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Country of Use:
Germany
Series:
Schöningh-Schulbuch
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Schöningh-Schulbuch
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1
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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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:
Teaching Aids
Country of Use:
Germany
Saved in:
Select result number 2
2
Bend it like Beckham
Language
German language, English language
Published
Paderborn
:
Schöningh
,
2005
Edition:
Dr. A, 1
Series
Schöningh-Schulbuch
EinFach Englisch Unterrichtsmodell
Catalogue:
GEI
Call Number: SE-V 171(1,2005)1M
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 2 - Lower secondary level
Document Type:
Textbook
Country of Use:
Germany
Observations
Literatur-, Medien u. Internethinweise S. 86
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Select result number 3
3
Global conflicts - political solutions [Modelle und Methoden für den Englischunterricht]
by
Kohn, Martin 1973-
Language
German language, English language
Published
Paderborn
:
Schöningh
,
2006
Edition:
Dr. A, 1
Series
Challenges - Global learning in a globalised world
Schöningh-Schulbuch
Catalogue:
GEI
Call Number: SE-V 164(1,2006)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:
Textbook
Country of Use:
Germany
Saved in:
Select result number 4
4
Global warming - earth's climate at the tipping point? [Modelle und Methoden für den Englischunterricht]
by
Einhoff, Katharina
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)4
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 5
5
The changing face of multicultural Britain [Modelle und Methoden für den Englischunterricht]
by
Blume, Antje
Language
German language, English language
Published
Paderborn
:
Schöningh
,
2008
Edition:
Dr. 2
Series
Challenges - Global learning in a globalised world
Schöningh-Schulbuch
Catalogue:
GEI
Call Number: SE-V 164(1,2008)11
Format:
Book
Indexes
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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
Klausurvorschläge 1 und 2 S. 57 - 62
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Select result number 6
6
Africa - postcolonial experiences Teachers' book / [Sprachl. Betreuung: Alexandra Rieb]
Language
German language, English language
Published
Paderborn
:
Schöningh
,
2010
Edition:
Dr. 1
Series
Discover ... topics for advanced learners
Schöningh-Schulbuch
Catalogue:
GEI
Call Number: SE-V 129(1,2010)15L
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:
Teacher's Guide
Country of Use:
Germany
Observations
Literatur- und Medienverz. S. 11 - 12
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Select result number 7
7
Them and us - on the way to one world? [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)5
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 8
8
Distant neighbours: projects in intercultural learning Teachers' book / by Karl Heinz Wagner with Anja Beuter and Peter Dieckow
by
Wagner, Karl Heinz
Language
German language, English language
Published
Paderborn
:
Schöningh
,
2000
Edition:
1. Druck
Series
Schöningh-Schulbuch
Discover ... topics for advanced learners
Catalogue:
GEI
Call Number: SE-V 129(1,2000)2L
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 11-13
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Select result number 9
9
The media from printing to podcasts [Student's book]
by
Speight, Stephen
,
Witsch, Karsten
Language
German language, English language
Published
Paderborn
:
Schöningh
,
2009
Series
Discover ... topics for advanced learners
Schöningh-Schulbuch
Catalogue:
GEI
Call Number: SE-V 129(1,2009)16
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
Saved in:
Select result number 10
10
Mass media - progress or Pandora's box? [Modelle und Methoden für den Englischunterricht]
Language
English language
Published
Paderborn
:
Schöningh
,
2010
Series
Challenges - global learning in a globalised world
Schöningh-Schulbuch
Catalogue:
GEI
Call Number: SE-V 164(1,2010)14
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
Saved in:
Select result number 11
11
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 12
12
Political speeches historical & topical issues Textausg.
Language
English language
Published
Paderborn
:
Schöningh
,
2007
Edition:
1. Dr.
Series
EinFach Englisch
Schöningh-Schulbuch
Catalogue:
GEI
Call Number: SE-V 171(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:
Source
Teaching Aids
Country of Use:
Germany
Saved in:
Select result number 13
13
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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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
Saved in:
Select result number 14
14
The new summit texts and methods
Language
German language, English language
Published
Paderborn
:
Schöningh
,
2007
Edition:
Dr. A, 1
Series
Schöningh-Schulbuch
Catalogue:
GEI
Call Number: GE-V 87(1,2007)
Format:
Book
Indexes
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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 15
15
Connect ... history for bilingual classes 1, [Schülerbd.]
by
Faßbender, Iris
Language
German language, English language
Published
Paderborn
:
Schöningh
,
[2014]
Edition:
Druck A
Series
Schöningh-Schulbuch
Catalogue:
GEI
Call Number: HE-V 107(1,2014)1
Format:
Book
Indexes
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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 3 - Upper secondary level
Document Type:
Textbook
Country of Use:
Germany
Observations
Auch als digitales Schulbuch erschienen
Hier auch später erschienene, unveränderte Nachdrucke
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Select result number 16
16
First nations peoples in America Students' book / edited by Albert-Reiner Glaap and Ingrid Hartmann-Scheer
Language
German language, English language
Published
Paderborn
:
Schöningh
,
1999
Edition:
1. Druck
Series
Schöningh-Schulbuch
Discover ... topics for advanced learners
Catalogue:
GEI
Call Number: SE-V 129(1,99)-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 17
17
Political speeches historical & topical issues Audio-CD
Language
English language
Published
Paderborn
:
Schöningh
,
2007
Series
EinFach Englisch
Schöningh-Schulbuch
Catalogue:
GEI
Call Number: SE-V 171(1,2007)3CD
Format:
Audio
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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:
Source
Teaching Aids
Country of Use:
Germany
Saved in:
Select result number 18
18
Source of conflict or recipe for peace? - religion in a globalised world [Modelle und Methoden für den Englischunterricht]
Language
English language
Published
Paderborn
:
Schöningh
,
2009
Series
Challenges global learning in a globalised world
Schöningh-Schulbuch
Catalogue:
GEI
Call Number: SE-V 164(1,2009)9
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
Saved in:
Select result number 19
19
Between melting pot and multiculturalism - immigration to the USA [Modelle und Methoden für den Englischunterricht]
Language
English language
Published
Paderborn
:
Schöningh
,
2010
Series
Challenges - global learning in a globalised world
Schöningh-Schulbuch
Catalogue:
GEI
Call Number: SE-V 164(1,2010)13
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
Saved in:
Select result number 20
20
Connect ... history for bilingual classes 2, [Schülerband]
by
Faßbender, Iris
,
Granvillano, Colette
Language
German language, English language
Published
Paderborn
:
Schöningh
,
[2015]
Edition:
Druck A
Series
Schöningh-Schulbuch
Catalogue:
GEI
Call Number: HE-V 107(1,2015)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 3 - Upper secondary level
Document Type:
Textbook
Country of Use:
Germany
Observations
Auch als digitales Schulbuch erschienen
Hier auch später erschienene, unveränderte Nachdrucke
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![Global warming - earth's climate at the tipping point? [Modelle und Methoden für den Englischunterricht]](data:image/jpg;base64,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)
![The changing face of multicultural Britain [Modelle und Methoden für den Englischunterricht]](data:image/jpg;base64,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)
![Them and us - on the way to one world? [Modelle und Methoden für den Englischunterricht]](data:image/jpg;base64,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)
![Mass media - progress or Pandora's box? [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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)
![Source of conflict or recipe for peace? - religion in a globalised world [Modelle und Methoden für den Englischunterricht]](data:image/jpg;base64,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)
![Between melting pot and multiculturalism - immigration to the USA [Modelle und Methoden für den Englischunterricht]](data:image/jpg;base64,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)
