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Bosnian language
Place of Publication:
Paderborn
Level of Education:
ISCED 3 - Upper secondary level
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Level of Education:
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1
The media from printing to podcasts Teachers' book
Language
German language, English language
Published
Paderborn
:
Schöningh
,
2010
Edition:
1. Dr.
Series
Discover ... topics for advanced learners
Schöningh-Schulbuch
Catalogue:
GEI
Call Number: SE-V 129(1,2010)16L
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 3 - Upper secondary level
Document Type:
Teacher's Guide
Country of Use:
Germany
Saved in:
Select result number 2
2
Terrorism - a global threat? [Modelle und Methoden für den Englischunterricht]
Language
German language, English language
Published
Paderborn
:
Schöningh
,
2007
Edition:
Dr. A, 1
Series
Challenges - Global learning in a globalised world
Schöningh-Schulbuch
Catalogue:
GEI
Call Number: SE-V 164(1,2007)3
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 3 - Upper secondary level
Document Type:
Textbook
Country of Use:
Germany
Saved in:
Select result number 3
3
Science and technology from Stonehenge to stem cells [Schülerh.]
Language
German language, English language
Published
Paderborn
:
Schöningh
,
2011
Edition:
1. Dr.
Series
Discover ... Topics for Advanced Learners
Catalogue:
GEI
Call Number: SE-V 129(1,2011)19
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
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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4
From Empire to Commonwealth [Schülerbd.] / erarb. von Ebrusu Grimm und Iris Faßbender
Language
German language, English language
Published
Paderborn
:
Schöningh
,
2013
Series
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Schöningh Schulbuch
Catalogue:
GEI
Call Number: SE-V 200(1,2014)2
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 3 - Upper secondary level
Document Type:
Teaching Aids
Country of Use:
Germany
Observations
Hier auch später erschienene, unveränderte Nachdrucke
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5
Canada - more than mounties and lumberjacks Teacher's book / by Martin Kohn
Language
German language, English language
Published
Paderborn
:
Schöningh
,
2008
Edition:
Dr. 1
Series
Discover ... topics for advanced learners
Catalogue:
GEI
Call Number: GE-V 82(1,2008)5L
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
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:
Textbook
Country of Use:
Germany
Saved in:
Select result number 6
6
British and American youth culture Teachers' book / edited by Hannspeter Bauer with Gudrun Vesper
Language
German language, English language
Published
Paderborn
:
Schöningh
,
2003
Edition:
1. Druck
Series
Discover ... topics for advanced learners
Catalogue:
GEI
Call Number: SE-V 129(1,2003)7L
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 3 - Upper secondary level
Document Type:
Teacher's Guide
Country of Use:
Germany
Observations
Literatur- und Medienverzeichnis: Seite 13
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Select result number 7
7
Australia and New Zealand neither down nor under [Schülerbd.]
Language
English language
Published
Paderborn
:
Schöningh
,
2010
Series
Discover ... Topics for Advanced Learners
Catalogue:
GEI
Call Number: GE-V 82(1,2010)7
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 3 - Upper secondary level
Document Type:
Teaching Aids
Country of Use:
Germany
Saved in:
Select result number 8
8
Secondary education in the USA and Britain Students' book / edited by Klaus Hinz and Elisabeth Mies
Language
German language, English language
Published
Paderborn
:
Schöningh
,
1999
Edition:
1. Druck
Series
Schöningh-Schulbuch
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Catalogue:
GEI
Call Number: SE-V 129(1,99)-4
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:
Textbook
Country of Use:
Germany
Saved in:
Select result number 9
9
The West against the rest? beliefs and values in Western societies : [Modelle und Methoden für den Englischunterricht]
Language
German language, English language
Published
Paderborn
:
Schöningh
,
2011
Series
Challenges - Global learning in a globalised world
Schöningh-Schulbuch
Catalogue:
GEI
Call Number: SE-V 164(1,2011)15
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:
Teacher's Guide
Country of Use:
Germany
Saved in:
Select result number 10
10
Globalisation and its effects on our life Students' book / edited by Ulrich Brack and Rano Chhatwal
Language
German language, English language
Published
Paderborn
:
Schöningh
,
2005
Edition:
Druck A 5
Series
Discover ... topics for advanced learners
Catalogue:
GEI
Call Number: SE-V 129(1,2005)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:
Textbook
Country of Use:
Germany
Saved in:
Select result number 11
11
The new South Africa - democratic role model for the black continent? [Modelle und Methoden für den Englischunterricht]
by
Bruck, Peter 19XX-
Language
English language
Published
Paderborn
:
Schöningh
,
2009
Edition:
[1. Dr.]
Series
Challenges global learning in a globalised world
Schöningh-Schulbuch
Catalogue:
GEI
Call Number: SE-V 164(1,2009)12
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
Saved in:
Select result number 12
12
Hispanics in America Teachers' book / by Veronika Kaiser and James Martin
by
Kaiser, Veronika
,
Martin, James
Language
German language, English language
Published
Paderborn
:
Schöningh
,
2005
Edition:
Druck A 2
Series
Discover ... topics for advanced learners
Catalogue:
GEI
Call Number: SE-V 129(1,2005)9L
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:
Teacher's Guide
Country of Use:
Germany
Observations
Literaturverzeichnis und Internetadressen: Seite 11
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Select result number 13
13
Advertising and marketing - products, promises and persuasion [Modelle und Methoden für den Englischunterricht]
by
Edelbrock, Iris
Language
German language, English language
Published
Paderborn
:
Schöningh
,
2008
Edition:
1. Dr.
Series
Challenges global learning in a globalised world
Schöningh-Schulbuch
Modelle und Methoden
Catalogue:
GEI
Call Number: SE-V 164(1,2008)8
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
Saved in:
Select result number 14
14
Africa - postcolonial experiences [Student's book]
Language
German language, English language
Published
Paderborn
:
Schöningh
,
2009
Edition:
Dr. 1
Series
Discover ... topics for advanced learners
Schöningh-Schulbuch
Catalogue:
GEI
Call Number: SE-V 129(1,2009)15
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 3 - Upper secondary level
Document Type:
Teaching Aids
Country of Use:
Germany
Saved in:
Select result number 15
15
South Africa Teachers' book / hrsg. von Iris Faßbender und Colette Granvillano
Language
German language, English language
Published
Paderborn
:
Schöningh
,
2015
Edition:
Dr. A
Series
Zoom in ...
Schöningh Schulbuch
Catalogue:
GEI
Call Number: SE-V 200(1,2015)3L
Format:
Book
Indexes
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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:
Teacher's Guide
Country of Use:
Germany
Saved in:
Select result number 16
16
African-American experiences from exploitation to participation [Student's book]
Language
English language
Published
Paderborn
:
Schöningh
,
2010
Edition:
1. Aufl., 1. Dr.
Series
Discover ... topics for advanced learners
Schöningh-Schulbuch
Catalogue:
GEI
Call Number: SE-V 129(1,2010)17
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
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
Observations
Literaturverz. S. 55 - 56
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Select result number 17
17
The Australian aboriginals Teachers' book / by Elsa Zettelmann-Kunde
Language
German language, English language
Published
Paderborn
:
Schöningh
,
2004
Edition:
4. Druck
Catalogue:
GEI
Call Number: SE-V 129(1,2004)5L
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 3 - Upper secondary level
Document Type:
Teacher's Guide
Country of Use:
Germany
Observations
Literaturverzeichnis: Seite 13-14
Saved in:
Select result number 18
18
India - tradition and transformation [Students' book] / by Michaela Banzhaf and Alexandra Peschel
Language
German language, English language
Published
Paderborn
:
Schöningh
,
2007
Edition:
1. Druck
Series
Discover ... topics for advanced learners
Catalogue:
GEI
Call Number: SE-V 129(1,2007)12
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 3 - Upper secondary level
Document Type:
Textbook
Country of Use:
Germany
Saved in:
Select result number 19
19
The mass media - from Gutenberg to Gates [Students' book] / by Stephen Speight and Karsten Witsch
Language
German language, English language
Published
Paderborn
:
Schöningh
,
2007
Edition:
1. Druck
Series
Discover ... topics for advanced learners
Catalogue:
GEI
Call Number: SE-V 129(1,2007)10
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:
Textbook
Country of Use:
Germany
Saved in:
Select result number 20
20
English newspapers and television Students' book / edited by Stephen Speight
Language
German language, English language
Published
Paderborn
:
Schöningh
,
2005
Edition:
Dr. A 4
Series
Discover ... topics for advanced learners
Catalogue:
GEI
Call Number: SE-V 129(1,2005)8
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:
Textbook
Country of Use:
Germany
Saved in:
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![Terrorism - a global threat? [Modelle und Methoden für den Englischunterricht]](data:image/jpg;base64,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)
![The West against the rest? beliefs and values in Western societies : [Modelle und Methoden für den Englischunterricht]](data:image/jpg;base64,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)
![The new South Africa - democratic role model for the black continent? [Modelle und Methoden für den Englischunterricht]](data:image/jpg;base64,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)
![Advertising and marketing - products, promises and persuasion [Modelle und Methoden für den Englischunterricht]](data:image/jpg;base64,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)
