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Teaching Aids
School Subject (according to ISCED):
05 - Natural sciences, mathematics and statistics
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Wachsmuth
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1
Aus Europa
Published
Leipzig
:
Wachsmuth
,
1903
Series
Aus allen Erdteilen
H. 3
Catalogue:
GEI
Call Number: GL-II 73(1,03)-3
Format:
Book
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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:
Teaching Aids
Country of Use:
Germany
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Select result number 2
2
Aus Europa
Published
Leipzig
:
Wachsmuth
,
1912
Edition:
2., verm. Aufl.
Series
Aus allen Erdteilen
H. 3
Catalogue:
GEI
Call Number: GL-II 73(2,12)-3
Format:
Book
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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:
Teaching Aids
Country of Use:
Germany
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Select result number 3
3
Aus dem Deutschen Reiche
Published
Leipzig
:
Wachsmuth
,
1897
Series
Aus allen Erdteilen
H. 1
Catalogue:
GEI
Format:
eBook
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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
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Teaching Aids
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Germany
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Select result number 4
4
Aus fremden Zonen Erläuterungen zu Ad. Lehmanns geographischen Charakterbildern und zu Wachsmuths Weltwirtschaft Bd. 2 Aus Amerika Teil 1
Published
Leipzig
:
Wachsmuth
,
1924
Catalogue:
GEI
Call Number: GL-III 66(1,24)-2,1
Format:
Book
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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
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Germany
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Select result number 5
5
Aus allen Erdteilen Kommentar zu Ad[olf] Lehmanns geographischen Charakterbildern H. 1 Aus dem Deutschen Reiche Abt. 1
Published
Leipzig
:
Wachsmuth
,
1904
Edition:
2., verb. u. verm. Aufl.
Catalogue:
GEI
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eBook
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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:
Teaching Aids
Country of Use:
Germany
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Select result number 6
6
Aus dem Deutschen Reiche
Published
Leipzig
:
Wachsmuth
,
1897
Series
Aus allen Erdteilen
H. 1
Catalogue:
GEI
Call Number: GL-II 73(1,1897)-1
Format:
Book
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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:
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Country of Use:
Germany
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Select result number 7
7
Aus allen Erdteilen Kommentar zu Ad[olf] Lehmanns geographischen Charakterbildern H. 1 Aus dem Deutschen Reiche Abt. 1
Published
Leipzig
:
Wachsmuth
,
1904
Edition:
2., verb. u. verm. Aufl.
Catalogue:
GEI
Call Number: GL-II 73(2,04)-1,1
Format:
Book
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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:
Teaching Aids
Country of Use:
Germany
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Select result number 8
8
Aus den Alpen
Published
Leipzig
:
Wachsmuth
,
1901
Series
Aus allen Erdteilen
H. 2
Catalogue:
GEI
Format:
eBook
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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:
Teaching Aids
Country of Use:
Germany
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Select result number 9
9
Aus den Alpen
Published
Leipzig
:
Wachsmuth
,
1907
Edition:
2., verb. Aufl.
Series
Aus allen Erdteilen
H. 2
Catalogue:
GEI
Call Number: GL-II 73(2,07)-2
Format:
Book
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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:
Teaching Aids
Country of Use:
Germany
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Select result number 10
10
Aus Europa
Published
Leipzig
:
Wachsmuth
,
1903
Series
Aus allen Erdteilen
H. 3
Catalogue:
GEI
Format:
eBook
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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
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Germany
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Select result number 11
11
Aus Europa
Published
Leipzig
:
Wachsmuth
,
1919
Edition:
3. Aufl.
Series
Aus allen Erdteilen
H. 3
Catalogue:
GEI
Call Number: GL-III 66(3,19)-3
Format:
Book
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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:
Teaching Aids
Country of Use:
Germany
Saved in:
Select result number 12
12
Aus allen Erdteilen Kommentar zu Ad[olf] Lehmanns geographischen Charakterbildern H. 1 Aus dem Deutschen Reiche Abt. 2
Published
Leipzig
:
Wachsmuth
,
1907
Edition:
2., verb. u. verm. Aufl.
Catalogue:
GEI
Call Number: GL-II 73(2,07)-1,2
Format:
Book
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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:
Teaching Aids
Country of Use:
Germany
Saved in:
Select result number 13
13
Aus allen Erdteilen Kommentar zu Ad[olf] Lehmanns geographischen Charakterbildern H. 1 Aus dem Deutschen Reiche Abt. 2
Published
Leipzig
:
Wachsmuth
,
1907
Edition:
2., verb. u. verm. Aufl.
Catalogue:
GEI
Format:
eBook
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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
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Germany
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Select result number 14
14
Aus allen Erdteilen Kommentar zu Ad[olf] Lehmanns geographischen Charakterbildern H. 1 Aus dem Deutschen Reiche Abt. 1
Published
Leipzig
:
Wachsmuth
,
1911
Edition:
3., verb. u. verm. Aufl.
Catalogue:
GEI
Call Number: GL-II 73(3,11)-1,1
Format:
Book
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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:
Teaching Aids
Country of Use:
Germany
Saved in:
Select result number 15
15
Aus den Alpen
Published
Leipzig
:
Wachsmuth
,
1901
Series
Aus allen Erdteilen
H. 2
Catalogue:
GEI
Call Number: GL-II 73(1,01)-2
Format:
Book
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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:
Teaching Aids
Country of Use:
Germany
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![Aus allen Erdteilen Kommentar zu Ad[olf] Lehmanns geographischen Charakterbildern](data:image/jpg;base64,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)
![Aus allen Erdteilen Kommentar zu Ad[olf] Lehmanns geographischen Charakterbildern](data:image/jpg;base64,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)