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1
Charakterbilder aus der Geschichte der alten und beginnenden neuen Zeit
Published
Regensburg
:
Manz
,
1909
Edition:
4., gänzl. umgearb. u. ill. Aufl.
Series
Charakterbilder aus der Weltgeschichte
Band 1
Catalogue:
GEI
Format:
eBook
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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 5 - Tertiary education
ISCED 3 - Upper secondary level
Document Type:
Textbook (university level)
Teaching Aids
Country of Use:
Germany
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2
La Révolution française (1789 - 1799)
by
Deschamps, Didier
Published
München
:
Manz
,
1981
Series
Französische Landeskunde
2
Catalogue:
GEI
Call Number: HE-V 34(1,81)
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 5 - Tertiary education
ISCED 3 - Upper secondary level
Document Type:
Teaching Aids
Country of Use:
Germany
Observations
Kollegstufe, Universität
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Select result number 3
3
Vorbereitung auf das Abitur - Geographie [für das mündliche und schriftliche Abitur ; speziell für G8]
by
Dichtl, Hermann
Published
Stuttgart
:
Manz
,
2010
Series
Manz-Lernhilfen
4005
Catalogue:
GEI
Call Number: GEG-V 41(1,2010)6
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
School Type:
Gymnasium: Academic secondary school ('grammar school')
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Germany
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Select result number 4
4
Charakterbilder aus der Weltgeschichte nach Meisterwerken der Geschichtschreibung; den Studierenden höherer Lehranstalten sowie den Gebildeten aller Stände gewidmet Bd. 1 Charakterbilder aus der Geschichte der alten und beginnenden neuen Zeit
Published
Regensburg
:
Manz
,
1909
Edition:
4., gänzl. umgearb. und ill. Aufl.
Catalogue:
GEI
Call Number: HE-II 1(4,09)-1
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 5 - Tertiary education
ISCED 3 - Upper secondary level
Document Type:
Textbook (university level)
Teaching Aids
Country of Use:
Germany
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Select result number 5
5
Les institutions politiques de la France
by
Deschamps, Didier
Published
München
:
Manz
,
1980
Edition:
1. Aufl.
Series
Französische Landeskunde
1
Catalogue:
GEI
Call Number: SE-V 202(1,80)-1
Format:
Book
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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 5 - Tertiary education
ISCED 3 - Upper secondary level
Document Type:
Teaching Aids
Country of Use:
Germany
Observations
Literaturverz. S. 63
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6
Landeskunde United Kingdom and the USA Englisch 11. - 13. Schuljahr
by
Bendl, Hermann
Published
Hollfeld
:
Manz
,
2008
Edition:
8. überarb. Aufl
Series
Manz Lernhilfen
Catalogue:
GEI
Call Number: GEG-V 17(8,2008)
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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Select result number 7
7
Les relations franco-allemandes depuis 1945
by
Goldmann-David, Jacqueline
,
Goldmann, Jacqueline
Published
München
:
Manz
,
1981
Series
Französische Landeskunde
3
Catalogue:
GEI
Call Number: SE-V 202(1,81)-2
Format:
Book
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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 5 - Tertiary education
ISCED 3 - Upper secondary level
Document Type:
Teaching Aids
Country of Use:
Germany
Saved in:
Select result number 8
8
Landeskunde Frankreich [Oberstufe]
by
Tost, Michèle
Published
Stuttgart
:
Manz
,
2007
Edition:
Stand Herbst 2007
Series
Manz-Lernhilfen Französisch Oberstufe
Catalogue:
GEI
Call Number: GEG-V 65(1,2007)3
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
Observations
Text franz., nur Vorwort (S. 3), Impressum und Umschlag deutsch
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G8]](data:image/jpg;base64,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)
![Landeskunde Frankreich 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)