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1
The West against the rest? beliefs and values in Western societies : [Modelle und Methoden für den Englischunterricht]
Published
Paderborn
:
Schöningh
,
2011
Series
Challenges - Global learning in a globalised world
Schöningh-Schulbuch
Catalogue:
GEI
Call Number: SE-V 164(1,2011)15
Format:
Book
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School Subject (according to ISCED):
03 - Social sciences, journalism and information
031 - Social and behavioural sciences
0312 - Political sciences and civics
Level of Education:
ISCED 3 - Upper secondary level
Document Type:
Teacher's Guide
Country of Use:
Germany
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2
Politik im Wandel 1, Lehrerbd. Politische Institutionen und Prozesse in der Demokratie / erarb. von: Karin Herzig ...
Published
Paderborn
:
Schöningh
,
2011
Edition:
Kursstufe, [Gymnasium (G8), Baden-Württemberg, Neuausg.], 1. Dr.
Series
Schöningh-Schulbuch
Catalogue:
GEI
Call Number: SEG-V 72(1,2011)1L
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 3 - Upper secondary level
Document Type:
Teacher's Guide
School Type:
Gymnasium: Academic secondary school ('grammar school')
Country of Use:
Germany
Baden-Württemberg
Observations
CD enth. PDF-Dateien
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3
Distant neighbours: projects in intercultural learning Teachers' book / by Karl Heinz Wagner with Anja Beuter and Peter Dieckow
by
Wagner, Karl Heinz
Published
Paderborn
:
Schöningh
,
2000
Edition:
1. Druck
Series
Schöningh-Schulbuch
Discover ... topics for advanced learners
Catalogue:
GEI
Call Number: SE-V 129(1,2000)2L
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
Level of Education:
ISCED 3 - Upper secondary level
Document Type:
Teacher's Guide
Country of Use:
Germany
Observations
Literaturverzeichnis: Seite 11-13
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4
Standpunkte der Ethik Lehr- und Arbeitsbuch für die Sekundarstufe II/Kursstufe [Lehrerbd.]
Published
Paderborn
:
Schöningh
,
2007
Edition:
Dr. A
Series
Schöningh-Schulbuch
Catalogue:
GEI
Call Number: WE-V 2(1,2007)L
Format:
Book
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School Subject (according to ISCED):
02 - Arts and humanities
022 - Humanities (except languages)
0223 - Philosophy and ethics
Level of Education:
ISCED 3 - Upper secondary level
Document Type:
Teacher's Guide
School Type:
Gymnasium: Academic secondary school ('grammar school')
Country of Use:
Germany
Observations
Zusatzmaterialien als Kopiervorlagen, Überblicksgraf. und Vorschläge für Kursarb. - Literaturvorschläge für die Lehrer- und Schülerbibliothek Philosophie/Ethik S. 5
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5
Vernünftig glauben Arbeitsbuch für den katholischen Religionsunterricht Lehrerbd. / erarbeitet von Reinhard Kratz ...
Published
Paderborn
:
Schöningh
,
2012
Edition:
Oberstufe
Series
Schöningh-Schulbuch
Catalogue:
GEI
Call Number: WE-V 28(1,2012)L
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 3 - Upper secondary level
Document Type:
Teacher's Guide
Country of Use:
Germany
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6
Politik im Wandel 2, Lehrerbd. Wirtschaftswelt und Staatenwelt / erarb. von: Karin Herzig ...
Published
Paderborn
:
Schöningh
,
2012
Edition:
Kursstufe, [Gymnasium, Baden-Württemberg]
Series
Schöningh-Schulbuch
Catalogue:
GEI
Call Number: SEG-V 72(1,2012)2L
Format:
Book
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School Subject (according to ISCED):
03 - Social sciences, journalism and information
031 - Social and behavioural sciences
0312 - Political sciences and civics
Level of Education:
ISCED 3 - Upper secondary level
Document Type:
Teacher's Guide
School Type:
Gymnasium: Academic secondary school ('grammar school')
Country of Use:
Germany
Baden-Württemberg
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7
Politik, Gesellschaft, Wirtschaft Bd. 1, Lehrerbd. (Einführungsphase)
Published
Paderborn
:
Schöningh
,
2014
Edition:
Gymnasiale Oberstufe
Series
Sozialwissenschaften in der gymnasialen Oberstufe
Schöningh-Schulbuch
Catalogue:
GEI
Call Number: SE-V 182(1,2014)1L
Format:
Book
Indexes
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School Subject (according to ISCED):
03 - Social sciences, journalism and information
031 - Social and behavioural sciences
0312 - Political sciences and civics
Level of Education:
ISCED 3 - Upper secondary level
Document Type:
Teacher's Guide
School Type:
Gymnasium: Academic secondary school ('grammar school')
Country of Use:
Germany
Observations
Hier auch später erschienene, unveränderte Nachdrucke
CD-ROM enthält Kopiervorlagen und Zusatzmaterialien
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8
Africa - postcolonial experiences Teachers' book / [Sprachl. Betreuung: Alexandra Rieb]
Published
Paderborn
:
Schöningh
,
2010
Edition:
Dr. 1
Series
Discover ... topics for advanced learners
Schöningh-Schulbuch
Catalogue:
GEI
Call Number: SE-V 129(1,2010)15L
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:
ISCED 3 - Upper secondary level
Document Type:
Teacher's Guide
Country of Use:
Germany
Observations
Literatur- und Medienverz. S. 11 - 12
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9
The media from printing to podcasts Teachers' book
Published
Paderborn
:
Schöningh
,
2010
Edition:
1. Dr.
Series
Discover ... topics for advanced learners
Schöningh-Schulbuch
Catalogue:
GEI
Call Number: SE-V 129(1,2010)16L
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 3 - Upper secondary level
Document Type:
Teacher's Guide
Country of Use:
Germany
Saved in:
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10
... im Fokus 11, Lehrerband Gesellschaft und Politik im Fokus / erarb. von Wilhelm Gleichsner, Holger Keilwerth, Marc Susemihl
Published
Paderborn
:
Schöningh
,
2012
Edition:
Ausgabe Bayern, [Gymnasium] (G 8)
Series
Schöningh-Schulbuch
Catalogue:
GEI
Call Number: SEG-V 83(1,2012)11L
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 3 - Upper secondary level
Document Type:
Teacher's Guide
School Type:
Gymnasium: Academic secondary school ('grammar school')
Country of Use:
Germany
Bavaria
Saved in:
Select result number 11
11
Standpunkte der Ethik Lehr- und Arbeitsbuch für die gymnasiale Oberstufe Lehrerband / erarbeitet von Carl Gneist, Johannes Hilgart, Burkhard Hoffmann, Claudia Kroneis und Hermann Nink
by
Gneist, Carl
,
Hilgart, Johannes 1969-
,
Hoffmann, Burkhard
,
Kroneis, Claudia
,
Nink, Hermann
Published
Paderborn
:
Schöningh
,
[2012]
Edition:
[Alle Bundesländer außer Nordrhein-Westfalen, Bayern], Druck A
Series
Schöningh-Schulbuch
Catalogue:
GEI
Call Number: WE-V 3(1,2012)L
Format:
Book
Indexes
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02 - Arts and humanities
022 - Humanities (except languages)
0223 - Philosophy and ethics
Level of Education:
ISCED 3 - Upper secondary level
Document Type:
Teacher's Guide
School Type:
Gymnasium: Academic secondary school ('grammar school')
Country of Use:
Germany
Rhineland-Palatinate
Hamburg
Berlin
Mecklenburg-West Pomerania
Saxony-Anhalt
Brandenburg
Saxony
Baden-Württemberg
Schleswig-Holstein
Thuringia
Lower Saxony
Saarland
Bremen
Hesse
Observations
Hier auch später erschienene, unveränderte Nachdrucke
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12
... im Fokus 12, Lehrerband Internationale Politik im Fokus / erarbeitet von Wilhelm Gleichsner, Holger Keilwerth, Marc Susemihl
Published
Paderborn
:
Schöningh
,
2013
Edition:
Ausgabe Bayern, [Gymnasium] (G 8)
Series
Schöningh-Schulbuch
Catalogue:
GEI
Call Number: SEG-V 83(1,2013)12L
Format:
Book
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School Subject (according to ISCED):
03 - Social sciences, journalism and information
031 - Social and behavioural sciences
0312 - Political sciences and civics
Level of Education:
ISCED 3 - Upper secondary level
Document Type:
Teacher's Guide
School Type:
Gymnasium: Academic secondary school ('grammar school')
Country of Use:
Germany
Bavaria
Saved in:
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13
The changing face of multicultural Britain [Modelle und Methoden für den Englischunterricht]
by
Blume, Antje
Published
Paderborn
:
Schöningh
,
2008
Edition:
Dr. 2
Series
Challenges - Global learning in a globalised world
Schöningh-Schulbuch
Catalogue:
GEI
Call Number: SE-V 164(1,2008)11
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
Level of Education:
ISCED 3 - Upper secondary level
Document Type:
Teacher's Guide
Country of Use:
Germany
Observations
Klausurvorschläge 1 und 2 S. 57 - 62
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Englischunterricht]](data:image/jpg;base64,/9j/4AAQSkZJRgABAQEBFgEWAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCAC6AIADAREAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD5fur1xczAu7EM3PmGvuIUzySH+0H9ZP8Av4aJQV72AG1B8ceZ/wB/DRbyLGf2hJ6yf9/DTVrgH9ov6v8A9/DVW8gD+0X9X/7+Gi3kJjk1F+fvn/toaLLsSL/aL/8ATQf9tDVKKfQljW1F89ZP+/hquRdhCrqL46yf9/DRyLsAv9ov6yf9/DRyLsGof2i/q/8A38NKy7FoP7Rf1f8A7+Giy7AH9ov6yf8Afw0+RdiNRX1NlRjmTgf89DRyJdCZbHvP9sxW0eiWccFtEZ7CORyUZ3Y7R/F0Fdkrey2PnKl/a7nz/eFfttzxzvauGDZ9VZkEkqR8MwUk4APrUTlZ2JuluMEynGDknpx1p3j3Kuhyyb1BHKnofy/xH5irSKsB5x707ILDC4GfbrgUtO5LaASqATngdT26Z/lzQ7LcT03Jl5BI6VauloJpiMRuxnmi7JsxOnfFF2Oz7BS5gs+wVS1KsGQf50aIAJA7j86V2QEn+ok4zwePWi7YpbM90bDXXh8Rib5bCIysgKxk7O+ev4V3SX7s+bqfxTxC9/4/rjIyN7cetedTeh9ctj6Q/ZytNC8EfAD4k/FfVPDdh4m1TRb+GzsIdSQPGhJijyFIIB3XA+bGflrirazSOSSvKxtfsx+PJPjb+1lFrevaDo8JXQJo1sre1QwKUK7WCkHn5jzxWVSPLojRx5Tx74j/ALNPxC+F/hNvFWu6VBb6S84RjFcLJNEHbEYkUDjn5ePUVrSrNuwoTvLlNbwJ+yT44+JfgmDxF4dudGuxcRsy6c16BOFHBBXBwSM9cc4rWVRLc0lK2h1X7MCoPgj8dp5YE86CzhCtNGpaI4cY6cEEdqxlJNo55vVMf8BY4x+xx8bbloommWXakropkH+jqMBiMj73b1rSq9UVVex518Mf2ePFnxQ8NHXdMk0nTtLW5Fgl1q18tt502OEQn7zH09a0lW5EkXOVkibwb+zX418d69400OygtYtb8KOkd1YTN80sjZwEPTPGcml7e5lzFH4ifs9+Ofhbd+GrbX9Ngjl1+UQ2X2adZczZUCNjgAH5l/Om69o2H7Sx6Pbfsa3Wi2+tan4y8baHoukaPBuvpLF/tc0ExGUhZR90kkc9eePWsVVb2H7U4f4efsy+N/iT4S0zxFp8ulWenanPJbaadSvktpL1lZg3lqfvHcjKB7elaRqpMpTuUfhV+z/4v+L/AIk1TStLtoLH+yHKajeX8vlw2xG4YJ/ib5T7cVdSqkPnPO1R0LLKoEiEqw64P1rcYkwBifPTFBMtme2tdxrq2g23CPJp0QIE3cID9wH27iu+X8M+ZqfxTxa9Ba9ucc/O1eTB2R9dsj6T8Bwm+/4J9/FeGFWMsWvQyuijnCT2Dtkey5J9gfSuOb/eI45P3kyh+wE8c37QynOVOh3PQZ7pj/8AXWtVc2xpKaYeAdf1LxD+yL8crzXNRuNTlXV7SQ/anaTDswLbdx4z8vIx06DrWajyyVhUrc1zsv2VPg9bfDv4u/D/AFPXvHFrbeJNb02e5svCNvYyztJA8TAs8uQse0fMAc5IAHOBUykY1Je8YvwPUQ/Cv9p2HcC6zsuO5AlmAx9AKmzumVNNqLM/4GsD+xV8bhlci5yQeuPIj/w/Stp+9axNT3rWOi+GXibwL4T/AGOvDGrePPDt/wCJ9OtfFbvbQabM0csV0hLxyNiWPIXaeCTnPQ1FSLm1YJ3aVi18O/H8fxGm/ah8ZaVHd6ZFqGm20tvFcPiaLERT5irH5vlzlT/9cjBxtczszI1PXo7D9mb9m7XdWnka0sfGMUt1czuXPlRvIW3MxJIOwH8KU7c1kGmzOy/aI8Op8P8A4XfGTU9R1HTJ08ca3Z3ejxW8u55IliUZwcf3ScjIopuLlYtRTKmiePPAXwv/AGa/gPrvjPwzqPiGezu7ubSpLCXYbW5S5myzfvIw2dpGG3DOeKSUpTkkLVHO/syeNtM+KHiH4ufDueWbRF8e293d6fcFQHhdkdWDFT1ClW4/uNjqKdRSjuLU+XbzTbnRr+90u8QR3thPNaXCDoJI5CjfjuUivTujsIJBmNunTvTuTLZnvcd/NavodujWhinsImfcoWUfIP4sZPI6Zruk/wB2fMVGvang14w+23IwTl24xXlQ13Pr3qenfBf9pHxF8DbXVNN0/T9O1vR9Wk82bTtUjbY8mwKSCOcMnBB+XgDrxSqU4sw5Ls0/D37TU/hT43SfEXRvB2iadI2nHT10e2LJbqGwfMAXkscCud0JNWua+yRxXhv4r3ugfCHxh4BTTrW4svEtzBdT3bs/mQtHj5U5wRwAetUqDcrlRgou56H4L/bH8Z+E7vw5JJo2g6u+j2Zso7mez23UkO1go84fMAMggDkkUpYd3MpU03cw/hZ+0be/DTxJ401FfD2maxpXiud5tQ0u5ZhGgeRnCr3wA5HzZqpUHZWLnG8UkWvhf+0k/wANNS8bWyeDtK1Hwp4ouDczaJdM4S3GXUKhHbY2Dx/CKFh5PqZchP8AC/8AaafwDo2t+Hr3wdpHiXwvqOovqUem3ZyLR2J4XGeACeo7VToSTvclxsYvhn47z+EB8TYdN8O6ZFYeN3kLWxlYLp8TO7KkW0gEL5gXnPSl7GWmorGVrHxR1LxZ8IPCXwvGnafHaaRfNcwXayN58ztvGxs/KB+/OcDoBThTSk7lezTVz7Gm+Eer+JPD9pZfGHwH4R0/T/D+hvYweKrfWHM9v5cWEZUOASdu4+9cSsql0ZuLWh80fC39pm48DfDe18Eaz4N0jxhoVlNLcWC3oO+2Ls7NjHGAWY+v7zrXdGg+bmuHIyn8Hf2i5PgxDq82meENGvdcvLx57TULvcHskZMGNAMEjGfz9jTqYdy6j5Dyu91G51bUL3UL2Xz7y9uXuppBz5kjszM35k1sakE3ML/T0pky2Z799rtHj0FJC0sy2MWBHdIFDbR1TOTwewrul/DPmKi/engt+v8Apt0OnztzXk83KfXHovgb/hE38DtHqs2iQagZtUjMF5bxrPIX0udbZ/MIyEWcxYxx5m1jyK5ZSk3dFXOl1nw18IZHsrS01m0NrFc3BeeS8Dl4j9zcRHy3RgTjGWFPnqCuZGmweAb/AMa+IINUu9Mh0CV9Oe3kt2jjKxKU85Y2wArnJ3jP8LZ6UKdQG2R22lfDC30mza5u0ur6d4BII74gwpuu/OJBUjcVW2Ujplh1Gah+2bvcV2a+neH/AIRanq9paSahLNEZTFbNHebWRPtNwFVyEBfMYgyxIOPwrVSq9WC8zK8N6N4Bi1zXNO8WPFpotNckhS1trgKUhJVciUh2ZVK/3u5rRTqFXOb8MaR4b1HSPBCXt2kmpX+uC21CNZmBS1ZkVGcHOOWY7lwcClKdS5EtT0yfSvhhpviVY9RGlWTabPPaGyhuMZAvb8gykbjIxiNmC5JOM46VHPUIsY2l2fwxs7a3j/tOwmWa8t/Pa8/eNFbLewswXeMBvKaTdxkiMnnFTefNdj1RV0Tw38JbOOwlnuluLwwMzpdXmYhJ5ERAZcc5czH7uMgL1qIxanzMtNdSr4L0z4VXfg/Q5dfvrmDxA135d9B5pjh8r7QQGyBxuikBxjrbn+8K2lKo3dMV0aenr8MFuUs9tiLWKSyuWe4ndjLItteZjDkZVPPa2VgOuFPYYFKr1YXR5RrEkD65qLW2BbNdTGLyflXYH4x7V3EWKc5AgkJ/unrSJlsz3hrqaJtChHmeTNYQ7t9w4BYKMYTdg8A9RXdJ/uz5mo/3ux4ffkfbbngHLNwa87niz6zlZUKjjBwQTk4ySMep75xz6cUWixqLGhFPBCnpxii0S7DiN3Uk855/z/nj0otFhYbtKxsN2Cy7cj07fzNHLELC8eZuA2c5+XjHrScUS0NjQBdpAI6n5RycAf0H5VaiiSVQCwJ55z2qnFMTAxADGM55555zmp5ESNCquAFG0En9Mf4flRyIBVQYXOOPTj60+SIC5H8Sq3GCcAZ/L2pcqAaVH90c9cgGjliBIvyjp1GDTAbK37tvu9P4ulMmWiZ7vb6bqV2+h3CWkr2EdlEWmcW5CHYPu/Nv6nHAruk17I+aqTftdjyLUNEf7VIwXJLH9a/P4Zgj9oXDtZ7oqf2VJz8h7Acdf85/Q11LHq2hjPIpJ8t9SJtOkTIZGVgoYgAnA7n6VUca5bnNPIa8N2QvbMoyPmz09x/+vI/CuiOKs7nJLKa8NZbDTBlc549hW6xVzh+p1k9iMxMK2jWvuYyw1R6JDhER3roVTscjo1U7NCg7D0zWqmupFSPI0mPZgw9KrmRFk9iGmTrceOlUkOzGnrS5SuVhUcrFyy6Dq0sICM8dKTWgepvWfi7W1kgh/tW58kEKI93AHpRKb5LHM8NCcuY3rlt07kjPOa/BZV5xP7swmApVV70Tp/BbeIf7K1BdF8Kw+IYJZYvOnktZJjHMGHl4KsADluO2eua7aNapNXR4+YZfgKc1GckiOX4j6raXTgaXpdjPbR+ROn2NhvCvkiRXfPOMZGOM/WiWKrwZxLhvL8SuaNX8TVPiDxdfzTX0fhGyMV0YpQkemOYlWQEx7DuOFbBYZJ5Lc9AOiOLruNzz6uSZdh3b2l32PO/sYupWHku0jY+RIcEEnjCg57/pWkcfWjudlbKcujSW1yxbeDr7UdUuNOttMuZr+2V5Z7WGIvJEi8sWHGAo6k+mfaulZjWlojwsTw3hFTjV5klJ2Mv+xFnVWjjcZzglS2evYD14/Wu2nmVVbnkV+EqMo3U0OvfCd3ZQQTzW80UM8TTRs0f3kGfmHODyD3H1r0YZjKW581U4YoxT5pXKknhbUGtp7lbG5+ywsiyT+W2xC2SoJ24GcEdxkV3QzFI+ar5C1K1MzH0+RM/KfXHt+VdcMwizy6uR4iL2I/IkA5Wu6GNizzJ4CtT3RG0ZGcg10LEJnnulVi3dDcH0rdVEybzQ6ncdhR1ouJontf8Aj6h/3x/Oh7ExOyuv9Y+OvtX4DUbZ/fVFypU4uWtz0L4TeMPEHh221fTNE0K61g6nqmluBCzKiy28xnEWR8pMqqwx3Ct2HPoYapOMXyo+SzzKsNi6zlKqocsW9X6XfyL+sftMHxF4d1qzudA0qW61KExSamI0Mh+d2GflAJ2uAMc/KK3nipzWsDkw3DtGniKVPD4q6e6v5HQWPxv8b/Db4Z6BpOpeDZobEaY9jbarewyotxmT7RbydBkxo5Ax1Un0qniasYqPIcE+GcLisdV+r4tSae10+nK196++5Vl/aH1bxLba3PpXgq33izt38+ytyy2DpL8kwZRkjecDtzzwKPbuS1ia4jIIUIwjVr+9e2++mxDc/GbxN8O/il4t8QXHhNbDWdfkiuZbTUw0oS3dtzImDgo4GA3TH0rJ4pxm242udjyGhmGBp4ehW5lS007pW/A1G/aP0ex8HeHYrbwtBdarYzROYdrR20SR288Q2urEsSZQT6lBntXQsXFR2PFpcL4ypUs6rsvPu1/l+Jlz/tPamzEW3hXSbKNzJ50EUe4zK6zZXGOmZSw90FYfXJXdj0IcIwhTaq1HfoZXjT483vjbQ9W0qXSbWwg1GC0jke1mYb5LcyYk29DuEmCP9kGl9blaxWF4YhTqc86l9/xPLXjSTPy4B6D0FVHGTjometUyGjOTW6InsInUYFejTzCa6nzuK4QVSXubFWXRQ/3e9enTzOStqfJ4nhFRbtEoyaI4OFr04Zn5nyWI4Xqp+7EryaY6fwk16UcxUup8rUyOvD7JA1o6/wAJrrhi4y6nlVMvrQ3QtujLcw8fxj+ddftk0edKlKD2OzuRiZ/9761+G1Fqf3hhJ8lGCep6r8GPG3jPwb4b1q48PaDeaxpFpqdrqszW92YooJIIpjh48YcMjFiMZHlI3IUCvQw7lGDcVfqfGZ9l2WYzMIvEV+VtNW73a/4Bqaz8WvH/AMSfh3q+gt4cbbKlvFd6k7/vpnWLIeXehLkiEkMCuPmGTmtPrVZp3gcGEyTKcvxMak61t7f1f7zT8KfH7x5LaxGw8Gxy2vh3S1kWZUMTQ2wt4rTepMZDljAGDEN951GVq1iq178mxw1uHMr9o4/Wre0le9/Nysc7qf7QXi7WdA1Lw1Nod6HuNFl0u9MEskU6q0yyJIUjRVXYQRyvKuwLYPGE8bXd1yHrQ4Wy+lOOKeK5kppq78rdTgNXi17x34mtJE0a+Nzdxw2tjAIHIWJESNFjO0YQY6jA+Y+vOLjWxGko2PqKOIwGW0nTjUWsm9+hDaeAfEN9M5tdHmuJI72SxMkODieOMyOucfwqrN6fKax+rzOupmeDoWbqIqp4Y1iPR7jVDpt1FZ2sixO7Qsj5ZGdTjqBtRjnGAOSRVPDSQ/7Xws60VzrXzIV0nUd6hdMv8iTywi27/fOPkGF4PI/Ajtip9gzpr5nhvaKCkvvH2+g6ld2ctzb2VxOkdz9kKRwu8hk2ltu0AkEKrHoeAeK0WHdrkY3E4ShFOU0n6lOWGS2meGaOSGaM7XjkUqyn3BAwaxlGUTqowp4ihzwmNyR3qVzGbpxcbNChjW6qTRwVMJCb2F+Tnit415xPMr5PRqLYiazhkHoa7oZhKL3PnMRwxComktyEaSDNGQQcMDXs0sycup8LmHCfsuhPd6hEbhowQG39c4ryqmWTPqcLxPSUeXmPW/gx4q8e2fhLXNK8H+FINestUuJklllb50k+xusi7BKFf9y0jbSCM4wCRitaeDnTi9D5rM8dg8biIVJuzT307r/I1/EPxz+IY1qaK+8IWNvdzBIzbQ2k0iljbucKQ+CfLn3EKflOMqORT5avctxyuqkp127ehH4l+M3xNlS1ub3wwdNj1LSVlBtbWdRNAlyn77aj4QBrbb2BDMQoDClNVUr3O6lTyecop1r8rfbqtvxKOjfGPxp4W8d6546i8G2gu76KN5vtFpObeBFOWIbdnD713biV6EmsF7RS5j0ZYbKquHWHdd2Xobun/G74paTYaJfnQNPvLPVhGNMg5eaVIUjiVooElEyoTb84G0sHBOMZU3WVpM5qeX5JObpqu13+etr7dfU47wp4z8b6bp/jaWw0OH7Hrck15dSXsTrDbyRpKsohdsYcpLIu3lihxwQa505q67nvYvBZHVUL4h3Wm/e3+SfyO1k+K3xQ8U+aX8DWMelqUtLmK4tpreEpLBNEI3d5MqrRzOA2Rzt5p+1qp3UbnB/ZGTRtGeJd3qtVfRplSf8AaL+J2qm0uH8MxrCJRq0X2WzubeOSIBBwQ2GjBVcuSfQegydeqnfkOuGSZPUml7dv7O63OG0L42+IPD662dMisYRq15NfO8aFfIeS2ntz5fz/ACgLcMR3yBWf1qSumrf1/wAE97GcNYTEqEo1HJLz80/zSOZ8V+Jbzxj4kvtbv1jS8vGV5REMLkIFz1PJxk++axdTmep9RgMBRwtD2anZGVSOmyWiCi4rNhWTbAM5PNSx7EsZxIn1ropNo4MdThOleSO41P8AZy8Tsq3UOnzSQyrvDIua/Wo8s+h/DSxVWntI1vAzfEr4Ladq1no+lKYr++sL9jcws5hktZjKpTkY35ZGHUrkVE6MX0G8ZUnuy43x6+KumyWnm2NikdrfSXojjs9sbhyx8pgeXQBioU9Rwax+pxKWKn2Oft/2hviHolkLaKx0yNhYnTd4tS+yNbmS4QKC2E2PcSKCoHy7R/CKl4OLVjaONqRd7Gdf/tLfEG9i1m2u7hXttXa6F1Gwk2lJ7QWrLjdjCxrlR0Dc1P1FHfSzCSVuX+lqVvB/7SnizwX4X0rQbG3sn0yzSTct0skjusmdyqxceV97ny9uT1yazll6a2Nlmi5lzo1L/wDax8aarL9qul0uTUPJvLdbhIWBWG5ZmkUJu2nDucMRu9Sa5J5elqeisTQjZrYuXP7V/i/UdWub+4TTTNLPDdLGkLLGksYf51UN0PmMefaud4OrH+Gj3aGYYWSimvhQ4/tQ+KruBYLhNLeM6aNNZGtspInlxoruoOC4SKMZP92uKpQxKex7+FxeB5lG3Xm37u55olxEwC78jAHPcA5FePVwc3K81qfqGCzvCJ+xvoSADqvQ+lcMqPKe5DH4apOykFZHcqyvaL0Cg6o1Lh3rI1HYoAfF/rUralucmN/gnvP/AAsbT4Vs1l8OpCUTH2i3vp4Xk+oR6/pmjgFyPQ/yircRTU7G3ZfFHw9cOkU/9u6Wf4pYtXmuFI9kkHH41y/2c3c7Y8RyvG50q+L/AApqCKtv4v1NDgDF7a2sqr9f3YY/hXnyy5xPdpZ8pPcsxeH9P1lyseo+G9XB6GbTpIm/FkkIH/fB/CuSWEezPXp5unsLefAC01xCU8OaVdE8BtP1nBJ9lkVf51zSpRpnfDMpTOJ8SfskmHcz+H9dsVxwywi5X84iQR9AKxcoPS51RxPNueb6z+zekUjRw6isUn/PO6jaBh/wFlz+ZrRRhI3Ve/U5bUP2e/Etpue3jF3GBwYmVv5U5QitjaOI5epyGo+Adc0hj9osJYsdyuKwlTudcMZbqY0kd1bMd8bqB1Y1jLCxnqz0qWbVKS0Y6HUnjOTk+5rz6mVxme/heJqtMvQaxz81eXUyy17I+uw3GD0uy3DqiSfxV49TLZI+vw3GCsrlmOZJP/1158sFKJ9fhs+pTerLKIgFcbpSi9j6GnjqdS1mAz5i46ZoinFmuMqc9HQ2JpZwflfI9jX9UUK65dz/ACRxGFjzkQu50xiRwM455qo1VrcyqUI20LaakYwplfP+8BWMmpCpU5rYfaeKZrSVTFMyYOflJrhrUozjZHs0KlSEk2j1Hwt+0Hq+iyRJ9pN3Ev3UuEDFfx614VfCNnt0sbKO6PXfCv7TOqGGEGOJ1LbjAJQP/HSc14s8HJanq0sc6mh6DpP7UfhfWZTZa4kdnJkhvtMQZPx4rnlRnHY9Gnio31kdO+j+BPGOmxyWNnok3mH5pNOk8p1Pvsxj8TRDnj8R2e3jLaRyWv8AwPQpJ9j1u6sj1VLlFv4CvbAPP5GuhT7lc7PLvEv7P+vQJJLceD9O8XWpUt5+gP5dwPrC3JPsBW8XBrWViljJwXKotnjOr/C3wXqN1Nbw3V94d1BOHtNWtHQofcgfL+OK1dGXQ6qGPp/adjldX/Zt19IXudFeDXLRQWM1hMs3/oOawaa0kj0Y14Sd4O55pqvhfWNDl8u7tZoD6MmP51KpUpdTsji6kOjKS3UsRHBB64IriqYKMuh61HPKkXpIv2usuqncQfWvKq5atXY+wwvE1WCTb2NK01ZJJEGRyR3rxqmBt0PuKHFSq0bSkaUkzRu3Lc1+x0pH8PVqEBI3G4hmYL1/GuqU7HnuhCzsSCOa5bEY+malVdCaUOQc+lXzYPkM6kfwrXNKtZ3OuCvK5AsNwrDbE+fbNZutzG0kWINRvrK4SZHdJEPHPIrKVpEKXIbK+L7i4Ki8RZyM/MV5FZciM+Z3ub/hvxvLpVwJra9nsSv/AC0gYgj+mKyqUlI6I4hwV0e8fCv46Ra/dNofiy8gurOYgQSSoQSfcgjafcGvMq0rHrYPHuq+VnrlzrHhKx1SJYdb1rT3ZGtVmmvmuIgT0O9iWGO3zdOK56cHF3PYr11H3Uc9eS+KdPmB1S88P+LtMAzbvqsW2Q84AjnAJQ/8CrsdTkWmnp/lsebpNnEeM4YdJvBqlz4euba73F2cTeaQucDbdId7YPA3Zx3zXdCpTrpKRzOriKDvDYc7DxLZwSPYrqmnTjLJq6KJE/7bRcD/AIEuayqUKNPVHfSzPFP4jm/E/wCzl4R1e3kZop/DtxjcSzJLCR6lk6f8Crl989+nmOHqO0Y2PFvGX7MXiDSI5bnSnj1q0XnzLRw+B7gU1GW72PVhNy1UjyqXQtR0jUIo7q2kiYOPvKRWdSlTktDshiZRN+5c+cfavep3W5+bVcPGWwwyHB5rdyTOH6qieK8aNwQeg70KUUtTlqYaouhu6T4vvNGlE1u42kEMjLuGCMdDXLUs9ghBxepoy+JY78oyBIJCct5QIyfpXHJtbFsVXt71JEkRJTnncMEfQjmud1JojlTeppWnw5fXIv8AiXTp9sCF2sZ1YFlH9xsYJ9ic9Md6yeJtuzujhuePuozLXwVqdzcTWy2kgniA8yF8KyE9MgmmsSurMpYOSdpIr/2Rc2NyVmiZHhOHhcFXBH16VanGfUj2DpawLM1zdtvVBKkTD5QzlgD61rH2a3ZEp1H8W5teFPH/AIg8IXUclvcTGDI8yGX5o3HptOQPrRP2UloxwnUR9QfCD40eHPHWrQ6VeeHm0y4mLcySqY3J6kBiDycABVPTnFebUSpaxZ7uErqq+WSNP4la9Z6JqiR2HhO1vNXt3VzJFvsfPUHlWCsvmfQVFNyq7s1xdSNHZGQvjHwRr0efEHhzVvCwKhv7SsLsTxo7fe3q43j8A30FONSsmYvEUHurGM938NNIuLGCPU7qeGUMV1/S2lgnjbsJYNu7A/vbWz2ru56s4PQIOKkpxqbdCt460m2k0xZJJ9H8d6ZMhaO6hjFtqEfHBI/i/LPtUwjG3vHfHMG5WPju8UPM/bntXuHzka0mVyMdaZ3R11EqWbKPNuBlIGDWT2HLDxtcs2WpxwyKJ4PPX/YO1/wNc0zhqUbbHUWsFjH/AKXZXJu7IELu8slo/ZgO+e9cFR2RzUqTlLU3xPdaZOWjuGSZVDrIjcqOoOO1eVOep9DRpWR0h8eah4puol1yRbh44xClyI1juNp7A8bvoc0uc3lS5txnirQZHtJbuxeS6htGEU6eSVeAY+XcPQ+ueua2jVscM6D6HH3VneQoJCjqCcDepHNdUaqaPOnh5czNHQ5V8uWHUNOadDnbdQZ8yE+vow9qr2iGsOyQzat4Yhiu9g+w3IIjuGi328xDcgMe4785rGrBzWhcaM6D5z2zSv2kvCet+HbXTvFHg+OS5gRUe8s5WXcF6Njpn6/nXLCnOLvc9eliqMlaqjeu9G8OfEPSJj4L1qM3tr+8fS9QYCYKRkhCOH47da0c2jnqKlW+FHIn4fSJp8VxK0Qs90ix6jasrojgZZZMZ2kZH3gCPWuunWstTj+pyTujG0v4S6rp9jfM+pNdW6qZovKIYkYPp9aqWIijKnQk6h833TbJ2A719CRGkV2OTQdkYtCVLZq3yjTGX6d+1Yykkifak1vol5cSqEgcAngtwDXl1sVCGjR2U8NKtqmdRpWg6horLcWs2y5Xn/ZHtjofxrzKuLhNaHTDLpxdz0Tw3No+talM/ieyuEkuYSn2mGT5RJxtOMDHc45rzpVE2ejHDNKxNq2hTFAtnef27beUTueELcwhezFeg4ODyOOaFURMsPNM2PAPiv8AsLW7Ge8SDXdyJFFFNIbeW3ZlyFLtHsIB4IK4z04OaOcSo23Ol8Z+B31e6vGbTtTstci/eTaZdoiKyZUMYtvyuQWXAXqD0pqq1oZToJu5leDdYfwWbPzbOKaBnx5N/D5ayIxztMo5Q5HT7vrntam2T7OK6Ho2h+MfBenaR4gsrTToP+Ef1CZrmXT7oDzLR2RQ4G75HUMDjZtYejUlUqp76FezUviOSvPg94I8TzNN4c1oCW5UiOMzAxxS87QA2DzjoQMd8V1RrS6nBVwdOXwnnA028+G2sxS3+kJeQq7LFKrvFvYEg7Jl5Qjj/a6c8irclI5lh/ZbGdrfiTUNe1a5u4r27t3um2Mj3DPhdqgBifv/AHRywz7mqi0tznnOsnpsXfCnxE1rwslxp6SG7sZkKNbu4yD6q2M1q1TnsjnpSqRnzM8avD+/Jr6S53ezsVlYNTTG1YUNz0psjcQse2R9DWEtjOcNLnW+C9XgupzaXRPmIMo2a+Zx0Xq0etgaiUlFncNYBcbUJ5znNfJOtJSsz7VUouCaEwCDGCyEEFRnjNaKq2ZOCR0Hh7XH03VbK5KKZIWHmlcqzLn5l46gjIPsa6YTstTmnG56db+BfCPxK0K6vdNuZNP1iJpA6zBtrsW3A4AwAAdv4A1p7Q53Aj0P4g+K/hHrtvZeKLf+0NKlyWh1SLzEKsNu+Etg8jH3e2fWlzjUFY7y3ksb7UL+ZdHvB4Q8REF5TZGQ2UmTh2UBn2sd3zDJHGRjmtVMzcEYusfC+bQjJcafJb6VqemqJ7e8uof3U1m5yTtVWVlUkp2J25GQapT1J9mZP/CivFOuLcXVtbww6xGgm2wRvbEZIywR1Bkjx3QHG4VqpmTpHn+r+KLuwll0Hx5ZzQhmSSZQn7z7uRICOhw3fryD61opnC6T6nEa9oo0V4ZYLlbzTZ9xtb5Adkq9x8wHzDuOcfTmtefQwnRXKzJvFEPlqWHmugfAHKg+prWE9DhVHU82vD++b2r6uOp2NXKycN160fCzKVPRslIxWjZzpWEPTPpWUo3RbXMrFnw/bXF5rVpFAf3hfLEf3a8HGOyasZUIyVRWPZo5GjVkUl2VRxivicSkndH6NRf7pXKrBbj5sHn8MGimtLkzV9h8EkqOFblf72MGtuZGCiaIEiEywzEMVKtjspo5kDhc6oaxe+JdPEOrl763s4Vt4LkuQLfduKKcYyCUI5PFLm1I9mWfAHim++HWryXenzywRTQiORQivG67gSSjAqcYJBxmuiJhODifYGm+I7fxN4Zmv47SHXfLLLcxKUQFXT53h25IJR8YByTncM80Ju/vbFR5mtjk7NdK+E1pb2g0678Q+DLSUT2c8TMLrSI3A3LIuQxhHXI9PateZW0YSilub3xH+Guj+OvD8tnpzINB1Hy5FvoLppY0IOd8ABIB5Ix09xT5pp2sEoQkfO+s/AnxN8MIbz+wdXh8Q+FLsM15ZXUH7tiMffibcEYqSRIpyePm7V0R52tjzalKK6nkXiTRbbQtWSKC2mlsyiuYJ8kKxXJUMvOB9a6YRnbVHI4RT0Z4XdjMz/72K+ygZ2KpO1hSnuHLfQkEuRRcylTsDMBSbuYON3Y3/hm4fxvZRkqC6uq7umcf/WNfPZhpFs9PBRjKfKz1qGzeAK6yLtY5G7nPtX57PELnaZ+hQy6bpqSIfKk3s67PKz0AORWvt1bQmWClHcnjiEinJ2553GojV3Mnh7Fz7OpjWRPlfGD6EVftBewRoaRqE2mPI9jMI/NQpPC43RyDBAyp9NxIoVW7MnRszQ8JLbXepHTrq2sJvtcZgge/uWt1hcnhlfOPbBFdMahz1aJ1Xh3W9Z+DPiaaxv4/s93Ew8xB+8QIRw4A4YNzhhwRnIxW1WrzJI5IqeyR7F8c/H2oXPwx8OeK/DU89pqH2+OzmaxIbMbRSFkfIAG3A+X/AGq+gyujQm0qr0PFxs6kNtzxnwb44vPDehWVlF4m1bRGEsss1hYrc5ZyxHH7vaMf3Rjpya+gqU8I97HlQrYjoR6rqlh4vu7a6v8AxRr2oXC24hlZbSfCfeIBHTJyXGOBt7jkOH1WJhUeIfQwtV8NaavhqG702bUNSup98+5Y2eNUHG1vlAVhg/l71u5Ya2jMIxxF9T5guLSV5AyoWVmPNdEGuh69yrJYzf8APJh9aU3qWrAtjNj7v60iJWe4klpMqE7Dx71EnZaGUUuYbpTz2GrWd0iENFMpyD6nB/Q14mYRvSbZth0oV00fT03hu8MEZjtX8sgFCOeMV+PYqahVdz+gstg6+GjdEEnhu+kABtpA3oB1qI4pLQ6amXKfQqjw3dtuP2aWP/ZYZreOLina558sobexGdJv4iA8D7RwO3FdX1mnbc4quVzgtEXLfSZZJMJFLvP8O2iNXm1R5v1O0vfRZm8M3igo9mSnDMHXIPtzXSqrMKuEhY3r/SLnU0t5rt5fKjtWit1i+dkO75ImJ5AC/wA63Ve+jONUOTZHafA/x5c/DvWJ7LUob2fRtRby3WOYhY8qR5mM8deT2Aznit4VLbSPIxVBSd2j6LtvEi+Aks9G1eea60vUQ32fULphLFCr8qJJlxwckbsAe9epKo31OFU4xVrHmviL4feNvD3xNl8TeGIw93saS1ktkZ7e8tmYAxTMONxwrDJ75/hBPPOVSMW0xKCUloYOmfGnxBZ65qEVxprW+iXyNbXOmMuUtJGBw6HqclSMe4/FUK05ayZtOnFK1j4Nu4Y/P/1a/e9K/QoHzCI5beL/AJ5p/wB8ilLc1WwR20PH7pP++RTM2Oe2h2H90n/fIqZbER3Ira2hEw/dJ95f4R/eFefjf4bNaX8VHujOyrEAxACjgH2r8jxf8Rn7llf+7oSR28tzuOQRzmuNHvRK88rrGcOw+hqXubIiuWLW4JJJ9TWq2OWtsV4JXWRMOw57GvQpfCfOVviZqTTyErmRjx/eNdaPMqFKWeRbY4kcZGThjzzWXUy6FtLiUadMgkcJ5kZ27jjlgDx7jj6V2RPKrnoenX91cfCLUIZbmWWGO5+SN3JVflB4B6ck/nXoQ3PGZ3/wc13Um+H8cJ1C6MMbMqRmZtqjeeAM8dBXVL4GSviR5L46nkk1m7Z5HZjJLlixJPzCuOkbTP/Z)
![The changing face of multicultural Britain [Modelle und Methoden für den Englischunterricht]](data:image/jpg;base64,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)