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1
India Model Democracy or Many-Headed Giant? [Student's book]
Language
English language
Published
Berlin
:
Langenscheidt
,
2010
Edition:
New ed. plus, 1. Aufl.
Series
Viewfinder Topics - Unterrichtsmaterialien für die Sekundarstufe II
Catalogue:
GEI
Call Number: SE-V 163(1,2010)9
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
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
Document Type:
Teaching Aids
Country of Use:
Germany
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Select result number 2
2
Australia and New Zealand Down Under on top Student's Book / comp. and ed. by Martin Arndt and Karl Sassenberg
by
Arndt, Martin 1949-
,
Sassenberg, Karl
Language
German language, English language
Published
Berlin
:
Langenscheidt
,
2010
Series
Viewfinder Topics - New Edition plus
Catalogue:
GEI
Call Number: GE-V 85(1,2010)1
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
Document Type:
Teaching Aids
Country of Use:
Germany
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3
South Africa the Rainbow Nation at the Cape; [Unterrichtsmaterialien für die Sekundarstufe 2] [Students' book]
Language
German language, English language
Published
Berlin
:
Langenscheidt
,
2009
Edition:
New. ed., 1. Aufl.
Series
Viewfinder Topics
Catalogue:
GEI
Call Number: SE-V 163(1,2009)15
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
Document Type:
Teaching Aids
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Germany
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4
Education in Britain and the USA Opportunity for All? Resource book / by David Beal
by
Beal, David
Language
German language, English language
Published
Berlin
:
Langenscheidt
,
2009
Series
Viewfinder Topics
Catalogue:
GEI
Call Number: SE-V 163(1,2009)16E
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
Document Type:
Teaching Aids
Country of Use:
Germany
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5
Britain in Europe conflict, peace, partnership [Student's book]
Language
English language
Published
Berlin
:
Langenscheidt
,
2008
Edition:
New ed., 1. Aufl.
Series
Viewfinder Topics
English language teaching
Catalogue:
GEI
Call Number: SE-V 163(1,2008)12
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
Document Type:
Teaching Aids
Country of Use:
Germany
Saved in:
Select result number 6
6
India Model Democracy or Many-Headed Giant? [Student's book]
Language
English language
Published
Berlin
:
Langenscheidt
,
2008
Edition:
New ed., 1. Aufl.
Series
Viewfinder Topics - Unterrichtsmaterialien für die Sekundarstufe II
English language teaching
Catalogue:
GEI
Call Number: SE-V 163(1,2008)9
Format:
Book
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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 3 - Upper secondary level
Document Type:
Teaching Aids
Country of Use:
Germany
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Select result number 7
7
Education in Britain and the USA opportunity for all?; [Unterrichtsmaterialien für die Sekundarstufe 2] [Student's book] / compiled and ed. by David Beal
Language
German language, English language
Published
Berlin
:
Langenscheidt
,
2008
Edition:
New ed., 1. Aufl.
Series
Viewfinder Topics
Catalogue:
GEI
Call Number: SE-V 163(1,2008)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
Level of Education:
ISCED 3 - Upper secondary level
Document Type:
Teaching Aids
Country of Use:
Germany
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Select result number 8
8
Ethnic diversity in the UK an imagined community? [Student's book]
Language
German language, English language
Published
München
:
Langenscheidt
,
2010
Edition:
New ed. plus, 1. Aufl.
Series
Viewfinder Topics
Catalogue:
GEI
Call Number: SE-V 163(1,2010)17
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
Document Type:
Teaching Aids
Country of Use:
Germany
Saved in:
Select result number 9
9
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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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
Document Type:
Teaching Aids
Country of Use:
Germany
Saved in:
Select result number 10
10
Ireland a story of beauty and hope
Language
English language
Published
Berlin
:
Langenscheidt
,
2005
Edition:
1. Aufl., 2. [Dr.]
Series
English language teaching
Viewfinder Topics New edition
Catalogue:
GEI
Call Number: GE-V 85(1,2005)2
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
Document Type:
Teaching Aids
Country of Use:
Germany
Saved in:
Select result number 11
11
Australia and New Zealand Down Under on top Student's Book
Language
English language
Published
Berlin
:
Langenscheidt
,
2005
Edition:
1. Aufl., 2. [Dr.]
Series
English language teaching
Viewfinder Topics
Catalogue:
GEI
Call Number: GE-V 85(1,2005)1
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
Document Type:
Teaching Aids
Country of Use:
Germany
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2]](data:image/jpg;base64,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)
![Education in Britain and the USA opportunity for all?; [Unterrichtsmaterialien für die Sekundarstufe 2]](data:image/jpg;base64,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)
