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Auer
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Auer
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1
Von Potsdam bis ins neue Jahrtausend ausgearbeitete Unterrichtseinheiten mit Kopiervorlagen und Lösungen [Sekundarstufe 1]
Published
Donauwörth
:
Auer
,
2011
Edition:
6. aktual. Aufl.
Series
Geschichte aktuell
Catalogue:
GEI
Call Number: HK-V 335(6,2011)3L
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 2
2
Handreichungen für den Erdkundeunterricht in der Kollegstufe 4. Folge
Published
Donauwörth
:
Auer
,
1977
Catalogue:
GEI
Call Number: GE-V 8(1,77)-4
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
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
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 3
3
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 4
4
55 Stundeneinstiege Geschichte einfach, kreativ, motivierend
Published
Donauwörth
:
Auer
,
2009
Edition:
1. Aufl.
Series
Auer - Sekundarstufe 1
Catalogue:
GEI
Call Number: HD-V 387(1,2009)
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
Saved in:
Select result number 5
5
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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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 6
6
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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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
Saved in:
Select result number 7
7
Von Potsdam bis ins neue Jahrtausend ausgearbeitete Unterrichtseinheiten mit Kopiervorlagen und Lösungen
Published
Donauwörth
:
Auer
,
2008
Edition:
5., überarb. und erw. Aufl.
Series
Geschichte aktuell
Catalogue:
GEI
Call Number: HK-V 335(5,2008)3L
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
Country of Use:
Germany
Observations
Literatur- und Medienangaben
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Select result number 8
8
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
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
Country of Use:
Germany
Observations
Literatur- und Medienangaben
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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
Saved in:
Select result number 10
10
Handreichung zur Einführung des Lehrplans für die Grundschule
Published
München
,
Donauwörth
:
Staatsinst. für Schulpäd. und Bildungsforschung, Abt. Grund- und Hauptschule
,
Auer
,
2001
Edition:
1. Aufl.
Catalogue:
GEI
Call Number: SB-V 8(1,2001)
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
0223 - Philosophy and ethics
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
023 - Languages
0232 - Literature and linguistics
Level of Education:
ISCED 1 - Primary level
Document Type:
Teacher's Guide
School Type:
Grundschule: Primary school / Elementary school
Country of Use:
Germany
Bavaria
Observations
Der Veröffentlichung wurde mit KMS vom 04. April 2001 Nr. IV/1 - S7410/1 - 4/37851 zugestimmt
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Select result number 11
11
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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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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Select result number 12
12
Kirche entdecken Glaube, Gemeinschaft, Gebäude ; 12 komplette Unterrichtseinheiten für die 3. und 4. Klasse ; [mit Kopiervorlagen und Schülerlexikon]
by
Zerbe, Renate Maria
Published
Donauwörth
:
Auer
,
2011
Edition:
2. Aufl.
Series
Auer macht Schule Grundschule
Auer macht Schule
Catalogue:
GEI
Call Number: WB-V 44(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 1 - Primary level
Document Type:
Teacher's Guide
Country of Use:
Germany
Observations
Hier auch später erschienene, unveränderte Nachdrucke
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Select result number 13
13
Von Potsdam bis zum vereinten Europa Stundenbilder mit Kopiervorlagen
Published
Donauwörth
:
Auer
,
1992
Edition:
1. Aufl.
Series
Geschichte aktuell
Catalogue:
GEI
Call Number: HK-V 335(1,92)-3L
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:
Teacher's Guide
Country of Use:
Germany
Observations
Literatur- und Medienangaben
Saved in:
Select result number 14
14
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
Indexes
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Saved in:
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:
Teacher's Guide
Country of Use:
Germany
Saved in:
Select result number 15
15
Fragen - suchen - entdecken Religion in der Grundschule 1, Arbeitshilfen / Hrsg. von Barbara Ort ... Erarb. von Barbara Ort ...
Published
München
,
Donauwörth
:
Kösel
,
Auer
,
2007
Edition:
2. Aufl.
Catalogue:
GEI
Call Number: WB-V 5(2,2007)1L
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
Rhineland-Palatinate
Saxony-Anhalt
Berlin
Thuringia
Bavaria
Lower Saxony
Saarland
Observations
Rechtschreibreformiert
Saved in:
Select result number 16
16
Jesus - Geburt, Leben und Botschaft 8 komplette Unterrichtseinheiten im Religionsunterricht der Grundschule Klasse 1 - 4 ; [mit Kopiervorlagen und Schülerlexikon ; Grundschule]
Published
Donauwörth
:
Auer
,
2011
Edition:
1. Aufl.
Series
Auer macht Schule Grundschule
Catalogue:
GEI
Call Number: WB-V 42(1,2011)
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)
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 17
17
Fragen - suchen - entdecken Religion in der Grundschule 3, Arbeitshilfen [Mit Hinweisen für die jahrgangsübergreifenden Lerngruppen] / hrsg. von Barbara Ort ... Erarb. von Michael Bauer ... Bearb. von Karla Dommers ...
Published
München
,
Donauwörth
:
Kösel
,
Auer
,
2010
Edition:
Für NRW, 3. Aufl.
Catalogue:
GEI
Call Number: WB-V 5(3,2010)3L NRW
Format:
Book
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Saved in:
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
Observations
Rechtschreibreformiert
Saved in:
Select result number 18
18
Advent bis Schuljahrsende
by
Quadflieg, Josef
,
Miller, Gabriele
Published
Donauwörth
:
Auer
,
1968
Series
Quadflieg, Josef Glaubensunterweisung im ersten Schuljahr.
Teil 2
Catalogue:
GEI
Call Number: WB-V 126(1,68)-1,2
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
Saved in:
Select result number 19
19
Ethik Unterrichtsmaterialien zu den zentralen Lehrplanthemen; [mit über 50 Kopiervorlagen] 7. [Klasse]
Published
Donauwörth
:
Auer
,
2009
Edition:
Sekundarstufe I, 1. Aufl.
Series
Auer macht Schule
Catalogue:
GEI
Call Number: WD-V 3(1,2009)7
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
Geschichte an Stationen Übungsmaterial zu den Kernthemen des Lehrplans; [mit Kopiervorlagen] 9/10 / Autoren: Lars Gellner; Matthias Gerhardt
Published
Donauwörth
:
Auer
,
2011
Edition:
1. Aufl.
Series
Auer macht Schule : Sekundarstufe I
Catalogue:
GEI
Call Number: HD-V 386(1,2011)9/10
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)
0222 - History and archaeology
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Task Collection
Teaching Aids
Teacher's Guide
Country of Use:
Germany
Saved in:
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![Von Potsdam bis ins neue Jahrtausend ausgearbeitete Unterrichtseinheiten mit Kopiervorlagen und Lösungen [Sekundarstufe 1]](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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)
![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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)
![Kirche entdecken Glaube, Gemeinschaft, Gebäude ; 12 komplette Unterrichtseinheiten für die 3. und 4. Klasse ; [mit Kopiervorlagen und Schülerlexikon]](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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)
![Jesus - Geburt, Leben und Botschaft 8 komplette Unterrichtseinheiten im Religionsunterricht der Grundschule Klasse 1 - 4 ; [mit Kopiervorlagen und Schülerlexikon ; Grundschule]](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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)
![Geschichte an Stationen Übungsmaterial zu den Kernthemen des Lehrplans; [mit 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)