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ISCED 3 - Upper secondary level
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Hallbergmoos
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1
Außerschulisches Lernen
Language
German language
Published
Hallbergmoos
:
Aulis Verlag
,
[2016]
Series
Geographie aktuell & Schule
38. Jahrgang, Heft 220 (April 2016)
Catalogue:
GEI
Call Number: Z 619 : 220
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:
Teaching Aids
Country of Use:
Germany
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Select result number 2
2
CLIL Geographieunterricht bilingual
Language
German language
Published
Hallbergmoos
:
Aulis-Verl.
,
2015
Series
Geographie aktuell & Schule
218 = 37.2015,[6]
Catalogue:
GEI
Call Number: Z 619 : 218
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:
Teaching Aids
Country of Use:
Germany
Observations
Weitere Themen: Aktuelles zu: Lichterscheinungen (2), Fair Fliegen, Nauru, Ideenkreis, Industrie-Zukunft
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Select result number 3
3
Abitur 2013 - Geschichte Prüfungsaufgaben mit Lösungen
Language
German language
Published
Hallbergmoos
:
Stark
,
2012
Edition:
Gymnasium, Bayern
Series
Abitur ... / Bayern / Geschichte / Gymnasium
2013(2012)
Stark
9776
Catalogue:
GEI
Call Number: HE-V 112(1,2011-)2012-2016
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 3 - Upper secondary level
Document Type:
Task Collection
School Type:
Gymnasium: Academic secondary school ('grammar school')
Country of Use:
Germany
Bavaria
Observations
Erg. 2012 zum Abonnement, Titel-Nr. 9776-36
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4
Zukunft der Innenstadt
Language
German language
Published
Hallbergmoos
:
Aulis-Verl.
,
2015
Series
Geographie aktuell & Schule
217 = 37.2015,[5]
Catalogue:
GEI
Call Number: Z 619 : 217
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:
Teaching Aids
Country of Use:
Germany
Observations
Weitere Themen: Aktuelles zu: Lichterscheinungen (1), Elfenbein und Rhinohorn, Stadtzukunft, Außenhandel, Gleichwertige Lebensverhältnisse, Russische Föderation, Konfliktspiegel, Innenstadt
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5
Die Weimarer Republik
by
Kraume, Herbert 1943-
Language
German language
Published
Hallbergmoos
:
Aulis-Verl.
,
[2011]
Series
Unterricht Sek. I Geschichte / A
Band 13
Catalogue:
GEI
Call Number: HK-V 389(1,2011)13
Format:
Book
Indexes
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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 3 - Upper secondary level
Document Type:
Textbook
Country of Use:
Germany
Saved in:
Select result number 6
6
Abitur 2015 - Geschichte Prüfungsaufgaben mit Lösungen
Language
German language
Published
Hallbergmoos
:
Stark
,
2014
Edition:
Gymnasium, Bayern
Series
Abitur ... / Bayern / Geschichte / Gymnasium
2015(2014)
Stark
9776
Catalogue:
GEI
Call Number: HE-V 112(1,2011-)2012-2016
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 3 - Upper secondary level
Document Type:
Task Collection
School Type:
Gymnasium: Academic secondary school ('grammar school')
Country of Use:
Germany
Bavaria
Observations
Erg. 2014 zum Abonnement, Titel-Nr. 9776-38. - Die Inhalte der Loseblatt-Sammlungen und Zusatzangebote stehen Abonnenten kostenlos auch online als "digitale Ausgabe" zur Verfügung
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Select result number 7
7
Politische Räume
by
Ante, Ulrich 1944-
,
Böhn, Dieter 1938-
,
Boesler, Klaus-Achim 1931-2015
Language
German language
Published
Hallbergmoos
:
Aulis Verlag
,
2015
Series
Handbuch des Geographieunterrichts
Band 7
Catalogue:
GEI
Call Number: GL-V 147(1,2015)7L
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
Country of Use:
Germany
Observations
Literaturverzeichnis: Seite 345-383
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Select result number 8
8
Grundbegriffe Politik [Gymnasium ; G8-Abitur]
by
Deichmann, Carl 1946-
Language
German language
Published
Hallbergmoos
:
Stark
,
2012
Series
Kompakt-Wissen Politik, Sozialkunde Gymnasium, G8-Abitur
Catalogue:
GEI
Call Number: SEG-V 63(1,2012)2
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
Level of Education:
ISCED 3 - Upper secondary level
Document Type:
Teaching Aids
School Type:
Gymnasium: Academic secondary school ('grammar school')
Country of Use:
Germany
Saved in:
Select result number 9
9
Europa - Quo vadis?
by
Göttker-Plate, Norbert
,
Rossa, Björn
Language
German language
Published
Hallbergmoos
:
Aulis-Verl.
,
2011
Series
Unterrichtspraxis S II - Sozialwissenschaften
8
Catalogue:
GEI
Call Number: SE-V 150(1,2011)8
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 3 - Upper secondary level
Document Type:
Teaching Aids
Country of Use:
Germany
Saved in:
Select result number 10
10
Polargebiete
Language
German language
Published
Hallbergmoos
:
Aulis-Verl.
,
2015
Series
Geographie aktuell & Schule
214 = 37.2015,[2]
Catalogue:
GEI
Call Number: Z 619 : 214
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:
Teaching Aids
Country of Use:
Germany
Observations
Weitere Themen: Aktuelles zu: Bauern- und Wetterregeln, Baumwolle, Naturerbestätten Italiens, Grönland, Fragenkarussel, Elbvertiefung
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Select result number 11
11
Naturkatastrophen
Language
German language
Published
Hallbergmoos
:
Aulis Verlag
,
[2016]
Series
Geographie aktuell & Schule
38. Jahrgang, Heft 221 (Juli 2016)
Catalogue:
GEI
Call Number: Z 619 : 221
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:
Teaching Aids
Country of Use:
Germany
Saved in:
Select result number 12
12
Lernaufgaben - erprobt
Language
German language
Published
Hallbergmoos
:
Aulis Verlag
,
[2016]
Series
Geographie aktuell & Schule
38. Jahrgang, Heft 223 (Oktober 2016)
Catalogue:
GEI
Call Number: Z 619 : 223
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:
Teaching Aids
Country of Use:
Germany
Saved in:
Select result number 13
13
Kompakt-Wissen Geographie Geographie Q11/Q12 ; [G8-Abitur, Gymnasium, Bayern]
Language
German language
Published
Hallbergmoos
:
Stark
,
2011
Series
Kompakt-Wissen Geographie
Catalogue:
GEI
Call Number: GL-V 397(1,2011)
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:
Teaching Aids
School Type:
Gymnasium: Academic secondary school ('grammar school')
Country of Use:
Germany
Bavaria
Saved in:
Select result number 14
14
Abitur-Training Geschichte 1 / Größl; Werner
Language
German language
Published
Hallbergmoos
:
Stark
,
2010
Edition:
Gymnasium, Schwerpunktthemen Baden-Württemberg 2011/2012
Series
Abitur-Training Geschichte
Catalogue:
GEI
Call Number: HE-V 96(1,2010)1
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 3 - Upper secondary level
Document Type:
Task Collection
Teaching Aids
School Type:
Gymnasium: Academic secondary school ('grammar school')
Country of Use:
Germany
Baden-Württemberg
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Select result number 15
15
Landnutzungskonflikte
Language
German language
Published
Hallbergmoos
:
Aulis Verlag
,
[2016]
Series
Geographie aktuell & Schule
38. Jahrgang, Heft 222 (August 2016)
Catalogue:
GEI
Call Number: Z 619 : 222
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:
Teaching Aids
Country of Use:
Germany
Saved in:
Select result number 16
16
Abitur 2012 - Geschichte Prüfungsaufgaben mit Lösungen ; [mit den Original-Prüfungsaufgaben]
Language
German language
Published
Hallbergmoos
:
Stark
,
2011
Edition:
Gymnasium, Bayern, Abitur G8, 2., neu bearb. und erg. Aufl.
Series
Abitur / Bayern / Geschichte / Gymnasium / G8
Aufl. 2.2012(2011)
Stark
95761
Catalogue:
GEI
Call Number: HE-V 112(2,2011)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
Level of Education:
ISCED 3 - Upper secondary level
Document Type:
Task Collection
School Type:
Gymnasium: Academic secondary school ('grammar school')
Country of Use:
Germany
Bavaria
Observations
Literaturangaben
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Select result number 17
17
Abitur 2012 - Geographie Prüfungsaufgaben mit Lösungen
Language
German language
Published
Hallbergmoos
:
Stark
,
2011
Edition:
Gymnasium, Bayern, [Abitur G8]
Series
Abitur / Bayern / Geographie / Gymnasium / G8
2012(2011)
Stark
9790
Catalogue:
GEI
Call Number: GE-V 111(1,2011-)2012-2016
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 3 - Upper secondary level
Document Type:
Task Collection
School Type:
Gymnasium: Academic secondary school ('grammar school')
Country of Use:
Germany
Bavaria
Observations
Literaturangaben, - Erg. 2011 zum Abonnement, Titel-Nr. 9790-35
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Select result number 18
18
Abitur 2012 - Geographie Prüfungsaufgaben mit Lösungen ; [mit den Original-Prüfungsaufgaben] ; mit CD-ROM
Language
German language
Published
Hallbergmoos
:
Stark
,
2011
Edition:
Gymnasium, Bayern, Abitur G8, 2., neu bearb. und erg. Aufl., [brosch.]
Series
Abitur / Bayern / Geographie / Gymnasium / G8
Aufl. 2.2012(2011)
Stark
95901
Catalogue:
GEI
Call Number: GE-V 111(2,2011)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
Level of Education:
ISCED 3 - Upper secondary level
Document Type:
Task Collection
School Type:
Gymnasium: Academic secondary school ('grammar school')
Country of Use:
Germany
Bavaria
Observations
Literaturangaben
Saved in:
Select result number 19
19
Diagnose Aktuelles:Müll im Meer, Landgrabbing, Getreideernte, Kakao, Brasilien, BREXIT
Language
German language
Published
Hallbergmoos
:
Aulis Verlag
,
[2016]
Series
Geographie aktuell & Schule
38. Jahrgang, Heft 224 (Dezember 2016)
Catalogue:
GEI
Call Number: Z 619 : 224
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:
Teaching Aids
Country of Use:
Germany
Saved in:
Select result number 20
20
Schriftliches Abitur
Language
German language
Published
Hallbergmoos
:
Aulis
,
2013
Series
Geographie und Schule
35.2013,206
Catalogue:
GEI
Call Number: Z 619 : 35
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:
Teaching Aids
Country of Use:
Germany
Saved in:
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![Kompakt-Wissen Geographie Geographie Q11/Q12 ; [G8-Abitur, Gymnasium, Bayern]](data:image/jpg;base64,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)
![Abitur 2012 - Geschichte Prüfungsaufgaben mit Lösungen ; [mit den Original-Prüfungsaufgaben]](data:image/jpg;base64,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)
![Abitur 2012 - Geographie Prüfungsaufgaben mit Lösungen ; [mit den Original-Prüfungsaufgaben] ; mit CD-ROM](data:image/jpg;base64,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)