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1
Politische Theorie
di
Deichmann, Carl
Pubblicazione
Freising
:
Stark Verlagsgesellschaft
,
2004
Edizione:
1. Aufl., Stand: 2004
Serie
Abitur-Wissen Politik
Catalogo:
GEI
Collocazione: SEG-V 56(1,2004)5
Natura:
Libro
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Metadati dei media educativi
Materia scolastica (secondo ISCED):
03 - Scienze sociali, il giornalismo e l'informazione
031 - scienze sociali e comportamentali
0312 - Scienze politiche e educazione civica
Livello di istruzione:
ISCED 3 - Scuola secondaria di secondo grado
Tipo di documento:
Aids di insegnamento
Nazione di utilizzo:
Germania
Osservazioni
Literatur- und URL-Verz. S. 89 - 90. - Verl.-Nr.: 94806
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2
Geologie
di
Richter, Max 1900-1982
Pubblicazione
Braunschweig
:
Westermann
,
1962
Serie
Das geographische Seminar
Catalogo:
GEI
Collocazione: GL-V 42(1,62)-15L
Natura:
Libro
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Metadati dei media educativi
Materia scolastica (secondo ISCED):
03 - Scienze sociali, il giornalismo e l'informazione
031 - scienze sociali e comportamentali
0314 - studi Sociologia e culturali
05 - scienze naturali, matematica e statistica
053 - Scienze fisiche
0532 - scienze della terra
Livello di istruzione:
ISCED 5 - Istruzione terziaria
Tipo di documento:
Libro di testo (livello universitario)
Nazione di utilizzo:
Germania
Osservazioni
Literaturverz. S. 109 - 110
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3
"Alle Muslime sind ..." 50 Fragen zu Islam und Islamophobie ; [geeignet für Jugendliche ab 14 Jahre]
di
Tanja, Jaap 1953-
Pubblicazione
Mühlheim an der Ruhr
:
Verl. an der Ruhr
,
2011
Edizione:
1. Aufl.
Catalogo:
GEI
Collocazione: WK-V 24(1,2011)+1
Natura:
Libro
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Materia scolastica (secondo ISCED):
02 - Arti e scienze umane
022 - Humanities (ad eccezione di lingue)
0221 - Religione e teologia
Livello di istruzione:
ISCED 9 - Non classificabile
Tipo di documento:
Aids di insegnamento
Nazione di utilizzo:
Germania
Osservazioni
Literaturverz. S. 176
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!["Alle Muslime sind ..." 50 Fragen zu Islam und Islamophobie ; [geeignet für Jugendliche ab 14 Jahre]](data:image/jpg;base64,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)