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Teaching Aids
Series:
Unterrichtspraxis
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1
Ethik in sozialer Verantwortung leben und lernen ; [Tafelbilder, Folienvorlagen, Arbeitsblätter mit Lösungen]
by
Grünauer, Karl-Hans
Published
Puchheim
:
pb-Verl. [u.a.]
,
2008
Series
Unterrichtspraxis Sekundarstufe I
Catalogue:
GEI
Call Number: WD-V 88(1,2008)
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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2
Religion kompakt 3. Jahrgangsstufe / Karl-Hans Grünauer
Published
München
:
pb-Vlg
,
2009
Series
Unterrichtspraxis
Catalogue:
GEI
Call Number: WB-V 87(1,2009)3
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
Teaching Aids
Country of Use:
Germany
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3
Katholische Religion [Tafelbilder; Folienvorlagen; Arbeitsblätter mit Lösungen] 8. Jahrgangsstufe Lebensplanung und Sinnfindung
Published
Puchheim
:
pb-Verl.
,
2004
Series
Unterrichtspraxis
Catalogue:
GEI
Call Number: WD-V 87(1,2004)8
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
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Select result number 4
4
Kinder in Lateinamerika Bilder, Texte, Lernideen
Published
Wiesbaden
:
Akad. Verl.-Ges.
,
1979
Series
Unterrichtspraxis
5
Catalogue:
GEI
Call Number: SK-V 11(1,79)-5
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:
Not elsewhere classified
Document Type:
Teaching Aids
Country of Use:
Germany
Observations
Literaturverz. S. [146 - 47]
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5
Katholische Religion [Tafelbilder; Folienvorlagen; Arbeitsblätter mit Lösungen] 7. Jahrgangsstufe Auf der Suche zu sich selbst
Published
Puchheim
:
pb-Verl.
,
2008
Series
Unterrichtspraxis
Catalogue:
GEI
Call Number: WD-V 87(1,2008)7
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
Teaching Aids
Country of Use:
Germany
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6
Religion kompakt 4. Jahrgangsstufe / Karl-Hans Grünauer
Published
Pucheim
:
pb-Verl.
,
2008
Series
Unterrichtspraxis
Catalogue:
GEI
Call Number: WB-V 87(1,2008)4
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
Teaching Aids
Country of Use:
Germany
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7
Katholische Religion [Tafelbilder; Folienvorlagen; Arbeitsblätter mit Lösungen] 6. Jahrgangsstufe Eigene Interessen und Fähigkeiten entdecken und entfalten / Karl-Hans Grünauer
Published
Puchheim
:
pb-Verl.
,
2004
Series
Unterrichtspraxis
Catalogue:
GEI
Call Number: WC-V 98(1,2004)6
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
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Lösungen]](data:image/jpg;base64,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)
![Katholische Religion [Tafelbilder; Folienvorlagen; Arbeitsblätter mit Lösungen]](data:image/jpg;base64,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)
![Katholische Religion [Tafelbilder; Folienvorlagen; Arbeitsblätter mit Lösungen]](data:image/jpg;base64,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)