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21
Die Weimarer Republik Wurzeln unserer Identität
by
Ahbe, Thomas
,
Barth, Boris 1961-2023
,
Kohser, Stephan
Published
Bamberg
:
C.C. Buchner
,
[2022]
Edition:
[Schülerband], 1. Auflage
Series
Buchners Kolleg - Themen Geschichte
Catalogue:
GEI
Call Number: HEG-V 92(1,2022)30
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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:
Textbook
School Type:
Gesamtschule: Comprehensive school
Gymnasium: Academic secondary school ('grammar school')
Country of Use:
Germany
Lower Saxony
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22
Gesellschaft bewusst 2, [Schülerband] Gesellschaftslehre, Klasse 7/8 / Moderator: Jürgen Nebel ; Autoren: Peter Gaffga, Peter Kirch, Norma Kreuzberger, Jürgen Nebel, Jochen Rademacher
by
Gaffga, Peter
,
Kirch, Peter 19XX-
,
Kreuzberger, Norma
,
Nebel, Jürgen
,
Rademacher, Jochen
Published
Braunschweig
:
Westermann
,
2015
Edition:
[Ausgabe 2014 für] Nordrhein-Westfalen, differenzierende Ausgabe, [Sekundarschule, Integrierte Gesamtschule], Druck A
Catalogue:
GEI
Call Number: SD-V 454(1,2015)2
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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
02 - Arts and humanities
022 - Humanities (except languages)
0222 - History and archaeology
0314 - Sociology and cultural studies
05 - Natural sciences, mathematics and statistics
053 - Physical sciences
0532 - Earth sciences
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Textbook
School Type:
Gesamtschule: Comprehensive school
Country of Use:
Germany
North Rhine-Westphalia
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23
Grundkurs Geografie/Politik [Arbeitsbücher für das Grundfach Erdkunde/Sozialkunde in der gymnasialen Oberstufe in Rheinland-Pfalz] 2, [Schülerband] Geozonen, Wirtschaftsräume, Globalisierung / Autoren: Jürgen Detemple ...
Published
Paderborn
:
Schöningh
,
2013
Edition:
[Rheinland-Pfalz, Integrierte Gesamtschule, Gymnasium, Sekundarstufe II], 1. Auflage
Series
Schöningh Schulbuch
Catalogue:
GEI
Call Number: SE-V 196(1,2013)2
Format:
Book
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03 - Social sciences, journalism and information
031 - Social and behavioural sciences
0312 - Political sciences and civics
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:
Textbook
School Type:
Gesamtschule: Comprehensive school
Gymnasium: Academic secondary school ('grammar school')
Country of Use:
Germany
Rhineland-Palatinate
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Auch als digitales Schulbuch erschienen (WEB-14-066701)
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Select result number 24
24
Verantwortung Leben
by
Eisenschmidt, Helge 1944-
,
Kühnel, Martin
,
Luutz, Eveline
,
Paßler, Jana 1970-
Published
Leipzig
:
Militzke
,
2010
Edition:
[Brandenburg], 1. Auflage
Series
Lebensgestaltung - Ethik - Religionskunde
Klassen 9/10, [Schülerband]
Catalogue:
GEI
Call Number: WD-V 82(1,2010)9/10
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Book
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02 - Arts and humanities
022 - Humanities (except languages)
0223 - Philosophy and ethics
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Textbook
School Type:
Schulart mit 2 Bildungsgängen: Secondary school providing general and vocationally oriented education in two separate streams (not to university entrance level)
Gesamtschule: Comprehensive school
Gymnasium: Academic secondary school ('grammar school')
Country of Use:
Germany
Brandenburg
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25
P.A.U.L. D. persönliches Arbeits- und Lesebuch Deutsch 6, [Schülerband] / erarbeitet von: Sabine Aland [und 11 anderen]
by
Aland, Sabine
,
Diekhans, Johannes 1954-
,
Fuchs, Michael 1955-
Published
Paderborn
:
Schöningh
,
[2013]
Edition:
[Alle Bundesländer außer Bayern, für Gymnasien und Gesamtschulen - Neubearbeitung]
Series
Schöningh Schulbuch
Catalogue:
GEI
Call Number: DC-V 208(1,2013)6
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Book
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02 - Arts and humanities
023 - Languages
0232 - Literature and linguistics
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Textbook
Reading Book
School Type:
Gesamtschule: Comprehensive school
Gymnasium: Academic secondary school ('grammar school')
Country of Use:
Germany
Rhineland-Palatinate
Hamburg
Berlin
Mecklenburg-West Pomerania
North Rhine-Westphalia
Saxony-Anhalt
Brandenburg
Saxony
Baden-Württemberg
Schleswig-Holstein
Thuringia
Lower Saxony
Saarland
Bremen
Hesse
Observations
Digitales Schulbuch integriert in "BiBox - Digitale Unterrichtsmaterialien 7" (WEB-14-065028)
Hier auch später erschienene, unveränderte Nachdrucke
Ausgabevermerk fingiert
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26
Zeitreise 3. [Lernjahr], [Schülerband] / Autoren: Sven Christoffer ...
by
Christoffer, Sven
Published
Stuttgart
,
Leipzig
:
Klett
,
2013
Edition:
[Ausgabe] H, [Hessen], 1. Auflage
Catalogue:
GEI
Call Number: HD-V 329(1.2013)3
Format:
Book
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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:
Realschule: Secondary school providing general education (not to university entrance level)
Gesamtschule: Comprehensive school
Country of Use:
Germany
Hesse
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27
Das waren Zeiten Geschichte, Sekundarstufe I; [Unterrichtswerk für Geschichte an Gymnasien und Gesamtschulen] 2, [Schülerbd.] = [Jgst. 8]
Published
Bamberg
:
Buchner
,
2004
Edition:
[Gymnasium, Gesamtschule], 2. Aufl., 3. Dr.
Catalogue:
GEI
Call Number: HD-V 218(2,2004)2
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 2 - Lower secondary level
Document Type:
Textbook
School Type:
Gesamtschule: Comprehensive school
Gymnasium: Academic secondary school ('grammar school')
Country of Use:
Germany
Observations
Lektüretipps S. 222 - 223
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Select result number 28
28
Kerncurriculum für die Integrierte Gesamtschule, Schuljahrgänge 5-10 - Gesellschaftslehre
Published
Hannover
:
Niedersächsisches Kultusministerium
,
2020
Catalogue:
GEI
Format:
eBook
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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
02 - Arts and humanities
022 - Humanities (except languages)
0222 - History and archaeology
0314 - Sociology and cultural studies
05 - Natural sciences, mathematics and statistics
053 - Physical sciences
0532 - Earth sciences
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Curriculum
School Type:
Gesamtschule: Comprehensive school
Country of Use:
Germany
Lower Saxony
Observations
Druckfassung: Unidruck, Hannover
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29
Mensch und Politik SII Gesamtband, [Schülerband] Sozialkunde/Politik/Wirtschaft / Werner Immesberger, Werner Launhardt, Helga Lerch, Karl-Heinz Meyer, Dr. Gerhard Schnorrenberger
by
Immesberger, Werner
,
Launhardt, Werner 1942-
,
Lerch, Helga 1955-
,
Meyer, Karl-Heinz
,
Schnorrenberger, Gerhard 1940-
Published
Braunschweig
:
Schroedel
,
2007
Edition:
[Ausgabe für Niedersachsen, Rheinland-Pfalz und das Saarland, Gesamtschule, Gymnasium, Sekundarstufe II], Druck A 1
Catalogue:
GEI
Call Number: SE-V 170(1,2007)
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 3 - Upper secondary level
Document Type:
Textbook
School Type:
Gesamtschule: Comprehensive school
Gymnasium: Academic secondary school ('grammar school')
Country of Use:
Germany
Rhineland-Palatinate
Lower Saxony
Saarland
Observations
Literaturverzeichnis: Seite 445-449
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Select result number 30
30
Trio - Gesellschaftslehre 1, [Schülerband]
Published
Braunschweig
:
Schroedel
,
2008
Edition:
[Hessen], Gesamtschule, Druck A, 1
Catalogue:
GEI
Call Number: SCE-V 3(1,2008)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
02 - Arts and humanities
022 - Humanities (except languages)
0222 - History and archaeology
0314 - Sociology and cultural studies
05 - Natural sciences, mathematics and statistics
053 - Physical sciences
0532 - Earth sciences
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Textbook
School Type:
Gesamtschule: Comprehensive school
Country of Use:
Germany
Hesse
Saved in:
Select result number 31
31
Kombiniere Deutsch Texte verstehen, Sprache erforschen, Wissen sichern 8. Jahrgangsstufe, [Schülerbd.] / hrsg. von Claudia Högemann und Karla Müller unter Mitarb. von Gottlieb Gaiser. Bearb. von Ursula Hartmüller ...
Published
Bamberg
:
Buchner
,
2009
Edition:
[Realschule, Gesamtschule], 1. Aufl.
Catalogue:
GEI
Call Number: DD-V 181(1,2009)8
Format:
Book
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School Subject (according to ISCED):
02 - Arts and humanities
023 - Languages
0232 - Literature and linguistics
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Reading Book
School Type:
Realschule: Secondary school providing general education (not to university entrance level)
Gesamtschule: Comprehensive school
Country of Use:
Germany
Observations
Für Realschulen und mittlere Bildungsabschlüsse
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Select result number 32
32
Denk mal - Geschichte 7/8, [Schülerband] Schülerband / Autorinnen und Autoren: Johannes Derichs [und 6 andere]
by
Derichs, Johannes
Published
Braunschweig
:
Schroedel
,
2013
Edition:
Niedersachsen, differenzierende Ausgabe, [Oberschule, Realschule], Druck A
Catalogue:
GEI
Call Number: HD-V 409(1,2013)7/8
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 2 - Lower secondary level
Document Type:
Textbook
School Type:
Hauptschule: Vocationally oriented secondary school ('secondary modern')
Realschule: Secondary school providing general education (not to university entrance level)
Gesamtschule: Comprehensive school
Schulart mit 3 Bildungsgängen: Secondary school providing general, academically oriented and vocationally oriented education in three separate streams
Country of Use:
Germany
Lower Saxony
Observations
Ausgabevermerk teilweise fingiert
Hier auch später erschienene, unveränderte Nachdrucke
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Select result number 33
33
Fundamente - Geographie Oberstufe [Schülerband] / Autoren: Ulrich Brameier [und andere]
by
Brameier, Ulrich 1950-
Published
Stuttgart
,
Leipzig
:
Klett
,
2008
Edition:
Oberstufe, 1. Auflage
Catalogue:
GEI
Call Number: GEG-V 106(1,2008)
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:
Vocational training - all levels
ISCED 3 - Upper secondary level
Document Type:
Textbook
School Type:
Gesamtschule: Comprehensive school
Gymnasium: Academic secondary school ('grammar school')
Berufsbildende Schule: Further education college for vocational training
Country of Use:
Germany
Observations
Hier auch später erschienene, unveränderte Nachdrucke
Auch als digitales Schulbuch erschienen
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34
Anstöße - Politik-Wirtschaft 2, [Schülerband] / Autoren: Stefan Mattheus [und weitere]
by
Mattheus, Stefan
Published
Stuttgart
,
Leipzig
:
Klett
,
2013
Edition:
G, [Niedersachsen, Hamburg, Schleswig-Holstein], [Gymnasium], 1. Auflage
Catalogue:
GEI
Call Number: SDG-V 63(1,2012)2
Format:
Book
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03 - Social sciences, journalism and information
031 - Social and behavioural sciences
0312 - Political sciences and civics
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Textbook
School Type:
Gesamtschule: Comprehensive school
Gymnasium: Academic secondary school ('grammar school')
Country of Use:
Germany
Hamburg
Schleswig-Holstein
Lower Saxony
Observations
Hier auch später erschienene, unveränderte Nachdrucke
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Select result number 35
35
Conflict in the Middle East
by
Schlicht, Alfred 1955-
Published
Braunschweig
:
Westermann
,
2011
Edition:
[Alle Bundesländer], [Gesamtschule, Gymnasium], S II, Druck A
Series
Exploring history
[Themenheft 1]
Catalogue:
GEI
Call Number: HE-V 110(1,2011)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 3 - Upper secondary level
Document Type:
Textbook
School Type:
Gesamtschule: Comprehensive school
Gymnasium: Academic secondary school ('grammar school')
Country of Use:
Germany
Observations
Hier auch später erschienene, unveränderte Nachdrucke
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36
Mein Ziel: Abitur Ethik [das komplette Abi-Wissen, über 300 Wiederholungsfragen]
by
Goergen, Klaus
,
Frericks, Hanns 1944-
Published
Stuttgart
:
Manz
,
2011
Edition:
3. Aufl.
Series
Manz Lernhilfen Ethik Abitur
4301
Catalogue:
GEI
Call Number: WE-V 63(3,2011)
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Book
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02 - Arts and humanities
022 - Humanities (except languages)
0223 - Philosophy and ethics
Level of Education:
ISCED 3 - Upper secondary level
Document Type:
Task Collection
School Type:
Gesamtschule: Comprehensive school
Gymnasium: Academic secondary school ('grammar school')
Country of Use:
Germany
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37
Politik-Wirtschaft Arbeitsbuch 9/10 / erarb. von Franz Josef Floren; Doris Frintrop-Bechthold; Justus Goldmann
Published
Paderborn
:
Schöningh
,
2007
Edition:
[Mecklenburg-Vorpommern, Niedersachsen, Gesamtschule, Gymnasium], Dr. A 1
Series
Schöningh-Schulbuch
Catalogue:
GEI
Call Number: SD-V 367(1,2007)9/10
Format:
Book
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03 - Social sciences, journalism and information
031 - Social and behavioural sciences
0312 - Political sciences and civics
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Textbook
School Type:
Gesamtschule: Comprehensive school
Gymnasium: Academic secondary school ('grammar school')
Country of Use:
Germany
Lower Saxony
Mecklenburg-West Pomerania
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Select result number 38
38
Mitmischen [Unterrichtswerk für den Geschichtsunterricht an Haupt- und Gesamtschulen] 1, [Schülerbd.] / Sven Christoffer ...
Published
Stuttgart
:
Klett
,
2007
Edition:
[Ausg.] H, [Neubearb. für Hessen, Schleswig-Holstein und Mecklenburg-Vorpommern], 1. Aufl., 1. Dr.
Catalogue:
GEI
Call Number: HC-V 235(1,2007)1
Format:
Book
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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:
Hauptschule: Vocationally oriented secondary school ('secondary modern')
Gesamtschule: Comprehensive school
Country of Use:
Germany
Schleswig-Holstein
Mecklenburg-West Pomerania
Hesse
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Select result number 39
39
Bildungsstandards im Fach Deutsch für die Allgemeine Hochschulreife (Beschluss der Kultusministerkonferenz vom 18.10.2012)
Published
Köln
:
Wolters Kluwer Deutschland, Carl Link
,
2014
Catalogue:
GEI
Format:
eBook
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02 - Arts and humanities
023 - Languages
0232 - Literature and linguistics
Level of Education:
ISCED 3 - Upper secondary level
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Curriculum
School Type:
Gesamtschule: Comprehensive school
Gymnasium: Academic secondary school ('grammar school')
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40
Rahmenrichtlinien für das Gymnasium - gymnasiale Oberstufe, die Gesamtschule - gymnasiale Oberstufe, das Fachgymnasium, das Abendgymnasium, das Kolleg - Gemeinschaftskunde
Published
Hannover
:
Schroedel Schulbuchverlag
,
1994
Catalogue:
GEI
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eBook
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03 - Social sciences, journalism and information
031 - Social and behavioural sciences
0312 - Political sciences and civics
Level of Education:
Vocational training - all levels
ISCED 3 - Upper secondary level
Document Type:
Guideline
School Type:
Gesamtschule: Comprehensive school
Gymnasium: Academic secondary school ('grammar school')
Berufsbildende Schule: Further education college for vocational training
Country of Use:
Germany
Lower Saxony
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![Grundkurs Geografie/Politik [Arbeitsbücher für das Grundfach Erdkunde/Sozialkunde in der gymnasialen Oberstufe in Rheinland-Pfalz]](data:image/jpg;base64,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)
![Das waren Zeiten Geschichte, Sekundarstufe I; [Unterrichtswerk für Geschichte an Gymnasien und Gesamtschulen]](data:image/jpg;base64,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)
![Mein Ziel: Abitur Ethik [das komplette Abi-Wissen, über 300 Wiederholungsfragen]](data:image/jpg;base64,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)
