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Fit fürs Abi
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1
Geschichte - Oberstufenwissen [mit Glossar im Buch und als App]
by
Wunderer, Hartmann 1950-2016
Language
German language
Published
Braunschweig
:
Schroedel
,
2012
Series
Fit fürs Abi
Catalogue:
GEI
Call Number: HEG-V 49(1,2012)5
Format:
Book
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Saved in:
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:
Teaching Aids
Teacher's Guide
Country of Use:
Germany
Observations
Hier auch später erschienene, unveränderte Nachdrucke
Literaturangaben
Auch Bestandteil des Gesamtpakets "Fit fürs Abi" (ISBN 978-3-507-90593-1)
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2
Geographie - Wissen [mit Glossar]
by
Waldeck, Winfried
Language
German language
Published
Braunschweig
:
Schroedel
,
2007
Edition:
Dr. 1
Series
Fit fürs Abi
Catalogue:
GEI
Call Number: GEG-V 105(1,2007)2
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
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3
Geschichte - Training
Language
German language
Published
Braunschweig
:
Schroedel
,
2007
Edition:
Dr. 2
Series
Fit fürs Abi
Catalogue:
GEI
Call Number: HEG-V 49(1,2007)4
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 3 - Upper secondary level
Document Type:
Teaching Aids
School Type:
Gymnasium: Academic secondary school ('grammar school')
Country of Use:
Germany
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Select result number 4
4
Erdkunde - Oberstufenwissen
by
Waldeck, Winfried
Language
German language
Published
Braunschweig
:
Westermann
,
2018
Series
Fit fürs Abi
Catalogue:
GEI
Call Number: GE-V 145(1,2018)
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
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Select result number 5
5
Erdkunde - Oberstufenwissen
by
Waldeck, Winifried
Language
German language
Published
Braunschweig
:
Schroedel
,
[2012]
Series
Fit fürs Abi
Catalogue:
GEI
Call Number: GEG-V 105(1,2012)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
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
Hier auch später erschienene, unveränderte Nachdrucke
Auch Bestandteil des Gesamtpakets "Fit fürs Abi" (ISBN 978-3-507-90593-1)
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6
Geographie - Training
by
Uhlenbrock, Karlheinz
Language
German language
Published
Braunschweig
:
Schroedel
,
2007
Edition:
Dr. 1
Series
Fit fürs Abi
Catalogue:
GEI
Call Number: GEG-V 105(1,2007)1
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
Observations
Hier auch später erschienene, unveränderte Nachdrucke
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Select result number 7
7
Geschichte - Wissen [mit Glossar]
Language
German language
Published
Braunschweig
:
Schroedel
,
2007
Edition:
Dr. 2
Series
Fit fürs Abi
Catalogue:
GEI
Call Number: HEG-V 49(1,2007)3
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 3 - Upper secondary level
Document Type:
Teaching Aids
School Type:
Gymnasium: Academic secondary school ('grammar school')
Country of Use:
Germany
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App]](data:image/jpg;base64,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)
![Geographie - Wissen [mit Glossar]](data:image/jpg;base64,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)
![Geschichte - Wissen [mit Glossar]](data:image/jpg;base64,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)