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Teacher's Guide
School Subject (according to ISCED):
05 - Natural sciences, mathematics and statistics
Level of Education:
ISCED 3 - Upper secondary level
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Teacher's Guide
School Subject (according to ISCED):
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Level of Education:
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1
Địa lí 12, [Lehrerbd.] Sách giáo viên
Published
Hà Nội
:
Nhà Xuất Bản Giáo Dục
,
2008
Catalogue:
GEI
Call Number: VN G-1(1,2008)12L
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
Country of Use:
Vietnam
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Select result number 2
2
The national curriculum handbook for secondary teachers in England : key stages 3 and 4
Published
London
:
HMSO
,
October 2004
Edition:
First published in 1999, revised
Catalogue:
GEI
Format:
eBook
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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
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 3 - Upper secondary level
Document Type:
Curriculum
Teacher's Guide
Country of Use:
Great Britain
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Select result number 3
3
Seydlitz - Geographie globale Herausforderungen im System Erde Lehrermaterialien und Kopiervorlagen
by
Bauer, Jürgen 1943-
,
Dillinger, Franziska
,
Fehrenbacher, Annerose
Published
Braunschweig
:
Westermann
,
2021
Edition:
Gymnasium Baden-Württemberg, Kursstufe, Druck A
Catalogue:
GEI
Call Number: GE-V 148(1.2021)1L
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
Baden-Württemberg
Observations
Hier auch später erschienene, unveränderte Nachdrucke
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4
Natur og kultur geografi for den videregående skolen Lærerveiledning
Published
Oslo
:
NKS-Forl.
,
1982
Edition:
Bokmål
Catalogue:
GEI
Call Number: N G-44(1,82)b,L
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:
Not elsewhere classified
ISCED 3 - Upper secondary level
Document Type:
Teacher's Guide
Country of Use:
Norway
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Select result number 5
5
Ciencias sociales para secundaria 5, Manual del docente / [Los autores que han colaborado en el manual del docente de Ciencias Sociales 5 son: Alejandro León ...]
Published
Lima
:
Grupo Ed. Norma
,
2008
Catalogue:
GEI
Call Number: PE S-37(1,2008)5L
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
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
Country of Use:
Peru
Saved in:
Select result number 6
6
Unterrichtshilfen Geographie Kl. 11 / Arnulf Sieber
Published
Berlin
:
Volk-und-Wissen-Verl.
,
1990
Edition:
4. Aufl.
Catalogue:
GEI
Call Number: DDR GD-1(4,90)11
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
Country of Use:
German Democratic Republic (until 1990)
Observations
Literaturangaben
Redaktionsschluss: 14.07.1989
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7
Vernetzungen - Geografie (Wirtschaftsgeografie) Bd. 2, HAS, Lehrerbegleitheft Lehrerbegleitheft zu Schulbuch Nr. 2293 / Manfred Derflinger [und weitere]
by
Derflinger, Manfred
Published
Linz
:
Trauner
,
2000
Edition:
3. Auflage
Catalogue:
GEI
Call Number: A G-113(3,2000)2bL
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:
Vocational training - all levels
ISCED 3 - Upper secondary level
Document Type:
Teacher's Guide
Country of Use:
Austria
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Select result number 8
8
Denken lernen mit Geographie
by
Rohwer, Gertrude
,
Schuler, Stephan 1968-
Published
Braunschweig
:
Westermann
,
[2007]
Edition:
Druck A
Series
Diercke - Methoden
[1]
Catalogue:
GEI
Call Number: GL-V 371(1,2007)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
ISCED 3 - Upper secondary level
Document Type:
Task Collection
Teacher's Guide
Country of Use:
Germany
Observations
Hier auch später erschienene, unveränderte Nachdrucke
Literaturverzeichnis: Seite 173-175
Später mit Bandzählung
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Select result number 9
9
Haack - [Weltatlas] Lehrerband 1 / Autorinnen und Autoren: Krystyna Kusserow, Göttingen; Eberhard Pyritz, Schloß Holte-Stukenbrock; Bodo Meißner, Halle (Saale)
by
Kusserow, Krystyna
,
Pyritz, Eberhard
,
Meißner, Bodo
Published
Stuttgart
,
Gotha
:
Ernst Klett Verlag
,
2015
Edition:
[Allgemeine Ausgabe], [Sekundarstufe I und II], [Ausgabe in drei Teilbänden], 1. Auflage
Catalogue:
GEI
Call Number: GI-V 430(1,2015)1L
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
ISCED 3 - Upper secondary level
Document Type:
Teacher's Guide
Atlas
Country of Use:
Germany
Observations
Hier auch später erschienene, unveränderte Nachdrucke
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Select result number 10
10
Diercke - Klausuren 3
by
Bauer, Jürgen
Published
Braunschweig
:
Westermann
,
[2016]
Edition:
Druck A
Catalogue:
GEI
Call Number: GE-V 91(1,2016)3
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:
Task Collection
Teacher's Guide
Country of Use:
Germany
Observations
Die CD-ROM enthält Aufgaben und Lösungen
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Select result number 11
11
Guardare per sistemi, guardare per variabili, un approccio alla fisica e alla biologia per la scuola dell'obbligo /
by
Arcà, Maria, (1938- )
,
Guidoni, Paolo
Published
Roma
:
CNR
,
1986
Catalogue:
EDISCO
Format:
Book
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Educational Media Metadata
School Subject (according to ISCED):
05 - Natural sciences, mathematics and statistics
051 - Biological and related sciences
01 - Education
011 - Education
0111 - Education science
09 - Health and welfare
092 - Welfare
0922 - Child care and youth services
053 - Physical sciences
0531 - Chemistry
0533 - Physics
Level of Education:
ISCED 1 - Primary level
ISCED 2 - Lower secondary level
ISCED 3 - Upper secondary level
Vocational training - all levels
Document Type:
Teacher's Guide
Saved in:
Select result number 12
12
Vernetzungen - Geographie und Wirtschaftskunde [für Höhere Lehranstalten für wirtschaftliche Berufe] Bd. 2, Lehrerbegleith.
Published
Linz
:
Trauner
,
1998
Edition:
[WB], 3. Aufl., Nachdr.
Catalogue:
GEI
Call Number: A G-131(3,98)2L
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:
Vocational training - all levels
ISCED 3 - Upper secondary level
Document Type:
Teacher's Guide
Country of Use:
Austria
Observations
Zu Schulbuchnr. 3672
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Select result number 13
13
BuiteNLand ak 5, Havo, Handleiding / auteurs: Geert van den Berg, Moniek de Boer, Adwin Bosschaart, Marieke Kwantes, Harrie Mennen, Huub Prinsen ; redactie: Geert van den Berg ; ICT-redactie: Hub Stohr
by
Berg, Geert Arend J. van den
Published
Houten
:
EPN
,
2009
Edition:
Havo, 2. opl., 1. druk, 2. oplage
Catalogue:
GEI
Call Number: NL G-184(1,2009)5h L
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
Country of Use:
Netherlands
Observations
havo = hoger algemeen voortgezet onderwijs (allg. Sekundarbildung)
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Select result number 14
14
Diercke-Erdkunde Nordrhein-Westfalen [Klasse] 11, Aufgabenlösungen
Published
Braunschweig
:
Westermann
,
2000
Edition:
Für Nordrhein-Westfalen, [Gymnasium, Oberstufe], 1. Aufl., 1. Dr.
Catalogue:
GEI
Call Number: GEG-V 77(1,2000)11Lö
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:
Task Collection
Teacher's Guide
School Type:
Gymnasium: Academic secondary school ('grammar school')
Country of Use:
Germany
North Rhine-Westphalia
Saved in:
Select result number 15
15
Per una educazione scientifica di base : rapporto di ricerca : unita di Bologna, Genova, Milano, Napoli, Padova, Pavia, Pisa, Torino /
Published
Pavia
:
La Goliardica pavese
,
[1991]
Catalogue:
EDISCO
Format:
Book
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Educational Media Metadata
School Subject (according to ISCED):
05 - Natural sciences, mathematics and statistics
051 - Biological and related sciences
Level of Education:
ISCED 2 - Lower secondary level
ISCED 3 - Upper secondary level
Vocational training - all levels
ISCED 1 - Primary level
Document Type:
Teacher's Guide
Saved in:
Select result number 16
16
Gjeografi 12, [Lehrerbd.] Kurikula me zgjedhje të detyruar / Trifon Ziu; Edlira Filipi
Published
Tiranë
:
Shtëpia Botuese Erik
,
2012
Edition:
Botimi i parë
Catalogue:
GEI
Call Number: AL G-25(1,2012)12z
Format:
Book
Indexes
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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
Country of Use:
Albania
Observations
Miratuar nga Ministria e Arsimit dhe e Shkencës
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Select result number 17
17
Terra - Entwicklungsländer im Wandel Disparitäten in der "Einen Welt"; Themenband Lehrerbd.
Published
Stuttgart
,
Leipzig
:
Klett
,
2015
Edition:
Oberstufe, 1. Aufl.
Catalogue:
GEI
Call Number: GE-V 89(1,2015)1L
Format:
Book
Indexes
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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 3 - Upper secondary level
Document Type:
Teacher's Guide
Country of Use:
Germany
Saved in:
Select result number 18
18
Geographie Lehrermaterial / Jürgen Bauer, Christine Götz, Marianne Schmidt, Wolfgang Englert, Eberhard Hummel, Felix Kietz, Jürgen Wetzel
by
Bauer, Jürgen 1943-
,
Götz, Christine
,
Schmidt, Marianne
,
Englert, Wolfgang
,
Hummel, Eberhard
,
Kietz, Felix
,
Wetzel, Jürgen
Published
Braunschweig
:
Schroedel
,
2016
Edition:
Baden-Württemberg, Kursstufe, [SII], Druck A
Catalogue:
GEI
Call Number: GE-V 136(1,2016)L
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
Country of Use:
Germany
Baden-Württemberg
Observations
Zum neuen Bildungsplan 2016
Saved in:
Select result number 19
19
Histoire, géographie STG T, Livre du professeur / Isabelle Dasque ...
Published
Paris
:
Bordas
,
2007
Edition:
Term, Livre du professeur
Catalogue:
GEI
Call Number: F G/H-194(1,2007)TL
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 3 - Upper secondary level
Document Type:
Teacher's Guide
Country of Use:
France
Saved in:
Select result number 20
20
Géographie 2, Livre du professeur
Published
Paris
:
Belin
,
1996
Catalogue:
GEI
Call Number: F G-241(1,96)2L
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
Country of Use:
France
Observations
Literaturangaben
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[Weltatlas]](data:image/jpg;base64,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)