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1
Problemfeld Dritte Welt
by
Boeck, Walter
Language
German language
Published
Freiburg
,
Würzburg
:
Ploetz
,
1983
Series
Ploetz-Arbeitsmaterialien
Catalogue:
GEI
Call Number: SE-V 101(1,83)-13
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
0312 - Political sciences and civics
Level of Education:
ISCED 3 - Upper secondary level
Document Type:
Textbook
Country of Use:
Germany
Observations
Literaturverz. S. 89 - 91
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2
Tod und Auferstehung umfassende Materialien zu den eschatologischen Grundfragen des Christentums ; [mit Kopiervorlagen]
by
Brieden, Norbert 1968-
Language
German language
Published
Buxtehude
:
Auer Verl. in AAP Lehrerfachverl.
,
2011
Edition:
1. Aufl.
Series
Auer macht Schule Sekundarstufe 2
Catalogue:
GEI
Call Number: WE-V 62(1,2011)
Format:
Book
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02 - Arts and humanities
022 - Humanities (except languages)
0221 - Religion and theology
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ISCED 3 - Upper secondary level
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Teaching Aids
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3
Das Konzentrationslager Flossenbürg Geschichte und Literatur : Materialien und Anregungen für den Geschichts- und Französischunterricht
Language
German language, French language
Published
St. Ingbert
:
Röhrig Universitätsverlag
,
[2019]
Series
Historica et didactica Fortbildung Geschichte
Band 10
Catalogue:
GEI
Call Number: HK-V 717(1,2019)10
Format:
Book
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02 - Arts and humanities
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0222 - History and archaeology
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ISCED 3 - Upper secondary level
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4
Burgund, eine Region in Europa Französisch ; Unterrichtsmaterialien für die Sekundarstufe II, Grund- und Leistungskurse ; bilingualer Unterricht
Language
German language, French language
Published
Bad Kreuznach
:
Pädag. Zentrum des Landes Rheinland-Pfalz
,
1992
Series
PZ-Information[en]
1992,11
Catalogue:
GEI
Call Number: GE-V 62(1,92)-92,11L
Format:
Book
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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:
ISCED 3 - Upper secondary level
Document Type:
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Country of Use:
Germany
Rhineland-Palatinate
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Literaturverz. S. 156 - 157
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5
Dietrich Bonhoeffer 1906 - 1945 Lehrerband
Language
German language
Published
Stuttgart
:
Calwer Verl.
,
2007
Catalogue:
GEI
Call Number: WE-V 115(1,2007)L
Format:
Book
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02 - Arts and humanities
022 - Humanities (except languages)
0221 - Religion and theology
Level of Education:
ISCED 3 - Upper secondary level
Document Type:
Teacher's Guide
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Germany
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6
A democracia coroada teoria política do Império do Brasil ; com 6 ilustr.
by
Torres, João Camilo de Oliveira 1915-1973
Language
Portuguese language
Published
Petrópolis
:
Ed. Vozes
,
1964
Edition:
2. ed. rev.
Catalogue:
GEI
Call Number: BR S-14(2,64)
Format:
Book
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03 - Social sciences, journalism and information
031 - Social and behavioural sciences
0312 - Political sciences and civics
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ISCED 3 - Upper secondary level
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Teaching Aids
Country of Use:
Brazil
Observations
Literaturverz. S. 545 - 553
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7
Geschichte
Language
Dutch language, German language
Published
Gronau
:
EUREGIO
,
[Ca. 1984]
Series
EUREGIO
84
Catalogue:
GEI
Call Number: HE-V 63(1,84)
Format:
Book
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02 - Arts and humanities
022 - Humanities (except languages)
0222 - History and archaeology
Level of Education:
ISCED 3 - Upper secondary level
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Textbook
Country of Use:
Germany
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Text dt. u. niederländ
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8
Duden, Abiwissen Geschichte - Weimarer Republik und Nationalsozialismus
by
Brückmann, Asmut
Language
German language
Published
Mannheim
,
Leipzig
,
Wien
,
Zürich
:
Dudenverl.
,
2009
Series
Geschichte Abitur
Catalogue:
GEI
Call Number: HE-V 97(1,2009)
Format:
Book
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02 - Arts and humanities
022 - Humanities (except languages)
0222 - History and archaeology
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ISCED 3 - Upper secondary level
Document Type:
Teaching Aids
Country of Use:
Germany
Observations
Extra: Kultur und Wissenschaft im Überblick S. 107 - 110
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Select result number 9
9
Rassismus erkennen & bekämpfen blutige Ideologie der Differenz, Kolonialismus und Sklaverei, Wo uns Rassismus begegnet, Deutschland 1945 bis 2013, Rassismus im Alltag, antirassistischer Widerstand
Language
German language
Published
Berlin
:
Schule ohne Rassismus - Schule mit Courage
,
[c 2013]
Edition:
1. Aufl.
Series
Schule ohne Rassismus - Schule mit Courage Themenheft
Catalogue:
GEI
Call Number: SK-V 842(1,2013)4
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
ISCED 3 - Upper secondary level
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Germany
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Select result number 10
10
Deutschland und Europa in der Weltwirtschaft bis 1945 Quellen zur Geschichte und Politik ; Texte und Quellen in Auswahl ; [Sekundarstufe II]
Language
German language
Published
Stuttgart
,
Leipzig
:
Klett
,
2007
Edition:
1. Aufl.
Series
Tempora Quellen zur Geschichte und Politik Sekundarstufe II
Catalogue:
GEI
Call Number: HE-V 83(1,2007)2
Format:
Book
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02 - Arts and humanities
022 - Humanities (except languages)
0222 - History and archaeology
Level of Education:
ISCED 3 - Upper secondary level
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Source
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Select result number 11
11
Transkulturelle Geschichtsdidaktik Kompetenzen und Unterrichtskonzepte
Language
German language
Published
Schwalbach/Ts.
:
Wochenschau-Verl.
,
2008
Series
Studien zur Weltgeschichte
Studien zur Weltgeschichte
Catalogue:
GEI
Call Number: HK-V 690(1,2008)1
Format:
Book
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022 - Humanities (except languages)
0222 - History and archaeology
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ISCED 2 - Lower secondary level
ISCED 3 - Upper secondary level
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Germany
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12
Glück ein Projektbuch ; Hintergründe, Perspektiven, Denkanstöße ; [geeignet für die Altersstufen 14-19]
by
Brokemper, Peter 1945-
Language
German language
Published
Mülheim an der Ruhr
:
Verl. an der Ruhr
,
2009
Edition:
1. Aufl.
Catalogue:
GEI
Call Number: WD-V 65(1,2009)
Format:
Book
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022 - Humanities (except languages)
0223 - Philosophy and ethics
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ISCED 2 - Lower secondary level
ISCED 3 - Upper secondary level
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13
Gott vs. Darwin umfassende Materialien zur Kontroverse "Evolution und Schöpfung" ; [mit Kopiervorlagen]
by
Roser, Matthias 1964-
Language
German language
Published
Donauwörth
:
Auer
,
2010
Edition:
2., überarb. Aufl.
Series
Auer macht Schule : Sekundarstufe II
Catalogue:
GEI
Call Number: WE-V 51(2,2010)
Format:
Book
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022 - Humanities (except languages)
0221 - Religion and theology
Level of Education:
ISCED 3 - Upper secondary level
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Germany
Observations
Literatur- und URL-Verz. S. 13 - 18. - Filmogr. S. 18
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14
Die deutsche Geschichte ein patriotisches Lehr- und Lesebuch für höhere Bürgerschulen Preußens
Language
German language
Published
Essen
:
Bädeker
,
1855
Catalogue:
GEI
Format:
eBook
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ISCED 3 - Upper secondary level
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15
Theologie der Befreiung 9. - 13. Schuljahr
Language
German language
Published
Paderborn
:
Schöningh
,
c 2011
Series
Einfach Religion Interpretationen, Unterrichtsmodell
Catalogue:
GEI
Call Number: WE-V 29(1,2011)5
Format:
Book
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0221 - Religion and theology
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ISCED 3 - Upper secondary level
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Teacher's Guide
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Germany
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16
Imperialismus Quellen zur Geschichte und Politik ; Texte und Quellen in Auswahl ; [Sekundarstufe II]
Language
German language
Published
Stuttgart
,
Leipzig
:
Klett
,
2008
Edition:
1. Aufl.
Series
Tempora Quellen zur Geschichte und Politik Sekundarstufe II
Catalogue:
GEI
Call Number: HE-V 83(1,2008)6
Format:
Book
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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
Level of Education:
ISCED 3 - Upper secondary level
Document Type:
Textbook
Source
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Germany
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17
Abi-Countdown Landeskunde Frankreich Faktenüberblick
by
Tost, Michèle
Language
German language, French language
Published
Stuttgart
:
Manz
,
2002
Series
Manz-Lernhilfen Französisch Last minute
Manz-Lernhilfen Französisch
Catalogue:
GEI
Call Number: GEG-V 65(1,2002)2
Format:
Book
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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:
ISCED 3 - Upper secondary level
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Textbook
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Germany
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18
Die Französische Revolution 1789 - 1815 Quellen zur Geschichte und Politik ; Texte und Quellen in Auswahl
Language
German language
Published
Stuttgart
,
Leipzig
:
Klett
,
2007
Edition:
1. Aufl.
Series
Tempora Quellen zur Geschichte und Politik Sekundarstufe II
Catalogue:
GEI
Call Number: HE-V 83(1,2007)5
Format:
Book
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02 - Arts and humanities
022 - Humanities (except languages)
0222 - History and archaeology
Level of Education:
ISCED 3 - Upper secondary level
Document Type:
Source
Teaching Aids
Country of Use:
Germany
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19
Wie stehst du zu deiner Religion? umfassende Materialien zum Thema Glaubensfragen und Glaubenskritik ; Jahrgangstufe 9 - 12 ; [Mit Kopiervorlagen ; Sekundarstufe]
by
Wasmaier-Sailer, Margit 1975-
Language
German language
Published
Donauwörth
:
Auer
,
2010
Edition:
1. Aufl.
Series
Auer macht Schule Sekundarstufe
Catalogue:
GEI
Call Number: WD-V 53(1,2010)
Format:
Book
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02 - Arts and humanities
022 - Humanities (except languages)
0221 - Religion and theology
Level of Education:
ISCED 2 - Lower secondary level
ISCED 3 - Upper secondary level
Document Type:
Task Collection
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Germany
Observations
Literatur- und Medienverz. S. 65
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20
Gefragte Meinung Demoskopie als Thema und Methode in der politischen Bildung
by
Reeb, Hans-Joachim 1955-
Language
German language
Published
Schwalbach
:
Wochenschau-Verl.
,
2009
Series
Politik unterrichten
Catalogue:
GEI
Call Number: SK-V 736(1,2009)1
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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 3 - Upper secondary level
Document Type:
Teaching Aids
Country of Use:
Germany
Observations
Literatur- und URL-Verz. S. 219
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![Tod und Auferstehung umfassende Materialien zu den eschatologischen Grundfragen des Christentums ; [mit Kopiervorlagen]](data:image/jpg;base64,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)
![Glück ein Projektbuch ; Hintergründe, Perspektiven, Denkanstöße ; [geeignet für die Altersstufen 14-19]](data:image/jpg;base64,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)
![Gott vs. Darwin umfassende Materialien zur Kontroverse "Evolution und Schöpfung" ; [mit Kopiervorlagen]](data:image/jpg;base64,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)
![Wie stehst du zu deiner Religion? umfassende Materialien zum Thema Glaubensfragen und Glaubenskritik ; Jahrgangstufe 9 - 12 ; [Mit Kopiervorlagen ; Sekundarstufe]](data:image/jpg;base64,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)
