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1
Psalmen gestalten - erleben - verstehen
Language
German language
Published
Buxtehude
:
Persen
,
2010
Edition:
4. Aufl.
Series
Bergedorfer Unterrichtsideen
Catalogue:
GEI
Call Number: WB-V 66(4,2010)
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Book
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02 - Arts and humanities
022 - Humanities (except languages)
0221 - Religion and theology
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ISCED 1 - Primary level
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Germany
Observations
Literaturverz. 131 - 133
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2
Stationenlernen Geschichte - 9./10. Klasse Band 1 Imperialismus - Epochenjahr 1917 - Weimarer Republik - Nationalsozialismus / Frank Lauenburg
by
Lauenburg, Frank 1983-
Language
German language
Published
Hamburg
:
Persen
,
2014
Edition:
1. Auflage
Series
Bergedorfer Lernstationen
Bergedorfer Unterrichtsideen
Catalogue:
GEI
Call Number: HD-V 417(1,2014)9/10,1
Format:
Book
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02 - Arts and humanities
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0222 - History and archaeology
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Literatur- und Quellenverzeichnis: Seite 118
Hier auch später erschienene, unveränderte Nachdrucke und Auflagen
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3
Fossile und erneuerbare Energien Ressourcen, Umwelt, Technik ; [8. - 10. Klasse]
by
Eggert, Jens
Language
German language
Published
Buxtehude
:
Persen
,
2011
Edition:
2. Aufl.
Series
Bergedorfer Unterrichtsideen
Catalogue:
GEI
Call Number: GD-V 364(2,2011)1
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Book
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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
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ISCED 2 - Lower secondary level
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Germany
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4
Mit Gott reden wie mit einem Freund 1./2. Klasse
by
Heidemann, Christina
Language
German language
Published
Buxtehude
:
Persen
,
2009
Edition:
1. Aufl.
Series
AV-Religion
Catalogue:
GEI
Call Number: WB-V 60(1,2009)
Format:
Book
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02 - Arts and humanities
022 - Humanities (except languages)
0221 - Religion and theology
Level of Education:
ISCED 1 - Primary level
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Germany
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5
Bilder und Bildgeschichten zum Umweltschutz
Language
German language
Published
Horneburg/Niederelbe
:
Persen
,
1984
Series
Bergedorfer Kopiervorlagen
15
Catalogue:
GEI
Call Number: SB-V 101(1,84)-15L
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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
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ISCED 1 - Primary level
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Germany
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6
Lernzielkontrollen Geschichte Tests in zwei Differenzierungsstufen ; 5. bis 10. Klasse ; [Haupt- und Realschule]
by
Körner, Michael
Language
German language
Published
Buxtehude
:
Persen
,
2010
Series
Bergedorfer Unterrichtsideen
Catalogue:
GEI
Call Number: HC-V 277(1,2010)
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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:
Task Collection
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Hauptschule: Vocationally oriented secondary school ('secondary modern')
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7
Bibel aktuell 7./10. Schuljahr
Language
German language
Published
Buxtehude
:
Persen
,
2007
Edition:
6. Aufl
Series
Bergedorfer Kopiervorlagen
174
Catalogue:
GEI
Call Number: WD-V 64(6,2007)7/10
Format:
Book
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02 - Arts and humanities
022 - Humanities (except languages)
0221 - Religion and theology
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ISCED 2 - Lower secondary level
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Observations
Copyright 1997
In Mappe
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8
Perser, Griechen, Römer und Germanen
Language
German language
Published
Horneburg
:
Persen
,
2004
Edition:
1. Aufl.
Series
Auf den Spuren der Vergangenheit
Teil 3
Bergedorfer Kopiervorlagen
357
Catalogue:
GEI
Call Number: HC-V 207(1,2004)3
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:
Textbook
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Germany
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9
Momel übt lesen
Language
German language
Published
Donauwörth
,
Horneburg/Niederelbe
:
Auer
,
Persen
,
2001
Edition:
1. Aufl.
Series
Momel
2, Fibel
Catalogue:
GEI
Call Number: DG-V 56(1,2001)2
Format:
Book
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School Subject (according to ISCED):
00 - Generic programmes and qualifications
002 - Literacy and numeracy
Level of Education:
ISCED 1 - Primary level
Document Type:
Textbook
School Type:
Sonderpädagogische Schulform: Special school/school catering for pupils with learning difficulties and other special needs
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Germany
Observations
Nach der Neuregelung der deutschen Rechtschreibung
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10
Ethik 9./10. Klasse
Language
German language
Published
Buxtehude
:
Persen
,
2010
Edition:
7. Aufl.
Series
Bergedorfer Kopiervorlagen
255
Catalogue:
GEI
Call Number: WD-V 63(7,2010)9/10
Format:
Book
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02 - Arts and humanities
022 - Humanities (except languages)
0223 - Philosophy and ethics
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ISCED 2 - Lower secondary level
Document Type:
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Observations
Umschlagt
In Mappe
Copyright: 1999
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11
Unterwegs in Europa Materialien für den handlungsorientierten Erdkundeunterricht
by
Heitmann, Friedhelm 1951-
Language
German language
Published
Horneburg/Niederelbe
:
Persen
,
2004
Edition:
1. Aufl.
Series
Bergedorfer Unterrichtsideen
Catalogue:
GEI
Call Number: GC-V 310(1,2004)2
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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:
ISCED 2 - Lower secondary level
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12
Die 10 Gebote Geschichte, Bedeutung, Aktualität ; 5.-8. Schuljahr
Language
German language
Published
Buxtehude
:
Persen
,
2007
Edition:
2. Aufl.
Series
Bergedorfer Kopiervorlagen
402
Catalogue:
GEI
Call Number: WC-V 77(2,2007)
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Book
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02 - Arts and humanities
022 - Humanities (except languages)
0221 - Religion and theology
Level of Education:
ISCED 2 - Lower secondary level
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Observations
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13
Erdkundemappe Europa
by
Brink, Heinz-Joseph
,
Wertenbroch, Wolfgang 1943-
Language
German language
Published
Buxtehude
:
Persen
,
2007
Edition:
17. Aufl.
Series
Bergedorfer Kopiervorlagen
22
Catalogue:
GEI
Call Number: GL-V 116(17,2007)22L
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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:
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14
Streifzüge durch die Geschichte Materialien für den handlungsorientierten Geschichtsunterricht
by
Heitmann, Friedhelm 1951-
Language
German language
Published
Horneburg
:
Persen
,
2006
Edition:
1. Aufl.
Series
Bergedorfer Unterrichtsideen
Catalogue:
GEI
Call Number: HD-V 259(1,2006)2
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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
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Textbook
Country of Use:
Germany
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Select result number 15
15
Lernzielkontrollen Erdkunde 5. bis 10. Klasse ; [Tests in zwei Differenzierungsstufen]
by
Gellner, Lars
,
Spellner, Cathrin
Language
German language
Published
Buxtehude
:
Persen
,
2011
Edition:
1. Aufl.
Series
Bergedorfer Unterrichtsideen
Catalogue:
GEI
Call Number: GC-V 310(1,2011)4
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:
ISCED 2 - Lower secondary level
Document Type:
Task Collection
Teacher's Guide
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Germany
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16
Spielend um die Welt 15 Spielideen für den Erdkundeunterricht
Language
German language
Published
Horneburg/Niederelbe
:
Persen
,
2000
Edition:
1. Aufl.
Series
Bergedorfer Unterrichtsideen
Catalogue:
GEI
Call Number: GC-V 310(1,2000)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:
ISCED 2 - Lower secondary level
Document Type:
Textbook
Country of Use:
Germany
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Select result number 17
17
Lebendiges Mittelalter handlungsorientierte, fächerübergreifende Materialien zum Thema "Rittertum" für das 3. - 6. Schuljahr
by
Knoll, Carla
Language
German language
Published
Horneburg / Niederelbe
:
Persen
,
2001
Edition:
1. Aufl.
Series
Bergedorfer Unterrichtsideen
Catalogue:
GEI
Call Number: HB-V 28(1,2001)1
Format:
Book
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02 - Arts and humanities
022 - Humanities (except languages)
0222 - History and archaeology
Level of Education:
ISCED 1 - Primary level
Document Type:
Textbook
Country of Use:
Germany
Observations
Verlagshinweis Rechtschreibreform
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Select result number 18
18
Erdkundemappe China
Language
German language
Published
Buxtehude
:
Persen
,
c 2010
Edition:
1. Aufl.
Series
Bergedorfer Kopiervorlagen
Catalogue:
GEI
Call Number: GL-V 116(1,2010)24L
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:
ISCED 2 - Lower secondary level
Document Type:
Task Collection
Teacher's Guide
School Type:
Hauptschule: Vocationally oriented secondary school ('secondary modern')
Realschule: Secondary school providing general education (not to university entrance level)
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Select result number 19
19
Rätselblätter Geschichte Antike, Mittelalter, Neuzeit ; [5. - 10. Klasse]
by
Behrndt, Karsten 1969-
,
Hoffmann, Andreas
Language
German language, English language
Published
Buxtehude
:
Persen
,
2009
Edition:
1. Aufl.
Series
Bergedorfer Kopiervorlagen
378
Catalogue:
GEI
Call Number: HD-V 306(1,2009)378
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
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Germany
Observations
Mappe mit Kopiervorlagen, DIN A4
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20
Leben im geteilten Deutschland handlungsorientierte Materialien zur deutsch-deutschen Alltagsgeschichte von 1945 bis 1990 : 7.-10. Klasse
by
Lauenburg, Frank 1983-
Language
German language
Published
Hamburg
:
Persen
,
2014
Edition:
1. Auflage
Series
Bergedorfer Unterrichtsideen
Catalogue:
GEI
Call Number: HD-V 259(1,2014)3
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
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Germany
Observations
Literatur- und Quellenverzeichnis: Seite 94-98
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![Fossile und erneuerbare Energien Ressourcen, Umwelt, Technik ; [8. - 10. Klasse]](data:image/jpg;base64,/9j/4AAQSkZJRgABAQEBEAEQAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCAC2AIADAREAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD5WH36c/gKe59Ifs9/N8LLWQ8sby4BPsHFfkfGemYJeSPQo/Cd/XyRsFABQAUAFABQAUAFAC0AAOelFkAHPejQAo0AOtJ26CCm3cZ8Xj71f0TN+4eS9z6R/Z5/5JRaf9flz/6GK/IuM2v7R+SPQoL3Tvq+TN+VhQHKwoDlYUBysKA5WLQFmFAWYUBZiZxz6U0ruwWZp2ugavd2UN5Z2Tzwyg7SpHy4cqP5H8q7qeWYiovcjcm6Hnw9rK3lvay2nkvcTeVGzsoBfGfywRVLK6ylaUbCukO/4RrXCwEenvIuSAykEHnH8yPzrV5NiHrGLDmiOh8LeIJZY4zp7Rl+RvcIDwT+PAJrJZXiI35osaaexiIdyhsk5HWuCpBwdmM8VHwFuG+b/hLokH93+z84/HfX6RPj2lT9yNF/ecboHTeG7gfDfSh4SeM6u0MjTtcq3kBhJyPlIb+dFXKf9Zp/W41OTS1rXD2rp6GifiEmONDf/wACx/8AEVh/xD+r/wA/19wfWWIvxCXPOhv/AOBf/wBhR/xD+r/z/X3B9ZY7/hYKf9AJ/wDwL/8AsKP+IfVf+f6+4PrLD/hYKf8AQCf/AMC//sKP+IfVf+f6+4PrLD/hYKf9AJ//AAL/APsKP+IfVf8An+vuD6yxP+Fgx/8AQEcf9vf/ANjR/wAQ/q/8/l9wfWWH/CwI/wDoCyf+Bf8A9jR/xD+r/wA/l9wfWWH/AAsCP/oCyf8AgX/9jR/xD+r/AM/l9wfWWB+IKYP/ABIn/wDAr/7Gj/iH9X/n+vuD6yy2nxTvUj8qOzvI4woUIt78oAyem3j/AOvXRS4OxFBWWJ/APrMRD8U73EINndfuH8yLN5904AyPl9qUuD8VJ8yxGvoJ4iJctfjNq9vHCkWnsqRFim6dGPOMk/u+TwO9dlPhjHRVvrH4E+3iU2+KmoGRHazu2aP7ha8yV4I9PQmuatwnjJaSxH4DWIXQrf8ACwEPyjRmUev2n/7GuZ8B/aliL/If1g7RRmvz2M+SV7HfT21PMfiLx4uuP+uEX8q/XOEuZ5cpT6s8zFfEc9K2yMv/AHeT9K+o5V3Oext+M9DPh/V4LVZGmt7qyhvLeUjG5HQE/kSR+FHKu4WMajlXcLBRyruAUcq7gFHKu4BRyruAnzFgiIzuxCqqjJYk4AHrkkCnyruFibUbW603UJtP1K2lsruE4eGddjg/Q0cttmFiLBzjjNCk+qFyxOm+F/hNPG3jJPDzayultLA0schi8wsy5yoGRzxnr0oUnfYOWJmeL9FPh3xXqmgtc/am0+4aAzbNu/HQ4ycVDi76MfJEy2O0dMknAA6k+gq7adxOKWxe17R9W0DUDp+t6bc6ddBd/lzptJX1HYj6VKjd6oVme26Hpz6netapMsRELS5Kk5wM4wK/A8NQ9vLlPbTsjyT4i8+LJv8ArhF/6DX6zwprgOTszza7vI55xlGHYg5r6QxPSPiRAt58Hfh34mBLNHBNps7noCrFkH/jr/lTA86t457lZ3trae4W3j82YxIXCJ/eOOgpAHl3H2f7T9luTBj/AFvlNs/PFAmRCQYRtr7HBZGCnDAdT9KBF3SNN1TWPN/sjTLzUPJ/1n2aEybfrigCV9F1tNNOpNo1+LMMUabyG2oR1DYHy/jigC/8Nde0Pw9430vX9asptQs7F/NWKFxlZcYV8E/wnnHqBVFH0lf33wh+M9oLNr63i1Zhshd1EF4jdlG77/8Au5NAHz/8T/hx4h8A3xTUojd6XI+Le/jX92w7Bv7jfzpCOf8ADGsSeH/E+l67B9+xu0mxnqAeV/EZ4oBF/wCJOrWWufEDXNZsSPs93cmVee2Bkn8jTGegfAnwnodlp0vxQ8bzQw6Pp7n7BHJyJZV/jx/Fg8KB1Iz2oA534zfEu7+ImqwhbNLPSrJ2NpGygytkYLM3bPpQB6j4BUNrc7liClpIQADk5X1A4r8SySK9tL0Z6k3rY8d8a6Xqmo+K7h9O0y9vFWONC0MLN8wXoSBj0r9G4Rd8JOXdnBWVmN8O/D3xXrV81v8A2bJp0SKDJPeqUUfhjJ/CvprGR7Vo/wAP9Tb4DXHhm7v7Aajpmqrf6fdIPNjRhIGBZGByCC4wQRzRYDQ0q08Q2ep2M11qun6hFbRHzJ2t2juJCPupsU7AoPpnPoKLAbEFzPbRpHbSGJY12KqAKAPTAwMewosBW1C2802s9rOUdZmyBjMGQMsvGeenUdKLCsUNVsrSx07UNYEr+XbI13drFbASOq/edQuMsOvb8eaLBYydF1iPUtOXXbDUGW227nuJZ9vlD0ck4HuO/vRYLGZDaeD9Zk/tK30/w3dyLOx3iCIGSRhgjZgbs+4IpjOL+NPhPS7bTtM1/SdHhskklkttQW2GyMOMFCFBwueeAAOOlAHPad8QPGVlpr6Y2u3Oo6aybWtNR/0lCoH3fnywGOwIpWFY9t/Z8+GXhu88NW/iTWtIs767vt00ccse+K2j3HaqIeMEYOTk+9Fhnpnin4XeBfEOnvaXXh2wtmI+WezgWGVPoyj68HIpgfK/xe0bxDo/iqPwpd3V3qFjYxA6bFHGdvlHodi8Z45PtQBgW3hTxXcR+ZH4X1jZ13mzcL+ooA918DR7tSuXKMwjtHboCPyIOfwHFfimR/xp/wCFnp1PiMXw94/0jw/e6to+vXk1rHGY7m2eOFn3h0wVwo7bf4sd6/Q+D/8Acn6nHiNzr/CPiWx8W6PLqWmC5EMMxiZbkAMuB1wCcA5BH45r6gwO20Wwe2t2bUtyW2oFYEgH3pHJyp68Dgj8aACW58JSpsfTrmBhx8gIKn86AKU0Xhxz+5vtQhGScPEGH6UAQvbaUI2aPWncgcJ9jIJ/HNAFezi8+VrX7ouI5IdzKSBuUrkjPTkGgD5Fmgeze5003DSLDK0TlSQrlSRnH4d6AInjLYWLIkLDZj+92oA9i+zL448T+DvBniLVZbW0nhlkkezCI00ijahOQRk7GHTvQBe+JHgn4MeArKW2mvdW1jWWXEdn9tDMD6vsUBR9fyoA7f8AZl8ZWN/4Og0WV0ivtN/cGFm5MXJVlP8AEAOCfX0oA9iu76CC3aZnUKoyd3GAOe9AHyF8afHV1qPxNTV/D+oTWsdjEIba5h4EhU5Yqe43ZHpQB0fg79ozxJYqLbxTpVrq8e35bm3PkS5/215U/gBQBueCyq6pPxk/ZJNp9Dj3ZR/P6V+I5G/30/8ACz06nxHivxFJHiqd9w/1Efbvg1+jcIf7i/U48Rujv/gv8PbtdUv/ABH4wupdJ8L6TsuJszlYr18b15HDRgEE+pKgd8fUGB0tz8efDuo6ndXF7HfWdtZTg6b5UG8zxgjnaSMN9SBj3GKAOvuta0i/8X3elWcrRzm2j1BEmCxiSGVN+9Tk/KOhOAR6YyaAMax8a+D9Q1W602z1+F5rZyrF43CvgclGUEMM9+/0xQBqpqelvGWjvxKB1EcT88epAFAEmnaraHVbNYre5cmZMFnVcfN6DP8AOgD5d8SzG48T6xO2MvfzHj/fNAB4djEmt2zHkQnzSPden6kUAafj+V4fE1pHCzpJZWNuImQkMGdfNyMdD+9oAwtRs7vT7+4tdRgnhvYmxMk4xJuPOTyeuaVxXLGlRyx2moajFJND9kWNUliYqd7sQACP91z/AMB96Lhctf2nr2pabqIuNZ1OeO0gWV0a4YgqZEQ8Z/2xRcLnffAe08OeL7TU/h14miVHuUNzpV0pAkikAO9UJ7/xY6EK1CBHG/EDwP4g8Ca4dN1qEywsc217Ev7qdfUH+E+oPII7jksZ7V4CWQ6zcNEhd1spcMFZiDgdgM881+I5H/Gn/hZ6dT4jy3UPDqeIPH922oXf2HRbO2iuNTvWICxRc4UHu7HKqvUmv0fg/wD3F+px4jdHQ/E3xFD45+FEUvhiK4sND8MXot7nTN2S8BCrDO47hSCP+BZ7V9OYHkLAGMjPBU8epx0+n+NAHe/EVF1f4deBvFAUtMlvJo90f9uFvkB+qkigDitKujp+o2t7DwIZAfqvf9P5UAe86RKjp8pDKV+VvUHkfzoA29GO3WLNs9J0/LdQB4tpum6NeXus2msWlyZjqs/l3VtMEljAbGMHKsMnuKANK08I2OnrdXVlrxuG8glY57QxFFHzHJBIOcKBigDF1a2bWfjFdafEVIbVvsqnHGyJgi/hhBQBjeLdRXVfFOt6qpJjub2aVDn+Asdo+gXA/CpJOg8S2iaL8LfC1o6lb/XbifV7pSMMsS4igH0I3MPqaBj/AIRafHqt74r05z+8l8LXjQA/xSK0bKP0z+FAHG6dd3NnPaajYSvDd2zrNBKnVGUgg/mP1poEewfFn4w6d44+G9jo50u6g1XzkluZCg8gMqsCUbOTkngelMZ5Dovxu8XLbale2On6DCtnCry+fLiR1JAwgYZJGe3Ir5OPBVCD5oTaOuVe5Ba+Jr/xZatrN5FHbvcMBLDC52Ns+UEg9TXu4DLaWBhyRkc83zanV/DHWJdM8SDTGt2vNP1tBp15bKOXRyQGX3XcSPx9a7yC5e6D4H8OajeaP4i1PxDNqFnMY5ora2WNTg8fMScZ4/OgDrdEj8Ja98E/E+laWmtiPQrqPV1jmZHlGQQxXgfLjcTn0oA8dIUoQgbYBhA55x2z/ntQB7H8P7ln8Paa7klvJ2HJ/ukr/SgDsYZPKnhm/wCebh8/iKAOJ17TE0vxnq9vGVKNdPP8v8Qdg4B9xQBb0nT7u+IjtLOa4Vru3il8pN+1C+4n/wAdFAHEeHPPt/HPiTVLpJreawS9uNsyFGDkttOCARhitAHM+GtJm13XNM0K3yJL+5S3GOMAn5iPYDNAHe/tLyRj4stpVugjttH0u1soEHAVdu8AD23/AKikJkf7Nwjk+MmmW0uDHdWl1C6n+IGFiR+lAHA39k2napfaawI+x3UkAB7bGIFIRCAA24AZ9aYzmfgatqPE+r3NzNGfJ0S4P2YhiZ8jHG1WGR15GCPSrjFQ3Y+WxP8AD0k+FoiQMGaU8HOAWOBUyjBu4XPTfhP5Nn4lvPEN0f8AR9C0+a8YZxukOI4wD6lmGKAIdcZ/EfgyDxO2ZNS05xaasQOXVsmGbHpwUJ9QPWgDof2b7q2b4hXXh6/f/Q/EWlz6fKoPDMV3D/x0OPxoA85uLS50+9uNMvV23VnO8E4/20Yq36igD1DwDOqeFdNZmA4cc/8AXRqAO+tobie3EqW8zRkY3hDgH60AUvE3hzV72/j1Kz06abzoFE4UqCGT5e/qNp/E0AangHSdXsU1FbvT54mYxsCVznG73NAFz4gXyWvgrWZ9TgguQlo0apcxAld2OATyOnWgDyT9mFtEh+J1tea1e29n5FlI9p57AK8p4wGPou7qe1AHOfFbVI9b+J3iLVYJxcQT3rLDKpyGRAEQj2wtDA2P2dZBF8b/AA2x6Mblfzt5KQil8brD+zfi74ktwMLJdeev0dQ1AHH0hHP/ALPj2g8cXonivXnOj3QtzAxwG2jcWUIxII7Arz1OK1ZbE+Hm0eE4CCdrTSEfKFI+Y+n8qghneLdRWPgGSwilVr3VtSWW4CnlIIF+RW9N0jk49IwakCT4faxaaR4gWLVMvo2qRnT9ST/pjIQNwHZkOGB7EU0NGr4H8MeLrD4s2FppOlT393o2pxSSvGNsTRBxli54AZMkH3pjPdvFnwC0fxL8QtS8S3uuXttZXxSR7G0jVW80KAzFzng4BxjrmgDt/CXw98HeFtNgtNM0mMiLO2S4JlkOTk5J9yelAzorhbea2a2khBhcYKjA/wA/WmBzp8IWm7K6ldAdgVBxQBRvfC2oxXA+wTrNF2Zm2MD780gL1t4TXUdLmsvEZ+028pwbfIaNl985/TFAHmPjX9m7Rbky3fhXWp9LfJb7PdnzoPwbh1H1LfhQI8N8X+CPEnhOT/ia2aSW+dgvLRhLA34j7p+tAGj8CrqztPjF4Zur64SG3W4kUu7AKGaF1TJPqxWgDo/2rLQW/wAW2uVx/pVhExx6rlf6UmJnlVIRzn7PklxH8Q55LOBJ7qPSLtkV0DpkJ/EC6ZUAHJz9RitWy2WPBM32nQDdCGKHzrmaTy4lIRAzkgL146/lxUMk2lVi6pFG8kjsERFGS7HoAB1PtUiPevhZ+z+b9I9T8dztCnEi6VBIA+Mcecw6fQH6+lNDR7umo+HvDtkllbmGGOFFjSKD52wOAPfj1p3GbDSgxgjowyPxoGirJNt9xQFyvJcn149KaGR+f7H86YD0vYklijeVA8hwiFsM3GeB+FSK5gDxPeadLe2l5C1xcxyuIpPuqB2yB2oFcoaxr95qsSROqwwj7yoT8x9T7UAZxVHikhkRZIpBtdHG5XHfIPX8qVwueXeOPhFa3ay3/hR1tLnBf7DIcRuQM4R/4D6A5GfSncLnj98b37bKmom6+1xfJItyzGVSOxB5/wA8UmJkR4JBGCDgilcR2PgX4C/F3wleX93pg8DXf260Nqw1CSSRkU9WX5Plb3HWsPrsTflLfhT9nfx/pejR2Vzd+HTIsjt+7uXK4LZH8Hak8bEXIejfC/4QXvhy9fV9emsbrUI/ktUiYtHED1fkfe7VP1yBPKei/wBkXe8u0kZZjlm3HmhYyCGolrRNLFtqEdzeFXjiG5UXnc3bOaPrsB8p0ct/G3QP07ij67AfKVpJyykrmj67AXKVy0pIA79OaPr0ROJWu21AR5sUt5Jc4xKxUY9iBR9eiFjFv9M1u61OPUEks7aaNcBopWz6cZHFP65AOUhHh/VjI7yTQu7HLMXJOfc4p/XIByk0ehX6Llnh59XP+FN42IuUlTR7sDBeH/vo/wCFR9ciHKL/AGRd/wDPSHHf5j/hR9dgHKcj8R/hd/wl1mbi3eC31qJf3Vxk4lwPuvgdPftR9cgHKebL8CPGyqGa60MqBg7Lhif/AEGj65EfKfTNeRZG9gosgsHHpTshcocegpOKHYOPSlyhYOPSjlCwYHYYqVqFji/jV4tvvAvw21HxPptrZ3NzbzQRJHdkrH+8lRCSR04brXTRpqbsZydmYifFbTvC3hrT7v4k6jo0WpX0kxhi0CRr2ERJj96SvRV6E9q0eH1shcxuS/FDwGviJtFXV3ldLE38tzFbO9tFCIjNl5ANqkopIH4daj2EmHOjFHxP07X5vC934V1Jba01G9ntnj1LS5FkudluZFEWcYHQ56HpT9g0w50Zvw++MuiD4aeDNR8c6lHHrmuW8ksgtLRikcYuHiWSTbkImQF3HjNXPD2bsCkeka74i0TRNZ0fSNRuTHd6y8yWKqhYSGKMSPk9htIrndJ9B8yOK1P47fC3TbO1urzXpY1uoVnhAtHJaMyNHux6BlaiNCb2Q7oyfjH8ZNF0K7tPDfhjVrafxA2qWEc6SWpki+zzsM4bpu2lT9DWlPDN3bJcrHslxGEuJF54bAz6Vg0k7FLUbQaBQAUwCgAoAP50CbBSGJUMCwAJUHJGemfTNHLYVzg/j34Y1Xxn8K9R8O6PbQ3N3c3Fo4jlcIGjSdHcEnj7qnitaEuWVyHqch8QvhnrOgeIINV+FPhTQ5LW58OXegXOnSTiBLbz33/aF3fewTyByRkd66KeIi5NSFymBp3wh8aaL4jsbbSPDEEul2ugy2OszDXSlv4hBtGjWB4esZ3tt8zsPm61cMQiWifwN8M/iJZS+F21Kz+zabpWt3Vza6ZcasLt9OtHtGjWMSnG9d54GMgUpYla2CxzyfA/xpBoPhJLrR5dTVdBOj6vYWniAWHkYvJJlcsoKzIVkyU/vDNJ14u/+RXKesfGnwv4w1DVfBGveBbKwvtQ8OXNwr217NtQxTwrFu3Hrjb0qIVIrcGmeceHvg143s9B1W11DTdPluJPAN3osBW6Rh9skumlAyTgArznjpitFiYpk8rGap8JfiZFO2j6dpWjXGkXGr6TrE1210omjkt4kjkhC9wME56enXhPExasNRbPpiZg88jjux/LNcMt7mqVhh4XPH4mpk7Mp6HkXxl+Mtx4E8b2Xh2x03SLlY9PTU9Qa/uXjklieUxiG3VRzL8rN82RjA6110qEZR5mzF1Gjnrv45+PvKuNT0zwDo11o48QroFo8l46S3NyzZVcZ+UbMZYgjPb00+rw7h7SRW1P9ofxDZaRbWc/hzw5Y+JYWv21KG8vJFt9tq23y4SuSZZDkLk4BHPWj6tB7MaqM6SH41Xt1BNeWmhWQtB4n0nSYxIz7xDeQrI7Nz99S2OOPaj6rpuPnOTg/aZv5tH1XV4/DmhzQi3a6023iu5DOka3AiKXIxhXYHcu3j1zS+rJNXZLk2ZqeOfiR4S+KfjzxNqfgvS5ZIbTSJfEFst8SlhCRtXyRn5mKkMT0BVuDWkqMeWz0FdnV+I/j3qOj+Ltd0s2HhjUrKGwvrnTnsbqZ5Y3tk8xUuSQFyy54Q/KTzURw8bbhzNGdrf7QPivQ1so9b8J+HNOuhp6axe2ct84kltpZAsUVvtyGn2ned2BjjrUfU4c17sXOy1+0Zcfavil4SsGk8f3GlXehz3BtvCLhbqR/MXa5UkAqA3J69KqlFK9xtsn/wCFzeItH8Ypo0ng+JvCul61baHd6pc3B+2AyQgpuQnBkHzFuCO3Gc1XsYtahdmLa/tMatLo9/qieG9Fn8yJbrS7aG9keVIvtHlGG5J4EuPmG3ipeFgna4+Zmpqfxr+JGmX+q2t18PtBH/CPHT4NbY37fuLi8f8AdmPBO5dpUHqQcnOOKqOGitbi5mYsXxjPg3S59L8P6Do0F9daxq11MdU1CfyWigcAqpJJ82Q7gq8KCOnNN4eL1Yc7No/H3xJL4ijez8FWL+F01jT9Our5rphcJ9qjVlATP3hlgTjHT61CwsbXuNVGe/SLsldOoU4BxiuKTs7GnM2J1GOfw60tytzh/HXw2sPFHi/T/FUOs6nouqWlqLOWSy8s/abcSeZ5bBwcAEnkc81vCpyqxDgVV+EuiLpMOmjUdT8uHxYPFCsdu77QvSPG37mPxqvbMXKZup/BLQ7m4Ooad4j1vS9U+33d2Ly38tn23JBaHDqVK7gD6ihV3HXcTgGrfAzw5qHjhfFD69r0cq3tlfPZxyqYZLi2UKshXbySFAOPfHWj63IXIRH4EaFDomq+H7fxJrsWh3pzb6fiPZZAyiU7GK7sEj+Inin9Yb3Go2Lfjf4LaD4r8c6j4ovtc163Opvafb7K3kUQ3EduoAR+MkEqp/PFP6wHKZdx+z54ake4H/CR+IUtMXyW1rvQx2qXiMsqoCuTnOeeeOaFiLO4+U3/ABP8KNL1bVNI1Oz13VtGv7DT4tLlmtdh+12yYKq+9SO3VeaSroOUtfET4cReMfEWmeI4fFPiDw5f6fZyWkU2mMiFo3bJB3L6gcUo1rC5SiPhBohSZbnWNZumn1601ueSTYzSzW6bMH5eQ3Vu+TxR7eyCxmQ/AjQ4NEv/AA/H4m17+x5ZkktLEeWY7LbOJiqMV3EZGMsTxmmsRcLHI/HP4da/4g+Ks8/hvwlrf/E1k0+W91NdTSOwbyGGXlhIDF0UYHODnIFbxrK12w5TttU+B+gyLBJpviDWtM1O21C7u4b+ARNIFuSDJFhlwU+XIJGQT15rP29h8pbv/g9oV1FqKNrGpBr7WbHWJHLR8S2qbFA+UcNjJ756VH1h7BynpDsXdnII3HPIwfyrmZaQnPbP4DNKWmxTVjzH4z6z8Q9M8SeHY/BUNzLp5t5ptS8m1EwOJYQo5HXa0hwCCcE9q6acYyjruYtyMe1+JvxIeS1Fx8PXhWXVBaSRC0umlWLA7bAOD1bOCDxyMU/ZRFeQulfEz4lXp0pT8PpxJdSpHIGs7hElzMUcqxXCBEw/7wLuHAGaapRuF5DtK+JPxK1cg6f8OriNItPe5ljvLWeHzJo4VYwoWAALSEqpPFCpLuF5EUnxM+JKlfsngX7ag00XKSnT7uASTEncqqycbeBhsFs5GRSdOK3Gr9TtfDuv+MLrw3PcXvhDztVtdWuLFoY5jbJJFG2EnQyA5VgeMevBrKcY9B6nN+PfE3xD0rxnqWnaJpGo3MUraVcaasNk00Pljzjeq8qjCk4QckHpjrWlOlBxuxNyuUIviJ8WIxLJcfD+3ljEE8gSGCcE+XBFPjkdWDSRgdS6/hVewiK8iK6+J/xVg0+S9PwveJorhI2aSGduGjMiHCqWx9xWYAhW3UuSAe8a/gXXfiJN47lsdetJ/wCxppNUMCzWTrh458Qx+aF2gbOFLYyOealwhbYNTX8e6p42k+HGp3+k6fd6DrVrNH9mjgKXzSpvAJCgcDBJxis4RiUc/N8QPiNY6xqumv4Jme1066jtlvntLiRvK8xV+0FY02ygqxfEZJGMECuhRiDuZuh+Nvi9a21rYzeF/wC0pL67/c3dzYzxeRG1xOh81cDGFRGHTggHJIyeygTeRXtvH/xUPijS76bwprEGmXMixXlu1lI0dsrtbKZQNoc7d0uAM9STwpwvZwSE3I9243MFIIzkEHrmuRvU0i2B5GDRuabjgzAkhiCetHM1og5Q3tt27jjpii8yeUC7k5LGi8w5QLucZYnFF5hyimRz1dj+NPmktwsNPPXmjmuFhdxxjJxR73QOUUyORy7fnTvMOUA7g5DHOc9aXOHKIWY5yScjBo5w5RASDkHB6ZFVewWFDsOjEUnJvRBYXe394ilyzDlDzHxgO2Ccnmi8o7hyjaQWsFMYUAFABQAUAFABQAUAFABQAUAFAAOtNAc98QNU8R6P4VvNU8LaBb69f2iGdrCWZozLEvDbCAcuMggdwCK6MLR55Gc2eR/DX43fEXx14ts/D9p8IRpkc6efPe3t5OsUEAPzSEtGM+w7tiu2eDSTZmpHvitu545GeK8lR5WzaItBQUAFABQAUAFABQAUAFABQAUAFAB2NCE9jnfH+oaTo/hy61rXdfuND0/T42uJriBsSMOAEXuSxIwB1OK78C2pamUmedfD/wCOvgrxz4ns9A0vxz4gtry6i3pFqNlFFE8g/wCWW4Nnc3pkj0Oa9OrJcrM4nsqDA/p6e1fONvmdzoiOplBQAUAFABQAUAFABQAUAFABQAUAHXikwtcp6vpOlatai11jTLPUrdG3iK6iEibgDg4PGRmmqkkHKjMPgjwRGyPH4P0GJ0IKPHYxhlOeCCBwc1rHEStqS4m9jBJwASeQK573Y0j/2Q==)
![Lernzielkontrollen Geschichte Tests in zwei Differenzierungsstufen ; 5. bis 10. Klasse ; [Haupt- und Realschule]](data:image/jpg;base64,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)
![Lernzielkontrollen Erdkunde 5. bis 10. Klasse ; [Tests in zwei Differenzierungsstufen]](data:image/jpg;base64,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![Rätselblätter Geschichte Antike, Mittelalter, Neuzeit ; [5. - 10. Klasse]](data:image/jpg;base64,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)
