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21
A portrait of Britain before 1066
Language
English language
Published
Oxford
:
Clarendon Press
,
1970
Edition:
1. publ.
Series
The Oxford introduction to British history
170
Catalogue:
GEI
Call Number: GB H-491(1,70)1
Format:
Book
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02 - Arts and humanities
022 - Humanities (except languages)
0222 - History and archaeology
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Great Britain
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Select result number 22
22
Cybermobbing ignorieren oder anzeigen?
Language
German language
Published
Bonn
:
BpB
,
2013
Edition:
1. Aufl.
Series
Entscheidung im Unterricht ...
[20]13,1
Catalogue:
GEI
Call Number: SK-V 776(1,2013)2013,1
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
ISCED 3 - Upper secondary level
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Germany
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Select result number 23
23
Die Gesellschaft der Bundesrepublik Deutschland - neu Sozialstrukturen im Wandel
Language
German language
Published
Bamberg
:
Buchner
,
2005
Edition:
1. Aufl., 5. Dr.
Series
Buchners Kolleg Politik
Bd. 2
Catalogue:
GEI
Call Number: SEG-V 36(1,2005)2
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 3 - Upper secondary level
Document Type:
Teaching Aids
School Type:
Gymnasium: Academic secondary school ('grammar school')
Country of Use:
Germany
Observations
Literaturverz. S. 236 - 237
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24
Addiction in the news
Language
English language
Published
Hove
:
Wayland
,
1983
Edition:
1. publ.
Series
In the news
583
Catalogue:
GEI
Call Number: GB S-125(1,83)5
Format:
Book
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03 - Social sciences, journalism and information
031 - Social and behavioural sciences
0312 - Political sciences and civics
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Country of Use:
Great Britain
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Select result number 25
25
Mit 16 wählen? Kommunalwahlen
Language
German language
Published
Aachen
:
Bergmoser + Höller
,
1996
Series
Politik betrifft uns
1996,6
Catalogue:
GEI
Call Number: Z 2018 : 1996
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
ISCED 3 - Upper secondary level
Document Type:
Teaching Aids
Country of Use:
Germany
Observations
Literatur- und Medienverz. im Umschlag
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Select result number 26
26
Vom Großen Krieg und später
Language
German language
Published
Stuttgart
:
Klett
,
1961
Edition:
2. [Aufl.]
Series
Aus der Vergangenheit
Catalogue:
GEI
Call Number: HK-V 50(2,61)-28
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:
Teaching Aids
Country of Use:
Germany
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Select result number 27
27
Vnešnjaja politika Rossii na Dal'nem Vostoke (konec XIX -načalo XX vv.) učebnoe posobie ; paket-komplekt dokumentov "istorija"
Language
Russian language
Published
Moskva
:
Bjuro Dendi
,
1993
Catalogue:
GEI
Call Number: RUS H-11(1,93)3
Format:
Book
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02 - Arts and humanities
022 - Humanities (except languages)
0222 - History and archaeology
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Russia
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Select result number 28
28
Friedrich der Große ein Charakter- und Lebensbild zur 200. Wiederkehr seines Geburtstages am 24. Januar 1912 ; für Deutschlands Jugend, Volk und Heer
Language
German language
Published
Hannover-List
:
Meyer
,
1912
Edition:
Kleine Ausg.
Catalogue:
GEI
Format:
eBook
Online Access
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02 - Arts and humanities
022 - Humanities (except languages)
0222 - History and archaeology
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Country of Use:
Germany
Observations
Mit Frontispiz: Friedrich der Große
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Select result number 29
29
Lehr- und Lesebuch für Fortbildungs-, Gewerbe- und Handelsschulen Teil 1
Language
German language
Published
Essen
:
Bädeker
,
1918
Edition:
34. Aufl.
Catalogue:
GEI
Call Number: RF-II 1(34,18)-1
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
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:
Vocational training - all levels
Document Type:
Teaching Aids
School Type:
Berufsbildende Schule: Further education college for vocational training
Country of Use:
Germany
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Select result number 30
30
Die römisch-germanische Welt des Mittelalters
Language
German language
Published
München
:
Seybold
,
1921
Edition:
Schülerh.
Series
Lebensvolle Bilder aus Deutschlands Vergangenheit / Schülerheft
H. 2
Catalogue:
GEI
Call Number: HK-III 56(1,21)-2
Format:
Book
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31
Manchmal habe ich schon Angst! Nachdenken über Angst und Mut ; 5./6. Klasse ; [mit CD]
by
Hildebrand-Mallitsch, Ruth
,
Hildebrand-Maffei, Nora
Language
German language
Published
Buxtehude
:
Persen
,
2011
Edition:
1. Aufl.
Series
Stationenlernen im Religionsunterricht
Bergedorfer Unterrichtsideen
Catalogue:
GEI
Call Number: WC-V 70(1,2011)
Format:
Book
Indexes
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02 - Arts and humanities
022 - Humanities (except languages)
0221 - Religion and theology
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Teaching Aids
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Germany
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Select result number 32
32
Ländliche Räume
by
Becker, Stefan
,
Hundt, Christian 1975-
,
Küpper, Patrick 1983-
Language
German language
Published
Bonn
:
Bundeszentrale für Politische Bildung/bpb
,
Juni 2020
Series
Informationen zur politischen Bildung
343 = 2020,2
Catalogue:
GEI
Format:
eBook
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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
ISCED 3 - Upper secondary level
Document Type:
Teaching Aids
Country of Use:
Germany
Observations
Redaktionsschluss dieser Ausgabe: Juni 2020
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Select result number 33
33
10 Jahre nach dem Mauerfall: Deutsche Einheit?
Language
German language
Published
Aachen
:
Bergmoser + Höller
,
2000
Series
Politik betrifft uns
2000,1
Catalogue:
GEI
Call Number: Z 2018 : 2000
Format:
Book
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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:
Teaching Aids
Country of Use:
Germany
Observations
Literatur- und Medienverz. im Umschlag
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Select result number 34
34
Internationale Politik I - Sicherheit und Frieden
by
Böller, Florian 1983-
,
Müller, Marcus
,
Sauer, Michael
Language
German language
Published
Schwalbach am Taunus
:
Wochenschau-Verlag
,
2018
Series
Wochenschau <Schwalbach, Taunus> / Sek. 1
69. Jahrgang, Nr. 6 (November/Dezember 2018)
Catalogue:
GEI
Call Number: Z 1905 : 69
Format:
Book
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03 - Social sciences, journalism and information
031 - Social and behavioural sciences
0312 - Political sciences and civics
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ISCED 2 - Lower secondary level
Document Type:
Teaching Aids
Country of Use:
Germany
Observations
Einzelaufn. eines Zeitschriftenheftes
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Select result number 35
35
Informationsgesellschaft
Language
German language
Published
Schwalbach/Ts.
:
Wochenschau-Verl.
,
2003
Series
Wochenschau Sek[undarstufe] II
54,3
Catalogue:
GEI
Call Number: Z 1908 : 54
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 3 - Upper secondary level
Document Type:
Teaching Aids
Country of Use:
Germany
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Select result number 36
36
Sprache - Bilder - Politik
by
Kaschel, Manfred
Language
German language
Published
Darmstadt
:
Winklers Verl. Gebr. Grimm
,
1993
Edition:
1. Aufl.
Catalogue:
GEI
Call Number: SK-V 537(1,93)
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:
Not elsewhere classified
Document Type:
Teaching Aids
Country of Use:
Germany
Observations
Literaturverz. S. 48
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Select result number 37
37
Die neue deutsche Schule wissenschaftliche und praktische Handbücher für ausübende deutsche Erziehungs- und Unterrichtstätigkeit Bd. 5 Neues geschichtliches Lesebuch / von Max Reiniger u. Hermann Nickol Teil 1
Language
German language
Published
Langensalza
:
Beltz
,
1922
Edition:
13. Aufl.
Series
Arbeitsbücher
1,1
Catalogue:
GEI
Call Number: HK-III 18(13,22)-1
Format:
Book
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Select result number 38
38
The medieval town
Language
English language
Published
London
:
Longmans
,
1955
Edition:
1. publ., 3. impression
Series
Then and there series
3255
Catalogue:
GEI
Call Number: GB H-374(1,55)32
Format:
Book
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Country of Use:
Great Britain
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Select result number 39
39
Odbudowa państwa polskiego, Traktat wersalski
Language
Polish language
Published
Warszawa
:
Państw. Zakł. Wydawn. Szkol.
,
1960
Edition:
Wyd. 1
Series
Teksty źródłowe do nauki historii w szkole
Nr. 50
Catalogue:
GEI
Call Number: PL H-45(1,60)50
Format:
Book
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Country of Use:
Poland
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Select result number 40
40
Gimtoji istorija Lietuvos istorijos vadovėlis ; nuo 7 iki 12 klasės, kompaktinis diskas CD-ROM
Language
Lithuanian language
Published
Vilnius
:
Elektroninės leidybos namai
,
2002
Catalogue:
GEI
Call Number: LT H-68(1,2002)CD-ROM
Format:
Software
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02 - Arts and humanities
022 - Humanities (except languages)
0222 - History and archaeology
Level of Education:
ISCED 2 - Lower secondary level
ISCED 3 - Upper secondary level
Document Type:
Teaching Aids
Country of Use:
Lithuania
Observations
Systemvoraussetzungen: OS MS Windows 9x, NT, 2000, XP
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![Manchmal habe ich schon Angst! Nachdenken über Angst und Mut ; 5./6. Klasse ; [mit 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)