["^15",[2003,"^?",["^ ","^33",""],536871441]],["^15",[2003,"^J",["^33"],536871441]],["^15",[2003,"^4",["^ 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freedom and happyness,: Live Liberty and persude of happiness",536871460]],["^15",[2022,"^O","^1Y",536871460]],["^15",[2022,"^F",2033,536871460]],["^15",[2022,"^X",535,536871460]],["^15",[2022,"^V",2033,536871460]],["^15",[2022,"^U",535,536873501]],["^15",[2022,"^U",868,536873501]],["^15",[2022,"^;","~u68ac5400-d5af-484b-a136-cc0f53fc98d8",536871460]],["^15",[2023,"^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",536871460]],["^15",[2023,"^O","^1Y",536871460]],["^15",[2023,"^F",2021,536871460]],["^15",[2023,"^X",535,536871460]],["^15",[2023,"^V",2047,536871460]],["^15",[2023,"^U",535,536871460]],["^15",[2023,"^U",868,536871460]],["^15",[2023,"^;","~u68ac5400-8b01-4419-8d19-0acfe957bb1c",536871460]],["^15",[2024,"^Q","modernisation hard for incread political devision",536871460]],["^15",[2024,"^O","^1Y",536871460]],["^15",[2024,"^F",2040,536871460]],["^15",[2024,"^X",535,536871460]],["^15",[2024,"^V",2023,536871460]],["^15",[2024,"^U",535,536871460]],["^15",[2024,"^U",868,536871460]],["^15",[2024,"^;","~u68ac5400-5744-4104-b0c6-f8c5fffe80fb",536871460]],["^15",[2025,"^Q","Simular to serial boxes/cake mix in supermarket",536871460]],["^15",[2025,"^O","^1Y",536871460]],["^15",[2025,"^F",2034,536871460]],["^15",[2025,"^X",535,536871460]],["^15",[2025,"^V",2034,536871460]],["^15",[2025,"^U",535,536871460]],["^15",[2025,"^;","~u68ac5400-50fc-4b91-9107-3aefea77cfde",536871460]],["^15",[2026,"^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",536871460]],["^15",[2026,"^O","^1Y",536871460]],["^15",[2026,"^F",2042,536871460]],["^15",[2026,"^X",535,536871460]],["^15",[2026,"^V",2042,536871460]],["^15",[2026,"^U",535,536871460]],["^15",[2026,"^;","~u68ac5400-3f0a-4b12-8fb4-e3ec8ac2ab4a",536871460]],["^15",[2027,"^Q","#Poverty",536871460]],["^15",[2027,"^O","^1Y",536871460]],["^15",[2027,"^F",2023,536871460]],["^15",[2027,"^X",535,536871460]],["^15",[2027,"^V",2047,536871460]],["^15",[2027,"^U",535,536871460]],["^15",[2027,"^U",868,536871460]],["^15",[2027,"^U",1969,536871460]],["^15",[2027,"^H",1969,536871460]],["^15",[2027,"^;","~u68ac5400-18dd-4f63-b1f2-f86f4f7cb309",536871460]],["^15",[2028,"^Q","![06 -American-Dream-over-the-years.pdf](../assets/06_-American-Dream-over-the-years_1755858224039_0.pdf)",536871460]],["^15",[2028,"^O","^1Y",536871460]],["^15",[2028,"^F",2047,536871460]],["^15",[2028,"^X",535,536871460]],["^15",[2028,"^V",2047,536871460]],["^15",[2028,"^U",535,536871460]],["^15",[2028,"^U",868,536871460]],["^15",[2028,"^;","~u68ac5400-bd01-4e95-a3f7-39870820114f",536871460]],["^15",[2029,"^Q","Pionears had the idee to improve ther lives",536871460]],["^15",[2029,"^O","^1Y",536871460]],["^15",[2029,"^F",2030,536871460]],["^15",[2029,"^X",535,536871460]],["^15",[2029,"^V",2036,536871460]],["^15",[2029,"^U",535,536871460]],["^15",[2029,"^U",868,536871460]],["^15",[2029,"^;","~u68ac5400-c27f-431f-8cf2-c46bb57abed8",536871460]],["^15",[2030,"^Q","King raised taxes, lead to war of Independence",536871460]],["^15",[2030,"^O","^1Y",536871460]],["^15",[2030,"^F",2039,536871460]],["^15",[2030,"^X",535,536871460]],["^15",[2030,"^V",2036,536871460]],["^15",[2030,"^U",535,536871460]],["^15",[2030,"^U",868,536871460]],["^15",[2030,"^;","~u68ac5400-d6f9-4a68-89a2-8d48199de8fb",536871460]],["^15",[2031,"^Q","looks suprised, scapticale",536871460]],["^15",[2031,"^O","^1Y",536871460]],["^15",[2031,"^F",2037,536871460]],["^15",[2031,"^X",535,536871460]],["^15",[2031,"^V",2032,536871460]],["^15",[2031,"^U",535,536871460]],["^15",[2031,"^;","~u68ac5400-ddbf-456c-9ca7-89fc1efbb1bd",536871460]],["^15",[2032,"^Q","Faicial expresison:",536871460]],["^15",[2032,"^O","^1Y",536871460]],["^15",[2032,"^F",2025,536871460]],["^15",[2032,"^X",535,536871460]],["^15",[2032,"^V",2034,536871460]],["^15",[2032,"^U",535,536871460]],["^15",[2032,"^;","~u68ac5400-3565-4699-8c5d-88a411769fb5",536871460]],["^15",[2033,"^Q","### #Slide TlDr Amarican Dream",536871460]],["^15",[2033,"^O","^1Y",536871460]],["^15",[2033,"^F",542,536873500]],["^15",[2033,"^X",535,536871460]],["^15",[2033,"^V",535,536871460]],["^15",[2033,"^U",535,536871460]],["^15",[2033,"^U",868,536871460]],["^15",[2033,"^?",["^ ","^2T",3],536871460]],["^15",[2033,"^J",[],536871460]],["^15",[2033,"^H",868,536871460]],["^15",[2033,"^;","~u68ac5400-c979-4b53-882a-417c8f1e679c",536871460]],["^15",[2034,"^Q","((68a843d5-d791-4b28-9b1d-b9322d73f59c))",536871460]],["^15",[2034,"^O","^1Y",536871460]],["^15",[2034,"^F",2047,536871460]],["^15",[2034,"^X",535,536871460]],["^15",[2034,"^V",535,536871460]],["^15",[2034,"^U",535,536871460]],["^15",[2034,"^H",2019,536871460]],["^15",[2034,"^;","~u68ac5400-011f-44c9-a080-6bbf030b9218",536871460]],["^15",[2035,"^Q","",536871460]],["^15",[2035,"^O","^1Y",536871460]],["^15",[2035,"^F",2026,536871460]],["^15",[2035,"^X",535,536871460]],["^15",[2035,"^V",2042,536871460]],["^15",[2035,"^U",535,536871460]],["^15",[2035,"^;","~u68ac5400-e6f6-48ef-8b63-d821f99b854f",536871460]],["^15",[2036,"^Q","Original Idea: Sattel down, living there own live",536871460]],["^15",[2036,"^O","^1Y",536871460]],["^15",[2036,"^F",2028,536871460]],["^15",[2036,"^X",535,536871460]],["^15",[2036,"^V",2047,536871460]],["^15",[2036,"^U",535,536871460]],["^15",[2036,"^U",868,536871460]],["^15",[2036,"^;","~u68ac5400-9397-4ca7-9559-9b45a59154af",536871460]],["^15",[2037,"^Q","middle aged, apropriate lower-mittelclass",536871460]],["^15",[2037,"^O","^1Y",536871460]],["^15",[2037,"^F",2032,536871460]],["^15",[2037,"^X",535,536871460]],["^15",[2037,"^V",2032,536871460]],["^15",[2037,"^U",535,536871460]],["^15",[2037,"^;","~u68ac5400-1d08-401b-8fc9-1398cbf8771e",536871460]],["^15",[2038,"^Q","Rags to ridges -> \"From bottom to the top\"",536871460]],["^15",[2038,"^O","^1Y",536871460]],["^15",[2038,"^F",2022,536871460]],["^15",[2038,"^X",535,536871460]],["^15",[2038,"^V",2033,536871460]],["^15",[2038,"^U",535,536873501]],["^15",[2038,"^U",868,536873501]],["^15",[2038,"^;","~u68ac5400-55ba-481c-828e-b25cb25f3d50",536871460]],["^15",[2039,"^Q","Reasons to move to Colonies: People who seek a new live, escape poverty, class distinctions, escape governent controll, religious freedom",536871460]],["^15",[2039,"^O","^1Y",536871460]],["^15",[2039,"^F",2036,536871460]],["^15",[2039,"^X",535,536871460]],["^15",[2039,"^V",2036,536871460]],["^15",[2039,"^U",535,536871460]],["^15",[2039,"^U",868,536871460]],["^15",[2039,"^;","~u68ac5400-4a54-4978-871c-e84c9f6df748",536871460]],["^15",[2040,"^Q","polorisation",536871460]],["^15",[2040,"^O","^1Y",536871460]],["^15",[2040,"^F",2023,536871460]],["^15",[2040,"^X",535,536871460]],["^15",[2040,"^V",2023,536871460]],["^15",[2040,"^U",535,536871460]],["^15",[2040,"^U",868,536871460]],["^15",[2040,"^;","~u68ac5400-3c49-49b5-b3b7-977270ac900a",536871460]],["^15",[2041,"^Q","",536871460]],["^15",[2041,"^O","^1Y",536871460]],["^15",[2041,"^F",2044,536871460]],["^15",[2041,"^X",535,536871460]],["^15",[2041,"^V",535,536871460]],["^15",[2041,"^U",535,536871460]],["^15",[2041,"^;","~u68ac5400-c5e3-4ced-ad84-b75dae4d0d4a",536871460]],["^15",[2042,"^Q","Message:",536871460]],["^15",[2042,"^O","^1Y",536871460]],["^15",[2042,"^F",2032,536871460]],["^15",[2042,"^X",535,536871460]],["^15",[2042,"^V",2034,536871460]],["^15",[2042,"^U",535,536871460]],["^15",[2042,"^;","~u68ac5400-c03c-4f2c-93e8-a93174f5c3e1",536871460]],["^15",[2043,"^Q","{{embed ((68a841cf-aea7-4295-af47-17254d3f3df6))}}",536871460]],["^15",[2043,"^O","^1Y",536871460]],["^15",[2043,"^F",2027,536871460]],["^15",[2043,"^S",2051,536871460]],["^15",[2043,"^X",535,536871460]],["^15",[2043,"^V",2027,536871460]],["^15",[2043,"^U",535,536871460]],["^15",[2043,"^U",868,536871460]],["^15",[2043,"^U",1969,536871460]],["^15",[2043,"^U",2020,536871460]],["^15",[2043,"^H",1970,536871460]],["^15",[2043,"^H",2020,536871460]],["^15",[2043,"^;","~u68ac5400-7bac-48b9-8e41-8b578135cf8d",536871460]],["^15",[2044,"^Q","---",536871460]],["^15",[2044,"^O","^1Y",536871460]],["^15",[2044,"^F",537,536871460]],["^15",[2044,"^X",535,536871460]],["^15",[2044,"^V",535,536871460]],["^15",[2044,"^U",535,536871460]],["^15",[2044,"^;","~u68ac5400-923f-41af-91da-ed0e06a1052b",536871460]],["^15",[2045,"^Q","everyone should have the equal opportunity, as mach as you can based on ability",536871460]],["^15",[2045,"^O","^1Y",536871460]],["^15",[2045,"^F",2038,536871460]],["^15",[2045,"^X",535,536871460]],["^15",[2045,"^V",2038,536871460]],["^15",[2045,"^U",535,536873501]],["^15",[2045,"^U",868,536873501]],["^15",[2045,"^;","~u68ac5400-7a36-41d5-8f5c-ac9b116bd653",536871460]],["^15",[2046,"^Q","",536871460]],["^15",[2046,"^O","^1Y",536871460]],["^15",[2046,"^F",2033,536871460]],["^15",[2046,"^X",535,536871460]],["^15",[2046,"^V",535,536871460]],["^15",[2046,"^U",535,536871460]],["^15",[2046,"^;","~u68ac5400-ec2d-4ef5-8702-0058b621983c",536871460]],["^15",[2047,"^Q","### #Slide Timeline",536871460]],["^15",[2047,"^O","^1Y",536871460]],["^15",[2047,"^F",2046,536871460]],["^15",[2047,"^X",535,536871460]],["^15",[2047,"^V",535,536871460]],["^15",[2047,"^U",535,536871460]],["^15",[2047,"^U",868,536871460]],["^15",[2047,"^?",["^ ","^2T",3],536871460]],["^15",[2047,"^J",[],536871460]],["^15",[2047,"^H",868,536871460]],["^15",[2047,"^;","~u68ac5400-a61c-43a7-8cfa-03100e4ba12e",536871460]],["^15",[2048,"^Q","Freedom of speach",536871460]],["^15",[2048,"^O","^1Y",536871460]],["^15",[2048,"^F",536,536871460]],["^15",[2048,"^X",535,536871460]],["^15",[2048,"^V",543,536871460]],["^15",[2048,"^U",535,536871460]],["^15",[2048,"^;","~u68ac5400-e4d6-4293-9cdc-a0f6aa10774b",536871460]],["^15",[2049,"^?",["^ ","^2Z","query","^2[",["(and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[School/Eng/The Amarican Dream/Amarican Dream]]) (namespace [[School/Eng/The Amarican Dream/Amarican Dream]])))"]],536871460]],["^15",[2049,"^W","macro",536871460]],["^15",[2049,"^T","query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[School/Eng/The Amarican Dream/Amarican Dream]]) (namespace [[School/Eng/The Amarican Dream/Amarican Dream]])))",536871460]],["^15",[2050,"^?",["^ ","^2Z","query","^2[",["(and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/Eng/The Amarican Dream/Amarican Dream]]) (namespace [[School/Eng/The Amarican Dream/Amarican Dream]])))"]],536871460]],["^15",[2050,"^W","macro",536871460]],["^15",[2050,"^T","query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/Eng/The Amarican Dream/Amarican Dream]]) (namespace [[School/Eng/The Amarican Dream/Amarican Dream]])))",536871460]],["^15",[2051,"^?",["^ ","^2Z","embed","^2[",["((68a841cf-aea7-4295-af47-17254d3f3df6))"]],536871460]],["^15",[2051,"^W","macro",536871460]],["^15",[2051,"^T","embed ((68a841cf-aea7-4295-af47-17254d3f3df6))",536871460]],["^15",[2052,"^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.",536872071]],["^15",[2052,"^O","^1Y",536871463]],["^15",[2052,"^F",2060,536872473]],["^15",[2052,"^X",665,536871463]],["^15",[2052,"^V",685,536871463]],["^15",[2052,"^U",665,536872114]],["^15",[2052,"^U",707,536872114]],["^15",[2052,"^U",868,536872114]],["^15",[2052,"^?",["^ "],536872071]],["^15",[2052,"^;","~u68ac5400-16b7-4e8f-a00b-06895a43e812",536871463]],["^15",[2053,"^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",536872938]],["^15",[2053,"^O","^1Y",536871463]],["^15",[2053,"^F",2059,536871463]],["^15",[2053,"^X",665,536871463]],["^15",[2053,"^V",2060,536872473]],["^15",[2053,"^U",665,536872114]],["^15",[2053,"^U",707,536872114]],["^15",[2053,"^U",868,536872114]],["^15",[2053,"^?",["^ ","^35","number"],536872938]],["^15",[2053,"^J",["^14",["^35"]],536872938]],["^15",[2053,"^4",["^ ","^35","number"],536872938]],["^15",[2053,"^;","~u68ac5400-0e32-4faf-8602-daef2cf5ae65",536871463]],["^15",[2054,"^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).",536872742]],["^15",[2054,"^O","^1Y",536871463]],["^15",[2054,"^F",2055,536871463]],["^15",[2054,"^X",665,536871463]],["^15",[2054,"^V",680,536871463]],["^15",[2054,"^U",665,536872114]],["^15",[2054,"^U",690,536872114]],["^15",[2054,"^U",868,536872114]],["^15",[2054,"^?",["^ "],536872742]],["^15",[2054,"^;","~u68ac5400-6240-4500-8274-334f8e9010ba",536871463]],["^15",[2055,"^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",536872925]],["^15",[2055,"^O","^1Y",536871463]],["^15",[2055,"^F",1939,536871463]],["^15",[2055,"^X",665,536871463]],["^15",[2055,"^V",680,536871463]],["^15",[2055,"^U",665,536872114]],["^15",[2055,"^U",690,536872114]],["^15",[2055,"^U",868,536872114]],["^15",[2055,"^?",["^ ","^1<","68ac5400-a78d-4b58-a27f-b93b23e4540d"],536872925]],["^15",[2055,"^J",["^14",["^1<"]],536872925]],["^15",[2055,"^4",["^ ","^1<","68ac5400-a78d-4b58-a27f-b93b23e4540d"],536872925]],["^15",[2055,"^;","~u68ac5400-a78d-4b58-a27f-b93b23e4540d",536871463]],["^15",[2056,"^Q","So soll der internationale Wettbewerb auf Augenhöhe mit anderen anderen Ländern sichergestellt werden und gleichzeitig die europäische Wirtschaft abgesichert und ausgebaut werden.",536872449]],["^15",[2056,"^O","^1Y",536871463]],["^15",[2056,"^F",689,536872385]],["^15",[2056,"^X",665,536871463]],["^15",[2056,"^V",673,536871463]],["^15",[2056,"^U",665,536872114]],["^15",[2056,"^U",679,536872114]],["^15",[2056,"^U",868,536872114]],["^15",[2056,"^?",["^ "],536872449]],["^15",[2056,"^;","~u68ac5400-13c5-48c2-bc9e-d98a49813494",536871463]],["^15",[2057,"^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",536871945]],["^15",[2057,"^O","^1Y",536871463]],["^15",[2057,"^F",2060,536871463]],["^15",[2057,"^X",665,536871463]],["^15",[2057,"^V",2060,536872473]],["^15",[2057,"^U",665,536872114]],["^15",[2057,"^U",707,536872114]],["^15",[2057,"^U",868,536872114]],["^15",[2057,"^?",["^ ","^35","number"],536871945]],["^15",[2057,"^J",["^14",["^35"]],536871945]],["^15",[2057,"^4",["^ ","^35","number"],536871945]],["^15",[2057,"^;","~u68ac5400-7168-41f0-a887-c94592bab7a0",536871463]],["^15",[2058,"^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.",536872470]],["^15",[2058,"^O","^1Y",536871463]],["^15",[2058,"^F",2056,536871463]],["^15",[2058,"^X",665,536871463]],["^15",[2058,"^V",673,536871463]],["^15",[2058,"^U",665,536872114]],["^15",[2058,"^U",679,536872114]],["^15",[2058,"^U",868,536872114]],["^15",[2058,"^?",["^ "],536872470]],["^15",[2058,"^;","~u68ac5400-17b9-4d80-a012-784b0a582ae8",536871463]],["^15",[2059,"^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",536872861]],["^15",[2059,"^O","^1Y",536871463]],["^15",[2059,"^F",2057,536871463]],["^15",[2059,"^X",665,536871463]],["^15",[2059,"^V",2060,536872473]],["^15",[2059,"^U",665,536872114]],["^15",[2059,"^U",707,536872114]],["^15",[2059,"^U",868,536872114]],["^15",[2059,"^?",["^ ","^35","number"],536872861]],["^15",[2059,"^J",["^14",["^35"]],536872861]],["^15",[2059,"^4",["^ ","^35","number"],536872861]],["^15",[2059,"^;","~u68ac5400-8951-4db4-8888-dee3d2372635",536871463]],["^15",[2060,"^Q","Für die Bitkom e.v. ist Digitale Souveränität erreicht, ist die Selbstbestimmtheit gegeben:",536871463]],["^15",[2060,"^O","^1Y",536871463]],["^15",[2060,"^F",678,536871463]],["^15",[2060,"^X",665,536871463]],["^15",[2060,"^V",685,536871463]],["^15",[2060,"^U",665,536872114]],["^15",[2060,"^U",707,536872114]],["^15",[2060,"^U",868,536872114]],["^15",[2060,"^;","~u68ac5400-ea8a-4750-9654-9be9ab2737e3",536871463]],["^15",[2061,"^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.",536872110]],["^15",[2061,"^O","^1Y",536871463]],["^15",[2061,"^F",2052,536871463]],["^15",[2061,"^X",665,536871463]],["^15",[2061,"^V",685,536871463]],["^15",[2061,"^U",665,536872114]],["^15",[2061,"^U",707,536872114]],["^15",[2061,"^U",868,536872114]],["^15",[2061,"^?",["^ "],536872110]],["^15",[2061,"^;","~u68ac5400-8441-4031-ab64-43571909f78e",536871463]],["^15",[2062,"^Q","Dataport: Anstalt des öffentlichen rechts",536871466]],["^15",[2062,"^O","^1Y",536871466]],["^15",[2062,"^F",1854,536871466]],["^15",[2062,"^X",1850,536871466]],["^15",[2062,"^V",1855,536871466]],["^15",[2062,"^U",1850,536871466]],["^15",[2062,"^;","~u68ac5400-13b7-4185-a496-01600b25dfde",536871466]],["^15",[2063,"^Q","mitlerweile echte alternative, wird weiterhin falsch Wargenommen",536871466]],["^15",[2063,"^O","^1Y",536871466]],["^15",[2063,"^F",2088,536871466]],["^15",[2063,"^X",1850,536871466]],["^15",[2063,"^V",2088,536871466]],["^15",[2063,"^U",1850,536871466]],["^15",[2063,"^;","~u68ac5400-9a9f-49d8-b8d8-177c1b4a7cc3",536871466]],["^15",[2064,"^Q","MS ignoreirt teils sogar probleme/schwachstelln deren Behebung gefodert wurde",536871466]],["^15",[2064,"^O","^1Y",536871466]],["^15",[2064,"^F",2073,536871466]],["^15",[2064,"^X",1850,536871466]],["^15",[2064,"^V",2073,536871466]],["^15",[2064,"^U",1850,536871466]],["^15",[2064,"^;","~u68ac5400-9144-455a-8e37-c3c521126225",536871466]],["^15",[2065,"^Q","Verdienen Geld durch Support größter player",536871466]],["^15",[2065,"^O","^1Y",536871466]],["^15",[2065,"^F",2102,536871466]],["^15",[2065,"^X",1850,536871466]],["^15",[2065,"^V",2088,536871466]],["^15",[2065,"^U",1850,536871466]],["^15",[2065,"^;","~u68ac5400-6292-4de3-85a6-40e1f8a6cbbe",536871466]],["^15",[2066,"^Q","eigendlich sogar nennung von Markennamen verboten in ausschreibungen",536871466]],["^15",[2066,"^O","^1Y",536871466]],["^15",[2066,"^F",2067,536871466]],["^15",[2066,"^X",1850,536871466]],["^15",[2066,"^V",2096,536871466]],["^15",[2066,"^U",1850,536871466]],["^15",[2066,"^;","~u68ac5400-da9e-4244-85cd-76f1d8737eb6",536871466]],["^15",[2067,"^Q","offene lösung als \"experimentell\" empfunden",536871466]],["^15",[2067,"^O","^1Y",536871466]],["^15",[2067,"^F",2096,536871466]],["^15",[2067,"^X",1850,536871466]],["^15",[2067,"^V",2096,536871466]],["^15",[2067,"^U",1850,536871466]],["^15",[2067,"^;","~u68ac5400-f60a-45e0-95f5-76cf3c7fc922",536871466]],["^15",[2068,"^Q","Argument von Bürgermeister: Nicht das was ich gewohnt bin",536871466]],["^15",[2068,"^O","^1Y",536871466]],["^15",[2068,"^F",2090,536871466]],["^15",[2068,"^X",1850,536871466]],["^15",[2068,"^V",2090,536871466]],["^15",[2068,"^U",1850,536871466]],["^15",[2068,"^;","~u68ac5400-6a07-4cc3-b510-71a4e04ced2c",536871466]],["^15",[2069,"^Q","trotz merheitlicher Zufriedenheit",536871466]],["^15",[2069,"^O","^1Y",536871466]],["^15",[2069,"^F",2068,536871466]],["^15",[2069,"^X",1850,536871466]],["^15",[2069,"^V",2090,536871466]],["^15",[2069,"^U",1850,536871466]],["^15",[2069,"^;","~u68ac5400-0b89-4fab-9c58-68e4347bf668",536871466]],["^15",[2070,"^Q","Microsoft (Mittarbeiter) haben priviligierten zugang z.T. sogar .gov Mail addressen;\nCheflobyist als Palamentarischer Mittarbeiter",536871466]],["^15",[2070,"^O","^1Y",536871466]],["^15",[2070,"^F",2075,536871466]],["^15",[2070,"^X",1850,536871466]],["^15",[2070,"^V",2075,536871466]],["^15",[2070,"^U",1850,536871466]],["^15",[2070,"^;","~u68ac5400-a0a9-4ba7-9e76-94a9e5c5596f",536871466]],["^15",[2071,"^Q","viel Geld verschwended durch widerumstieg",536871466]],["^15",[2071,"^O","^1Y",536871466]],["^15",[2071,"^F",2103,536871466]],["^15",[2071,"^X",1850,536871466]],["^15",[2071,"^V",2090,536871466]],["^15",[2071,"^U",1850,536871466]],["^15",[2071,"^;","~u68ac5400-6dbe-4efe-8266-b9e72f2d6fac",536871466]],["^15",[2072,"^Q","Auch in Rom und Italienschem Militär (spaart über 28 Millionen Euro)",536871466]],["^15",[2072,"^O","^1Y",536871466]],["^15",[2072,"^F",2079,536871466]],["^15",[2072,"^X",1850,536871466]],["^15",[2072,"^V",2079,536871466]],["^15",[2072,"^U",1850,536871466]],["^15",[2072,"^;","~u68ac5400-229e-43fe-a55c-984336995289",536871466]],["^15",[2073,"^Q","BSI hat hohe Misstraun gegen MS",536871466]],["^15",[2073,"^O","^1Y",536871466]],["^15",[2073,"^F",2093,536871466]],["^15",[2073,"^X",1850,536871466]],["^15",[2073,"^V",2095,536871466]],["^15",[2073,"^U",1850,536871466]],["^15",[2073,"^;","~u68ac5400-0edc-42f6-87d5-e608d757daa8",536871466]],["^15",[2074,"^Q","Gibt Geheimverträge zwischen MS und Verteidigungsministerium in FR, ohne Zustimmung von Parlament etc.",536871466]],["^15",[2074,"^O","^1Y",536871466]],["^15",[2074,"^F",2075,536871466]],["^15",[2074,"^X",1850,536871466]],["^15",[2074,"^V",2079,536871466]],["^15",[2074,"^U",1850,536871466]],["^15",[2074,"^;","~u68ac5400-42b6-4941-ac18-863621b62789",536871466]],["^15",[2075,"^Q","Französische Polizei arbeitet auch mit Linux",536871466]],["^15",[2075,"^O","^1Y",536871466]],["^15",[2075,"^F",2072,536871466]],["^15",[2075,"^X",1850,536871466]],["^15",[2075,"^V",2079,536871466]],["^15",[2075,"^U",1850,536871466]],["^15",[2075,"^;","~u68ac5400-82b5-4c0c-8b25-5a2adf4d1e54",536871466]],["^15",[2076,"^Q","Versucht über abhänigkeit zu regulieren -> schreitet langsam zurück",536871466]],["^15",[2076,"^O","^1Y",536871466]],["^15",[2076,"^F",2062,536871466]],["^15",[2076,"^X",1850,536871466]],["^15",[2076,"^V",2062,536871466]],["^15",[2076,"^U",1850,536871466]],["^15",[2076,"^;","~u68ac5400-ab84-46c2-af34-e782ee62e4a7",536871466]],["^15",[2077,"^Q","recht wird bewusst gebrochen, auch von EU Kommission",536871466]],["^15",[2077,"^O","^1Y",536871466]],["^15",[2077,"^F",2066,536871466]],["^15",[2077,"^X",1850,536871466]],["^15",[2077,"^V",2096,536871466]],["^15",[2077,"^U",1850,536871466]],["^15",[2077,"^;","~u68ac5400-961d-4b98-9281-385a67a6d787",536871466]],["^15",[2078,"^Q","Open source anbieter",536871466]],["^15",[2078,"^O","^1Y",536871466]],["^15",[2078,"^F",2095,536871466]],["^15",[2078,"^X",1850,536871466]],["^15",[2078,"^V",1855,536871466]],["^15",[2078,"^U",1850,536871466]],["^15",[2078,"^;","~u68ac5400-c328-46b9-8002-2a1588439d0e",536871466]],["^15",[2079,"^Q","Umstiege:",536871466]],["^15",[2079,"^O","^1Y",536871466]],["^15",[2079,"^F",2084,536871466]],["^15",[2079,"^X",1850,536871466]],["^15",[2079,"^V",1855,536871466]],["^15",[2079,"^U",1850,536871466]],["^15",[2079,"^;","~u68ac5400-438f-401d-bcb0-e92faf339d53",536871466]],["^15",[2080,"^Q","keine Schneller Umstieg: Software nicht da, Server-Software nicht da, Anwenderkentnisse nicht da",536871466]],["^15",[2080,"^O","^1Y",536871466]],["^15",[2080,"^F",2099,536871466]],["^15",[2080,"^X",1850,536871466]],["^15",[2080,"^V",1854,536871466]],["^15",[2080,"^U",1850,536871466]],["^15",[2080,"^;","~u68ac5400-be3d-410f-9d32-5e8650747058",536871466]],["^15",[2081,"^Q","Microsoft entscheided (durch geltende Geschäftsgeheimnisse) welche informationen über vertrag an öffentlichkeit gelangen",536871466]],["^15",[2081,"^O","^1Y",536871466]],["^15",[2081,"^F",2104,536871466]],["^15",[2081,"^X",1850,536871466]],["^15",[2081,"^V",2104,536871466]],["^15",[2081,"^U",1850,536871466]],["^15",[2081,"^;","~u68ac5400-7036-40e8-a46f-b4523b2ce7e5",536871466]],["^15",[2082,"^Q","Virtualisierung in Cloud + Abhänigkeit von Software fürt zu Unkontrolierbarkeit (von Daten und Kosten)",536871466]],["^15",[2082,"^O","^1Y",536871466]],["^15",[2082,"^F",2080,536871466]],["^15",[2082,"^X",1850,536871466]],["^15",[2082,"^V",1854,536871466]],["^15",[2082,"^U",1850,536871466]],["^15",[2082,"^;","~u68ac5400-d763-429e-a90e-d501d6d80f99",536871466]],["^15",[2083,"^Q","zeigt jedoch nur abhänigkeit, da alternativen existieren",536871466]],["^15",[2083,"^O","^1Y",536871466]],["^15",[2083,"^F",2091,536871466]],["^15",[2083,"^X",1850,536871466]],["^15",[2083,"^V",2091,536871466]],["^15",[2083,"^U",1850,536871466]],["^15",[2083,"^;","~u68ac5400-6d9d-44e5-860f-276ce0748ce2",536871466]],["^15",[2084,"^Q","München",536871466]],["^15",[2084,"^O","^1Y",536871466]],["^15",[2084,"^F",2104,536871466]],["^15",[2084,"^X",1850,536871466]],["^15",[2084,"^V",1855,536871466]],["^15",[2084,"^U",1850,536871466]],["^15",[2084,"^;","~u68ac5400-127c-428c-b04b-2b1ab7f525c7",536871466]],["^15",[2085,"^Q","Gibt es, jedoch noch nicht marktfähig, da nachfrage hilft",536871466]],["^15",[2085,"^O","^1Y",536871466]],["^15",[2085,"^F",2078,536871466]],["^15",[2085,"^X",1850,536871466]],["^15",[2085,"^V",2078,536871466]],["^15",[2085,"^U",1850,536871466]],["^15",[2085,"^;","~u68ac5400-fbb2-4f2d-9625-c5af1ecbdd4a",536871466]],["^15",[2086,"^Q","Es wird nicht genug investiert",536871466]],["^15",[2086,"^O","^1Y",536871466]],["^15",[2086,"^F",2085,536871466]],["^15",[2086,"^X",1850,536871466]],["^15",[2086,"^V",2078,536871466]],["^15",[2086,"^U",1850,536871466]],["^15",[2086,"^;","~u68ac5400-74e1-41ce-9907-22cdd6c2914b",536871466]],["^15",[2087,"^Q","-> Veröffentlichung des Quellcode als grundatz für staartliche software, würde EU abhänigkeit lösen, sicherheit steigern",536871466]],["^15",[2087,"^O","^1Y",536871466]],["^15",[2087,"^F",2086,536871466]],["^15",[2087,"^X",1850,536871466]],["^15",[2087,"^V",2078,536871466]],["^15",[2087,"^U",1850,536871466]],["^15",[2087,"^;","~u68ac5400-450e-4d39-941b-d96b699ce746",536871466]],["^15",[2088,"^Q","Open Source:",536871466]],["^15",[2088,"^O","^1Y",536871466]],["^15",[2088,"^F",2062,536871466]],["^15",[2088,"^X",1850,536871466]],["^15",[2088,"^V",1855,536871466]],["^15",[2088,"^U",1850,536871466]],["^15",[2088,"^;","~u68ac5400-8e4e-4289-b637-4882d843c8f2",536871466]],["^15",[2089,"^Q","Proprietär: Closed Source macht Abhänigkeit möglich",536871466]],["^15",[2089,"^O","^1Y",536871466]],["^15",[2089,"^F",2082,536871466]],["^15",[2089,"^X",1850,536871466]],["^15",[2089,"^V",1854,536871466]],["^15",[2089,"^U",1850,536871466]],["^15",[2089,"^;","~u68ac5400-c5f6-481c-9384-68cfab7e8809",536871466]],["^15",[2090,"^Q","CSU zurückstellung auf Microsoft, nach Unternehmensitzumzug nach München",536871466]],["^15",[2090,"^O","^1Y",536871466]],["^15",[2090,"^F",2097,536871466]],["^15",[2090,"^X",1850,536871466]],["^15",[2090,"^V",2084,536871466]],["^15",[2090,"^U",1850,536871466]],["^15",[2090,"^;","~u68ac5400-05ab-48f9-b67d-71365c41b53d",536871466]],["^15",[2091,"^Q","Legal: Da behaupted wird, nur MS kann jene Softwaerlösung anbieten, so können Rabatte eingeholt 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"],536873162]],["^15",[2143,"^;","~u68ac82ba-0c7e-4e72-acb9-7eb9ad64877f",536873152]],["^15",[2144,"^Q","serving your comuinty",536873175]],["^15",[2144,"^O","^1Y",536873162]],["^15",[2144,"^F",2143,536873162]],["^15",[2144,"^X",535,536873162]],["^15",[2144,"^V",2141,536873162]],["^15",[2144,"^U",535,536873163]],["^15",[2144,"^?",["^ "],536873175]],["^15",[2144,"^;","~u68ac82c7-66be-4279-a0ed-327d0ce6e0d3",536873162]],["^15",[2145,"^Q","making a positive impact",536873182]],["^15",[2145,"^O","^1Y",536873176]],["^15",[2145,"^F",2144,536873176]],["^15",[2145,"^X",535,536873176]],["^15",[2145,"^V",2141,536873176]],["^15",[2145,"^U",535,536873177]],["^15",[2145,"^?",["^ "],536873182]],["^15",[2145,"^;","~u68ac82d0-8944-4150-8d10-2d03ab5997bc",536873176]],["^15",[2146,"^Q","-> Dream is abbout fredom and ability to pusue once 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","^35","number"],536873394]],["^15",[2152,"^J",["^14",["^35"]],536873394]],["^15",[2152,"^4",["^ ","^35","number"],536873394]],["^15",[2152,"^;","~u68ac8399-51cc-4268-b053-232f522a216f",536873357]],["^15",[2153,"^Q","many cannot afford to found a family",536873413]],["^15",[2153,"^O","^1Y",536873397]],["^15",[2153,"^F",2152,536873397]],["^15",[2153,"^X",535,536873397]],["^15",[2153,"^V",2152,536873399]],["^15",[2153,"^U",535,536873398]],["^15",[2153,"^?",["^ "],536873413]],["^15",[2153,"^;","~u68ac83ca-11d1-42b9-98e6-1b3361d40f70",536873397]],["^15",[2154,"^Q","Collage ~400000 USD Debt\nlogseq.order-list-type:: number",536873447]],["^15",[2154,"^O","^1Y",536873416]],["^15",[2154,"^F",2152,536873420]],["^15",[2154,"^X",535,536873416]],["^15",[2154,"^V",547,536873420]],["^15",[2154,"^U",535,536873417]],["^15",[2154,"^?",["^ ","^35","number"],536873447]],["^15",[2154,"^J",["^14",["^35"]],536873447]],["^15",[2154,"^4",["^ ","^35","number"],536873447]],["^15",[2154,"^;","~u68ac83e3-0f70-45fc-95ff-6fe41558c323",536873416]],["^15",[2155,"^Q","-600USD over up to 30 Years payment",536873487]],["^15",[2155,"^O","^1Y",536873450]],["^15",[2155,"^F",2154,536873450]],["^15",[2155,"^X",535,536873450]],["^15",[2155,"^V",2154,536873452]],["^15",[2155,"^U",535,536873451]],["^15",[2155,"^?",["^ "],536873487]],["^15",[2155,"^;","~u68ac8423-fe99-41c6-8bf4-37ca77b94639",536873450]],["^15",[2156,"^Q","further worsening the above",536873494]],["^15",[2156,"^O","^1Y",536873487]],["^15",[2156,"^F",2155,536873487]],["^15",[2156,"^X",535,536873487]],["^15",[2156,"^V",2154,536873487]],["^15",[2156,"^U",535,536873488]],["^15",[2156,"^?",["^ "],536873494]],["^15",[2156,"^;","~u68ac8436-1ba6-4252-87a4-3e6f97bbd1df",536873487]],["^15",[2157,"^Q","Expansion lead to the feeling that US was #destined /right to reach the West 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god",536873590]],["^15",[2159,"^O","^1Y",536873570]],["^15",[2159,"^F",2157,536873570]],["^15",[2159,"^X",535,536873570]],["^15",[2159,"^V",2157,536873572]],["^15",[2159,"^U",535,536874180]],["^15",[2159,"^U",2191,536874180]],["^15",[2159,"^?",["^ "],536873590]],["^15",[2159,"^;","~u68ac84f3-f16c-4646-a737-a1ced2728820",536873570]],["^15",[2160,"^Q","Desire for the rapid growing population to settle in the new teretoryes",536873618]],["^15",[2160,"^O","^1Y",536873593]],["^15",[2160,"^F",2157,536873595]],["^15",[2160,"^X",535,536873593]],["^15",[2160,"^V",556,536873595]],["^15",[2160,"^U",535,536873594]],["^15",[2160,"^?",["^ "],536873618]],["^15",[2160,"^;","~u68ac850c-0fb4-400a-a537-1ea053064c9f",536873593]],["^15",[2161,"^Q","West was depicted as a dark/wild place which becomes civilized/thriving/livable once amarican settlers arive -> bringing new technologys/development",536873676]],["^15",[2161,"^O","^1Y",536873621]],["^15",[2161,"^F",2160,536873621]],["^15",[2161,"^X",535,536873621]],["^15",[2161,"^V",2160,536873625]],["^15",[2161,"^U",535,536873622]],["^15",[2161,"^?",["^ "],536873676]],["^15",[2161,"^;","~u68ac856c-d700-4cd6-ba28-fa0875b80680",536873621]],["^15",[2162,"^Q","Indian nations wher oppressed, slavery abused work and live of millions",536873707]],["^15",[2162,"^O","^1Y",536873679]],["^15",[2162,"^F",2161,536873679]],["^15",[2162,"^X",535,536873679]],["^15",[2162,"^V",2160,536873679]],["^15",[2162,"^U",535,536873680]],["^15",[2162,"^?",["^ "],536873707]],["^15",[2162,"^;","~u68ac85bf-89ee-4d3e-9a7c-298f61e71aea",536873679]],["^15",[2163,"^Q","One could argue that manifesting #destiny extended even wurther with the addition of 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(A conspitacy to crush liberty in Amarica -> evidance wher several Acts)",536874063]],["^15",[2186,"^O","^1Y",536873961]],["^15",[2186,"^F",2185,536873961]],["^15",[2186,"^X",602,536873961]],["^15",[2186,"^V",2185,536873967]],["^15",[2186,"^U",602,536874430]],["^15",[2186,"^?",["^ "],536874063]],["^15",[2186,"^;","~u68ac87d3-8c48-4b28-9945-0649a8aed1ce",536873961]],["^15",[2187,"^Q","Amarica was #destined to play a special role in history",536874204]],["^15",[2187,"^O","^1Y",536874066]],["^15",[2187,"^F",2186,536874066]],["^15",[2187,"^X",602,536874066]],["^15",[2187,"^V",2185,536874066]],["^15",[2187,"^U",602,536874430]],["^15",[2187,"^U",2191,536874430]],["^15",[2187,"^?",["^ "],536874204]],["^15",[2187,"^H",2191,536874204]],["^15",[2187,"^;","~u68ac8853-e5ab-4021-aad0-74b3adc02529",536874066]],["^15",[2188,"^Q","to establish the largest empire on the principles of liberty and freedom",536874237]],["^15",[2188,"^O","^1Y",536874076]],["^15",[2188,"^F",2187,536874076]],["^15",[2188,"^X",602,536874076]],["^15",[2188,"^V",2187,536874212]],["^15",[2188,"^U",602,536874430]],["^15",[2188,"^U",2191,536874430]],["^15",[2188,"^?",["^ "],536874237]],["^15",[2188,"^;","~u68ac8866-2f05-45cc-be2f-a03de2bfd568",536874076]],["^15",[2191,"^K",1756137615360,536874121]],["^15",[2191,"^[",2193,536874130]],["^15",[2191,"^O","^1Y",536874125]],["^15",[2191,"^@",false,536874121]],["^15",[2191,"^Y","destined",536874121]],["^15",[2191,"^11","destined",536874121]],["^15",[2191,"^B",1756137687201,536874161]],["^15",[2191,"^;","~u68ac888f-dfa3-4cfc-92eb-220ebbe6b70e",536874121]],["^15",[2192,"^Q","DE - 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The seccound holds more trut",536874351]],["^15",[2203,"^O","^1Y",536874276]],["^15",[2203,"^F",2201,536874518]],["^15",[2203,"^X",602,536874276]],["^15",[2203,"^V",604,536874342]],["^15",[2203,"^U",602,536874277]],["^15",[2203,"^?",["^ "],536874351]],["^15",[2203,"^;","~u68ac898d-eaca-4934-a6eb-c4a948515f24",536874276]],["^15",[2204,"^Q","they saw it as a way to profit, capitalist motives -> tax increas started the war",536874391]],["^15",[2204,"^O","^1Y",536874354]],["^15",[2204,"^F",2206,536874395]],["^15",[2204,"^X",602,536874354]],["^15",[2204,"^V",2203,536874356]],["^15",[2204,"^U",602,536874519]],["^15",[2204,"^?",["^ "],536874391]],["^15",[2204,"^;","~u68ac89d5-0ca2-4a32-8ff9-1825a8f665ed",536874354]],["^15",[2206,"^Q","today: imigrands beeing portrayed as eviel, even thou they cost a fraction of what is lost due to tax fraud",536874414]],["^15",[2206,"^O","^1Y",536874395]],["^15",[2206,"^F",2203,536874395]],["^15",[2206,"^X",602,536874395]],["^15",[2206,"^V",2203,536874395]],["^15",[2206,"^U",602,536874519]],["^15",[2206,"^?",["^ "],536874414]],["^15",[2206,"^;","~u68ac8a00-8755-4f7c-a1a9-783f1b6242ba",536874395]],["^15",[2207,"^Q","lower classes had way fewer trate contaxts oversees",536874507]],["^15",[2207,"^O","^1Y",536874484]],["^15",[2207,"^F",2202,536874484]],["^15",[2207,"^X",602,536874484]],["^15",[2207,"^V",2202,536874486]],["^15",[2207,"^U",602,536874485]],["^15",[2207,"^?",["^ "],536874507]],["^15",[2207,"^;","~u68ac8a74-62b6-41a8-9790-f7230ca81ab6",536874484]],["^15",[2208,"^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",536874603]],["^15",[2208,"^O","^1Y",536874507]],["^15",[2208,"^F",2202,536874518]],["^15",[2208,"^X",602,536874507]],["^15",[2208,"^V",2201,536874518]],["^15",[2208,"^U",602,536874508]],["^15",[2208,"^?",["^ "],536874603]],["^15",[2208,"^;","~u68ac8a8b-8eae-4bba-b4cd-a16568d41d6a",536874507]],["^15",[2209,"^Q","for that they used popular controll over goverments",536874671]],["^15",[2209,"^O","^1Y",536874603]],["^15",[2209,"^F",2208,536874603]],["^15",[2209,"^X",602,536874603]],["^15",[2209,"^V",2208,536874659]],["^15",[2209,"^U",602,536874604]],["^15",[2209,"^?",["^ "],536874671]],["^15",[2209,"^;","~u68ac8b05-1463-48e2-8538-0c2ee3925e26",536874603]],["^15",[2210,"^Q","the 2. highlytes the real world burdacne (economic freedom, political tirany more) seems more heilighaltend",536874656]],["^15",[2210,"^O","^1Y",536874610]],["^15",[2210,"^F",2203,536874612]],["^15",[2210,"^X",602,536874610]],["^15",[2210,"^V",604,536874612]],["^15",[2210,"^U",602,536874611]],["^15",[2210,"^?",["^ "],536874656]],["^15",[2210,"^;","~u68ac8b23-c929-4d66-9cfd-0e1d21c6fcaa",536874610]],["^15",[2211,"^Q","claimed they had a right to rebell, to revolutionize (for they are opressed)",536874700]],["^15",[2211,"^O","^1Y",536874671]],["^15",[2211,"^F",2209,536874671]],["^15",[2211,"^X",602,536874671]],["^15",[2211,"^V",2208,536874671]],["^15",[2211,"^U",602,536874672]],["^15",[2211,"^?",["^ "],536874700]],["^15",[2211,"^;","~u68ac8b71-2034-45f4-bf05-7a10dddc3d2d",536874671]],["^15",[2212,"^Q","Ironicly (likly due to economic intresseds) not all people where given equal rights (indians/black 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(Originaly 10; ratified with the Bill of rights)",536875425]],["^15",[2250,"^O","^1Y",536875425]],["^15",[2250,"^F",2243,536875425]],["^15",[2250,"^X",562,536875425]],["^15",[2250,"^V",2243,536875425]],["^15",[2250,"^U",562,536875489]],["^15",[2250,"^U",868,536875489]],["^15",[2250,"^?",["^ "],536875425]],["^15",[2250,"^;","~u68ac91b3-9c5f-4e25-97c8-4d6fe79530a2",536875425]],["^15",[2251,"^Q","A founding statement of principles and reasons for separation; establishes **why** America became free.",536875439]],["^15",[2251,"^O","^1Y",536875439]],["^15",[2251,"^F",576,536875439]],["^15",[2251,"^X",562,536875439]],["^15",[2251,"^V",576,536875439]],["^15",[2251,"^U",562,536875489]],["^15",[2251,"^U",868,536875489]],["^15",[2251,"^?",["^ "],536875439]],["^15",[2251,"^;","~u68ac91ba-ab7a-4bfa-811f-fb51982ac120",536875439]],["^15",[2252,"^Q","### Differences Declaration and Amendments 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[[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",536881635]],["^15",[2354,"^17",1756508204044,536876106]],["^15",[2354,"^18","~m1757665535000",536881636]],["^15",[2354,"^Z","pages/School___Wir___Ethics___Der Kapitalismus - Adam Smith und der freie Markt ⎮ Doku 2.md",536876106]],["^15",[2355,"^K",1756508204042,536876106]],["^15",[2355,"^[",2354,536876106]],["^15",[2355,"^@",false,536876106]],["^15",[2355,"^Y","school/wir/ethics/der kapitalismus - adam smith und der freie markt ⎮ doku 2",536876106]],["^15",[2355,"^A",850,536876106]],["^15",[2355,"^11","School/Wir/Ethics/Der Kapitalismus - Adam Smith und der freie Markt ⎮ Doku 2",536876106]],["^15",[2355,"^?",["^ ","^21",3],536876106]],["^15",[2355,"^4",["^ ","^21","3"],536876106]],["^15",[2355,"^B",1756508204042,536876106]],["^15",[2355,"^;","~u68c5c8cd-3c6f-4734-8029-622957d1b52c",536881635]],["^15",[2356,"^Q","Arbeitsteilung proportional zu Betriebsgröße zunehmend",536876106]],["^15",[2356,"^O","^1Y",536876106]],["^15",[2356,"^F",2393,536876106]],["^15",[2356,"^X",2355,536876106]],["^15",[2356,"^V",2404,536876106]],["^15",[2356,"^U",322,536876106]],["^15",[2356,"^U",2355,536876106]],["^15",[2356,"^;","~u68b2302c-c20d-44fb-b34e-69991b00807d",536876106]],["^15",[2357,"^Q","Allgemeinwohl sollte über Politischem Konstrukt der vergräte stehen",536876106]],["^15",[2357,"^O","^1Y",536876106]],["^15",[2357,"^F",2463,536876106]],["^15",[2357,"^X",2355,536876106]],["^15",[2357,"^V",2363,536876106]],["^15",[2357,"^U",322,536876106]],["^15",[2357,"^U",2355,536876106]],["^15",[2357,"^;","~u68b2302c-fcfc-437e-b1db-e6cde75236e1",536876106]],["^15",[2358,"^Q","Ökonomen sehen dies als irrational, bleiben bei these des Egoismus",536876106]],["^15",[2358,"^O","^1Y",536876106]],["^15",[2358,"^F",2442,536876106]],["^15",[2358,"^X",2355,536876106]],["^15",[2358,"^V",2442,536876106]],["^15",[2358,"^U",322,536876106]],["^15",[2358,"^U",2355,536876106]],["^15",[2358,"^;","~u68b2302c-769c-45c3-8c0f-ffc858e6f67b",536876106]],["^15",[2359,"^Q","-> Eigeninteresse, entwickelte sich zu Profitgier",536876106]],["^15",[2359,"^O","^1Y",536876106]],["^15",[2359,"^F",2442,536876106]],["^15",[2359,"^X",2355,536876106]],["^15",[2359,"^V",2436,536876106]],["^15",[2359,"^U",322,536876106]],["^15",[2359,"^U",2355,536876106]],["^15",[2359,"^;","~u68b2302c-5330-42e3-b388-83060215754e",536876106]],["^15",[2360,"^Q","(Hyper-) Individualismus entsteht",536876106]],["^15",[2360,"^O","^1Y",536876106]],["^15",[2360,"^F",2458,536876106]],["^15",[2360,"^X",2355,536876106]],["^15",[2360,"^V",2458,536876106]],["^15",[2360,"^U",322,536876106]],["^15",[2360,"^U",2355,536876106]],["^15",[2360,"^;","~u68b2302c-1355-4e76-9e93-32a15aecaa6d",536876106]],["^15",[2361,"^Q","Teile von smiths denken der Gier wegen verloren -> Gesellschaft fügte sich Logik des freien Marktes",536876106]],["^15",[2361,"^O","^1Y",536876106]],["^15",[2361,"^F",2394,536876106]],["^15",[2361,"^X",2355,536876106]],["^15",[2361,"^V",2433,536876106]],["^15",[2361,"^U",322,536876106]],["^15",[2361,"^U",2355,536876106]],["^15",[2361,"^;","~u68b2302c-8cf1-411e-ae41-d7dcc73a4e3b",536876106]],["^15",[2362,"^Q","musste aus Europa fliehen, seine arbeit wurde 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haben",536876106]],["^15",[2365,"^O","^1Y",536876106]],["^15",[2365,"^F",2409,536876106]],["^15",[2365,"^X",2355,536876106]],["^15",[2365,"^V",2402,536876106]],["^15",[2365,"^U",322,536876106]],["^15",[2365,"^U",2355,536876106]],["^15",[2365,"^;","~u68b2302c-1965-42e9-ac70-cefc52e3c986",536876106]],["^15",[2366,"^Q","Was ist der Freie Markt",536876106]],["^15",[2366,"^O","^1Y",536876106]],["^15",[2366,"^F",2420,536876106]],["^15",[2366,"^X",2355,536876106]],["^15",[2366,"^V",2432,536876106]],["^15",[2366,"^U",322,536876106]],["^15",[2366,"^U",2355,536876106]],["^15",[2366,"^;","~u68b2302c-31ca-4e38-b9c7-046e68489cdd",536876106]],["^15",[2367,"^Q","Rationalität und Vernunft != Wahrheit und Vernunft",536876106]],["^15",[2367,"^O","^1Y",536876106]],["^15",[2367,"^F",2395,536876106]],["^15",[2367,"^X",2355,536876106]],["^15",[2367,"^V",2443,536876106]],["^15",[2367,"^U",322,536876106]],["^15",[2367,"^U",2355,536876106]],["^15",[2367,"^;","~u68b2302c-bbc4-4b54-a41d-7d138614aebb",536876106]],["^15",[2368,"^Q","Unsichtbare Hand - Metapher für selbstregulierende Märkte",536876106]],["^15",[2368,"^O","^1Y",536876106]],["^15",[2368,"^F",2375,536876106]],["^15",[2368,"^X",2355,536876106]],["^15",[2368,"^V",2380,536876106]],["^15",[2368,"^U",868,536876106]],["^15",[2368,"^U",2355,536876106]],["^15",[2368,"^;","~u68b2302c-9f92-4771-8658-37b85de73d99",536876106]],["^15",[2369,"^Q","über Arbeitsteilung ist es für jeden vorteilhaft selbst kleine, alleine unwichtige Produkte herzustellen/zu verkaufen",536876106]],["^15",[2369,"^O","^1Y",536876106]],["^15",[2369,"^F",2392,536876106]],["^15",[2369,"^X",2355,536876106]],["^15",[2369,"^V",2418,536876106]],["^15",[2369,"^U",322,536876106]],["^15",[2369,"^U",2355,536876106]],["^15",[2369,"^;","~u68b2302c-8281-4e19-841c-17df28d9db09",536876106]],["^15",[2370,"^Q","((68b15f90-20bb-4085-84ef-7309c7676d69))",536876106]],["^15",[2370,"^O","^1Y",536876106]],["^15",[2370,"^F",2364,536876106]],["^15",[2370,"^X",2355,536876106]],["^15",[2370,"^V",2415,536876106]],["^15",[2370,"^U",868,536876106]],["^15",[2370,"^U",2355,536876106]],["^15",[2370,"^H",2345,536881635]],["^15",[2370,"^;","~u68b2302c-84e9-4c2c-b0fc-4efb0535e8b5",536876106]],["^15",[2371,"^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.",536876106]],["^15",[2371,"^O","^1Y",536876106]],["^15",[2371,"^F",2465,536876106]],["^15",[2371,"^X",2355,536876106]],["^15",[2371,"^V",2465,536876106]],["^15",[2371,"^U",868,536876106]],["^15",[2371,"^U",2355,536876106]],["^15",[2371,"^;","~u68b2302c-699c-4ed0-94da-3ab26e70a7fe",536876106]],["^15",[2372,"^Q","hemmt willen Kritisch zu denken / sich weiter zu bilden zu wollen -> man wird selbst zur Maschine",536876106]],["^15",[2372,"^O","^1Y",536876106]],["^15",[2372,"^F",2428,536876106]],["^15",[2372,"^X",2355,536876106]],["^15",[2372,"^V",2462,536876106]],["^15",[2372,"^U",322,536876106]],["^15",[2372,"^U",2355,536876106]],["^15",[2372,"^;","~u68b2302c-7dcd-4491-a22c-fc382b457c7f",536876106]],["^15",[2373,"^Q","Berufliche Spezialisierung",536876106]],["^15",[2373,"^O","^1Y",536876106]],["^15",[2373,"^F",2422,536876106]],["^15",[2373,"^X",2355,536876106]],["^15",[2373,"^V",2432,536876106]],["^15",[2373,"^U",322,536876106]],["^15",[2373,"^U",2355,536876106]],["^15",[2373,"^;","~u68b2302c-5441-4a25-b602-cf62eecdf9fe",536876106]],["^15",[2374,"^Q","Ein missverstandener und aus dem Zusammenhang gerissener Begriff",536876106]],["^15",[2374,"^O","^1Y",536876106]],["^15",[2374,"^F",2426,536876106]],["^15",[2374,"^X",2355,536876106]],["^15",[2374,"^V",2426,536876106]],["^15",[2374,"^U",868,536876106]],["^15",[2374,"^U",2355,536876106]],["^15",[2374,"^;","~u68b2302c-edb9-4a44-aff3-f3a3d4bd4ef7",536876106]],["^15",[2375,"^Q","Arbeitsteilung - Fördert wirtschaftlichen 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frei?",536876106]],["^15",[2379,"^O","^1Y",536876106]],["^15",[2379,"^F",2466,536876106]],["^15",[2379,"^X",2355,536876106]],["^15",[2379,"^V",2418,536876106]],["^15",[2379,"^U",322,536876106]],["^15",[2379,"^U",2355,536876106]],["^15",[2379,"^;","~u68b2302c-d13e-4661-bed1-6274311172dc",536876106]],["^15",[2380,"^Q","((68b16cae-b3c8-4667-beac-db488fb6b2a5))",536876106]],["^15",[2380,"^O","^1Y",536876106]],["^15",[2380,"^F",2425,536876106]],["^15",[2380,"^X",2355,536876106]],["^15",[2380,"^V",2415,536876106]],["^15",[2380,"^U",868,536876106]],["^15",[2380,"^U",2355,536876106]],["^15",[2380,"^H",2353,536881635]],["^15",[2380,"^;","~u68b2302c-5dcb-4319-8d8e-11d6664927a1",536876106]],["^15",[2381,"^Q","\"Trickel Down\"/verhilft zu neuen Arbeitsplätzen",536876106]],["^15",[2381,"^O","^1Y",536876106]],["^15",[2381,"^F",2387,536876106]],["^15",[2381,"^X",2355,536876106]],["^15",[2381,"^V",2405,536876106]],["^15",[2381,"^U",322,536876106]],["^15",[2381,"^U",2355,536876106]],["^15",[2381,"^;","~u68b2302c-de48-4cd7-937e-b86f37dea6ed",536876106]],["^15",[2382,"^Q","index:: 3\n\n",536876106]],["^15",[2382,"^O","^1Y",536876106]],["^15",[2382,"^2R",["^2S",[]],536881635]],["^15",[2382,"^F",2355,536876106]],["^15",[2382,"^X",2355,536876106]],["^15",[2382,"^V",2355,536876106]],["^15",[2382,"^U",429,536876106]],["^15",[2382,"^U",2355,536876106]],["^15",[2382,"^:",true,536881635]],["^15",[2382,"^?",["^ ","^21",3],536881635]],["^15",[2382,"^J",["^21"],536881635]],["^15",[2382,"^4",["^ ","^21","3"],536881635]],["^15",[2382,"^H",429,536881635]],["^15",[2382,"^;","~u68b2302c-4261-416e-980b-5f8c8fff4992",536876106]],["^15",[2383,"^Q","Egoismus in Ökonomie sei einziger Antrieb",536876106]],["^15",[2383,"^O","^1Y",536876106]],["^15",[2383,"^F",2405,536876106]],["^15",[2383,"^X",2355,536876106]],["^15",[2383,"^V",2436,536876106]],["^15",[2383,"^U",322,536876106]],["^15",[2383,"^U",2355,536876106]],["^15",[2383,"^;","~u68b2302c-e39d-4150-8396-289872d6d8de",536876106]],["^15",[2384,"^Q","heute durch Tierleid erkennbar",536876106]],["^15",[2384,"^O","^1Y",536876106]],["^15",[2384,"^F",2448,536876106]],["^15",[2384,"^X",2355,536876106]],["^15",[2384,"^V",2448,536876106]],["^15",[2384,"^U",322,536876106]],["^15",[2384,"^U",2355,536876106]],["^15",[2384,"^;","~u68b2302c-a397-47c6-95d9-660d20425f23",536876106]],["^15",[2385,"^Q","jeder übernimmt kleinste Arbeitsschritte, die er selbst sehr effizient/gut kann",536876106]],["^15",[2385,"^O","^1Y",536876106]],["^15",[2385,"^F",2464,536876106]],["^15",[2385,"^X",2355,536876106]],["^15",[2385,"^V",2373,536876106]],["^15",[2385,"^U",322,536876106]],["^15",[2385,"^U",2355,536876106]],["^15",[2385,"^;","~u68b2302c-cade-4920-9b12-8e9d81d3e60b",536876106]],["^15",[2386,"^Q","Arbeitsteilung",536876106]],["^15",[2386,"^O","^1Y",536876106]],["^15",[2386,"^F",2449,536876106]],["^15",[2386,"^X",2355,536876106]],["^15",[2386,"^V",2449,536876106]],["^15",[2386,"^U",868,536876106]],["^15",[2386,"^U",2355,536876106]],["^15",[2386,"^;","~u68b2302c-79cd-4afe-a974-1e84a1d9e8b2",536876106]],["^15",[2387,"^Q","Nullsummenrechnung falsch, Wachstum 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Kooperation",536876106]],["^15",[2413,"^O","^1Y",536876106]],["^15",[2413,"^F",2385,536876106]],["^15",[2413,"^X",2355,536876106]],["^15",[2413,"^V",2373,536876106]],["^15",[2413,"^U",322,536876106]],["^15",[2413,"^U",2355,536876106]],["^15",[2413,"^;","~u68b2302c-09b1-4231-b2f7-473644c0f9d9",536876106]],["^15",[2414,"^Q","Theorie der Ethischen Gefühle",536876106]],["^15",[2414,"^O","^1Y",536876106]],["^15",[2414,"^F",2452,536876106]],["^15",[2414,"^X",2355,536876106]],["^15",[2414,"^V",2452,536876106]],["^15",[2414,"^U",322,536876106]],["^15",[2414,"^U",2355,536876106]],["^15",[2414,"^;","~u68b2302c-4c4b-4d18-a730-95c45b8dc231",536876106]],["^15",[2415,"^Q","## #Slide Aufgaben AB",536881635]],["^15",[2415,"^O","^1Y",536876106]],["^15",[2415,"^F",2432,536876106]],["^15",[2415,"^X",2355,536876106]],["^15",[2415,"^V",2355,536876106]],["^15",[2415,"^U",868,536876106]],["^15",[2415,"^U",2355,536876106]],["^15",[2415,"^?",["^ ","^2T",2],536881635]],["^15",[2415,"^J",[],536881635]],["^15",[2415,"^H",868,536881635]],["^15",[2415,"^;","~u68b2302c-6dd6-442a-bc41-2493d64f10b9",536876106]],["^15",[2416,"^Q","ohne sie währe massen der globalen Transaktionen undenkbar",536876106]],["^15",[2416,"^O","^1Y",536876106]],["^15",[2416,"^F",2461,536876106]],["^15",[2416,"^X",2355,536876106]],["^15",[2416,"^V",2461,536876106]],["^15",[2416,"^U",322,536876106]],["^15",[2416,"^U",2355,536876106]],["^15",[2416,"^;","~u68b2302c-6501-4fda-98d9-7dea18887d99",536876106]],["^15",[2417,"^Q","{{video 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","^2T",2],536881635]],["^15",[2419,"^J",[],536881635]],["^15",[2419,"^;","~u68b2302c-57b3-44e8-a504-d09470b7a82c",536876106]],["^15",[2420,"^Q","Wirtschaftskriese",536876106]],["^15",[2420,"^O","^1Y",536876106]],["^15",[2420,"^F",2402,536876106]],["^15",[2420,"^X",2355,536876106]],["^15",[2420,"^V",2432,536876106]],["^15",[2420,"^U",322,536876106]],["^15",[2420,"^U",2355,536876106]],["^15",[2420,"^;","~u68b2302c-9959-4ef6-a801-f77aae6b7349",536876106]],["^15",[2421,"^Q",".Die Vernachlässigung der ethischen und sozialen Dimensionen",536876106]],["^15",[2421,"^O","^1Y",536876106]],["^15",[2421,"^F",2425,536876106]],["^15",[2421,"^X",2355,536876106]],["^15",[2421,"^V",2425,536876106]],["^15",[2421,"^U",868,536876106]],["^15",[2421,"^U",2355,536876106]],["^15",[2421,"^;","~u68b2302c-ff87-4ec4-9107-60bf2971051e",536876106]],["^15",[2422,"^Q","Bestseller, da er als erster Gesetzmäßigkeit, Modell fand -> Ähnlichkeit zu physikalischen Gesätzen gefunden",536876106]],["^15",[2422,"^O","^1Y",536876106]],["^15",[2422,"^F",2452,536876106]],["^15",[2422,"^X",2355,536876106]],["^15",[2422,"^V",2432,536876106]],["^15",[2422,"^U",322,536876106]],["^15",[2422,"^U",2355,536876106]],["^15",[2422,"^;","~u68b2302c-f61c-4aae-8d06-7294e8e359b2",536876106]],["^15",[2423,"^Q","**Summery**:\nbackground-color:: blue",536876106]],["^15",[2423,"^O","^1Y",536876106]],["^15",[2423,"^F",2429,536876106]],["^15",[2423,"^X",2355,536876106]],["^15",[2423,"^V",2419,536876106]],["^15",[2423,"^U",2355,536876106]],["^15",[2423,"^?",["^ ","^2Y","blue"],536881635]],["^15",[2423,"^J",["^2Y"],536881635]],["^15",[2423,"^4",["^ ","^2Y","blue"],536881635]],["^15",[2423,"^;","~u68b2302c-298a-431d-ab2d-48b9259f7322",536876106]],["^15",[2424,"^Q","Damalige Annahme: Der Reichtum auf der Weld kann nicht vermehrt werden, laut Adam Smith kann Win-Win geben, d.h. gestammt Reichtum erhöht werden",536876106]],["^15",[2424,"^O","^1Y",536876106]],["^15",[2424,"^F",2460,536876106]],["^15",[2424,"^X",2355,536876106]],["^15",[2424,"^V",2431,536876106]],["^15",[2424,"^U",322,536876106]],["^15",[2424,"^U",2355,536876106]],["^15",[2424,"^;","~u68b2302c-c34b-4392-8efb-eebd1b35360a",536876106]],["^15",[2425,"^Q","((68b15fb9-ce1f-48c8-bc09-db4e192f5683))",536876106]],["^15",[2425,"^O","^1Y",536876106]],["^15",[2425,"^F",2426,536876106]],["^15",[2425,"^X",2355,536876106]],["^15",[2425,"^V",2415,536876106]],["^15",[2425,"^U",868,536876106]],["^15",[2425,"^U",2355,536876106]],["^15",[2425,"^H",2346,536881635]],["^15",[2425,"^;","~u68b2302c-675e-43c6-a19d-190aa035d1f1",536876106]],["^15",[2426,"^Q","((68b15fa5-d4d9-424c-acdf-150f302442eb))",536876106]],["^15",[2426,"^O","^1Y",536876106]],["^15",[2426,"^F",2370,536876106]],["^15",[2426,"^X",2355,536876106]],["^15",[2426,"^V",2415,536876106]],["^15",[2426,"^U",868,536876106]],["^15",[2426,"^U",2355,536876106]],["^15",[2426,"^H",2344,536881635]],["^15",[2426,"^;","~u68b2302c-c562-4ad7-b174-4d185242fba7",536876106]],["^15",[2427,"^Q","Genossenschaftsgedanken, gegenseitige Solidarität wird heruntergespielt",536876106]],["^15",[2427,"^O","^1Y",536876106]],["^15",[2427,"^F",2360,536876106]],["^15",[2427,"^X",2355,536876106]],["^15",[2427,"^V",2458,536876106]],["^15",[2427,"^U",322,536876106]],["^15",[2427,"^U",2355,536876106]],["^15",[2427,"^;","~u68b2302c-8b88-480f-b74d-61b15e67138c",536876106]],["^15",[2428,"^Q","Geht auf kosten der Moral/der mentalen Gesundheit der Arbeiter",536876106]],["^15",[2428,"^O","^1Y",536876106]],["^15",[2428,"^F",2396,536876106]],["^15",[2428,"^X",2355,536876106]],["^15",[2428,"^V",2462,536876106]],["^15",[2428,"^U",322,536876106]],["^15",[2428,"^U",2355,536876106]],["^15",[2428,"^;","~u68b2302c-3e2a-45e2-99c7-8ddb6fa328f1",536876106]],["^15",[2429,"^Q","**Slides:**\nbackground-color:: green",536876106]],["^15",[2429,"^O","^1Y",536876106]],["^15",[2429,"^F",2376,536876106]],["^15",[2429,"^X",2355,536876106]],["^15",[2429,"^V",2419,536876106]],["^15",[2429,"^U",2355,536876106]],["^15",[2429,"^?",["^ 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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.",536876106]],["^15",[2434,"^O","^1Y",536876106]],["^15",[2434,"^F",2439,536876106]],["^15",[2434,"^X",2355,536876106]],["^15",[2434,"^V",2439,536876106]],["^15",[2434,"^U",868,536876106]],["^15",[2434,"^U",2355,536876106]],["^15",[2434,"^;","~u68b2302c-1b1f-4821-bf11-71a53d394a47",536876106]],["^15",[2435,"^Q","Adam Smith nutzte Begriff im anderen Kontext:",536876106]],["^15",[2435,"^O","^1Y",536876106]],["^15",[2435,"^F",2365,536876106]],["^15",[2435,"^X",2355,536876106]],["^15",[2435,"^V",2365,536876106]],["^15",[2435,"^U",322,536876106]],["^15",[2435,"^U",2355,536876106]],["^15",[2435,"^;","~u68b2302c-5177-44a9-91a0-a8c5c316f1f9",536876106]],["^15",[2436,"^Q","Egoismus sei 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sei",536876106]],["^15",[2440,"^O","^1Y",536876106]],["^15",[2440,"^F",2461,536876106]],["^15",[2440,"^X",2355,536876106]],["^15",[2440,"^V",2420,536876106]],["^15",[2440,"^U",322,536876106]],["^15",[2440,"^U",2355,536876106]],["^15",[2440,"^;","~u68b2302c-32a0-43c1-90fa-ee3fd0d793b1",536876106]],["^15",[2441,"^Q","Es ist die einzige Motivation in der Ökonomie",536876106]],["^15",[2441,"^O","^1Y",536876106]],["^15",[2441,"^F",2364,536876106]],["^15",[2441,"^X",2355,536876106]],["^15",[2441,"^V",2364,536876106]],["^15",[2441,"^U",868,536876106]],["^15",[2441,"^U",2355,536876106]],["^15",[2441,"^;","~u68b2302c-6f27-49b7-b7a3-c81ef0b5d2f4",536876106]],["^15",[2442,"^Q","Manager versuchen (erfolgreich) durch persönliche Vorteile, Arbeit Attraktiver zu gestallten, durch Erhöhung von Gehälter wird Kaufkraft gesteigert",536876106]],["^15",[2442,"^O","^1Y",536876106]],["^15",[2442,"^F",2408,536876106]],["^15",[2442,"^X",2355,536876106]],["^15",[2442,"^V",2436,536876106]],["^15",[2442,"^U",322,536876106]],["^15",[2442,"^U",2355,536876106]],["^15",[2442,"^;","~u68b2302c-6428-4fb6-8f82-75ad5cedfa28",536876106]],["^15",[2443,"^Q","Anton Wilhome Amo wies als erstes auf Probleme Ökonomie von Menschlichkeit und Sozialen Strukturen zu trennen hin",536876106]],["^15",[2443,"^O","^1Y",536876106]],["^15",[2443,"^F",2397,536876106]],["^15",[2443,"^X",2355,536876106]],["^15",[2443,"^V",2366,536876106]],["^15",[2443,"^U",322,536876106]],["^15",[2443,"^U",2355,536876106]],["^15",[2443,"^;","~u68b2302c-e763-4911-b03f-1f05fd0a41ad",536876106]],["^15",[2444,"^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.",536876106]],["^15",[2444,"^O","^1Y",536876106]],["^15",[2444,"^F",2371,536876106]],["^15",[2444,"^X",2355,536876106]],["^15",[2444,"^V",2465,536876106]],["^15",[2444,"^U",868,536876106]],["^15",[2444,"^U",2355,536876106]],["^15",[2444,"^;","~u68b2302c-0971-4965-a742-fd34d9990c91",536876106]],["^15",[2445,"^Q","vorher Ansicht, das Finanzmarkt instiktive der Vernunft unterstant",536876106]],["^15",[2445,"^O","^1Y",536876106]],["^15",[2445,"^F",2440,536876106]],["^15",[2445,"^X",2355,536876106]],["^15",[2445,"^V",2440,536876106]],["^15",[2445,"^U",322,536876106]],["^15",[2445,"^U",2355,536876106]],["^15",[2445,"^;","~u68b2302c-e976-4188-93cb-bf6f0d3d429b",536876106]],["^15",[2446,"^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",536876106]],["^15",[2446,"^O","^1Y",536876106]],["^15",[2446,"^F",2376,536876106]],["^15",[2446,"^S",2467,536881635]],["^15",[2446,"^X",2355,536876106]],["^15",[2446,"^V",2376,536876106]],["^15",[2446,"^U",2355,536876106]],["^15",[2446,"^?",["^ ","^2V","block","^2W",true,"^2X",true],536881635]],["^15",[2446,"^J",["^2V","^2W","^2X"],536881635]],["^15",[2446,"^4",["^ ","^2V","block","^2W","true","^2X","true"],536881635]],["^15",[2446,"^;","~u68b2302c-b5be-4229-ba57-f58369d3063d",536876106]],["^15",[2447,"^Q","Smith war dilemma bewusst, wurde jedoch ignoriert",536876106]],["^15",[2447,"^O","^1Y",536876106]],["^15",[2447,"^F",2404,536876106]],["^15",[2447,"^X",2355,536876106]],["^15",[2447,"^V",2462,536876106]],["^15",[2447,"^U",322,536876106]],["^15",[2447,"^U",2355,536876106]],["^15",[2447,"^;","~u68b2302c-9187-4862-88b2-a2fadbdb0ad1",536876106]],["^15",[2448,"^Q","es wird Moral, soziale Verantwortung ignoriert und sich auf ökonomische Rationalität berufen",536876106]],["^15",[2448,"^O","^1Y",536876106]],["^15",[2448,"^F",2367,536876106]],["^15",[2448,"^X",2355,536876106]],["^15",[2448,"^V",2443,536876106]],["^15",[2448,"^U",322,536876106]],["^15",[2448,"^U",2355,536876106]],["^15",[2448,"^;","~u68b2302c-240f-4410-9485-0258d2375cdb",536876106]],["^15",[2449,"^Q","((68b15f5d-9822-48e3-a4e6-6a836177cbbe))",536876106]],["^15",[2449,"^O","^1Y",536876106]],["^15",[2449,"^F",2415,536876106]],["^15",[2449,"^X",2355,536876106]],["^15",[2449,"^V",2415,536876106]],["^15",[2449,"^U",868,536876106]],["^15",[2449,"^U",2355,536876106]],["^15",[2449,"^H",2347,536881635]],["^15",[2449,"^;","~u68b2302c-ca65-4bb4-ad95-c10c2c626ec2",536876106]],["^15",[2450,"^Q","Dem Präferieren des Heimatmarktes, um zu verhindern das dieser leidet sollten ausländische Investitionen lukrativer werden -> große Kapitalbewegungen bleiben aus",536876106]],["^15",[2450,"^O","^1Y",536876106]],["^15",[2450,"^F",2435,536876106]],["^15",[2450,"^X",2355,536876106]],["^15",[2450,"^V",2365,536876106]],["^15",[2450,"^U",322,536876106]],["^15",[2450,"^U",2355,536876106]],["^15",[2450,"^;","~u68b2302c-d869-4446-b046-d9662a1f19a7",536876106]],["^15",[2451,"^Q","Anton Wilhelm Amo - Philosoph, Kritker der ökonomischen Logik",536876106]],["^15",[2451,"^O","^1Y",536876106]],["^15",[2451,"^F",2407,536876106]],["^15",[2451,"^X",2355,536876106]],["^15",[2451,"^V",2380,536876106]],["^15",[2451,"^U",868,536876106]],["^15",[2451,"^U",2355,536876106]],["^15",[2451,"^;","~u68b2302c-9f76-42ac-9d25-4216263dcfd3",536876106]],["^15",[2452,"^Q","Werke:",536876106]],["^15",[2452,"^O","^1Y",536876106]],["^15",[2452,"^F",2432,536876106]],["^15",[2452,"^X",2355,536876106]],["^15",[2452,"^V",2432,536876106]],["^15",[2452,"^U",322,536876106]],["^15",[2452,"^U",2355,536876106]],["^15",[2452,"^;","~u68b2302c-8358-4021-8908-72b71b6b8065",536876106]],["^15",[2453,"^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.",536876106]],["^15",[2453,"^O","^1Y",536876106]],["^15",[2453,"^F",2378,536876106]],["^15",[2453,"^X",2355,536876106]],["^15",[2453,"^V",2378,536876106]],["^15",[2453,"^U",868,536876106]],["^15",[2453,"^U",2355,536876106]],["^15",[2453,"^;","~u68b2302c-957b-4bf6-be00-8eca587eef9c",536876106]],["^15",[2454,"^Q","tatsächliches menschliches verhalten wurde ignoriert -> diese handeln Irrational",536876106]],["^15",[2454,"^O","^1Y",536876106]],["^15",[2454,"^F",2410,536876106]],["^15",[2454,"^X",2355,536876106]],["^15",[2454,"^V",2410,536876106]],["^15",[2454,"^U",322,536876106]],["^15",[2454,"^U",2355,536876106]],["^15",[2454,"^;","~u68b2302c-aefa-4771-a6a7-4c0bed8eb132",536876106]],["^15",[2455,"^Q","Der Wohlstand der Nationen - Smiths Hauptwerk, Biebel des freien Marktes",536876106]],["^15",[2455,"^O","^1Y",536876106]],["^15",[2455,"^F",2380,536876106]],["^15",[2455,"^X",2355,536876106]],["^15",[2455,"^V",2380,536876106]],["^15",[2455,"^U",868,536876106]],["^15",[2455,"^U",2355,536876106]],["^15",[2455,"^;","~u68b2302c-cb94-479a-bd6a-7e5ac69c38ca",536876106]],["^15",[2456,"^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",536876106]],["^15",[2456,"^O","^1Y",536876106]],["^15",[2456,"^F",2389,536876106]],["^15",[2456,"^X",2355,536876106]],["^15",[2456,"^V",2389,536876106]],["^15",[2456,"^U",868,536876106]],["^15",[2456,"^U",2355,536876106]],["^15",[2456,"^;","~u68b2302c-2270-4116-b006-73699389f17e",536876106]],["^15",[2457,"^Q","Spezialisierung führt zu Monotonie/langweilig -> mit der zeit Ansträngend",536876106]],["^15",[2457,"^O","^1Y",536876106]],["^15",[2457,"^F",2462,536876106]],["^15",[2457,"^X",2355,536876106]],["^15",[2457,"^V",2462,536876106]],["^15",[2457,"^U",322,536876106]],["^15",[2457,"^U",2355,536876106]],["^15",[2457,"^;","~u68b2302c-15dd-4954-8c8f-d30be59574de",536876106]],["^15",[2458,"^Q","Eigeninteresse und Egoismus wurde zum Leitbild des Handelns",536876106]],["^15",[2458,"^O","^1Y",536876106]],["^15",[2458,"^F",2410,536876106]],["^15",[2458,"^X",2355,536876106]],["^15",[2458,"^V",2402,536876106]],["^15",[2458,"^U",322,536876106]],["^15",[2458,"^U",2355,536876106]],["^15",[2458,"^;","~u68b2302c-9335-44a9-9e3b-1c68ec9c61ad",536876106]],["^15",[2459,"^Q","---",536876106]],["^15",[2459,"^O","^1Y",536876106]],["^15",[2459,"^F",2419,536876106]],["^15",[2459,"^X",2355,536876106]],["^15",[2459,"^V",2355,536876106]],["^15",[2459,"^U",2355,536876106]],["^15",[2459,"^;","~u68b2302c-8543-45ae-940e-422f8d9f2cf9",536876106]],["^15",[2460,"^Q","Persönliches Interesse des Individuums als treibende Kraft der Wirtschaft",536876106]],["^15",[2460,"^O","^1Y",536876106]],["^15",[2460,"^F",2431,536876106]],["^15",[2460,"^X",2355,536876106]],["^15",[2460,"^V",2431,536876106]],["^15",[2460,"^U",322,536876106]],["^15",[2460,"^U",2355,536876106]],["^15",[2460,"^;","~u68b2302c-fba4-4cc9-95e9-3ab5b22e0a2b",536876106]],["^15",[2461,"^Q","Durch Deregulierung, getrieben von Unsichtbarer Hand -> als Gerüst für den freien Markt",536876106]],["^15",[2461,"^O","^1Y",536876106]],["^15",[2461,"^F",2420,536876106]],["^15",[2461,"^X",2355,536876106]],["^15",[2461,"^V",2420,536876106]],["^15",[2461,"^U",322,536876106]],["^15",[2461,"^U",2355,536876106]],["^15",[2461,"^;","~u68b2302c-eec3-4408-a16e-a5c5fe5c49df",536876106]],["^15",[2462,"^Q","Fabrikarbeit",536876106]],["^15",[2462,"^O","^1Y",536876106]],["^15",[2462,"^F",2418,536876106]],["^15",[2462,"^X",2355,536876106]],["^15",[2462,"^V",2432,536876106]],["^15",[2462,"^U",322,536876106]],["^15",[2462,"^U",2355,536876106]],["^15",[2462,"^;","~u68b2302c-95fc-4ba8-b60c-e2c99d405aee",536876106]],["^15",[2463,"^Q","#+BEGIN_QUOTE\nMachtungleichgewicht zwischen Vertragspartnern aus gelassen, wenn für freien Markt argumentiert wird\n#+END_QUOTE",536876106]],["^15",[2463,"^O","^1Y",536876106]],["^15",[2463,"^F",2363,536876106]],["^15",[2463,"^X",2355,536876106]],["^15",[2463,"^V",2363,536876106]],["^15",[2463,"^U",322,536876106]],["^15",[2463,"^U",2355,536876106]],["^15",[2463,"^;","~u68b2302c-1466-498d-bf84-292a35f26785",536876106]],["^15",[2464,"^Q","fördert Monotonie",536876106]],["^15",[2464,"^O","^1Y",536876106]],["^15",[2464,"^F",2373,536876106]],["^15",[2464,"^X",2355,536876106]],["^15",[2464,"^V",2373,536876106]],["^15",[2464,"^U",322,536876106]],["^15",[2464,"^U",2355,536876106]],["^15",[2464,"^;","~u68b2302c-2e36-4bab-b968-eda68725908f",536876106]],["^15",[2465,"^Q","((68b16d55-85a2-44ea-b8eb-e82709e47b39))",536876106]],["^15",[2465,"^O","^1Y",536876106]],["^15",[2465,"^F",2380,536876106]],["^15",[2465,"^X",2355,536876106]],["^15",[2465,"^V",2415,536876106]],["^15",[2465,"^U",868,536876106]],["^15",[2465,"^U",2355,536876106]],["^15",[2465,"^H",2351,536881635]],["^15",[2465,"^;","~u68b2302c-97a1-4b22-b23b-5f4064a91b08",536876106]],["^15",[2466,"^Q","Multinationale Konzerne <--> Einzelperson, se steht jedem frei im Ungleichheit zu Handeln, einen Preis zu setzen",536876106]],["^15",[2466,"^O","^1Y",536876106]],["^15",[2466,"^F",2369,536876106]],["^15",[2466,"^X",2355,536876106]],["^15",[2466,"^V",2418,536876106]],["^15",[2466,"^U",322,536876106]],["^15",[2466,"^U",2355,536876106]],["^15",[2466,"^;","~u68b2302c-961e-4fcd-be60-d37c1592640a",536876106]],["^15",[2467,"^?",["^ ","^2Z","query","^2[",["(and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[School/Wir/Ethics/Der Kapitalismus - 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Im LSp*R ist er verantwortlich für Mitgliederbetretung, die Webseite und generell andere langweilige Verwaltungstechnische Aufgaben. Darüber hinaus Arbeite er im BakIt an der Verbesserung des Intranets.\n\t\t  Zu den Politischen Themenfeldern die ihn besonders Interessieren gehören Digitales und Inneres.\n\t\t- (Ich hoffe ich kann die Strukturen hier weiter Professionalisieren )\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 Öffentlichkeit 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\n\t- Domain Evaluation\n\t\t- https://www.ip-projects.de/en/domains\n\t\t- https://www.hetzner.com/ auch BAKIt\n\t- ToDo:\n\t\t- Instagramm account, alte Basisgruppe LDW: https://www.instagram.com/linksjugendsolidroteneustadt/\n\t\t-\n- ## DONE\n\t- ### website\n\t\t- beschluesse aktuell halten\n\t\t- ded links removen\n\t\t- ux verbessern \"hier klicken\" durch sinvolleres 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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]",536886641]],["^15",[2518,"^17",1757103798695,536876225]],["^15",[2518,"^18","~m1758641356289",536886640]],["^15",[2518,"^Z","pages/Slide - AI 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","^2T",3],536886340]],["^15",[2602,"^J",[],536886340]],["^15",[2602,"^;","~ud182ed6a-b145-4627-bac0-4bcc1c119ccf",536876236]],["^15",[2603,"^3","- index::\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 [[Solid/Plenum/DigitaleSicherheit]]) (namespace [[Solid/Plenum/DigitaleSicherheit]])))}}\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 [[Solid/Plenum/DigitaleSicherheit]]) (namespace [[Solid/Plenum/DigitaleSicherheit]])))}}\n\t- **Summery**:\n\t  background-color:: blue\n\t\t-\n- ---\n- ### Inhalt\n\t- Ortung\n\t\t- GPS/LTE\n\t\t- Satelit\n\t\t- Unnoetigkeit einer VPN\n\t- 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-",536886705]],["^15",[2603,"^18","~m1758646480385",536886706]],["^15",[2603,"^Z","pages/Solid___Plenum___Digitale 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Graphen e os: Noch sichere implementation + open source",536876545]],["^15",[2629,"^O","^1Y",536876505]],["^15",[2629,"^F",2628,536876505]],["^15",[2629,"^X",2590,536876505]],["^15",[2629,"^V",2626,536876505]],["^15",[2629,"^U",2590,536880015]],["^15",[2629,"^;","~u68bb4f50-8c75-40c5-8985-f739087bbb6c",536876505]],["^15",[2631,"^Q","hardware based delay on bute force pin entry (Weaver)",536876571]],["^15",[2631,"^O","^1Y",536876545]],["^15",[2631,"^F",2629,536876545]],["^15",[2631,"^X",2590,536876545]],["^15",[2631,"^V",2629,536876547]],["^15",[2631,"^U",2590,536880015]],["^15",[2631,"^;","~u68bb4f69-0439-49aa-bfa2-5dbb93211bf5",536876545]],["^15",[2632,"^Q","IOS",536876590]],["^15",[2632,"^O","^1Y",536876561]],["^15",[2632,"^F",2626,536876587]],["^15",[2632,"^X",2590,536876561]],["^15",[2632,"^V",2624,536876587]],["^15",[2632,"^U",2590,536880015]],["^15",[2632,"^;","~u68bb4f76-b64a-4b88-8855-91086f8200ea",536876561]],["^15",[2633,"^Q","eigenen key fuer verschiedene teile des os",536876584]],["^15",[2633,"^O","^1Y",536876574]],["^15",[2633,"^F",2627,536876574]],["^15",[2633,"^X",2590,536876574]],["^15",[2633,"^V",2627,536876576]],["^15",[2633,"^U",2590,536880015]],["^15",[2633,"^;","~u68bb4ff7-ba84-4b03-994f-cba8107f5818",536876574]],["^15",[2634,"^Q","-> Verhidnen das auf daten ohne Autorisierung zugegriffen werden kann",536877046]],["^15",[2634,"^O","^1Y",536876590]],["^15",[2634,"^F",2650,536876975]],["^15",[2634,"^X",2590,536876590]],["^15",[2634,"^V",2624,536876636]],["^15",[2634,"^U",2590,536880015]],["^15",[2634,"^;","~u68bb5040-dce2-4d60-aacd-c8714a816a94",536876590]],["^15",[2635,"^Q","Pin/Login methode -> master key -> data",536876626]],["^15",[2635,"^O","^1Y",536876597]],["^15",[2635,"^F",2652,536877110]],["^15",[2635,"^X",2590,536876597]],["^15",[2635,"^V",2626,536876601]],["^15",[2635,"^U",2590,536880015]],["^15",[2635,"^;","~u68bb50a3-3a75-4528-982e-18931792d606",536876597]],["^15",[2637,"^Q","KEINE Gesichtserkennung, KEINE Fingerabdruck, KEINE Iris-> darf Polizei erzwingen",536876759]],["^15",[2637,"^O","^1Y",536876657]],["^15",[2637,"^F",2634,536876657]],["^15",[2637,"^X",2590,536876657]],["^15",[2637,"^V",2634,536876659]],["^15",[2637,"^U",2590,536880015]],["^15",[2637,"^;","~u68bb5212-26a7-494a-bb65-a0d31f16a01b",536876657]],["^15",[2638,"^Q","https://www.tagesschau.de/inland/gesellschaft/smartphone-sperre-fingerabdruck-100.html",536876677]],["^15",[2638,"^O","^1Y",536876673]],["^15",[2638,"^F",2779,536881425]],["^15",[2638,"^X",2590,536876673]],["^15",[2638,"^V",2779,536881425]],["^15",[2638,"^U",2590,536881517]],["^15",[2638,"^;","~u68bb523c-a564-4002-8372-d79aa257527a",536876673]],["^15",[2639,"^Q","https://datagenetics.com/blog/september32012/index.html",536876883]],["^15",[2639,"^O","^1Y",536876677]],["^15",[2639,"^F",2638,536876880]],["^15",[2639,"^X",2590,536876677]],["^15",[2639,"^V",2779,536881425]],["^15",[2639,"^U",2590,536881517]],["^15",[2639,"^;","~u68bb523d-3258-4594-a827-d1be151ee7db",536876677]],["^15",[2640,"^Q","PIN 10^4 Möglichkeiten 1 versuch pro s -> 2 Hours : 46 Minutes : 12 Seconds im worst case",536876790]],["^15",[2640,"^O","^1Y",536876693]],["^15",[2640,"^F",2641,536876737]],["^15",[2640,"^X",2590,536876693]],["^15",[2640,"^V",2634,536876693]],["^15",[2640,"^U",2590,536880015]],["^15",[2640,"^;","~u68bb524a-3bf0-4faa-a7c1-a3d110f36248",536876693]],["^15",[2641,"^Q","KEIN Muster, zu vorhersehbar",536876750]],["^15",[2641,"^O","^1Y",536876737]],["^15",[2641,"^F",2637,536876737]],["^15",[2641,"^X",2590,536876737]],["^15",[2641,"^V",2634,536876737]],["^15",[2641,"^U",2590,536880015]],["^15",[2641,"^;","~u68bb5477-857d-44ea-a55e-f9053462c67d",536876737]],["^15",[2642,"^Q","hardware key inaccessible to software or firmware -> prevents bruete force off loading by data copy",536877084]],["^15",[2642,"^O","^1Y",536876762]],["^15",[2642,"^F",2631,536876762]],["^15",[2642,"^X",2590,536876762]],["^15",[2642,"^V",2629,536876762]],["^15",[2642,"^U",2590,536880015]],["^15",[2642,"^;","~u68bb55ca-1cee-4061-b7ea-9eaedbf103d4",536876762]],["^15",[2643,"^Q","PASSWORD (A-Za-z0-9)^4 1 versuch pro s -> 171 Jahre worst 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Settings Aktivierbar, E2E encryption fuer Icloud backups",536876931]],["^15",[2648,"^O","^1Y",536876886]],["^15",[2648,"^F",2632,536876886]],["^15",[2648,"^X",2590,536876886]],["^15",[2648,"^V",2632,536876888]],["^15",[2648,"^U",2590,536880015]],["^15",[2648,"^;","~u68bb5742-f42d-4940-b506-905d622f1192",536876886]],["^15",[2649,"^Q","Bekannt das apple UK vollen zugriffauf icloud gewahren muss, unsicher ob auch E2E backdor hat",536876968]],["^15",[2649,"^O","^1Y",536876931]],["^15",[2649,"^F",2648,536876931]],["^15",[2649,"^X",2590,536876931]],["^15",[2649,"^V",2632,536876931]],["^15",[2649,"^U",2590,536880015]],["^15",[2649,"^;","~u68bb5833-29e7-4b67-b05e-0b3e6dce29e6",536876931]],["^15",[2650,"^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",536877077]],["^15",[2650,"^O","^1Y",536876971]],["^15",[2650,"^F",2632,536876975]],["^15",[2650,"^X",2590,536876971]],["^15",[2650,"^V",2624,536876975]],["^15",[2650,"^U",2590,536880015]],["^15",[2650,"^;","~u68bb5861-8544-4949-a843-7d65c311d914",536876971]],["^15",[2652,"^Q","debloter/degoogle koennen alternative bieten: LineageOS/e 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"],536877331]],["^15",[2659,"^;","~u68bc0d68-9651-41d4-93ee-4660265198df",536877331]],["^15",[2660,"^12",2,536877335]],["^15",[2672,"^U",868,536877497]],["^15",[2672,"^U",2519,536877497]],["^15",[2704,"^12",2,536879637]],["^15",[2706,"^Q","GPS",536879661]],["^15",[2706,"^O","^1Y",536879651]],["^15",[2706,"^F",4575,536886340]],["^15",[2706,"^X",2590,536879651]],["^15",[2706,"^V",4575,536886340]],["^15",[2706,"^U",2590,536880325]],["^15",[2706,"^;","~u68bc3275-defd-43a3-abfa-3d2d906350bf",536879651]],["^15",[2707,"^Q","Relative harmlos, Handy sendet nichts, berechnet nur position basierend auf signalen von Sateliten die empfangen werden",536879684]],["^15",[2707,"^O","^1Y",536879661]],["^15",[2707,"^F",2706,536879665]],["^15",[2707,"^X",2590,536879661]],["^15",[2707,"^V",2706,536879667]],["^15",[2707,"^U",2590,536880325]],["^15",[2707,"^;","~u68bc3278-d630-4c8a-bf70-c00ffae1b4d9",536879661]],["^15",[2708,"^Q","US Air force maintaint es, timing wichtig, min 3 muessen empfangen werde, ab 4 auch hoehe messbar",536879718]],["^15",[2708,"^O","^1Y",536879687]],["^15",[2708,"^F",2707,536879804]],["^15",[2708,"^X",2590,536879687]],["^15",[2708,"^V",2706,536879804]],["^15",[2708,"^U",2590,536880325]],["^15",[2708,"^;","~u68bc32a8-94fe-48a7-9975-cf1b52ee373a",536879687]],["^15",[2709,"^Q","https://www.gps.gov/systems/gps/space/",536879725]],["^15",[2709,"^O","^1Y",536879721]],["^15",[2709,"^F",2746,536880439]],["^15",[2709,"^X",2590,536879721]],["^15",[2709,"^V",2746,536881380]],["^15",[2709,"^U",2590,536881517]],["^15",[2709,"^;","~u68bc333c-1868-479a-acbb-48d249180aaa",536879721]],["^15",[2711,"^Q","-> via TDOA (time differenace apone arivale) mid. 3 empfaenger/sender fuer ortung \nFDOA ()Frequency Difference of Arrival), bei bewegung, macht genaueres trakcing moeglich",536879782]],["^15",[2711,"^O","^1Y",536879732]],["^15",[2711,"^F",2713,536879816]],["^15",[2711,"^X",2590,536879732]],["^15",[2711,"^V",4575,536886340]],["^15",[2711,"^U",2590,536880325]],["^15",[2711,"^;","~u68bc342e-85f2-4199-ac01-4cbe37b5b448",536879732]],["^15",[2713,"^Q","Satelit phone",536879814]],["^15",[2713,"^O","^1Y",536879807]],["^15",[2713,"^F",2706,536879809]],["^15",[2713,"^X",2590,536879807]],["^15",[2713,"^V",4575,536886340]],["^15",[2713,"^U",2590,536880325]],["^15",[2713,"^;","~u68bc34f4-8399-4441-99e7-4f5eec63a5d4",536879807]],["^15",[2714,"^Q","IEMI weiterhin verwendet, racking ueber satelit moeglich, logs an bodenstation",536879824]],["^15",[2714,"^O","^1Y",536879814]],["^15",[2714,"^F",2713,536879814]],["^15",[2714,"^X",2590,536879814]],["^15",[2714,"^V",2713,536879816]],["^15",[2714,"^U",2590,536880325]],["^15",[2714,"^;","~u68bc34f8-39d8-4033-ace7-c8157199af1c",536879814]],["^15",[2715,"^Q","Aber: kien passives tracking, d.h. nur bei tatsaechlicher datenuebertragung -> moeglich nur eigne Sendungen zuzulassen?",536879867]],["^15",[2715,"^O","^1Y",536879827]],["^15",[2715,"^F",2714,536879827]],["^15",[2715,"^X",2590,536879827]],["^15",[2715,"^V",2713,536879827]],["^15",[2715,"^U",2590,536880325]],["^15",[2715,"^;","~u68bc3548-1f18-480f-a100-b0b8df480a4e",536879827]],["^15",[2717,"^Q","https://www.mobilephonelocator.net/blog/can-satellite-phones-be-tracked/",536879855]],["^15",[2717,"^O","^1Y",536879851]],["^15",[2717,"^F",2709,536880443]],["^15",[2717,"^X",2590,536879851]],["^15",[2717,"^V",2746,536881384]],["^15",[2717,"^U",2590,536881517]],["^15",[2717,"^;","~u68bc356f-fca2-4097-830e-2de7d4601577",536879851]],["^15",[2719,"^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)",536879966]],["^15",[2719,"^O","^1Y",536879884]],["^15",[2719,"^F",2711,536879884]],["^15",[2719,"^X",2590,536879884]],["^15",[2719,"^V",4575,536886340]],["^15",[2719,"^U",2590,536880325]],["^15",[2719,"^;","~u68bc3684-d21e-46b8-bff4-1480c34739e1",536879884]],["^15",[2720,"^Q","slebst gaebe es system was nur 1 tower daten empfangen liese, signalstaerke weiterhin messbar",536879955]],["^15",[2720,"^O","^1Y",536879942]],["^15",[2720,"^F",2719,536879942]],["^15",[2720,"^X",2590,536879942]],["^15",[2720,"^V",2719,536879944]],["^15",[2720,"^U",2590,536880325]],["^15",[2720,"^;","~u68bc36e8-73be-4a3d-a6e4-40bafa90cf10",536879942]],["^15",[2721,"^Q","https://discuss.grapheneos.org/d/16785-connect-to-only-one-cell-tower/28",536879974]],["^15",[2721,"^O","^1Y",536879970]],["^15",[2721,"^F",2717,536879970]],["^15",[2721,"^X",2590,536879970]],["^15",[2721,"^V",2746,536881386]],["^15",[2721,"^U",2590,536881517]],["^15",[2721,"^;","~u68bc39d5-ea8c-44e7-bc89-13ce13ccc661",536879970]],["^15",[2727,"^U",2590,536880073]],["^15",[2735,"^Q","Tracking via Device Data/Network data",536880354]],["^15",[2735,"^O","^1Y",536880347]],["^15",[2735,"^F",2719,536880353]],["^15",[2735,"^X",2590,536880347]],["^15",[2735,"^V",4575,536886340]],["^15",[2735,"^U",2590,536880348]],["^15",[2735,"^;","~u68bc3ada-9911-444d-890e-c64ceab46704",536880354]],["^15",[2736,"^Q","WLAN",536880354]],["^15",[2736,"^O","^1Y",536880354]],["^15",[2736,"^F",2735,536880354]],["^15",[2736,"^X",2590,536880354]],["^15",[2736,"^V",2735,536880354]],["^15",[2736,"^U",2590,536880355]],["^15",[2736,"^;","~u68bc3c4d-8259-461d-bd42-a24418628408",536880354]],["^15",[2737,"^Q","Anahnd von MAC und Hostname",536880354]],["^15",[2737,"^O","^1Y",536880354]],["^15",[2737,"^F",2736,536880354]],["^15",[2737,"^X",2590,536880354]],["^15",[2737,"^V",2736,536880354]],["^15",[2737,"^U",2590,536880355]],["^15",[2737,"^;","~u68bc3b07-4264-4eaf-ab3a-58949c6f810e",536880354]],["^15",[2738,"^Q","mobile wireless network: GSM, UMTS, LTE, 5G NR, iDEN, Iridium, Satelite",536880354]],["^15",[2738,"^O","^1Y",536880354]],["^15",[2738,"^F",2736,536880354]],["^15",[2738,"^X",2590,536880354]],["^15",[2738,"^V",2735,536880354]],["^15",[2738,"^U",2590,536880355]],["^15",[2738,"^;","~u68bc3c52-adca-4267-b983-c3199b06f304",536880354]],["^15",[2739,"^Q","Type Allocation Code (TAC) erster part (8-chars) der IMEI (International Mobile Equipment Identity) Nummern",536880354]],["^15",[2739,"^O","^1Y",536880354]],["^15",[2739,"^F",2738,536880354]],["^15",[2739,"^X",2590,536880354]],["^15",[2739,"^V",2738,536880354]],["^15",[2739,"^U",2590,536880355]],["^15",[2739,"^;","~u68bc3b26-fe0f-49bb-af12-f0d6e36e510c",536880354]],["^15",[2740,"^Q","3GPP consortium bereichtigt nut GSMA (weltweite industrievertretung) zur vergabe der IMEI",536880354]],["^15",[2740,"^O","^1Y",536880354]],["^15",[2740,"^F",2739,536880354]],["^15",[2740,"^X",2590,536880354]],["^15",[2740,"^V",2738,536880354]],["^15",[2740,"^U",2590,536880355]],["^15",[2740,"^;","~u68bc3d12-049a-4124-9eb7-d1db0f9ff5e4",536880354]],["^15",[2741,"^Q","stellen ineroperabilitaet sicher, 1 global source of truth -> device tracking mit IMEI",536880354]],["^15",[2741,"^O","^1Y",536880354]],["^15",[2741,"^F",2740,536880354]],["^15",[2741,"^X",2590,536880354]],["^15",[2741,"^V",2738,536880354]],["^15",[2741,"^U",2590,536880355]],["^15",[2741,"^;","~u68bc3e12-665b-459a-9968-6329bfb0ab6d",536880354]],["^15",[2742,"^Q","Anhand von network Traffic kann auch rueckschluss auf geraet gemacht werden (grade wenn dieser nicht verschluesselt ist), sollte trafic eingefangen werden",536880369]],["^15",[2742,"^O","^1Y",536880354]],["^15",[2742,"^F",2738,536880354]],["^15",[2742,"^X",2590,536880354]],["^15",[2742,"^V",2735,536880354]],["^15",[2742,"^U",2590,536880355]],["^15",[2742,"^;","~u68bc3ada-bcdb-4bb9-b9ef-db6c70d947db",536880354]],["^15",[2743,"^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..)",536880531]],["^15",[2743,"^O","^1Y",536880372]],["^15",[2743,"^F",2742,536880372]],["^15",[2743,"^X",2590,536880372]],["^15",[2743,"^V",2735,536880372]],["^15",[2743,"^U",2590,536880373]],["^15",[2743,"^;","~u68bc3eca-d481-4e7e-a775-84973013db76",536880372]],["^15",[2746,"^Q","GPS/Satelite Orting",536880458]],["^15",[2746,"^O","^1Y",536880439]],["^15",[2746,"^F",2779,536881425]],["^15",[2746,"^X",2590,536880439]],["^15",[2746,"^V",2621,536880439]],["^15",[2746,"^U",2590,536881517]],["^15",[2746,"^;","~u68bc3f1f-81a3-42d2-b802-12effa5e32c8",536880439]],["^15",[2748,"^Q","Network orting",536880491]],["^15",[2748,"^O","^1Y",536880475]],["^15",[2748,"^F",2746,536881380]],["^15",[2748,"^X",2590,536880475]],["^15",[2748,"^V",2621,536880488]],["^15",[2748,"^U",2590,536881517]],["^15",[2748,"^;","~u68bc3f2d-4b20-475c-8fee-3ba7a6905a33",536880475]],["^15",[2749,"^Q","https://www.gsma.com/solutions-and-impact/industry-services/device-services/tac-allocation",536880495]],["^15",[2749,"^O","^1Y",536880491]],["^15",[2749,"^F",2748,536880491]],["^15",[2749,"^X",2590,536880491]],["^15",[2749,"^V",2748,536881370]],["^15",[2749,"^U",2590,536881517]],["^15",[2749,"^;","~u68bc3f34-0abc-442f-9151-a6177f730a06",536880491]],["^15",[2750,"^Q","https://en.wikipedia.org/wiki/Type_Allocation_Code",536880502]],["^15",[2750,"^O","^1Y",536880498]],["^15",[2750,"^F",2749,536880498]],["^15",[2750,"^X",2590,536880498]],["^15",[2750,"^V",2749,536881368]],["^15",[2750,"^U",2590,536881517]],["^15",[2750,"^;","~u68bc3f38-1edd-4b82-a187-4f5d8fe52f78",536880498]],["^15",[2752,"^Q","Netzwerksicherheit",536880959]],["^15",[2752,"^O","^1Y",536880534]],["^15",[2752,"^F",2625,536880546]],["^15",[2752,"^X",2590,536880534]],["^15",[2752,"^V",2590,536880534]],["^15",[2752,"^U",2590,536880535]],["^15",[2752,"^;","~u68bc407a-83c0-4081-ac21-b73b9ba9c639",536880534]],["^15",[2753,"^Q","",536880538]],["^15",[2753,"^O","^1Y",536880538]],["^15",[2753,"^F",2752,536881020]],["^15",[2753,"^X",2590,536880538]],["^15",[2753,"^V",2590,536880538]],["^15",[2753,"^U",2590,536880539]],["^15",[2753,"^;","~u68bc407c-8576-4953-b673-55b42cdf20fd",536880538]],["^15",[2754,"^Q","Kommunikation",536880555]],["^15",[2754,"^O","^1Y",536880542]],["^15",[2754,"^F",2625,536880542]],["^15",[2754,"^X",2590,536880542]],["^15",[2754,"^V",2625,536880546]],["^15",[2754,"^U",2590,536880543]],["^15",[2754,"^;","~u68bc4081-8cf5-4678-ae6b-6980d658a78a",536880542]],["^15",[2755,"^Q","Teine Klasische Telefonie, uebertragung der IMEI troz VoIP moeglich + ueberwachung trotz VoIp?",536880629]],["^15",[2755,"^O","^1Y",536880555]],["^15",[2755,"^F",2754,536880555]],["^15",[2755,"^X",2590,536880555]],["^15",[2755,"^V",2754,536880557]],["^15",[2755,"^U",2590,536880556]],["^15",[2755,"^;","~u68bc4088-21fd-4de8-b0ba-53728d3ba05b",536880555]],["^15",[2756,"^Q","Keine SMS nicht verschluesselt",536880639]],["^15",[2756,"^O","^1Y",536880632]],["^15",[2756,"^F",2755,536880632]],["^15",[2756,"^X",2590,536880632]],["^15",[2756,"^V",2754,536880632]],["^15",[2756,"^U",2590,536880633]],["^15",[2756,"^;","~u68bc40ce-1276-4da1-9b5b-dd11f15f9fb3",536880632]],["^15",[2757,"^Q","E2E Verschluesselte & Quelloffene dienste verwenden: Signal, auch fuer telefonied (mitlerweile auch ohne telefonnummer moeglich)",536880699]],["^15",[2757,"^O","^1Y",536880640]],["^15",[2757,"^F",2756,536880640]],["^15",[2757,"^X",2590,536880640]],["^15",[2757,"^V",2754,536880640]],["^15",[2757,"^U",2590,536880641]],["^15",[2757,"^;","~u68bc40d7-2575-4d10-9480-2464894ce523",536880640]],["^15",[2758,"^Q","Datenauthentizitaet: Vertrauenswuerdige Quellen Finden und nur diese verwenden\nid:: 68bc4186-56cf-4198-b137-a9331aba900b",536880769]],["^15",[2758,"^O","^1Y",536880702]],["^15",[2758,"^F",2754,536880722]],["^15",[2758,"^X",2590,536880702]],["^15",[2758,"^V",2625,536880722]],["^15",[2758,"^U",2590,536880703]],["^15",[2758,"^?",["^ ","^1<","68bc4186-56cf-4198-b137-a9331aba900b"],536886340]],["^15",[2758,"^J",["^1<"],536886340]],["^15",[2758,"^4",["^ ","^1<","68bc4186-56cf-4198-b137-a9331aba900b"],536886340]],["^15",[2758,"^;","~u68bc4186-56cf-4198-b137-a9331aba900b",536880702]],["^15",[2759,"^Q","NICHT Google Play, F-Droid als Quelloffenen App-Store, NUR Quelloffene Software, aus dieser quelle oder direct vom publisher -> kein middelman kann irgendwas manipulieren",536880840]],["^15",[2759,"^O","^1Y",536880728]],["^15",[2759,"^F",2758,536880728]],["^15",[2759,"^X",2590,536880728]],["^15",[2759,"^V",2758,536880730]],["^15",[2759,"^U",2590,536880770]],["^15",[2759,"^;","~u68bc41c3-7933-4981-8f85-be4537642517",536880728]],["^15",[2760,"^Q","nur Vertrauenswuerdige datein oeffnen/herunterladen ODER sicherstellen das OS im abgesicherten modus (eigenes profile in graphene OS)",536880871]],["^15",[2760,"^O","^1Y",536880830]],["^15",[2760,"^F",2759,536880830]],["^15",[2760,"^X",2590,536880830]],["^15",[2760,"^V",2758,536880830]],["^15",[2760,"^U",2590,536880831]],["^15",[2760,"^;","~u68bc420f-03d9-46f5-96e6-d5c39d80d0fa",536880830]],["^15",[2761,"^Q","Hardware Aspekte (Optional, letzter schutz, sollte geraet komprimniert werden)",536880904]],["^15",[2761,"^O","^1Y",536880865]],["^15",[2761,"^F",2758,536880874]],["^15",[2761,"^X",2590,536880865]],["^15",[2761,"^V",2625,536880874]],["^15",[2761,"^U",2590,536880866]],["^15",[2761,"^;","~u68bc4283-b685-4023-8a8f-5e9ecf8199eb",536880865]],["^15",[2762,"^Q","Physisches abdecken/zerstoeren der kammeras/mikrophon",536880947]],["^15",[2762,"^O","^1Y",536880905]],["^15",[2762,"^F",2761,536880905]],["^15",[2762,"^X",2590,536880905]],["^15",[2762,"^V",2761,536880907]],["^15",[2762,"^U",2590,536880906]],["^15",[2762,"^;","~u68bc42bc-9672-46f0-8d4e-ea7cf957136c",536880905]],["^15",[2763,"^Q","KEINE VPN: Singel poiunt of filiure ist exit server, ist dieser komprimiert, kooperiert unternehmen mit Polizei, sogar einfacher an daten zu kommen als ohne",536881010]],["^15",[2763,"^O","^1Y",536880959]],["^15",[2763,"^F",2767,536881036]],["^15",[2763,"^X",2590,536880959]],["^15",[2763,"^V",2767,536881046]],["^15",[2763,"^U",2590,536881118]],["^15",[2763,"^;","~u68bc4422-529b-48d4-b611-ef8c3d2e27c9",536880959]],["^15",[2766,"^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",536881321]],["^15",[2766,"^O","^1Y",536881026]],["^15",[2766,"^F",2763,536881049]],["^15",[2766,"^X",2590,536881026]],["^15",[2766,"^V",2767,536881049]],["^15",[2766,"^U",2590,536881118]],["^15",[2766,"^;","~u68bc445e-49f2-46e6-80f8-928b401c7d20",536881026]],["^15",[2767,"^Q","Uebertragung",536881117]],["^15",[2767,"^O","^1Y",536881036]],["^15",[2767,"^F",2752,536881036]],["^15",[2767,"^X",2590,536881036]],["^15",[2767,"^V",2752,536881036]],["^15",[2767,"^U",2590,536881037]],["^15",[2767,"^;","~u68bc4469-68a7-45f2-b610-23f14b5db471",536881036]],["^15",[2768,"^Q","Wenn uebertragungswege verschleiert ist: End-services nicht die Urspruengliche IP/geo possition der request, sehr anonym, wenn nicht anmelden und tracking regeln beachten",536881290]],["^15",[2768,"^O","^1Y",536881103]],["^15",[2768,"^F",2769,536881152]],["^15",[2768,"^X",2590,536881103]],["^15",[2768,"^V",2752,536881107]],["^15",[2768,"^U",2590,536881104]],["^15",[2768,"^;","~u68bc44b0-15e0-4681-970f-920075b28279",536881103]],["^15",[2769,"^Q","Tracking",536881150]],["^15",[2769,"^O","^1Y",536881146]],["^15",[2769,"^F",2767,536881146]],["^15",[2769,"^X",2590,536881146]],["^15",[2769,"^V",2752,536881146]],["^15",[2769,"^U",2590,536881147]],["^15",[2769,"^;","~u68bc452a-5545-493a-bd29-943f3b65191a",536881146]],["^15",[2770,"^Q","ueber daten wie bildschirmgroesse, geschwindigkeit, hardware kann websiten/apps nutzer tracken, auch ohne anmeldung durch nutzerverhalten",536881194]],["^15",[2770,"^O","^1Y",536881150]],["^15",[2770,"^F",2769,536881150]],["^15",[2770,"^X",2590,536881150]],["^15",[2770,"^V",2769,536881152]],["^15",[2770,"^U",2590,536881151]],["^15",[2770,"^;","~u68bc452e-f23b-473d-8cbe-657cb8940985",536881150]],["^15",[2771,"^Q","kann verschleiert werden, durch browser die bildschimflaeche andern, user agend spoofen etc.",536881222]],["^15",[2771,"^O","^1Y",536881197]],["^15",[2771,"^F",2770,536881197]],["^15",[2771,"^X",2590,536881197]],["^15",[2771,"^V",2769,536881197]],["^15",[2771,"^U",2590,536881198]],["^15",[2771,"^;","~u68bc4561-8818-49db-9018-d00a5b110bc2",536881197]],["^15",[2772,"^Q","Javascript im browser deaktivieren, verhindert das website auf eigenem geraet code im hintergrund ausfuehrt",536881247]],["^15",[2772,"^O","^1Y",536881225]],["^15",[2772,"^F",2771,536881225]],["^15",[2772,"^X",2590,536881225]],["^15",[2772,"^V",2769,536881225]],["^15",[2772,"^U",2590,536881226]],["^15",[2772,"^;","~u68bc459a-ce2d-4b96-bd0e-9537bf94e81e",536881225]],["^15",[2774,"^Q","Netzwerk Sicherkeit",536881348]],["^15",[2774,"^O","^1Y",536881341]],["^15",[2774,"^F",2748,536881370]],["^15",[2774,"^X",2590,536881341]],["^15",[2774,"^V",2621,536881341]],["^15",[2774,"^U",2590,536881517]],["^15",[2774,"^;","~u68bc4784-dcc0-4e9f-bbbc-787ec090c948",536881341]],["^15",[2776,"^Q","https://geti2p.net/en/about/intro",536881365]],["^15",[2776,"^O","^1Y",536881358]],["^15",[2776,"^F",2774,536881358]],["^15",[2776,"^X",2590,536881358]],["^15",[2776,"^V",2774,536881362]],["^15",[2776,"^U",2590,536881517]],["^15",[2776,"^;","~u68bc478b-3377-42a0-9e4f-831b320ce65f",536881358]],["^15",[2777,"^Q","https://www.svgrepo.com/",536881411]],["^15",[2777,"^O","^1Y",536881411]],["^15",[2777,"^F",2622,536881411]],["^15",[2777,"^X",2590,536881411]],["^15",[2777,"^V",2622,536881411]],["^15",[2777,"^U",2590,536881517]],["^15",[2777,"^;","~u68bc4799-d793-4cfe-8d63-c660113c35b7",536881411]],["^15",[2779,"^Q","DISC",536881424]],["^15",[2779,"^O","^1Y",536881418]],["^15",[2779,"^F",2622,536881425]],["^15",[2779,"^X",2590,536881418]],["^15",[2779,"^V",2621,536881425]],["^15",[2779,"^U",2590,536881517]],["^15",[2779,"^;","~u68bc47a5-ce30-4c7b-8ee7-6b19b5b52955",536881418]],["^15",[2780,"^Q","",536881437]],["^15",[2780,"^O","^1Y",536881437]],["^15",[2780,"^@",false,536881437]],["^15",[2780,"^F",2621,536886658]],["^15",[2780,"^X",2590,536881437]],["^15",[2780,"^V",2590,536881437]],["^15",[2780,"^U",2590,536881438]],["^15",[2780,"^;","~u68bc47ab-aba3-4e2a-b7b3-669be1fbff45",536881437]],["^15",[2781,"^Q","-> Aus Zeitlichen Gründen sind die Quellen unvollständig, sollte jemand genaue Quellen haben wollen, sprecht mich gerne an",536881490]],["^15",[2781,"^O","^1Y",536881441]],["^15",[2781,"^F",4631,536886677]],["^15",[2781,"^X",2590,536881441]],["^15",[2781,"^V",2621,536881443]],["^15",[2781,"^U",2590,536881517]],["^15",[2781,"^;","~u68bc47b2-f520-41c9-9159-598393b4b038",536881441]],["^15",[2782,"^12",2,536881494]],["^15",[2783,"^12",2,536881497]],["^15",[2784,"^12",2,536881504]],["^15",[2785,"^Q","Anonyme SIM Card:",536881526]],["^15",[2785,"^O","^1Y",536881514]],["^15",[2785,"^F",2753,536881514]],["^15",[2785,"^X",2590,536881514]],["^15",[2785,"^V",2590,536881514]],["^15",[2785,"^U",2590,536881515]],["^15",[2785,"^;","~u68bde766-505e-46a5-8bd5-15b39732b7d6",536881514]],["^15",[2787,"^Q","https://www.weg-adresse.com/lexikon/anonyme-sim-karte/",536881533]],["^15",[2787,"^O","^1Y",536881526]],["^15",[2787,"^F",2785,536881526]],["^15",[2787,"^X",2590,536881526]],["^15",[2787,"^V",2785,536881528]],["^15",[2787,"^U",2590,536881527]],["^15",[2787,"^;","~u68bde76d-16b2-44f2-94d0-e317ba82e64b",536881526]],["^15",[2788,"^Q","https://www.lentz-detektei.de/aktuelle-news-unserer-detektei/2024-11/die-wahrheit-ueber-anonyme-sim-karten-was-du-wissen-musst",536881537]],["^15",[2788,"^O","^1Y",536881533]],["^15",[2788,"^F",2787,536881533]],["^15",[2788,"^X",2590,536881533]],["^15",[2788,"^V",2785,536881533]],["^15",[2788,"^U",2590,536881534]],["^15",[2788,"^;","~u68bde771-2cbe-4dac-b2f9-8be1844a5787",536881533]],["^15",[2789,"^Q","",536881537]],["^15",[2789,"^O","^1Y",536881537]],["^15",[2789,"^F",2788,536881537]],["^15",[2789,"^X",2590,536881537]],["^15",[2789,"^V",2785,536881537]],["^15",[2789,"^U",2590,536881538]],["^15",[2789,"^;","~u68bde774-e2b9-4a1b-9410-4afe75269ece",536881537]],["^15",[2790,"^Q","https://github.com/viki3d/change-imei-android",536881548]],["^15",[2790,"^O","^1Y",536881541]],["^15",[2790,"^F",2749,536881545]],["^15",[2790,"^X",2590,536881541]],["^15",[2790,"^V",2748,536881545]],["^15",[2790,"^U",2590,536881542]],["^15",[2790,"^;","~u68bde8ee-6392-4ecf-8387-0682e1e1eb7d",536881541]],["^15",[2791,"^Q","",536881548]],["^15",[2791,"^O","^1Y",536881548]],["^15",[2791,"^F",2790,536881548]],["^15",[2791,"^X",2590,536881548]],["^15",[2791,"^V",2748,536881548]],["^15",[2791,"^U",2590,536881549]],["^15",[2791,"^;","~u68bde8f0-e82e-41c0-9ac7-7e35ae7479a3",536881548]],["^15",[2792,"^12",2,536881556]],["^15",[2793,"^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/Digitale Souveränität/Kommunikation Nato]]) (namespace [[School/InfT/Digitale Souveränität/Kommunikation Nato]])))}}\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/Kommunikation Nato]]) (namespace [[School/InfT/Digitale Souveränität/Kommunikation Nato]])))}}\n\t- **Summery**:\n\t  background-color:: blue\n\t\t-\n- ---\n- NCIA (Nato cummunication and intelegance agency)\n\t- ensure secure, reliable, resilient and efficient collaboration\n\t- modernizing comunication\n\t- Goals:\n\t\t- data-driven organization/data driven arcitecture -> Automation, informational advantage\n\t\t- enhanced interoperability\n\t\t- modernizing/evolving technologys/principles -> e.g. zero trust\n\t- https://www.ncia.nato.int/about-us/technology-and-innovation/digital-transformation\n- NATO StratCom (Strategic Communications)\n\t- Public deplomacy: Building trust, promoting polecies\n\t- Public afairs: Informing the public, throu media\n\t- Military public affairs: Increasing Public Understanding for millitary action\n\t- Information Operations: Related to 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- -> Verschluesselungsalgorythemen oft nicht Öffentlich zugänglich",536881558]],["^15",[2793,"^17",1757331453355,536881558]],["^15",[2793,"^18","~m1757328635000",536881559]],["^15",[2793,"^Z","pages/School___InfT___Digitale Souveränität___Kommunikation Nato.md",536881558]],["^15",[2794,"^K",1757331453354,536881558]],["^15",[2794,"^[",2793,536881558]],["^15",[2794,"^@",false,536881558]],["^15",[2794,"^Y","school/inft/digitale souveränität/kommunikation nato",536881558]],["^15",[2794,"^A",647,536881558]],["^15",[2794,"^11","School/InfT/Digitale Souveränität/Kommunikation Nato",536881558]],["^15",[2794,"^?",["^ ","^21",4],536881558]],["^15",[2794,"^4",["^ ","^21","4"],536881558]],["^15",[2794,"^B",1757331453354,536881558]],["^15",[2794,"^;","~u68bebffd-5c67-4d56-b72a-1b64113880ad",536881558]],["^15",[2795,"^Q","-> Verschluesselungsalgorythemen oft nicht Öffentlich zugänglich",536881558]],["^15",[2795,"^O","^1Y",536881558]],["^15",[2795,"^F",2804,536881558]],["^15",[2795,"^X",2794,536881558]],["^15",[2795,"^V",2794,536881558]],["^15",[2795,"^U",2794,536881558]],["^15",[2795,"^;","~u68bebffd-9dd1-4b38-ae2f-aa9b556a8151",536881558]],["^15",[2796,"^Q","https://www.ncia.nato.int/about-us/technology-and-innovation/digital-transformation",536881558]],["^15",[2796,"^O","^1Y",536881558]],["^15",[2796,"^F",2828,536881558]],["^15",[2796,"^X",2794,536881558]],["^15",[2796,"^V",2797,536881558]],["^15",[2796,"^U",2794,536881558]],["^15",[2796,"^;","~u68bebffd-ef84-4748-a727-dfbecd27d39a",536881558]],["^15",[2797,"^Q","NCIA (Nato cummunication and intelegance agency)",536881558]],["^15",[2797,"^O","^1Y",536881558]],["^15",[2797,"^F",2807,536881558]],["^15",[2797,"^X",2794,536881558]],["^15",[2797,"^V",2794,536881558]],["^15",[2797,"^U",2794,536881558]],["^15",[2797,"^;","~u68bebffd-aa77-43c9-9e90-504d9486888b",536881558]],["^15",[2798,"^Q","data-driven organization/data driven arcitecture -> Automation, informational advantage",536881558]],["^15",[2798,"^O","^1Y",536881558]],["^15",[2798,"^F",2828,536881558]],["^15",[2798,"^X",2794,536881558]],["^15",[2798,"^V",2828,536881558]],["^15",[2798,"^U",2794,536881558]],["^15",[2798,"^;","~u68bebffd-5863-480b-8350-6ac586dd2fb5",536881558]],["^15",[2799,"^Q","Information Operations: Related to millitary opperation, to create desired public effect",536881558]],["^15",[2799,"^O","^1Y",536881558]],["^15",[2799,"^F",2801,536881558]],["^15",[2799,"^X",2794,536881558]],["^15",[2799,"^V",2820,536881558]],["^15",[2799,"^U",2794,536881558]],["^15",[2799,"^;","~u68bebffd-c843-4906-b050-8967fa6edf5b",536881558]],["^15",[2800,"^Q","Psychological Operations: Create desierd effect, throu emotional influence/manipulative perseption",536881558]],["^15",[2800,"^O","^1Y",536881558]],["^15",[2800,"^F",2799,536881558]],["^15",[2800,"^X",2794,536881558]],["^15",[2800,"^V",2820,536881558]],["^15",[2800,"^U",2794,536881558]],["^15",[2800,"^;","~u68bebffd-b918-40cf-996d-19a2e5c51f20",536881558]],["^15",[2801,"^Q","Military public affairs: Increasing Public Understanding for millitary action",536881558]],["^15",[2801,"^O","^1Y",536881558]],["^15",[2801,"^F",2819,536881558]],["^15",[2801,"^X",2794,536881558]],["^15",[2801,"^V",2820,536881558]],["^15",[2801,"^U",2794,536881558]],["^15",[2801,"^;","~u68bebffd-22d2-413c-9ed4-7e52548503d6",536881558]],["^15",[2802,"^Q","Verwendet NATO Type A verschluesselung, bis zu 1GB/s IP",536881558]],["^15",[2802,"^O","^1Y",536881558]],["^15",[2802,"^F",2832,536881558]],["^15",[2802,"^X",2794,536881558]],["^15",[2802,"^V",2832,536881558]],["^15",[2802,"^U",2794,536881558]],["^15",[2802,"^;","~u68bebffd-1bba-44a5-8a1d-145ce289b165",536881558]],["^15",[2803,"^Q","**Slides:**\nbackground-color:: green",536881558]],["^15",[2803,"^O","^1Y",536881558]],["^15",[2803,"^F",2825,536881558]],["^15",[2803,"^X",2794,536881558]],["^15",[2803,"^V",2811,536881558]],["^15",[2803,"^U",2794,536881558]],["^15",[2803,"^?",["^ ","^2Y","green"],536881558]],["^15",[2803,"^J",["^2Y"],536881558]],["^15",[2803,"^4",["^ 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Bewegungne/Aktionen",536881558]],["^15",[2806,"^O","^1Y",536881558]],["^15",[2806,"^F",2823,536881558]],["^15",[2806,"^X",2794,536881558]],["^15",[2806,"^V",2823,536881558]],["^15",[2806,"^U",2794,536881558]],["^15",[2806,"^;","~u68bebffd-14d8-4b99-980b-385f38d195a3",536881558]],["^15",[2807,"^Q","---",536881558]],["^15",[2807,"^O","^1Y",536881558]],["^15",[2807,"^F",2811,536881558]],["^15",[2807,"^X",2794,536881558]],["^15",[2807,"^V",2794,536881558]],["^15",[2807,"^U",2794,536881558]],["^15",[2807,"^;","~u68bebffd-f2c5-4adc-b6e7-eed3b6f25b42",536881558]],["^15",[2808,"^Q","Generelle Informationsbeschaffung",536881558]],["^15",[2808,"^O","^1Y",536881558]],["^15",[2808,"^F",2836,536881558]],["^15",[2808,"^X",2794,536881558]],["^15",[2808,"^V",2823,536881558]],["^15",[2808,"^U",2794,536881558]],["^15",[2808,"^;","~u68bebffd-cff1-4fc0-9f23-eca778daa8db",536881558]],["^15",[2809,"^Q","{{query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[School/InfT/Digitale 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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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Jahrhundert\nls-type:: annotation\nhl-page:: 2\nhl-color:: blue\nid:: 68c3e154-2028-45dc-96c0-0289c447f2b1",536881597]],["^15",[2879,"^O","^1Y",536881597]],["^15",[2879,"^F",2852,536881597]],["^15",[2879,"^X",2845,536881597]],["^15",[2879,"^V",2845,536881597]],["^15",[2879,"^U",2845,536881597]],["^15",[2879,"^?",["^ ","^19","annotation","^30",2,"^31","blue","^1<","68c3e154-2028-45dc-96c0-0289c447f2b1"],536881597]],["^15",[2879,"^J",["^19","^30","^31","^1<"],536881597]],["^15",[2879,"^4",["^ ","^19","annotation","^30","2","^31","blue","^1<","68c3e154-2028-45dc-96c0-0289c447f2b1"],536881597]],["^15",[2879,"^;","~u68c3e154-2028-45dc-96c0-0289c447f2b1",536881597]],["^15",[2880,"^Q","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\nls-type:: annotation\nhl-page:: 2\nhl-color:: purple\nid:: 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\"Freiheit\" zu bezeichnen\nls-type:: annotation\nhl-page:: 3\nhl-color:: yellow\nid:: 68c3e5ac-472b-404b-9abc-b614adb261bc",536881597]],["^15",[2894,"^O","^1Y",536881597]],["^15",[2894,"^F",2861,536881597]],["^15",[2894,"^X",2845,536881597]],["^15",[2894,"^V",2845,536881597]],["^15",[2894,"^U",2845,536881597]],["^15",[2894,"^?",["^ ","^19","annotation","^30",3,"^31","yellow","^1<","68c3e5ac-472b-404b-9abc-b614adb261bc"],536881597]],["^15",[2894,"^J",["^19","^30","^31","^1<"],536881597]],["^15",[2894,"^4",["^ ","^19","annotation","^30","3","^31","yellow","^1<","68c3e5ac-472b-404b-9abc-b614adb261bc"],536881597]],["^15",[2894,"^;","~u68c3e5ac-472b-404b-9abc-b614adb261bc",536881597]],["^15",[2895,"^Q","Verbindung von Arbeit und Freizeit, zur Vereinbarung von Beruf und Familie\nls-type:: annotation\nhl-page:: 4\nhl-color:: yellow\nid:: 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68c3e088-ee21-432f-b39c-777f10e27056",536881597]],["^15",[2901,"^O","^1Y",536881597]],["^15",[2901,"^F",2846,536881597]],["^15",[2901,"^X",2845,536881597]],["^15",[2901,"^V",2845,536881597]],["^15",[2901,"^U",2845,536881597]],["^15",[2901,"^?",["^ ","^19","annotation","^30",1,"^31","blue","^1<","68c3e088-ee21-432f-b39c-777f10e27056"],536881597]],["^15",[2901,"^J",["^19","^30","^31","^1<"],536881597]],["^15",[2901,"^4",["^ ","^19","annotation","^30","1","^31","blue","^1<","68c3e088-ee21-432f-b39c-777f10e27056"],536881597]],["^15",[2901,"^;","~u68c3e088-ee21-432f-b39c-777f10e27056",536881597]],["^15",[2902,"^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",536881597]],["^15",[2902,"^O","^1Y",536881597]],["^15",[2902,"^F",2863,536881597]],["^15",[2902,"^X",2845,536881597]],["^15",[2902,"^V",2845,536881597]],["^15",[2902,"^U",2845,536881597]],["^15",[2902,"^?",["^ ","^19","annotation","^30",4,"^31","red","^1<","68c43e76-51a9-4033-b4db-ff56f3396e78"],536881597]],["^15",[2902,"^J",["^19","^30","^31","^1<"],536881597]],["^15",[2902,"^4",["^ ","^19","annotation","^30","4","^31","red","^1<","68c43e76-51a9-4033-b4db-ff56f3396e78"],536881597]],["^15",[2902,"^;","~u68c43e76-51a9-4033-b4db-ff56f3396e78",536881597]],["^15",[2903,"^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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annotation\nhl-page:: 1\nhl-color:: blue\nid:: 68c3e092-321c-4c1a-b7ab-b0d8eb8fa625",536881597]],["^15",[2908,"^O","^1Y",536881597]],["^15",[2908,"^F",2901,536881597]],["^15",[2908,"^X",2845,536881597]],["^15",[2908,"^V",2845,536881597]],["^15",[2908,"^U",2845,536881597]],["^15",[2908,"^?",["^ ","^19","annotation","^30",1,"^31","blue","^1<","68c3e092-321c-4c1a-b7ab-b0d8eb8fa625"],536881597]],["^15",[2908,"^J",["^19","^30","^31","^1<"],536881597]],["^15",[2908,"^4",["^ ","^19","annotation","^30","1","^31","blue","^1<","68c3e092-321c-4c1a-b7ab-b0d8eb8fa625"],536881597]],["^15",[2908,"^;","~u68c3e092-321c-4c1a-b7ab-b0d8eb8fa625",536881597]],["^15",[2909,"^Q","gegen die Unsicherheiten zu schützen, die mit der Fortentwicklung der kapitalistischen Wirtschaftsweise regelmäßig zunahmen\nls-type:: annotation\nhl-page:: 3\nhl-color:: blue\nid:: 68c3e738-abd0-47d7-b4ff-e19772628563",536881597]],["^15",[2909,"^O","^1Y",536881597]],["^15",[2909,"^F",2928,536881597]],["^15",[2909,"^X",2845,536881597]],["^15",[2909,"^V",2845,536881597]],["^15",[2909,"^U",2845,536881597]],["^15",[2909,"^?",["^ ","^19","annotation","^30",3,"^31","blue","^1<","68c3e738-abd0-47d7-b4ff-e19772628563"],536881597]],["^15",[2909,"^J",["^19","^30","^31","^1<"],536881597]],["^15",[2909,"^4",["^ ","^19","annotation","^30","3","^31","blue","^1<","68c3e738-abd0-47d7-b4ff-e19772628563"],536881597]],["^15",[2909,"^;","~u68c3e738-abd0-47d7-b4ff-e19772628563",536881597]],["^15",[2910,"^Q","multinationale Konzerne mit Machtzentrum im Globalen Norden\nls-type:: annotation\nhl-page:: 4\nhl-color:: yellow\nid:: 68c442b5-88d5-45a7-bc91-859463f58da7",536881597]],["^15",[2910,"^O","^1Y",536881597]],["^15",[2910,"^F",2920,536881597]],["^15",[2910,"^X",2845,536881597]],["^15",[2910,"^V",2845,536881597]],["^15",[2910,"^U",2845,536881597]],["^15",[2910,"^?",["^ 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Jahrhunderts wurde dieser Ausbau des Sozialstaats beschleunigt fortgesetzt\nls-type:: annotation\nhl-page:: 3\nhl-color:: purple\nid:: 68c3e513-b8ae-400a-b81a-ed862aa27a8f",536881597]],["^15",[2913,"^O","^1Y",536881597]],["^15",[2913,"^F",2912,536881597]],["^15",[2913,"^X",2845,536881597]],["^15",[2913,"^V",2845,536881597]],["^15",[2913,"^U",2845,536881597]],["^15",[2913,"^?",["^ ","^19","annotation","^30",3,"^31","purple","^1<","68c3e513-b8ae-400a-b81a-ed862aa27a8f"],536881597]],["^15",[2913,"^J",["^19","^30","^31","^1<"],536881597]],["^15",[2913,"^4",["^ ","^19","annotation","^30","3","^31","purple","^1<","68c3e513-b8ae-400a-b81a-ed862aa27a8f"],536881597]],["^15",[2913,"^;","~u68c3e513-b8ae-400a-b81a-ed862aa27a8f",536881597]],["^15",[2914,"^Q","unterschiedliche Formen von wenig geregelter, kaum kodifizierter, damit aber sehr ungeschützter und verletzbarer Arbeit in wechselnden Positionen\nls-type:: annotation\nhl-page:: 4\nhl-color:: yellow\nid:: 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und Fragmentierung der Arbeitsverhältnisse zu einer Erosion der individuellen Identitäten und des sozialen Zusammenhalts führen\nls-type:: annotation\nhl-page:: 4\nhl-color:: red\nid:: 68c44179-cf08-4cff-8e1d-24553b0f495f",536881597]],["^15",[2936,"^O","^1Y",536881597]],["^15",[2936,"^F",2890,536881597]],["^15",[2936,"^X",2845,536881597]],["^15",[2936,"^V",2845,536881597]],["^15",[2936,"^U",2845,536881597]],["^15",[2936,"^?",["^ ","^19","annotation","^30",4,"^31","red","^1<","68c44179-cf08-4cff-8e1d-24553b0f495f"],536881597]],["^15",[2936,"^J",["^19","^30","^31","^1<"],536881597]],["^15",[2936,"^4",["^ ","^19","annotation","^30","4","^31","red","^1<","68c44179-cf08-4cff-8e1d-24553b0f495f"],536881597]],["^15",[2936,"^;","~u68c44179-cf08-4cff-8e1d-24553b0f495f",536881597]],["^15",[2937,"^Q","Kapitalismus\" setzte sich aber erst seit 1850 allmählich durch, als Begriff der Kritik, seit den 1860er Jahren auch als sozialwissenschaftlicher Analysebegriff\nls-type:: annotation\nhl-page:: 1\nhl-color:: blue\nid:: 68c3defc-f016-4046-ad17-b0925a3d42f5",536881597]],["^15",[2937,"^O","^1Y",536881597]],["^15",[2937,"^F",2876,536881597]],["^15",[2937,"^X",2845,536881597]],["^15",[2937,"^V",2845,536881597]],["^15",[2937,"^U",2845,536881597]],["^15",[2937,"^?",["^ ","^19","annotation","^30",1,"^31","blue","^1<","68c3defc-f016-4046-ad17-b0925a3d42f5"],536881597]],["^15",[2937,"^J",["^19","^30","^31","^1<"],536881597]],["^15",[2937,"^4",["^ ","^19","annotation","^30","1","^31","blue","^1<","68c3defc-f016-4046-ad17-b0925a3d42f5"],536881597]],["^15",[2937,"^;","~u68c3defc-f016-4046-ad17-b0925a3d42f5",536881597]],["^15",[2938,"^Q","oft gar nicht definiert wird\nls-type:: annotation\nhl-page:: 1\nhl-color:: green\nid:: 68c3de90-da1d-4324-a55e-1094ba4a38b8",536881597]],["^15",[2938,"^O","^1Y",536881597]],["^15",[2938,"^F",2874,536881597]],["^15",[2938,"^X",2845,536881597]],["^15",[2938,"^V",2845,536881597]],["^15",[2938,"^U",2845,536881597]],["^15",[2938,"^?",["^ ","^19","annotation","^30",1,"^31","green","^1<","68c3de90-da1d-4324-a55e-1094ba4a38b8"],536881597]],["^15",[2938,"^J",["^19","^30","^31","^1<"],536881597]],["^15",[2938,"^4",["^ ","^19","annotation","^30","1","^31","green","^1<","68c3de90-da1d-4324-a55e-1094ba4a38b8"],536881597]],["^15",[2938,"^;","~u68c3de90-da1d-4324-a55e-1094ba4a38b8",536881597]],["^15",[2939,"^Q","Zu den Voraussetzungen gehörten Wirtschaftswachstum, kritische Öffentlichkeit und ein starker Staat. \nls-type:: annotation\nhl-page:: 3\nhl-color:: purple\nid:: 68c3e539-404c-49b3-8efb-eab10aabf3e3",536881597]],["^15",[2939,"^O","^1Y",536881597]],["^15",[2939,"^F",2913,536881597]],["^15",[2939,"^X",2845,536881597]],["^15",[2939,"^V",2845,536881597]],["^15",[2939,"^U",2845,536881597]],["^15",[2939,"^?",["^ ","^19","annotation","^30",3,"^31","purple","^1<","68c3e539-404c-49b3-8efb-eab10aabf3e3"],536881597]],["^15",[2939,"^J",["^19","^30","^31","^1<"],536881597]],["^15",[2939,"^4",["^ ","^19","annotation","^30","3","^31","purple","^1<","68c3e539-404c-49b3-8efb-eab10aabf3e3"],536881597]],["^15",[2939,"^;","~u68c3e539-404c-49b3-8efb-eab10aabf3e3",536881597]],["^15",[2940,"^3","file:: [Data-about-immigrants-in-the-US_1757672155655_0.pdf](../assets/Data-about-immigrants-in-the-US_1757672155655_0.pdf)\nfile-path:: ../assets/Data-about-immigrants-in-the-US_1757672155655_0.pdf\n\n- Immigrants today account for 14.3% of the U.S. population\n  ls-type:: annotation\n  hl-page:: 1\n  hl-color:: yellow\n  id:: 68c3f321-424f-4e29-834d-bab3aff1f34b\n- Mexico is the top country of birth for U.S. immigrants\n  ls-type:: annotation\n  hl-page:: 2\n  hl-color:: yellow\n  id:: 68c3f336-91b5-4b75-a194-d3a7c966efa4\n- India (6%), China (5%), the Philippines (4%) and El Salvador (3%).\n  ls-type:: annotation\n  hl-page:: 2\n  hl-color:: yellow\n  id:: 68c3f345-207c-466b-b3c2-ba07c9e1cab3\n- The 1965 Immigration and Nationality Act opened up immigration from Asia and Latin America\n  ls-type:: annotation\n  hl-page:: 3\n  hl-color:: yellow\n  id:: 68c3f36b-05b6-478a-a5e0-291a373a6686\n- 1990 further increased legal immigration\n  ls-type:: annotation\n  hl-page:: 3\n  hl-color:: yellow\n  id:: 68c3f373-e6cf-4f6b-a98b-4d96f68ec175\n- 90% of U.S. immigrants came from Europe\n  ls-type:: annotation\n  hl-page:: 3\n  hl-color:: blue\n  id:: 68c3f383-3488-40a0-bfec-1acac7f08b0c\n- 1965, about half of U.S. immigrants have come from Latin America\n  ls-type:: annotation\n  hl-page:: 3\n  hl-color:: blue\n  id:: 68c3f391-16ac-4a23-8824-77e4189eb92e\n- immigration from Mexico has slowed since 2007 and the Mexican-born population in the U.S. has dropped.\n  ls-type:: annotation\n  hl-page:: 3\n  hl-color:: blue\n  id:: 68c3f3af-10d0-40a4-9d50-0ca64d8f19b0\n- Hispanics than Asians arrived in the U.S. each year\n  ls-type:: annotation\n  hl-page:: 4\n  hl-color:: blue\n  id:: 68c3f3d1-da35-430c-99f8-d0228cfd31b6\n- unauthorized immigrant population more than tripled in size,\n  ls-type:: annotation\n  hl-page:: 4\n  hl-color:: yellow\n  id:: 68c3f3f1-c740-4712-a43f-a716ac58996e\n- drop in the number of unauthorized immigrants from Mexico has been partly offset by growth from other parts of the world\n  ls-type:: annotation\n  hl-page:: 4\n  hl-color:: yellow\n  id:: 68c3f480-ef3e-4bf7-917b-03e8d1c42829\n- without legal permission or arrived on a nonpermanent visa and stayed after it expired\n  ls-type:: annotation\n  hl-page:: 5\n  hl-color:: yellow\n  id:: 68c3f492-0c94-44c8-bc9c-338ff8fbc87d\n- About 1.6 million immigrants have pending applications\n  ls-type:: annotation\n  hl-page:: 5\n  hl-color:: yellow\n  id:: 68c3f4bd-183e-4a24-863a-000420aa5e38\n- programs created for Ukrainians\n  ls-type:: annotation\n  hl-page:: 5\n  hl-color:: yellow\n  id:: 68c3f4d4-3562-4b1f-b8a7-52d14fbfe534\n- almost 1 million lawful immigrants became U.S. citizens through naturalization. \n  ls-type:: annotation\n  hl-page:: 5\n  hl-color:: yellow\n  id:: 68c3f50b-8155-4824-b3d2-761c5c284b08\n- most of the nation’s 46.1 million immigrants lived in four states\n  ls-type:: annotation\n  hl-page:: 6\n  hl-color:: green\n  id:: 68c3f528-0e68-4020-a6a4-3c581b0ba88d\n- California\n  ls-type:: annotation\n  hl-page:: 6\n  hl-color:: green\n  id:: 68c3f52b-8768-45bb-aec7-e03c73efb74d\n- Texas\n  ls-type:: annotation\n  hl-page:: 6\n  hl-color:: green\n  id:: 68c3f52e-efc3-4868-bc50-bb074b55a534\n- Florida\n  ls-type:: annotation\n  hl-page:: 6\n  hl-color:: green\n  id:: 68c3f530-3019-4cd1-88c9-1f0dc7cf5f4c\n- New York\n  ls-type:: annotation\n  hl-page:: 6\n  hl-color:: green\n  id:: 68c3f535-88e8-4651-a6e5-3481f73ca878\n- 30 million immigrants were in the U.S. workforce\n  ls-type:: annotation\n  hl-page:: 6\n  hl-color:: yellow\n  id:: 68c3f55c-1213-41a3-acab-0a334ea0bcc9\n- An additional 8.3 million immigrant workers are unauthorized\n  ls-type:: annotation\n  hl-page:: 6\n  hl-color:: yellow\n  id:: 68c3f564-9b1c-458e-b6db-79570b62941d\n- U.S. immigrants have lower levels of education than the U.S.-born population\n  ls-type:: annotation\n  hl-page:: 7\n  hl-color:: green\n  id:: 68c3f577-319f-4217-a076-5199f97e295e\n- three times as likely as the U.S. born to have not completed high school\n  ls-type:: annotation\n  hl-page:: 7\n  hl-color:: green\n  id:: 68c3f583-2507-42f5-9f34-dee3a496aa50\n- immigrants were as likely as the U.S. born to have a bachelor’s \n  ls-type:: annotation\n  hl-page:: 7\n  hl-color:: green\n  id:: 68c3f595-4cf9-412c-8d44-b6d398d41a4d\n- About half of immigrants ages 5 and older (54%) are proficient English speakers\n  ls-type:: annotation\n  hl-page:: 7\n  hl-color:: green\n  id:: 68c3f5ba-0044-4dc5-83c3-d4a24cacf474\n  hl-stamp:: 1757672894395\n- 56% of immigrants who have lived in the U.S. for 20 years or more\n  ls-type:: annotation\n  hl-page:: 7\n  hl-color:: green\n  id:: 68c3f5d5-8169-43ae-9ad8-69a66a4407cc\n- Spanish is the most commonly spoken language among U.S. immigrants. 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68c3f535-88e8-4651-a6e5-3481f73ca878",536881599]],["^15",[2953,"^O","^1Y",536881599]],["^15",[2953,"^F",2959,536881599]],["^15",[2953,"^X",2941,536881599]],["^15",[2953,"^V",2941,536881599]],["^15",[2953,"^U",2941,536881599]],["^15",[2953,"^?",["^ ","^19","annotation","^30",6,"^31","green","^1<","68c3f535-88e8-4651-a6e5-3481f73ca878"],536881599]],["^15",[2953,"^J",["^19","^30","^31","^1<"],536881599]],["^15",[2953,"^4",["^ ","^19","annotation","^30","6","^31","green","^1<","68c3f535-88e8-4651-a6e5-3481f73ca878"],536881599]],["^15",[2953,"^;","~u68c3f535-88e8-4651-a6e5-3481f73ca878",536881599]],["^15",[2954,"^Q","almost 1 million lawful immigrants became U.S. citizens through naturalization. \nls-type:: annotation\nhl-page:: 5\nhl-color:: yellow\nid:: 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annotation\n  hl-page:: 6\n  hl-color:: red\n  id:: 68c16526-cf04-4259-8da0-fc9fff23a3fe\n- Gehirn e rmöglic ht, Energie zu sparen\n  ls-type:: annotation\n  hl-page:: 8\n  hl-color:: yellow\n  id:: 68c16565-c9a0-499a-aae6-662665fa8b2b\n- Informationen sc hnelle r einzuordnen und zu bewerten\n  ls-type:: annotation\n  hl-page:: 8\n  hl-color:: yellow\n  id:: 68c16570-d0f7-435c-a826-8462d0b1075e\n- Informationen fehlen, sy stemat isch im Kopf vervollständigen\n  ls-type:: annotation\n  hl-page:: 8\n  hl-color:: red\n  id:: 68c1658d-d150-4727-a318-e07177a8b7d9\n- Stereoty\n  ls-type:: annotation\n  hl-page:: 8\n  hl-color:: red\n  id:: 68c165b0-52e6-47ad-9d21-e9511297c905\n- ‘ Vorurte il’ regelmäßig bestätigen müssen\n  ls-type:: annotation\n  hl-page:: 9\n  hl-color:: green\n  id:: 68c16602-a8a3-4140-8368-816e1a750e5d\n- durch Instutitionen verfestigt\n  ls-type:: annotation\n  hl-page:: 10\n  hl-color:: red\n  id:: 68c1665f-8fe3-451b-8b1c-f3a2edafc863\n- AUCH WENN WIR UNS MIT 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number\n\t\t- When no match, discard -> implicit deny\n\t\t  logseq.order-list-type:: number\n\t- Wildcard Mask:\n\t\t- 0: Match corresponding bit in address\n\t\t- 1: Ignore corresponding bit in address\n\t\t- `.252` = `11111100`, match the last tow Bits\n\t\t- ![image.png](../assets/image_1759994523918_0.png)\n\t\t\t- Permit: `192.168.16.0/24` to `192.168.31.0/24`\n\t\t- Calculate:\n\t\t\t- Permit: `192.168.3.32/28`\n\t\t\t- `255.255.255.255 - <SM> = <WM>`\n\t\t\t- `255.255.255.255 - 255.255.255.240` = `0.0.0.15`\n\t\t- Keywords:\n\t\t\t- `access-list ?` show id\n\t\t\t- `access-list <id> permit|deney host <ip>`\n\t\t\t- `access-list <id> permit|deney any`\n\t\t\t- `access-list <id> permit|deney <ip> <wm>`\n\t\t\t- `access-list <id> permit [<protocol>] [hosts..] any eq|ne <protocol|port>`\n\t\t- Best practices:\n\t\t\t- document ACL using `remark <str>`\n\t\t\t- pre-wrte acl in text editor\n\t\t\t- test & base on security policies\n\t\t- Named access list\n\t\t\t- `config# ip 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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-",536882748]],["^15",[3329,"^17",1757792460911,536881619]],["^15",[3329,"^18","~m1757795483992",536882747]],["^15",[3329,"^Z","pages/School___Wir___Ethics___Arbeiter im 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Kapitalisten noch mehr bekommen: bei Wachstum",536881619]],["^15",[3341,"^O","^1Y",536881619]],["^15",[3341,"^F",3352,536881619]],["^15",[3341,"^X",3330,536881619]],["^15",[3341,"^V",3358,536881619]],["^15",[3341,"^U",322,536881619]],["^15",[3341,"^U",3330,536881619]],["^15",[3341,"^;","~u68c5c8cc-199e-40c1-805f-6f51a5c62d34",536881619]],["^15",[3342,"^Q","((68c43eae-647e-44cd-bdcd-422d9d0e849f))",536881619]],["^15",[3342,"^O","^1Y",536881619]],["^15",[3342,"^F",3331,536881619]],["^15",[3342,"^X",3330,536881619]],["^15",[3342,"^V",3331,536881619]],["^15",[3342,"^U",322,536881619]],["^15",[3342,"^U",3330,536881619]],["^15",[3342,"^H",2916,536881619]],["^15",[3342,"^;","~u68c5c8cc-d9fa-408c-8683-f89d07c28d3e",536881619]],["^15",[3343,"^Q","((68c44179-cf08-4cff-8e1d-24553b0f495f)); ((68c441c2-54ae-485b-8363-3e1461cb819e))",536881619]],["^15",[3343,"^O","^1Y",536881619]],["^15",[3343,"^F",3366,536881619]],["^15",[3343,"^X",3330,536881619]],["^15",[3343,"^V",3387,536881619]],["^15",[3343,"^U",322,536881619]],["^15",[3343,"^U",3330,536881619]],["^15",[3343,"^H",2906,536881619]],["^15",[3343,"^H",2936,536881619]],["^15",[3343,"^;","~u68c5c8cc-3301-4f1c-af56-fcb4ca344002",536881619]],["^15",[3344,"^Q","![Arbeit im Kapitalismus _ Kapitalismus und Alternativen _ bpb.de.pdf](../assets/Arbeit_im_Kapitalismus_Kapitalismus_und_Alternativen_bpb.de_1757666805909_0.pdf)",536881619]],["^15",[3344,"^O","^1Y",536881619]],["^15",[3344,"^F",3378,536881619]],["^15",[3344,"^X",3330,536881619]],["^15",[3344,"^V",3330,536881619]],["^15",[3344,"^U",3330,536881619]],["^15",[3344,"^;","~u68c5c8cc-ca69-4488-a170-8e61e10cf218",536881619]],["^15",[3345,"^Q","",536881619]],["^15",[3345,"^O","^1Y",536881619]],["^15",[3345,"^F",3369,536881619]],["^15",[3345,"^X",3330,536881619]],["^15",[3345,"^V",3334,536881619]],["^15",[3345,"^U",322,536881619]],["^15",[3345,"^U",3330,536881619]],["^15",[3345,"^;","~u68c5c8cc-bd2a-4ee4-ad13-87aa4986de6a",536881619]],["^15",[3346,"^Q","{{query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/Wir/Ethics/Arbeiter im Kapitalismus]]) (namespace [[School/Wir/Ethics/Arbeiter im Kapitalismus]])))}}\nquery-table:: true",536881619]],["^15",[3346,"^O","^1Y",536881619]],["^15",[3346,"^F",3357,536881619]],["^15",[3346,"^S",3389,536881619]],["^15",[3346,"^X",3330,536881619]],["^15",[3346,"^V",3357,536881619]],["^15",[3346,"^U",3330,536881619]],["^15",[3346,"^?",["^ ","^2W",true],536881619]],["^15",[3346,"^J",["^2W"],536881619]],["^15",[3346,"^4",["^ ","^2W","true"],536881619]],["^15",[3346,"^;","~u68c5c8cc-61fc-4ea9-8953-2f567a157527",536881619]],["^15",[3347,"^Q","Glauben der Markt könnte sich stets selbst regulieren",536881619]],["^15",[3347,"^O","^1Y",536881619]],["^15",[3347,"^F",3383,536881619]],["^15",[3347,"^X",3330,536881619]],["^15",[3347,"^V",3383,536881619]],["^15",[3347,"^U",322,536881619]],["^15",[3347,"^U",3330,536881619]],["^15",[3347,"^;","~u68c5c8cc-5a85-4f92-8dd3-d23f9cd9b037",536881619]],["^15",[3348,"^Q","**Summery**:\nbackground-color:: blue",536881619]],["^15",[3348,"^O","^1Y",536881619]],["^15",[3348,"^F",3357,536881619]],["^15",[3348,"^X",3330,536881619]],["^15",[3348,"^V",3375,536881619]],["^15",[3348,"^U",3330,536881619]],["^15",[3348,"^?",["^ ","^2Y","blue"],536881619]],["^15",[3348,"^J",["^2Y"],536881619]],["^15",[3348,"^4",["^ ","^2Y","blue"],536881619]],["^15",[3348,"^;","~u68c5c8cc-fddd-4f4c-92e6-a4552ff1a030",536881619]],["^15",[3349,"^Q","((68c44046-c4b2-481a-85bf-5a86d5e7f8dc))",536881619]],["^15",[3349,"^O","^1Y",536881619]],["^15",[3349,"^F",3347,536881619]],["^15",[3349,"^X",3330,536881619]],["^15",[3349,"^V",3383,536881619]],["^15",[3349,"^U",322,536881619]],["^15",[3349,"^U",3330,536881619]],["^15",[3349,"^H",2934,536881619]],["^15",[3349,"^;","~u68c5c8cc-7400-43a5-878d-ecd29ed031da",536881619]],["^15",[3351,"^Q","Arbeiter vekauft nur Zeit seine Zeit, nicht seine gesammte Person, auch nur vertraglich beschränkt",536881619]],["^15",[3351,"^O","^1Y",536881619]],["^15",[3351,"^F",3362,536881619]],["^15",[3351,"^X",3330,536881619]],["^15",[3351,"^V",3362,536881619]],["^15",[3351,"^U",322,536881619]],["^15",[3351,"^U",3330,536881619]],["^15",[3351,"^;","~u68c5c8cc-25b1-4a21-abf2-6c0f7b5372a9",536881619]],["^15",[3352,"^Q","Massiver druck von Arbeitern",536881619]],["^15",[3352,"^O","^1Y",536881619]],["^15",[3352,"^F",3380,536881619]],["^15",[3352,"^X",3330,536881619]],["^15",[3352,"^V",3358,536881619]],["^15",[3352,"^U",322,536881619]],["^15",[3352,"^U",3330,536881619]],["^15",[3352,"^;","~u68c5c8cc-60df-485b-ac04-d3b1b79ba8c8",536881619]],["^15",[3353,"^Q","#Slide",536881619]],["^15",[3353,"^O","^1Y",536881619]],["^15",[3353,"^F",3384,536881619]],["^15",[3353,"^X",3330,536881619]],["^15",[3353,"^V",3330,536881619]],["^15",[3353,"^U",868,536881619]],["^15",[3353,"^U",3330,536881619]],["^15",[3353,"^H",868,536881619]],["^15",[3353,"^;","~u68c5c8cc-6a25-41d6-b489-6a12287dec65",536881619]],["^15",[3354,"^Q","((68c3e441-f257-407a-9d49-d5338e4ad9a8)), erlaubt längere Verwendung. d.h. auch im interesse des Kapitalisten\nlogseq.order-list-type:: number",536881619]],["^15",[3354,"^O","^1Y",536881619]],["^15",[3354,"^F",3340,536881619]],["^15",[3354,"^X",3330,536881619]],["^15",[3354,"^V",3368,536881619]],["^15",[3354,"^U",322,536881619]],["^15",[3354,"^U",3330,536881619]],["^15",[3354,"^?",["^ ","^35","number"],536881619]],["^15",[3354,"^J",["^35"],536881619]],["^15",[3354,"^4",["^ ","^35","number"],536881619]],["^15",[3354,"^H",2854,536881619]],["^15",[3354,"^;","~u68c5c8cc-a9ef-407a-a359-049438a23482",536881619]],["^15",[3355,"^Q","Motor der Entwicklung:",536881619]],["^15",[3355,"^O","^1Y",536881619]],["^15",[3355,"^F",3338,536881619]],["^15",[3355,"^X",3330,536881619]],["^15",[3355,"^V",3372,536881619]],["^15",[3355,"^U",322,536881619]],["^15",[3355,"^U",3330,536881619]],["^15",[3355,"^;","~u68c5c8cc-5ec4-49b6-8243-6cdf5caf9849",536881619]],["^15",[3356,"^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.",536882719]],["^15",[3356,"^O","^1Y",536881619]],["^15",[3356,"^F",3365,536881619]],["^15",[3356,"^X",3330,536881619]],["^15",[3356,"^V",3353,536881619]],["^15",[3356,"^U",868,536881619]],["^15",[3356,"^U",3330,536881619]],["^15",[3356,"^?",["^ "],536882719]],["^15",[3356,"^;","~u68c5c8cc-b617-40f1-af1c-a80e800d9fcc",536881619]],["^15",[3357,"^Q","**Slides:**\nbackground-color:: green",536881619]],["^15",[3357,"^O","^1Y",536881619]],["^15",[3357,"^F",3386,536881619]],["^15",[3357,"^X",3330,536881619]],["^15",[3357,"^V",3375,536881619]],["^15",[3357,"^U",3330,536881619]],["^15",[3357,"^?",["^ ","^2Y","green"],536881619]],["^15",[3357,"^J",["^2Y"],536881619]],["^15",[3357,"^4",["^ ","^2Y","green"],536881619]],["^15",[3357,"^;","~u68c5c8cc-e369-40b7-8043-be60ae47cc50",536881619]],["^15",[3358,"^Q","Staatliche investitionen und Initiative lage der Arbeiter zu verbesern\nlogseq.order-list-type:: number",536881619]],["^15",[3358,"^O","^1Y",536881619]],["^15",[3358,"^F",3368,536881619]],["^15",[3358,"^X",3330,536881619]],["^15",[3358,"^V",3355,536881619]],["^15",[3358,"^U",322,536881619]],["^15",[3358,"^U",3330,536881619]],["^15",[3358,"^?",["^ ","^35","number"],536881619]],["^15",[3358,"^J",["^35"],536881619]],["^15",[3358,"^4",["^ ","^35","number"],536881619]],["^15",[3358,"^;","~u68c5c8cc-740f-4417-9ad3-c4fa2b5a8644",536881619]],["^15",[3359,"^Q","references::",536881619]],["^15",[3359,"^O","^1Y",536881619]],["^15",[3359,"^F",3385,536881619]],["^15",[3359,"^X",3330,536881619]],["^15",[3359,"^V",3330,536881619]],["^15",[3359,"^U",430,536881619]],["^15",[3359,"^U",3330,536881619]],["^15",[3359,"^?",["^ ","^32",""],536881619]],["^15",[3359,"^J",["^32"],536881619]],["^15",[3359,"^4",["^ 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number",536881619]],["^15",[3362,"^O","^1Y",536881619]],["^15",[3362,"^F",3358,536881619]],["^15",[3362,"^X",3330,536881619]],["^15",[3362,"^V",3355,536881619]],["^15",[3362,"^U",322,536881619]],["^15",[3362,"^U",3330,536881619]],["^15",[3362,"^?",["^ ","^35","number"],536881619]],["^15",[3362,"^J",["^35"],536881619]],["^15",[3362,"^4",["^ ","^35","number"],536881619]],["^15",[3362,"^;","~u68c5c8cc-9992-4c58-b4b8-d067cba90ebb",536881619]],["^15",[3363,"^Q","teilzeitarbeit etc.",536881619]],["^15",[3363,"^O","^1Y",536881619]],["^15",[3363,"^F",3387,536881619]],["^15",[3363,"^X",3330,536881619]],["^15",[3363,"^V",3387,536881619]],["^15",[3363,"^U",322,536881619]],["^15",[3363,"^U",3330,536881619]],["^15",[3363,"^;","~u68c5c8cc-6d5b-4c64-966b-aab9bf3667a6",536881619]],["^15",[3365,"^Q","Erarbeiten Sie sich den Text: Arbeit im Kapitalismus und erstellen Sie für sich eine 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Er war im Zuge der europäischen Kolonialisierung\"},\n               :properties {:color \"blue\"}}\n              {:id #uuid \"68c3e0eb-c53f-4148-a271-04224d80d0d1\",\n               :page 2,\n               :position {:bounding {:x1 99.87948799133301,\n                                     :y1 76.726806640625,\n                                     :x2 1018.8735046386719,\n                                     :y2 114.96467590332031,\n                                     :width 1192,\n                                     :height 1684},\n                          :rects ({:x1 834.0331115722656,\n                                   :y1 76.726806640625,\n                                   :x2 1018.8735046386719,\n                                   :y2 92.06303405761719,\n                                   :width 1192,\n                                   :height 1684}\n                                  {:x1 99.87948799133301,\n                                   :y1 99.62844848632812,\n                                   :x2 437.3063659667969,\n                                   :y2 114.96467590332031,\n                                   :width 1192,\n                                   :height 1684}),\n                          :page 2},\n               :content {:text \"Agrarkapitalismus blieb nicht unbeachtet, der in England seit dem 16. Jahrhundert\"},\n               :properties {:color \"blue\"}}\n              {:id #uuid \"68c3e0fc-1a62-4c56-a272-aa69cf94070d\",\n               :page 2,\n               :position {:bounding {:x1 495.74224853515625,\n                                     :y1 122.70126342773438,\n                                     :x2 1031.1886596679688,\n                                     :y2 138.03750610351562,\n                                     :width 1192,\n                                     :height 1684},\n                          :rects ({:x1 495.74224853515625,\n                                   :y1 122.70126342773438,\n                                   :x2 1031.1886596679688,\n                                   :y2 138.03750610351562,\n                                   :width 1192,\n                                   :height 1684}),\n                          :page 2},\n               :content {:text \"Getreide auf internationalen Märkten nach kapitalistischen Grundsätzen verkauften\"},\n               :properties {:color \"blue\"}}\n              {:id #uuid \"68c3e13d-075e-42f3-b0f7-5f429cd29526\",\n               :page 2,\n               :position {:bounding {:x1 99.87948799133301,\n                                     :y1 191.74853515625,\n                                     :x2 1086.4083557128906,\n                                     :y2 229.98641967773438,\n                                     :width 1192,\n                                     :height 1684},\n                          :rects ({:x1 921.1333923339844,\n                                   :y1 191.74853515625,\n                                   :x2 1086.4083557128906,\n                                   :y2 207.08477783203125,\n                                   :width 1192,\n                                   :height 1684}\n                                  {:x1 99.87948799133301,\n                                   :y1 214.65017700195312,\n                                   :x2 345.40555000305176,\n                                   :y2 229.98641967773438,\n                                   :width 1192,\n                                   :height 1684}),\n                          :page 2},\n               :content {:text \"Kapitalismus gab und gibt es nicht erst seit der Industrialisierung\"},\n               :properties {:color \"blue\"}}\n              {:id #uuid \"68c3e154-2028-45dc-96c0-0289c447f2b1\",\n               :page 2,\n               :position {:bounding {:x1 367.3620910644531,\n                                     :y1 285.3748474121094,\n                                     :x2 768.2352600097656,\n                                     :y2 300.7110900878906,\n                                     :width 1192,\n                                     :height 1684},\n                          :rects ({:x1 367.3620910644531,\n                                   :y1 285.3748474121094,\n                                   :x2 768.2352600097656,\n                                   :y2 300.7110900878906,\n                                   :width 1192,\n                                   :height 1684}),\n                          :page 2},\n               :content {:text \"Industriekapitalismus, der sich seit dem späten 18. Jahrhundert\"},\n               :properties {:color \"blue\"}}\n              {:id #uuid \"68c3e17b-49c9-4da0-92db-a084f4e3fc6e\",\n               :page 2,\n               :position {:bounding {:x1 466.61163330078125,\n                                     :y1 354.25096893310547,\n                                     :x2 1082.0364379882812,\n                                     :y2 369.5872116088867,\n                                     :width 1192,\n                                     :height 1684},\n                          :rects ({:x1 466.61163330078125,\n                                   :y1 354.25096893310547,\n                                   :x2 1082.0364379882812,\n                                   :y2 369.5872116088867,\n                                   :width 1192,\n                                   :height 1684}),\n                          :page 2},\n               :content {:text \"präzedenzlosen Zunahme der Produktivität, zu allmählich beschleunigtem Wirtschaftswachstum\"},\n               :properties {:color \"yellow\"}}\n              {:id #uuid \"68c3e184-0422-4319-87ce-1bfb2a3edecf\",\n               :page 2,\n               :position {:bounding {:x1 514.6931457519531,\n                                     :y1 377.3237838745117,\n                                     :x2 721.7472839355469,\n                                     :y2 392.66002655029297,\n                                     :width 1192,\n                                     :height 1684},\n                          :rects ({:x1 514.6931457519531,\n                                   :y1 377.3237838745117,\n                                   :x2 721.7472839355469,\n                                   :y2 392.66002655029297,\n                                   :width 1192,\n                                   :height 1684}),\n                          :page 2},\n               :content {:text \"Anhebung des Lebensstandards\"},\n               :properties {:color \"yellow\"}}\n              {:id #uuid \"68c3e192-3976-48aa-bca9-8fda564a2a49\",\n               :page 2,\n               :position {:bounding {:x1 99.87948799133301,\n                                     :y1 447.8772888183594,\n                                     :x2 575.1072101593018,\n                                     :y2 463.21351623535156,\n                                     :width 1192,\n                                     :height 1684},\n                          :rects ({:x1 99.87948799133301,\n                                   :y1 447.8772888183594,\n                                   :x2 575.1072101593018,\n                                   :y2 463.21351623535156,\n                                   :width 1192,\n                                   :height 1684}),\n                          :page 2},\n               :content {:text \"Lohnarbeit auf vertraglicher Grundlage wurde nun zum Massenphänomen\"},\n               :properties {:color \"yellow\"}}\n              {:id #uuid \"68c3e19f-7f8b-4288-ae55-492b38235ca2\",\n               :page 2,\n               :position {:bounding {:x1 99.87948799133301,\n                                     :y1 447.8772888183594,\n                                     :x2 1033.3879089355469,\n                                     :y2 486.28631591796875,\n                                     :width 1192,\n                                     :height 1684},\n                          :rects ({:x1 608.1704406738281,\n                                   :y1 447.8772888183594,\n                                   :x2 1033.3879089355469,\n                                   :y2 463.21351623535156,\n                                   :width 1192,\n                                   :height 1684}\n                                  {:x1 99.87948799133301,\n                                   :y1 470.9501037597656,\n                                   :x2 299.2449207305908,\n                                   :y2 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\"entstehender Bereiche von Ausbeutung und Armut mit fortschreitender Industrialisierung eine Aufwärtsentwicklung der Arbeits- und Lebensverhältnisse\"},\n               :properties {:color \"green\"}}\n              {:id #uuid \"68c3e2ba-5112-4470-b730-91cab8169910\",\n               :page 2,\n               :position {:bounding {:x1 390.76348876953125,\n                                     :y1 1004.7742156982422,\n                                     :x2 932.1328735351562,\n                                     :y2 1020.1104431152344,\n                                     :width 1192,\n                                     :height 1684},\n                          :rects ({:x1 390.76348876953125,\n                                   :y1 1004.7742156982422,\n                                   :x2 932.1328735351562,\n                                   :y2 1020.1104431152344,\n                                   :width 1192,\n                                   :height 1684}),\n                          :page 2},\n               :content {:text \"allmählich, ungleich verteilt und immer wieder durch Krisen und Kriege unterbrochen\"},\n               :properties {:color \"green\"}}\n              {:id #uuid \"68c3e2f4-d684-4041-8781-05b1f3410005\",\n               :page 2,\n               :position {:bounding {:x1 99.87948799133301,\n                                     :y1 1119.7959594726562,\n                                     :x2 1081.0371398925781,\n                                     :y2 1158.2049865722656,\n                                     :width 1192,\n                                     :height 1684},\n                          :rects ({:x1 992.8566589355469,\n                                   :y1 1119.7959594726562,\n                                   :x2 1081.0371398925781,\n                                   :y2 1135.1321716308594,\n                                   :width 1192,\n                                   :height 1684}\n                          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                    :x2 897.0223693847656,\n                                   :y2 1181.1066284179688,\n                                   :width 1192,\n                                   :height 1684}),\n                          :page 2},\n               :content {:text \"Errungenschaft über die Jahrhunderte alles andere als \\\"normal\\\" war\"},\n               :properties {:color \"green\"}}\n              {:id #uuid \"68c3e34d-1d83-48be-9a3b-0b08cb08a7ce\",\n               :page 2,\n               :position {:bounding {:x1 99.87948608398438,\n                                     :y1 1259.3966979980469,\n                                     :x2 1042.2255096435547,\n                                     :y2 1297.8057556152344,\n                                     :width 1192,\n                                     :height 1684},\n                          :rects ({:x1 342.7734832763672,\n                                   :y1 1259.3966979980469,\n                                   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Diese wären ohne Lohnarbeit schwer denkbar gewesen\"},\n               :properties {:color \"green\"}}\n              {:id #uuid \"68c3e361-fde2-4ad6-9f3f-c6af6c7e302e\",\n               :page 2,\n               :position {:bounding {:x1 99.87948608398438,\n                                     :y1 1282.4695129394531,\n                                     :x2 1046.502182006836,\n                                     :y2 1320.7073974609375,\n                                     :width 1192,\n                                     :height 1684},\n                          :rects ({:x1 935.5238494873047,\n                                   :y1 1282.4695129394531,\n                                   :x2 1046.502182006836,\n                                   :y2 1297.8057556152344,\n                                   :width 1192,\n                                   :height 1684}\n                                  {:x1 99.87948608398438,\n                                   :y1 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:content {:text \"Bismarckschen Sozialversicherungen der 1880er Jahre\"},\n               :properties {:color \"purple\"}}\n              {:id #uuid \"68c3e513-b8ae-400a-b81a-ed862aa27a8f\",\n               :page 3,\n               :position {:bounding {:x1 99.87948608398438,\n                                     :y1 170.35311889648438,\n                                     :x2 1046.2937469482422,\n                                     :y2 208.59097290039062,\n                                     :width 1192,\n                                     :height 1684},\n                          :rects ({:x1 812.9711151123047,\n                                   :y1 170.35311889648438,\n                                   :x2 1046.2937469482422,\n                                   :y2 185.68936157226562,\n                                   :width 1192,\n                                   :height 1684}\n                                  {:x1 99.87948608398438,\n                                   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Jahrhunderts wurde dieser Ausbau des Sozialstaats beschleunigt fortgesetzt\"},\n               :properties {:color \"purple\"}}\n              {:id #uuid \"68c3e539-404c-49b3-8efb-eab10aabf3e3\",\n               :page 3,\n               :position {:bounding {:x1 99.87948608398438,\n                                     :y1 262.3020324707031,\n                                     :x2 1037.7635345458984,\n                                     :y2 300.7110900878906,\n                                     :width 1192,\n                                     :height 1684},\n                          :rects ({:x1 878.1816253662109,\n                                   :y1 262.3020324707031,\n                                   :x2 1037.7635345458984,\n                                   :y2 277.6382751464844,\n                                   :width 1192,\n                                   :height 1684}\n                                  {:x1 99.87948608398438,\n                                   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\"Arbeitenden aus harter Überlebensnotwendigkeit und angesichts des Fehlens von alternativen Arbeitsplatzangeboten auf einem nicht ausdifferenzierten, vielmehr monokulturellen Arbeitsmarkt faktisch gezwungen waren\"},\n               :properties {:color \"yellow\"}}\n              {:id #uuid \"68c3e6a4-5af1-4419-954e-e428bdcf3a49\",\n               :page 3,\n               :position {:bounding {:x1 99.87948608398438,\n                                     :y1 656.5253601074219,\n                                     :x2 1078.0735626220703,\n                                     :y2 694.9343872070312,\n                                     :width 1192,\n                                     :height 1684},\n                          :rects ({:x1 452.7881622314453,\n                                   :y1 656.5253601074219,\n                                   :x2 1078.0735626220703,\n                                   :y2 671.861572265625,\n                                   :width 1192,\n      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Sklavenarbeit, Zwangsarbeit oder Gesindedienst ausnutzen kann\"},\n               :properties {:color \"red\"}}\n              {:id #uuid \"68c3e6fc-25d4-486a-96bd-6b98a67f741b\",\n               :page 3,\n               :position {:bounding {:x1 280.3037414550781,\n                                     :y1 865.1734161376953,\n                                     :x2 984.8595275878906,\n                                     :y2 880.5096435546875,\n                                     :width 1192,\n                                     :height 1684},\n                          :rects ({:x1 280.3037414550781,\n                                   :y1 865.1734161376953,\n                                   :x2 984.8595275878906,\n                                   :y2 880.5096435546875,\n                                   :width 1192,\n                                   :height 1684}),\n                          :page 3},\n               :content {:text \"Freiheit der Lohnarbeiter war und ist ihre Fähigkeit, sich individuell und kollektiv entweder zur Wehr zu setzen\"},\n               :properties {:color \"blue\"}}\n              {:id #uuid \"68c3e702-2be9-46c9-bd75-beb670768679\",\n               :page 3,\n               :position {:bounding {:x1 99.87948608398438,\n                                     :y1 888.2462310791016,\n                                     :x2 525.9991149902344,\n                                     :y2 903.5824584960938,\n                                     :width 1192,\n                                     :height 1684},\n                          :rects ({:x1 99.87948608398438,\n                                   :y1 888.2462310791016,\n                                   :x2 525.9991149902344,\n                                   :y2 903.5824584960938,\n                                   :width 1192,\n                                   :height 1684}),\n                          :page 3},\n               :content {:text \"Ansprüche auf Verbesserungen zu formulieren und durchzusetzen\"},\n               :properties {:color \"blue\"}}\n              {:id #uuid \"68c3e738-abd0-47d7-b4ff-e19772628563\",\n               :page 3,\n               :position {:bounding {:x1 99.87948608398438,\n                                     :y1 957.1223449707031,\n                                     :x2 1007.9937591552734,\n                                     :y2 995.5313720703125,\n                                     :width 1192,\n                                     :height 1684},\n                          :rects ({:x1 556.7525787353516,\n                                   :y1 957.1223449707031,\n                                   :x2 1007.9937591552734,\n                                   :y2 972.4585571289062,\n                                   :width 1192,\n                                   :height 1684}\n                                  {:x1 99.87948608398438,\n                                   :y1 980.1951599121094,\n                                   :x2 458.7391662597656,\n                                   :y2 995.5313720703125,\n                                   :width 1192,\n                                   :height 1684}),\n                          :page 3},\n               :content {:text \"gegen die Unsicherheiten zu schützen, die mit der Fortentwicklung der kapitalistischen Wirtschaftsweise regelmäßig zunahmen\"},\n               :properties {:color \"blue\"}}\n              {:id #uuid \"68c3e75a-b0c3-4e1b-bdf4-9c2770e132fe\",\n               :page 3,\n               :position {:bounding {:x1 99.87948608398438,\n                                     :y1 1003.0968017578125,\n                                     :x2 1067.844223022461,\n                                     :y2 1041.5058288574219,\n                                     :width 1192,\n                                     :height 1684},\n                          :rects ({:x1 721.1161346435547,\n                                   :y1 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\"Verteidigung überkommener nicht-kapitalistischer Arbeits- und Lebensformen gegen den sich breitmachenden Kapitalismus\"},\n               :properties {:color \"blue\"}}\n              {:id #uuid \"68c3e788-ec0a-4a7a-a124-c16e8c93480a\",\n               :page 3,\n               :position {:bounding {:x1 99.87948608398438,\n                                     :y1 1165.7703857421875,\n                                     :x2 1079.5123748779297,\n                                     :y2 1204.179443359375,\n                                     :width 1192,\n                                     :height 1684},\n                          :rects ({:x1 737.9497528076172,\n                                   :y1 1165.7703857421875,\n                                   :x2 1079.5123748779297,\n                                   :y2 1181.1066284179688,\n                                   :width 1192,\n                                   :height 1684}\n                                  {:x1 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:content {:text \"Reduktion der harten körperlichen Arbeit dank Maschinisierung, Automatisierung und Digitalisierung, die exorbitante Ausweitung des Konsums, aber auch die Demokratisierung von Staat\"},\n               :properties {:color \"yellow\"}}\n              {:id #uuid \"68c43e57-dbb4-4103-8be9-c6ac2876797e\",\n               :page 4,\n               :position {:bounding {:x1 113.2074089050293,\n                                     :y1 86.34617805480957,\n                                     :x2 1184.339210510254,\n                                     :y2 130.56336402893066,\n                                     :width 1350.9333333333334,\n                                     :height 1908.5333333333333},\n                          :rects ({:x1 382.3177261352539,\n                                   :y1 86.34617805480957,\n                                   :x2 1184.339210510254,\n                                   :y2 104.60360145568848,\n                                   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         :content {:text \"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               :properties {:color \"red\"}}\n              {:id #uuid \"68c43edf-2eaf-48d4-8fab-9073b6c3c3bd\",\n               :page 4,\n               :position {:bounding {:x1 191.13074493408203,\n                                     :y1 322.87103271484375,\n                                     :x2 983.3472366333008,\n                                     :y2 341.1284484863281,\n                                     :width 1350.9333333333334,\n                                     :height 1908.5333333333333},\n                          :rects ({:x1 191.13074493408203,\n                                   :y1 322.87103271484375,\n                                   :x2 983.3472366333008,\n              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                 :page 4},\n               :content {:text \"Stimmungsumschwung doch mit einer Welle von Privatisierungen und Deregulierungen verbunden\"},\n               :properties {:color \"red\"}}\n              {:id #uuid \"68c44074-1042-4aa5-a805-557f3c65aaff\",\n               :page 4,\n               :position {:bounding {:x1 113.2074089050293,\n                                     :y1 872.0884246826172,\n                                     :x2 1225.339729309082,\n                                     :y2 916.4996032714844,\n                                     :width 1350.9333333333334,\n                                     :height 1908.5333333333333},\n                          :rects ({:x1 590.9982376098633,\n                                   :y1 872.0884246826172,\n                                   :x2 1225.339729309082,\n                                   :y2 890.3458404541016,\n                                   :width 1350.9333333333334,\n                              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verschob sie sich bis 1990 auf 4:1 und bis heute auf etwa 2:1\"},\n               :properties {:color \"red\"}}\n              {:id #uuid \"68c440e6-077d-4cc8-8944-c297a4ccdd37\",\n               :page 4,\n               :position {:bounding {:x1 113.20740127563477,\n                                     :y1 1082.6534729003906,\n                                     :x2 1215.211654663086,\n                                     :y2 1126.8706359863281,\n                                     :width 1350.9333333333334,\n                                     :height 1908.5333333333333},\n                          :rects ({:x1 1020.3996429443359,\n                                   :y1 1082.6534729003906,\n                                   :x2 1215.211654663086,\n                                   :y2 1100.910888671875,\n                                   :width 1350.9333333333334,\n                                   :height 1908.5333333333333}\n                                  {:x1 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sozialen Zusammenhalts führen\"},\n               :properties {:color \"red\"}}\n              {:id #uuid \"68c441c2-54ae-485b-8363-3e1461cb819e\",\n               :page 4,\n               :position {:bounding {:x1 420.99684143066406,\n                                     :y1 1371.2918395996094,\n                                     :x2 1020.1441802978516,\n                                     :y2 1389.5492553710938,\n                                     :width 1350.9333333333334,\n                                     :height 1908.5333333333333},\n                          :rects ({:x1 420.99684143066406,\n                                   :y1 1371.2918395996094,\n                                   :x2 1020.1441802978516,\n                                   :y2 1389.5492553710938,\n                                   :width 1350.9333333333334,\n                                   :height 1908.5333333333333}),\n                          :page 4},\n               :content {:text \"vergesellschaftende Kraft der Arbeit hat in den vergangenen Jahren abgenommen\"},\n               :properties {:color \"red\"}}\n              {:id #uuid \"68c4420d-ff99-46eb-ba4c-83cd085a2a05\",\n               :page 4,\n               :position {:bounding {:x1 113.20740127563477,\n                                     :y1 1477.4358978271484,\n                                     :x2 1227.663803100586,\n                                     :y2 1521.653076171875,\n                                     :width 1350.9333333333334,\n                                     :height 1908.5333333333333},\n                          :rects ({:x1 702.5533294677734,\n                                   :y1 1477.4358978271484,\n                                   :x2 1227.663803100586,\n                                   :y2 1495.6933135986328,\n                                   :width 1350.9333333333334,\n                                   :height 1908.5333333333333}\n                                  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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        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  {: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. Seine Milderung wird ohne kräftige Intervention starker, zusammenarbeitender Staaten nicht gelingen.\"},\n               :properties {:color \"red\"}}],\n :extra {:page 3}}\n",536881621]],["^15",[3390,"^17",1757792460938,536881621]],["^15",[3390,"^18","~m1757694974000",536881622]],["^15",[3390,"^Z","assets/Arbeit_im_Kapitalismus_Kapitalismus_und_Alternativen_bpb.de_1757666805909_0.edn",536881621]],["^15",[3391,"^3","{:highlights [{:id #uuid \"68c3f321-424f-4e29-834d-bab3aff1f34b\",\n               :page 1,\n               :position {:bounding {:x1 94.48214149475098,\n                                     :y1 806.6127471923828,\n                                     :x2 625.961389541626,\n                                     :y2 829.2519378662109,\n                                     :width 992.1333333333332,\n                                     :height 1403.1499999999999},\n                          :rects ({:x1 94.48214149475098,\n                                   :y1 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       :height 1403.1499999999999}),\n                          :page 3},\n               :content {:text \"The 1965 Immigration and Nationality Act opened up immigration from Asia and Latin America\"},\n               :properties {:color \"yellow\"}}\n              {:id #uuid \"68c3f373-e6cf-4f6b-a98b-4d96f68ec175\",\n               :page 3,\n               :position {:bounding {:x1 94.48214149475098,\n                                     :y1 203.2849464416504,\n                                     :x2 872.2398777008057,\n                                     :y2 252.59138870239258,\n                                     :width 992.1333333333332,\n                                     :height 1403.1499999999999},\n                          :rects ({:x1 826.2897434234619,\n                                   :y1 203.2849464416504,\n                                   :x2 872.2398777008057,\n                                   :y2 225.92413711547852,\n                                   :width 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dropped.\"},\n               :properties {:color \"blue\"}}\n              {:id #uuid \"68c3f3d1-da35-430c-99f8-d0228cfd31b6\",\n               :page 4,\n               :position {:bounding {:x1 94.48214149475098,\n                                     :y1 283.2866554260254,\n                                     :x2 850.7336521148682,\n                                     :y2 332.59311294555664,\n                                     :width 992.1333333333332,\n                                     :height 1403.1499999999999},\n                          :rects ({:x1 648.5458469390869,\n                                   :y1 283.2866554260254,\n                                   :x2 850.7336521148682,\n                                   :y2 305.92587661743164,\n                                   :width 992.1333333333332,\n                                   :height 1403.1499999999999}\n                                  {:x1 94.48214149475098,\n                                   :y1 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:width 992.1333333333332,\n                                   :height 1403.1499999999999}),\n                          :page 5},\n               :content {:text \"without legal permission or arrived on a 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 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    :y2 794.2547912597656,\n                                   :width 992.1333333333332,\n                                   :height 1403.1499999999999}),\n                          :page 5},\n               :content {:text \"programs created for Ukrainians\"},\n               :properties {:color \"yellow\"}}\n              {:id #uuid \"68c3f50b-8155-4824-b3d2-761c5c284b08\",\n               :page 5,\n               :position {:bounding {:x1 94.48214149475098,\n                                     :y1 958.2862548828125,\n                                     :x2 826.7406711578369,\n                                     :y2 1007.5926818847656,\n                                     :width 992.1333333333332,\n                                     :height 1403.1499999999999},\n                          :rects ({:x1 521.9794406890869,\n                                   :y1 958.2862548828125,\n                                   :x2 826.7406711578369,\n                                   :y2 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\"yellow\"}}\n              {:id #uuid \"68c3f577-319f-4217-a076-5199f97e295e\",\n               :page 7,\n               :position {:bounding {:x1 94.48214149475098,\n                                     :y1 149.9504623413086,\n                                     :x2 804.1645755767822,\n                                     :y2 199.25690460205078,\n                                     :width 992.1333333333332,\n                                     :height 1403.1499999999999},\n                          :rects ({:x1 206.00515174865723,\n                                   :y1 149.9504623413086,\n                                   :x2 804.1645755767822,\n                                   :y2 172.58965301513672,\n                                   :width 992.1333333333332,\n                                   :height 1403.1499999999999}\n                                  {:x1 94.48214149475098,\n                                   :y1 176.6176986694336,\n                                   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1403.1499999999999}),\n                          :page 7},\n               :content {:text \"immigrants were as likely as the U.S. born to have a bachelor’s \"},\n               :properties {:color \"green\"}}\n              {:id #uuid \"68c3f5ba-0044-4dc5-83c3-d4a24cacf474\",\n               :page 7,\n               :position {:bounding {:x1 94.48214149475098,\n                                     :y1 523.2804260253906,\n                                     :x2 817.9742527008057,\n                                     :y2 545.9196166992188,\n                                     :width 992.1333333333332,\n                                     :height 1403.1499999999999},\n                          :rects ({:x1 94.48214149475098,\n                                   :y1 523.2804260253906,\n                                   :x2 817.9742527008057,\n                                   :y2 545.9196166992188,\n                                   :width 992.1333333333332,\n                        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About four-inten immigrants (41%) speak Spanish at home\"},\n               :properties {:color \"green\"}}\n              {:id #uuid \"68c3f714-2646-43a8-93de-8b09d50d8851\",\n               :page 4,\n               :position {:bounding {:x1 94.48214149475098,\n                                     :y1 469.9459457397461,\n                                     :x2 530.0703983306885,\n                                     :y2 492.5851364135742,\n                                     :width 992.1333333333332,\n                                     :height 1403.1499999999999},\n                          :rects ({:x1 94.48214149475098,\n                                   :y1 469.9459457397461,\n                                   :x2 530.0703983306885,\n                                   :y2 492.5851364135742,\n                                   :width 992.1333333333332,\n                                   :height 1403.1499999999999}),\n                          :page 4},\n               :content {:text \"Most immigrants (77%) are in the country legally\"},\n               :properties {:color \"red\"}}],\n :extra {:page 7}}\n",536881623]],["^15",[3391,"^17",1757792460939,536881623]],["^15",[3391,"^18","~m1757673588000",536881624]],["^15",[3391,"^Z","assets/Data-about-immigrants-in-the-US_1757672155655_0.edn",536881623]],["^15",[3392,"^3","{:highlights [{:id #uuid \"68c1646b-113f-49d2-b392-7af86a409489\",\n               :page 4,\n               :position {:bounding {:x1 393.48159062862396,\n                                     :y1 93.28399658203125,\n                                     :x2 635.7003101110458,\n                                     :y2 160.61964416503906,\n                                     :width 769,\n                                     :height 432.5625},\n                          :rects ({:x1 393.48159062862396,\n                                   :y1 93.28399658203125,\n                                   :x2 635.7003101110458,\n                   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{:text \"Informationen sc hnelle r einzuordnen und zu bewerten\"},\n               :properties {:color \"yellow\"}}\n              {:id #uuid \"68c1658d-d150-4727-a318-e07177a8b7d9\",\n               :page 8,\n               :position {:bounding {:x1 103.88471257686615,\n                                     :y1 249.40774536132812,\n                                     :x2 524.5750201940536,\n                                     :y2 265.4742736816406,\n                                     :width 769,\n                                     :height 432.5625},\n                          :rects ({:x1 103.88471257686615,\n                                   :y1 249.40774536132812,\n                                   :x2 524.5750201940536,\n                                   :y2 265.4742736816406,\n                                   :width 769,\n                                   :height 432.5625}),\n                          :page 8},\n               :content {:text \"Informationen fehlen, sy stemat isch im Kopf vervollständigen\"},\n               :properties {:color \"red\"}}\n              {:id #uuid \"68c165b0-52e6-47ad-9d21-e9511297c905\",\n               :page 8,\n               :position {:bounding {:x1 159.13414800167084,\n                                     :y1 204.2891082763672,\n                                     :x2 216.1029590368271,\n                                     :y2 220.3556365966797,\n                                     :width 769,\n                                     :height 432.5625},\n                          :rects ({:x1 159.13414800167084,\n                                   :y1 204.2891082763672,\n                                   :x2 216.1029590368271,\n                                   :y2 220.3556365966797,\n                                   :width 769,\n                                   :height 432.5625}),\n                          :page 8},\n               :content {:text \"Stereoty\"},\n               :properties {:color 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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.",536881632]],["^15",[3415,"^O","^1Y",536881632]],["^15",[3415,"^F",3423,536881632]],["^15",[3415,"^X",1974,536881632]],["^15",[3415,"^V",3430,536881632]],["^15",[3415,"^U",868,536881632]],["^15",[3415,"^U",1974,536881632]],["^15",[3415,"^;","~u68c5c8cc-f142-44b3-9336-6dfddaa9e5db",536881632]],["^15",[3416,"^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.",536881632]],["^15",[3416,"^O","^1Y",536881632]],["^15",[3416,"^F",3415,536881632]],["^15",[3416,"^X",1974,536881632]],["^15",[3416,"^V",3430,536881632]],["^15",[3416,"^U",868,536881632]],["^15",[3416,"^U",1974,536881632]],["^15",[3416,"^;","~u68c5c8cc-d427-4ea4-93b7-300eb56deee2",536881632]],["^15",[3417,"^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\"",536881632]],["^15",[3417,"^O","^1Y",536881632]],["^15",[3417,"^F",3414,536881632]],["^15",[3417,"^X",1974,536881632]],["^15",[3417,"^V",3414,536881632]],["^15",[3417,"^U",868,536881632]],["^15",[3417,"^U",1974,536881632]],["^15",[3417,"^?",["^ ","^35","number"],536882826]],["^15",[3417,"^J",["^35"],536882826]],["^15",[3417,"^4",["^ ","^35","number"],536882826]],["^15",[3417,"^;","~u68c5c8cc-df8f-4449-b793-fb0c81140398",536881632]],["^15",[3418,"^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.",536881632]],["^15",[3418,"^O","^1Y",536881632]],["^15",[3418,"^F",3427,536881632]],["^15",[3418,"^X",1974,536881632]],["^15",[3418,"^V",3427,536881632]],["^15",[3418,"^U",868,536881632]],["^15",[3418,"^U",1974,536881632]],["^15",[3418,"^;","~u68c5c8cc-3e94-47e7-abff-e9780377977c",536881632]],["^15",[3419,"^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.",536881632]],["^15",[3419,"^O","^1Y",536881632]],["^15",[3419,"^F",3428,536881632]],["^15",[3419,"^X",1974,536881632]],["^15",[3419,"^V",3430,536881632]],["^15",[3419,"^U",868,536881632]],["^15",[3419,"^U",1974,536881632]],["^15",[3419,"^;","~u68c5c8cc-5c56-4c25-9546-237bb8a75559",536881632]],["^15",[3420,"^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.",536881632]],["^15",[3420,"^O","^1Y",536881632]],["^15",[3420,"^F",3424,536881632]],["^15",[3420,"^X",1974,536881632]],["^15",[3420,"^V",3427,536881632]],["^15",[3420,"^U",868,536881632]],["^15",[3420,"^U",1974,536881632]],["^15",[3420,"^;","~u68c5c8cc-a1bc-4497-994a-e14c6dab1d47",536881632]],["^15",[3421,"^Q","#Slide Interpretation",536881632]],["^15",[3421,"^O","^1Y",536881632]],["^15",[3421,"^F",1989,536881632]],["^15",[3421,"^X",1974,536881632]],["^15",[3421,"^V",1974,536881632]],["^15",[3421,"^U",868,536881632]],["^15",[3421,"^U",1974,536881632]],["^15",[3421,"^H",868,536882826]],["^15",[3421,"^;","~u68c5c8cc-1c10-4973-92cc-c93f0b6453e9",536881632]],["^15",[3422,"^Q","-> By ChatGPT 5",536881632]],["^15",[3422,"^O","^1Y",536881632]],["^15",[3422,"^F",3426,536881632]],["^15",[3422,"^X",1974,536881632]],["^15",[3422,"^V",3414,536881632]],["^15",[3422,"^U",868,536881632]],["^15",[3422,"^U",1974,536881632]],["^15",[3422,"^;","~u68c5c8cc-e841-4152-93b3-06a2dd36202c",536881632]],["^15",[3423,"^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.",536881632]],["^15",[3423,"^O","^1Y",536881632]],["^15",[3423,"^F",3419,536881632]],["^15",[3423,"^X",1974,536881632]],["^15",[3423,"^V",3430,536881632]],["^15",[3423,"^U",868,536881632]],["^15",[3423,"^U",1974,536881632]],["^15",[3423,"^;","~u68c5c8cc-66c6-4952-873f-90c8cc2caccd",536881632]],["^15",[3424,"^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.",536882826]],["^15",[3424,"^O","^1Y",536881632]],["^15",[3424,"^F",3418,536881632]],["^15",[3424,"^X",1974,536881632]],["^15",[3424,"^V",3427,536881632]],["^15",[3424,"^U",868,536881632]],["^15",[3424,"^U",1974,536881632]],["^15",[3424,"^;","~u68c5c8cc-958c-4e25-9e2a-6a17e12e44c9",536881632]],["^15",[3425,"^Q","Es sollte sich bei dem Text um einen zusammenhängenden Fliesstext handeln, lasse die Stichpunkte weg.\nlogseq.order-list-type:: number",536881632]],["^15",[3425,"^O","^1Y",536881632]],["^15",[3425,"^F",3417,536881632]],["^15",[3425,"^X",1974,536881632]],["^15",[3425,"^V",3414,536881632]],["^15",[3425,"^U",868,536881632]],["^15",[3425,"^U",1974,536881632]],["^15",[3425,"^?",["^ ","^35","number"],536882826]],["^15",[3425,"^J",["^35"],536882826]],["^15",[3425,"^4",["^ ","^35","number"],536882826]],["^15",[3425,"^;","~u68c5c8cc-550e-44c8-ab46-ec3e88634f5b",536881632]],["^15",[3426,"^Q","Werde genauer, verwende formalere Sprache die professioneller klingt\nlogseq.order-list-type:: number",536881632]],["^15",[3426,"^O","^1Y",536881632]],["^15",[3426,"^F",3425,536881632]],["^15",[3426,"^X",1974,536881632]],["^15",[3426,"^V",3414,536881632]],["^15",[3426,"^U",868,536881632]],["^15",[3426,"^U",1974,536881632]],["^15",[3426,"^?",["^ ","^35","number"],536882826]],["^15",[3426,"^J",["^35"],536882826]],["^15",[3426,"^4",["^ ","^35","number"],536882826]],["^15",[3426,"^;","~u68c5c8cc-ab81-4ee1-ae96-76a4b8e3244f",536881632]],["^15",[3427,"^Q","**Vergleich zu eigener Analyse:**",536881632]],["^15",[3427,"^O","^1Y",536881632]],["^15",[3427,"^F",3430,536881632]],["^15",[3427,"^X",1974,536881632]],["^15",[3427,"^V",2292,536881632]],["^15",[3427,"^U",868,536881632]],["^15",[3427,"^U",1974,536881632]],["^15",[3427,"^;","~u68c5c8cc-f9ae-4208-82b3-154f86d1bcd3",536881632]],["^15",[3428,"^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.",536881632]],["^15",[3428,"^O","^1Y",536881632]],["^15",[3428,"^F",3430,536881632]],["^15",[3428,"^X",1974,536881632]],["^15",[3428,"^V",3430,536881632]],["^15",[3428,"^U",868,536881632]],["^15",[3428,"^U",1974,536881632]],["^15",[3428,"^;","~u68c5c8cc-f29a-451e-a51a-40017b05a440",536881632]],["^15",[3429,"^Q","",536881632]],["^15",[3429,"^O","^1Y",536881632]],["^15",[3429,"^F",3427,536881632]],["^15",[3429,"^X",1974,536881632]],["^15",[3429,"^V",2292,536881632]],["^15",[3429,"^U",868,536881632]],["^15",[3429,"^U",1974,536881632]],["^15",[3429,"^;","~u68c5c8cc-b3cd-4cd2-aac5-1e4adcd27d8f",536881632]],["^15",[3430,"^Q","**Text:**",536881632]],["^15",[3430,"^O","^1Y",536881632]],["^15",[3430,"^F",3414,536881632]],["^15",[3430,"^X",1974,536881632]],["^15",[3430,"^V",2292,536881632]],["^15",[3430,"^U",868,536881632]],["^15",[3430,"^U",1974,536881632]],["^15",[3430,"^;","~u68c5c8cc-0d4e-498b-80a2-2eb21a1a0937",536881632]],["^15",[3431,"^Q","Adam Smiths buch über Ethik ist inhaltlich gesehen ggf. soar wertvoller",536881635]],["^15",[3431,"^O","^1Y",536881635]],["^15",[3431,"^F",3435,536881635]],["^15",[3431,"^X",2355,536881635]],["^15",[3431,"^V",3435,536881635]],["^15",[3431,"^U",868,536881635]],["^15",[3431,"^U",2355,536881635]],["^15",[3431,"^;","~u68c5c8cd-51ed-4a2e-adce-890dd5d0d19d",536881635]],["^15",[3432,"^Q","Sklavenhandel wurde auch dort nicht erwähnt",536881635]],["^15",[3432,"^O","^1Y",536881635]],["^15",[3432,"^F",3431,536881635]],["^15",[3432,"^X",2355,536881635]],["^15",[3432,"^V",3431,536881635]],["^15",[3432,"^U",868,536881635]],["^15",[3432,"^U",2355,536881635]],["^15",[3432,"^;","~u68c5c8cd-5d24-4ca9-9ec4-23c0b7e14cf7",536881635]],["^15",[3433,"^Q","![image.png](../assets/image_1757664725113_0.png)",536881635]],["^15",[3433,"^O","^1Y",536881635]],["^15",[3433,"^F",2389,536881635]],["^15",[3433,"^X",2355,536881635]],["^15",[3433,"^V",2415,536881635]],["^15",[3433,"^U",868,536881635]],["^15",[3433,"^U",2355,536881635]],["^15",[3433,"^;","~u68c5c8cd-56b8-44f1-a07b-f46df7a1c1eb",536881635]],["^15",[3434,"^Q","",536881635]],["^15",[3434,"^O","^1Y",536881635]],["^15",[3434,"^F",3433,536881635]],["^15",[3434,"^X",2355,536881635]],["^15",[3434,"^V",2415,536881635]],["^15",[3434,"^U",868,536881635]],["^15",[3434,"^U",2355,536881635]],["^15",[3434,"^;","~u68c5c8cd-85dd-483e-b29d-26ef86e1371c",536881635]],["^15",[3435,"^Q","#slide",536881635]],["^15",[3435,"^O","^1Y",536881635]],["^15",[3435,"^F",2415,536881635]],["^15",[3435,"^X",2355,536881635]],["^15",[3435,"^V",2355,536881635]],["^15",[3435,"^U",868,536881635]],["^15",[3435,"^U",2355,536881635]],["^15",[3435,"^H",868,536881635]],["^15",[3435,"^;","~u68c5c8cd-8663-4ede-80b8-5fc36af47278",536881635]],["^15",[3436,"^Q","{{embed [[EncryptFileBehindKDF]]}}",536881638]],["^15",[3436,"^O","^1Y",536881638]],["^15",[3436,"^F",1178,536881638]],["^15",[3436,"^S",3441,536881638]],["^15",[3436,"^X",1147,536881638]],["^15",[3436,"^V",1172,536881638]],["^15",[3436,"^U",322,536881638]],["^15",[3436,"^U",1147,536881638]],["^15",[3436,"^U",3395,536881638]],["^15",[3436,"^H",3395,536881638]],["^15",[3436,"^;","~u68c5c8cd-881d-4c92-afda-62fc80f04a11",536881638]],["^15",[3437,"^Q","Store Salt along each encrypted encrypted master key",536881638]],["^15",[3437,"^O","^1Y",536881638]],["^15",[3437,"^F",3440,536881638]],["^15",[3437,"^X",1147,536881638]],["^15",[3437,"^V",3436,536881638]],["^15",[3437,"^U",322,536881638]],["^15",[3437,"^U",1147,536881638]],["^15",[3437,"^U",3395,536881638]],["^15",[3437,"^;","~u68c5c8cd-e6a6-4c6e-8e31-30007e021106",536881638]],["^15",[3438,"^Q","~```\nTable:\nservice name | encrypted master | salt \n```",536881638]],["^15",[3438,"^O","^1Y",536881638]],["^15",[3438,"^F",3437,536881638]],["^15",[3438,"^X",1147,536881638]],["^15",[3438,"^V",3437,536881638]],["^15",[3438,"^U",322,536881638]],["^15",[3438,"^U",1147,536881638]],["^15",[3438,"^U",3395,536881638]],["^15",[3438,"^;","~u68c5c8cd-8917-42bf-87e4-1cc50183f9e3",536881638]],["^15",[3439,"^Q","throw error if KDF is uninitialized and encryption required",536881638]],["^15",[3439,"^O","^1Y",536881638]],["^15",[3439,"^F",3440,536881638]],["^15",[3439,"^X",1147,536881638]],["^15",[3439,"^V",3440,536881638]],["^15",[3439,"^U",322,536881638]],["^15",[3439,"^U",1147,536881638]],["^15",[3439,"^U",3395,536881638]],["^15",[3439,"^;","~u68c5c8cd-c66d-4902-a708-d9106c51416c",536881638]],["^15",[3440,"^Q","Map API Access key hash to password her, each access key has unique KDF",536881638]],["^15",[3440,"^O","^1Y",536881638]],["^15",[3440,"^F",3436,536881638]],["^15",[3440,"^X",1147,536881638]],["^15",[3440,"^V",3436,536881638]],["^15",[3440,"^U",322,536881638]],["^15",[3440,"^U",1147,536881638]],["^15",[3440,"^U",3395,536881638]],["^15",[3440,"^;","~u68c5c8cd-d9bd-473d-b5a7-37cc4026620c",536881638]],["^15",[3441,"^?",["^ ","^2Z","embed","^2[",["[[EncryptFileBehindKDF]]"]],536881638]],["^15",[3441,"^W","macro",536881638]],["^15",[3441,"^T","embed [[EncryptFileBehindKDF]]",536881638]],["^15",[3443,"^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.",536882437]],["^15",[3443,"^O","^1Y",536882424]],["^15",[3443,"^F",3356,536882424]],["^15",[3443,"^X",3330,536882424]],["^15",[3443,"^V",3356,536882424]],["^15",[3443,"^U",868,536882720]],["^15",[3443,"^U",3330,536882720]],["^15",[3443,"^?",["^ "],536882437]],["^15",[3443,"^;","~u68c5cf55-79a9-4e3f-9954-6784d3e6e912",536882424]],["^15",[3444,"^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.",536882450]],["^15",[3444,"^O","^1Y",536882437]],["^15",[3444,"^F",3443,536882437]],["^15",[3444,"^X",3330,536882437]],["^15",[3444,"^V",3356,536882437]],["^15",[3444,"^U",868,536882720]],["^15",[3444,"^U",3330,536882720]],["^15",[3444,"^?",["^ "],536882450]],["^15",[3444,"^;","~u68c5cfd3-b94c-4401-8656-682a895323bf",536882437]],["^15",[3445,"^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.",536882454]],["^15",[3445,"^O","^1Y",536882450]],["^15",[3445,"^F",3444,536882450]],["^15",[3445,"^X",3330,536882450]],["^15",[3445,"^V",3356,536882450]],["^15",[3445,"^U",868,536882720]],["^15",[3445,"^U",3330,536882720]],["^15",[3445,"^?",["^ "],536882454]],["^15",[3445,"^;","~u68c5d03f-07d6-46d7-b70e-adf3a70b9d48",536882450]],["^15",[3446,"^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.",536882507]],["^15",[3446,"^O","^1Y",536882454]],["^15",[3446,"^F",3445,536882454]],["^15",[3446,"^X",3330,536882454]],["^15",[3446,"^V",3356,536882454]],["^15",[3446,"^U",868,536882720]],["^15",[3446,"^U",3330,536882720]],["^15",[3446,"^?",["^ "],536882507]],["^15",[3446,"^;","~u68c5d07e-94ff-4e24-b2d5-25d546dab7bd",536882454]],["^15",[3447,"^Q","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.\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.",536882736]],["^15",[3447,"^O","^1Y",536882507]],["^15",[3447,"^F",3446,536882507]],["^15",[3447,"^X",3330,536882507]],["^15",[3447,"^V",3356,536882507]],["^15",[3447,"^U",868,536882720]],["^15",[3447,"^U",3330,536882720]],["^15",[3447,"^?",["^ "],536882736]],["^15",[3447,"^;","~u68c5d182-36b9-4b93-8604-ed57bdd15623",536882507]],["^15",[3448,"^12",2,536882724]],["^15",[3449,"^Q","",536882745]],["^15",[3449,"^O","^1Y",536882745]],["^15",[3449,"^@",false,536882745]],["^15",[3449,"^F",3353,536882745]],["^15",[3449,"^X",3330,536882745]],["^15",[3449,"^V",3330,536882745]],["^15",[3449,"^U",3330,536882746]],["^15",[3449,"^?",["^ "],536882745]],["^15",[3449,"^;","~u68c5d49b-b80c-4912-bb1c-7ff43ab69bef",536882745]],["^15",[3450,"^12",2,536882750]],["^15",[3451,"^12",2,536882763]],["^15",[3452,"^12",2,536882768]],["^15",[3453,"^3","file:: [Teil3_1757921244337_0.pdf](../assets/Teil3_1757921244337_0.pdf)\nfile-path:: ../assets/Teil3_1757921244337_0.pdf\n\n- as Rerste,t DaRic oinarcT 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68c7c01b-5bd1-4355-908e-0d0a31eeb18e",536882770]],["^15",[3475,"^O","^1Y",536882770]],["^15",[3475,"^F",3459,536882770]],["^15",[3475,"^X",3454,536882770]],["^15",[3475,"^V",3454,536882770]],["^15",[3475,"^U",3454,536882770]],["^15",[3475,"^?",["^ ","^19","annotation","^30",2,"^31","blue","^1<","68c7c01b-5bd1-4355-908e-0d0a31eeb18e"],536882770]],["^15",[3475,"^J",["^19","^30","^31","^1<"],536882770]],["^15",[3475,"^4",["^ ","^19","annotation","^30","2","^31","blue","^1<","68c7c01b-5bd1-4355-908e-0d0a31eeb18e"],536882770]],["^15",[3475,"^;","~u68c7c01b-5bd1-4355-908e-0d0a31eeb18e",536882770]],["^15",[3476,"^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.",536882835]],["^15",[3476,"^17",1757944445490,536882772]],["^15",[3476,"^18","~m1758019055000",536882836]],["^15",[3476,"^Z","pages/School___Wir___Ethics___Der Kapitalismus - Adam Smith und der freie Markt ⎮ Doku 3.md",536882772]],["^15",[3477,"^K",1757944445488,536882772]],["^15",[3477,"^[",3476,536882772]],["^15",[3477,"^@",false,536882772]],["^15",[3477,"^Y","school/wir/ethics/der kapitalismus - adam smith und der freie markt ⎮ doku 3",536882772]],["^15",[3477,"^A",850,536882772]],["^15",[3477,"^11","School/Wir/Ethics/Der Kapitalismus - Adam Smith und der freie Markt ⎮ Doku 3",536882772]],["^15",[3477,"^?",["^ ","^21",5],536882772]],["^15",[3477,"^4",["^ ","^21","5"],536882772]],["^15",[3477,"^B",1757944445488,536882772]],["^15",[3477,"^;","~u68caa9a8-0a27-435f-acff-3202104cdf8c",536882835]],["^15",[3478,"^Q","## Meta",536882772]],["^15",[3478,"^O","^1Y",536882772]],["^15",[3478,"^F",3531,536882772]],["^15",[3478,"^X",3477,536882772]],["^15",[3478,"^V",3477,536882772]],["^15",[3478,"^U",3477,536882772]],["^15",[3478,"^?",["^ ","^2T",2],536882835]],["^15",[3478,"^J",[],536882835]],["^15",[3478,"^;","~u68c81a7d-1ac8-495c-a6af-91a0ba46367e",536882772]],["^15",[3479,"^Q","((68c7c230-7dc8-4a60-ab57-c8903fe7dd33))",536882772]],["^15",[3479,"^O","^1Y",536882772]],["^15",[3479,"^F",3565,536882772]],["^15",[3479,"^X",3477,536882772]],["^15",[3479,"^V",3545,536882772]],["^15",[3479,"^U",868,536882772]],["^15",[3479,"^U",3477,536882772]],["^15",[3479,"^H",3473,536882835]],["^15",[3479,"^;","~u68c81a7d-1e2d-439a-a876-225a91a950bd",536882772]],["^15",[3480,"^Q","Vormuliert vorschläge zur Liberalisiserung des Marktes, WTO setzt diese um:",536882772]],["^15",[3480,"^O","^1Y",536882772]],["^15",[3480,"^F",3537,536882772]],["^15",[3480,"^X",3477,536882772]],["^15",[3480,"^V",3525,536882772]],["^15",[3480,"^U",322,536882772]],["^15",[3480,"^U",3477,536882772]],["^15",[3480,"^;","~u68c81a7d-da08-457c-974b-b4201692b691",536882772]],["^15",[3481,"^Q","((68c7c1ef-1175-465d-80ee-e832108f9d0f))\nlogseq.order-list-type:: number",536882772]],["^15",[3481,"^O","^1Y",536882772]],["^15",[3481,"^F",3503,536882772]],["^15",[3481,"^X",3477,536882772]],["^15",[3481,"^V",3514,536882772]],["^15",[3481,"^U",868,536882772]],["^15",[3481,"^U",3477,536882772]],["^15",[3481,"^?",["^ ","^35","number"],536882835]],["^15",[3481,"^J",["^35"],536882835]],["^15",[3481,"^4",["^ ","^35","number"],536882835]],["^15",[3481,"^H",3464,536882835]],["^15",[3481,"^;","~u68c81a7d-768e-45e6-b521-9891b02c2a93",536882772]],["^15",[3482,"^Q","vertsösst gegen klassische Entwicklungstheorie",536882772]],["^15",[3482,"^O","^1Y",536882772]],["^15",[3482,"^F",3507,536882772]],["^15",[3482,"^X",3477,536882772]],["^15",[3482,"^V",3533,536882772]],["^15",[3482,"^U",322,536882772]],["^15",[3482,"^U",3477,536882772]],["^15",[3482,"^;","~u68c81a7d-efce-42d3-afab-3f1837da86de",536882772]],["^15",[3483,"^Q","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.",536882772]],["^15",[3483,"^O","^1Y",536882772]],["^15",[3483,"^F",3511,536882772]],["^15",[3483,"^X",3477,536882772]],["^15",[3483,"^V",3511,536882772]],["^15",[3483,"^U",868,536882772]],["^15",[3483,"^U",3477,536882772]],["^15",[3483,"^;","~u68c81a7d-7fd5-478a-a93e-7ff8f567ad33",536882772]],["^15",[3484,"^Q","**Notes:**\nbackground-color:: red",536882772]],["^15",[3484,"^O","^1Y",536882772]],["^15",[3484,"^F",3478,536882772]],["^15",[3484,"^X",3477,536882772]],["^15",[3484,"^V",3478,536882772]],["^15",[3484,"^U",3477,536882772]],["^15",[3484,"^?",["^ ","^2Y","red"],536882835]],["^15",[3484,"^J",["^2Y"],536882835]],["^15",[3484,"^4",["^ ","^2Y","red"],536882835]],["^15",[3484,"^;","~u68c81a7d-dbde-4f16-bd8a-d08192d00654",536882772]],["^15",[3485,"^Q","Bevölkerung in Ärmeren Ländern kann nicht auf Staatliche Subventionen hoffen, dadurch weniger Gewinn für den Arbeitenden",536882772]],["^15",[3485,"^O","^1Y",536882772]],["^15",[3485,"^F",3488,536882772]],["^15",[3485,"^X",3477,536882772]],["^15",[3485,"^V",3488,536882772]],["^15",[3485,"^U",322,536882772]],["^15",[3485,"^U",3477,536882772]],["^15",[3485,"^;","~u68c81a7d-96df-4f97-af34-d388729314ae",536882772]],["^15",[3486,"^Q","((68c7c10e-14f0-4e47-8f1f-dab1495abe52))",536882772]],["^15",[3486,"^O","^1Y",536882772]],["^15",[3486,"^F",3535,536882772]],["^15",[3486,"^X",3477,536882772]],["^15",[3486,"^V",3535,536882772]],["^15",[3486,"^U",868,536882772]],["^15",[3486,"^U",3477,536882772]],["^15",[3486,"^H",3457,536882835]],["^15",[3486,"^;","~u68c81a7d-16c6-48df-9693-993909c1013e",536882772]],["^15",[3487,"^Q","((68c7c003-8911-4549-b81f-cb8ee62058ec))",536882772]],["^15",[3487,"^O","^1Y",536882772]],["^15",[3487,"^F",3500,536882772]],["^15",[3487,"^X",3477,536882772]],["^15",[3487,"^V",3911,536882835]],["^15",[3487,"^U",868,536882772]],["^15",[3487,"^U",3477,536882772]],["^15",[3487,"^H",3470,536882835]],["^15",[3487,"^;","~u68c81a7d-a01d-493e-912c-736cdb32abd5",536882772]],["^15",[3488,"^Q","Starke Komplementarität bei Kooperation von Ländern mit unterschiedlichen Vermögsenstypen (Kapital <--> Arbeit)",536882772]],["^15",[3488,"^O","^1Y",536882772]],["^15",[3488,"^F",3516,536882772]],["^15",[3488,"^X",3477,536882772]],["^15",[3488,"^V",3525,536882772]],["^15",[3488,"^U",322,536882772]],["^15",[3488,"^U",3477,536882772]],["^15",[3488,"^;","~u68c81a7d-aea0-4a9d-819b-f90bd75488c7",536882772]],["^15",[3489,"^Q","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.",536882772]],["^15",[3489,"^O","^1Y",536882772]],["^15",[3489,"^F",3561,536882772]],["^15",[3489,"^X",3477,536882772]],["^15",[3489,"^V",3565,536882772]],["^15",[3489,"^U",868,536882772]],["^15",[3489,"^U",3477,536882772]],["^15",[3489,"^;","~u68c81a7d-bd8d-4be5-930e-70d8e916772b",536882772]],["^15",[3490,"^Q","jedoch: ((68c7bb31-614e-44a8-aadc-808d674612f5))",536882772]],["^15",[3490,"^O","^1Y",536882772]],["^15",[3490,"^F",3495,536882772]],["^15",[3490,"^X",3477,536882772]],["^15",[3490,"^V",3480,536882772]],["^15",[3490,"^U",322,536882772]],["^15",[3490,"^U",3477,536882772]],["^15",[3490,"^H",3564,536882835]],["^15",[3490,"^;","~u68c81a7d-b5e9-4815-9846-eb78d9353429",536882772]],["^15",[3491,"^Q","((68c7c1be-33db-4889-a5fd-c61a7f322f06))\nlogseq.order-list-type:: number",536882772]],["^15",[3491,"^O","^1Y",536882772]],["^15",[3491,"^F",3558,536882772]],["^15",[3491,"^X",3477,536882772]],["^15",[3491,"^V",3514,536882772]],["^15",[3491,"^U",868,536882772]],["^15",[3491,"^U",3477,536882772]],["^15",[3491,"^?",["^ ","^35","number"],536882835]],["^15",[3491,"^J",["^35"],536882835]],["^15",[3491,"^4",["^ ","^35","number"],536882835]],["^15",[3491,"^H",3460,536882835]],["^15",[3491,"^;","~u68c81a7d-4536-4023-bdc9-d8c367fadedd",536882772]],["^15",[3492,"^Q","-> Teorie Praktisch nicht anwendbar, wurde trotzdem umgesetzt: ((68c7b252-9b0d-4b0f-8d60-4e7d5c22216b))",536882772]],["^15",[3492,"^O","^1Y",536882772]],["^15",[3492,"^F",3490,536882772]],["^15",[3492,"^X",3477,536882772]],["^15",[3492,"^V",3480,536882772]],["^15",[3492,"^U",322,536882772]],["^15",[3492,"^U",3477,536882772]],["^15",[3492,"^H",3560,536882835]],["^15",[3492,"^;","~u68c81a7d-7e08-480f-8a66-5bc5ce5eba7e",536882772]],["^15",[3493,"^Q","((68c7c0f0-d6fa-40a6-a52c-9a6857eede35))",536882772]],["^15",[3493,"^O","^1Y",536882772]],["^15",[3493,"^F",3528,536882772]],["^15",[3493,"^X",3477,536882772]],["^15",[3493,"^V",3528,536882772]],["^15",[3493,"^U",868,536882772]],["^15",[3493,"^U",3477,536882772]],["^15",[3493,"^H",3467,536882835]],["^15",[3493,"^;","~u68c81a7d-8280-49fc-a15e-70f437960bb7",536882772]],["^15",[3494,"^Q","((68c7c0c0-6441-4c2b-8964-14df3632d1b4))",536882772]],["^15",[3494,"^O","^1Y",536882772]],["^15",[3494,"^F",3487,536882772]],["^15",[3494,"^X",3477,536882772]],["^15",[3494,"^V",3487,536882772]],["^15",[3494,"^U",868,536882772]],["^15",[3494,"^U",3477,536882772]],["^15",[3494,"^H",3471,536882835]],["^15",[3494,"^;","~u68c81a7d-99e4-4d20-ba36-fd1496e9196b",536882772]],["^15",[3495,"^Q","Darstellung nur Modell: Komplexität der Realität unbeachtet (hält Vertragspartner versprechen?)",536882772]],["^15",[3495,"^O","^1Y",536882772]],["^15",[3495,"^F",3544,536882772]],["^15",[3495,"^X",3477,536882772]],["^15",[3495,"^V",3480,536882772]],["^15",[3495,"^U",322,536882772]],["^15",[3495,"^U",3477,536882772]],["^15",[3495,"^;","~u68c81a7d-6e7b-4f59-92c9-45cc591b21a1",536882772]],["^15",[3496,"^Q","-> Soziale Marktwirtschaft entstammt der Erkenntnis das Ricardos Modell des freien Marktes nicht funktioniert",536882772]],["^15",[3496,"^O","^1Y",536882772]],["^15",[3496,"^F",3564,536882772]],["^15",[3496,"^X",3477,536882772]],["^15",[3496,"^V",3499,536882772]],["^15",[3496,"^U",322,536882772]],["^15",[3496,"^U",3477,536882772]],["^15",[3496,"^;","~u68c81a7d-3728-42a0-8a4d-1ca318a06c2e",536882772]],["^15",[3497,"^Q","((68c7c025-0a41-4f87-8447-b08596f0d4ff))",536882772]],["^15",[3497,"^O","^1Y",536882772]],["^15",[3497,"^F",3535,536882772]],["^15",[3497,"^X",3477,536882772]],["^15",[3497,"^V",3911,536882835]],["^15",[3497,"^U",868,536882772]],["^15",[3497,"^U",3477,536882772]],["^15",[3497,"^H",3455,536882835]],["^15",[3497,"^;","~u68c81a7d-ddb9-467f-9a02-6310ef2a2cab",536882772]],["^15",[3498,"^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",536882772]],["^15",[3498,"^O","^1Y",536882772]],["^15",[3498,"^F",3479,536882772]],["^15",[3498,"^X",3477,536882772]],["^15",[3498,"^V",3479,536882772]],["^15",[3498,"^U",868,536882772]],["^15",[3498,"^U",3477,536882772]],["^15",[3498,"^;","~u68c81a7d-e17e-43d1-9d64-8416dbde263f",536882772]],["^15",[3499,"^Q","## #Note",536882835]],["^15",[3499,"^O","^1Y",536882772]],["^15",[3499,"^F",3524,536882772]],["^15",[3499,"^X",3477,536882772]],["^15",[3499,"^V",3477,536882772]],["^15",[3499,"^U",322,536882772]],["^15",[3499,"^U",3477,536882772]],["^15",[3499,"^?",["^ ","^2T",2],536882835]],["^15",[3499,"^J",[],536882835]],["^15",[3499,"^H",322,536882835]],["^15",[3499,"^;","~u68c81a7d-f471-4b79-8735-fd9e066a9886",536882772]],["^15",[3500,"^Q","((68c7bff9-9bc4-4dab-a1df-f680f74a1a52))",536882772]],["^15",[3500,"^O","^1Y",536882772]],["^15",[3500,"^F",3911,536882835]],["^15",[3500,"^X",3477,536882772]],["^15",[3500,"^V",3911,536882835]],["^15",[3500,"^U",868,536882772]],["^15",[3500,"^U",3477,536882772]],["^15",[3500,"^H",3461,536882835]],["^15",[3500,"^;","~u68c81a7d-7c43-4a3f-85d0-0ee07e70ac09",536882772]],["^15",[3501,"^Q","**Summery**:\nbackground-color:: blue",536882772]],["^15",[3501,"^O","^1Y",536882772]],["^15",[3501,"^F",3550,536882772]],["^15",[3501,"^X",3477,536882772]],["^15",[3501,"^V",3478,536882772]],["^15",[3501,"^U",3477,536882772]],["^15",[3501,"^?",["^ ","^2Y","blue"],536882835]],["^15",[3501,"^J",["^2Y"],536882835]],["^15",[3501,"^4",["^ ","^2Y","blue"],536882835]],["^15",[3501,"^;","~u68c81a7d-6045-4705-9c08-5e785f2588a4",536882772]],["^15",[3502,"^Q","Arbeitskraft soll sich selbst auf Markt veräußern (dürfen sich frei Bewegen)",536882772]],["^15",[3502,"^O","^1Y",536882772]],["^15",[3502,"^F",3523,536882772]],["^15",[3502,"^X",3477,536882772]],["^15",[3502,"^V",3548,536882772]],["^15",[3502,"^U",322,536882772]],["^15",[3502,"^U",3477,536882772]],["^15",[3502,"^;","~u68c81a7d-3475-41b6-80dc-4435631f1154",536882772]],["^15",[3503,"^Q","((68c7c1d2-7285-4794-a5d0-25378cc5f90b))\nlogseq.order-list-type:: number",536882772]],["^15",[3503,"^O","^1Y",536882772]],["^15",[3503,"^F",3551,536882772]],["^15",[3503,"^X",3477,536882772]],["^15",[3503,"^V",3514,536882772]],["^15",[3503,"^U",868,536882772]],["^15",[3503,"^U",3477,536882772]],["^15",[3503,"^?",["^ ","^35","number"],536882835]],["^15",[3503,"^J",["^35"],536882835]],["^15",[3503,"^4",["^ ","^35","number"],536882835]],["^15",[3503,"^H",3458,536882835]],["^15",[3503,"^;","~u68c81a7d-fc54-4bd2-9ce0-fe35b1c6a353",536882772]],["^15",[3504,"^Q","Angst vor zuständen wie in Französischer Revolution",536882772]],["^15",[3504,"^O","^1Y",536882772]],["^15",[3504,"^F",3527,536882772]],["^15",[3504,"^X",3477,536882772]],["^15",[3504,"^V",3548,536882772]],["^15",[3504,"^U",322,536882772]],["^15",[3504,"^U",3477,536882772]],["^15",[3504,"^;","~u68c81a7d-ccf4-4c5e-a761-36ce06b516e9",536882772]],["^15",[3505,"^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.",536882772]],["^15",[3505,"^O","^1Y",536882772]],["^15",[3505,"^F",3559,536882772]],["^15",[3505,"^X",3477,536882772]],["^15",[3505,"^V",3522,536882772]],["^15",[3505,"^U",868,536882772]],["^15",[3505,"^U",3477,536882772]],["^15",[3505,"^;","~u68c81a7d-47e7-4cdd-832b-beed610eb5b1",536882772]],["^15",[3506,"^Q","((68c7c19b-3e70-4ca8-b94e-e170e94c4fa1))\nlogseq.order-list-type:: number",536882772]],["^15",[3506,"^O","^1Y",536882772]],["^15",[3506,"^F",3514,536882772]],["^15",[3506,"^X",3477,536882772]],["^15",[3506,"^V",3514,536882772]],["^15",[3506,"^U",868,536882772]],["^15",[3506,"^U",3477,536882772]],["^15",[3506,"^?",["^ ","^35","number"],536882835]],["^15",[3506,"^J",["^35"],536882835]],["^15",[3506,"^4",["^ ","^35","number"],536882835]],["^15",[3506,"^H",3465,536882835]],["^15",[3506,"^;","~u68c81a7d-7262-421c-9bb9-df68f2cf1b5f",536882772]],["^15",[3507,"^Q","Gezielter Schutz bestimmter Wirtschaftszweige, direkter Sprung in Technologie",536882772]],["^15",[3507,"^O","^1Y",536882772]],["^15",[3507,"^F",3533,536882772]],["^15",[3507,"^X",3477,536882772]],["^15",[3507,"^V",3533,536882772]],["^15",[3507,"^U",322,536882772]],["^15",[3507,"^U",3477,536882772]],["^15",[3507,"^;","~u68c81a7d-9890-49d0-a487-6b7421b4d906",536882772]],["^15",[3508,"^Q","billigste Arbeitskräfte haben keine andere wahl als dort zu arbeiten, d.h. bleiben in Armut",536882772]],["^15",[3508,"^O","^1Y",536882772]],["^15",[3508,"^F",3564,536882772]],["^15",[3508,"^X",3477,536882772]],["^15",[3508,"^V",3564,536882772]],["^15",[3508,"^U",322,536882772]],["^15",[3508,"^U",3477,536882772]],["^15",[3508,"^;","~u68c81a7d-84ec-4244-b712-bc1dd8751c62",536882772]],["^15",[3509,"^Q","index:: 5\n\n",536882772]],["^15",[3509,"^O","^1Y",536882772]],["^15",[3509,"^2R",["^2S",[]],536882835]],["^15",[3509,"^F",3477,536882772]],["^15",[3509,"^X",3477,536882772]],["^15",[3509,"^V",3477,536882772]],["^15",[3509,"^U",429,536882772]],["^15",[3509,"^U",3477,536882772]],["^15",[3509,"^:",true,536882835]],["^15",[3509,"^?",["^ ","^21",5],536882835]],["^15",[3509,"^J",["^21"],536882835]],["^15",[3509,"^4",["^ ","^21","5"],536882835]],["^15",[3509,"^H",429,536882835]],["^15",[3509,"^;","~u68c81a7d-1a93-47a8-a252-9631afd0bc09",536882772]],["^15",[3510,"^Q","Grundbesitzer\nlogseq.order-list-type:: number",536882772]],["^15",[3510,"^O","^1Y",536882772]],["^15",[3510,"^F",3552,536882772]],["^15",[3510,"^X",3477,536882772]],["^15",[3510,"^V",3552,536882772]],["^15",[3510,"^U",322,536882772]],["^15",[3510,"^U",3477,536882772]],["^15",[3510,"^?",["^ ","^35","number"],536882835]],["^15",[3510,"^J",["^35"],536882835]],["^15",[3510,"^4",["^ 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gedrängt",536882772]],["^15",[3521,"^O","^1Y",536882772]],["^15",[3521,"^F",3508,536882772]],["^15",[3521,"^X",3477,536882772]],["^15",[3521,"^V",3564,536882772]],["^15",[3521,"^U",322,536882772]],["^15",[3521,"^U",3477,536882772]],["^15",[3521,"^;","~u68c81a7d-0a42-4ce1-817d-c911d78e9a42",536882772]],["^15",[3522,"^Q","((68c7c241-78fb-4ce9-9801-ebdff8f65fe8))",536882772]],["^15",[3522,"^O","^1Y",536882772]],["^15",[3522,"^F",3511,536882772]],["^15",[3522,"^X",3477,536882772]],["^15",[3522,"^V",3545,536882772]],["^15",[3522,"^U",868,536882772]],["^15",[3522,"^U",3477,536882772]],["^15",[3522,"^H",3463,536882835]],["^15",[3522,"^;","~u68c81a7d-c60b-414c-962d-1ccced206b9a",536882772]],["^15",[3523,"^Q","Versuchte Wohlfardssystem in England abzuschaffen",536882772]],["^15",[3523,"^O","^1Y",536882772]],["^15",[3523,"^F",3504,536882772]],["^15",[3523,"^X",3477,536882772]],["^15",[3523,"^V",3548,536882772]],["^15",[3523,"^U",322,536882772]],["^15",[3523,"^U",3477,536882772]],["^15",[3523,"^;","~u68c81a7d-6245-49ab-bcde-285f36d6d342",536882772]],["^15",[3524,"^Q","![Teil3.pdf](../assets/Teil3_1757921244337_0.pdf)",536882772]],["^15",[3524,"^O","^1Y",536882772]],["^15",[3524,"^F",3530,536882772]],["^15",[3524,"^X",3477,536882772]],["^15",[3524,"^V",3477,536882772]],["^15",[3524,"^U",3477,536882772]],["^15",[3524,"^;","~u68c81a7d-bd57-4b88-8d63-96399e4b23b0",536882772]],["^15",[3525,"^Q","David 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werden",536882772]],["^15",[3527,"^O","^1Y",536882772]],["^15",[3527,"^F",3548,536882772]],["^15",[3527,"^X",3477,536882772]],["^15",[3527,"^V",3548,536882772]],["^15",[3527,"^U",322,536882772]],["^15",[3527,"^U",3477,536882772]],["^15",[3527,"^;","~u68c81a7d-0208-43a4-aa6b-370872730188",536882772]],["^15",[3528,"^Q","((68c7c010-74d7-4721-a248-6f8b4f2f388e))",536882772]],["^15",[3528,"^O","^1Y",536882772]],["^15",[3528,"^F",3487,536882772]],["^15",[3528,"^X",3477,536882772]],["^15",[3528,"^V",3911,536882835]],["^15",[3528,"^U",868,536882772]],["^15",[3528,"^U",3477,536882772]],["^15",[3528,"^H",3459,536882835]],["^15",[3528,"^;","~u68c81a7d-e178-4cfa-bfc9-bf387b3d4f7d",536882772]],["^15",[3529,"^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.",536882772]],["^15",[3529,"^O","^1Y",536882772]],["^15",[3529,"^F",3505,536882772]],["^15",[3529,"^X",3477,536882772]],["^15",[3529,"^V",3522,536882772]],["^15",[3529,"^U",868,536882772]],["^15",[3529,"^U",3477,536882772]],["^15",[3529,"^;","~u68c81a7d-4809-401c-acb1-47c88215a7c3",536882772]],["^15",[3530,"^Q","{{video 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gegenseitig",536882772]],["^15",[3532,"^O","^1Y",536882772]],["^15",[3532,"^F",3480,536882772]],["^15",[3532,"^X",3477,536882772]],["^15",[3532,"^V",3480,536882772]],["^15",[3532,"^U",322,536882772]],["^15",[3532,"^U",3477,536882772]],["^15",[3532,"^;","~u68c81a7d-9d98-4094-a389-615dcbd04619",536882772]],["^15",[3533,"^Q","jedoch: Öffnung kann auch zum technologischen Aufholen, wirtschaftlichen Aufschwung führen (Süd Korea, Japan)",536882772]],["^15",[3533,"^O","^1Y",536882772]],["^15",[3533,"^F",3560,536882772]],["^15",[3533,"^X",3477,536882772]],["^15",[3533,"^V",3560,536882772]],["^15",[3533,"^U",322,536882772]],["^15",[3533,"^U",3477,536882772]],["^15",[3533,"^;","~u68c81a7d-373a-49ee-885b-8d3189ee75b4",536882772]],["^15",[3534,"^Q","lässt Kapitalbewegung außer acht (Produktion in Land A, verkauf aber nur in Land B)",536882772]],["^15",[3534,"^O","^1Y",536882772]],["^15",[3534,"^F",3562,536882772]],["^15",[3534,"^X",3477,536882772]],["^15",[3534,"^V",3553,536882772]],["^15",[3534,"^U",322,536882772]],["^15",[3534,"^U",3477,536882772]],["^15",[3534,"^;","~u68c81a7d-c627-405a-abc6-ab79bcc8e474",536882772]],["^15",[3535,"^Q","((68c7c01b-5bd1-4355-908e-0d0a31eeb18e))",536882772]],["^15",[3535,"^O","^1Y",536882772]],["^15",[3535,"^F",3528,536882772]],["^15",[3535,"^X",3477,536882772]],["^15",[3535,"^V",3911,536882835]],["^15",[3535,"^U",868,536882772]],["^15",[3535,"^U",3477,536882772]],["^15",[3535,"^H",3475,536882835]],["^15",[3535,"^;","~u68c81a7d-4539-4b2c-bf43-2100ad1fc4b8",536882772]],["^15",[3536,"^Q","alles sollte dem Markt unterworfen werden",536882772]],["^15",[3536,"^O","^1Y",536882772]],["^15",[3536,"^F",3539,536882772]],["^15",[3536,"^X",3477,536882772]],["^15",[3536,"^V",3523,536882772]],["^15",[3536,"^U",322,536882772]],["^15",[3536,"^U",3477,536882772]],["^15",[3536,"^;","~u68c81a7d-2880-4bd7-ada1-67f5993327c6",536882772]],["^15",[3537,"^Q","Befürchtung: Fruchtbarer boden wird Langfristig zu Kostbar (durch Überbevölkerung), sein überbewertet -> komplette Kapitalakkumulation den Grundbesitzern",536882772]],["^15",[3537,"^O","^1Y",536882772]],["^15",[3537,"^F",3552,536882772]],["^15",[3537,"^X",3477,536882772]],["^15",[3537,"^V",3525,536882772]],["^15",[3537,"^U",322,536882772]],["^15",[3537,"^U",3477,536882772]],["^15",[3537,"^;","~u68c81a7d-0a7a-410b-a416-51ad60922583",536882772]],["^15",[3538,"^Q","Kapitalbesitzer\nlogseq.order-list-type:: number",536882772]],["^15",[3538,"^O","^1Y",536882772]],["^15",[3538,"^F",3510,536882772]],["^15",[3538,"^X",3477,536882772]],["^15",[3538,"^V",3552,536882772]],["^15",[3538,"^U",322,536882772]],["^15",[3538,"^U",3477,536882772]],["^15",[3538,"^?",["^ ","^35","number"],536882835]],["^15",[3538,"^J",["^35"],536882835]],["^15",[3538,"^4",["^ ","^35","number"],536882835]],["^15",[3538,"^;","~u68c81a7d-17c1-4a3e-a08b-7d90aa9c7d62",536882772]],["^15",[3539,"^Q","es nehme die anreize der Arbeit -> Arbeitshäuser mit bewusst schlechten Lebensstandards errichtet",536882772]],["^15",[3539,"^O","^1Y",536882772]],["^15",[3539,"^F",3523,536882772]],["^15",[3539,"^X",3477,536882772]],["^15",[3539,"^V",3523,536882772]],["^15",[3539,"^U",322,536882772]],["^15",[3539,"^U",3477,536882772]],["^15",[3539,"^;","~u68c81a7d-17b1-4672-9da8-1f7f173e5b0b",536882772]],["^15",[3540,"^Q","gewaltsame Erzeugung der Nachfrage (siehe Opiumkrieg)",536882772]],["^15",[3540,"^O","^1Y",536882772]],["^15",[3540,"^F",3519,536882772]],["^15",[3540,"^X",3477,536882772]],["^15",[3540,"^V",3519,536882772]],["^15",[3540,"^U",322,536882772]],["^15",[3540,"^U",3477,536882772]],["^15",[3540,"^;","~u68c81a7d-4d0a-4a07-a75e-c66bdac64e86",536882772]],["^15",[3541,"^Q","sogt in weniger entwickelten Ländern für Überschwängerung durch billigeren Ausländischen Produkten, einheimische Wirtschaft kann nicht mithalten",536882772]],["^15",[3541,"^O","^1Y",536882772]],["^15",[3541,"^F",3544,536882772]],["^15",[3541,"^X",3477,536882772]],["^15",[3541,"^V",3544,536882772]],["^15",[3541,"^U",322,536882772]],["^15",[3541,"^U",3477,536882772]],["^15",[3541,"^;","~u68c81a7d-0af5-4e6a-a9e5-771d207bfeba",536882772]],["^15",[3542,"^Q","David Ricardos Theorie wird also Modell dargestellt, welche die Komplexität der Realität nicht vollständig beinhalten kann.\nSo wird bemängelt das der freie Handel in realität nich im natürlichen Prozess von allen Saarten adoptiert wurde. 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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.",536882772]],["^15",[3557,"^O","^1Y",536882772]],["^15",[3557,"^F",3483,536882772]],["^15",[3557,"^X",3477,536882772]],["^15",[3557,"^V",3511,536882772]],["^15",[3557,"^U",868,536882772]],["^15",[3557,"^U",3477,536882772]],["^15",[3557,"^;","~u68c81a7d-6cd0-4986-9e43-7743dacebfb6",536882772]],["^15",[3558,"^Q","((68c7c1ac-7abd-47f2-9882-4bbb179af78d))\nlogseq.order-list-type:: number",536882772]],["^15",[3558,"^O","^1Y",536882772]],["^15",[3558,"^F",3506,536882772]],["^15",[3558,"^X",3477,536882772]],["^15",[3558,"^V",3514,536882772]],["^15",[3558,"^U",868,536882772]],["^15",[3558,"^U",3477,536882772]],["^15",[3558,"^?",["^ ","^35","number"],536882835]],["^15",[3558,"^J",["^35"],536882835]],["^15",[3558,"^4",["^ ","^35","number"],536882835]],["^15",[3558,"^H",3456,536882835]],["^15",[3558,"^;","~u68c81a7d-d38b-458b-9503-bb926c858613",536882772]],["^15",[3559,"^Q","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. \nUnter 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.",536882772]],["^15",[3559,"^O","^1Y",536882772]],["^15",[3559,"^F",3522,536882772]],["^15",[3559,"^X",3477,536882772]],["^15",[3559,"^V",3522,536882772]],["^15",[3559,"^U",868,536882772]],["^15",[3559,"^U",3477,536882772]],["^15",[3559,"^;","~u68c81a7d-7d66-4fab-8872-7e5af6a137d3",536882772]],["^15",[3560,"^Q","Reiche Länder übernehmen durch Kapitalinvestitionen Kontrolle in ärmeren Staaten\nid:: 68c7b252-9b0d-4b0f-8d60-4e7d5c22216b",536882772]],["^15",[3560,"^O","^1Y",536882772]],["^15",[3560,"^F",3520,536882772]],["^15",[3560,"^X",3477,536882772]],["^15",[3560,"^V",3499,536882772]],["^15",[3560,"^U",322,536882772]],["^15",[3560,"^U",3477,536882772]],["^15",[3560,"^?",["^ ","^1<","68c7b252-9b0d-4b0f-8d60-4e7d5c22216b"],536882835]],["^15",[3560,"^J",["^1<"],536882835]],["^15",[3560,"^4",["^ ","^1<","68c7b252-9b0d-4b0f-8d60-4e7d5c22216b"],536882835]],["^15",[3560,"^;","~u68c7b252-9b0d-4b0f-8d60-4e7d5c22216b",536882772]],["^15",[3561,"^Q","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).",536882772]],["^15",[3561,"^O","^1Y",536882772]],["^15",[3561,"^F",3542,536882772]],["^15",[3561,"^X",3477,536882772]],["^15",[3561,"^V",3565,536882772]],["^15",[3561,"^U",868,536882772]],["^15",[3561,"^U",3477,536882772]],["^15",[3561,"^;","~u68c81a7d-a398-4d64-b2e3-8ec6b11526fa",536882772]],["^15",[3562,"^Q","annahme on Ricardo: Jeder findet Arbeitsplatz",536882772]],["^15",[3562,"^O","^1Y",536882772]],["^15",[3562,"^F",3553,536882772]],["^15",[3562,"^X",3477,536882772]],["^15",[3562,"^V",3553,536882772]],["^15",[3562,"^U",322,536882772]],["^15",[3562,"^U",3477,536882772]],["^15",[3562,"^;","~u68c81a7d-d3fd-4133-9e5d-66015a0e3adf",536882772]],["^15",[3563,"^Q","komperative 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68c907d1-8a22-48e5-a405-8cf2a4715dd6",536882796]],["^15",[3629,"^O","^1Y",536882796]],["^15",[3629,"^F",3619,536882796]],["^15",[3629,"^X",3611,536882796]],["^15",[3629,"^V",3611,536882796]],["^15",[3629,"^U",3611,536882796]],["^15",[3629,"^?",["^ ","^19","annotation","^30",2,"^31","yellow","^1<","68c907d1-8a22-48e5-a405-8cf2a4715dd6"],536882796]],["^15",[3629,"^J",["^19","^30","^31","^1<"],536882796]],["^15",[3629,"^4",["^ ","^19","annotation","^30","2","^31","yellow","^1<","68c907d1-8a22-48e5-a405-8cf2a4715dd6"],536882796]],["^15",[3629,"^;","~u68c907d1-8a22-48e5-a405-8cf2a4715dd6",536882796]],["^15",[3630,"^Q","As long as people can obtain work legally or illegally, they’re going to keep coming.\nls-type:: annotation\nhl-page:: 4\nhl-color:: yellow\nid:: 68c908d9-7da6-4927-ae51-33679888f005",536882796]],["^15",[3630,"^O","^1Y",536882796]],["^15",[3630,"^F",3617,536882796]],["^15",[3630,"^X",3611,536882796]],["^15",[3630,"^V",3611,536882796]],["^15",[3630,"^U",3611,536882796]],["^15",[3630,"^?",["^ ","^19","annotation","^30",4,"^31","yellow","^1<","68c908d9-7da6-4927-ae51-33679888f005"],536882796]],["^15",[3630,"^J",["^19","^30","^31","^1<"],536882796]],["^15",[3630,"^4",["^ ","^19","annotation","^30","4","^31","yellow","^1<","68c908d9-7da6-4927-ae51-33679888f005"],536882796]],["^15",[3630,"^;","~u68c908d9-7da6-4927-ae51-33679888f005",536882796]],["^15",[3631,"^Q","detained and forced on a train back to Mexico, a place many had never been.\nls-type:: annotation\nhl-page:: 1\nhl-color:: yellow\nid:: 68c90727-2814-468a-91c5-1dfd42d4639e",536882796]],["^15",[3631,"^O","^1Y",536882796]],["^15",[3631,"^F",3635,536882796]],["^15",[3631,"^X",3611,536882796]],["^15",[3631,"^V",3611,536882796]],["^15",[3631,"^U",3611,536882796]],["^15",[3631,"^?",["^ ","^19","annotation","^30",1,"^31","yellow","^1<","68c90727-2814-468a-91c5-1dfd42d4639e"],536882796]],["^15",[3631,"^J",["^19","^30","^31","^1<"],536882796]],["^15",[3631,"^4",["^ ","^19","annotation","^30","1","^31","yellow","^1<","68c90727-2814-468a-91c5-1dfd42d4639e"],536882796]],["^15",[3631,"^;","~u68c90727-2814-468a-91c5-1dfd42d4639e",536882796]],["^15",[3632,"^Q","1 million people a year would cost more than $960bn over a decade\nls-type:: annotation\nhl-page:: 4\nhl-color:: yellow\nid:: 68c90880-7203-4f65-81ca-97bddfc56d08",536882796]],["^15",[3632,"^O","^1Y",536882796]],["^15",[3632,"^F",3614,536882796]],["^15",[3632,"^X",3611,536882796]],["^15",[3632,"^V",3611,536882796]],["^15",[3632,"^U",3611,536882796]],["^15",[3632,"^?",["^ ","^19","annotation","^30",4,"^31","yellow","^1<","68c90880-7203-4f65-81ca-97bddfc56d08"],536882796]],["^15",[3632,"^J",["^19","^30","^31","^1<"],536882796]],["^15",[3632,"^4",["^ ","^19","annotation","^30","4","^31","yellow","^1<","68c90880-7203-4f65-81ca-97bddfc56d08"],536882796]],["^15",[3632,"^;","~u68c90880-7203-4f65-81ca-97bddfc56d08",536882796]],["^15",[3633,"^Q","launch the largest deportation operation”\nls-type:: annotation\nhl-page:: 1\nhl-color:: yellow\nid:: 68c90736-e411-4805-9b29-d60a6c69705d",536882796]],["^15",[3633,"^O","^1Y",536882796]],["^15",[3633,"^F",3631,536882796]],["^15",[3633,"^X",3611,536882796]],["^15",[3633,"^V",3611,536882796]],["^15",[3633,"^U",3611,536882796]],["^15",[3633,"^?",["^ ","^19","annotation","^30",1,"^31","yellow","^1<","68c90736-e411-4805-9b29-d60a6c69705d"],536882796]],["^15",[3633,"^J",["^19","^30","^31","^1<"],536882796]],["^15",[3633,"^4",["^ ","^19","annotation","^30","1","^31","yellow","^1<","68c90736-e411-4805-9b29-d60a6c69705d"],536882796]],["^15",[3633,"^;","~u68c90736-e411-4805-9b29-d60a6c69705d",536882796]],["^15",[3634,"^Q","Self-deportation has been the policy preference for establishment Republicans\nls-type:: annotation\nhl-page:: 4\nhl-color:: yellow\nid:: 68c908e1-6aa7-41ab-86ce-fd3c6fd7779b",536882796]],["^15",[3634,"^O","^1Y",536882796]],["^15",[3634,"^F",3630,536882796]],["^15",[3634,"^X",3611,536882796]],["^15",[3634,"^V",3611,536882796]],["^15",[3634,"^U",3611,536882796]],["^15",[3634,"^?",["^ ","^19","annotation","^30",4,"^31","yellow","^1<","68c908e1-6aa7-41ab-86ce-fd3c6fd7779b"],536882796]],["^15",[3634,"^J",["^19","^30","^31","^1<"],536882796]],["^15",[3634,"^4",["^ ","^19","annotation","^30","4","^31","yellow","^1<","68c908e1-6aa7-41ab-86ce-fd3c6fd7779b"],536882796]],["^15",[3634,"^;","~u68c908e1-6aa7-41ab-86ce-fd3c6fd7779b",536882796]],["^15",[3635,"^Q","who failed to produce papers were arrested\nls-type:: annotation\nhl-page:: 1\nhl-color:: yellow\nid:: 68c90720-397d-4116-8b89-200e615da071",536882796]],["^15",[3635,"^O","^1Y",536882796]],["^15",[3635,"^F",3620,536882796]],["^15",[3635,"^X",3611,536882796]],["^15",[3635,"^V",3611,536882796]],["^15",[3635,"^U",3611,536882796]],["^15",[3635,"^?",["^ ","^19","annotation","^30",1,"^31","yellow","^1<","68c90720-397d-4116-8b89-200e615da071"],536882796]],["^15",[3635,"^J",["^19","^30","^31","^1<"],536882796]],["^15",[3635,"^4",["^ ","^19","annotation","^30","1","^31","yellow","^1<","68c90720-397d-4116-8b89-200e615da071"],536882796]],["^15",[3635,"^;","~u68c90720-397d-4116-8b89-200e615da071",536882796]],["^15",[3636,"^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. What is the strategy aiming at politically?\n  ls-type:: annotation\n  hl-page:: 4\n  hl-color:: red\n  id:: 68c90287-8ada-479f-ad6d-4969934193a6\n- Discuss the role of social media in the context of misinformation, disinformation and immigration to the U.S.\n  ls-type:: annotation\n  hl-page:: 4\n  hl-color:: red\n  id:: 68c90296-67f2-4439-9326-1c900961088f",536882798]],["^15",[3636,"^17",1758112168201,536882798]],["^15",[3636,"^18","~m1758003864000",536882799]],["^15",[3636,"^Z","pages/hls__Misinformation-and-disinformation-migration_1758003283591_0.md",536882798]],["^15",[3637,"^K",1758112168201,536882798]],["^15",[3637,"^[",3636,536882798]],["^15",[3637,"^@",false,536882798]],["^15",[3637,"^Y","hls__misinformation-and-disinformation-migration_1758003283591_0",536882798]],["^15",[3637,"^11","hls__Misinformation-and-disinformation-migration_1758003283591_0",536882798]],["^15",[3637,"^?",["^ ","^38","[Misinformation-and-disinformation-migration_1758003283591_0.pdf](../assets/Misinformation-and-disinformation-migration_1758003283591_0.pdf)","^39","../assets/Misinformation-and-disinformation-migration_1758003283591_0.pdf"],536882798]],["^15",[3637,"^4",["^ ","^38","[Misinformation-and-disinformation-migration_1758003283591_0.pdf](../assets/Misinformation-and-disinformation-migration_1758003283591_0.pdf)","^39","../assets/Misinformation-and-disinformation-migration_1758003283591_0.pdf"],536882798]],["^15",[3637,"^B",1758112168201,536882798]],["^15",[3637,"^;","~u68caa9a8-b9dc-4097-8941-02f6c47fd9aa",536882798]],["^15",[3638,"^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",536882798]],["^15",[3638,"^O","^1Y",536882798]],["^15",[3638,"^F",3647,536882798]],["^15",[3638,"^X",3637,536882798]],["^15",[3638,"^V",3637,536882798]],["^15",[3638,"^U",3637,536882798]],["^15",[3638,"^?",["^ ","^19","annotation","^30",4,"^31","red","^1<","68c90287-8ada-479f-ad6d-4969934193a6"],536882798]],["^15",[3638,"^J",["^19","^30","^31","^1<"],536882798]],["^15",[3638,"^4",["^ ","^19","annotation","^30","4","^31","red","^1<","68c90287-8ada-479f-ad6d-4969934193a6"],536882798]],["^15",[3638,"^;","~u68c90287-8ada-479f-ad6d-4969934193a6",536882798]],["^15",[3639,"^Q","disinformation in hopes of “outraging people on the political right”,\nls-type:: annotation\nhl-page:: 2\nhl-color:: green\nid:: 68c9013f-ed7c-4ab1-8818-401556385d95",536882798]],["^15",[3639,"^O","^1Y",536882798]],["^15",[3639,"^F",3648,536882798]],["^15",[3639,"^X",3637,536882798]],["^15",[3639,"^V",3637,536882798]],["^15",[3639,"^U",3637,536882798]],["^15",[3639,"^?",["^ ","^19","annotation","^30",2,"^31","green","^1<","68c9013f-ed7c-4ab1-8818-401556385d95"],536882798]],["^15",[3639,"^J",["^19","^30","^31","^1<"],536882798]],["^15",[3639,"^4",["^ ","^19","annotation","^30","2","^31","green","^1<","68c9013f-ed7c-4ab1-8818-401556385d95"],536882798]],["^15",[3639,"^;","~u68c9013f-ed7c-4ab1-8818-401556385d95",536882798]],["^15",[3640,"^Q","spread of such disinformation amplifies existing xenophobic beliefs\nls-type:: annotation\nhl-page:: 1\nhl-color:: yellow\nid:: 68c900b1-d9ed-488d-ba08-913eb6f0aad2",536882798]],["^15",[3640,"^O","^1Y",536882798]],["^15",[3640,"^F",3652,536882798]],["^15",[3640,"^X",3637,536882798]],["^15",[3640,"^V",3637,536882798]],["^15",[3640,"^U",3637,536882798]],["^15",[3640,"^?",["^ 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annotation\nhl-page:: 1\nhl-color:: yellow\nid:: 68c90b1f-7184-4fc7-a357-9a1c90607b87",536882802]],["^15",[3723,"^O","^1Y",536882802]],["^15",[3723,"^F",3718,536882802]],["^15",[3723,"^X",3702,536882802]],["^15",[3723,"^V",3702,536882802]],["^15",[3723,"^U",3702,536882802]],["^15",[3723,"^?",["^ ","^19","annotation","^30",1,"^31","yellow","^1<","68c90b1f-7184-4fc7-a357-9a1c90607b87"],536882802]],["^15",[3723,"^J",["^19","^30","^31","^1<"],536882802]],["^15",[3723,"^4",["^ ","^19","annotation","^30","1","^31","yellow","^1<","68c90b1f-7184-4fc7-a357-9a1c90607b87"],536882802]],["^15",[3723,"^;","~u68c90b1f-7184-4fc7-a357-9a1c90607b87",536882802]],["^15",[3724,"^Q","People are looking for safety in numbers\nls-type:: annotation\nhl-page:: 5\nhl-color:: yellow\nid:: 68c90cce-98b5-4dbe-90d2-21a184ac5f0c",536882802]],["^15",[3724,"^O","^1Y",536882802]],["^15",[3724,"^F",3715,536882802]],["^15",[3724,"^X",3702,536882802]],["^15",[3724,"^V",3702,536882802]],["^15",[3724,"^U",3702,536882802]],["^15",[3724,"^?",["^ ","^19","annotation","^30",5,"^31","yellow","^1<","68c90cce-98b5-4dbe-90d2-21a184ac5f0c"],536882802]],["^15",[3724,"^J",["^19","^30","^31","^1<"],536882802]],["^15",[3724,"^4",["^ ","^19","annotation","^30","5","^31","yellow","^1<","68c90cce-98b5-4dbe-90d2-21a184ac5f0c"],536882802]],["^15",[3724,"^;","~u68c90cce-98b5-4dbe-90d2-21a184ac5f0c",536882802]],["^15",[3725,"^Q","taking care of” migrant caravans, \nls-type:: annotation\nhl-page:: 2\nhl-color:: yellow\nid:: 68c90b83-2af3-41fd-8c65-21ca17a5d94a",536882802]],["^15",[3725,"^O","^1Y",536882802]],["^15",[3725,"^F",3708,536882802]],["^15",[3725,"^X",3702,536882802]],["^15",[3725,"^V",3702,536882802]],["^15",[3725,"^U",3702,536882802]],["^15",[3725,"^?",["^ ","^19","annotation","^30",2,"^31","yellow","^1<","68c90b83-2af3-41fd-8c65-21ca17a5d94a"],536882802]],["^15",[3725,"^J",["^19","^30","^31","^1<"],536882802]],["^15",[3725,"^4",["^ ","^19","annotation","^30","2","^31","yellow","^1<","68c90b83-2af3-41fd-8c65-21ca17a5d94a"],536882802]],["^15",[3725,"^;","~u68c90b83-2af3-41fd-8c65-21ca17a5d94a",536882802]],["^15",[3726,"^Q","That was two years ago.\nls-type:: annotation\nhl-page:: 1\nhl-color:: yellow\nid:: 68c90b48-79fb-4f93-9f53-a4956a688ba0",536882802]],["^15",[3726,"^O","^1Y",536882802]],["^15",[3726,"^F",3707,536882802]],["^15",[3726,"^X",3702,536882802]],["^15",[3726,"^V",3702,536882802]],["^15",[3726,"^U",3702,536882802]],["^15",[3726,"^?",["^ ","^19","annotation","^30",1,"^31","yellow","^1<","68c90b48-79fb-4f93-9f53-a4956a688ba0"],536882802]],["^15",[3726,"^J",["^19","^30","^31","^1<"],536882802]],["^15",[3726,"^4",["^ ","^19","annotation","^30","1","^31","yellow","^1<","68c90b48-79fb-4f93-9f53-a4956a688ba0"],536882802]],["^15",[3726,"^;","~u68c90b48-79fb-4f93-9f53-a4956a688ba0",536882802]],["^15",[3727,"^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/Eng/The Amarican 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",536882804]],["^15",[3727,"^17",1758112168378,536882804]],["^15",[3727,"^18","~m1758007806000",536882805]],["^15",[3727,"^Z","pages/School___Eng___The Amarican Dream___Missinfomation.md",536882804]],["^15",[3728,"^K",1758112168377,536882804]],["^15",[3728,"^[",3727,536882804]],["^15",[3728,"^@",false,536882804]],["^15",[3728,"^Y","school/eng/the amarican dream/missinfomation",536882804]],["^15",[3728,"^A",516,536882804]],["^15",[3728,"^11","School/Eng/The Amarican Dream/Missinfomation",536882804]],["^15",[3728,"^?",["^ ","^21",7],536882804]],["^15",[3728,"^4",["^ ","^21","7"],536882804]],["^15",[3728,"^B",1758112168377,536882804]],["^15",[3728,"^;","~u68caa9a8-5bb1-466d-9bdd-1eb0e7d22d8b",536882804]],["^15",[3729,"^Q","logseq.order-list-type:: number",536882804]],["^15",[3729,"^O","^1Y",536882804]],["^15",[3729,"^F",3738,536882804]],["^15",[3729,"^X",3728,536882804]],["^15",[3729,"^V",3738,536882804]],["^15",[3729,"^U",3728,536882804]],["^15",[3729,"^?",["^ ","^35","number"],536882804]],["^15",[3729,"^J",["^35"],536882804]],["^15",[3729,"^4",["^ ","^35","number"],536882804]],["^15",[3729,"^;","~u68caa9a8-d102-4034-b0d1-1aaae8f1c689",536882804]],["^15",[3730,"^Q","((68c90287-8ada-479f-ad6d-4969934193a6))",536882804]],["^15",[3730,"^O","^1Y",536882804]],["^15",[3730,"^F",3744,536882804]],["^15",[3730,"^X",3728,536882804]],["^15",[3730,"^V",3750,536882804]],["^15",[3730,"^U",3728,536882804]],["^15",[3730,"^H",3638,536882804]],["^15",[3730,"^;","~u68caa9a8-8c4d-4147-9cb0-0b07874de76b",536882804]],["^15",[3731,"^Q","Information is not confirmed, jet it influences millions",536882804]],["^15",[3731,"^O","^1Y",536882804]],["^15",[3731,"^F",3755,536882804]],["^15",[3731,"^X",3728,536882804]],["^15",[3731,"^V",3773,536882804]],["^15",[3731,"^U",3728,536882804]],["^15",[3731,"^;","~u68caa9a8-f7cb-4f8a-ab37-02221043218d",536882804]],["^15",[3732,"^Q","street signe shows directions torwards tapachula and la libetad",536882804]],["^15",[3732,"^O","^1Y",536882804]],["^15",[3732,"^F",3735,536882804]],["^15",[3732,"^X",3728,536882804]],["^15",[3732,"^V",3771,536882804]],["^15",[3732,"^U",3728,536882804]],["^15",[3732,"^;","~u68caa9a8-0f0a-4495-b204-67e1137b8eb4",536882804]],["^15",[3733,"^Q","4.",536882804]],["^15",[3733,"^O","^1Y",536882804]],["^15",[3733,"^F",3756,536882804]],["^15",[3733,"^X",3728,536882804]],["^15",[3733,"^V",3743,536882804]],["^15",[3733,"^U",3728,536882804]],["^15",[3733,"^;","~u68caa9a8-f6f0-4214-9cbf-270a4e13a758",536882804]],["^15",[3734,"^Q","**Slides:**\nbackground-color:: green",536882804]],["^15",[3734,"^O","^1Y",536882804]],["^15",[3734,"^F",3759,536882804]],["^15",[3734,"^X",3728,536882804]],["^15",[3734,"^V",3775,536882804]],["^15",[3734,"^U",3728,536882804]],["^15",[3734,"^?",["^ ","^2Y","green"],536882804]],["^15",[3734,"^J",["^2Y"],536882804]],["^15",[3734,"^4",["^ ","^2Y","green"],536882804]],["^15",[3734,"^;","~u68caa9a8-14e2-4ee8-b2ef-0c74b48183d7",536882804]],["^15",[3735,"^Q","Groupe of People following the street torwards tapchula",536882804]],["^15",[3735,"^O","^1Y",536882804]],["^15",[3735,"^F",3771,536882804]],["^15",[3735,"^X",3728,536882804]],["^15",[3735,"^V",3771,536882804]],["^15",[3735,"^U",3728,536882804]],["^15",[3735,"^;","~u68caa9a8-d91d-4168-b7f3-4e26603e30da",536882804]],["^15",[3736,"^Q","Difference: There used to be a legal way back",536882804]],["^15",[3736,"^O","^1Y",536882804]],["^15",[3736,"^F",3764,536882804]],["^15",[3736,"^X",3728,536882804]],["^15",[3736,"^V",3769,536882804]],["^15",[3736,"^U",3728,536882804]],["^15",[3736,"^;","~u68caa9a8-86a5-4d1c-8028-96d744c352a0",536882804]],["^15",[3737,"^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.",536882804]],["^15",[3737,"^O","^1Y",536882804]],["^15",[3737,"^F",3756,536882804]],["^15",[3737,"^X",3728,536882804]],["^15",[3737,"^V",3756,536882804]],["^15",[3737,"^U",3728,536882804]],["^15",[3737,"^;","~u68caa9a8-4516-40ba-bdef-a1dd02530c3a",536882804]],["^15",[3738,"^M",true,536882804]],["^15",[3738,"^Q","![Deportation-of-Mexican-Americans.pdf](../assets/Deportation-of-Mexican-Americans_1758004997943_0.pdf)\ncollapsed:: true",536882804]],["^15",[3738,"^O","^1Y",536882804]],["^15",[3738,"^F",3750,536882804]],["^15",[3738,"^X",3728,536882804]],["^15",[3738,"^V",3728,536882804]],["^15",[3738,"^U",3728,536882804]],["^15",[3738,"^?",["^ "],536882804]],["^15",[3738,"^J",[],536882804]],["^15",[3738,"^4",["^ "],536882804]],["^15",[3738,"^;","~u68caa9a8-b2db-4b2b-8803-27d8d0551435",536882804]],["^15",[3739,"^Q","**Summery**:\nbackground-color:: blue",536882804]],["^15",[3739,"^O","^1Y",536882804]],["^15",[3739,"^F",3734,536882804]],["^15",[3739,"^X",3728,536882804]],["^15",[3739,"^V",3775,536882804]],["^15",[3739,"^U",3728,536882804]],["^15",[3739,"^?",["^ ","^2Y","blue"],536882804]],["^15",[3739,"^J",["^2Y"],536882804]],["^15",[3739,"^4",["^ ","^2Y","blue"],536882804]],["^15",[3739,"^;","~u68caa9a8-98e1-4bfa-9b00-ab17945e34da",536882804]],["^15",[3740,"^Q","probaply a highway",536882804]],["^15",[3740,"^O","^1Y",536882804]],["^15",[3740,"^F",3732,536882804]],["^15",[3740,"^X",3728,536882804]],["^15",[3740,"^V",3771,536882804]],["^15",[3740,"^U",3728,536882804]],["^15",[3740,"^;","~u68caa9a8-747b-441f-abab-67e27597d425",536882804]],["^15",[3741,"^Q","Speeration of family's, affecting them for generations",536882804]],["^15",[3741,"^O","^1Y",536882804]],["^15",[3741,"^F",3758,536882804]],["^15",[3741,"^X",3728,536882804]],["^15",[3741,"^V",3758,536882804]],["^15",[3741,"^U",3728,536882804]],["^15",[3741,"^;","~u68caa9a8-476c-4889-9135-6aa834562cf8",536882804]],["^15",[3742,"^Q","index:: 7\n\n",536882804]],["^15",[3742,"^O","^1Y",536882804]],["^15",[3742,"^2R",["^2S",[]],536882804]],["^15",[3742,"^F",3728,536882804]],["^15",[3742,"^X",3728,536882804]],["^15",[3742,"^V",3728,536882804]],["^15",[3742,"^U",429,536882804]],["^15",[3742,"^U",3728,536882804]],["^15",[3742,"^:",true,536882804]],["^15",[3742,"^?",["^ ","^21",7],536882804]],["^15",[3742,"^J",["^21"],536882804]],["^15",[3742,"^4",["^ ","^21","7"],536882804]],["^15",[3742,"^H",429,536882804]],["^15",[3742,"^;","~u68caa9a8-52ec-40c0-9680-ca4a6366127c",536882804]],["^15",[3743,"^Q","![Trump threat and mounting dangers in Mexico.pdf](../assets/Trump_threat_and_mounting_dangers_in_Mexico_1758006022368_0.pdf)",536882804]],["^15",[3743,"^O","^1Y",536882804]],["^15",[3743,"^F",3738,536882804]],["^15",[3743,"^X",3728,536882804]],["^15",[3743,"^V",3728,536882804]],["^15",[3743,"^U",3728,536882804]],["^15",[3743,"^;","~u68caa9a8-45fc-4811-846e-b4be8324b4e3",536882804]],["^15",[3744,"^Q","((68c9027c-387a-41a7-bb89-2e3995b42cef))",536882804]],["^15",[3744,"^O","^1Y",536882804]],["^15",[3744,"^F",3750,536882804]],["^15",[3744,"^X",3728,536882804]],["^15",[3744,"^V",3750,536882804]],["^15",[3744,"^U",3728,536882804]],["^15",[3744,"^H",3647,536882804]],["^15",[3744,"^;","~u68caa9a8-0c26-4d0f-9221-616e825cc61c",536882804]],["^15",[3745,"^Q","Being subjects to assault, kidnapping or general crime",536882804]],["^15",[3745,"^O","^1Y",536882804]],["^15",[3745,"^F",3733,536882804]],["^15",[3745,"^X",3728,536882804]],["^15",[3745,"^V",3733,536882804]],["^15",[3745,"^U",3728,536882804]],["^15",[3745,"^;","~u68caa9a8-4ca9-4a33-9e3a-292d9acb4393",536882804]],["^15",[3746,"^Q","crossing the Darian gap, dangerous tarain -> exaution/survival",536882804]],["^15",[3746,"^O","^1Y",536882804]],["^15",[3746,"^F",3745,536882804]],["^15",[3746,"^X",3728,536882804]],["^15",[3746,"^V",3733,536882804]],["^15",[3746,"^U",3728,536882804]],["^15",[3746,"^;","~u68caa9a8-d5da-4fb9-b9e2-828eb68f9471",536882804]],["^15",[3747,"^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",536882804]],["^15",[3747,"^O","^1Y",536882804]],["^15",[3747,"^F",3759,536882804]],["^15",[3747,"^S",3776,536882804]],["^15",[3747,"^X",3728,536882804]],["^15",[3747,"^V",3759,536882804]],["^15",[3747,"^U",3728,536882804]],["^15",[3747,"^?",["^ ","^2V","block","^2W",true,"^2X",true],536882804]],["^15",[3747,"^J",["^2V","^2W","^2X"],536882804]],["^15",[3747,"^4",["^ ","^2V","block","^2W","true","^2X","true"],536882804]],["^15",[3747,"^;","~u68caa9a8-05c1-4889-9b13-9cd18bc76e37",536882804]],["^15",[3748,"^Q","no healthcare",536882804]],["^15",[3748,"^O","^1Y",536882804]],["^15",[3748,"^F",3746,536882804]],["^15",[3748,"^X",3728,536882804]],["^15",[3748,"^V",3733,536882804]],["^15",[3748,"^U",3728,536882804]],["^15",[3748,"^;","~u68caa9a8-173f-4edd-ac2b-de6a4be30ed5",536882804]],["^15",[3749,"^Q","Caravans might increase safety, easier to be spotted; not everyone in the group is not trusted; how long dose solidarity last",536882804]],["^15",[3749,"^O","^1Y",536882804]],["^15",[3749,"^F",3748,536882804]],["^15",[3749,"^X",3728,536882804]],["^15",[3749,"^V",3733,536882804]],["^15",[3749,"^U",3728,536882804]],["^15",[3749,"^;","~u68caa9a8-6ef2-4cd3-8a23-27702ad89347",536882804]],["^15",[3750,"^M",true,536882804]],["^15",[3750,"^Q","![Misinformation-and-disinformation-migration.pdf](../assets/Misinformation-and-disinformation-migration_1758003283591_0.pdf)\ncollapsed:: true",536882804]],["^15",[3750,"^O","^1Y",536882804]],["^15",[3750,"^F",3770,536882804]],["^15",[3750,"^X",3728,536882804]],["^15",[3750,"^V",3728,536882804]],["^15",[3750,"^U",3728,536882804]],["^15",[3750,"^?",["^ "],536882804]],["^15",[3750,"^J",[],536882804]],["^15",[3750,"^4",["^ "],536882804]],["^15",[3750,"^;","~u68caa9a8-0099-4587-a2f7-168e02ed083b",536882804]],["^15",[3751,"^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.",536882804]],["^15",[3751,"^O","^1Y",536882804]],["^15",[3751,"^F",3730,536882804]],["^15",[3751,"^X",3728,536882804]],["^15",[3751,"^V",3730,536882804]],["^15",[3751,"^U",3728,536882804]],["^15",[3751,"^;","~u68caa9a8-a0c2-4968-97b0-cb44ea434088",536882804]],["^15",[3752,"^Q","Hypocritical, real amaricans would be native amaricans",536882804]],["^15",[3752,"^O","^1Y",536882804]],["^15",[3752,"^F",3729,536882804]],["^15",[3752,"^X",3728,536882804]],["^15",[3752,"^V",3729,536882804]],["^15",[3752,"^U",3728,536882804]],["^15",[3752,"^;","~u68caa9a8-b645-4fae-85fb-e49882993765",536882804]],["^15",[3753,"^Q","{{query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/Eng/The Amarican Dream/Missinfomation]]) (namespace [[School/Eng/The Amarican Dream/Missinfomation]])))}}",536882804]],["^15",[3753,"^O","^1Y",536882804]],["^15",[3753,"^F",3734,536882804]],["^15",[3753,"^S",3777,536882804]],["^15",[3753,"^X",3728,536882804]],["^15",[3753,"^V",3734,536882804]],["^15",[3753,"^U",3728,536882804]],["^15",[3753,"^;","~u68caa9a8-da05-48c9-a232-a32128552c61",536882804]],["^15",[3754,"^Q","/\nlogseq.order-list-type:: 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border",536882804]],["^15",[3755,"^O","^1Y",536882804]],["^15",[3755,"^F",3773,536882804]],["^15",[3755,"^X",3728,536882804]],["^15",[3755,"^V",3773,536882804]],["^15",[3755,"^U",3728,536882804]],["^15",[3755,"^;","~u68caa9a8-1957-4512-999e-701487558b03",536882804]],["^15",[3756,"^Q","3.",536882804]],["^15",[3756,"^O","^1Y",536882804]],["^15",[3756,"^F",3771,536882804]],["^15",[3756,"^X",3728,536882804]],["^15",[3756,"^V",3743,536882804]],["^15",[3756,"^U",3728,536882804]],["^15",[3756,"^;","~u68caa9a8-10d3-4db9-abd3-8a9eb4caa11f",536882804]],["^15",[3757,"^Q","references::",536882804]],["^15",[3757,"^O","^1Y",536882804]],["^15",[3757,"^F",3761,536882804]],["^15",[3757,"^X",3728,536882804]],["^15",[3757,"^V",3728,536882804]],["^15",[3757,"^U",430,536882804]],["^15",[3757,"^U",3728,536882804]],["^15",[3757,"^?",["^ ","^32",""],536882804]],["^15",[3757,"^J",["^32"],536882804]],["^15",[3757,"^4",["^ 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","^2Y","red"],536882804]],["^15",[3759,"^;","~u68caa9a8-e2d2-4372-abcc-f9381a0d2dc0",536882804]],["^15",[3760,"^Q","",536882804]],["^15",[3760,"^O","^1Y",536882804]],["^15",[3760,"^F",3739,536882804]],["^15",[3760,"^X",3728,536882804]],["^15",[3760,"^V",3739,536882804]],["^15",[3760,"^U",3728,536882804]],["^15",[3760,"^;","~u68caa9a8-d0d0-462b-9e99-e821b4e713eb",536882804]],["^15",[3761,"^Q","tags::",536882804]],["^15",[3761,"^O","^1Y",536882804]],["^15",[3761,"^F",3742,536882804]],["^15",[3761,"^X",3728,536882804]],["^15",[3761,"^V",3728,536882804]],["^15",[3761,"^U",3728,536882804]],["^15",[3761,"^?",["^ ","^33",""],536882804]],["^15",[3761,"^J",["^33"],536882804]],["^15",[3761,"^4",["^ ","^33",""],536882804]],["^15",[3761,"^;","~u68caa9a8-2559-40df-9fa0-ea8d16ed8cf2",536882804]],["^15",[3762,"^Q","-> people are moving away from liberty, towards the USA",536882804]],["^15",[3762,"^O","^1Y",536882804]],["^15",[3762,"^F",3740,536882804]],["^15",[3762,"^X",3728,536882804]],["^15",[3762,"^V",3771,536882804]],["^15",[3762,"^U",3728,536882804]],["^15",[3762,"^;","~u68caa9a8-9eb5-4826-b751-5a5157d9a5c8",536882804]],["^15",[3763,"^Q","policies are misguided, boarders to long",536882804]],["^15",[3763,"^O","^1Y",536882804]],["^15",[3763,"^F",3767,536882804]],["^15",[3763,"^X",3728,536882804]],["^15",[3763,"^V",3766,536882804]],["^15",[3763,"^U",3728,536882804]],["^15",[3763,"^;","~u68caa9a8-0666-45be-b5b0-6ab2b240e817",536882804]],["^15",[3764,"^Q","Bothe: Evaluation of goodness based on race, creating patriotic feelings, mass deportation plans",536882804]],["^15",[3764,"^O","^1Y",536882804]],["^15",[3764,"^F",3769,536882804]],["^15",[3764,"^X",3728,536882804]],["^15",[3764,"^V",3769,536882804]],["^15",[3764,"^U",3728,536882804]],["^15",[3764,"^;","~u68caa9a8-05b8-43e7-8ea7-5f2c1c30e255",536882804]],["^15",[3765,"^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",536882804]],["^15",[3765,"^O","^1Y",536882804]],["^15",[3765,"^F",3744,536882804]],["^15",[3765,"^X",3728,536882804]],["^15",[3765,"^V",3744,536882804]],["^15",[3765,"^U",3728,536882804]],["^15",[3765,"^;","~u68caa9a8-b8f9-4d2b-bde3-406560754014",536882804]],["^15",[3766,"^Q",".\nlogseq.order-list-type:: number",536882804]],["^15",[3766,"^O","^1Y",536882804]],["^15",[3766,"^F",3758,536882804]],["^15",[3766,"^X",3728,536882804]],["^15",[3766,"^V",3738,536882804]],["^15",[3766,"^U",3728,536882804]],["^15",[3766,"^?",["^ ","^35","number"],536882804]],["^15",[3766,"^J",["^35"],536882804]],["^15",[3766,"^4",["^ ","^35","number"],536882804]],["^15",[3766,"^;","~u68caa9a8-89b3-4a8e-bb0b-9a6ac97209c6",536882804]],["^15",[3767,"^Q","It will always be to lucrative to stop Immigration",536882804]],["^15",[3767,"^O","^1Y",536882804]],["^15",[3767,"^F",3766,536882804]],["^15",[3767,"^X",3728,536882804]],["^15",[3767,"^V",3766,536882804]],["^15",[3767,"^U",3728,536882804]],["^15",[3767,"^;","~u68caa9a8-27a6-44f2-86f9-1a865562f328",536882804]],["^15",[3768,"^Q","exclutionary",536882804]],["^15",[3768,"^O","^1Y",536882804]],["^15",[3768,"^F",3752,536882804]],["^15",[3768,"^X",3728,536882804]],["^15",[3768,"^V",3729,536882804]],["^15",[3768,"^U",3728,536882804]],["^15",[3768,"^;","~u68caa9a8-bf65-4788-9ce9-53033e64e850",536882804]],["^15",[3769,"^Q","logseq.order-list-type:: number",536882804]],["^15",[3769,"^O","^1Y",536882804]],["^15",[3769,"^F",3729,536882804]],["^15",[3769,"^X",3728,536882804]],["^15",[3769,"^V",3738,536882804]],["^15",[3769,"^U",3728,536882804]],["^15",[3769,"^?",["^ ","^35","number"],536882804]],["^15",[3769,"^J",["^35"],536882804]],["^15",[3769,"^4",["^ ","^35","number"],536882804]],["^15",[3769,"^;","~u68caa9a8-067f-4083-a190-d084b8629cf6",536882804]],["^15",[3770,"^Q","---",536882804]],["^15",[3770,"^O","^1Y",536882804]],["^15",[3770,"^F",3775,536882804]],["^15",[3770,"^X",3728,536882804]],["^15",[3770,"^V",3728,536882804]],["^15",[3770,"^U",3728,536882804]],["^15",[3770,"^;","~u68caa9a8-edf5-43cb-923a-4cb05749cac2",536882804]],["^15",[3771,"^Q","1.",536882804]],["^15",[3771,"^O","^1Y",536882804]],["^15",[3771,"^F",3743,536882804]],["^15",[3771,"^X",3728,536882804]],["^15",[3771,"^V",3743,536882804]],["^15",[3771,"^U",3728,536882804]],["^15",[3771,"^;","~u68caa9a8-ff2d-4ef3-a9fe-c4c02fbb830e",536882804]],["^15",[3772,"^Q","hard to Differentiation between treatable and Unterstedt sources",536882804]],["^15",[3772,"^O","^1Y",536882804]],["^15",[3772,"^F",3731,536882804]],["^15",[3772,"^X",3728,536882804]],["^15",[3772,"^V",3731,536882804]],["^15",[3772,"^U",3728,536882804]],["^15",[3772,"^;","~u68caa9a8-14d8-45a3-a663-554ee6921b67",536882804]],["^15",[3773,"^Q","((68c90296-67f2-4439-9326-1c900961088f))",536882804]],["^15",[3773,"^O","^1Y",536882804]],["^15",[3773,"^F",3730,536882804]],["^15",[3773,"^X",3728,536882804]],["^15",[3773,"^V",3750,536882804]],["^15",[3773,"^U",3728,536882804]],["^15",[3773,"^H",3643,536882804]],["^15",[3773,"^;","~u68caa9a8-5f49-4be5-8cff-00a1f18724e5",536882804]],["^15",[3774,"^Q","living in fear",536882804]],["^15",[3774,"^O","^1Y",536882804]],["^15",[3774,"^F",3741,536882804]],["^15",[3774,"^X",3728,536882804]],["^15",[3774,"^V",3758,536882804]],["^15",[3774,"^U",3728,536882804]],["^15",[3774,"^;","~u68caa9a8-00a9-4f8d-a9c1-39e566620eeb",536882804]],["^15",[3775,"^Q","## Meta",536882804]],["^15",[3775,"^O","^1Y",536882804]],["^15",[3775,"^F",3757,536882804]],["^15",[3775,"^X",3728,536882804]],["^15",[3775,"^V",3728,536882804]],["^15",[3775,"^U",3728,536882804]],["^15",[3775,"^?",["^ ","^2T",2],536882804]],["^15",[3775,"^J",[],536882804]],["^15",[3775,"^;","~u68caa9a8-327c-4c2a-805a-f32510f4f872",536882804]],["^15",[3776,"^?",["^ ","^2Z","query","^2[",["(and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[School/Eng/The Amarican Dream/Missinfomation]]) (namespace [[School/Eng/The Amarican Dream/Missinfomation]])))"]],536882804]],["^15",[3776,"^W","macro",536882804]],["^15",[3776,"^T","query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[School/Eng/The Amarican Dream/Missinfomation]]) (namespace [[School/Eng/The Amarican Dream/Missinfomation]])))",536882804]],["^15",[3777,"^?",["^ ","^2Z","query","^2[",["(and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/Eng/The Amarican Dream/Missinfomation]]) (namespace [[School/Eng/The Amarican Dream/Missinfomation]])))"]],536882804]],["^15",[3777,"^W","macro",536882804]],["^15",[3777,"^T","query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/Eng/The Amarican Dream/Missinfomation]]) (namespace [[School/Eng/The Amarican Dream/Missinfomation]])))",536882804]],["^15",[3778,"^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/Pol/Rechtsextremismus/Demokratietheorien]]) (namespace [[School/Pol/Rechtsextremismus/Demokratietheorien]])))}}\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/Demokratietheorien]]) (namespace [[School/Pol/Rechtsextremismus/Demokratietheorien]])))}}\n\t\t  query-table:: true\n\t- **Summery**:\n\t  background-color:: blue\n\t\t-\n- ---\n- ![006 Demokratietheorien_Identität und Konkurrenz.pdf](../assets/006_Demokratietheorien_Identität_und_Konkurrenz_1758090132920_0.pdf)\n- nicht direkte selbstregierung basierend auf Geogrfischer lage, aber im rätesystem eines Syndikats denkbar\n- #Slide Aufgaben\n\t- Zentrale Merkmale\n\t  logseq.order-list-type:: number\n\t\t- ||Identitätstheorie|Konkurenztheorie|\n\t\t  |--|--|--|\n\t\t  |Grundsätze|- Das Volk besitzt ein gemeinsames interesse am Gemeinwohl, enzelne ausschreiter werden durch direkte Abstimmungen herausgefilter[:br]- künstliche Possitionen, die durch Parteien oder Verbände geschaffen werden, sind nicht akzeptiert|- Die Pluralität des Volkes wird über verschiedene Interessensgemeinschaften vertreten[:br]- Diese müssen Kompromissfähig sein und gemeinsamen Minimnalkonsens vertreten[:br]- Repräsentation des Volkes erfolgt idirekt |\n\t\t  |Anwendung|- direkte Wahl in einer Räterepublik[:br]- Syndikatischen Interessensvertretungsprinzip |- Parlamentarischen demokratie|\n\t\t  |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 |\n\t\t- Räterepublik\n\t\t\t- gemeinwohl des Poletariats\n\t\t- Konkurenztheorie\n\t\t\t- Parikularen interessen 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. Es wird mehr direkte Demokratie gefordert.\n\t- Vor/Nachteile\n\t  logseq.order-list-type:: number\n\t\t- ||Vorteil|Nachteile|\n\t\t  |--|--|--|\n\t\t  |Direkte Demokratie|- Unverfälschte repräsentation des Volkswillen[:br]- schnellere und dauerhafte beteiligung des Volkes|- ggf. weniger schutz vor destruktiven Massenmanipulationskampangen[:br]- schnelle Richtungswechsel, ggf. weniger Konsistenz durch fehlende Dauerhafte Interessenszusamenschlüsse[:br]- Probleme müssen auf Ja/Nein herutergebracht werden; angreifbar durch Populismus|\n\t\t  |Repräsentative 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|\n\t\t- Identitätstheorie können auch Repräsentative Elemente durch Ratsvertretung sein",536882806]],["^15",[3778,"^17",1758112168411,536882806]],["^15",[3778,"^18","~m1758093387000",536882807]],["^15",[3778,"^Z","pages/School___Pol___Rechtsextremismus___Demokratietheorien.md",536882806]],["^15",[3779,"^K",1758112168410,536882806]],["^15",[3779,"^[",3778,536882806]],["^15",[3779,"^@",false,536882806]],["^15",[3779,"^Y","school/pol/rechtsextremismus/demokratietheorien",536882806]],["^15",[3779,"^A",3092,536882806]],["^15",[3779,"^11","School/Pol/Rechtsextremismus/Demokratietheorien",536882806]],["^15",[3779,"^?",["^ ","^21",3],536882806]],["^15",[3779,"^4",["^ ","^21","3"],536882806]],["^15",[3779,"^B",1758112168410,536882806]],["^15",[3779,"^;","~u68caa9a8-aa9f-43ad-8cf3-410edba25a11",536882806]],["^15",[3780,"^Q","{{query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/Pol/Rechtsextremismus/Demokratietheorien]]) (namespace 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sein",536882806]],["^15",[3787,"^O","^1Y",536882806]],["^15",[3787,"^F",3802,536882806]],["^15",[3787,"^X",3779,536882806]],["^15",[3787,"^V",3784,536882806]],["^15",[3787,"^U",868,536882806]],["^15",[3787,"^U",3779,536882806]],["^15",[3787,"^;","~u68caa9a8-7949-4fba-9d53-2ee4b06c9263",536882806]],["^15",[3788,"^Q","---",536882806]],["^15",[3788,"^O","^1Y",536882806]],["^15",[3788,"^F",3801,536882806]],["^15",[3788,"^X",3779,536882806]],["^15",[3788,"^V",3779,536882806]],["^15",[3788,"^U",3779,536882806]],["^15",[3788,"^;","~u68caa9a8-1ff5-4c0d-94ae-0eeee989040e",536882806]],["^15",[3789,"^Q","**Slides:**\nbackground-color:: green",536882806]],["^15",[3789,"^O","^1Y",536882806]],["^15",[3789,"^F",3798,536882806]],["^15",[3789,"^X",3779,536882806]],["^15",[3789,"^V",3801,536882806]],["^15",[3789,"^U",3779,536882806]],["^15",[3789,"^?",["^ ","^2Y","green"],536882806]],["^15",[3789,"^J",["^2Y"],536882806]],["^15",[3789,"^4",["^ ","^2Y","green"],536882806]],["^15",[3789,"^;","~u68caa9a8-ad09-45b4-97a7-197a73a970b3",536882806]],["^15",[3790,"^Q","Zentrale Merkmale\nlogseq.order-list-type:: number",536882806]],["^15",[3790,"^O","^1Y",536882806]],["^15",[3790,"^F",3794,536882806]],["^15",[3790,"^X",3779,536882806]],["^15",[3790,"^V",3794,536882806]],["^15",[3790,"^U",868,536882806]],["^15",[3790,"^U",3779,536882806]],["^15",[3790,"^?",["^ ","^35","number"],536882806]],["^15",[3790,"^J",["^35"],536882806]],["^15",[3790,"^4",["^ ","^35","number"],536882806]],["^15",[3790,"^;","~u68caa9a8-85e2-4e0e-abb2-674f032024fc",536882806]],["^15",[3791,"^Q","||Identitätstheorie|Konkurenztheorie|\n|--|--|--|\n|Grundsätze|- Das Volk besitzt ein gemeinsames interesse am Gemeinwohl, enzelne ausschreiter werden durch direkte Abstimmungen herausgefilter[:br]- künstliche Possitionen, die durch Parteien oder Verbände geschaffen werden, sind nicht akzeptiert|- Die Pluralität des Volkes wird über verschiedene Interessensgemeinschaften vertreten[:br]- Diese müssen 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 |",536882806]],["^15",[3791,"^O","^1Y",536882806]],["^15",[3791,"^F",3790,536882806]],["^15",[3791,"^X",3779,536882806]],["^15",[3791,"^V",3790,536882806]],["^15",[3791,"^U",868,536882806]],["^15",[3791,"^U",3779,536882806]],["^15",[3791,"^;","~u68caa9a8-22c6-4340-a40f-b3cd874a86d5",536882806]],["^15",[3792,"^Q","Die in dem Bild aufgestellte Foderung lässt sich, der Identitätstheorie zuordnen. Es wird mehr direkte Demokratie gefordert.",536882806]],["^15",[3792,"^O","^1Y",536882806]],["^15",[3792,"^F",3785,536882806]],["^15",[3792,"^X",3779,536882806]],["^15",[3792,"^V",3785,536882806]],["^15",[3792,"^U",868,536882806]],["^15",[3792,"^U",3779,536882806]],["^15",[3792,"^;","~u68caa9a8-1504-43d8-99b8-6ee5bba6c8e4",536882806]],["^15",[3793,"^Q","references::",536882806]],["^15",[3793,"^O","^1Y",536882806]],["^15",[3793,"^F",3803,536882806]],["^15",[3793,"^X",3779,536882806]],["^15",[3793,"^V",3779,536882806]],["^15",[3793,"^U",430,536882806]],["^15",[3793,"^U",3779,536882806]],["^15",[3793,"^?",["^ ","^32",""],536882806]],["^15",[3793,"^J",["^32"],536882806]],["^15",[3793,"^4",["^ ","^32",""],536882806]],["^15",[3793,"^H",430,536882806]],["^15",[3793,"^;","~u68caa9a8-ede2-47bb-bc31-5ff4d94e31aa",536882806]],["^15",[3794,"^Q","#Slide Aufgaben",536882806]],["^15",[3794,"^O","^1Y",536882806]],["^15",[3794,"^F",3799,536882806]],["^15",[3794,"^X",3779,536882806]],["^15",[3794,"^V",3779,536882806]],["^15",[3794,"^U",868,536882806]],["^15",[3794,"^U",3779,536882806]],["^15",[3794,"^H",868,536882806]],["^15",[3794,"^;","~u68caa9a8-4a11-4cff-8a39-366c70725bb0",536882806]],["^15",[3795,"^Q","",536882806]],["^15",[3795,"^O","^1Y",536882806]],["^15",[3795,"^F",3781,536882806]],["^15",[3795,"^X",3779,536882806]],["^15",[3795,"^V",3781,536882806]],["^15",[3795,"^U",3779,536882806]],["^15",[3795,"^;","~u68caa9a8-bba1-421f-994c-d551d2bbece3",536882806]],["^15",[3796,"^Q","Konkurenztheorie",536882806]],["^15",[3796,"^O","^1Y",536882806]],["^15",[3796,"^F",3805,536882806]],["^15",[3796,"^X",3779,536882806]],["^15",[3796,"^V",3790,536882806]],["^15",[3796,"^U",868,536882806]],["^15",[3796,"^U",3779,536882806]],["^15",[3796,"^;","~u68caa9a8-b9cf-4596-8a5d-a33c5bb616ae",536882806]],["^15",[3797,"^Q","Es wird nicht nur auf Wählerwillen gedacht, auch Kapitalinteressen wird verfolgt von Interessenvertretung Verbänden, Verfälschung des Volkswillen",536882806]],["^15",[3797,"^O","^1Y",536882806]],["^15",[3797,"^F",3800,536882806]],["^15",[3797,"^X",3779,536882806]],["^15",[3797,"^V",3796,536882806]],["^15",[3797,"^U",868,536882806]],["^15",[3797,"^U",3779,536882806]],["^15",[3797,"^;","~u68caa9a8-b3b9-4214-b8a1-c93b2567efbb",536882806]],["^15",[3798,"^Q","**Notes:**\nbackground-color:: red",536882806]],["^15",[3798,"^O","^1Y",536882806]],["^15",[3798,"^F",3801,536882806]],["^15",[3798,"^X",3779,536882806]],["^15",[3798,"^V",3801,536882806]],["^15",[3798,"^U",3779,536882806]],["^15",[3798,"^?",["^ ","^2Y","red"],536882806]],["^15",[3798,"^J",["^2Y"],536882806]],["^15",[3798,"^4",["^ ","^2Y","red"],536882806]],["^15",[3798,"^;","~u68caa9a8-1e9c-48e6-91e0-a943c0fbc277",536882806]],["^15",[3799,"^Q","nicht direkte selbstregierung basierend auf Geogrfischer lage, aber im rätesystem eines Syndikats denkbar",536882806]],["^15",[3799,"^O","^1Y",536882806]],["^15",[3799,"^F",3782,536882806]],["^15",[3799,"^X",3779,536882806]],["^15",[3799,"^V",3779,536882806]],["^15",[3799,"^U",3779,536882806]],["^15",[3799,"^;","~u68caa9a8-5a54-4d04-91d9-5cc98150e494",536882806]],["^15",[3800,"^Q","Parikularen interessen nicht in der Lage Probleme der Zeit zu lösen; es wird nur in Legeslaturperioden gedacht; lange Kompromissfindung",536882806]],["^15",[3800,"^O","^1Y",536882806]],["^15",[3800,"^F",3796,536882806]],["^15",[3800,"^X",3779,536882806]],["^15",[3800,"^V",3796,536882806]],["^15",[3800,"^U",868,536882806]],["^15",[3800,"^U",3779,536882806]],["^15",[3800,"^;","~u68caa9a8-cc86-4978-b5ae-182b28c8c1ae",536882806]],["^15",[3801,"^Q","## Meta",536882806]],["^15",[3801,"^O","^1Y",536882806]],["^15",[3801,"^F",3793,536882806]],["^15",[3801,"^X",3779,536882806]],["^15",[3801,"^V",3779,536882806]],["^15",[3801,"^U",3779,536882806]],["^15",[3801,"^?",["^ ","^2T",2],536882806]],["^15",[3801,"^J",[],536882806]],["^15",[3801,"^;","~u68caa9a8-092f-4c58-b49b-a93841309e17",536882806]],["^15",[3802,"^Q","||Vorteil|Nachteile|\n|--|--|--|\n|Direkte Demokratie|- Unverfälschte repräsentation des Volkswillen[:br]- schnellere und dauerhafte beteiligung des Volkes|- ggf. weniger schutz vor destruktiven Massenmanipulationskampangen[:br]- schnelle Richtungswechsel, ggf. weniger Konsistenz durch fehlende Dauerhafte Interessenszusamenschlüsse[:br]- Probleme müssen auf Ja/Nein herutergebracht werden; angreifbar durch Populismus|\n|Repräsentative 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|",536882806]],["^15",[3802,"^O","^1Y",536882806]],["^15",[3802,"^F",3784,536882806]],["^15",[3802,"^X",3779,536882806]],["^15",[3802,"^V",3784,536882806]],["^15",[3802,"^U",868,536882806]],["^15",[3802,"^U",3779,536882806]],["^15",[3802,"^;","~u68caa9a8-f2ae-4b6a-9249-b454c3d6ed27",536882806]],["^15",[3803,"^Q","tags::",536882806]],["^15",[3803,"^O","^1Y",536882806]],["^15",[3803,"^F",3804,536882806]],["^15",[3803,"^X",3779,536882806]],["^15",[3803,"^V",3779,536882806]],["^15",[3803,"^U",3779,536882806]],["^15",[3803,"^?",["^ ","^33",""],536882806]],["^15",[3803,"^J",["^33"],536882806]],["^15",[3803,"^4",["^ ","^33",""],536882806]],["^15",[3803,"^;","~u68caa9a8-37ef-4a8f-804b-12461e2061fd",536882806]],["^15",[3804,"^Q","index:: 3\n\n",536882806]],["^15",[3804,"^O","^1Y",536882806]],["^15",[3804,"^2R",["^2S",[]],536882806]],["^15",[3804,"^F",3779,536882806]],["^15",[3804,"^X",3779,536882806]],["^15",[3804,"^V",3779,536882806]],["^15",[3804,"^U",429,536882806]],["^15",[3804,"^U",3779,536882806]],["^15",[3804,"^:",true,536882806]],["^15",[3804,"^?",["^ ","^21",3],536882806]],["^15",[3804,"^J",["^21"],536882806]],["^15",[3804,"^4",["^ ","^21","3"],536882806]],["^15",[3804,"^H",429,536882806]],["^15",[3804,"^;","~u68caa9a8-dd87-4eb2-b193-de0fd68cda0c",536882806]],["^15",[3805,"^Q","Räterepublik",536882806]],["^15",[3805,"^O","^1Y",536882806]],["^15",[3805,"^F",3791,536882806]],["^15",[3805,"^X",3779,536882806]],["^15",[3805,"^V",3790,536882806]],["^15",[3805,"^U",868,536882806]],["^15",[3805,"^U",3779,536882806]],["^15",[3805,"^;","~u68caa9a8-262b-48e3-bfe3-b2c49bd1684d",536882806]],["^15",[3806,"^?",["^ ","^2Z","query","^2[",["(and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[School/Pol/Rechtsextremismus/Demokratietheorien]]) (namespace [[School/Pol/Rechtsextremismus/Demokratietheorien]])))"]],536882806]],["^15",[3806,"^W","macro",536882806]],["^15",[3806,"^T","query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[School/Pol/Rechtsextremismus/Demokratietheorien]]) (namespace [[School/Pol/Rechtsextremismus/Demokratietheorien]])))",536882806]],["^15",[3807,"^?",["^ ","^2Z","query","^2[",["(and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/Pol/Rechtsextremismus/Demokratietheorien]]) (namespace [[School/Pol/Rechtsextremismus/Demokratietheorien]])))"]],536882806]],["^15",[3807,"^W","macro",536882806]],["^15",[3807,"^T","query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/Pol/Rechtsextremismus/Demokratietheorien]]) (namespace [[School/Pol/Rechtsextremismus/Demokratietheorien]])))",536882806]],["^15",[3808,"^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/Pol/Rechtsextremismus/Populismus]]) (namespace [[School/Pol/Rechtsextremismus/Populismus]])))}}\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/Populismus]]) (namespace [[School/Pol/Rechtsextremismus/Populismus]])))}}\n\t- **Summery**:\n\t  background-color:: blue\n\t\t-\n- ---\n- {{video https://www.ardmediathek.de/video/respekt/populismus-gefahr-fuer-die-demokratie/ard-alpha/Y3JpZDovL2JyLmRlL3ZpZGVvL2UyMDdmYjk1LTY0ODQtNGEwMC1iN2Q3LTdkM2FlMTBmZmYyOQ}}\n- Menschen fühlen sich dominiert, nicht repräsentiert, Populismus gegen Globalisierung\n\t- politisch: globalisierung schwächt ehemals starke Strukturen -> Wohlstandsversprechen, \"kindern wird es besser gehen\" funktioniert nicht mehr\n\t- kulturell: kulturelle offenheit wird abgelehnt, traditionelle werte, nach bekanntem wird gesucht\n- ![PDF.pdf](../assets/PDF_1758097223525_0.pdf)\n\t- 2)\n\t\t- Kosmopolitisch: Betrachtung Politischer Sachverhalte auf globaler eben, Lösungen sollen gefunden werden, die für alle Staarten einen Positives Ergebniss ermöglichen -> Weltbürgerlich\n\t\t- kommunitarisch: Betrachtet Sachlagen unter besonderem bedacht der Verantwortung des Individuums bezüglich seiner*ihrer Familie und lokalen Region gegenüber - auch traditionelle Betrachtung -> Kommunal\n\t- 3)\n\t\t- Rechtspopulisten können als der Öffentlichkeit arbeit verichtende arm des Rechtsextremismus gesehen werden. Sie versuchen durch propagandistische Methoden den sogen im einzelnen zu wecken und leicht verständlcihe antworten zu wecken um Anhänger für ihre Bewegung zu gewinnen\n\t\t- Rechtsextremismus geht über Rechtspopiulismus heraus, leht rechtsstaart ab; jedoch baut brücke zu Radikalisierung\n\t- 4)\n\t\t- Mediale Kompetenzen fördern, Aufklärung\n\t\t- Institutionen für Rechtspluralismus müssen bekämpft werden",536887491]],["^15",[3808,"^17",1758112168481,536882808]],["^15",[3808,"^18","~m1759310727000",536887492]],["^15",[3808,"^Z","pages/School___Pol___Rechtsextremismus___Populismus.md",536882808]],["^15",[3809,"^K",1758112168481,536882808]],["^15",[3809,"^[",3808,536882808]],["^15",[3809,"^@",false,536882808]],["^15",[3809,"^Y","school/pol/rechtsextremismus/populismus",536882808]],["^15",[3809,"^A",3092,536882808]],["^15",[3809,"^11","School/Pol/Rechtsextremismus/Populismus",536882808]],["^15",[3809,"^?",["^ ","^21",5],536882808]],["^15",[3809,"^4",["^ 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        :position {:bounding {:x1 123.62554168701172,\n                                     :y1 320.3834457397461,\n                                     :x2 910.37646484375,\n                                     :y2 366.80294036865234,\n                                     :width 1031.81104,\n                                     :height 1459.2756533333334},\n                          :rects ({:x1 607.9378051757812,\n                                   :y1 320.3834457397461,\n                                   :x2 617.385986328125,\n                                   :y2 333.52880096435547,\n                                   :width 1031.81104,\n                                   :height 1459.2756533333334}\n                                  {:x1 350.9150695800781,\n                                   :y1 320.9768295288086,\n                                   :x2 608.2155151367188,\n                                   :y2 341.42513275146484,\n                                   :width 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         {:id #uuid \"68ca5560-fc24-4639-b297-ff3bf9606f79\",\n               :page 2,\n               :position {:bounding {:x1 258.31775665283203,\n                                     :y1 346.35462951660156,\n                                     :x2 572.0380630493164,\n                                     :y2 366.8029479980469,\n                                     :width 1031.81104,\n                                     :height 1459.2756533333334},\n                          :rects ({:x1 258.31775665283203,\n                                   :y1 346.35462951660156,\n                                   :x2 572.0380630493164,\n                                   :y2 366.8029479980469,\n                                   :width 1031.81104,\n                                   :height 1459.2756533333334}),\n                          :page 2},\n               :content {:text \"Träger (eigensüchtiger) Sonderinteressen\"},\n               :properties {:color \"green\"}}\n              {:id 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verwirklichen\"},\n               :properties {:color \"green\"}}\n              {:id #uuid \"68ca559a-75c2-4403-81aa-a2b482a042f5\",\n               :page 2,\n               :position {:bounding {:x1 233.14478302001953,\n                                     :y1 422.95591735839844,\n                                     :x2 743.269416809082,\n                                     :y2 443.4042205810547,\n                                     :width 1031.81104,\n                                     :height 1459.2756533333334},\n                          :rects ({:x1 233.14478302001953,\n                                   :y1 422.95591735839844,\n                                   :x2 743.269416809082,\n                                   :y2 443.4042205810547,\n                                   :width 1031.81104,\n                                   :height 1459.2756533333334}),\n                          :page 2},\n               :content {:text \"Weisungen der Wähler abhängig und somit auch jederzeit abwählbar\"},\n               :properties {:color \"green\"}}\n              {:id #uuid \"68ca55cd-ba6a-41a9-b7a5-66f413f6b2fa\",\n               :page 2,\n               :position {:bounding {:x1 123.62554168701172,\n                                     :y1 568.1252136230469,\n                                     :x2 909.9675369262695,\n                                     :y2 614.3963623046875,\n                                     :width 1031.81104,\n                                     :height 1459.2756533333334},\n                          :rects ({:x1 510.62574005126953,\n                                   :y1 568.1252136230469,\n                                   :x2 575.5651016235352,\n                                   :y2 588.5735168457031,\n                                   :width 1031.81104,\n                                   :height 1459.2756533333334}\n                                  {:x1 589.6689529418945,\n                                   :y1 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          :height 1459.2756533333334}),\n                          :page 2},\n               :content {:text \"einzelne die Entscheidungsbefugnis mittels eines Konkurrenzkampfes um die Stimmen des Volkes erwerben.\"},\n               :properties {:color \"blue\"}}\n              {:id #uuid \"68ca55fb-8e3c-404f-8633-ecec196fdad5\",\n               :page 2,\n               :position {:bounding {:x1 123.62554168701172,\n                                     :y1 713.2945251464844,\n                                     :x2 910.4558792114258,\n                                     :y2 784.8065490722656,\n                                     :width 1031.81104,\n                                     :height 1459.2756533333334},\n                          :rects ({:x1 772.851692199707,\n                                   :y1 713.2945251464844,\n                                   :x2 910.4558792114258,\n                                   :y2 733.7428283691406,\n                                   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regieren\"},\n               :properties {:color \"blue\"}}\n              {:id #uuid \"68ca5634-43c0-4214-8732-6a4684149dba\",\n               :page 2,\n               :position {:bounding {:x1 468.6182632446289,\n                                     :y1 883.7047119140625,\n                                     :x2 766.1276321411133,\n                                     :y2 904.1530151367188,\n                                     :width 1031.81104,\n                                     :height 1459.2756533333334},\n                          :rects ({:x1 468.6182632446289,\n                                   :y1 883.7047119140625,\n                                   :x2 766.1276321411133,\n                                   :y2 904.1530151367188,\n                                   :width 1031.81104,\n                                   :height 1459.2756533333334}),\n                          :page 2},\n               :content {:text \"Interessengegensätze werden akzeptiert\"},\n               :properties {:color \"blue\"}}\n              {:id #uuid \"68ca563d-7a52-429d-ab0e-8431c0c22680\",\n               :page 2,\n               :position {:bounding {:x1 214.56700897216797,\n                                     :y1 909.5275268554688,\n                                     :x2 677.9318161010742,\n                                     :y2 929.9758605957031,\n                                     :width 1031.81104,\n                                     :height 1459.2756533333334},\n                          :rects ({:x1 214.56700897216797,\n                                   :y1 909.5275268554688,\n                                   :x2 677.9318161010742,\n                                   :y2 929.9758605957031,\n                                   :width 1031.81104,\n                                   :height 1459.2756533333334}),\n                          :page 2},\n               :content {:text \"Gemeinwohl lässt sich nicht von vornherein (a priori) feststellen\"},\n 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             :content {:text \"politischen Gegner als Feind betrachten und bekämpfen, ist einer pluralistischen politischen Ordnung die Grundlage entzogen\"},\n               :properties {:color \"blue\"}}\n              {:id #uuid \"68ca5677-18de-4ff7-a1cb-866cee42741e\",\n               :page 2,\n               :position {:bounding {:x1 186.06591033935547,\n                                     :y1 1011.5180358886719,\n                                     :x2 909.7838821411133,\n                                     :y2 1057.640869140625,\n                                     :width 1031.81104,\n                                     :height 1459.2756533333334},\n                          :rects ({:x1 809.9423294067383,\n                                   :y1 1011.5180358886719,\n                                   :x2 909.7838821411133,\n                                   :y2 1031.9663391113281,\n                                   :width 1031.81104,\n                                   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               :page 1},\n               :content {:text \"1931\"},\n               :properties {:color \"yellow\"}}\n              {:id #uuid \"68c9074c-70c9-4b51-b240-7f358fec91ee\",\n               :page 1,\n               :position {:bounding {:x1 73.22365605831146,\n                                     :y1 926.5981750488281,\n                                     :x2 683.8953174352646,\n                                     :y2 964.071533203125,\n                                     :width 769,\n                                     :height 1087.577963311383},\n                          :rects ({:x1 265.49880254268646,\n                                   :y1 926.5981750488281,\n                                   :x2 683.8953174352646,\n                                   :y2 943.39501953125,\n                                   :width 769,\n                                   :height 1087.577963311383}\n                                  {:x1 73.22365605831146,\n                          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          :content {:text \"arresting and dumping people across the border in trains and buses\"},\n               :properties {:color \"yellow\"}}\n              {:id #uuid \"68c90795-c567-4137-a503-5f00f9fb4db4\",\n               :page 2,\n               :position {:bounding {:x1 73.22365605831146,\n                                     :y1 537.7608489990234,\n                                     :x2 628.6788104772568,\n                                     :y2 575.2341918945312,\n                                     :width 769,\n                                     :height 1087.577963311383},\n                          :rects ({:x1 167.84232366085052,\n                                   :y1 537.7608489990234,\n                                   :x2 628.6788104772568,\n                                   :y2 554.5576782226562,\n                                   :width 769,\n                                   :height 1087.577963311383}\n                                  {:x1 73.22365605831146,\n                                   :y1 558.4373779296875,\n                                   :x2 201.34162175655365,\n                                   :y2 575.2341918945312,\n                                   :width 769,\n                                   :height 1087.577963311383}),\n                          :page 2},\n               :content {:text \"Families were torn apart, and many children never again saw their deported parents.\"},\n               :properties {:color \"yellow\"}}\n              {:id #uuid \"68c9079f-909b-45d2-96cb-7b1de2042604\",\n               :page 2,\n               :position {:bounding {:x1 73.22365605831146,\n                                     :y1 619.143310546875,\n                                     :x2 323.23781621456146,\n                                     :y2 635.9401245117188,\n                                     :width 769,\n                                     :height 1087.577963311383},\n                          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       :content {:text \" Bracero program that allowed Mexican farm hands to temporarily work in the US\"},\n               :properties {:color \"yellow\"}}\n              {:id #uuid \"68c9081f-236b-4f1c-b001-f1406717ac10\",\n               :page 3,\n               :position {:bounding {:x1 73.22365605831146,\n                                     :y1 198.01310920715332,\n                                     :x2 678.7802661657333,\n                                     :y2 235.47505378723145,\n                                     :width 769,\n                                     :height 1087.577963311383},\n                          :rects ({:x1 435.46608769893646,\n                                   :y1 198.01310920715332,\n                                   :x2 678.7802661657333,\n                                   :y2 214.80993843078613,\n                                   :width 769,\n                                   :height 1087.577963311383}\n                                  {:x1 73.22365605831146,\n                                   :y1 218.67822456359863,\n                                   :x2 596.015526175499,\n                                   :y2 235.47505378723145,\n                                   :width 769,\n                                   :height 1087.577963311383}),\n                          :page 3},\n               :content {:text \" 3,000 people were expelled every day, and many died under inhumane conditions in detention and transport\"},\n               :properties {:color \"yellow\"}}\n              {:id #uuid \"68c9082d-b985-4d8b-8d1b-9193f46fe4b5\",\n               :page 3,\n               :position {:bounding {:x1 524.8081592321396,\n                                     :y1 300.07208251953125,\n                                     :x2 640.1400684118271,\n                                     :y2 316.86891174316406,\n                                     :width 769,\n                                     :height 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          :page 4},\n               :content {:text \"essentially creating a pathway for authorized entry into the US.\"},\n               :properties {:color \"yellow\"}}\n              {:id #uuid \"68c908a2-edb4-49a0-9efb-3e0e4fc7a24f\",\n               :page 4,\n               :position {:bounding {:x1 73.22365605831146,\n                                     :y1 341.4023132324219,\n                                     :x2 500.4299854040146,\n                                     :y2 358.1991271972656,\n                                     :width 769,\n                                     :height 1087.577963311383},\n                          :rects ({:x1 73.22365605831146,\n                                   :y1 341.4023132324219,\n                                   :x2 500.4299854040146,\n                                   :y2 358.1991271972656,\n                                   :width 769,\n                                   :height 1087.577963311383}),\n                          :page 4},\n               :content {:text \"Deportations also appear to have harmed the local economy\"},\n               :properties {:color \"yellow\"}}\n              {:id #uuid \"68c908ab-83f6-4d56-af7f-1ebcfc751e17\",\n               :page 4,\n               :position {:bounding {:x1 73.22365605831146,\n                                     :y1 362.07884216308594,\n                                     :x2 617.2629932165146,\n                                     :y2 399.540771484375,\n                                     :width 769,\n                                     :height 1087.577963311383},\n                          :rects ({:x1 425.0251086950302,\n                                   :y1 362.07884216308594,\n                                   :x2 617.2629932165146,\n                                   :y2 378.8756561279297,\n                                   :width 769,\n                                   :height 1087.577963311383}\n                                  {:x1 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 :page 4},\n               :content {:text \"Self-deportation has been the policy preference for establishment Republicans\"},\n               :properties {:color \"yellow\"}}],\n :extra {:page 5}}\n",536882814]],["^15",[3869,"^17",1758112168512,536882814]],["^15",[3869,"^18","~m1758005487000",536882815]],["^15",[3869,"^Z","assets/Deportation-of-Mexican-Americans_1758004997943_0.edn",536882814]],["^15",[3870,"^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            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amplifies existing xenophobic beliefs\"},\n               :properties {:color \"yellow\"}}\n              {:id #uuid \"68c900d5-00dc-401a-ab44-27309ce7daa1\",\n               :page 2,\n               :position {:bounding {:x1 346.75356328487396,\n                                     :y1 75.28903198242188,\n                                     :x2 679.6786426305771,\n                                     :y2 92.08584594726562,\n                                     :width 769,\n                                     :height 1087.577963311383},\n                          :rects ({:x1 346.75356328487396,\n                                   :y1 75.28903198242188,\n                                   :x2 679.6786426305771,\n                                   :y2 92.08584594726562,\n                                   :width 769,\n                                   :height 1087.577963311383}),\n                          :page 2},\n               :content {:text \"continue to demonize our immigrant neighbors\"},\n               :properties {:color \"yellow\"}}\n              {:id #uuid \"68c900e1-257c-4cda-9836-aadfed06d2f3\",\n               :page 2,\n               :position {:bounding {:x1 97.75527226924896,\n                                     :y1 95.95414733886719,\n                                     :x2 355.8659290075302,\n                                     :y2 112.75096130371094,\n                                     :width 769,\n                                     :height 1087.577963311383},\n                          :rects ({:x1 97.75527226924896,\n                                   :y1 95.95414733886719,\n                                   :x2 355.8659290075302,\n                                   :y2 112.75096130371094,\n                                   :width 769,\n                                   :height 1087.577963311383}),\n                          :page 2},\n               :content {:text \"undermining the values of our nation\"},\n               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           :properties {:color \"yellow\"}}\n              {:id #uuid \"68c90178-ba52-422e-b37b-4efa91fdcbec\",\n               :page 2,\n               :position {:bounding {:x1 73.22365605831146,\n                                     :y1 607.5270080566406,\n                                     :x2 654.9014209508896,\n                                     :y2 644.9889221191406,\n                                     :width 769,\n                                     :height 1087.577963311383},\n                          :rects ({:x1 518.1025317907333,\n                                   :y1 607.5270080566406,\n                                   :x2 654.9014209508896,\n                                   :y2 624.3238220214844,\n                                   :width 769,\n                                   :height 1087.577963311383}\n                                  {:x1 73.22365605831146,\n                                   :y1 628.1921081542969,\n                                   :x2 545.5529102087021,\n                                   :y2 644.9889221191406,\n                                   :width 769,\n                                   :height 1087.577963311383}),\n                          :page 2},\n               :content {:text \"that undocumented people are “animals” who are “poisoning the blood of our country”,\"},\n               :properties {:color \"yellow\"}}\n              {:id #uuid \"68c90181-f897-429d-9b56-757910479493\",\n               :page 2,\n               :position {:bounding {:x1 73.22365605831146,\n                                     :y1 628.1921081542969,\n                                     :x2 685.6089404821396,\n                                     :y2 665.654052734375,\n                                     :width 769,\n                                     :height 1087.577963311383},\n                          :rects ({:x1 606.5999072790146,\n                                   :y1 628.1921081542969,\n                          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voters who feel threatened.\"},\n               :properties {:color \"blue\"}}\n              {:id #uuid \"68c901b0-60e1-4658-a3c7-d72577e71a8c\",\n               :page 2,\n               :position {:bounding {:x1 73.22365605831146,\n                                     :y1 873.6402893066406,\n                                     :x2 668.1975024938583,\n                                     :y2 911.1022338867188,\n                                     :width 769,\n                                     :height 1087.577963311383},\n                          :rects ({:x1 73.22365605831146,\n                                   :y1 873.6402893066406,\n                                   :x2 668.1975024938583,\n                                   :y2 890.4371032714844,\n                                   :width 769,\n                                   :height 1087.577963311383}\n                                  {:x1 73.22365605831146,\n                                   :y1 894.3053894042969,\n                                   :x2 371.16808354854584,\n                                   :y2 911.1022338867188,\n                                   :width 769,\n                                   :height 1087.577963311383}),\n                          :page 2},\n               :content {:text \"Chinese Exclusion Act of 1882 and the 1924 Immigration Act were among the first to curtail US 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      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3},\n               :content {:text \"Racism and xenophobia are deeply embedded in our society and our psychology.”\"},\n               :properties {:color \"blue\"}}\n              {:id #uuid \"68c90229-11ef-4f74-a3fd-675854885a27\",\n               :page 3,\n               :position {:bounding {:x1 73.22365605831146,\n                                     :y1 381.4545135498047,\n                                     :x2 633.6528857946396,\n                                     :y2 418.9164581298828,\n                                     :width 769,\n                                     :height 1087.577963311383},\n                          :rects ({:x1 529.9578784704208,\n                                   :y1 381.4545135498047,\n                                   :x2 633.6528857946396,\n                                   :y2 398.25135803222656,\n                                   :width 769,\n                                   :height 1087.577963311383}\n                                  {:x1 73.22365605831146,\n                                   :y1 402.11964416503906,\n                                   :x2 372.2120898962021,\n                                   :y2 418.9164581298828,\n                                   :width 769,\n                                   :height 1087.577963311383}),\n                          :page 3},\n               :content {:text \"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 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            :content {:text \"being stereotyped as criminals\"},\n               :properties {:color \"yellow\"}}\n              {:id #uuid \"68c90270-a2c5-46b7-91db-f879895587fc\",\n               :page 3,\n               :position {:bounding {:x1 73.22365605831146,\n                                     :y1 851.6743469238281,\n                                     :x2 667.9565204381943,\n                                     :y2 889.147705078125,\n                                     :width 769,\n                                     :height 1087.577963311383},\n                          :rects ({:x1 194.98703801631927,\n                                   :y1 851.6743469238281,\n                                   :x2 667.9565204381943,\n                                   :y2 868.47119140625,\n                                   :width 769,\n                                   :height 1087.577963311383}\n                                  {:x1 73.22365605831146,\n                                   :y1 872.3508911132812,\n                                   :x2 273.5944446325302,\n                                   :y2 889.147705078125,\n                                   :width 769,\n                                   :height 1087.577963311383}),\n                          :page 3},\n               :content {:text \"danger is all of these violent ideologies that are being 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   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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 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    :page 1},\n               :content {:text \"found himself stuck in Tapachula, a town in southern Mexico that has become a global way station\"},\n               :properties {:color \"yellow\"}}\n              {:id #uuid \"68c90b41-1e3e-4c17-94c2-25d12196781f\",\n               :page 1,\n               :position {:bounding {:x1 73.22365605831146,\n                                     :y1 831.2944946289062,\n                                     :x2 695.6465991735458,\n                                     :y2 868.7564392089844,\n                                     :width 769,\n                                     :height 1087.577963311383},\n                          :rects ({:x1 449.32082402706146,\n                                   :y1 831.2944946289062,\n                                   :x2 695.6465991735458,\n                                   :y2 848.09130859375,\n                                   :width 769,\n                                   :height 1087.577963311383}\n   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:page 2},\n               :content {:text \"there is not the capacity to attend to everyone,”\"},\n               :properties {:color \"yellow\"}}\n              {:id #uuid \"68c90bde-d4b5-425b-a45b-aa71d92b075f\",\n               :page 2,\n               :position {:bounding {:x1 73.22365605831146,\n                                     :y1 929.1884765625,\n                                     :x2 650.5870288610458,\n                                     :y2 966.6504211425781,\n                                     :width 769,\n                                     :height 1087.577963311383},\n                          :rects ({:x1 155.7969592809677,\n                                   :y1 929.1884765625,\n                                   :x2 650.5870288610458,\n                                   :y2 945.9852905273438,\n                                   :width 769,\n                                   :height 1087.577963311383}\n                                  {:x1 73.22365605831146,\n                                   :y1 949.8535766601562,\n                                   :x2 311.54714238643646,\n                                   :y2 966.6504211425781,\n                                   :width 769,\n                                   :height 1087.577963311383}),\n                          :page 2},\n               :content {:text \"in Mexico 15 months ago and says he has been waiting for a CBP-One appointment on and off ever since\"},\n               :properties {:color \"yellow\"}}\n              {:id #uuid \"68c90be9-c38c-4f9f-b255-7e7547855501\",\n               :page 2,\n               :position {:bounding {:x1 73.22365605831146,\n                                     :y1 949.8535766601562,\n                                     :x2 661.6325000524521,\n                                     :y2 987.3269348144531,\n                                     :width 769,\n                                     :height 1087.577963311383},\n            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    :content {:text \"periodically earns 250 pesos (roughly £10) for informal 11-hour shifts\"},\n               :properties {:color \"yellow\"}}\n              {:id #uuid \"68c90c26-a4fd-4945-b41f-2be8d0859e96\",\n               :page 3,\n               :position {:bounding {:x1 297.6726611852646,\n                                     :y1 732.8299560546875,\n                                     :x2 607.4602588415146,\n                                     :y2 749.6267700195312,\n                                     :width 769,\n                                     :height 1087.577963311383},\n                          :rects ({:x1 297.6726611852646,\n                                   :y1 732.8299560546875,\n                                   :x2 607.4602588415146,\n                                   :y2 749.6267700195312,\n                                   :width 769,\n                                   :height 1087.577963311383}),\n                          :page 3},\n               :content {:text \"It’s thanks to the migrants that we have work\"},\n               :properties {:color \"yellow\"}}\n              {:id #uuid \"68c90c42-2ac2-47d4-a1cf-1b4c715a57c5\",\n               :page 3,\n               :position {:bounding {:x1 225.6132892370224,\n                                     :y1 914.98193359375,\n                                     :x2 428.2366565465927,\n                                     :y2 931.7787475585938,\n                                     :width 769,\n                                     :height 1087.577963311383},\n                          :rects ({:x1 225.6132892370224,\n                                   :y1 914.98193359375,\n                                   :x2 428.2366565465927,\n                                   :y2 931.7787475585938,\n                                   :width 769,\n                                   :height 1087.577963311383}),\n                          :page 3},\n               :content {:text \"people are briefly kidnapped\"},\n               :properties {:color \"yellow\"}}\n              {:id #uuid \"68c90c4a-5d1c-4af5-b24a-4032b7e08f7b\",\n               :page 3,\n               :position {:bounding {:x1 265.86315190792084,\n                                     :y1 935.6470336914062,\n                                     :x2 517.9011157751083,\n                                     :y2 952.44384765625,\n                                     :width 769,\n                                     :height 1087.577963311383},\n                          :rects ({:x1 265.86315190792084,\n                                   :y1 935.6470336914062,\n                                   :x2 517.9011157751083,\n                                   :y2 952.44384765625,\n                                   :width 769,\n                                   :height 1087.577963311383}),\n                          :page 3},\n               :content {:text \"released in exchange for a fixed fee\"},\n               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7,\n               :position {:bounding {:x1 287.39459228515625,\n                                     :y1 523.5657234191895,\n                                     :x2 793.0767822265625,\n                                     :y2 549.856372833252,\n                                     :width 1294,\n                                     :height 1830.3491686460807},\n                          :rects ({:x1 287.39459228515625,\n                                   :y1 523.5657234191895,\n                                   :x2 793.0767822265625,\n                                   :y2 549.856372833252,\n                                   :width 1294,\n                                   :height 1830.3491686460807}),\n                          :page 7},\n               :content {:text \"Anreiz zu bestimmten Videoinhalten zu steuern ist\"},\n               :properties {:color \"red\"}}\n              {:id #uuid \"68cd14ae-c4fe-4885-ba11-c6394e39f579\",\n               :page 7,\n               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Und niemand könnte beweisen, dass es Manipulation ist\"},\n               :properties {:color \"yellow\"}}\n              {:id #uuid \"68cd15f0-5c55-43dd-8ec8-d1a2a1d0ff3a\",\n               :page 8,\n               :position {:bounding {:x1 287.39459228515625,\n                                     :y1 1300.7611694335938,\n                                     :x2 938.3255615234375,\n                                     :y2 1361.6382446289062,\n                                     :width 1294,\n                                     :height 1830.3491686460807},\n                          :rects ({:x1 417.4374694824219,\n                                   :y1 1300.7611694335938,\n                                   :x2 938.3255615234375,\n                                   :y2 1327.0518493652344,\n                                   :width 1294,\n                                   :height 1830.3491686460807}\n                                  {:x1 287.39459228515625,\n                                   :y1 1335.3475646972656,\n                                   :x2 424.3243408203125,\n                                   :y2 1361.6382446289062,\n                                   :width 1294,\n                                   :height 1830.3491686460807}),\n                          :page 8},\n               :content {:text \"die chinesische Mutterfirma gewissermaßen ab Werk eingebaut hat\"},\n               :properties {:color \"yellow\"}}\n              {:id #uuid \"68cd161a-7536-4ee2-a3a3-70afd96aa9e9\",\n               :page 9,\n               :position {:bounding {:x1 287.39459228515625,\n                                     :y1 440.6656131744385,\n                                     :x2 966.0162353515625,\n                                     :y2 501.5427188873291,\n                                     :width 1294,\n                                     :height 1830.3491686460807},\n                          :rects ({:x1 405.57080078125,\n                                   :y1 440.6656131744385,\n                                   :x2 966.0162353515625,\n                                   :y2 466.9562931060791,\n                                   :width 1294,\n                                   :height 1830.3491686460807}\n                                  {:x1 287.39459228515625,\n                                   :y1 475.25200843811035,\n                                   :x2 573.3138427734375,\n                                   :y2 501.5427188873291,\n                                   :width 1294,\n                                   :height 1830.3491686460807}),\n                          :page 9},\n               :content {:text \"zielt auf die totale Kontrolle aller Bereiche der heutigen, hypermedialen Öffentlichkeit\"},\n               :properties {:color \"yellow\"}}],\n :extra {:page 8}}\n",536884413]],["^15",[4023,"^17",1758291916009,536884413]],["^15",[4023,"^18","~m1758271143000",536884414]],["^15",[4023,"^Z","assets/TikTok,_Jimmy_Kimmel_So_funktioniert_Donald_Trumps_mediale_Gleichschaltungsstrategie_-_Kolumne_-_DER_SPIEGEL_1758269345134_0.edn",536884413]],["^15",[4024,"^K",1758291916511,536884416]],["^15",[4024,"^[",4031,536884418]],["^15",[4024,"^@",false,536884416]],["^15",[4024,"^Y","school/deu/nach mitternacht/kapitel vii",536884416]],["^15",[4024,"^A",404,536884416]],["^15",[4024,"^11","School/Deu/Nach Mitternacht/Kapitel VII",536884416]],["^15",[4024,"^?",["^ ","^21",3],536884418]],["^15",[4024,"^4",["^ ","^21","3"],536884418]],["^15",[4024,"^B",1758291916511,536884416]],["^15",[4024,"^;","~u68da9431-e918-4706-b7e9-b35559f0a810",536887296]],["^15",[4031,"^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",536887296]],["^15",[4031,"^17",1758291916533,536884418]],["^15",[4031,"^18","~m1759051398000",536887297]],["^15",[4031,"^Z","pages/School___Deu___Nach Mitternacht___Kapitel VII.md",536884418]],["^15",[4032,"^Q","Die hat ihn«, sagt der Herr Küppers. »Schad drum. Oder auch nicht […]\nls-type:: annotation\nhl-page:: 1\nhl-color:: blue\nid:: 68cd1c4f-8906-4997-8f50-563702e48c0d",536884424]],["^15",[4032,"^O","^1Y",536884424]],["^15",[4032,"^F",4035,536884424]],["^15",[4032,"^X",4120,536884424]],["^15",[4032,"^V",4120,536884424]],["^15",[4032,"^U",4120,536884424]],["^15",[4032,"^?",["^ ","^19","annotation","^30",1,"^31","blue","^1<","68cd1c4f-8906-4997-8f50-563702e48c0d"],536884424]],["^15",[4032,"^J",["^19","^30","^31","^1<"],536884424]],["^15",[4032,"^4",["^ ","^19","annotation","^30","1","^31","blue","^1<","68cd1c4f-8906-4997-8f50-563702e48c0d"],536884424]],["^15",[4032,"^;","~u68cd1c4f-8906-4997-8f50-563702e48c0d",536884418]],["^15",[4033,"^Q","{{query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/Deu/Nach Mitternacht/Kapitel VII]]) (namespace [[School/Deu/Nach Mitternacht/Kapitel VII]])))}}",536884418]],["^15",[4033,"^O","^1Y",536884418]],["^15",[4033,"^F",4074,536884418]],["^15",[4033,"^S",4077,536887296]],["^15",[4033,"^X",4024,536884418]],["^15",[4033,"^V",4074,536884418]],["^15",[4033,"^U",4024,536884418]],["^15",[4033,"^;","~u68cd67cc-6f3b-4b70-bfe8-5b4b6a448d19",536884418]],["^15",[4034,"^Q","**Notes:**\nbackground-color:: red",536884418]],["^15",[4034,"^O","^1Y",536884418]],["^15",[4034,"^F",4044,536884418]],["^15",[4034,"^X",4024,536884418]],["^15",[4034,"^V",4044,536884418]],["^15",[4034,"^U",4024,536884418]],["^15",[4034,"^?",["^ ","^2Y","red"],536887296]],["^15",[4034,"^J",["^2Y"],536887296]],["^15",[4034,"^4",["^ ","^2Y","red"],536887296]],["^15",[4034,"^;","~u68cd67cc-79e9-4848-a670-4cc29088b420",536884418]],["^15",[4035,"^Q","Der 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",536884424]],["^15",[4035,"^O","^1Y",536884424]],["^15",[4035,"^F",4055,536884424]],["^15",[4035,"^X",4120,536884424]],["^15",[4035,"^V",4120,536884424]],["^15",[4035,"^U",4120,536884424]],["^15",[4035,"^?",["^ ","^19","annotation","^30",1,"^31","blue","^1<","68cd1c3e-9848-46f5-9134-77afea1c9087"],536884424]],["^15",[4035,"^J",["^19","^30","^31","^1<"],536884424]],["^15",[4035,"^4",["^ ","^19","annotation","^30","1","^31","blue","^1<","68cd1c3e-9848-46f5-9134-77afea1c9087"],536884424]],["^15",[4035,"^;","~u68cd1c3e-9848-46f5-9134-77afea1c9087",536884418]],["^15",[4036,"^Q","Über Algine der doch nicht mit ihm auf Wanderschaft zieht, sich willenlos zu Betty wendet.",536884418]],["^15",[4036,"^O","^1Y",536884418]],["^15",[4036,"^F",4038,536884418]],["^15",[4036,"^X",4024,536884418]],["^15",[4036,"^V",4059,536884418]],["^15",[4036,"^U",4024,536884418]],["^15",[4036,"^;","~u68cd67cc-c3eb-4696-9560-b091a4a2fa40",536884418]],["^15",[4037,"^Q","((68cd1c7c-db18-4c61-ad42-d86151734d7a))",536884418]],["^15",[4037,"^O","^1Y",536884418]],["^15",[4037,"^F",4059,536884418]],["^15",[4037,"^X",4024,536884418]],["^15",[4037,"^V",4040,536884418]],["^15",[4037,"^U",4024,536884418]],["^15",[4037,"^H",4050,536887296]],["^15",[4037,"^;","~u68cd67cc-e426-4f20-9cd2-d81812b99bbd",536884418]],["^15",[4038,"^Q","((68cd1e73-d0da-4a5e-ad98-40eca99f86ac))",536884418]],["^15",[4038,"^O","^1Y",536884418]],["^15",[4038,"^F",4059,536884418]],["^15",[4038,"^X",4024,536884418]],["^15",[4038,"^V",4059,536884418]],["^15",[4038,"^U",4024,536884418]],["^15",[4038,"^H",4068,536887296]],["^15",[4038,"^;","~u68cd67cc-5516-4963-8770-653c9c9584fd",536884418]],["^15",[4039,"^Q","Das war die Grenze.\nls-type:: annotation\nhl-page:: 129\nhl-color:: yellow\nid:: 68cd1e2d-4886-41de-8ff0-0da1a7725aa8",536884437]],["^15",[4039,"^O","^1Y",536884437]],["^15",[4039,"^F",4228,536884437]],["^15",[4039,"^X",1666,536884437]],["^15",[4039,"^V",1666,536884437]],["^15",[4039,"^U",1666,536884437]],["^15",[4039,"^?",["^ ","^19","annotation","^30",129,"^31","yellow","^1<","68cd1e2d-4886-41de-8ff0-0da1a7725aa8"],536884437]],["^15",[4039,"^J",["^19","^30","^31","^1<"],536884437]],["^15",[4039,"^4",["^ ","^19","annotation","^30","129","^31","yellow","^1<","68cd1e2d-4886-41de-8ff0-0da1a7725aa8"],536884437]],["^15",[4039,"^;","~u68cd1e2d-4886-41de-8ff0-0da1a7725aa8",536884418]],["^15",[4040,"^Q","Nr2)",536884418]],["^15",[4040,"^O","^1Y",536884418]],["^15",[4040,"^F",4069,536884418]],["^15",[4040,"^X",4024,536884418]],["^15",[4040,"^V",4069,536884418]],["^15",[4040,"^U",4024,536884418]],["^15",[4040,"^;","~u68cd67cc-9fc4-48f2-8e8c-e43f3351289f",536884418]],["^15",[4041,"^Q","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\nls-type:: annotation\nhl-page:: 104\nhl-color:: yellow\nid:: 68cd1d52-df84-410b-9933-8864d9114464",536884437]],["^15",[4041,"^O","^1Y",536884437]],["^15",[4041,"^F",1975,536884437]],["^15",[4041,"^X",1666,536884437]],["^15",[4041,"^V",1666,536884437]],["^15",[4041,"^U",1666,536884437]],["^15",[4041,"^?",["^ ","^19","annotation","^30",104,"^31","yellow","^1<","68cd1d52-df84-410b-9933-8864d9114464"],536884437]],["^15",[4041,"^J",["^19","^30","^31","^1<"],536884437]],["^15",[4041,"^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",536884437]],["^15",[4066,"^O","^1Y",536884437]],["^15",[4066,"^F",4068,536884437]],["^15",[4066,"^X",1666,536884437]],["^15",[4066,"^V",1666,536884437]],["^15",[4066,"^U",1666,536884437]],["^15",[4066,"^?",["^ ","^19","annotation","^30",125,"^31","yellow","^1<","68cd1ea5-61fe-4cbf-8f67-1a3c47871486"],536884437]],["^15",[4066,"^J",["^19","^30","^31","^1<"],536884437]],["^15",[4066,"^4",["^ ","^19","annotation","^30","125","^31","yellow","^1<","68cd1ea5-61fe-4cbf-8f67-1a3c47871486"],536884437]],["^15",[4066,"^;","~u68cd1ea5-61fe-4cbf-8f67-1a3c47871486",536884418]],["^15",[4067,"^Q","tags::",536884418]],["^15",[4067,"^O","^1Y",536884418]],["^15",[4067,"^F",4058,536884418]],["^15",[4067,"^X",4024,536884418]],["^15",[4067,"^V",4024,536884418]],["^15",[4067,"^U",4024,536884418]],["^15",[4067,"^?",["^ ","^33",""],536887296]],["^15",[4067,"^J",["^33"],536887296]],["^15",[4067,"^4",["^ ","^33",""],536887296]],["^15",[4067,"^;","~u68cd67cc-44d5-47f5-8e54-8fe87c67108e",536884418]],["^15",[4068,"^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",536884437]],["^15",[4068,"^O","^1Y",536884437]],["^15",[4068,"^F",4039,536884437]],["^15",[4068,"^X",1666,536884437]],["^15",[4068,"^V",1666,536884437]],["^15",[4068,"^U",1666,536884437]],["^15",[4068,"^?",["^ ","^19","annotation","^30",127,"^31","yellow","^1<","68cd1e73-d0da-4a5e-ad98-40eca99f86ac"],536884437]],["^15",[4068,"^J",["^19","^30","^31","^1<"],536884437]],["^15",[4068,"^4",["^ ","^19","annotation","^30","127","^31","yellow","^1<","68cd1e73-d0da-4a5e-ad98-40eca99f86ac"],536884437]],["^15",[4068,"^;","~u68cd1e73-d0da-4a5e-ad98-40eca99f86ac",536884418]],["^15",[4069,"^Q","![011 Nach Mitternacht_Aufgabensammlung Kapitel VII.pdf](../assets/011_Nach_Mitternacht_Aufgabensammlung_Kapitel_VII_1758272428036_0.pdf)",536884418]],["^15",[4069,"^O","^1Y",536884418]],["^15",[4069,"^F",4065,536884418]],["^15",[4069,"^X",4024,536884418]],["^15",[4069,"^V",4024,536884418]],["^15",[4069,"^U",4024,536884418]],["^15",[4069,"^;","~u68cd67cc-4160-4179-a2d6-b8aabbb40f2f",536884418]],["^15",[4070,"^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",536884437]],["^15",[4070,"^O","^1Y",536884437]],["^15",[4070,"^F",4066,536884437]],["^15",[4070,"^X",1666,536884437]],["^15",[4070,"^V",1666,536884437]],["^15",[4070,"^U",1666,536884437]],["^15",[4070,"^?",["^ ","^19","annotation","^30",125,"^31","yellow","^1<","68cd1ed9-ff8d-472a-8d74-c5205ae40539"],536884437]],["^15",[4070,"^J",["^19","^30","^31","^1<"],536884437]],["^15",[4070,"^4",["^ 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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",536884421]],["^15",[4078,"^17",1758291916612,536884421]],["^15",[4078,"^18","~m1758277225000",536884423]],["^15",[4078,"^Z","pages/School___Eng___The Amarican Dream___Migrant workers.md",536884421]],["^15",[4079,"^K",1758291916611,536884421]],["^15",[4079,"^[",4078,536884421]],["^15",[4079,"^@",false,536884421]],["^15",[4079,"^Y","school/eng/the amarican dream/migrant workers",536884421]],["^15",[4079,"^A",516,536884421]],["^15",[4079,"^11","School/Eng/The Amarican Dream/Migrant workers",536884421]],["^15",[4079,"^?",["^ ","^21",8],536884421]],["^15",[4079,"^4",["^ ","^21","8"],536884421]],["^15",[4079,"^B",1758291916611,536884421]],["^15",[4079,"^;","~u68da9431-8925-4bc0-b8f2-50d526c761d8",536887299]],["^15",[4080,"^Q","cont protest or strike or orginize in 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[A2_-_Netzkonzept_(Kundeninformationen_-_Wird_nach_Kundengespräch_freigeschaltet_und_fürs_anschließende_Berater-Gespräch_durch_LuL_genutzt)_1758537508645_0.pdf](../assets/A2_-_Netzkonzept_(Kundeninformationen_-_Wird_nach_Kundengespräch_freigeschaltet_und_fürs_anschließende_Berater-Gespräch_durch_LuL_genutzt)_1758537508645_0.pdf)\nfile-path:: ../assets/A2_-_Netzkonzept_(Kundeninformationen_-_Wird_nach_Kundengespräch_freigeschaltet_und_fürs_anschließende_Berater-Gespräch_durch_LuL_genutzt)_1758537508645_0.pdf\n",536886309]],["^15",[4389,"^O","^1Y",536886309]],["^15",[4389,"^2R",["^2S",[]],536886309]],["^15",[4389,"^F",4388,536886309]],["^15",[4389,"^X",4388,536886309]],["^15",[4389,"^V",4388,536886309]],["^15",[4389,"^U",1573,536886309]],["^15",[4389,"^U",1577,536886309]],["^15",[4389,"^U",4388,536886309]],["^15",[4389,"^:",true,536886309]],["^15",[4389,"^?",["^ ","^38","[A2_-_Netzkonzept_(Kundeninformationen_-_Wird_nach_Kundengespräch_freigeschaltet_und_fürs_anschließende_Berater-Gespräch_durch_LuL_genutzt)_1758537508645_0.pdf](../assets/A2_-_Netzkonzept_(Kundeninformationen_-_Wird_nach_Kundengespräch_freigeschaltet_und_fürs_anschließende_Berater-Gespräch_durch_LuL_genutzt)_1758537508645_0.pdf)","^39","../assets/A2_-_Netzkonzept_(Kundeninformationen_-_Wird_nach_Kundengespräch_freigeschaltet_und_fürs_anschließende_Berater-Gespräch_durch_LuL_genutzt)_1758537508645_0.pdf"],536886309]],["^15",[4389,"^J",["^38","^39"],536886309]],["^15",[4389,"^4",["^ ","^38","[A2_-_Netzkonzept_(Kundeninformationen_-_Wird_nach_Kundengespräch_freigeschaltet_und_fürs_anschließende_Berater-Gespräch_durch_LuL_genutzt)_1758537508645_0.pdf](../assets/A2_-_Netzkonzept_(Kundeninformationen_-_Wird_nach_Kundengespräch_freigeschaltet_und_fürs_anschließende_Berater-Gespräch_durch_LuL_genutzt)_1758537508645_0.pdf)","^39","../assets/A2_-_Netzkonzept_(Kundeninformationen_-_Wird_nach_Kundengespräch_freigeschaltet_und_fürs_anschließende_Berater-Gespräch_durch_LuL_genutzt)_1758537508645_0.pdf"],536886309]],["^15",[4389,"^H",1573,536886309]],["^15",[4389,"^H",1577,536886309]],["^15",[4389,"^;","~u68d15034-cf6f-4f70-baf9-d611416dcaf3",536886309]],["^15",[4390,"^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 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  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- 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  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- 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- 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- 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- 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- ### 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-kreativitaet?\n\t\t\t- Hat der Ersteller immer wider 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-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- 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\t- Welche Art an Modellen sind verwendbar?\n\t\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/",536886311]],["^15",[4390,"^17",1758548020081,536886311]],["^15",[4390,"^18","~m1758536994000",536886312]],["^15",[4390,"^Z","pages/Slide - AI Plena___AI Autorenschaft.md",536886311]],["^15",[4391,"^K",1758548020080,536886311]],["^15",[4391,"^[",4390,536886311]],["^15",[4391,"^@",false,536886311]],["^15",[4391,"^Y","slide - ai plena/ai autorenschaft",536886311]],["^15",[4391,"^A",2519,536886311]],["^15",[4391,"^11","Slide - AI Plena/AI Autorenschaft",536886311]],["^15",[4391,"^?",["^ ","^21",2,"^3L",true],536886311]],["^15",[4391,"^4",["^ ","^21","2","^3L","true"],536886311]],["^15",[4391,"^B",1758548020080,536886311]],["^15",[4391,"^;","~u68d15034-fdba-42e5-aa47-fb54d63deb17",536886311]],["^15",[4392,"^Q","Hat AI alleine das Endresultat generiert?",536886311]],["^15",[4392,"^O","^1Y",536886311]],["^15",[4392,"^F",4395,536886311]],["^15",[4392,"^X",4391,536886311]],["^15",[4392,"^V",4395,536886311]],["^15",[4392,"^U",4391,536886311]],["^15",[4392,"^;","~u68d15034-13e4-407e-ad82-1a76ce209dda",536886311]],["^15",[4393,"^Q","https://www.computerbase.de/news/gaming/rasantes-wachstum-fast-10-000-spiele-auf-steam-nutzen-ki-inhalte.93565/",536886311]],["^15",[4393,"^O","^1Y",536886311]],["^15",[4393,"^F",4417,536886311]],["^15",[4393,"^X",4391,536886311]],["^15",[4393,"^V",4397,536886311]],["^15",[4393,"^U",4391,536886311]],["^15",[4393,"^;","~u68d15034-f992-46ed-9866-92c3ad2fd4d6",536886311]],["^15",[4394,"^Q","Wurde ein generell verwendbares, Multifunktionales Ai Modell verwendet?",536886311]],["^15",[4394,"^O","^1Y",536886311]],["^15",[4394,"^F",4392,536886311]],["^15",[4394,"^X",4391,536886311]],["^15",[4394,"^V",4392,536886311]],["^15",[4394,"^U",4391,536886311]],["^15",[4394,"^;","~u68d15034-6cad-4c90-840f-ae64026b349f",536886311]],["^15",[4395,"^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:",536886311]],["^15",[4395,"^O","^1Y",536886311]],["^15",[4395,"^F",4414,536886311]],["^15",[4395,"^X",4391,536886311]],["^15",[4395,"^V",4414,536886311]],["^15",[4395,"^U",4391,536886311]],["^15",[4395,"^;","~u68d15034-6211-4baa-ba8e-fe2174203b6b",536886311]],["^15",[4396,"^Q","Wurde AI lediglich als Werkzeug verwendet?",536886311]],["^15",[4396,"^O","^1Y",536886311]],["^15",[4396,"^F",4421,536886311]],["^15",[4396,"^X",4391,536886311]],["^15",[4396,"^V",4395,536886311]],["^15",[4396,"^U",4391,536886311]],["^15",[4396,"^;","~u68d15034-f3ef-48c0-8d5f-0b563de8daf1",536886311]],["^15",[4397,"^Q","**Quellen:**",536886311]],["^15",[4397,"^O","^1Y",536886311]],["^15",[4397,"^F",4410,536886311]],["^15",[4397,"^X",4391,536886311]],["^15",[4397,"^V",4391,536886311]],["^15",[4397,"^U",4391,536886311]],["^15",[4397,"^;","~u68d15034-d437-48cb-8e2d-6c808743c150",536886311]],["^15",[4398,"^Q","Spielte es eine vergleichbare rolle wie in Bildmanipulationsprogramm in der \"klassischen\" Digitalen Kunst?",536886311]],["^15",[4398,"^O","^1Y",536886311]],["^15",[4398,"^F",4396,536886311]],["^15",[4398,"^X",4391,536886311]],["^15",[4398,"^V",4396,536886311]],["^15",[4398,"^U",4391,536886311]],["^15",[4398,"^;","~u68d15034-c6ac-4a45-acda-fdabfe65b391",536886311]],["^15",[4399,"^Q","index:: 2\npublic:: true\n\n",536886311]],["^15",[4399,"^O","^1Y",536886311]],["^15",[4399,"^2R",["^2S",[]],536886311]],["^15",[4399,"^F",4391,536886311]],["^15",[4399,"^X",4391,536886311]],["^15",[4399,"^V",4391,536886311]],["^15",[4399,"^U",429,536886311]],["^15",[4399,"^U",4391,536886311]],["^15",[4399,"^:",true,536886311]],["^15",[4399,"^?",["^ ","^21",2,"^3L",true],536886311]],["^15",[4399,"^J",["^21","^3L"],536886311]],["^15",[4399,"^4",["^ ","^21","2","^3L","true"],536886311]],["^15",[4399,"^H",429,536886311]],["^15",[4399,"^;","~u68d15034-4def-4737-b25e-3982456e65fa",536886311]],["^15",[4400,"^Q","Ausgleichsleistungen an Kunstschaffende denkbar?",536886311]],["^15",[4400,"^O","^1Y",536886311]],["^15",[4400,"^F",4411,536886311]],["^15",[4400,"^X",4391,536886311]],["^15",[4400,"^V",4413,536886311]],["^15",[4400,"^U",4391,536886311]],["^15",[4400,"^;","~u68d15034-fe73-4ac7-96a9-ffda1aeeacf5",536886311]],["^15",[4401,"^Q","Hat der Ersteller ein Modell extra dafür selbst Trainiert/ein bestehendes verändert?",536886311]],["^15",[4401,"^O","^1Y",536886311]],["^15",[4401,"^F",4394,536886311]],["^15",[4401,"^X",4391,536886311]],["^15",[4401,"^V",4392,536886311]],["^15",[4401,"^U",4391,536886311]],["^15",[4401,"^;","~u68d15034-4b05-46a7-8811-ec00128c5321",536886311]],["^15",[4402,"^Q","https://www.ntp.org/",536886311]],["^15",[4402,"^O","^1Y",536886311]],["^15",[4402,"^F",4393,536886311]],["^15",[4402,"^X",4391,536886311]],["^15",[4402,"^V",4397,536886311]],["^15",[4402,"^U",4391,536886311]],["^15",[4402,"^;","~u68d15034-dd4e-4cc3-a881-2020aaa7d794",536886311]],["^15",[4403,"^Q","https://open-access.network/informieren/open-access-in-fachdisziplinen/kuenstlerische-faecher",536886311]],["^15",[4403,"^O","^1Y",536886311]],["^15",[4403,"^F",4397,536886311]],["^15",[4403,"^X",4391,536886311]],["^15",[4403,"^V",4397,536886311]],["^15",[4403,"^U",4391,536886311]],["^15",[4403,"^;","~u68d15034-e064-490c-959f-7c3b1a1e1445",536886311]],["^15",[4404,"^Q","Hat der Ersteller immer wider gezielt Verankerungen am Produkt durchführen lassen um zum Endergebnis zu kommen?",536886311]],["^15",[4404,"^O","^1Y",536886311]],["^15",[4404,"^F",4421,536886311]],["^15",[4404,"^X",4391,536886311]],["^15",[4404,"^V",4421,536886311]],["^15",[4404,"^U",4391,536886311]],["^15",[4404,"^;","~u68d15034-293f-428a-a777-cf5aecca2788",536886311]],["^15",[4405,"^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.",536886311]],["^15",[4405,"^O","^1Y",536886311]],["^15",[4405,"^F",4416,536886311]],["^15",[4405,"^X",4391,536886311]],["^15",[4405,"^V",4406,536886311]],["^15",[4405,"^U",4391,536886311]],["^15",[4405,"^;","~u68d15034-0c1e-4743-a94a-6cd1abacf187",536886311]],["^15",[4406,"^Q","## Auswirkung auf die 'klassische' Kunst-comunity und Autor*in",536886311]],["^15",[4406,"^O","^1Y",536886311]],["^15",[4406,"^F",4399,536886311]],["^15",[4406,"^X",4391,536886311]],["^15",[4406,"^V",4391,536886311]],["^15",[4406,"^U",4391,536886311]],["^15",[4406,"^?",["^ ","^2T",2],536886311]],["^15",[4406,"^J",[],536886311]],["^15",[4406,"^;","~u68d15034-463d-4389-96aa-a20761333dcf",536886311]],["^15",[4407,"^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.",536886311]],["^15",[4407,"^O","^1Y",536886311]],["^15",[4407,"^F",4415,536886311]],["^15",[4407,"^X",4391,536886311]],["^15",[4407,"^V",4406,536886311]],["^15",[4407,"^U",4391,536886311]],["^15",[4407,"^;","~u68d15034-2c7a-4dfe-a9d2-01895ade6c5d",536886311]],["^15",[4408,"^Q","war das verwendete Modell Quelloffen (d.h. ist auch der Datensatz einsehbar)?",536886311]],["^15",[4408,"^O","^1Y",536886311]],["^15",[4408,"^F",4418,536886311]],["^15",[4408,"^X",4391,536886311]],["^15",[4408,"^V",4418,536886311]],["^15",[4408,"^U",4391,536886311]],["^15",[4408,"^;","~u68d15034-cf21-41cd-849c-06f3661f635a",536886311]],["^15",[4409,"^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:",536886311]],["^15",[4409,"^O","^1Y",536886311]],["^15",[4409,"^F",4407,536886311]],["^15",[4409,"^X",4391,536886311]],["^15",[4409,"^V",4406,536886311]],["^15",[4409,"^U",4391,536886311]],["^15",[4409,"^;","~u68d15034-c7a3-422d-a45e-9c1d113d19b5",536886311]],["^15",[4410,"^Q","**Leitfrage**:",536886311]],["^15",[4410,"^O","^1Y",536886311]],["^15",[4410,"^F",4414,536886311]],["^15",[4410,"^X",4391,536886311]],["^15",[4410,"^V",4391,536886311]],["^15",[4410,"^U",4391,536886311]],["^15",[4410,"^;","~u68d15034-7bc1-45d1-b8bc-fc4e7aa80e98",536886311]],["^15",[4411,"^Q","Welche Art an Modellen sind verwendbar?",536886311]],["^15",[4411,"^O","^1Y",536886311]],["^15",[4411,"^F",4413,536886311]],["^15",[4411,"^X",4391,536886311]],["^15",[4411,"^V",4413,536886311]],["^15",[4411,"^U",4391,536886311]],["^15",[4411,"^;","~u68d15034-3f67-4c4b-a74c-fc06ab20ea4c",536886311]],["^15",[4412,"^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.",536886311]],["^15",[4412,"^O","^1Y",536886311]],["^15",[4412,"^F",4409,536886311]],["^15",[4412,"^X",4391,536886311]],["^15",[4412,"^V",4406,536886311]],["^15",[4412,"^U",4391,536886311]],["^15",[4412,"^;","~u68d15034-d2e6-4a74-ab68-738f33a02b29",536886311]],["^15",[4413,"^Q","Ab wann rechtfertigt die schaden-nutzen Bilanz die verwendung der AI?",536886311]],["^15",[4413,"^O","^1Y",536886311]],["^15",[4413,"^F",4410,536886311]],["^15",[4413,"^X",4391,536886311]],["^15",[4413,"^V",4410,536886311]],["^15",[4413,"^U",4391,536886311]],["^15",[4413,"^;","~u68d15034-9584-4d9d-9df0-ac29472eac8d",536886311]],["^15",[4414,"^Q","### Kooperation Mensch - Maschiene",536886311]],["^15",[4414,"^O","^1Y",536886311]],["^15",[4414,"^F",4406,536886311]],["^15",[4414,"^X",4391,536886311]],["^15",[4414,"^V",4391,536886311]],["^15",[4414,"^U",4391,536886311]],["^15",[4414,"^?",["^ ","^2T",3],536886311]],["^15",[4414,"^J",[],536886311]],["^15",[4414,"^;","~u68d15034-e7a2-41b1-ab5d-f2ec443a59d1",536886311]],["^15",[4415,"^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.",536886311]],["^15",[4415,"^O","^1Y",536886311]],["^15",[4415,"^F",4406,536886311]],["^15",[4415,"^X",4391,536886311]],["^15",[4415,"^V",4406,536886311]],["^15",[4415,"^U",4391,536886311]],["^15",[4415,"^;","~u68d15034-d088-4db0-baa8-efd2d68244ce",536886311]],["^15",[4416,"^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!",536886311]],["^15",[4416,"^O","^1Y",536886311]],["^15",[4416,"^F",4412,536886311]],["^15",[4416,"^X",4391,536886311]],["^15",[4416,"^V",4406,536886311]],["^15",[4416,"^U",4391,536886311]],["^15",[4416,"^;","~u68d15034-ad01-499c-a3a2-16cba2994bde",536886311]],["^15",[4417,"^Q","https://www.zeit.de/digital/internet/2024-11/ki-musik-spotify-streaming-plattform",536886311]],["^15",[4417,"^O","^1Y",536886311]],["^15",[4417,"^F",4403,536886311]],["^15",[4417,"^X",4391,536886311]],["^15",[4417,"^V",4397,536886311]],["^15",[4417,"^U",4391,536886311]],["^15",[4417,"^;","~u68d15034-0607-4660-a8c1-eca2b0af5e76",536886311]],["^15",[4418,"^Q","Ethische Faktoren:",536886311]],["^15",[4418,"^O","^1Y",536886311]],["^15",[4418,"^F",4395,536886311]],["^15",[4418,"^X",4391,536886311]],["^15",[4418,"^V",4414,536886311]],["^15",[4418,"^U",4391,536886311]],["^15",[4418,"^;","~u68d15034-2ea0-494e-bcb9-cddcabdd78f9",536886311]],["^15",[4419,"^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)",536886311]],["^15",[4419,"^O","^1Y",536886311]],["^15",[4419,"^F",4404,536886311]],["^15",[4419,"^X",4391,536886311]],["^15",[4419,"^V",4421,536886311]],["^15",[4419,"^U",4391,536886311]],["^15",[4419,"^;","~u68d15034-faca-4af5-a7dc-aaaa252ae5a0",536886311]],["^15",[4420,"^Q","(ist überhaupt bekannt?) wie wurden die Trainingsdaten bezogen?",536886311]],["^15",[4420,"^O","^1Y",536886311]],["^15",[4420,"^F",4408,536886311]],["^15",[4420,"^X",4391,536886311]],["^15",[4420,"^V",4418,536886311]],["^15",[4420,"^U",4391,536886311]],["^15",[4420,"^;","~u68d15034-9ac2-41cb-b81b-e3f1495cbd6c",536886311]],["^15",[4421,"^Q","Gab es eine ko-kreativitaet?",536886311]],["^15",[4421,"^O","^1Y",536886311]],["^15",[4421,"^F",4392,536886311]],["^15",[4421,"^X",4391,536886311]],["^15",[4421,"^V",4395,536886311]],["^15",[4421,"^U",4391,536886311]],["^15",[4421,"^;","~u68d15034-f5e2-414c-bd2c-c218ceae51c5",536886311]],["^15",[4422,"^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/",536886313]],["^15",[4422,"^17",1758548020109,536886313]],["^15",[4422,"^18","~m1758537001000",536886314]],["^15",[4422,"^Z","pages/Slide - AI Plena___AI Urheberrecht.md",536886313]],["^15",[4423,"^K",1758548020109,536886313]],["^15",[4423,"^[",4422,536886313]],["^15",[4423,"^@",false,536886313]],["^15",[4423,"^Y","slide - ai plena/ai urheberrecht",536886313]],["^15",[4423,"^A",2519,536886313]],["^15",[4423,"^11","Slide - AI Plena/AI Urheberrecht",536886313]],["^15",[4423,"^?",["^ ","^21",3,"^3L",true],536886313]],["^15",[4423,"^4",["^ ","^21","3","^3L","true"],536886313]],["^15",[4423,"^B",1758548020109,536886313]],["^15",[4423,"^;","~u68d15034-ec97-4650-99f3-878f00413c00",536886313]],["^15",[4424,"^Q","Müssen Trainingsdatensätze stärker Kontrolliert werden (nicht nur des Urheberrechts wegen, sondern auch um Bias zu verhindern)?",536886313]],["^15",[4424,"^O","^1Y",536886313]],["^15",[4424,"^F",4429,536886313]],["^15",[4424,"^X",4423,536886313]],["^15",[4424,"^V",4439,536886313]],["^15",[4424,"^U",4423,536886313]],["^15",[4424,"^;","~u68d15034-1ecf-4619-a78d-206cfb9b5c3e",536886313]],["^15",[4425,"^Q","Wer ist der Autor von einem AI generierten Produkt?\nlogseq.order-list-type:: number",536886313]],["^15",[4425,"^O","^1Y",536886313]],["^15",[4425,"^F",4440,536886313]],["^15",[4425,"^X",4423,536886313]],["^15",[4425,"^V",4438,536886313]],["^15",[4425,"^U",4423,536886313]],["^15",[4425,"^?",["^ ","^35","number"],536886313]],["^15",[4425,"^J",["^35"],536886313]],["^15",[4425,"^4",["^ ","^35","number"],536886313]],["^15",[4425,"^;","~u68d15034-0036-4898-a49a-47866426151d",536886313]],["^15",[4426,"^Q","index:: 3\npublic:: true\n\n",536886313]],["^15",[4426,"^O","^1Y",536886313]],["^15",[4426,"^2R",["^2S",[]],536886313]],["^15",[4426,"^F",4423,536886313]],["^15",[4426,"^X",4423,536886313]],["^15",[4426,"^V",4423,536886313]],["^15",[4426,"^U",429,536886313]],["^15",[4426,"^U",4423,536886313]],["^15",[4426,"^:",true,536886313]],["^15",[4426,"^?",["^ ","^21",3,"^3L",true],536886313]],["^15",[4426,"^J",["^21","^3L"],536886313]],["^15",[4426,"^4",["^ ","^21","3","^3L","true"],536886313]],["^15",[4426,"^H",429,536886313]],["^15",[4426,"^;","~u68d15034-1ef1-4016-aba3-6b2425cb358d",536886313]],["^15",[4427,"^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.",536886313]],["^15",[4427,"^O","^1Y",536886313]],["^15",[4427,"^F",4434,536886313]],["^15",[4427,"^X",4423,536886313]],["^15",[4427,"^V",4425,536886313]],["^15",[4427,"^U",4423,536886313]],["^15",[4427,"^;","~u68d15034-ea65-44a2-967a-d96787e15da0",536886313]],["^15",[4428,"^Q","Wo würdet ihr die grenzen setzen um Urheberrecht zu gewähren?",536886313]],["^15",[4428,"^O","^1Y",536886313]],["^15",[4428,"^F",4439,536886313]],["^15",[4428,"^X",4423,536886313]],["^15",[4428,"^V",4439,536886313]],["^15",[4428,"^U",4423,536886313]],["^15",[4428,"^;","~u68d15034-096d-4b37-8b91-6373e563d2e8",536886313]],["^15",[4429,"^Q","Ist die kapitalistische Verwendung der AI verwerflicher als der Persönliche Gebrauch?",536886313]],["^15",[4429,"^O","^1Y",536886313]],["^15",[4429,"^F",4428,536886313]],["^15",[4429,"^X",4423,536886313]],["^15",[4429,"^V",4439,536886313]],["^15",[4429,"^U",4423,536886313]],["^15",[4429,"^;","~u68d15034-87f0-41ad-90c7-2863ba4e335b",536886313]],["^15",[4430,"^Q","Welches Material darf, wie, zum Trainieren eines AI Modells genutzt werden?\nlogseq.order-list-type:: number",536886313]],["^15",[4430,"^O","^1Y",536886313]],["^15",[4430,"^F",4425,536886313]],["^15",[4430,"^X",4423,536886313]],["^15",[4430,"^V",4438,536886313]],["^15",[4430,"^U",4423,536886313]],["^15",[4430,"^?",["^ ","^35","number"],536886313]],["^15",[4430,"^J",["^35"],536886313]],["^15",[4430,"^4",["^ ","^35","number"],536886313]],["^15",[4430,"^;","~u68d15034-8e0d-472f-b580-bd000d041083",536886313]],["^15",[4431,"^Q","https://www.iit-berlin.de/wp-content/uploads/2025/02/2025-03-iit-perspektive-Urheberrecht_KI_Beitraege_V05.pdf",536886313]],["^15",[4431,"^O","^1Y",536886313]],["^15",[4431,"^F",4441,536886313]],["^15",[4431,"^X",4423,536886313]],["^15",[4431,"^V",4432,536886313]],["^15",[4431,"^U",4423,536886313]],["^15",[4431,"^;","~u68d15034-c325-4c90-bc82-293d1cf8241a",536886313]],["^15",[4432,"^Q","**Quellen:**",536886313]],["^15",[4432,"^O","^1Y",536886313]],["^15",[4432,"^F",4439,536886313]],["^15",[4432,"^X",4423,536886313]],["^15",[4432,"^V",4423,536886313]],["^15",[4432,"^U",4423,536886313]],["^15",[4432,"^;","~u68d15034-ae66-4c5c-bedb-021502627eb1",536886313]],["^15",[4433,"^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.",536886313]],["^15",[4433,"^O","^1Y",536886313]],["^15",[4433,"^F",4430,536886313]],["^15",[4433,"^X",4423,536886313]],["^15",[4433,"^V",4430,536886313]],["^15",[4433,"^U",4423,536886313]],["^15",[4433,"^;","~u68d15034-c270-417d-ada9-120586df4f35",536886313]],["^15",[4434,"^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.",536886313]],["^15",[4434,"^O","^1Y",536886313]],["^15",[4434,"^F",4425,536886313]],["^15",[4434,"^X",4423,536886313]],["^15",[4434,"^V",4425,536886313]],["^15",[4434,"^U",4423,536886313]],["^15",[4434,"^;","~u68d15034-2519-4178-be54-b91e938b19de",536886313]],["^15",[4435,"^Q","Einschränkungen von AI verwendung\nlogseq.order-list-type:: number",536886313]],["^15",[4435,"^O","^1Y",536886313]],["^15",[4435,"^F",4430,536886313]],["^15",[4435,"^X",4423,536886313]],["^15",[4435,"^V",4438,536886313]],["^15",[4435,"^U",4423,536886313]],["^15",[4435,"^?",["^ ","^35","number"],536886313]],["^15",[4435,"^J",["^35"],536886313]],["^15",[4435,"^4",["^ ","^35","number"],536886313]],["^15",[4435,"^;","~u68d15034-77c2-4a34-aa73-24673ac2b529",536886313]],["^15",[4436,"^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.",536886313]],["^15",[4436,"^O","^1Y",536886313]],["^15",[4436,"^F",4435,536886313]],["^15",[4436,"^X",4423,536886313]],["^15",[4436,"^V",4435,536886313]],["^15",[4436,"^U",4423,536886313]],["^15",[4436,"^;","~u68d15034-fe55-47aa-bf2a-6eb03b765d7e",536886313]],["^15",[4437,"^Q","https://www.urheberrecht.de/urheberschutz/",536886313]],["^15",[4437,"^O","^1Y",536886313]],["^15",[4437,"^F",4431,536886313]],["^15",[4437,"^X",4423,536886313]],["^15",[4437,"^V",4432,536886313]],["^15",[4437,"^U",4423,536886313]],["^15",[4437,"^;","~u68d15034-676d-4fbe-ba11-fbc26aa373ae",536886313]],["^15",[4438,"^Q","## Perspektivische Betrachtung",536886313]],["^15",[4438,"^O","^1Y",536886313]],["^15",[4438,"^F",4426,536886313]],["^15",[4438,"^X",4423,536886313]],["^15",[4438,"^V",4423,536886313]],["^15",[4438,"^U",4423,536886313]],["^15",[4438,"^?",["^ ","^2T",2],536886313]],["^15",[4438,"^J",[],536886313]],["^15",[4438,"^;","~u68d15034-ce93-4d4b-8403-63a070105838",536886313]],["^15",[4439,"^Q","**Leitfragen:**",536886313]],["^15",[4439,"^O","^1Y",536886313]],["^15",[4439,"^F",4438,536886313]],["^15",[4439,"^X",4423,536886313]],["^15",[4439,"^V",4423,536886313]],["^15",[4439,"^U",4423,536886313]],["^15",[4439,"^;","~u68d15034-6fee-4a44-8b97-c55c2381fb4e",536886313]],["^15",[4440,"^Q","Betrachtet man das Problem des Urheberrechts im Bezug auf Kuenstliche Inteltgenz muss zwischen zwei verschiedenen bereichen unterschieden werden;",536886313]],["^15",[4440,"^O","^1Y",536886313]],["^15",[4440,"^F",4438,536886313]],["^15",[4440,"^X",4423,536886313]],["^15",[4440,"^V",4438,536886313]],["^15",[4440,"^U",4423,536886313]],["^15",[4440,"^;","~u68d15034-7f5d-42af-9dfa-505a58bca4fd",536886313]],["^15",[4441,"^Q","https://www.din.de/resource/blob/1142062/df54d68d11749518302993d7976222a5/open-session-rechtliche-dimensionen-von-ki-data.pdf",536886313]],["^15",[4441,"^O","^1Y",536886313]],["^15",[4441,"^F",4432,536886313]],["^15",[4441,"^X",4423,536886313]],["^15",[4441,"^V",4432,536886313]],["^15",[4441,"^U",4423,536886313]],["^15",[4441,"^;","~u68d15034-5003-4134-bff6-8e829d0f8ea2",536886313]],["^15",[4442,"^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",536886315]],["^15",[4442,"^17",1758548020132,536886315]],["^15",[4442,"^18","~m1758537012000",536886316]],["^15",[4442,"^Z","pages/Slide - AI Plena___Das Datensatzproblem.md",536886315]],["^15",[4443,"^K",1758548020132,536886315]],["^15",[4443,"^[",4442,536886315]],["^15",[4443,"^@",false,536886315]],["^15",[4443,"^Y","slide - ai plena/das datensatzproblem",536886315]],["^15",[4443,"^A",2519,536886315]],["^15",[4443,"^11","Slide - AI Plena/Das Datensatzproblem",536886315]],["^15",[4443,"^?",["^ ","^21",5,"^3L",true],536886315]],["^15",[4443,"^4",["^ ","^21","5","^3L","true"],536886315]],["^15",[4443,"^B",1758548020132,536886315]],["^15",[4443,"^;","~u68d15034-07bb-4861-b746-8e233dda284f",536886315]],["^15",[4444,"^Q","**Qullen**",536886315]],["^15",[4444,"^O","^1Y",536886315]],["^15",[4444,"^F",4447,536886315]],["^15",[4444,"^X",4443,536886315]],["^15",[4444,"^V",4443,536886315]],["^15",[4444,"^U",4443,536886315]],["^15",[4444,"^;","~u68d15034-7585-4fca-be6b-c0114e7e01a3",536886315]],["^15",[4445,"^Q","## Der Bias",536886315]],["^15",[4445,"^O","^1Y",536886315]],["^15",[4445,"^F",4457,536886315]],["^15",[4445,"^X",4443,536886315]],["^15",[4445,"^V",4443,536886315]],["^15",[4445,"^U",4443,536886315]],["^15",[4445,"^?",["^ ","^2T",2],536886315]],["^15",[4445,"^J",[],536886315]],["^15",[4445,"^;","~u68d15034-fcd3-4219-92fa-b00c3ea2f4ba",536886315]],["^15",[4446,"^Q","KUNSTFORUM International Bd. 278 Nov.–Dez. 2021; Kann Kunstlichte Intelligenz Vorurteile haben?, Inke Arns",536886315]],["^15",[4446,"^O","^1Y",536886315]],["^15",[4446,"^F",4444,536886315]],["^15",[4446,"^X",4443,536886315]],["^15",[4446,"^V",4444,536886315]],["^15",[4446,"^U",4443,536886315]],["^15",[4446,"^;","~u68d15034-932c-4310-b193-0c032d0ca2bc",536886315]],["^15",[4447,"^Q","**Leitfragen**",536886315]],["^15",[4447,"^O","^1Y",536886315]],["^15",[4447,"^F",4462,536886315]],["^15",[4447,"^X",4443,536886315]],["^15",[4447,"^V",4443,536886315]],["^15",[4447,"^U",4443,536886315]],["^15",[4447,"^;","~u68d15034-979b-45a8-a2fb-4e9d3d073e47",536886315]],["^15",[4448,"^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",536886315]],["^15",[4448,"^O","^1Y",536886315]],["^15",[4448,"^F",4446,536886315]],["^15",[4448,"^X",4443,536886315]],["^15",[4448,"^V",4444,536886315]],["^15",[4448,"^U",4443,536886315]],["^15",[4448,"^;","~u68d15034-cac5-4d74-b3ca-97eacdacd3ef",536886315]],["^15",[4449,"^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.",536886315]],["^15",[4449,"^O","^1Y",536886315]],["^15",[4449,"^F",4456,536886315]],["^15",[4449,"^X",4443,536886315]],["^15",[4449,"^V",4445,536886315]],["^15",[4449,"^U",4443,536886315]],["^15",[4449,"^;","~u68d15034-7c69-494f-8ccb-bdec53b0f7fe",536886315]],["^15",[4450,"^Q","nicht quantifizierbare Daten -> Emotionen, institutioneller Rassismus etc.\nlogseq.order-list-type:: number",536886315]],["^15",[4450,"^O","^1Y",536886315]],["^15",[4450,"^F",4461,536886315]],["^15",[4450,"^X",4443,536886315]],["^15",[4450,"^V",4460,536886315]],["^15",[4450,"^U",4443,536886315]],["^15",[4450,"^?",["^ ","^35","number"],536886315]],["^15",[4450,"^J",["^35"],536886315]],["^15",[4450,"^4",["^ ","^35","number"],536886315]],["^15",[4450,"^;","~u68d15034-4348-4802-9ec0-6f6270ea4148",536886315]],["^15",[4451,"^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.",536886315]],["^15",[4451,"^O","^1Y",536886315]],["^15",[4451,"^F",4449,536886315]],["^15",[4451,"^X",4443,536886315]],["^15",[4451,"^V",4445,536886315]],["^15",[4451,"^U",4443,536886315]],["^15",[4451,"^;","~u68d15034-7f77-40aa-b939-4c6bebbd8730",536886315]],["^15",[4452,"^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.",536886315]],["^15",[4452,"^O","^1Y",536886315]],["^15",[4452,"^F",4455,536886315]],["^15",[4452,"^X",4443,536886315]],["^15",[4452,"^V",4445,536886315]],["^15",[4452,"^U",4443,536886315]],["^15",[4452,"^;","~u68d15034-f11e-43d9-91fb-ee5bb2e3473c",536886315]],["^15",[4453,"^Q","kein explizites Interesse von seiten der Datensammler -> Daten welche ein anderes Land betreffen\nlogseq.order-list-type:: number",536886315]],["^15",[4453,"^O","^1Y",536886315]],["^15",[4453,"^F",4460,536886315]],["^15",[4453,"^X",4443,536886315]],["^15",[4453,"^V",4460,536886315]],["^15",[4453,"^U",4443,536886315]],["^15",[4453,"^?",["^ ","^35","number"],536886315]],["^15",[4453,"^J",["^35"],536886315]],["^15",[4453,"^4",["^ ","^35","number"],536886315]],["^15",[4453,"^;","~u68d15034-aa36-452b-8e8a-65413b536ce3",536886315]],["^15",[4454,"^Q","Mit diesem Hintergrund: Sollten wir uns auf quelloffene Modelle besschraenken welche auch einen oeffentlichen Datensatz besitzen? (Diese sind deutlich seltener, oft schwächer.)",536886315]],["^15",[4454,"^O","^1Y",536886315]],["^15",[4454,"^F",4458,536886315]],["^15",[4454,"^X",4443,536886315]],["^15",[4454,"^V",4447,536886315]],["^15",[4454,"^U",4443,536886315]],["^15",[4454,"^;","~u68d15034-2471-4d16-9a9f-fa27b1038517",536886315]],["^15",[4455,"^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.",536886315]],["^15",[4455,"^O","^1Y",536886315]],["^15",[4455,"^F",4445,536886315]],["^15",[4455,"^X",4443,536886315]],["^15",[4455,"^V",4445,536886315]],["^15",[4455,"^U",4443,536886315]],["^15",[4455,"^;","~u68d15034-4ba0-4473-a9f6-84d8b671d675",536886315]],["^15",[4456,"^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.",536886315]],["^15",[4456,"^O","^1Y",536886315]],["^15",[4456,"^F",4452,536886315]],["^15",[4456,"^X",4443,536886315]],["^15",[4456,"^V",4445,536886315]],["^15",[4456,"^U",4443,536886315]],["^15",[4456,"^;","~u68d15034-b013-44ee-b57b-70013e3a461e",536886315]],["^15",[4457,"^Q","index:: 5\npublic:: true\n\n",536886315]],["^15",[4457,"^O","^1Y",536886315]],["^15",[4457,"^2R",["^2S",[]],536886315]],["^15",[4457,"^F",4443,536886315]],["^15",[4457,"^X",4443,536886315]],["^15",[4457,"^V",4443,536886315]],["^15",[4457,"^U",429,536886315]],["^15",[4457,"^U",4443,536886315]],["^15",[4457,"^:",true,536886315]],["^15",[4457,"^?",["^ ","^21",5,"^3L",true],536886315]],["^15",[4457,"^J",["^21","^3L"],536886315]],["^15",[4457,"^4",["^ ","^21","5","^3L","true"],536886315]],["^15",[4457,"^H",429,536886315]],["^15",[4457,"^;","~u68d15034-752d-4d63-b11f-41aaba2e9ef3",536886315]],["^15",[4458,"^Q","Wie viel Transparenz muss verpflichtend sein? Brauchen wir Vorgaben und Regeln für Datensätze?",536886315]],["^15",[4458,"^O","^1Y",536886315]],["^15",[4458,"^F",4447,536886315]],["^15",[4458,"^X",4443,536886315]],["^15",[4458,"^V",4447,536886315]],["^15",[4458,"^U",4443,536886315]],["^15",[4458,"^;","~u68d15034-c2e8-4593-8a73-1586a7803697",536886315]],["^15",[4459,"^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.",536886315]],["^15",[4459,"^O","^1Y",536886315]],["^15",[4459,"^F",4460,536886315]],["^15",[4459,"^X",4443,536886315]],["^15",[4459,"^V",4462,536886315]],["^15",[4459,"^U",4443,536886315]],["^15",[4459,"^;","~u68d15034-c4f6-4a6e-90d6-add7615219fa",536886315]],["^15",[4460,"^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:",536886315]],["^15",[4460,"^O","^1Y",536886315]],["^15",[4460,"^F",4462,536886315]],["^15",[4460,"^X",4443,536886315]],["^15",[4460,"^V",4462,536886315]],["^15",[4460,"^U",4443,536886315]],["^15",[4460,"^;","~u68d15034-7942-4ccd-b38f-8933154bf54d",536886315]],["^15",[4461,"^Q","Gesellschaftlichen Konsens erhalten (\"Sich nicht unbeliebt machen\") -> Daten/Urspruenge von Colonialinhalten\nlogseq.order-list-type:: number",536886315]],["^15",[4461,"^O","^1Y",536886315]],["^15",[4461,"^F",4463,536886315]],["^15",[4461,"^X",4443,536886315]],["^15",[4461,"^V",4460,536886315]],["^15",[4461,"^U",4443,536886315]],["^15",[4461,"^?",["^ ","^35","number"],536886315]],["^15",[4461,"^J",["^35"],536886315]],["^15",[4461,"^4",["^ ","^35","number"],536886315]],["^15",[4461,"^;","~u68d15034-9b99-4414-8b5b-04c4456185ee",536886315]],["^15",[4462,"^Q","### Bewusster Rassismus",536886315]],["^15",[4462,"^O","^1Y",536886315]],["^15",[4462,"^F",4445,536886315]],["^15",[4462,"^X",4443,536886315]],["^15",[4462,"^V",4443,536886315]],["^15",[4462,"^U",4443,536886315]],["^15",[4462,"^?",["^ ","^2T",3],536886315]],["^15",[4462,"^J",[],536886315]],["^15",[4462,"^;","~u68d15034-e778-47aa-b4f6-a5213cb159a1",536886315]],["^15",[4463,"^Q","mehr Arbeit als Nutzen -> Daten über sexuelle Übergriffe und Belästigung\nlogseq.order-list-type:: number",536886315]],["^15",[4463,"^O","^1Y",536886315]],["^15",[4463,"^F",4453,536886315]],["^15",[4463,"^X",4443,536886315]],["^15",[4463,"^V",4460,536886315]],["^15",[4463,"^U",4443,536886315]],["^15",[4463,"^?",["^ ","^35","number"],536886315]],["^15",[4463,"^J",["^35"],536886315]],["^15",[4463,"^4",["^ ","^35","number"],536886315]],["^15",[4463,"^;","~u68d15034-ef45-42a7-b0b3-b4cfb31ea658",536886315]],["^15",[4464,"^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-",536886317]],["^15",[4464,"^17",1758548020151,536886317]],["^15",[4464,"^18","~m1758536974000",536886318]],["^15",[4464,"^Z","pages/Slide - AI Plena___Eine Ethischer Weg%3F.md",536886317]],["^15",[4465,"^K",1758548020150,536886317]],["^15",[4465,"^[",4464,536886317]],["^15",[4465,"^@",false,536886317]],["^15",[4465,"^Y","slide - ai plena/eine ethischer weg?",536886317]],["^15",[4465,"^A",2519,536886317]],["^15",[4465,"^11","Slide - AI Plena/Eine Ethischer Weg?",536886317]],["^15",[4465,"^?",["^ ","^21",7,"^3L",true],536886317]],["^15",[4465,"^4",["^ ","^21","7","^3L","true"],536886317]],["^15",[4465,"^B",1758548020150,536886317]],["^15",[4465,"^;","~u68d15034-744b-4fdf-ba69-e8c82e0eee35",536886317]],["^15",[4466,"^Q","**Leitfragen**",536886317]],["^15",[4466,"^O","^1Y",536886317]],["^15",[4466,"^F",4468,536886317]],["^15",[4466,"^X",4465,536886317]],["^15",[4466,"^V",4465,536886317]],["^15",[4466,"^U",4465,536886317]],["^15",[4466,"^;","~u68d15034-3462-4256-8ed7-aec8471bbe0b",536886317]],["^15",[4467,"^Q","**Quellen**",536886317]],["^15",[4467,"^O","^1Y",536886317]],["^15",[4467,"^F",4466,536886317]],["^15",[4467,"^X",4465,536886317]],["^15",[4467,"^V",4465,536886317]],["^15",[4467,"^U",4465,536886317]],["^15",[4467,"^;","~u68d15034-0244-4245-b6ea-652ce5216f85",536886317]],["^15",[4468,"^Q","## Open Source als Lösung",536886317]],["^15",[4468,"^O","^1Y",536886317]],["^15",[4468,"^F",4473,536886317]],["^15",[4468,"^X",4465,536886317]],["^15",[4468,"^V",4465,536886317]],["^15",[4468,"^U",4465,536886317]],["^15",[4468,"^?",["^ ","^2T",2],536886317]],["^15",[4468,"^J",[],536886317]],["^15",[4468,"^;","~u68d15034-06b9-452c-9bfe-8ad555d76ba8",536886317]],["^15",[4469,"^Q","Was wahren Ansatz die Gesellschaftliche Wertschätzung Kunstschaffender trotz der Existenz von AI sicherzustellen?",536886317]],["^15",[4469,"^O","^1Y",536886317]],["^15",[4469,"^F",4466,536886317]],["^15",[4469,"^X",4465,536886317]],["^15",[4469,"^V",4466,536886317]],["^15",[4469,"^U",4465,536886317]],["^15",[4469,"^;","~u68d15034-7acf-4b68-ad14-db7fc1efe534",536886317]],["^15",[4470,"^Q","Ist Quelloffenheit genug um AI tolerierbar zu machen?",536886317]],["^15",[4470,"^O","^1Y",536886317]],["^15",[4470,"^F",4469,536886317]],["^15",[4470,"^X",4465,536886317]],["^15",[4470,"^V",4466,536886317]],["^15",[4470,"^U",4465,536886317]],["^15",[4470,"^;","~u68d15034-08fa-4b39-8bd4-cfe2ab9fe75e",536886317]],["^15",[4471,"^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.",536886317]],["^15",[4471,"^O","^1Y",536886317]],["^15",[4471,"^F",4468,536886317]],["^15",[4471,"^X",4465,536886317]],["^15",[4471,"^V",4468,536886317]],["^15",[4471,"^U",4465,536886317]],["^15",[4471,"^;","~u68d15034-bc55-4952-9bc7-8837ea7da8c7",536886317]],["^15",[4472,"^Q","Erweiterte Version [Ethische Modelle] aus Antrag 10. \"Umgang mit Künstlicher Intelligenz\" der LVV Bremen vom 20.09.2025",536886317]],["^15",[4472,"^O","^1Y",536886317]],["^15",[4472,"^F",4467,536886317]],["^15",[4472,"^X",4465,536886317]],["^15",[4472,"^V",4467,536886317]],["^15",[4472,"^U",4465,536886317]],["^15",[4472,"^;","~u68d15034-e797-49d2-84c5-44bb53f20b96",536886317]],["^15",[4473,"^Q","index:: 7\npublic:: true\n\n",536886317]],["^15",[4473,"^O","^1Y",536886317]],["^15",[4473,"^2R",["^2S",[]],536886317]],["^15",[4473,"^F",4465,536886317]],["^15",[4473,"^X",4465,536886317]],["^15",[4473,"^V",4465,536886317]],["^15",[4473,"^U",429,536886317]],["^15",[4473,"^U",4465,536886317]],["^15",[4473,"^:",true,536886317]],["^15",[4473,"^?",["^ ","^21",7,"^3L",true],536886317]],["^15",[4473,"^J",["^21","^3L"],536886317]],["^15",[4473,"^4",["^ ","^21","7","^3L","true"],536886317]],["^15",[4473,"^H",429,536886317]],["^15",[4473,"^;","~u68d15034-d200-4e75-a98b-290297c67bc5",536886317]],["^15",[4474,"^Q","",536886317]],["^15",[4474,"^O","^1Y",536886317]],["^15",[4474,"^F",4467,536886317]],["^15",[4474,"^X",4465,536886317]],["^15",[4474,"^V",4465,536886317]],["^15",[4474,"^U",4465,536886317]],["^15",[4474,"^;","~u68d15034-7a1c-4a66-91f5-2c113b203a29",536886317]],["^15",[4475,"^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",536886319]],["^15",[4475,"^17",1758548020165,536886319]],["^15",[4475,"^18","~m1758537024000",536886320]],["^15",[4475,"^Z","pages/Slide - AI Plena___Folgen von KI-Nutzung.md",536886319]],["^15",[4476,"^K",1758548020165,536886319]],["^15",[4476,"^[",4475,536886319]],["^15",[4476,"^@",false,536886319]],["^15",[4476,"^Y","slide - ai plena/folgen von ki-nutzung",536886319]],["^15",[4476,"^A",2519,536886319]],["^15",[4476,"^11","Slide - AI Plena/Folgen von KI-Nutzung",536886319]],["^15",[4476,"^?",["^ ","^21",6,"^3L",true],536886319]],["^15",[4476,"^4",["^ ","^21","6","^3L","true"],536886319]],["^15",[4476,"^B",1758548020165,536886319]],["^15",[4476,"^;","~u68d15034-5d23-4757-81dd-ef104661b1a7",536886319]],["^15",[4477,"^Q","nur 22 % allen E-Waste wird umweltverträglich entsorgt",536886319]],["^15",[4477,"^O","^1Y",536886319]],["^15",[4477,"^F",4481,536886319]],["^15",[4477,"^X",4476,536886319]],["^15",[4477,"^V",4481,536886319]],["^15",[4477,"^U",4476,536886319]],["^15",[4477,"^;","~u68d15034-b970-4c68-9aa8-687c6fee58a8",536886319]],["^15",[4478,"^Q","**Für Online-Communities**",536886319]],["^15",[4478,"^O","^1Y",536886319]],["^15",[4478,"^F",4485,536886319]],["^15",[4478,"^X",4476,536886319]],["^15",[4478,"^V",4494,536886319]],["^15",[4478,"^U",4476,536886319]],["^15",[4478,"^;","~u68d15034-b8c0-43d8-9888-ca6c4a2ad97a",536886319]],["^15",[4479,"^Q","Kühlung von Hardware in Datacentern verbraucht enorme Mengen an Trinkwasser",536886319]],["^15",[4479,"^O","^1Y",536886319]],["^15",[4479,"^F",4495,536886319]],["^15",[4479,"^X",4476,536886319]],["^15",[4479,"^V",4501,536886319]],["^15",[4479,"^U",4476,536886319]],["^15",[4479,"^;","~u68d15034-87d1-4112-91dc-d2e4a183f5e1",536886319]],["^15",[4480,"^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",536886319]],["^15",[4480,"^O","^1Y",536886319]],["^15",[4480,"^F",4496,536886319]],["^15",[4480,"^X",4476,536886319]],["^15",[4480,"^V",4507,536886319]],["^15",[4480,"^U",4476,536886319]],["^15",[4480,"^;","~u68d15034-9161-4a98-8b5e-8e1fa6164e3b",536886319]],["^15",[4481,"^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",536886319]],["^15",[4481,"^O","^1Y",536886319]],["^15",[4481,"^F",4479,536886319]],["^15",[4481,"^X",4476,536886319]],["^15",[4481,"^V",4501,536886319]],["^15",[4481,"^U",4476,536886319]],["^15",[4481,"^;","~u68d15034-07d7-40db-9dcd-d451592bbe00",536886319]],["^15",[4482,"^Q","Extrahierung von Rohstoffen, vor allem seltener Erden (z. B. Lizium und Kupfer), erfolgt oft in Ländern mit schlechten Arbeitsbedingungen und unter",536886319]],["^15",[4482,"^O","^1Y",536886319]],["^15",[4482,"^F",4504,536886319]],["^15",[4482,"^X",4476,536886319]],["^15",[4482,"^V",4501,536886319]],["^15",[4482,"^U",4476,536886319]],["^15",[4482,"^;","~u68d15034-4ffe-42d3-b196-922adff96e9a",536886319]],["^15",[4483,"^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",536886319]],["^15",[4483,"^O","^1Y",536886319]],["^15",[4483,"^F",4484,536886319]],["^15",[4483,"^X",4476,536886319]],["^15",[4483,"^V",4484,536886319]],["^15",[4483,"^U",4476,536886319]],["^15",[4483,"^;","~u68d15034-49f4-4203-83a7-1ec1a6a49b76",536886319]],["^15",[4484,"^Q","Chipproduktion benötigt viel Strom",536886319]],["^15",[4484,"^O","^1Y",536886319]],["^15",[4484,"^F",4489,536886319]],["^15",[4484,"^X",4476,536886319]],["^15",[4484,"^V",4501,536886319]],["^15",[4484,"^U",4476,536886319]],["^15",[4484,"^;","~u68d15034-efbb-4ed1-83a9-07f59e460609",536886319]],["^15",[4485,"^Q","**Für Künstler:innen**",536886319]],["^15",[4485,"^O","^1Y",536886319]],["^15",[4485,"^F",4494,536886319]],["^15",[4485,"^X",4476,536886319]],["^15",[4485,"^V",4494,536886319]],["^15",[4485,"^U",4476,536886319]],["^15",[4485,"^;","~u68d15034-3ae9-49fe-8308-cd6074e742f1",536886319]],["^15",[4486,"^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",536886319]],["^15",[4486,"^O","^1Y",536886319]],["^15",[4486,"^F",4507,536886319]],["^15",[4486,"^X",4476,536886319]],["^15",[4486,"^V",4488,536886319]],["^15",[4486,"^U",4476,536886319]],["^15",[4486,"^;","~u68d15034-bf4e-4313-810e-3ef4f8fa7a68",536886319]],["^15",[4487,"^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",536886319]],["^15",[4487,"^O","^1Y",536886319]],["^15",[4487,"^F",4479,536886319]],["^15",[4487,"^X",4476,536886319]],["^15",[4487,"^V",4479,536886319]],["^15",[4487,"^U",4476,536886319]],["^15",[4487,"^;","~u68d15034-3c0a-449a-9f9a-b289d8e95cea",536886319]],["^15",[4488,"^Q","## Umweltfolgen",536886319]],["^15",[4488,"^O","^1Y",536886319]],["^15",[4488,"^F",4502,536886319]],["^15",[4488,"^X",4476,536886319]],["^15",[4488,"^V",4476,536886319]],["^15",[4488,"^U",4476,536886319]],["^15",[4488,"^?",["^ ","^2T",2],536886319]],["^15",[4488,"^J",[],536886319]],["^15",[4488,"^;","~u68d15034-bbaa-4f38-a434-e8670b8f67b2",536886319]],["^15",[4489,"^Q","Verschmutzung von viel Wasser, Luft, Zerstörung von Biodiversität",536886319]],["^15",[4489,"^O","^1Y",536886319]],["^15",[4489,"^F",4482,536886319]],["^15",[4489,"^X",4476,536886319]],["^15",[4489,"^V",4501,536886319]],["^15",[4489,"^U",4476,536886319]],["^15",[4489,"^;","~u68d15034-922f-478b-920c-7db80f15adcf",536886319]],["^15",[4490,"^Q","es führt auch dazu, dass Künstler:innen ihre Kunst eventuell nicht veröffentlichen wollen",536886319]],["^15",[4490,"^O","^1Y",536886319]],["^15",[4490,"^F",4509,536886319]],["^15",[4490,"^X",4476,536886319]],["^15",[4490,"^V",4485,536886319]],["^15",[4490,"^U",4476,536886319]],["^15",[4490,"^;","~u68d15034-515c-4fb8-a2d3-43aed317780d",536886319]],["^15",[4491,"^Q","Trainingsdaten werden online durch so gennante “Webscraper” gesammelt",536886319]],["^15",[4491,"^O","^1Y",536886319]],["^15",[4491,"^F",4478,536886319]],["^15",[4491,"^X",4476,536886319]],["^15",[4491,"^V",4478,536886319]],["^15",[4491,"^U",4476,536886319]],["^15",[4491,"^;","~u68d15034-a5d1-4fec-b2f4-173bb7a08e25",536886319]],["^15",[4492,"^Q","**Quellen**",536886319]],["^15",[4492,"^O","^1Y",536886319]],["^15",[4492,"^F",4494,536886319]],["^15",[4492,"^X",4476,536886319]],["^15",[4492,"^V",4476,536886319]],["^15",[4492,"^U",4476,536886319]],["^15",[4492,"^;","~u68d15034-909a-4b93-98d6-dbac400ea7da",536886319]],["^15",[4493,"^Q","dies kann zu enormen Traffic auf die gescrapten Webseiten führen",536886319]],["^15",[4493,"^O","^1Y",536886319]],["^15",[4493,"^F",4499,536886319]],["^15",[4493,"^X",4476,536886319]],["^15",[4493,"^V",4478,536886319]],["^15",[4493,"^U",4476,536886319]],["^15",[4493,"^;","~u68d15034-1373-47cd-856e-1c1b5bbf1744",536886319]],["^15",[4494,"^Q","## Kulturelle und soziologische Folgen",536886319]],["^15",[4494,"^O","^1Y",536886319]],["^15",[4494,"^F",4488,536886319]],["^15",[4494,"^X",4476,536886319]],["^15",[4494,"^V",4476,536886319]],["^15",[4494,"^U",4476,536886319]],["^15",[4494,"^?",["^ ","^2T",2],536886319]],["^15",[4494,"^J",[],536886319]],["^15",[4494,"^;","~u68d15034-b18b-49ae-a1dc-63cc10df9845",536886319]],["^15",[4495,"^Q","dazu Transport der Komponenten und der Bau von Datacentern",536886319]],["^15",[4495,"^O","^1Y",536886319]],["^15",[4495,"^F",4484,536886319]],["^15",[4495,"^X",4476,536886319]],["^15",[4495,"^V",4501,536886319]],["^15",[4495,"^U",4476,536886319]],["^15",[4495,"^;","~u68d15034-a201-4d9a-8208-cf682bb5b6af",536886319]],["^15",[4496,"^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",536886319]],["^15",[4496,"^O","^1Y",536886319]],["^15",[4496,"^F",4503,536886319]],["^15",[4496,"^X",4476,536886319]],["^15",[4496,"^V",4507,536886319]],["^15",[4496,"^U",4476,536886319]],["^15",[4496,"^;","~u68d15034-b751-447d-8bf0-92013d68baa1",536886319]],["^15",[4497,"^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)",536886319]],["^15",[4497,"^O","^1Y",536886319]],["^15",[4497,"^F",4490,536886319]],["^15",[4497,"^X",4476,536886319]],["^15",[4497,"^V",4490,536886319]],["^15",[4497,"^U",4476,536886319]],["^15",[4497,"^;","~u68d15034-29d5-42a1-9863-d549af9f74cc",536886319]],["^15",[4498,"^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",536886319]],["^15",[4498,"^O","^1Y",536886319]],["^15",[4498,"^F",4506,536886319]],["^15",[4498,"^X",4476,536886319]],["^15",[4498,"^V",4478,536886319]],["^15",[4498,"^U",4476,536886319]],["^15",[4498,"^;","~u68d15034-ba90-47de-b38d-f3add2e9651e",536886319]],["^15",[4499,"^Q","dies sind Bots, die systematisch auf alle Unterseiten einer Webseite zugreifen und deren Inhalt kopieren",536886319]],["^15",[4499,"^O","^1Y",536886319]],["^15",[4499,"^F",4491,536886319]],["^15",[4499,"^X",4476,536886319]],["^15",[4499,"^V",4478,536886319]],["^15",[4499,"^U",4476,536886319]],["^15",[4499,"^;","~u68d15034-de85-493b-8f9a-f39821be6eb9",536886319]],["^15",[4500,"^Q","https://wedocs.unep.org/20.500.11822/46288",536886319]],["^15",[4500,"^O","^1Y",536886319]],["^15",[4500,"^F",4505,536886319]],["^15",[4500,"^X",4476,536886319]],["^15",[4500,"^V",4492,536886319]],["^15",[4500,"^U",4476,536886319]],["^15",[4500,"^;","~u68d15034-ec0f-4949-bdf4-229e1a68a71b",536886319]],["^15",[4501,"^Q","**Hardware**",536886319]],["^15",[4501,"^O","^1Y",536886319]],["^15",[4501,"^F",4488,536886319]],["^15",[4501,"^X",4476,536886319]],["^15",[4501,"^V",4488,536886319]],["^15",[4501,"^U",4476,536886319]],["^15",[4501,"^;","~u68d15034-ee7a-4397-bbb6-99250f8fe729",536886319]],["^15",[4502,"^Q","index:: 6\npublic:: true\n\n",536886319]],["^15",[4502,"^O","^1Y",536886319]],["^15",[4502,"^2R",["^2S",[]],536886319]],["^15",[4502,"^F",4476,536886319]],["^15",[4502,"^X",4476,536886319]],["^15",[4502,"^V",4476,536886319]],["^15",[4502,"^U",429,536886319]],["^15",[4502,"^U",4476,536886319]],["^15",[4502,"^:",true,536886319]],["^15",[4502,"^?",["^ ","^21",6,"^3L",true],536886319]],["^15",[4502,"^J",["^21","^3L"],536886319]],["^15",[4502,"^4",["^ ","^21","6","^3L","true"],536886319]],["^15",[4502,"^H",429,536886319]],["^15",[4502,"^;","~u68d15034-4aae-42c7-8091-614bebdb34fd",536886319]],["^15",[4503,"^Q","der Stromverbrauch ist enorm – ca. 2.9 Wh pro Anfrage für Text, im Vergleich zu 0.3 Wh für eine normale Internetsuche",536886319]],["^15",[4503,"^O","^1Y",536886319]],["^15",[4503,"^F",4507,536886319]],["^15",[4503,"^X",4476,536886319]],["^15",[4503,"^V",4507,536886319]],["^15",[4503,"^U",4476,536886319]],["^15",[4503,"^;","~u68d15034-88b5-45aa-845b-ffcf54e23e5b",536886319]],["^15",[4504,"^Q","wie bei anderer Elektronik",536886319]],["^15",[4504,"^O","^1Y",536886319]],["^15",[4504,"^F",4501,536886319]],["^15",[4504,"^X",4476,536886319]],["^15",[4504,"^V",4501,536886319]],["^15",[4504,"^U",4476,536886319]],["^15",[4504,"^;","~u68d15034-8465-40da-9b61-bd82b04686de",536886319]],["^15",[4505,"^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.",536886319]],["^15",[4505,"^O","^1Y",536886319]],["^15",[4505,"^F",4492,536886319]],["^15",[4505,"^X",4476,536886319]],["^15",[4505,"^V",4492,536886319]],["^15",[4505,"^U",4476,536886319]],["^15",[4505,"^;","~u68d15034-ccc9-41dd-b711-1ba3dbd8487c",536886319]],["^15",[4506,"^Q","vor allem für kleine Websiten mit privaten Betreibern (zum Beispiel Foren für Nischencommunities) können dadurch untragbar hohe Kosten entstehen",536886319]],["^15",[4506,"^O","^1Y",536886319]],["^15",[4506,"^F",4493,536886319]],["^15",[4506,"^X",4476,536886319]],["^15",[4506,"^V",4478,536886319]],["^15",[4506,"^U",4476,536886319]],["^15",[4506,"^;","~u68d15034-54c9-4741-babc-28c05f6e83f9",536886319]],["^15",[4507,"^Q","**Software**",536886319]],["^15",[4507,"^O","^1Y",536886319]],["^15",[4507,"^F",4501,536886319]],["^15",[4507,"^X",4476,536886319]],["^15",[4507,"^V",4488,536886319]],["^15",[4507,"^U",4476,536886319]],["^15",[4507,"^;","~u68d15034-6eb2-4dc9-8ad3-9fae2eb68ba2",536886319]],["^15",[4508,"^Q","der hohe Traffic kann des weiteren selbst bei größeren Websites zu Serverüberlastung und schlechterer Nutzbarkeit führen",536886319]],["^15",[4508,"^O","^1Y",536886319]],["^15",[4508,"^F",4498,536886319]],["^15",[4508,"^X",4476,536886319]],["^15",[4508,"^V",4478,536886319]],["^15",[4508,"^U",4476,536886319]],["^15",[4508,"^;","~u68d15034-cfaa-40a1-a544-c259b0b2a452",536886319]],["^15",[4509,"^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",536886319]],["^15",[4509,"^O","^1Y",536886319]],["^15",[4509,"^F",4485,536886319]],["^15",[4509,"^X",4476,536886319]],["^15",[4509,"^V",4485,536886319]],["^15",[4509,"^U",4476,536886319]],["^15",[4509,"^;","~u68d15034-6ee9-4e29-ab62-3dd5c96f15a3",536886319]],["^15",[4510,"^Q","die Stromproduktion ist eine weitere Quelle von Wasserverbrauch",536886319]],["^15",[4510,"^O","^1Y",536886319]],["^15",[4510,"^F",4503,536886319]],["^15",[4510,"^X",4476,536886319]],["^15",[4510,"^V",4503,536886319]],["^15",[4510,"^U",4476,536886319]],["^15",[4510,"^;","~u68d15034-f035-4089-abab-49ffce5f3817",536886319]],["^15",[4511,"^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 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- 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. 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  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- **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-",536886719]],["^15",[4511,"^17",1758548020236,536886321]],["^15",[4511,"^18","~m1758649593115",536886718]],["^15",[4511,"^Z","pages/Slide - AI Plena___Maschinelle Kreativität.md",536886321]],["^15",[4512,"^K",1758548020236,536886321]],["^15",[4512,"^[",4511,536886321]],["^15",[4512,"^@",false,536886321]],["^15",[4512,"^Y","slide - ai plena/maschinelle kreativität",536886321]],["^15",[4512,"^A",2519,536886321]],["^15",[4512,"^11","Slide - AI Plena/Maschinelle Kreativität",536886321]],["^15",[4512,"^?",["^ ","^21",1,"^3L",true],536886321]],["^15",[4512,"^4",["^ ","^21","1","^3L","true"],536886321]],["^15",[4512,"^B",1758548020236,536886321]],["^15",[4512,"^;","~u68d15034-89f7-4872-a8b9-1ec0901a2cca",536886321]],["^15",[4513,"^M",false,536886717]],["^15",[4513,"^Q","**Quellen:**\ncollapsed:: true",536886321]],["^15",[4513,"^O","^1Y",536886321]],["^15",[4513,"^F",4518,536886321]],["^15",[4513,"^X",4512,536886321]],["^15",[4513,"^V",4512,536886321]],["^15",[4513,"^U",4512,536886321]],["^15",[4513,"^?",["^ "],536886321]],["^15",[4513,"^J",[],536886321]],["^15",[4513,"^4",["^ "],536886321]],["^15",[4513,"^;","~u68d15034-5958-42da-bb4f-1b2a0a9984a2",536886321]],["^15",[4514,"^M",false,536886711]],["^15",[4514,"^Q","## Kreativitaet und Kunst\ncollapsed:: true",536886321]],["^15",[4514,"^O","^1Y",536886321]],["^15",[4514,"^F",4526,536886321]],["^15",[4514,"^X",4512,536886321]],["^15",[4514,"^V",4512,536886321]],["^15",[4514,"^U",4512,536886321]],["^15",[4514,"^?",["^ ","^2T",2],536886321]],["^15",[4514,"^J",[],536886321]],["^15",[4514,"^4",["^ "],536886321]],["^15",[4514,"^;","~u68d15034-8692-4c8d-b901-5d08c6dee05e",536886321]],["^15",[4515,"^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.",536886321]],["^15",[4515,"^O","^1Y",536886321]],["^15",[4515,"^F",4514,536886321]],["^15",[4515,"^X",4512,536886321]],["^15",[4515,"^V",4514,536886321]],["^15",[4515,"^U",4512,536886321]],["^15",[4515,"^;","~u68d15034-f7cc-48b1-90df-cd674873e729",536886321]],["^15",[4516,"^Q","Künstliche Intelligenz, Kreativität und Kunst, Pamela C. Scorzin",536886321]],["^15",[4516,"^O","^1Y",536886321]],["^15",[4516,"^F",4517,536886321]],["^15",[4516,"^X",4512,536886321]],["^15",[4516,"^V",4525,536886321]],["^15",[4516,"^U",4512,536886321]],["^15",[4516,"^;","~u68d15034-9731-49b6-8a4c-fc3190432c8e",536886321]],["^15",[4517,"^Q","Kreativität und Kenntliche Intelligenz, Arthur I. Miller",536886321]],["^15",[4517,"^O","^1Y",536886321]],["^15",[4517,"^F",4525,536886321]],["^15",[4517,"^X",4512,536886321]],["^15",[4517,"^V",4525,536886321]],["^15",[4517,"^U",4512,536886321]],["^15",[4517,"^;","~u68d15034-7e5c-44ed-98ba-fcdc1be22462",536886321]],["^15",[4518,"^M",false,536886714]],["^15",[4518,"^Q","**Leitfragen**\ncollapsed:: true",536886321]],["^15",[4518,"^O","^1Y",536886321]],["^15",[4518,"^F",4514,536886321]],["^15",[4518,"^X",4512,536886321]],["^15",[4518,"^V",4512,536886321]],["^15",[4518,"^U",4512,536886321]],["^15",[4518,"^?",["^ "],536886321]],["^15",[4518,"^J",[],536886321]],["^15",[4518,"^4",["^ "],536886321]],["^15",[4518,"^;","~u68d15034-ed03-44b6-b4d1-2298d95d5173",536886321]],["^15",[4519,"^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.",536886321]],["^15",[4519,"^O","^1Y",536886321]],["^15",[4519,"^F",4515,536886321]],["^15",[4519,"^X",4512,536886321]],["^15",[4519,"^V",4514,536886321]],["^15",[4519,"^U",4512,536886321]],["^15",[4519,"^;","~u68d15034-0f8f-4788-bdf9-9e31bd190fb8",536886321]],["^15",[4520,"^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",536886321]],["^15",[4520,"^O","^1Y",536886321]],["^15",[4520,"^F",4523,536886321]],["^15",[4520,"^X",4512,536886321]],["^15",[4520,"^V",4514,536886321]],["^15",[4520,"^U",4512,536886321]],["^15",[4520,"^;","~u68d15034-03fd-4cc3-bc83-2f50bd72db0a",536886321]],["^15",[4521,"^M",true,536886321]],["^15",[4521,"^Q","Sollten wir nur \"kreative\" Kunst verwenden?\ncollapsed:: true",536886321]],["^15",[4521,"^O","^1Y",536886321]],["^15",[4521,"^F",4527,536886321]],["^15",[4521,"^X",4512,536886321]],["^15",[4521,"^V",4518,536886321]],["^15",[4521,"^U",4512,536886321]],["^15",[4521,"^?",["^ "],536886321]],["^15",[4521,"^J",[],536886321]],["^15",[4521,"^4",["^ "],536886321]],["^15",[4521,"^;","~u68d15034-a684-4422-8940-22169fc1f097",536886321]],["^15",[4522,"^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.",536886321]],["^15",[4522,"^O","^1Y",536886321]],["^15",[4522,"^F",4520,536886321]],["^15",[4522,"^X",4512,536886321]],["^15",[4522,"^V",4514,536886321]],["^15",[4522,"^U",4512,536886321]],["^15",[4522,"^;","~u68d15034-2d7f-4593-980b-87c65f713a62",536886321]],["^15",[4523,"^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.",536886321]],["^15",[4523,"^O","^1Y",536886321]],["^15",[4523,"^F",4519,536886321]],["^15",[4523,"^X",4512,536886321]],["^15",[4523,"^V",4514,536886321]],["^15",[4523,"^U",4512,536886321]],["^15",[4523,"^;","~u68d15034-771a-4d44-b531-e5bb92da26eb",536886321]],["^15",[4524,"^Q","_Provokante Bonusfrage:_ Ist ein Werk menschlichen Ursprungs mehr Wert, weil es Menschlichen Ursprungs ist: Sollten wir Maschinen diskriminieren",536886321]],["^15",[4524,"^O","^1Y",536886321]],["^15",[4524,"^F",4521,536886321]],["^15",[4524,"^X",4512,536886321]],["^15",[4524,"^V",4518,536886321]],["^15",[4524,"^U",4512,536886321]],["^15",[4524,"^;","~u68d15034-d4e2-4a8a-88ee-0306636f4fad",536886321]],["^15",[4525,"^M",true,536886321]],["^15",[4525,"^Q","KUNSTFORUM International Bd. 278 Nov.–Dez. 2021\ncollapsed:: true",536886321]],["^15",[4525,"^O","^1Y",536886321]],["^15",[4525,"^F",4513,536886321]],["^15",[4525,"^X",4512,536886321]],["^15",[4525,"^V",4513,536886321]],["^15",[4525,"^U",4512,536886321]],["^15",[4525,"^?",["^ "],536886321]],["^15",[4525,"^J",[],536886321]],["^15",[4525,"^4",["^ "],536886321]],["^15",[4525,"^;","~u68d15034-3555-4118-8ddb-e9ec9da4e931",536886321]],["^15",[4526,"^Q","index:: 1\npublic:: true\n\n",536886321]],["^15",[4526,"^O","^1Y",536886321]],["^15",[4526,"^2R",["^2S",[]],536886321]],["^15",[4526,"^F",4512,536886321]],["^15",[4526,"^X",4512,536886321]],["^15",[4526,"^V",4512,536886321]],["^15",[4526,"^U",429,536886321]],["^15",[4526,"^U",4512,536886321]],["^15",[4526,"^:",true,536886321]],["^15",[4526,"^?",["^ ","^21",1,"^3L",true],536886321]],["^15",[4526,"^J",["^21","^3L"],536886321]],["^15",[4526,"^4",["^ ","^21","1","^3L","true"],536886321]],["^15",[4526,"^H",429,536886321]],["^15",[4526,"^;","~u68d15034-3ec5-463d-bffd-a7fe28ad7805",536886321]],["^15",[4527,"^Q","Stimmt ihr mit der Definition von Kreativität überein?",536886321]],["^15",[4527,"^O","^1Y",536886321]],["^15",[4527,"^F",4518,536886321]],["^15",[4527,"^X",4512,536886321]],["^15",[4527,"^V",4518,536886321]],["^15",[4527,"^U",4512,536886321]],["^15",[4527,"^;","~u68d15034-0e70-455c-9c90-a89c8844465b",536886321]],["^15",[4528,"^Q","wo ist die Grenze?",536886321]],["^15",[4528,"^O","^1Y",536886321]],["^15",[4528,"^F",4521,536886321]],["^15",[4528,"^X",4512,536886321]],["^15",[4528,"^V",4521,536886321]],["^15",[4528,"^U",4512,536886321]],["^15",[4528,"^;","~u68d15034-5170-4cf2-8738-7ffc96edc4e0",536886321]],["^15",[4529,"^Q","Was ist mit emulative Kunst wie Morphing oder Remixen? Wo der Mensch selbst nur das tut was eine AI uebrall macht",536886321]],["^15",[4529,"^O","^1Y",536886321]],["^15",[4529,"^F",4528,536886321]],["^15",[4529,"^X",4512,536886321]],["^15",[4529,"^V",4521,536886321]],["^15",[4529,"^U",4512,536886321]],["^15",[4529,"^;","~u68d15034-56e8-47e3-8d13-9f81c146ab76",536886321]],["^15",[4530,"^Q","",536886321]],["^15",[4530,"^O","^1Y",536886321]],["^15",[4530,"^F",4513,536886321]],["^15",[4530,"^X",4512,536886321]],["^15",[4530,"^V",4512,536886321]],["^15",[4530,"^U",4512,536886321]],["^15",[4530,"^;","~u68d15034-0afb-4b31-9251-08b8f575aabe",536886321]],["^15",[4531,"^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.",536886740]],["^15",[4531,"^17",1758548020256,536886323]],["^15",[4531,"^18","~m1758649618165",536886739]],["^15",[4531,"^Z","pages/Slide - AI Plena___Slide denkende Maschine.md",536886323]],["^15",[4532,"^K",1758548020255,536886323]],["^15",[4532,"^[",4531,536886323]],["^15",[4532,"^@",false,536886323]],["^15",[4532,"^Y","slide - ai plena/slide denkende maschine",536886323]],["^15",[4532,"^A",2519,536886323]],["^15",[4532,"^11","Slide - AI Plena/Slide denkende Maschine",536886323]],["^15",[4532,"^?",["^ ","^21",4,"^3L",true],536886323]],["^15",[4532,"^4",["^ ","^21","4","^3L","true"],536886323]],["^15",[4532,"^B",1758649615997,536886732]],["^15",[4532,"^;","~u68d15034-46e2-462b-b147-e2bfaeece8eb",536886323]],["^15",[4533,"^Q","## Menschliches Handeln und Denken",536886323]],["^15",[4533,"^O","^1Y",536886323]],["^15",[4533,"^F",4540,536886323]],["^15",[4533,"^X",4532,536886323]],["^15",[4533,"^V",4532,536886323]],["^15",[4533,"^U",4532,536886323]],["^15",[4533,"^?",["^ ","^2T",2],536886323]],["^15",[4533,"^J",[],536886323]],["^15",[4533,"^;","~u68d15034-ea1e-499b-adee-3d4cae3ada0f",536886323]],["^15",[4534,"^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.",536886323]],["^15",[4534,"^O","^1Y",536886323]],["^15",[4534,"^F",4537,536886323]],["^15",[4534,"^X",4532,536886323]],["^15",[4534,"^V",4541,536886323]],["^15",[4534,"^U",4532,536886323]],["^15",[4534,"^;","~u68d15034-8b51-41f5-ada1-c1b5668a248a",536886323]],["^15",[4535,"^Q","Russell, S. J., & Norvig, P. (2023). Künstliche Intelligenz: Ein moderner Ansatz (4., aktualisierte Auflage). Pearson.",536886323]],["^15",[4535,"^O","^1Y",536886323]],["^15",[4535,"^F",4544,536886323]],["^15",[4535,"^X",4532,536886323]],["^15",[4535,"^V",4544,536886323]],["^15",[4535,"^U",4532,536886323]],["^15",[4535,"^;","~u68d15034-0a77-4964-9b00-9c3cd403b6e6",536886323]],["^15",[4537,"^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.|",536886323]],["^15",[4537,"^O","^1Y",536886323]],["^15",[4537,"^F",4543,536886323]],["^15",[4537,"^X",4532,536886323]],["^15",[4537,"^V",4541,536886323]],["^15",[4537,"^U",4532,536886323]],["^15",[4537,"^;","~u68d15034-9172-406f-9a3f-1842688d991c",536886323]],["^15",[4538,"^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.",536886323]],["^15",[4538,"^O","^1Y",536886323]],["^15",[4538,"^F",4533,536886323]],["^15",[4538,"^X",4532,536886323]],["^15",[4538,"^V",4533,536886323]],["^15",[4538,"^U",4532,536886323]],["^15",[4538,"^;","~u68d15034-153b-4d23-8e67-887b6ab2a25f",536886323]],["^15",[4539,"^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.",536886323]],["^15",[4539,"^O","^1Y",536886323]],["^15",[4539,"^F",4538,536886323]],["^15",[4539,"^X",4532,536886323]],["^15",[4539,"^V",4533,536886323]],["^15",[4539,"^U",4532,536886323]],["^15",[4539,"^;","~u68d15034-a6c4-4102-8b60-a48d68adfd5d",536886323]],["^15",[4540,"^Q","index:: 4\npublic:: true\n\n",536886323]],["^15",[4540,"^O","^1Y",536886323]],["^15",[4540,"^2R",["^2S",[]],536886323]],["^15",[4540,"^F",4532,536886323]],["^15",[4540,"^X",4532,536886323]],["^15",[4540,"^V",4532,536886323]],["^15",[4540,"^U",429,536886323]],["^15",[4540,"^U",4532,536886323]],["^15",[4540,"^:",true,536886323]],["^15",[4540,"^?",["^ ","^21",4,"^3L",true],536886323]],["^15",[4540,"^J",["^21","^3L"],536886323]],["^15",[4540,"^4",["^ ","^21","4","^3L","true"],536886323]],["^15",[4540,"^H",429,536886323]],["^15",[4540,"^;","~u68d15034-f934-4e9f-94be-447d972dfaad",536886323]],["^15",[4541,"^Q","### Rationales Denken und Handeln",536886323]],["^15",[4541,"^O","^1Y",536886323]],["^15",[4541,"^F",4533,536886323]],["^15",[4541,"^X",4532,536886323]],["^15",[4541,"^V",4532,536886323]],["^15",[4541,"^U",4532,536886323]],["^15",[4541,"^?",["^ ","^2T",3],536886323]],["^15",[4541,"^J",[],536886323]],["^15",[4541,"^;","~u68d15034-05c4-4951-a3b8-de45e4fbb15b",536886323]],["^15",[4543,"^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.",536886323]],["^15",[4543,"^O","^1Y",536886323]],["^15",[4543,"^F",4541,536886323]],["^15",[4543,"^X",4532,536886323]],["^15",[4543,"^V",4541,536886323]],["^15",[4543,"^U",4532,536886323]],["^15",[4543,"^;","~u68d15034-e393-4474-9f1c-f499284ebe22",536886323]],["^15",[4544,"^Q","**Quellen:**",536886323]],["^15",[4544,"^O","^1Y",536886323]],["^15",[4544,"^F",4545,536886323]],["^15",[4544,"^X",4532,536886323]],["^15",[4544,"^V",4532,536886323]],["^15",[4544,"^U",4532,536886323]],["^15",[4544,"^;","~u68d15034-c813-467e-ac20-8c629cc802c5",536886323]],["^15",[4545,"^Q","**Leitfragen:**",536886323]],["^15",[4545,"^O","^1Y",536886323]],["^15",[4545,"^F",4541,536886323]],["^15",[4545,"^X",4532,536886323]],["^15",[4545,"^V",4532,536886323]],["^15",[4545,"^U",4532,536886323]],["^15",[4545,"^;","~u68d15034-ac17-40c9-8b9d-9e9bb4fd298a",536886323]],["^15",[4546,"^Q","Ist der Turing test ein angebrachtes mittel um die Intelligenz von Maschinen zu 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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- 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trust",536887271]],["^15",[4740,"^O","^1Y",536887271]],["^15",[4740,"^F",4766,536887271]],["^15",[4740,"^X",4699,536887271]],["^15",[4740,"^V",4751,536887271]],["^15",[4740,"^U",322,536887271]],["^15",[4740,"^U",4699,536887271]],["^15",[4740,"^;","~u68da9431-6a78-4232-a327-e5278f367212",536887271]],["^15",[4741,"^Q","parole: entering, with family temporarly und supervision of departmnt of homeland 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(https://www.state.gov/state-sponsors-of-terrorism/)",536887271]],["^15",[4826,"^O","^1Y",536887271]],["^15",[4826,"^F",4728,536887271]],["^15",[4826,"^X",4699,536887271]],["^15",[4826,"^V",4843,536887271]],["^15",[4826,"^U",322,536887271]],["^15",[4826,"^U",4699,536887271]],["^15",[4826,"^;","~u68da9431-80e3-4563-b51a-9a72469c6043",536887271]],["^15",[4827,"^Q","20,000 travel documents for permanent resedancy anualy, applyable at the emabassy",536887271]],["^15",[4827,"^O","^1Y",536887271]],["^15",[4827,"^F",4721,536887271]],["^15",[4827,"^X",4699,536887271]],["^15",[4827,"^V",4721,536887271]],["^15",[4827,"^U",322,536887271]],["^15",[4827,"^U",4699,536887271]],["^15",[4827,"^;","~u68da9431-30d8-4020-9164-256e4ca8b731",536887271]],["^15",[4828,"^Q","#Note 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(2022-2023)",536887271]],["^15",[4834,"^O","^1Y",536887271]],["^15",[4834,"^F",4751,536887271]],["^15",[4834,"^X",4699,536887271]],["^15",[4834,"^V",4751,536887271]],["^15",[4834,"^U",322,536887271]],["^15",[4834,"^U",4699,536887271]],["^15",[4834,"^;","~u68da9431-c2fa-4fa9-b1a7-5a8dd0ad2dd8",536887271]],["^15",[4835,"^Q","*Historiclay*",536887271]],["^15",[4835,"^O","^1Y",536887271]],["^15",[4835,"^F",4707,536887271]],["^15",[4835,"^X",4699,536887271]],["^15",[4835,"^V",4820,536887271]],["^15",[4835,"^U",322,536887271]],["^15",[4835,"^U",4699,536887271]],["^15",[4835,"^;","~u68da9431-ac82-4ad6-a85a-789df5452b8b",536887271]],["^15",[4836,"^Q","Food: Café curbano, cuban 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resedancy",536887271]],["^15",[4838,"^O","^1Y",536887271]],["^15",[4838,"^F",4809,536887271]],["^15",[4838,"^X",4699,536887271]],["^15",[4838,"^V",4745,536887271]],["^15",[4838,"^U",322,536887271]],["^15",[4838,"^U",4699,536887271]],["^15",[4838,"^;","~u68da9431-0109-4fe3-8d1c-5fcf8bbfca8a",536887271]],["^15",[4839,"^Q","Gender, age, political association",536887271]],["^15",[4839,"^O","^1Y",536887271]],["^15",[4839,"^F",4714,536887271]],["^15",[4839,"^X",4699,536887271]],["^15",[4839,"^V",4714,536887271]],["^15",[4839,"^U",4699,536887271]],["^15",[4839,"^;","~u68da9431-0c22-4f12-a7ca-7909654295b6",536887271]],["^15",[4840,"^Q","previously applyed Immigration and Nationality Act would require leaving the usa, returning home and applying for 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all at see interdicted refugees would be returned to cuba (since 1995) (weat feat, dry feet policy)",536887271]],["^15",[4844,"^O","^1Y",536887271]],["^15",[4844,"^F",4838,536887271]],["^15",[4844,"^X",4699,536887271]],["^15",[4844,"^V",4745,536887271]],["^15",[4844,"^U",322,536887271]],["^15",[4844,"^U",4699,536887271]],["^15",[4844,"^;","~u68da9431-c71f-4776-87bc-ba56de1eb326",536887271]],["^15",[4845,"^Q","![image.png](../assets/image_1758447183325_0.png)",536887271]],["^15",[4845,"^O","^1Y",536887271]],["^15",[4845,"^F",4832,536887271]],["^15",[4845,"^X",4699,536887271]],["^15",[4845,"^V",4832,536887271]],["^15",[4845,"^U",322,536887271]],["^15",[4845,"^U",4699,536887271]],["^15",[4845,"^;","~u68da9431-11ea-45b6-9a4c-a7c7ecdc6e64",536887271]],["^15",[4846,"^Q","",536887271]],["^15",[4846,"^O","^1Y",536887271]],["^15",[4846,"^F",4781,536887271]],["^15",[4846,"^X",4699,536887271]],["^15",[4846,"^V",4771,536887271]],["^15",[4846,"^U",322,536887271]],["^15",[4846,"^U",4699,536887271]],["^15",[4846,"^;","~u68da9431-017c-4f36-a4c1-93373ec6ab48",536887271]],["^15",[4847,"^?",["^ 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Extremismusbegriff.pdf](../assets/012_Kritik_Extremismusbegriff_1759050307406_0.pdf)\n\t- Linksextreme Strömung sehr verschieden\n\t\t- Anachistisch (jegliche form von Staatlicher Autorität wird abgelehnt)\n\t\t- Kommunistisch autoritär (Staatsgewalt vom Proletariat, Autorität)",536887488]],["^15",[4848,"^17",1759155249551,536887273]],["^15",[4848,"^18","~m1759310981000",536887489]],["^15",[4848,"^Z","pages/School___Pol___Rechtsextremismus___Kritik an Extremismus-begriff.md",536887273]],["^15",[4849,"^K",1759155249550,536887273]],["^15",[4849,"^[",4848,536887273]],["^15",[4849,"^@",false,536887273]],["^15",[4849,"^Y","school/pol/rechtsextremismus/kritik an extremismus-begriff",536887273]],["^15",[4849,"^A",3092,536887273]],["^15",[4849,"^11","School/Pol/Rechtsextremismus/Kritik an Extremismus-begriff",536887273]],["^15",[4849,"^?",["^ ","^21",8],536887488]],["^15",[4849,"^4",["^ 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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)",536887275]],["^15",[4865,"^17",1759155249575,536887275]],["^15",[4865,"^18","~m1759132090000",536887276]],["^15",[4865,"^Z","pages/School___Wir___Ethics___Der Kapitalismus - Adam Smith und der freie Markt ⎮ Doku 4.md",536887275]],["^15",[4866,"^K",1759155249574,536887275]],["^15",[4866,"^[",4865,536887275]],["^15",[4866,"^@",false,536887275]],["^15",[4866,"^Y","school/wir/ethics/der kapitalismus - adam smith und der freie markt ⎮ doku 4",536887275]],["^15",[4866,"^A",850,536887275]],["^15",[4866,"^11","School/Wir/Ethics/Der Kapitalismus - Adam Smith und der freie Markt ⎮ Doku 4",536887275]],["^15",[4866,"^?",["^ ","^21",6],536887275]],["^15",[4866,"^4",["^ ","^21","6"],536887275]],["^15",[4866,"^B",1759155249574,536887275]],["^15",[4866,"^;","~u68da9431-cfb8-45c3-b1ef-933f7e0d400a",536887275]],["^15",[4867,"^Q","![Transskript_Kapitalismus_4_6.pdf](../assets/Transskript_Kapitalismus_4_6_1759132089822_0.pdf)",536887275]],["^15",[4867,"^O","^1Y",536887275]],["^15",[4867,"^F",4917,536887275]],["^15",[4867,"^X",4866,536887275]],["^15",[4867,"^V",4866,536887275]],["^15",[4867,"^U",4866,536887275]],["^15",[4867,"^;","~u68da9431-717d-4af9-ba3a-66da9a030d27",536887275]],["^15",[4868,"^Q","",536887275]],["^15",[4868,"^O","^1Y",536887275]],["^15",[4868,"^F",4911,536887275]],["^15",[4868,"^X",4866,536887275]],["^15",[4868,"^V",4911,536887275]],["^15",[4868,"^U",4866,536887275]],["^15",[4868,"^;","~u68da9431-226e-44db-9e23-79941b856d51",536887275]],["^15",[4869,"^Q","'Das Kapital' wurde 1867 veröffentlicht und fand sofort weltweite Anerkennung.",536887275]],["^15",[4869,"^O","^1Y",536887275]],["^15",[4869,"^F",4920,536887275]],["^15",[4869,"^X",4866,536887275]],["^15",[4869,"^V",4898,536887275]],["^15",[4869,"^U",4866,536887275]],["^15",[4869,"^;","~u68da9431-a8a3-49e2-939f-4c9046a1bbe7",536887275]],["^15",[4870,"^Q","Das Kommunistische Manifest und die Revolution von 1848 (00:04:53 – 00:06:14)",536887275]],["^15",[4870,"^O","^1Y",536887275]],["^15",[4870,"^F",4879,536887275]],["^15",[4870,"^X",4866,536887275]],["^15",[4870,"^V",4872,536887275]],["^15",[4870,"^U",4866,536887275]],["^15",[4870,"^;","~u68da9431-76f9-4428-bdd5-820b8e7e0c90",536887275]],["^15",[4871,"^Q","Karl Marx lernte Friedrich Engels in einem Café in Manchester kennen.",536887275]],["^15",[4871,"^O","^1Y",536887275]],["^15",[4871,"^F",4926,536887275]],["^15",[4871,"^X",4866,536887275]],["^15",[4871,"^V",4898,536887275]],["^15",[4871,"^U",4866,536887275]],["^15",[4871,"^;","~u68da9431-fc3b-4c43-9575-d07022a554c0",536887275]],["^15",[4872,"^Q","**Zwischenüberschriften** (Ki Generiert)",536887275]],["^15",[4872,"^O","^1Y",536887275]],["^15",[4872,"^F",4867,536887275]],["^15",[4872,"^X",4866,536887275]],["^15",[4872,"^V",4867,536887275]],["^15",[4872,"^U",4866,536887275]],["^15",[4872,"^;","~u68da9431-d8d6-45bb-854f-85c6216e11d6",536887275]],["^15",[4873,"^Q","Exil in London und die Arbeit am „Kapital“ (00:11:30 – 00:13:36)",536887275]],["^15",[4873,"^O","^1Y",536887275]],["^15",[4873,"^F",4925,536887275]],["^15",[4873,"^X",4866,536887275]],["^15",[4873,"^V",4872,536887275]],["^15",[4873,"^U",4866,536887275]],["^15",[4873,"^;","~u68da9431-85da-413c-a794-3496ebc6927c",536887275]],["^15",[4874,"^Q","tags::",536887275]],["^15",[4874,"^O","^1Y",536887275]],["^15",[4874,"^F",4897,536887275]],["^15",[4874,"^X",4866,536887275]],["^15",[4874,"^V",4866,536887275]],["^15",[4874,"^U",4866,536887275]],["^15",[4874,"^?",["^ ","^33",""],536887275]],["^15",[4874,"^J",["^33"],536887275]],["^15",[4874,"^4",["^ ","^33",""],536887275]],["^15",[4874,"^;","~u68da9431-b265-4247-9b3f-6187ab126600",536887275]],["^15",[4875,"^Q","((68da2e53-c689-4f7d-af00-940921b7fa13))",536887275]],["^15",[4875,"^O","^1Y",536887275]],["^15",[4875,"^F",4896,536887275]],["^15",[4875,"^X",4866,536887275]],["^15",[4875,"^V",4903,536887275]],["^15",[4875,"^U",4866,536887275]],["^15",[4875,"^H",4695,536887275]],["^15",[4875,"^;","~u68da9431-b107-47ce-ab7b-43f320dc2cca",536887275]],["^15",[4876,"^Q","Der Tod von Marx und sein Vermächtnis (00:48:16 – 00:50:02)",536887275]],["^15",[4876,"^O","^1Y",536887275]],["^15",[4876,"^F",4902,536887275]],["^15",[4876,"^X",4866,536887275]],["^15",[4876,"^V",4872,536887275]],["^15",[4876,"^U",4866,536887275]],["^15",[4876,"^;","~u68da9431-f56c-4b46-86eb-db8bfe8d199f",536887275]],["^15",[4877,"^Q","Wahr",536887275]],["^15",[4877,"^O","^1Y",536887275]],["^15",[4877,"^F",4920,536887275]],["^15",[4877,"^X",4866,536887275]],["^15",[4877,"^V",4920,536887275]],["^15",[4877,"^U",4866,536887275]],["^15",[4877,"^;","~u68da9431-50ce-4301-8adb-c95461ebbae8",536887275]],["^15",[4878,"^Q","Kapitalismus im 21. Jahrhundert – offene Fragen (00:51:49 – 00:52:23)",536887275]],["^15",[4878,"^O","^1Y",536887275]],["^15",[4878,"^F",4876,536887275]],["^15",[4878,"^X",4866,536887275]],["^15",[4878,"^V",4872,536887275]],["^15",[4878,"^U",4866,536887275]],["^15",[4878,"^;","~u68da9431-43da-48cd-860f-9e1cdb784c9e",536887275]],["^15",[4879,"^Q","Der junge Marx in Trier und Jenny von Westphalen (00:01:52 – 00:03:47)",536887275]],["^15",[4879,"^O","^1Y",536887275]],["^15",[4879,"^F",4907,536887275]],["^15",[4879,"^X",4866,536887275]],["^15",[4879,"^V",4872,536887275]],["^15",[4879,"^U",4866,536887275]],["^15",[4879,"^;","~u68da9431-c781-4823-9d62-8bd4783461f4",536887275]],["^15",[4880,"^Q","Innovation verdrängt Altes",536887275]],["^15",[4880,"^O","^1Y",536887275]],["^15",[4880,"^F",4882,536887275]],["^15",[4880,"^X",4866,536887275]],["^15",[4880,"^V",4882,536887275]],["^15",[4880,"^U",4866,536887275]],["^15",[4880,"^;","~u68da9431-ba7c-4a5f-aaef-2bf5c7a0a009",536887275]],["^15",[4881,"^Q","Erkläre den 'Fetischcharakter der Ware' nach Marx und wie dieser Begriff im Film veranschaulicht wird.",536887275]],["^15",[4881,"^O","^1Y",536887275]],["^15",[4881,"^F",4917,536887275]],["^15",[4881,"^X",4866,536887275]],["^15",[4881,"^V",4917,536887275]],["^15",[4881,"^U",4866,536887275]],["^15",[4881,"^;","~u68da9431-7943-490a-98ee-e127af9523d7",536887275]],["^15",[4882,"^Q","((68da2e82-e7fe-45cc-9379-bfbfc77b385e))",536887275]],["^15",[4882,"^O","^1Y",536887275]],["^15",[4882,"^F",4893,536887275]],["^15",[4882,"^X",4866,536887275]],["^15",[4882,"^V",4903,536887275]],["^15",[4882,"^U",4866,536887275]],["^15",[4882,"^H",4697,536887275]],["^15",[4882,"^;","~u68da9431-641a-49cb-84db-c9d79e8a7231",536887275]],["^15",[4883,"^Q","((68da2e44-e913-4edd-8922-39eed974558e))",536887275]],["^15",[4883,"^O","^1Y",536887275]],["^15",[4883,"^F",4915,536887275]],["^15",[4883,"^X",4866,536887275]],["^15",[4883,"^V",4903,536887275]],["^15",[4883,"^U",4866,536887275]],["^15",[4883,"^H",4693,536887275]],["^15",[4883,"^;","~u68da9431-2bdb-4aee-92bf-b06824cc751a",536887275]],["^15",[4884,"^Q","{{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]])))}}",536887275]],["^15",[4884,"^O","^1Y",536887275]],["^15",[4884,"^F",4909,536887275]],["^15",[4884,"^S",4930,536887275]],["^15",[4884,"^X",4866,536887275]],["^15",[4884,"^V",4909,536887275]],["^15",[4884,"^U",4866,536887275]],["^15",[4884,"^;","~u68da9431-a936-48ea-955d-65e1b3faa0b1",536887275]],["^15",[4885,"^Q","{{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]])))}}\nquery-sort-by:: block\nquery-table:: true\nquery-sort-desc:: true",536887275]],["^15",[4885,"^O","^1Y",536887275]],["^15",[4885,"^F",4910,536887275]],["^15",[4885,"^S",4929,536887275]],["^15",[4885,"^X",4866,536887275]],["^15",[4885,"^V",4910,536887275]],["^15",[4885,"^U",4866,536887275]],["^15",[4885,"^?",["^ ","^2V","block","^2W",true,"^2X",true],536887275]],["^15",[4885,"^J",["^2V","^2W","^2X"],536887275]],["^15",[4885,"^4",["^ ","^2V","block","^2W","true","^2X","true"],536887275]],["^15",[4885,"^;","~u68da9431-71e4-43b9-a59c-4ba74bd9fda3",536887275]],["^15",[4886,"^Q","![Teil4.pdf](../assets/Teil4_1759128956142_0.pdf)",536887275]],["^15",[4886,"^O","^1Y",536887275]],["^15",[4886,"^F",4912,536887275]],["^15",[4886,"^X",4866,536887275]],["^15",[4886,"^V",4866,536887275]],["^15",[4886,"^U",4866,536887275]],["^15",[4886,"^;","~u68da9431-8afb-41a3-ab99-3d4c5d5f56d8",536887275]],["^15",[4887,"^Q","Folgen dieser Art Finanzderivate wären Spekulationsblasen die, sollten sie platzen, schwere Unsicherheit auf den Weltmärkten bis hin zu Kriesen führt.",536887275]],["^15",[4887,"^O","^1Y",536887275]],["^15",[4887,"^F",4921,536887275]],["^15",[4887,"^X",4866,536887275]],["^15",[4887,"^V",4924,536887275]],["^15",[4887,"^U",4866,536887275]],["^15",[4887,"^;","~u68da9431-7f31-4e49-97c2-4fa65cbd5e6a",536887275]],["^15",[4888,"^Q","Verlust der Verbindung zur Arbeit",536887275]],["^15",[4888,"^O","^1Y",536887275]],["^15",[4888,"^F",4875,536887275]],["^15",[4888,"^X",4866,536887275]],["^15",[4888,"^V",4875,536887275]],["^15",[4888,"^U",4866,536887275]],["^15",[4888,"^;","~u68da9431-1497-4cc1-a22c-2eaefaf929bb",536887275]],["^15",[4889,"^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",536887275]],["^15",[4889,"^O","^1Y",536887275]],["^15",[4889,"^F",4881,536887275]],["^15",[4889,"^X",4866,536887275]],["^15",[4889,"^V",4881,536887275]],["^15",[4889,"^U",4866,536887275]],["^15",[4889,"^;","~u68da9431-e469-40a6-b280-c2322b4f7c4b",536887275]],["^15",[4890,"^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 zutrifft.",536887275]],["^15",[4890,"^O","^1Y",536887275]],["^15",[4890,"^F",4924,536887275]],["^15",[4890,"^X",4866,536887275]],["^15",[4890,"^V",4917,536887275]],["^15",[4890,"^U",4866,536887275]],["^15",[4890,"^;","~u68da9431-7258-4933-87d2-4eff41799946",536887275]],["^15",[4891,"^Q","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.",536887275]],["^15",[4891,"^O","^1Y",536887275]],["^15",[4891,"^F",4892,536887275]],["^15",[4891,"^X",4866,536887275]],["^15",[4891,"^V",4890,536887275]],["^15",[4891,"^U",4866,536887275]],["^15",[4891,"^;","~u68da9431-e088-490f-8fd3-4aaf66d2c114",536887275]],["^15",[4892,"^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.",536887275]],["^15",[4892,"^O","^1Y",536887275]],["^15",[4892,"^F",4890,536887275]],["^15",[4892,"^X",4866,536887275]],["^15",[4892,"^V",4890,536887275]],["^15",[4892,"^U",4866,536887275]],["^15",[4892,"^;","~u68da9431-24f1-492a-87b6-5a57277ec5ab",536887275]],["^15",[4893,"^Q","((68da2e79-4190-4d26-a692-fe3909a4ee91))",536887275]],["^15",[4893,"^O","^1Y",536887275]],["^15",[4893,"^F",4875,536887275]],["^15",[4893,"^X",4866,536887275]],["^15",[4893,"^V",4903,536887275]],["^15",[4893,"^U",4866,536887275]],["^15",[4893,"^H",4696,536887275]],["^15",[4893,"^;","~u68da9431-743f-4e69-a2b6-dc44551d7b05",536887275]],["^15",[4894,"^Q","Der Fetischcharakter der Ware und die Entfremdung (00:13:41 – 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","^35","number"],536887275]],["^15",[4903,"^;","~u68da9431-6d89-4ee9-91f3-25d6ac8c713a",536887275]],["^15",[4904,"^Q","Falsch",536887275]],["^15",[4904,"^O","^1Y",536887275]],["^15",[4904,"^F",4871,536887275]],["^15",[4904,"^X",4866,536887275]],["^15",[4904,"^V",4871,536887275]],["^15",[4904,"^U",4866,536887275]],["^15",[4904,"^;","~u68da9431-085c-454c-8e15-44be9f60398d",536887275]],["^15",[4905,"^Q","Theorie der kreativen Zerstörung",536887275]],["^15",[4905,"^O","^1Y",536887275]],["^15",[4905,"^F",4896,536887275]],["^15",[4905,"^X",4866,536887275]],["^15",[4905,"^V",4896,536887275]],["^15",[4905,"^U",4866,536887275]],["^15",[4905,"^;","~u68da9431-988a-4cd9-8960-4e5bd918db1c",536887275]],["^15",[4906,"^Q","Karl Marx wurde im Jahr 1818 in Trier, der westlichsten Provinz Preußens, geboren.",536887275]],["^15",[4906,"^O","^1Y",536887275]],["^15",[4906,"^F",4898,536887275]],["^15",[4906,"^X",4866,536887275]],["^15",[4906,"^V",4898,536887275]],["^15",[4906,"^U",4866,536887275]],["^15",[4906,"^;","~u68da9431-f51c-4da9-8f0a-10442f7862a1",536887275]],["^15",[4907,"^Q","Marx im heutigen China und London (00:00:10 – 00:01:24)",536887275]],["^15",[4907,"^O","^1Y",536887275]],["^15",[4907,"^F",4872,536887275]],["^15",[4907,"^X",4866,536887275]],["^15",[4907,"^V",4872,536887275]],["^15",[4907,"^U",4866,536887275]],["^15",[4907,"^;","~u68da9431-c5c3-4b57-9a0d-73df21e6afec",536887275]],["^15",[4908,"^Q","Finanzkrise 2008 und „Bankrottokratie“ (00:40:45 – 00:46:44)",536887275]],["^15",[4908,"^O","^1Y",536887275]],["^15",[4908,"^F",4919,536887275]],["^15",[4908,"^X",4866,536887275]],["^15",[4908,"^V",4872,536887275]],["^15",[4908,"^U",4866,536887275]],["^15",[4908,"^;","~u68da9431-91d5-45f7-9ca3-f851b0369c98",536887275]],["^15",[4909,"^Q","**Slides:**\nbackground-color:: green",536887275]],["^15",[4909,"^O","^1Y",536887275]],["^15",[4909,"^F",4910,536887275]],["^15",[4909,"^X",4866,536887275]],["^15",[4909,"^V",4922,536887275]],["^15",[4909,"^U",4866,536887275]],["^15",[4909,"^?",["^ ","^2Y","green"],536887275]],["^15",[4909,"^J",["^2Y"],536887275]],["^15",[4909,"^4",["^ ","^2Y","green"],536887275]],["^15",[4909,"^;","~u68da9431-c774-4b9d-a3b1-af5ca95b3e2b",536887275]],["^15",[4910,"^Q","**Notes:**\nbackground-color:: red",536887275]],["^15",[4910,"^O","^1Y",536887275]],["^15",[4910,"^F",4922,536887275]],["^15",[4910,"^X",4866,536887275]],["^15",[4910,"^V",4922,536887275]],["^15",[4910,"^U",4866,536887275]],["^15",[4910,"^?",["^ ","^2Y","red"],536887275]],["^15",[4910,"^J",["^2Y"],536887275]],["^15",[4910,"^4",["^ ","^2Y","red"],536887275]],["^15",[4910,"^;","~u68da9431-13ef-4e28-acf2-92bb5ac4bc69",536887275]],["^15",[4911,"^Q","**Summery**:\nbackground-color:: blue",536887275]],["^15",[4911,"^O","^1Y",536887275]],["^15",[4911,"^F",4909,536887275]],["^15",[4911,"^X",4866,536887275]],["^15",[4911,"^V",4922,536887275]],["^15",[4911,"^U",4866,536887275]],["^15",[4911,"^?",["^ ","^2Y","blue"],536887275]],["^15",[4911,"^J",["^2Y"],536887275]],["^15",[4911,"^4",["^ ","^2Y","blue"],536887275]],["^15",[4911,"^;","~u68da9431-f841-40fc-8f40-a69985e66472",536887275]],["^15",[4912,"^Q","---",536887275]],["^15",[4912,"^O","^1Y",536887275]],["^15",[4912,"^F",4922,536887275]],["^15",[4912,"^X",4866,536887275]],["^15",[4912,"^V",4866,536887275]],["^15",[4912,"^U",4866,536887275]],["^15",[4912,"^;","~u68da9431-0059-456a-99d1-a774dbe8ebb1",536887275]],["^15",[4913,"^Q","Finanzkapital, Krisen und Schuldenzyklen (00:27:40 – 00:33:32)",536887275]],["^15",[4913,"^O","^1Y",536887275]],["^15",[4913,"^F",4927,536887275]],["^15",[4913,"^X",4866,536887275]],["^15",[4913,"^V",4872,536887275]],["^15",[4913,"^U",4866,536887275]],["^15",[4913,"^;","~u68da9431-77e9-419f-b7db-bb105b284ba3",536887275]],["^15",[4914,"^Q","Karl Marx starb am 14. März 1883, und an seinem Begräbnis nahmen nur elf Personen teil.",536887275]],["^15",[4914,"^O","^1Y",536887275]],["^15",[4914,"^F",4869,536887275]],["^15",[4914,"^X",4866,536887275]],["^15",[4914,"^V",4898,536887275]],["^15",[4914,"^U",4866,536887275]],["^15",[4914,"^;","~u68da9431-1ef9-4d0f-9cfa-f437ef37e6bb",536887275]],["^15",[4915,"^Q","((68da2e3e-c2c2-4e7c-aacd-daba3b26f9b1))",536887275]],["^15",[4915,"^O","^1Y",536887275]],["^15",[4915,"^F",4903,536887275]],["^15",[4915,"^X",4866,536887275]],["^15",[4915,"^V",4903,536887275]],["^15",[4915,"^U",4866,536887275]],["^15",[4915,"^H",4692,536887275]],["^15",[4915,"^;","~u68da9431-110b-46c2-8c52-dfb4ed2845ba",536887275]],["^15",[4916,"^Q","Marx' Freund und Mitautor",536887275]],["^15",[4916,"^O","^1Y",536887275]],["^15",[4916,"^F",4883,536887275]],["^15",[4916,"^X",4866,536887275]],["^15",[4916,"^V",4883,536887275]],["^15",[4916,"^U",4866,536887275]],["^15",[4916,"^;","~u68da9431-7e73-448f-b798-8803c8a88169",536887275]],["^15",[4917,"^Q",".\nlogseq.order-list-type:: number",536887275]],["^15",[4917,"^O","^1Y",536887275]],["^15",[4917,"^F",4898,536887275]],["^15",[4917,"^X",4866,536887275]],["^15",[4917,"^V",4866,536887275]],["^15",[4917,"^U",4866,536887275]],["^15",[4917,"^?",["^ ","^35","number"],536887275]],["^15",[4917,"^J",["^35"],536887275]],["^15",[4917,"^4",["^ ","^35","number"],536887275]],["^15",[4917,"^;","~u68da9431-aab6-4c61-98a2-887034efb1c3",536887275]],["^15",[4918,"^Q","Wahr",536887275]],["^15",[4918,"^O","^1Y",536887275]],["^15",[4918,"^F",4926,536887275]],["^15",[4918,"^X",4866,536887275]],["^15",[4918,"^V",4926,536887275]],["^15",[4918,"^U",4866,536887275]],["^15",[4918,"^;","~u68da9431-81f3-46c6-949b-d0d16175e48a",536887275]],["^15",[4919,"^Q","Globale Finanzmärkte und Ungleichheit (00:37:20 – 00:40:41)",536887275]],["^15",[4919,"^O","^1Y",536887275]],["^15",[4919,"^F",4913,536887275]],["^15",[4919,"^X",4866,536887275]],["^15",[4919,"^V",4872,536887275]],["^15",[4919,"^U",4866,536887275]],["^15",[4919,"^;","~u68da9431-7b16-4335-928e-2cc8a6182410",536887275]],["^15",[4920,"^Q","Marx und seine Familie lebten im Londoner Stadtteil Soho, nachdem sie aus Kontinentaleuropa ausgewiesen wurden.",536887275]],["^15",[4920,"^O","^1Y",536887275]],["^15",[4920,"^F",4871,536887275]],["^15",[4920,"^X",4866,536887275]],["^15",[4920,"^V",4898,536887275]],["^15",[4920,"^U",4866,536887275]],["^15",[4920,"^;","~u68da9431-eecf-4b6d-811e-376b6238b55a",536887275]],["^15",[4921,"^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.",536887275]],["^15",[4921,"^O","^1Y",536887275]],["^15",[4921,"^F",4924,536887275]],["^15",[4921,"^X",4866,536887275]],["^15",[4921,"^V",4924,536887275]],["^15",[4921,"^U",4866,536887275]],["^15",[4921,"^;","~u68da9431-17e9-4c5b-875c-ae1ec8893d8f",536887275]],["^15",[4922,"^Q","## Meta",536887275]],["^15",[4922,"^O","^1Y",536887275]],["^15",[4922,"^F",4901,536887275]],["^15",[4922,"^X",4866,536887275]],["^15",[4922,"^V",4866,536887275]],["^15",[4922,"^U",4866,536887275]],["^15",[4922,"^?",["^ ","^2T",2],536887275]],["^15",[4922,"^J",[],536887275]],["^15",[4922,"^;","~u68da9431-5127-4f48-b83b-b171897fdec3",536887275]],["^15",[4923,"^Q","Wahr",536887275]],["^15",[4923,"^O","^1Y",536887275]],["^15",[4923,"^F",4906,536887275]],["^15",[4923,"^X",4866,536887275]],["^15",[4923,"^V",4906,536887275]],["^15",[4923,"^U",4866,536887275]],["^15",[4923,"^;","~u68da9431-9903-4a4d-a560-506d3a39455c",536887275]],["^15",[4924,"^Q","Erläutere, was Marx mit dem Begriff 'fiktives Kapital' meint und wie der Film dieses Konzept in der modernen Finanzwelt widerspiegelt.",536887275]],["^15",[4924,"^O","^1Y",536887275]],["^15",[4924,"^F",4881,536887275]],["^15",[4924,"^X",4866,536887275]],["^15",[4924,"^V",4917,536887275]],["^15",[4924,"^U",4866,536887275]],["^15",[4924,"^;","~u68da9431-5d3b-46df-97be-1c3cdf97a8f4",536887275]],["^15",[4925,"^Q","Begegnung mit Engels und die Fabriken von Manchester (00:06:16 – 00:08:24)",536887275]],["^15",[4925,"^O","^1Y",536887275]],["^15",[4925,"^F",4870,536887275]],["^15",[4925,"^X",4866,536887275]],["^15",[4925,"^V",4872,536887275]],["^15",[4925,"^U",4866,536887275]],["^15",[4925,"^;","~u68da9431-0720-481d-aec2-598bafe2a55a",536887275]],["^15",[4926,"^Q","Das Kommunistische Manifest wurde im Jahr 1848 vor den europäischen Volksaufständen veröffentlicht.",536887275]],["^15",[4926,"^O","^1Y",536887275]],["^15",[4926,"^F",4906,536887275]],["^15",[4926,"^X",4866,536887275]],["^15",[4926,"^V",4898,536887275]],["^15",[4926,"^U",4866,536887275]],["^15",[4926,"^;","~u68da9431-e506-45b0-bb40-f55e85325d04",536887275]],["^15",[4927,"^Q","Markt, Natur und die Kommodifizierung des Lebens (00:20:13 – 00:25:19)",536887275]],["^15",[4927,"^O","^1Y",536887275]],["^15",[4927,"^F",4894,536887275]],["^15",[4927,"^X",4866,536887275]],["^15",[4927,"^V",4872,536887275]],["^15",[4927,"^U",4866,536887275]],["^15",[4927,"^;","~u68da9431-c116-4cc7-a10a-3870fb657eaa",536887275]],["^15",[4928,"^Q","Entwickelte die Kapitalismuskritik",536887275]],["^15",[4928,"^O","^1Y",536887275]],["^15",[4928,"^F",4915,536887275]],["^15",[4928,"^X",4866,536887275]],["^15",[4928,"^V",4915,536887275]],["^15",[4928,"^U",4866,536887275]],["^15",[4928,"^;","~u68da9431-0b01-44ff-8310-3532311fd678",536887275]],["^15",[4929,"^?",["^ ","^2Z","query","^2[",["(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]])))"]],536887275]],["^15",[4929,"^W","macro",536887275]],["^15",[4929,"^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]])))",536887275]],["^15",[4930,"^?",["^ ","^2Z","query","^2[",["(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]])))"]],536887275]],["^15",[4930,"^W","macro",536887275]],["^15",[4930,"^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]])))",536887275]],["^15",[4931,"^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  collapsed:: true\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- ((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\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- TODO 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- LIST\n\t\t\t- ((68ea1bec-ce1b-44ce-b446-b40a16a025ab))\n\t\t\t- Mit ddem 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\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\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\t-\n- https://jellyfin.urmel.duckdns.org/web/#/details?id=efce7c151d75c4c53c3b4636a352e4e8&serverId=c398a70cade14071ae3e44c0940a51e9\n\t- bis 50:00",536889768]],["^15",[4931,"^17",1759155249602,536887277]],["^15",[4931,"^18","~m1760348224474",536889767]],["^15",[4931,"^Z","pages/School___Wir___Kommunistische 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present)\nmyDiv.classList.toggle('highlight');\n```",536887403]],["^15",[4984,"^O","^1Y",536887387]],["^15",[4984,"^@",false,536887387]],["^15",[4984,"^F",4983,536887387]],["^15",[4984,"^X",622,536887387]],["^15",[4984,"^V",4983,536887389]],["^15",[4984,"^U",622,536887388]],["^15",[4984,"^?",["^ "],536887403]],["^15",[4984,"^;","~u68dad48a-ae84-4a62-a67d-7ffc38c71447",536887387]],["^15",[4985,"^12",2,536887419]],["^15",[4986,"^Q","Imports",536887430]],["^15",[4986,"^O","^1Y",536887423]],["^15",[4986,"^@",false,536887423]],["^15",[4986,"^F",4983,536887427]],["^15",[4986,"^X",622,536887423]],["^15",[4986,"^V",622,536887427]],["^15",[4986,"^U",622,536887424]],["^15",[4986,"^?",["^ "],536887430]],["^15",[4986,"^;","~u68daecdc-1030-4c2c-a0ae-91dc17acd7c2",536887423]],["^15",[4987,"^Q","~```html\n  <link rel=\"stylesheet\" href=\"styles.css\">\n  <script 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[Manifest_der_Kommunistischen_Pa_-_Karl_Marx_1759226309021_0.pdf](../assets/Manifest_der_Kommunistischen_Pa_-_Karl_Marx_1759226309021_0.pdf)\nfile-path:: ../assets/Manifest_der_Kommunistischen_Pa_-_Karl_Marx_1759226309021_0.pdf\n\n- beauftragte auf dem in London im November 1847 abgehaltenen Kongresse die Unterzeichneten mit der Abfassung eines für dieÖentlichkeit bestimmten, ausführlichen theoretischen und praktischen Parteiprogramms\n  ls-type:: annotation\n  hl-page:: 3\n  hl-color:: yellow\n  id:: 68dbaa53-795a-43b8-b46c-2af05fcbbb14\n- Gegenüber der immensen Fortentwicklung der großen Industrie in den letzten fünfundzwanzig Jahren und der mit ihr fortschreitenden Parteiorganisation der Arbeiterklasse, gegenüber den praktischen Erfahrungen, zuerst der Februarrevolution und noch weit mehr der Pariser Kommune, wo das Proletariat zum erstenmal zwei Monate lang die politische Gewalt innehatte, ist heute dies Programm stellenweise veraltet\n  ls-type:: annotation\n  hl-page:: 3\n  hl-color:: yellow\n  id:: 68dbaae6-d9a4-4096-a2f3-8d11f880bd32\n- Ein Gespenst geht um in Europa \n  ls-type:: annotation\n  hl-page:: 13\n  hl-color:: blue\n  id:: 68dbab5c-a057-4b75-ba19-0eb189d024cd\n- Der Kommunismus wird bereits von allen europäischen Mächten als eine Macht anerkannt\n  ls-type:: annotation\n  hl-page:: 13\n  hl-color:: yellow\n  id:: 68dbabbe-d455-4ed7-9789-e5f8606f28dd\n- englischer, französischer, deutscher, italienischer, ämischer und dänischer Sprache\n  ls-type:: annotation\n  hl-page:: 13\n  hl-color:: green\n  id:: 68dbabe3-375b-4719-b052-3c426ea4059b\n- Unterdrücker und Unterdrückte standen in stetem Gegensatz zueinander\n  ls-type:: annotation\n  hl-page:: 14\n  hl-color:: yellow\n  id:: 68dbac4f-fb1b-4297-a86a-7d449f6c2a07\n- moderne bürgerliche\n  ls-type:: annotation\n  hl-page:: 14\n  hl-color:: yellow\n  id:: 68dbac87-1603-4cee-a4a7-f77eb56ce470\n- Die moderne Staatsgewalt ist nur ein Ausschuß, der die gemeinschaftlichen Geschäfte der ganzen Bourgeoisklasse verwaltet\n  ls-type:: annotation\n  hl-page:: 15\n  hl-color:: blue\n  id:: 68dbade3-e7df-4f0a-9f1c-3b6c47264281\n- Bourgeoisie, wo sie zur Herrschaft gekommen, hat alle feudalen, patriarchalischen, idyllischen Verhältnisse zerstört\n  ls-type:: annotation\n  hl-page:: 15\n  hl-color:: red\n  id:: 68dbae5c-8d7c-4db4-a7b0-739311c99541\n- persönliche Würde in den Tauschwert aufgelöst und an die Stelle der zahllosen verbrieften und wohlerworbenen Freiheiten die eine gewissenlose Handelsfreiheit\n  ls-type:: annotation\n  hl-page:: 15\n  hl-color:: yellow\n  id:: 68dbae98-aa71-4b13-aca7-df4ac10d1790\n- sämtliche gesellschaftlichen Verhältnisse fortwährend zu revolutionieren. Unveränderte Beibehaltung der alten Produktionsweise war dagegen die erste Existenzbedingung aller früheren industriellen Klassen\n  ls-type:: annotation\n  hl-page:: 15\n  hl-color:: yellow\n  id:: 68dbaf36-0857-435e-a50a-c67fa4fed47a\n- aus den vielen nationalen und lokalen Literaturen bildet sich eine Weltliteratur\n  ls-type:: annotation\n  hl-page:: 16\n  hl-color:: yellow\n  id:: 68dbafe0-ba42-494f-bb95-2c94e6b5e450\n- zwingt alle Nationen, die Produktionsweise der Bourgeoisie sich anzueignen,\n  ls-type:: annotation\n  hl-page:: 16\n  hl-color:: yellow\n  id:: 68dbb06b-ca77-48d7-b90c-e6187e775828\n- Idiotismus des Landlebens entrissen\n  ls-type:: annotation\n  hl-page:: 16\n  hl-color:: yellow\n  id:: 68dbb0a1-aec8-4810-b575-ec7a4be2eeed\n- agglomeriert, die Produktionsmittel zentralisiert und das Eigentum in wenigen Händen konzentriert\n  ls-type:: annotation\n  hl-page:: 16\n  hl-color:: blue\n  id:: 68dbb0ce-b769-41d4-838c-e6ad4395fc93\n- 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  ls-type:: annotation\n  hl-page:: 16\n  hl-color:: blue\n  id:: 68dbb1e3-2ac1-4586-b397-a0ea2f50887f\n- Handelskrisen zu nennen, welche in ihrer periodischen Wiederkehr immer drohender die Existenz der ganzen bürgerlichen Gesellschaft in Frage stellen\n  ls-type:: annotation\n  hl-page:: 17\n  hl-color:: yellow\n  id:: 68dbb248-f244-4f51-ba62-0bd53cb0d081\n- zu eng geworden\n  ls-type:: annotation\n  hl-page:: 17\n  hl-color:: yellow\n  id:: 68dbb353-d41c-424d-b968-3f9853346133\n- 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  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 Kämpfe und Gefahren\n  ls-type:: annotation\n  hl-page:: 29\n  hl-color:: yellow\n  id:: 68ea75cc-e26a-40da-bb26-b644dae07a0d\n- Sie wollen die Bourgeoisie ohne das Proletariat\n  ls-type:: annotation\n  hl-page:: 29\n  hl-color:: red\n  id:: 68ea75e5-cf7f-4237-aaa4-47d71e2ad4eb\n  hl-stamp:: 1760196070845\n- daß es in der jetzigen Gesellschaft stehenbleibe\n  ls-type:: annotation\n  hl-page:: 29\n  hl-color:: yellow\n  id:: 68ea7618-7c80-48e8-9d02-5ad8af2a9d8d\n  hl-stamp:: 1760196122708\n- nur eine Veränderung der materiellen Lebensverhältnisse, der ökonomischen Verhältnisse ihr von Nutzen sein könne\n  ls-type:: annotation\n  hl-page:: 29\n  hl-color:: yellow\n  id:: 68ea762f-f751-4142-aec9-6910173404c1\n- administrative Verbesserungen, die auf dem Boden dieser Produktionsverhältnisse\n  ls-type:: annotation\n  hl-page:: 29\n  hl-color:: yellow\n  id:: 68ea7641-da55-4659-90c0-ce43e1e75f06\n- Freier Handel! im Interesse der arbeitenden Klasse\n  ls-type:: annotation\n  hl-page:: 29\n  hl-color:: red\n  id:: 68ea765e-3cc7-4332-af16-1b4c6fd79a43\n  hl-stamp:: 1760196191584\n- daß die Bourgeois Bourgeois sind – im Interesse der arbeitenden Klasse\n  ls-type:: annotation\n  hl-page:: 29\n  hl-color:: red\n  id:: 68ea7679-4692-40c4-9b68-4d289dec2b64\n- Der kritisch-utopistische Sozialismus oder Kommunismus\n  ls-type:: annotation\n  hl-page:: 29\n  hl-color:: purple\n  id:: 68ea7747-aa53-4290-92ad-a8f92ba85594\n  hl-stamp:: 1760196425044\n- materiellen Bedingungen seiner Befreiung, die eben erst das Produkt der bürgerliche Epoche sind\n  ls-type:: annotation\n  hl-page:: 30\n  hl-color:: red\n  id:: 68ea779b-40bc-4a8c-89bb-ee335520c203\n  hl-stamp:: 1760196509259\n- erblicken auf der Seite des Proletariats keine geschichtliche Selbsttätigkeit, keine ihm eigentümliche politische Bewegung.\n  ls-type:: annotation\n  hl-page:: 30\n  hl-color:: yellow\n  id:: 68ea77e7-711c-43eb-847f-f503451766e4\n  hl-stamp:: 1760196585131\n- Entwicklung des Klassengegensatzes gleichen Schritt hält mit der Entwicklung der Industrie\n  ls-type:: annotation\n  hl-page:: 30\n  hl-color:: red\n  id:: 68ea7811-5a60-433d-802b-ead9d5ccbf4c\n  hl-stamp:: 1760196631696\n- allmählich vor sich gehenden Organisation des Proletariats zur Klasse eine eigens ausgeheckte Organisation der Gesellschaft\n  ls-type:: annotation\n  hl-page:: 30\n  hl-color:: yellow\n  id:: 68ea783b-a83a-4753-8760-c19114f5d7e3\n  hl-stamp:: 1760196671351\n- Lebenslage aller Gesellschaftsglieder, auch der bestgestellten, verbessern\n  ls-type:: annotation\n  hl-page:: 30\n  hl-color:: red\n  id:: 68ea787d-b61a-496f-b687-aad637beed8a\n  hl-stamp:: 1760196737250\n- fortwährend an die ganze Gesellschaft ohne Unterschied\n  ls-type:: annotation\n  hl-page:: 30\n  hl-color:: yellow\n  id:: 68ea788d-50b8-4caa-8c34-c8f9aa388dfb\n  hl-stamp:: 1760196751559\n- verwerfen daher alle politische, namentlich alle revolutionäre Aktion, sie wollen ihr Ziel auf friedlichem Wege erreichen\n  ls-type:: annotation\n  hl-page:: 30\n  hl-color:: red\n  id:: 68ea78a2-36c4-4a27-a8ad-bbdd6338104d\n  hl-stamp:: 1760196771987\n- Sie greifen alle Grundlagen der bestehenden Gesellschaft an\n  ls-type:: annotation\n  hl-page:: 30\n  hl-color:: yellow\n  id:: 68ea78c7-fdef-4961-b449-56a139d5f59c\n  hl-stamp:: 1760196809253\n- wertvolles Material zur Aulärung der Arbeiter\n  ls-type:: annotation\n  hl-page:: 30\n  hl-color:: yellow\n  id:: 68ea78ce-307f-4b17-b85c-96b82edb9bb0\n- drücken bloß das Wegfallen des Klassengegensatzes aus, der eben erst sich zu entwickeln beginnt\n  ls-type:: annotation\n  hl-page:: 30\n  hl-color:: yellow\n  id:: 68ea78e7-5688-4593-aae9-8a271ab79196\n- Waren daher die Urheber dieser Systeme auch in vieler Beziehung revolutionär, so bilden ihre Schüler jedesmal reaktionäre Sekten\n  ls-type:: annotation\n  hl-page:: 30\n  hl-color:: red\n  id:: 68ea7924-5e5b-445a-94d3-b73922bf3c58\n  hl-stamp:: 1760196902728\n- Klassenkampf wieder abzustumpfen und die Gegensätze zu vermitteln\n  ls-type:: annotation\n  hl-page:: 31\n  hl-color:: yellow\n  id:: 68ea7938-2580-46a5-832d-01666e886fd5\n  hl-stamp:: 1760196922355\n- Philanthropie der bürgerlichen Herzen und Geldsäcke appellieren\n  ls-type:: annotation\n  hl-page:: 31\n  hl-color:: red\n  id:: 68ea7960-1d65-4e4c-a872-77c15b8d1de6\n  hl-stamp:: 1760196962552\n- konservativen Sozialisten\n  ls-type:: annotation\n  hl-page:: 31\n  hl-color:: yellow\n  id:: 68ea796b-000f-4c3e-9406-e88f5dc2854f\n  hl-stamp:: 1760196972824\n- fanatischen Aberglauben an die Wunderwirkungen ihrer sozialen Wissenschaft\n  ls-type:: annotation\n  hl-page:: 31\n  hl-color:: yellow\n  id:: 68ea7979-8463-4dd6-9e94-0113d98dea37\n- Erbitterung aller politischen Bewegung d er Arbeiter entgegen\n  ls-type:: annotation\n  hl-page:: 31\n  hl-color:: red\n  id:: 68ea7982-fae0-428d-97de-709cef9d1e49\n  hl-stamp:: 1760196996242\n- Stellung der Kommunisten zu den verschiedenen oppositionellen Parteien\n  ls-type:: annotation\n  hl-page:: 31\n  hl-color:: purple\n  id:: 68ecc13a-1b0e-41ac-ac3c-5005635ad6db\n- Kommunistische Partei, sobald die Bourgeoisie revolutionär auftritt, gemeinsam mit der Bourgeoisie gegen die absolute Monarchie\n  ls-type:: annotation\n  hl-page:: 32\n  hl-color:: yellow\n  id:: 68ecc274-8d0e-4c9f-bd71-b42d5491faf9\n- Kampf gegen die Bourgeoisie selbst beginnt\n  ls-type:: annotation\n  hl-page:: 32\n  hl-color:: yellow\n  id:: 68ecc2f8-2d17-474b-a0e8-78b22382d42c\n- viel weiter entwickelten Proletariat vollbringt als England im 17. und Frankreich im 18. Jahrhundert\n  ls-type:: annotation\n  hl-page:: 32\n  hl-color:: red\n  id:: 68ecc322-4d53-4e5a-bcb2-0ccb0ce57184\n- bürgerliche Revolution also nur das unmittelbare Vorspiel einer proletarischen Revolution\n  ls-type:: annotation\n  hl-page:: 32\n  hl-color:: yellow\n  id:: 68ecc33d-34c2-4b0d-9f62-49ffd4e2531e\n- Die Proletarier haben nichts in ihr zu verlieren als ihre Ketten. Sie haben eine Welt zu gewinnen. Proletarier aller Länder, vereinigt euch!32\n  ls-type:: annotation\n  hl-page:: 32\n  hl-color:: red\n  id:: 68ecc37d-dddc-4d54-9286-38d0c55b0a7e",536889609]],["^15",[5052,"^17",1759323782737,536887459]],["^15",[5052,"^18","~m1760347007748",536889613]],["^15",[5052,"^Z","pages/hls__Manifest_der_Kommunistischen_Pa_-_Karl_Marx_1759226309021_0.md",536887459]],["^15",[5053,"^K",1759323782737,536887459]],["^15",[5053,"^[",5052,536887459]],["^15",[5053,"^@",false,536887459]],["^15",[5053,"^Y","hls__manifest_der_kommunistischen_pa_-_karl_marx_1759226309021_0",536887459]],["^15",[5053,"^11","hls__Manifest_der_Kommunistischen_Pa_-_Karl_Marx_1759226309021_0",536887459]],["^15",[5053,"^?",["^ ","^38","[Manifest_der_Kommunistischen_Pa_-_Karl_Marx_1759226309021_0.pdf](../assets/Manifest_der_Kommunistischen_Pa_-_Karl_Marx_1759226309021_0.pdf)","^39","../assets/Manifest_der_Kommunistischen_Pa_-_Karl_Marx_1759226309021_0.pdf"],536887459]],["^15",[5053,"^4",["^ ","^38","[Manifest_der_Kommunistischen_Pa_-_Karl_Marx_1759226309021_0.pdf](../assets/Manifest_der_Kommunistischen_Pa_-_Karl_Marx_1759226309021_0.pdf)","^39","../assets/Manifest_der_Kommunistischen_Pa_-_Karl_Marx_1759226309021_0.pdf"],536887459]],["^15",[5053,"^B",1760194130017,536887990]],["^15",[5053,"^;","~u68ea6d46-bffe-4509-a8ca-2bb6a5308af6",536887856]],["^15",[5054,"^Q","Ein Gespenst geht um in Europa \nls-type:: annotation\nhl-page:: 13\nhl-color:: blue\nid:: 68dbab5c-a057-4b75-ba19-0eb189d024cd",536887459]],["^15",[5054,"^O","^1Y",536887459]],["^15",[5054,"^F",5063,536887459]],["^15",[5054,"^X",5053,536887459]],["^15",[5054,"^V",5053,536887459]],["^15",[5054,"^U",5053,536887459]],["^15",[5054,"^?",["^ ","^19","annotation","^30",13,"^31","blue","^1<","68dbab5c-a057-4b75-ba19-0eb189d024cd"],536887856]],["^15",[5054,"^J",["^19","^30","^31","^1<"],536887856]],["^15",[5054,"^4",["^ ","^19","annotation","^30","13","^31","blue","^1<","68dbab5c-a057-4b75-ba19-0eb189d024cd"],536887856]],["^15",[5054,"^;","~u68dbab5c-a057-4b75-ba19-0eb189d024cd",536887459]],["^15",[5055,"^Q","Der Kommunismus wird bereits von allen europäischen Mächten als eine Macht anerkannt\nls-type:: annotation\nhl-page:: 13\nhl-color:: yellow\nid:: 68dbabbe-d455-4ed7-9789-e5f8606f28dd",536887459]],["^15",[5055,"^O","^1Y",536887459]],["^15",[5055,"^F",5054,536887459]],["^15",[5055,"^X",5053,536887459]],["^15",[5055,"^V",5053,536887459]],["^15",[5055,"^U",5053,536887459]],["^15",[5055,"^?",["^ ","^19","annotation","^30",13,"^31","yellow","^1<","68dbabbe-d455-4ed7-9789-e5f8606f28dd"],536887856]],["^15",[5055,"^J",["^19","^30","^31","^1<"],536887856]],["^15",[5055,"^4",["^ ","^19","annotation","^30","13","^31","yellow","^1<","68dbabbe-d455-4ed7-9789-e5f8606f28dd"],536887856]],["^15",[5055,"^;","~u68dbabbe-d455-4ed7-9789-e5f8606f28dd",536887459]],["^15",[5056,"^Q","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\nls-type:: annotation\nhl-page:: 17\nhl-color:: red\nid:: 68dbb419-0221-4e87-b312-cb37dfd94faf",536887459]],["^15",[5056,"^O","^1Y",536887459]],["^15",[5056,"^F",5067,536887459]],["^15",[5056,"^X",5053,536887459]],["^15",[5056,"^V",5053,536887459]],["^15",[5056,"^U",5053,536887459]],["^15",[5056,"^?",["^ ","^19","annotation","^30",17,"^31","red","^1<","68dbb419-0221-4e87-b312-cb37dfd94faf"],536887856]],["^15",[5056,"^J",["^19","^30","^31","^1<"],536887856]],["^15",[5056,"^4",["^ ","^19","annotation","^30","17","^31","red","^1<","68dbb419-0221-4e87-b312-cb37dfd94faf"],536887856]],["^15",[5056,"^;","~u68dbb419-0221-4e87-b312-cb37dfd94faf",536887459]],["^15",[5057,"^Q","file:: [Manifest_der_Kommunistischen_Pa_-_Karl_Marx_1759226309021_0.pdf](../assets/Manifest_der_Kommunistischen_Pa_-_Karl_Marx_1759226309021_0.pdf)\nfile-path:: ../assets/Manifest_der_Kommunistischen_Pa_-_Karl_Marx_1759226309021_0.pdf",536887880]],["^15",[5057,"^O","^1Y",536887459]],["^15",[5057,"^2R",["^2S",[]],536887856]],["^15",[5057,"^F",5053,536887459]],["^15",[5057,"^X",5053,536887459]],["^15",[5057,"^V",5053,536887459]],["^15",[5057,"^U",1573,536887459]],["^15",[5057,"^U",1577,536887459]],["^15",[5057,"^U",5053,536887459]],["^15",[5057,"^:",true,536887856]],["^15",[5057,"^?",["^ ","^38","[Manifest_der_Kommunistischen_Pa_-_Karl_Marx_1759226309021_0.pdf](../assets/Manifest_der_Kommunistischen_Pa_-_Karl_Marx_1759226309021_0.pdf)","^39","../assets/Manifest_der_Kommunistischen_Pa_-_Karl_Marx_1759226309021_0.pdf"],536887856]],["^15",[5057,"^J",["^38","^39"],536887856]],["^15",[5057,"^4",["^ ","^38","[Manifest_der_Kommunistischen_Pa_-_Karl_Marx_1759226309021_0.pdf](../assets/Manifest_der_Kommunistischen_Pa_-_Karl_Marx_1759226309021_0.pdf)","^39","../assets/Manifest_der_Kommunistischen_Pa_-_Karl_Marx_1759226309021_0.pdf"],536887856]],["^15",[5057,"^H",1573,536887856]],["^15",[5057,"^H",1577,536887856]],["^15",[5057,"^;","~u68dd2686-03f3-4a98-871f-b4299d5a4316",536887459]],["^15",[5058,"^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",536887459]],["^15",[5058,"^O","^1Y",536887459]],["^15",[5058,"^F",5075,536887459]],["^15",[5058,"^X",5053,536887459]],["^15",[5058,"^V",5053,536887459]],["^15",[5058,"^U",5053,536887459]],["^15",[5058,"^?",["^ ","^19","annotation","^30",15,"^31","yellow","^1<","68dbaf36-0857-435e-a50a-c67fa4fed47a"],536887856]],["^15",[5058,"^J",["^19","^30","^31","^1<"],536887856]],["^15",[5058,"^4",["^ ","^19","annotation","^30","15","^31","yellow","^1<","68dbaf36-0857-435e-a50a-c67fa4fed47a"],536887856]],["^15",[5058,"^;","~u68dbaf36-0857-435e-a50a-c67fa4fed47a",536887459]],["^15",[5059,"^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",536887459]],["^15",[5059,"^O","^1Y",536887459]],["^15",[5059,"^F",5070,536887459]],["^15",[5059,"^X",5053,536887459]],["^15",[5059,"^V",5053,536887459]],["^15",[5059,"^U",5053,536887459]],["^15",[5059,"^?",["^ ","^19","annotation","^30",16,"^31","blue","^1<","68dbb1e3-2ac1-4586-b397-a0ea2f50887f"],536887856]],["^15",[5059,"^J",["^19","^30","^31","^1<"],536887856]],["^15",[5059,"^4",["^ ","^19","annotation","^30","16","^31","blue","^1<","68dbb1e3-2ac1-4586-b397-a0ea2f50887f"],536887856]],["^15",[5059,"^;","~u68dbb1e3-2ac1-4586-b397-a0ea2f50887f",536887459]],["^15",[5060,"^Q","Bourgeoisie, wo sie zur Herrschaft gekommen, hat alle feudalen, patriarchalischen, idyllischen Verhältnisse zerstört\nls-type:: annotation\nhl-page:: 15\nhl-color:: red\nid:: 68dbae5c-8d7c-4db4-a7b0-739311c99541",536887459]],["^15",[5060,"^O","^1Y",536887459]],["^15",[5060,"^F",5080,536887459]],["^15",[5060,"^X",5053,536887459]],["^15",[5060,"^V",5053,536887459]],["^15",[5060,"^U",5053,536887459]],["^15",[5060,"^?",["^ ","^19","annotation","^30",15,"^31","red","^1<","68dbae5c-8d7c-4db4-a7b0-739311c99541"],536887856]],["^15",[5060,"^J",["^19","^30","^31","^1<"],536887856]],["^15",[5060,"^4",["^ ","^19","annotation","^30","15","^31","red","^1<","68dbae5c-8d7c-4db4-a7b0-739311c99541"],536887856]],["^15",[5060,"^;","~u68dbae5c-8d7c-4db4-a7b0-739311c99541",536887459]],["^15",[5061,"^Q","die Feinde ihrer Feinde\nls-type:: annotation\nhl-page:: 18\nhl-color:: yellow\nid:: 68dbb88e-102b-4773-8386-ab6a20822ad8",536887459]],["^15",[5061,"^O","^1Y",536887459]],["^15",[5061,"^F",5078,536887459]],["^15",[5061,"^X",5053,536887459]],["^15",[5061,"^V",5053,536887459]],["^15",[5061,"^U",5053,536887459]],["^15",[5061,"^?",["^ ","^19","annotation","^30",18,"^31","yellow","^1<","68dbb88e-102b-4773-8386-ab6a20822ad8"],536887856]],["^15",[5061,"^J",["^19","^30","^31","^1<"],536887856]],["^15",[5061,"^4",["^ ","^19","annotation","^30","18","^31","yellow","^1<","68dbb88e-102b-4773-8386-ab6a20822ad8"],536887856]],["^15",[5061,"^;","~u68dbb88e-102b-4773-8386-ab6a20822ad8",536887459]],["^15",[5062,"^Q","Idiotismus des Landlebens entrissen\nls-type:: annotation\nhl-page:: 16\nhl-color:: yellow\nid:: 68dbb0a1-aec8-4810-b575-ec7a4be2eeed",536887459]],["^15",[5062,"^O","^1Y",536887459]],["^15",[5062,"^F",5066,536887459]],["^15",[5062,"^X",5053,536887459]],["^15",[5062,"^V",5053,536887459]],["^15",[5062,"^U",5053,536887459]],["^15",[5062,"^?",["^ ","^19","annotation","^30",16,"^31","yellow","^1<","68dbb0a1-aec8-4810-b575-ec7a4be2eeed"],536887856]],["^15",[5062,"^J",["^19","^30","^31","^1<"],536887856]],["^15",[5062,"^4",["^ ","^19","annotation","^30","16","^31","yellow","^1<","68dbb0a1-aec8-4810-b575-ec7a4be2eeed"],536887856]],["^15",[5062,"^;","~u68dbb0a1-aec8-4810-b575-ec7a4be2eeed",536887459]],["^15",[5063,"^Q","Gegenüber der immensen Fortentwicklung der großen Industrie in den letzten fünfundzwanzig Jahren und der mit ihr fortschreitenden Parteiorganisation der Arbeiterklasse, gegenüber den praktischen Erfahrungen, zuerst der Februarrevolution und noch weit mehr der Pariser Kommune, wo das Proletariat zum erstenmal zwei Monate lang die politische Gewalt innehatte, ist heute dies Programm stellenweise veraltet\nls-type:: annotation\nhl-page:: 3\nhl-color:: yellow\nid:: 68dbaae6-d9a4-4096-a2f3-8d11f880bd32",536887459]],["^15",[5063,"^O","^1Y",536887459]],["^15",[5063,"^F",5068,536887459]],["^15",[5063,"^X",5053,536887459]],["^15",[5063,"^V",5053,536887459]],["^15",[5063,"^U",5053,536887459]],["^15",[5063,"^?",["^ ","^19","annotation","^30",3,"^31","yellow","^1<","68dbaae6-d9a4-4096-a2f3-8d11f880bd32"],536887856]],["^15",[5063,"^J",["^19","^30","^31","^1<"],536887856]],["^15",[5063,"^4",["^ ","^19","annotation","^30","3","^31","yellow","^1<","68dbaae6-d9a4-4096-a2f3-8d11f880bd32"],536887856]],["^15",[5063,"^;","~u68dbaae6-d9a4-4096-a2f3-8d11f880bd32",536887459]],["^15",[5064,"^Q","desto mehr wird die Arbeit der Männer durch die der Weiber verdrängt. Geschlechts- und Altersunterschiede haben keine gesellschaftliche Geltung mehr für17 die Arbeiterklasse. 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\"68dbac4f-fb1b-4297-a86a-7d449f6c2a07\",\n               :page 14,\n               :position {:bounding {:x1 165.2643585205078,\n                                     :y1 137.6837615966797,\n                                     :x2 717.9700469970703,\n                                     :y2 157.4017791748047,\n                                     :width 951.9999999999999,\n                                     :height 1347.1999999999998},\n                          :rects ({:x1 165.2643585205078,\n                                   :y1 137.6837615966797,\n                                   :x2 717.9700469970703,\n                                   :y2 157.4017791748047,\n                                   :width 951.9999999999999,\n                                   :height 1347.1999999999998}),\n                          :page 14},\n               :content {:text \"Unterdrücker und Unterdrückte standen in stetem Gegensatz zueinander\"},\n               :properties {:color \"yellow\"}}\n              {:id #uuid \"68dbac87-1603-4cee-a4a7-f77eb56ce470\",\n               :page 14,\n               :position {:bounding {:x1 669.4544830322266,\n                                     :y1 330.0256633758545,\n                                     :x2 827.9666900634766,\n                                     :y2 349.7436809539795,\n                                     :width 951.9999999999999,\n                                     :height 1347.1999999999998},\n                          :rects ({:x1 669.4544830322266,\n                                   :y1 330.0256633758545,\n                                   :x2 827.9666900634766,\n                                   :y2 349.7436809539795,\n                                   :width 951.9999999999999,\n                                   :height 1347.1999999999998}),\n                          :page 14},\n               :content {:text \"moderne bürgerliche\"},\n               :properties {:color \"yellow\"}}\n              {:id #uuid \"68dbade3-e7df-4f0a-9f1c-3b6c47264281\",\n               :page 15,\n               :position {:bounding {:x1 123.2832145690918,\n                                     :y1 265.90789794921875,\n                                     :x2 826.9476623535156,\n                                     :y2 306.9186096191406,\n                                     :width 951.9999999999999,\n                                     :height 1347.1999999999998},\n                          :rects ({:x1 407.93316650390625,\n                                   :y1 265.90789794921875,\n                                   :x2 826.9476623535156,\n                                   :y2 285.6258850097656,\n                                   :width 951.9999999999999,\n                                   :height 1347.1999999999998}\n                                  {:x1 123.2832145690918,\n                                   :y1 287.2005920410156,\n                                   :x2 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               :y1 330.02564883232117,\n                                   :x2 828.4501647949219,\n                                   :y2 349.74366641044617,\n                                   :width 951.9999999999999,\n                                   :height 1347.1999999999998}\n                                  {:x1 123.2832145690918,\n                                   :y1 351.3069598674774,\n                                   :x2 353.4916648864746,\n                                   :y2 371.0249774456024,\n                                   :width 951.9999999999999,\n                                   :height 1347.1999999999998}),\n                          :page 15},\n               :content {:text \"Bourgeoisie, wo sie zur Herrschaft gekommen, hat alle feudalen, patriarchalischen, idyllischen Verhältnisse zerstört\"},\n               :properties {:color \"red\"}}\n              {:id #uuid \"68dbae98-aa71-4b13-aca7-df4ac10d1790\",\n               :page 15,\n               :position {:bounding {:x1 123.2832145690918,\n                                     :y1 458.12425231933594,\n                                     :x2 827.3486785888672,\n                                     :y2 499.26051330566406,\n                                     :width 951.9999999999999,\n                                     :height 1347.1999999999998},\n                          :rects ({:x1 183.6905975341797,\n                                   :y1 458.12425231933594,\n                                   :x2 827.3486785888672,\n                                   :y2 477.84226989746094,\n                                   :width 951.9999999999999,\n                                   :height 1347.1999999999998}\n                                  {:x1 123.2832145690918,\n                                   :y1 479.54249572753906,\n                                   :x2 734.8872184753418,\n                                   :y2 499.26051330566406,\n                                   :width 951.9999999999999,\n                                   :height 1347.1999999999998}),\n                          :page 15},\n               :content {:text \"persönliche Würde in den Tauschwert aufgelöst und an die Stelle der zahllosen verbrieften und wohlerworbenen Freiheiten die eine gewissenlose Handelsfreiheit\"},\n               :properties {:color \"yellow\"}}\n              {:id #uuid \"68dbaf36-0857-435e-a50a-c67fa4fed47a\",\n               :page 15,\n               :position {:bounding {:x1 123.2832145690918,\n                                     :y1 778.5762023925781,\n                                     :x2 828.5431213378906,\n                                     :y2 840.9937438964844,\n                                     :width 951.9999999999999,\n                                     :height 1347.1999999999998},\n                          :rects ({:x1 365.7531433105469,\n                                   :y1 778.5762023925781,\n                                   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                        :y1 778.5762023925781,\n                                   :x2 801.1811828613281,\n                                   :y2 798.294189453125,\n                                   :width 951.9999999999999,\n                                   :height 1347.1999999999998}\n                                  {:x1 811.4737854003906,\n                                   :y1 778.5762023925781,\n                                   :x2 828.5431213378906,\n                                   :y2 798.294189453125,\n                                   :width 951.9999999999999,\n                                   :height 1347.1999999999998}\n                                  {:x1 123.2832145690918,\n                                   :y1 799.9944152832031,\n                                   :x2 827.9904899597168,\n                                   :y2 819.7124328613281,\n                                   :width 951.9999999999999,\n                                   :height 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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                 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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                         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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 1347.1999999999998},\n                          :rects ({:x1 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              :rects ({:x1 566.010871887207,\n                                   :y1 906.8117370605469,\n                                   :x2 827.0901870727539,\n                                   :y2 926.5297546386719,\n                                   :width 951.9999999999999,\n                                   :height 1347.1999999999998}\n                                  {:x1 123.28321838378906,\n                                   :y1 928.0930480957031,\n                                   :x2 174.6980438232422,\n                                   :y2 947.8110656738281,\n                                   :width 951.9999999999999,\n                                   :height 1347.1999999999998}),\n                          :page 18},\n               :content {:text \"Koalitionen gegen die Bourgeois zu bilden;\"},\n               :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 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: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 157.4017791748047,\n                                     :width 951.9999999999999,\n                                     :height 1347.1999999999998},\n                          :rects ({:x1 456.13538360595703,\n                                   :y1 116.39103698730469,\n                                   :x2 827.6368789672852,\n                                   :y2 136.1090545654297,\n                                   :width 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number",536887497]],["^15",[5248,"^O","^1Y",536887497]],["^15",[5248,"^F",5231,536887497]],["^15",[5248,"^X",4932,536887497]],["^15",[5248,"^V",5231,536887497]],["^15",[5248,"^U",4932,536887927]],["^15",[5248,"^U",5061,536887927]],["^15",[5248,"^U",5078,536887927]],["^15",[5248,"^U",6010,536887927]],["^15",[5248,"^?",["^ ","^35","number"],536887871]],["^15",[5248,"^J",["^35"],536887871]],["^15",[5248,"^4",["^ ","^35","number"],536887871]],["^15",[5248,"^H",5061,536887871]],["^15",[5248,"^;","~u68dd2687-a29a-4d7f-9a37-2c27facb044a",536887497]],["^15",[5249,"^Q","Wird trozdem Anerkannt: 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                :y2 564.7019748687744,\n                                     :width 1111.6,\n                                     :height 785.8666666666666},\n                          :rects ({:x1 36.20581817626953,\n                                   :y1 552.2868747711182,\n                                   :x2 683.45166015625,\n                                   :y2 564.7019748687744,\n                                   :width 1111.6,\n                                   :height 785.8666666666666}),\n                          :page 2},\n               :content {:text \"Entwickelt selber ein Szenario und erstellt dazu ebenfalls eine Rechnung, die die effektive Netzwerkgeschwindigkeit darstellt.\"},\n               :properties {:color \"yellow\"}}\n              {:id #uuid \"68e39b9c-1f54-4b6f-a54e-ec82ccb2d5dc\",\n               :page 2,\n               :position {:bounding {:x1 29.221519470214844,\n                                     :y1 490.66810035705566,\n                                     :x2 282.37264251708984,\n                                     :y2 503.08313941955566,\n                                     :width 1111.6,\n                                     :height 785.8666666666666},\n                          :rects ({:x1 29.221519470214844,\n                                   :y1 490.66810035705566,\n                                   :x2 282.37264251708984,\n                                   :y2 503.08313941955566,\n                                   :width 1111.6,\n                                   :height 785.8666666666666}),\n                          :page 2},\n               :content {:text \"Server ist mit 2x 10GBit und die PCs mit 1x 1GBit\"},\n               :properties {:color \"purple\"}}],\n :extra {:page 1}}\n",536887669]],["^15",[5310,"^17",1759755920857,536887669]],["^15",[5310,"^18","~m1759747071000",536887670]],["^15",[5310,"^Z","assets/A2.2_-_Netzkonzept_(physisch)_1759405011873_0.edn",536887669]],["^15",[5311,"^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 510.0323944091797,\n                                     :width 968.5033333333332,\n                                     :height 1370.0783333333331},\n                          :rects ({:x1 231.58394622802734,\n                                   :y1 486.6628875732422,\n                                   :x2 461.99108123779297,\n                                   :y2 510.0323944091797,\n                                   :width 968.5033333333332,\n                                   :height 1370.0783333333331}),\n                          :page 8},\n               :content {:text \"Kategorien und Klassen\"},\n               :properties {:color \"yellow\"}}\n              {:id #uuid \"68de6509-4981-4d70-b3cb-dbabeef90b69\",\n               :page 12,\n               :position {:bounding {:x1 231.58394622802734,\n                                     :y1 115.07878875732422,\n                                     :x2 433.8938522338867,\n                                     :y2 141.36946868896484,\n                                     :width 968.5033333333332,\n                                     :height 1370.0783333333331},\n                          :rects ({:x1 231.58394622802734,\n                                   :y1 115.07878875732422,\n                                   :x2 433.8938522338867,\n                                   :y2 141.36946868896484,\n                                   :width 968.5033333333332,\n                                   :height 1370.0783333333331}),\n                          :page 12},\n               :content {:text \"7 Lichtwellenleiter\"},\n               :properties {:color \"yellow\"}}\n              {:id #uuid \"68de6528-291a-49ae-a836-a23911ae5ba4\",\n               :page 16,\n               :position {:bounding {:x1 231.58394622802734,\n                                     :y1 164.07713317871094,\n                                     :x2 722.9158248901367,\n                                     :y2 209.3555145263672,\n                                     :width 968.5033333333332,\n                                     :height 1370.0783333333331},\n                          :rects ({:x1 231.58394622802734,\n                                   :y1 164.07713317871094,\n                                   :x2 722.9158248901367,\n                                   :y2 209.3555145263672,\n                                   :width 968.5033333333332,\n                                   :height 1370.0783333333331}),\n                          :page 16},\n               :content {:text \"Strukturierte Verkabelung\"},\n               :properties {:color \"purple\"}}],\n :extra {:page 6}}\n",536887671]],["^15",[5311,"^17",1759755920860,536887671]],["^15",[5311,"^18","~m1759406211000",536887672]],["^15",[5311,"^Z","assets/Netzwerkverkabelung_Grundlagen_1759405161427_0.edn",536887671]],["^15",[5312,"^Q","",536887674]],["^15",[5312,"^O","^1Y",536887674]],["^15",[5312,"^F",4765,536887674]],["^15",[5312,"^X",4699,536887674]],["^15",[5312,"^V",4775,536887674]],["^15",[5312,"^U",322,536887674]],["^15",[5312,"^U",4699,536887674]],["^15",[5312,"^;","~u68e3be90-bad6-4bed-af49-d7d1c52b9607",536887674]],["^15",[5313,"^Q","https://library.mtsu.edu/c.php?g=538233&p=3684418",536887674]],["^15",[5313,"^O","^1Y",536887674]],["^15",[5313,"^F",5314,536887674]],["^15",[5313,"^X",4699,536887674]],["^15",[5313,"^V",4828,536887674]],["^15",[5313,"^U",322,536887674]],["^15",[5313,"^U",4699,536887674]],["^15",[5313,"^;","~u68e3be90-f781-426d-94c7-711e9a2557d5",536887674]],["^15",[5314,"^Q","https://en.wikipedia.org/wiki/Wet_feet,_dry_feet_policy#/media/File:Cuban_%22Chug%22_stern_on_display_at_Fort_Jefferson.jpg",536887674]],["^15",[5314,"^O","^1Y",536887674]],["^15",[5314,"^F",5317,536887674]],["^15",[5314,"^X",4699,536887674]],["^15",[5314,"^V",4828,536887674]],["^15",[5314,"^U",322,536887674]],["^15",[5314,"^U",4699,536887674]],["^15",[5314,"^;","~u68e3be90-d8f1-438b-884e-c6a98a215e94",536887674]],["^15",[5315,"^Q","Food monitoring programm noted less stability\nid:: 68cfccdb-8a00-4bbe-bb23-c1f25330236a",536887674]],["^15",[5315,"^O","^1Y",536887674]],["^15",[5315,"^F",4816,536887674]],["^15",[5315,"^X",4699,536887674]],["^15",[5315,"^V",4715,536887674]],["^15",[5315,"^U",6,536887674]],["^15",[5315,"^U",322,536887674]],["^15",[5315,"^U",4699,536887674]],["^15",[5315,"^?",["^ ","^1<","68cfccdb-8a00-4bbe-bb23-c1f25330236a"],536887674]],["^15",[5315,"^J",["^1<"],536887674]],["^15",[5315,"^4",["^ 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Verden/Nienburg",536887683]],["^15",[5358,"^O","^1Y",536887683]],["^15",[5358,"^F",5370,536887683]],["^15",[5358,"^X",2471,536887683]],["^15",[5358,"^V",5284,536887683]],["^15",[5358,"^U",2471,536887683]],["^15",[5358,"^;","~u68e3be91-3371-49a0-9690-76b0dc6c8a96",536887683]],["^15",[5359,"^Q","_ Ist 20 Jahre alt, und ist seit Februar 2025 Mitglied der 'solid. Im LSp*R ist er verantwortlich für Mitgliederbetretung, die Webseite und generell andere langweilige Verwaltungstechnische Aufgaben. Darüber hinaus Arbeite er im BakIt an der Verbesserung des Intranets.\nZu den Politischen Themenfeldern die ihn besonders Interessieren gehören Digitales und Inneres.",536887683]],["^15",[5359,"^O","^1Y",536887683]],["^15",[5359,"^F",5370,536887683]],["^15",[5359,"^X",2471,536887683]],["^15",[5359,"^V",5370,536887683]],["^15",[5359,"^U",2471,536887683]],["^15",[5359,"^;","~u68e3be91-30a2-4fad-96d4-817f1a2d39d1",536887683]],["^15",[5360,"^Q","ToDo:",536887683]],["^15",[5360,"^O","^1Y",536887683]],["^15",[5360,"^F",5369,536887683]],["^15",[5360,"^X",2471,536887683]],["^15",[5360,"^V",5284,536887683]],["^15",[5360,"^U",2471,536887683]],["^15",[5360,"^;","~u68e3be91-4fdd-4657-871f-00612e97d9b0",536887683]],["^15",[5362,"^Q","## DONE",536887683]],["^15",[5362,"^O","^1Y",536887683]],["^15",[5362,"^F",5284,536887683]],["^15",[5362,"^X",2471,536887683]],["^15",[5362,"^V",2471,536887683]],["^15",[5362,"^U",2471,536887683]],["^15",[5362,"^?",["^ ","^2T",2],536887874]],["^15",[5362,"^J",[],536887874]],["^15",[5362,"^;","~u68e3be91-c1af-4c9c-bdc6-d2cd2bedc7c5",536887683]],["^15",[5363,"^Q","https://www.hetzner.com/ auch BAKIt",536887683]],["^15",[5363,"^O","^1Y",536887683]],["^15",[5363,"^F",5368,536887683]],["^15",[5363,"^X",2471,536887683]],["^15",[5363,"^V",5369,536887683]],["^15",[5363,"^U",2471,536887683]],["^15",[5363,"^;","~u68e3be91-43e1-4da3-91b7-8cc730666288",536887683]],["^15",[5364,"^Q","",536887683]],["^15",[5364,"^O","^1Y",536887683]],["^15",[5364,"^F",5365,536887683]],["^15",[5364,"^X",2471,536887683]],["^15",[5364,"^V",5360,536887683]],["^15",[5364,"^U",2471,536887683]],["^15",[5364,"^;","~u68e3be91-885a-4a04-bfed-c894fddb519c",536887683]],["^15",[5365,"^Q","Instagramm account, alte Basisgruppe LDW: https://www.instagram.com/linksjugendsolidroteneustadt/",536887683]],["^15",[5365,"^O","^1Y",536887683]],["^15",[5365,"^F",5360,536887683]],["^15",[5365,"^X",2471,536887683]],["^15",[5365,"^V",5360,536887683]],["^15",[5365,"^U",2471,536887683]],["^15",[5365,"^;","~u68e3be91-ed86-46b2-99ff-7377ed0252e5",536887683]],["^15",[5366,"^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 Öffentlichkeit Präsent sein).\nNun wollten wir Fragen ob ihr euch daran Beteiligen möchtet, wir also eine gemeinsame Aktion daraus machen :D\nSolidarische Grüße\nNiklas",536887874]],["^15",[5366,"^O","^1Y",536887683]],["^15",[5366,"^F",5358,536887683]],["^15",[5366,"^X",2471,536887683]],["^15",[5366,"^V",5358,536887683]],["^15",[5366,"^U",2471,536887683]],["^15",[5366,"^;","~u68e3be91-38a8-4221-9002-6b90e942b348",536887683]],["^15",[5367,"^Q","(Ich hoffe ich kann die Strukturen hier weiter Professionalisieren )",536887683]],["^15",[5367,"^O","^1Y",536887683]],["^15",[5367,"^F",5359,536887683]],["^15",[5367,"^X",2471,536887683]],["^15",[5367,"^V",5370,536887683]],["^15",[5367,"^U",2471,536887683]],["^15",[5367,"^;","~u68e3be91-53bb-420c-b425-b075ba0efeae",536887683]],["^15",[5368,"^Q","https://www.ip-projects.de/en/domains",536887683]],["^15",[5368,"^O","^1Y",536887683]],["^15",[5368,"^F",5369,536887683]],["^15",[5368,"^X",2471,536887683]],["^15",[5368,"^V",5369,536887683]],["^15",[5368,"^U",2471,536887683]],["^15",[5368,"^;","~u68e3be91-dba0-44a7-af43-7f068b315ad1",536887683]],["^15",[5369,"^Q","Domain 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deffiniert sein, ist nirgends deffiniert",536887797]],["^15",[5378,"^O","^1Y",536887769]],["^15",[5378,"^@",false,536887769]],["^15",[5378,"^F",1431,536887769]],["^15",[5378,"^X",1431,536887769]],["^15",[5378,"^V",1431,536887769]],["^15",[5378,"^U",1431,536887770]],["^15",[5378,"^;","~u68e3cd50-035a-4081-bd5d-1c2cf0f65078",536887769]],["^15",[5379,"^12",2,536887801]],["^15",[5380,"^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/Inf/WebDev/Screen Scraping]]) (namespace [[School/Inf/WebDev/Screen Scraping]])))}}\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/Screen Scraping]]) (namespace [[School/Inf/WebDev/Screen Scraping]])))}}\n\t- **Summery**:\n\t  background-color:: blue\n\t\t-\n- ---\n- https://hb.itslearning.com/LearningPath/ViewLearningPath.aspx?ElementID=26267293&OpenedFromPlanner=True&launch_url=https%3A%2F%2Fhb.itslearning.com%2Fmd%2FLearningPath%2FTakeLearningPathDialogContent%3FArea%3DLearningPath%26learningPathId%3D26267293%26selectedElementId%3D0&IsPlanner2=true\n-\n- https://de.wikipedia.org/wiki/Screen_Scraping\n- Auslesen von Text auf Computerbildschrim, Webscraping für Websiten -> geziehlte Extraktion von Daten\n- Webmining automatische extraktin von Daten aus Websiten, durch Crawler für Search engines\n- -> Wenn kosten für extra API zur aufbereitung in Maschineller form zu Teuer",536887803]],["^15",[5380,"^17",1759860074009,536887803]],["^15",[5380,"^18","~m1759827304000",536887804]],["^15",[5380,"^Z","pages/School___Inf___WebDev___Screen Scraping.md",536887803]],["^15",[5381,"^K",1759860074007,536887803]],["^15",[5381,"^[",5380,536887803]],["^15",[5381,"^@",false,536887803]],["^15",[5381,"^Y","school/inf/webdev/screen 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","^2T",2],536887807]],["^15",[5454,"^J",[],536887807]],["^15",[5454,"^;","~u68e5556a-7b94-46bb-854e-08a4d04bf243",536887807]],["^15",[5455,"^Q","![A2 - Netzkonzept (Kundeninformationen - Wird nach Kundengespräch freigeschaltet und fürs anschließende Berater-Gespräch durch LuL genutzt).pdf](../assets/A2_-_Netzkonzept_(Kundeninformationen_-_Wird_nach_Kundengespräch_freigeschaltet_und_fürs_anschließende_Berater-Gespräch_durch_LuL_genutzt)_1758537508645_0.pdf)",536887807]],["^15",[5455,"^O","^1Y",536887807]],["^15",[5455,"^F",5461,536887807]],["^15",[5455,"^X",5438,536887807]],["^15",[5455,"^V",5438,536887807]],["^15",[5455,"^U",5438,536887807]],["^15",[5455,"^;","~u68e5556a-e0e0-4577-80df-5ade3c48a58c",536887807]],["^15",[5456,"^Q","DMZ",536887807]],["^15",[5456,"^O","^1Y",536887807]],["^15",[5456,"^F",5455,536887807]],["^15",[5456,"^X",5438,536887807]],["^15",[5456,"^V",5455,536887807]],["^15",[5456,"^U",5438,536887807]],["^15",[5456,"^;","~u68e5556a-8f63-4123-8b6a-43691e02d521",536887807]],["^15",[5457,"^Q","**Summery**:\nbackground-color:: blue",536887807]],["^15",[5457,"^O","^1Y",536887807]],["^15",[5457,"^F",5452,536887807]],["^15",[5457,"^X",5438,536887807]],["^15",[5457,"^V",5454,536887807]],["^15",[5457,"^U",5438,536887807]],["^15",[5457,"^?",["^ ","^2Y","blue"],536887807]],["^15",[5457,"^J",["^2Y"],536887807]],["^15",[5457,"^4",["^ ","^2Y","blue"],536887807]],["^15",[5457,"^;","~u68e5556a-6770-493f-ac7a-7cc0e0f6a256",536887807]],["^15",[5458,"^Q","Kein Reserve bei großen subnets -> nicht möglich/nötig",536887807]],["^15",[5458,"^O","^1Y",536887807]],["^15",[5458,"^F",5439,536887807]],["^15",[5458,"^X",5438,536887807]],["^15",[5458,"^V",5439,536887807]],["^15",[5458,"^U",5438,536887807]],["^15",[5458,"^;","~u68e5556a-efb2-400f-8ea4-54e170fae26d",536887807]],["^15",[5459,"^Q","tags::",536887807]],["^15",[5459,"^O","^1Y",536887807]],["^15",[5459,"^F",5442,536887807]],["^15",[5459,"^X",5438,536887807]],["^15",[5459,"^V",5438,536887807]],["^15",[5459,"^U",5438,536887807]],["^15",[5459,"^?",["^ ","^33",""],536887807]],["^15",[5459,"^J",["^33"],536887807]],["^15",[5459,"^4",["^ ","^33",""],536887807]],["^15",[5459,"^;","~u68e5556a-f688-45db-84d6-2ff0dd2f5ddc",536887807]],["^15",[5460,"^Q","**Notes:**\nbackground-color:: red",536887807]],["^15",[5460,"^O","^1Y",536887807]],["^15",[5460,"^F",5454,536887807]],["^15",[5460,"^X",5438,536887807]],["^15",[5460,"^V",5454,536887807]],["^15",[5460,"^U",5438,536887807]],["^15",[5460,"^?",["^ ","^2Y","red"],536887807]],["^15",[5460,"^J",["^2Y"],536887807]],["^15",[5460,"^4",["^ ","^2Y","red"],536887807]],["^15",[5460,"^;","~u68e5556a-5381-4cd9-b29d-f201973e2ae6",536887807]],["^15",[5461,"^Q","",536887807]],["^15",[5461,"^O","^1Y",536887807]],["^15",[5461,"^F",5447,536887807]],["^15",[5461,"^X",5438,536887807]],["^15",[5461,"^V",5438,536887807]],["^15",[5461,"^U",5438,536887807]],["^15",[5461,"^;","~u68e5556a-b972-4b5c-8c37-6ca557c9bab8",536887807]],["^15",[5462,"^?",["^ ","^2Z","query","^2[",["(and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[School/InfT/LuckyPunch/Logische Netzwerk]]) (namespace [[School/InfT/LuckyPunch/Logische Netzwerk]])))"]],536887807]],["^15",[5462,"^W","macro",536887807]],["^15",[5462,"^T","query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[School/InfT/LuckyPunch/Logische Netzwerk]]) (namespace [[School/InfT/LuckyPunch/Logische Netzwerk]])))",536887807]],["^15",[5463,"^?",["^ ","^2Z","query","^2[",["(and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/InfT/LuckyPunch/Logische Netzwerk]]) (namespace [[School/InfT/LuckyPunch/Logische Netzwerk]])))"]],536887807]],["^15",[5463,"^W","macro",536887807]],["^15",[5463,"^T","query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/InfT/LuckyPunch/Logische Netzwerk]]) (namespace [[School/InfT/LuckyPunch/Logische Netzwerk]])))",536887807]],["^15",[5464,"^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)\n\t\t- TODO\n\t\t\t- Standortverteiler -> Gebäudeverteiler\n\t\t\t- Mehrstöckiges Nebengebäude mit eigenen GV\n\t\t\t- Szenarien in Drawio aufnehmen\n\t\t- Aufgaben:\n\t\t\t- ((68e3997b-01d4-45c9-a9c5-2a8c4a8c085f))\n\t\t\t\t- ((68e39b9c-1f54-4b6f-a54e-ec82ccb2d5dc))\n\t\t\t\t- 5*10=50GB insgesammt\n\t\t\t\t  CAT7 jeder Pc: 50/20=5s\n\t\t\t\t  CAT6e ein Pc: 10GB/1GBs = 10s\n\t\t\t\t- -> Fiber muss nicht betrachtet werden, da CAT7 gleiche Datenmenge mit niedriger Geschwindigkeit trägt, braucht 10s\n\t\t\t- ((68e39995-5e21-4598-b166-951e49467c25))\n\t\t\t\t- Angenommen Unicast\n\t\t\t\t  15/5= 3 Pc Pro Gruppe -> jede Master versendet 30\n\t\t\t\t  Master PC der Gruppe mus 3 mal Update Versenden\n\t\t\t\t  d.h. 30s\n\t\t\t\t- Angenommen Multicast:\n\t\t\t\t  10s da Pc Gruppe nur einmal versenden Muss\n\t\t\t- ((68e399a1-f119-48ad-b3c2-8e7e86e9a3fc))\n\t\t\t\t- CAT7 jeder Pc: 50/10=10s\n\t\t\t\t- -> Ändert nichts an dauer da oben durch 1GB verbindung zu Endgeräten beschränkt wird\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  collapsed:: true\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\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\t- ### Kauxial\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\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",536887862]],["^15",[5464,"^17",1759860074229,536887809]],["^15",[5464,"^18","~m1760001962000",536887863]],["^15",[5464,"^Z","pages/School___InfT___LuckyPunch___Physisches Netzwerk.md",536887809]],["^15",[5465,"^K",1759860074228,536887809]],["^15",[5465,"^[",5464,536887809]],["^15",[5465,"^@",false,536887809]],["^15",[5465,"^Y","school/inft/luckypunch/physisches netzwerk",536887809]],["^15",[5465,"^A",3023,536887809]],["^15",[5465,"^11","School/InfT/LuckyPunch/Physisches Netzwerk",536887809]],["^15",[5465,"^?",["^ ","^21",4],536887809]],["^15",[5465,"^4",["^ ","^21","4"],536887809]],["^15",[5465,"^B",1759860074228,536887809]],["^15",[5465,"^;","~u68ea6d46-3cab-4bfe-9b4c-ac4e02db2a41",536887862]],["^15",[5466,"^Q","",536887809]],["^15",[5466,"^O","^1Y",536887809]],["^15",[5466,"^F",5472,536887809]],["^15",[5466,"^X",5465,536887809]],["^15",[5466,"^V",5472,536887809]],["^15",[5466,"^U",5465,536887809]],["^15",[5466,"^;","~u68e5556a-ce5e-4654-87bb-6a915aeb8e28",536887809]],["^15",[5467,"^Q","Aufgaben:",536887809]],["^15",[5467,"^O","^1Y",536887809]],["^15",[5467,"^F",5888,536887862]],["^15",[5467,"^X",5465,536887809]],["^15",[5467,"^V",5475,536887809]],["^15",[5467,"^U",5465,536887809]],["^15",[5467,"^;","~u68e5556a-eedd-4955-a8a2-6b4ebc18df69",536887809]],["^15",[5468,"^Q","Brandabschnitte: Häuig an Selber usv, nicht komplett getrennt, kostengünstig\nAutakes Gebäude: Meist komplett getrennt, höhere Sicherheit",536887809]],["^15",[5468,"^O","^1Y",536887809]],["^15",[5468,"^F",5482,536887809]],["^15",[5468,"^X",5465,536887809]],["^15",[5468,"^V",5465,536887809]],["^15",[5468,"^U",5465,536887809]],["^15",[5468,"^;","~u68e5556a-eb63-492d-b182-bad91af5f48f",536887809]],["^15",[5469,"^Q","-> Fiber muss nicht betrachtet werden, da CAT7 gleiche Datenmenge mit niedriger Geschwindigkeit trägt, braucht 10s",536887809]],["^15",[5469,"^O","^1Y",536887809]],["^15",[5469,"^F",5477,536887809]],["^15",[5469,"^X",5465,536887809]],["^15",[5469,"^V",5488,536887809]],["^15",[5469,"^U",5465,536887809]],["^15",[5469,"^;","~u68e5556a-7356-40c5-bf0f-694e9fbd1a88",536887809]],["^15",[5470,"^Q","((68de657f-3e53-45d4-8557-bef6d3975ecd))",536887809]],["^15",[5470,"^O","^1Y",536887809]],["^15",[5470,"^F",5476,536887809]],["^15",[5470,"^X",5465,536887809]],["^15",[5470,"^V",5482,536887809]],["^15",[5470,"^U",5465,536887809]],["^15",[5470,"^H",5300,536887862]],["^15",[5470,"^;","~u68e5556a-6fba-483c-9e10-9d9825b7f343",536887809]],["^15",[5471,"^Q","-> Ändert nichts an dauer da oben durch 1GB verbindung zu Endgeräten beschränkt wird",536887809]],["^15",[5471,"^O","^1Y",536887809]],["^15",[5471,"^F",5500,536887809]],["^15",[5471,"^X",5465,536887809]],["^15",[5471,"^V",5474,536887809]],["^15",[5471,"^U",5465,536887809]],["^15",[5471,"^;","~u68e5556a-6a6c-4d49-8784-e730fc9e0777",536887809]],["^15",[5472,"^Q","**Summery**:\nbackground-color:: blue",536887809]],["^15",[5472,"^O","^1Y",536887809]],["^15",[5472,"^F",5484,536887809]],["^15",[5472,"^X",5465,536887809]],["^15",[5472,"^V",5503,536887809]],["^15",[5472,"^U",5465,536887809]],["^15",[5472,"^?",["^ ","^2Y","blue"],536887862]],["^15",[5472,"^J",["^2Y"],536887862]],["^15",[5472,"^4",["^ 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insgesammt\nCAT7 jeder Pc: 50/20=5s\nCAT6e ein Pc: 10GB/1GBs = 10s",536887809]],["^15",[5477,"^O","^1Y",536887809]],["^15",[5477,"^F",5496,536887809]],["^15",[5477,"^X",5465,536887809]],["^15",[5477,"^V",5488,536887809]],["^15",[5477,"^U",5465,536887809]],["^15",[5477,"^;","~u68e5556a-90d2-4048-ae05-06671ebf4265",536887809]],["^15",[5478,"^Q","Angenommen Multicast:\n10s da Pc Gruppe nur einmal versenden Muss",536887809]],["^15",[5478,"^O","^1Y",536887809]],["^15",[5478,"^F",5493,536887809]],["^15",[5478,"^X",5465,536887809]],["^15",[5478,"^V",5495,536887809]],["^15",[5478,"^U",5465,536887809]],["^15",[5478,"^;","~u68e5556a-2840-43ca-9d1f-00fee65c8ca8",536887809]],["^15",[5479,"^Q","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.)",536887809]],["^15",[5479,"^O","^1Y",536887809]],["^15",[5479,"^F",5485,536887809]],["^15",[5479,"^X",5465,536887809]],["^15",[5479,"^V",5485,536887809]],["^15",[5479,"^U",5465,536887809]],["^15",[5479,"^;","~u68e5556a-a0f9-4748-99ca-471f19eadc57",536887809]],["^15",[5480,"^Q","**Notes:**\nbackground-color:: red",536887809]],["^15",[5480,"^O","^1Y",536887809]],["^15",[5480,"^F",5503,536887809]],["^15",[5480,"^X",5465,536887809]],["^15",[5480,"^V",5503,536887809]],["^15",[5480,"^U",5465,536887809]],["^15",[5480,"^?",["^ ","^2Y","red"],536887862]],["^15",[5480,"^J",["^2Y"],536887862]],["^15",[5480,"^4",["^ 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(physisch).pdf](../assets/A2.2_-_Netzkonzept_(physisch)_1759405011873_0.pdf)",536887809]],["^15",[5482,"^O","^1Y",536887809]],["^15",[5482,"^F",5481,536887809]],["^15",[5482,"^X",5465,536887809]],["^15",[5482,"^V",5465,536887809]],["^15",[5482,"^U",5465,536887809]],["^15",[5482,"^;","~u68e5556a-2970-4e0b-b13b-35b008d3e5ec",536887809]],["^15",[5483,"^Q","",536887809]],["^15",[5483,"^O","^1Y",536887809]],["^15",[5483,"^F",5485,536887809]],["^15",[5483,"^X",5465,536887809]],["^15",[5483,"^V",5482,536887809]],["^15",[5483,"^U",5465,536887809]],["^15",[5483,"^;","~u68e5556a-5743-4418-9a16-63d9dc3bb63a",536887809]],["^15",[5484,"^Q","**Slides:**\nbackground-color:: green",536887809]],["^15",[5484,"^O","^1Y",536887809]],["^15",[5484,"^F",5480,536887809]],["^15",[5484,"^X",5465,536887809]],["^15",[5484,"^V",5503,536887809]],["^15",[5484,"^U",5465,536887809]],["^15",[5484,"^?",["^ ","^2Y","green"],536887862]],["^15",[5484,"^J",["^2Y"],536887862]],["^15",[5484,"^4",["^ 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(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.",536887809]],["^15",[5487,"^O","^1Y",536887809]],["^15",[5487,"^F",5506,536887809]],["^15",[5487,"^X",5465,536887809]],["^15",[5487,"^V",5506,536887809]],["^15",[5487,"^U",5465,536887809]],["^15",[5487,"^;","~u68e5556a-c6d1-4a48-a25e-d2b383630288",536887809]],["^15",[5488,"^Q","((68e3997b-01d4-45c9-a9c5-2a8c4a8c085f))",536887809]],["^15",[5488,"^O","^1Y",536887809]],["^15",[5488,"^F",5467,536887809]],["^15",[5488,"^X",5465,536887809]],["^15",[5488,"^V",5467,536887809]],["^15",[5488,"^U",5465,536887809]],["^15",[5488,"^H",5294,536887862]],["^15",[5488,"^;","~u68e5556a-dbdb-4fc0-b8fa-c7b279c6cd1e",536887809]],["^15",[5489,"^Q","{{query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[School/InfT/LuckyPunch/Physisches Netzwerk]]) (namespace 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Router, Switches\nlogseq.order-list-type:: number",536887809]],["^15",[5491,"^O","^1Y",536887809]],["^15",[5491,"^F",5476,536887809]],["^15",[5491,"^X",5465,536887809]],["^15",[5491,"^V",5476,536887809]],["^15",[5491,"^U",5465,536887809]],["^15",[5491,"^?",["^ ","^35","number"],536887862]],["^15",[5491,"^J",["^35"],536887862]],["^15",[5491,"^4",["^ ","^35","number"],536887862]],["^15",[5491,"^;","~u68e5556a-f954-4e15-8510-b034f27cb34f",536887809]],["^15",[5492,"^Q","((68de6509-4981-4d70-b3cb-dbabeef90b69))",536887809]],["^15",[5492,"^O","^1Y",536887809]],["^15",[5492,"^F",5498,536887809]],["^15",[5492,"^X",5465,536887809]],["^15",[5492,"^V",5473,536887809]],["^15",[5492,"^U",5465,536887809]],["^15",[5492,"^H",5308,536887862]],["^15",[5492,"^;","~u68e5556a-87b6-47d9-b2c7-c70ce0be79d9",536887809]],["^15",[5493,"^Q","Angenommen Unicast\n15/5= 3 Pc Pro Gruppe -> jede Master versendet 30\nMaster PC der Gruppe mus 3 mal Update Versenden\nd.h. 30s",536887809]],["^15",[5493,"^O","^1Y",536887809]],["^15",[5493,"^F",5495,536887809]],["^15",[5493,"^X",5465,536887809]],["^15",[5493,"^V",5495,536887809]],["^15",[5493,"^U",5465,536887809]],["^15",[5493,"^;","~u68e5556a-135f-49a7-ac1c-248f2edc7130",536887809]],["^15",[5494,"^Q","---",536887809]],["^15",[5494,"^O","^1Y",536887809]],["^15",[5494,"^F",5503,536887809]],["^15",[5494,"^X",5465,536887809]],["^15",[5494,"^V",5465,536887809]],["^15",[5494,"^U",5465,536887809]],["^15",[5494,"^;","~u68e5556a-4945-4bb4-90f2-f16b570d8162",536887809]],["^15",[5495,"^Q","((68e39995-5e21-4598-b166-951e49467c25))",536887809]],["^15",[5495,"^O","^1Y",536887809]],["^15",[5495,"^F",5488,536887809]],["^15",[5495,"^X",5465,536887809]],["^15",[5495,"^V",5467,536887809]],["^15",[5495,"^U",5465,536887809]],["^15",[5495,"^H",5298,536887862]],["^15",[5495,"^;","~u68e5556a-b941-4162-9cc0-89511bc6ea84",536887809]],["^15",[5496,"^Q","((68e39b9c-1f54-4b6f-a54e-ec82ccb2d5dc))",536887809]],["^15",[5496,"^O","^1Y",536887809]],["^15",[5496,"^F",5488,536887809]],["^15",[5496,"^X",5465,536887809]],["^15",[5496,"^V",5488,536887809]],["^15",[5496,"^U",5465,536887809]],["^15",[5496,"^H",5299,536887862]],["^15",[5496,"^;","~u68e5556a-031d-4a21-9483-2215e75afbc9",536887809]],["^15",[5497,"^Q","{{query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/InfT/LuckyPunch/Physisches Netzwerk]]) (namespace [[School/InfT/LuckyPunch/Physisches Netzwerk]])))}}",536887809]],["^15",[5497,"^O","^1Y",536887809]],["^15",[5497,"^F",5484,536887809]],["^15",[5497,"^S",5510,536887862]],["^15",[5497,"^X",5465,536887809]],["^15",[5497,"^V",5484,536887809]],["^15",[5497,"^U",5465,536887809]],["^15",[5497,"^;","~u68e5556a-a704-490c-b1cb-330c1851205c",536887809]],["^15",[5498,"^Q","((68de64f4-3367-408a-b41b-180f811d8446))",536887809]],["^15",[5498,"^O","^1Y",536887809]],["^15",[5498,"^F",5473,536887809]],["^15",[5498,"^X",5465,536887809]],["^15",[5498,"^V",5473,536887809]],["^15",[5498,"^U",5465,536887809]],["^15",[5498,"^H",5307,536887862]],["^15",[5498,"^;","~u68e5556a-fd2e-4c4d-b05d-6b649f405260",536887809]],["^15",[5499,"^Q","index:: 4\n\n",536887809]],["^15",[5499,"^O","^1Y",536887809]],["^15",[5499,"^2R",["^2S",[]],536887862]],["^15",[5499,"^F",5465,536887809]],["^15",[5499,"^X",5465,536887809]],["^15",[5499,"^V",5465,536887809]],["^15",[5499,"^U",429,536887809]],["^15",[5499,"^U",5465,536887809]],["^15",[5499,"^:",true,536887862]],["^15",[5499,"^?",["^ ","^21",4],536887862]],["^15",[5499,"^J",["^21"],536887862]],["^15",[5499,"^4",["^ ","^21","4"],536887862]],["^15",[5499,"^H",429,536887862]],["^15",[5499,"^;","~u68e5556a-7eeb-46d7-9c23-6a8c88ca9e26",536887809]],["^15",[5500,"^Q","CAT7 jeder Pc: 50/10=10s",536887809]],["^15",[5500,"^O","^1Y",536887809]],["^15",[5500,"^F",5474,536887809]],["^15",[5500,"^X",5465,536887809]],["^15",[5500,"^V",5474,536887809]],["^15",[5500,"^U",5465,536887809]],["^15",[5500,"^;","~u68e5556a-898e-43c2-beeb-8f2e3f910a2f",536887809]],["^15",[5501,"^Q","tags::",536887809]],["^15",[5501,"^O","^1Y",536887809]],["^15",[5501,"^F",5499,536887809]],["^15",[5501,"^X",5465,536887809]],["^15",[5501,"^V",5465,536887809]],["^15",[5501,"^U",5465,536887809]],["^15",[5501,"^?",["^ ","^33",""],536887862]],["^15",[5501,"^J",["^33"],536887862]],["^15",[5501,"^4",["^ ","^33",""],536887862]],["^15",[5501,"^;","~u68e5556a-b914-4e14-ac6b-b14137b3f2ce",536887809]],["^15",[5502,"^Q","references::",536887809]],["^15",[5502,"^O","^1Y",536887809]],["^15",[5502,"^F",5501,536887809]],["^15",[5502,"^X",5465,536887809]],["^15",[5502,"^V",5465,536887809]],["^15",[5502,"^U",430,536887809]],["^15",[5502,"^U",5465,536887809]],["^15",[5502,"^?",["^ 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![image.png](../assets/image_1759912517162_0.png)\n\t- Kugel hängt wie im Gefängnis an Trump\n\t- Bürgerking Krone -> Trump stellt sich nur wie König da\n\t- Maker ist schwärzung der Affäre, oder zum Unterzeichnen vieler executive Orders\n- ![image.png](../assets/image_1759912522970_0.png)\n\t- Europas und NATOs angwohnheit, später nicht weiter unterstützte Warnungen gegen Russland zu widerholen\n- ![image.png](../assets/image_1759912528942_0.png)\n\t- Fridich Merz angewonheit sobalt kritik in einem Bereich geäußert wird sich auf den anderen zu Fokussieren um dieser zu entgeheniu\n\t- Kritik nur Außenkanzler, dann innenpolitik zugewand, auch nicht richtig\n- ![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",536887845]],["^15",[5578,"^17",1760193862168,536887845]],["^15",[5578,"^18","~m1759915849000",536887846]],["^15",[5578,"^Z","pages/School___Pol___Aktuelle Stunden___Karikaturen.md",536887845]],["^15",[5579,"^K",1760193862167,536887845]],["^15",[5579,"^[",5578,536887845]],["^15",[5579,"^@",false,536887845]],["^15",[5579,"^Y","school/pol/aktuelle stunden/karikaturen",536887845]],["^15",[5579,"^A",803,536887845]],["^15",[5579,"^11","School/Pol/Aktuelle Stunden/Karikaturen",536887845]],["^15",[5579,"^?",["^ ","^21",2],536887845]],["^15",[5579,"^4",["^ 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evidence of attacs on pc\n\t- debugger: 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. Network \n  devices authenticate administrative users using this database.\n-",536887847]],["^15",[5608,"^17",1760193862216,536887847]],["^15",[5608,"^18","~m1759993211000",536887848]],["^15",[5608,"^Z","pages/School___TiP___Attack and Mitigation.md",536887847]],["^15",[5609,"^K",1760193862215,536887847]],["^15",[5609,"^[",5608,536887847]],["^15",[5609,"^@",false,536887847]],["^15",[5609,"^Y","school/tip/attack and mitigation",536887847]],["^15",[5609,"^A",3152,536887847]],["^15",[5609,"^11","School/TiP/Attack and Mitigation",536887847]],["^15",[5609,"^?",["^ ","^21",2],536887847]],["^15",[5609,"^4",["^ ","^21","2"],536887847]],["^15",[5609,"^B",1760193862215,536887847]],["^15",[5609,"^;","~u68ea6d46-5b79-4c27-82a9-62b8e8d5dad5",536887847]],["^15",[5610,"^Q","",536887847]],["^15",[5610,"^O","^1Y",536887847]],["^15",[5610,"^F",5636,536887847]],["^15",[5610,"^X",5609,536887847]],["^15",[5610,"^V",5636,536887847]],["^15",[5610,"^U",5609,536887847]],["^15",[5610,"^;","~u68ea6d46-c0eb-40c7-aff8-dcfb43e99ff9",536887847]],["^15",[5611,"^Q","references::",536887847]],["^15",[5611,"^O","^1Y",536887847]],["^15",[5611,"^F",5634,536887847]],["^15",[5611,"^X",5609,536887847]],["^15",[5611,"^V",5609,536887847]],["^15",[5611,"^U",430,536887847]],["^15",[5611,"^U",5609,536887847]],["^15",[5611,"^?",["^ ","^32",""],536887847]],["^15",[5611,"^J",["^32"],536887847]],["^15",[5611,"^4",["^ ","^32",""],536887847]],["^15",[5611,"^H",430,536887847]],["^15",[5611,"^;","~u68ea6d46-9b75-4e11-a41e-013c85fa8117",536887847]],["^15",[5612,"^Q","Rootkit detector: file integrity chekcer, detect installed rootkits",536887847]],["^15",[5612,"^O","^1Y",536887847]],["^15",[5612,"^F",5637,536887847]],["^15",[5612,"^X",5609,536887847]],["^15",[5612,"^V",5622,536887847]],["^15",[5612,"^U",5609,536887847]],["^15",[5612,"^;","~u68ea6d46-9776-48ba-b839-8ba2bba69610",536887847]],["^15",[5613,"^Q","**AAA Server** - This server contains a secure database\nof who is authorized to access and manage network devices. Network \ndevices authenticate administrative users using this database.",536887847]],["^15",[5613,"^O","^1Y",536887847]],["^15",[5613,"^F",5619,536887847]],["^15",[5613,"^X",5609,536887847]],["^15",[5613,"^V",5609,536887847]],["^15",[5613,"^U",5609,536887847]],["^15",[5613,"^;","~u68ea6d46-d2cc-4502-a1bb-1a921a6c658a",536887847]],["^15",[5614,"^Q","",536887847]],["^15",[5614,"^O","^1Y",536887847]],["^15",[5614,"^F",5626,536887847]],["^15",[5614,"^X",5609,536887847]],["^15",[5614,"^V",5609,536887847]],["^15",[5614,"^U",5609,536887847]],["^15",[5614,"^;","~u68ea6d46-feb5-40bb-ade8-1243e2cbff84",536887847]],["^15",[5615,"^Q","ab 3.5",536887847]],["^15",[5615,"^O","^1Y",536887847]],["^15",[5615,"^F",5622,536887847]],["^15",[5615,"^X",5609,536887847]],["^15",[5615,"^V",5609,536887847]],["^15",[5615,"^U",5609,536887847]],["^15",[5615,"^;","~u68ea6d46-4656-4315-982b-6cc19ccae486",536887847]],["^15",[5616,"^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",536887847]],["^15",[5616,"^O","^1Y",536887847]],["^15",[5616,"^F",5629,536887847]],["^15",[5616,"^S",5638,536887847]],["^15",[5616,"^X",5609,536887847]],["^15",[5616,"^V",5629,536887847]],["^15",[5616,"^U",5609,536887847]],["^15",[5616,"^?",["^ ","^2V","block","^2W",true,"^2X",true],536887847]],["^15",[5616,"^J",["^2V","^2W","^2X"],536887847]],["^15",[5616,"^4",["^ ","^2V","block","^2W","true","^2X","true"],536887847]],["^15",[5616,"^;","~u68ea6d46-971e-4fd2-b8bd-3301328ce7d7",536887847]],["^15",[5617,"^Q","debugger: reverse engineer maleware",536887847]],["^15",[5617,"^O","^1Y",536887847]],["^15",[5617,"^F",5633,536887847]],["^15",[5617,"^X",5609,536887847]],["^15",[5617,"^V",5622,536887847]],["^15",[5617,"^U",5609,536887847]],["^15",[5617,"^;","~u68ea6d46-6285-425d-9dba-2f5d21af1233",536887847]],["^15",[5618,"^Q","index:: 2\n\n",536887847]],["^15",[5618,"^O","^1Y",536887847]],["^15",[5618,"^2R",["^2S",[]],536887847]],["^15",[5618,"^F",5609,536887847]],["^15",[5618,"^X",5609,536887847]],["^15",[5618,"^V",5609,536887847]],["^15",[5618,"^U",429,536887847]],["^15",[5618,"^U",5609,536887847]],["^15",[5618,"^:",true,536887847]],["^15",[5618,"^?",["^ ","^21",2],536887847]],["^15",[5618,"^J",["^21"],536887847]],["^15",[5618,"^4",["^ ","^21","2"],536887847]],["^15",[5618,"^H",429,536887847]],["^15",[5618,"^;","~u68ea6d46-0103-4790-a9ef-f7d3b315d868",536887847]],["^15",[5619,"^Q","**ESA/WSA** - The email security appliance (ESA) \nfilters spam and suspicious emails. The web security appliance filters \nknown and suspicious internet malware sites.",536887847]],["^15",[5619,"^O","^1Y",536887847]],["^15",[5619,"^F",5625,536887847]],["^15",[5619,"^X",5609,536887847]],["^15",[5619,"^V",5609,536887847]],["^15",[5619,"^U",5609,536887847]],["^15",[5619,"^;","~u68ea6d46-5e9e-4a2b-b83c-36843ddc9caf",536887847]],["^15",[5620,"^Q","",536887847]],["^15",[5620,"^O","^1Y",536887847]],["^15",[5620,"^F",5630,536887847]],["^15",[5620,"^X",5609,536887847]],["^15",[5620,"^V",5609,536887847]],["^15",[5620,"^U",5609,536887847]],["^15",[5620,"^;","~u68ea6d46-9090-4c71-b2f8-54708da12f15",536887847]],["^15",[5621,"^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.",536887847]],["^15",[5621,"^O","^1Y",536887847]],["^15",[5621,"^F",5620,536887847]],["^15",[5621,"^X",5609,536887847]],["^15",[5621,"^V",5609,536887847]],["^15",[5621,"^U",5609,536887847]],["^15",[5621,"^;","~u68ea6d46-6729-4734-ba66-f66d24c69a03",536887847]],["^15",[5622,"^Q","3.3 Attack tools",536887847]],["^15",[5622,"^O","^1Y",536887847]],["^15",[5622,"^F",5614,536887847]],["^15",[5622,"^X",5609,536887847]],["^15",[5622,"^V",5609,536887847]],["^15",[5622,"^U",5609,536887847]],["^15",[5622,"^;","~u68ea6d46-88e9-433a-872a-4f9f413c455a",536887847]],["^15",[5623,"^Q","## Meta",536887847]],["^15",[5623,"^O","^1Y",536887847]],["^15",[5623,"^F",5611,536887847]],["^15",[5623,"^X",5609,536887847]],["^15",[5623,"^V",5609,536887847]],["^15",[5623,"^U",5609,536887847]],["^15",[5623,"^?",["^ ","^2T",2],536887847]],["^15",[5623,"^J",[],536887847]],["^15",[5623,"^;","~u68ea6d46-0222-4580-9558-5cf2348618d1",536887847]],["^15",[5624,"^Q","**Slides:**\nbackground-color:: green",536887847]],["^15",[5624,"^O","^1Y",536887847]],["^15",[5624,"^F",5629,536887847]],["^15",[5624,"^X",5609,536887847]],["^15",[5624,"^V",5623,536887847]],["^15",[5624,"^U",5609,536887847]],["^15",[5624,"^?",["^ ","^2Y","green"],536887847]],["^15",[5624,"^J",["^2Y"],536887847]],["^15",[5624,"^4",["^ ","^2Y","green"],536887847]],["^15",[5624,"^;","~u68ea6d46-00b2-4a09-9217-6488897e93c7",536887847]],["^15",[5625,"^Q","**IPS** - An Intrusion Prevention System (IPS) monitors\nincoming and outgoing traffic looking for malware, network attack \nsignatures, and more. If it recognizes a threat, it can immediately stop\nit.",536887847]],["^15",[5625,"^O","^1Y",536887847]],["^15",[5625,"^F",5632,536887847]],["^15",[5625,"^X",5609,536887847]],["^15",[5625,"^V",5609,536887847]],["^15",[5625,"^U",5609,536887847]],["^15",[5625,"^;","~u68ea6d46-4621-4282-a888-4bf2aae1fc89",536887847]],["^15",[5626,"^Q","---",536887847]],["^15",[5626,"^O","^1Y",536887847]],["^15",[5626,"^F",5623,536887847]],["^15",[5626,"^X",5609,536887847]],["^15",[5626,"^V",5609,536887847]],["^15",[5626,"^U",5609,536887847]],["^15",[5626,"^;","~u68ea6d46-10d8-4346-977d-108785f6e0f4",536887847]],["^15",[5627,"^Q","",536887847]],["^15",[5627,"^O","^1Y",536887847]],["^15",[5627,"^F",5613,536887847]],["^15",[5627,"^X",5609,536887847]],["^15",[5627,"^V",5609,536887847]],["^15",[5627,"^U",5609,536887847]],["^15",[5627,"^;","~u68ea6d46-0810-4c81-95cc-546d44c85fe6",536887847]],["^15",[5628,"^Q","vulnerability exploitation: finding weather remote host is vulnerable",536887847]],["^15",[5628,"^O","^1Y",536887847]],["^15",[5628,"^F",5617,536887847]],["^15",[5628,"^X",5609,536887847]],["^15",[5628,"^V",5622,536887847]],["^15",[5628,"^U",5609,536887847]],["^15",[5628,"^;","~u68ea6d46-a1c5-4f2e-a911-2452c645669f",536887847]],["^15",[5629,"^Q","**Notes:**\nbackground-color:: red",536887847]],["^15",[5629,"^O","^1Y",536887847]],["^15",[5629,"^F",5623,536887847]],["^15",[5629,"^X",5609,536887847]],["^15",[5629,"^V",5623,536887847]],["^15",[5629,"^U",5609,536887847]],["^15",[5629,"^?",["^ ","^2Y","red"],536887847]],["^15",[5629,"^J",["^2Y"],536887847]],["^15",[5629,"^4",["^ ","^2Y","red"],536887847]],["^15",[5629,"^;","~u68ea6d46-ce0f-41a3-92d0-1158377c93ac",536887847]],["^15",[5630,"^Q","",536887847]],["^15",[5630,"^O","^1Y",536887847]],["^15",[5630,"^F",5615,536887847]],["^15",[5630,"^X",5609,536887847]],["^15",[5630,"^V",5609,536887847]],["^15",[5630,"^U",5609,536887847]],["^15",[5630,"^;","~u68ea6d46-378c-4149-923b-a3c155bb7ea4",536887847]],["^15",[5631,"^Q","{{query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/TiP/Attack and Mitigation]]) (namespace [[School/TiP/Attack and Mitigation]])))}}",536887847]],["^15",[5631,"^O","^1Y",536887847]],["^15",[5631,"^F",5624,536887847]],["^15",[5631,"^S",5639,536887847]],["^15",[5631,"^X",5609,536887847]],["^15",[5631,"^V",5624,536887847]],["^15",[5631,"^U",5609,536887847]],["^15",[5631,"^;","~u68ea6d46-444b-49e1-adda-f13f7bd0e44c",536887847]],["^15",[5632,"^Q","**ASA Firewall** - This dedicated device provides \nstateful firewall services. It ensures that internal traffic can go out \nand come back, but external traffic cannot initiate connections to \ninside hosts.",536887847]],["^15",[5632,"^O","^1Y",536887847]],["^15",[5632,"^F",5621,536887847]],["^15",[5632,"^X",5609,536887847]],["^15",[5632,"^V",5609,536887847]],["^15",[5632,"^U",5609,536887847]],["^15",[5632,"^;","~u68ea6d46-2b50-4b15-83fd-3ea0373f2740",536887847]],["^15",[5633,"^Q","forensic tools: find evidence of attacs on pc",536887847]],["^15",[5633,"^O","^1Y",536887847]],["^15",[5633,"^F",5612,536887847]],["^15",[5633,"^X",5609,536887847]],["^15",[5633,"^V",5622,536887847]],["^15",[5633,"^U",5609,536887847]],["^15",[5633,"^;","~u68ea6d46-8bb0-42f3-bf05-2ca254825314",536887847]],["^15",[5634,"^Q","tags::",536887847]],["^15",[5634,"^O","^1Y",536887847]],["^15",[5634,"^F",5618,536887847]],["^15",[5634,"^X",5609,536887847]],["^15",[5634,"^V",5609,536887847]],["^15",[5634,"^U",5609,536887847]],["^15",[5634,"^?",["^ ","^33",""],536887847]],["^15",[5634,"^J",["^33"],536887847]],["^15",[5634,"^4",["^ ","^33",""],536887847]],["^15",[5634,"^;","~u68ea6d46-a498-48d6-b794-0dc52abe5bc0",536887847]],["^15",[5635,"^Q","vulnerability scanner: scann networks & systens for network vulnerabilitys",536887847]],["^15",[5635,"^O","^1Y",536887847]],["^15",[5635,"^F",5628,536887847]],["^15",[5635,"^X",5609,536887847]],["^15",[5635,"^V",5622,536887847]],["^15",[5635,"^U",5609,536887847]],["^15",[5635,"^;","~u68ea6d46-bd26-47bc-a4c5-50bd2bc72394",536887847]],["^15",[5636,"^Q","**Summery**:\nbackground-color:: blue",536887847]],["^15",[5636,"^O","^1Y",536887847]],["^15",[5636,"^F",5624,536887847]],["^15",[5636,"^X",5609,536887847]],["^15",[5636,"^V",5623,536887847]],["^15",[5636,"^U",5609,536887847]],["^15",[5636,"^?",["^ ","^2Y","blue"],536887847]],["^15",[5636,"^J",["^2Y"],536887847]],["^15",[5636,"^4",["^ ","^2Y","blue"],536887847]],["^15",[5636,"^;","~u68ea6d46-3121-4642-9bff-10dfdb8d140f",536887847]],["^15",[5637,"^Q","packat crafting tools_ Test firewall robustness using specially crafted packats",536887847]],["^15",[5637,"^O","^1Y",536887847]],["^15",[5637,"^F",5622,536887847]],["^15",[5637,"^X",5609,536887847]],["^15",[5637,"^V",5622,536887847]],["^15",[5637,"^U",5609,536887847]],["^15",[5637,"^;","~u68ea6d46-4115-4c62-b109-332107add4a1",536887847]],["^15",[5638,"^?",["^ ","^2Z","query","^2[",["(and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[School/TiP/Attack and Mitigation]]) (namespace [[School/TiP/Attack and Mitigation]])))"]],536887847]],["^15",[5638,"^W","macro",536887847]],["^15",[5638,"^T","query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[School/TiP/Attack and Mitigation]]) (namespace [[School/TiP/Attack and Mitigation]])))",536887847]],["^15",[5639,"^?",["^ ","^2Z","query","^2[",["(and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/TiP/Attack and Mitigation]]) (namespace [[School/TiP/Attack and Mitigation]])))"]],536887847]],["^15",[5639,"^W","macro",536887847]],["^15",[5639,"^T","query (and (or \"#Slide \" \"#Slide]\" [[Slide]]) (or (page [[School/TiP/Attack and Mitigation]]) (namespace [[School/TiP/Attack and Mitigation]])))",536887847]],["^15",[5640,"^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 <proc_id>`\n\t\t- enables, proces id should be same for same area on all routers, but only localy significant\n\t- `router-id <rid>`\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 <network-address> <wildcard-mask> area <area-id>`\n\t\t\t- [[wildcard mask]]:\n\t\t\t\t- ```\n\t\t\t\t  255.255.255.255 - <subnet mask> = <wildcardmask>\n\t\t\t\t  ```\n\t\t- By Interface IP\n\t\t\t- `#ospf network <interface ip> 0.0.0.0 area <area-id>`\n\t\t- -> On interface `if# ip ospf >process-id> area <area-id>`\n\t\t- Setting passive Interfaces : `passive-interface <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 <mbps>`\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 <cost>`\n\t\t- Intervals: \n\t\t  `ip ospf hello-interval <sec>`\n\t\t  `ip ospf dead-interval <sec>` 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 [<next-hop-address> | <exit-intf>]` 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-",536887849]],["^15",[5640,"^17",1760193862261,536887849]],["^15",[5640,"^18","~m1759993166000",536887850]],["^15",[5640,"^Z","pages/School___TiP___OSPF.md",536887849]],["^15",[5641,"^K",1760193862260,536887849]],["^15",[5641,"^[",5640,536887849]],["^15",[5641,"^@",false,536887849]],["^15",[5641,"^Y","school/tip/ospf",536887849]],["^15",[5641,"^A",3152,536887849]],["^15",[5641,"^11","School/TiP/OSPF",536887849]],["^15",[5641,"^?",["^ ","^21",1],536887849]],["^15",[5641,"^4",["^ ","^21","1"],536887849]],["^15",[5641,"^B",1760193862260,536887849]],["^15",[5641,"^;","~u68ea6d46-7a09-44ab-a7d0-a54da1fcb6c2",536887849]],["^15",[5642,"^Q","Contains parts of LSDB, used to maintain the same LSDB on all routers",536887849]],["^15",[5642,"^O","^1Y",536887849]],["^15",[5642,"^F",5715,536887849]],["^15",[5642,"^X",5641,536887849]],["^15",[5642,"^V",5715,536887849]],["^15",[5642,"^U",5641,536887849]],["^15",[5642,"^;","~u68ea6d46-7464-48fd-a9f2-55477e3afe59",536887849]],["^15",[5643,"^Q","**Summery**:\nbackground-color:: blue",536887849]],["^15",[5643,"^O","^1Y",536887849]],["^15",[5643,"^F",5760,536887849]],["^15",[5643,"^X",5641,536887849]],["^15",[5643,"^V",5664,536887849]],["^15",[5643,"^U",5641,536887849]],["^15",[5643,"^?",["^ ","^2Y","blue"],536887849]],["^15",[5643,"^J",["^2Y"],536887849]],["^15",[5643,"^4",["^ ","^2Y","blue"],536887849]],["^15",[5643,"^;","~u68ea6d46-50b7-467f-bc01-43ab683c5d94",536887849]],["^15",[5644,"^Q","using IP Multicast: 224.0.0.5",536887849]],["^15",[5644,"^O","^1Y",536887849]],["^15",[5644,"^F",5696,536887849]],["^15",[5644,"^X",5641,536887849]],["^15",[5644,"^V",5774,536887849]],["^15",[5644,"^U",5641,536887849]],["^15",[5644,"^;","~u68ea6d46-b137-4468-a9a0-f447199c373a",536887849]],["^15",[5645,"^Q","if additional data is informations are required",536887849]],["^15",[5645,"^O","^1Y",536887849]],["^15",[5645,"^F",5755,536887849]],["^15",[5645,"^X",5641,536887849]],["^15",[5645,"^V",5755,536887849]],["^15",[5645,"^U",5641,536887849]],["^15",[5645,"^;","~u68ea6d46-bec4-45b3-8e8f-c405bdde276b",536887849]],["^15",[5646,"^Q","~`router-id <rid>`",536887849]],["^15",[5646,"^O","^1Y",536887849]],["^15",[5646,"^F",5768,536887849]],["^15",[5646,"^X",5641,536887849]],["^15",[5646,"^V",5712,536887849]],["^15",[5646,"^U",5641,536887849]],["^15",[5646,"^;","~u68ea6d46-1ace-4bf6-a9d3-56c5d76d2acf",536887849]],["^15",[5647,"^Q","change interface to be OSPF p2p interface, disabling DR/BDR election",536887849]],["^15",[5647,"^O","^1Y",536887849]],["^15",[5647,"^F",5793,536887849]],["^15",[5647,"^X",5641,536887849]],["^15",[5647,"^V",5793,536887849]],["^15",[5647,"^U",5641,536887849]],["^15",[5647,"^;","~u68ea6d46-356e-403c-aed8-041387e77365",536887849]],["^15",[5648,"^Q","routers interconnecting areas: Area Border Routers",536887849]],["^15",[5648,"^O","^1Y",536887849]],["^15",[5648,"^F",5654,536887849]],["^15",[5648,"^X",5641,536887849]],["^15",[5648,"^V",5767,536887849]],["^15",[5648,"^U",5641,536887849]],["^15",[5648,"^;","~u68ea6d46-5e5f-4317-9d76-ce9a98c77566",536887849]],["^15",[5649,"^Q","![image.png](../assets/image_1757572889678_0.png)",536887849]],["^15",[5649,"^O","^1Y",536887849]],["^15",[5649,"^F",5713,536887849]],["^15",[5649,"^X",5641,536887849]],["^15",[5649,"^V",5713,536887849]],["^15",[5649,"^U",5641,536887849]],["^15",[5649,"^;","~u68ea6d46-f8c7-4083-927f-3dcaccace8ae",536887849]],["^15",[5650,"^Q","DROTHER that is election winner becomes BDR\nlogseq.order-list-type:: number",536887849]],["^15",[5650,"^O","^1Y",536887849]],["^15",[5650,"^F",5695,536887849]],["^15",[5650,"^X",5641,536887849]],["^15",[5650,"^V",5693,536887849]],["^15",[5650,"^U",5641,536887849]],["^15",[5650,"^?",["^ ","^35","number"],536887849]],["^15",[5650,"^J",["^35"],536887849]],["^15",[5650,"^4",["^ ","^35","number"],536887849]],["^15",[5650,"^;","~u68ea6d46-5ca9-4293-b9fe-b12a7c5bb367",536887849]],["^15",[5651,"^Q","OSPF",536887849]],["^15",[5651,"^O","^1Y",536887849]],["^15",[5651,"^F",5673,536887849]],["^15",[5651,"^X",5641,536887849]],["^15",[5651,"^V",5641,536887849]],["^15",[5651,"^U",5641,536887849]],["^15",[5651,"^;","~u68ea6d46-6ffa-4ec6-815e-4f46e6d09d42",536887849]],["^15",[5652,"^Q","Highest available IP of a loopback interface\nlogseq.order-list-type:: number",536887849]],["^15",[5652,"^O","^1Y",536887849]],["^15",[5652,"^F",5769,536887849]],["^15",[5652,"^X",5641,536887849]],["^15",[5652,"^V",5769,536887849]],["^15",[5652,"^U",5641,536887849]],["^15",[5652,"^?",["^ ","^35","number"],536887849]],["^15",[5652,"^J",["^35"],536887849]],["^15",[5652,"^4",["^ ","^35","number"],536887849]],["^15",[5652,"^;","~u68ea6d46-d2ae-4216-b6ab-b8262f4e47c5",536887849]],["^15",[5653,"^Q","Link-state update packet (Type 4)",536887849]],["^15",[5653,"^O","^1Y",536887849]],["^15",[5653,"^F",5689,536887849]],["^15",[5653,"^X",5641,536887849]],["^15",[5653,"^V",5691,536887849]],["^15",[5653,"^U",5641,536887849]],["^15",[5653,"^;","~u68ea6d46-9751-4295-bfae-85aac365c003",536887849]],["^15",[5654,"^Q","All areas connect to backbone area 0",536887849]],["^15",[5654,"^O","^1Y",536887849]],["^15",[5654,"^F",5767,536887849]],["^15",[5654,"^X",5641,536887849]],["^15",[5654,"^V",5767,536887849]],["^15",[5654,"^U",5641,536887849]],["^15",[5654,"^;","~u68ea6d46-f6a7-48f0-8583-7aec2d55da22",536887849]],["^15",[5655,"^Q","enables, proces id should be same for same area on all routers, but only localy significant",536887849]],["^15",[5655,"^O","^1Y",536887849]],["^15",[5655,"^F",5768,536887849]],["^15",[5655,"^X",5641,536887849]],["^15",[5655,"^V",5768,536887849]],["^15",[5655,"^U",5641,536887849]],["^15",[5655,"^;","~u68ea6d46-f01c-40eb-b10e-1a1c60402d11",536887849]],["^15",[5656,"^Q","Router ID\nlogseq.order-list-type:: number",536887849]],["^15",[5656,"^O","^1Y",536887849]],["^15",[5656,"^F",5723,536887849]],["^15",[5656,"^X",5641,536887849]],["^15",[5656,"^V",5771,536887849]],["^15",[5656,"^U",5641,536887849]],["^15",[5656,"^?",["^ ","^35","number"],536887849]],["^15",[5656,"^J",["^35"],536887849]],["^15",[5656,"^4",["^ ","^35","number"],536887849]],["^15",[5656,"^;","~u68ea6d46-f153-4305-b375-2d2b82454409",536887849]],["^15",[5657,"^Q","Link-state acknowledgment packet (Type 5)",536887849]],["^15",[5657,"^O","^1Y",536887849]],["^15",[5657,"^F",5653,536887849]],["^15",[5657,"^X",5641,536887849]],["^15",[5657,"^V",5691,536887849]],["^15",[5657,"^U",5641,536887849]],["^15",[5657,"^;","~u68ea6d46-08e2-4e2b-afda-4022fdbf5565",536887849]],["^15",[5658,"^Q","Building Routes",536887849]],["^15",[5658,"^O","^1Y",536887849]],["^15",[5658,"^F",5709,536887849]],["^15",[5658,"^X",5641,536887849]],["^15",[5658,"^V",5651,536887849]],["^15",[5658,"^U",5641,536887849]],["^15",[5658,"^;","~u68ea6d46-a00a-4fa7-b895-7afd160cc038",536887849]],["^15",[5659,"^Q","Reply to LSR, containing the requested informations",536887849]],["^15",[5659,"^O","^1Y",536887849]],["^15",[5659,"^F",5653,536887849]],["^15",[5659,"^X",5641,536887849]],["^15",[5659,"^V",5653,536887849]],["^15",[5659,"^U",5641,536887849]],["^15",[5659,"^;","~u68ea6d46-45fc-4d06-804c-04fea3a76e8a",536887849]],["^15",[5660,"^Q","---",536887849]],["^15",[5660,"^O","^1Y",536887849]],["^15",[5660,"^F",5664,536887849]],["^15",[5660,"^X",5641,536887849]],["^15",[5660,"^V",5641,536887849]],["^15",[5660,"^U",5641,536887849]],["^15",[5660,"^;","~u68ea6d46-0b06-46c1-84e0-c56c5992927e",536887849]],["^15",[5661,"^Q","Confirmung that the LSU/LSA and DBD has been recived",536887849]],["^15",[5661,"^O","^1Y",536887849]],["^15",[5661,"^F",5657,536887849]],["^15",[5661,"^X",5641,536887849]],["^15",[5661,"^V",5657,536887849]],["^15",[5661,"^U",5641,536887849]],["^15",[5661,"^;","~u68ea6d46-a724-4779-bf3b-5e849e6c3392",536887849]],["^15",[5662,"^Q","~`ospf# default-information originate` instruct router that he is the default route\nlogseq.order-list-type:: number",536887849]],["^15",[5662,"^O","^1Y",536887849]],["^15",[5662,"^F",5700,536887849]],["^15",[5662,"^X",5641,536887849]],["^15",[5662,"^V",5753,536887849]],["^15",[5662,"^U",5641,536887849]],["^15",[5662,"^?",["^ ","^35","number"],536887849]],["^15",[5662,"^J",["^35"],536887849]],["^15",[5662,"^4",["^ ","^35","number"],536887849]],["^15",[5662,"^;","~u68ea6d46-891d-4808-a96b-590428258a3f",536887849]],["^15",[5663,"^Q","DR fails/OSPF on DR fails/Interface on DR shuts down\nlogseq.order-list-type:: number",536887849]],["^15",[5663,"^O","^1Y",536887849]],["^15",[5663,"^F",5693,536887849]],["^15",[5663,"^X",5641,536887849]],["^15",[5663,"^V",5693,536887849]],["^15",[5663,"^U",5641,536887849]],["^15",[5663,"^?",["^ ","^35","number"],536887849]],["^15",[5663,"^J",["^35"],536887849]],["^15",[5663,"^4",["^ ","^35","number"],536887849]],["^15",[5663,"^;","~u68ea6d46-947b-4485-8db4-cb1bfe51d843",536887849]],["^15",[5664,"^Q","## Meta",536887849]],["^15",[5664,"^O","^1Y",536887849]],["^15",[5664,"^F",5682,536887849]],["^15",[5664,"^X",5641,536887849]],["^15",[5664,"^V",5641,536887849]],["^15",[5664,"^U",5641,536887849]],["^15",[5664,"^?",["^ ","^2T",2],536887849]],["^15",[5664,"^J",[],536887849]],["^15",[5664,"^;","~u68ea6d46-4bb3-4424-b2e2-dfadfb2da893",536887849]],["^15",[5665,"^Q","Single",536887849]],["^15",[5665,"^O","^1Y",536887849]],["^15",[5665,"^F",5649,536887849]],["^15",[5665,"^X",5641,536887849]],["^15",[5665,"^V",5713,536887849]],["^15",[5665,"^U",5641,536887849]],["^15",[5665,"^;","~u68ea6d46-28c1-4624-9e59-22a6cb310e9a",536887849]],["^15",[5666,"^Q","{{query (and (or \"#Note \" \"#Note]\" [[Note]]) (or (page [[School/TiP/Cisco 3.]]) (namespace [[School/TiP/Cisco 3.]])))}}\nquery-sort-by:: block\nquery-table:: true\nquery-sort-desc:: true",536887849]],["^15",[5666,"^O","^1Y",536887849]],["^15",[5666,"^F",5735,536887849]],["^15",[5666,"^S",3327,536887849]],["^15",[5666,"^X",5641,536887849]],["^15",[5666,"^V",5735,536887849]],["^15",[5666,"^U",5641,536887849]],["^15",[5666,"^?",["^ ","^2V","block","^2W",true,"^2X",true],536887849]],["^15",[5666,"^J",["^2V","^2W","^2X"],536887849]],["^15",[5666,"^4",["^ ","^2V","block","^2W","true","^2X","true"],536887849]],["^15",[5666,"^;","~u68ea6d46-7e10-4c24-ae15-8a9d9630e42a",536887849]],["^15",[5667,"^Q","based on SFP tree best routs are put in routing table",536887849]],["^15",[5667,"^O","^1Y",536887849]],["^15",[5667,"^F",5750,536887849]],["^15",[5667,"^X",5641,536887849]],["^15",[5667,"^V",5750,536887849]],["^15",[5667,"^U",5641,536887849]],["^15",[5667,"^;","~u68ea6d46-27c7-4202-843c-062402fddf0f",536887849]],["^15",[5668,"^Q","adjust reference bandwidth: `auto-cost reference-bandwidth <mbps>`",536887849]],["^15",[5668,"^O","^1Y",536887849]],["^15",[5668,"^F",5797,536887849]],["^15",[5668,"^X",5641,536887849]],["^15",[5668,"^V",5797,536887849]],["^15",[5668,"^U",5641,536887849]],["^15",[5668,"^;","~u68ea6d46-a0c3-43cf-8dd2-296effa02c5e",536887849]],["^15",[5669,"^Q","![image.png](../assets/image_1757574356958_0.png)",536887849]],["^15",[5669,"^O","^1Y",536887849]],["^15",[5669,"^F",5784,536887849]],["^15",[5669,"^X",5641,536887849]],["^15",[5669,"^V",5653,536887849]],["^15",[5669,"^U",5641,536887849]],["^15",[5669,"^;","~u68ea6d46-061e-44ba-b2ba-d52837f26790",536887849]],["^15",[5670,"^Q","Adjacencie:",536887849]],["^15",[5670,"^O","^1Y",536887849]],["^15",[5670,"^F",5736,536887849]],["^15",[5670,"^X",5641,536887849]],["^15",[5670,"^V",5751,536887849]],["^15",[5670,"^U",5641,536887849]],["^15",[5670,"^;","~u68ea6d46-c66a-452d-a960-d3722341d03b",536887849]],["^15",[5671,"^Q","Forwarding Database",536887849]],["^15",[5671,"^O","^1Y",536887849]],["^15",[5671,"^F",5754,536887849]],["^15",[5671,"^X",5641,536887849]],["^15",[5671,"^V",5709,536887849]],["^15",[5671,"^U",5641,536887849]],["^15",[5671,"^;","~u68ea6d46-bc26-42c3-a23f-bb99785a0d3a",536887849]],["^15",[5672,"^Q","can be used simultaniously, but with different DBs",536887849]],["^15",[5672,"^O","^1Y",536887849]],["^15",[5672,"^F",5698,536887849]],["^15",[5672,"^X",5641,536887849]],["^15",[5672,"^V",5677,536887849]],["^15",[5672,"^U",5641,536887849]],["^15",[5672,"^;","~u68ea6d46-40b7-4679-a3b2-8bd86533e80e",536887849]],["^15",[5673,"^Q","",536887849]],["^15",[5673,"^O","^1Y",536887849]],["^15",[5673,"^F",5660,536887849]],["^15",[5673,"^X",5641,536887849]],["^15",[5673,"^V",5641,536887849]],["^15",[5673,"^U",5641,536887849]],["^15",[5673,"^;","~u68ea6d46-0601-4a02-80f3-9633231f84a7",536887849]],["^15",[5674,"^Q","How and where to send packages to other routers, list of 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number",536887849]],["^15",[5723,"^O","^1Y",536887849]],["^15",[5723,"^F",5771,536887849]],["^15",[5723,"^X",5641,536887849]],["^15",[5723,"^V",5771,536887849]],["^15",[5723,"^U",5641,536887849]],["^15",[5723,"^?",["^ ","^35","number"],536887849]],["^15",[5723,"^J",["^35"],536887849]],["^15",[5723,"^4",["^ ","^35","number"],536887849]],["^15",[5723,"^;","~u68ea6d46-ff76-4736-b954-23f7d4ecfb43",536887849]],["^15",[5724,"^Q","determening const using Dijkstars algorythem",536887849]],["^15",[5724,"^O","^1Y",536887849]],["^15",[5724,"^F",5802,536887849]],["^15",[5724,"^X",5641,536887849]],["^15",[5724,"^V",5761,536887849]],["^15",[5724,"^U",5641,536887849]],["^15",[5724,"^;","~u68ea6d46-11e1-459d-bab3-76fc3c480b6b",536887849]],["^15",[5725,"^Q","As Responce to LSR",536887849]],["^15",[5725,"^O","^1Y",536887849]],["^15",[5725,"^F",5777,536887849]],["^15",[5725,"^X",5641,536887849]],["^15",[5725,"^V",5784,536887849]],["^15",[5725,"^U",5641,536887849]],["^15",[5725,"^;","~u68ea6d46-86dd-49bd-a87a-342f53dde71d",536887849]],["^15",[5726,"^Q","also used to forward Link Changes, containig LSA",536887849]],["^15",[5726,"^O","^1Y",536887849]],["^15",[5726,"^F",5659,536887849]],["^15",[5726,"^X",5641,536887849]],["^15",[5726,"^V",5653,536887849]],["^15",[5726,"^U",5641,536887849]],["^15",[5726,"^;","~u68ea6d46-a469-4174-9fd0-9a46be8d4a3a",536887849]],["^15",[5727,"^Q","Exchange State",536887849]],["^15",[5727,"^O","^1Y",536887849]],["^15",[5727,"^F",5737,536887849]],["^15",[5727,"^X",5641,536887849]],["^15",[5727,"^V",5685,536887849]],["^15",[5727,"^U",5641,536887849]],["^15",[5727,"^;","~u68ea6d46-7d8a-41eb-b6c8-bc34e2c2d3cd",536887849]],["^15",[5728,"^Q","~`#ospf network <interface ip> 0.0.0.0 area 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an interface is declared down, default 4* hello",536887849]],["^15",[5731,"^O","^1Y",536887849]],["^15",[5731,"^F",5781,536887849]],["^15",[5731,"^X",5641,536887849]],["^15",[5731,"^V",5797,536887849]],["^15",[5731,"^U",5641,536887849]],["^15",[5731,"^;","~u68ea6d46-cf83-4211-8370-b039a83929f4",536887849]],["^15",[5732,"^Q","Setting passive Interfaces : `passive-interface <interface>`",536887849]],["^15",[5732,"^O","^1Y",536887849]],["^15",[5732,"^F",5678,536887849]],["^15",[5732,"^X",5641,536887849]],["^15",[5732,"^V",5762,536887849]],["^15",[5732,"^U",5641,536887849]],["^15",[5732,"^;","~u68ea6d46-0322-4980-a59f-ddd76e41cb62",536887849]],["^15",[5733,"^Q","specificly configure ID like one would set an IPv4",536887849]],["^15",[5733,"^O","^1Y",536887849]],["^15",[5733,"^F",5646,536887849]],["^15",[5733,"^X",5641,536887849]],["^15",[5733,"^V",5646,536887849]],["^15",[5733,"^U",5641,536887849]],["^15",[5733,"^;","~u68ea6d46-3d74-4f4f-ba10-1a630ca779a8",536887849]],["^15",[5734,"^Q","accumulated cost of a rout from start to destination used",536887849]],["^15",[5734,"^O","^1Y",536887849]],["^15",[5734,"^F",5718,536887849]],["^15",[5734,"^X",5641,536887849]],["^15",[5734,"^V",5721,536887849]],["^15",[5734,"^U",5641,536887849]],["^15",[5734,"^;","~u68ea6d46-6c88-4f88-b1d3-9eada3b16c46",536887849]],["^15",[5735,"^Q","**Notes:**\nbackground-color:: red",536887849]],["^15",[5735,"^O","^1Y",536887849]],["^15",[5735,"^F",5664,536887849]],["^15",[5735,"^X",5641,536887849]],["^15",[5735,"^V",5664,536887849]],["^15",[5735,"^U",5641,536887849]],["^15",[5735,"^?",["^ ","^2Y","red"],536887849]],["^15",[5735,"^J",["^2Y"],536887849]],["^15",[5735,"^4",["^ 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Router controls LSA distribution",536887849]],["^15",[5736,"^O","^1Y",536887849]],["^15",[5736,"^F",5751,536887849]],["^15",[5736,"^X",5641,536887849]],["^15",[5736,"^V",5751,536887849]],["^15",[5736,"^U",5641,536887849]],["^15",[5736,"^;","~u68ea6d46-442e-46b6-a3d6-a616d7449661",536887849]],["^15",[5737,"^Q","ExStartState",536887849]],["^15",[5737,"^O","^1Y",536887849]],["^15",[5737,"^F",5714,536887849]],["^15",[5737,"^X",5641,536887849]],["^15",[5737,"^V",5685,536887849]],["^15",[5737,"^U",5641,536887849]],["^15",[5737,"^;","~u68ea6d46-b5b2-473d-bee7-65f8ff33125d",536887849]],["^15",[5738,"^Q","A change is percived (incremental updates)",536887849]],["^15",[5738,"^O","^1Y",536887849]],["^15",[5738,"^F",5784,536887849]],["^15",[5738,"^X",5641,536887849]],["^15",[5738,"^V",5784,536887849]],["^15",[5738,"^U",5641,536887849]],["^15",[5738,"^;","~u68ea6d46-d69f-4067-a869-befa59154a85",536887849]],["^15",[5739,"^Q","processing Routes using SPF (Shortest Path First) algorithm",536887849]],["^15",[5739,"^O","^1Y",536887849]],["^15",[5739,"^F",5699,536887849]],["^15",[5739,"^X",5641,536887849]],["^15",[5739,"^V",5772,536887849]],["^15",[5739,"^U",5641,536887849]],["^15",[5739,"^;","~u68ea6d46-b89b-48a7-af65-06d13a2cfb9b",536887849]],["^15",[5740,"^Q","Smaller routing Tables, reducing CPU heavy calculations",536887849]],["^15",[5740,"^O","^1Y",536887849]],["^15",[5740,"^F",5764,536887849]],["^15",[5740,"^X",5641,536887849]],["^15",[5740,"^V",5764,536887849]],["^15",[5740,"^U",5641,536887849]],["^15",[5740,"^;","~u68ea6d46-f855-4618-b9f5-08500f0654e4",536887849]],["^15",[5741,"^Q","~```\n255.255.255.255 - <subnet mask> = <wildcardmask>\n```",536887849]],["^15",[5741,"^O","^1Y",536887849]],["^15",[5741,"^F",5792,536887849]],["^15",[5741,"^X",5641,536887849]],["^15",[5741,"^V",5792,536887849]],["^15",[5741,"^U",3165,536887849]],["^15",[5741,"^U",5641,536887849]],["^15",[5741,"^;","~u68ea6d46-6e28-4077-9c12-97b3ad81befa",536887849]],["^15",[5742,"^Q","~`clear ip ospf process` resets adjecensie",536887849]],["^15",[5742,"^O","^1Y",536887849]],["^15",[5742,"^F",5788,536887849]],["^15",[5742,"^X",5641,536887849]],["^15",[5742,"^V",5788,536887849]],["^15",[5742,"^U",5641,536887849]],["^15",[5742,"^;","~u68ea6d46-993c-4c63-b861-a46fb7705cef",536887849]],["^15",[5743,"^Q","ASVR (autonomous system boundary router)",536887849]],["^15",[5743,"^O","^1Y",536887849]],["^15",[5743,"^F",5797,536887849]],["^15",[5743,"^X",5641,536887849]],["^15",[5743,"^V",5712,536887849]],["^15",[5743,"^U",5641,536887849]],["^15",[5743,"^;","~u68ea6d46-a9f8-497c-8721-d75e70650da4",536887849]],["^15",[5744,"^Q","Init 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Route\nlogseq.order-list-type:: number",536887849]],["^15",[5750,"^O","^1Y",536887849]],["^15",[5750,"^F",5761,536887849]],["^15",[5750,"^X",5641,536887849]],["^15",[5750,"^V",5658,536887849]],["^15",[5750,"^U",5641,536887849]],["^15",[5750,"^?",["^ ","^35","number"],536887849]],["^15",[5750,"^J",["^35"],536887849]],["^15",[5750,"^4",["^ ","^35","number"],536887849]],["^15",[5750,"^;","~u68ea6d46-89ab-4d7a-a628-acae4b9a7f78",536887849]],["^15",[5751,"^Q","Multiaccess 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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",536887856]],["^15",[5827,"^O","^1Y",536887856]],["^15",[5827,"^F",5819,536887856]],["^15",[5827,"^X",5053,536887856]],["^15",[5827,"^V",5053,536887856]],["^15",[5827,"^U",5053,536887856]],["^15",[5827,"^?",["^ ","^19","annotation","^30",19,"^31","red","^1<","68e8c1d8-7194-405d-8a65-b2a37a04ae86"],536887856]],["^15",[5827,"^J",["^19","^30","^31","^1<"],536887856]],["^15",[5827,"^4",["^ ","^19","annotation","^30","19","^31","red","^1<","68e8c1d8-7194-405d-8a65-b2a37a04ae86"],536887856]],["^15",[5827,"^;","~u68e8c1d8-7194-405d-8a65-b2a37a04ae86",536887856]],["^15",[5828,"^Q","erzwungenen Familienlosigkeit der Proletarier und der öentlichen Prostitution\nls-type:: annotation\nhl-page:: 23\nhl-color:: green\nid:: 68ea16c7-0606-4a0f-a58e-7a2a3c4c27c1",536887856]],["^15",[5828,"^O","^1Y",536887856]],["^15",[5828,"^F",5835,536887856]],["^15",[5828,"^X",5053,536887856]],["^15",[5828,"^V",5053,536887856]],["^15",[5828,"^U",5053,536887856]],["^15",[5828,"^?",["^ ","^19","annotation","^30",23,"^31","green","^1<","68ea16c7-0606-4a0f-a58e-7a2a3c4c27c1"],536887856]],["^15",[5828,"^J",["^19","^30","^31","^1<"],536887856]],["^15",[5828,"^4",["^ ","^19","annotation","^30","23","^31","green","^1<","68ea16c7-0606-4a0f-a58e-7a2a3c4c27c1"],536887856]],["^15",[5828,"^;","~u68ea16c7-0606-4a0f-a58e-7a2a3c4c27c1",536887856]],["^15",[5829,"^Q","Masse des Proletariats die20 Einsicht in die Bedingungen\nls-type:: annotation\nhl-page:: 20\nhl-color:: yellow\nid:: 68e8cb02-c9c4-4433-b3cb-ff2646bc0f4b",536887856]],["^15",[5829,"^O","^1Y",536887856]],["^15",[5829,"^F",5836,536887856]],["^15",[5829,"^X",5053,536887856]],["^15",[5829,"^V",5053,536887856]],["^15",[5829,"^U",5053,536887856]],["^15",[5829,"^?",["^ ","^19","annotation","^30",20,"^31","yellow","^1<","68e8cb02-c9c4-4433-b3cb-ff2646bc0f4b"],536887856]],["^15",[5829,"^J",["^19","^30","^31","^1<"],536887856]],["^15",[5829,"^4",["^ ","^19","annotation","^30","20","^31","yellow","^1<","68e8cb02-c9c4-4433-b3cb-ff2646bc0f4b"],536887856]],["^15",[5829,"^;","~u68e8cb02-c9c4-4433-b3cb-ff2646bc0f4b",536887856]],["^15",[5830,"^Q","daß ein kleiner Teil der herrschenden Klasse sich von ihr lossagt und sich der revolutionären Klasse anschließt\nls-type:: annotation\nhl-page:: 19\nhl-color:: yellow\nid:: 68e8c081-24d2-44fe-87b8-89faecc16e36",536887856]],["^15",[5830,"^O","^1Y",536887856]],["^15",[5830,"^F",5820,536887856]],["^15",[5830,"^X",5053,536887856]],["^15",[5830,"^V",5053,536887856]],["^15",[5830,"^U",5053,536887856]],["^15",[5830,"^?",["^ ","^19","annotation","^30",19,"^31","yellow","^1<","68e8c081-24d2-44fe-87b8-89faecc16e36"],536887856]],["^15",[5830,"^J",["^19","^30","^31","^1<"],536887856]],["^15",[5830,"^4",["^ ","^19","annotation","^30","19","^31","yellow","^1<","68e8c081-24d2-44fe-87b8-89faecc16e36"],536887856]],["^15",[5830,"^;","~u68e8c081-24d2-44fe-87b8-89faecc16e36",536887856]],["^15",[5831,"^Q","Entwicklungsgange am radikalsten mit denüberlieferten Ideen gebrochen wird\nls-type:: annotation\nhl-page:: 24\nhl-color:: yellow\nid:: 68ea1b3c-af60-4d86-95d1-39912c430a64",536887856]],["^15",[5831,"^O","^1Y",536887856]],["^15",[5831,"^F",5832,536887856]],["^15",[5831,"^X",5053,536887856]],["^15",[5831,"^V",5053,536887856]],["^15",[5831,"^U",5053,536887856]],["^15",[5831,"^?",["^ ","^19","annotation","^30",24,"^31","yellow","^1<","68ea1b3c-af60-4d86-95d1-39912c430a64"],536887856]],["^15",[5831,"^J",["^19","^30","^31","^1<"],536887856]],["^15",[5831,"^4",["^ ","^19","annotation","^30","24","^31","yellow","^1<","68ea1b3c-af60-4d86-95d1-39912c430a64"],536887856]],["^15",[5831,"^;","~u68ea1b3c-af60-4d86-95d1-39912c430a64",536887856]],["^15",[5832,"^Q","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\nls-type:: annotation\nhl-page:: 24\nhl-color:: blue\nid:: 68ea1b13-4b65-4c6b-8112-177865defce0\nhl-stamp:: 1760172822546",536887856]],["^15",[5832,"^O","^1Y",536887856]],["^15",[5832,"^F",5825,536887856]],["^15",[5832,"^X",5053,536887856]],["^15",[5832,"^V",5053,536887856]],["^15",[5832,"^U",5053,536887856]],["^15",[5832,"^?",["^ ","^19","annotation","^30",24,"^31","blue","^1<","68ea1b13-4b65-4c6b-8112-177865defce0","^3:",1760172822546],536887856]],["^15",[5832,"^J",["^19","^30","^31","^1<","^3:"],536887856]],["^15",[5832,"^4",["^ ","^19","annotation","^30","24","^31","blue","^1<","68ea1b13-4b65-4c6b-8112-177865defce0","^3:","1760172822546"],536887856]],["^15",[5832,"^;","~u68ea1b13-4b65-4c6b-8112-177865defce0",536887856]],["^15",[5833,"^Q","bürgerliche Ehe ist in Wirklichkeit die Gemeinschaft der Ehefrauen. 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68e8cbb7-ca18-4a7c-a526-47f74ac1705d",536887856]],["^15",[5837,"^O","^1Y",536887856]],["^15",[5837,"^F",5821,536887856]],["^15",[5837,"^X",5053,536887856]],["^15",[5837,"^V",5053,536887856]],["^15",[5837,"^U",5053,536887856]],["^15",[5837,"^?",["^ ","^19","annotation","^30",21,"^31","yellow","^1<","68e8cbb7-ca18-4a7c-a526-47f74ac1705d"],536887856]],["^15",[5837,"^J",["^19","^30","^31","^1<"],536887856]],["^15",[5837,"^4",["^ ","^19","annotation","^30","21","^31","yellow","^1<","68e8cbb7-ca18-4a7c-a526-47f74ac1705d"],536887856]],["^15",[5837,"^;","~u68e8cbb7-ca18-4a7c-a526-47f74ac1705d",536887856]],["^15",[5838,"^Q","die Kinder in einfache Handelsartikel und Arbeitsinstrumente verwandelt\nls-type:: annotation\nhl-page:: 23\nhl-color:: yellow\nid:: 68ea1775-4bb6-4ae3-9ac2-fb613ea60155",536887856]],["^15",[5838,"^O","^1Y",536887856]],["^15",[5838,"^F",5834,536887856]],["^15",[5838,"^X",5053,536887856]],["^15",[5838,"^V",5053,536887856]],["^15",[5838,"^U",5053,536887856]],["^15",[5838,"^?",["^ ","^19","annotation","^30",23,"^31","yellow","^1<","68ea1775-4bb6-4ae3-9ac2-fb613ea60155"],536887856]],["^15",[5838,"^J",["^19","^30","^31","^1<"],536887856]],["^15",[5838,"^4",["^ ","^19","annotation","^30","23","^31","yellow","^1<","68ea1775-4bb6-4ae3-9ac2-fb613ea60155"],536887856]],["^15",[5838,"^;","~u68ea1775-4bb6-4ae3-9ac2-fb613ea60155",536887856]],["^15",[5839,"^Q","Die Arbeiter haben kein Vaterland\nls-type:: annotation\nhl-page:: 23\nhl-color:: red\nid:: 68ea192c-91ae-4cf3-b9aa-48dbd676e34d",536887856]],["^15",[5839,"^O","^1Y",536887856]],["^15",[5839,"^F",5833,536887856]],["^15",[5839,"^X",5053,536887856]],["^15",[5839,"^V",5053,536887856]],["^15",[5839,"^U",5053,536887856]],["^15",[5839,"^?",["^ 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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",536887856]],["^15",[5840,"^O","^1Y",536887856]],["^15",[5840,"^F",5814,536887856]],["^15",[5840,"^X",5053,536887856]],["^15",[5840,"^V",5053,536887856]],["^15",[5840,"^U",5053,536887856]],["^15",[5840,"^?",["^ ","^19","annotation","^30",21,"^31","blue","^1<","68e8ce87-cab8-42f6-afb7-b927eb44f029"],536887856]],["^15",[5840,"^J",["^19","^30","^31","^1<"],536887856]],["^15",[5840,"^4",["^ ","^19","annotation","^30","21","^31","blue","^1<","68e8ce87-cab8-42f6-afb7-b927eb44f029"],536887856]],["^15",[5840,"^;","~u68e8ce87-cab8-42f6-afb7-b927eb44f029",536887856]],["^15",[5841,"^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",536887856]],["^15",[5841,"^O","^1Y",536887856]],["^15",[5841,"^F",5817,536887856]],["^15",[5841,"^X",5053,536887856]],["^15",[5841,"^V",5053,536887856]],["^15",[5841,"^U",5053,536887856]],["^15",[5841,"^?",["^ ","^19","annotation","^30",22,"^31","yellow","^1<","68ea13ff-7c74-43e3-997a-68720b95fb17"],536887856]],["^15",[5841,"^J",["^19","^30","^31","^1<"],536887856]],["^15",[5841,"^4",["^ ","^19","annotation","^30","22","^31","yellow","^1<","68ea13ff-7c74-43e3-997a-68720b95fb17"],536887856]],["^15",[5841,"^;","~u68ea13ff-7c74-43e3-997a-68720b95fb17",536887856]],["^15",[5842,"^Q","keine von den Interessen des ganzen Proletariats getrennten Interessen\nls-type:: annotation\nhl-page:: 20\nhl-color:: yellow\nid:: 68e8c60e-4f1f-4555-a3ac-df1a4fc5db9f",536887856]],["^15",[5842,"^O","^1Y",536887856]],["^15",[5842,"^F",5843,536887856]],["^15",[5842,"^X",5053,536887856]],["^15",[5842,"^V",5053,536887856]],["^15",[5842,"^U",5053,536887856]],["^15",[5842,"^?",["^ ","^19","annotation","^30",20,"^31","yellow","^1<","68e8c60e-4f1f-4555-a3ac-df1a4fc5db9f"],536887856]],["^15",[5842,"^J",["^19","^30","^31","^1<"],536887856]],["^15",[5842,"^4",["^ ","^19","annotation","^30","20","^31","yellow","^1<","68e8c60e-4f1f-4555-a3ac-df1a4fc5db9f"],536887856]],["^15",[5842,"^;","~u68e8c60e-4f1f-4555-a3ac-df1a4fc5db9f",536887856]],["^15",[5843,"^Q","Der Fortschritt der Industrie, dessen willenloser und widerstandsloser Träger die Bourgeoisie ist\nls-type:: annotation\nhl-page:: 20\nhl-color:: red\nid:: 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68e8cf7f-e217-4ab2-bcb3-d425a1dbb316",536887856]],["^15",[5845,"^O","^1Y",536887856]],["^15",[5845,"^F",5811,536887856]],["^15",[5845,"^X",5053,536887856]],["^15",[5845,"^V",5053,536887856]],["^15",[5845,"^U",5053,536887856]],["^15",[5845,"^?",["^ ","^19","annotation","^30",21,"^31","blue","^1<","68e8cf7f-e217-4ab2-bcb3-d425a1dbb316"],536887856]],["^15",[5845,"^J",["^19","^30","^31","^1<"],536887856]],["^15",[5845,"^4",["^ ","^19","annotation","^30","21","^31","blue","^1<","68e8cf7f-e217-4ab2-bcb3-d425a1dbb316"],536887856]],["^15",[5845,"^;","~u68e8cf7f-e217-4ab2-bcb3-d425a1dbb316",536887856]],["^15",[5846,"^Q","der Ausbeutung der einen durch die andern\nls-type:: annotation\nhl-page:: 21\nhl-color:: yellow\nid:: 68e8cc5a-cd20-43ad-84ee-89a642c4b6f7",536887856]],["^15",[5846,"^O","^1Y",536887856]],["^15",[5846,"^F",5815,536887856]],["^15",[5846,"^X",5053,536887856]],["^15",[5846,"^V",5053,536887856]],["^15",[5846,"^U",5053,536887856]],["^15",[5846,"^?",["^ 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","^19","annotation","^30",22,"^31","red","^1<","68ea1550-501a-4f99-bee6-ae97c2838942"],536887856]],["^15",[5847,"^J",["^19","^30","^31","^1<"],536887856]],["^15",[5847,"^4",["^ ","^19","annotation","^30","22","^31","red","^1<","68ea1550-501a-4f99-bee6-ae97c2838942"],536887856]],["^15",[5847,"^;","~u68ea1550-501a-4f99-bee6-ae97c2838942",536887856]],["^15",[5848,"^Q","bestehenden Gesellschaft ist das Privateigentum für neun Zehntel ihrer Mitglieder aufgehoben, es existiert gerade dadurch, daß es für neun Zehntel nicht existiert\nls-type:: annotation\nhl-page:: 22\nhl-color:: blue\nid:: 68ea14a7-972c-496d-8efc-e1057bbe94a8",536887856]],["^15",[5848,"^O","^1Y",536887856]],["^15",[5848,"^F",5806,536887856]],["^15",[5848,"^X",5053,536887856]],["^15",[5848,"^V",5053,536887856]],["^15",[5848,"^U",5053,536887856]],["^15",[5848,"^?",["^ ","^19","annotation","^30",22,"^31","blue","^1<","68ea14a7-972c-496d-8efc-e1057bbe94a8"],536887856]],["^15",[5848,"^J",["^19","^30","^31","^1<"],536887856]],["^15",[5848,"^4",["^ ","^19","annotation","^30","22","^31","blue","^1<","68ea14a7-972c-496d-8efc-e1057bbe94a8"],536887856]],["^15",[5848,"^;","~u68ea14a7-972c-496d-8efc-e1057bbe94a8",536887856]],["^15",[5849,"^Q","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\nls-type:: annotation\nhl-page:: 20\nhl-color:: red\nid:: 68e8c29d-195e-4c62-a246-7e74244fe9c2",536887856]],["^15",[5849,"^O","^1Y",536887856]],["^15",[5849,"^F",5826,536887856]],["^15",[5849,"^X",5053,536887856]],["^15",[5849,"^V",5053,536887856]],["^15",[5849,"^U",5053,536887856]],["^15",[5849,"^?",["^ ","^19","annotation","^30",20,"^31","red","^1<","68e8c29d-195e-4c62-a246-7e74244fe9c2"],536887856]],["^15",[5849,"^J",["^19","^30","^31","^1<"],536887856]],["^15",[5849,"^4",["^ ","^19","annotation","^30","20","^31","red","^1<","68e8c29d-195e-4c62-a246-7e74244fe9c2"],536887856]],["^15",[5849,"^;","~u68e8c29d-195e-4c62-a246-7e74244fe9c2",536887856]],["^15",[5850,"^Q","Proletariat wird seine politische Herrschaft dazu benutzen, der Bourgeoisie nach und nach alles Kapital zu entreißen, alle Produktionsinstrumente in den Händen des Staats\nls-type:: annotation\nhl-page:: 24\nhl-color:: red\nid:: 68ea1b7b-9fdf-43a7-a382-44e0600d04c0",536887856]],["^15",[5850,"^O","^1Y",536887856]],["^15",[5850,"^F",5831,536887856]],["^15",[5850,"^X",5053,536887856]],["^15",[5850,"^V",5053,536887856]],["^15",[5850,"^U",5053,536887856]],["^15",[5850,"^?",["^ ","^19","annotation","^30",24,"^31","red","^1<","68ea1b7b-9fdf-43a7-a382-44e0600d04c0"],536887856]],["^15",[5850,"^J",["^19","^30","^31","^1<"],536887856]],["^15",[5850,"^4",["^ ","^19","annotation","^30","24","^31","red","^1<","68ea1b7b-9fdf-43a7-a382-44e0600d04c0"],536887856]],["^15",[5850,"^;","~u68ea1b7b-9fdf-43a7-a382-44e0600d04c0",536887856]],["^15",[5851,"^Q","politische Gewalt im eigentlichen Sinne ist die organisierte Gewalt einer Klasse zur Unterdrückung einer andern\nls-type:: annotation\nhl-page:: 25\nhl-color:: yellow\nid:: 68ea1bec-ce1b-44ce-b446-b40a16a025ab",536887856]],["^15",[5851,"^O","^1Y",536887856]],["^15",[5851,"^F",5808,536887856]],["^15",[5851,"^X",5053,536887856]],["^15",[5851,"^V",5053,536887856]],["^15",[5851,"^U",5053,536887856]],["^15",[5851,"^?",["^ ","^19","annotation","^30",25,"^31","yellow","^1<","68ea1bec-ce1b-44ce-b446-b40a16a025ab"],536887856]],["^15",[5851,"^J",["^19","^30","^31","^1<"],536887856]],["^15",[5851,"^4",["^ ","^19","annotation","^30","25","^31","yellow","^1<","68ea1bec-ce1b-44ce-b446-b40a16a025ab"],536887856]],["^15",[5851,"^;","~u68ea1bec-ce1b-44ce-b446-b40a16a025ab",536887856]],["^15",[5852,"^Q","### Das Problem der Emotionalität",536887859]],["^15",[5852,"^O","^1Y",536887859]],["^15",[5852,"^F",355,536887859]],["^15",[5852,"^X",339,536887859]],["^15",[5852,"^V",339,536887859]],["^15",[5852,"^U",339,536887859]],["^15",[5852,"^?",["^ ","^2T",3],536887859]],["^15",[5852,"^J",[],536887859]],["^15",[5852,"^;","~u68ea6d46-dfb1-4ef4-bd5f-bec46aa30553",536887859]],["^15",[5853,"^Q","((68e77a87-0f95-48ae-81a4-f8815c8c79cc))",536887862]],["^15",[5853,"^O","^1Y",536887862]],["^15",[5853,"^F",5859,536887862]],["^15",[5853,"^X",5465,536887862]],["^15",[5853,"^V",5859,536887862]],["^15",[5853,"^U",5465,536887862]],["^15",[5853,"^H",5539,536887862]],["^15",[5853,"^;","~u68ea6d46-9c76-4fa5-9b3c-7cc91692524f",536887862]],["^15",[5854,"^Q","Mehrstöckiges Nebengebäude mit eigenen GV",536887862]],["^15",[5854,"^O","^1Y",536887862]],["^15",[5854,"^F",5870,536887862]],["^15",[5854,"^X",5465,536887862]],["^15",[5854,"^V",5888,536887862]],["^15",[5854,"^U",5465,536887862]],["^15",[5854,"^;","~u68ea6d46-1440-42ab-b896-0b8023e421bf",536887862]],["^15",[5855,"^Q","Cross over bei: PC -> Router, Switch -> Switch",536887862]],["^15",[5855,"^O","^1Y",536887862]],["^15",[5855,"^F",5877,536887862]],["^15",[5855,"^X",5465,536887862]],["^15",[5855,"^V",5896,536887862]],["^15",[5855,"^U",5465,536887862]],["^15",[5855,"^;","~u68ea6d46-160a-49f9-b7f0-72414ba0d354",536887862]],["^15",[5856,"^Q","LWL signale können leicht bei Karbelübergang verlohren gehen, kein Stecker an Stecker möglich",536887862]],["^15",[5856,"^O","^1Y",536887862]],["^15",[5856,"^F",5873,536887862]],["^15",[5856,"^X",5465,536887862]],["^15",[5856,"^V",5873,536887862]],["^15",[5856,"^U",5465,536887862]],["^15",[5856,"^;","~u68ea6d46-ff19-4df4-bf2e-8d9c634db662",536887862]],["^15",[5857,"^Q","hohe Bandbreite, große Reichweite, Schutz gegen man in the middle, nicht beeinträchtigt durch elektromagnetische Störfelder, keine Erdung nötig",536887862]],["^15",[5857,"^O","^1Y",536887862]],["^15",[5857,"^F",5867,536887862]],["^15",[5857,"^X",5465,536887862]],["^15",[5857,"^V",5864,536887862]],["^15",[5857,"^U",5465,536887862]],["^15",[5857,"^;","~u68ea6d46-ae50-47ac-8345-d3971ae3f6c1",536887862]],["^15",[5858,"^Q","Szenarien in Drawio aufnehmen",536887862]],["^15",[5858,"^O","^1Y",536887862]],["^15",[5858,"^F",5854,536887862]],["^15",[5858,"^X",5465,536887862]],["^15",[5858,"^V",5888,536887862]],["^15",[5858,"^U",5465,536887862]],["^15",[5858,"^;","~u68ea6d46-8faf-41c3-9c7f-dc2c04caff00",536887862]],["^15",[5859,"^Q","### Kauxial",536887862]],["^15",[5859,"^O","^1Y",536887862]],["^15",[5859,"^F",5868,536887862]],["^15",[5859,"^X",5465,536887862]],["^15",[5859,"^V",5868,536887862]],["^15",[5859,"^U",5465,536887862]],["^15",[5859,"^?",["^ ","^2T",3],536887862]],["^15",[5859,"^J",[],536887862]],["^15",[5859,"^;","~u68ea6d46-fa23-4b76-93c8-524e02be82d7",536887862]],["^15",[5860,"^Q","-> Selbstabschirmend, geringer Verlusst",536887862]],["^15",[5860,"^O","^1Y",536887862]],["^15",[5860,"^F",5890,536887862]],["^15",[5860,"^X",5465,536887862]],["^15",[5860,"^V",5853,536887862]],["^15",[5860,"^U",5465,536887862]],["^15",[5860,"^;","~u68ea6d46-b837-4d0f-a483-78a324bb4f24",536887862]],["^15",[5861,"^Q","![Europa-LF3-Clients in Netzwerke einbinden - Kabel und Messung.pdf](../assets/Europa-LF3-Clients_in_Netzwerke_einbinden_-_Kabel_und_Messung_1760000435788_0.pdf)",536887862]],["^15",[5861,"^O","^1Y",536887862]],["^15",[5861,"^F",5894,536887862]],["^15",[5861,"^X",5465,536887862]],["^15",[5861,"^V",5894,536887862]],["^15",[5861,"^U",5465,536887862]],["^15",[5861,"^;","~u68ea6d46-e8a8-4d26-a9b9-4de5fa7c2fa8",536887862]],["^15",[5862,"^Q","Paarweise mitteinander Verpflochten, abschirmung um Paar bei STP",536887862]],["^15",[5862,"^O","^1Y",536887862]],["^15",[5862,"^F",5895,536887862]],["^15",[5862,"^X",5465,536887862]],["^15",[5862,"^V",5866,536887862]],["^15",[5862,"^U",5465,536887862]],["^15",[5862,"^;","~u68ea6d46-b53c-4b06-b11e-97c40295729e",536887862]],["^15",[5863,"^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?",536887862]],["^15",[5863,"^O","^1Y",536887862]],["^15",[5863,"^F",5878,536887862]],["^15",[5863,"^X",5465,536887862]],["^15",[5863,"^V",5882,536887862]],["^15",[5863,"^U",5465,536887862]],["^15",[5863,"^?",["^ ","^35","number"],536887862]],["^15",[5863,"^J",["^35"],536887862]],["^15",[5863,"^4",["^ ","^35","number"],536887862]],["^15",[5863,"^;","~u68ea6d46-fc99-4444-bee0-0a22e1d64d87",536887862]],["^15",[5864,"^Q","### LWL",536887862]],["^15",[5864,"^O","^1Y",536887862]],["^15",[5864,"^F",5886,536887862]],["^15",[5864,"^X",5465,536887862]],["^15",[5864,"^V",5868,536887862]],["^15",[5864,"^U",5465,536887862]],["^15",[5864,"^?",["^ ","^2T",3],536887862]],["^15",[5864,"^J",[],536887862]],["^15",[5864,"^;","~u68ea6d46-46c2-47d6-8b91-f853a4d66733",536887862]],["^15",[5865,"^Q","((68e77bf3-ac6c-4013-9fc9-0079f3138a33))",536887862]],["^15",[5865,"^O","^1Y",536887862]],["^15",[5865,"^F",5879,536887862]],["^15",[5865,"^X",5465,536887862]],["^15",[5865,"^V",5866,536887862]],["^15",[5865,"^U",5465,536887862]],["^15",[5865,"^H",5542,536887862]],["^15",[5865,"^;","~u68ea6d46-6782-49f4-8ee9-5a2a2bcede5d",536887862]],["^15",[5866,"^Q","((68e77b14-a00e-4f57-ba48-df94d14f9c94))",536887862]],["^15",[5866,"^O","^1Y",536887862]],["^15",[5866,"^F",5886,536887862]],["^15",[5866,"^X",5465,536887862]],["^15",[5866,"^V",5886,536887862]],["^15",[5866,"^U",5465,536887862]],["^15",[5866,"^H",5540,536887862]],["^15",[5866,"^;","~u68ea6d46-98f9-4e8d-8444-94c4340e17fa",536887862]],["^15",[5867,"^Q","Multimode leichter einspeisbar",536887862]],["^15",[5867,"^O","^1Y",536887862]],["^15",[5867,"^F",5881,536887862]],["^15",[5867,"^X",5465,536887862]],["^15",[5867,"^V",5864,536887862]],["^15",[5867,"^U",5465,536887862]],["^15",[5867,"^;","~u68ea6d46-8798-4c18-a666-94c7eae50241",536887862]],["^15",[5868,"^Q","### Leitungstypen",536887862]],["^15",[5868,"^O","^1Y",536887862]],["^15",[5868,"^F",5861,536887862]],["^15",[5868,"^X",5465,536887862]],["^15",[5868,"^V",5894,536887862]],["^15",[5868,"^U",5465,536887862]],["^15",[5868,"^?",["^ ","^2T",3],536887862]],["^15",[5868,"^J",[],536887862]],["^15",[5868,"^;","~u68ea6d46-c94f-4157-9f82-b9e6a60359a4",536887862]],["^15",[5869,"^Q","Ist die Verwendung einer strukturierten Verkabelung verpflichtend und wenn ja, für wen?\nlogseq.order-list-type:: number",536887862]],["^15",[5869,"^O","^1Y",536887862]],["^15",[5869,"^F",5871,536887862]],["^15",[5869,"^X",5465,536887862]],["^15",[5869,"^V",5882,536887862]],["^15",[5869,"^U",5465,536887862]],["^15",[5869,"^?",["^ ","^35","number"],536887862]],["^15",[5869,"^J",["^35"],536887862]],["^15",[5869,"^4",["^ ","^35","number"],536887862]],["^15",[5869,"^;","~u68ea6d46-0f50-47ff-a6a9-6babcee3c799",536887862]],["^15",[5870,"^Q","Standortverteiler -> Gebäudeverteiler",536887862]],["^15",[5870,"^O","^1Y",536887862]],["^15",[5870,"^F",5888,536887862]],["^15",[5870,"^X",5465,536887862]],["^15",[5870,"^V",5888,536887862]],["^15",[5870,"^U",5465,536887862]],["^15",[5870,"^;","~u68ea6d46-aa07-4999-bcd7-b453516d6687",536887862]],["^15",[5871,"^Q","![Strukturierte Verkabelung.pdf](../assets/Strukturierte_Verkabelung_1759997495608_0.pdf)",536887862]],["^15",[5871,"^O","^1Y",536887862]],["^15",[5871,"^F",5882,536887862]],["^15",[5871,"^X",5465,536887862]],["^15",[5871,"^V",5882,536887862]],["^15",[5871,"^U",5465,536887862]],["^15",[5871,"^;","~u68ea6d46-1e78-47b6-abad-b17d0ba4b17d",536887862]],["^15",[5872,"^Q","((68e76f51-8f0c-4651-9a0e-cc7bda831592)): zwischen Gebäuden; ((68e76f7a-b389-453d-af36-f1a2f231a7e3)) ; 50% Kapazitätsreserve; LWL (da Bandbreite und Galvanische Trennung)",536887862]],["^15",[5872,"^O","^1Y",536887862]],["^15",[5872,"^F",5885,536887862]],["^15",[5872,"^X",5465,536887862]],["^15",[5872,"^V",5885,536887862]],["^15",[5872,"^U",5465,536887862]],["^15",[5872,"^H",5551,536887862]],["^15",[5872,"^H",5568,536887862]],["^15",[5872,"^;","~u68ea6d46-4154-4e71-8ae2-4818b2652aba",536887862]],["^15",[5873,"^Q","((68e76fb0-5fd8-44f2-ab0d-ff5118599f1e)): Zu Endgeräten; ((68e76fd6-cc38-4794-b47f-43a3a068d94c)); LWL, meist Kupfer (da keine SFP NIC)",536887862]],["^15",[5873,"^O","^1Y",536887862]],["^15",[5873,"^F",5893,536887862]],["^15",[5873,"^X",5465,536887862]],["^15",[5873,"^V",5885,536887862]],["^15",[5873,"^U",5465,536887862]],["^15",[5873,"^H",5548,536887862]],["^15",[5873,"^H",5560,536887862]],["^15",[5873,"^;","~u68ea6d46-07a1-4f35-ac40-da5598ec34ef",536887862]],["^15",[5874,"^Q","Blizeinschlag bleibt durch LWL isoliert, Gebäude können auf anderen Phasen sein, Elektromagnetische Interferenzen, negative Beeinflussung der Geräte vermieden",536887862]],["^15",[5874,"^O","^1Y",536887862]],["^15",[5874,"^F",5872,536887862]],["^15",[5874,"^X",5465,536887862]],["^15",[5874,"^V",5872,536887862]],["^15",[5874,"^U",5465,536887862]],["^15",[5874,"^;","~u68ea6d46-107e-4f01-94dd-3855f2fb937e",536887862]],["^15",[5875,"^Q","Große Distanzen > 1500m nicht von Strukturierter Verkabelung abgedeckt, nach Standortverteiler",536887862]],["^15",[5875,"^O","^1Y",536887862]],["^15",[5875,"^F",5889,536887862]],["^15",[5875,"^X",5465,536887862]],["^15",[5875,"^V",5863,536887862]],["^15",[5875,"^U",5465,536887862]],["^15",[5875,"^;","~u68ea6d46-cf1f-46fb-80a5-0fd295ba4cd7",536887862]],["^15",[5876,"^Q","",536887862]],["^15",[5876,"^O","^1Y",536887862]],["^15",[5876,"^F",5508,536887862]],["^15",[5876,"^X",5465,536887862]],["^15",[5876,"^V",5465,536887862]],["^15",[5876,"^U",5465,536887862]],["^15",[5876,"^;","~u68ea6d46-5092-4a07-b356-45130848259e",536887862]],["^15",[5877,"^Q","1:1 bei: PC -> Switch, Switch -> Router",536887862]],["^15",[5877,"^O","^1Y",536887862]],["^15",[5877,"^F",5896,536887862]],["^15",[5877,"^X",5465,536887862]],["^15",[5877,"^V",5896,536887862]],["^15",[5877,"^U",5465,536887862]],["^15",[5877,"^;","~u68ea6d46-4262-4a05-968c-e0bed50f0833",536887862]],["^15",[5878,"^Q","Was ist die Alternative zu einer strukturierten Verkabelung, und was sind die jeweiligen Vor- und Nachteile?\nlogseq.order-list-type:: number",536887862]],["^15",[5878,"^O","^1Y",536887862]],["^15",[5878,"^F",5869,536887862]],["^15",[5878,"^X",5465,536887862]],["^15",[5878,"^V",5882,536887862]],["^15",[5878,"^U",5465,536887862]],["^15",[5878,"^?",["^ ","^35","number"],536887862]],["^15",[5878,"^J",["^35"],536887862]],["^15",[5878,"^4",["^ ","^35","number"],536887862]],["^15",[5878,"^;","~u68ea6d46-9528-497c-be4b-b9baf7506f57",536887862]],["^15",[5879,"^Q","((68e77b53-c06a-418f-a96f-907db72fe25b))",536887862]],["^15",[5879,"^O","^1Y",536887862]],["^15",[5879,"^F",5862,536887862]],["^15",[5879,"^X",5465,536887862]],["^15",[5879,"^V",5866,536887862]],["^15",[5879,"^U",5465,536887862]],["^15",[5879,"^H",5541,536887862]],["^15",[5879,"^;","~u68ea6d46-09b3-4155-b55d-64de98cbb5d8",536887862]],["^15",[5880,"^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",536887862]],["^15",[5880,"^O","^1Y",536887862]],["^15",[5880,"^F",5878,536887862]],["^15",[5880,"^X",5465,536887862]],["^15",[5880,"^V",5878,536887862]],["^15",[5880,"^U",5465,536887862]],["^15",[5880,"^;","~u68ea6d46-456b-4ee9-b98f-3ec8498da468",536887862]],["^15",[5881,"^Q","((68e77d6d-e7a9-42b1-8265-58a6fb261020))",536887862]],["^15",[5881,"^O","^1Y",536887862]],["^15",[5881,"^F",5864,536887862]],["^15",[5881,"^X",5465,536887862]],["^15",[5881,"^V",5864,536887862]],["^15",[5881,"^U",5465,536887862]],["^15",[5881,"^H",5544,536887862]],["^15",[5881,"^;","~u68ea6d46-6814-46ee-bd5e-40c0b047783f",536887862]],["^15",[5882,"^M",true,536887862]],["^15",[5882,"^Q","### Strukturierte Verkabelung\ncollapsed:: true",536887862]],["^15",[5882,"^O","^1Y",536887862]],["^15",[5882,"^F",5876,536887862]],["^15",[5882,"^X",5465,536887862]],["^15",[5882,"^V",5465,536887862]],["^15",[5882,"^U",5465,536887862]],["^15",[5882,"^?",["^ ","^2T",3],536887862]],["^15",[5882,"^J",[],536887862]],["^15",[5882,"^4",["^ "],536887862]],["^15",[5882,"^;","~u68ea6d46-b31b-494a-88f7-bc217b6904ef",536887862]],["^15",[5883,"^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",536887862]],["^15",[5883,"^O","^1Y",536887862]],["^15",[5883,"^F",5869,536887862]],["^15",[5883,"^X",5465,536887862]],["^15",[5883,"^V",5869,536887862]],["^15",[5883,"^U",5465,536887862]],["^15",[5883,"^;","~u68ea6d46-c062-4f32-a96b-de61229e9784",536887862]],["^15",[5884,"^Q","Straight throu (links); Crossover (rechts)",536887862]],["^15",[5884,"^O","^1Y",536887862]],["^15",[5884,"^F",5879,536887862]],["^15",[5884,"^X",5465,536887862]],["^15",[5884,"^V",5879,536887862]],["^15",[5884,"^U",5465,536887862]],["^15",[5884,"^;","~u68ea6d46-2533-462c-89f2-e9a693bb40e3",536887862]],["^15",[5885,"^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?",536887862]],["^15",[5885,"^O","^1Y",536887862]],["^15",[5885,"^F",5863,536887862]],["^15",[5885,"^X",5465,536887862]],["^15",[5885,"^V",5882,536887862]],["^15",[5885,"^U",5465,536887862]],["^15",[5885,"^?",["^ ","^35","number"],536887862]],["^15",[5885,"^J",["^35"],536887862]],["^15",[5885,"^4",["^ ","^35","number"],536887862]],["^15",[5885,"^;","~u68ea6d46-36b7-41d6-8849-1903bcf6facf",536887862]],["^15",[5886,"^Q","## Twisted-Pair",536887862]],["^15",[5886,"^O","^1Y",536887862]],["^15",[5886,"^F",5859,536887862]],["^15",[5886,"^X",5465,536887862]],["^15",[5886,"^V",5868,536887862]],["^15",[5886,"^U",5465,536887862]],["^15",[5886,"^?",["^ ","^2T",2],536887862]],["^15",[5886,"^J",[],536887862]],["^15",[5886,"^;","~u68ea6d46-587e-4022-b907-5a735942fab6",536887862]],["^15",[5887,"^Q","-> max geographische Ausdehnung 3000m",536887862]],["^15",[5887,"^O","^1Y",536887862]],["^15",[5887,"^F",5873,536887862]],["^15",[5887,"^X",5465,536887862]],["^15",[5887,"^V",5885,536887862]],["^15",[5887,"^U",5465,536887862]],["^15",[5887,"^;","~u68ea6d46-a95e-4dd9-b2c8-a05874c25608",536887862]],["^15",[5888,"^Q","TODO",536887862]],["^15",[5888,"^O","^1Y",536887862]],["^15",[5888,"^F",5475,536887862]],["^15",[5888,"^X",5465,536887862]],["^15",[5888,"^V",5475,536887862]],["^15",[5888,"^U",5465,536887862]],["^15",[5888,"^;","~u68ea6d46-25d7-48c8-b049-edf602efd63a",536887862]],["^15",[5889,"^Q","Temporäre Netzwerke oder Netzwerke mit besonderen Anforderungen/Technologien unter Umständen nicht geeignet;\nManchmal keine Kabel verwendbar, z.B. Richtfunk zwischen Gebäuden",536887862]],["^15",[5889,"^O","^1Y",536887862]],["^15",[5889,"^F",5892,536887862]],["^15",[5889,"^X",5465,536887862]],["^15",[5889,"^V",5863,536887862]],["^15",[5889,"^U",5465,536887862]],["^15",[5889,"^;","~u68ea6d46-681a-425d-bf74-086ca3b72279",536887862]],["^15",[5890,"^Q","Alluminium Abschirmung",536887862]],["^15",[5890,"^O","^1Y",536887862]],["^15",[5890,"^F",5853,536887862]],["^15",[5890,"^X",5465,536887862]],["^15",[5890,"^V",5853,536887862]],["^15",[5890,"^U",5465,536887862]],["^15",[5890,"^;","~u68ea6d46-f8af-4d78-966a-a19cb32e879c",536887862]],["^15",[5891,"^Q","Organisierter, erweiterbarer, sicherer bei ausfällen, Industriestandart kann schneller von anderen Dienstleistern nachvollzogen werden",536887862]],["^15",[5891,"^O","^1Y",536887862]],["^15",[5891,"^F",5883,536887862]],["^15",[5891,"^X",5465,536887862]],["^15",[5891,"^V",5869,536887862]],["^15",[5891,"^U",5465,536887862]],["^15",[5891,"^;","~u68ea6d46-5754-4668-b174-4ff2a2d214fa",536887862]],["^15",[5892,"^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.",536887862]],["^15",[5892,"^O","^1Y",536887862]],["^15",[5892,"^F",5863,536887862]],["^15",[5892,"^X",5465,536887862]],["^15",[5892,"^V",5863,536887862]],["^15",[5892,"^U",5465,536887862]],["^15",[5892,"^;","~u68ea6d46-4b90-4e26-8221-e8c8b2ac6947",536887862]],["^15",[5893,"^Q","((68e76f9b-3efc-47fa-99fd-1173aa4d4577)): zwischen Stockwerken; ((68e76fab-b026-46dc-b7df-880a7456e10b)); LWL oder Kupfer",536887862]],["^15",[5893,"^O","^1Y",536887862]],["^15",[5893,"^F",5872,536887862]],["^15",[5893,"^X",5465,536887862]],["^15",[5893,"^V",5885,536887862]],["^15",[5893,"^U",5465,536887862]],["^15",[5893,"^H",5559,536887862]],["^15",[5893,"^H",5569,536887862]],["^15",[5893,"^;","~u68ea6d46-68d9-4933-a4e4-3602827f5538",536887862]],["^15",[5894,"^Q","## Karbelarten",536887862]],["^15",[5894,"^O","^1Y",536887862]],["^15",[5894,"^F",5882,536887862]],["^15",[5894,"^X",5465,536887862]],["^15",[5894,"^V",5465,536887862]],["^15",[5894,"^U",5465,536887862]],["^15",[5894,"^?",["^ ","^2T",2],536887862]],["^15",[5894,"^J",[],536887862]],["^15",[5894,"^;","~u68ea6d46-b1ff-433b-acaf-8dd034217255",536887862]],["^15",[5895,"^Q","Twisted Pair",536887862]],["^15",[5895,"^O","^1Y",536887862]],["^15",[5895,"^F",5866,536887862]],["^15",[5895,"^X",5465,536887862]],["^15",[5895,"^V",5866,536887862]],["^15",[5895,"^U",5465,536887862]],["^15",[5895,"^;","~u68ea6d46-5a74-4f27-a25f-f1c6c38a77c2",536887862]],["^15",[5896,"^Q","ursprünglich benötigt damit Senden/empfang auf richtigen Ports, heute auto negotiation",536887862]],["^15",[5896,"^O","^1Y",536887862]],["^15",[5896,"^F",5884,536887862]],["^15",[5896,"^X",5465,536887862]],["^15",[5896,"^V",5879,536887862]],["^15",[5896,"^U",5465,536887862]],["^15",[5896,"^;","~u68ea6d46-aacc-4726-82f0-ee075b7d7b82",536887862]],["^15",[5897,"^Q","document ACL using `remark <str>`",536887868]],["^15",[5897,"^O","^1Y",536887868]],["^15",[5897,"^F",5914,536887868]],["^15",[5897,"^X",3152,536887868]],["^15",[5897,"^V",5914,536887868]],["^15",[5897,"^U",3152,536887868]],["^15",[5897,"^;","~u68ea6d46-2eb1-4a42-9923-b505e9537607",536887868]],["^15",[5898,"^Q","~`access-list <id> permit|deney host <ip>`",536887868]],["^15",[5898,"^O","^1Y",536887868]],["^15",[5898,"^F",5929,536887868]],["^15",[5898,"^X",3152,536887868]],["^15",[5898,"^V",5921,536887868]],["^15",[5898,"^U",3152,536887868]],["^15",[5898,"^;","~u68ea6d46-598f-4769-af93-d394a196715d",536887868]],["^15",[5899,"^Q","Wildcard Mask:",536887868]],["^15",[5899,"^O","^1Y",536887868]],["^15",[5899,"^F",5904,536887868]],["^15",[5899,"^X",3152,536887868]],["^15",[5899,"^V",3160,536887868]],["^15",[5899,"^U",3152,536887868]],["^15",[5899,"^;","~u68ea6d46-8227-4b6d-a0f7-c0cd958a9358",536887868]],["^15",[5900,"^Q","Permit: `192.168.3.32/28`",536887868]],["^15",[5900,"^O","^1Y",536887868]],["^15",[5900,"^F",5905,536887868]],["^15",[5900,"^X",3152,536887868]],["^15",[5900,"^V",5905,536887868]],["^15",[5900,"^U",3152,536887868]],["^15",[5900,"^;","~u68ea6d46-cf87-45da-98d1-f73f8f9fa7b4",536887868]],["^15",[5901,"^Q","~`255.255.255.255 - 255.255.255.240` = `0.0.0.15`",536887868]],["^15",[5901,"^O","^1Y",536887868]],["^15",[5901,"^F",5928,536887868]],["^15",[5901,"^X",3152,536887868]],["^15",[5901,"^V",5905,536887868]],["^15",[5901,"^U",3152,536887868]],["^15",[5901,"^;","~u68ea6d46-8ee2-4e80-8308-ea3132f5082c",536887868]],["^15",[5902,"^Q","1: Ignore corresponding bit in address",536887868]],["^15",[5902,"^O","^1Y",536887868]],["^15",[5902,"^F",5924,536887868]],["^15",[5902,"^X",3152,536887868]],["^15",[5902,"^V",5899,536887868]],["^15",[5902,"^U",3152,536887868]],["^15",[5902,"^;","~u68ea6d46-9513-424f-8e63-8dbf6ebfa270",536887868]],["^15",[5903,"^Q","Permit: `192.168.16.0/24` to `192.168.31.0/24`",536887868]],["^15",[5903,"^O","^1Y",536887868]],["^15",[5903,"^F",5919,536887868]],["^15",[5903,"^X",3152,536887868]],["^15",[5903,"^V",5919,536887868]],["^15",[5903,"^U",3152,536887868]],["^15",[5903,"^;","~u68ea6d46-8d1e-43ce-b4ae-e6044bf1a997",536887868]],["^15",[5904,"^Q","Handel 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number",536887868]],["^15",[5907,"^O","^1Y",536887868]],["^15",[5907,"^F",5913,536887868]],["^15",[5907,"^X",3152,536887868]],["^15",[5907,"^V",5904,536887868]],["^15",[5907,"^U",3152,536887868]],["^15",[5907,"^?",["^ ","^35","number"],536887868]],["^15",[5907,"^J",["^35"],536887868]],["^15",[5907,"^4",["^ ","^35","number"],536887868]],["^15",[5907,"^;","~u68ea6d46-1bc3-4521-8b36-7daa0736a104",536887868]],["^15",[5908,"^Q","Late blocking may be easyer",536887868]],["^15",[5908,"^O","^1Y",536887868]],["^15",[5908,"^F",5915,536887868]],["^15",[5908,"^X",3152,536887868]],["^15",[5908,"^V",5912,536887868]],["^15",[5908,"^U",3152,536887868]],["^15",[5908,"^;","~u68ea6d46-fd63-4868-8eed-26289efc265e",536887868]],["^15",[5909,"^Q","Named access 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((68ea6d9a-8b1e-48f4-b5ae-08d126679687))",536887922]],["^15",[5962,"^O","^1Y",536887871]],["^15",[5962,"^F",5954,536887871]],["^15",[5962,"^X",4932,536887871]],["^15",[5962,"^V",4934,536887871]],["^15",[5962,"^U",4932,536887923]],["^15",[5962,"^U",6011,536887923]],["^15",[5962,"^?",["^ ","^2T",3],536887922]],["^15",[5962,"^J",["^14",[]],536887922]],["^15",[5962,"^H",6011,536887922]],["^15",[5962,"^;","~u68ea6d46-e01f-431a-9255-570d5b56da35",536887871]],["^15",[5963,"^Q","zunächst 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betroffen",536887871]],["^15",[5966,"^O","^1Y",536887871]],["^15",[5966,"^F",5998,536887871]],["^15",[5966,"^X",4932,536887871]],["^15",[5966,"^V",5933,536887871]],["^15",[5966,"^U",4932,536887923]],["^15",[5966,"^U",5822,536887923]],["^15",[5966,"^U",6011,536887923]],["^15",[5966,"^;","~u68ea6d46-7495-4e24-b80e-701abc687247",536887871]],["^15",[5967,"^Q","Erster teil Bildent, zweiter \"ja wiur wollen das bürgerliche privateigentum zerstören\" und es ist eminent das ihr dagegen seit",536887871]],["^15",[5967,"^O","^1Y",536887871]],["^15",[5967,"^F",6120,536889472]],["^15",[5967,"^X",4932,536887871]],["^15",[5967,"^V",4934,536887871]],["^15",[5967,"^U",4932,536887871]],["^15",[5967,"^;","~u68ea6d46-da29-4b58-9e07-67421b446682",536887871]],["^15",[5968,"^Q","(bürgertum stöt sich daran das Frauen das ihre Frauen dem Proletariat zur verfügung stehtn -> warum?)",536887871]],["^15",[5968,"^O","^1Y",536887871]],["^15",[5968,"^F",5991,536887871]],["^15",[5968,"^X",4932,536887871]],["^15",[5968,"^V",6001,536887871]],["^15",[5968,"^U",4932,536887923]],["^15",[5968,"^U",5813,536887923]],["^15",[5968,"^U",5828,536887923]],["^15",[5968,"^U",6011,536887923]],["^15",[5968,"^;","~u68ea6d46-6259-4ea9-9b59-181ad4a04d68",536887871]],["^15",[5969,"^Q","((68ea1550-501a-4f99-bee6-ae97c2838942))",536887871]],["^15",[5969,"^O","^1Y",536887871]],["^15",[5969,"^F",5943,536887871]],["^15",[5969,"^X",4932,536887871]],["^15",[5969,"^V",5962,536887871]],["^15",[5969,"^U",4932,536887923]],["^15",[5969,"^U",5847,536887923]],["^15",[5969,"^U",6011,536887923]],["^15",[5969,"^H",5847,536887871]],["^15",[5969,"^;","~u68ea6d46-2234-4adf-979c-c0eee76e7b6d",536887871]],["^15",[5970,"^Q","Prostitution verschwindet mit dem Kapital",536887871]],["^15",[5970,"^O","^1Y",536887871]],["^15",[5970,"^F",5968,536887871]],["^15",[5970,"^X",4932,536887871]],["^15",[5970,"^V",6001,536887871]],["^15",[5970,"^U",4932,536887923]],["^15",[5970,"^U",5813,536887923]],["^15",[5970,"^U",5828,536887923]],["^15",[5970,"^U",6011,536887923]],["^15",[5970,"^;","~u68ea6d46-125f-4245-80a5-36aa26b78d1f",536887871]],["^15",[5971,"^Q","((68e8c548-2f6d-4b77-959b-324cd415da94)) -> das Bürgertum wirs selbst von System und Industrie, willenlos, Kontroliert, dadurch produziert sie ihre eigenen Untergang",536887871]],["^15",[5971,"^O","^1Y",536887871]],["^15",[5971,"^F",5994,536887871]],["^15",[5971,"^X",4932,536887871]],["^15",[5971,"^V",5231,536887871]],["^15",[5971,"^U",4932,536887927]],["^15",[5971,"^U",5078,536887927]],["^15",[5971,"^U",5843,536887927]],["^15",[5971,"^U",6010,536887927]],["^15",[5971,"^H",5843,536887871]],["^15",[5971,"^;","~u68ea6d46-c68e-49af-96a4-6da8fdc0f169",536887871]],["^15",[5972,"^Q","((68ea779b-40bc-4a8c-89bb-ee335520c203))",536889022]],["^15",[5972,"^O","^1Y",536887871]],["^15",[5972,"^F",5967,536887871]],["^15",[5972,"^X",4932,536887871]],["^15",[5972,"^V",4934,536889018]],["^15",[5972,"^U",4932,536889023]],["^15",[5972,"^U",6087,536889023]],["^15",[5972,"^?",["^ 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annotation\nhl-page:: 32\nhl-color:: yellow\nid:: 68ecc2f8-2d17-474b-a0e8-78b22382d42c",536889553]],["^15",[6126,"^O","^1Y",536889553]],["^15",[6126,"^@",false,536889553]],["^15",[6126,"^F",6123,536889553]],["^15",[6126,"^X",5053,536889553]],["^15",[6126,"^V",5053,536889553]],["^15",[6126,"^U",5053,536889554]],["^15",[6126,"^?",["^ ","^19","annotation","^30",32,"^31","yellow","^1<","68ecc2f8-2d17-474b-a0e8-78b22382d42c"],536889553]],["^15",[6126,"^J",["^14",["^19","^30","^31","^1<"]],536889553]],["^15",[6126,"^4",["^ ","^19","annotation","^30","32","^31","yellow","^1<","68ecc2f8-2d17-474b-a0e8-78b22382d42c"],536889553]],["^15",[6126,"^;","~u68ecc2f8-2d17-474b-a0e8-78b22382d42c",536889553]],["^15",[6127,"^Q","Deutschland 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Jahrhundert\nls-type:: annotation\nhl-page:: 32\nhl-color:: red\nid:: 68ecc322-4d53-4e5a-bcb2-0ccb0ce57184",536889567]],["^15",[6128,"^O","^1Y",536889567]],["^15",[6128,"^@",false,536889567]],["^15",[6128,"^F",6126,536889567]],["^15",[6128,"^X",5053,536889567]],["^15",[6128,"^V",5053,536889567]],["^15",[6128,"^U",5053,536889568]],["^15",[6128,"^?",["^ ","^19","annotation","^30",32,"^31","red","^1<","68ecc322-4d53-4e5a-bcb2-0ccb0ce57184"],536889567]],["^15",[6128,"^J",["^14",["^19","^30","^31","^1<"]],536889567]],["^15",[6128,"^4",["^ ","^19","annotation","^30","32","^31","red","^1<","68ecc322-4d53-4e5a-bcb2-0ccb0ce57184"],536889567]],["^15",[6128,"^;","~u68ecc322-4d53-4e5a-bcb2-0ccb0ce57184",536889567]],["^15",[6129,"^Q","((68ecc33d-34c2-4b0d-9f62-49ffd4e2531e))",536889601]],["^15",[6129,"^O","^1Y",536889583]],["^15",[6129,"^F",6127,536889583]],["^15",[6129,"^X",4932,536889583]],["^15",[6129,"^V",6127,536889597]],["^15",[6129,"^U",4932,536889602]],["^15",[6129,"^U",6122,536889602]],["^15",[6129,"^U",6128,536889602]],["^15",[6129,"^U",6130,536889602]],["^15",[6129,"^?",["^ "],536889601]],["^15",[6129,"^H",6130,536889601]],["^15",[6129,"^;","~u68ecc329-ab01-4183-8e8b-6ff25de25130",536889583]],["^15",[6130,"^Q","bürgerliche Revolution also nur das unmittelbare Vorspiel einer proletarischen Revolution\nls-type:: annotation\nhl-page:: 32\nhl-color:: yellow\nid:: 68ecc33d-34c2-4b0d-9f62-49ffd4e2531e",536889588]],["^15",[6130,"^O","^1Y",536889588]],["^15",[6130,"^@",false,536889588]],["^15",[6130,"^F",6128,536889588]],["^15",[6130,"^X",5053,536889588]],["^15",[6130,"^V",5053,536889588]],["^15",[6130,"^U",5053,536889589]],["^15",[6130,"^?",["^ ","^19","annotation","^30",32,"^31","yellow","^1<","68ecc33d-34c2-4b0d-9f62-49ffd4e2531e"],536889588]],["^15",[6130,"^J",["^14",["^19","^30","^31","^1<"]],536889588]],["^15",[6130,"^4",["^ ","^19","annotation","^30","32","^31","yellow","^1<","68ecc33d-34c2-4b0d-9f62-49ffd4e2531e"],536889588]],["^15",[6130,"^;","~u68ecc33d-34c2-4b0d-9f62-49ffd4e2531e",536889588]],["^15",[6131,"^Q","((68ecc37d-dddc-4d54-9286-38d0c55b0a7e))",536889623]],["^15",[6131,"^O","^1Y",536889601]],["^15",[6131,"^F",6121,536889619]],["^15",[6131,"^X",4932,536889601]],["^15",[6131,"^V",4934,536889619]],["^15",[6131,"^U",4932,536889624]],["^15",[6131,"^U",6132,536889624]],["^15",[6131,"^?",["^ "],536889623]],["^15",[6131,"^H",6132,536889623]],["^15",[6131,"^;","~u68ecc340-d49a-44a5-9d81-2c7ebd3ae1ec",536889601]],["^15",[6132,"^Q","Die Proletarier haben nichts in ihr zu verlieren als ihre Ketten. Sie haben eine Welt zu gewinnen. 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\ No newline at end of file
diff --git a/eggs/minecraft/1.21/instance.cfg b/eggs/minecraft/1.21/instance.cfg
index 34cbea7..14a1aa7 100644
--- a/eggs/minecraft/1.21/instance.cfg
+++ b/eggs/minecraft/1.21/instance.cfg
@@ -67,12 +67,12 @@ UseNativeOpenAL=false
 UseZink=false
 WrapperCommand=
 iconKey=default
-lastLaunchTime=1753719248106
-lastTimePlayed=104
+lastLaunchTime=1760304252074
+lastTimePlayed=550
 linkedInstances=[]
 name=1.21_fabric_main
 notes=
-totalTimePlayed=84008
+totalTimePlayed=84558
 
 [UI]
 mods_Page\Columns=@ByteArray(\0\0\0\xff\0\0\0\0\0\0\0\x1\0\0\0\0\0\0\0\x1\x1\0\0\0\0\0\0\0\0\0\0\0\v\x80\a\0\0\0\x4\0\0\0\b\0\0\0\x64\0\0\0\a\0\0\0\x64\0\0\0\n\0\0\0\x64\0\0\0\t\0\0\0\x64\0\0\x2\xf8\0\0\0\v\x1\x1\0\0\0\0\0\0\x1\0\0\0\0\0\0\0\x64\xff\xff\xff\xff\0\0\0\x81\0\0\0\0\0\0\0\v\0\0\0\x64\0\0\0\x1\0\0\0\0\0\0\0\x64\0\0\0\x1\0\0\0\0\0\0\0\xa0\0\0\0\x1\0\0\0\x1\0\0\0\x64\0\0\0\x1\0\0\0\0\0\0\0\x64\0\0\0\x1\0\0\0\0\0\0\0\x64\0\0\0\x1\0\0\0\0\0\0\0\x64\0\0\0\x1\0\0\0\0\0\0\0\0\0\0\0\x1\0\0\0\0\0\0\0\0\0\0\0\x1\0\0\0\0\0\0\0\0\0\0\0\x1\0\0\0\0\0\0\0\0\0\0\0\x1\0\0\0\0\0\0\x3\xe8\0\0\0\0\x64\0\0\0\0\0\0\0\0\0\0\0\0\0\0\0\x1)
diff --git a/eggs/minecraft/1.21/minecraft/config/fabric/indigo-renderer.properties b/eggs/minecraft/1.21/minecraft/config/fabric/indigo-renderer.properties
index 9dd503d..76dfe5f 100644
--- a/eggs/minecraft/1.21/minecraft/config/fabric/indigo-renderer.properties
+++ b/eggs/minecraft/1.21/minecraft/config/fabric/indigo-renderer.properties
@@ -1,5 +1,5 @@
 #Indigo properties file
-#Mon Jul 28 18:14:11 CEST 2025
+#Sun Oct 12 23:24:15 CEST 2025
 always-tesselate-blocks=auto
 ambient-occlusion-mode=hybrid
 debug-compare-lighting=auto
diff --git a/eggs/minecraft/1.21/minecraft/config/iris.properties b/eggs/minecraft/1.21/minecraft/config/iris.properties
index 3e2aa82..9f0d965 100644
--- a/eggs/minecraft/1.21/minecraft/config/iris.properties
+++ b/eggs/minecraft/1.21/minecraft/config/iris.properties
@@ -1,5 +1,5 @@
 #This file stores configuration options for Iris, such as the currently active shaderpack
-#Mon Jul 28 18:14:12 CEST 2025
+#Sun Oct 12 23:24:16 CEST 2025
 allowUnknownShaders=false
 colorSpace=SRGB
 disableUpdateMessage=false
diff --git a/eggs/minecraft/1.21/minecraft/config/xaerominimap_entities.json b/eggs/minecraft/1.21/minecraft/config/xaerominimap_entities.json
index c2360d3..7f813b6 100644
--- a/eggs/minecraft/1.21/minecraft/config/xaerominimap_entities.json
+++ b/eggs/minecraft/1.21/minecraft/config/xaerominimap_entities.json
@@ -10,16 +10,16 @@
   "name": "gui.xaero_entity_category_root",
   "protection": true,
   "settingOverrides": {
-    "displayHeight": 0.0,
     "displayed": true,
+    "displayHeight": 0.0,
     "heightBasedFade": true,
     "renderOrder": 0.0,
     "color": 13.0,
     "displayNameWhenIconFails": true,
     "entityNumber": 1000.0,
     "alwaysDisplayNametags": false,
-    "dotSize": 2.0,
     "startFadingAt": 0.0,
+    "dotSize": 2.0,
     "renderOverMinimapFrame": 1.0,
     "icons": 1.0,
     "names": 0.0,
diff --git a/eggs/minecraft/1.21/minecraft/options.txt b/eggs/minecraft/1.21/minecraft/options.txt
index 14a9b9f..a011f25 100644
--- a/eggs/minecraft/1.21/minecraft/options.txt
+++ b/eggs/minecraft/1.21/minecraft/options.txt
@@ -6,7 +6,7 @@ entityDistanceScaling:1.0
 entityShadows:true
 forceUnicodeFont:false
 japaneseGlyphVariants:false
-fov:0.5
+fov:0.625
 fovEffectScale:0.0
 darknessEffectScale:1.0
 glintSpeed:0.5
@@ -125,6 +125,44 @@ key_key.freecam.toggle:key.keyboard.c
 key_key.freecam.playerControl:key.keyboard.unknown
 key_key.freecam.tripodReset:key.keyboard.unknown
 key_key.freecam.configGui:key.keyboard.unknown
+key_key.jade.config:key.keyboard.keypad.0
+key_key.jade.show_overlay:key.keyboard.keypad.1
+key_key.jade.toggle_liquid:key.keyboard.keypad.2
+key_key.jade.show_recipes:key.keyboard.keypad.3
+key_key.jade.show_uses:key.keyboard.keypad.4
+key_key.jade.narrate:key.keyboard.keypad.5
+key_key.jade.show_details_alternative:key.keyboard.unknown
+key_key.jei.toggleOverlay:key.keyboard.o
+key_key.jei.focusSearch:key.keyboard.f
+key_key.jei.previousPage:key.keyboard.unknown
+key_key.jei.nextPage:key.keyboard.unknown
+key_key.jei.toggleBookmarkOverlay:key.keyboard.unknown
+key_key.jei.bookmark:key.keyboard.a
+key_key.jei.showRecipe:key.keyboard.r
+key_key.jei.showRecipe2:key.mouse.left
+key_key.jei.showUses:key.keyboard.u
+key_key.jei.showUses2:key.mouse.right
+key_key.jei.transferRecipeBookmark:key.mouse.left
+key_key.jei.maxTransferRecipeBookmark:key.mouse.left
+key_key.jei.clearSearchBar:key.mouse.right
+key_key.jei.previousSearch:key.keyboard.up
+key_key.jei.nextSearch:key.keyboard.down
+key_key.jei.toggleCheatMode:key.keyboard.unknown
+key_key.jei.cheatOneItem:key.mouse.left
+key_key.jei.cheatOneItem2:key.mouse.right
+key_key.jei.cheatItemStack:key.mouse.left
+key_key.jei.cheatItemStack2:key.mouse.middle
+key_key.jei.toggleCheatModeConfigButton:key.mouse.left
+key_key.jei.toggleEditMode:key.keyboard.unknown
+key_key.jei.toggleHideIngredient:key.mouse.left
+key_key.jei.toggleWildcardHideIngredient:key.mouse.right
+key_key.jei.recipeBack:key.keyboard.backspace
+key_key.jei.previousRecipePage:key.keyboard.page.up
+key_key.jei.nextRecipePage:key.keyboard.page.down
+key_key.jei.previousCategory:key.keyboard.page.up
+key_key.jei.nextCategory:key.keyboard.page.down
+key_key.jei.closeRecipeGui:key.keyboard.escape
+key_key.jei.copy.recipe.id:key.keyboard.unknown
 key_key.modmenu.open_menu:key.keyboard.unknown
 key_key.push_to_talk:key.keyboard.p
 key_key.whisper:key.keyboard.unknown
diff --git a/eggs/minecraft/1.21/minecraft/saves/RedTest/DIM-1/data/raids.dat b/eggs/minecraft/1.21/minecraft/saves/RedTest/DIM-1/data/raids.dat
index c95d0cb..883a228 100644
Binary files a/eggs/minecraft/1.21/minecraft/saves/RedTest/DIM-1/data/raids.dat and b/eggs/minecraft/1.21/minecraft/saves/RedTest/DIM-1/data/raids.dat differ
diff --git a/eggs/minecraft/1.21/minecraft/saves/RedTest/DIM1/data/raids_end.dat b/eggs/minecraft/1.21/minecraft/saves/RedTest/DIM1/data/raids_end.dat
index c95d0cb..883a228 100644
Binary files a/eggs/minecraft/1.21/minecraft/saves/RedTest/DIM1/data/raids_end.dat and b/eggs/minecraft/1.21/minecraft/saves/RedTest/DIM1/data/raids_end.dat differ
diff --git a/eggs/minecraft/1.21/minecraft/saves/RedTest/data/raids.dat b/eggs/minecraft/1.21/minecraft/saves/RedTest/data/raids.dat
index c95d0cb..883a228 100644
Binary files a/eggs/minecraft/1.21/minecraft/saves/RedTest/data/raids.dat and b/eggs/minecraft/1.21/minecraft/saves/RedTest/data/raids.dat differ
diff --git a/eggs/minecraft/1.21/minecraft/saves/RedTest/entities/r.-1.-1.mca b/eggs/minecraft/1.21/minecraft/saves/RedTest/entities/r.-1.-1.mca
index 01f3853..003ffd5 100644
Binary files a/eggs/minecraft/1.21/minecraft/saves/RedTest/entities/r.-1.-1.mca and b/eggs/minecraft/1.21/minecraft/saves/RedTest/entities/r.-1.-1.mca differ
diff --git a/eggs/minecraft/1.21/minecraft/saves/RedTest/entities/r.-1.0.mca b/eggs/minecraft/1.21/minecraft/saves/RedTest/entities/r.-1.0.mca
index ba255e0..8dcefe4 100644
Binary files a/eggs/minecraft/1.21/minecraft/saves/RedTest/entities/r.-1.0.mca and b/eggs/minecraft/1.21/minecraft/saves/RedTest/entities/r.-1.0.mca differ
diff --git a/eggs/minecraft/1.21/minecraft/saves/RedTest/entities/r.0.-1.mca b/eggs/minecraft/1.21/minecraft/saves/RedTest/entities/r.0.-1.mca
index 4baca1a..a78a0e4 100644
Binary files a/eggs/minecraft/1.21/minecraft/saves/RedTest/entities/r.0.-1.mca and b/eggs/minecraft/1.21/minecraft/saves/RedTest/entities/r.0.-1.mca differ
diff --git a/eggs/minecraft/1.21/minecraft/saves/RedTest/entities/r.0.0.mca b/eggs/minecraft/1.21/minecraft/saves/RedTest/entities/r.0.0.mca
index 704665f..8c13b98 100644
Binary files a/eggs/minecraft/1.21/minecraft/saves/RedTest/entities/r.0.0.mca and b/eggs/minecraft/1.21/minecraft/saves/RedTest/entities/r.0.0.mca differ
diff --git a/eggs/minecraft/1.21/minecraft/saves/RedTest/level.dat b/eggs/minecraft/1.21/minecraft/saves/RedTest/level.dat
index 9bfc393..ff0d777 100644
Binary files a/eggs/minecraft/1.21/minecraft/saves/RedTest/level.dat and b/eggs/minecraft/1.21/minecraft/saves/RedTest/level.dat differ
diff --git a/eggs/minecraft/1.21/minecraft/saves/RedTest/level.dat_old b/eggs/minecraft/1.21/minecraft/saves/RedTest/level.dat_old
index c0b3509..34d8cc7 100644
Binary files a/eggs/minecraft/1.21/minecraft/saves/RedTest/level.dat_old and b/eggs/minecraft/1.21/minecraft/saves/RedTest/level.dat_old differ
diff --git a/eggs/minecraft/1.21/minecraft/saves/RedTest/playerdata/83aca42b-b499-4107-a00f-b8664bf4e34a.dat b/eggs/minecraft/1.21/minecraft/saves/RedTest/playerdata/83aca42b-b499-4107-a00f-b8664bf4e34a.dat
index 4c5fd62..d7ec499 100644
Binary files a/eggs/minecraft/1.21/minecraft/saves/RedTest/playerdata/83aca42b-b499-4107-a00f-b8664bf4e34a.dat and b/eggs/minecraft/1.21/minecraft/saves/RedTest/playerdata/83aca42b-b499-4107-a00f-b8664bf4e34a.dat differ
diff --git a/eggs/minecraft/1.21/minecraft/saves/RedTest/playerdata/83aca42b-b499-4107-a00f-b8664bf4e34a.dat_old b/eggs/minecraft/1.21/minecraft/saves/RedTest/playerdata/83aca42b-b499-4107-a00f-b8664bf4e34a.dat_old
index 4886f9b..4069a08 100644
Binary files a/eggs/minecraft/1.21/minecraft/saves/RedTest/playerdata/83aca42b-b499-4107-a00f-b8664bf4e34a.dat_old and b/eggs/minecraft/1.21/minecraft/saves/RedTest/playerdata/83aca42b-b499-4107-a00f-b8664bf4e34a.dat_old differ
diff --git a/eggs/minecraft/1.21/minecraft/saves/RedTest/region/r.-1.-1.mca b/eggs/minecraft/1.21/minecraft/saves/RedTest/region/r.-1.-1.mca
index 6bf5720..0acc0c0 100644
Binary files a/eggs/minecraft/1.21/minecraft/saves/RedTest/region/r.-1.-1.mca and b/eggs/minecraft/1.21/minecraft/saves/RedTest/region/r.-1.-1.mca differ
diff --git a/eggs/minecraft/1.21/minecraft/saves/RedTest/region/r.-1.0.mca b/eggs/minecraft/1.21/minecraft/saves/RedTest/region/r.-1.0.mca
index 1bdfb3c..44bd048 100644
Binary files a/eggs/minecraft/1.21/minecraft/saves/RedTest/region/r.-1.0.mca and b/eggs/minecraft/1.21/minecraft/saves/RedTest/region/r.-1.0.mca differ
diff --git a/eggs/minecraft/1.21/minecraft/saves/RedTest/region/r.0.-1.mca b/eggs/minecraft/1.21/minecraft/saves/RedTest/region/r.0.-1.mca
index 8a00606..cc0a555 100644
Binary files a/eggs/minecraft/1.21/minecraft/saves/RedTest/region/r.0.-1.mca and b/eggs/minecraft/1.21/minecraft/saves/RedTest/region/r.0.-1.mca differ
diff --git a/eggs/minecraft/1.21/minecraft/saves/RedTest/region/r.0.0.mca b/eggs/minecraft/1.21/minecraft/saves/RedTest/region/r.0.0.mca
index 5b18b32..82c2c0b 100644
Binary files a/eggs/minecraft/1.21/minecraft/saves/RedTest/region/r.0.0.mca and b/eggs/minecraft/1.21/minecraft/saves/RedTest/region/r.0.0.mca differ
diff --git a/eggs/minecraft/1.21/minecraft/saves/RedTest/stats/83aca42b-b499-4107-a00f-b8664bf4e34a.json b/eggs/minecraft/1.21/minecraft/saves/RedTest/stats/83aca42b-b499-4107-a00f-b8664bf4e34a.json
index 9672268..f06b2a4 100644
--- a/eggs/minecraft/1.21/minecraft/saves/RedTest/stats/83aca42b-b499-4107-a00f-b8664bf4e34a.json
+++ b/eggs/minecraft/1.21/minecraft/saves/RedTest/stats/83aca42b-b499-4107-a00f-b8664bf4e34a.json
@@ -1 +1 @@
-{"stats":{"minecraft:used":{"minecraft:oak_log":16,"turingcomplete:omni_directional_redstone_bridge_block":43,"minecraft:sticky_piston":23,"turingcomplete:logic_base_plate_block":3,"minecraft:piston":32,"minecraft:lever":158,"minecraft:spruce_button":2,"minecraft:red_wool":210,"minecraft:green_wool":117,"minecraft:spruce_slab":3,"minecraft:oak_sign":57,"turingcomplete:or_gate_block":3,"turingcomplete:full_adder":33,"minecraft:grass_block":59,"minecraft:stone_button":13,"minecraft:oak_button":36,"minecraft:redstone":2096,"minecraft:lime_wool":2,"turingcomplete:xnor_gate_block":9,"minecraft:blue_wool":173,"turingcomplete:and_gate_block":94,"minecraft:redstone_block":7,"turingcomplete:jk_latch_block":31,"minecraft:pink_wool":45,"minecraft:barrel":4,"minecraft:deepslate_bricks":1237,"minecraft:yellow_wool":89,"minecraft:birch_button":1,"turingcomplete:3and_gate_block":25,"minecraft:repeater":354,"turingcomplete:nand_gate_block":32,"turingcomplete:xor_gate_block":58,"turingcomplete:t_latch_block":36,"turingcomplete:switch_gate_block":123,"minecraft:dirt":14,"minecraft:redstone_lamp":58,"minecraft:sand":38,"minecraft:target":76,"minecraft:comparator":96,"minecraft:oak_slab":11,"turingcomplete:not_gate_block":149,"minecraft:jungle_button":2,"minecraft:crafting_table":1,"minecraft:furnace":3,"minecraft:light_blue_wool":54,"minecraft:deepslate_brick_slab":24,"minecraft:orange_wool":3,"turingcomplete:half_adder":8,"minecraft:cyan_wool":642,"minecraft:observer":7,"turingcomplete:bi_directional_redstone_bridge_block":31,"minecraft:waxed_copper_bulb":1,"minecraft:purple_wool":431,"turingcomplete:sr_latch_block":72,"minecraft:glass":33,"turingcomplete:memory_cell_gate":81,"minecraft:redstone_torch":531},"minecraft:custom":{"minecraft:time_since_rest":1449201,"minecraft:interact_with_furnace":2,"minecraft:sprint_one_cm":37635,"minecraft:walk_one_cm":545383,"minecraft:damage_dealt":20,"minecraft:talked_to_villager":2,"minecraft:interact_with_crafting_table":2,"minecraft:fly_one_cm":3070389,"minecraft:open_barrel":11,"minecraft:crouch_one_cm":12450,"minecraft:play_time":1449201,"minecraft:sneak_time":35751,"minecraft:jump":1590,"minecraft:leave_game":18,"minecraft:time_since_death":1449201,"minecraft:total_world_time":1540811},"minecraft:picked_up":{"turingcomplete:not_gate_block":8,"turingcomplete:switch_gate_block":10,"minecraft:repeater":34,"turingcomplete:omni_directional_redstone_bridge_block":2,"minecraft:birch_button":1,"minecraft:sand":3,"turingcomplete:sr_latch_block":7,"minecraft:jungle_button":2,"turingcomplete:3and_gate_block":3,"turingcomplete:t_latch_block":2,"minecraft:redstone":3344,"turingcomplete:jk_latch_block":1,"turingcomplete:full_adder":3,"minecraft:oak_sign":8,"turingcomplete:xor_gate_block":1,"minecraft:lever":27,"minecraft:comparator":5,"turingcomplete:and_gate_block":12,"minecraft:redstone_torch":48,"minecraft:oak_button":12}},"DataVersion":3953}
\ No newline at end of file
+{"stats":{"minecraft:custom":{"minecraft:time_since_rest":1450164,"minecraft:interact_with_furnace":2,"minecraft:sprint_one_cm":37635,"minecraft:walk_one_cm":546541,"minecraft:damage_dealt":20,"minecraft:talked_to_villager":2,"minecraft:interact_with_crafting_table":2,"minecraft:fly_one_cm":3094755,"minecraft:open_barrel":11,"minecraft:crouch_one_cm":12450,"minecraft:play_time":1450164,"minecraft:sneak_time":35783,"minecraft:jump":1593,"minecraft:leave_game":19,"minecraft:time_since_death":1450164,"minecraft:total_world_time":1541779},"minecraft:picked_up":{"turingcomplete:not_gate_block":8,"turingcomplete:switch_gate_block":10,"minecraft:repeater":34,"turingcomplete:omni_directional_redstone_bridge_block":2,"minecraft:birch_button":1,"minecraft:sand":3,"turingcomplete:sr_latch_block":7,"minecraft:jungle_button":2,"turingcomplete:3and_gate_block":3,"turingcomplete:t_latch_block":2,"minecraft:redstone":3344,"turingcomplete:jk_latch_block":1,"turingcomplete:full_adder":3,"minecraft:oak_sign":8,"turingcomplete:xor_gate_block":1,"minecraft:lever":27,"minecraft:comparator":5,"turingcomplete:and_gate_block":12,"minecraft:redstone_torch":48,"minecraft:oak_button":12},"minecraft:used":{"minecraft:oak_log":16,"turingcomplete:omni_directional_redstone_bridge_block":43,"minecraft:sticky_piston":23,"turingcomplete:logic_base_plate_block":3,"minecraft:piston":32,"minecraft:lever":158,"minecraft:spruce_button":2,"minecraft:red_wool":210,"minecraft:green_wool":117,"minecraft:spruce_slab":3,"minecraft:oak_sign":57,"turingcomplete:or_gate_block":3,"turingcomplete:full_adder":33,"minecraft:grass_block":59,"minecraft:stone_button":13,"minecraft:lime_wool":2,"minecraft:redstone":2096,"minecraft:oak_button":36,"turingcomplete:xnor_gate_block":9,"minecraft:blue_wool":173,"turingcomplete:and_gate_block":94,"minecraft:redstone_block":7,"turingcomplete:jk_latch_block":31,"minecraft:pink_wool":45,"minecraft:barrel":4,"minecraft:deepslate_bricks":1237,"minecraft:yellow_wool":89,"minecraft:birch_button":1,"turingcomplete:3and_gate_block":25,"minecraft:repeater":354,"turingcomplete:nand_gate_block":32,"turingcomplete:xor_gate_block":58,"turingcomplete:t_latch_block":36,"turingcomplete:switch_gate_block":123,"minecraft:dirt":14,"minecraft:redstone_lamp":58,"minecraft:sand":38,"minecraft:target":76,"minecraft:comparator":96,"minecraft:oak_slab":11,"turingcomplete:not_gate_block":149,"minecraft:jungle_button":2,"minecraft:crafting_table":1,"minecraft:furnace":3,"minecraft:light_blue_wool":54,"minecraft:deepslate_brick_slab":24,"minecraft:orange_wool":3,"turingcomplete:half_adder":8,"minecraft:cyan_wool":642,"minecraft:observer":7,"turingcomplete:bi_directional_redstone_bridge_block":31,"minecraft:waxed_copper_bulb":1,"minecraft:purple_wool":431,"turingcomplete:sr_latch_block":72,"minecraft:glass":33,"turingcomplete:memory_cell_gate":81,"minecraft:redstone_torch":531}},"DataVersion":3953}
\ No newline at end of file
diff --git a/eggs/minecraft/1.21/minecraft/usercache.json b/eggs/minecraft/1.21/minecraft/usercache.json
index 76b8f5f..c400bf3 100644
--- a/eggs/minecraft/1.21/minecraft/usercache.json
+++ b/eggs/minecraft/1.21/minecraft/usercache.json
@@ -1 +1 @@
-[{"name":"Kyattsukuro","uuid":"83aca42b-b499-4107-a00f-b8664bf4e34a","expiresOn":"2025-08-28 18:14:30 +0200"}]
\ No newline at end of file
+[{"name":"Kyattsukuro","uuid":"83aca42b-b499-4107-a00f-b8664bf4e34a","expiresOn":"2025-11-12 23:32:32 +0100"}]
\ No newline at end of file
diff --git a/eggs/qimgv/savedState.conf b/eggs/qimgv/savedState.conf
index 4c77d6b..b379698 100755
--- a/eggs/qimgv/savedState.conf
+++ b/eggs/qimgv/savedState.conf
@@ -1,6 +1,6 @@
 [General]
 bookmarks=/home/someone
 lastDisplay=0
-maximizedWindow=true
+maximizedWindow=false
 savedPaths=/home/someone, /home/someone/Apps, /home/someone/Builds, /home/someone/Code, /home/someone/Desktop, /home/someone/Documents, /home/someone/Downloads, /home/someone/Music, /home/someone/nas
 windowGeometry=@Rect(12 12 1831 1416)
diff --git a/eggs/theme/gtk3/bookmarks b/eggs/theme/gtk3/bookmarks
index 5cdd8d5..acd18a9 100644
--- a/eggs/theme/gtk3/bookmarks
+++ b/eggs/theme/gtk3/bookmarks
@@ -8,3 +8,4 @@ file:///mnt/SDSSDP25
 file:///mnt/DT01ACA3
 file:///mnt/DT01ACA1
 smb://172.24.2.6/someone/
+file:///home/someone/Nextcloud/Bilder/ScreenshotsPc
diff --git a/eggs/theme/icons_lc/hicolor/128x128/apps/steam_icon_236850.png b/eggs/theme/icons_lc/hicolor/128x128/apps/steam_icon_236850.png
new file mode 100644
index 0000000..2e366c7
Binary files /dev/null and b/eggs/theme/icons_lc/hicolor/128x128/apps/steam_icon_236850.png differ
diff --git a/eggs/theme/icons_lc/hicolor/16x16/apps/steam_icon_236850.png b/eggs/theme/icons_lc/hicolor/16x16/apps/steam_icon_236850.png
new file mode 100644
index 0000000..802aa71
Binary files /dev/null and b/eggs/theme/icons_lc/hicolor/16x16/apps/steam_icon_236850.png differ
diff --git a/eggs/theme/icons_lc/hicolor/24x24/apps/steam_icon_236850.png b/eggs/theme/icons_lc/hicolor/24x24/apps/steam_icon_236850.png
new file mode 100644
index 0000000..4af0705
Binary files /dev/null and b/eggs/theme/icons_lc/hicolor/24x24/apps/steam_icon_236850.png differ
diff --git a/eggs/theme/icons_lc/hicolor/256x256/apps/steam_icon_236850.png b/eggs/theme/icons_lc/hicolor/256x256/apps/steam_icon_236850.png
new file mode 100644
index 0000000..34771ed
Binary files /dev/null and b/eggs/theme/icons_lc/hicolor/256x256/apps/steam_icon_236850.png differ
diff --git a/eggs/theme/icons_lc/hicolor/32x32/apps/steam_icon_236850.png b/eggs/theme/icons_lc/hicolor/32x32/apps/steam_icon_236850.png
new file mode 100644
index 0000000..6ad36a5
Binary files /dev/null and b/eggs/theme/icons_lc/hicolor/32x32/apps/steam_icon_236850.png differ
diff --git a/eggs/theme/icons_lc/hicolor/64x64/apps/steam_icon_236850.png b/eggs/theme/icons_lc/hicolor/64x64/apps/steam_icon_236850.png
new file mode 100644
index 0000000..3218a9d
Binary files /dev/null and b/eggs/theme/icons_lc/hicolor/64x64/apps/steam_icon_236850.png differ
diff --git a/eggs/theme/icons_lc/hicolor/96x96/apps/steam_icon_236850.png b/eggs/theme/icons_lc/hicolor/96x96/apps/steam_icon_236850.png
new file mode 100644
index 0000000..19cec47
Binary files /dev/null and b/eggs/theme/icons_lc/hicolor/96x96/apps/steam_icon_236850.png differ
diff --git a/eggs/thunar/thunar/accels.scm b/eggs/thunar/thunar/accels.scm
index 58c7af1..f8c5cfa 100644
--- a/eggs/thunar/thunar/accels.scm
+++ b/eggs/thunar/thunar/accels.scm
@@ -1,10 +1,11 @@
-; thunar GtkAccelMap rc-file         -*- scheme -*-
+; Thunar GtkAccelMap rc-file         -*- scheme -*-
 ; this file is an automated accelerator map dump
 ;
 ; (gtk_accel_path "<Actions>/ThunarDetailsView/expandable-folders" "")
 ; (gtk_accel_path "<Actions>/ThunarBookmarks/fd28bef65dff571b9db624e377c22512" "")
 ; (gtk_accel_path "<Actions>/ThunarStandardView/sort-by-type" "")
 ; (gtk_accel_path "<Actions>/ThunarStatusBar/toggle-last-modified" "")
+; (gtk_accel_path "<Actions>/ThunarBookmarks/4ceb0f8ea4a7a532195c85d887ca7ccd" "")
 ; (gtk_accel_path "<Actions>/Thunarwindow/menu" "")
 ; (gtk_accel_path "<Actions>/ThunarActionManager/cut" "<Primary>x")
 ; (gtk_accel_path "<Actions>/ThunarStandardView/sort-by-size" "")
@@ -30,8 +31,8 @@
 ; (gtk_accel_path "<Actions>/ThunarActionManager/restore" "")
 ; (gtk_accel_path "<Actions>/ThunarWindow/open-location-alt" "<Alt>d")
 ; (gtk_accel_path "<Actions>/ThunarBookmarks/7b974f04fe696fe4ab4967eebde3d256" "")
-; (gtk_accel_path "<Actions>/ThunarWindow/zoom-out-alt" "<Primary>KP_Subtract")
 ; (gtk_accel_path "<Actions>/ThunarStandardView/select-by-pattern" "<Primary>s")
+; (gtk_accel_path "<Actions>/ThunarWindow/zoom-out-alt" "<Primary>KP_Subtract")
 ; (gtk_accel_path "<Actions>/ThunarWindow/open-file-menu" "F10")
 ; (gtk_accel_path "<Actions>/ThunarWindow/contents" "F1")
 ; (gtk_accel_path "<Actions>/ThunarWindow/show-highlight" "")
diff --git a/eggs/thunar/xfce/xfconf/xfce-perchannel-xml/thunar.xml b/eggs/thunar/xfce/xfconf/xfce-perchannel-xml/thunar.xml
index b396cc9..82cfa76 100644
--- a/eggs/thunar/xfce/xfconf/xfce-perchannel-xml/thunar.xml
+++ b/eggs/thunar/xfce/xfconf/xfce-perchannel-xml/thunar.xml
@@ -6,8 +6,8 @@
   <property name="last-window-maximized" type="bool" value="true"/>
   <property name="last-details-view-zoom-level" type="string" value="THUNAR_ZOOM_LEVEL_38_PERCENT"/>
   <property name="last-details-view-visible-columns" type="string" value="THUNAR_COLUMN_DATE_CREATED,THUNAR_COLUMN_DATE_MODIFIED,THUNAR_COLUMN_GROUP,THUNAR_COLUMN_MIME_TYPE,THUNAR_COLUMN_NAME,THUNAR_COLUMN_OWNER,THUNAR_COLUMN_PERMISSIONS,THUNAR_COLUMN_SIZE"/>
-  <property name="last-details-view-column-widths" type="string" value="159,159,159,159,92,1142,74,188,514,214,118,90,126,156"/>
-  <property name="last-separator-position" type="int" value="147"/>
+  <property name="last-details-view-column-widths" type="string" value="159,159,159,159,92,1142,74,580,1799,79,118,81,126,156"/>
+  <property name="last-separator-position" type="int" value="289"/>
   <property name="last-show-hidden" type="bool" value="true"/>
   <property name="misc-single-click" type="bool" value="false"/>
   <property name="default-view" type="string" value="ThunarDetailsView"/>
@@ -37,8 +37,8 @@
   <property name="last-focused-tab-left" type="int" value="0"/>
   <property name="last-focused-tab-right" type="int" value="0"/>
   <property name="misc-confirm-close-multiple-tabs" type="bool" value="false"/>
-  <property name="last-sort-column" type="string" value="THUNAR_COLUMN_NAME"/>
-  <property name="last-sort-order" type="string" value="GTK_SORT_ASCENDING"/>
+  <property name="last-sort-column" type="string" value="THUNAR_COLUMN_DATE_MODIFIED"/>
+  <property name="last-sort-order" type="string" value="GTK_SORT_DESCENDING"/>
   <property name="misc-file-size-binary" type="bool" value="true"/>
   <property name="last-toolbar-items" type="string" value="menu:0,back:1,open-parent:1,forward:1,reload:1,open-home:1,undo:0,redo:0,zoom-in:0,zoom-out:0,zoom-reset:0,view-as-icons:0,view-as-detailed-list:0,view-as-compact-list:0,toggle-split-view:0,location-bar:1,search:1,uca-action-1742057602097788-1:0,uca-action-1742077667062723-1:0,new-tab:0,new-window:0,view-switcher:0"/>
   <property name="last-renamer-dialog-maximized" type="bool" value="true"/>
diff --git a/eggs/vlc/vlc-qt-interface.conf b/eggs/vlc/vlc-qt-interface.conf
index 775cdaf..dec8d5e 100644
--- a/eggs/vlc/vlc-qt-interface.conf
+++ b/eggs/vlc/vlc-qt-interface.conf
@@ -16,5 +16,5 @@ playlistSize=@Size(-1 -1)
 status-bar-visible=false
 
 [RecentsMRL]
-list=file:///home/someone/Downloads/KPop%20Demon%20Hunters-4796162205554688.mp4, file:///home/someone/Documents/handbrake/in/1.Crossing%20Japan%20With%20No%20Map.mp4, file:///home/someone/Documents/handbrake/out/1.Crossing%20Japan%20With%20No%20Map.mp4, file:///home/someone/Documents/socialist_lyrics/Abschied%20von%20Spanien%20-%20Ernst%20Busch%20%5B%E2%AD%90%20LYRICS%20GER%E2%A7%B8ENG%5D%20%5BSpanish%20Civil%20War%5D.mp3, file:///home/someone/Documents/socialist_lyrics/Abschied%20von%20Spanien%2C%20Flamingos%20im%20Ebrodelta%20und%20Gasflaschenwechsel.%20%C3%9Cberwintern%20in%20Spanien%202023..mp3, file:///home/someone/Downloads/4.19%20Wichtige%20Anwendungsprotokolle.mp4, file:///home/someone/responcive_review_h264.mp4, file:///home/someone/Downloads/Legefilm-Auswirkung-von-Synonymen-und-Umschreibungen.mp4, file:///home/someone/Videos/Screencasts/Screencast_20241010_182543.webm, file:///home/someone/Nextcloud/Office/Schule/Kun/Vom%20Anfang%20bis%20heute%20-%20Die%20Geschichte%20der%20Fotografie%20Videos%20by%20Arne.mp4
-times=623432, 0, 784589, 30309, 0, 146400, 0, 168570, 0, 0
+list=file:///home/someone/.cache/.fr-55BXD3/video/segments/segment-1.mp4, file:///home/someone/.cache/.fr-Z6IBE3/video/segments/segment-3.mp4, file:///home/someone/.cache/.fr-9YTGE3/video/segments/segment-7.mp4, file:///home/someone/Downloads/KPop%20Demon%20Hunters-4796162205554688.mp4, file:///home/someone/Documents/handbrake/in/1.Crossing%20Japan%20With%20No%20Map.mp4, file:///home/someone/Documents/handbrake/out/1.Crossing%20Japan%20With%20No%20Map.mp4, file:///home/someone/Documents/socialist_lyrics/Abschied%20von%20Spanien%20-%20Ernst%20Busch%20%5B%E2%AD%90%20LYRICS%20GER%E2%A7%B8ENG%5D%20%5BSpanish%20Civil%20War%5D.mp3, file:///home/someone/Documents/socialist_lyrics/Abschied%20von%20Spanien%2C%20Flamingos%20im%20Ebrodelta%20und%20Gasflaschenwechsel.%20%C3%9Cberwintern%20in%20Spanien%202023..mp3, file:///home/someone/Downloads/4.19%20Wichtige%20Anwendungsprotokolle.mp4, file:///home/someone/responcive_review_h264.mp4, file:///home/someone/Downloads/Legefilm-Auswirkung-von-Synonymen-und-Umschreibungen.mp4, file:///home/someone/Videos/Screencasts/Screencast_20241010_182543.webm, file:///home/someone/Nextcloud/Office/Schule/Kun/Vom%20Anfang%20bis%20heute%20-%20Die%20Geschichte%20der%20Fotografie%20Videos%20by%20Arne.mp4
+times=0, 0, 0, 623432, 0, 784589, 30309, 0, 146400, 0, 168570, 0, 0
diff --git a/root-conf/nixos/flake.lock b/root-conf/nixos/flake.lock
index 36350f0..18320eb 100644
--- a/root-conf/nixos/flake.lock
+++ b/root-conf/nixos/flake.lock
@@ -20,11 +20,11 @@
         ]
       },
       "locked": {
-        "lastModified": 1745357003,
-        "narHash": "sha256-jYwzQkv1r7HN/4qrAuKp+NR4YYNp2xDrOX5O9YVqkWo=",
+        "lastModified": 1759499898,
+        "narHash": "sha256-UNzYHLWfkSzLHDep5Ckb5tXc0fdxwPIrT+MY4kpQttM=",
         "owner": "hyprwm",
         "repo": "aquamarine",
-        "rev": "a19cf76ee1a15c1c12083fa372747ce46387289f",
+        "rev": "655e067f96fd44b3f5685e17f566b0e4d535d798",
         "type": "github"
       },
       "original": {
@@ -36,11 +36,11 @@
     "flake-compat": {
       "flake": false,
       "locked": {
-        "lastModified": 1696426674,
-        "narHash": "sha256-kvjfFW7WAETZlt09AgDn1MrtKzP7t90Vf7vypd3OL1U=",
+        "lastModified": 1747046372,
+        "narHash": "sha256-CIVLLkVgvHYbgI2UpXvIIBJ12HWgX+fjA8Xf8PUmqCY=",
         "owner": "edolstra",
         "repo": "flake-compat",
-        "rev": "0f9255e01c2351cc7d116c072cb317785dd33b33",
+        "rev": "9100a0f413b0c601e0533d1d94ffd501ce2e7885",
         "type": "github"
       },
       "original": {
@@ -78,11 +78,11 @@
         ]
       },
       "locked": {
-        "lastModified": 1749135094,
-        "narHash": "sha256-Pw5xFy2gGNE2qLk29S/OFZlTYwtkDNqkGBOgw+K8jvU=",
+        "lastModified": 1758463745,
+        "narHash": "sha256-uhzsV0Q0I9j2y/rfweWeGif5AWe0MGrgZ/3TjpDYdGA=",
         "owner": "nix-community",
         "repo": "home-manager",
-        "rev": "b949584034d25bdc802de28051192b622a058142",
+        "rev": "3b955f5f0a942f9f60cdc9cacb7844335d0f21c3",
         "type": "github"
       },
       "original": {
@@ -108,11 +108,11 @@
         ]
       },
       "locked": {
-        "lastModified": 1745948457,
-        "narHash": "sha256-lzTV10FJTCGNtMdgW5YAhCAqezeAzKOd/97HbQK8GTU=",
+        "lastModified": 1753964049,
+        "narHash": "sha256-lIqabfBY7z/OANxHoPeIrDJrFyYy9jAM4GQLzZ2feCM=",
         "owner": "hyprwm",
         "repo": "hyprcursor",
-        "rev": "ac903e80b33ba6a88df83d02232483d99f327573",
+        "rev": "44e91d467bdad8dcf8bbd2ac7cf49972540980a5",
         "type": "github"
       },
       "original": {
@@ -137,11 +137,11 @@
         ]
       },
       "locked": {
-        "lastModified": 1745015490,
-        "narHash": "sha256-apEJ9zoSzmslhJ2vOKFcXTMZLUFYzh1ghfB6Rbw3Low=",
+        "lastModified": 1759490292,
+        "narHash": "sha256-T6iWzDOXp8Wv0KQOCTHpBcmAOdHJ6zc/l9xaztW6Ivc=",
         "owner": "hyprwm",
         "repo": "hyprgraphics",
-        "rev": "60754910946b4e2dc1377b967b7156cb989c5873",
+        "rev": "9431db625cd9bb66ac55525479dce694101d6d7a",
         "type": "github"
       },
       "original": {
@@ -166,11 +166,11 @@
         "xdph": "xdph"
       },
       "locked": {
-        "lastModified": 1747610850,
-        "narHash": "sha256-b41pc9J8b9fxRFHBQRKoTXZHpAsKW5eJbNsTMris2Mo=",
+        "lastModified": 1760336853,
+        "narHash": "sha256-WypDi304H7oJQ0b4Efrj5Xwm21lUsahtP/CrnJUqkqM=",
         "owner": "hyprwm",
         "repo": "Hyprland",
-        "rev": "eb3b38d40baca5c05ddbc1507b3d3f02a0ccb164",
+        "rev": "6582f42db85bd6e7216d6e77c839f03933974da4",
         "type": "github"
       },
       "original": {
@@ -196,11 +196,11 @@
         ]
       },
       "locked": {
-        "lastModified": 1747595918,
-        "narHash": "sha256-5wjvmFtk85uBJLnrKZbfrgo9OTTQlFP18ZNgfBwFsz0=",
+        "lastModified": 1760355871,
+        "narHash": "sha256-ro1k2IVrCKatVa8F2K1+0W4mnnwM/8ppN0zRtjtavhQ=",
         "owner": "hyprwm",
         "repo": "hyprland-plugins",
-        "rev": "4dea1029e837ae642979ab509eb2eddc959470d0",
+        "rev": "25a5d1327e61916d2a012db4bf184a81f70fe8c6",
         "type": "github"
       },
       "original": {
@@ -221,11 +221,11 @@
         ]
       },
       "locked": {
-        "lastModified": 1743714874,
-        "narHash": "sha256-yt8F7NhMFCFHUHy/lNjH/pjZyIDFNk52Q4tivQ31WFo=",
+        "lastModified": 1749046714,
+        "narHash": "sha256-kymV5FMnddYGI+UjwIw8ceDjdeg7ToDVjbHCvUlhn14=",
         "owner": "hyprwm",
         "repo": "hyprland-protocols",
-        "rev": "3a5c2bda1c1a4e55cc1330c782547695a93f05b2",
+        "rev": "613878cb6f459c5e323aaafe1e6f388ac8a36330",
         "type": "github"
       },
       "original": {
@@ -253,11 +253,11 @@
         ]
       },
       "locked": {
-        "lastModified": 1737634706,
-        "narHash": "sha256-nGCibkfsXz7ARx5R+SnisRtMq21IQIhazp6viBU8I/A=",
+        "lastModified": 1749154592,
+        "narHash": "sha256-DO7z5CeT/ddSGDEnK9mAXm1qlGL47L3VAHLlLXoCjhE=",
         "owner": "hyprwm",
         "repo": "hyprland-qt-support",
-        "rev": "8810df502cdee755993cb803eba7b23f189db795",
+        "rev": "4c8053c3c888138a30c3a6c45c2e45f5484f2074",
         "type": "github"
       },
       "original": {
@@ -289,11 +289,11 @@
         ]
       },
       "locked": {
-        "lastModified": 1745951494,
-        "narHash": "sha256-2dModE32doiyQMmd6EDAQeZnz+5LOs6KXyE0qX76WIg=",
+        "lastModified": 1759080228,
+        "narHash": "sha256-RgDoAja0T1hnF0pTc56xPfLfFOO8Utol2iITwYbUhTk=",
         "owner": "hyprwm",
         "repo": "hyprland-qtutils",
-        "rev": "4be1d324faf8d6e82c2be9f8510d299984dfdd2e",
+        "rev": "629b15c19fa4082e4ce6be09fdb89e8c3312aed7",
         "type": "github"
       },
       "original": {
@@ -318,11 +318,11 @@
         ]
       },
       "locked": {
-        "lastModified": 1746655412,
-        "narHash": "sha256-kVQ0bHVtX6baYxRWWIh4u3LNJZb9Zcm2xBeDPOGz5BY=",
+        "lastModified": 1758927902,
+        "narHash": "sha256-LZgMds7M94+vuMql2bERQ6LiFFdhgsEFezE4Vn+Ys3A=",
         "owner": "hyprwm",
         "repo": "hyprlang",
-        "rev": "557241780c179cf7ef224df392f8e67dab6cef83",
+        "rev": "4dafa28d4f79877d67a7d1a654cddccf8ebf15da",
         "type": "github"
       },
       "original": {
@@ -343,11 +343,11 @@
         ]
       },
       "locked": {
-        "lastModified": 1746635225,
-        "narHash": "sha256-W9G9bb0zRYDBRseHbVez0J8qVpD5QbizX67H/vsudhM=",
+        "lastModified": 1759619523,
+        "narHash": "sha256-r1ed7AR2ZEb2U8gy321/Xcp1ho2tzn+gG1te/Wxsj1A=",
         "owner": "hyprwm",
         "repo": "hyprutils",
-        "rev": "674ea57373f08b7609ce93baff131117a0dfe70d",
+        "rev": "3df7bde01efb3a3e8e678d1155f2aa3f19e177ef",
         "type": "github"
       },
       "original": {
@@ -368,11 +368,11 @@
         ]
       },
       "locked": {
-        "lastModified": 1739870480,
-        "narHash": "sha256-SiDN5BGxa/1hAsqhgJsS03C3t2QrLgBT8u+ENJ0Qzwc=",
+        "lastModified": 1755184602,
+        "narHash": "sha256-RCBQN8xuADB0LEgaKbfRqwm6CdyopE1xIEhNc67FAbw=",
         "owner": "hyprwm",
         "repo": "hyprwayland-scanner",
-        "rev": "206367a08dc5ac4ba7ad31bdca391d098082e64b",
+        "rev": "b3b0f1f40ae09d4447c20608e5a4faf8bf3c492d",
         "type": "github"
       },
       "original": {
@@ -383,11 +383,11 @@
     },
     "nixpkgs": {
       "locked": {
-        "lastModified": 1747327360,
-        "narHash": "sha256-LSmTbiq/nqZR9B2t4MRnWG7cb0KVNU70dB7RT4+wYK4=",
+        "lastModified": 1759381078,
+        "narHash": "sha256-gTrEEp5gEspIcCOx9PD8kMaF1iEmfBcTbO0Jag2QhQs=",
         "owner": "NixOS",
         "repo": "nixpkgs",
-        "rev": "e06158e58f3adee28b139e9c2bcfcc41f8625b46",
+        "rev": "7df7ff7d8e00218376575f0acdcc5d66741351ee",
         "type": "github"
       },
       "original": {
@@ -399,11 +399,11 @@
     },
     "nixpkgs_2": {
       "locked": {
-        "lastModified": 1749086602,
-        "narHash": "sha256-DJcgJMekoxVesl9kKjfLPix2Nbr42i7cpEHJiTnBUwU=",
+        "lastModified": 1760139962,
+        "narHash": "sha256-4xggC56Rub3WInz5eD7EZWXuLXpNvJiUPahGtMkwtuc=",
         "owner": "NixOS",
         "repo": "nixpkgs",
-        "rev": "4792576cb003c994bd7cc1edada3129def20b27d",
+        "rev": "7e297ddff44a3cc93673bb38d0374df8d0ad73e4",
         "type": "github"
       },
       "original": {
@@ -415,11 +415,11 @@
     },
     "pkgs-unstable": {
       "locked": {
-        "lastModified": 1747542820,
-        "narHash": "sha256-GaOZntlJ6gPPbbkTLjbd8BMWaDYafhuuYRNrxCGnPJw=",
+        "lastModified": 1760038930,
+        "narHash": "sha256-Oncbh0UmHjSlxO7ErQDM3KM0A5/Znfofj2BSzlHLeVw=",
         "owner": "NixOS",
         "repo": "nixpkgs",
-        "rev": "292fa7d4f6519c074f0a50394dbbe69859bb6043",
+        "rev": "0b4defa2584313f3b781240b29d61f6f9f7e0df3",
         "type": "github"
       },
       "original": {
@@ -439,11 +439,11 @@
         ]
       },
       "locked": {
-        "lastModified": 1747372754,
-        "narHash": "sha256-2Y53NGIX2vxfie1rOW0Qb86vjRZ7ngizoo+bnXU9D9k=",
+        "lastModified": 1758108966,
+        "narHash": "sha256-ytw7ROXaWZ7OfwHrQ9xvjpUWeGVm86pwnEd1QhzawIo=",
         "owner": "cachix",
         "repo": "git-hooks.nix",
-        "rev": "80479b6ec16fefd9c1db3ea13aeb038c60530f46",
+        "rev": "54df955a695a84cd47d4a43e08e1feaf90b1fd9b",
         "type": "github"
       },
       "original": {
@@ -504,11 +504,11 @@
         ]
       },
       "locked": {
-        "lastModified": 1745871725,
-        "narHash": "sha256-M24SNc2flblWGXFkGQfqSlEOzAGZnMc9QG3GH4K/KbE=",
+        "lastModified": 1755354946,
+        "narHash": "sha256-zdov5f/GcoLQc9qYIS1dUTqtJMeDqmBmo59PAxze6e4=",
         "owner": "hyprwm",
         "repo": "xdg-desktop-portal-hyprland",
-        "rev": "76bbf1a6b1378e4ab5230bad00ad04bc287c969e",
+        "rev": "a10726d6a8d0ef1a0c645378f983b6278c42eaa0",
         "type": "github"
       },
       "original": {
diff --git a/use_nix.sh b/use_nix.sh
index ee0c65e..40b2fa1 100644
--- a/use_nix.sh
+++ b/use_nix.sh
@@ -2,7 +2,7 @@
 set -e
 
 # use_nix.sh - Script to update NixOS configuration
-# Usage: use_nix.sh [--rebuild] [--first-run]
+# Usage: use_nix.sh [--rebuild] [--upgrade] [--re-flake]
 
 function check_root() {
     if [[ $EUID -ne 0 ]]; then
@@ -12,19 +12,22 @@ function check_root() {
 }
 
 function show_usage() {
-    echo "Usage: $0 [--rebuild] [--first-run]"
+    echo "Usage: $0 [--rebuild] [--upgrade] [--re-flake]"
     echo "  --rebuild    Automatically run nixos-rebuild after copying files"
-    echo "  --first-run  Indicate this is the first system configuration"
+    echo "  --upgrade    Upgrade installed packages to match flake.lock"
+    echo "  --re-flake   Delete the flake.lock, forcing to fetch the latest in-branch commits"
 }
 
 AUTO_REBUILD=0
-FIRST_RUN=0
+UPGRADE=0
+RE_FLAKE=0
 
 # Parse arguments
 for arg in "$@"; do
     case $arg in
         --rebuild) AUTO_REBUILD=1 ;;
-        --first-run) FIRST_RUN=1 ;;
+        --upgrade) UPGRADE=1 ;;
+        --re-flake) RE_FLAKE=1 ;;
         --help|-h) show_usage; exit 0 ;;
         *) echo "Unknown option: $arg"; show_usage; exit 1 ;;
     esac
@@ -53,10 +56,16 @@ echo "Copying files to /etc/nixos/"
 cp -r root-conf/nixos/* /etc/nixos/
 ls -l /etc/nixos/
 
+if [[ $RE_FLAKE -eq 1 ]]; then
+    echo "Deleting flake.lock to update in given channel"
+    rm /etc/nixos/flake.lock 2>/dev/null || true
+fi
+
+
 # Rebuild if requested
 if [[ $AUTO_REBUILD -eq 1 ]]; then
     echo "Running nixos-rebuild switch..."
-    if [[ $FIRST_RUN -eq 1 ]]; then
+    if [[ $UPGRADE -eq 1 ]]; then
         echo "First run: running nixos-rebuild with --upgrade"
         nixos-rebuild switch --upgrade
     else