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Kerpen
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1
Lernwerkstatt "Als Oma und Opa noch zur Schule gingen" Kurztexte, Aufgaben, Übungen, sinnerfassendes Lesen ; mit Lösungen
by
Rosenwald, Gabriela
Published
Kerpen
:
Kohl
,
2009
Edition:
1. Aufl.
Catalogue:
GEI
Call Number: HB-V 37(1,2009)8
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
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Germany
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Select result number 2
2
Lernwerkstatt "Wichtige Entdecker der Geschichte" Kurztexte, Aufgaben, Rätsel, Sinnerfassendes Lesen, Mit Lösungen
Published
Kerpen
:
Kohl
,
2010
Edition:
1. Aufl.
Series
Lernwerkstatt
Catalogue:
GEI
Call Number: HB-V 37(1,2010)9
Format:
Book
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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 2 - Lower secondary level
ISCED 1 - Primary level
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Germany
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3
Extremismus - Gegen Demokratie Geschichtliche und politische Entwicklungen ; ab 9. Schuljahr
by
Witt, Dirk 1970-
Published
Kerpen
:
Kohl Verlag
,
2015
Edition:
1. Auflage
Catalogue:
GEI
Call Number: SD-V 456(1,2015)
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
ISCED 3 - Upper secondary level
Document Type:
Task Collection
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Germany
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4
Lernwerkstatt Klimawandel die Menschheit am Scheideweg? ; Informationen, Hintergründe, Versuche, sinnerfassendes Lesen ; mit Lösungen
by
Wertenbroch, Wolfgang 1943-
Published
Kerpen
:
Kohl
,
2011
Edition:
3. Aufl.
Catalogue:
GEI
Call Number: GD-V 370(3,2011)2
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:
Task Collection
Country of Use:
Germany
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Select result number 5
5
Genozid = Völkermord : Jugendliche für brisante Themen sensibilisieren ; Völkermord am Beispiel Ruanda, Infotexte und Aufgaben [8. - 10. Schuljahr]
by
Wüthrich, Christa 1976-
Published
Kerpen
:
Kohl
,
2014
Edition:
1. Aufl.
Series
Geschichte & Gesellschaft
Catalogue:
GEI
Call Number: HD-V 430(1,2014)
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
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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Country of Use:
Germany
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Select result number 6
6
Merktraining Deutschland unsere Heimat unter die Lupe genommen : Landschaften, Bundesländer, wir in Europa : 3.-6. Schuljahr
by
Rosenwald, Gabriela
Published
Kerpen
:
Kohl-Verlag
,
[2012]
Series
Allgemeinbildung
Catalogue:
GEI
Call Number: GB-V 218(1,2012)1
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
ISCED 1 - Primary level
Document Type:
Task Collection
Country of Use:
Germany
Observations
Hier auch später erschienene, unveränderte Nachdrucke
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7
Wir leben zusammen der Mensch in der Gemeinschaft ; Familie, Gleichaltrige, Peergroups, Generationen, Migrationen, Mehrheiten & Minderheiten
by
Heitmann, Friedhelm 1951-
Published
Kerpen
:
Kohl
,
2012
Edition:
1. Aufl.
Series
Gesellschaft
Catalogue:
GEI
Call Number: SD-V 434(1,2012)
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
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 8
8
Lernwerkstatt Europa Europas Länder und Landschaften, Das europäische Erscheinungsbild, Beliebte Urlaubsziele, Andere Länder - andere Sitten! ; [Sekundarstufe]
by
Rosenwald, Gabriela
,
Stolz, Ulrike
,
Kohl, Lynn-Svenn
Published
Kerpen
:
Kohl
,
2008
Edition:
1. Aufl.
Series
Lernwerkstatt
Catalogue:
GEI
Call Number: GC-V 384(1,2008)2
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 2 - Lower secondary level
Document Type:
Task Collection
Country of Use:
Germany
Observations
112 Kopiervorlagen mit Lösungen
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Select result number 9
9
Zypern - Eine geteilte Insel geschichtliche Hintergründe, Politik, Fakten & Kultur ; Sekundarstufe
by
Koeck, Bandi
Published
Kerpen
:
KOHL VERLAG
,
2017
Edition:
1. Auflage
Catalogue:
GEI
Call Number: SD-V 482(1,2017)
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
0312 - Political sciences and civics
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
Country of Use:
Germany
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Select result number 10
10
Lernwerkstatt Ressourcen und Energie Infotexte, Versuche, Aufgaben, Übungen, sinnerfassendes Lesen, mit Lösungen : 4.-10. Schuljahr
by
Wertenbroch, Wolfgang 1943-
Published
Kerpen
:
Kohl Verlag
,
2013
Edition:
1. Auflage
Series
Lernen mit Erfolg
Catalogue:
GEI
Call Number: SB -V 392(1,2013)2
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
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 2 - Lower secondary level
Document Type:
Task Collection
Country of Use:
Germany
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Select result number 11
11
Kindheit & Kinderarbeit Jugendliche für brisante Themen sensibilisieren; Kindheit und Kinderarbeit früher und heute, Infotexte und Aufgaben
by
Heitmann, Friedhelm 1951-
Published
Kerpen
:
Kohl-Verl.
,
2010
Edition:
1. Aufl.
Series
Geschichte und Gesellschaft
Catalogue:
GEI
Call Number: SK-V 768(1,2010)
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
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 12
12
Lernwerkstatt Energiewende ... und was das bedeutet! : Informationen, Aufgaben, Diskussionsanstöße : mit Lösungen
by
Krämer, Georg
Published
Kerpen
:
Kohl Verlag. Der Verlag mit dem Baum
,
2011
Edition:
1. Auflage
Catalogue:
GEI
Call Number: SD-V 433(1,2011)2
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
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 13
13
Politik verstehen Wahlen in Deutschland ; politische Themen Jugendlichen leicht erklärt ; Infotexte und Aufgaben , mit Abschlusstest ; 60 Kopiervorlagen, mit Lösungen
by
Wertenbroch, Konstantin
,
Kohl, Lynn-Sven
Published
Kerpen
:
Kohl-Verl.
,
2009
Edition:
1. Auflage
Series
Arbeitsmaterial zur politischen Bildung
Catalogue:
GEI
Call Number: SK-V 759(1,2009)
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
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 14
14
Lernwerkstatt Energiequellen gestern, heute, morgen?; Informationen, Aufgaben, Versuche, Arbeitsaufträge mit Lösungen; 4. - 11. Schuljahr
by
Wertenbroch, Wolfgang 1943-
Published
Kerpen
:
Kohl
,
2011
Edition:
1. Aufl.
Catalogue:
GEI
Call Number: SD-V 433(1,2011)1
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
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 15
15
China was verbirgt sich hinter der neuen Weltmacht?
Published
Kerpen
:
Kohl-Verl.
,
2010
Edition:
1. Aufl.
Catalogue:
GEI
Call Number: SK-V 769(1,2010)
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
0312 - Political sciences and civics
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
Country of Use:
Germany
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Select result number 16
16
Russland das Riesenreich unter die Lupe genommen! ; Wissenswertes und Interessantes über russische Geschichte, Kultur, Bildung, Weltanschauung u.v.m. ; 80 Kopiervorlagen
by
Rosenwald, Gabriela
Published
Kerpen
:
Kohl-Verl. - Der Verl. mit dem Baum
,
2012
Edition:
1. Aufl.
Catalogue:
GEI
Call Number: GL-V 352(1,2012)
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
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:
Task Collection
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Country of Use:
Germany
Observations
Geeignet für den Erdkunde- und Geschichtsunterricht, zur Projekt- und Freiarbeit sowie für Vertretungsstunden
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17
Lernwerkstatt Deutschland Die deutschen Bundesländer, Stadt, Land, Fluss - das deutsche Landschaftsbild, Wirtschaft, Kultur und Verkehr, Besondere Sehenswürdigkeiten ; [Sekundarstufe]
by
Rosenwald, Gabriela
,
Stolz, Ulrike
,
Kohl, Lynn-Sven
Published
Kerpen
:
Kohl
,
2008
Edition:
Sekundarstufe, 1. Aufl.
Catalogue:
GEI
Call Number: GC-V 384(1,2008)1
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 2 - Lower secondary level
Document Type:
Task Collection
Country of Use:
Germany
Observations
90 Kopiervorlagen mit Lösungen
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Select result number 18
18
Lernwerkstatt "Die Welt" Die Kontinente der Erde, Die Klimazonen, Ozeane und das Erdinnere, Arbeiten mit dem Atlas ; [Sekundarstufe]
Published
Kerpen
:
Kohl
,
2010
Edition:
1. Aufl.
Series
Lernwerkstatt
Catalogue:
GEI
Call Number: GL-V 382(1,2010)
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 2 - Lower secondary level
Document Type:
Task Collection
Teaching Aids
Country of Use:
Germany
Observations
94 Kopiervorlagen mit Lösungen
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19
Krieg & Frieden Jugendliche für brisante Themen sensibilisieren ; können wir Menschen in Frieden miteinander leben? ; Infotexte und Aufgaben
Published
Kerpen
:
Kohl
,
2010
Edition:
1. Aufl.
Series
Geschichte & Gesellschaft
Catalogue:
GEI
Call Number: SK-V 770(1,2010)
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
0312 - Political sciences and civics
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
53 Kopiervorlagen mit Lösungen zum Einsatz in der Freiarbeit/zum Stationenlernen in verschiedenen Klassenstufen
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Select result number 20
20
Indien ein Riesenland erwacht zum Leben ; Wissenswertes und Interessantes über indische Geschichte, Kultur, Bildung, Weltanschauung u.v.m. ; 115 Kopiervorlagen
by
Rosenwald, Gabriela
Published
Kerpen
:
Kohl-Verl.
,
2012
Edition:
1. Aufl.
Catalogue:
GEI
Call Number: GD-V 362(1,2012)
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
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:
Task Collection
Teaching Aids
Country of Use:
Germany
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![Genozid = Völkermord : Jugendliche für brisante Themen sensibilisieren ; Völkermord am Beispiel Ruanda, Infotexte und Aufgaben [8. - 10. Schuljahr]](data:image/jpg;base64,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)
![Lernwerkstatt Europa Europas Länder und Landschaften, Das europäische Erscheinungsbild, Beliebte Urlaubsziele, Andere Länder - andere Sitten! ; [Sekundarstufe]](data:image/jpg;base64,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)
![Lernwerkstatt Deutschland Die deutschen Bundesländer, Stadt, Land, Fluss - das deutsche Landschaftsbild, Wirtschaft, Kultur und Verkehr, Besondere Sehenswürdigkeiten ; [Sekundarstufe]](data:image/jpg;base64,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)
![Lernwerkstatt "Die Welt" Die Kontinente der Erde, Die Klimazonen, Ozeane und das Erdinnere, Arbeiten mit dem Atlas ; [Sekundarstufe]](data:image/jpg;base64,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)
