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Catalogue:
GEI
School Subject (according to ISCED):
02 - Arts and humanities/022 - Humanities (except languages)
Language:
NOT
Finnish language
Author:
Eck, Guiskard
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Catalogue:
GEI
School Subject (according to ISCED):
02 - Arts and humanities/022 - Humanities (except languages)
Language:
NOT
Finnish language
Author:
Eck, Guiskard
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Select result number 1
1
Zeitreise [geschichtliches Unterrichtswerk für die sechsstufige Realschule] 6, [Schülerbd.] / hrsg. von Johann Wolfgang Robl. Guiskard Eck ...
Language
German language
Published
Leipzig
:
Klett-Schulbuchverl. Leipzig
,
2001
Edition:
Ausg. für Bayern, Realschule, 1. Aufl., 1. Dr.
Catalogue:
GEI
Call Number: HCR-V 13(1,2001)6
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 2 - Lower secondary level
Document Type:
Textbook
School Type:
Realschule: Secondary school providing general education (not to university entrance level)
Country of Use:
Germany
Bavaria
Saved in:
Select result number 2
2
Zeitreise [geschichtliches Unterrichtswerk] 1, [Schülerbd.] [Für die Sekundarstufe I] / Guiskard Eck ...
Language
German language
Published
Stuttgart
:
Klett
,
1998
Edition:
Ausg. für Hessen, Bremen, Hamburg, Mecklenburg-Vorpommern, Schleswig-Holstein, 1. Aufl., 1. Dr.
Catalogue:
GEI
Call Number: HC-V 147(1,98)-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 2 - Lower secondary level
Document Type:
Textbook
School Type:
Realschule: Secondary school providing general education (not to university entrance level)
Country of Use:
Germany
Hamburg
Schleswig-Holstein
Mecklenburg-West Pomerania
Bremen
Hesse
Observations
Laut Verlagskatalog 1998 für das mittlere Niveau; im Verlagskatalog 2000 für Realschulen
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Select result number 3
3
Terra - Geschichte, Sozialkunde, Erdkunde 6, [Schülerbd.] / Autoren: Guiskard Eck ...
Language
German language
Published
Stuttgart
:
Klett-Schulbuchverl.
,
2006
Edition:
Hauptschule, Bayern, 1. Aufl.
Catalogue:
GEI
Call Number: SCH-V 24(1,2006)6
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
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 2 - Lower secondary level
Document Type:
Textbook
School Type:
Hauptschule: Vocationally oriented secondary school ('secondary modern')
Country of Use:
Germany
Bavaria
Saved in:
Select result number 4
4
Terra - Für Geschichte und Erdkunde an Haupt- und Gesamtschulen Band 1, [Schülerband] [Geschichte, Erdkunde] : [Klasse 5/6] / Autoren: Guiskard Eck, Braunschweig [und weitere]
by
Eck, Guiskard
Language
German language
Published
Stuttgart
,
Leipzig
:
Erst Klett Verlag
,
2008
Edition:
[Ausgabe Niedersachsen Hauptschule, Haupt-Realschule ab 2008], 1. Auflage
Catalogue:
GEI
Call Number: HC-V 250(1,2008)1
Format:
Book
Indexes
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Saved in:
Educational Media Metadata
School Subject (according to ISCED):
02 - Arts and humanities
022 - Humanities (except languages)
0222 - History and archaeology
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
School Type:
Hauptschule: Vocationally oriented secondary school ('secondary modern')
Realschule: Secondary school providing general education (not to university entrance level)
Gesamtschule: Comprehensive school
Schulart mit 3 Bildungsgängen: Secondary school providing general, academically oriented and vocationally oriented education in three separate streams
Country of Use:
Germany
Lower Saxony
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Select result number 5
5
Mitmischen [Unterrichtswerk für den Geschichtsunterricht an Haupt- und Gesamtschulen] 2, [Schülerbd.] / [Autoren:] Sven Christoffer; Guiskard Eck; Eberhard Gloger ...
Language
German language
Published
Stuttgart
:
Klett
,
2010
Edition:
[Ausg.] H, [Neubearb. für Hessen, Berlin und Brandenburg], 1. Aufl., [Nachdr.]
Catalogue:
GEI
Call Number: HD-V 343(1,2010)2
Format:
Book
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Saved in:
Educational Media Metadata
School Subject (according to ISCED):
02 - Arts and humanities
022 - Humanities (except languages)
0222 - History and archaeology
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Textbook
School Type:
Hauptschule: Vocationally oriented secondary school ('secondary modern')
Gesamtschule: Comprehensive school
Country of Use:
Germany
Brandenburg
Berlin
Hesse
Saved in:
Select result number 6
6
Das IGL-Buch Gesellschaftslehre; [Unterrichtswerk für Gesellschaftslehre] 2, [Schülerbd.] / Guiskard Eck ...
Language
German language
Published
Stuttgart
,
Leipzig
:
Klett
,
2013
Edition:
[Ausg.] H, [Hessen, Gesamtschule], 1. Aufl.
Catalogue:
GEI
Call Number: SDE-V 10(1,2013)2
Format:
Book
Indexes
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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
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 2 - Lower secondary level
Document Type:
Textbook
School Type:
Gesamtschule: Comprehensive school
Country of Use:
Germany
Hesse
Saved in:
Select result number 7
7
Das IGL-Buch Gesellschaftslehre; [Unterrichtswerk für Gesellschaftslehre] 3, [Schülerbd.] / Guiskard Eck ...
Language
German language
Published
Stuttgart
,
Leipzig
:
Klett
,
2014
Edition:
[Ausg.] H, [Hessen, Gesamtschule], 1. Aufl
Catalogue:
GEI
Call Number: SDE-V 10(1,2014)3
Format:
Book
Indexes
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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
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 2 - Lower secondary level
Document Type:
Textbook
School Type:
Gesamtschule: Comprehensive school
Country of Use:
Germany
Hesse
Observations
Auch als digitales Schulbuch erschienen
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Select result number 8
8
[Für die Grundschule in Berlin]
Language
German language
Published
Leipzig
:
Klett-Schulbuchverl. Leipzig
,
1998
Edition:
1. Aufl., 1. Dr.
Series
Zeitreise / Berlin
5/6 = Grundschule
Catalogue:
GEI
Call Number: HC-V 145(1,98)-5/6
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 2 - Lower secondary level
Document Type:
Textbook
Country of Use:
Germany
Berlin
Saved in:
Select result number 9
9
Das IGL-Buch [Unterrichtswerk für] Gesellschaftswissenschaften 1, [Schülerbd.]
Language
German language
Published
Stuttgart
,
Leipzig
:
Klett
,
2011
Edition:
HH, [Hamburg, Gesamtschule], 1. Aufl., 1. Dr.
Catalogue:
GEI
Call Number: SCE-V 7(1,2011)1
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
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 2 - Lower secondary level
Document Type:
Textbook
School Type:
Gesamtschule: Comprehensive school
Country of Use:
Germany
Hamburg
Observations
Online-Links
Auch als elektronische Ausg. erschienen
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Select result number 10
10
Terra - Für Gesellschaftslehre, Geschichte und Erdkunde an Haupt- und Gesamtschulen Band 2, [Schülerband] [Klasse 7/8] / [Autoren: Guiskard Eck ...]
Language
German language
Published
Stuttgart
:
Klett
,
2008
Edition:
[Ausgabe Niedersachsen Hauptschule, Haupt-Realschule ab 2008], 1. Auflage
Catalogue:
GEI
Call Number: SD-V 388(1,2008)2
Format:
Book
Indexes
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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
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 2 - Lower secondary level
Document Type:
Textbook
School Type:
Hauptschule: Vocationally oriented secondary school ('secondary modern')
Gesamtschule: Comprehensive school
Country of Use:
Germany
Lower Saxony
Observations
Hier auch später erschienene, unveränderte Nachdrucke
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Select result number 11
11
Terra - Geschichte, Sozialkunde, Erdkunde 8, [Schülerbd.] / Autoren: Guiskard Eck ...
Language
German language
Published
Gotha
:
Klett-Perthes
,
2006
Edition:
Hauptschule, Bayern, 1. Aufl.
Catalogue:
GEI
Call Number: SDH-V 86(1,2006)8
Format:
Book
Indexes
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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
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 2 - Lower secondary level
Document Type:
Textbook
School Type:
Hauptschule: Vocationally oriented secondary school ('secondary modern')
Country of Use:
Germany
Bavaria
Saved in:
Select result number 12
12
Terra - Für Gesellschaftslehre, Geschichte und Erdkunde an Haupt- und Gesamtschulen Band 3, [Schülerband] [Klasse 9/10] / [Autoren: Guiskard Eck ...]
Language
German language
Published
Stuttgart
,
Leipzig
:
Klett
,
2009
Edition:
[Ausgabe Niedersachsen Hauptschule, Haupt-Realschule ab 2008], 1. Auflage
Catalogue:
GEI
Call Number: SD-V 388(1,2009)3
Format:
Book
Indexes
Show more information
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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
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 2 - Lower secondary level
Document Type:
Textbook
School Type:
Hauptschule: Vocationally oriented secondary school ('secondary modern')
Gesamtschule: Comprehensive school
Country of Use:
Germany
Lower Saxony
Saved in:
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![Zeitreise [geschichtliches Unterrichtswerk]](data:image/jpg;base64,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)
![Das IGL-Buch Gesellschaftslehre; [Unterrichtswerk für Gesellschaftslehre]](data:image/jpg;base64,/9j/4AAQSkZJRgABAQEBAAEAAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCACrAIADAREAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD0SG4gjjCvaLKw6sXYZ/I1/P7Tb0Z+etPuP+12v/Pin/fxv8aXLLuFn3D7Xa/8+Kf9/G/xo5Zdws+4fa7X/nxT/v43+NHLLuFn3D7Xa/8APin/AH8b/Gjll3Cz7jDd2vmDFinyqT/rG/xrq5Zcq1M7O+4/7Xa/8+Kf9/G/xrlcZX+I1Sdtw+12v/Pin/fxv8aOWXcVn3D7Xa/8+Kf9/G/xo5Zdws+4fa7X/nxT/v43+NHLLuFn3D7Xa/8APin/AH8b/Gjll3Cz7h9rtf8AnxT/AL+N/jRyy7hZ9w+12v8Az4p/38b/ABo5Zdws+4fa7X/nxT/v43+NHLLuFn3D7Xa/8+Kf9/G/xo5Zdws+42S5t3jKparE56MHY4/M1UU1uws+5VqigoAKAClfoAUN8quxXsMXmR/bANdb92CbIWr0H1yfFqjXYKYgoAKACgAoAKACgAoAT+IU0AtIAoAKACl5jQD7w44Jxmrtz6Gb3GRfcLdckn6+laVJXjy9iYbj6wjojaW4UxBQAUAFABQAUAFABQAn8QpoBaQBQAUAFHQL9BGbard8DNbUdGTNWAAKioOijFZSXvMUVbUWkW9QoAKACgAoAKACgAoAKAE/iFNALSAKACgAo6B1GS4xjJGfl6d62pbiqD2xuOOlZy+JgtgqRhQAUAFABQAUAFABQAUAJ/EKaAWkAUKSjqxMKSi4+8xEdxPHawGSU7UHevUy7K8ZnNVUMNZJ9WS6igtTLbxFEGUCCTbnOdwP44r9YfhpjqFFR9rFyZwvEXZpWt3DexloX5HUN1Ffl2c5Vi8kxKhWjdLc7KdRSRNXhfA5VHs9kbN2d0PSGaWB5lgleFOGlSM4H1PStvZTqU+dIOZvZEe8EDkEEZB9RUKo+aCcdtxpN9BUVpZFjRS7N0RQcmrpKUq8qdjNRdxRHI8EkwhlMMbbJJAh2I3oW7H2qZUavs+a3Rm3IweN4iwkRkIAJVlwcHpipqc0YpW6IizQ+a3mtmCzwyWzMMhZEK7h6jNaOnUpq7Q6ilHoRFgB1xn5eOcZ4HH1NZtyva2xHM5K1iS4gltbh4Z4nt5hgmKRSrKDyMg806zlGzsbcuhH/EKpS5kmZCkY68VAXE3DOMik0noK6AuFDcjpSxM7SjBCuc94iuDJfCLIMcYBx71/T3AeAw2Gy+dacLyurfcebi2+ZJGdz365r9SiqbXtrXfY89RknqW9MuDbX8JDAhmEbDPXPb9RXyHFuEw2Y5ZOrKFpr7zpoTfMdQOvqPav49qe82paW6Hux2ueofC7xzpHhnw1HDqGsvZiHWJ7250xIppPt9ubQRiLhdhBfHDHAxX1eDx1ClQUJyS8j2sLiKUafvO3l3M+O68DWvg3wvCWs7/WY723lvzcW00Z8shvPR2VGGwNtA2luMYBFOUsE6PNCacrr/gmbqUJLddO4kOt+HtJ+NOnapp9xHF4ehu45nmhgZUQBfmAUgMQGJGcAnGcYrOlWo081hNP3LbmEZUoVVJS0RZi8XaJefDePTW1yeykt7S+jOnQm4i+1XMkxeJ22oUdWU7T5hBXHpW8cXR+q8jkk/e0+Z2KpSdK3P8AL5mV451jRNR1eLUoLqHVzLaW0QVRNDJavHEqMzAoFfnoAx6GuDEVaMnFpp6R+Vjiq8nMmnfb5Hb+OPHvhTxTPZW82sx3duNTuLjBhuZI4oXtdiM/mICpEg4jjBHQ4zXq4zFYWVJpTT978LI9CrXpT5U3+ZyepXXg2HTNYt9OuNNfUfsdlFbXc9rc7JNtvicxgJ8srSAYLY65JxmuatPCc9Rwa+zb7tfxMpewcXZq+nftqRfEXxBoXiKETWMdt9vjvFXzYIWjaWD7PEMtkDJ3hxx02/SuLHVaUoLk1Zz1nBrRnCgHcAQeOM14kZcyueZdI+z/APhnfwAfmbQt7epuZef/AB6v1/8AsPAfyH2f1Gh1iSR/s/8AgCMZHh2I/wC9LI382qXkmBjqoD+o0P5SwvwM8CIRjwxZ46/MCf5mtp5Pgp2k4bB9Rw/8p89/tQ/AyTw7eW/ijwtpSro6weXf2tovNuy52y7R1Q5wx7dTX6Zw/j6GGg8NNWu9D5rN8slJqpQVkkfOIuYQoPnKFxwWYDiv0OUaThz02fGRdWMuWoj2f9mr4Rt458W2etaxZr/wjVrvKLcRkJezc7VU9wudx9SMdjXxmf46lKj7GOr6n0WU4J1avNUXun0zd/s6/D69kLNoTRn0hupowPycV+P/ANiYScnOcdWfbPAUUtEZeofsr+CL3/UHU9P/AOve73f+jFasZcPYJ/ZMnl1F9GZF5+yJoBj/ANC8QaxBLjhrnyZVH4BFP61wVuF8LO3s3ymEsspPYw5P2PbobjH4xiY9lfSiPzPnH9K45cKR+zVIeVw6Mx7j9k3xZHIVg1nRpYh3fzYy34bWx+ZrllwtUXwyTMpZU3szIvf2ZPHlqwWO10+9/wBuG82j/wAfArlfDWKXwnK8srLYzLz4BfECxTc2ged7QXEbn+dck8gzH+VGLy+uia3/AGd/iBdRq39ixRg87ZLyNSPrya1hw9j5aTSsVHLq7Nm2/ZV8a3UIMlzotmT/AMs5ZZHI/wC+Vwa64cNYh7ux0Qyuo/idjoLD9kTUWVXvvFdujDgxQWLOPwYyD+VdkOFpNXnUt8jpWVpfEz6Xxx1P51984ebPcWoEYGcn8TTUba7g7LdjWbaT3PYZovBOzYWk9kUL52u7hLKMja3zT5wcR56YI/iIx9Ca2jBRXMYTleSinoYtz8KvBd7evey+EdBlvHbe1y+mwl2bruJ25J981ssXiIrljUf3sUsJh56ygjon02B7f7OY0EAxtjVcBcdMY9P0rlk3J3kzVU4RVoKxSguLmzuo7efdLbsQsdx+fysex44PfvyRm6i5knDQyjKfMk9jA8Q/G74d+EtYm0nW/HfhrSNUgx51lfavBDNFkZG9GYFcggjOM1UYTkm7Hu0csx+Jh7ShQlKPdRb/AEOssdUtNV0+C/sLiK+sp0EsVzayCSORD0ZWGQR9KxknezPPnCVKThUVmujLCPvHQgUci7kvyFC7ucAU9VoiVKTQoWnqMaQQDhufWocU3uyro5zxf8RPD/gG2hm1zUo7MTZ8qMgs8mBk7QoJ/HpXJicZh8HG9WVjnq1o01eRN4Q8daH490573Q71b6FG2P8AKyMjYzgqwBFOhjKGKV6E0x0qsaqvFm8oBHp9K6mnLdmt2xcEiqHoV7y9gsbWS4upo7e3iXe8szBUUepJ4FZzqxpRcpOyKjSdSSjFXb6Hmdx+058L4tU+xN4ttvOBAMq28zQf9/gmzHvu4r5+Wf5XGr7OVRcx7q4ezWdP2kaT5fl/mdv4T1Kz13TF1W1uILtLzEnmW8olRR/Cu4cZA6++a+gp4mFeKlTldHgSws8PNwqxs/M3RjArUm/QQnANTJi6M+U/29/jtqfwq8E6T4c8PTtba54mMyteRnDW1rGF8xlPZ2LqoPpv7gV6WFp87v2P0fgfJo5ni1VqxvCFnbu/+AfmmlsiK2RvZmLMzHJJPU565Jr3U0tLH9OwlRw69nTXKux6p+zz8ftd/Z78X2t1Y3EkvheeZF1TSGJMbxlgGljXICygEkEdehyK469JVFsfHcScNYTN8HOtCKjOCvfv/wAA/X61kiuIUngdZIZlDo6HIYEZBH4V8/LTRn8mKm6c2idenXNId76jqBjH4U4qV7z1A4H4heG/B6SDxf4qtI7gaXavGgnG5SCc4EfRmJ4APrXj4+jgqSdXFax7HLVUHd1Njgv2WfD9xb2/ijxI1n/Z1hrFwpsrXn5Y0aQgg4GV/eBQf9k+1eHw7h6dOdSdONovY5cBRcby6M97jJK8jFfa63dz1WktindaraWCg3V5BbE9PNkVSfzqkm5W77GMpKMed7I+P/2ufihc6/4qj8J6de40WxhWa5+zsCtxM2GAZgeVVSuB67s9BX41xlmlWNVYGErLqftnBOUU3RlmNaN2/hPn0KoUqFGPTHtivy7lV7n6uptKy2PVf2bPiTfeA/iTpWnfaJG0TWrgWdxbFS/7xwRG6DP3t+3J5+XNfc8MZpiMPilhlL3ZH59xhllKvgHjFG0odT7qXUmcssVtcSsOQSm0N9C2K/f7aXP58m3pYb9p1CV1AtoYYmTJeWXLo3ptAwf++qVk90Kbnfkgj4g/4KTfD/VpNP8ABvjdh9ttbFZtM1CW3iKRweY6PA+0lioJDqWJIyUA5avVwFaMW04n7T4bZhDD16mEqSs5LTz7/ofDgIIyDkV7TVWesI6H9BqpBaS0fpc0fDXhfUPHXiXSvDmkW0l3qep3KW8EcS7tpZsF29FUEsT0AGTwKmrJqNpKx5OcYylgcBWliHZSWnmftHoljeaFoem6datZ30VnDHbBiWhwiKFH9/J49q+Ukru7P4tq1W60n0ZfXUrhVlaTT7hEQ/LsKuXHqADn86LLuYqq+kNB66zCHVJN8Lld+JUZQo9zjA/OpcX0N1ztX5SW3vIryFZLaeOeI/xxsGB+hBqGm2CkpLRnlHxg+C+tfFLWLeZPEosNKhhVVsJIS6+ZltznBGSQVHPp7181mWV1sbJJT0ODE4edbRysjf8Ahp4G8UeDprv+2/FbeILRo0SCAw7BCRnPc9QR+Vd+Dw2KoJQqVE16FYejUo/FO6O/iOAQBjmvYafc7Fyr4TyhfjzoEkqw/Zplt5SI4JZHjQSsWVAEUkMRuYdumT0qmuSpy/ykez9pS9n3PmP9p6wY/E2TXYIy2m6tawSxTL8yI4Uq8ZcZUuCmSoJK57Bvm/DeM8FKOL+traR++cFZiquB+pN6w/U8lr86uj9Gs9z0X4G2unaf4wtvF3iA3EXh3Qn85pIbZ5VkudpMSkoCVCn5yx+XIUH7wr73hXAe2r/WWvhZ+Z8dZ5DL8ueFvrPXQ+k4v2qNO1O7tYNK0We9aeZLYMt1GwWZxlFLIWQggE4D7sA/LX7DPHxVRU0j+bJZxSUVK25x1p+1nrmteKE0Wy0CxRWeUG4WV5QsaxllkIAGBnaPqa8KvnWKi5qENI9TqwWY1MVjaVJxtGTf5HX/ABZ8Q6xqHwj1W1vPss8k8FvBdqLaJ45Q7okvyy7kC8uDnkZGORXjYPPsweKjDTVn19KLwq+tYdtVIx5l01TPgHWPg/pHM1jc3sEaWs9xLFDbSTD5ACrL8p2o2eCxxhHbJGcfb1eJcbhvdR9pl/iZneHoclbDKb76HoPwUax+E/ifTvEGh6Q+pyXtiILmeUyBbeGXDu/n4CZHl7FCAcnL7RXBT4hxNaolW6nwGf8AFGeZ81Gv7sVsj6r8OeIr/wAUeFbPV3s106a+R5IoYpxKDET+7YOAVDFQCOoGfTNfo1GKr0edn59TrVKdS1Rm9YeJbB4QINW8WxRFvvwtAwXJyzDjAVCCpBXJIIAY5rjdCa0sme+sRQilHnaZZuPGOsWl9HbWWrebbXEyW1pNqTx2wlmYkLHmQ5Y8ADaCWOcL3rb2MIx5qkfuON+0qStTrG/JB4vKtPdaDpt7LaEmELIjyyAgfcLBFU5z1IrjlUouXuXSO50a0NU7nn3iX9oGPwJcSrrWm69pWnuAzaxFbTXCCbPELQkSSQlsrjKKG3cGidKMZc0noaUaWLxD5KCvL+u52Xhj4x2vjG30+90C4j8QWupRO9p9kGQdmN25gcIVyAVYKc9s5pvDUZK/NYwlXzChLknSRvyfEOTTriG2v9GvbWZk813KHygCSMB/uk8fdzkcHuKmngVO/s5XKljpUrKtGzOBu9Z8LfCiF5pYY4LW4iYyzxx75HTJLNLMxGFBBzkqpAPfiop0PbP3Nztq1fZnkKfGH4c/FjxB/wAIwb7w+Irm5EcVtpzCK6mwitkEqMh0h25CgjKHJCqReOyh1MNKOJhzQJwGYVqOJU6bsxPH/wAOfg38NZr9/EXiZ9GIid7axe7MrMQoZG8tQ0rAggkDnHPvX59DgvK51lVV1rt0P03DcX59VoPDwj7vc8c8ZfGFNV1fQvEOleArzSfhpoE0B8yaAq5YyKGLANgDBK987lz1FfXYnI8NTSWGqqMktl1PzvF4CpiKzxGJxN6vSPkdD4x+Jdx4GkaKz0WLV/IntrsXwuGQylEl8rajouMR53EFs57bfn8nIsLTjOpGo+aYsLkuExtS2PnyPub/AMG/GVjaj4ga1qMMGmWNnp9jEzW8bkQKoRTuB542lmY5PUkCvHxUbPF4Z9UvzMI5bDL8wfspcyWz7ns/j/XIdV+F2palpc0ktreQI8EkUG9mjeRQMRsy84bBViB6nFfBYSnTrZzHD1PhUkz6nEVG8tlOO6R5p4Y+EK+KvB2n/ES/u7hIklDJDBMrpGqTkGZztDYkQsSAeAcjggD9Np5VSxMKkqWjfw/l+Z8jhuacFOoY0nw10zVfiedOlSfRtMY308X2MRTQSbD5YKqcbGBVDynO5gOpFePg8DWwbU8W9btfcTKrDEXpw6F3xx+1Lpfha5TRdI0e98XPaqLa61K5uEs4iVwp27VYyEEjdtGMnjPU/uWXYaOKoKcXofOVqXsZWYngP9ou08Y+JbLR73Rl0Q3U6rBfW8wngZx/C6usbBiF2hsEcoORmtq2DtG8SIz5L3PUvFOu2skVvp4JktcZlt4kWTeFBIVQWA4Cn73GBXBXSoxVy8PCVabsjHt/DGt+JVbVfDWn6UPIXyT5ty8d7NEBnYIhtBQ7lAWWbadvG1QGbyMRmNKjO6XOe/RwFWtTtfkKlvrei+CYYdM1zwrbm4luWimX7KbCWxQQZ+WTzJFbIwuUlVczcsSzGvOrKWOkp4edpdjsoVKmFvRrQuu5WvNT0W0nvLDSrm5k0KGJZotPvo0YJcO2WbzRlh9/aQYypJJDndmvfweDxdBJ4yXN2PBxleUp/utDC8R/GLRfh5pTGOT+1PE11GPIthJuEEeSUUnqkY+Y44yWOB6e/DCS+881yqy1rO7Ov/aT8InxJ8E/Ed9DqE1m+k2E2pCWznVTcWqQOZFxsfcu3DBTtDYxuAJI+LwtVYZ3PsJU+efI9z4p8A/DHXPGVrpfjCOWDw7aIFaDxDdHzrwqPlHkwxYjhC7RtCruGcbzgVviuIJuDpQhzeR0SrYfL3ZxvPoj23wB4D+H3hDU9NvriKHxJfSXG+fUPERklEeFZi3lccIx+VDgnCgvxXg4yvmU6fPKnyx9DKhm2JrVPZc1k+iQz4y/GOBPGOqfD0TaYLW+iS3nvNHYzwRzSZBRWIAUjaM4X5cnBBG6uLh/6lUxTWIbc3okexVyDF0Yf2lTp8yS1bev3HH/AAwvNV8Zf2zY6lcKmvaJJFayNtbfcwjKoVBJ6sfmJZyPUhlEfuV+G8Ph8RUxXtnBrWx83iXOvCGKqx+J2SOq8WeMI9E8UtHO1hLpMjwRXsAkWVZi9wiiNnJBPlhQzb2BZCAcbt9fmlSU260k7uWz7o7+eVGsnWVklY+kPiNaWU/wt1K2vA1tp8tkGn8pgjKh2yNjHA6YNfE4Kaw+cUXX3T94+kk1Wy6fsuiPG/C3xRtdU8HabeTXrWkN0pZtLimIWSONjsLIg5HlgOMqMbscjmv3zC4yhPDxcmotN/dc+NhCs42a0MSPxNq2v3OnWmkx3NlshiuIrt4Xe8CTTIXbyVG5wfk4IwpxuJXO787xcqmKqW9onLmel+nRl4KjTp1XJfM8i+NmpWkXia8i2shLmGbaETDKEJAVCwQZc5QnPTdzX79wvRlTwfLVep5mb8s6y9mY3hPVNOsNf0a5mt7u2hS+ju5kR0Z02SA/JtUfL8p6nd+IFfQypSVNQS1PMnDmlyrc938NfE2ym0vXJtSt9YtF1uxuLHTtb0q7YSWbblcqzCWNlcFVJUEFghQkgkt8Bn8pYZJTTSPfyCiqtd0V8R6Z438Nz+NvhnaeIfh74nv7eXw07m1SxsRd6jNLFAirA5LqN+WYtuVyylAMAHd8XXowdPSoo+mq+8+8y+tCnV5a8brz0Iv2cPCXjvw28upeLbLQW8OeJ9PXxLqmrX8cseqi6lCyGC4WRti+UGxgRrt2g5zmssNGUY8vNr3N80r4KbfsE9NLW0063MnTPA2t/HjX7TWvBmmR/C7weS8aatKGkl1aAhiZY7VjsVWPllXbacFs7sqV+swuMWXQU5VOe/c+ErYNYm89kfK3ijV9J0/xTrn9lXl3dWn21xbXGqNunZVAUs2FHLFS2Og3YHAAr9KwKnKiqlT7Wp85VowjK1J3XmffvgPwmNO+HWheH21qJIrLTYrCW2ktRgxbBGCwmKkE4YuGAO4MCMcV+Vto+tT/AHnOfGvh/wANT/CnV/G/wo1a6klTwzLJq2lRltxuLCQKW2biRvUMh25z+9fjHTswUIYfEKvJKy7nLjoObVbs0RfECIaB4Y8NajqeoX8fg19TX+0f7LeO4u8oPMUKHYoSzFWC52kuDtYYrnzrH/WLU6dRryWx7fC0KbxeIlWS0Xu32ucDpHw6ufiL8Qr/AFD4d+Fdd1rwLBfR5u9XMVuzIFUypLcMRGshbJ2ls4I45APxkvZ5XJYitVUZbr3W366H6RHN4ywDwso3ck9mepeEvD8WgeJ/EOsX+papf+LPs8iy2+mQKsLx4VgEZFO4hUTqBk8jNdv+stTFxtX5XCel7Wf49z8qxGHlXoxpRi/dd9/MuyeH9Hvtc1Cz1OO4vY9YVXkglcRFE+TLHgLtQ4Vk/wBblOMsGFfFVcbCjiJU18KtYqlgsHUnzUqjnPqn0fY+stT1QN4U+0mRrc/ZiVcnZjgZwT7CvkqNeFTiOk5r3OdX9D6eup0Mvq8yUdHofAPx2+PPxW/Z91jXfA/hHyr34XeIGXWYpLTRllns1lmY3MCTKoXO+N9okDbY2jAwoAr99x9TLZxlCi0r+h8LgsTBxXMz6PPgbQIZVtNMt49Y06aGS4X7XZxy2i27OkkcciyFIAoKquw5wVU4AXj8jnh8PSxkZylZN9D6GDw7u7nyD8VtXsX8fasmn2cVpBbzIClq2USVR8wUAImDkD5FCjaOvWv6jyD6u8IvZTVz5DMYQlV91nPvZXN/by3UNxKl42x0kuWiYoVUK20dTnFfRRc/aRhe+j2ZwVHGnKKW51vgXxPq2m6tptqmvrB4dnuTPNZSorxh/LZQ6g/MuzdhhGQcAMQSDj4njDAV8dw5iJUk/aJ/hc+m4ar08NmalU6nqmv63428HXNhdeFPGWs+EiizTSxWVxJNpcpCKEeSP5o06Bd0iYwFyflr8A4az7C5bT+pYyk6vq7W+8/YM+4fnj5e2wUlDzetz0nwr+1R441PR9X0Xxt4Z0LxXaXFubSG5tJUeK/aROYXjQOGR/m3/IqkOR0zX1WKz/K6T9lTjeT6dvmfI0eH8ZWXs6it59y/q37aXjDTdGa91jwjoN04BhuLPSNRZbqEyEqAomIywGWIK9EJz0zllGZRzXFLDxpXSZnmGUSyqi3Jnxg4tIpJZbi6mdnYuREBJnOOSy5Tv69q/o6nOCpxhGNrKx+Uyn7STcT9SNWup/D0sV+1i11M5lKyWqsyyoArGOQBWKDaNofDAMVJI6p+IV61PC61WfWKhXlpFHkP7Q3whvPi/q3hHxl4B1nSdM8SafHLZ3EmrK8K3NnIPl3/ACtgoWYbdpJErf3ADpSzjLKseSrK6O2NKShyVEef6V8KfC3hHxJZWdzFD8QvFenf6y/8TSmx8P2LMAwCocvcMNwDHHOASONtbSzTLZQaTSS+/wDr7wlXpUd3b0N6w+FPwz8NS3cXiTxBe+OM3rXgsNLR4dNEj/MWWAMEGCcfex8oIVeg/LM+4inVqeywUUo2s2jennWDpavVljVdX8MuNQTRvCi2n2xHi+0XFyT5SsQX8uNRhCcc465NfEtzxHI675nF39T53EZvacpUYp3Oc0uBdGljltC0UscKQLITk7UOU69wQCD2wK9GvXdefO1Y+fhja1JuVJ8rfYsS3M9wV86eSfYAFEjkgD6VxqEVUlUtqznq4itXd603L1CKZ4V2oxVSMFQTg/5HFaadjJSa2GE5bd3BJHscEfyJqbRvexTq1H9orz6bY3MnmTWFpNJ3eWBXY/UkHNenDMsZSXLSquPoYSUpS5nJlK78JaDexhJ9E0+RQc7fs6qP0rsoZ/nFD+HipFttzU30M3/hWng8Rso0CyVSdx2ZUq3Y8H/A13UeKM8pt/7TJp9HsaTlUnUVRaMv2HhTSdKdhbpNEmFBj+0MY1VTuHBPAHPA9a8HF1njZ+0rQXN36n1GD4mzPBU/ZQndeY1fCOjCb7Q9oklwNzmWQ4kJY5yXHJPQVyNVOXkg7I9WnxtmdJqXJGT87mZ4q+HNl4t06Kym1O9s4IZxMPIKElgrKBllPGGNe9kWdYrh/EfWKKUn5nNmfF+OzWn7OvTil5XOd/4Z48PsUZ9T1aeUDG6aSM/psr7mXiTmdWTcqUNfU+OhVcLpI+nda+PGrz3ckmkaXbaWpj8sks8xVi27eOgzzjkEe1fA5nmk8w0TPZp51VpK1jjtU8f+JtbeT7brl2Ul+9DA/kxn6omAfyrwLKMLc2pwV8zxNaV4mFKTcZMrGUtkEuck59T/AJxWlR+zj8W5wSq1an8QO5OBk98VMacaa9TNU6fVh+v15p2T2CzXwhSGr9QpjCgAoAKAExTXcWzOjh8byQpbq+iaJcvBAIle5t2lkOMANuLcEY7fL7V1RqxStY6Y1YpWI4vGUkMLRHSdHYtjfI9qHLfOXHJPHGRxT9qiecLrxlNfCET6Vo58qBYcpagbtqkbjz3zT9rEHUS1ZW17xG3iGSOQ6dpmnsud39n24j3kgZLfiD9MmsZzU9iZTUjKBO4VkjO1hCoJyQCetQklsD13ADHTilZPoNNrYWm0pbg23uFMjlQUFbBQAUAFABQAUAFAACR0PvSFZB0x7dKBhnp7Yx+HSiwmrgeTnvTCwn8QpoYtIAoAKACgAoAKACgAoAKACgApXsAUPRXYBScktxtNbhRzJkRkpS5VuFO44tSbS6bifxCqQJ3V0LSGFABQAUAFABQAUAFABQAUAFK3NoLbUnsdPvNVultbGzuL+6YErBaxGRyAMnhc+lOjTniZcsVsdEIOpojT/wCEF8U5x/wimvDjP/IMmyecHjbnjjP1FeksLjJK7pP7hRw9ak7KnJ/I5i61zS7C8ubO71Sxs7y1me3nt7i5RJIpFJDIyk5VgRgg1wy9o5+znCx7NPJc6xEY1cPgpyXlFsfZarp+pu6WWo2d46LuZbadZCBnHO0nFS4WObGZNmGUXni8PKHP/MmiyOWFCPLaiklF9CRYZHGVjZh6gVOnci4v2eX/AJ5P/wB8mlddwug+zy/88n/75NK67hdB9nl/55P/AN8mi67hdB9nl/55P/3yaLruF0H2eX/nk/8A3yaLruF0H2eX/nk//fJouu4XQfZ5f+eT/wDfJouu4XQfZ5f+eT/98mi67hdB9nl/55P/AN8mi67hdB9nl/55P/3yacZqDchv3kehfs//AGi1+KlhMltJO0dpdMsYBUuRESFz9Rj8a+n4c5I4+NN/a1/A9PLn7za6f5G9pfxh17XP2kdJ1O30YySR+G7XSL7w/wD2k6ta3V3drKzKrRAytHDEzOdqhfKkBYYGf26eFjGldy/A0p4+UsXTXK0pLq9j5k+IvwQuPEXxI8XajZa5p8FzqviXXJQmpf6Pb2wivbrd503O3Kwkg7ehXoOa/J8wwvtcXJc6V7n9qcM5/wDUcmpUnQm7RhrHd3SWi67jvA3w8l8DeI5UOq2WsNdWG8mxjkKxEMuRvK7G+9wUY9M8AjPzONoxw1veTPzfxXzOWZYOjU9hKFrr3ne9v66ncGCRSCyMqgDqvTivJUkz+WYtPW1rj4724iQIk8qKOiq5AFDjF6tFWQ7+0br/AJ+Zv+/hpOEewWXYP7Ruv+fmb/v4anlj2Cy7B/aN1/z8zf8Afw0csewWXYP7Ruv+fmb/AL+Gjlj2Cy7B/aN1/wA/M3/fw0csewWXYP7Ruv8An5m/7+Gjlj2Cy7B/aN1/z8zf9/DRyx7BZdg/tG6/5+Zv+/ho5Y9gsuwf2jdf8/M3/fw0csewWXYP7Ru/+fqb/v4alwjZ6DSVnoelfs63txL8VNOV55XUxTZDOT/yzavqchilmEGl0/Q9LLVabsfStt4B8P6frw1K20qCK/VVkFwud4YNO2c565uJue/mNX7FKcnBps9p0oe3pux+VPxjmki+L/jx0lkVxr1/ICHPDfaJDn65r8lzJ/7VJ+Z/dvCUUsnopfyr8jY+Cd5PDrF+EnlQfZxwrkfxV4GMSaV0fk/i7rgKKfmevNe3Ew2PPI6nGVZyRXGoxWyP4/aVkf/Z)
![Das IGL-Buch Gesellschaftslehre; [Unterrichtswerk für Gesellschaftslehre]](data:image/jpg;base64,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)
![[Für die Grundschule in Berlin]](data:image/jpg;base64,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)