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1
Die Burg im Mittelalter Materialien für ein Stationentraining, 4.-6. Klasse ; Kopiervorlagen mit Lösungen ; [Sekundarstufe 1]
by
Howald, Sibylle
Published
Augsburg
:
Brigg Pädagogik
,
2008
Edition:
1. Aufl.
Catalogue:
GEI
Call Number: HB-V 46(1,2008)
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
ISCED 1 - Primary level
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Task Collection
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Germany
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Select result number 2
2
Soll ich helfen oder nicht? 15 außergewöhnliche Geschichten aus dem Alltag für Ethik, Religion und soziales Lernen ; ab Klasse 7 ; Kopiervorlagen ; [Sekundarstufe 1]
by
Schaller, Anton
Published
Augsburg
:
Brigg Pädagogik
,
2011
Edition:
1. Aufl.
Catalogue:
GEI
Call Number: WD-V 110(1,2011)
Format:
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
Document Type:
Teaching Aids
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Germany
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Select result number 3
3
Genial sozial Soziales Lernen in der Sekundarstufe; Kopiervorlagen Bd. 4 9./10. Klasse
by
Dietrich, Ralf
,
Porkristl, Andrea
Published
Augsburg
:
Brigg Pädagogik
,
2010
Edition:
1. Aufl.
Catalogue:
GEI
Call Number: SD-V 109(1,2010)4
Format:
Book
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03 - Social sciences, journalism and information
031 - Social and behavioural sciences
0312 - Political sciences and civics
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Teaching Aids
Country of Use:
Germany
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Select result number 4
4
Von der NS-Diktatur bis 1946 strukturierte Stundenbilder für den Geschichtsunterricht ; Kopiervorlagen mit Lösungen
Published
Augsburg
:
Brigg Pädagogik
,
2011
Edition:
1. Aufl.
Series
Stundenbilder
Catalogue:
GEI
Call Number: HD -V 405 (1,2011)3
Format:
Book
Indexes
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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
Teacher's Guide
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Germany
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Select result number 5
5
Unterwegs zu den Heiligen ein spannendes Spürnasenprojekt für Kinder ab der 3. Klasse ; Kopiervorlagen mit Lösungen, mit CD-ROM ; [Grundschule]
by
Edelmann, Maria
Published
Augsburg
:
Brigg Pädagogik
,
2013
Edition:
1. Aufl.
Series
Grundschule Kopiervorlagen mit Lösungen
Catalogue:
GEI
Call Number: WB-V 100(1,2013)
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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 1 - Primary level
Document Type:
Teaching Aids
Country of Use:
Germany
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Select result number 6
6
Franz von Assisi ein fächerübergreifender Unterrichtszyklus zum Leben und Wirken eines faszinierenden Christen ; ab Klasse 3 ; Kopiervorlagen mit Lösungen ; [Grundschule]
Published
Augsburg
:
Brigg Pädagogik
,
2013
Edition:
1. Aufl.
Series
Grundschule
Catalogue:
GEI
Call Number: WB-V 101(1,2013)
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
Document Type:
Teaching Aids
Country of Use:
Germany
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Select result number 7
7
Genial sozial Soziales Lernen in der Sekundarstufe; Kopiervorlagen Bd. 3 7./8. Klasse
by
Dietrich, Ralf
,
Porkristl, Andrea
Published
Augsburg
:
Brigg Pädagogik
,
2010
Edition:
1. Aufl.
Catalogue:
GEI
Call Number: SD-V 109(1,2010)3
Format:
Book
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03 - Social sciences, journalism and information
031 - Social and behavioural sciences
0312 - Political sciences and civics
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Teaching Aids
Country of Use:
Germany
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Select result number 8
8
Martin Luther - die Reformation - der Dreißigjährige Krieg Leben im Zeitalter der Glaubenskrise ; mit Kopiervorlagen ; [Sekundarstufe 1 ; perfekte Stundenbilder mit allen Materialien!]
by
Auernhamer, Heinz
Published
Augsburg
:
Brigg Pädagogik
,
2010
Edition:
2. Aufl.
Catalogue:
GEI
Call Number: HD-V 418(2,2010)
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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:
Teaching Aids
Country of Use:
Germany
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Select result number 9
9
Deutschlands dunkle Jahre Materialien zum Thema "Drittes Reich" : 3.-6. Klasse : mit Kopiervorlagen
by
Bischoff, Claudia
,
Nagel, Cäcilia
Published
Augsburg
:
Brigg Pädagogik
,
2013
Edition:
1. Auflage
Series
Grundschule
Catalogue:
GEI
Call Number: HB-V 57(1,2013)
Format:
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
Level of Education:
ISCED 2 - Lower secondary level
ISCED 1 - Primary level
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Germany
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Select result number 10
10
Von Napoleon Bonaparte bis zum Scheitern der Revolution 1848 strukturierte Stundenbilder für den Geschichtsunterricht ; Kopiervorlagen mit Lösungen ; [Sekundarstufe 1]
by
Albus, Hubert
Published
Augsburg
:
Brigg Pädagogik
,
2012
Edition:
1. Aufl.
Series
Kompetent in Geschichte
Catalogue:
GEI
Call Number: HD-V 405(1,2012)2
Format:
Book
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02 - Arts and humanities
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0222 - History and archaeology
Level of Education:
ISCED 2 - Lower secondary level
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Teaching Aids
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Select result number 11
11
Genial sozial Soziales Lernen in der Sekundarstufe; Kopiervorlagen Bd. 2 6. Klasse
by
Dietrich, Ralf
,
Porkristl, Andrea
Published
Augsburg
:
Brigg Pädagogik
,
2012
Edition:
2. Aufl.
Series
Kopiervorlagen mit Lösungen Sekundarstufe I
Catalogue:
GEI
Call Number: SC-V 15(2,2012)2
Format:
Book
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03 - Social sciences, journalism and information
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0312 - Political sciences and civics
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ISCED 2 - Lower secondary level
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Select result number 12
12
Wahrnehmung und Wirklichkeit Ethik für die Sekundarstufe ; Kopiervorlagen mit Lösungen ; [Sekundarstufe 1]
by
Kieler-Winter, Jutta
,
Häußler, Gertrud
Published
Augsburg
:
Brigg Pädagogik
,
2010
Edition:
1. Aufl.
Catalogue:
GEI
Call Number: WC-V 124 (1,2010)
Format:
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
Document Type:
Task Collection
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Germany
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Select result number 13
13
Das Leben der Ritter Materialien für ein Stationentraining, 4.-6. Klasse ; Kopiervorlagen mit Lösungen ; [Sekundarstufe 1]
by
Howald, Sibylle
Published
Augsburg
:
Brigg Pädagogik
,
2008
Edition:
1. Aufl.
Catalogue:
GEI
Call Number: HB-V 45(1,2008)
Format:
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
Level of Education:
ISCED 2 - Lower secondary level
ISCED 1 - Primary level
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Select result number 14
14
Kreuzworträtsel Geschichte: Von der Frühzeit des Menschen bis zum Ende des Römischen Reiches ; [Kopiervorlagen mit Lösungen, Sekundarstufe 1]
by
Horn, Rüdiger
Published
Augsburg
:
Brigg Pädagogik
,
2008
Edition:
1. Aufl.
Catalogue:
GEI
Call Number: HC-V 260(1,2008)1
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
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Textbook
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Select result number 15
15
Vom Ersten Weltkrieg bis zum Ende der Weimarer Republik strukturierte Stundenbilder für den Geschichtsunterricht ; Kopiervorlagen mit Lösungen ; [Sekundarstufe 1]
by
Albus, Hubert
Published
Augsburg
:
Brigg Pädagogik
,
2012
Edition:
1. Aufl.
Series
Kompetent in Geschichte
Catalogue:
GEI
Call Number: HD-V 405(1,2012)1
Format:
Book
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02 - Arts and humanities
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0222 - History and archaeology
Level of Education:
ISCED 2 - Lower secondary level
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Teaching Aids
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Select result number 16
16
Komm, ich zeig dir meine Kirche! - Komm, ich zeig dir meine Moschee! erprobte Unterrichtsbausteine für gemeinsames Lernen von Kindern christlichen und muslimischen Glaubens ab 3./4. Klasse ; Kopiervorlagen mit Lösungen ; [Grundschule]
by
Angele, Claudia 1970-
,
Missiri, Dunja el 1976-
Published
Augsburg
:
Brigg Pädagogik
,
2012
Edition:
1. Auflage
Series
Grundschule
Catalogue:
GEI
Call Number: WB-V 54(1,2012)
Format:
Book
Indexes
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02 - Arts and humanities
022 - Humanities (except languages)
0221 - Religion and theology
Level of Education:
ISCED 1 - Primary level
Document Type:
Teaching Aids
Country of Use:
Germany
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Select result number 17
17
Jesus begegnen ein Lehrgang für die 1. und 2. Klasse in der Grundschule ; Kopiervorlagen ; [Grundschule]
Published
Augsburg
:
Brigg Pädagogik
,
2011
Edition:
2. Aufl.
Catalogue:
GEI
Call Number: WB-V 99(2,2011)
Format:
Book
Indexes
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School Subject (according to ISCED):
02 - Arts and humanities
022 - Humanities (except languages)
0221 - Religion and theology
Level of Education:
ISCED 1 - Primary level
Document Type:
Teaching Aids
Country of Use:
Germany
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Select result number 18
18
Genial sozial Soziales Lernen in der Sekundarstufe; Kopiervorlagen Bd. 1 5. Klasse
by
Dietrich, Ralf
,
Porkristl, Andrea
Published
Augsburg
:
Brigg Pädagogik
,
2012
Edition:
2. Aufl.
Series
Kopiervorlagen mit Lösungen Sekundarstufe I
Catalogue:
GEI
Call Number: SC-V 15(2,2012)1
Format:
Book
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03 - Social sciences, journalism and information
031 - Social and behavioural sciences
0312 - Political sciences and civics
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Teaching Aids
Country of Use:
Germany
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Select result number 19
19
Das kleine Werte-Lexikon Nachschlagewerk für den Ethikunterricht
by
Berens, Norbert
Published
Augsburg
:
Brigg Pädagogik
,
2011
Edition:
1. Aufl.
Series
Pädagogik
Catalogue:
GEI
Call Number: WK-V 42(1,2011)
Format:
Book
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02 - Arts and humanities
022 - Humanities (except languages)
0223 - Philosophy and ethics
Level of Education:
ISCED 2 - Lower secondary level
ISCED 3 - Upper secondary level
Document Type:
Teaching Aids
Country of Use:
Germany
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![Die Burg im Mittelalter Materialien für ein Stationentraining, 4.-6. Klasse ; Kopiervorlagen mit Lösungen ; [Sekundarstufe 1]](data:image/jpg;base64,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)
![Unterwegs zu den Heiligen ein spannendes Spürnasenprojekt für Kinder ab der 3. Klasse ; Kopiervorlagen mit Lösungen, mit CD-ROM ; [Grundschule]](data:image/jpg;base64,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)
![Franz von Assisi ein fächerübergreifender Unterrichtszyklus zum Leben und Wirken eines faszinierenden Christen ; ab Klasse 3 ; Kopiervorlagen mit Lösungen ; [Grundschule]](data:image/jpg;base64,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)
![Von Napoleon Bonaparte bis zum Scheitern der Revolution 1848 strukturierte Stundenbilder für den Geschichtsunterricht ; Kopiervorlagen mit Lösungen ; [Sekundarstufe 1]](data:image/jpg;base64,/9j/4AAQSkZJRgABAQEBEAEQAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCAC2AIADAREAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDEjlhVArW6yHHLFiM1/Sy5YxldH8R+800pWPR/gCbe8+J1jEbFJFMNwxBkbHyqfQ18Hxmk8ti4o/TPD9Sp5s1KV9D6zsItPkZfM0iEryMrK/p9a/A4RaP6gnJM1rWysY3AXSYtp9Zn/wAa7EcnUvWmlWCyZOlQY/66yf40Aax+w21v8unRg+gmf/GncTOU1Oe3DM/9kxspPaVz/WtImbKbS6UY0Y6VF5nOf3z/AONaWZKeliskdndnKaOSw5GJXC8+vNHMQ0btpZ2WmWm19MhZpP40lkH4HmueacjeHulK91Wwsom26bEMgAgzPx+tOEWtBy1Oa1PVdOtY93kWIcncQ88gyPwNaOBKPDfj14tZPCV3FaaesUNsyy3WqSP5dsEIOIgScsSRgbcc9a5qkLK51UnaR8calrd1pd3Fd3dt5DXMCXRjA48osMZVgQPujp2z24q4bHo8yaPoX4RfEjw3o9vJdRadp+tSzvFDdA3v2Qwu4wsgWV/m75xgegAqoq7ZwydmfQ0t94c1u3Hlabaidgu94pfNVCedoZSVPXH41ryXI9pY+TrK3S7vrW3klW3jmlWJpX+6gLAFj7DOa/pqtOUYyklofxAop1bI9n+BPhyLSv2hLXTLa+a/WOzuAZ2VFG7y2JBCs46jswPqK+E4krfWMrhJL+vwP1HhSmqWcRS7H1vDoi26KMqMdh0Oa/GeRrof0S5XZYSzMfGQ3uKW24tCZGEZ64NMCveXDbGGMg/nTsFuZ8q3MKZllYKqEg8EE4qoyRmk5NxW6IJ9MVmCRIePTnFbNpLUw2NSyso4IFJ5cD5vY1zTb3NktLsh1K5VIQAw/Ot6cb7lS8jg9WuQC77EY57ZNE9GOKujmNb1GZ4Xjis4Tc7GMfmjjI7kdxkf/XpOTYcsux4l49+Ffi74n32mPqevyJo7XjSXGlW1qBaQLEflk2+ZuJZVGAzEZJ4HAXnqXtqWnrZHz38brIaHfReJLoWd74Sivv7Fj0+GVoLpLd0cRSbcEjlZGySRuA4IOKuGx2wmrWZysnwv1HUIo30a8tPEYFt5xs0uDHe2i5b5fLKks6qC3vSbaegpRTPrT9n34GeIfhDDqj6nqUk+mXAM3lOWFxbkAYJxgHOWyMZ4Fbxk4r3jjnHscBovOvaWMXBzdxDFqoMv3x9wEEFvTjrX9O1/4D9GfxVSivbL1R9H/B6Gw/4ac0cBNRTU2s7w3SXqbUBKblZAYITg75M7kB3FuCMMfzPNpS/si7tbm0t6erP1vhmC/tqKX8p9Y3EEaBmwAoBOa/JXUZ+/OmiksipGrNt+bnFZ8/NoS4cpVuriMBjtBH1q0QZFzdRjJIPAPWtbgnyS5jNcy7mIwGGMduv+f51VorVGdNVKU3UezKl34qs9Be0j1HU7PT5btxHbx3M6xtKxIGFBPJyR06ZHrXLWqaWZtCj7RWRqF5pkfccjBJx1/wDr11R5XTMJcylyIztRtZQmQu4DsTzxVQlYlJrQ5LWdKv1hlliiVp1VvKjmYojsAcbmAJUZHXB+hrGrNI6KabkkfBejaN4osP2rEXQ/Htp4lvBM15qNvPcskbkv/pFtDtUp8u7AUED5DjOATjTq3Wh6NWlyn0l440HxZ4k025sNEvYNEEspa5vZWZXWFSN/lkd9uRkjjNYSrty5TjVOzucd8TvhzZav+zFrei6RbjWrjUrxY7C9SLz5kK3AmUFuCpwnOewbp1rrg9CbO588+A9Nl+J/hMP4j0LU4jPMosdU0S6hg1K3ZHQSOEdV82MbQxfcqJhtxGeDmad0dai2tTufhn4/8W+D/HWrR3Xii71TwXbXf2OEavt+1woVB+bazhiOAcMenWs51LqxkoO5r6Kkra9pS26vJcNdReWsbYYtvGADkYOfcfWv6oxElGi0+zP4coybqp+Z758DYBbftQ6dtsG01jp9wZIpXUs7hGDNtDNsOcggktkHOMV+dZ2uXJ7t31f5H61wrNyzuKt0Pru/m2W0rvwoUk59K/H1aa0P6ElJpmXqt9aaPp7XmpXcGm2kSbnmuXCKg984rN6MLOR5Na/tBeFvEvjXSPC3h2WbxFd6u7pDdaYpMaFF3P5hOCoA5zjAyOeauLuJwa1PQte1jQ/Dfhi/1rWL210iy0pDJfXN7OgSFQedxBIB9B15HHIrd602luS6bur7Hyd8Nf2jvCPir9oueCx+II13T9VmeGxtrZJhEXmJNurK6rtBU/eAOGOGxXk0qeIhUvPY+jxtbC1sFGFJe8tzv/2ooJtb0vwn4e0ZNNm8UX+pRyxJeW7yzRWcTq88sYQdAdi5bKguCSvWurFR5pXjseRgZxjrIo6z8S/HWtePH07Rtb0uy0rSdFe/1FJo42uzceZ5aL5e7ciyAkgke/oR508S4R5Tpjh+av7R7Efh/wCLHjO38P6RD4l8M6po15JA2yeCJLsFUVip2xsZFYqF6pnJxgGu2nXjZGbwzlJ2PI/BHx+vvHmnWo1TVLrSBq9+lgJQr4ljkLK/lcZymHBwMgqvGTU1Z80XY1hh3CabPNP2kfiDo+q+DdLsNA1bStJvNCa4cHTPLMxuQBHHhYhkOUQZZgDkHPUVnhItL3jtxEFL4T1DxNN4mTUbS8nlm8nX/K025t5/MVWaRWVfK7KVaMHsCCCetbVIrmujgbjFWY3WfGEPwN8HXOmajpdyLO6laWxuiWZJ7j5Q0YK5ww6g425UjOQaIVo7F+w+0fNWr+CNU1q58K+MLaDUYJLq6/syz0JIHeM2LB43CvtGTMWYADAzJjjiiOIhzONjeVLlin3Nb4o+AfE/wm03w/Z3Nnpa6VqkTSq2l3nn/OAQyuqk7CAPVhnPNaq1zl5bHpdiUjvbaSSKOeNJAzRzHCMAc7T7HpX9U1ffh8mfwlQqKM9uqPZfgn4itrf43wa3b2ltFGmjXcn2bTlGFKK4xgKq5xg4VQMEdTkn874iTp5Py/3j9Z4SqqWdxSXQ938AfHTR/iRbazoulC8v57KzDz3YixCGkDfuSxOS+AflGTX4nGpy6H9GTpanmP7a2p6h4i+C322zaS5j03VLa7vo4j8xs9rK7Oo7Ru4LDsoZugzXRCSvdmkaeh8Y/CvxJqulfECTUvDVw+haikgWzaxUSsjkFViDHcpEoIXd154rpskro64Uk9znvHT+OfFvww1rVtP17XfEMOtadDe67nUBMlu6lWk/cK5IVcgcjI2tnFYQrcstS6lFct0Z3wMs5bT4px6z4f03TtEtr+eCGyto5nljgZZDskR3Pzo7RyKWDYDZ+g3rYumo2S1HCjzU2j6e8d+H/iN4q+PHh+/tNHe4sNNtUF9bfaAtzLb+bvuI0kPBB2ruZGBIwuRk58z61zK9jkjQ9nE9r0z4M2Pw38Y69eeD4YLfWNQhh1HUbB5A9ocGRQWiZuHCsxJz/COMCuadSMt0b059DhfDHjl/ixpVxHcS77l0dknWRmhkYEqWQtyA2D+B9KyVzrjZHjtp450z4e6kn2vwlb3upWM09rJePIyj53Ltx0yxdgTjnP0xom7HVyKSbMv9qXWvCn/FDfEXwTpmnaVdajP597pf2QJPHKrlpS4XAKZYdQcnn1z2UIPlueZLmvqekeJNO8R6Qbazn1621W68Vm0ksbW3MhC/K6B4pQRsYeYGOOwX2rllVtU5WP2PNG5nanYeKPFVzqfwi1fxFZeMrC3sZrifVxE0aWF1FCFhLM4z5jHKkEgHjH3WroopNtmk1ypHI+MPCvir4d/Bnwn4V/4Sq/0rXr0u01vbQq8cVqJlljjLkbkYYJGwjj1xmuelOMazOtxvTRc8E/BB/if8OLzX7u+1my02HULiXw3DqrGV7uAEb5bjccsN54xk8n8NcTiuWSscvKpOxY0WGG41ywhuIxcRNcIrQuW/eAsAV+XnnpxzX9Z1bxp6b2Z/AtDl5ovu0em/DPRoNK+K81pEkVxHBo15M7xPIAT5BJzvOcqvH4V+c8SzlLJ7tfaP1zhGMFn6iux7f8LND0TQfgzoMnh3TI7iyntl1AXDlc3Emd29s5JJDY4PIyMYxj8PjFT1bsf0fOT5tEfL/jDxD4a8A/ESfWvt51aKJh/YOmkkfYmkbdIskXQszhI9pDAhmAwWDLvySl7qO+MFy3ueW/FPxY/wl+N194ot5dKbSY7WzuNF0HQ7X7Fp1wpXduMSMAm2QOCQc7kB46V3UFzrlZnzWdjjNO1j4mePYPEvxLj1+38L6fMWub23sZjGl4chPLkhyY9vHKkc7WJyaiUY05ez3uddPlcG5M+vf2fvhXe/tC/s5WHiv7LoPhW4169uFhbTNPjhkWGGXymlV1AaF3khP3MnCq2c4C8k8EoS5uY86OYKk3DlPGNa+E37RPwv+KqXK6BH8R9L05pJoLDUL4XP2mAOjttlO2TZkZCElQSflyTXTGnTs0XOuqkdj6e8OfEnW9S0Cbx9deHl8OTLaFL2CS98+O2CZZopVIDFCBtJI42rtAKivCdZOr7PlNaeFTXPcz/hHYr4p1zxNLZ6al7oF3dRXOm6lCv8XlESJvGOF3qGwCCQcV12SYqv7vY8K/aB+FWo+C/Eb6hJci7FzcCbMDboyrEKS3YMGPSq5jtw1S61PnHX38R+NPHd14T2zanbWUf/ABLLIR+Y6o+GyxA55YZJ4GK9mikqVzGvNb2PpXxn8R7Twl8QfhH4K1K1E+uwJBpl9rcEMcM1sVHlvLCSMHEnAyoyE9s15tTB88XWuZQxKa5bF39oyw8M/D+DxHDbW8L2U1xbXt/eaYyJqFpEwUptBLbiHjQh2wSJJV4R23dNHCNRvc46mJcpctjxD43/ABQtNb8F+CLTwc91ZaZI81zNd3EhEylcxFSAxAO084wPm4AzWOGwdqk5yZ6M6yVOKR7l8BfHOreJvgF4n8G29pLqd34ele50zdJudVfbv8snnI+cDkYDtUYiCk9jGEUnzXMPRJLtNe099PUvfrcxm3QY+aTeNg598V/WmJcfZWltZn8BUk1KNu56R4L1DUvDvxauZtfRbu+fTbqOXyp/M+SSAqSDlgeOwPHTivzbiOcP7G5o7XP13hCEpcQf9unnPjT40a58NPh/a/DLVLW7t9Z8My+bayB/LW8sn/1aqR02FgQcnhTwedv4pTpOrrE/p6KjD4jxX4mNY3+v3/xItdcg1SwvJmf7EUkMttOIsDfvRc/vSMYVsjpjGa9enGMU0xNPdHonw68EfC/XP2frHXPi7q9zc/Zrq4S3PnSRuisEyluYkDugzl1O4L6LmuaL5W7Gag2y74v+BUvxBhbRfD+qQeD/AIX2M4kuEuS5nisYow/2h4SobLB0VULMzMTk5Jrkptzq3Z2uCUbSPoX9j/xjpx/ZRt12XFtpVtd3w0ho7U+Zc26yn9+UVnKHzhIp5GCOOPmasXU5bHkvDRcrk3iX9r4fDC300+MNE/t/Sbqzm33NtNtvEZSisrK4AfdvQj7pHPJrLDydRtnS8M1FOOxxXiXxlpnjXwLr+o+HtUvdK0mxSM2+n39tvuGhZW/dM4bgZK537/XPBrxnSaxJ7tKDVLU7H9mrT9P8Q/A2G41mSewsrTxCsVlNFLsASd0EkYYEApliCcjbknjnPp2PFrSuzL/acjum1PUTeWqaf4Rs9GkWC83/ACGZQCCgAxgEAn1JA7VUI80kjajLlR88/siWunXPxe8RjUL9bzxRf+GXsLe4D7PLmeQqfuYx+7ZCxB+U7hXoO9OfszlryctjnLX4PxfFX9pPSPA/hvX/AO0LfwpYrBqPiGWUxhpEeSTejAud3zBB97GzJ4yK7p25OQ4YJwfMzpPEPhHwzZ/ErxfY+H18SeIdNms4YbbV7m/+1Pq0Me3z4XBQKjIDJKh2t/qdoOCK0hOMI2NfZufvHk1/odj8N5BpupWwvre2u4L62aeDa11Zly2FkIwu/CqWIPc4G3FZe1jd2LSlsz0T9m/xDd+E/jL4a0dLtLO1vr2a0uVaUvJKGjcbCeBhXXsBnHvXJVs9TZtpHdaQD/a9jh4YybiMb7lykS/OOXYchfUjnFf1BitKfyZ/B1H3qkE9rnqWs6PMnjHVLoT2d39q0vUFS3tZ5zLAVUyYkMsUZTIkwuFACgdetflHEc5PJuVprXy/Rs/cOFIQhxFFU/5f1PmX49QXrad4Nhur6DUbnS7Ge3W4WYklDKZAhYjLbFmUYPIIPqa/L8FV5IaH9I4ujFLm6noni34PaAfhp4S0K98uK81PTUMl2qFDDJLIGDn+9g445onWkptoyoO8bSPcPgZ8Ffhv4z8BeF9C8U+Ht8VpYtcWcL3JxP8A6Q6SvJtwGUlFJGMEGsVUaM68nTkuQ8g/a08cLY6/8TtN0M+VqF6ftF1boNgMMMEYEahRk5IZsf7Oe1bUFzSciavPKMbnoH7O+qxeAP2f/hf4cvPOjg1DQ4tQ+1Z8yFWuLie5KHHK7hcrweyDuK4sbK9TlZjGF1c4v9uDRJ7jwf4Z8VQzk22nSHTLxGUmNRKwaOXA7ZRlP1j9a6MLKEXyx3OuNWUV7PseUfCzxTJPq2p2kdu91p+u6RdadE8bFYre8WFniZwecFEnwO/Ofu1OJpxpP2nU9WnKUlY9Q+OPiK++GngrQ/hZ4PvV0zRNPtLC5fUi2HvmuMPM+cYVVJGc/Ngr71rS5Kkbs8TklzO5zv7S/jG6h/Zz+FfgXxDcPZa1d2Ed9dfZY96wxSM8kfmIoJIKvFnDZHPynGK2oU7zv2Ik5R+E81/ZQe80jxSbnTYbSzmltrjTv7YvIpGtoHVfNJjyo8xxGvtjitcS48/O9xxSmdD8U9E8b/sxaFeWvhvXbS40fW3n+3atbW8cN6YjIRGMklgXLPuI9x0p0qiqysxShpboQ/A2NdK1q/8AFDy+Td2eiLLaKG3Ozs8abhuOMk+cPUCRjWVbmvZFpcsdD6m+Duq+DPifbaV4C17w9aa7NbyQ6PPqt3OrLeXM1vcXM6RoyhlCRZ5DEZOMClGmkrnK5yT1Mr4L/Djwtf6w8ms6NYy6r4YvbwaddTyrHM01vOITypw4YYcAjgjNc9SUtjrm4uJ5r4eiil8Q2KyTeQPtCbGMSSqX3DaCrsq4z1ya/qvE60tOzP4MoqyjLzNbxbc3WueJr02z7LprQxPJBaLYlsr8xKIxAB+bBPBAA5xz+Z8T00skttr6n7LwPN1eIeZ/y/qUfj14F1DW9e8G+GrOEXsk0iCG3hiCZZyoclicHhMsT0xX4rhU7H9SYuPuDf2mvFukzfFrUtJgkuX03wxYi6hm04rJ9nmTZb2r4yN2JpozsHrjvXoTpX1OCjG8T2n9mX4s6X4++IngPw7bwf8AE70jwddwalIMeWpV4DhTk5JJz6c8Vn7JnNiVyNHxF8cPHcWqfGzVtT0iWV5f7RvEu/MfCnY7pJEBnkOPl47ZFd+Fp8qdzdyTjE9q8MfEqz8H/BTU9D1PWpdV1/WlU+HLaJPlt9LtF8mPcwUbJEYyqwPGY+pry61B1Ko4yRjfC79oXwz8S/gr458I/FC+j0cRRGLTLzy5Xa6bO+HKorfNGwTngHv0rq+qOjU5yOTmncy/hTo9t4PW1lnubm7tr64gt5JUt8xRKDuLOQD5bEF0Bz0cjua5cbP2q5Ue3QaijovGemQ+NfC2meHNPW5tfH1pOumRaVLKGe+DyERgbsAOpOOexznis8ImlY5K/LG8jhP2xL3Vrz4ta1MgjGm6fJ/ZlgwwlxJ5Q8v5VHOSyk+/FevhpatHnNqWhm/An4gx+E/Efw+h8QafPY6DoV3e3WqyxxmaSZJty8xr/F5ZiT8D71nXpuTsXGm4K6Ok+Kvxr0n43+GotAhtnstV1HVI7TS7YQszy28bHLM3Kf6x5lxkMDGMg0qVGVH94zNyu7HmXh/U4JvhnrkV1cXOnT6ZLLbi+i3qCkUqNGvy88md429iD2rVyUtSOtj1P4A6vN8KtV0v4nWunyatZ2az6q2jJqGGJ8tlcock7/L3DJX+LnjpLkrpGk6PNHQ1T8UI/EfxqvbrQLrWNH0vW5Z9TsheMojlWdzIVZPmA/iHBOSnHWsq0PduZU4OTszU0xnTVbFo4o55BcRlYpU8xHO4YUr3B6Ed6/qeurwt5M/gyh/Giul0XfiBP/xN7tfD1xYXSW4VI5ba18uIr8rOChRRkEnPyjOPxr834ivLKFddT9m4JSjxJK38v6nmfimbxp4pe61Ce/uryY2xt7Q2kJMQSWQQuoCfKpG4sR14Y1+RUeWC2P6aq803a5zN58OvELad4nnuN0Oq3kkVkI7xmLT2+4sWZuc5eOEjOeQKuriI2SQqdGcdULYfFjxL8Bb6WLw/qElh4kvXt2utU2EzQ2iIFW3HmA/IxbcRgcgHsK2lJNKxjVjL7SPLkCXGsa1DpjHVfK1SR7e4ujiW8DSEqcZyWYYbj+I11NcqVjGF57nY3l1qegeJLm3khlAtNPitzbGfzY7cSqrP5XYZ2qpx/FkHpWdo3vY6IwZjG5tbh/EcDCRTdsk8O048oAN8pHp85/Or5ubRid1Kx6r8JfFGgJoEOrambafW0ZI4LW9YrFuUhQ5PTHH3fcfKeteRi6HN8J3U5nsp+K+jaPrF94jtbRNS8Y6mG3ajp6OVsmcNmWN3yEYZG0rwOfWvPjTqR2N6kYSWp5540m0DTYZtU1HVZri/vAXTTbYEeblSSJGb5iuTzk4OSQMV0QhVTRjGFOJR0bWovFVobUm3gWS1eKXT7dIoYY1IwSZcE926EdK0nCpzblucOXY+a7yS40bx7BMt4VnsLgKLqzkyAUbBdG7ZxnI/vH1r3aUOalyyPn6knGpzI6i18R3en+GtS0HR7i+uLbVWbzYJCs3mu7ISfU58sdPQelZOlBM1VVtbG94cXU7XQNQ0Jnv4LGG3a4ubVHZI44myriQZwM+/XJpzhCKVhRqTm2mP0WO6tbcSWwdnsjvS7ILNEdytuB7evFZOKegPmT0Z9A6W/k6tZSBzGY7iNw6zGEghgchhyp9x0r+mq6Xs9VpZn8H4d2rx9Udp430XVvFXj7UrDSYb3Wb9bczCK8vnkm8skybPMZmZQqMq/fbIXP8AEQPzLPbf2Mrdz9p4Nf8AxkcpPrH9UcfbfBD4mWGozXun6NepGzD/AEMy+VuCqcsSDwp3Eeua/Io6o/pZzSluW7D4a/FybVkW78LJa6Ol0ipbrbpKoAIJYsWz3/GuarTejR3UcRCG5jR/Bn4g6X8TvFOvy/DubVY9Xh8i2nt3Ci3GAMeVvGN2OR04rdycUgqV6cjz+H4K/GDTfHt14i0n4eajZXZH+uayR4JOMbyrs20/TFegqnNFXPNqTinoacnwV+LwvYJbn4dPdeXGkaSx2US5THAYcZx6Z70cyEqi7lqL4M/FRb+OeLwPrMckb5XyrCKFOmMYWTpj1zUuVtROSbuV7T9nDx1ayuZvh7ql2J5i6qE+VCQeSgkCde+M1k6ly1OxGn7PXxMsh5ll4G1uCRlMe0yBlf8ADjA/E/Wt1Wh2MlzSe5zmsfs3/F+4kaX/AIQbVrvcxZlMagg+3zVsq0DGfMnuOsPgP8X9Phkj/wCFZa5MkhDSwsw2kjocbsGspuN9wdVsk0z9l74g6jf3N9rnw/8AEaTzFRsitVwqDkAFHBz/AJPFEqj5LIUFzO9j0vwX+zXPpcX23UfhprbXaufJjed8Y2nDNhvlXO0MvfPfGK8mpOpfc9OmoW1Ruz/s26xdapdapJoMti7YijsNPsBMjJghUxNuTA3E5KNgk421Mas1uTP2f2WcrqP7Nni61vUeLRNYuLOSPJRoUIVum0kBdvT39sV1wqtnPJI2tFd013TXjaRGjuI5N8UYkZdrbiQpBDEAE4IOcdK/qSvL9y4vsz+B6Ef3nN2Z7f4C1VdY+N0aRMslvBp0xjP2OOBvm5IZxBEzgHkFkXBJAzjc/wCY5zB0cp16y/rqz9i4SmqubprpE7zx54k8X+GJIrrRPDkOuaVb3MTTeW7y3RQ/6wLbohJCruZWEhLFQPL5zX5Oj+hLN6nI/Db4h/EXVdK8Ow+IfDU+nardl0upLzQ7iJEbyvM2vjAQIx2bshZc/LsKkFgnrY6ez8ReMZdS0CN9Gvr22f7XBe31lFHZwxnzZAkjW8/mS4KxJgo2D5xLDG2go4HwF8XPixJpXg+y8SeCLtbq7hs1v9YbR7lSGKK1wzQIQImErGPDMikKZQFXCU3a+gle2p746He2GPUk85689cDJ55JHXNIYm1v7x/OkUhNjeppgGxvU0DF2MeMkj0zjNJi9SjFHqnijxZZeGNDu4ILySP7ZfX7rvNnahiokROm9jhEDZAwxIOMVrSoc7Oqc6dGjzbmP4Xl8CrdSw6zHcS3saqEt/HpubW4RQ21n+0bpYGZjtYJEqYyQQrBgPQVKKVjn9pUcLUt/Kz/4J0uueCDZRx3fhJ9X06dJ9jaXqE39p6dcRhS7fvkeRrUlPuOzKoyMxtkVjPDpq6CnXqy92o189GZ3h7XLTxRo8OpWLt5MhKNHIfnidTh0YdiDn1zwcnNcThyGtSjGnaUb6/caPlkjGc0jE+HNOv7jSdQhvbKc295CwkilRc7CCecnofwP1Ff1TWpKr7rV1bU/hGnU5It310PVfgHq1/4j+Lv2/Urt7y8ksZleaQDcRx1xj8+a+E4rowo5VCEFbU/T+Aq7nmspTfQ9T8a/F+LwHrPiHTrrQ5Li606y0+/sRbXALXsVzc/ZidpAEYjlxkknIPoc1+JqLa0R/WWHw8qsbxRauvj98OINOu76TxhbC1tJjbO3lTElxDJMNq+XlwyQylWUFXKkKWOBT5JFf2Vi5y9yB2mm3cGrabaajZTC4s7uFJ4J06PGyhlP4gg1PKzy61OVB8tRWZYKOwP32A9MmkYOaW4gi5I4JB5wRxQaqLceboHle1IUGpbB5XtRccnyy5WL5R9KY3puIYuDkDHucUhaPQZ4T8RTeEviVqkS6WbqfWNLg+yurANI1vLLvjVQMk7Zg/HJwx6DNd+GdlZmtfDqUE+bYt/EH4q6X4uE3hBbufwX4piubW5QeJNOBhMJDTK7HdsMUnkywkq+QwIIHGeptnLQo1KcueGq8mbOh+BPAfj7TJdY8OX0ImubRbV7vQ7lo0jIV1DCIHAYCQ4LjOAnUAVrdWMp4iun76+9HI3DWk3xP8frYtC1ut3beZ5TbsT+QvmBueG6Zryq6fOzsScaEOYumLHauexF0fBK9RX9X/ZmfwZ9lnqv7Ma7/ieo6j7DPn9K+G4w/wCRdE/T+AbrM3b+U9J+JumeBvEPx48E2Wu6leWXiDStEvNWhtLaMbNQtw6yBGkJ3Zje3aVVA/hPNfiVPY/s3BYqt9UlLk+JpPyt/mUvhh+z3oL6B4f8R6Xr2rXVmyQ3Vibq3SIrapbXUEUZHcqLp23Z6quelErhPNMRGrUUo21PYfDXhdfCnhfRdFjZp4tMsYrKOeQBWkWNQuQO+cZwPWsJXPma86lad2jM1jxfb6P8Q/DvhCWxlnvNZt7idJkKlIfJ27gw65O4YxSim9zrp0OejKTWx0qWcpwu1nfGQBySPp29PrV2OClKo7xsH2ZhyQFHck9Pr3HalyXElSjzXi7o85+I/wAe/Bnwm8TafoXia5vbS7vYEuVlhtTNDFG0hjDSMvK8j0zjpmjkPVwGX4rHUZV6L2PSJLJ45NvyknGMMCTnofx9fcU+U8d8vM4zk7iNZTIMmPHG7LDjHqT0x0/OhoG6UdOZmX4j8HQeJtMNjdLcWjAbra7tZGhuIH6h0k4Ibk8jqC2eKmLaNqdSlHRxYxNR8XWOnT2tzZW3iq3SOJYmkuUCII2b5zFMrAyHPLb/AOEYAwa6lVaRry0r80br+vI5GzvLnUvibdS6d4U8PeDPGkUS35u4rl5J1tpI3tlZ4kAiLfMcAtyUQ4OBi/aOx0fVqMsPGcqjeux2eheHE8M6TFYJPPdSBmlnubp90s8rHLSMcdSfTj0ricm3qclepCVXkg72SL/k0GB+fq9R9K/q7Tlnqfwh9lnrP7Lse/4qIvX/AECc/wAq+G4vSeXQVz9R8P21mjaXQs/tMzyeHvjini63eUS+GfCNnfS/Z497y2sl7cWs6DjjEc7EntjNfikVZH9r5NUdXCRozteUtflqvyON0fxJd2OofCXUvDN94gtorXWNE8N6kzauf7PcTw4eFLPBBG0qS5ONwHc5FwSclc9atQTr4iU7O95fcu5y2heN/FHhj4dWEtp431+7k8U+Ho7jV7y81WSaTSCuoiATIxOY9yPySc/lxMlGxcsFScpc1O1nZPvob2veJNb8Hapq9tpmr6hrkvhIeJNN0jUbu4aW5ihH2cMPM+8Wi3Pz2x2GABxs2kY4ahQ9jeqrc1jWvLPxXHDb+F7/AF7XfDPgXWtVjv8ATr6XX/td7/x4SSPCZ1Zj5bzRiRVzjBOO9HKr2Mo0MMudW95fducrb+LfGOv6b4k8W3PjPxFDe6DbeEZ4LVdQb7PcPcOkLyvHnYQ67mIAwS5J5ppKx11MPh6dJU4RUudS19Fex6V+2PHPH8XtUhS/sLLTU8Exy39tdyBJbu3j1NHMMD4+WU4GDhuA2Bk5prROz/q55uTqMsutyPmcnt0916vy3+dji9Y8f6839teKbPxVrUV/ryeL7C60r+0XEVjbWdjLJaPDFkmJ1eNMOP4iSOTTUFa997/kdjowp/unTTtyO9tbt66/n6l/wdqcjaTfeENU1/xZrF74ll0a6sZT4ge2dJpNL+0z+ZcNkLEOTtxghVGMCkoJvlMZ0VU5K/s4pauyV9nbbucxo/jjxX4j0vQ9buvGmux3tho+h3MdlFqUnlX0ovntm8wbj5jOowxJyxO5i3ZWT1Omrh6SjdU1a7Rv+MvHupz6hqvirwtrXiTTtL8V6RrVzCb/AF6S5cS21wipMlsMfZgjK6Lycp8vY5HFbrqZUqMKXNGUFJxt001/rUs+MvDNz8JvFnjnV9L8V+KtU16x8HWl2huNabzJvtUjQTv7rEkjOvZGVTxgVVkrhGpHEUY0/ZRXvW27Xt+SPoH9nXSvEGkeHfEGn6x9tGmw6iG0ZNT1IX9ytq8Sth5QTn5txHsa5pws7o+WzhLmi+RJ+SsereVWdj525+eShdwyQOK/qlQXLPU/hJuXK9D1z9llcfFZCeP+JfP978K+H4vgv7PhZn6l4eyazV3XQ+mte+HHhnxJqGrXeraVHfXl/o7aHeM80iGSwd2fymCsMZYsdwweuDX4euY/qSli61OnDkXVnPxfs9fDNtU03WoPCVk+o6f9mmsLtLmYlHtt3kMDvwcEkc5DY+YNiri2ndno08xrOc1OTS6+hyH7Pv7OGg+DPgtZ6J4r8Jac3iHVdOay8RI0plW7USyMgLhsAgMDlSCCM5yAQ+YK+ZTlq6mn2T0Dw98EPAfh2DSbLT/C1nBBp8NzZQQzSSSo8dzxOJVd280yDG4ybjgDp0pXb2OL+0arXJOo+Z+X3HiHws8F+EfiTqPi/wAGab8INOg+Euk6/d2t1q93r0zXIvbdB84jY+bHGVKqAHAAJPBLZr3rbH0uMq1cLRg61VqtNKytpZ/Lyf8AVg8VeLvg4/xB8NaZpi+Frjwb4nhuk8U3yTzKLc6RBFLYIhWQLHsZgMBeeOuaLNhSwuPlh6l7uUbcv/b2/wDmem+PNF+Cnjjx54M1Xxk+h6n4h1BITon2y/kIuow5ZNsQfy3G4k/OCCcdSKWqPLovMsLGpRp30TueY6P4v+GEvxbudA8SaR4YvvGXjW7v9A1HUdEnkigW0LNFFBKC+RPLhI2KBckgnG0Cn71/U9OpQxscO6ibtFJnbp4f/Z81yC7hEnhzUIdPv7C0mDX0jmGeFPIto2O7OMJsxyr9G3ZNK0kcMK2Z0nBK9kmee+EPCnwXb44vci58M3XhWxtdOsvDtv8A2oWZL5ZJZQoQtubhsjflfu8ZAos1sejiMTmLw2snrrsje+PXgr4PfB/wh4o1KPQPDll44utM1HUrKwvZ5g148iqZV2rIG2EouEQqqkybACzEnvdThy3EZji95Np6bdjtrm2+E/i3xh4Uk8TjQpvH7eHvs0djPcPu+yTwMJYvKLEMmyR8CTcRnPNU1K+pzOlj1J8jdk7/ADT/AMzY+C2n/DTSvDFxYfC+TT30aOUTTLYXT3GHdcqWZ2Zug4BPA4AA4rN36nDi1iU19YO/2UjzzwLU/gn4D0ywmvLnStQmSPBK20tzNIwJAGI4wxJyecDgck1+0vNsQm4rqfz6uFsFKLvJnVfB74c+EtF1wa5oemahYzeQ8Q/tBZ4ZCpxnMcuCBwfrivms7x1bFUVSqbI+s4fyjD5VWeIott2tqcl8ZvFuueCPi9q0mhag0VzdaRolvHpT6f541Xde3aSRiQ58vbHLubA3fKmOhB+FWmx/QWDpYeVCm57XfyOZ/Z8+MfiC48H+JrPxBqRsbbSPCUuq2D6Bo1u9tp6xgD54tocXIbcRCfkYAEYxzDV9zXMMPhPawjh9XJq9+xj/APDSnxA03wTKkviW01bxObBdShS20xJI0Q2N3MY9yxBXdZY7cNlVOQcehORWNFlmE5FOaVm2t9u1vU9I+EPj/wCI+q+PtHg8Q69Fq+k3E/lTWsWhrbbfM0+G7BMgOSEeUxgYGRksSeBSilojlxWBwypS9ho7PW+u9l/meM/FGwh1r4veKLP4GPrdv4i1ew1a38YaZLDNDZLKpw0iMwCs7t5m0qSpIGAMnJ6Hs5fioTy+MM0afs2uSX2ifw+3gL4j6t8C9G0TwwPs+kaB4gi1qyutKkjEd0NPiZfMLIBIwdCd3POMHNaRabWhEq2IoutV9ppKULa9Lo890XQPM0nRtN8T+KLvwNpGveG/D7WjjwvLq8l41tIW2xyRsDalZF5ORndk8VKelmb4qcYzlKlaUuZ31to11019Dt9Itp9L8f8AhO9W0msLzU/EHivSbDUjZOfL1CeV0s3ZguQBI8ZDHpnOQBmhPUzrV6cqNWHtOkNL9E1f+up5wnhK31z4ZaZC/iO5l1XT5NP0jVvC0XhGTTZLNPtRQ77vcBMVbPz7SfmJO05ATtY9H6xbE1aDty8rad9dl06f13PUvij8OdG0P4lfFlNI8LWtmumeLfBsemCCy2iCNoomlEe0Hapbrj0Oa0lbWy7Hi4PHTr06VOrU0tJP79PwNz9ss2eh/F/xheavp1zPba58MpNK0WaLTnnQX4vHfywyKQjKuWLNt++OR3m6Sfp+pjlE5/V4e/Zxm+bXdW0/Q47S9HVPimuleI/FFz4euV8SafrelaQ3haS9OoZtkjgxfI37pMMylHGF4OCeqTX9I9aeLjF3iub3XFvmtb5W1eh9G/sb+ENO8Ofs5+Dri10qPTNQ1S0+1agVi8uSabewDSdy20DqBgYFZSs0j4nMq7q1Xrotj2nyR71HKjyLnk/jc6yfCGsDQZLWHU3tZPKmvLn7PGuUILiXa2wqMNu2uMgZ68fpz+I/MI/CS/s+ahqOsaMsmq3sN/qUbyRzS2999viJVEXKzJFGpyEBI2jBJ65rwsz+E9vLUpSSZ5X+1h8TPF/hD4s3WmaL8RH8FWdn4DbxBbWj+Vt1K9S7kRbYK/3mkQngHI2Divl02lo7aH7FleFhi6OlPmtK3orXv6aHqE/7T9l4cvdB0nxJoety332fSxr+p2UEf2PSbm9AEAnLMrBWbOSowowDyaUk92cP9m1Kyk6MkrXt523+4W3/AGu/CE3h7StVltNbtluo9TkurWa3j86wSyQ+d53z8ZbCr6syjvS33ZpDJsTOTp32Sf3nnXxD/aRsvi54U0K00e08QeFtdg8XeHriS11RBbS3VjcT/JKhVjujdQoOSOcClY6MNlE6VdpzvHllr6dDtdU/bI0AeG4dX0zw/wCI766v73U9OtLa3tYpZPOs1G8sqy/dO/jvgHinbqY/2JPEycJTSioqX3v/AIBwHw1/aIh8Vy/CLxl49ufE+iara23iN38uCGDStQSK2WSWV1D5ZUQgIQPvhs+tO7a1OvG5VKkqlGlJP4PXX9Du9M/bR8Ky+FfEOsXnh/xRo8mhJYXM2l31tEt3Pa3Ugihmij8z5k3MN3ORketKzd2cc8lxCrNOe9/vXT8/uO4+GvxrPxf8A+Idd8KaTfrremSXFouha4gtpjeRA+XFJ1Cbm2gnPy8+lLqebicLDB1VGo/itqfPukfFj4nXP7PeqXXiLxLPo2qQ/EJ9B1zWbCJJTpNqJAs3l7QyoitnDt0BBPXFXdtXbPo1hsJWxUY047wbS7vYreK/jx8S0/Zb8ATxazdHxbqBuNQn1poPKkl0q3udkdwcKVQzq8GM/eDZz3qW2kVhcuwjxs6P2bW/7ete39dzftfir8QJv2pI9CXxLem8HiaPTn8Gm2H2ZdC+ybzqG8gAuzZ5DnoOO1PZaP5HJPC0IZe60Yavrfqm1a259YNLMpI3nAORnkYJPQ/56Cs7s+T9tOM2mQuHkbcxyakjmcpNsb5ZoGeP+NoFuPBPiZWWVh/ZtxJiGZ4XJWNmGHQhhyOoI6mv0yppI/L4vWxW/ZZv7LXPCkNzYTXdxblmDG+juVlifyYXZSbgtIQd29GY/cdD0IJ8PMdYnv4C0ai7GD+0J+zzrHxc+KuuasukWl9pbfDe40vTL2eZQ1vrK3nm25U9UYAk7h2yDxXzK5barofqOW5k8EkqbsnK79LWscndfs/+Nr7xnDqWveBR4i07xNZ6VHqsM3iJ7cabc2xQTPOqti4BVS6YB+YAdzSlboer/bFOFJ06Ttv03T/Invf2TPEviLxd8aLK7jS10O8sb5PDFy86nzJ7ueO6lEqjLACaNBnHC5qWtyHm1OEKM0ve0T9ErFCx+A/xU8S3ml+Jdd0Sz0vUNOuvDGlpptteRymS10+cPcXJYHaBu3FVBzjAIGKtO+/kXLMcLByhBaNTf/gX/Di+FP2cPifpnxA0/S7vS7CLwpo3ifWbu11QXStNNFexkCYpnIC7VyOuW9BQl0LlmWD9m+WO9OKt5pv/ADKOg/s0/EzxJ4X+HvhjxBotvocHh/TfFegTagb1Jf3V5aottPtzkbpHZSO20E9RRdaJ+ZzVMyw/PUqJX5nB/d/wCHWv2cfij478KeMNU1fw/ZWHiCXStC8PafpcV/E4uI7W8hlnlLdBuWIFQeSCeKpzUrt+X6HRPNMPTlyw295/N3/zPoj9nzwBrngPVPiM2v2qWqat4ouNStAJFfzLdyNrEDoehwaxerbPCzXHxxDpcvRJHkF/8AvHUHgnVz/YFtrj2/xOvvFJ8NXN2iw6rYSTlkBY8BhuztPGQQfSqWiXqejRzSnRknez5eVPqt/8zj4/2K/H6fCW/voNfm0PxRqML2z+ELEwzW1vZvfPdLb+e+T8plLcHBbuc5L5UkemuIKMK/PGCklrfrfb8jotH/Zy+Iml/GLS/wC0dJsdZtIPGEPiuXx/d3Ma3ktqIPKNiyffG3aCEA2c5Aolt+JxYjMsPVoNU21pbl6b3v8A8E+wZIiWJAIXsTxnk9qwPjK005XQ3yjRYfS4eUfelYVzxPxvpY1jwXr9ns1B5JLGYxLpd1Jb3DuEO0RyI6EEnA2k4Pfiv0ur8R+YR3Gfsr+HZfD3hmOzuftAuXmuppVuvN3K7S+Y5/eSzP8AMzlzukfLu7DG7C+HmHwH0GCt7SNz1HxR8TdG8F661lrDtaDyLaUzH5mkE9ylsm2MfM6q7oGZQQodc43rn5c+scl0K2q/FrwzpR8FNHefaLPxZqx0i1uV3IiObO5uUZlYBsP9mMYA5LSL1qkrmTXK0y9B8S/C7XGlWraoYLrULp7W0tJYJBI8scgUjAXCgMAc8AcE4GaLGlSSk5LsYqfHbwPLpi3MWui6cm2geKzhkn2STSeUq5VduRIGUjPG1vQClaxkpc0IyfUvJ8VfDF7plvfaNqEet6e1/BYS3Vu+2CBpII7hGkkbCruhmiZfXzFHU0G3NdfKxS0X48eA9et7aS18Qhbm4j8wW7W83nLtW1YhlCtjC6laMfadecbsTy31IXxJEsnx08CIkks/iWGGzVRNFeOknlypmBC0Z24bD3VuuOcmQADrhchDk3FPzsYuu/tIeDNJ8J+J9btLx9Sg0PTLzU47aHdG16lrC8swh8wDLIUKkHjdjOKvl6GnNFbm1dfG7whpniTxBpF9qT2EukIskjyxSZlAE5l2pt3bU+zyDdjaeNpJxTsQ2q+j2O5jAmSORGDJIiyK+0qXBXrg+oIPY+1IIc8NKOqHiIgYGR24P5fzP51L2NeSMvek/eE+z8571mL2bWoeRTSLv0DyKqwHhnihroeGNYe0adbtbOZozawJPLwhwIon+QuTwobIJxniv0Wfxn5zTfuk37MjPcaZDPMTNc3CNcSypaRWiszIj4RI2YBVDbPmYt+7PzMDk+VmHwM9XL376Nj4lzeB9R8da1Z+KdC1e8/svRrQ3WoLqVxbW9vazPcXW+GNZUUMjaUGaSIeZlYxkhfl+X6H1A3xV4c+EUltpN/q1pcCz061i8QW002oXiQ6VFDbTww3gAkAhIie4KuMHMZkB3oHU2Dch0S9+D0MOp/E/SjqN/D4ZsL7VpNSa/vriCBVEjXWyJ5Gj8wfvFYBdw+6OAAACtpk/wAKdG8KX+iX2kX3h2JS0t34f/tWSd7CSN1dtghndYZDIwcmIqWbLkknNAGlPZfDfRtE0/wgNP1b/hHhfyPawpqF7HZia2eCMQoTL/x7hmRFh/1O6IqF4yTQLHD6brvwJ+GnjTVL3S9C1SCZNAgu7bUIbi8uILyC5MyGOCJ5CqsYtCRt4A3RW6YbbHwwOuj0b4Nadp+lQQ2t3aWsl3LpdpZR3l6jSPMsivbBFlAMb/YnPlHKboVIXdg0tA8jmC/7O+rXN3otzYvDPqX2zRlsbya9DXAvBm4SFfM+QzCZwSgDHb/sAADU6iXTvhpceOfFc0Oma1qGtOFt9Tmi1W+k86KYzoY2HnYWBW84BCojDfcAIBpPYLHqPh3xNY+K3vRYw30S2PlRyPdWzxIzvGHKqWAyVztYD7rAggEVjYa02NgQE9BmmkF+ov2Zv7p5qrBzCGAjqCKloLh5NKwzwfVNMtNb0+4sL+3S8s7hdskMi5DjORnkcZ9wfav0WafOfnUH7h1Xwo0my0rxBJDp9nDZQtHvMNvGI4ywRUyMEkYVVUA5zg815GYq0LM9fLXeaO71zwJoPiWe5l1TSYL554EtpXdOXiRZgin5hkAXNwMf9NK+YPrRutfDzw54gsZbLUdDsr20lsP7Ne3kizG9tsdfJZc4K7ZJBgnH7xh3oETf8Iboq6Pf6Suj2q6XeQyQXNkIQIp43XbIrKPvBhwR3zg9TQFypc/DTwxdNqLT6DaSzX8bQ3U0sQke4QqqkM3JI2qi4P8Ad7jqBctN4F0KaCKKbSbWWOKeS4jifJWOV5VmcrkcBpVDn3/QGZNx8HPBN3HEJvDFhMsMEVtGrRnEcUa3KIinrtVby6UAAHEz+tAi7/wrHwq19b3Z8P2RuYLk3yTGPpcAyESY7tmaXn/bNAyGD4UeELXWP7Th8M6dHfB0kF0YQXVlZWUqeSCGVT2wRnnpQI0R4J0X+2LnVRpdul/cBVmuUBVpQrMQGIOWGXYgEcFjQM0LLSbXTzP9mgWDz38yQLnBclmZvxLUWA4745a+PB/wr1rWjrP/AAj6WflySamQxFum8bmYICxGOoAJxQkS2fNfhf8Aaw8JeHbS+vPFnxYudajljS7sHs7HUUjf59piwluMZZ1wQX3qMjywGLVYg90/Z88ajx5B4luY9dvNbtUuVe3N45JhjfLIqgxIcbccsWb1PSk0VE9b8oe1TYs8Rt7izSJVltHlk7uJtoP4Yr9Akpc+jPzr7B1nw3ns319vKs2jkMJG4zbh19MV4+YqXLqz2Mr0lqeobE/uD86+bPqg2J/cH50AGxP7g/OgA2J/cH50AGxP7g/OgA2J/cH50AGxP7g/OgA2J/cH50AGxP7g/OgA2J/cH50Act8SdEsPEfhZtJ1C3E1le3VtFKmFII85TyGBBHHQjFMTORtf2X/hxZ3jTR+F7DLW/kSp5EQSQGRnDECPllJ4PGAABimI7DwT4H8O+AYrjTvD+i2mkwS/v5RaxrGJXZiSzBQBnJPNJjR0xRCOFxSGf//Z)
![Wahrnehmung und Wirklichkeit Ethik für die Sekundarstufe ; Kopiervorlagen mit Lösungen ; [Sekundarstufe 1]](data:image/jpg;base64,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)
![Kreuzworträtsel Geschichte: Von der Frühzeit des Menschen bis zum Ende des Römischen Reiches ; [Kopiervorlagen mit Lösungen, Sekundarstufe 1]](data:image/jpg;base64,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)
![Vom Ersten Weltkrieg bis zum Ende der Weimarer Republik strukturierte Stundenbilder für den Geschichtsunterricht ; Kopiervorlagen mit Lösungen ; [Sekundarstufe 1]](data:image/jpg;base64,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)
