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1
USA - Von den Kolonien zur globalen Supermacht [für G 8]
Published
Freising
:
Stark
,
2011
Edition:
Gymnasium, G 8
Series
Abitur-Wissen Geschichte
Catalogue:
GEI
Call Number: HEG-V 83(1,2011)11
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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Germany
Observations
Literaturverz. S. 119 - 120
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2
Geschichte Oberstufe von der Französischen Revolution bis heute
Published
Freising
:
Stark
,
2010
Edition:
Gymnasium, G 8-Abitur, [Neuausg.]
Series
Kompakt-Wissen Abitur Geschichte
Catalogue:
GEI
Call Number: HEG-V 121(1,2010)
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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3
Originalprüfungen Geschichte - Prüfungsaufgaben mit Lösungen Leistungskurs Gymnasium/Gesamtschule ; Nordrhein-Westfalen, Zentralabitur 2012
Published
Berlin
:
Cornelsen
,
2011
Edition:
Leistungskurs, 1. Aufl.
Catalogue:
GEI
Call Number: HE-V 108(1,2011)2,2
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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Task Collection
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Germany
North Rhine-Westphalia
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4
Histoire géographie Tle, séries L, ES nouveau bac 2015
Published
Paris
:
Hatier
,
2014
Edition:
Nouv. programme
Series
Annabac Sujets et corrigés 2015
Annabac 2015
7
Catalogue:
GEI
Call Number: F G/H-270(1,2014)
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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
0314 - Sociology and cultural studies
05 - Natural sciences, mathematics and statistics
053 - Physical sciences
0532 - Earth sciences
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ISCED 3 - Upper secondary level
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France
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5
Philosophie méthode ; terminale toutes séries ; [conseils méthodologiques, exercices, sujets corrigés]
Published
Rosny-sous-Bois
:
Bréal
,
2008
Series
Séquence bac
Catalogue:
GEI
Call Number: F W-4(1,2008)
Format:
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
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France
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6
Istoria ... dēmotiku 3 / Christina Papaiōannu
Published
Athēna
:
Patakē
,
2010
Catalogue:
GEI
Call Number: GR H-64(1,2010)3
Format:
Book
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02 - Arts and humanities
022 - Humanities (except languages)
0222 - History and archaeology
Level of Education:
ISCED 1 - Primary level
Document Type:
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Country of Use:
Greece
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7
Histoire-géographie STG ; annales 2009, sujets corrigés; [tous les sujets du bac 2008, tout le programme en 10 sujets, des corrigés clairs et détaillés]
Published
Paris
:
Nathan
,
2008
Series
Annales 2009 ABC bac Sujet corrigés
13
Catalogue:
GEI
Call Number: F G/H-210(1,2008)
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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France
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Select result number 8
8
Religion kompakt 3. Jahrgangsstufe / Karl-Hans Grünauer
Published
München
:
pb-Vlg
,
2009
Series
Unterrichtspraxis
Catalogue:
GEI
Call Number: WB-V 87(1,2009)3
Format:
Book
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02 - Arts and humanities
022 - Humanities (except languages)
0221 - Religion and theology
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ISCED 1 - Primary level
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Germany
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9
Spielerischer Lernspaß Religion mit Rätseln und Spielen Lehrplaninhalte einhalten, wiederholen, festigen; [mit Kopiervorlagen und Lösungsteil] 1./2. Klasse, [Schülerbd.]
Published
Donauwörth
:
Auer, AAP Lehrerfachverl.
,
2011
Edition:
Grundschule, 1., Aufl.
Series
Auer macht Schule
Catalogue:
GEI
Call Number: WB-V 1(1,2011)1/2
Format:
Book
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02 - Arts and humanities
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0221 - Religion and theology
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ISCED 1 - Primary level
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10
Stundenbilder für die Grundschule - Ethik Lehrskizzen, Tafelbilder, Folienvorlagen, Arbeitsblätter mit Lösungen 3. Jahrgangsstufe / Zeichn., Bilder, Quellen: Karl H. Grünauer, Sabrina Grünauer, Martina Grünauer
Published
Puchheim
:
pb-Verl.
,
2003
Catalogue:
GEI
Call Number: WB-V 28(1,2003)3
Format:
Book
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0223 - Philosophy and ethics
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ISCED 1 - Primary level
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11
Der Klimawandel vor Gericht Materialien für den Fach- und Projektunterricht
Published
Köln
:
Aulis-Verl.
,
c 2011
Catalogue:
GEI
Call Number: SK-V 811(1,2011)
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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Not elsewhere classified
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Germany
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Literaturangaben
Dateiformat der CD-ROM-Beil.: PDF
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12
Abitur-Training Geographie 1
Published
Freising
:
Stark
,
2009
Edition:
Bayern, Gymnasium, G 8
Series
Abitur-Training Geographie
Catalogue:
GEI
Call Number: GE-V 106(1,2009)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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Gymnasium: Academic secondary school ('grammar school')
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Germany
Bavaria
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Select result number 13
13
Histoire, géographie 1re S / Jean-Philippe Renaud ...
Published
Paris
:
Hatier
,
2011
Edition:
Spécial nouv. bac
Series
Annabac 2012 Sujets et corrigés
3
Catalogue:
GEI
Call Number: F G/H-248(1,2011)
Format:
Book
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022 - Humanities (except languages)
0222 - History and archaeology
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
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ISCED 3 - Upper secondary level
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France
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14
Exambuster - social studies grade 7 [for Namibian learners]
Published
Windhoek
:
Macmillan Education Namibia
,
2000
Edition:
Rev. ed.
Catalogue:
GEI
Call Number: NAM S-6(1,2010)
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
0314 - Sociology and cultural studies
05 - Natural sciences, mathematics and statistics
053 - Physical sciences
0532 - Earth sciences
Level of Education:
ISCED 1 - Primary level
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Namibia
Observations
Hier auch später erschienene, unveränderte Nachdrucke
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15
Philosophie entraînement, Tles L, ES, S, ; [180 sujets type bac, pistes d'analyse, plans détaillés, corrigés intégraux]
Published
Rosny-sous-Bois
:
Bréal
,
2008
Series
Séquence bac
Catalogue:
GEI
Call Number: F W-3(1,2008)
Format:
Book
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02 - Arts and humanities
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ISCED 3 - Upper secondary level
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16
Histoire-geographie Tles L, ES, S
Published
Paris
:
Hachette
,
2007
Series
Objectif bac
Annales bac 2008 Sujets et corrigés
Catalogue:
GEI
Call Number: F G/H-208(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
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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France
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17
Istoria ... dēmotiku 5 / Dēmētrēs Th. Katsulakos
Published
Athēna
:
Patakē
,
2010
Catalogue:
GEI
Call Number: GR H-64(1,2010)5
Format:
Book
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02 - Arts and humanities
022 - Humanities (except languages)
0222 - History and archaeology
Level of Education:
ISCED 1 - Primary level
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Task Collection
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Greece
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18
Lernwerkstatt "Als Oma und Opa noch zur Schule gingen" Kurztexte, Aufgaben, Übungen, sinnerfassendes Lesen ; mit Lösungen
by
Rosenwald, Gabriela
Published
Kerpen
:
Kohl
,
2009
Edition:
1. Aufl.
Catalogue:
GEI
Call Number: HB-V 37(1,2009)8
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
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Germany
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19
Philo bac Tle L, ES, S ; préparer et réussir le bac
Published
Paris
:
Bordas
,
2014
Series
Défibac
Catalogue:
GEI
Call Number: F W-28(1,2014)
Format:
Book
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ISCED 3 - Upper secondary level
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20
Salam! - der Islam in der Grundschule Lern-Bausteine für Regelunterricht und Freiarbeit in den Klassen 3 und 4 ; [Grundschule ; mit Kopiervorlagen]
by
Krause, Vera 1970-
Published
Donauwörth
:
Auer
,
2011
Edition:
3. Aufl.
Series
Auer macht Schule
Grundschule
Grundschule
Catalogue:
GEI
Call Number: WB-V 104(3,2011)
Format:
Book
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02 - Arts and humanities
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ISCED 1 - Primary level
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Task Collection
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![Spielerischer Lernspaß Religion mit Rätseln und Spielen Lehrplaninhalte einhalten, wiederholen, festigen; [mit Kopiervorlagen und Lösungsteil]](data:image/jpg;base64,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)
![Philosophie entraînement, Tles L, ES, S, ; [180 sujets type bac, pistes d'analyse, plans détaillés, corrigés intégraux]](data:image/jpg;base64,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)
![Salam! - der Islam in der Grundschule Lern-Bausteine für Regelunterricht und Freiarbeit in den Klassen 3 und 4 ; [Grundschule ; mit Kopiervorlagen]](data:image/jpg;base64,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)