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1
Ethik an Stationen 9/10 Übungsmaterial zu den Kernthemen des Lehrplans 9/10. [Sekundarstufe I. Mit Kopiervorlagen]
by
Worm, Heinz-Lothar 1947-
Published
Donauwörth
:
Auer
,
2011
Edition:
1. Aufl.
Series
Auer macht Schule Sekundarstufe I
Catalogue:
GEI
Call Number: WD-V 39(1,2011)9/10
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
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Task Collection
Teaching Aids
Country of Use:
Germany
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Select result number 2
2
Katholische Religion an Stationen - Inklusion Materialien zur Einbindung und Förderung lernschwacher Schüler Klasse 7/8
by
Sommer, Sandra 19XX-
Published
Donauwörth
:
Auer
,
2014
Edition:
1. Auflage
Series
Inklusion für differenzierten Unterricht
Immer besser unterrichten Sekundarstufe I
Catalogue:
GEI
Call Number: WD-V 157(1,2014)7/8
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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
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Select result number 3
3
Gedichte für die Grundschule Schülerarbeitsheft Jahrgangsstufe 1
Published
Donauwörth
:
Auer
,
1986
Edition:
3. Aufl.
Catalogue:
GEI
Call Number: DB-V 339(3,86)1
Format:
Book
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School Subject (according to ISCED):
02 - Arts and humanities
023 - Languages
0232 - Literature and linguistics
Level of Education:
ISCED 1 - Primary level
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Germany
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4
Es gibt (k)einen Gott?! Umfassende Materialien zum Thema Gottesfrage, Atheismus und Agnostizismus [Sekundarstufe II ; mit Kopiervorlagen]
by
Roser, Matthias 1964-
Published
Donauwörth
:
Auer
,
2011
Edition:
1. Aufl.
Series
Auer macht Schule & Sekundarstufe II
Catalogue:
GEI
Call Number: WE-V 50(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 3 - Upper secondary level
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Country of Use:
Germany
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Select result number 5
5
Ethik Unterrichtsmaterialien zu den zentralen Lehrplanthemen; [mit über 50 Kopiervorlagen] 5. [Klasse]
Published
Donauwörth
:
Auer
,
2009
Edition:
Sekundarstufe I, 1. Aufl.
Series
Auer macht Schule
Catalogue:
GEI
Call Number: WC-V 2(1,2009)5
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
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Select result number 6
6
Ethik Unterrichtsmaterialien zu den zentralen Lehrplanthemen; [mit über 50 Kopiervorlagen] 9. [Klasse]
Published
Donauwörth
:
Auer
,
2010
Edition:
Sekundarstufe I, 1. Aufl.
Series
Auer macht Schule
Catalogue:
GEI
Call Number: WD-V 3(1,2010)9
Format:
Book
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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
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Select result number 7
7
Ethik an Stationen Übungsmaterial zu den Kernthemen des Lehrplans 7/8 ; [mit Kopiervorlagen]
by
Worm, Heinz-Lothar 1947-
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
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Select result number 8
8
Katholische Religion an Stationen - Inklusion Materialien zur Einbindung und Förderung lernschwacher Schüler Klasse 9/10
by
Sommer, Sandra 19XX-
Published
Donauwörth
:
Auer
,
2015
Edition:
1. Auflage
Series
Inklusion für differenzierten Unterricht
Immer besser unterrichten Sekundarstufe I
Catalogue:
GEI
Call Number: WD-V 157(1,2015)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:
Task Collection
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Country of Use:
Germany
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Select result number 9
9
Katholische Religion an Stationen Übungsmaterial zu den Kernthemen des Lehrplans ... 5/6 [mit Kopiervorlagen] / Tina Schauer; Inge Wittig
Published
Donauwörth
:
Auer
,
2010
Edition:
1. Aufl.
Series
Auer macht Schule Sekundarstufe I
Catalogue:
GEI
Call Number: WC-V 59(1,2010)5/6
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
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Country of Use:
Germany
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Select result number 10
10
Politik kooperativ! Klasse 5/6 Kernthemen des Lehrplans mit kooperativen Lernmethoden erfolgreich umsetzen ; [Sekundarstufe I ; mit Kopiervorlagen und methodischen Hinweisen]
by
Hammer, Julia
Published
Donauwörth
:
Auer, AAP Lehrerfachverlage GmbH
,
2014
Edition:
1. Aufl.
Catalogue:
GEI
Call Number: SC-V 111(1,2014)5/6
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 11
11
Geschichte an Stationen - Spezial Krisen und Kriege - 1945 bis heute
by
Filzek, Markus
Published
Donauwörth
:
Auer Verlag
,
2014
Edition:
1. Auflage
Series
Immer besser unterrichten Sekundarstufe I
Catalogue:
GEI
Call Number: HD-V 426(1,2014)2
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
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Select result number 12
12
Feste feiern im Kirchenjahr Entstehung, Bedeutung und Brauchtum kreativ erarbeiten ; [mit Kopiervorlagen]
by
Sigg, Stephan 1983-
Published
Donauwörth
:
Auer
,
2010
Edition:
2. Aufl.
Series
Auer macht Schule Sekundarstufe I
Catalogue:
GEI
Call Number: WC-V 57(2,2010)
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
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Select result number 13
13
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)
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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 14
14
Geschichte an Stationen 5/6 Materialien zur Einbindung und Förderung lernschwacher Schüler
by
Göhler, Claudia
Published
Donauwörth
:
Auer Verlag
,
2014
Edition:
1. Auflage
Series
Immer besser unterrichten Sekundarstufe I
Catalogue:
GEI
Call Number: HC-V 297(1,2014)
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:
Task Collection
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Germany
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15
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
Document Type:
Task Collection
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16
Demokratie - was bringt mir das ? Arbeitsblätter zur politischen Meinungsbildung ; Klasse 5 - 10 ; [Sekundarstufe I]
by
Tuschl, Martin
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 17
17
Stationentraining: fernöstliche Religionen Grundlagen und Alltagspraxis von Hinduismus und Buddhismus ; [mit Kopiervorlagen]
by
Blumhagen, Doreen
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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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 18
18
Zwischen Glaube und Besessenheit umfassende Materialien zum Fundamentalismus in den Weltreligionen
by
Roser, Matthias 1964-
Published
Donauwörth
:
Auer Verlag GmbH
,
2010
Edition:
1. Auflage
Series
Auer macht Schule Sekundarstufe
Catalogue:
GEI
Call Number: WD-V 54(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
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Select result number 19
19
Geschichte an Stationen Übungsmaterial zu den Kernthemen des Lehrplans; [mit Kopiervorlagen] 5/6 / [die Autoren:] Lars Gellner; Daniela Müller
Published
Donauwörth
:
Auer
,
2010
Edition:
2. Aufl.
Series
Auer - Sekundarstufe 1
Auer macht Schule
Catalogue:
GEI
Call Number: HC-V 268(2,2010)5/6
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:
Task Collection
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Germany
Observations
Arbeitsbl. als Kopiervorlagen und Lösungen
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20
Gebete, Sakramente, Kirche, Weltreligionen
Published
Donauwörth
:
Auer
,
2010
Series
Schädle, Georg 1955- Grundschülerwissen Katholische Religion.
2
Catalogue:
GEI
Call Number: WB-V 39(1,2010)2
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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
Country of Use:
Germany
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![Ethik an Stationen 9/10 Übungsmaterial zu den Kernthemen des Lehrplans 9/10. [Sekundarstufe I. Mit Kopiervorlagen]](data:image/jpg;base64,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)
![Es gibt (k)einen Gott?! Umfassende Materialien zum Thema Gottesfrage, Atheismus und Agnostizismus [Sekundarstufe II ; 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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)
![Ethik Unterrichtsmaterialien zu den zentralen Lehrplanthemen; [mit über 50 Kopiervorlagen]](data:image/jpg;base64,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)
![Ethik an Stationen Übungsmaterial zu den Kernthemen des Lehrplans 7/8 ; [mit Kopiervorlagen]](data:image/jpg;base64,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)
![Politik kooperativ! Klasse 5/6 Kernthemen des Lehrplans mit kooperativen Lernmethoden erfolgreich umsetzen ; [Sekundarstufe I ; mit Kopiervorlagen und methodischen Hinweisen]](data:image/jpg;base64,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)
![Feste feiern im Kirchenjahr Entstehung, Bedeutung und Brauchtum kreativ erarbeiten ; [mit Kopiervorlagen]](data:image/jpg;base64,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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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)
![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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)
![Geschichte an Stationen Übungsmaterial zu den Kernthemen des Lehrplans; [mit Kopiervorlagen]](data:image/jpg;base64,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)
