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1
Lateinamerika verstehen lernen zwöf Bausteine für Unterricht und Projektarbeit
Language
German language
Published
Bonn
:
Bundeszentrale für Polit. Bildung
,
2011
Edition:
Red.-Schluss: Dezember 2010
Series
Themen und Materialien / BpB, Bundeszentrale für Politische Bildung
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GEI
Call Number: SK-V 684(1,2011)14
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Book
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03 - Social sciences, journalism and information
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0312 - Political sciences and civics
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Germany
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Parallel als CD-ROM-Ausg. (PDF-Datei) erschienen
Gelochte Seiten für Ringordner
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2
Von einer, die auszog ... ein Lese- und Arbeitsbuch zur Literatur von Frauen
Language
German language
Published
Frankfurt am Main
:
Scriptor-Verl.
,
1989
Edition:
1. Aufl.
Catalogue:
GEI
Call Number: DI-V 168(1,89)
Format:
Book
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0232 - Literature and linguistics
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3
Schülerduden Geografie das Fachlexikon von A - Z ; [mit Referatemanager als Download]
by
Bergmann, Martin
Language
German language
Published
Mannheim
,
Leipzig
,
Wien
,
Zürich
:
Dudenverl.
,
2008
Edition:
5., völlig neu bearb. Aufl.
Series
Duden
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GEI
Call Number: GL-V 152(5,2008)2
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Book
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Literaturverz. S. 466 - 467
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4
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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03 - Social sciences, journalism and information
031 - Social and behavioural sciences
0312 - Political sciences and civics
Level of Education:
ISCED 3 - Upper secondary level
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Textbook
Country of Use:
Germany
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Literaturverz. S. 89 - 91
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5
Die "Polen-Debatte" in der Frankfurter Paulskirche Darstellung, Lernziele, Materialien
by
Müller, Michael G. 1950-
,
Schönemann, Bernd 1954-
Language
German language
Published
Frankfurt
:
Diesterweg
,
1991
Series
Studien zur internationalen Schulbuchforschung
68
Catalogue:
GEI
Call Number: HK-V 311(1,91)-68
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Book
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0222 - History and archaeology
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Germany
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Literaturverz. S. 47. - Bibliogr. der dt.-poln. Schulbucharbeit 1972 - 1991 S. 49 - 53
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6
Politik und Gesellschaft [ein Lexikon zum politischen und gesellschaftlichen Grundwissen]
Language
German language
Published
Mannheim
:
Dudenverl.
,
2005
Edition:
5., neu bearb. Aufl.
Series
Schülerduden
Catalogue:
GEI
Call Number: SK-V 454(5,2005)
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Book
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Literaturverz. S. 478 - 479
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7
Der Jahreskreis im Kirchenjahr Kopiervorlagen für den Religionsunterricht in der Grundschule
Language
German language
Published
Donauwörth
:
Auer
,
2010
Edition:
7. Aufl.
Catalogue:
GEI
Call Number: WB-V 40(7,2010)
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Book
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0221 - Religion and theology
Level of Education:
ISCED 1 - Primary level
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8
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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Germany
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9
Deutsche und Franzosen von der Erbfeindschaft zur deutsch-französischen Freundschaft; eine pädagogische Handreichung H. 1
Language
German language, French language
Published
München
:
Volksbund Dt. Kriegsgräberfürsorge, Landesverband Bayern
,
1998
Catalogue:
GEI
Call Number: HK-V 457(1,98)-1
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Book
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0222 - History and archaeology
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Germany
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Literaturverz. S. [33]
Auf dem Umschlag: 1871, 1918
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10
Deutschland und Frankreich auf dem Weg in ein neues Europa Materialien für den Geschichts- und Geographieunterricht
Language
German language, French language
Published
Braunschweig
:
Georg-Eckert-Inst. für Internat. Schulbuchforschung
,
[2005]
Edition:
2. Ausg.
Catalogue:
GEI
Call Number: HK-V 609(2,2005)CD-ROM
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Software
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Texte dt. und franz
Im Internet unter der Adresse: www.deuframat.de
Systemvoraussetzungen: Windows 98/NT/2000/XP
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11
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
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Book
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ISCED 3 - Upper secondary level
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12
Die alten Deutschen während der Urzeit und Völkerwanderung Schilderungen und Geschichten, zur Stärkung vaterländischen Sinnes; der Jugend und dem Volke dargebracht
by
Klee, Gotthold 1850-1916
Language
German language
Published
Gütersloh
:
Bertelsmann
,
1893
Catalogue:
GEI
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eBook
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In Fraktur
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13
Liebe zweisprachige Erziehung ; deutsch/türkisches Unterrichtsmaterial zur interkulturellen Sachkunde in den Klassen 3 und 4
Language
Turkish language, German language
Published
Berlin
:
Berliner Inst. für Lehrerfort- und -weiterbildung und Schulentwicklung
,
1996
Series
Arbeitspapiere / Berliner Institut für Lehrerfort- und -weiterbildung und Schulentwicklung
Catalogue:
GEI
Call Number: SK-V 757(1,96)-3
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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
0314 - Sociology and cultural studies
05 - Natural sciences, mathematics and statistics
053 - Physical sciences
0532 - Earth sciences
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Berlin
Turkey
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14
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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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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Germany
Rhineland-Palatinate
Observations
Literaturverz. S. 156 - 157
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15
Voprosy kul'tury na urokach istorii SSSR v VIII - X klassach (iz opyta raboty)
Language
Russian language
Published
Moskva
:
Gosudar. Učebno-Pedag. Izdat. Minister. Prosv. RSFSR
,
1958
Catalogue:
GEI
Call Number: SU H-61(1,58)
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Book
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Soviet Union (until 1991)
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16
Niedersachsen die Biographie einer Landschaft ; mit 155 Karten und Abbildungen
Language
German language
Published
Hildesheim
:
Lax
,
1958
Edition:
3., neubearb. u. erw. Aufl.
Catalogue:
GEI
Call Number: GL-V 106(3,58)
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Book
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0314 - Sociology and cultural studies
05 - Natural sciences, mathematics and statistics
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0532 - Earth sciences
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17
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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0221 - Religion and theology
Level of Education:
ISCED 3 - Upper secondary level
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Teacher's Guide
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Germany
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18
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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ISCED 3 - Upper secondary level
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Teaching Aids
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Brazil
Observations
Literaturverz. S. 545 - 553
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19
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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ISCED 3 - Upper secondary level
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Textbook
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Germany
Observations
Text dt. u. niederländ
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20
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)
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ISCED 3 - Upper secondary level
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Teaching Aids
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Germany
Observations
Extra: Kultur und Wissenschaft im Überblick S. 107 - 110
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![Politik und Gesellschaft [ein Lexikon zum politischen und gesellschaftlichen Grundwissen]](data:image/jpg;base64,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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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)
