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1
Deutschland und die Welt nach 1871 [für die Jahrgangsstufen 9 und 10]
Language
German language
Published
Bamberg
:
Buchner
,
2007
Edition:
Ausg. Berlin, 1. Aufl.
Series
Das waren Zeiten
Bd. 2, [Schülerbd.]
Catalogue:
GEI
Call Number: HD-V 339(1,2007)2
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:
Textbook
Country of Use:
Germany
Berlin
Observations
Hier auch später erschienene, unveränderte Nachdrucke
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Select result number 2
2
Das waren Zeiten [Unterrichtswerk für Geschichte, Sekundarstufe I] Bd. 2, Lehrerh. [Jahrgangsstufe 9/10] / [bearb. von Elisabeth Demleitner ...]
Language
German language
Published
Bamberg
:
Buchner
,
2011
Edition:
Ausg. Berlin, 1. Aufl.
Catalogue:
GEI
Call Number: HD-V 339(1,2011)2L
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:
Teacher's Guide
Country of Use:
Germany
Berlin
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Select result number 3
3
Politik und Geschichte Schülerband
by
Kraas, Andreas
,
Schwalb, Angela
,
Wehr, Katharina
Language
German language
Published
Bamberg
:
Buchner
,
2011
Edition:
Berlin, Fachoberschule, Berufsoberschule, 1. Auflage
Series
Kolleg Politik FOS/BOS
Catalogue:
GEI
Call Number: SF-V 292(1,2011)
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
02 - Arts and humanities
022 - Humanities (except languages)
0222 - History and archaeology
Level of Education:
Vocational training - all levels
Document Type:
Textbook
School Type:
Berufsbildende Schule: Further education college for vocational training
Country of Use:
Germany
Berlin
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4
Vom Mittelalter bis zur Industrialisierung [für die Jahrgangsstufen 7 und 8]
Language
German language
Published
Bamberg
:
Buchner
,
2006
Edition:
Ausg. Berlin, 1. Aufl.
Series
Das waren Zeiten
Bd. 1, [Schülerbd.]
Catalogue:
GEI
Call Number: HD-V 339(1,2006)1
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:
Textbook
Country of Use:
Germany
Berlin
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5
Abenteuer Ethik 1, [Schülerbd.] [Für die Jahrgangsstufen 7/8] / unter Mitarb. von Gerhard Gräber ...
Language
German language
Published
Bamberg
:
Buchner
,
2007
Edition:
Berlin, [Gymnasium], [Gesamtschule], 2. Aufl.
Catalogue:
GEI
Call Number: WDG-V 7(2,2008)1
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:
Textbook
School Type:
Gesamtschule: Comprehensive school
Gymnasium: Academic secondary school ('grammar school')
Country of Use:
Germany
Berlin
Observations
Literaturverz. S. 174 - 175
Hier auch später erschienene, unveränderte Nachdrucke
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6
Das waren Zeiten [Unterrichtswerk für Geschichte, Sekundarstufe I] Bd. 1, Lehrerh. [Jahrgangsstufen 7 und 8] / [bearb. von Elisabeth Demleitner ...]
Language
German language
Published
Bamberg
:
Buchner
,
2009
Edition:
Ausg. Berlin, 1. Aufl., 1. Dr.
Catalogue:
GEI
Call Number: HD-V 339(1,2009)1L
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:
Teacher's Guide
Country of Use:
Germany
Berlin
Saved in:
Select result number 7
7
Abenteuer Ethik 2, [Schülerbd.] [Für die Jahrgangsstufen 9/10]
Language
German language
Published
Bamberg
:
Buchner
,
2008
Edition:
Berlin, [Gymnasium], [Gesamtschule], 1. Aufl.
Catalogue:
GEI
Call Number: WDG-V 7(1,2008)2
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:
Textbook
School Type:
Gesamtschule: Comprehensive school
Gymnasium: Academic secondary school ('grammar school')
Country of Use:
Germany
Berlin
Observations
Literaturverz. S. 240 - 245
Saved in:
Select result number 8
8
Abenteuer Ethik 1, Lehrerheft Für die Jahrgangsstufen 7/8
Language
German language
Published
Bamberg
:
Buchner
,
2007
Edition:
Berlin, [Gymnasium], [Gesamtschule], 1. Aufl.
Catalogue:
GEI
Call Number: WDG-V 7(1,2007)1L
Format:
Book
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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:
Teacher's Guide
School Type:
Gesamtschule: Comprehensive school
Gymnasium: Academic secondary school ('grammar school')
Country of Use:
Germany
Berlin
Observations
Literaturverz. S. 174 - 175
Saved in:
Select result number 9
9
Die Kreuzzüge multiperspektivischer Geschichtsunterricht: eine Unterrichtsreihe für die 7. Jahrgangsstufe mit "Das waren Zeiten"
Language
German language
Published
Bamberg
:
Buchner
,
2007
Edition:
1. Aufl.
Series
Das waren Zeiten
1, Unterrichtsreihe Kreuzzüge
Catalogue:
GEI
Call Number: HD-V 339(1,2007)1E
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
Document Type:
Teaching Aids
Country of Use:
Germany
Berlin
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10]](data:image/jpg;base64,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)
![Vom Mittelalter bis zur Industrialisierung [für die Jahrgangsstufen 7 und 8]](data:image/jpg;base64,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)
![Das waren Zeiten [Unterrichtswerk für Geschichte, Sekundarstufe I]](data:image/jpg;base64,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)
