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German language
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Donauwörth
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1
Auer-Lesebuch 4. Jahrgangsstufe, [Schülerband]
Language
German language
Published
Donauwörth
:
Auer
,
1991
Edition:
2., überarb. Auflage
Catalogue:
GEI
Call Number: DB-V 109(2,91)-4
Format:
Book
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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
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Select result number 2
2
Ethik Unterrichtsmaterialien zu den zentralen Lehrplanthemen; [mit über 50 Kopiervorlagen] 7. [Klasse]
Language
German language
Published
Donauwörth
:
Auer
,
2009
Edition:
Sekundarstufe I, 1. Aufl.
Series
Auer macht Schule
Catalogue:
GEI
Call Number: WD-V 3(1,2009)7
Format:
Book
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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
Teacher's Guide
Country of Use:
Germany
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Select result number 3
3
Lernen lernen Handreichungen für den Unterricht in der Jahrgangsstufe 5 des Gymnasiums
Language
German language
Published
Donauwörth
:
Auer
,
2017
Catalogue:
GEI
Format:
eBook
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School Subject (according to ISCED):
02 - Arts and humanities
022 - Humanities (except languages)
0221 - Religion and theology
0223 - Philosophy and ethics
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 2 - Lower secondary level
Document Type:
Guideline
School Type:
Gymnasium: Academic secondary school ('grammar school')
Country of Use:
Germany
Bavaria
Observations
Literaturverzeinis Seiten 167 - 169
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Select result number 4
4
Die Zeit der Erfindungen und Entdeckungen
Language
German language
Published
Donauwörth
:
Auer
,
[Ca. 1955]
Series
Donauwörther Quellenbogen / Geschichte
12
Catalogue:
GEI
Call Number: HK-V 168(1,56)-12
Format:
Book
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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
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Select result number 5
5
Liebe, Sexualität und Partnerschaft Materialien für einen schülerorientierten Religionsunterricht [mit Kopiervorlagen]
by
Asshoff, Anne-Christin
,
Höppener, Ludgera
Language
German language
Published
Donauwörth
:
Auer Verlag in AAP Lehrerfachverlag
,
2012
Edition:
1. Aufl.
Series
Auer macht Schule : Sekundarstufe I
Catalogue:
GEI
Call Number: WD-V 55(1,2012)
Format:
Book
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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
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Select result number 6
6
Spielerischer Lernspaß Religion mit Rätseln und Spielen Lehrplaninhalte einhalten, wiederholen, festigen; [mit Kopiervorlagen und Lösungsteil] 3./4. Klasse, [Schülerbd.]
Language
German language
Published
Donauwörth
:
Auer, AAP Lehrerfachverl.
,
2011
Edition:
Grundschule, 1., Aufl.
Series
Auer macht Schule
Catalogue:
GEI
Call Number: WB-V 1(1,2011)3/4
Format:
Book
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School Subject (according to ISCED):
02 - Arts and humanities
022 - Humanities (except languages)
0221 - Religion and theology
Level of Education:
ISCED 1 - Primary level
Document Type:
Task Collection
Teaching Aids
Country of Use:
Germany
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Select result number 7
7
Von der Steinzeit bis zum Ende des Weströmischen Reiches ausgearbeitete Unterrichtseinheiten mit Kopiervorlagen und Lösungen ; [Sekundarstufe I]
Language
German language
Published
Donauwörth
:
Auer
,
2008
Edition:
1. Aufl.
Series
Geschichte aktuell
Catalogue:
GEI
Call Number: HK-V 335(1,2008)4L
Format:
Book
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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:
Teacher's Guide
Country of Use:
Germany
Observations
Literatur- und Medienangaben
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Select result number 8
8
Die Menschen damals Kopiervorlagen zur Freiarbeit; Sachunterricht, 3. - 6. Jahrgangsstufe Von der Steinzeit zur Bronzezeit
Language
German language
Published
Donauwörth
:
Auer
,
2003
Edition:
1. Aufl.
Catalogue:
GEI
Call Number: HB-V 23(1,2003)4
Format:
Book
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Educational Media Metadata
School Subject (according to ISCED):
02 - Arts and humanities
022 - Humanities (except languages)
0222 - History and archaeology
03 - Social sciences, journalism and information
031 - Social and behavioural sciences
0312 - Political sciences and civics
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
ISCED 1 - Primary level
Document Type:
Teaching Aids
Country of Use:
Germany
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Select result number 9
9
Handreichungen für den Ehtikunterricht in den Jahrgangsstufen 7 - 10 der Gymnasien, Realschulen und Wirtschaftsschulen Folge 2
Language
German language
Published
Donauwörth
:
Auer
,
1982
Series
Handreichungen für den Ethikunterricht in den Jahrgangsstufen 7 - 10 der Gymnasien, Realschulen und Wirtschaftsschulen
2
Catalogue:
GEI
Call Number: SK-V 308(1,82)-2L
Format:
Book
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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:
Teaching Aids
School Type:
Realschule: Secondary school providing general education (not to university entrance level)
Gymnasium: Academic secondary school ('grammar school')
Berufsbildende Schule: Further education college for vocational training
Country of Use:
Germany
Observations
Literaturverz. S. 397 - 400
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Select result number 10
10
Training Topografie Rätsel und Spiele für den Erdkundeunterricht ; Sekundarstufe I ; Deutschland - Europa - Afrika - Amerika - Asien - Australien
by
Vierbuchen, Gerhard
Language
German language
Published
Donauwörth
:
Auer
,
2006
Edition:
3. Aufl.
Catalogue:
GEI
Call Number: GD-V 257(3,2006)
Format:
Book
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School Subject (according to ISCED):
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 2 - Lower secondary level
Document Type:
Teaching Aids
Country of Use:
Germany
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Select result number 11
11
Probleme der Dritten Welt und der Entwicklungshilfe Schwarzafrika und Lateinamerika als Beispiel
Language
German language
Published
Donauwörth
:
Auer
,
1974
Series
Texte für Geschichte und Politik
Catalogue:
GEI
Call Number: SK-V 67(1,74)-1
Format:
Book
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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
Literaturangaben
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Select result number 12
12
Auer-Lesebuch 4. Jahrgangsstufe, [Schülerband]
Language
German language
Published
Donauwörth
:
Auer
,
1983
Edition:
1. Auflage
Catalogue:
GEI
Call Number: DB-V 109(1,83)-4
Format:
Book
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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
Saved in:
Select result number 13
13
Fragen - Suchen - Entdecken Religion in der Grundschule ... für Baden-Württemberg 1/2, Arbeitshilfen für BW / Erarb. von Konrad Bürgermeister ... Bearb. für den Religionsunterricht in Baden-Württemberg von Wilhelm Breuling ...
Language
German language
Published
München
,
Donauwörth
:
Kösel
,
Auer
,
2010
Edition:
2. Aufl.
Catalogue:
GEI
Call Number: WB-V 6(2,2010)1/2L
Format:
Book
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School Subject (according to ISCED):
02 - Arts and humanities
022 - Humanities (except languages)
0221 - Religion and theology
Level of Education:
ISCED 1 - Primary level
Document Type:
Teacher's Guide
Country of Use:
Germany
Baden-Württemberg
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Select result number 14
14
55 Methoden Politik einfach, kreativ, motivierend ; [Sekundarstufe I + II]
by
Beyer, Philipp
Language
German language
Published
Donauwörth
:
Auer
,
2012
Edition:
1. Aufl.
Series
Auer macht Schule
Catalogue:
GEI
Call Number: SD-V 420(1,2012)
Format:
Book
Indexes
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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
ISCED 3 - Upper secondary level
Document Type:
Teacher's Guide
Country of Use:
Germany
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Select result number 15
15
Gedichte für Schülerinnen und Schüler in den Jahrgangsstufen 5 - 10 aller Schularten
Language
German language
Published
Donauwörth
:
Auer
,
1986
Edition:
1. Aufl.
Catalogue:
GEI
Call Number: DI-V 145(1,86)
Format:
Book
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School Subject (according to ISCED):
02 - Arts and humanities
023 - Languages
0232 - Literature and linguistics
Level of Education:
Not elsewhere classified
Document Type:
Reading Book
Country of Use:
Germany
Saved in:
Select result number 16
16
Auer-Lesebuch 3. Jahrgangsstufe, [Schülerband]
Language
German language
Published
Donauwörth
:
Auer
,
1991
Edition:
2., überarbeitete Auflage
Catalogue:
GEI
Call Number: DB-V 109(2,95)-3
Format:
Book
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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
Hier auch später erschienene, unveränderte Nachdrucke
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Select result number 17
17
Erdkunde an Stationen - Inklusion Materialien zur Einbindung und Förderung lernschwacher Schüler Klasse 7/8
by
Zyber, Oliver
Language
German language
Published
Donauwörth
:
Auer
,
2015
Edition:
1. Auflage
Series
Auer Sekundarstufe I
Inklusion - für differenzierten Unterricht
Catalogue:
GEI
Call Number: GG-V 15(1,2015)7/8
Format:
Book
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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 2 - Lower secondary level
Document Type:
Task Collection
Country of Use:
Germany
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Select result number 18
18
Das Auer-Lesebuch Schulbuch für das ... Schuljahr Schulj. 4 / Ill. von Martina Gollnick
Language
German language
Published
Donauwörth
:
Auer
,
2004
Edition:
1. Aufl.
Catalogue:
GEI
Call Number: DB-V 560(1,2004)4
Format:
Book
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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
Saved in:
Select result number 19
19
Auer-Lesebuch Jgst. 2 / Ill. von Franz Lutz
Language
German language
Published
Donauwörth
:
Auer
,
1999
Edition:
für Sachsen, Sachsen-Anhalt u. Thüringen
Catalogue:
GEI
Call Number: DB-V 443(2,99)-2
Format:
Book
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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
Saxony-Anhalt
Saxony
Thuringia
Observations
Mit d. reformierten Rechtschreibung u. Zeichensetzung
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Select result number 20
20
Lehrpläne für die Hauptschule in Bayern mit Erläuterungen und Handreichungen ein Hand- und Studienbuch für die Hauptschule Bd. 1
Language
German language
Published
Donauwörth
:
Auer
,
1986
Edition:
1. Aufl.
Catalogue:
GEI
Call Number: Z-V BY A-37(1986)1
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 2 - Lower secondary level
Document Type:
Curriculum
School Type:
Hauptschule: Vocationally oriented secondary school ('secondary modern')
Country of Use:
Germany
Bavaria
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![Ethik Unterrichtsmaterialien zu den zentralen Lehrplanthemen; [mit über 50 Kopiervorlagen]](data:image/jpg;base64,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)
![Liebe, Sexualität und Partnerschaft Materialien für einen schülerorientierten Religionsunterricht [mit 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)
![Spielerischer Lernspaß Religion mit Rätseln und Spielen Lehrplaninhalte einhalten, wiederholen, festigen; [mit Kopiervorlagen und Lösungsteil]](data:image/jpg;base64,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)
![Von der Steinzeit bis zum Ende des Weströmischen Reiches ausgearbeitete Unterrichtseinheiten mit Kopiervorlagen und Lösungen ; [Sekundarstufe I]](data:image/jpg;base64,/9j/4AAQSkZJRgABAQEBEAEQAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCAC2AIADAREAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDW/ir85tY6w/ix39KOYA9fai4C4OBx1p81gE74o5rgKOtACDqaACgBW6UAIKAFH3qAEHU0AA70AA6UAFAB3oAVceYNwJGeQKuNmBsy6ZZwaJb6rIZiJpWV4BchXQbFZTkoSxIYHjgAr610exjy3Ag8NaXFql0Ybq6+zxsDDFJnO64ZWMa5wcDK89OAazVNMLha6DfXUUWx4RNKgYRHIb/j4WDacgAESOOv17VpHDN9AuiK50qeGye8kuLbyM7EKPzI3BwF6jj15rKpS5QKRBEhz35rFagIOppgAoAVulACUlrsAoB3Yx16UuZANZ40YCSWJCRkBnAyPWrhGU1eKuOwglgwT9pt8YJz5q/41XsanYLAJYOn2m3/AO/q/wCNP2FT+ULB5kH/AD8wf9/V/wAaXsai6BYRprdRk3MGB/00FCo1H0CzJEbEgbjg55GRUfCIuNqEz272xhstjnOBbKMHBGQeoOP88VSrPYCFb10t4IAbcC2mM6DywTuOM5J6n5V69MD3q1V5SbF2fxHqsrBjfIjh92+ONFJPmLLyf99Q31/W1i5IaRWvNTuLu2FpI9usAfeqRxKoQ4xxjpxWU6zmMqZXdwy4925rJaAAK5PzL+dFwEDL/fX86LgBZcffX86LgLlf76/nTb5VoBz3jnxZZ+FtK88RNeXsuUtrdAWBb+82OgH1Ge1ellVCFWacho8h8M6j4b1DxCNX+JMXi69L3HmSJpUUeWQLwp3sABuAG1RgKTznGP0Wm8NSpe5y3LlfoGnR/DUzwS6ivj6NDc3Uk0VrYQnYmFFsilpfmwQxcsOQdq4xvY9vQd+Xl/rcNbjtNX4ZxX1tNfQ+OruJYt1xGmnxwrJMJlOFxOSIzDvGM7g5U5K/LT9tQv8AZGVdR/4QUaNfQadZeLzehYPsEs8CIqvlfPMuHYlcb9irjnBOc4FRq4fryjsc/LC4vJfsaX5gEjeS0sZVymeCwyQDjrya29rhLdPwKsfVHG6vyA5yrqd09tahkALs2wH04zSdrAc+3OSQSScn3qB3G7V/uUWQBsXP3KBC7V3fcoAQKuT8hoAAq4+5TsAu0f3aLAJsX+5S2WoD0Yq+VBGBgHv9KdKpON0gHCaTJ+ZqJSm42TC7JbJbi7u4raJ2DyNtGVZufooJP4A1VJTa5U9QuzW1Tw5rmnpC0zWrpM21WiuFIz5Sy9f91h07g1s6NZfa/EXMyXVPCPifTpbxJ7aJ1s0DTulygVfldiAWI3EKjk4zgAk8UnRrfzDUmc+0rsoDFuexrO84dR8zOmByQRyD0NIRQ17m0jwP+Wo/9BoYGPn5SeOBkkHioAG4PbNABn5vwzQABvmAPB6EdwaNbgCkkZXkeo6f56/lVuDSAM4Gcr1AHPXNZ6gG4YzkY+vr0o1ACcEZH4dwPWjlbAM5bjn8RRytAAJyaYB1BBFCv0AaY0/ujrnkA+3p6f1qvfFyiCNRjC4I6EE5B9R70nKUR2sPP3uAAOwHb2pXb3At6XqLW7iGYkwnp6rVXAu63zZxsMEeZkHsflobBl7w14et9a043gmkjFu0sV3++ACyvtW0I44VnZlIGeI2Peuilh41Fe5PMMl8JXkSyK91HG6RPMIpIHjdgsEkzfKR8vEZAz3Iq5YSK2kHMT6F4Qn1LR4rsTpHNdPD5Dvu8hVIlLK5A+Zv3fCjkZHGSBSjhE+oczK+peHX0G/006nIuoQy3ogktbcSCSRVEbuuSByRIF45zyD3pOjGnJahzM6LVPD9s0Os6lNpfmq2ktcaZBaWhtJ7dFuNjeZFjcXGfvsWLAHk9uydGGqb6XDmZUvvDmn6Rezw27XUrrp9+pN1aHZJ5dsWEsTEYHJxwTjCHPNZywlOP2g5mH/CIafJrOlWFqmr3XnX01nOI2RZOLeObeueFUFyD6gepxSWGg3ow5ijrnh7SrTw9d6jAdaixJIYFubRsKEkVVWXj5SwJILEY4GDnNEcPBdQ5ix4+0uxtbeW4tNLuElXWtQhluI02wKElARcAYUAHCjPAB61nXpRjfUFI40Hk8VwlAD14oAM+1F2O4hPI4p3AUnkcUNiIe/WmBLHcyCAW7MGjVty5528Y4pNXQGnZ6NqFzoqahbF5LR7t4Jgm4iMxiNt7AZyP3o6AkbT9K6KVOXLcLoZeWGqR6oLGZbiS6lJSINnMo5XgNg4PI5H19onCpcLokk0fXbeVbJrK+VvtAjWFSwBl3BQAM43biB681cVVWlguiPVtO1rT0+16naXkA3gpLISPmIyCCOTnHXjOOnFZ8tSUlfuF0aWreHNbttZv7WC6m1aWzPk3s1t5uEbLYjy4HQKT8vB554NbVqVRSnb0FdDF8PeKJ7e2ItdQuJHaaNLYFmkjRFiLkr2U+cg+vXtmp0KnIpDuinpul6rdQTXkAnhithKTKSR86KNyjvuIKjH+1WNKlUbC6HajpPiKyt55NRsdTt4VYCb7QCFDHpuGSM8f/XqpxnAVjPaSVgUaaUoW3lS5wW7sR3PvXM5yYWGAc0DAd6AAdKAA0AB6igCtxmi4rjTjngn2Bp3sDZ0fht/ErWlhpukQJcR393cRWm0K0m8JD5wyeVUqIwSSBtLe9ddJ15pcnX+mToPvNW1wvpGo3cEEnlTS3Vrut1JdhId5Zepww6HoBxmm5146grFrTvEHiS6uIIdPgt90UzaiixWyJzF+9Yg4xj5Scdz65wRYjEdB2RkxTalqenQ6MssX2dQjRLIyxr8uVGC2OBvJ646+lR7Sq2n2D3S9f8AinXL28mvpTAsslwJnMNsNryKJFByoweJW+uV9qt167bb66isuhZPizxJ5D3amwiE0s8LiOGNJJXbyWlZlHzZ/dw/Nj2z2qpYqvyWK5Cv4cvfEV1G2gaTFFM920zATJHvyUDyYdiMfLEO/wDDWdKvWT0JaSM7VfG1zdC/S9vIG+2KGuNtvuwAwYcgfL06gYwTyBSlVrTvcn20TBm1vT4/mDTyIR99Y/l6Z6nH1/HtXPKL6B7eJq3ltqFnpQ1e6094rFo4JC6XEM7RLOgeHzEjdnjLKcjcoz2993g6sUr7sfto2uVUvrFopZhdRqsUywMsh2MGYMRlWwcHaee3GeSucY0Kmt+ge2i9i/LYXkOkWmqvB/oV40iwzBt24xttcbRyDkgcjvnsRVexla5SmiuFLNGqhi0mCm1c7vXHTjg/5zS9lIvmiJkHBBzWLUkxPyKuRmqEM4yc0mroTOn8L+KItD8KavZNHI+oeas+lERjEbPG0VwxbIbDRFcYzyoPavSwuKhRg09+n6kcp0S/ELTI9duptN+0WNtJHbm0kNp57ROu95U2qylg7vuPJzs5U8EaSxlNyv0GolTSfFdvDaaGJL7UYZLW2vLeV7QbUiSWJxHtG/axV2Vt2V4A64BqVi6SHyjtF8VwQ6Ta6U+q6tYLFpwgW6tYlLRTG4eRioJHDKyrkEHj0pPF0hOJDrHxK0y1smhsGv7eYnVJRbwBdiNcMrQg4ODswRnHHb1pvF0mZynyleb4hWuo+L7LU9Kh1G3tF1C9muW+zAyNHNa20eFIddrlkk5DccHk8U/rVJ6MlSlLVE/h/XdL07W/CurC91eG30mO5jutPYCRJHkjnRZy5cBnJkXOR688YpfWKUdRqlUZY8N+J9LsNHEF1LeDVWhtUuL+5tvtLT+Xvyj/ALxcj5h9488gggURxdI0VJdTN8TazYav4ffSytzJbpp+nw26SL8qyQptkfG7jPTd1IA9BWFevTknYPZRL0Ov+HY5dPYaUYZLOOxjkdIgTcCK2WIeYM87GG5MYyB64I7ZYyEnTkvspfkHsoiW2u6G+t6le35uro3VzaPHdW9sqtEYbWeES7WdvnVpRglvm2k5rGli4Xm5bOwezXQptrcFv4b0nSotW1i/jtoNYS7a4GwXz3MZEDP85BKvzk5weRnFV9bo2JcGjQ1X4hQf8JRa3t1Pdx6MsbxtFDpO2aBGEf7uOcTAg/KcN8vTlTuNRLE03sZuXKefW+s6dcSOsayWyh2EayMGwueASO+K8+c9S4Vh38VSaiZHNACEjGMd8/jQA1iG4Iznj8KVkGpItykI/wBJJ8ofxHmlZBKpyoz7vUr3UbhrewjZEfO5gfmIPcntRZHLKbqPRlnT9Egjw92TNJ1KD7ufc96DWEL7msoVU2ou1QMADgY9KaSN1FJaC8+9FkVdgOOgI+n5UcqBK5T1EMstrMkkqkXCgqr43fWiyMJpiRwlNRVIpJm8ss02XJQBuigUeQRLvXJIJ/zilY2TQevXnr/n8KdkO1wBIIxke/45osiJQS3M6/0m0n+ZFEEnbYPl/KiyInTTWgueaZQ2gBp6UARzypDGZHxt9O5+lJsic+VXMsfaNSmGTsjHT0H/ANepuc+s2bGnlbRTDEFjBHDbd2D64p3NVTVMk+03Ii0widCJ2VJDs5Y7Tz7dOlM0UjQHJJGeelCNE9NSG5u7e3GJplVj0T7zH6CnYaaIxfSyE/Z7GeQFdytJ8gJ9MnmnYyU3cikiu7oq1zYRKUOVBum4PrxSsEm2R/YGSdrmOwtXuA24EXLZ/UYpak2ZYW6vEUGfTmyTgmJlkA+uelAczQsN9aykRibZIcny5Btb8jTNIzLfIIODwQf1oNG1JFOCa4/tae3kkVkSJWVQuOpNBkpWdiCgY31oC1xrFVRmYgKoyTSZLfKjJZptRuAp/wBSnp6f41KOa/M7GmqhAEXAVemKZrFWEfJ4DEZ44FBo1dDYmjiECXVzOEgffGRtJ3ewwc0zJSszQRLu9GXL2dqeQiMPNkHucYX6U1ormtudXJ7a1t7Zf3USKe7gZP6/SlzsuFOxZeJ0ijlkVgkudjEcNg4OPxq+WY7j/sd1ujX7PKxkjMq8HlACSfpwfyp8kwuOGn3pnhg+yTCS4jEkS7eXQ9CPb3o9nNhdC/YboJcySp5TW0qwukn3hK+cJx6BT+VP2Elqx7la9s03yW9ykcxQ7Tk5B/Ec+tRLQlwuUza3VtzYTebHjBtpjkY9m7fjUonl5RLQwT3slws06XBXZJBJgbQPbrimJKzK+Rmi5Qn060rg9Fcy9TmaSRbWI55w31obRyznzMuW8KW8XlKckfex3NT1NIRtqyQ//Xpl6EVxIsYycknoB1P/ANai9iJSsRxQ/P5suGc9uy+wouRFXepoafdmP93KcxHncP4eaqL5/dW5vGVjctoInVp7kuLeMqrbGAJLk4HPI4DHdgjjBGSK2pQipWkaOa6G0lkLO0v7SWUSXcc09rBHdARq6bRkhicKeS4GeSo54APYnd2SJ1ZQlvbQnSjPqkieXZtBIqAs8RJYEYYqCCD2P8hW8cNXnpGA1GQw65pCvPB9okhtmtI7eBvLEjx7SGYdRnc245yPvE4B4roeWYxfYHySH2OraXdS2vm6pDLMpmvJzMRtkn6RglctjCr2GCzVzVsPiKSvUjZC5ZIzSHfLyOWZmLFj1JPNeVVi29ENNoQADq35VKiwk7kF3axzYdWKTrykoHI+vqPaiwmrrQzs9qgl6EVxKsUDyf3eB9aDOUtChp0ZEct2y72GSoz1Pc/lSMVEs/aDIsflxhnddwUt05xQjTm0sKJUMAmIKrjJB9fSmK4yBTvNxLncwyoP8I9KqyaYnqT7Tn7r+3yn/JpUKblLUtIwryS7vNPw0LQvBcYuIEDFxFtO1vl5Iyd3y+mDyK9iFKnSl73yKSOg0nxANDs1ecGOCWPYqSlWcqCpB2k5OCqtnnBAz6V1Zfk1fEVnNr3erNYwuOki8Y+NsvoMdxBFFgfaryTa74PyAAgkDvwPxr7GjkmXUrOG5qopHRXngaHUbCygGoXioIVlea3PySZxg7unOfXvXq05eyVoRVirpHAeNPB15pj3k0GqvfW0AUSrcud0e4AgHdwzcg4+8AQcYIraFXm+yNO5zB1bVIrMWhlRk24Q7fmUexqmo7uBSjcTTvFOu6XIjC7e4jU5McnIbtz+deXjsmweLj8NmDpnoPhfxVYa7iAI9tdKMbH6P/un+n86+EzHhytg/ei7pmbhY32HI+lfPShOErSIasYmfmoMb8xnau5IigQYBOSPekc0pe9Ytonl2wjVRwuBn1osaJWRDHC8QiKsu5E2H6ZzQQ1Z3GKuSlseVj+Z8dz2pOVh2LG5mcnGD1HGf8iqSvqUkZGr2zS+bIsNy8aTI1xFJkpIvXKc8MPb368Y9ai4xgm1Zs0sRX8ptnjWIia8jICy4IIT1dRwzDJwT0yTxuOfcyjLnjZXraRNYU+bUv8AhHw7NrVxLK13bLKgaYPcMdspVGfb6HIUjBIx9K+4ly0IKjH4Ub6QPX/Bc+mvND4YmttQt1kBNptV4EXdGxYBlb7pUlx0AyMAFQRzOMeiMZs7KXS9OjV4ZrWDy3bdIhjXax46jGCeB1B6Vi52ehnqzzT4kWb6jo+orb6m0ESyg20QLqskeyPcpxneM8ZPTgHpXbSrTRvGR4VKisCU2kr8p4+6fQ+h9q6+aUvi2N1K5myxn5gyfdOMg9eKOaS0Ww2UZVKk7C6EnPysRyO9ROlRaakrtisei/D3xk19s0fV3zeKP3E5GPOHcH/aA/OvhM7ySUL1ImM4m7zu4r4pnL8KMwfvtYYn7qnjHPSpZyvWdzQJOPxzTNxrHAJI4AyaCZENtu8syEjMh3HPGPQVKV2CGX8kaW/mSztAAflkXqrYODjofXBz0rso0ZVHZepa2MsiSKSW9eWVVIDM9vKnkXTr8oypBZemMZxxjLda9inQ+tVI04Lf8C6a5mdL8MdM06TWW1vxF9nawtP3rx3EHmJcyZBMKrwCxUkjggYAIw1fos6EKGHjGnujdpwPWZrDRY/FEP8AbGkDS9BtZDfyKYEhW8kG3YGCBQqrlgcf6zhH38Ec3M5wt1M3Js89jguvGvxFge3At7S/vQJo7f5TDAPlOw52jYgzyGyRjHaumbUYI1lax61q9pqRW0torr+zLWEtblbY+exjCjY2+RcDoc7gQc85PNcduZkRscH4m1jRo1nvrXUbRtSijkE6WqKRcggK25TxglFOeWGMZxxXVCLRcUeJ6lPPdFRdhdyf6sADAGMkLjoPYYHtXXC5ukZEqFcsCRu5xj2rQZQnGetHNYCmHeGdJ4XZJI2DIynBUjuD2NZTUa2kkQ1c9lGQ2TjFfiFzz5O8bmZpIJllcdAMfrQc9P3ndl85xQb6EN4zLbOV5PA/M4pMmRIMqAFBUDgfhVP3dUCM+6sYZ9QAiCW1yyGQTIfnyCAPl6Ec9cj8K9LC1aijdLqWilcOLiCwl/drHdN5zPBGVWTgYbBxjIwdp6dMnGT9bwrh4rFTqSel7a9DelFLU7Lw74a1jUV0prW2VVu78W1rPLnylmUq2TgggdD2zt4PynH1EnGF3fU1qTuz3bxL4Yh8Xf2VDHq08tvFNI+qsI9s7yrtXEgZhsAUOgxuK7uAyliPOhVcJ8yRyubiFppGn6N4ojsPDmg6dFY2toUublLxlnV35VWj2neSAMMxBGWOex0qTctx87kcx8ZNWhsvCFzaszC4vMxwcdGU7s/hgcA1pSTRpGOp4x4q0+bTUiaOaG3gurSB0MUhYy/u13tgjIBbPB7k43YzXdE6ErHJXJE7su/CqMsuMMfY+gre2haZn3PynaOVx+VAzOuMFTjn3ovYClMMcVLGevyt+7k/3D/Kvw08p/CUtH4WX04oOel1LUrsrFEQOyrubnGBQa3IrpgY4SDw0ig/kaTBsmkOf4gOep7e9OWthoytYWW4aa3jitbhoovMWGSX96Dzj5V5GeOScc161FxowUn1NEenfCnRNIuFXVrmICe1ACK/EaKPvcHgKe/0FfaZPD2WFv1cjWMrHs3h3RNMgvINeWKS0ukaaYqr/JskBGGUMV9SSvfPQHFdtWbkyJz1NC2ginmk1WYNBeXDgh0dA4iBUqpKuwYYUZHfJxjJrOKsZvU5LXLjxFD4WaTTXlutQlkaMxahaEStufYAuxlWMfxBjxg5roSuaRR5zr/iSaXwFay6tGsupec0Ecpt9nnR4AaUK+4gMOCTg5PFdlKmdEUeZ6rci6nRfs8MUFuv+jjdnYhO5l3H5mwzE8/3sDpXRaxqRRaBeX2mtfhoYUdC8LOQA2GAbPccZwOtUmNbnLXWAgIweSMjvVlGVOdoLHp/d9PekwHTabeGDzzGApGRzyRSA9SlwY5ABztP8q/DDy38BS0k4WUnjGAaZz0upNOnmHCqn3dud3ag1sJcqFhiUMCsTqT/AC/rSYmTNtLAEnlux5HPUe9EU2xpmLeQw3Vsb63vJ7e2uoGaUxQ7wyuuNxHUfLjjHpXsU01Bxmk2npfujSL0PXfhPdoumS2xKbjNydxB2Hn65znivtMrnzYBSe60+ZokelJfX9sTDkS2F452yiVIpLIDaXzkYZduSMcjbgjB3DsfK1eIpRRqatq1nBpU13LdKtotu8zSIQy+WoyTxx05qYq5MUc54k1VPD/hyS7l869WziRTlsvLnC5J9STmt6auzWC1PHIbOLxl4j1DUrEyWNnG6hnnPmnO0EqCT/8AWrujdLQ32MzWNAiEUfkCNLjZuRpZ1RjGwBQyIQSGBwpweoq1O4JszNS0e9lNrp8dy8ltCmWh/iSU43qSBjPzZ7nBzjpVxeppHc4i/j+z3ksIZGw5UBXyo5PQ/hWhRBcT2iQq0Nuyzjq8jbkzg9qQF+eZm2F+rIGIxjaSOlFgO+GC2MDn2r8LPLfwGdpx2zSKfTP45oOel1LrEEYpmxFcrutnHt/Wna5Mh4fCpIAQeo4zzSUuVgikbe6jRore/wDLj4Cq8W8x/Q56eg7V1060JP3lexSOi8H30djrEUZXLRoXiwPmz0YZJxnnP0zX2vCuNjWoTpbWdzpp6nrOkaxbi+sLKSIPMIprmFmX/VlNkZI9CRNjjsa9+UfMqaLmptp4sZwWa1juWWOTyyNkjPIOqkFSWJ2k4yQ3XiojEiKMDx7fJb6Lqc+pmC9snCCOz2GJmYMMZbcSwBAYgAcCt6UdTSC1PGpPEmoxQGy0uWLSow/nTpaq4ZyQOSxYnOABwa7eXQ3aK9p4mv7SCSCaSS5hdy/zSFWDHJJ3c5BJJIOcmpUBJGDe6pfXETRG8uVgIKeQJSEAyTjAwMc46dh6VajY0SKQns5Y1try3RFUYWaIYZfQEDgirAoy23lymQyxSQxclwcj2GPX2oAvXTjy8hmORuyTzz60DPQAfmr8MZ5PQoyYi1DOMK3XmpMZfEdHZW/ht9BY32qXVrqhmdlSNN8RhETFVIxkMZNozuIAc/LxXXTgmjRMddaVpo0+TU4NSkuLFbxLbf5ahyTEz5Kk9AVGPmI9Tzy5UYLWRUnoZ0kOlW9viO+lmkW08xkCDCSk/c3Zyw7k4PXHbNS6dEi6Lsdt4aNvItxq08UkcrFWSDcXTAxxuC55Yj7vTBPIxUY0IoL6FLxLBp9osVzoN9czXayGZEuYQoERZtoZsryY/LbIXHzkdV59TKcRQy+um+pVHRndaTqXhy4uv7U07VLma2W3uYrSNxhsGW2KMegJKiYYOMbBxX6A5Skk4LQ7W+ZGvLc6JrGnNaSaw9vOssNyiG1yVkhlilVfvdGI2FsYAOcVLbn7rM1Fo4n4lS6Bfa3ctc6nqFpJCgWAlPNhwYlIzxnczmQfLnooOASw6aftlojZHKWJ8HrdtLfajcSxCGVRbmEqzSfZ5CpLIxziXYBjGQMkcla0lKuUiK4tPAsF3e2P/CUXt/Cok+z3i2Bi8xsDa4XcflJLgqVBO0ENg7QKcmgicpqy6XBHbLYX8t1NLGzXAZcLG4kkUKv/AGzWJ89P3hHUEnWLd9TRGLK/AFajIIkMtzHGOhYMfwqWDdjRupMk4OB3q3GKV2Kx6V/FxX4WzyypqKFkEgADDqakxmne5s6FrFna6ZLDc6FZag0uDvlOCmI50yMg95lfHrEPYjanV5VYEyS+8QQz3N7JLpcKW+oLCk6iQKUCbMlHAyM7DwRjcVJzirWITfvIqUtBYte06GFpj4btpnnijWRnKDy3WVpNyLsIwcqpDBsqCKPrFP8AlJuWrPxNpsGpPdT+DdJuonunnWCTaUQF2ZY87clQGK84zhOPlwXHEU+b4Rpj7TxB4duLkvr3heSc+RDGksU4LIIbQW8Shfl4LAO2WxwBj5cm44inVneS2Luctca2ujXNlcRaXHJpkd20s6ORuUuiqSSqgtHlGO0jKlsj3+zyLPo1JeynodFKae51l54msNUsr1LPTrGBJ0ZbV1+bycmNgSQPmxsY8Yzu7dD9U8O5SUlsdXL2M3xL/Z2p/Z9Sh0w3ksagtayXuyCcCIqAcJuAzt6MpHzYYEghKjUv8RNmYlpqejP4nsJdd+HrR6GFCXtvaLiR3JlO5H+TaNzou0twqLyx5NOlU/mKSMPVYLk6S0CeGra3lKW7SzfakJRoo2jYLhf4gUZuTuZScjOBcIdwRyUkmFB4z14roailc0RWkfPWkMWykKzsAudwxkdu/wDSnyNq5MtdjY0Gxl1G5e5mQC0Rzgf38ccetfKZ3nEaMXGEtTmr11FWTPQf4q/NTkGMoZGU85oFLYqWZZHMWcg5pGKJpQWKEN07EZFBbBECIR1BPNAhqZRzGTmgB+MA0AMIBBDAFT94EdR6U4VJUZ88Rp2ZQS2TTkaS1Ajj3fdB6FvT2r9ByHOa2IXJI7qVRlm31G4wuW3AHOT1+lfX2OkJtSmd5IWQbSMZD8n9KLAUp7x2DF41A+797Ofr0qgOS8QQxQSIYlEZb7yKPlo5bgY7scVT2sX0Og8N6OLuISzyDySeUXgt7E+lfM55m1XBwUYdTjq1HBaHWRhY41jRQqLwFA4FfmmJrSrVHKR5c5c0j//Z)
![55 Methoden Politik einfach, kreativ, motivierend ; [Sekundarstufe I + II]](data:image/jpg;base64,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)
