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Level of Education:
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ISCED 1 - Primary level
School Subject (according to ISCED):
05 - Natural sciences, mathematics and statistics/053 - Physical sciences
Series:
Schülerduden
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Level of Education:
Not elsewhere classified
NOT
ISCED 1 - Primary level
School Subject (according to ISCED):
05 - Natural sciences, mathematics and statistics/053 - Physical sciences
Series:
Schülerduden
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1
Die Geographie [ein Lexikon der gesamten Schul-Erdkunde ; von der Geomorphologie zur Sozialgeographie ; eine umfassende Weltkunde unter Berücksichtigung aller Teilgebiete der Geographie ; mit Kartographie, Geologie, Meteorologie, Ozeanographie, Astronomie und Umweltschutz ; rund 1800 Stichwörter, mit zahlreichen Abbildungen]
Published
Mannheim
:
Bibliogr. Inst.
,
1978
Series
Schülerduden
Catalogue:
GEI
Call Number: GL-V 152(1,78)
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:
Not elsewhere classified
Document Type:
Teaching Aids
Country of Use:
Germany
Saved in:
Select result number 2
2
Die Geographie [ein Lexikon der gesamten Schulerdkunde ; von der Geomorphologie zur Sozialgeographie ; ein umfassender Überblick über alle Teilgebiete der allgemeinen Geographie ; mit Kartographie, Geologie, Meteorologie, Ozeanographie, Astronomie, Ökologie und anderen Nachbarwissenschaften ; rund 1800 Stichwörter, mit zahlreichen farbigen Abbildungen]
Published
Mannheim
:
Dudenverl.
,
1997
Edition:
3., überarb. Aufl.
Series
Schülerduden
Catalogue:
GEI
Call Number: GL-V 152(3,97)
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:
Not elsewhere classified
Document Type:
Teaching Aids
Country of Use:
Germany
Observations
Literaturverz. S. 451 - 459
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Select result number 3
3
Geografie [ein Lexikon der allgemeinen geografischen Begriffe]
Published
Mannheim
:
Dudenverl.
,
2005
Edition:
4., neu bearb. Aufl.
Series
Schülerduden
Duden
Catalogue:
GEI
Call Number: GL-V 152(4,2005)2
Format:
Book
Online Access
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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:
Not elsewhere classified
Document Type:
Teaching Aids
Country of Use:
Germany
Observations
Literatur- und Medienverz. S. [459] - 462
1. Aufl. als Bd. 2 u.d.T.: Erdkunde
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4
Die Geographie [ein Lexikon der gesamten Schul-Erdkunde ; von der Geomorphologie zur Sozialgeographie ; eine umfassende Weltkunde unter Berücksichtigung aller Teilgebiete der Geographie ; mit Kartographie, Geologie, Meteorologie, Ozeanographie, Astronomie und Umweltschutz ; rund 1800 Stichwörter, mit zahlreichen Abbildungen]
Published
Mannheim
:
Dudenverl.
,
1991
Edition:
2., neu bearb. u. erw. Aufl.
Series
Schülerduden
Catalogue:
GEI
Call Number: GL-V 152(2,91)
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:
Not elsewhere classified
Document Type:
Teaching Aids
Country of Use:
Germany
Observations
Literaturverz. S. 441 - 447
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![Die Geographie [ein Lexikon der gesamten Schul-Erdkunde ; von der Geomorphologie zur Sozialgeographie ; eine umfassende Weltkunde unter Berücksichtigung aller Teilgebiete der Geographie ; mit Kartographie, Geologie, Meteorologie, Ozeanographie, Astronomie und Umweltschutz ; rund 1800 Stichwörter, mit zahlreichen Abbildungen]](data:image/jpg;base64,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)
![Geografie [ein Lexikon der allgemeinen geografischen Begriffe]](data:image/jpg;base64,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)