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Select result number 201
201
Urban USA life in three American cities
Language
German language, English language
Published
Stuttgart
:
Klett
,
1993
Edition:
1. Aufl., 1. Dr.
Series
Perspectives
16
Catalogue:
GEI
Call Number: GL-V 200(1,93)-16
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
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Teaching Aids
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Germany
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202
Der 9. November - ein deutscher Schicksalstag? historische Filmauszüge mit schülergemäßen Kommentaren
Language
German language
Published
Bamberg
:
Buchner
,
2011
Series
Geschichte in Clips
Catalogue:
GEI
Call Number: HK-V 741(1,2011)1DVD
Format:
Video
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02 - Arts and humanities
022 - Humanities (except languages)
0222 - History and archaeology
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ISCED 2 - Lower secondary level
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203
Australian encounters [Hauptbd.] / [Hrsg. von Bernd Klewitz]
Language
German language, English language
Published
Berlin
:
Cornelsen
,
2002
Edition:
1. Aufl., 1. Dr.
Series
Senior English library
Catalogue:
GEI
Call Number: GE-V 67(1,2002)3
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 3 - Upper secondary level
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Textbook
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Germany
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204
Neuzeitliche Weltgeschichte der Weltmächte ein Beitrag zum Verständnis der Gegenwart
by
Franke, Th.
Language
German language
Published
Leipzig
:
Wunderlich
,
1908
Catalogue:
GEI
Format:
eBook
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02 - Arts and humanities
022 - Humanities (except languages)
0222 - History and archaeology
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Teacher training
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School Type:
Gymnasium: Academic secondary school ('grammar school')
Country of Use:
Germany
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In Fraktur
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Select result number 205
205
Grundwissen La France
by
Fischer, Wolfgang
,
Renaud, Guy 1939-
,
Le Plouhinec, Anne-Marie
Language
German language, French language
Published
Leipzig
,
Stuttgart
,
Düsseldorf
:
Klett-Schulbuchverl.
,
2005
Edition:
1. Aufl., 2. Dr.
Series
Grundwissen
Catalogue:
GEI
Call Number: GL-V 235(1,2005)
Format:
Book
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0314 - Sociology and cultural studies
05 - Natural sciences, mathematics and statistics
053 - Physical sciences
0532 - Earth sciences
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Germany
Observations
Frühere Aufl. u.d.T.: Grundwissen Landeskunde La France
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Select result number 206
206
Politics in the USA we, the people ... [Student's book] / [Hrsg.: Peter Freese]. Comp. and ed. by Reimer Jansen, Cornelia Becker and Ulrich Imig
Language
German language, English language
Published
Berlin
:
Langenscheidt
,
2006
Edition:
1. Aufl., 5. Dr.
Catalogue:
GEI
Call Number: SE-V 163(1,2006)14
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 3 - Upper secondary level
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Textbook
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Germany
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Select result number 207
207
Regenwälder
by
Hayunga, Hayo
Language
German language
Published
Unkel/Rhein
:
Horlemann
,
1992
Series
Explizit
43
Catalogue:
GEI
Call Number: GL-V 165(1,92)-43
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:
Teaching Aids
Country of Use:
Germany
Observations
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Select result number 208
208
Zimbabwe a new history ; [history for upper primary school]
by
Seidman, G.
Language
English language
Published
Harare
:
Zimbabwe Publ. House
,
1982
Edition:
1. publ.
Catalogue:
GEI
Call Number: ZW H-11(1,82)
Format:
Book
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02 - Arts and humanities
022 - Humanities (except languages)
0222 - History and archaeology
Level of Education:
ISCED 1 - Primary level
Document Type:
Textbook
Country of Use:
Zimbabwe
Observations
Approved by the Ministry of Education and Culture as "a very essential resource book" for grades 6 and 7 in all schools
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Select result number 209
209
In America
Language
German language, English language
Published
Berlin
:
Cornelsen
,
1993
Edition:
Rev. ed., 2. ed.
Catalogue:
GEI
Call Number: GL-V 23(2,93)
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
ISCED 3 - Upper secondary level
Document Type:
Teaching Aids
Country of Use:
Germany
Observations
Produced by Chancerel Publ., London
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210
Great Britain, A to Z
by
Norbury, Kate
,
O'Neill, Terry
,
Snow, Peter 1927-
Language
German language, English language
Published
Berlin
:
Cornelsen und Oxford
,
1994
Edition:
1. Aufl., 1. Dr.
Series
Reader
Catalogue:
GEI
Call Number: GL-V 224(1,94)-3
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:
Not elsewhere classified
Document Type:
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Country of Use:
Germany
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Select result number 211
211
Naša najnovija istorija pregled (1919 - 1945)
by
Vrčinac, Julijana
Language
Serbian language
Published
Beograd
:
Zavod za Izdavanje Udžbenika Socijalističke Republike Srbije
,
1967
Catalogue:
GEI
Call Number: YU H-19(1,67)
Format:
Book
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0222 - History and archaeology
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Country of Use:
Yugoslavia (until 1992)
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Select result number 212
212
Das Gleichnis vom verlorenen Sohn Lk 15,1-3. 11-32 : 9.-13. Schuljahr
by
Garske, Volker 1966-
Language
German language
Published
Paderborn
:
Schöningh
,
[2010]
Series
Einfach Religion. Interpretationen Unterrichtsmodell
Catalogue:
GEI
Call Number: WE-V 29(1,2010)4
Format:
Book
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022 - Humanities (except languages)
0221 - Religion and theology
Level of Education:
ISCED 2 - Lower secondary level
ISCED 3 - Upper secondary level
Document Type:
Teacher's Guide
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Germany
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Select result number 213
213
New York and the South the Apple and the Pineapple
Language
English language
Published
Berlin
:
Langenscheidt
,
2003
Edition:
1. Aufl., 3. [Dr.]
Series
Viewfinder Topics
Catalogue:
GEI
Call Number: GE-V 85(1,2003)4
Format:
Book
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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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214
Great, Britain! durch den Tunnel auf die Insel Kopiervorlagen
Language
English language
Published
Gotha
:
Klett-Perthes
,
2003
Edition:
1. Aufl., 1. Dr.
Series
Oktopus - Kopiervorlagen mit Musik-CD
Catalogue:
GEI
Call Number: GC-V 294(1,2003)3K
Format:
Book
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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
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Germany
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Die CD enth. Lieder in engl. Sprache
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215
Ireland
Language
German language, English language
Published
Oxford
,
Berlin
:
Oxford Univ. Press
,
Cornelsen
,
2005
Edition:
1. publ., 7. [impr.]
Series
Oxford bookworms Factfiles
Catalogue:
GEI
Call Number: GL-V 236(1,2005)13
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:
Teaching Aids
Country of Use:
Germany
Observations
Stage 2 (700 headwords)
Vorlageform der Veröffentlichungsangabe: Oxford : Oxford Univ. Press ; [Berlin : Cornelsen]
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Select result number 216
216
Tests III: Methoden
Language
German language
Published
Seelze
:
Friedrich
,
2001
Series
Geographie heute
22.2001,192
Catalogue:
GEI
Call Number: Z 614 : 22
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
ISCED 3 - Upper secondary level
Document Type:
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Germany
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Select result number 217
217
Ist das fair? Kinderarbeit im Haushalt; Unterrichtsmaterialien für den Unterricht in Gesellschaftslehre und Religion, Sekundarstufe I, Grundschule
Language
German language
Published
Duisburg
:
Kindernothilfe e.V.
,
2004
Series
Unterrichtsmaterialien
Catalogue:
GEI
Call Number: SB-V 320(1,2004)1
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
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
ISCED 1 - Primary level
Document Type:
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Germany
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Select result number 218
218
Deutsche und Franzosen von der Erbfeindschaft zur deutsch-französischen Freundschaft; eine pädagogische Handreichung H. 2
Language
German language, English language
Published
München
:
Volksbund Dt. Kriegsgräberfürsorge, Landesverband Bayern
,
2000
Catalogue:
GEI
Call Number: HK-V 457(1,2000)2
Format:
Book
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Country of Use:
Germany
Observations
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Select result number 219
219
Soziale Marktwirtschaft und Wirtschaftspolitik am Beispiel der Energiepolitik
Language
German language
Published
Paderborn
:
Schöningh
,
2009
Series
Politik-Wirtschaft
Schöningh-Schulbuch
Catalogue:
GEI
Call Number: SE-V 176(1,2009)1
Format:
Book
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Level of Education:
ISCED 3 - Upper secondary level
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Germany
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220
Inklusion - was tun? Checklisten für den inklusiven Unterricht an der Grundschule ; [1. - 4. Klasse]
by
Brunsch, Dagmar
Language
German language
Published
Hamburg
:
Persen-Verl.
,
2013
Edition:
1. Aufl.
Series
Bergedorfer® Grundsteine Schulalltag
Catalogue:
GEI
Call Number: SB-V 388(1,2013)1
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Book
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ISCED 1 - Primary level
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Germany
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![Zimbabwe a new history ; [history for upper primary school]](data:image/jpg;base64,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)
![Inklusion - was tun? Checklisten für den inklusiven Unterricht an der Grundschule ; [1. - 4. Klasse]](data:image/jpg;base64,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)