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Joseph Lindauer'sche Buchhandlung
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Geschichte des Königreiches Bayern für den Schul- und Selbst-Unterricht Statt einer achten Auflage des J. Milbiller'schen und einer zweiten des A. Mengein'schen Lehrbuches ; [Mit vier Tabellen.]
Language
German language
Published
München
:
Joseph Lindauer'sche Buchhandlung
,
1856
Edition:
Neue, [vielfach berichtigte und] verm[ehrte] Ausgabe
Catalogue:
GEI
Call Number: HDG-I 20(2,1856)
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 2 - Lower secondary level
Document Type:
Textbook
School Type:
Gymnasium: Academic secondary school ('grammar school')
Country of Use:
Germany
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2
Geschichte des Königreiches Bayern für den Schul- und Selbst-Unterricht Statt einer achten Auflage des J. Milbiller'schen und einer zweiten des A. Mengein'schen Lehrbuches ; [Mit vier Tabellen.]
Language
German language
Published
München
:
Joseph Lindauer'sche Buchhandlung
,
1856
Edition:
Neue, [vielfach berichtigte und] verm[ehrte] Ausgabe
Catalogue:
GEI
Format:
eBook
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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 2 - Lower secondary level
Document Type:
Textbook
School Type:
Gymnasium: Academic secondary school ('grammar school')
Country of Use:
Germany
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Select result number 3
3
Deutsche Anthologie zum Schul- und Privatgebrauche nebst einer Anleitung zum Declamiren, so wie auch Sach- und Wort-Erklärungen
by
Hefner, Joseph von 1799-1862
Language
German language
Published
München
:
Joseph Lindauer'sche Buchhandlung
,
1831
Edition:
Dritte vermehrte und verbesserte Ausgabe
Catalogue:
GEI
Call Number: DI-I 37(3,1831)
Format:
Book
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02 - Arts and humanities
023 - Languages
0232 - Literature and linguistics
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Not elsewhere classified
Document Type:
Reading Book
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Germany
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![Geschichte des Königreiches Bayern für den Schul- und Selbst-Unterricht Statt einer achten Auflage des J. Milbiller'schen und einer zweiten des A. Mengein'schen Lehrbuches ; [Mit vier Tabellen.]](data:image/jpg;base64,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)