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1
Handreichung für den Unterricht in Jahrgangsstufe 9
Language
German language, English language
Published
Bad Kreuznach
:
Pädag. Zentrum Rheinland-Pfalz
,
1996
Series
Bilingualer Unterricht Erdkunde, Englisch
Jgst. 9
Catalogue:
GEI
Call Number: GD-V 162(1,96)-96,23L
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 2 - Lower secondary level
Document Type:
Teaching Aids
Country of Use:
Germany
Rhineland-Palatinate
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Select result number 2
2
USA intermediate level
by
Appleby, Matthew
,
Friedrich, Volker
,
Haupt, Dieter
,
Hoffmann, Reinhard
,
Reischauer, Dirk
,
Rischke, Dimo M.
Language
English language
Published
Braunschweig
:
Westermann
,
[2010]
Edition:
Druck A 1
Series
Diercke geography
Catalogue:
GEI
Call Number: GD-V 156(1,2010)4
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 2 - Lower secondary level
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Teaching Aids
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Hier auch später erschienene, unveränderte Nachdrucke
Lehrermaterialien online, ISBN: WEB-14-304015
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3
Multiculturality in Berlin and London Lehr- und Lernmaterial für den bilingualen Unterricht im Fach Politische Bildung
Language
German language, English language
Published
Potsdam
:
Universitätsverlag Potsdam
,
2008
Catalogue:
GEI
Call Number: SK-V 737(1,2008)
Format:
Software
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03 - Social sciences, journalism and information
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0312 - Political sciences and civics
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4
India - Past and Present Schülerbd. / Erarb. von Barbara Derkow Disselbeck; Allen J. Woppert ...
Language
English language
Published
Berlin
:
Cornelsen
,
2011
Edition:
1. Aufl., 1. Dr.
Series
Topics in Context
Catalogue:
GEI
Call Number: GE-V 122(1,2011)1
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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5
Goin' down that road the African-American journey [Schülerband] Textsammlung für den Englischunterricht
Language
German language, English language
Published
Berlin
:
Cornelsen
,
2003
Edition:
1. Aufl., 3. Dr.
Series
Senior English library
Catalogue:
GEI
Call Number: SE-V 159(1,2003)5
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
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Germany
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Select result number 6
6
Landeskunde Great Britain, United States of America
Language
German language, English language
Published
Stuttgart
:
Klett
,
1994
Edition:
6. Aufl.
Series
Abiturwissen
Catalogue:
GEI
Call Number: GE-V 60(6,94)
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:
Textbook
Country of Use:
Germany
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7
The age of Imperialism
by
Teluk, Martin
Language
English language
Published
Braunschweig
:
Westermann
,
2012
Edition:
[Alle Bundesländer], [Gesamtschule, Gymnasium], S II, Druck A
Series
Exploring history
[Themenheft 3]
Catalogue:
GEI
Call Number: HE-V 110(1,2012)3
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:
Textbook
School Type:
Gesamtschule: Comprehensive school
Gymnasium: Academic secondary school ('grammar school')
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Germany
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Select result number 8
8
100 Jahre amerikanische Präsenz in Rheinland-Pfalz = 100 years amerikanische Präsenz in Rheinland-Pfalz
Language
German language, English language
Published
Bad Kreuznach
:
Pädagogisches Landesinstitut Rheinland-Pfalz
,
Oktober 2019
Series
PL-Information
3/2019
Catalogue:
GEI
Call Number: HK-V 571(1,2019)2019,3
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
ISCED 3 - Upper secondary level
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Teaching Aids
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Germany
Rhineland-Palatinate
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Select result number 9
9
The media from printing to podcasts Teachers' book
Language
German language, English language
Published
Paderborn
:
Schöningh
,
2010
Edition:
1. Dr.
Series
Discover ... topics for advanced learners
Schöningh-Schulbuch
Catalogue:
GEI
Call Number: SE-V 129(1,2010)16L
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:
Teacher's Guide
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Germany
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Select result number 10
10
Philosophie der Logik
by
Quine, W. V. 1908-2000
,
Damschen, Gregor 1969-
Language
German language, English language
Published
Bamberg
:
Buchner
,
c 2005
Edition:
1. Aufl.
Series
Faszination Philosophie
Catalogue:
GEI
Call Number: WK-V 60(1,2005)
Format:
Book
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02 - Arts and humanities
022 - Humanities (except languages)
0223 - Philosophy and ethics
Level of Education:
Not elsewhere classified
Document Type:
Teaching Aids
Country of Use:
Germany
Observations
Literaturverz. S. 138 - 139
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Select result number 11
11
Handreichung für den Unterricht in Jahrgangsstufe 8
Language
German language, English language
Published
Bad Kreuznach
:
Pädag. Zentrum Rheinland-Pfalz
,
1994
Series
Bilingualer Unterricht Erdkunde, Englisch
Jgst. 8
Catalogue:
GEI
Call Number: GD-V 162(1,94)-94,9L
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 2 - Lower secondary level
Document Type:
Teaching Aids
Country of Use:
Germany
Rhineland-Palatinate
Observations
Themen: USA, Südamerika
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Select result number 12
12
Empfehlungen für den bilingualen deutsch-englischen Unterricht - Erdkunde ; [Sekundarstufe I]
Language
German language, English language
Published
Frechen
:
Ritterbach
,
1995
Edition:
[Stand:] 1/1995
Series
Die Schule in Nordrhein-Westfalen / 34
3453
Catalogue:
GEI
Call Number: Z-V NW G-13(1995)
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 2 - Lower secondary level
Document Type:
Guideline
School Type:
Gymnasium: Academic secondary school ('grammar school')
Country of Use:
Germany
North Rhine-Westphalia
Observations
RdErl. des Kultusministeriums vom 15.11.1994 - II C 4.36-25/1 Nr. 324/94. - Adressen und Literatur S. 166 - 172
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Select result number 13
13
Terrorism - a global threat? [Modelle und Methoden für den Englischunterricht]
Language
German language, English language
Published
Paderborn
:
Schöningh
,
2007
Edition:
Dr. A, 1
Series
Challenges - Global learning in a globalised world
Schöningh-Schulbuch
Catalogue:
GEI
Call Number: SE-V 164(1,2007)3
Format:
Book
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03 - Social sciences, journalism and information
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0312 - Political sciences and civics
Level of Education:
ISCED 3 - Upper secondary level
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Textbook
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Select result number 14
14
Entdecken und Verstehen [Geschichtsbuch] 3, [Schülerbd.] Vom napoleonischen Zeitalter bis zur Gegenwart / bearb. von Thomas Berger-von der Heide ...
Language
German language, English language
Published
Berlin
:
Cornelsen
,
2007
Edition:
Realschule, Baden-Württemberg, 1. Aufl., 4. Dr.
Catalogue:
GEI
Call Number: HDR-V 67(1,2007)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)
Country of Use:
Germany
Baden-Württemberg
Observations
Hier auch später erschienene, unveränderte Nachdrucke
Enth. Kapitel in Englisch für den bilingualen Unterricht
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15
Invitation to History Volume 1, [Schülerband] From the American Revolution to the First World War / erarbeitet von Annegret Weeke ; didaktische Mitwirkung: Manfred Wildhage
by
Weeke, Annegret
Language
English language
Published
Berlin
:
Cornelsen
,
2006
Edition:
1. Auflage
Series
Materialien für den bilingualen Unterricht Geschichte
Catalogue:
GEI
Call Number: HD-V 325(1,2006)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
Country of Use:
Germany
Observations
Hier auch später erschienene, unveränderte Nachdrucke
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16
Invitation to History Volume 1, [Schülerband] From the American Revolution to the First World War / erarbeitet von Annegret Weeke ; didaktische Mitwirkung: Manfred Wildhage
by
Weeke, Annegret
Language
German language, English language
Published
Berlin
:
Cornelsen
,
2009
Edition:
1. Auflage, 4. Druck
Series
Materialien für den bilingualen Unterricht Geschichte
Catalogue:
GEI
Call Number: HD-V 325(1,2009)1
Format:
Book
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0222 - History and archaeology
Level of Education:
ISCED 2 - Lower secondary level
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Textbook
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Germany
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Select result number 17
17
Kinder lernen den Islam kennen
by
Parmiter, Ruth
,
Price, Monica
Language
German language, English language
Published
Mülheim an der Ruhr
:
Verl. an der Ruhr
,
2007
Edition:
[Veränd. Aufl.]
Catalogue:
GEI
Call Number: SB-V 337(1,2007)
Format:
Book
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02 - Arts and humanities
022 - Humanities (except languages)
0222 - History and archaeology
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 1 - Primary level
Document Type:
Teaching Aids
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Germany
Observations
Literatur- und Internettipps Bl. 52
Geeignet für Kl. 3 - 4
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Select result number 18
18
Unsere Erde 3, Handreichungen für den Unterricht mit Kopiervorlagen / herausgegeben und bearbeitet von Lynnette Jung
by
Jung, Lynnett
Language
German language, English language
Published
Berlin
:
Cornelsen
,
2013
Edition:
Nordrhein-Westfalen, [Sekundarstufe I], [Ausgabe 2011], 1. Auflage
Series
National Geographic
Catalogue:
GEI
Call Number: GDR-V 74(1,2013)3L
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 2 - Lower secondary level
Document Type:
Teacher's Guide
School Type:
Realschule: Secondary school providing general education (not to university entrance level)
Country of Use:
Germany
North Rhine-Westphalia
Observations
CD-ROM enthält Lehrplansynopse, Lernzielkontrollen und editierbare Kopiervorlagen
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Select result number 19
19
Unemployment and the Euro - Le chômage et l'Euro - Beschäftigungskrise und Europäische Währungsunion fächerverbindendes Thema Klasse 11
by
Birk, Giselher 1941-
,
Gauß, Otto
,
Krapf, Peter
Language
German language, French language, English language
Published
Stuttgart
:
Landesinstitut für Erziehung und Unterricht
,
1998
Series
Handreichungen zum Bildungsplan Gymnasium FTh
513
Catalogue:
GEI
Call Number: SEG-V 46(1,98)-513L
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
Zum Einsatz in den Fächern Englisch, Französisch, Gemeinschaftskunde
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20
Projekt: aktive Bürger sich demokratisch durchsetzen lernen ; eine Arbeitsmappe
Language
German language, English language
Published
Mühlheim an der Ruhr
:
Verl. an der Ruhr
,
2001
Catalogue:
GEI
Call Number: SK-V 619(1,2001)
Format:
Book
Online Access
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031 - Social and behavioural sciences
0312 - Political sciences and civics
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Not elsewhere classified
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Teaching Aids
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Observations
Literaturverz. S. 115 - 119
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![Terrorism - a global threat? [Modelle und Methoden für den Englischunterricht]](data:image/jpg;base64,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)
![Entdecken und Verstehen [Geschichtsbuch]](data:image/jpg;base64,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)
