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1
Jesus und seine Gleichnisse 10 komplette Unterrichtseinheiten im Religionsunterricht der 3. und 4. Klasse ; [mit Kopiervorlagen und Schülerlexikon ; Grundschule]
by
Zerbe, Renate Maria
Published
Donauwörth
:
Auer
,
2010
Edition:
1. Aufl.
Series
Auer macht Schule Grundschule
Catalogue:
GEI
Call Number: WB-V 43(1,2010)
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 1 - Primary level
Document Type:
Teacher's Guide
Country of Use:
Germany
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Select result number 2
2
Von der Sozialen Frage bis zum Zweiten Weltkrieg Stundenbilder mit Kopiervorlagen ; [Sekundarstufe I]
by
Mayr, Otto
Published
Donauwörth
:
Auer
,
1995
Edition:
1. Aufl.
Series
Geschichte aktuell
Catalogue:
GEI
Call Number: HK-V 335(1,95)-2L
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:
Teacher's Guide
Country of Use:
Germany
Observations
Medienangaben
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Select result number 3
3
Arbeit mit Karten im Geschichtsunterricht am Gymnasium eine Handreichung für Lehrerinnen und Lehrer ; [passend auch zum Lehrplan für das achtjährige Gymnasium]
Published
Donauwörth
:
Auer
,
2004
Edition:
1. Aufl
Series
Handreichung / Staatsinstitut für Schulqualität und Bildungsforschung München
Catalogue:
GEI
Call Number: HCG-V 6(1,2004)2
Format:
Book
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Educational Media Metadata
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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:
Teacher's Guide
School Type:
Gymnasium: Academic secondary school ('grammar school')
Country of Use:
Germany
Observations
Literatur- und URL-Verz. S. 53 - 56
Passend auch zum Lehrplan für das achtjährige Gymnasium
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4
Politische Bildung, Medienerziehung und Statistik im Geschichtsunterricht eine Handreichung für Lehrerinnen und Lehrer ; [passend auch zum Lehrplan für das achtjährige Gymnasium]
Published
Donauwörth
:
Auer
,
2004
Edition:
1. Aufl.
Series
Handreichung / Staatsinstitut für Schulqualität und Bildungsforschung München
Catalogue:
GEI
Call Number: HCG-V 6(1,2004)3
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:
Teacher's Guide
School Type:
Gymnasium: Academic secondary school ('grammar school')
Country of Use:
Germany
Observations
Literatur- und URL-Verz. S. 108 - 113
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Select result number 5
5
Von der Welt zu Beginn der Neuzeit bis zur Gründung des Deutschen Reiches Stundenbilder mit Kopiervorlagen ; [Sekundarstufe I]
by
Mayr, Otto
Published
Donauwörth
:
Auer
,
1998
Edition:
1. Aufl.
Series
Geschichte aktuell
Catalogue:
GEI
Call Number: HK-V 335(1,98)-1L
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
Teacher's Guide
Country of Use:
Germany
Observations
Literatur- und Medienangaben
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Select result number 6
6
Von der Steinzeit bis zum Ende des Weströmischen Reiches ausgearbeitete Unterrichtseinheiten mit Kopiervorlagen und Lösungen ; [Sekundarstufe I]
Published
Donauwörth
:
Auer
,
2008
Edition:
1. Aufl.
Series
Geschichte aktuell
Catalogue:
GEI
Call Number: HK-V 335(1,2008)4L
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:
Teacher's Guide
Country of Use:
Germany
Observations
Literatur- und Medienangaben
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Select result number 7
7
Einführung in den Islam eine Unterrichtsreihe für die Jahrgangsstufen 5 bis 7 ; [mit Kopiervorlagen ; Sekundarstufe I]
by
Tischler, Bianca
Published
Donauwörth
:
Auer
,
2011
Edition:
3., [veränd.] Aufl.
Series
Auer macht Schule
Catalogue:
GEI
Call Number: WC-V 62(3,2011)
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 2 - Lower secondary level
Document Type:
Teacher's Guide
Country of Use:
Germany
Saved in:
Select result number 8
8
Ethik Unterrichtsmaterialien zu den zentralen Lehrplanthemen; [mit über 50 Kopiervorlagen] 8. [Klasse]
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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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
Teacher's Guide
Country of Use:
Germany
Observations
Hier auch später erschienene, unveränderte Nachdrucke
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Select result number 9
9
Fragen - suchen - entdecken Religion in der Grundschule 2, Arbeitshilfen [Mit Hinweisen für die jahrgangsübergreifenden Lerngruppen] / hrsg. von Barbara Ort. Erarb. von Barbara Ort ... Bearb. von Karla Dommers ...
by
Dommers, Karla
Published
Donauwörth
:
Auer
,
2004
Edition:
Für NRW
Catalogue:
GEI
Call Number: WB-V 5(1,2004)2L NRW
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 1 - Primary level
Document Type:
Teacher's Guide
Country of Use:
Germany
North Rhine-Westphalia
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Select result number 10
10
Der Grundkurs: Schuljahrsbeginn bis Advent
by
Quadflieg, Josef
Published
Donauwörth
:
Auer
,
1968
Series
Quadflieg, Josef Glaubensunterweisung im ersten Schuljahr.
Teil 1
Catalogue:
GEI
Call Number: WB-V 126(1,68)-1,1
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
Saved in:
Select result number 11
11
Von der Welt zu Beginn der Neuzeit bis zur Gründung des Deutschen Reiches ausgearbeitete Unterrichtseinheiten mit Kopiervorlagen und Lösungen
Published
Donauwörth
:
Auer
,
2011
Edition:
4. Aufl.
Series
Geschichte aktuell
Catalogue:
GEI
Call Number: HK-V 335(4,2011)1L
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:
Teacher's Guide
Country of Use:
Germany
Observations
Literatur- und Medienangaben
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Select result number 12
12
Ein Jahrtausend Partnerschaft und Konflikt Bausteine zur Geschichte der Deutschen und ihrer Nachbarn in den ehemals deutschen Siedlungsgebieten im östlichen Europa; Handreichung für den Geschichtsunterricht am Gymnasium Teilbd. 1
Published
Donauwörth
:
Auer
,
2000
Edition:
1. Aufl.
Catalogue:
GEI
Call Number: HDG-V 75(1,2000)1
Format:
Book
Indexes
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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
Teacher's Guide
School Type:
Gymnasium: Academic secondary school ('grammar school')
Country of Use:
Germany
Saved in:
Select result number 13
13
Geschichtsbilder historisches Lernen mit Bildern und Karikaturen : Handreichung für den Geschichtsunterricht am Gymnasium
Published
Donauwörth
:
Auer
,
2001
Edition:
1. Auflage
Series
Handreichung / Staatsinstitut für Schulpädagogik und Bildungsforschung München, ISB
Catalogue:
GEI
Call Number: HCG-V 6(1,2001)1
Format:
Book
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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
ISCED 3 - Upper secondary level
Document Type:
Teacher's Guide
School Type:
Gymnasium: Academic secondary school ('grammar school')
Country of Use:
Germany
Observations
Literaturverzeichnis: Seite 159-167
Gliederung in Unter-, Mittel- und Oberstufe
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Select result number 14
14
Ethik für Fachfremde und Berufseinsteiger komplett ausgearbeitete Unterrichtseinheiten und direkt einsetzbare Praxismaterialien Klassen 5/6
by
Richling, Michael
Published
Augsburg
:
Auer
,
2016
Edition:
Sekundarstufe I, 1. Auflage
Catalogue:
GEI
Call Number: WC-V 172(1,2016)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:
Teacher's Guide
Country of Use:
Germany
Observations
Mit Kopiervorlagen - Cover
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Select result number 15
15
Erdkunde am Gymnasium Handreichungen zum neuen Fachlehrplan für die Unter- und Mittelstufe
Published
Donauwörth
:
Auer
,
1993
Catalogue:
GEI
Call Number: GDG-V 1(1,93)
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:
Teacher's Guide
School Type:
Gymnasium: Academic secondary school ('grammar school')
Country of Use:
Germany
Bavaria
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Select result number 16
16
Tafelbilder Sozialkunde und Wirtschaft Modelle für alle Schularten ; [Sekundarstufe I]
by
Kohler, Ewald
,
Schuster, Jürgen
,
Beyer, Philipp
Published
Donauwörth
:
Auer
,
2011
Edition:
3., [veränd.] Aufl.
Series
Auer macht Schule
Catalogue:
GEI
Call Number: SD-V 389(3,2011)
Format:
Book
Indexes
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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:
Teacher's Guide
Country of Use:
Germany
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Select result number 17
17
Umwelt hat Zukunft Handreichung zur Umweltbildung in der Grundschule
by
Füssl, Karl 1946-
Published
Donauwörth
:
Auer
,
2005
Edition:
1. Aufl.
Series
Handreichung / Staatsinstitut für Schulqualität und Bildungsforschung München
Catalogue:
GEI
Call Number: SB-V 299(1,2005)1
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
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:
Teacher's Guide
Country of Use:
Germany
Saved in:
Select result number 18
18
Das Mittelalter: politische Ordnung und Alltagsleben ausgearbeitete Unterrichtseinheiten mit Kopiervorlagen und Lösungen ; [Sekundarstufe I]
by
Mayr, Otto
Published
Donauwörth
:
Auer
,
2009
Edition:
1. Aufl.
Series
Geschichte aktuell
Auer macht Schule
Auer - Sekundarstufe I
Catalogue:
GEI
Call Number: HK-V 335(1,2009)5L
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:
Teacher's Guide
Country of Use:
Germany
Observations
Literatur- und Medienangaben
Saved in:
Select result number 19
19
Ethik Unterrichtsmaterialien zu den zentralen Lehrplanthemen; [mit über 50 Kopiervorlagen] 10. [Klasse]
Published
Donauwörth
:
Auer
,
2009
Edition:
Sekundarstufe I, 1. Aufl.
Series
Auer macht Schule
Catalogue:
GEI
Call Number: WD-V 3(1,2009)10
Format:
Book
Indexes
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Saved in:
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
Teacher's Guide
Country of Use:
Germany
Saved in:
Select result number 20
20
Ein Jahrtausend Partnerschaft und Konflikt Bausteine zur Geschichte der Deutschen und ihrer Nachbarn in den ehemals deutschen Siedlungsgebieten im östlichen Europa; Handreichung für den Geschichtsunterricht am Gymnasium Teilbd. 2 Deutsche und Polen 1918 - 1945/46
Published
Donauwörth
:
Auer
,
2000
Edition:
1. Aufl.
Catalogue:
GEI
Call Number: HDG-V 75(1,2000)2
Format:
Book
Indexes
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Saved in:
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:
Teacher's Guide
School Type:
Gymnasium: Academic secondary school ('grammar school')
Country of Use:
Germany
Observations
Literaturverz. S. 180 - 183. - Medienverz. S. 185
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![Jesus und seine Gleichnisse 10 komplette Unterrichtseinheiten im Religionsunterricht der 3. und 4. Klasse ; [mit Kopiervorlagen und Schülerlexikon ; Grundschule]](data:image/jpg;base64,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)
![Von der Sozialen Frage bis zum Zweiten Weltkrieg Stundenbilder mit Kopiervorlagen ; [Sekundarstufe I]](data:image/jpg;base64,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)
![Von der Welt zu Beginn der Neuzeit bis zur Gründung des Deutschen Reiches Stundenbilder mit Kopiervorlagen ; [Sekundarstufe I]](data:image/jpg;base64,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)
![Von der Steinzeit bis zum Ende des Weströmischen Reiches ausgearbeitete Unterrichtseinheiten mit Kopiervorlagen und Lösungen ; [Sekundarstufe I]](data:image/jpg;base64,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)
![Einführung in den Islam eine Unterrichtsreihe für die Jahrgangsstufen 5 bis 7 ; [mit Kopiervorlagen ; Sekundarstufe I]](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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)
![Tafelbilder Sozialkunde und Wirtschaft Modelle für alle Schularten ; [Sekundarstufe 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)
![Das Mittelalter: politische Ordnung und Alltagsleben ausgearbeitete Unterrichtseinheiten mit Kopiervorlagen und Lösungen ; [Sekundarstufe I]](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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)