Showing
1 - 20
results of
104
for search '
"Book"
'
Skip to content
|
Your Account
Log Out
Login
Language
English
Deutsch
Español
Italiano
Metadata search
Full-text search
All Fields
Title
Author
Subject
Call Number
ISBN/ISSN
Tag
Find
Advanced
Showing
1
-
20
of
104
for search:
'"Book"'
, query time: 0.58s
List
Statistics
Sort
Relevance
Year of publication, descending
Year of publication, ascending
Author
Title
Date of registration, descending
Date of registration, ascending
Modification date, descending
Modification date, ascending
Select Page
Select all results
with selected:
Email
Export
Print
Save
Select result number 1
1
Es gibt (k)einen Gott?! Umfassende Materialien zum Thema Gottesfrage, Atheismus und Agnostizismus [Sekundarstufe II ; mit Kopiervorlagen]
by
Roser, Matthias 1964-
Published
Donauwörth
:
Auer
,
2011
Edition:
1. Aufl.
Series
Auer macht Schule & Sekundarstufe II
Catalogue:
GEI
Call Number: WE-V 50(1,2011)
Format:
Book
Indexes
Show more information
Show less information
Save to List
Saved in:
Educational Media Metadata
School Subject (according to ISCED):
02 - Arts and humanities
022 - Humanities (except languages)
0221 - Religion and theology
Level of Education:
ISCED 3 - Upper secondary level
Document Type:
Task Collection
Country of Use:
Germany
Saved in:
Select result number 2
2
Evangelische Religion an Stationen Übungsmaterial zu den Kernthemen des Lehrplans; [mit Kopiervorlagen] 5/6, Übungsmaterial
Published
Donauwörth
:
Auer
,
2011
Edition:
Sekundarstufe I, 1. Aufl.
Series
Auer macht Schule
Catalogue:
GEI
Call Number: WC-V 1(1,2011)5/6
Format:
Book
Indexes
Show more information
Show less information
Save to List
Saved in:
Educational Media Metadata
School Subject (according to ISCED):
02 - Arts and humanities
022 - Humanities (except languages)
0221 - Religion and theology
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Task Collection
Country of Use:
Germany
Saved in:
Select result number 3
3
Ethik an Stationen 9/10 Übungsmaterial zu den Kernthemen des Lehrplans 9/10. [Sekundarstufe I. Mit Kopiervorlagen]
by
Worm, Heinz-Lothar 1947-
Published
Donauwörth
:
Auer
,
2011
Edition:
1. Aufl.
Series
Auer macht Schule Sekundarstufe I
Catalogue:
GEI
Call Number: WD-V 39(1,2011)9/10
Format:
Book
Show more information
Show less information
Save to List
Saved in:
Educational Media Metadata
School Subject (according to ISCED):
02 - Arts and humanities
022 - Humanities (except languages)
0223 - Philosophy and ethics
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Task Collection
Teaching Aids
Country of Use:
Germany
Saved in:
Select result number 4
4
Stationentraining Mittelalter Materialien zum Erstellen eines Lernzirkels ; [mit Kopiervorlagen ; Sekundarstufe I]
Published
Donauwörth
:
Auer
,
2011
Edition:
1. Aufl.
Catalogue:
GEI
Call Number: HC-V 165(1,2011)2
Format:
Book
Indexes
Show more information
Show less information
Save to List
Saved in:
Educational Media Metadata
School Subject (according to ISCED):
02 - Arts and humanities
022 - Humanities (except languages)
0222 - History and archaeology
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Teaching Aids
Country of Use:
Germany
Saved in:
Select result number 5
5
Demokratie - was bringt mir das ? Arbeitsblätter zur politischen Meinungsbildung ; Klasse 5 - 10 ; [Sekundarstufe I]
by
Tuschl, Martin
Published
Donauwörth
:
Auer
,
2011
Edition:
1. Aufl.
Series
Auer macht Schule Sekundarstufe I
Catalogue:
GEI
Call Number: SC-V 90(1,2011)1
Format:
Book
Show more information
Show less information
Save to List
Saved in:
Educational Media Metadata
School Subject (according to ISCED):
03 - Social sciences, journalism and information
031 - Social and behavioural sciences
0312 - Political sciences and civics
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Task Collection
Country of Use:
Germany
Saved in:
Select result number 6
6
Armut und Arbeitslosigkeit - muss das sein? Arbeitsblätter zur politischen Meinungsbildung ; Klasse 5 - 10 ; [Sekundarstufe I]
by
Tuschl, Martin
Published
Donauwörth
:
Auer-Verlag
,
2011
Edition:
1. Aufl.
Series
Auer macht Schule
Catalogue:
GEI
Call Number: SC-V 90(1,2011)2
Format:
Book
Indexes
Show more information
Show less information
Save to List
Saved in:
Educational Media Metadata
School Subject (according to ISCED):
03 - Social sciences, journalism and information
031 - Social and behavioural sciences
0312 - Political sciences and civics
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Task Collection
Country of Use:
Germany
Saved in:
Select result number 7
7
Ethik an Stationen Übungsmaterial zu den Kernthemen des Lehrplans 7/8 ; [mit Kopiervorlagen]
by
Worm, Heinz-Lothar 1947-
Published
Donauwörth
:
Auer
,
2011
Edition:
1. Aufl.
Series
Auer macht Schule Sekundarstufe I
Catalogue:
GEI
Call Number: WD-V 39(1,2011)7/8
Format:
Book
Indexes
Show more information
Show less information
Save to List
Saved in:
Educational Media Metadata
School Subject (according to ISCED):
02 - Arts and humanities
022 - Humanities (except languages)
0223 - Philosophy and ethics
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Task Collection
Teaching Aids
Country of Use:
Germany
Saved in:
Select result number 8
8
Darwin und kein Ende? Kontroversen zu Evolution und Schöpfung
Published
Seelze
:
Klett | Kallmeyer
,
2011
Edition:
1. Auflage
Catalogue:
GEI
Call Number: WK-V 55(1,2011)
Format:
Book
Indexes
Show more information
Show less information
Save to List
Saved in:
Educational Media Metadata
School Subject (according to ISCED):
02 - Arts and humanities
022 - Humanities (except languages)
0221 - Religion and theology
0223 - Philosophy and ethics
Level of Education:
ISCED 2 - Lower secondary level
ISCED 3 - Upper secondary level
Document Type:
Teaching Aids
Country of Use:
Germany
Observations
Literaturverzeichnis: Seite 238-240
Saved in:
Select result number 9
9
55 Stundeneinstiege Religion einfach, kreativ, motivierend ; [Sekundarstufe I]
by
Sigg, Stephan 1983-
Published
Donauwörth
:
Auer
,
2011
Edition:
1. Aufl.
Series
Auer macht Schule
Catalogue:
GEI
Call Number: WC-V 58(1,2011)
Format:
Book
Get full text
Show more information
Show less information
Save to List
Saved in:
Educational Media Metadata
School Subject (according to ISCED):
02 - Arts and humanities
022 - Humanities (except languages)
0221 - Religion and theology
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Task Collection
Country of Use:
Germany
Saved in:
Select result number 10
10
Stationentraining: der Islam Grundlagen und Alltagspraxis des Islam ; [Sekundarstufe I ; mit Kopiervorlagen]
by
Blumhagen, Doreen
Published
Donauwörth
:
Auer Verl. in AAP Lehrerfachverlag
,
2011
Edition:
1. Aufl.
Series
Auer macht Schule Sekundarstufe 1
Catalogue:
GEI
Call Number: WD-V 37(1,2011)
Format:
Book
Indexes
Show more information
Show less information
Save to List
Saved in:
Educational Media Metadata
School Subject (according to ISCED):
02 - Arts and humanities
022 - Humanities (except languages)
0221 - Religion and theology
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Task Collection
Country of Use:
Germany
Saved in:
Select result number 11
11
Individualisierung und Differenzierung im Geschichtsunterricht offenes Lernen in Theorie und Praxis
by
Kühberger, Christoph 1975-
,
Windischbauer, Elfriede 1962-
Published
Schwalbach/Ts.
:
Wochenschau-Verl.
,
2012
Series
Geschichte unterrichten
Wochenschau Geschichte
Catalogue:
GEI
Call Number: HK-V 687(1,2011)5
Format:
Book
Indexes
Show more information
Show less information
Save to List
Saved in:
Educational Media Metadata
School Subject (according to ISCED):
02 - Arts and humanities
022 - Humanities (except languages)
0222 - History and archaeology
Level of Education:
ISCED 2 - Lower secondary level
ISCED 3 - Upper secondary level
Document Type:
Teacher's Guide
Country of Use:
Germany
Observations
Literaturverz. S. 153 - 158
Saved in:
Select result number 12
12
Demokratietheorien von der Antike bis zur Gegenwart ; Texte und Interpretationshilfen
Published
Schwalbach am Taunus
:
Wochenschau-Verl.
,
c 2012
Edition:
8., völlig überarb. Aufl.
Catalogue:
GEI
Call Number: SK-V 656(8,2012)
Format:
Book
Indexes
Show more information
Show less information
Save to List
Saved in:
Educational Media Metadata
School Subject (according to ISCED):
03 - Social sciences, journalism and information
031 - Social and behavioural sciences
0312 - Political sciences and civics
Level of Education:
ISCED 3 - Upper secondary level
Document Type:
Teaching Aids
Country of Use:
Germany
Observations
Hier auch die späteren unveränderten Nachdrucke und Auflagen
Saved in:
Select result number 13
13
Soll ich helfen oder nicht? 15 außergewöhnliche Geschichten aus dem Alltag für Ethik, Religion und soziales Lernen ; ab Klasse 7 ; Kopiervorlagen ; [Sekundarstufe 1]
by
Schaller, Anton
Published
Augsburg
:
Brigg Pädagogik
,
2011
Edition:
1. Aufl.
Catalogue:
GEI
Call Number: WD-V 110(1,2011)
Format:
Book
Show more information
Show less information
Save to List
Saved in:
Educational Media Metadata
School Subject (according to ISCED):
02 - Arts and humanities
022 - Humanities (except languages)
0221 - Religion and theology
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Teaching Aids
Country of Use:
Germany
Saved in:
Select result number 14
14
Textsammlung Ethik anspruchsvolle Lesetexte für die Sekundarstufe ; mit Kopiervorlagen ; [Sekundarstufe 1]
by
Berens, Norbert
Published
Augsburg
:
Brigg Pädag. Verl.
,
2011
Edition:
1. Aufl.
Catalogue:
GEI
Call Number: WC-V 82(1,2011)
Format:
Book
Indexes
Show more information
Show less information
Save to List
Saved in:
Educational Media Metadata
School Subject (according to ISCED):
02 - Arts and humanities
022 - Humanities (except languages)
0223 - Philosophy and ethics
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Teaching Aids
Country of Use:
Germany
Saved in:
Select result number 15
15
Jeden Tag ein Gedicht! eine fröhliche Gedichtsammlung rund ums Jahr für die Schule ; 1. - 4. Klasse ; Kopiervorlagen
by
Schweiggert, Alfons 1947-
Published
Berlin
,
Augsburg
:
Cornelsen
,
Brigg Pädag. Verl.
,
2012
Edition:
Grundschule, 1. Aufl.
Catalogue:
GEI
Call Number: DB-V 384(1,2012)
Format:
Book
Indexes
Show more information
Show less information
Save to List
Saved in:
Educational Media Metadata
School Subject (according to ISCED):
02 - Arts and humanities
023 - Languages
0232 - Literature and linguistics
Level of Education:
ISCED 1 - Primary level
Document Type:
Reading Book
Country of Use:
Germany
Observations
ISBN überklebt
ISBN auf dem Umschlag überklebt: die Marke Brigg Pädagogik zählt zu den "Cornelsen Schulverlagen"
Vorlageform der Veröffentlichungsangabe: Augsburg : Brigg Pädag. Verl.
Saved in:
Select result number 16
16
Empires and conquests
by
Gilmore, John T. 1956-
,
Allen, Beryl M.
,
McCallum, Dian
Published
London
:
Hodder Education
,
2019
Series
Hodder Education Caribbean history
Catalogue:
GEI
Format:
eBook
Online Access
Show more information
Show less information
Save to List
Saved in:
Educational Media Metadata
School Subject (according to ISCED):
02 - Arts and humanities
022 - Humanities (except languages)
0222 - History and archaeology
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Textbook
Country of Use:
The Caribbean (transnational)
Saved in:
Select result number 17
17
Britain 1951-2007
by
Lynch, Michael 1946-
Published
London
:
Hodder Education
,
2019
Edition:
AQA A-level, third edition
Series
Access to history
Dynamic learning
Catalogue:
GEI
Format:
eBook
Online Access
Show more information
Show less information
Save to List
Saved in:
Educational Media Metadata
School Subject (according to ISCED):
02 - Arts and humanities
022 - Humanities (except languages)
0222 - History and archaeology
Level of Education:
ISCED 3 - Upper secondary level
Document Type:
Textbook
Country of Use:
Great Britain
Saved in:
Select result number 18
18
Freedom and change
by
Gilmore, John T. 1956-
,
Allen, Beryl M.
,
McCallum, Dian
Published
London
:
Hodder Education
,
2019
Series
Hodder Education Caribbean history
Catalogue:
GEI
Format:
eBook
Online Access
Show more information
Show less information
Save to List
Saved in:
Educational Media Metadata
School Subject (according to ISCED):
02 - Arts and humanities
022 - Humanities (except languages)
0222 - History and archaeology
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Textbook
Country of Use:
The Caribbean (transnational)
Saved in:
Select result number 19
19
Germany, 1890–1945 democracy and dictatorship : period study
by
Banham, Dale
Published
London
:
Hodder Education
,
2019
Edition:
AQA GCSE (9-1)
Series
Engaging with AQA GCSE (9-1) history
Dynamic learning
Catalogue:
GEI
Format:
eBook
Online Access
Show more information
Show less information
Save to List
Saved in:
Educational Media Metadata
School Subject (according to ISCED):
02 - Arts and humanities
022 - Humanities (except languages)
0222 - History and archaeology
Level of Education:
ISCED 3 - Upper secondary level
Document Type:
Textbook
Country of Use:
Great Britain
Saved in:
Select result number 20
20
Religious studies route B Catholic Christianity and Judaism
by
Barron, Andrew
,
Cleary, Deirdre
,
Harrison, Patrick
,
White, Joy
Published
London
:
Hodder Education
,
2017
Edition:
WJEC Eduqas GCSE (9-1)
Series
Dynamic learning
Catalogue:
GEI
Format:
eBook
Online Access
Show more information
Show less information
Save to List
Saved in:
Educational Media Metadata
School Subject (according to ISCED):
02 - Arts and humanities
022 - Humanities (except languages)
0221 - Religion and theology
Level of Education:
ISCED 3 - Upper secondary level
Document Type:
Textbook
Country of Use:
Great Britain
Saved in:
Select Page
Select all results
with selected:
Email
Export
Print
Save
1
2
3
4
5
6
Next
[6]
Search Tools:
Get RSS Feed
—
Email this Search
—
Save Search
Catalogue
AND
AND
OR
Please enable JavaScript.
Country of Use
OR
AND
OR
Please enable JavaScript.
Language
OR
AND
OR
English language
83
[exclude]
German language
23
[exclude]
School Subject (according to ISCED)
OR
AND
OR
Please enable JavaScript.
Level of Education
OR
AND
OR
ISCED 1 - Primary level
3
[exclude]
ISCED 2 - Lower secondary level
29
[exclude]
ISCED 3 - Upper secondary level
71
[exclude]
Not elsewhere classified
4
[exclude]
Document Type
OR
AND
OR
Textbook
82
[exclude]
Teaching Aids
10
[exclude]
Task Collection
8
[exclude]
Teacher's Guide
5
[exclude]
Atlas
1
[exclude]
Reading Book
1
[exclude]
Format
OR
AND
OR
eBook
78
[exclude]
Book
26
[exclude]
Map
1
[exclude]
Year of Publication
AND
AND
OR
From:
To:
×
Loading...
![Es gibt (k)einen Gott?! Umfassende Materialien zum Thema Gottesfrage, Atheismus und Agnostizismus [Sekundarstufe II ; mit Kopiervorlagen]](data:image/jpg;base64,/9j/4AAQSkZJRgABAQEBEAEQAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCAC2AIADAREAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD4fVlwAY9x+pqDEPMjyP3Y56fMeaAF8xM/6sfmaADzI848sZ643GgADoSB5YyegyaADzE/55j8zQAb0/55j8zQAb0/55j8zQAb0/55j8zQAb0/55j8zQAb0/55j8zQAb0/55j8zQAb0/55j8zQAb0/55j8zQAb0/55j8zQAjOpGAgB9cmgCXT4luNRtIpCwjkmRGKnBwWAOOD/ACNAz0a5+FVhbfDbTfFAmngE2oSWN1ZS3inySyRPbBdqHe7pJvbhQoZBQAnwg+CUnxUtPEm27mtLuO3mh0JUjBS+volMzQuSeA0SMgxz5kkHvTCzM3S/gp4j1vSLW5sHtLkXMNlKtrHI4cJdpcMMgjAwttLuz0wCKQbFTWvhjfaP4a1HXZ9c0d7S3lihjWGaTzJ5pEDhVUchtpbIbnIoEceTycEFexAxxk0AFFwCi4BQAUAIWAGSQAO56UASRQXE8SyxWd1NE67leO3dlYZIyCBzyCPwp2HZh9muv+fC86Z/49n/AMKdmFmKbS7H/Lhe45/5dn7fhSCzD7JeZI/s+9yOo+zPx+lAWY+LT76aURrp97vPQG2ce/pQFmRwytbzxSocPG4dT7g5FIDSXxRqCWLWatELYzLctEsKkeaFMasBjqqsQD6H16MDQ0/xB4nsH8MalYx3UR0Kc3GmXMVoTsfzN5YnoxLEHd1wuPo7juzoh8V/iekCNDdX8EVreQXPmwacqFJI3eSPLBeQC8m0Hsx9cBbhqzH1PUvG3iLS7qxn0u9nsZ7tb1orbSwieYF2IVCqMcED8zSCxgr4a1o7x/Y2oFo8Bj9mfgYHUY4707XCw/8A4RXXhCsx0LU1iY4WRrOQKfocUWCxH/wjms840bUCQccWr/4UcoWEHh/VzceQNJvzPjPlC2fdj6YzU3sFhf8AhG9a2I39iakFdgqk2j4YnsOOTxTCx79+x/8Aslj48+NGuvGF3HoHgnSplF5BczrBc30nXyI1JBCnGWb0PHNMEj9KpdJ8RaTeQ6d4V8Q+A9M8M2V0Bb2TlTLHaDYBHkJtXChxgD+7liSTVo0JZH+IEkSf8T/wDFKVfzBHc9G3koVJg6FNoYEHvj1qnsAiP49eGAz+J/AdtIkZLxwTKVkl24AJaHIXJ3HABOMZGc1NgG2eta4YNWe68beA3kM9vJAkN7GPJRZ4zMjP5fQxLIo+U8t260tgO/0zxh4LXT7S01HxD4Yu9TW3jNwIrqA+Y+BucLnO0tyOKVwPwGqTJanZfB/wbpvjrxxbafq1x9nsI4TPKgcK0oDBdvqOtDLjHXU+vv8AhCfDsGhWOn2bXs1naAOsL3D7IlUEADGMjkk59BWdze0TH1jTNOKXNlbXsi6fczLdukG6cRMqbOSQVA+vTNHMluDSexq6a72cenW9prV+0M7eUzwCNVA2tzuC4HIHc01NMhqx00PhtI0BaTU50dUQb7y3YtjqTgnA5A9a1jJEmt/wisNzpUNsb66Rvvqhu1BjUk8gYA6VqlcltI4ebRYU1LWbWG5ubyS2eIxGS6yVG3POByfam1pYpO5hR+DdXs511GbUJLW980zBbZFd/L74D4OTXHNMpRY650zXtSspJJ9W1GCGJd6tcgfKBnGFQkk8jkjiqT0EZ3jrw9D4Yt7O5sPEdw88+03cTlBIcr94EZIJPv3NWldiMrwRp974g8WRaTaandWr3bKxf7XsA4B+8QeSDjHrW3I0SpJn0BB+z1qZMi3+r3Nm+/y13aiXLrv2g/c4/wAKpauxYzUPgDcTQQPa6lfxM8i26Si83BSXC7jxwPc4H44oegjz7Wf2VSkNzGmoCNpFkMk0+qQx+Z9Ucg4PODjmsJPm2Glc8AvLdrL4uXEcqW1vMuliNmFyhBCuBwUY4698VkFrHiXSrMUevfsteHLLxV8SbqwvjMIFsDKhhmeM7vNTg7WGRSexst0ewW9hrGhCeyv/ACpY7O6nthcXUYZpQJG25Y5OBiszQ17K3vpLBXjaygAf/XDDH2AAGaLXC9iLRtX+zXsltLaX+q37SgSyyQeXFGuCdodvfHJ4rSMDOUjr7WXV5YkubnQonlUB4oJJEKrnruOP5etbKBnzDR4k8Safewo1jZM9xKsO25kUBWOTyQv+cinewWuLcaPqeqXt9eLa200haMvbW92FAAXGVO0AitN1cjVMx9R0K+8ROqvp8TX6R/u3mvdhiPHAIGD9K457mquQWuh+PYNXFrPcWN7aBObae4RnKEZABGD7c00hjfEuhar4qsYbO4Gm2EsQ80pHJiViB93pyOa2StqB5l/wjuo2V6nn2d1FdWhW8S0gDSSRquD5rAD7uNp54wRVc9yErHZ6l8d7q+v3ntNGlvSuCr+gH3h0xxuFLXcafQuQ/ErWNg+06AyWgiJldyPkyC2MrnJ47YpepRxE2h6RaaHBfL4f017ZwblVSBd2W5yTjORQ7W0LieW/EKW41P4uKtrb5aLTMOC2MAFOg7da51uJnnNWYLQ9m/ZLt9Wf4pXR0e0t7y7h01pWWdip2CVOVPrRa+halqfSafC7xXrupaxcQW2kwwX15JcBJ7uRGRn+Yj7p6c81LjY2uclfabL4WuJLTUpEsNRtJmimiiumZc9sHjOc1KdmL4tDsNBvLLX9Ke21C8ErqMMY5MEc8biDlvoeK6YSuRKJ0Vzr8tpCjWZW4ROPmTcqL04B6fy9q2MJLlZg3niiO/uVSK2NvNaTITlDsGeuM/WuebsawR9cW02uWPw28B3PhzR/DV1FPpCSXT6nsSQHYhBTLDIOWJ68getTGTsaWV7Hifgv4WWg+GaeMtf1m5tP7SvbmaC3gshdrHh2CqzD7mSMe1S1cuVo6IzPAPg7UPHvxKtLCzkt7ZLm3INy8eWjjUfN25bnIpxl0Ia6nTp8PfCP/CAXfjDSPGFzq8Fpc/ZRJNpwjkMu4DAYngcHt2rXmuSdlo+l3sn7Vnj+x1zVI9RuZPBixLe+QtvFHCz/AHWQE5xuJLe59gIS6g9Tg7b4I+B7PSPDvifR/ES3vh19S/s+7mSzOEkJXAEefmDMgH0Ydc1tF6mduXU5z9s+2sNP8d3emeGHhe/kEaajpqwm1jskMCmJkZRhy/zE8cdKwlOysbJXPmrz77TPBstnPDDeyW8R27Gk+Xnp905PPXjpUJhexwXjrwdqHiH4tz3hey0ZRpaK5NyJfvbAB8gPPHSl1uJu54+OoqzE9s/Y91CPS/itezy3MVsp0mRBLM2Bkyp05GfzobtqNbn1q/jK1aeZJDbSo7gMYrgqzL91iMsAOvvSVRM3OB1OLTLrX7+Yz6oGW4dDKhiYEjAAJZDnjuD2ok10DYenh6zEjXA1rUrZQB3gLEnvjZV0zOTMm4v4LEKINT1iTzJlRxJLCrtzjgeUR3z17VtJ2M7cxWh8RyfbpoZP7VurmN2EMty0IiU9CxQKu7tjLdulYtXLWh9Baz4x+H3jDwD4IsfEN94402/8PaStqz6Pb2ipMdqByRIr55QYximomnS5U+Evxu8MfCHwwJrvVvGWrXFzbTI/hya3iNk7vJhZOuFO0AnaR1PFOwJ8xnfsm3N/r/xn0HGtarcpYLcXM9s8UEUYjMbLlihyRkqMYOfbBqEtS3sdZ4qt5/jH8P8AxLqPh34heJk0rQr9Xk0i78P2mnxMzuchCsS+YwyeTzzzyedUjJnQS/EjQJ/jl4r8SXU19a6PrGhJpMZFrF5qNgAuMtnHXHb2q+XQjmOC8Z63pGh/DfQvAvhLU9UmsrHVF1jUtWv4oknvXDZEYUDAXG0cAfcXnqS1GzuTJ3RU+MmoeCviZ4l/4T/w1rWr6fqWrZivor3yooE8iNI0CfKcnhurHqcYHFcdTQ6I7Hkmo38r6LqFpcajHcoXZS05iGAv8QKkd/UdKS2Je55Tr9vN4g+IF5JbCICW1hJ8vngEYJ2hj3piPn6qMj2H9lhbQ+P9YN9bW9xaf2LNuW8h3qF3rnbz1/CiyejGtz1JpvNNgNH0WCC2VBGGFgXDscZBJHP3sV53OvacqOtQuXNMSUyXMEz6El48wi8qS5kiMW49CBGcEnH+Ndj0M5RaNLwteapr2mPND8Ptbk1K3EkInsjbmJ2Bx8rPMpwfUirjKxlytl3UfC3jC7S3aDwfdwwW7bz59zaNIrY5Cqsh5GTya0cuZ6hytWOkjW6F1JjwnrjTFtqrNFbqp+9zzLk9uaU5cuxNVOUH7Pc5xvGmsXepeOJ4bO8XSvD+mm3WCW3ifF0ASTIwcgAdAAenXmvKjia3tKl/hVrH7LDhnLaeHy+Na/PWvza7Wt+ZNZeLrTU/D2hyXensms6haK8bNJAnnMRg+Wpkzgcdq7Y4nn5FHqfIZvkc8Lj8SsLTfsaMtX5djj/AHjPUvCWur9mnuNO8V2d41rHc28qLNIS3CBdw3A5AIHZj6UYWo6k5Rn0Z08V5RQwNXDYnAK1CpFX6621PaNY8b/EyWazt/iDZeL57O8ukEdsNNFuB0yQHKI8nJxtLdq9BWvofn841Hycr9S74+8IXK+LdT0vwv4J8X3Ok2lpHIVnSFJojsA+ZWmVsEnqQDzwDS52Xyo4zWLbXvCQt4tT8E+LtNgkk8iKO4tIl80BQwZS8oydx9+nak5u2gcqNo/D/AMQaN4PsrnWPD+pWlqQ2H1G0KKm8kqCSCoJ45ViOetYOLluWtNjd0D4U65rHgDUIdQ8J3s9zJudNtkT5cRT5HU45z1/CjlBa7nydqvia5fxPdWxnaGVrRFY2cSrsKtgKcHIwOo9qUVdiZ4F16HB9TTMj2j9kvUtO0r4p3t3qVq1zYjTJEAFqZ15lQ84B4xTUeZ2HF2Z9LXPiHwfDaapZ2tndwpNdyOlwlgUjhDPuG1mAx1FeVOk4Vj0YzVjhb/wxoETzPHdzQ3/mebBelkRgFwxLLu5HH8q6pS1sZOWp1Gm+M7HR9ItbS1juL6NZHYyJLGDtLZLH5v0qosV0bdh49063SV5VurKZWydzxtwejcN3puVmDd428zo9E+IOkwiSY6rJJcSkADy+APwJ5rKpLQVJqkpOXc8g8JeJ47Xwt8ZrOaSaS6vJ7iTO3G8OnykjP1/OvN9qpRqQP2/NZS9plNWEPdb1f3HM/C3xTH4e1pX1O4tVurvSRbaRf36F44ox9+JBnhvessNeE6bZ73H06WPweIp5bJQ5Zrm/vabnqv7FniHQ9K/aVuE1Cyijiu3kitb2eWPbFcrCeSTyS/zfiRXdg5Xqz9WfDcU81Hh3LqNT4rv7rHq3xF+I/wARPC3hd9M1n4Ma9aaa+vWzPrGpeJoL1fNaUBWj+fdg89AByBXq8zTPySHNG7Z3M/inUdH/AGnvjrLZ2E6Tab4Phu7e8kuV8p3ECMAqdVOR1PHFVcZxfhHxc2v/AAE+AHifxxfs7f8ACWyG5nu5BMAPNuVVXck8Davrwv0pXsB1vxk8U+L/AArp/wATmb4b3974c1GJ/P1u88RrLbrFjbHLDCVOwfMDtHPA9KOawHV/8LQutP8Ai38HPB8ck4ttS0Rb11icBHAt3GW55GVHGKOfoUtmfnp4/wDCE7fHrxxdyJDNZR6teRKhk2sgFy+MDZwNoHes41NSWfLw688CtWZI1fCEXiCfxFbjwxO1tqeNrMrcFM9D3x7Vi5cupqlfQ9ePg/x1cahi4t7NJyRynmDORgng4HFck66ep1Rw05BceHvEGm3LQC+09LhTwBEzHJ6jmuX2yk7I64YCTZBF4f8AEs17cIdbs4igMjQxFSM8Dnjr7VXteXcTy+dzpl+HvjCCSa3fWbKykwDLJcRbWwF4OWGD1qZYtdDR5bPlOb1Sy8Ux3/2f/hKNNe7QArAltuZuO3HA/IVDxLfQay6bpu52vwj/AGcvi58ZNP1rUfDt3p6yQ3H2aeeWMAMQisBjAXOGxV0qPtZOpbc92pn9WjldLASu5U72fa/Yv6j+zX8a9K1NtG1SxtftccZlWWSMJDIrtt4fGMjI6elds8NdKx8xQxteTlOtN673ZxWk/C7xnqF3Pam50y23q0oMmMNkHLK2OcEDj3rCjRcGepn+ezzGdGkvhgkjb1v4E/GOC5t9O1m6H2mcIbO3vJHeRlYkIY0bOSTgDHtXa4M8CT9+8noUNP8A2YvjP4l+IV74OiuY7bXbmJhdpLdMnmIFBw5PUAY4PFHJLuZmpa/sT/GG01IeDJtRs4NQx51tp1zO0cMmSfmRiCpOSenvR7N9wJ9c/ZV+NWlXMWhaj4m0zzom4sGm85F5IOMghccnI9Kv2WgHnXiDwH4+0K8F2/iOxu5bL5UmjATaVbbhWCg4BH5ZrGMeVu4HO3Hh7xb/AMJMlvda15Mt1Zi6eCMEhX3YIz/wIVXJfYDgc45rpZkjufg7peoax4jvoNOuPs08di0hcSCMgbk6HtXJWvyOx1ULOpG53moah/Yd8U1DU557sR7FuILwsI/XbjoccV89NT7H0sHBbMvWA03VR/Zwjup5ZVKLd3026Tc3GSx9M1zpzT2OiVeMVcmm+D9z4C+1X2oeIdy3UCxwxQyo5BDZOWxx0HWvQUXKOpEcTG+pa8TalfateQCTUBLGF3FTOqMflyN2OT9K5Ypwb0PQ+sw5NzOsRdaNqaXNhrkd/cmJUexu4WMipnk7+hAxx9a64P8AumLxUFB6n6I+NdUtvBvw/wDAllFeHRvCsmmQ3M0tpcG2W4lZcsGZTuOev417+H0pqyPjMRVUpybV9TpdN8PQar4y03S7vV5NQsptDOrODeSSTNb7wqqHY7tuW6giuvnWxhUXPCy0PEtF8KfCbxn4A1LxhpfhpPC0HhbVPst1aya5MUuoJGAKPITuiLbwflwc+tc87IqnOKpXaPU/i14i8BWHxc8EW2paDp9/rEp09rSabVZI5IlabEJWIHadrfMCQc9KFImcXOmpniP7UEuieMPj8nhbRY7Lw34hudQW01DWp9TkYOGjhZXZM4h2joB1quZIqzPYpviR4VPxR8BeHYtfttTn8OuNLGpXciyy3Uh8sSEvk45jXnPUNRzJ7BZroc/8Ttf0iTxzq1zBq1slzHeTREkqfTuRgjjqK26CPkgaRJY21zcahc2zalcPKVSKXepTJyegArjluBwDiaH4gWRuYiH+wbg7pncu9cH5anmcQPAyMjFamR65+zB4m0/wr8TZrnUjbCCexeALdLmMkuvrnJwp/I1S1YLRnv3if4heC76eDTtM0jw7fT3F5Fb7xpeJMFxnD4/pSqQTOmM7HuutWGl6XezpYaLp8FxEGKD7NHk9x/COK4HTs7nQ6l1Y4u0+Il3q0Ed/p/h/S7yS4f7E0E0CA788YyMdjWjjoTzEPjPU5vKdrzwtY6dqkcmCGiTAwM5Dgc8c8VjBNXIk7nl2reNJ42luLySK1Eh2oIsFSACepXPORx/s1fO0Tc9W+Ev7Teqy+HYvC2t6TpPinRLd/Ls49WtPNaMdVXdu6cgD5T6ZrtoTbRk5e9Y1pv2nvFh8c2XiO10fQbb+zYW0zybaJohJa7m/dFWLE4bYcKyj5a8+vWlGpod9OkpIs3vxT1L4haFJp0WheFdH8KXv+kSWVjaOrzzjo0pIwcf0FY+3lLSx0Rw8VqR638RLn4mXWhajf+CfDc2saHfQJbawiuZ2FuQU6dBuO4DPbjFdPM5HNOCi9C74p+KOh6v4jGveIfA3hw65byrc3E0dsFa/cKAgYsWL4Cgckdqu/M9UZ6QRx918V/Dus+MdP17SfD1pY6pFqsd6tjJb4hL7iCp2dRjmuilT9+5jOq+WxN421iTWZtc1y5tIYC8bOI7RSkCO244VSM8ep9K9CWiOOLuzidK1ZdR8q3mMLhoWKkNu2nkc8cDNea7yZ2y0SscFbW9nD8QoJAbuS5isJEfzHCjIkXIAK9K1e1iLny03APOPekYHpHwD8EaH4+8ftpuvQ30tmlrJIn2CVo23BxjOOT1bpQNb6n2BofwP+HOmXNtHb2t84s5knXztVLSIQQQduQcZx61Ln3Omyex6J4lsPDmpLLdXM2qIHGFnj1CSJ0wM5UnKnp0Ipb6ktHz5ZeMPCXhfW3XTX8T6xHDcb2+zCWRnfeRu4G3IB7VejViNT0bxd8QPB/ijRsiXxTLHK4Yx6haypPt2nBHy/wAyPephBK/MG55nd+H/AAjqD2dxZ6hrn2WbfDI2oIwEk6FG2KQOu1wMdePcVMqTewXO18GeFfCdpFMb2z8RedEJmeOwkO7bhCpwzcY2SKfl5DjHQ43w8OV2kZPR3LuoeKvh/ofhaNv7R8R6XYW6P9pUGHyUcr8h+clm+bJOO9E8NGUrm8cRy6XO48/4Z6T4a0zVb+818x3dupgl1C5ES5cAruAIUHByf8KzeHgmaRxMnueXeMvjF8JPDdvG+nJ4kj1Ax7bm20+TKi527cHMh/i57Z9auNG+xnUrp9TirL4yfCHxbPZW+pWHjWxugzSGOGf7QhDNtVchshiOwUYJxkmqdLlMlU5j0RtG+G2mWNtqNu/iDS7K4R5hc3E8QmB4WJ1EgAHG4cnqKw52noapJ7mLcal4CPiLw1GNZ8V6zpE6z299bPMzJlkPlv5kOUGWKjBfPzA4xyOuNRNWZjKNndGpB4w+Blh4oHhWx17xHb37D99NDJuUEg7kVm64OByQOalqC2HzNqzPLfFF1oT6xfT2dvLeXNtblomu5m3yRtIcE4cgcbenXNYLVjs9z5cPApkHTfDrxRL4O8UjVIoVmkSMqSyK2MtngEc8UAj7D0U6/wCJdLFxNqenaNYpZC/k8+EoiL5m1R8pzkjn8KxtdnStEeH+JfiVrmvatMul60vk2+6HzlZgrg+me3FehSpq2pyVaj6FHQPG3jLTdXsILJjfzxyqwhaIsoOeSccD8aJxS2CEmz1H4h6z4o8FaHpdzfXmj3txqkBLR2UZRwwwDGzZ65NYKN9Tdu2hz3iHwr8R/hR4O07X01W0gtLmQXGy2QNLal8HG4jIHyjvXTT5W7M5ql0ro0vBnxn+J/j3w7Nplp4ljs57N1kkuWRi7K/mYHyj+87Z+tOqlCTsKk3OOpzvxa8XeOYNAstF17W7LUrKYMJPJgZd5AYgsCAMjd6dqUJcxU48p1ehHxjrHh/Tb6TxzDDCLdoETzFXEbjaybdvHHGc8DpWE3rYuETkviV4g8ceHo1kh8ZTXtlI6q0TWw8vzAPlbDDr71tTkZVI6nf/AAB0Dx3qsy+K5viVpOmRNPLdwW93b8ea8rSSbgMArubIGeCxxVT1CJ1muftA+KNMuLrw1pHjLT9RfTFQT6lDo7CK1TgKkZ35bLEk8fxGuRQ946tja8OT/FHxja+HfFOueKLG10KUzTR2dvY+ZK4+aPdIGPGcZHXHHpXQoIzbMvxb4V1j+0LjVtM8YXEF6kDFUNiiwghcfKnOCc8njNKpFJCjqzxFtVh1jxAbK61Jv7VayEUzW9rsR2ByWJJwP8e1cHNZnU1ofOn15FbHKavhFTJ4osI/s8l3J5o/cRsAWHJ7ken60mNbn2JZ6vf6z4L1Z4tE1MQzaYsDFrZSEdPMOOW6YI5qYLU2ex4B4F8T2Og2+qw6npS6mjqClvLFlQwPXA6V6co3grM4k0panV/DXxZomr+LFtrjwhZ5uX+Z45WRIh68sB+FYVKcoatmvtF0QnxI1y21L4x6fp+jo97Y288aRxbhtZ2YFsANgdO9XG0Y+pnKTlJHr/xQ099T+GN3f6jA+kKLh7Qrd3C7nkjyQqgEg8MD+NckVLm0O2XLy6nmP7N1q9rJr17JBC8E8CQ/vJkiKuuWJyw9CK6pwbWrOalJc2iMb4w3BvNJtZla0dBcSRKYb9JyWC9ML0rOjFxZeIatodh8NfCer+JvBmkSWOhR3qzTtbJPJqCRhWUM5B3cKNqsfwrOqmncVOSsYPxj8J3uleF0lvb7w+Bayq01nY6kt1KhI6HH862ox5lcmobfwT8NDx/4KWylP2yCwu8Nbrcrb5z0AYg8HPP0FaS03Ijodf4g0Dwf4cm1jwsmhRaCPNSSVYpfPcMUjlDb1AyOV79TUb7G7eh23h3xebLwXoekWWoabdNYIyfaJGk3OvLfMMdQWq1G3Uz5Wzn9Q+Ja6Yskt3c6fcAEvPGrEExgHPNZ1HZFwjyu7PM9Y0dofGWnWdubexfXYZLZfMnDCKQAsCfYc1xui5O9zo51ax8ufhmrOU9B+B8GrXPjC6XR4oZr1LNzidoxtww5XepyeOi469aT1QLc+xfCfi/Uda0yKw1Wyh02XaYZoJWRiwOMHIA649O9ZWaZu9j5I8e6VJ4V8c61Zo5ESTEDHowzjjjHIr0IttJHnVNxPhpci28TxLKE2sD99vlIz1x7DJqMW2kddFJ7mh8S4W0bxel5CyI5xIjR8gEHjntWdKTkjTERUXGx6vc/GSP4gfCWXwXp1mbnxBe35kyYgQmUQFt2OOnJ4rrULamLndWN3UP2dvM+HmmaHZSWE+ouCZyGy5bq+1mPHykD5QKwqN3FBW1KfxZ/Z80LwH8KJL/SJpEu0jieS1kupJUGG+YqHY4JHoK1otdR1HzFL9n63utb+HZsZJYrWAamcyTkbfKa3lSQ44ycOa0qJSCmVPin4Ei0/wAMvBo2l6Zf7IxETp3DyAHO5iTnI/GsYJxCZkfAS38R+F70fbdE06DTL6aMO2qxb2cg9EBPU+9FWLJR7x4x8HXsnj6e4tNNtrqy1N45EfySDbBbeJShAIA6bu/3sduYSaRo9jg/Gujyabp989vcxF7PLkxHBweNvA6+1K7GjyvVSINBnW700W7/AGeSVp5DuLIUOd3oOR61Lu9yzofHWr2ttrfhnVoLxHmuILgqWQfKxHDD86nmsB8v4zx61CdzI7H4RalZ6b4+sBqCQta3SmEvIpO3POVAI5rWK1QLc+ldS0Fbdpn0rUpVu41EiR2r7pJFyeCrHnp2I/HpWjimati+CPhzpXxo1fV01OSW9vtPt4WEkUYg2sfNJEhPX7qjp2HNNScNUYKCk9Tx7xj8Pbnwn8QzYojW1lHMpWV+AYyQOvfgmrrWqRvIIpqVkei+KNA0m4W0Sa2WZJZJ2ZpOCcStjjsAOK5aLTv5HRWg9D234W/C/wAJ6FC93/Z8UEMtss32hznJKj7p+ueK7fadDl5DKOhy32o6hNoOoSPFDJIiweUAFlUkbg5PGQM9McGsZXexV7e6alppN3eeHbq21HTftc9xGBNHdKspTPX5hxj6cVyNzjsaxgn1MzU9RtPC2jXEp023W0to18iKCMAE5fIA7HtzXYuZK5KtFnJaX8Y7Gxlint7C3s2Zy0hTHXGRx9KXtZp7GjjGR6N4p1nw/wCLPBNvdedacXUZfauHCk4PFaOo5bmSikePfE/4jy2MwsNA23l1BuQvchWwoAGB07AdT2pp3Vina2p5Xc/FHX7uwezkXStOaTPmP9mjDM3XcTk88UcqI5ktjo4NanvNHnuX8QaVeRxwBZbSeLb5nHCoQevWs5xtaxXP2Ek1ZNdbwhNGkZUSyqUXChTsJ25I9qxnBJXLTvufOv4496xRmdp8IruLTfF8t1JpsWpeTAxSKY8IQcbuo/nWuyuNbn0ivjiL7Jb3Ufh6ygvUAHnSXTNnnj7oYDk9zWkXctk/hT4vaxp3xe1LT4tM06eOSFba9MczmMFS3RhHzy2PwrWS0uQtze+NSx22q6X4ovJ9LsbdbPyxbmd5GGwAbeVHqPyrKSclZFxai7s8e/4WtpmrzRWziS3fLESyQlgN53dj05/SsoUXC9yqlZTtY7Ffj7bWej2ej3NxbiG2QqZjHKcnGAu0DHQDkmr5WY86MLw98cJLZL2OK3eVpbl5EWG3LhlI5DEPj6fWuyC9yzMZSvI+gPAvjXV9attOidtO0me+jkRIpbcsxZVDBPv8ZUMeawmkdEJHlvj8+ObbWb620nQ01PTbhlLXDRiNWOSePnOBhu/FaKSM3F7nhWmaZrPi7xbcabZrb29+rMWjZj5aEHB5XcKppNMzu0zudZstT+HmjQ6RfXUF3qt9JtSKEFtgBzuGOtcy3L5jA+I3wpu9D0NvEH28XcfniG6R1dXidgGHUd/rW8TOpL3SLwj8MrTWPC/9oidEkbd8jsdzcHpjtVBGLauYHhHw5ZeIdTuLG8n+zrF82/YzKAMjPt2qZSUdx0VeTPQ7jwxtm8Labpl1ZN9mnkLPLLhmdo2Awpx6jvXE3zuyOh6Hze33T9KViTpvAAb+35n3eWqQOd3f7wpjWjOyuLzU77TLq1ii8svJEq4453jB9+a1hY2dmtC1ojX6eM7nTZdXNjO8jJNcq2Cx443YyB/hWtWfLC5yxUnOx3Hxf8H65Fo+iNaNcavY2KyZG5pV+p7nNc2FqOcnc3xEOSN0UPBviT4dSPa/8JB4Z+x6lEFC3CzMUZs87lPSvQlqcMUjvfG2keG9U8OQ3+h2VpHc3U0yExoDlRC5649h+VZLVnRKKseZ/BXXoNKmvoZrWS7/AHgJEYBdOMHr1rfSxgke86aYtY13w/5Pn2qk3EyrIm1yohIJ2/VxXNKx1xWh6RFfHSbVYlD/AGYk7gtq25h0PQEkH6Vilcad9GfIVvcW+lfHm/luo/3FzPKv70lQS/KkcjHNdag7GE6bvdMzfFeppa/FG1ur6FxYxsmxHbzBtB7cmo5eyMXKafwnqvxd1rTdW8HX2m6I8d/f63qUQSC3QHYiRR8kDpyTUrmg7vY21qR5VE9T+GngGLw74DtNOutLZJvIKvJgM2TycVftF2NFGcI2sfNXhLQDb/FvUdEkjZI7h5IvnXO1SdwPtxWcv3i2M6Sk5O+hj+NdbutE8Q6dCVLBLuWOCeJmBICnHQ+1cyi4s6KlJrVM8X/DPtSMze8F6jDp+ttJcRLMHiKqHdl2kntt5P40nsCV9D2HQVEepC8m0e2aygjJLiecSFyDjGZCOOvSnBm/Lyo5vSNT06D4kPcaq9xDZM8hZ4JiJEJXghjnBB7mupw9rFxOJ1+SVz1DXvi1o1jo3maVZXM8iy+WkzSyDeCOSzFuT9MD2rDDUuSTOivV54o5fWrXwn4ztdP/ALHivbnWZoWaSCKPGJB03H0z3zXc3ucyVrHb+EfhnqHhLwZCLr7Pc3YmaZLeS5fZBlSrZVWwepHI9qzjubS2PO/AvhzV9H8WanczWFptghlbN4ny4ONrJ0OSQcEeh960bMFufRehfC21fVk1+41LUVv44Bm4a9ZVt1kUZUfNnB46H0rjmzriXk8AXkusrbvql9c6VIhLxi7nGG/hPDDgnr61z+15WaStPSJ5fb/s36v8TfH2oavp05XSoLtkebUr5kI2nhBIx3ce2T70/r6juXTyjFVmpwO38S/scXWr2loskth+7kQPdpq8sziI/exvJrGpm1OB3rJcwm/hLvhb4IaD8L4blrd1e/JIW9F0xfb7f3M4xwK4ZZ/SW561HhjMq3uxWpna7rlxo/iawuV1zUF0yOF/Pht7yUc9cYOSemdwOePeqhn9BnpUuBc3rOx59q3jPwzLqlxdWMc8WuysCbnzJPm6D72c9K6o5rTxGkDqxnh/mOCw7rVTz34g2dlpNl4Wna13zTTsz3APzZIfuOf1rvjLnVz82oxnSlKnU6HiI68DPtWREjQ0DUTpeqQsZ1tg/BdgBu5+7mi1zem7antWleIdJ1jTJIJr540k+UpEHyMDnDA45oXumjk5ElhpnhA+ImtokEiSwMkZmBPzjax5z1wrVuqvQz9n1sdvNDpF9cixWO3aJRl4ZDlTH1BwOhFZX1uHL5Hc+FBoPh/VLa2sk01Z0t5HV48Im0gYJOeTWymjOUDdvJtNuokuZtctbYZIVSwIkPUgc47Uc6J5GcOng+81E315qWo21zLPDNM2+43BIv8AlmAFwFI2j86d76jStoeu6Hqej3fhXSoJrmyuFFlE7CeYF87BnHOeuKyZsi5Y6/pyww2s2o2Vs8hEcjO4YKPbJpztymNec8Lh+Te7PMrD4r+GNN1+903Vb+5jsLa5uFjaxwQ0pmbczn/dxX53mcJOd+h/S3DeT4vHZNTlgbPv3seoeFvin4SnmuFh1G5jhLRC3Z8kMNvz5GP71eXGthfMMXkuZUteQ7aW88EeIIyhu5ZJM7cqgANdDqYSceU8H2eZYeXM1ZGFrXwp8LalGyx3l229gRNtGAuDx+eKz9jhJHoYfN8fRaueT+KfgT4en1e0TR5Lq5u1lUu7xgRCIEbwW9NuT7Ypxw9KE4ui2fUw4mrTwlWGJtZrQ+UPi7LHDqHhWGzdJLB7uZpJI+fMYF1BwOnAHFfpWDl+5sz+X8c/a4qcl1PLa0PMZHLCZCiBBI27hn/h9xUzdotnXQipSUWdLaSa1b2kMX9qP5ayBlKXIiA9B9w5/OuVVL7nqyw6Wx2Hhzx9J4fuZRexPf3BXcslzdAhT/shUrRtdDnlTa6GnqfxC+161Lc6Pamyubi3USm3UE985J/wrW9lqZcp1Xh7xLqFzpfkNa6fqk7JtiRNplHPcvtQe5Bz7VzqfmDh3L403VdWstl/4dsoYoTzJ58bF3JOArA5445xjmj2lhcqOu+EyXEfhfVtOuI2gntr9tkgYSNI0ix/eJGMKMADoee9d9J80EzkmrSZ2+raLceGbSK4mGmXkj7Y4tlqFeMjruBHT0oYI4jxZ4guNN1W3aaOOW1SJ7iFJIEAaQ8AD0OTjmoTUtGVS9xOFX3rnketePLDU7opc6bbloiWYxAxAE9sAc/WoqYGlWXvH0WUcS5tkjcMJVtHsd3Y+K9D03R4JrC3MNz5JchzvGQMjA781wPJMJH7J7VfjnO63/LxHp2m+LdX03SLq5+z6fFJ9lMtsxRWOdoOSOfU0nk+Fjqonmy4mzSqrVqiaL1j8fNZsEtwviEB2hDvGui221WxkjJDEj8O3Wp/s/DQ+ycUs4xVR7nMeJ/2gfFPivRbqzNw7JMhH/EvtoYPNXPRmRAcH0qfqlLeKsTLMazSi5N/Ns8w1nTtOstP8OXT6fFFJ9uLLyRtJz2I5rZS9mrI5ZwTfMfOQZAvKEn1zXoHioX7IL2eGJBgmRj8zHB46HFKSurHTTlyyTO50/w3qWoLb223TVjlJ2KEcDgZ5646Vh7NHpfWZHTXnwh1b7JGiHSz5gzuZpOD/wB801BRdyZV3JWOx8EfC+50yw1K3v47O7NyqMrxTshjCk5HMZ61co3RyOo7nSeFdFsrX7SLfSokNqc+YLoh8nt/qzx+VYU6a1NXNsnttNCW90tzDLKsf71o1vyq+vGI81UqSI5ip4U+Kej+GmuXu9Fubl/t32pQl0AEwip3Xk8ZrohJwjyowm7s9D0P426b4tvL5ItDmXK8rNcKAc98hSc0nJsg47xXqcXinVYNN07TvsDqzrvkuy3zYwp/1fQE56dqUUUzx/VPAt4dak0+8FvPqd0S4nS4dUCj6oTn9K7YMxkaun+DLuS3lg8qDfCpTcbxsEY9PKq5vUyR29zrltp2iTwCwkG232AC63DOwLnlAevNNP3TYuaX8U/C+i2MjXXheaWSO1U3EiXAZnGAnBI9ecV59Tc7IbGPB410mE3sllo08aNyqPdnAyP939KzexUdzJ8aamdT8K6NB9mWEpciRZBKWPf2rkcdbnS5aH//2Q==)
![Evangelische Religion an Stationen Übungsmaterial zu den Kernthemen des Lehrplans; [mit Kopiervorlagen]](data:image/jpg;base64,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)
![Ethik an Stationen 9/10 Übungsmaterial zu den Kernthemen des Lehrplans 9/10. [Sekundarstufe I. Mit Kopiervorlagen]](data:image/jpg;base64,/9j/4AAQSkZJRgABAQEBEAEQAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCAC2AIADAREAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDpd1fW858TyMMn096PaB7J7hu/nildD5WG6jmQODYZPPHTrRzC9mwyc4xRzDVNhmjnDkYZ9qOcPZsM0c4cjDNHOHIwz7Uc4cjDNHOHIwz7Uc4ezYZo5w5GG6jnDkYZ9qOcORiRkNIqkkAsASvX8K5pTO6NM020kJo0OovORvmMcsW4fKdoKAe5Dbj/ALwrD2jubeyVhdA0d9VhuiJGRxGwtFXhZJQNxBPUjapAHqwolWcRKgmRRaPfSxRSRNGxdYmwpYEBw7A/hsbPtTjXTe4OhboRXGnSw2ctybm0aFGCLtZjuJG7AB6Yq/ap9SPZWKhYgnnPNUpNicEG6i7FyBuouw5A3UXYcgbqOcapN7Bk5x3o5mS4pbiM6q2HkjU9cMwBpSmo7s0hh51I80VdCedFgHz4cYz/AKwUvax7lrCVXtEDLEM5nh4/6aCj2q7j+pVv5WBljH/LaH/v4KParuJ4Sqt4sGmiUEmaLj/bFHtY9wWEqv7LIw+CCD0NYOVzfkJftUvlNHhAjN5hG0Y3Yxn64pdSrDoby6jktZI3KG2bfEVXGDnOfr1/Sq9m5GcqsYFk63q/y7byRCHVwVQcFSSv4Dc2PrQ8MxRxUepXnvbueJopWBRn37QmACBgfpVRotCliabIOewOT1qnTn0JjWpBk+/5UvZ1CvbUgyff8qPZ1A9tSDJ9/wAqPZ1A9tSDJ9D+VChJC/dpaSMbxZrx0HTPPgsZr28f5beFI2YZ9Wx0H4j2rnrOaTseplODw9aonOXU8y0K4srnUp9Q8caP4n1Kd51kX7HbgDAB+UgkYXOAEGBjjPArwqlOvP7LP0xSwWHpckakfwJlh8Es28+G/GybmnZ41hzyW/cjcZOQFADfLzk4xxQsPWS+Fip18LyNe0j+BKo8DLdJMfC3jGUCPc6G2ZFaUMMDAmyE27sjOc45xnJ7Gv8AysXt8O/+XkfwKt8nhb+xpbex8N+Kxe7oWhmltiApBTzQ37xtwIVtowMbjn1CdGv/ACsuGKwsH704/gc7dWV+2oXD2enanHbtK7Qh4nBVCeARzg49z9aSoV/5WdqxuB5dZR/A9/3V7ilbVn5C4bktsollIbsM12YWPtJJo4cdU9hS5n1LowAAAABXqOEUz56dSc9bh+VNqKV2JSlJWuH5USUUZwlKSuH5U1FIFNh+X5UWRTcl1D8qLISm2H5UWQc0g/KhRj1C0UvebIdR1CPTrVrqfzSiDrGpZuhP9KUoU9zWhTqbQluVW8SWK3TWzXM4kXOcxtgDdtznHrWHtafn9x0Ry+o370vxI5/FNjCHzPOzx7tyBTkYcp345IyPYihVY36lPLqnN7svxJJvEdjHHdutxLI1oUWREGTlm2qB2JJp+2h5/cV/ZtX+ZfeNh8T6fM6JFczu7yCNVVCckqXH0+VWP4Ue0g+5MsFVp63/ABNNLgzQpIkrPHIoZTzyDyDWkYxl1OWdWcHYxt4r5ly0PuXT0kWdObdct/u16OXyPGz2FsNB+Zoojv8A6tGf6CvY9pGO58xGlTnrJP5AUYHBU9fT8KXMt3sDpS/5drYjaSJZhC0qLIyllQnDEDqQKqrOLRdSMnHngtB56ZJwOvPpQ5Kw6X72SSGGSMSiHzE81lLhA3zEDqcVCqJsPYTVJ1H/ADWHVZMlZhQIKBS1AHseQevvQEJyjsO3PgZOTnJPvnOaLwNPa1O4gZwclj1z+OaPcD21RdRRI+Mbmx3G4+ufz5NHuh7er3AuxXDuzdKOWMhrET6jee9OyRi25O5z+7jrXx3NeXKfpnJdSLujtm7Ydfkz+uK9TKPfqcqPDz+m5YaEUcv49TRpvHGlQ6/b3dzYjS5m8qB5t3mCQANiNgcYNaYmadfkk7G+Q/Wp4Oq6Mopwto7dSPxNmz0TwvF4asTHpj63abBPdSrI0hdv3bhsnacck9PSrxtadKnCMVe7RplNChWr13ipe+ovbVepe1u61OHxnoEg0uGbU5tPuoxbpNmNWLAglyOFCjrjvRVqThNQsZZXhsFPB1oSk7LrYZrutx3vgzxVHreiRySaWViurNbttkqsQy4kXDDgiqWKbjK6tynBTyilhsTRcZtxlfWxL4g1Cz0XxxZX867Uj0Vwkacu7F1CovqTWEsQoWl3Vz0cNl6x2Bqxp7RqPU6bSpL2bTYJdRtEtLp13PCr79noM4HOOtetTlzRTPkcXCnCs403dIs1oc4UWEFFh3CjQNQo0AKNB3CkxBTA5ff718VF/vWfqajpIv6E+byQA/8ALL/2avWyeSVV32Pn+IoP6tC2hX1qx1pfFtjrmkWlldLBYSWjxXF00ByzhgeFOelduJw9R1Oemro8/Kcdgo4KpRrRacraoTxPYa5q+haZL9ns4dTsNThvxbm5Jjk8sn5d+3jOeuKqtQ9pGL6p3DLKmHweJqK7cZxav1LH2HUbrxJpWs3cFvbCCxngmgSfeVZ2UjaQOeBT5ZVcQqvRGdbF4elhquHpX1MzW/DmoXmneNII3gD63JCbYs5ABVFVt3HHKmo9jze1k+p0rOKEYYd2b5FbXzLHiPwy2va3b3EskccKac0MciN+8in3BkdeOQCKjEYJOEX5G1HiWOFjKnSjaMptv5mzoh1I6XbjWDC18q7ZniOVcjow9MjBx2zivRpQ9nBRPnsxdGWJlKj8LLhIH+ea0OITI7YP1OKVx2FouFgpiCgAoAKACgDjt9fC81pJ9z9d9mr2NHw22b6UdvK/qP8AGvVyaXNXmmfN8S+7hYNdzrdPsra4iaW51rTtPAk8pVmMhLE9Cdqnjt1r28TXcFZI+OoYV1tL2XzL1v4X1afxDeaJC1obu3tmuOXPlyKNuCDjvuGM4HHJqPrqhRUl10NI4OU6rhfZEGpaLJZ6dDqMGo2V/ZyS+T5luWykg57gZHoa1w+ItP2SVkzN4f2MHUi9HuaHhGwWfSdTvYdMh1fUbcosNpM2R5bZ3PtyCxH9awxkrVVTvaJvg6cHRdR6u+hJ4WtbPWvF0zX9rp9goiY/YhDIoyseMgY7Yyc+vSs69Zxo2i27aXN6XJXq2nGxiR2FobueFvEGmRwxKG88rKVYHso25yPQ11RrtRXMnf5f5nK8LFzlGMjX0jw8sPi3SrK/vLGS1ujHNEy72W5RmA2gbcgnkc4A9a53i26U5Jar00NoYFKvCE3o/wARIbAwa5rsOnXOkXiR2V3JIpVyIUU4IXKj5x0BzihYpckXNNbfP/gCqYNwqSUGmtSlp+gyXGnW1/d6np+nR3TlLUXLsDNg4z8qnC+5PWqeNi37sWTHBOSu5WH2vhjU5tR1PT5ZbO1m01Q07TSEJtJ+8Djpgg1U8XG0XHqTHBy95PpuR32g3cP9mPaXNtqMOqMyWsluWALq21l+YDue+KpYlJ1OZWtYUsI/dcXdS2+Qup6FLaafe3kGo2F8LB0S8S3Z90JZto6rhhu4yDxRDGQk4qz1Kq4GcIt323Lo8H3gurS1m1bSop72NZLWMyPmUEZ7KcenPXtWf11WbSehX1FpJN6s5wqyM0cgxIjFHB7MOv612xd0cEotM4XfXwd9Yn7Jy+8jX8JHdqM3P/LH6d1r1ckf+0T9D5jimF8JD1PRfDlzpcGhyv8AbdPtNU+1ASS3VsZibfb0jGCN27HWvWxcJOS7fqfL4GvGmmnuaV/rWmS+KddvYbxlt7rQJbSGTy2XMhRQF4HByD+XFZRw03Sjp1L+tQhWm+8WvwMGK7tY/Av9nmRUuv7RWfytp+6E+nrXZGjKOJT8jjnXUsK6XUr6RaW8peaTXoNIliICO6vkgjJIK9CPSqxGlR+7f7jPDQh7OKlKzR08viDTH8eWF4900kMGnizuL4wkGV9rAylcZxkgdO1cVPDS+rSl5no1cdF4iMGrabmXoSaTp8urRvqWnSXarF/Z91PbySQAlj5ny7fvYwBx2NXUjOfLJJ2/EypU8PCcm5F7V9Y0yTxT4XvYLwTW9hHAtzIkBjClZcn5QMDjnilh8NKVGqa4ivh3iKNpbf5le3l0vTtc1+VdYt7uC/028SF41fl5DlUPHXinNVatKCUdrGVP2WGrSlGV73IJhomu+H9Egutah06axhaK4SSFmLxls702gg5HrSh7WlzJx3HP2VdqUpWsXdR8RWV/feLrzzDbjUreOK1ST7z7Nq5/ELmiGDlFU15lTx8XKo/5lYr2GtafZab4NYyB5dMu7mW6iQZaNWkBGPXPWtKuHcp1o+SMYYhRp0O8G7h4i1C4kstSEHjC1vba4OFt4rbY8oLZ2sdoCkZz17VNGglKF4v+vmXicU5QnZ/EOvtX0x/HWiaj9rQWlvHarLKVIClByP0qFQfs5Jb3Zf1lOUZPZJfgc7eOkt9dSxsHR53ZWAwCCxOf1r0oRsjy6kk2ebeZ718B9s/aIx95G14NfOqTjOB5H9Vr2MgkvaSufL8Vwf1SNu51O4f3xX1Ls9z8/wCRiZTGNwxjGKLoHTb3Fyv94UXV7h7NiZXOdwzScl1JdKTZNYrZS3G26uRDHtbLY78VDqJKyNVSk3eRca00zdKY9XhCiZURSpyVPVs8cdqj2qWhX1a465sNOiuPKTW7dmLMN4QlVIHy5+vOMU1WSVkL6qr3tqMe10sEKusIwdnXBjIxj7pJ9/ShV7D9gyL7PaFpyNThUIz+UzKf3uM4IHXnA/Oh4hPcfsGx81vpsVtI0OrpJIpYJGEPzjsc9MGqhU5mTOnZWsdRoGn6LoXw7u/Het2MeopGGaKCUjykAfZls8AZ5JPAAzXiZji5Rm4p+p9Dk+WxqWlNbmhZS+B/Feh+Y1jp9vcR6wulRyaIyvHcyHa2YyoAdNhLscHaqOeimuGjjJrqetiMqpae70vsSabrcU8F7o+k+BNJku7BbmS6gmkXYUjkKKA5UlnfDdeBjnqKzeJm5O0mdCyulGCul227nJ+NLLTIX0rWNFVo9O1qxjvYIj/yzDKDj8mFfQZZiHOLUmfIZvgvZVPdR4nvr4+FuZs/W3H3kzc8Fyf8TOc/9MP6rXbk83GpJnhcSUlLCwXmdX5tfQe3Z8X9VDzaPbsPqoebR7dh9VEMucUOtcawqRoXWu3VxIZnt7IMVbOIRyW55rN1R/V12HTa9cyrOGtrFjKwO9oRvTHGEPYetJTvqNUfIZLrMzzCU2encKuEFuAmVdWyQOc/LjPu1PmH7LyCTWJpJMvb2XVv+WX94Edfxo5/Mn2MSSbXZ58ia1sjtgMSBYtuMtuz+ZNCeo/Yoin1iaaFIWtbNVWPYWSPBf3b/aq1VcJWQ5YVSjdnYeAPG9rp/hybw3qt5c6cnz/Zb+1jR2iD8nh1ZchifvKR6iuDFUeeXMjuwlZQSiW5fEngrw3JY3GlTahruoWzTvukcBZJZyvm3EmFC+YFUqCqjarsoADGuSlhHc7a2LdtQmHw8vIJtRtPGGs6LPcif7WttMqTTRysGeFgyNjkHayYdcttcZNJ4eSexpHGu2pyvjfxBZ6vqFtBpNt9m0nTrdbWyQjB2KAM/TgAfSvSwf7tHjY6SrSPEd/vXy20T9PcbUkbHg+XbqU/p5H9VrswU7M8fOaTlTidP9o9xXqe1R839XYfaPcUe1QfV2H2j/aFHtUH1dh9o9xR7VB9XYfaPcUe1QfV2H2j/aFHtUH1dh9o9xR7VB9XYef70e0gHs6XYPtHvS9vEXsX0QGcjpR9YtoX9Uk1eRc0ixvNWuvIs484YK0hPAzW8Kftt3Y5K/JTTUNzvLX4d2kcatf6lcZPOIgB+pBrsptU9FqeRVjOs/iaHXvgbQEjJj1C+hf+8xVh+WBWifN9mxzujWj8NV6HIa9olzpZLpcRXdtnG9Bgr9RSngpP3omlHNI0ny1o/M8b8wZ718TKStY/Z5wfJyrc0/DUoW9l68w/1H+FXhpcu5w5jDmgkb32iu32h4vsA8/604ycnoHsbB59NtoXsg8+o9oHskH2irTbD2XkHn1LlZ2YOkluBuQoyTimpNlyw7hHmlsTwR3k+Gigk2t0OOv0Heu+nl9WaTseFiM8wOH3evoX10PW2GRYXJHr5D/4V1LLJrocH+tFKXwLT0Kk1pfxTrbyQMrO4QZyACTjkdcVlPLMQpXcTopcQYSrC3N+B6XNJY+DPC11q9y3+iafBnjrPIe2f9o4H5elelThCnC0tz57GVZSm505W8zz34dfFbxLrPjKy826hNjLOqXUc/8Aq1RmA+XjO7n+dd8sLTnScoaHhUMVXoYhKtU38j6FvLKKTchHOSMd68OEmpNuR9hPDKaTfU4XxpoU1rA89uMxNw69RXs4LGX0Pns0wM6ave58yl/cV+cSP6At7xd0abZdOc/8s8frmtabscuMp3NX7X/tVrznB7APtR9TRpPS9g9g+9gN2O7D86m0I7sPZRj8TuILwHow/Ag0uel3Hy0ezF+1H1OfyqlGEtpC9kpbSsAutzBV+Z2IVQOrE8YFXCLcuVO4ezhTi5VHc9B8L6DYafNHca4ytPld0bD5UPZf96vqcuyxzV5I/N864k5Krpweh2Wr+JdJ0u3EtlbgoCFkMKAt9PevWhg5p2PnMTnNOCvGN2ZEHjiK7jubyO4m8mBlG/y9qvjr34NbfU5bHnrO03eUbMgl+IWn6nF5N3p0ckOdpZlJz757VawHLs7nPWz2lU/iR18jk/iTbHxJ4VTTdN1aVbZJxPFbSOMLIAQFz/dOePQ4pVsHOUbcoUsxjH3r+72PMPCWpJps5069UW7RrNuyuGWZUJi593AGewzXJGrKD5Dqr4ZV7VovY9z+DXj3xv4j8Q6XBqF1Ytps6tCbdk/ekJESHDeu4LnPrWWKwcYUvaHdg8TVdXl5r2PZNceCHSrqa8kRLaJGeV34VVHJb8q8qhJwlZH02JjB07zPiEyEntXyL1P2RQ1uT2c+2Vjz92rjK2hlXXMyybsBclh+dJzd7JXMHDS5saLoms6sqyW1q6wN0lk+VT9PX8K9LDZZUxD1dj5/Ms/wuBjquZ9jq9N+GusXCqSJ2XPO2MKPzPNevSyKlH45XPk8TxrXbth6dvU1j8KNQK5zcZ9PPH8sV1PKcFaxxLi/O73ajb0MXVvhxrVlEzp5oA/56R5X8xXJUyCnP4JWO/D8bVV/HpX9Bnw+0OeDXru/1VE8uwgWSFdwPmysSBj6Dn6gVOCyedHEWbui854ow+JwNqfuS7D/AB9qttZ+HZ7+S+kZsBlx95ZTnAI+gNfaTqRw9PY/IqXPjK9tyDQNfi1Pw3AmnzeVER+9YsN28Dkc961wtWFXW5jjI1cG7MmhvGkhltJUxF5m4IRgHv274rrqRsu5wRq+2a5maN4zxadEFktcyqTHFCpOB/tZHFYKyV4qxvOnGPw6nJ6Ul7b3d3H5yPCiqWVeqlumPwqqNWcm03oZ4mMHTUrWZH4h8Mafq97D4gluTBNAYt1uIiRckOCdzA5UBA3TrgetefisHzTUk7Hq5fmnscO6Nrt7HQaf8TtN0zW01VZtOS9hj8lGMpcSAkZDKBgccZFZ1Y06lP2bmdeGeLpWkoNnQfF74mN4g8M2Hh3QILiCbUHQ37uPkSMYwgbuC2M+wx3NefRy6op3a0PaxGcQnS5ZaM8G35bg1+fWP6PghpuAgDruJbhQBk5PTij2bqe6uoS9itartHqevfDn4dqhgv8AxJGGunAaKyY/LCvZpB3PfHT68ivpctyzkjeaPy7iTiupKq8HhdI9z3bTLKwtLcGGONmxyxUfoOg/CvQqSu+SJ8vGir++7vuQXuoeW5HJ9yea1jSk0YzlCk7lX+2CBzn8Kr6vK5DxsJ9CJvEAU4wcd8jOfzrWOHkYyrwRia1Bo+rgyKn2a7A+WRFABPYEd666FR0pWaPOxWEoYlOd9Tgdf0ywk82z1rTzc2vlGOWODhzzkMD2I5wfTivSqR+sRsfNR9rgat6Y3wLpPgvS4IoptIuXhk3rPOkhS4VsYXbtwu0Y6HJJOc1yVMBOmr03qdssyoVlbFIgvraytZ5VtnuSsTEx+a25tu7AzjqQO9ehQnKEbSPGxUaE3egYt5Fda5DPbx3SxBcookG09eoA5zTqVOeFjrwcVS1lqNsNF/sSQvLfNPMCpuCikh+wAz14x+VRh6LpL2gsRiFXn7NLQ3IFbUNDn/sstBKBuR5IUk2MGBxtcEc9OnQmirFV1q7EYWsqNTllC9jC0zwGus68brxVFHOvlEb44kt8kdz5YUH8a4XgaNJ817ntU8zq1m6dBWt/XU0/EWoeDvDdmlrp6RvcR42xo5ZgR6k9BXFis0o4Re7K/ke5lPBmLzafNLbu9DyIy88Amvzpuy1P6SjC9O/U9H+Cfh63up5/F+qwB7Owk8qzVhlZbjaMnHcIvOfVwP4Tn3smy9V5qcuh+f8AHGeLAYX2VPVy38j0ddeRZWkklYlzknac/pzX3UcMoqyPwueaLn5mzYs/F1qkQRrps4/55v8A4VxVcG272PRp51St7zGXHiXT5DzO3P8A0yf/AArWGEaRnLO8OyD+3dPYnE7/APft/wDCn9XkQ8zw8tYkMmq2D/8ALaT8Im/wrSNFomWYU2Z95qEAO+GZvpsIrojSTWx51XGxhNtMoXd+tyqs7fOpxnbgke9bwp2PNq4pVHdsY62qW6S2eiQm6AbzZfOZQ5PQkZxn8KzVOSk22bxqU5R2uZmmtLLbyz3Qkj2KwbzFwSM8Vpd9jFqMpaaehlGxmUJG5dQhbBU4DHAOOPr3pTXMrFczVzUuVQQIMsXaWNsduBzW9KDirHKpNT00ZH49vH074b6gIJHtri5nhhtpEOGDbw56f7Ct+lfOZ3iHQpt3tI/RvDvLvruM5a8FJdbnks+pa7OhSbVr2VD2aZsV8H/aOJmvekfvv9gZTCrenRjp1sUhFNnJBJ9TzXNJ8zuz2IRpQjyqKIpZHxhMlzwoHUk03TdSoooKklSpub2R9ISW0eh+FtK8PxEKllbKsm3o0hy7t+LFj+NfpmS4WNGkrn8scZ5pUxePqyv7pzUjp5bSNKFVTzluR+Fe05RifE06DmQWF5DcTFFZsZ4ZuM/QU4yhIdSjKnruXY13uFEiscZA3AH8qTqRWglCT1sTrBLjOxs98DpRzQYuST8h6xkdi3uKl2Zai0JLECgwOc5OeuKSshSp31KN2hQqAepzW8bGKikxdYlv4/Ddzc6Yc3NqvnqhbAcLywP/AAEMfwrhxLnBXR6eWQp1J8s3oZ+larr91YxTpbGMyBd4mQJt9SctnA6UUHOavY3xEaVGbjcuSprN44LyNbSLwWDZT06d84rRuxzRlF+aH/2bqSMglk81ieOxNbKuoxuYyoubtBas5nx3fnUZrbT4n3W9lksw6PI2Mn6DGB9TX5lxFj3isReOyP6H4Ayepl2CVWovekc39lHpXgt3lzI/Q3VilaIfZaLi9qZfhWET+LNGiPIa/iJB7gODXZhE3WgXnVT2WAqvyZ79rs7NeTsAWILAAe3QV+qUlyRv2R/H+OnLEVWm9zz7w/rOheIm/sS/0+9i1svLI900rbXVWGxFA42gZJ4zkda8/wCsOpVs2e5XwcMLhIyp6nV2dhoFmsG2yubi4L/MwmOeOuPQf1xXf7KUl7krHmQrxi17SBk/Ha+stR8WnUNIe1tbKC1jhS33BZtwzuJUZ9u9eVD21L+JK7PVbo1P4cbI5b4eXGoXviFQJZvJhUmX5yRt6YrXDVp1JPUwzCjSp0k7anpbGXDAxFCMYGOOn1r2opWPno2s7jAxCg7fnIxgkc0jK2liMI7P821s9eOlUmQ6Fy3bwEYyish4KnuPeou5p8zOrC040eo+ayEtyW3W/wAxz98VFOaje0iqlLnld2sIxtbDDTzxtt5xnOKyq4iio3lKx2YbLMVXqJYendGD4n8SyXyGGxVl3fKZj/d/2fb3r4zM87mk6dFn6vw7whRjONbFR1XQ5JbTC8ivlnObu2tz9RjUlGKjHYX7KPSo1ta1iVPlD7KPSrSRP1jU47wzcC08T6RctjbHewkk+hYZNdWEl+9h6nr51S9tl9T/AAs9x8Z3U9gk09tsLByT6gdAa/U4zSg2+x/H2JpL27pvqeH6heRm+kd4PLcsSWR+TXz1arH2nun1VKjanFJ3I7W5gifzorq9STsRJ0PrxQ69WMtGbVKN3yyirEV1dbJNwlLAjqRgn2+tTUqTvqEKEWtD2DwBp1tY+H4JLZxObxfNlkCZDHsB9On1zXvYOhFQuj5bMa0p1+RrY3dsZGxosHP612XsedUjaVidY5EUBgcDp04pXLcOViIQnDB2z2JBFFw50jT0eI3M223tnmZRuKouTXn42cowfKe5lMY1K0VKF0cyPC/jFUAfTtVHH98/418ROrjHN8rP2OlRyujRiqlKGvlqQS+E/EJOZdIvWPqwzXJUo4mp/GZ10cXl2H/gJIjPhnW1+9pVz17r/wDXqY5bXXvR1R0SzvDtWlp5jG8P6ovJ02cf8Bq/qWI7Gf8Aa+E/5+EE+l3Vuhea1lQDuV4qJ4WrH40a0s1oTdoSuQ/Zf92sHSsdscTGSueQSAshAOD2PpWcH7NJH3ElejKHdW+8910/UovEHhm11N8ObmAJOPSRRtb9efxFfqWU1I4nDJdj+ROM8uqZPmkqT2k7nknjPR5rC9bvE/KNjqK8vHYV06nMd+WY2NWnY5wMVPtXmOb5j1uW6uNuHLxZHUGm53LpxszQ8O6zqVrutotWvILSFTKI45yqhh9PetaNaUZaPQnEYeFRXcVc9i8I3t9qfhaxu79dl1IjGTcpBOGIBxnjIxX1ODnNwTaPg83pU4YhqDuka8oj8kmRw34kf1rrtd3ZwStLW5VS5Q3ClAwHTg05RM2keoeFJ4rXwXbiMeXJc3UguHXqwXG0fgMmvlswU/rPkff5Cl9Suyiup6k14sbaR+7+0NH5izEZX5iHPHTGwfUt6ZPHzONR6H1HsKM7c0irc6nqSrsTQL15QyqMEdMZY8nBA+7njOCe4ylUfVEvBYf+cdLPqgj3/wDCPXbM0YcKsyn5tuSOgxknHORx164v27SM5YChb+IUrq81GO8htH8PXbNOjurKx2/KgO0nHBycdx6dwajiWH1Chy/xTU0SzuL+aBLqzeAzTmFoWOSVJxn+tXUrqcGmjkjhVRqp058xw11ZrDdzwIcrHKyKfYMQP5V81KneTZ91RxLjSSPBM4ryoe9Npn6o3eS7Hd/B6e6lu9T0hX3QNB9pUE/ddWVePqDz/uivp+GcfKFSUJbH5L4sZJTxNCONS97Y3vFGmtfabLAQvmR/MgPrX3GLpqtSutT8CwFd4aslPQ8s1LTZYX+ZSp7jHSvmKuFlGPM0fcYfExn1M7AR/mXIHrXK4pHWpX2NDQbNtQ1S1063tGkWaQeasXXbnkk9gBW1Be9ormWIq8lJybtY9nkt7pEza2EgCqB80qbV5xjOa+rpVHGGiPhZUPatts07XSry4jRZoURiu47H3Cmq382hzrByk/c1IF02WK6WMLyDzVTqxSu2R9VnOXItWdLY39zZQm3QRyQYyYnBK57txzmvksVjJSxGi0P1HK8AoYBRloy2utbeulxH/tq/+NYyrt1G7HW8CrpuRNH4i2jB0aBv+2z/AONS6r7FLC4fsyVPE6qf+QDbH63Mn+NR7RvoaLD4aOqRMni9F4/4Ry2P0u5aOdl+zofyjbjxnfC3ki0zSrDT3dSPtCl5JV45C7uBnnmonKTRpThRg7xVjlFt1AwFPTjP+etZwpu2p1TxVtEfOZ6V84v4h+2W91He/A8Y8T3retk6/T94teplelSTPjOOkp4KnF9z0/U7ASL58T7H78da/QMFXbp8p/O+eZdTT50YOraVa6hAGlhR2AwSTg59eK7PYxqKzPnKOMqU3ZM5S68HWxkC7kG6uSeXU2etSzWrY1vDnhafR7triymt/MkTy8up4UnnBFRHCRp7GlTGzrwtI7eGzli3F7t3lY5Y44IPOMfjXUpcqOeEdLGjbXElgoSEgPOu0sBgYrGr72p00pewhoMMaBiFGGxknFcGKqvk5T3suwVNv23Ub5a15nIe57Zh5a0cge2YeWtHIHtmHlrRyB7Zh5a0cge2YeWtNQQe2YeWKfs0Htmf/9k=)
![Stationentraining Mittelalter Materialien zum Erstellen eines Lernzirkels ; [mit Kopiervorlagen ; Sekundarstufe I]](data:image/jpg;base64,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)
![Demokratie - was bringt mir das ? Arbeitsblätter zur politischen Meinungsbildung ; Klasse 5 - 10 ; [Sekundarstufe I]](data:image/jpg;base64,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)
![Armut und Arbeitslosigkeit - muss das sein? Arbeitsblätter zur politischen Meinungsbildung ; Klasse 5 - 10 ; [Sekundarstufe I]](data:image/jpg;base64,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)
![Ethik an Stationen Übungsmaterial zu den Kernthemen des Lehrplans 7/8 ; [mit Kopiervorlagen]](data:image/jpg;base64,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)
![55 Stundeneinstiege Religion einfach, kreativ, motivierend ; [Sekundarstufe I]](data:image/jpg;base64,/9j/4AAQSkZJRgABAQEBEgESAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCAC3AIADAREAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwCbT/Ke5lmms1d0RQpLMCQVyenp0r6dtWP1VSS6FlZrZmI+xpzkf6xvoe/uKy5lcpVY32M+zWAqsBtlkiEjMuHbLYBGOvvV8y7FuUZdCSW8055QjWhu5lyEtoHYohx/E2etJyQoxjF3sYPiY3Nxp74trez8xQSqOzNwOVJJraEkb03G+x5z9ogPS2Vc8gFm6V086XQ9O0ZJaB50X/Psv/fRp3T6C91dA8+H/n3X/vo07rsNSj2Dzof+fdf++jRddh80ewedD/z7r/30aLrsHNHsHnQ/8+6/99Gi67BzR7B50P8Az7r/AN9Gi67BzR7B50P/AD7r/wB9Gi67BzR7B50P/Puv/fRouuwc0ewedD/z7r/30aLrsHNHsNeWNlIWEIfUMTSbXYTaa0R71oi3WlatCl8kLgqSU65G0kg/jXmSufNS2Owv9BP/AAhlpq0NlZW8VxLJbXkak7onIjaMKxY9VkBb0K1l1OVNuaiZHw8+Flx42nna7uHa2w9tYPbJsjkvQpePzB18ohNv+/IlNysa1qjpK5NYfDbV7q0tJIEtRJNGjJYsXV2b7QIAp42g72Xr1FJzRh9aV7XMHUPh/d3UEskesaZFBZ2kd5IzPKzFS7Io24zuLdmxwR2raEkdFOt7yS6nB3Hg/StXvTOfPg+1RiZfIIChyeQc85xzW0nbY9X20opHG6/oj6Dfi3aQSI8YkRh1wfWt4HXCTluZtas3t2CkFmFAg/xxUykofE7AEavMCYopJQO8aFv5VnOtSp/HJIUmo7iiKchT9mnwwyD5Tc/pWaxWHltUQlOL6h5c2P8Aj3n/AO/Tf4VX1ij/ADoOePcXyZ+D9mnwef8AVN/hT+sUf50Lnit2OjtriVgq2s5J/wCmTf4VDxVD+dC9pDue46heJpvmXGjQSMytsm1ady4csP4c9eOpGRWLlc8Cm77kl5r1zoVtaW+mMkazbruaFvmjLEBMsvqduAevy1HLd6Fypp9S1b+K9LnSys/7VsvDWtaQ/wBqhgluI4gzbt25hu+YEhfp3wabotnnVadNfHUNlfj9rMUUklzrmh3nz+aZILqCGdWMgkOMsRncobrjJrP6vLsYqGEkrRmrmSvxW8Na5d62914k0exOpFIhbl4IQsasHHQ7QxfJOCa2hRaNouhT/wCXhzFwdOsrbU4LXXdGuDaFJrV11CHLjOcfe7DI/Cuj2bZ2U8RhpP3qh5BqPiOLVL2a4vNTs2nY85uEwo9Bz0Fbwg0evDEYNL+IV/7TsP8AoI2X/gSn+NaWY/rOGfw1A/tOw/6CNl/4Ep/jS5WHt8P/AM/A/tOw/wCgjZf+BKf40neq1G1rFLE4Rb1DsfhX4Ft/ih4mXT/+Ei0jR9NhHm3t9e38UYjj/wBjLAu/6V4Gb5zPLKbhGjzuzOLEZhhYRbU7+h9uWcXh7wTaaNo/gnxR4BtdEtYilwmp6pA0srlgS+5cksRkZPT0Nfz19YzXGX+sUJperPiK+LqTd1UIdM8V6zDaafFc+LPhZc3EcQFy51aNQ7iMDjEZwC4LZ9DWTpJPkcaib82YxxFVRt7QdZeKNXWwt4p/GfwxSRECyTDVIndxiMAElAM5E2fqnvVfU3/08+9i+s1P+fha03xPejVraa+8ZfDY2ACJNHFqcJLkbtz4KgZzsPXsaHhakdYc7fqxrEz+1UOisvF3hOPRLNdS8T+E571YIxcNFqNq26TADEAHoTk14dbCZk53pxn97OiOJ/vnzbqdvG+iPGFCLHCrLxjB7Adulf1au59JF8t32PEvj38R7v4VfDiK/wBNiS6vdTuY7SznYAi3UCR8t6nKkgegX0Oe7DR9rJWPKzTEPD4fmf2tj4Vv7iXWb+e+1CRru8uHMks0pyzsep/Gva9jFOx+c1J1JLmciE28PTyI/wABQ4U07WOdSla/MxDbw45hQ+vFP2UGPml/MxRbwnJ8lD6DrUuEI7k80tuYBbRYJMKflTUYPYfO9uZh5EH/ADyUfQVXs0U3Uj9oX7PD/wA8h+VHJEj2s/5mIbeA/wDLFfypzgppIalK+smNa2hbgwp69P0onGPLyqCfqVzNbSYfZIScLAGPZV6mpcXT7P5IlTm/tHp/hz9mLxb4x8LaJrui2um39rqYbyYzciKTId05DYxyn47l9awlOg/ipq/obXnr7zNC8/ZD8d2kN1MNO0yaGz2rdyJeKFt5C4TYxPAbLLx1wenytjPmw/8AJ+A/e/mZFo/7JvjjxBp+lXWm6VaXZ1CPzEQTBcfvlhA55zvbHTHHXpmZPDP7NvkHvv7R5lq2gyeHNbv9NurZIb2wuJLWYKeBIjFWAPcZB5rrhQpNXj+SMpOa3kfqpqG67uodPVDsOHlI7KOlfLr4T9g6SPmn9tp4I/h3p0ES7Fj8QqyDGAFME/Ge+CD+B9xXpYE+fz9XwdJHyJ4a8P6l4w1+y0XSLV73Urx9sFug5fAJJ+gAJJ9BXrYit9Up+0Z+f1JKlT5pbI6r4nfBrxF8Jf7P/tyONftq7ovKywzjkZxjIrhwebU8ZU9nY4sJj6eJbpxWxwuTjOc17Da6HdKz2Oz+Fnwm8RfGHxDJpXh22EzwKJLiZ2xHChONzH0pRV3Y87FYyngYKdTqVviX8OdV+FfieTQtYK/bEQSHYrbcHpgkDP8AkUONnYvB4mGNh7SOiOV55HRvQ0raHfKz0R6T8I/2efG3xrtbu+8PWSLpdrIYZL24bbGZQoOxe5PI6dM1PPFbmlOjzHBa1pNz4f1i90y7UrdWkrQyAqVw46jB5FNO+qInDlbRSyfWmZ8oZP8A+unvuFrCwSPaXMM8EksUsMiyxOkpVo2BBypHQ56EdOKn2UN2aKdhJFSRy7GSR2YszM3OfXPfPf8AmetHLT7Fc5paB4n1nwncvcaBrGpaDNJgPJp148DEAgjlCpOCARnuBUzpQqKw+fUo3N1Pe3U1zczSXNzM7SSzTNueRyclmY8kk8knmt0lFaGMnc/VvTJRBpcmqmbzTdR+bG4H8B4Ufn/SvjbWifr3NpI+ff24rRYfgt4WZs+aNeUgdcBreYn9FUf8BrtwburHz+fS5sJTR8tfBA+KJPiz4VsfBuo/2NrupajBaW98oB8jc4Bds9FAJLeq5FelmKi8Nao7Lufn0lTnFqq9Efev/BRj4Iz6tdeGptF8WaTD4QtGlkuYpNgeKQ4JcMDls8/LxivgsJiI0Z2oLmZ486mFwTfsvek9EfnP4lOmLrNwNGjkXT4yERpGzvI6sPY199hueUVKSsepQVScE57n0v8A8E27XXvEP7Rlho9trTaX4US0nu9ciZlEVzCqFUjkB+988i49Mk1piqsqcU6Suznx8MLOmo4iVr7M7f8Abc+D0Vl8btT8VeLfGFheeEYIo/sNhb7Y7uRRnFuFByPmJO89QelbUnKaU56eR89hMZCgvquDhztve+h8R3rwT3kpggaK3ZyY4mO5lXPAJ9a3/un10IyjFXd2fo5/wSQ07XfFdp8QP7W1hY/BNikMNnp8qgRrfOxYzID3CqM9c7hnoK+bx0qlJrl1PYw1+qPl39on4VSfDz4geMdW8eeJbHxNrd9fz/Y49LZUafLEJLIn8GFwdgzj+8TXsYdydKLkZV6dpN3Pn0DaMZBx6V0nn31FoBu4ZqUnciwVenYYUn5CsFJJjP1l0jThZaNZWGwBII1hOTxlf8a+Tfwn669pHgP7d8kTfCLw8qSLuXX4wVBzgfZp67cBFSaiz5/PHbC0mfLPw38VWHgG1l12EG416D5beM5Uwnp5gb6E1z42FXH1Hheh+T4yjWxVRQTtE1dW+MjfEvS20/xtczyvETLbXseWYf7H5Y6+lcayj+yrW1IjlssLVVWi7+TPLJFTz2aIN5TN8m4fMR+VfWU6snTSaPoIzcYcr3PXvDPxVi+EXhJP+EOk3azqIK3V+w2PFtx8uM9Pm4+ldCioxVup8pVy6pmmIccS7RXQoeM/iNpXxW0VL/X4riPxTbLsDwci7A7sTwMVc3FK/U1wuX1cpqunQd4Pe/Q8ujEZKJLKUiLbWlUE8dzUxV9T6uLTqJs9fsPj5rXwv0q00PwNeCxskIuJpoTt+0scZ3fy59KmpTjPRnszr04R904zx/4i0bxfevrkUc0GtXpLXVsq4jVupck9cnnjrUxio6I4atRSjc5MEY9ao8zdiUxhQAUAFABQB+s9u080ssTEEIqhgRjcx9PyP518g37p+vySULrqfP37dnlp8IPDscbIGXxDHlE6r/o09dmCly6s+d4h93DwijC/Yw+AXwd8e/AL4p/Ef4s6fq95ZeEbxOdJuTHIsJjBIVMgMdx7mtsZWrRrqNJpJ33XZXZ8jSgrXOYvvDn7OXxU/aF+D3hb4U6f4ntvD+savFYa8msSFHkWSVFURkM2Dgtk+4qIVa8aUqtRptbfcDiuc9S/aU8AfsbfA3xL438Ay6L42h8eaTa7beSOcyWouJbdZoTuL8qPMTOR6is8PjcTipxg5RXyLnFW0PgqJSsSFsMSOWwOfx719JUw9WlPlqO66WPPk7uwrHeMEYHoOKPIUHy+Y7naSecg8dOKq0rJQG53Z7F+z9+yT8R/2lLe/vfB+mWsejWRaKXVNQnEUBmC7vKHUlsFe2BkV8VnvFuXZLUVGpfmO2lg51tTy3xLoF14T8Qajot5g3mnzvb3AVWCh19NwBx1xkCvpcJjKWLw0MXS96DV7LoYVIeyk4T6GaR78eprs5+ePtYRfKjJSitkej6H+z94017wTP4pg0wJpCRGeOR2O6WMdXUDORivCqZzh3VVOmfVQ4cxVbALMlpB9Op5urKy7gSVJ4bGAR2r3bSlFThsfMTik7RHIjyyJHGhkkdgqqoyST0AptqKuxWilqeseOP2XvHnw38Aw+K/EVhHptm5Ae2di1xET90Oqg7ScE8+3qKxjWTlY8qnj6NSv7FHk/tjnvXVZWuetKlKCU5bH63mRnZNibIG5Mz/AMYI/h/KvjH8J+qTf7tHzv8At4xJD8IPDoRAo/4SGPkDk/6NP1PU12YFq+u1zwM/1pwPJP2Vv2tPif8As7eG9e0XwP4K0nxbo2t36yXqalpV1dFnCBTEpikVRlccMGPNduYYKjVrKcKlvI+QhKysfSH7cen6Z8L9Q/Z3+MPhH4fab4R+KmoTJqd34YtrX5JZY0jlAlgh2lmV2K7hhiDgnI48rCxU5VKE5e73+82ntc9C+DHxIuf26fhb8VP+F6fCLw/o1tpWltc2viy20yW1ZJNjY2PMzSCRBGp3LJjC7SMHB5q1COH5HCd7sd+ZNn5OwncmdxkGSA56sO1fa8slaTd7nBNWY+gzAjcpBPy96mrKSglDcNnc/UL/AII/ar4y8SaR44gu9Qgj8B6SIYbCyNlEgF/IWZ5QyKrOQigMWYkhkGcAV+RcaZdlVaaniZJSPcwtSolaJ4D+0p+zzL8OPFPxA+IHxu8R6de67rd7cjRdG8NTBJLycuQlw6EHy4gvO0nd6nPDc2XZ/jMQ6WAyek4whpKVtH+Y8RRjZzl1PjkZ8rk9up5r9pftauHjTTs+p43uc10fqJ+y14U8Y+Ov2K7/AFm48SaXb+J5Rcw+H0vbaNVigXCKrIu0YZt2Cfu5BwcYr8yzKGHw+IXs3qfp+V5jmccLLDKm5KS93sfnd4u8CQfDqwXTtTvYrzxK7B2ispt8dunOQxxyTX1mDrVpRiuh4ub5ThctwqdepfES1sunqcvpmrXmgana6jp/l/braQPAZYEmAf8AhOxwVJB6ZBr26qvTdj4iNpaSP1q+P/wv+Ivjn9izQdJh1jR5fF2oWlnJr4u0ES3SfKzbGHyI4OzLbRkAjrivnaMpe3cfI8h/U8PN1pb9D8yvit4a8NeCruy0TR7/APtbVrRGXUr6GQNbtJn7sYxwF6d819DSbehOW1MXjJynWVoN+6utu5+nS/MmB14r5P7J+37qSPnL9vPn4Q+Hf+xhj/8ASaavQwMeb3Tw89/3WnLqeBfA/wDbP+Kv7OHhK+8N+BNZ0/TtLvbx9QkW606GZxKyohYO4JPEYGD0rvrZbTqS5pnxsJ22MGT9pz4nX3xm0j4qal4nk1fxtpjsbO71CNZYYAysoVIduxVAdvlAxk561o8BTUHFLcftDpPjB+3B8a/jv4ck8PeK/GZGgzjE+n6baxWkc6gjh/LUM6krnDHAPasoZZQX2SZVTwvaFAwMDHA9q9VQaVjmu3uNDAnGcms0tRk9pHbz3dtDd3Bs7WSVUmuQm8xIT8zBe+BUYic8NRqV6S5pW0RtSpqUrt6H2LN+2NJ+zJ4d0bwH8Grazm0qCQX17qsxaSPUWcAsVbruIwCf4cBRnFfheD4NxnF06uJzWo6clflV7HvRx9PDxtGJ5D+0T4p+G/xRu4PHug3mp2PizWXb+0dAljLwwThtzyGQnAVt2QEBBbJO2vq+GsBnmUVPq2KgvZR0T1u15nNiqka8faJ7nk2gWlhqOtW8Go3JtbJ/vPjO7/4mvv8AMZ13T5cDG99zLK6dJ1b1ldI9aP7S2saFNFounw+T4TtUNr9hjkcF165HOAO+O496+VXDs40+eq7yP0+rxtGlWjhKVFKktL9TyzxYmhw6mW0O6mvI5R5jLKPuE/w59q93K6c6NNwkfE8RLA1MQquEqc3Nu30Op+C1v4Yh8Rz6r4jnWVNNAuLfT3G0XLDnGfUdcd8V6zk3o0fmWdVMVGkqWEXxaXPXLr9sS8+Jk+q+GvHUDjwfqIVIfIkZZbTaflYnPzY6+oxgda5lShLWUbXPKlkGIw9CGJp1nKonqnt8l/mfO3iq30iz126g0S8uNQsI2IS7njCGX3A9PrXVTpuCsmfX4SVZQTqaPyP1gD7UDqOM18n9k/W/5j5v/bwnEnwr8PwfKCmvxnIPrbTV6GC0R4ee/wC6U0cz+zb8IvCvjv8AZ7vNR8I+D/DnxX+MTahcpqXhfXdYa0vLWwVPkmsoA8YlIyGLEnn5QCeKeJxFWE1d6f1o+34ddT5KFNWI7v8AZQ8B+JPhj+zha+HPGS2PjXx3dS2V552k3B8xzMVkb5mAX7Ow8srxvOGHFOnjJ03Ln2S/S5MoXZxXw+/Y21Xx+dDEPiyytBq3jy88CpvtGcJJb2xmNx98ZVgMbeo45PStJ5mou39aX/yEqSaNK4/YfutZ1D4e23gr4j6J4xg8TatqOjXWoJYz2kGm3FlF51wSZV3SosQd9wUA7QADnNOOYNqTktv6/O5Xskei67+yPoHxN+Hv7PXhr4Y63Y63/aMfii91jxrBotxE89vZzw/MbbDTSlC/lIigs5dcABiR5/1+cZyu9NP6+8r2SZymo/8ABPnUdF1rVxqvj+z8P+HbHwwPFZ1bXtDurKdbUT+TMktmwMsci/MQmGLHYBjcDXdQzR0JOrv0IdF9EVtP/YD1bVPHOo2Wl+MTrHgy38N6b4mg8RaN4bvLy7vLS+J+zKmnxAyeYSjkqT8qrkkcgZVMwdT99VVm9rbB7JN2Zr6h+x5q3hHw14n+HOpyeGJNdj+I+j+HU8RmzlN4i3lqs0JRi4CxlHVmiKltxPPANTHGc3vSqt+X3FKm27Lb/hzI1v8AYIuv7Q8O2fhr4n+H/E8t942PgPU5obKa3i02/ELzEbn/ANePLR87RjdtUE5yNo5tOGlNW0v8ghTcHob/AIC/ZK+GmnT/AB50fxf45u47rwjosEsGpaj4XvbJ7FnlCvcG1J3OoOFUdWDhxxWLxtVtRb3/ACsxThKbvLQoWP7KGtfGHSvhVFp1vpGg2S+Aj4j1G/0DRbm8vZ4vtLRLvtoyz3NwzbR+7CjBJ4Aqo42NJX6P/JMPYU78st2ZmqfsG3Xhbxj4zsfF3xAt9B8O+HV0fy9Xj0S5uLm7Oplxaj7GMSQkMsiuHIKlcAMa1/tRW0RPJyvlirnQ6J/wTV17V/GHiXSo/GLvpema/H4YttV03wzdXqz3xiV5DMkRP2a3iLqrTu20E+nNRUzOLimvX+tS/Yd/zPk3xd4ZvvBPi3XfDeqrGuq6NqFxp135J3IZYpCjlTgZGVOD3Fe7Rqe0hzI55+5oj9QYZ9LecwWE9ysrHay2gLRgjsew/CvlX8J+szX7tHhH7d0EqfC7w+zS+ZEdfQbdoyD9nmrrwSurHznEStSgeYfs1fELxT8M/DqeJ/A3wDTxd4o0uW6+xePksr66+xNJGVbMcf7liis2Nw4zmjMHhpVYUqteMZdU2lp+Z8jBNQuYXh79rrWtE8KfDbTpPDGkX3iDwHrzaxpXiG6klWfEk5mmt5I1IVldzycZwBjBFd9TBUpz54TupR36diIy+yj2DRf2jPidreofC698FfBDRtN02TxHqfjPRLLSpJZP7VuI0khvWdmkJwpZ+flxtUAYUV4aeB55wm9Uu6NNV1PH/ht+1/4o+FVj4MtrDQtKnTwvr2pa3tu97C5F7AYJ7eQZ4XYzKD1yw9K9urliSc4y9213b71+LJ5rM7/xB+1j458BD4UXkPwq0Pwb4RsdK1eLSdFTzzaatpmosouFdzIXI3RAhgQ2Rk8Vw08HQxlpxm+e+qFz208jzSb9pGC0tfHVn4W8A6T4U0rxdoK6Bc20eo3V15KCYS+arzOzFiRjHTHrXpLBTqpSqS2utfuIVTl0Rv6V+2nrcSw6dq3g3Rte8My+D9K8H3mjTXE8C3MNjuME4ljdXSTLMTtOKypZbOfKoy2v+Jp7S25l+H/2sL3wktxa6D4P0nTNKbxjp/i63svtU8wgls4yiw+ZIzOyN1JJyDnGBQ8Byyd99vy/yIc7lOb9py71Xw3eeHtc8JaZrOi3vj+Tx9dWbXU8BmuHgaE2++Ngyph92QQcis3ly5lLr/X4gqlla52d3+3hrutePNf1nXfAuh654d1jw1B4Wm8N3FzcGP7HC++Pdcb/ADXcNyWLZP603lsGrX8x+0RjeF/2yfEPh208P6XdeFtF1rw7pvhM+Dr7SZ5pkTUbTzjMHaRGVo3D4IZCPfrTWXxVmnr/AEuv6h7RN3PZv2SPj/4Z0LSfjPe6TP4X+HGu+IJNEgsNE1XXdQs4FtbYSiaSK+Rmm3ncCVyPyO2uDEYSTqKVm/u/rqy+dWOG+IP7TPgjwj4o8b+CPDPhS2+Jnwqn1tde006xqt9FNb6g0CpcSRzo6SyxM+4gSZzwTzWtLDSST2f9eopSXU+WdSu0v9Vv7uO3SzS5uJJxbRMWSIMxOwEkkhc4BJJ4619DS92Njlm7n6mT3F/ptvJc2TQXOmXCBYhEoSSL/wCKHt1r5Jr3T9ilFuFux88ftkBbj4I+HZhc/aXk8RLkbuVIt5sg124HR3eh83xH/Agzu/2J4bG4+A3gCK517WNH1b/hP7y50Wz03UPsUGr3sNoJI7K4lwdkcu0pwOc471+V8T0fa4+tjIU+dtJK6vbVJtdmujPnKUYqkuZ2Knwo+GXgjxD4Tn8afED4Zz+IvEHiXxdrEPinTLDSLu9utIUFmEMAhmQWzAszeY4bOB6V1PMKkMQsJCTjTha2ujv27mapW1Mv4SeF9O8X+Af2TtN1OzlvNPOj+OJFjMro/wAtxKVztI5BA471dWU1Gvyq7drfd/w5LULczehJ8Jvhf4F0D9mnwR431D4a6H4n0XUtC1e41W4vLG8utXl1OGeWOAQ+SwjjgBVM5wdu7kEV52KxtapipYdYiUdYaJ2Xnc2hR548621KHw8+CHg7xZc/CiS88NjXtQi+E2o+JrLw011MYtd1WG5lEFsw37tpBLFEIz5YByMg9+IxuJowqcjsnWUW1uotashU43+Rq2fwa+H0vjLT9W8T/C7TdK1ab4W634l13wNDcXMENpeW0mYGVTIZLcvGoON3G7NY0MdiKtGaw1aU0pWu236/cL2cE7M8K/aS8I6RqFp8Ftf8K+EtO8L6h428NfbLzS9FDpatci4kiDRq7sUyFHBY19xk8sVKrPmnZXVjkxCjGNzztfgn40lZgNFl8zyhLGhcb5ASowo74zz/ALrV91JtN9Tw3i6EXZzKY+F3ig6rZ6adLlN3d20k8KBhhgkRkdc/3goPHrip53saLEUrOXNoSw/BvxnPGZW0GWOLciGSQoF3M+wDj/a4qOTzH7el0kVYPhf4ru766sotEuZbq2dEeIY4LglMZ65ANHLbqDrU0r8xck+CvjBQjNor/MSpClTsYcYb0OeKdu5n9bpL7QkfwZ8atKsaeHbku44RWXJxj39xVRjzaIPrVF/aOW1bTLjRdRuLC5UJPbvskUHIDexqHJJ2OmMlJJo/SG/1q4F7b2emxGaW0lkSME4XG8k7vTBz+dfLv4D9wS0meR/tqaeY/hT4fvbzyG1GTXVWVrYFFI8iY429OPXrXbgZKL5mj5PiNf7JTsfIWiQazrWo6do+jC9vL97nzLKytZW3efj76BcYbC/eAH1rox08LFe0qQPjqdGviHGnDqdl418FfED4MzR/2xql9pjayWkk+zalKGmYDLeZg4Y9M565rzcLXy7FVLU6V2j1szyrF5bTjUq7PQ4WHU763Fv9n1C7hFqji3Vbhl8oSZ37ecLuzyB19a+glh8NifeVOx845yUeWR9a/s9fHrxl4vt/B3hbwP8AC9NW8a+D9Jm0yx1qLW7i206C1kaTMt3Zj92zZlcli43MRwcAV+WZzl+Cy1yxWMlak3G/d66W6npqtL2SimfOfxH8H+LfhD45Gg+INQa31/TAXRrO8dhArEt8jAjaGyThcdecHivucBiqGYYacsPFOF9FbVvzPPlOV7nLvrGoXF3c3kupXs13cxtDPcSXLGSaNvvI5OdwI4IJx9a9hYHCwik6ai+qQnUk3dnd/DP4LeOvi9bmbQ4JrjT9MXyI7y5nKxQkciJGOcE5HC4AznjNaUMFBP8AdnlZhmtHCRvW+44zUl1LRdWvLKS+mS5tXaFmWZwFI6gZ56k+3FaTSjJpnRSqUa9KFVR0kr7IrLqN6GXF9chlJKuZTuU9CQc9SuRSZ1SlS5bKBH/ad6qFRd3G3OSomZdx/wD18/jRYlQp9hx1S+3qxvJyy42sshyAMkc9eMkUON9A9lTeiQ5dR1CdhGl1dSSs21FR2YsSc5xn1pOUaMeaZMqVOG6R3fir4PePPAXhSDxJrscmm2bMF2PcsZYmboGA+6Tg9TxivLhmtKtV9jDdHFTxGHrVXSpav0PPJXaVmdyXZjkszbj+JxXtQhCa5jvikkj9DbHxFJBYrHEqo0b53d2zjOT35r5RxfLY/c5Lkbi+p5B+1xrU+ofD7SIpGDKutq4xz/ywl/xrrw8ZUldnyfEcH9TpvzseCfBW48T2/wAVfCtp4NljtPE1/qENjZXE0YYRvKwQsSeAMMcnsM12Zvrg+aSSPjsDiKtLERdPVroj73/4KK/AnXNYHhr+wdZ0mXwnavLPfyu6g28nHzBuhXG4BR0xXwuV436jUlUoR5m01pqfplejjc/jGFW1OEdXzabH5y6/Hp0OrzRaO8kllHtjE0hGJXHVh7V9zgK+KrUH7RJNn5tmioRxPJSd7dj6n/4JiXHijUf2jrLw5o89tZ+Hp7ae68Q+dGmZbdFIRSx5P7149u08EgnIFfN8S4fC18D7HExXN0ctPuOOmm5Npnp/7dX7PGvar8ddW8beOta0ux+GemWUSWdzbSqt1PGDnyFQnmXcWy2emK+WwObU8qw/1TB0nOUvtLZP1Jmnstz8/bs2011cGzSRbR5HaBZ/mcR7jtz74xX6tRjN0YSxHxNLY5nzXP0J/wCCWGm674z03xzBf6lbWXhHTEiWzikCoftzkncp4LfICD9VrGrialFpU4t/I+dzXA4avH95NJ+bPnL4/fCC+8AeMvF+u/EbVbG61PULuf7Ba6VIqtc5b5Zio+4nfHWu5QqSXPPqZYHGqryYXCwdobt7fI+fQAec5/Ck3bc+ndRpcrQmTVWIshRkkCpk3FXQaLVEtlqNxpN7Fd2ZU3ULgxbkDYbscEY4NGJUXQbqM05IzjebP1L/AGiPgz428S/sfeHkg1zS73xdf21nL4gjeRFEudrsVYHCMo2k+oDY61+a05UsJi3VT30Pn5UsLgaixCd79tfQ/NTxvo2l+Gr+PS7S6/tC8t9y3VzGQYmYHomOwr7jCOpVXNF6Ho0HOqufo9j7QubefTmENzby27qD/rFIrge5/Qb9+aPGP2ldTW78E6XbxDLrqgYt2/1L16OH5XJc+x8xxOlDA03/AHv0PMPhr4i07wIj+J/MFzrlnmO1t+hhyMFx6nBNePjoV8bWeHa/dHPw3Uy/LcPUzCo+aotkb3ij4vz/ABa006d44vpBdw7pbW9UZCg/wbVAH51wU8nr5fUVTCK8T0lxTh89wlTD4+0NdGjyWVosOIjvhU4RnA5x6j+lfZKpKnQ5re8fluIpRpVm6TvE+hPhz8abP9mnwIuoeCZ49R8Y67HsuL9z8sCKQfLZCOFBYcfxd+lfm+MwGJ4irqjjPdjHYIVI62Mr4ufFTw/8ffD0PiXxFfXemeM7FFjltE3SR3vZSoJ2rj1644oynKcXkOM9lGPNT7g59jxGySB5o0uZTDGzAO3XaM9a/TfbL7Jz1JVVTfIrnvWn/tCXXwY0u20HwLIEtxie7u06XDEDOc9wOPwrVVYLRI+IqZNUzGUqmKm12SOA+Jus+GvGFwPEVncTw6xfsXubDlxG/Vm3HpkluBSlJXuj2Mqo47CN4dx9yOz8jgD16/jWb1Por88vfEqjMKL21Y07HVeAf7It9Te81aRWFniWG3YcSsOQK8PMlUrx5YbHmY51pw5aWlz0a+/aQ1Hx3FdaH4nmlfw/cgJEEcg2u0ghvlxnkA/gK8D+w6kKSrz6s4HltWlTjOMrtHjerQ2VveyRWErT2ynCysu3f74r7HAUvY0+U92k5tXnufad/wCMNXvbGTTnvpWsXbJjchufY4zXlygf0LCjyzWvQ8b+P+4+DdMXrjUVxjr/AKqSuuko397Y+V4raWCpX25v0PC7GxudUvIrS1t5Lq8nO2OGJSXc+wHWvWTj8KWh+UVakKSc07RR0PjP4beJvh0LP/hI9NbS5blA0SSMNzAj0yeR3qZxrU1dOyOXDYzDYubhR96xzII3Z6E96OdNao7JprRKyNTwp4T1rxnrMelaFpk+p38nIjgTJXn7zHoB9aykoKL5lr08jTk50uVbB4n8Map4L1ybSdXtjZ6lDhnhLBmX0zj1q1OVanyJ2sQ48u5kbQFwcjgjOepP86baslCJXM7WT0O/+E3wD8f/ABvnvYvA/ha71tLKNmuJ48RwxkLnaXYgbj2A55r57Ns8y/KWoVZ+8+hvRw8qxxur6bcaJql3p17Gsd9ZyNDOEkDBZF4K5HvkfhXp4PFUMXTjVhL3WuhD9rRk4c1imxIz8uAOprsd1K6+HuYaXu3c6zSvhR4u1zwzc+IrPQ7ltDt13vfSjZGVGcsufvAYOSOlTKolKxtCjKS5mcmrdGU8Yz6/TpVuxi4rYQAg5onFSVh3XLawrc9MqfY1cZNR5JaolNrR7CAAfWhvsU2uiPsUDmvEkf0MvjR5v8fTt8I6Yf8AqJL/AOinrelHm0PjOK482DpRf836HA/AfxF4j8PfFvwrceENPtL7xRdahDZ6cl4nmKXkby8YyBghiCT0BzwRmuuTdFaH5FjMNTxFOVGpK0T7x/4KMfATxdquoeEtL0HStOu9AUyyy6ks2JbeTAJEmcBUx0OTnFRRx1XGpRUdPM+Ww9HDZLOUoybfZdT86fGGmaZouv3NjpN++pWkO1DcMuA7gfPj2DcCuto+qw1WpXpqVRWbPpv/AIJnXuu6p+0jY+FNK02yuNJ1a1nfXbiWDfKlpHGxDByfkxIyAbcZYpnIrxcwqOnHmR6uHk4XS6nT/t6fA/xVP+0Rq2ra7ZWWj+CbC1iWLWbNt3nQ5P3gesoOQQBgYFb4Ccpxv0OidNTV5HxPOYjPMIJDJBuZY5GGCy54PscV6E5ulBSiebOCg9Gfp7/wR+8U+JvEOkeOfDqafp9p4J0dYriKWJCsj6jKTy7klmBjj5HIG1cAZ5/IOMsiwmOqKvVqcrPWwlaUOh85fHj9m/xRYeK/ih8TPjHHbfD+xuL+5/syx0p1n/tK6LERiBSc+TjnewBPoozjTK+Jo4aNLK8opc8krSfRf18/UWIoczdSXU+SkchQzAHjlW6V+tucaNFRq/E+h5PIr6M/WP8AZW0jxv8AET9g3Vdbi0HQ5dZt4bqy8O2MsZggurZMAK+M5bcHCnjcQAzYJNfNVK8o11F9T2KM3KDifmf4r+GN78OdCto/EjNYeIZyGh0nKsyRZO5pCM4Oegz/AIV9JT1gm9zinRhZyvqcdVnAFABQB9ijrXjSP6JXxo80/aAO3wfpp/6iK/8Aop66KW58bxWk8HST/m/Q5/4KatpPw2uofHt1ItxqmmSf6HbRMC0cvIDEdO/0r0Y6as/A8zlisTU+p0dIvdnd+M/2jbz9oDwrLpfiHxBNoV9bhnRzOyQTJ3VgPvHjp69K0lN8trWPMoZVictxCqL95B99z5tnVFmkCP5ke47HxtJHqVPIzWbk2tT7pScYo9o+EPxfn/Zwspde8PSrN4n1KEwidfmWNAclGHYAkE+px6VjOlGe6PahGhSpxfVlf4z/ABcufj3aprus69cWuoQKsdxp80zGORj0ZE6CnCnGC90K0qco6HkVnCl9cwW7zxWYnkWL7TOcRx5ON7ewrKvVlh6M5pXstEeVHDuVpX0Pubwv+1jpH7EPhTT/AIfeBLBfEt5JOmoa1qZceXOXUZMbjq23btHQDHUkgfz/AD4fzbi+rUr1puPLslofUTr4XBcqir9zxn9rPxH4b+Kd9afELSvH9zq66rvkXwxfyPNcafKXzIMZxEu48A8kDjgDH1/BcMZl9SeEr4b4dObv5nFjqtOr79PS/Q8H0fTY9U1WG0uLhLOFmw8khx+FfrkKN5vldvU8XDwhOV5H0po37a2t+A9FtPA2jfaLXwbaxNbskbbZBn+JHHPXn8655UKU3zTWp7M8Th0+SmtD578awQrrksya02ttcYk82Vy7gdlLH0raFrcqPJrxUdY7GFx+NDkov3jjSb2ErSLjIu1twrNvULrofYo6148j+h18aPNfj/k+D9Nx1/tFen/XJ63pOx8ZxY7YKk/736HgqsQrL0U9QOhrvTW5+VNXfOgJ5JzknrWj1VmaNzqaMASM88HqPX60iLcysG7jBJxxxQEnKVl2GsoY5IB4I6UC5pLQdu4GVDdsnmtIVVhr1Ix5m+hcKbqXszc8MeCte8bTvBoOlXepNbx7nMMZZI1GTyeg5PT3rio1IUrzqLkb6HoYLL8Vj2/ZRbsY9xbSafcyQzIY54TtdW5ZT0xn9K7+etGKcJqz9DhrQqU5ulU0a0IickcdDkcVgsNG/PVmRCXIzodN8A+JNV0a41i30i6m0uH5pbooQg98nr9a8qtj6SrqCOWtiqEallLU54AIOBjkjAOa9ipKCinHdnVzOVr7ATsG4/ljOaylFJc8xxTnLkgdDqvgDxNovh231y/0S4sdJnOI7i4GwMR9fX+lees0w9af1ek/eWp7NXJMVh6CxNVe69Dnt2R0/H1r0Yaq54Uo8rsfYo615Ej+iV8aPNfj+ceD9O/7CK/+inropbnxnFv+5U/8X6HgY5zXo2R+VJ20QtA+Z9woFewUBewUCHcmP1wehOKcZKL03NqLXPyvqff/APwTBstW+INn4z8P2+h6dBoWkJHfNqe6RZ3u5GwscjFmUqUU8BRjYOpOa+czGT5v3mp9xw/nFTLr4fl+dj5f+Mvwz1+z8f8AjXXPFOkReDbb7fOsdtH86NID8qR4A3KRzux3zXZhn7SlG6LxuT4qt7TMMTaMbtruzx4jA5HUZFemqaatI+EnL2snKKt3P02/Z38N+K/iP+xHqfiSLwho00tnFdafpOlo7xR3sSgAsQ5c7wd+DkBiAD1r86x2G+r4pTpzvE8LE5bTjL6xGWnXufntrvw6vPCGiwS67IbHV7na8OnOAX2Hks3pX1NDHe3UPZLRbmlLHQxNRxor3Vuzm9Pv10u9ivXt4bprZhIsFwGMbsOgbaynGfQ17OLg50XY+goTnhakKlNJ37n6Y/tLfDvxz4g/Yy0PXR4U0+51zXYLKTUbC2k+bTw2CJIFPOSNgI3cBz1ANfmFKnTwmMlWk+nQ/UKmYYrM8IsHRppz7NafI/OTxX4XXwfPb2FzdLNqwUm6gjwywnsu7ufpgV+gYHE/Xo2grWPic6yt5dGEZyvN726H1MOtZyP2JfGjzT9oD/kTtO/7CK/+inropbo+M4t/3Kn/AIv0PBB3r0T8pFoAKACgAoAkgga5lSJZI4jIwQPK2FXPrSmuWHOjooU/a1I0+rPo34e/tD3X7MGhPoHht2nu76RZ9Rk3Dawx8pBHseF/HvXiODxUuVn65LHZfktCnQcVKpu3ued/GfxJL491P/hKJvE82p294SYrK+naWWFj94BRwgHQV0YaDpz5Ox4fEjoY2EMVhK94tax7M4bw5ow17V4LJriO3D9JJDgCqxteUE1A/MMXiVTp+0S9T6O0f9r268EaNbeAtGnu7TwtbRGAzxS7ZYmJ5Kn03HO78a+OhlFevS9vXlZrofLwy3F1Y/Wak9d+XueC/EK3lTXprqbXn12S5/eLNLIzyop6ByeM/SvqMklBRcK8bSWx9FllVYmFnT5bfixPA+hWGrasbjUblEsbFRcSxA4dwPSssyxNST9nBH3/AAzhcJXryr42VlDW3c941z9sLWfiLpl74Wv9TvdE0qRVjs7uCcRsuMACQjoOO3484r5eeV4ilbFJXP0HD8QZXmFedCX7tWajL+90Pm/W7NbHU54TqCanKrYkuIyzKzezHr9a+8wfLXppRXKz8jxsa0MTUp8/N5n13EINo3mQN32gY/nXHKx+6x5eZXPNP2gPJbwjp6oZMi/VvmA6eW49a6aVrnxPFzX1Kml/N+h4L5aep/Ku/wB0/J7sPLT1P5Ue6F2Hlp6n8qPdC7Dy09T+VHuhdh5aep/Kj3QuxDEjdGbP0o90d2K3JBZmbaMAHoKPdBtvcaIox3JPrij3QuxfLHqfyo90V2DKC2SzEtyWYZJo90d2HloO5/Kl7oXYu1UO5WYN6jrRaIJtbDRGh7kj3HNP3QuxfLUDgn8qWnQLs//Z)
![Stationentraining: der Islam Grundlagen und Alltagspraxis des Islam ; [Sekundarstufe I ; mit Kopiervorlagen]](data:image/jpg;base64,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)
