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Italy
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Novara
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1
Nuovo atlante geografico metodico
Language
Italian language
Published
Novara
:
Ist. Geografico de Agostini
,
1957
Catalogue:
GEI
Call Number: I GA-3(1,57)
Format:
Map
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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
Document Type:
Textbook
Atlas
Country of Use:
Italy
Saved in:
Select result number 2
2
Atlante geografico elementare
Language
Italian language
Published
Novara
:
Ist.
,
1987
Catalogue:
GEI
Call Number: I GA-34(1,87)
Format:
Map
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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
Document Type:
Textbook
Atlas
Country of Use:
Italy
Observations
Includes index
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Select result number 3
3
Trasformazioni percorsi di storia, geografia e cittadinanza integrati : per il biennio 2, atlante
by
Diotti, Umberto
,
Bianchi, Stefano
Language
Italian language
Published
Novara
:
DeA Scuola, De Agostini
,
gennaio 2017
Edition:
1a edizione
Catalogue:
GEI
Call Number: I H-607(1,2017)2A
Format:
Map
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
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:
Textbook
Atlas
Country of Use:
Italy
Saved in:
Select result number 4
4
I territori dell'uomo 1, Atlante
Language
Italian language
Published
Novara
:
Istituto Geografico DeAgostini
,
[Ca. 1996]
Catalogue:
GEI
Call Number: I G-266(1,96)1A
Format:
Map
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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
Document Type:
Textbook
Atlas
Country of Use:
Italy
Saved in:
Select result number 5
5
Nuovo atlante geografico metodico
Language
Italian language
Published
Novara
:
Ist. Geografico de Agostini
,
1961
Catalogue:
GEI
Call Number: I GA-3(1,61)
Format:
Map
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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
Document Type:
Textbook
Atlas
Country of Use:
Italy
Saved in:
Select result number 6
6
Atlante geografico per la scuola media
Language
Italian language
Published
Novara
:
Ist. Geografico De Agostini
,
1986
Catalogue:
GEI
Call Number: I GA-4(1,86)
Format:
Map
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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
Document Type:
Textbook
Atlas
Country of Use:
Italy
Observations
Includes index
Saved in:
Select result number 7
7
Trasformazioni percorsi di storia, geografia e cittadinanza integrati : per il biennio 1, atlante
by
Diotti, Umberto
,
Bianchi, Stefano
Language
Italian language
Published
Novara
:
DeA Scuola, De Agostini
,
gennaio 2017
Edition:
1a edizione
Catalogue:
GEI
Call Number: I H-607(1,2017)1A
Format:
Map
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
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:
Textbook
Atlas
Country of Use:
Italy
Saved in:
Select result number 8
8
Atlante elementare
Language
Italian language
Published
Novara
:
Istituto Geografico DeAgostini
,
1995
Catalogue:
GEI
Call Number: I GA-46(1,95)
Format:
Map
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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
Document Type:
Textbook
Atlas
Country of Use:
Italy
Saved in:
Select result number 9
9
Marco Polo alla scoperta del mondo 3, Atlante Atlante e strumenti
Language
Italian language
Published
Novara
:
DeAgostini
,
2009
Edition:
1. ed.
Catalogue:
GEI
Call Number: I G-334(1,2009)3S
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
Document Type:
Textbook
Task Collection
Atlas
Country of Use:
Italy
Saved in:
Select result number 10
10
Atlante storico
Language
Italian language
Published
Novara
:
Ist. Geografico de Agostini
,
1989
Catalogue:
GEI
Call Number: I HA-11(1,89)
Format:
Map
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School Subject (according to ISCED):
02 - Arts and humanities
022 - Humanities (except languages)
0222 - History and archaeology
Level of Education:
Not elsewhere classified
Document Type:
Textbook
Atlas
Country of Use:
Italy
Saved in:
Select result number 11
11
Atlante generale metodico De Agostini
Language
Italian language
Published
Novara
:
Ist.
,
1986
Catalogue:
GEI
Call Number: I GA-35(1,86)
Format:
Map
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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
Document Type:
Textbook
Atlas
Country of Use:
Italy
Saved in:
Select result number 12
12
Atlante storico
Language
Italian language
Published
Novara
:
Ist. Geografico de Agostini
,
1985
Catalogue:
GEI
Call Number: I HA-11(1,85)
Format:
Map
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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:
Not elsewhere classified
Document Type:
Textbook
Atlas
Country of Use:
Italy
Saved in:
Select result number 13
13
Atlante per la scuola
Language
Italian language
Published
Novara
:
Istituto Geografico DeAgostini
,
1994
Catalogue:
GEI
Call Number: I GA-45(1,94)
Format:
Map
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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
Document Type:
Textbook
Atlas
Country of Use:
Italy
Saved in:
Select result number 14
14
Marco Polo alla scoperta del mondo 2, Atlante Atlante e strumenti
Language
Italian language
Published
Novara
:
DeAgostini
,
2009
Edition:
1. ed.
Catalogue:
GEI
Call Number: I G-334(1,2009)2S
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
Document Type:
Textbook
Task Collection
Atlas
Country of Use:
Italy
Saved in:
Select result number 15
15
Atlante geografico di base [per la scuola primaria]
Language
Italian language
Published
Novara
:
Istituto Geografico De Agostini
,
2009
Catalogue:
GEI
Call Number: I GA-55(1,2009)
Format:
Map
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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 1 - Primary level
Document Type:
Textbook
Atlas
Country of Use:
Italy
Observations
In allegato: schede plastificate di dettaglio delle regioni italiane, corredate sul retro da cartografia muta
Età di lettura: da 6 anni
Saved in:
Select result number 16
16
Nuovo atlante geografico metodico
Language
Italian language
Published
Novara
:
Ist.
,
1977
Catalogue:
GEI
Call Number: I GA-6(1,77)
Format:
Map
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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
Document Type:
Textbook
Atlas
Country of Use:
Italy
Observations
Mit Ortsverz
Saved in:
Select result number 17
17
Atlante geografico metodico de Agostini [2009-2010]
Language
Italian language
Published
Novara
:
Istituto Geografico De Agostini
,
2009
Catalogue:
GEI
Call Number: I GA-56(1,2009)
Format:
Map
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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
Document Type:
Textbook
Atlas
Country of Use:
Italy
Saved in:
Select result number 18
18
I territori dell'uomo 2, Atlante
Language
Italian language
Published
Novara
:
Istituto Geografico DeAgostini
,
[Ca. 1996]
Catalogue:
GEI
Call Number: I G-266(1,96)2A
Format:
Map
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Saved in:
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
Document Type:
Textbook
Atlas
Country of Use:
Italy
Saved in:
Select result number 19
19
Evo antico
Language
Italian language
Published
Novara
:
Ist. Geogr. de Agostini
,
1960
Series
Atlante storico
Fasc. 1
Catalogue:
GEI
Call Number: I HA-10(1,60)1
Format:
Map
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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:
Not elsewhere classified
Document Type:
Textbook
Atlas
Country of Use:
Italy
Saved in:
Select result number 20
20
Atlante del mondo romano
Language
Italian language
Published
Novara
:
Istituto Geografico de Agostini
,
1984
Catalogue:
GEI
Call Number: I HA-16(1,84)
Format:
Map
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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:
Not elsewhere classified
Document Type:
Textbook
Atlas
Country of Use:
Italy
Saved in:
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![Atlante geografico di base [per la scuola primaria]](data:image/jpg;base64,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)
![Atlante geografico metodico de Agostini [2009-2010]](data:image/jpg;base64,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)