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21
Történelem a dolgozók általános iskolája esti tagozata számára 7. osztály, Feladatlapok / [Somogyvári Sebestyén munkája]
Published
Budapest
:
Tankönyvk.
,
1974
Edition:
2. k.
Catalogue:
GEI
Call Number: H H-15(2,74)7S
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
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Task Collection
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Hungary
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22
Construindo a geografia recortando o mapa do mundo: ensino fundamental: caderno de atividades v.3
by
Araújo, Regina
,
Guimarães, Raul Borges
,
Ribeiro, Wagner Costa
Published
São Paulo
:
Moderna Hamburg
,
1999
Edition:
1.ed.
Catalogue:
LIVRES
Format:
Book
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02 - Arts and humanities
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Brazil
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23
پښتو [Bd. 2,3, Übungsh.] دَطالب علمابودَ کار کتاب دويئم ټولګی
Published
Peshawar
,
پېښور
:
Pak-German Bas-Ed
,
پاک جرمن لومړنی تعلیمات
,
1989
Edition:
Testversion P
Series
Pak-German Bas-Ed WB
P-2,41/60
Catalogue:
GEI
Call Number: PK PK-6(1,89)2,3PS
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Book
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02 - Arts and humanities
023 - Languages
0232 - Literature and linguistics
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ISCED 1 - Primary level
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Pakistan
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24
Pré-alfabetização atividades de prontidão para crianças de 5 anos: estudos sociais
by
Passos, Célia Passos, Célia M. Costa
,
Silva, Zeneide Silva, Zeneide Albuquerque I.
Published
São Paulo
:
Nacional
,
199-?
Series
Eu gosto
Catalogue:
LIVRES
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Book
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05 - Natural sciences, mathematics and statistics
051 - Biological and related sciences
0511 - Biology
01 - Education
011 - Education
03 - Social sciences, journalism and information
031 - Social and behavioural sciences
0312 - Political sciences and civics
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Brazil
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Conteúdo: Estudos Sociais, Datas Comemorativas, Ciências
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25
Durchblick - GSW, Geschichte, Politik 9/10, Aufgabenlösungen / [Autorinnen und Autoren: Burghild Denecke ...]
Published
Braunschweig
:
Westermann
,
1999
Edition:
Realschule, Niedersachsen, 1. Aufl., 2. Dr.
Catalogue:
GEI
Call Number: HDR-V 38(1,99)-9/10Lö
Format:
Book
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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
Teacher's Guide
School Type:
Realschule: Secondary school providing general education (not to university entrance level)
Country of Use:
Germany
Lower Saxony
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Select result number 26
26
Geographie 10. Klasse, Lösungen / Autoren: Kerstin Bräuer, Leipzig [und 6 weitere]
by
Bräuer, Kerstin
Published
Braunschweig
:
Schroedel
,
2016
Edition:
Gymnasium, Sachsen, Druck A
Catalogue:
GEI
Call Number: GDG-V 120(1,2016)10Lö
Format:
Book
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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
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Gymnasium: Academic secondary school ('grammar school')
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Germany
Saxony
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Select result number 27
27
Betrifft Sozialkunde Arbeitsh., Lösungen
Published
Troisdorf
:
Bildungsverl. Eins
,
2010
Edition:
Ausg. Saarland, 4. Aufl.
Catalogue:
GEI
Call Number: SF-V 209(4,2010)Lö CD-ROM
Format:
Software
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03 - Social sciences, journalism and information
031 - Social and behavioural sciences
0312 - Political sciences and civics
Level of Education:
Vocational training - all levels
Document Type:
Task Collection
School Type:
Berufsbildende Schule: Further education college for vocational training
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Germany
Saarland
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Select result number 28
28
Topos 6, [Schülerband] / auteurs Marlee Vermeiren
by
Vermeiren, Marlee
Published
Brugge
:
die Keure
,
[2016]
Catalogue:
GEI
Call Number: B G-109(1,2016)6
Format:
Book
Indexes
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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:
Textbook
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Belgium
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29
Politik kooperativ! Klasse 9/10 Kernthemen des Lehrplans mit kooperativen Lernmethoden erfolgreich umsetzen ; [Sekundarstufe I ; mit Kopiervorlagen und methodischen Hinweisen]
by
Hammer, Julia
Published
Augsburg
:
Auer, AAP Lehrerfachverlage GmbH
,
2015
Edition:
1. Aufl.
Catalogue:
GEI
Call Number: SD-V 455(1,2015)9/10
Format:
Book
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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
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Germany
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30
Mens in tijd en ruimte leergang aardrijkskunde; geschiedenis voor het LBO D. 1 Werkboek
Published
Groningen
:
Dijkstra
,
[ca. 1981]
Edition:
2. dr.
Catalogue:
GEI
Call Number: NL G-113(2,81)1S
Format:
Book
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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
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ISCED 2 - Lower secondary level
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Netherlands
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31
Viva a história história ... ano 9o ano, Caderno do aluno / Cristina Maia; Isabel Paulos Brandão; Rev. científica: Manuela Carvalho
Published
Porto
:
Porto Ed.
,
2008
Catalogue:
GEI
Call Number: P H-135(1,2008)9S
Format:
Book
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02 - Arts and humanities
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0222 - History and archaeology
Level of Education:
ISCED 2 - Lower secondary level
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Task Collection
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Portugal
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32
Geographie Arbeitsmaterialien Klasse ... 10
Published
Berlin
:
Volk-und-Wissen-Verl.
,
1974
Edition:
1. Aufl.
Catalogue:
GEI
Call Number: DDR GB-3(1,74)10
Format:
Book
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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:
German Democratic Republic (until 1990)
Observations
Redaktionsschluss: 10.04.1974
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33
Von der Industriellen Revolution bis zum Imperialismus strukturierte Stundenbilder für den Geschichtsunterricht ; Kopiervorlagen mit Lösungen ; [Sekundarstufe I]
by
Albus, Hubert
Published
Augsburg
:
Brigg Pädagogik-Verl.
,
2013
Edition:
1. Aufl.
Series
Kompetent in Geschichte
Catalogue:
GEI
Call Number: HD -V 405 (1,2013)4
Format:
Book
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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:
Task Collection
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Germany
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34
Netzwerk Politik Fachstufe 1, Lehrerausg.
Published
Neusäß
:
Kieser
,
2000
Edition:
[Mit Lösungen zu den Arbeitsbl.], 4. Aufl., 1. Dr.
Catalogue:
GEI
Call Number: SF-V 168(4,2000)2,1L
Format:
Book
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03 - Social sciences, journalism and information
031 - Social and behavioural sciences
0312 - Political sciences and civics
Level of Education:
Vocational training - all levels
Document Type:
Task Collection
School Type:
Berufsbildende Schule: Further education college for vocational training
Country of Use:
Germany
Bavaria
Observations
Für Bayern
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35
Guía de estudio de historia de Venezuela 3er grado
Published
Caracas
:
Ed. CO-BO - Colegial Bolivariana
,
[ca. 1970]
Series
Guía de estudio de ...
Serie enseñanza practica
Catalogue:
GEI
Call Number: YV H-2(1,70)3
Format:
Book
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02 - Arts and humanities
022 - Humanities (except languages)
0222 - History and archaeology
Level of Education:
ISCED 1 - Primary level
Document Type:
Task Collection
Country of Use:
Venezuela
Observations
[Serie] dirigido por Guillermo Morales M
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36
Thema's uit Europa werkblok
Published
Amsterdam
:
Meulenhoff
,
1987
Edition:
5. dr., 1. opl.
Series
De geo geordend
D. 2h/v voor HAVO/VWO
Catalogue:
GEI
Call Number: NL G-85(5,87)2h/vS
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Book
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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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Netherlands
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37
Istoria românilor și universală 11-a, caiet Caiet pentru învățarea istoriei / Ana Novic, Vera Balan
by
Novic, Ana
,
Balan, Vera
Published
Chișinău
:
Cartdidact
,
2012
Catalogue:
GEI
Call Number: MD H-79(1,2012)11
Format:
Book
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02 - Arts and humanities
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0222 - History and archaeology
Level of Education:
ISCED 3 - Upper secondary level
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Task Collection
Country of Use:
Moldova
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38
Terra - Erdkunde 7/8, Arbeitsh. / [Autoren: Anne Schminke ...]
Published
Gotha
:
Cornelsen
,
2004
Edition:
Realschule, Nordrhein-Westfalen, 1. Aufl., 1. Dr.
Catalogue:
GEI
Call Number: GD-V 290(1,2004)7/8S
Format:
Book
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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
School Type:
Realschule: Secondary school providing general education (not to university entrance level)
Gesamtschule: Comprehensive school
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Germany
North Rhine-Westphalia
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39
Geografisch milieu Werkboek bij het basisboek
Published
Den Bosch
:
Malmberg
,
1976
Edition:
6. dr.
Catalogue:
GEI
Call Number: NL G-41(6,76)0S
Format:
Book
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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:
Netherlands
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40
Educação infantil 5 anos: coletânea de atividades v.2
by
Bergmann, Ana
Published
São Paulo
,
Campina Grande do Sul
:
IBEP Lago
,
1998
Series
Vitória-Régia
Catalogue:
LIVRES
Format:
Book
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00 - Generic programmes and qualifications
002 - Literacy and numeracy
0021 - Literacy and numeracy
Level of Education:
ISCED 0 - Pre-primary education
Document Type:
Task Collection
Country of Use:
Brazil
Observations
Consta: apresentação pela autora; informações sobre a autora.
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![Politik kooperativ! Klasse 9/10 Kernthemen des Lehrplans mit kooperativen Lernmethoden erfolgreich umsetzen ; [Sekundarstufe I ; mit Kopiervorlagen und methodischen Hinweisen]](data:image/jpg;base64,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)
![Von der Industriellen Revolution bis zum Imperialismus strukturierte Stundenbilder für den Geschichtsunterricht ; Kopiervorlagen mit Lösungen ; [Sekundarstufe I]](data:image/jpg;base64,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)
