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21
Religion und Kultur Religionen und Kulturen der Welt [1], [Schülerband] Christentum / Illustrationen: Konrad Beck, Luzern
by
Göller, Gunda
Published
Winterthur
:
ZKM, Zürcher Kantonale Mittelstufenkonferenz
,
2012
Catalogue:
GEI
Call Number: CH W-19(1,2012)1
Format:
Book
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Educational Media Metadata
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02 - Arts and humanities
022 - Humanities (except languages)
0221 - Religion and theology
Level of Education:
ISCED 1 - Primary level
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Task Collection
Teaching Aids
Country of Use:
Switzerland
Observations
Arbeitsblätter mit Hintergrundinformationen und Lösungen
Das neue obligatorische Schulfach Religion und Kultur löst Biblische Geschichte auf der Primarstufe und den Konfessionell-kooperativen Religionsunterricht (KOKORU) auf der Sekundarstufe ab
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22
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
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02 - Arts and humanities
022 - Humanities (except languages)
0223 - Philosophy and ethics
Level of Education:
ISCED 2 - Lower secondary level
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Germany
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23
Originalprüfungen Geschichte - Prüfungsaufgaben mit Lösungen Leistungskurs Gymnasium/Gesamtschule ; Nordrhein-Westfalen, Zentralabitur 2012
Published
Berlin
:
Cornelsen
,
2011
Edition:
Leistungskurs, 1. Aufl.
Catalogue:
GEI
Call Number: HE-V 108(1,2011)2,2
Format:
Book
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02 - Arts and humanities
022 - Humanities (except languages)
0222 - History and archaeology
Level of Education:
ISCED 3 - Upper secondary level
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Task Collection
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Gesamtschule: Comprehensive school
Gymnasium: Academic secondary school ('grammar school')
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Germany
North Rhine-Westphalia
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24
Lernwerkstatt Völkerwanderung Ursachen, Folgen, Zukunftsvisionen : Migration früher und heute unter der Lupe : 6.-13. Schuljahr
by
Schreiner, Kurt 1940-
Published
Kerpen
:
Kohl-Verlag
,
2016
Edition:
1. Auflage
Catalogue:
GEI
Call Number: HC-V 242(1,2016)3
Format:
Book
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02 - Arts and humanities
022 - Humanities (except languages)
0222 - History and archaeology
Level of Education:
ISCED 2 - Lower secondary level
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Germany
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Migration früher und heute unter der Lupe, 6. - 13. Schuljahr
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25
Jesus - ein wunderbarer Mensch Wundererzählungen im Religionsunterricht der 3. und 4. Klasse ; mit Kopiervorlagen und Schülerlexikon
Published
Donauwörth
:
Auer
,
2010
Edition:
2. Aufl.
Series
Auer macht Schule Grundschule
Catalogue:
GEI
Call Number: WB-V 45(2,2010)
Format:
Book
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02 - Arts and humanities
022 - Humanities (except languages)
0221 - Religion and theology
Level of Education:
ISCED 1 - Primary level
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Task Collection
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Germany
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26
USA - Von den Kolonien zur globalen Supermacht [für G 8]
Published
Freising
:
Stark
,
2011
Edition:
Gymnasium, G 8
Series
Abitur-Wissen Geschichte
Catalogue:
GEI
Call Number: HEG-V 83(1,2011)11
Format:
Book
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02 - Arts and humanities
022 - Humanities (except languages)
0222 - History and archaeology
Level of Education:
ISCED 3 - Upper secondary level
Document Type:
Task Collection
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Country of Use:
Germany
Observations
Literaturverz. S. 119 - 120
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27
Brot und Spiele
by
Brühne, Thomas 1980-
,
Kirch, Peter
Published
Braunschweig
:
Westermann
,
2016
Edition:
Druck A
Series
Diercke - Integra
Catalogue:
GEI
Call Number: SD-V 437(1,2016)3
Format:
Book
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03 - Social sciences, journalism and information
031 - Social and behavioural sciences
0312 - Political sciences and civics
02 - Arts and humanities
022 - Humanities (except languages)
0222 - History and archaeology
Level of Education:
ISCED 2 - Lower secondary level
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Germany
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Select result number 28
28
VG - Durch die Vergangenheit zur Gegenwart 3,3, Portfolio Das Zeitalter der Industrialisierung, Imperialismus und Erster Weltkrieg : Materialien zur Umsetzung von Kompetenz Lernen® / [Autor:] Michael Lemberger
by
Lemberger, Michael 1959-
Published
Wien
:
GS-Multimedia-Verl.
,
2008
Edition:
Neu, [AHS-Unterstufe - Allgemein bildende höhere Schule, HS - Hauptschule, NMS - Neue Mittelschule, WMA - Fachschule für wirtschaftliche Berufe], 1. Auflage
Catalogue:
GEI
Call Number: A H-237(1,2008)3,3P
Format:
Book
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03 - Social sciences, journalism and information
031 - Social and behavioural sciences
0312 - Political sciences and civics
02 - Arts and humanities
022 - Humanities (except languages)
0222 - History and archaeology
Level of Education:
Vocational training - all levels
ISCED 2 - Lower secondary level
Document Type:
Task Collection
Teaching Aids
Country of Use:
Austria
Observations
Zielgruppe: SchülerInnen Sek I / 3. Klasse
Verlagsangabe auf dem Ordner: GS-Multimedia, Bildungsverl. Lemberger
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29
Geschichte Oberstufe von der Französischen Revolution bis heute
Published
Freising
:
Stark
,
2010
Edition:
Gymnasium, G 8-Abitur, [Neuausg.]
Series
Kompakt-Wissen Abitur Geschichte
Catalogue:
GEI
Call Number: HEG-V 121(1,2010)
Format:
Book
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02 - Arts and humanities
022 - Humanities (except languages)
0222 - History and archaeology
Level of Education:
ISCED 3 - Upper secondary level
Document Type:
Task Collection
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Germany
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Select result number 30
30
Freiheit, Gleichheit, Gerechtigkeit - Werteordnung und Wertevermittlung zwölf Bausteine für Unterricht und außerschulische politische Bildung
by
Brunold, Andreas 1955-
,
Detjen, Joachim 1948-
,
Eichner, Detlef 1965-
,
Frech, Siegfried 1955-
Published
Bonn
:
BpB, Bundeszentrale für Politische Bildung
,
2010
Edition:
Redaktionsschluss: November 2009
Series
Themen und Materialien
Catalogue:
GEI
Call Number: SK-V 684(1,2010)11
Format:
Book
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02 - Arts and humanities
022 - Humanities (except languages)
0221 - Religion and theology
03 - Social sciences, journalism and information
031 - Social and behavioural sciences
0312 - Political sciences and civics
0223 - Philosophy and ethics
Level of Education:
Not elsewhere classified
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Germany
Observations
Literaturangaben
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31
Histoire-géographie Term ES-L nouveau bac 2014
Published
Paris
:
Nathan
,
2013
Series
Annales ABC du bac Sujets & corrigés
8
Catalogue:
GEI
Call Number: F G/H-259(1,2013)
Format:
Book
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02 - Arts and humanities
022 - Humanities (except languages)
0222 - History and archaeology
03 - Social sciences, journalism and information
031 - Social and behavioural sciences
0314 - Sociology and cultural studies
05 - Natural sciences, mathematics and statistics
053 - Physical sciences
0532 - Earth sciences
Level of Education:
ISCED 3 - Upper secondary level
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France
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32
Geschichte kooperativ! - Klasse 9/10 Kernthemen des Lehrplans mit kooperativen Lernmethoden erfolgreich umsetzen : [Mit Kopiervorlagen und methodischen Hinweisen]
by
Sebb-Weppler, Janine
Published
Augsburg
:
Auer
,
2015
Edition:
1. Auflage
Series
Immer besser unterrichten Sekundarstufe I
Catalogue:
GEI
Call Number: HD-V 451(1,2015)9/10
Format:
Book
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02 - Arts and humanities
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0222 - History and archaeology
Level of Education:
ISCED 2 - Lower secondary level
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Task Collection
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33
Politik an Stationen Übungsmaterial zu den Kernthemen des Lehrplans; [mit Kopiervorlagen] 5/6 / Lars Gellner, Walter Schellhas
by
Gellner, Lars
,
Schellhas, Walter
Published
Donauwörth
:
Auer
,
2010
Edition:
1. Aufl.
Series
Auer macht Schule Sekundarstufe I
Catalogue:
GEI
Call Number: SC-V 85(1,2010)5/6
Format:
Book
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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
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Country of Use:
Germany
Observations
Arbeitsbl. als Kopiervorlagen und Lösungen
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34
Katholische Religion an Stationen - Inklusion Materialien zur Einbindung und Förderung lernschwacher Schüler Klasse 9/10
by
Sommer, Sandra 19XX-
Published
Donauwörth
:
Auer
,
2015
Edition:
1. Auflage
Series
Inklusion für differenzierten Unterricht
Immer besser unterrichten Sekundarstufe I
Catalogue:
GEI
Call Number: WD-V 157(1,2015)9/10
Format:
Book
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02 - Arts and humanities
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0221 - Religion and theology
Level of Education:
ISCED 2 - Lower secondary level
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Task Collection
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Germany
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Select result number 35
35
Gott und Göttliches - eine interreligiöse Spurensuche Unterrichtsmaterialien für die Sekundarstufe mit CD-ROM
by
Gloy, Andreas 1967-
,
Knauth, Thorsten 1964-
,
Krausen, Halima 1949-
,
Edler, Kurt 1950-2021
,
Herweg, Rachel Monika 1960-
,
Petersen, Oliver 1961-
,
Pettersson, Erlend 1952-
,
Yıldız, Melek 1975-
Published
München
,
Berlin
:
Kösel Schulbuch
,
Cornelsen Verlag GmbH
,
[2018]
Edition:
1. Auflage
Series
ID Interreligiös-dialogisches Lernen
8
Catalogue:
GEI
Call Number: WD-V 149(1,2018)8
Format:
Book
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02 - Arts and humanities
022 - Humanities (except languages)
0221 - Religion and theology
Level of Education:
ISCED 2 - Lower secondary level
ISCED 3 - Upper secondary level
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Country of Use:
Germany
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CD-ROM-Beilage enthält: Inhaltsverzeichnis der CD-ROM, Materialien, Hinweise für das Gelingen der Aufgaben sowie Klassenarbeiten
Hier auch später erschienene, unveränderte Nachdrucke
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36
Philosophie Tle séries L, ES, S nouveau bac 2014
Published
Paris
:
Hatier
,
2013
Series
Annabac Sujets & corrigés
4
Catalogue:
GEI
Call Number: F W-26(1,2013)
Format:
Book
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02 - Arts and humanities
022 - Humanities (except languages)
0223 - Philosophy and ethics
Level of Education:
ISCED 3 - Upper secondary level
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Task Collection
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France
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37
Katholische Religion [Tafelbilder; Folienvorlagen; Arbeitsblätter mit Lösungen] 8. Jahrgangsstufe Lebensplanung und Sinnfindung
Published
Puchheim
:
pb-Verl.
,
2004
Series
Unterrichtspraxis
Catalogue:
GEI
Call Number: WD-V 87(1,2004)8
Format:
Book
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02 - Arts and humanities
022 - Humanities (except languages)
0221 - Religion and theology
Level of Education:
ISCED 2 - Lower secondary level
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Task Collection
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Germany
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38
Katholische Religion [Tafelbilder; Folienvorlagen; Arbeitsblätter mit Lösungen] 7. Jahrgangsstufe Auf der Suche zu sich selbst
Published
Puchheim
:
pb-Verl.
,
2008
Series
Unterrichtspraxis
Catalogue:
GEI
Call Number: WD-V 87(1,2008)7
Format:
Book
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02 - Arts and humanities
022 - Humanities (except languages)
0221 - Religion and theology
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Task Collection
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Germany
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39
Schlaglichter der Kirchengeschichte Stundenentwürfe und Materialien für den Religionsunterricht
by
Hausotter, Andreas
Published
Augsburg
:
Auer
,
2015
Edition:
1. Auflage
Series
Immer besser unterrichten
Catalogue:
GEI
Call Number: WC-V 135(1,2015)
Format:
Book
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02 - Arts and humanities
022 - Humanities (except languages)
0221 - Religion and theology
Level of Education:
ISCED 2 - Lower secondary level
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Task Collection
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Germany
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Select result number 40
40
Histoire-géographie, éducation civique
Published
Paris
:
Hachette
,
2011
Series
Annales brevet 2012 Sujets et corrigés
3
Catalogue:
GEI
Call Number: F G/H-207(1,2011)
Format:
Book
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03 - Social sciences, journalism and information
031 - Social and behavioural sciences
0312 - Political sciences and civics
02 - Arts and humanities
022 - Humanities (except languages)
0222 - History and archaeology
0314 - Sociology and cultural studies
05 - Natural sciences, mathematics and statistics
053 - Physical sciences
0532 - Earth sciences
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Task Collection
Teaching Aids
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France
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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,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)
![Geschichte kooperativ! - Klasse 9/10 Kernthemen des Lehrplans mit kooperativen Lernmethoden erfolgreich umsetzen : [Mit Kopiervorlagen und methodischen Hinweisen]](data:image/jpg;base64,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)
![Politik an Stationen Übungsmaterial zu den Kernthemen des Lehrplans; [mit Kopiervorlagen]](data:image/jpg;base64,/9j/4AAQSkZJRgABAQEBEAEQAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCAC2AIADAREAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD0uHULeOIK9qkrDq5dhn8jXpnnkg1K1PSxQ/SR/wDGgBP7UtAAfsMeP+ujf40AL/adqwJ+wJgd/Mf/ABoAT+07T/nxj/7+P/jQAv8AaNr/AM+Cf9/H/wAaaAP7Stf+fFP+/j/41QB/aVr/AM+Mf/fx/wDGgA/tK1/58Y/+/j/40AH9pWv/AD4x/wDfx/8AGgA/tK1/58U/7+P/AI0AH9pWv/PjH/38f/GgA/tK1/58Y/8Av4/+NAB/aVr/AM+Mf/fx/wDGgA/tK1/58Y/+/j/40AMm1G3aNlS0SNj0cOxx+ZoAybN1mvLeNi215FU7DzgntWYHSt4fsToNrqTK6rJO8DxNdBjGcBkxhBncGU/jQBX8HeGD4p1K4t3neGIg28UqAfPckN5anPRSRyfrRdAQ2vg/WLuCOSNIRNIqSeSxIf5phCAfdX6j0PtRcCG78PXVnp0uoSXdp9nSQRAB8u5IzjHr1oFcxxcgdz9TTTGL9q9DTugD7UfUUXQB9qPqKLoA+1H1FF0AC6BGQ2adwB7xYjiSWOM+juFPXHf6VVmK4n26PBPnw4H/AE0X/H2osxh9ujyB58PP/TQf40WYB9vj/wCe8P8A38H+NHK3sgEfUIo1y1xDj/roP8afJLsBnRX7wSxyo2HjYMpxnkcilYgvr4kvEhMAeNYWcSlVgXAcDG72PX9KGhoZHq1/9mtY4/MWOGczoyoQQ7YyT68BcfQ+tTyIo2ZfiH4puPMdrsrK7bmZbRQWPmCTGQOm4bseuaaikxMzr3xBquowywzKfIlnFw0a24T5sYyABgfStLIkzgswVf3UnTpsPBpWQBib/njJ/wB8GiyAMTf88ZP++DRZAGJv+eMn/fBp2QBib/njJ/3waVkBzHxA8cv4G0N7iDTbrU9Sl/d21tBA7jd6tgcAe9NJXA+ftI1CHVp7/UPHPhvxVq+rT3QlWbT4GQbBkhDlhlMnGMA+9bXQFhtO8Cm4Mg8K+P8ABknfY0J2KpdfJAHm84UPu9dy4PWjQa3HS23ggXa3Efg3xzIrANLDJE0alg5OAqyNhdpA65ytF0UVL+08LNoklvY+EfGgv2eN1uLiBsLnYJVP7w7lwJMdCN9VFpCZyV7omsTazey2Gj6zbWck8j28bwSDy4yxKqevQEDrV8yJPr77QRyDzXM1YDU0CzXVtRMMjERInmMB/FzjFRJ6MaO6QLHGqouwAYwK5eZlBuNHMxMNze1HMxWDc3tRzMLBub2o5mFg3N7U7yYWDc3tTvILBub2pXkFh63Eqfddj7Z5H40XYWHfbZuP3r/gelXdjsUNV8VwaHsN7dSRK8byKw5yFZFPHXq4x9D6UXkwsU5PiDp8SRSm7uPJbzGL+WwwE254IySdwwACevpVWkMrR/E7TDCkj3N4iyNhM20hJ59gcfjUvmQmdF9rlmjXMkmx1DbWBHB570ryFY8c+0V1sR0vgCTzNauhnpbnr/vA/wBaylqM75LeWQZWN2GDyqkj2GfesOUoYVKkg8EdQSMj04/OjlAa7iON5HISNAWZ2OFUAZJJ7U+UB8aGVA6/NGyh1kXlWXjkEdeDS5QDY4baykP3UAkg0coDJHELRpIyxSSHaiuwG84zhfU09gHUwEqADkdODQBla3Yavd3Fs+l6lHZJGpV0kjzvx908fVs/hVgV7PSfEEU6G41W1uI/Nd2BtwWVTtwFJ6YIc/iKFowB9L8RvKH/ALUtjsL7fMg353bcE57jaenrVcwDBpPieNZ9utQyNK5IMsWdinggfhmk3cDfjEgiQTbTKFG4qMAnuR+NIDxDz/euxLmIOs+Gjh9cuwTwLbOf+BJWLVgMT4mR6HffGnw3Y+JtWuNK0P8A4R65uP3Wpy2amZZlCtlGGTtJqbFXIvAnxD1LRvC9rYJHf+KrnUtWubPwyl3MVkubWNdxlkkboi85YjPTFCQXNPxH43utZ8HfEfQNb0b+xNc07QLi78mK5E8U8LRNh0cAenpxVcqC43Rriztr34RQpp017qr+G99oftrRQ8QRcOg4YsSOT0pqC7hcqfCXW/EWpx/ENdX0zzdOi1vUvOmGpl5Ld1iX/R0HdVBOG7EninyLuFzJfU9KtPCPwL1RRJpujxai1xi7uWmdFFu7Yd2wXqOTULnq/gvxHdeLtIOqSaU+l2s8rfY0mc+ZLF2kYEfLnriolHlC5ug5GayGFABTuAuaLgGfrRcAz9aLgFFwPnzz69CJB2fwolL+IL1Qcf6ITn8UrnmBt6v4Km1f4waJ4guLG1u9EstDubCRZwrlbhpo3RgpB/hDVncYnxC8L63da34R8S+GYbO51Xw7JP8A8Su5kEMdxBMhSRFfGFOOmeBk01IRj3PgfxF4oj8d63q1paaZqut6LJpFhpkF554gQo2C820AklscDHFVcDR0/wAF6pZa78MruRIFi0DRWsrzbL0l8qMDb03DKGk5WAr+EPDvibw1rHjvTZNNs7nRNd1K91e11dL5FZGniAEZhPJGe4Ix70ucDGk+D93rHgH4YeHdVtreeDRpWXU0MwAVPJdMoR94gv2x2oUrsDt/h7p/iLRdDOka/LFetp8/kWWpJIN11agfI0idiowCe5qakgOmDAqcgqfzOfp3rMsKACgAoAKACgAoA+bPPzXpxRB3Xwek8zxLfAH/AJdOP++krmqDPcNC8PLrVvNO2vaPo2JBEsepzsjyN0BCqh49/SuGUmjaMEzRtvhprlz4q1Tw7H9jGo6fatdyCS5KxyRggBkbbjBDqfmA4B59W5WVxKCbK+veCb3QNLtNSOoadqllNK1r5+nTNJ5UgGdrblX8xkUKTYOKRteAdBhu/C+u6xDocfiTV7R4ki0+V2KpEwO6Qop3MR7etOTdxKKZL4A0bTvHXjbUJLy20rR4IrZmOlB5YwHER+ZAVJ2hgWIJ4z0pNtIrlRzdt4USW7vrV/Evh+3SxCs169w5hlDAcL8m4nseOxp8zWqFyo6zwX8MgnxK03SdeutKntXjFwsa3DFb2NopCpj4BIUqCc46UnLmV2PkV7GJpegvaW3ixIn0TXUtdNE73McsrGFS2CYfkHzjPfuKLhyi6R8MtT1Sy06aXUtI0mfUV3WNlqNyUnu8/dKgAgBu2eTQ5WDlRV0bwBq2rx6y7vZ6cmjTpDfG+lMYgLE8k4OQMY45OafMieVi3/w+1ay13StLhls9VfVIUms7qxmzBMhzlgzDK4xzkUlK4+WxDrHgu60rSxqUOo6brFktz9kmk02V28iUjhXDqpwcNtYDB/Ki4+VG3d/BzWbK8u7F9U0R9Ugha5TTVvD59xEo3FkG306ZpOQ+VHDK25QRwCMgHr+J6flWi1MnofLQuOetepEg9A+Ccok8VXwJGDZnr/vJXNUGj6e8Jf2FF4UmlN9o9r4gF8PPTW0aQrbbeBAgyGcnFedLc6I7HR6j4t0eX4jeNb+DVo1tLzwzLa2s4DKGnaOMKoGOG+U8dsUP4QXxHEwanZRfCOPThOgv01dbn7IBhhH5eMn600JlfwnpMl3PJcW3irT/AAxe2xVFe7uXgd1xk7CoO7HHHerkTE7v/hNdEvfi7aag9/H9kOknTp9WeNo47q5MbK02NvAJOP8AgNRbQ06nO+GdH0PSItdtptY8O3GtW/k/YbrUN72bR4zKYxt+Z8sBj1BqhHTXPjPQYPi54F1ZdUt306xsha3M8UWxIpDFKvK4+UZYUraMDltJjsPC+n+ONOfWLDUXvNMVLaWyZpIpn80EopK9cDkU+wdzZvodC8XXnhXW5fEVnpMWm2dtbX1jcrIs6mE/8sht+bd2/ClZoDM1rxfY67oPxCmWYW1xq2p21za20nDvEpc5/LFTyMfOjS0Lx1o+gav8Orqa/j8mz0mazumQbjbtIzgEg9cHHHtRyMOYyPGGq38ejPZS+M9D1izluot1np0QSUhTlWcCNdpGDwSatb7COkj8U6Y/x8vPET3e7RBFIq35RzEM25VVzj1OOKlppJDT1PILPi2j6fdHTv71rEwZ8o+fXrxA9F+BMw/4S2/B6fYG/wDQkrlq7MD2v7QpXbu+XOcds1wWJuxBLGOmOmPwosF2L50Zxz06U7BdgblO/wA2Tkjrk0WGixay2kV0yXrGNQCSzryT2+tFh3NG5s/D8dxJGmqyQI7IscUkGCOeGyT05osWmFzbeH4Lpof7akYeZsWSODKj3I759qLDuE1roCttXU5iMOGUwcjCnk0WIuQTwaKjyeTqLrsB8hmgO6X5TyB2ycD8aLBuPu4tBhtybfVZmlCArEYsfNjkEmmpXQnGzPbfg/4INj8Kr/xXpdhb6t4rvLedrFbgAqroXWNRu4HzA5PfNc0pXla50whpcjj1/S/GHwYv9U8WWra/4l0W7+xXNvNZpZXC6h5iKlqNhYYd3RQQSGDgnrS5He1y+Unv/jHLo3xPTwulm2ieEdIvrDRrq8s7JJYJ767VfLgJLAxR5dF3BDlnHSk46XKtY439ofwbp3hDxZZ3OnRJaQajEztbxrhFcHkgdBnPQVtSd0c9RJM/O3z/AHr3ImJ3PwcvfI8TXzZxm0P80rmqAeuf2uP71c1iA/tcf3qLAH9rj+9RYAGr5YAPgngZ6ZosUjcuPifrF2dzXEUZK/wxhfvYNFhhL8UNZlEuLlBvYHcEBZf90+lFhXI5viTql0yl5oF2PG4AiHJWRX/9losFxbj4jalcyxPMbeTyy5UeWOrKVP8AOiwyVPijq5dy0sTFlYAFfu5bOaLAR3PxH1O7t/Ila38vYY2XyB0PehU9DN1Hc7b4Y/HDTtC8LXXhHxXb6hc+HpmLQ3Gl3Ulvc25JztVo3RgMjcCrAgk1zyotvQ6YVdNTodZ+PXgHwv4esdJ8E+GpNT8jURqfnaw8jgzq+8zO8jtJLKSWwzHg4bnaBUexl1LdVdDcPxh+C+v69B4t1LTL2HxIkkU7W4WYpJcRqRFI0asIpHQZCyOMqO4wKn2U0NTTPIvir8YJvih4p/tEwNZWNunk2tuzbmVc5LN/tE9a6qcOVHPUlc+LPPx3r2GI6r4aXnk65eNnGbU/+hL/AIGsJAeif2sfWsLMgP7WPrRZgH9rH1oswD+1j60WYB/ax9aLMA/tY+tFmAv9rH1oswE/tYkZzxTADqxHU4oAUauf72PcVNrAbXhHRNW8c6n9g0mESlCBJI33Ywe5PaonPlVykuZ2PpLw3+yZplvBE+ua1LcTsMmK3AAHeuR12bKmb1/+zV4EW3ZRLfW8g48wtmsvrDRo6eh4r8RfgXf+Elku9I1BdT09T90HLr9a64VeYxdM+ITMSOOteszO5veC7sw6rO2f+WBB/wC+6zaC52X9pn+9WegrB/ah/vUJXCwf2of7386rlCzD+1D/AHv50coWYf2of7386OULMP7TPrU6XsAjatsAy2M9Aep+nrTatuFmdN4b8DeJ/FyJLY6VMLduk04KZ+i9T+VczqwXUvkkd5F+zD49mgEhjCZ5+WFzn8xQqsO4ckuxzXib4M+NvDJUXGnrMHIG5CUIzxyGAz+FOVWn0YuSR7z4O0eLwlo1ppenX1rpnkJunvbtsC6uCMs5I5CgYVeMAA1yuSlpcaTi7luD4keK73UY4ClpewrlEnsLtZN+OOAdr5/4Dj3rNxizaMjsLT4xtZyfZ9XilEOArRXsZVhxz8xH86ydNPYtyIvE8+larY/adK1GD5xl7RpMkr7etaxVjJtn5a+ca9w5zU8PXZivJiDz5eD/AN9ZpPYZvf2kf71Z2KA6kwBOc4ppWAUaiT0YH8aYCHUmHdvyPFAB/aTEEg7sdcEUAIdUbapUlixIVQOWIxkD35H5/XA0kuYLH1r8BP2e9P0iSz1jxgi3GpyKswspBlLVTyNynq/16V51as9kaqJ9S6v4q0PwtpSmApbsACBCm58Y9cVzWvqXzWPN/EXx7tNHs1nhD3D+asYWQ7eSR0Hfr+Paiwcxk3v7SVhKRbXsVpdByEaLzQWGfWNwGH5UcpHMcd42j0jxJYTS6HPHY3YUqsFxmSFHPRioOCv+zTUdRN6Gd8J9WkmuH0Q+E7KW8slIk1O5tTF5jgAswMalcYPy89M1XKJHsN7pqP4dlv7m50ixtpAYQ8zkxh/Yk4J9s0WsWzivGOlpYi0ex8Pi/kmg51C3k+ywKR3JkIzu/wBnNIR+bXm17ljnLOnXJildvbFFhrc0P7SABJY4A7dc+lS7Is6bwd4F8T+P23aJpctxaqfnvJRtt1+rHg/hmspVIoS1PYNA/ZC8Q6mite6kcnBK2drvA+hbH5isHiIroVY6w/sQXTxZF1qpOOCYo/5ZpLExfQai2ch4m/ZD8Q6RC0lpqO7b/BfWvlj6blyKr6xHsPkZB8CPg/qth8UvtnirTQmm6JB9uiJbdFdXAbEYHqFzn8MVE63MrIfLY95u/iJq8eoT+TLCJpDuZX2kAe/NcLg27lc6Q+z1nT/Hen3slzd3MGpRMU8y0KqDjr8u39a1sQc1rHw/k1TSb+0lvNQuvtClYXuroEQ8Y4VVUMfTI4oEeN+Np/GHgGRF/tOPWri5ULl423GNTtGUzgED0HNBBW8G6vrcCySgCO2kyWt34z7gHn8DijYD0vWb7WpPCtrqenXy2L2bE3Pm3cdopjIHzGdlLKAQBgH+LpxVJ3KTsRfAy3uLzVF8XzakLnxXp875u9O8SNdWsULjCFxu25Iz1jyccUpJF81z0y7gnhLTsWupZP8AlrtYDr1Lt8zfkKgD84jOAD/SvdOca18sCbiQABznt6UXtqB9Sfs8fsqt4khsPEfjuGRbO42y2GhSOUaZcE+bPjnaeoU9QOcd+KtU00NIRfU+/wDwv4T0HQ9NiWG1tz5KgJGI1EcY7BFHAFeTKbbOq0UjH8R+NV064aNGCqOihRgfTjP61OrF7py5+JLGTAGee2B/SqSaIk10Kdp8aY5NQntnkRlUAAk5AP0xjNVqRch1c+H/ABQkksKppmoMDtmhyqycHhlzg8nPatVsV0PMJvCOnaBq13eLaRQzuP3rqN2R3YZpmbJbXVbGKU3Nvd2isI2VS23Bz3PIJx7EUFo8/wDhR8UvFvijxlfWV/qfhvWNJ0+Xy5XtLSRZS5UkclsMAeDQDOyvPC+l3d1DcXURudQVdommAZsemDxjPbtQZGVfaNPqUt1DHpguDD8x2SZb3K5OcY7Z/Cqja+oG5o3hyLUdCkt5rcTW8yhXiuIlfvz8pG04GTyp6U35Ab3hzwbYaCC8EVxZzOACYo41HHTPyKO/asrNjMj4q/Gzwv8AD3Q3j1XVft+qk/ubSKTdIfY9cfWtI0mwufnasgBBOT7CvZIWp7x+yD8G7f4k+KrjxRr1v5/hfw1sOx+UvL1iWiTB6qFG5h6YGea46tRpNGiVtT7Fu/ElzLfTXG8q5YqcHIA9OOnSuB6lc7Naz8b3ccBRpTtPReuPxqORE8zMXVNWkvZi7HBNUkkK5zXiBpjot6IpzbyFCqyADIJ4GPxqhrU4qTUH8OQw6Rp32e61NQJLySZ/nBZTjHHPK44+lIfKW9F8XanJMITp9vPnH7yJXAB+fPJb2Q9O5oC9tDffxMb+FZZLYgx/ISX3AhuCMUE3uXfAXwR8D39xcajbeHLabUIy0kolZn4JyTgnFTdmqtYX4ifB/SrlTr+lXZ8LXenQyu1xbKEj2KMsWXaVI4JwfQdqE2FkeS6VB8RtR02e5s/GHhXV7W3kEBlningm3EZGY1YDkYIGckVRHKdZ4PsNQ0bUQuta7Hqd9dI7iK0tjBAiKQNoBJLHJ6kk0MTVkanxm8Xy+FPgt4q1WO6ktb0Wv2S0kibayzSkIu0jnIBJ/Cqpq7szO58P3HxP8eX9sbe68Ya1NCQMob18HjvzXp+wglcNzmZEmkmaWSWSSZ/vO7ks31NaRio7CIJ7jyoXfPQVUtEUtz9KPhb4WT4Z/BDwl4aRFgvDarfag6jlrmb533f7oKx/9sxXjVZ+9Y06GJ4g8B61e3j3Gk6je2EzSlswFWU8ehqSCbwefEMVlLBr7JcTxP8AubuOEx+dH6svQH6elAG8dx6tj69AO5oAw/EuqjSdLXUc5ldmjsYzExBYA/Owx07enNBcTC060Ol6nbwGC91bVHcTiC0DSBlZ3KEOR8oyxznpQUaiGbSdfukuopLOaYvFLBGm+ODEZYEyDjnpkd6DN7k8sF1p0duieROjy+YcHDbCn5H5qBHSeDfEn/CL3q6mys8EcLNNEhG51CkkHtnNOxdzzb4v+Ornxrq9pcarNcaNp0Z820l0q5R4ZyNuxGHyl9ydQyK0eCDnNKwXMTwZ4A1Hxbq8t8zf2VpsZTE9ox2XAHTYc4JA4Oenago9c1rwgzG2ulSSAxEmB+VbbxknPXOKaJlsfMP7TXxBHiW9tPCFjIJdP0t/OvJIz8k1ztIGPXYGYf7xPoK7acOpieJ/YRkkIBn0rrTvoAhsAf4aoDI8O2Cat4o0KwkGY7vUba3cH0eVVP8AOlJ3g2Nbn6f+IZi2pS7T8qybOfRdqj+VeKkpNtmvQyLxit7MATjcT1oIDzGlC+YxIGTn0z/kUFIrXNxBkRzukUfAkywBckgLGuSMliQPqRQVZGdpEN74mubjXNRt5Fgt0At7WNyjhABhBhsNjDAnvye9Azb0LUr7/hLlNvbPFaXRlclHEg8ts+WQwPOcHINAHOazqdrN4ou76N5Xs7crasGcrAdshyDxjfxnHJ2sCARVIVkc3H4hi129hWy825AZgrlG8sKV3qwA+8MjGSVx6UBZHc6No1ysEbSxhxIMuBgqQR044PWlzJ6ILIrQ/CDw7BerPBLBb2hXL2isAn+6B2XjpUuM3swsdDq+v6D4OsIRe6jaadYQr+7hLBAfoO/4URpz6kXZ4X8Xf2mLvxFZtpPhuORUMZjfUZlwwj/6Zqeg/wBqu2FF3uwPnuPT8Ej7567yfmPqT+NdSTWxNh/9n+xqoqwWD+z/AGNUM4Lw5fJpXinQb6TiO01G2nb6LKrH+VJ/AyVufox49128025nmtljkKt5oWXo4yT/AFH5V48d2a9Dx26/aJ1Wz8RZv/DUZ0t0ZZXtpCJI5Ccq2G7YB6UiDrPBnxjtfHniC40bT9Juo7ogfZ5D8yEEfM7EcLtJ/SgqO5oDT7r4jeIB4fsme50mGTdcymNWE0nOWKMOQCBjB4B4oLNnxVLDHpN5Fo1vFaPA4QPMR5cIBVnjCnPO1iNoyeOlAHLW2s30t2LfRImmxaQ2X2krsj8uPlScYyD527kqDjHbkA2rD4XX+rzLf+I7lnjX7izSbEiBMbCNF4UAOhwFUEZbHU1LYHd6r4YsPh/eR2iWcZmwG8yYARq3UbRjLEHaM+9K4GtpmpNr1xb21vas7Lgv5K8t+WT+dOMOoHypc/Cn4oyXl3MugeJoI5pnkCJI6rhmJHAPpXbFpAzKk+CHjfz2lk8Jaq0zctI6ZJ+pzW3OkZjD8G/GUfDeFtSGOceVx/On7VARt8JvFik7vDWoA/8AXL/69HtRGfqngfWNDhE2oaReWcJOPMliO38Tnimp3Az/AOzc4OPw9Kq4Hg08InheM/xDFbvVEH3l4J8UR/E/4O6NrhlDXn2X7NfL/wBN4xtf6ZG0/wDA68erF8xS3PMfFuhXC6c9/HFIIbi6WBDG45IHTnjnp+NZmx2+heFdR8DeFH0+xJ/tvVdr3mpzbBHaw54i5wDkZB64+uKL2GjtfCeoX+laTFpvhuASuUVFlVXVGJ4H3mLkHgH5v+AkcUrlGjF8LbgK+peItReONNxj3DG7HJAVQN2cA7VCr6Ac0nqB22rDw/8ADzRdI+zy2ka3drFOl3cyYKbg2UEY53DGMnPQZGAKmwHlms/FfSJNdt45NWhaYhgt5eFJFG35hwuyMHnA+9+HSrWxL3OL8Ta3rfibxPbXkeqXS2k1v+8mZ1xIc/dBx+lMR9LfCnVV8NeALeOP5Lq9uGNxP/y0KAbUQenJrJxY7kVj8Rdau9TW3m8LTW9qLloTcLOxJQbzv+732of+BGiz7hcrp491Oa3hjl8H6it46BjHFLlV4yV5GPl4HXv9CasF0TSaxqU/2f8A4pa/ZJV3YE4IB9D6UJdw30MW613VoLqytJvCeqSXVysjYWX5W2qrEZxgEFsfQGqtHuTynR6J4XudeMdtqOlSwx3cv2WazmbcJEz+gP8ASlZdGO1j5F1bw/Fp2tapaW8pmt7e7lgicdHVGKhh9cZr0qe2plI+VR156V2J3IPef2RPFFxaeI9d8PSyZ0u9s/tXlnpFOrKm4exBP5CuGtHdjW57X8QtAk1DwRBo8ShmW7Mz8Hoe/FcJvc1vDum22peKvCdnqUb/AGS8sp5byYys3kPGpKfn90D1YdamV7DTPoOw8V+HfBlqi6Pp0dr123+oD525ydkY5JyM8kDms9Sj50+Mn7UNxZat/Yy6TcXqQReastqyINrkncehJOTwCoHqa0h5hc5OW+l+Ongu6eysGsIYTCJjcyJvyueOAeoHfB5/E6aAZ3hD4J2V4Hle3X5ScCZjIeDz2wPypMhtHsk/hmFdJtrcRKrqq8jpxSC6KN343vdIvRaWKxS2UI2yRTKSJX9iOmPWtOUzuSxfE++i/wCYNb/+BL/4U+ULl2L4w3kS/wDICtmP/XzJ/hU2C5ZT44Xsa8eG7Vm/6+3/AMKOTm0BMtw/tA3kWAfCto31vZP8KPq67lcxHq/7Q/iO50+e10jSrPQJpkMZv4naadVIwQm4YUkZ5NCpKA1I8fTSPLUKAzADgsckj3966r2Rmz40VkAwUJPruxXdCxB7P+yslsfHepvJAzg6ayACTbj94nPSuWtawH1rDLZXduIJbRywHDibt6dK4Sy3YWOnafEr21rLDKwKbhPnr+HHSkyo7nH6f8L49c8Uqx1G/jfJlY/bGP4cikWWvi58I9Gl0RPIjliuFAiadrhizqOxoA1P2d9DsfA+g+IIFt2mN8YDuE2Nu0P2296QHVaVeWWjzM8Ngd8hcHM3HI/3aZm9yj4i1qz2LaW9lJE+3bJKZ8lh6DjpQI5cWunrwLNx/wBtv/rVsmQONtp+P+PN/wDv9/8AWp3QDfs2n/8APm//AH+/+tSuAfZtP/583/7/AH/1qLgH2bTz0s2/7/f/AFqLgH2WwHWzb/v9/wDWp3QDJrSyeMiO2aN+zGTOPwxSuB//2Q==)
![Katholische Religion [Tafelbilder; Folienvorlagen; Arbeitsblätter mit Lösungen]](data:image/jpg;base64,/9j/4AAQSkZJRgABAQEAjQCNAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCAC8AIADAREAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD58n1R7a8t7cqT55YDnnAr9+q1/ZH9R18X7EwZPGqwyReZCQjzNGxB6AGvPeZOLtY8mecTjJIfN4nuFtZriO18yGOQo5DjjkAfzp/2jUf2TRZrUlryjbnxLdWTpDLaqs0ieYuZVxj86h4+afwkSzSpfWJLN4omWXYsCl/KMhxIuAB+NH12W9i55pNa8uwweLTcNbiG1dnnjMm1iFAwccHNL+0pR3Mf7YmrO1rq5PF4qjTy2eKSHcjsR16f0qlj+f3jrp5n7SPMWF8QOVDy2zpEyllbB7dK0jjbG6zDQfH4nEscBgXzmkHKhwCvOP54pzzHllGPcKubKDhDqyG28VPi93W0iJbAeY5YHntitvrs05x7Dp5jOLmv5RqeK5TbyzzW7qiJ5gYNnI9K5lmMlE5qWdOzv6kbeNfIt5JJraWJkjWUKTkkHHp9aX9ozZhLPJunzLqy3Z+JWmvHiliktdsXmB2OV29v5VpTzFttM6KWbOpKSfQg07xUNUtp5II5GkiBbyupYeorVY/mTsTSzL2qbW8SePxgohlniikkhhVSzkY2seo57isfr/N7zM3nEcT+8W5KvjkieVYoZWjjcRNIuMg9c4rl+t85yrMud8oatpMl41vPDIIZ492xiM8H2r26tD2p9BicH7YoQ+D4V8ovJ5hTzJJMrtDFhXE8qcndnnLJObcIfDEa6XJZLNtR2ByF9MH156U6OV2g7yLo5Ooxa5hNU8NveXcVyJow8cezY8O5f51NbLOqkFbJnupC/wDCMRzSrJceXPiExbNgCjPcUv7NH/ZXPG0mQ2Xg9Y7q3mmfzvJjKbOnX/CmsrTIWTRej6Kwtv4R8pY0MpKRrKgXHZqP7NLjlDirJlqHQbxofJlu28hUKKoXOe1bxy+xqspdh8Phz7O1l5ZWH7Pw5Cf63nIzUvLVKcZdipZQuaMnuiSLQniF8ySMjXLZDj+HAwODxW7wF+Z/zG6ytWm39ozB4QmlM7ySRxySRGIiFdu/Pdh61xxytrQ8ink9nZFy78IQvpLWkMaRtIqK8mOWxj/Ct5ZWlHTc7HkSlS5Lle58K4llNrIYUkgEIznj3rkWVtN92YPKGua27IrfwlJpcxksLh97xeU3nc4+lL+zJLqZU8mnBWXUF8Jy21tcWcFxmGdVZg/JDgjJFL+y5bXI/sL2D5Ii33hS6vJnlM8JbIImWMJIMDpkDn8a53lsobGDyWSXMfq/F+xZ8LJh82gzF+p/0l8fzr88jxHju5+X/wCs+Y/zkqfsO/CiQANo9wSBj/j6f9ea0/1izD+Yl8U5nHaYp/YW+FDcf2Pcj6Xb/wCNP/WLHfzB/rbmb/5efgIf2EvhP/0B7k/W7f8Axo/1hx38wPizM/5iM/sHfClhgabdr/29P/jVLiPHLqV/rdmS+0hh/YJ+Ff8Az43o+l01P/WXHLqP/XHMls0H/DBfwsH/AC53mP8Ar5bNV/rLjmWuM8ya0aGH9gv4Wkn/AEW+/C6aj/WXHIHxlmPVoa/7BPwxYkLbX656YuW4pribHdxrjPMVs0Qv+wJ8Nj0OoAeguDin/rRjUV/rrmS0uiJv2APhvzh9Q/7/ABqlxRjQXGeY30sM/wCGAPh0STu1D2/fnin/AK0Y00/1yzAik/YB+HZwFkvxj/puRQ+KMZ1BcY4+5C/7AXw9HIk1DPtPn+lL/WrFD/1xxxUb9gHwGQcX2orx/fBNH+tWK7A+Mcc3qUbr9g7wXBA4hvr8PtOGkYYBI449q1XFNdv3kX/rji5Ss9j6vsgM5A5Ir4eyPzu0exoxozA9KoT5ew4J6UGfLDsLsP1qrhyxGk49PzouFodjL8QXWo2mj3c2l263d+q5ihdgqsfQmgpKC2ON0zxd40upLiO48K+SluqlJftC5nY9Qo7fiRSauN8q2IV8aeO4pBEfCEcxKq5dbrhcjkdOooSsC5epJdeMfGcbWkkXhneZbd3aDzOkgOApb+Hjnmmx8sGQ3vjvxjbpaGLwfJdrKDvxJtaM+4x/nFSPlh0Nrw34q8QavrAt77w6+mWYXPnyy5YnHp9aVvMhx10O0ByM80cvmLkfcjdc9uKNhcr7kDR56AUubyKSfcqyqeOwHp3p867FxfLuZt2FSJtuTJkEY6j8aPilogUnzbFXxh44sPh14R1DxFqwlNjYRhpvIQM3XHANSIoaH8YdE8Q+MR4b05rm6u1tVu7iaNAYbZWUELI+cBjnpzV7hY0/EvxP8N+EdC/trUNZtk05bhLYzo/mAyOwVV4PXJoFYj8N/FPQvFWr6xptneCO602dbeQT4USMw3ApzyMUCsdQ9/apdC3NxELjGRAXG8/hQOyOJ0v4x6F4h1Cxs7K3v7j7bez2AlS3zHHJFndvOflHHBNILI7e2vLWcSCGeOUxnD7HB2fX0pp9xONzD8TePdH8K2Wn3N3cB4b27Wyikhw481umTngcU7on2ZtpewG38wTxmHOPMVxt+maTd9ilHlKuua5ZeHtCvtYvHC2NpC1xM68/IoySPXigo808G/tN+CvHOuWOlWcl/Z3Oof8AHk1/aPDHcnsI3PDfhQB6L4j8UWHhfQ9T1a+nCWenQtPcMhyUUDPIoAyfC/xJ0vxbeXdvYLcAW9vDdGaeLbEySLuUq3fjrU2Af4m8aWPheXTFuRcSjUrpLWE20ZlVXfpvx90e9Ow7mlLcI0kimVSynLKpyV/Dr+dFkJ6lC4mSU7VkRsjdgHlvfHpVLSpoXD4jz/8Aac0251n4B+LrOzt5rq5ltAFiiUlmJYdB681mtCbHhXgvSNf+A3hbxh4Qu9Lvdfg1XR/7T0/VERkknkMY3wPIMkEdh7Va0QXPMV8CXeo+A/GUZ0a4udPjk0W+gghtJo1wJMTMityxCk5PegR3msfDO2vU8feJrDSryO+tdX07+ypV8xSkPybtq9xjgmgC5rukXkvjbUov7P1k/FRvFUMllebJfJXT96bsN93Z5e/PvQBc0/Qtci13wusVvqMCLrmuNO1sjDh1baR657ZpMDjfDFl4nsvDfi+w8P295eXDaPmbUreKaGUATLvjlRuDKVL/ADL6UrDvY7++8M+HPEPhaGz8Kadrg0CfxDYCZbrzBGSFPmGIHkf7RosFzn/GPhjWNDjvtHtxdW3g608UkSrN5skSRGFiN235iu/HSmgZ7L4N0vUV/ZR8Q2k11caoHsb0WbSROr+Uc7FAcZIHOPamI8dsvAnjHw/b/By5u9UuNfglgkFhYvaeV/Zs/ktsYsuSecDmgDi/A+ia/N4c8RMb+d9Wfw5fprWnmC4LyzE/L5jONobcOAOxFAHR+K7PxAug+J4o01KHSha6Et4kG5WNt5S+cExzn1xzQBieFZ2m8WXcHhGTWZNCg8baWlnHdNKXWLynJyDyE3etADvDiX7azpA0+TXf+Flf2hff8JElx5oi+z7nwMn5QMbSuKAOz+B/hK98O+LvhlqaT6o11rOm3z6p9pmd1ZgXKAqeFxgYpX98uHxH2faqCmCNwPY81IPQnluLe0EK3EscbTP5aB2+8x6Ae/tVkEMuoWdnPFFLLFFJM/lxpIQC5xnaPU4BNAE5ljL8AcZBBHT6igB3G/fxuzjLdRQBFbX1pfoZLWaK4iVirPEwYBhwwyOhFAEypE2GKLt9cfr0oEJsjDrsVSOw4oBAyIU+dQB37e2TQMY9zDbyrAZEEhUsIycEqOp+nNAFLT/EWl6sU+x3tpOdzIvkzK4yByODwQKALUs8FpE888kUEWCZHbAVR3JPT86AMDxb4T0b4l+GZtNnuJPskxBFxYXBilVlPBVl7igDL+F/w38P/Dmy1OPSLi41K5urnfe317P9onllAAAdugIBHHGM0AdkyxlhiMB2G3OOTj0PegCnPCoVcIhyeCF6etQtZFw+OxdtFG0duKByRzHxA8Laj4lt9KOlXNvaXthfxXsbXCFkbYckEAg81ZmeR6t+zNruq39xqMuv293eSXrXY88SMhLRshJG7hl3fKe2O9AFvTv2btVt573+0PE8moRySF1d3fcxP3d/OMqcYx2FAGbP8AfG9nfackPiC11C3kuhJcvcGTIC2roXY7skl8EDoDSA0LL9nbxNYX1sY/Fka2aSyySYVlkkV3ZipIPP3sUXA0bv4F+JyxtrXxSkWntkhG3l4um1V54H3s0wKNx8IvF+ieMNGbTtR+2aRHOjyNLK6mBBywQZ5z3zQB1Gr/CjxJrWu3Ez+IRFpTTeYlvEzq5BdWKsQcfwkD60AL4S+E2saH4tutR1DWI9Utms3tovMD+bhkiU7snGAYyRgfxGgDkbf9nLxHBbiNfEkVnBukwtv5hcqy4BLls5/SgC5efs+6/qFuYbjxU86MssLxO0hRoyZ8IQTzjzYv8Av3SuBKvwI8RQtPJb+K3tgZ2eBEZ1SNS7MVxn0IGR6UXFcwrH9n/xvpunXlna+LLa0GoTvPO0RmLoxEXKktyTsOSfWi4yK4+EHxA8P+K9CW01mfVNOjnWSR3uJB5CZ+YDnnPvRcD6HuYxuJySCegPBHaph8RcPjuT2nKjPpT0Ic0yyIxgn+nSndAOEQ5OTk1VhXEMCbgfTp6c0WFc8x+OfhHxB4z8P2lj4dnNrKlzvlZJjExXaQvI7BiCfYGk0NO4/wCIOm+L/EPg2HTNMs4obyd1jnmFztaIKwIcHvkA8e9Kwzi7XwT8V55bq5u9fljmt3Z7II6kfccbHAGGGShycYpgVteg+Kml6/plja6lf3sk6FmKKnkx/fzvbbgceXj6UAWl8PfGO2tUuZtfLTQ5PlEIRIpZeSAvJChsY9qCkrmX4Yh+L+s28Vwmp31vEss8Xl36JG7ZjTa7BgDgPvwAOe+KVyHoXbLwx8W7K6tdTfU5Lm4EAhmjkmjIbEpOdoGBlcflRcLkHhfwP8XNK8SWl7Jr7taXF+s2oQsySKyiKBSAD90Eic/L6ii1wufRAIkyQcqT7EUcrEAXkZycdCaOV9w5fMRiMYwRxjNJq2wcrvZFWYBhxkYPJz1pxi1I6FC0jm4Pid4TAG7xNpCjH/P9F/8AFV3fU8R/z6Z2/wBm4n/nzL7i4nxR8IMB/wAVTo//AIHRf/FVP1TEf8+mR/Z+L/59S+4m/wCFj+FCQB4l0n/wNj/xo+q4n/n0/uF9Rxf/AD6l9w//AIWB4ZIz/wAJFpWP+vyP/wCKpfVcT/z7f3C+pYp/8uZfcN/4T7wwCMeINLP/AG+R4/nSjhMQ/sP7gWAxT1dKX3DH8d+G3Yn+39LKqCwAvI//AIqm8NWW8H9wPBYhL+G38jhPCPxOuPiNaanq9tcrZaLaSPEsaFS8wXcCd2DjOD0rmacXZqzOSUJQ0krMu+E9cvfFgvp547vTVjaP7KXnl2yKyBt3Py8bsdKRNjQuTfx215c6rqcklrb58qG2lMBbaM8leWJPpx7UmD0KXgy91O90JLw395BczL5yK8izBlI3D5XJIABwenING5KTZqeBfi3onizTJJZ7+2tbq2lMUySSqg3DuMnpWsKNSprCLZ0Qw1eqr04NryOhbxV4flAB1ewI6jFyn59av6nW602X9SxX/PmX3Dv+Es0NTkatZHt/x8p/jVfVKv8Az7YLBYrrSf3B/wAJdoh6arYn6XC/40/qdX/n2xfUMR/z6Yx/F2jngalZH6XC0fVq8doMqODxUXf2bK0vivSQFH2+05YDInWl9UxE3flG8Fi5O7iz8ZlLOc5P51/Q/InG6R/Wjox6JCck/fcDt1xUxjD7Qezor4khondekjD/AIFU8i7Gfs6fRIPtMnXzXP8AwI0ezXVIXs6f8qJBczcDzXP/AAI1UaNOOvKOFGKfupDftE4yvnygEEAhjxmuWph41NFE5a9BuS0v9x7R4K/aMuvh54Jh8O6Z5k6bCz4XbyQeCfYnPXvX5Zi8jxlfFScI6H4jjuHMdiMZOdOGjYWv7X3xFt7hpYdQuIkGAsDuCoAxgY/Cu2nwliJK83Y76PBNeor1JWNDVf2zviPfxD7Nc29jIAcvDGNzk9TzWk+D8Ra8ZXNanAtaKvCV/kaPhn9tnxdpNsZNYkOoKh4j25kHbgAYx3ry6vDeLp7RueTU4TxlL4Fc8T8ReJZ9X8SalfQSzQrcSeaSrMNxPJ47Yr7Th3L3h8POGIjq/I/QOFcunhMPUhiFq/Izzql53vJ8Dt5hxX17w+H6/kfdexodvwEGr3oztvZx9JDR9XodF+AnRw73j+Ao1i+U5+3XOR/01NH1eh/L+BP1bDfy/gSjW9QxkX9zjv8AvT/jWcqGHTScVqVLDYZ2ThuTLruoxkEX9wrKQQfMI9+KqvhsPGajy7kVMHhac1HkWpSigCqeM49a6KDTjaR10Jczsz2v9kz4R+H/AIteP7rSNft2ubZLZpQocrjH0r4fiLGzwf8ADPzXizMauAf7t6n2F/wwj8KG3f8AErujn/p7evg/9YMZtzH5n/rNmCXxDf8Ahg34Ubt39mXmf+vx8Uf6wYz+YX+s+Y/zCf8ADB3wp4/0C8GOB/pbULiDGr7RpHizMo/b/ARf2DvhYjZWwvDznDXTYq1xDjX9oJcVZjLeYxv2Dfhe3W2vgM5wLk4xVLiDGrZmS4rx8dFIq3H7B3wut0klcX0cSLvZmuOFA65JFD4hzDpI2XFmZNfHb0PnvxNpv7NvhvXptNH/AAkN/wCQxV7i02tGGH905GaS4mzCKs5mi4uzNKzqs9a+G37K/wAF/ix4cXW/D8+py2gYxMHm2uj/AO0OcHmj/WHGz+2YvirMJPWodZ/wwN8N3B+bUo+MDEwPrz0px4hx0FaMio8WZjT0jIQ/sAfDjJIm1IAnp5o4/Sr/ANZMw/mK/wBb8z/mGH/gn58OiP8Aj61QHGMiVf8ACj/WTMP5g/1vzP8AmGN/wT6+Hva91Uf9tV/wq/8AWfMF9otcYZl/McT8W/2KvBPgb4f6xrljd6k91ZwmRFklXaWxwDx0zXVhc9xeJrQjU2PSwPE+NxWIhCo9D4neMCPBGUJz1zzX6rJylyzP26MpT5ZshiA2Hk1svdfMjoppwnzH1B+wCmPi9ecj5bF8/jX53xY04po/J+O1eMZLqfol5We9fmB+K8nmHlYpoORdxoQ+oqhciG4GCT2rJtoORASBj07GqTNOSPY8x/aSGrXPwY8UR6GJm1H7NuVIvvMufmH5ZpMvbY/Je4unDlCPmBIYMNpB71GxSPvH/gnJo2rWnhPxNqV0JF0q7uIltA+fmYBt5H6UczE0j7IjwB0zjmrTuQ1djom8wZximKwrjBGKCRCMUrMqyPMf2ilJ+DXiof8AToa7sAm8TA9bLEvrVM/KpozjGBwT0Ff0HTa5Ej+paP8ACiZcZLZweRziq+ybfZPqL/gnw3m/FnUW7iwY8ivznir4Efk3HP8ADij9GBX5mfi9hTQFhhwvWgk8H/ab/aa034D6OlvGgvPEN2pNtbZ4Qf3m9qTNEkfIWlft8/EWx1aC9vDaXdgpHmWxj25BPb8KV7FHuPiL9uzSZ9MtzpWmFftFuxkuL1sKhwAcKM7uT3xRdAfDfi3Uv+Ej8Q3+qMsccdxKXCxJtXrnIFLcaPpX9nT9rq2+F/g+38M6ja/abeBmMTqdoG455IosDPq/4V/tMeFviLMLJJ1sb8lQI2fKPnptPX86CGexpJzjtVIQ5uoNMka/agaPMv2i38v4OeKWIyBamvSy7XFQPaypXxlJeZ+Ukk5HPAGa/foR90/qOhH3EZa5QkVS96PKafZPqv8A4J3R5+KetHsNP/qK/OeKvgij8m45/hxP0VFfmZ+MAeBQBXknXJ4NNAfll+3wt9a/tAXlxe3SzWU9tG9mEbeVjAwV9juzWciz59ik2qAGOCORUgW4LwRj5nJQZG0ehoAU3ZuFUFue/bimhohhvTby5VuAfuggfn60xlnT/GOoeHdSF5p9w1tOpDK8Z6EHrQSz9fPgL8Trb4sfC7Q/EEMqvPLCI7lAeUmUYYEdjxn8apEs9HWQEDrg96ZDQpwRQUeYftGkD4M+Ky3K/ZGyB1r1Mt/3uB7OU/75S9T8mpZBxzkCv6DjH3D+qaPwFUPl8Gs6fxEn1h/wTqOfiXr/ALaf/wCzivzfirofk3HH8OJ+iAYGvzQ/GBx6UAeU/tJxalN8EfFr6Tftpl7BZtcicHBCp8zLn3AI/GgaPx81bxDeeIL4NqlzPNNGCoaVicjJOOaTKK8flRgHfjsB71ID41ab5VBOeRigCQYDYJII44oGiKVI1Y85PtQMpXC5jkUMVPYDqaCWfW3/AATz+Ls/h/4i3HhC+ucadrUZeGPtHcIOo9MqMVSJZ+lkLbuowT2PamIlHIP0oA8v/aR4+CniznH+hsM5xXqZZ/vcD2Mp/wB9pep+SjLgV/Qy+A/qql8CEkAGCOawpv3iT6u/4J1HPxJ8QY/58B/6EK/N+Kuh+Tccfwon6Hx9a/ND8WJDQUfL37e/xBfwd8GJtMhfbca3KLViGwQgBZvrkDH40mB+Z2qxrqVxHMVVmMagBB29akaK91pMmnYWTaRt3daCixpkyLuBJjyuVx60mBYuLSK6tmuIGKzRj97GO/vQhoXSvDN5rF1HbxBYj2Mp2rk9OaYM73XPgqngbwBPr2u3tpJcXI22sdvNuYMOuR+VUiGdb+wv8JtR8e/Gez11EeLR9Db7VNcBfvSYwI8+vf8ACmI/ViNeT3J55oAftODmgDy79pMA/BLxbn/nzavUyz/e4HsZN/v1L1PyWkX5R61/Q0fhP6qpfARhTyx5FctMn7Nj6y/4J1qB8S/EH/YPH/oQr874q6H5Nxx/DifoZHxzX5mfiyJKCj5F/wCCjPhyxv8A4NQ6zNCWvtPvYxDJn7qudrcfQ0mNHwf4P0yG40C4vJVDxKvlZHJ3VDKMnxHbma6iRWE0ZGFJXkfjSQGcBJEWDRYK8ZIpsBkN20EpdVH+0P7woQGlDrwSFU2MpjwY3RsdD3pgdL4RtG+NnxD8O+HdU1NdNtZpRbLcON3lhj1A6ZqkSz9Xvg58J9K+DXgm18OaPmaKBi0k7KFkmY9SxHWmI7xSc4IoAc33TQB5Z+0ecfBXxX/16NXo5b/vcD2Mn/32l6n5MtkgYHQ1/Qy+A/qql8BEHZkIA4rGn8RF1ex9Zf8ABO1QPiTr/wD14L/6EK/OuK9Ekz8m441pxP0H3e9fmV0fjFmSbxjg80XQ2eC/tp+FJfFv7PfiWCBQ09r5V2vqQjhiPyFDGtj8vNN03UYLRYjKY7NC2758ZcmoY7kzWTxbgWMpHOcUhkBjAJG1g3fcKAKslsTG6sm49QQMYpoCGfTLuyjt3nt5Y0mXcjyIVDj1B7imB1fwb8D6v41+JmjabossdvftcoY5pWwqkHIJoEz9mNKimgsLZbx1kvBEizSKMBnAwSPxzTukSkXNw9adx2EZhg80wseWftJHHwT8WZ4/0NhXo5Z/vcD18ndsdSfmfk4Pur2yK/oeKtA/qqn8CYkcf7o5OK54Pld2YLWdz6x/4J7KkfxG149B9gBx6fMK/NuKnz2Z+ScatyskffySjFfm2h+N2e1x5bmkmhpeZRvbeDULaa2uY0nglUrJHIu4FT2Iq9DSx8p/HL9hyy8Z3dnf+BZbPw5crve5huN5ilJ6bQOh9zSaQWPH4P2JfisqENHpLgH5W+1KCRzg/wAqmyRVk92Pb9iL4oyGQSW2lyK3T/S0FPQVktmUJf2FfibJIo+y6YiE4dhfIcL9OtS0u4Hqv7RP7KvjDx1Z+CrPwxaWTxaPpSWs4luFiUyAAMRnrzmkkM5j4E/skfEr4bfFHQtd1SxshY29wjzyQ3sbFEHXjqeKtWW5LPvZXyOe3f1p8yRNrjvMGOlHNEOXzEeQY46/Si8Q5fM8v/aQk3/BTxXnBxaHrzXpZbZ4uHKexlK/22mj8oC28KOvA4/Cv6EUvdsf1WvfoxSIInbyzS5CFaPU6XwT8R/Enw6vZrvw5q02lXEqbHlhUEsvXHIrwcZltPGfxD53MsopZi/3mx2LftY/FtF/5He7PP8AzzT/AAry/wDV3CdjxVwllxG37XPxdH/M63Y9/KT/AAo/1cwnVDfCOWiL+1v8YSvHje7/AO/cf+FH+reD7C/1Oy/ohyfte/F6Mc+NrpvYxp/hS/1bwfYP9TcB2J1/bB+LpwT4wmbH/TJP8KP9W8H2H/qZgew9f2wvi4jZ/wCEsmI6/wCqT/Cj/VvB/wAof6mYHsSp+2V8Wl6eKnPIPzQoT/Kq/wBWMFLfQHwVgX0JU/bL+LIznxMWPr5K/wCFC4XwP8wLgnAdhz/tlfFgkf8AFSNx/wBMl/wofDODWzD/AFLwK8hh/bJ+LHX/AISRvf8Acr/hR/qxhnsH+pmCE/4bJ+LGT/xUrD0xEvH6Uv8AVrCdw/1MwQrfth/FjBI8Sv8A9+k/wo/1awYv9TcB3MjxH+1D8S/FmjXOlaj4geewuV2TR+Uoyv5VtQyDD0K8ZQ6G1HhPDYWpGpS1aPMRw2M/gea+wqQ5Z8p9+4+zaVtj7ei/4J1JtAHikAHnHkV+Vf62S/lPxN8cyf8Ay7HN/wAE6lIP/FVDA7eSaX+tsv5TJ8cz6wMnU/2AdPsbq3iuPG9tbyynCJKmGel/rZL+Uf8Arv8A9Oyjd/sHaWVDr8QtOjWSPehYfKVzgt9Kf+tc/wCUf+vFv+XYP/wT8iS3Nw/jzTorclVE207QTwBnpzWy4ssvgNVx1HrS/r7yN/8AgnxGtvLN/wAJ/phiRQzSYOFB4yT2HpTXF39wHxzTf/Ln8Rjf8E/4BvP/AAsLSxsAJyOmemfbg1S4u/uFrjmkv+XP4l4/8E7pjZfaf+E1sWgVN4m8s7Ao759OtD4u/uD/ANeqf/Pn8Skv/BPx3yI/HulMxXcvynp61X+uEF8VM0XHlJf8ufxJLn/gn1dQzmMeOdKjkBJ2SowYdMkj2yPzp/64U+lMf+vtL/nz+Ijf8E+LxCFHjnSfmAIBVunqPrR/rhD/AJ9/kP8A19prak/6+ZXP/BP26YA/8LA0Qqykqfm5xUvjGj1pC/19ovei/wCvmTy/8E8dThIWTxtpMbBfMIkjcNt7nGOnvWi4xpW/hB/r7Rf/AC4f3/8ABIP+Hft7Jgr4+0Yt1/i6dsU/9caX/Psv/X2l/wA+n+H+Zcj/AOCdOuygsni/TJBzgiN/X6VP+uMG7qH9feL/AF9pLaj+ITf8E6/EcVu7R+KNMlm2kqhjkALdsnHStY8XRcvfg/6+YqfHlCc/fpaep932snL5H8XFflHJHufjLjFdSwWDdAfyo5UZteZ5D8QrbwNaNrup6jNPFe2TLJdPHud0eSMxp5YbIB+b+HuBS5Lal28zyXUYfhXa2Oo6Qs+o3bvbfZYpsqSkTP5h2+gz3P0p2KcbdTU8vwb4o0vUNGiv9VnsYniZ4YvK2mSMCQEDr0OPSmTYz4bLwJp+manpn2/VbC2msITNb3XlkuocSI2encc9O1LYWnUtXnhr4ef8IpqHiJb64nsHlt7SaKRVWRm83gKV6Al+wxirsP3Tsr288JaRpk2nGz1Wa1jhbQzOkn7rYyeZjbnB+U53YosK8Tl44vAHiO40m1028vLKLUUSK2WGNSd6fu1ORzjJ5X8al3Qe6X/E2keCzrt5eap4tFxqKh0u0Fty3m7YzsGfWPHHoanVj90vah4O8F2On+Y+o3siWtn9pRdp3mN2AjA78N0+vNGq6CvE4+fSPh7c3Tw3+q6jaaze7XYeR5a27MfL2qoyFA8vpyM896fNboF4mlrOpeDPEWqzT6j4x1GfV7aAWeIrXy0kiGCF2c7iTg5yKdxqxjXml+A47y4e+1u8/eQRtcbbLa0KtI4xGFPy/MDxg9KfvdirxPoj4UxacngqzGlX8upaeGlEV1N99xvbknvSbfYXNE6zGRjmrd073GlZ3sRwAbV46jmsrIJQRYHGRSMrIpXWj2Opjy7u1iuULo5EiA5I5BP0qh2Rly/Dzw1cRxxyaHYug5AMI71Iia28BeHbCV57bRrOCY5BeOIAn5cfyGKARG/w78M3TNLLodk7sgiJaEHKgDA+nApModB8NvC8akLoViq9dvkjGfp0q0Jlv/hE9GaHyzptsYwwkC+WMbguwH/vkAUxEVn4E8PaYE+y6PaQbTuUpEAVIO4Y/EA0hobcfD3w3fO01xotnLK2Mu0QJOCWH6sT+NF2h2THaj4G0G9IM+l28uIhD8yZ+QHIX6Zppsl6FCX4Z+F5bmMvodmxCEAmMZHf+bH86e4Eg+G3hedIg+h2bYyB+6HoB/ICqGiA/DXwxC4K6LaAty37sc4JYfqSfxpNtFWRt6XpFnodjFY6fbR2dpGPkhhXaq554H41LK5UWHY7WOeQaUmV/wAvLH//2Q==)
![Katholische Religion [Tafelbilder; Folienvorlagen; Arbeitsblätter mit Lösungen]](data:image/jpg;base64,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)