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1
Die Bildquelle im Geschichtsunterricht
by
Pandel, Hans-Jürgen 1940-
Language
German language
Published
Schwalbach/Ts.
:
Wochenschau-Verlag
,
[2012]
Series
Bildinterpretation
1, CD-ROM
Catalogue:
GEI
Call Number: HK-V 486(1,2008)7,1CD-ROM
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02 - Arts and humanities
022 - Humanities (except languages)
0222 - History and archaeology
Level of Education:
ISCED 2 - Lower secondary level
ISCED 3 - Upper secondary level
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2
Das politische System Deutschlands
by
Achour, Sabine
Language
German language
Published
Schwalbach am Taunus
:
Wochenschau-Verlag
,
2010
Series
Wochenschau Sekundarstufe II
61.2010,1/2
Catalogue:
GEI
Call Number: Z 1908 : 61
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
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3
Interessenvertretung in der Arbeitswelt
by
Schroeder, Wolfgang 1960-
Language
German language
Published
Schwalbach am Taunus
:
Wochenschau-Verlag
,
2009
Series
Wochenschau für politische Erziehung, Sozial- und Gemeinschaftskunde / Sekundarstufe 2
60.2009,2
Catalogue:
GEI
Call Number: Z 1908 : 60
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Book
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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
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Lehrerheft unter d. Titel: Wochenschau Methodik
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4
Struktogramme im Politikunterricht Texte erschließen, interpretieren und beurteilen
by
Gnau, Christoph
Language
German language
Published
Schwalbach am Taunus
:
Wochenschau-Verlag
,
2012
Series
Kleine Reihe Politische Bildung Didaktik und Methodik
Catalogue:
GEI
Call Number: SK-V 827(1,2012)
Format:
Book
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03 - Social sciences, journalism and information
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0312 - Political sciences and civics
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ISCED 2 - Lower secondary level
ISCED 3 - Upper secondary level
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5
Medien und Politik Basisheft
Language
German language
Published
Schwalbach am Taunus
:
Wochenschau-Verlag
,
2010
Series
Wochenschau Sekundarstufe II
61.2010,4
Catalogue:
GEI
Call Number: Z 1908 : 61
Format:
Book
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0312 - Political sciences and civics
Level of Education:
ISCED 3 - Upper secondary level
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Teaching Aids
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6
Sozialpolitik
by
Lösch, Bettina
,
Engartner, Tim
Language
German language
Published
Schwalbach am Taunus
:
Wochenschau-Verlag
,
2009
Series
Wochenschau für politische Erziehung, Sozial- und Gemeinschaftskunde / Sekundarstufe 2
60.2009,5/6
Catalogue:
GEI
Call Number: Z 1908 : 60
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Book
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0312 - Political sciences and civics
Level of Education:
ISCED 3 - Upper secondary level
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Teaching Aids
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7
Politikunterricht
Language
German language
Published
Schwalbach am Taunus
:
Wochenschau-Verlag
,
August 2016
Series
Wochenschau <Schwalbach, Taunus> / Sekundarstufe 1/2 / Sonderausgabe
67. Jahrgang (August 2016)
Catalogue:
GEI
Call Number: Z 1905 : 66
Format:
Book
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0312 - Political sciences and civics
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ISCED 3 - Upper secondary level
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8
Arbeitstechniken, Sozialformen, Unterrichtsphasen
Language
German language
Published
Schwalbach/Ts.
:
Wochenschau-Verlag
,
2007 [erschienen 2006]
Series
Methodentraining für den Politikunterricht
2
Catalogue:
GEI
Call Number: SK-V 655(1,2006)2
Format:
Book
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0312 - Political sciences and civics
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ISCED 3 - Upper secondary level
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9
Soziales Lernen
Language
German language
Published
Schwalbach am Taunus
:
Wochenschau-Verlag
,
2013
Series
Wochenschau <Schwalbach, Taunus> / Sekundarstufe 1/2 / Sonderausgabe
64.2013,Sept./Okt.
Catalogue:
GEI
Call Number: Z 1905 : 64
Format:
Book
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ISCED 3 - Upper secondary level
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10
Politik in der Wirtschaftskrise
Language
German language
Published
Schwalbach am Taunus
:
Wochenschau-Verlag
,
2010
Series
Wochenschau Sekundarstufe II
61.2010,3
Catalogue:
GEI
Call Number: Z 1908:61@ f
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Book
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0312 - Political sciences and civics
Level of Education:
ISCED 3 - Upper secondary level
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Teaching Aids
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Select result number 11
11
[Mikromethoden: Lehrervortrag, Karikatur, Textanalyse, Unterrichtsgespräch, Internet ; Makromethoden: Fallanalyse, Talkshow, Pro-Contra-Debatte, Plan- und Entscheidungsspiel, Erkundung, Expertenbefragung]
Language
German language
Published
Schwalbach/Ts.
:
Wochenschau-Verlag
,
2004
Series
Methodentraining für den Politikunterricht
[1]
Catalogue:
GEI
Call Number: SK-V 655(1,2004)1
Format:
Book
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0312 - Political sciences and civics
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12
Handbuch fächerübergreifender Unterricht in der politischen Bildung
Language
German language
Published
Schwalbach
:
Wochenschau-Verlag
,
[2014]
Series
Reihe Politik und Bildung
Band 68
Catalogue:
GEI
Call Number: SK-V 832(1,2013)
Format:
Book
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0312 - Political sciences and civics
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ISCED 2 - Lower secondary level
ISCED 3 - Upper secondary level
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Teacher's Guide
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13
Parteien, Parteiensystem, Parteienforschung
Language
German language
Published
Schwalbach am Taunus
:
Wochenschau-Verlag
,
2009
Series
Politische Bildung <Schwalbach, Taunus>
42.2009,1
Catalogue:
GEI
Call Number: Z 1296 : 42
Format:
Book
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ISCED 2 - Lower secondary level
ISCED 3 - Upper secondary level
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14
Der 8. Mai 1945 in Reden deutscher Bundespräsidenten ein Längsschnitt : geplante und erprobte Stunden : [mit Kopiervorlagen] [Buch]
by
Huneke, Friedrich 1958-
Language
German language
Published
Schwalbach am Taunus
:
Wochenschau-Verlag
,
2012
Series
Geschichte unterrichten
Wochenschau Geschichte
Catalogue:
GEI
Call Number: HK-V 687(1,2012)6
Format:
Book
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022 - Humanities (except languages)
0222 - History and archaeology
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ISCED 3 - Upper secondary level
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Literaturverz. S. 47
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15
Weltwirtschaftskrise - eine Systemkrise?
Language
German language
Published
Schwalbach am Taunus
:
Wochenschau-Verlag
,
2009
Series
Politische Bildung <Schwalbach, Taunus>
42.2009,3
Catalogue:
GEI
Call Number: Z 1296 : 42
Format:
Book
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0312 - Political sciences and civics
Level of Education:
ISCED 2 - Lower secondary level
ISCED 3 - Upper secondary level
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16
Das neue Parteiensystem
Language
German language
Published
Schwalbach am Taunus
:
Wochenschau-Verlag
,
2010
Series
Wochenschau Sekundarstufe II
61.2010,5
Catalogue:
GEI
Call Number: Z 1908 : 61
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 3 - Upper secondary level
Document Type:
Teaching Aids
Country of Use:
Germany
Observations
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17
Der Nationalsozialismus Basis- und Prüfungswissen für Schülerinnen und Schüler ; [Abitur Vorbereitung Klausur]
by
Fuchs, Kurt
Language
German language
Published
Schwalbach/Ts.
:
Wochenschau-Verlag
,
2015
Series
Grundwissen kontrovers
Catalogue:
GEI
Call Number: HE-V 120(1,2015)2
Format:
Book
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0222 - History and archaeology
Level of Education:
ISCED 3 - Upper secondary level
Document Type:
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18
Sicherheitspolitik
by
Reeb, Hans-Joachim 1955-
Language
German language
Published
Schwalbach am Taunus
:
Wochenschau-Verlag
,
2009
Series
Wochenschau für politische Erziehung, Sozial- und Gemeinschaftskunde / Sekundarstufe 2
60.2009,3/4
Catalogue:
GEI
Call Number: Z 1908 : 60
Format:
Book
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0312 - Political sciences and civics
Level of Education:
ISCED 3 - Upper secondary level
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Select result number 19
19
Sicherheitspolitik
Language
German language
Published
Schwalbach am Taunus
:
Wochenschau-Verlag
,
2009
Series
Politische Bildung <Schwalbach, Taunus>
42.2009,2
Catalogue:
GEI
Call Number: Z 1296 : 42
Format:
Book
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ISCED 3 - Upper secondary level
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![[Mikromethoden: Lehrervortrag, Karikatur, Textanalyse, Unterrichtsgespräch, Internet ; Makromethoden: Fallanalyse, Talkshow, Pro-Contra-Debatte, Plan- und Entscheidungsspiel, Erkundung, Expertenbefragung]](data:image/jpg;base64,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)
![Der 8. Mai 1945 in Reden deutscher Bundespräsidenten ein Längsschnitt : geplante und erprobte Stunden : [mit Kopiervorlagen]](data:image/jpg;base64,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)
![Der Nationalsozialismus Basis- und Prüfungswissen für Schülerinnen und Schüler ; [Abitur Vorbereitung Klausur]](data:image/jpg;base64,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)
