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1
Zur Orientierung Basiswissen Deutschland : Kursbuch mit Audio-CD, Deutsch als Fremdsprache
by
Gaidosch, Ulrike
,
Müller, Christine
Published
Ismaning
:
Hueber Verlag
,
2020
Edition:
8. Auflage
Catalogue:
GEI
Call Number: SK-V 858(8,2020)
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
02 - Arts and humanities
022 - Humanities (except languages)
0222 - History and archaeology
Level of Education:
Not elsewhere classified
Document Type:
Task Collection
Teaching Aids
Country of Use:
Germany
Observations
Hier auch später erschienene, unveränderte Nachdrucke
"für Orientierungskurse mit 100 Unterrichtseinheiten" - Umschlag
"Niveaustufe A2/B1" - Umschlagrückseite
CD-Beilage enthält alle Hörtexte des Buches
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2
55 Stundeneinstiege Religion einfach, kreativ, motivierend ; [1. - 4. Klasse ; Grundschule]
by
Röser, Winfried
Published
Donauwörth
:
Auer
,
2012
Edition:
1. Aufl.
Series
Auer macht Schule Grundschule
Auer macht Schule
Catalogue:
GEI
Call Number: WB-V 47(1,2012)
Format:
Book
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02 - Arts and humanities
022 - Humanities (except languages)
0221 - Religion and theology
Level of Education:
ISCED 1 - Primary level
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Germany
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3
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
022 - Humanities (except languages)
0221 - Religion and theology
Level of Education:
ISCED 1 - Primary level
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Germany
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4
Tests III: Methoden
Published
Seelze
:
Friedrich
,
2001
Series
Geographie heute
22.2001,192
Catalogue:
GEI
Call Number: Z 614 : 22
Format:
Book
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School Subject (according to ISCED):
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
ISCED 3 - Upper secondary level
Document Type:
Task Collection
Country of Use:
Germany
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5
Piraten Seeräuberei im Wandel der Zeit
by
Brühne, Thomas 1980-
,
Kirch, Peter 1940-
Published
Braunschweig
:
Westermann
,
2013
Edition:
Dr. A1
Series
Diercke - Integra
Diercke Integra
Catalogue:
GEI
Call Number: SD-V 437(1,2013)1
Format:
Book
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Educational Media Metadata
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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 2 - Lower secondary level
Document Type:
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Germany
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6
Wie funktioniert unsere Demokratie? das politische System der BRD - Grundlagen und handlungsorientierte Aufgaben ; Klasse 8 - 10
by
Joest, Anja
Published
Hamburg
:
AOL-Verl.
,
2013
Edition:
1. Aufl.
Catalogue:
GEI
Call Number: SD-V 436(1,2013)
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
Document Type:
Task Collection
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7
Kinder haben Rechte - überall! informieren, sensibilisieren, Handlungsmöglichkeiten entwickeln ; Klasse 5 - 6 ; Gymnasium
by
Kriebitzsch, Jennifer
Published
Buxtehude
:
AOL-Verlag
,
c 2011
Edition:
1. Aufl.
Catalogue:
GEI
Call Number: SCG-V 7(1,2011)
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
Document Type:
Task Collection
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Germany
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8
Schalom! das Judentum in der Grundschule; kindgerechte Unterrichtsmaterialien für die Klassen 3/4
by
Zimmerer, Ulrike
Published
Donauwörth
:
Auer
,
2012
Edition:
2. Aufl.
Series
Grundschule
Catalogue:
GEI
Call Number: WB-V 103(2,2012)
Format:
Book
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02 - Arts and humanities
022 - Humanities (except languages)
0221 - Religion and theology
Level of Education:
ISCED 1 - Primary level
Document Type:
Task Collection
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Germany
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9
Sekten, Okkultismus, Esoterik Erscheinungsformen, Glaubenspraktiken und Erklärungsmodelle ; [mit Kopiervorlagen ; Sekundarstufe I]
Published
Donauwörth
:
Auer
,
2011
Edition:
2. Aufl.
Series
Auer macht Schule
Catalogue:
GEI
Call Number: WD-V 50(2,2011)
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
Document Type:
Task Collection
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Germany
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10
Der Jahreskreis im Kirchenjahr Kopiervorlagen für den Religionsunterricht in der Grundschule
Published
Donauwörth
:
Auer
,
2010
Edition:
7. Aufl.
Catalogue:
GEI
Call Number: WB-V 40(7,2010)
Format:
Book
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02 - Arts and humanities
022 - Humanities (except languages)
0221 - Religion and theology
Level of Education:
ISCED 1 - Primary level
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Task Collection
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Germany
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Select result number 11
11
Wie stehst du zu deiner Religion? umfassende Materialien zum Thema Glaubensfragen und Glaubenskritik ; Jahrgangstufe 9 - 12 ; [Mit Kopiervorlagen ; Sekundarstufe]
by
Wasmaier-Sailer, Margit 1975-
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
Country of Use:
Germany
Observations
Literatur- und Medienverz. S. 65
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12
Klimawandel und Klimaschutz Informationen, Hintergründe, Diskussionsanregungen
by
Schüppel, Katrin
Published
Mülheim an der Ruhr
:
Verlag an der Ruhr
,
2007
Edition:
1. Aufl.
Catalogue:
GEI
Call Number: GL-V 337(1,2007)
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:
Not elsewhere classified
Document Type:
Task Collection
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Country of Use:
Germany
Observations
Geeignet für die Klasse 7 - 11, 12 - 17 Jahre. - Literatur- und URL-Verz. S. 97
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13
Kräfte der Erde gewaltige Wirkung
by
Brühne, Thomas 1980-
,
Kirch, Peter 1940-
Published
Braunschweig
:
Westermann
,
2015
Edition:
Dr. A
Series
Diercke - Integra
Diercke Integra
Catalogue:
GEI
Call Number: GD-V 378(1,2015)3
Format:
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
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Task Collection
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![55 Stundeneinstiege Religion einfach, kreativ, motivierend ; [1. - 4. Klasse ; Grundschule]](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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)
![Sekten, Okkultismus, Esoterik Erscheinungsformen, Glaubenspraktiken und Erklärungsmodelle ; [mit Kopiervorlagen ; Sekundarstufe 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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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)
