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German language
School Type:
Schulart mit 2 Bildungsgängen: Secondary school providing general and vocationally oriented education in two separate streams (not to university entrance level)
Author:
Beygo, Sinan
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Language:
German language
School Type:
Schulart mit 2 Bildungsgängen: Secondary school providing general and vocationally oriented education in two separate streams (not to university entrance level)
Author:
Beygo, Sinan
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1
Politik.21 [Politik für Realschulen und mittleren Bildungsabschluss] Band 1, [Schülerband] / bearbeitet von: Sinan Beygo [und anderen]
by
Beygo, Sinan
Language
German language
Published
Bamberg
:
C.C. Buchner Verlag
,
2011
Edition:
Niedersachsen, Realschule, mittlerer Bildungsabschluss, 1. Auflage
Catalogue:
GEI
Call Number: SDR-V 42(1,2011)1
Format:
Book
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Saved in:
Educational Media Metadata
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:
Textbook
School Type:
Realschule: Secondary school providing general education (not to university entrance level)
Schulart mit 2 Bildungsgängen: Secondary school providing general and vocationally oriented education in two separate streams (not to university entrance level)
Country of Use:
Germany
Lower Saxony
Observations
Dieses Werk folgt der reformierten Rechtschreibung und Zeichensetzung
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Select result number 2
2
Politik.21 Sozialkunde 1, Lehrermaterial auf CD-ROM / Bearbeiter: Sinan Beygo [und weiteren]
Language
German language
Published
Bamberg
:
C.C. Buchner
,
2012
Edition:
Thüringen, Regelschule, 1. Auflage
Catalogue:
GEI
Call Number: SD-V 431(1,2012)1CD-ROM
Format:
Software
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Saved in:
Educational Media Metadata
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
School Type:
Schulart mit 2 Bildungsgängen: Secondary school providing general and vocationally oriented education in two separate streams (not to university entrance level)
Country of Use:
Germany
Thuringia
Saved in:
Select result number 3
3
Politik.21 Sozialkunde Band 1, Digitales Schulbuch [Sozialkunde für Regelschulen in der Jahrgangsstufe 8] / bearbeitet von: Sinan Beygo [und weiteren]
by
Beygo, Sinan
Language
German language
Published
Bamberg
:
C.C. Buchner
,
2012
Edition:
Thüringen, Regelschule, 1. Auflage
Series
Click & study
Catalogue:
GEI
Call Number: --%%--
Format:
eBook
Online Access
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Saved in:
Educational Media Metadata
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:
Textbook
School Type:
Schulart mit 2 Bildungsgängen: Secondary school providing general and vocationally oriented education in two separate streams (not to university entrance level)
Country of Use:
Germany
Thuringia
Saved in:
Select result number 4
4
Politik.21 Sozialkunde Digitales Schulbuch
by
Beygo, Sinan
,
Castner, Jan
,
Hecht, Dörthe
,
Reiter-Mayer, Petra
,
Reuther, Timo
Language
German language
Published
Bamberg
:
C.C. Buchner Verlag
,
2016
Edition:
Rheinland-Pfalz, Realschule plus, neu, 1. Auflage
Series
Click & study
Catalogue:
GEI
Call Number: --%%--
Format:
eBook
Online Access
Show more information
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Save to List
Saved in:
Educational Media Metadata
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:
Textbook
School Type:
Schulart mit 2 Bildungsgängen: Secondary school providing general and vocationally oriented education in two separate streams (not to university entrance level)
Country of Use:
Germany
Rhineland-Palatinate
Saved in:
Select result number 5
5
Politik.21 [Politik für Realschulen und mittleren Bildungsabschluss] 1, Lehrermaterial auf CD-ROM / [Bearb.: Sinan Beygo ...]
Language
German language
Published
Bamberg
:
Buchner
,
2012
Edition:
Niedersachsen, [Realschule, mittlerer Bildungsabschluss], 1. Aufl.
Catalogue:
GEI
Call Number: SDR-V 42(1,2012)1CD-ROM
Format:
Software
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Saved in:
Educational Media Metadata
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
School Type:
Realschule: Secondary school providing general education (not to university entrance level)
Schulart mit 2 Bildungsgängen: Secondary school providing general and vocationally oriented education in two separate streams (not to university entrance level)
Country of Use:
Germany
Lower Saxony
Observations
In Behältnis
Saved in:
Select result number 6
6
Politik.21 Sozialkunde Band 1 für die Jahrgangsstufe 8, [Schülerband] [Sozialkunde für Regelschulen in der Jahrgangsstufe 8] / bearbeitet von: Sinan Beygo [und weiteren]
by
Beygo, Sinan
Language
German language
Published
Bamberg
:
C.C. Buchner
,
2012
Edition:
Thüringen, Regelschule, 1. Auflage
Catalogue:
GEI
Call Number: SD-V 431(1,2012)1
Format:
Book
Indexes
Show more information
Show less information
Save to List
Saved in:
Educational Media Metadata
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:
Textbook
School Type:
Schulart mit 2 Bildungsgängen: Secondary school providing general and vocationally oriented education in two separate streams (not to university entrance level)
Country of Use:
Germany
Thuringia
Observations
Auch als digitales Schulbuch erschienen
Saved in:
Select result number 7
7
Politik.21 Politik und Wirtschaft Band 1, [Schülerband] = 7 / bearbeitet von: Sinan Beygo [und anderen]
by
Beygo, Sinan
Language
German language
Published
Bamberg
:
C.C. Buchner Verlag
,
2010
Edition:
[Hessen, Thüringen], [Realschule und verwandte Schularten, Gesamtschule], 1. Auflage
Catalogue:
GEI
Call Number: SD-V 404(1,2010)1
Format:
Book
Indexes
Show more information
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Save to List
Saved in:
Educational Media Metadata
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:
Textbook
School Type:
Realschule: Secondary school providing general education (not to university entrance level)
Schulart mit 2 Bildungsgängen: Secondary school providing general and vocationally oriented education in two separate streams (not to university entrance level)
Gesamtschule: Comprehensive school
Country of Use:
Germany
Thuringia
Hesse
Observations
Internetadressen: Seite 177
Saved in:
Select result number 8
8
Politik.21 Sozialkunde [für Realschulen plus] [Schülerbd.]
Language
German language
Published
Bamberg
:
Buchner
,
2014
Edition:
Rheinland-Pfalz, Realschule plus, 1. Aufl.
Catalogue:
GEI
Call Number: SD-V 439(1,2014)
Format:
Book
Indexes
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Saved in:
Educational Media Metadata
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:
Textbook
School Type:
Schulart mit 2 Bildungsgängen: Secondary school providing general and vocationally oriented education in two separate streams (not to university entrance level)
Country of Use:
Germany
Rhineland-Palatinate
Observations
Für das 7. - 10. Schuljahr
Auch als digitales Schulbuch erschienen
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Select result number 9
9
Politik & Co. Politische Bildung für die Sekundarstufe I Band 1, [Schülerband] Band 1 für die Jahrgangsstufen 7/8 / unter Verwendung von Beiträgen von Sinan Beygo, Jan Castner, Dörthe Hecht, Ulla Oppenländer und Petra Reiter-Mayer
Language
German language
Published
Bamberg
:
C.C. Buchner Verlag
,
[2016]
Edition:
Berlin/Brandenburg, [mittlere Schulabschlüsse, Gesamtschule, Gymnasium], 1. Auflage
Catalogue:
GEI
Call Number: SD-V 462(1,2016)1
Format:
Book
Indexes
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Saved in:
Educational Media Metadata
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:
Textbook
School Type:
Schulart mit 2 Bildungsgängen: Secondary school providing general and vocationally oriented education in two separate streams (not to university entrance level)
Gesamtschule: Comprehensive school
Gymnasium: Academic secondary school ('grammar school')
Country of Use:
Germany
Brandenburg
Berlin
Observations
Hier auch später erschienene, unveränderte Nachdrucke
Saved in:
Select result number 10
10
Politik.21 Sozialkunde Lehrermaterial auf CD-ROM
by
Beygo, Sinan
,
Castner, Jan
,
Hecht, Dörthe
,
Reiter-Mayer, Petra
,
Reuther, Timo
Language
German language
Published
Bamberg
:
C.C. Buchner
,
[2016]
Edition:
Rheinland-Pfalz, Realschule plus, neu, 1. Auflage
Catalogue:
GEI
Call Number: SD-V 439(1,2016)CD-ROM
Format:
Software
Show more information
Show less information
Save to List
Saved in:
Educational Media Metadata
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
School Type:
Schulart mit 2 Bildungsgängen: Secondary school providing general and vocationally oriented education in two separate streams (not to university entrance level)
Country of Use:
Germany
Rhineland-Palatinate
Saved in:
Select result number 11
11
Politik & Co. Politische Bildung für die Sekundarstufe I Band 1, Digitales Schulbuch Band 1 für die Jahrgangsstufen 7/8 / unter Verwendung von Beiträgen von Sinan Beygo, Jan Castner, Dörthe Hecht, Ulla Oppenländer und Petra Reiter-Mayer
Language
German language
Published
Bamberg
:
C.C. Buchner Verlag
,
[2016]
Edition:
Berlin/Brandenburg, [mittlere Schulabschlüsse, Gesamtschule, Gymnasium], 1. Auflage
Series
Click & study
Catalogue:
GEI
Call Number: --%%--
Format:
eBook
Online Access
Show more information
Show less information
Save to List
Saved in:
Educational Media Metadata
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:
Textbook
School Type:
Schulart mit 2 Bildungsgängen: Secondary school providing general and vocationally oriented education in two separate streams (not to university entrance level)
Gesamtschule: Comprehensive school
Gymnasium: Academic secondary school ('grammar school')
Country of Use:
Germany
Brandenburg
Berlin
Saved in:
Select result number 12
12
Politik.21 Sozialkunde [Schülerband]
by
Beygo, Sinan
,
Castner, Jan
,
Hecht, Dörthe
,
Reiter-Mayer, Petra
,
Reuther, Timo
Language
German language
Published
Bamberg
:
C.C. Buchner Verlag
,
2016
Edition:
Rheinland-Pfalz, Realschule plus, neu, 1. Auflage
Catalogue:
GEI
Call Number: SD-V 439(1,2016)
Format:
Book
Indexes
Show more information
Show less information
Save to List
Saved in:
Educational Media Metadata
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:
Textbook
School Type:
Schulart mit 2 Bildungsgängen: Secondary school providing general and vocationally oriented education in two separate streams (not to university entrance level)
Country of Use:
Germany
Rhineland-Palatinate
Observations
Auch als digitales Schulbuch erschienen
Saved in:
Select result number 13
13
Politik.21 Politik und Wirtschaft 1, Lehrermaterial auf CD-ROM / bearbeitet von: Sinan Beygo [und anderen]
by
Beygo, Sinan
Language
German language
Published
Bamberg
:
C.C. Buchner Verlag
,
2010
Edition:
[Hessen, Thüringen], [Realschule und verwandte Schularten, Gesamtschule], 1. Auflage
Catalogue:
GEI
Call Number: SD-V 404(1,2010)1CD-ROM
Format:
Software
Show more information
Show less information
Save to List
Saved in:
Educational Media Metadata
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
School Type:
Realschule: Secondary school providing general education (not to university entrance level)
Schulart mit 2 Bildungsgängen: Secondary school providing general and vocationally oriented education in two separate streams (not to university entrance level)
Gesamtschule: Comprehensive school
Country of Use:
Germany
Thuringia
Hesse
Saved in:
Select result number 14
14
Politik.21 [Sozialkunde für Realschulen plus] Lehrermaterial auf CD-ROM / Bearb.: Sinan Beygo ...
Language
German language
Published
Bamberg
:
Buchner
,
2014
Edition:
Rheinland-Pfalz, [Realschule plus], 1. Aufl.
Catalogue:
GEI
Call Number: SD-V 439(1,2014)CD-ROM
Format:
Software
Show more information
Show less information
Save to List
Saved in:
Educational Media Metadata
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
School Type:
Schulart mit 2 Bildungsgängen: Secondary school providing general and vocationally oriented education in two separate streams (not to university entrance level)
Country of Use:
Germany
Rhineland-Palatinate
Saved in:
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![Politik.21 [Politik für Realschulen und mittleren Bildungsabschluss]](data:image/jpg;base64,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)
![Politik.21 [Politik für Realschulen und mittleren Bildungsabschluss]](data:image/jpg;base64,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)
![Politik.21 Sozialkunde [für Realschulen plus]](data:image/jpg;base64,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)
