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Document Type:
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Language:
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Serbian language
School Subject (according to ISCED):
03 - Social sciences, journalism and information/031 - Social and behavioural sciences/0312 - Political sciences and civics
Series:
Politik
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Document Type:
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Serbian language
School Subject (according to ISCED):
03 - Social sciences, journalism and information/031 - Social and behavioural sciences/0312 - Political sciences and civics
Series:
Politik
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1
Bundestagswahlkampf 2017, Klischees und Diskriminierung, Rückkehr des Nationalismus, Menschenrechtsverletzungen
Language
German language
Published
Köln
:
Bildungsverlag Eins
,
2017
Series
Politik
2017,3
Catalogue:
GEI
Call Number: Z 1568 : 2017
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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
ISCED 3 - Upper secondary level
Document Type:
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Country of Use:
Germany
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2
Islamischer Staat und westliche Politik, 500 Jahre Reformation (1517-2017), Wahl des Bundespräsidenten 2017, Familien heute
Language
German language
Published
Köln
:
Bildungsverlag Eins
,
2017
Series
Politik
2017,1
Catalogue:
GEI
Call Number: Z 1568 : 2017
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 2 - Lower secondary level
ISCED 3 - Upper secondary level
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Germany
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3
Menschenrechte, Präsidentschafts- und Parlamentswahlen in Frankreich 2017, 50 Jahre Tod des Benno Ohnesorg, Zivilcourage
Language
German language
Published
Köln
:
Bildungsverlag Eins
,
2017
Series
Politik
2017,2
Catalogue:
GEI
Call Number: Z 1568 : 2017
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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
ISCED 3 - Upper secondary level
Document Type:
Task Collection
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Germany
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4
Demografischer Wandel, Die "Lügenpresse", Das Sankt-Florians-Prinzip, Elektroschrott
Language
German language
Published
Köln
:
Bildungsverlag Eins
,
2016
Series
Politik
2016,2
Catalogue:
GEI
Call Number: Z 1568: 2016
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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
ISCED 3 - Upper secondary level
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Task Collection
Country of Use:
Germany
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5
Demografischer Wandel, Berufsausbildung oder Studium?, Gewerkschaften im Wandel, Korruption in Politik, Wirtschaft und Sport
Language
German language
Published
Köln
:
Bildungsverlag Eins
,
2016
Series
Politik
2016,1
Catalogue:
GEI
Call Number: Z 1568 : 2016
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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
ISCED 3 - Upper secondary level
Document Type:
Task Collection
Country of Use:
Germany
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6
BREXIT, Bundestagsabgeordnete, Das Frauenbild im Wandel der Zeit, Digitale Revolution
Language
German language
Published
Köln
:
Bildungsverlag Eins
,
2016
Series
Politik
2016,4
Catalogue:
GEI
Call Number: Z 1568 : 2016
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
ISCED 3 - Upper secondary level
Document Type:
Task Collection
Country of Use:
Germany
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7
Parteienlandschaft im Wandel, Presidential Elections 2016, Wasser - wertvolles Gut, 25 Jahre nach der Auflösung der UdSSR - die Rolle Russlands in der Weltpolitik
Language
German language
Published
Köln
:
Bildungsverlag Eins
,
2016
Series
Politik
2016,3
Catalogue:
GEI
Call Number: Z 1568 : 2016
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 2 - Lower secondary level
ISCED 3 - Upper secondary level
Document Type:
Task Collection
Country of Use:
Germany
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8
Politik problemorientiert - Europa Leitfragen, Arbeitsmaterialien und Lösungswege ; Klasse 9./10. ; [Gymnasium]
by
Lauenburg, Frank 1983-
Language
German language
Published
Hamburg
:
Persen Verl., AAP Lehrerfachverl.
,
2015
Edition:
1. Aufl.
Series
Problemorientierter Unterricht am Gymnasium Politik
Bergedorfer Unterrichtsideen
Catalogue:
GEI
Call Number: SDG-V 6(1,2015)
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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
Teacher's Guide
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Germany
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![Politik problemorientiert - Europa Leitfragen, Arbeitsmaterialien und Lösungswege ; Klasse 9./10. ; [Gymnasium]](data:image/jpg;base64,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)