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German language
Place of Publication:
Donauwörth
Series:
Auer macht Schule
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Auer macht Schule
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1
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-
Language
German language
Published
Donauwörth
:
Auer
,
2011
Edition:
3. Aufl.
Series
Auer macht Schule
Grundschule
Grundschule
Catalogue:
GEI
Call Number: WB-V 104(3,2011)
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Book
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Educational Media Metadata
School Subject (according to ISCED):
02 - Arts and humanities
022 - Humanities (except languages)
0221 - Religion and theology
Level of Education:
ISCED 1 - Primary level
Document Type:
Task Collection
Teaching Aids
Country of Use:
Germany
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2
Alte Geschichte auf einen Blick eine illustrierte Zeitleiste von der Steinzeit bis zum Ende des Römischen Reiches
by
Paulus, Anton
Language
German language
Published
Donauwörth
:
Auer Verlag GmbH
,
2010
Edition:
1. Auflage
Series
Sekundarstufe
Auer macht Schule
Catalogue:
GEI
Call Number: HK-V 712(1,2010)
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
Document Type:
Teaching Aids
Country of Use:
Germany
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3
Ethik Unterrichtsmaterialien zu den zentralen Lehrplanthemen; [mit über 50 Kopiervorlagen] 8. [Klasse]
Language
German language
Published
Donauwörth
:
Auer
,
2010
Edition:
Sekundarstufe I, 1. Aufl.
Series
Auer macht Schule
Catalogue:
GEI
Call Number: WD-V 3(1,2010)8
Format:
Book
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School Subject (according to ISCED):
02 - Arts and humanities
022 - Humanities (except languages)
0223 - Philosophy and ethics
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Task Collection
Teacher's Guide
Country of Use:
Germany
Observations
Hier auch später erschienene, unveränderte Nachdrucke
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4
Sternstunden Religion besondere Ideen und Materialien zu den Kernthemen der Klassen ... 9/10
by
Rieß, Wolfgang
,
Schlereth, Reinhard
Language
German language
Published
Donauwörth
:
Auer
,
2012
Edition:
2. Aufl.
Series
Auer macht Schule Sekundarstufe I
Catalogue:
GEI
Call Number: WD-V 34(2,2012)9/10
Format:
Book
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School Subject (according to ISCED):
02 - Arts and humanities
022 - Humanities (except languages)
0221 - Religion and theology
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Teaching Aids
Country of Use:
Germany
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Select result number 5
5
Evangelische Religion an Stationen Übungsmaterial zu den Kernthemen des Lehrplans; [mit Kopiervorlagen] 7/8, Übungsmaterial
Language
German language
Published
Donauwörth
:
Auer
,
2011
Edition:
Sekundarstufe I, 1. Aufl.
Series
Auer macht Schule
Catalogue:
GEI
Call Number: WD-V 2(1,2011)7/8
Format:
Book
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School Subject (according to ISCED):
02 - Arts and humanities
022 - Humanities (except languages)
0221 - Religion and theology
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Task Collection
Country of Use:
Germany
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Select result number 6
6
Erdkunde an Stationen5/6
by
Gellner, Lars
,
Müller, Daniela
Language
German language
Published
Donauwörth
:
Auer
,
2009
Edition:
1. Aufl.
Series
Erdkunde an Stationen
5/6
Catalogue:
GEI
Call Number: GC-V 404(1,2009)5/6
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
Document Type:
Task Collection
Teaching Aids
Country of Use:
Germany
Observations
Arbeitsbl. als Kopiervorlagen und Lösungen
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7
Lebendige Tafelbilder Geschichte - Alte Geschichte plus CD mit allen Tafelbildern als PowerPoint
by
Paulus, Anton
Language
German language
Published
Donauwörth
:
Auer
,
2010
Edition:
1. Aufl.
Series
Auer - Sekundarstufe 1
Auer macht Schule
Catalogue:
GEI
Call Number: HD-V 385(1,2010)
Format:
Book
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Educational Media Metadata
School Subject (according to ISCED):
02 - Arts and humanities
022 - Humanities (except languages)
0222 - History and archaeology
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Teaching Aids
Country of Use:
Germany
Observations
Vorlagen auf der CD-ROM optimiert für Microsoft PowerPoint 200/2003
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8
Jesus - Leiden, Tod und Auferstehung 8 komplette Unterrichtseinheiten im Religionsunterricht der Grundschule Klasse 1 - 4 ; [mit Kopiervorlagen und Schülerlexikon]
Language
German language
Published
Donauwörth
:
Auer
,
2011
Edition:
1. Aufl.
Series
Auer macht Schule Grundschule
Catalogue:
GEI
Call Number: WB-V 41(1,2011)
Format:
Book
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School Subject (according to ISCED):
02 - Arts and humanities
022 - Humanities (except languages)
0221 - Religion and theology
Level of Education:
ISCED 1 - Primary level
Document Type:
Teacher's Guide
Country of Use:
Germany
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Select result number 9
9
So steht es in der Bibel: Weihnachten, Ostern, Pfingsten ; drei Lernzirkel in Stationen für einen offenen Religionsunterricht in den Jahrgangsstufen 3. und 4
by
Frede, Zita
Language
German language
Published
Donauwörth
:
Auer
,
2009
Edition:
3. Aufl.
Series
Auer macht Schule Grundschule
Catalogue:
GEI
Call Number: WB-V 46(3,2009)
Format:
Book
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School Subject (according to ISCED):
02 - Arts and humanities
022 - Humanities (except languages)
0221 - Religion and theology
Level of Education:
ISCED 1 - Primary level
Document Type:
Task Collection
Country of Use:
Germany
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Select result number 10
10
Lebendige Tafelbilder Erdkunde plus CD mit allen Tafelbildern als PowerPoint
by
Bleyenberg, Daniel
Language
German language
Published
Donauwörth
:
Auer
,
2009
Edition:
Sekundarstufe I, 1. Aufl.
Series
Auer - Sekundarstufe I
Auer macht Schule
Catalogue:
GEI
Call Number: GD-V 159(1,2009)
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
Document Type:
Teaching Aids
Country of Use:
Germany
Observations
Vorlagen auf der CD-ROM optimiert für Microsoft PowerPoint 200/2003
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Select result number 11
11
Die schnelle Stunde Geschichte 30 originelle Unterrichtsstunden ganz ohne Vorbereitung; [ideal für Vertretungsstunden]
by
Baumann, Christina
Language
German language
Published
Donauwörth
:
Auer
,
2012
Edition:
1. Auflage
Series
Auer Sekundarstufe I
Auer macht Schule
Catalogue:
GEI
Call Number: HC-V 284(1,2012)
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:
Teaching Aids
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Germany
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Select result number 12
12
Wie stehst du zu deiner Religion? umfassende Materialien zum Thema Glaubensfragen und Glaubenskritik ; Jahrgangstufe 9 - 12 ; [Mit Kopiervorlagen ; Sekundarstufe]
by
Wasmaier-Sailer, Margit 1975-
Language
German language
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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School Subject (according to ISCED):
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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Select result number 13
13
Armut und Arbeitslosigkeit - muss das sein? Arbeitsblätter zur politischen Meinungsbildung ; Klasse 5 - 10 ; [Sekundarstufe I]
by
Tuschl, Martin
Language
German language
Published
Donauwörth
:
Auer-Verlag
,
2011
Edition:
1. Aufl.
Series
Auer macht Schule
Catalogue:
GEI
Call Number: SC-V 90(1,2011)2
Format:
Book
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School Subject (according to ISCED):
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
Country of Use:
Germany
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Select result number 14
14
Erdkunde an Stationen Übungsmaterial zu den Kernthemen des Lehrplans; [mit Kopiervorlagen] 7/8 / [die Autoren:] Lars Gellner; Cathrin Spellner
Language
German language
Published
Donauwörth
:
Auer
,
2010
Edition:
1. Aufl.
Series
Auer - Sekundarstufe 1
Auer macht Schule
Catalogue:
GEI
Call Number: GD-V 349(1,2010)7/8
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
Document Type:
Task Collection
Teaching Aids
Country of Use:
Germany
Observations
Arbeitsbl. als Kopiervorlagen und Lösungen
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Select result number 15
15
Demokratie - was bringt mir das ? Arbeitsblätter zur politischen Meinungsbildung ; Klasse 5 - 10 ; [Sekundarstufe I]
by
Tuschl, Martin
Language
German language
Published
Donauwörth
:
Auer
,
2011
Edition:
1. Aufl.
Series
Auer macht Schule Sekundarstufe I
Catalogue:
GEI
Call Number: SC-V 90(1,2011)1
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
Country of Use:
Germany
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Select result number 16
16
Stationentraining: fernöstliche Religionen Grundlagen und Alltagspraxis von Hinduismus und Buddhismus ; [mit Kopiervorlagen]
by
Blumhagen, Doreen
Language
German language
Published
Donauwörth
:
Auer
,
2011
Edition:
2. Aufl.
Series
Auer macht Schule Sekundarstufe I
Catalogue:
GEI
Call Number: WC-V 54(2,2011)
Format:
Book
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Educational Media Metadata
School Subject (according to ISCED):
02 - Arts and humanities
022 - Humanities (except languages)
0221 - Religion and theology
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Task Collection
Teaching Aids
Country of Use:
Germany
Observations
5. - 10. Klasse
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Select result number 17
17
Sternstunden Religion besondere Ideen und Materialien zu den Kernthemen der Klassen ... 7/8
by
Rieß, Wolfgang
,
Schlereth, Reinhard
Language
German language
Published
Donauwörth
:
Auer
,
2012
Edition:
3. Aufl.
Series
Auer macht Schule Sekundarstufe I
Catalogue:
GEI
Call Number: WD-V 34(3,2012)7/8
Format:
Book
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School Subject (according to ISCED):
02 - Arts and humanities
022 - Humanities (except languages)
0221 - Religion and theology
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Teaching Aids
Country of Use:
Germany
Saved in:
Select result number 18
18
Ethik an Stationen Übungsmaterial zu den Kernthemen des Lehrplans 7/8 ; [mit Kopiervorlagen]
by
Worm, Heinz-Lothar 1947-
Language
German language
Published
Donauwörth
:
Auer
,
2011
Edition:
1. Aufl.
Series
Auer macht Schule Sekundarstufe I
Catalogue:
GEI
Call Number: WD-V 39(1,2011)7/8
Format:
Book
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Educational Media Metadata
School Subject (according to ISCED):
02 - Arts and humanities
022 - Humanities (except languages)
0223 - Philosophy and ethics
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Task Collection
Teaching Aids
Country of Use:
Germany
Saved in:
Select result number 19
19
Ethik an Stationen Übungsmaterial zu den Kernthemen des Lehrplans 5/6 ; [mit Kopiervorlagen]
by
Worm, Heinz-Lothar 1947-
Language
German language
Published
Donauwörth
:
Auer
,
2010
Edition:
1.Aufl.
Series
Auer macht Schule Sekundarstufe I
Catalogue:
GEI
Call Number: WC-V 34(1,2010)5/6
Format:
Book
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Educational Media Metadata
School Subject (according to ISCED):
02 - Arts and humanities
022 - Humanities (except languages)
0223 - Philosophy and ethics
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Task Collection
Teaching Aids
Country of Use:
Germany
Saved in:
Select result number 20
20
Katholische Religion an Stationen Übungsmaterial zu den Kernthemen des Lehrplans ... 7/8 [mit Kopiervorlagen] / Tina Schauer; Inge Wittig
Language
German language
Published
Donauwörth
:
Auer
,
2011
Edition:
1. Aufl.
Series
Auer macht Schule Sekundarstufe I
Catalogue:
GEI
Call Number: WD-V 52(1,2011)7/8
Format:
Book
Indexes
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Educational Media Metadata
School Subject (according to ISCED):
02 - Arts and humanities
022 - Humanities (except languages)
0221 - Religion and theology
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Task Collection
Teaching Aids
Country of Use:
Germany
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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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)
![Ethik Unterrichtsmaterialien zu den zentralen Lehrplanthemen; [mit über 50 Kopiervorlagen]](data:image/jpg;base64,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)
![Jesus - Leiden, Tod und Auferstehung 8 komplette Unterrichtseinheiten im Religionsunterricht der Grundschule Klasse 1 - 4 ; [mit Kopiervorlagen und Schülerlexikon]](data:image/jpg;base64,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)
![Die schnelle Stunde Geschichte 30 originelle Unterrichtsstunden ganz ohne Vorbereitung; [ideal für Vertretungsstunden]](data:image/jpg;base64,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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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)
![Armut und Arbeitslosigkeit - muss das sein? Arbeitsblätter zur politischen Meinungsbildung ; Klasse 5 - 10 ; [Sekundarstufe I]](data:image/jpg;base64,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)
![Erdkunde an Stationen Übungsmaterial zu den Kernthemen des Lehrplans; [mit Kopiervorlagen]](data:image/jpg;base64,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)
![Demokratie - was bringt mir das ? Arbeitsblätter zur politischen Meinungsbildung ; Klasse 5 - 10 ; [Sekundarstufe I]](data:image/jpg;base64,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)
![Stationentraining: fernöstliche Religionen Grundlagen und Alltagspraxis von Hinduismus und Buddhismus ; [mit Kopiervorlagen]](data:image/jpg;base64,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)
![Ethik an Stationen Übungsmaterial zu den Kernthemen des Lehrplans 7/8 ; [mit 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)
![Ethik an Stationen Übungsmaterial zu den Kernthemen des Lehrplans 5/6 ; [mit Kopiervorlagen]](data:image/jpg;base64,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)
