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Schulhandkarte der königl[ich] preuss[ischen] Provinz Hessen-Nassau und des Fürstentums Waldeck
Language
German language
Published
Leipzig
:
Lang
,
[ca. 1910]
Edition:
12., verb. Aufl.
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GEI
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eBook
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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:
Textbook
Atlas
Country of Use:
Germany
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2
Eduard Gaebler's Systematischer Schulatlas für jedes Land und jede Provinz in besonderer Ausgabe
Language
German language
Published
Leipzig
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1903
Edition:
Bes. Ausg., 9., vollst. veränd. u. verb. Aufl.
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GEI
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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
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Germany
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3
Schulhandkarte der königl[ich] preuss[ischen] Provinz Hessen-Nassau und des Fürstentums Waldeck
Language
German language
Published
Leipzig
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Lang
,
[ca. 1910]
Edition:
12., verb. Aufl.
Catalogue:
GEI
Call Number: GI-II 7(12,10)
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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:
Not elsewhere classified
Document Type:
Textbook
Atlas
Country of Use:
Germany
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![Schulhandkarte der königl[ich] preuss[ischen] Provinz Hessen-Nassau und des Fürstentums Waldeck](data:image/jpg;base64,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)
