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1
La totale bac L philosophie, histoire, géographie, anglais, espagnol ; tous les sujets corrigés, enrichis par les articles du "Monde"
Language
French language
Published
Paris
:
Rue des Écoles
,
2014
Edition:
Bac 2015
Catalogue:
GEI
Call Number: F W-29(1,2014)
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Book
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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
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0532 - Earth sciences
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ISCED 3 - Upper secondary level
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2
Kohls Stationenlernen Umgang mit Tod & Trauer : 3. - 8. Schuljahr
by
Klipphahn, Anneli 1958-
Language
German language
Published
Kerpen
:
Kohl
,
[2015]
Edition:
1. Auflage
Catalogue:
GEI
Call Number: WB-V 121(1,2015)
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Book
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3
Stundenbilder für die Grundschule - Ethik Lehrskizzen, Tafelbilder, Folienvorlagen, Arbeitsblätter mit Lösungen / A. Faulhaber; J. Faulhaber; C. Vogt
Language
German language
Published
München
:
pb-Verlag
,
2011
Catalogue:
GEI
Call Number: WB-V 28(1,2011)1
Format:
Book
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4
Stundenbilder für die Grundschule - Ethik Lehrskizzen, Tafelbilder, Folienvorlagen, Arbeitsblätter mit Lösungen 3. Jahrgangsstufe / Zeichn., Bilder, Quellen: Karl H. Grünauer, Sabrina Grünauer, Martina Grünauer
Language
German language
Published
Puchheim
:
pb-Verl.
,
2003
Catalogue:
GEI
Call Number: WB-V 28(1,2003)3
Format:
Book
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5
Stundenbilder für die Grundschule - Ethik Lehrskizzen, Tafelbilder, Folienvorlagen, Arbeitsblätter mit Lösungen 4. Jahrgangsstufe
Language
German language
Published
München
:
pb-Verl.
,
2009
Catalogue:
GEI
Call Number: WB-V 28(1,2009)4
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Book
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6
Philosophie Tle séries L, ES, S nouveau bac 2014
Language
French language
Published
Paris
:
Hatier
,
2013
Series
Annabac Sujets & corrigés
4
Catalogue:
GEI
Call Number: F W-26(1,2013)
Format:
Book
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02 - Arts and humanities
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0223 - Philosophy and ethics
Level of Education:
ISCED 3 - Upper secondary level
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7
Martin Luther Europa im Glaubenskrieg ; klar strukturierte Arbeitsblätter für einen informativen Überblick ; 5. - 10. Schuljahr
by
Heitmann, Friedhelm 1951-
Language
German language
Published
Kerpen
:
Kohl Verlag
,
2015
Edition:
1. Auflage
Catalogue:
GEI
Call Number: HC-V 193(1,2015)
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Book
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02 - Arts and humanities
022 - Humanities (except languages)
0221 - Religion and theology
0222 - History and archaeology
0223 - Philosophy and ethics
Level of Education:
ISCED 2 - Lower secondary level
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8
Ethik an Stationen Übungsmaterial zu den Kernthemen des Lehrplans 7/8 ; [mit Kopiervorlagen]
by
Worm, Heinz-Lothar 1947-
Language
German language
Published
Donauwörth
:
Auer
,
2011
Edition:
1. Aufl.
Series
Auer macht Schule Sekundarstufe I
Catalogue:
GEI
Call Number: WD-V 39(1,2011)7/8
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Book
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02 - Arts and humanities
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0223 - Philosophy and ethics
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ISCED 2 - Lower secondary level
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9
Philosophie, Term L, ES, S nouveau bac 2014
Language
French language
Published
Paris
:
Nathan
,
2013
Series
Annales ABC du bac Sujets & corrigés
10
Catalogue:
GEI
Call Number: F W-25(1,2013)
Format:
Book
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10
Basiswissen Abitur - Philosophie Texte - Positionen - Methoden - Tests : zum Abitur ab 2017
by
Wittschier, Michael 1953-
Language
German language
Published
München
:
Patmos
,
2015
Edition:
1. Auflage, 1. Druck
Series
Basiswissen Abitur
Catalogue:
GEI
Call Number: WE-V 72(1,2015)
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Book
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11
Sterben und Tod 1/2 Klasse 1/2 / Barbara Brüning
by
Brüning, Barbara 1951-
Language
German language
Published
Berlin
:
Cornelsen
,
[2016]
Edition:
1. Auflage
Series
Themenbände Ethik/Philosophie Grundschule
Catalogue:
GEI
Call Number: WB-V 135(1,2016)1/2
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Book
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12
حارس حديقة الحيوانات يتعلّم عن المسؤوليّة
Language
Arabic
Published
Amman
,
عمان
:
Arab Civitas
,
الشّبكة العربيّة للتّربية المدنيّة_عرب سفيتاس
,
[2005?]
Catalogue:
GEI
Call Number: JOR S-20(1,2005)
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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
02 - Arts and humanities
022 - Humanities (except languages)
0223 - Philosophy and ethics
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ISCED 1 - Primary level
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Jordan
Observations
The Middle East and North Africa (MENA) Life Skills and Citizenship Education Initiative, Regional Network "Arab Civitas" - Website: http://www.civiced.org/e-news/?cat=4
In Rot-Schwarz-Druck
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13
Philosophie Tle L, ES, S nouveau programme
Language
French language
Published
Paris
:
Belin
,
2012
Series
Les clés du bac Tout pour réussir l'examen
22
Catalogue:
GEI
Call Number: F W-23(1,2012)
Format:
Book
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0223 - Philosophy and ethics
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ISCED 3 - Upper secondary level
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14
Religious and moral education
by
Seganabeng, Reofilwe Rio
,
Kgathi, Gosaitse
Language
English language
Published
Gaborone
:
Heinemann educational publishers (Botswana)
,
2007
Edition:
First published
Series
Heinemann Motheo
PSLE made easy
Catalogue:
GEI
Call Number: RB W-2(1,2010)
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Book
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0221 - Religion and theology
0223 - Philosophy and ethics
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ISCED 1 - Primary level
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Botswana
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15
Freiheit, Gleichheit, Gerechtigkeit - Werteordnung und Wertevermittlung zwölf Bausteine für Unterricht und außerschulische politische Bildung
by
Brunold, Andreas 1955-
,
Detjen, Joachim 1948-
,
Eichner, Detlef 1965-
,
Frech, Siegfried 1955-
Language
German language
Published
Bonn
:
BpB, Bundeszentrale für Politische Bildung
,
2010
Edition:
Redaktionsschluss: November 2009
Series
Themen und Materialien
Catalogue:
GEI
Call Number: SK-V 684(1,2010)11
Format:
Book
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03 - Social sciences, journalism and information
031 - Social and behavioural sciences
0312 - Political sciences and civics
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16
Philosophie Tle L, ES, S
by
Pasquier, Emmanuel
,
Guillaumie, Fabrice
,
Proux, Benoît
Language
French language
Published
Paris
:
Belin
,
[2015]
Edition:
Nouveau programme
Series
Les clés du bac Tout pour réussir l'épreuve
Catalogue:
GEI
Call Number: F W-23(1,2015)
Format:
Book
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ISCED 3 - Upper secondary level
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17
Ethik an Stationen Übungsmaterial zu den Kernthemen des Lehrplans 5/6 ; [mit Kopiervorlagen]
by
Worm, Heinz-Lothar 1947-
Language
German language
Published
Donauwörth
:
Auer
,
2010
Edition:
1.Aufl.
Series
Auer macht Schule Sekundarstufe I
Catalogue:
GEI
Call Number: WC-V 34(1,2010)5/6
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Book
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ISCED 2 - Lower secondary level
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18
Weltreligionen unter religiösen und sozial-ethischen Gesichtspunkten [Tafelbilder, Folienvorlagen, Arbeitsblätter mit Lösungen]
by
Grünauer, Karl-Hans
Language
German language
Published
Puchheim
:
pb-Verl.
,
2011
Series
Unterrichtspraxis Ethik
Catalogue:
GEI
Call Number: WD-V 89(1,2011)
Format:
Book
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ISCED 2 - Lower secondary level
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19
Fachfremd unterrichten Ethik 1-4 Grundschule
by
Moers, Edelgard 1952-
Language
German language
Published
Berlin
:
Cornelsen
,
2015
Edition:
1. Auflage
Catalogue:
GEI
Call Number: WB-V 120(1,2015)
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Book
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20
"Gedankenspule" Lernspiele für Ethik Klasse 5-10
by
Brüning, Barbara 1951-
Language
German language
Published
Berlin
:
Cornelsen
,
[2016]
Edition:
1. Auflage
Catalogue:
GEI
Call Number: WC-V 158(1,2016)
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Book
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ISCED 2 - Lower secondary level
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![Ethik an Stationen Übungsmaterial zu den Kernthemen des Lehrplans 7/8 ; [mit Kopiervorlagen]](data:image/jpg;base64,/9j/4AAQSkZJRgABAQEBEAEQAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCAC2AIADAREAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD0HfwK+gueLJAZAO4pOdgUNAEqnowPekpJhZoPMqw1F3nOMHNAaib/AHpNha4b/ei4cob/AHouHKG/3ouHKG/3ouHKG/3ouHKG/wB6Lhyhv96Lhyhv96Lhyhv96Lhyhv8Aei4cpV8w4rODL5Wzqvhhaw6hrF/DLY290wsi0azopVW3qMgkHHXuDXHiZtWsddGC6mt8SLbTo/C9rJp+lW1ncLqKW8xigUOW8tyygqADzjpkZGO1ZUqklLVmk4Rsc/NoyyiNYzcRSJDPHJsjMqyXEUfmYG7BUFfrkjHvXT7dow9mmNg0CKWezha/uUF5crDBsss4U4wW+bCnkHr0BOT0odZpMFTTMS4dEuHSEzNGpwDNGI398qCcc57n8Og1hO61IlBLYZ5hq7i5Q8w0XDlDzDRcOUPNNCdwUb7B5hp3JdkRzXlvA4S4ureFiMhZJQpx64JqZTjHdm9PDVaqvCNxv9oWX/QQsu//AC8L/jU+1h3NHgcQt4MBqFkemoWX/gQv+NHtodxfUq38rE/tGx/6CFl6/wDHwv8AjR7aHcTwdZfZYNqVkoyb+z/Cdf8AGj20O4LCVv5Rok461ClYnlLOnanf6dK82nXs1o7LsZoztyOD/Qd6iUVMpOxNeatruo26w3moXl1EH8wBicBufmHHB5Pr1ojRsJzK4mv/ADA5lvM795IZvvdC31x/nGQdPZGfMgjlvkACyXaYIYBWb7wHX2447/0o9mHMhhFwzMzpKzMSSSpOSevPU+uT601BoOZCbZv+eUn/AHyadmFw2zf88pP++TRZhzBtm/55Sf8AfJoswuG2b/nlJ/3yaEmJNRRk+LNXvdC0lri10W/1O9c7IIIoHYFv7zbegH4e1c9WUraHfl1CnVqJzeh5Lo1ne3mtXuq+O/B3iXWri4ZXQxaaSEcKeTkrlQcDyhtU9zgYbyKlPETPuObBUY2p1EW59G8ISyQNH8I/F8CrbTmWNYZiXnZ8w8mTAWNeCdo3knhRjafV6qWqMoVItOSqr7v+CWLnS/A6NbTW/wAIfFlwYrYiaCaynhW5uOcNuW4PlxgkNtCsTtxuwc0ewl/Kw9t/08X4FDXNH0K50i+tdI+FXiPT7rzVaxn+ySuF/wBUH8wO7FshZSBnC7sYYncsyoVbe6rF08TSpyvVqJr0RzN94W1x9UuprPwprENs9xI8IawdNqFjtBABA4xwDjtU/V8QdscfgbfEj6FV/lr2W9Ln5w49C1p0a3N0Ucnaq7iPXnFb0Pe1Oau/ZrU2ugAHAHGO1d0YX1ONNy6hk0O2xPvBz6mjlQpOSjzBk0+VIXtGoqT6i5NHKjR8ykohk0WRKm2GTRZD5mJSUUEZNbiPIIEMjsygD5iBzj8KUow3FCVS/KnuY9r4w0e51K605Lm58+0DeeGgZRHtl8o5JGD8/HGfWsvaw7HYsDaNm/xIYvG+hTC5SC9la6tSRNaSDyZ0/emMZR8HJZeB1wVyBuGU60SVgqlrX/EmufF+kx3Oq2qTXlxc6S0SXkEERdo3kICLnpk59cAAk4xS9rHzH9Qn/P8AiS2fibS7xYTZ3UszS3P2YIoBZX8tpfmGflGxS2T14xyQKqNSLE8JKG7uaVvcpdWkVxDMZIZkDo2CMgjI4PNaqz6HPJuL2OUV/l615F/dPat7xp+HmzeSj/pl/Uf4104N3OPGrQ3khldcrGSMZ/D612yqqLseZy0n8SfyEMbg8qeoAPYknA/XH51XMrXZrGk56Q6ELTQLcJbPPEs7oZBFvG/aDgtjrgEilzroKlTlP3ug/opYkAAZYk8CmmPkU9EMM0K3CW5miEzoXRCwDMoxkgegyKSmm7B7OV+d9B9UyWrMKACgBQfqPoaAFMjE5PJ9wP59an2SK559w8yTbt3ZAGBkU+SK1Dnn3AyOepz2GaPcDnmKZGyOhwcjI70mk9hOrNbjOw+lNKxOr1OHV+OteHze6fROHu8xreFWzqE3P/LH+q11YM8/M1y0011OQ+Jlv4Wn+J1j/wAJbpN7qNgPD7vHFaRys4l+0cMfKIONpIz06VOIb5j2Mu+txwzdKUdO9hfFNvbaf4Z8EQeFNLW00afxJZvFFczyrKZCzkRyBwxCHHJzkccVVeo40o26tIeX4dVK9Z13qovY1/EF7q1p8TfDrDSrefU59JuYPLjnYQxZlRi5cjIUKp6LnJAq+ZxrKmcuCo4aWCmuZ2721IfFHiNbvwV45tPEWgQTSaI0cV1aR3j+VOj7WQiRQGGRzjtVRxDlKcbbGMMup0qlHlm3Fp6l/wAX6pp2geOtGvrxcRjSLlIYUG6SSQtFtjTPUknFYqs1I6qWFhjKU6dF6KTTZ0+lSahLpsEuqWsNpeOuZIYpN6pzwM4HOMZ9/WvRpy5o3PArxhCo4wd0izVmQUAFABS1AKYtQo0FZhT0GgpXLctDzxZPlr52/un07j+6Rt+DG3alOM9IM5/Fa7cC9Tzs2gnSSZPqGma5F48h8S6SulzhdIbTnhurqSBwTMJNwKRvkcdK66tO8jOlisNGjKFWL6aoj8X6PrniDRtKcHS7bVNL1aDUUh8+SSCXyt3yF9ilc7ic7T07daVajzwiuzua5bjaWGrVbJ8koteepbGmahceMdO8RXa2lsINMntZreGZpCrvIrAq20AjCnrjrTdFuamccMVRpYaVBX16mH4h8HanqVp4+hiu7BD4kNqLXe74j8pFU7zt4HHGM/WphR5XJ9ztWZU6caVk2op3NLxj4UTxNqdrLcXSQQQ2EsAkT/WxSsYykiEjAwU7kZyKzlQbYqGcwwsJTox0k7vsbGhpqkejWkWtTQT6ikYWeaAkrKRxv5UEZGCRjgnGT1rroxcYJM87FzpzquVPZlzjGc8Dr7Vqc4ZwcHGfr29aACgAoAKACgAoAKAPMVk+XrXzKl7/AC9D69r3Ejf8Bvv1S4GePs2f1Wu7LXebT6HnZz7sI2O3tLa1mi8241eyslLMgWQOWyACCdqkAc9yK9CrNp7Hi06KleTZeh8PalNrFzpcLWjXEFsZ928iORMDBVsf7QxnA9TQ8TFU1LuW6TnNogvtLNvZR30N9a3sDymDfb7vkceu4DinTruXu2FOmki94atBNpWo3VrpkGpXsIRYYJfm+Qg7m2ZyxHH51liJtTim7I0oaJ2JPD0FtqXiW6+2QWVsVt3/ANEMLjBWPGcbSBgjPUHPQUYiryRUYMKcU242VjHtrS2dpPM1qwjiQpiXZKd+QxO1QpbAxySBVutJQTa1+Rmqd5tXNbRdIji8T6fBe3VhLDOVlhI8x0uVIbAU7MAj/ax7ZrOeIfJdFRornsyrpMMqyarBZS6dcqNPkkkd0cBUXrtDKGDfhitHUsk53RHs7yaiJZaHNPb2Ukt/Y2jXx/0WKUuWl5wCdqkKD2JpSxD15VsUqKXxMLXQdQnW/LtbWv2BwtwJ3I2glucjOfu9s54wDTliEnG2tw9gxtxo1ylxpyW09teRaiP9FmifCPggMDuwQRnng/nxSVf4m+gnRd0kMudLaPTpL63vrS9hhkWKcw7wYmbIBIZRlcjAPc044i7taw3Qa13Lq+GLs3q2DahpwvpY/Mitgzl3GN3XaAOB3qViUtXsONFMwkbcAcY4zjIOPyJrr0ZgzyhX+UV8on+9Z9lJe4jo/h42dXusdPsp74/jWvQyp/vJHmZ2rQieo6LNYRaHMrXltZ3z3IDXE9s0x+z7BkJ8pXOR3ruxEZSn5HkUZLlNC81bTZdc1e4juiYJ9De1hcxspaQquFwBweD+VZ+wn7NadS1Vipt36GHDPAnhWW0aQLcG+WYIVOSAmCeg710U6bU7+RjOaaItNtraQGSTWV02eIqqN5TsxBHLApyMZq8RttcKLsnqb/8AbenyeL47ia6ZoYrD7FLd+VzLIVIMpUDPU4/CuSOFk6bkjVVk5XM/Rv7PsItRiN/YNchYltrqW1d0UHd5mF2kg8gDIxxxTqpzSaWg4NXZev8AVtNHiTQLqG9M1vZpHHNI0ZXGHOTtAx0OeKSoT9nK6D2kfaIoaXJYabd6xF/aEc8M2mXEEUsaOAzvjCnjrWtWMqsIpIinNU5O5LenRtYt9MnutSa0kt7SO2uYDC7MVToyEAjn1PSs4xlTUo23KnJVLMdqms2+pWuvzNII5L66t2gjOfmjTK5/Ic1Sw7hOASrppkml65Zafb+GC04L2n2tLoLyYhK4w3PXjmidCUnUXoEcRFW+ZW1q/nksLm3/AOEngv4DIg8kWxR5EVgQSdgGRgHAz1p0qDTTcbFSrJrRly31fTE+Idpqsl4gso02+cwO0fuSuPbk1E6EnTslr/wSYTSldnLQ4ESAenT8a9CMeVHK9zx9X+Vea+ST/es+35dGdP8ADdx/bN1/16H/ANDWu/K3+8keVncf9ngzuty5J3DJr3Lo+cV0JuXOcjNPmQAGUdCBRzIBSykcsMUOSY0myWz+yTTCO6uvIjAJDhc8+mPzqJTaVkWok9xb6crzm31KJkE4jhBGGZCpyxPYdBmojUSSTQ+VofcWVil0LYavasHDqZQDsXCnGTjjJwO/5U/babC5dRvk2JdANVgDP5gJKnCYB2Z4z8xwOlHtbdA5bkccNo0kqvfxRrGWaN3U/vAM4I+v9abqJ9BcrSHyQWKWTzjVI3mD7VgCNlhxzk9hn+dHtHzjVO8Tr/Avh2Gbw62uG0g1K6kVxa2sxxFlWZecgjJx1xxXm4qvLnai7HbhcPFK8iLTpPDuueENT8Ra1otno1lplxcJ9osZQyvHEQJJAUABG5GA4PC5GM1zU8RUu9TtqYSLlyJDbzxloul+PNN8Bx+HLdJdSkiRbWVAJpUeJ5WmAIKukflsH+YkEfTOUsRPmtc1jhF7LntoUPiLpFno+tRfZF8qK6jMnlDojA4OPavWwdaUlqeNiqXK9D5uV/lWvnU/3jZ9ry7nSfDybZq9yfW1P/oa135bK05Hl5zG9GC8ztftP+1Xrc54XsQ+0+9HOL2IfafejnD2IhuMjAajnB0rF6412aUIPs9nGEjZF8uEAktgbifXjjt1xgYFS5DUAl16V7a5hNrYg3E3mmXysyx5A+VG7L8vSp3dxuA+XxA0l4s7adpQCoqLGLYCMbXD5wMdcbSeuCR3pcum4cr7DG1yRo4UNnYbIlkXAjILh1YYZgdxxnjmnp3FyEt34invLo3MtrZpi3MEccMeyNMtncF9eTQvd6g4EU+tySW8MAtbSIRQtESkfMuedzHu3v2pwd5FOKUTq/AHjmz0rSZNG1SWeGJWb7PcwoG2BhkjGDyGyeQRzXLiaV53RtQnpZjNR1nwfpXhLR/Den3Wo6xb6VdQXARmVBcNE/mqZX2dFk2yYQLlkVT8hZThToO9jpq4pqTn3LF8vgLW9fj8UXvifUkRbmC/fSH8pYmuLdf3Tn935oKkA4WQKxGCCCQYdBqQ44n3OUwfHXilPEWsiaCPyrS3BjgJHzOM8sfTPp6V3UI+zWp59WTqM+flk+Vea8Fv3T7dK8jd8EzbNTuDnrB/Va6cHKx52YwOr+1e5r0faHjeyYn2oepo9oHsg+1D1NHtA9kw+1D1NHtA9kH2oepo9oHsg+1D1NHtA9kL9q9zR7QPZB9p7ZNHtIC9jMPtQ/vGl7eJfsZW1D7T7mk69tCVh7lnTIbnU7oW9qu4jG5j91M9CTWtJObMas1TR2v/AAiFhp8Ec2pXzSO3JCAc/h2rshSOGeIuL/ZPhadSiSXEbdj8v9AP51pKizFYizMbXfDslovn2V0LiLuByf8AP4msZUDpp4i54OsnyrzXyr2sffRjaWpq+F5il9MQf+WP9R/hW+HfKjnxsL7HQG6bHWujnPM9mJ9pajnE4WD7S3rRzjVK+wfaWo5y/q8uwfaWpe0IdO24faWpqdxKnfYDeBRlmA+pp8zCVPl3NXS9K1fUgDb2pSInAkl4B+gHJ/KuiGEnLU46mNpx0ubEPgvWWt2kdnVl4IS2Yj8ziulYNLc4pZgm9DP1Dw5r1muWgjlJPCh9h/8AH8D9azqYSo3dI2jjqKjuaPiPXLPwjZQabbFJJUUNI6jBkfGWc9+SSB2/r6NKMacNdzxcRWdSdomSvjW91eEQMDGeV5zweK1hVh3OaXMtzpdByLRGkOXxnJPpXQ1daEprqb0kLiye4jOVVcueoxUOy3NU30PmUSfKtfCyZ+rSj7xf0WbZcyHP/LPH65rWDMMTC5q/aj61rzHF7EUXLE4Bo5hqlbcQXZIyGzSuweHctg+1HgZ61PtHHcn6nU7i/aW9effimqyKVDl3Gm7IOOSx4A7k0KXM/dJnFQ949R8FeFItMKXniFEN4wBEDgFYAeRuHd/0Ga9zB4PnXvHzeY5hZ2ieia1rWm6dp0anNuCu+V1xvC+tdnsJJ2R5f1mL3NrTb/TJdL/fX1qY4ohI7PKvEfZiRxXPNTUjaEqbR5RefEjR49TltY2u8K7LItxGo2kHBXAJ6HiutVEnqclV9it4q0/w94x0QXdtMsMsQOJYSB5Zxxkd1z2q6iUqegUqkYu7PCtQtLjTL24tNUtrhLmF9iM2QH77lPQqeK8yXNGR68FRnC7Oo8P6hHH4WvtRWLzbiCRIkwD8gbqxPoMV10qsmjzKsYuWh6H8KNW1LUrOUahZ3KmRZIkLOHinG0kMB26VpzNicUkeGLJ8q18W1c/VWru5ZspwszHOMrirTsRVhzlr7VxkE57DuaFNvZGfsVbRmr4e0bW/EDf8Sqykkhzg3D/JGOD/ABHr0PTNdlLCzqvseficXSw8by1fY7fTPhVq1xGWur5wSAVEEG4DPu38xXoU8tfWSPCr56k7QgzT/wCFPTmH/j6v93r5a/yzWv8AZ8eskc6zmq9WmZeq/CrVLWMG2vS2ASyz2+0e3K5x9azllae0jppZ9FfFBlf4feEdQh8WifXrFRZ2MJnRiweOaUYCKPoWz74IrOhgHTq6u6NMbmlKrQ91WZ2El/JLcz3tyWjtbcuzyuhMcjLj5C3ZjnjPU8d6+hclGNonxsOaVRt6nGN4k1LxLrK2EVu0sdyxEccSbi+0HaNo4J4A6HrzXPCb6mtSEUz0qa9l1htT8OWipLZtE9lIkF2qhWCqo+U84IGffrSmluWvdPnvxVpFpoet3+nT688ptptu9YGO/wCUkkntyAvv1rgrcyZ6uF9lLRo1/h7qcFpezfZNbV5nYolvLEY/PTAOcngHJ6e1bYWraXvHJjcOk/dOo8c28k3hq11+CVlktNsUp83lo2OF/J2wAOzH0FdlSEdzhpzadm7F/wCEjwTW08Vxawyeew3sUHzj0PHNEFFrQdSor2jqenRNY6VbkW1tFHKvACIFC+mKThfY1U420dz5AWT5Rz2r4s/XeUSS6EMfmOQB68YNC1eg+W5618Jfhr/a0UWueKLdxZzLm0sSShmzz5sncLjovfqeCM+rhMO3q0fJ5xm0cPL2dH4j6M0rT9MtrVAkUW5AAgxhV9gOw+mK9KXuqyPnE5VP3lR6lHXdXFiSNo3AHCAAV0U6LmtTlqVFB3Oen8Y29rIPtrxwhvukHP8AStfqnLszP67zaWNE69gYLZzgg54/DtR9XYfWEireHTdQUuB9nuME70HDfUHiqjS5dyZw9tHmucN430rUdTuNPhsjbLFbeYZ7eJQhkZgAr579P1P4VJNmMLUmY/gbwtdaVrVrdagbOJ4IWk+zzlZGygcllTPzgEDgk5OK55WiXrOVyh4Q8d38+pW9s1hYpYxbxd3UkTlJWY8NI0eMAfw9xjvU+0uzoq0WkjH+J01lcak9zG1jPazxrMwt0fCbgpwm/njd1z1ye+BNdJovCtqZzWmWdpr2u2EGjWGEllDTFLgxEDcFzhyemG6Yrkpq8rHoVldntUOhXM/hG/tpdPubZrhJIgLhlYueiyDAHPvjtmvW5YqOrPCnVhGfvITwd4cutNttkmAwXJK+gPWtYey5dyPa0nK0Y2ZZ8b+NdB8N6bJHf3MdxqP/ACzt43y5PTn0Hua8+tj4Unoe1gcpxGL2hZdz5eWbCrXybty3P1WUPc5kei/AXwfH4l8Rvrepxb9I0QqxRkDJcXB5SM57AAseD0A4yDXfl2H9rJSkfOZ/jnQw7hB6s91uNVzqJV5h5h5x6fSvqoKMFZI/OJ1m99+5YGrFLOQSylUKk7wehAJJ/Sp5I3uyvauxY8JXtvqlrNfXAW6lVyisT8uzjn2+lZ1XbSJpTbl8Rn+IJND1mWbQbae1a8KEbEVSyEd/85op8y3ZE4RbMzSopLayhsLmZGnjTAyw3FcnBx+BH4VsmuplK+yRQ1PWLSPWP7Ka8MMsAWSZccnPRfyp3V7GLTXUmuL/AE6ZUlS5UPGeMHqPpWnuoE29zl/G0dj4f0TV9etJLj+0NQjMEZLssUKshDlSuCGIHAIIOefbjxOkbnZhfenY8utLq4Twvq101oyo8kY8yC5WFEclm5jwS+R3AGM15lKrzXue1XpOysdYIIL7QjbXr6vLc2Kqux4V8q3hwpysm8HadyMOMDceuAW6qaVTc8+blSd0jpvhbolt4P8AGttd7RcyXVjOTDJJ89snynONg3PlhgHgDOSTwLWGXNozOWLlNe8dL8TPEt7Y/D7xBfIZY2SEw2bRybHjaTEYZfdS2/HopxRma9jSvF6nXkkFiMUk4pxPm+58S+Mrm3kt7rxLq8sUi4eN7piCPfmvnHi6ko7n6d/ZmBjZqmjHaG4dy7s7ufvMxyW+pPWueTct2dkeWC5Y6Ihkm2Qls9ATUONpqJorQi0z6x8B6UfCfw90bQRbtHetELq8V8b/ALRKoLBiOOBhQfRVzX2GBoKFO5+QZ7jJV8S4Loc74jsNa1zxzcaFpVx9nmgsftTZ+8wG3gY75YVtOVmeSqbZJeeEPFMmj6NZokn2pt01ybifYEU5DDgE5/wq94sVmmkcx8PptOXWdc0zU7/UktrOeSe3FszAytGxBXgZJ44HfNceFn7SbR3YiHs4JnsSaw8m+50zRBbxXJCmZwN75QEuCpK46Dgn3ruscjldJmZaf8I1d+N9IvJPNutSghfZtjbyoUUMSztgDk4ABPespxfQqMkedWGrX2oa9qr32iwTzvK91LMqlXjCnoT90g5AAB7du6imTNX1RU1DXGchn0+2shI+I42JWVsd8E9PcDH06U5yaIhHU6LUFbWvh7q9qhZ3S1aaMIu5m2fPhQe5AI/Gisuama4afLUPFNLszNp+o3H2iDZCisry7iZTkDCFAy7uvUjp+FeFCm02fRutGSR2Xw2toJNestTgtLdIGRYFE84YSOqLuZlLbguSDwD0IGQM16GDgzy8wkkz2ZbAvcfbr62hkv5YTE0sK/eQljnJ5P3iPwr1ElHU8pRc1ZHlXxj1tNWurbQbGRnsrBy9wwU7ZZ9u3r0O1SV/FvSvm80xvO+Q+94cwKw1J827OC+y89K8i1kfSKs0uVh9lPoKB+2ZzmjWkOoazpmn3BIhuryGCTB52s4U/oa2glKsrnfiZf7POfWzPq/xZq0uk30LQRiRTP5bIwHK5Cjn1719nG0YKx+IVJuVRye7OF8R63qOk/EWbWpd4QM1s4QGMPAegDe+3dx3X2Nc8ld3LVS2ljqtY8T6XNF9suPEdrHp0QjSAxs/mRBsgq4AyTyTt5Pyk4wCRqsRTjGw40KlSSaPHhplxe+JL2z8KO+pyrK5juYThTnJyXOB689yDXnRup3p6HpTcHDlqansFxB4uj8BQzBVS93LBd+ZtDKuPmbdnA5PGO1d8W47nlzjd6GnEjahodxYrqMMpW3bzPJdWxtXdgkZwTgVo5xsRyM4zQtdv5dHuo7XSortplEbzLdorxjHyqVPPBz9etQpFK6Vil4h1OHfHbPp9ol4qqs0yAMxPTg0Npgm0dd4DgaBQygZAHAraKjKNmjFpxldGcngKBNJutOj1CWK3uXQyxLxE+wYBYZ69a540KV2dkqtWysXdH0XRvCenlp7uCNXk3h5VCnj+6TyfoM1adKig9jiMRLUxPF3jyeeM2eh+ZGCCrXUnBK/7A7D3/lXk4vMXJOMHZn0OXZNyzU6ux599kK54JJ5yRyfU14cqfO7y3PqI8sbWkL9mPoKOSw3JXve4fZj6Ucoe0OA0W7i0/WtL1GfPk2l5DPJgc7UcMf0FKk/3yPoMTD/AGWp6M+oPi0B/Z0Fym4xiZipVtrAkAhgexr7Jv8AdI/EVFKpdnk8/j3xLaaZd6IZftllcgBRPbRO0BBJDKcZJ923Y4xjAI82rieTQ9nD4WFT3jl7eGXU7yy0+5lDRS3UUMbTSGRY2dgu7ywMZ9cc8VzR5pu50znCirI+m/Cuhad4Y0qPTdODZzummP3pnH8RP8h2Fe1Qw9o3PAxNRylobUU0yaRqENqES5aMPExUEMVOdpB4weR+PfpSq+8x03dFu1g07S7+XULJFfV7x5EMUG0W8QX93uIX2BJ7Zc/hypOWnQ00PGPHet+IbJrvRNe0XTbm2sZjtvJ7R9mGICuvO3JyOhHXkdq1m+VEKnzSODsbhZb1UtyHcsMEZAH09qzpzuyqlGyPdPA9pMLe2jCs8hIZ9ozx+Fd85fu9Dnow/eanGv4W8emWeRNM1W3WeR5DHHPtXLHOMA183UjiHJ2Z9bRWHUE5Io/8IL4mRyx0G6DE5JyvP61n7Gv9pnQsTh46xQ3/AIQ3xEn/ADBbkc5/h6/nS+qNmksyg48r2GHwnrq/8we4Hr0/xp/U5mX17D9yte6Hf2Ufm3llPCnqVyPzHSolQlT3NKeKpz+BlX7KOuKjlNfas8aZQ8W09xiuTm5oJI+5pw54yPpHTNTl8ZfCnTb9Ha5u4VWG8BwHMyLtfhflDE4Yeqla+xwlRVaCiuh+NZ1hZYXFyb2Z57feEfEl1M8VnpU6qDtaWZ/LVMjIyS2BntmuHEYe7NMHi1TjqanhXQodCuFuzJZ6nrjIojMfzRafk8sAD80mB7Bck1thaTg9TLG4pVY2R7NpktzJZIbrb53IYqMdD/h2r047Hm3LaOQwKsykEYcY4PbrU6XGg0p5NPM6+T8nmNsOAflLFiePcmiULoIzsw17XoXtxp1wkH2LUT9injli3RsHB+Z/TkdR7Vzzo3RtGvyyPHbb4e67pWr7IVgubcN+7lSQAHnvk+lRToWZdTEpo9y8OpHpvg60tsgXE0r/AGl0PLYxgfrUV3NTKw0YyVzM/tS/a8t7d9CmKS6gbWSRZ2YRx7S3nHKgbThBx3ZhkY5JOVjrp0k76lO4127UP5XhjWZXFwIVGwfNnO5/mO0LwRnnt2IJn2kuxcMJp8Yt3f6jFpcd0PDGpzTva+d9mjcM6tlcxZ6Bvn4J4IDf3SSKrJa2D6pd/GUtS164tddGkDwxrMk0mnPeQyLFmKQrGGMIb+/ltuDheeueDX1h9ingFb4zV8PpPqsMDXul3On+dKYmtrkjftztzwO/Xqal1OdWaOV4Z0ZJqVzznUdNS01O8tI/uQXEkS/RWIH8q8urC8j26FS0T55X7o4z7V5cIpSaP0pycLJHqf7O1/Outavory/6BPaec0ZPAkBUBvY/MQfXj0r1cjryc5RkfG8aYOHs41YnoOoaVJc3Eq3EbMXUBi8p2kj7pwOuB/kV9DKKkfm7bjuZGpaMPDdnpup2Kxx7nMVypZjlyCUI9Bjg8/hQ4WQ+lzvtEulnsY5GYFsE8HjFaLYm51nhWxttTgu7eRxFKwUIw5IPUGuSvNwaOvDxUosz9TS/0yX7NfRKg6LLn5XHbB6dO1bU6ikiJ02mULiGK4ABgVxknDYI7DNbLUwcdbhIG3ZGeeaHZByNlKXWbqCYwwJFNbjh0lBG49yCOnp7159es3LRHp4eglG9yRfELrx/ZUZ/7eG/wqZVtNjSMNWmSp4n24B0WM/9vLj+lZ+0fYqNCl3JR4sCj/kAw/8AgZJ/hSdR9hOhTve7JV8ZKoI/4R6I8f8AP7JU8zNFSpW3IrvxleNBLHp2kWVhLKmz7QJWkkTP93dwD1Ge2c1LuwjThF6HJC27k7iTkk55/Ohwube0stD5jX7or59fxD9ZXxI9I/Z7QHxXqLHndYFcenzpXoZX/EkfKcVa4aK8z3NIvMVVJ+cDhv8AZ9K+npM/NK8bsL7T01LTJbE7VSQLuJ68MDWkmYdCHRrQ2kRhyu4DqOlJCOl8P3j2bSnAbcBxisq0FJps6KNRw2L0upGeL7NPEksYQjDrnH0qFFRNpVHIz8xWb+ZAhQsMYGMVtF6GDRl3srbfJTgnqT6elZ1Ga00UfIHbFYch087DyB7Ucgc7DyB7Ucgc7EMAPpRyBzsT7OPajkQc7F+zj2o5EHOw+zj2o5EHOz//2Q==)
![Ethik an Stationen Übungsmaterial zu den Kernthemen des Lehrplans 5/6 ; [mit Kopiervorlagen]](data:image/jpg;base64,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)
![Weltreligionen unter religiösen und sozial-ethischen Gesichtspunkten [Tafelbilder, Folienvorlagen, Arbeitsblätter mit Lösungen]](data:image/jpg;base64,/9j/4AAQSkZJRgABAQEAjACMAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCAC6AIADAREAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDwTX1uDFE0AeQpMGdU6la/ofGKc17p/XWYQk17pzt1aaje3DyRLNbxSXCkFhggfT614sqVWTuj52UK/MuUR7C/ubW7aVX88yAR4PBH8WKbp1epv7Kq029yPUdMuVv4xCkv2fywCSGbnvSlCqmmZuFVSTG32mahM900SlV2KEyWyT32+9ZVaVVu5FahiXqiO40/UN1y8YcneuwZIbHfApuFSEbsn2OJjG48w33mgyxyvbiRvkUkMRjjmsoQrP3iILEpMeqXgu7XyfNhQBj+8+YflWrp1jV/WXYijsrp7aEyea0vm/N8xHGfSnyVFD3jX2U1C7I9QtrpLomITOAV29cAfWocpNmUvaN2RNbWF5JLJM8rx/vdwUEliPT0qeSrLVDjSxGtiC1t9RtZ7WVhIwVmLqCSSOwo9lXM/YYlj7NtSt7lpbmOV4JQwZQ2Svofaly1ftFKFeHxDUGo/Z5leOdmK/uWycqM0ShVJlGqTtFfHUfMC3D5kByc42/UVdJT5zWlGrznR7mAHLZzkgtnFe49kfTR5uU3JVGWHX5a9apKLPT5E/iKzGNdo25OKxtEz5YdiIgelQ0uxLhGxGdueBmptHsRyRQ1oy3oaTUWYuMm7dDI8Us9tpEzRFlmyACnp9a8/HK1P3Dy8e6kab5TG08yGMsZ1UmI4xMXbOPSvG5qltDxYzqLZleCa+lj0wrMdzMwJPQfWjnraChKtJxVyy2pymGNZlBdbkRErnkevFayrtK0jepipJWa2ZXsdSnj1CWByyRGZlEjg/lU0avNLVGGGxDnUs0dOEJ6Y+or2lax9LGLavHYPLPf+VMOSYqoP4qdolKnf4h21PQmnaJfs4gqgsMCkkr7E+ziWGTDDnNOpHsbNJJH2W//AATy8WOcjX7AfVTXyX+t9H/n2fmP/EQ6X/Poa/8AwTt8WHpr2ndO6mj/AFvo/wDPsX/EQqP/AD6Gf8O6fF3/AEMGm/8AfLVn/rbS/kD/AIiFR/59Cf8ADujxf0/t/TfyNT/rbS/kE/EKj/z6Gf8ADuTxbn/kYdN/75NL/Wyl/IS/ECl/z7IpP+Ccfit8ofEWln1BVqmXFVGS1pmT49pvekQj/gmv4kUkrr+lhsY4Q1j/AKz0P+fRzvjmin/CEH/BNbxSoGPEGmDBznYaf+s9D/n2S+OKN7+yGj/gmx4nIyPEelkE5GEPWl/rNR/59C/13o/8+gH/AATT8V858Q6Xyc/cNH+s9Bf8ugXG9FbUiU/8E2vF4Jx4i03/AL4NH+s9L+Q6I8d00rezFH/BNvxgTz4j03/vlqX+s9L+Qr/Xyl/z7F/4dteLv+hk07/vlqv/AFnpfyD/ANfaX/Psd/w7a8VHGfEmn/8AfJo/1npfyC/19pf8+h//AA7c8ULgnxLYDB7Rmj/Wil0gJ8eU2/4Qf8O4vFUcTY8TaeSVPHlseccD8TThxZRUrSgVT48pN8sqWh+gxTAyTn6V+Y++fiepnrrVi8dyUvbci3JEreapEeP7xz8v407z7BqNGtWItorv+0LX7LKwVJvOGxyeAFOcE5p3YamltPr+NGpNpFNdTtZLia3W7hM8ADSx7xujB6ZHai7B8y1OX8S+BP8AhItQmvoNavNNmeJYi1sw2gDuAe/vTTaLU31Q24+HKywwIdc1ITRRFPMEoBYnHzH34quZ9g532I7TwbFYXyxzeKr24fYzPbTyrlhjG7HBwKfM+w1J9ippPw2STToms/FV9LbhyyvE6spGeQDk0uaXYTk+xNceA202C4nuvGGowWx+YtK6qqD2Jpc0uwcz7Ha6ParaaZbwrcPdKqjEznJceue9LmfYWrLm0etRzMNRCnvxVq7DUQR/WjUNRH+U4zwRzSi2CvcZITsJGMAcc4rNpxd2J80WWCOOODW9zQ+I/i3Nc/Dv4ifErwzaoVh8YWkDWQY/8tHcK5FZtsRl+EFk1G+8EfCyffKPDuu3l5exk8+TCu5VPsTUXYXOjj/ak8c389zrGni1n0+DUPsy6JFp0jSPAGwW87pn2ouMr/EO61W51P443Wmzvpp/smynkLg7thILhcHKnkc0XHdHYHx38RNLj+GHhnSL3Tbm/wBc05pJJLqI4UKowcg5OBz70XJdiDX/AI9+MX17XdP068tLY6EqxNE2nvKb2YD58kfcHpTTDlLsXiWXxT8WvD+uXNo1pPfeE55ntJVI2sAcjB7cU+YLWG+DviVr0XgT4d6D4atrHTNV16S5PmmImCKONjnC56kVSkFrlXxZ8SvFU/hz4k6R4ki0zUpdBS38tUgIRyxIyRnPb9armQcrOuPjvxf4k8WW3hDwrNYaOLDSIL25nuITJuLKMIg7Dmp3DYw5v2gPFd34a0FbOGxh16XXH0O8aSMmFnGBvUZyB8wP4VJVhb/46+Lvh7deNtK8RNY6ve6Paw3NrcWsJjRmkOArDuAaabQrXK/hL47eM1123tdQeLWbXULCWdZ7bT3gWznWPeFOfvA9KLsdjEtfjx8TovAnhfxzdy6S2j6hqQsZdPitz5jKXKFt2eDlTxQtyHufWMD+ZEGxwwyAe3tTl8SRTXvWLTH5T9KZjc8y+IXwQ0f4jeM/DHiW+nmhu9Dl3okf3ZhnO1voamw7jtC+BuhaD8WNa8exvLNqeqQmGSFwPLTOMke5xU2KOct/2YrSw1ed9O8Tarp+hT3RvZdIgYBDITk4bqB7UWHc3NT+BGj6reeMrie9uiPE1lHZXKgjESp0K+/FFguR+HfgbDo+qeEtRuNbvNQu/DUUkFs8u0eYjjG1selHKDGeI/gNDq3ibUdX0zX9Q0B9UCrfw2pXbMB6Ejg+4p8pXMkbH/CotM/4SOw1c3lyZ7PTX0xUdg25G/iY9SaOUXMmcF45+Fdt4U8GeG9MsbDV9QXSrh3i1LT2H2m1DEkkDuDnGKLWGmjG+H/wVufFNn46XWF1Kw0/XvKjimvCDdPsOS7Dtk9qqwcyPQvEfwKtdY1Oz1LTtavdC1SK1SylubU/NPEowAwp2sJsZF+z/oVnpugWdvcXKHSL8al5u7LXE2eS57//AFqYi7rnwS0XxJ4h8SatfyzStrlnHZzQjhUCHIZT65qbFKSRR8NfA46HdFr3xRqerQpbva2sMxASJGXbyB1IHrT5Q5kQz/s8aRJ8NNF8Ffb7r7Dpl2t7FPxvdg5bB9sk0rESkeqwRCOIKpyAMdKJfGmW376LZ5pmFjF8SXt7p+h3V1p1r9rvYl3JCOr884Hc4zQUebat4y+JjFJ9P8N24jMjfuXBEhQNhdwJ4yOTj0qCja0jxH45vdBuLm60W2tdR81Eit2LAMpHJPPB9qQHOar47+IWl6QmpvoMa7PP8622EnAH7sjHJJNAFlfFXxE2xXSeH0lR7aKQQnI+Zvv857ehpoDa0vxL42vLxRdaDBbWwufLdixz5ZAwyn8efpVXE0mNvPEvjjz5FtvD8BSObyyXY/vExyynPrTCyHW3iPxvFo9nO+jxXN7JO4khOUCRgfL3/WpYyrN4o8dTTRbdFCqhBOFx5oO/j242HHqaQWXUdH4n8eR+HlujoVu2oSzbDA7kCNe3A5/GmBTi134iRzzSSafHdQrOTHiPYdqwjgjPILkj14oAsS+J/iFPHBKmhW9tLGqvJbSEsGyBxuBqhWRZ8M+KvG+pa3DDqvh6HTrB5HjeQFsqACQRzz06+9VcdkejZ3knGKnqRIbSl8Ro/wCIixTMwCjIOOaBh5agggAEUrFB5ak5osAzykJAIz7GmK55UngDxnY3ObHXorcPdeZNMWZmlj5xkHgdegpWFcIvBfjiSBkvPEYkd4pY5JI32kgg7D+GRQUPfwT42srjzLPxK0qZUkStlmRY8bfqTg5pgTaR4d8cm2gF5rwAyhlIbdIuM7hnvkEflSsBUHgfxxHbkR+Kdt1lnVgTj5iOv5H86LCudj4Q0PWtNNwdY1ZtU80/ID92PjnFFgudOUDADHAp8pPMBjUjGOPSnYOYUordQD9adg5hrjFJ7oTdyMYxzUy+I1f8REm/3FMizDzPcUBZhknsaqwKLAMQe9FhuLBSTz2qXpqDjysiZl+Y5A+p7VHMLQqDVLFY2xcRybeG2neR+VXutBoLfV7Kf/Vzop67CdpH4HmkvM05SE+IdMVthulOejoCV/76HGafUzaLlpdW93nyJ45gOGKMCc/hTasSk1uWEwBgYxnjFTzIr3R4OKfMhe6G7/OKOZB7obv84o5kHujX3FgcjA6jFHMmwsnsMyAp5w38qhyTkXNpPmG+cgQsWAHqTxW3K+w/YyIjqVmv/LzCCPWUf40/Z1P5WV7CfZ/cOGr2Pa9t/wDv6v8AjV+yqfysPYVP5X9wh1Wz6/bLf/v6v+NS4VOkX9wexqfyv7hP7XsVXm8tx/22X/Gp9nVf2X9wOjUf2X9x518Z/FTaZommR2GoQxJdXiRzlJFLGLqaTTpv34j9nyO04syvFeuWMa21pp+twaTZmF5Li4VjhXBTaDjoDk0nNt+6SkpP3Tfg1nw54lsVRdSs7tVCs7C4BLYHJwcEVSpzfQ0dGtsomTq+uaXe6nY2661ZW0FuS3kJdrlm+XHyjj1rNt090YOM46tDfiB4nGg2ujajpNzCjvfpHMyhcbCQGzj69TVrmq6RLjCVTRI9Ni1/TQg3ahagnnBmUf1rRUKkdGinhKidnFjxr+mf9BC0/wC/6/40vZz/AJWT9Wn2Yv8Ab2mf9BC0/wC/6/40ezn/ACsPq0/5WIdf0wddRtB/23T/ABo9nP8AlYfVp/ysjbxFpoPGoWvX/nsv+NUqNTt+BqsNUX2WMbW9NaRQt7bM8hC4WZSST0GM0lRnd3ixLCzbu0z8g28YeIPvNrd/nrkXD5/nX9GRweFkr8iP68hluCkrulH7hF1nxJfDzVvNVmVxw6yOc15KrZfGq6dRJHiyq5PTqulNRTQ0z+Kef32r4+slU6uW9HEHXye+8SP7X4q/56ax/wCRKn2uX94j9tk/80QS78Wxg/vtXwfXzKiNbAW3iKFfJ+8fwLehax4s0XVYbwQ6jdlA37uYOQCfTPevAzChl+IfvyS9DwMzwmS4v4pr5GjrXj3xvq7MWtr1AcdIGyPb36V51LKMqir+1PBhkGRL3vaP7znF1LxjFePcxf2qkx/iSNxjjHAx7V6CwWWR+Goj1YYLJKf/AC9t6luz8R+NLW4WXyL+VgcnzIG557nFcdbK8sq/FUMK+UZFiIv959x0V38TPHep6Nd2E9hess4ChooHGzp7e1ZUsry/Dy5o1EzzcPk+UYed41fvOI2eLl7auD9JK96nLBJJcyPr6E8qpxUZSixCPFucH+2D9PMro58EuqN/b5SusRQnisj/AJi//kSpc8HzfEg+sZTe14iiPxXnGdWx/tCStOfA/wAyCdbKVs4la51HXbKXy57y/hkIyFlkdSffBranTwlR2pWZvQpYGvf2KUrCL4h1dNj/ANp3W4EEfvm4Pauh4eltyo9SGDwzVvZo0HKkDPIx+de/TpxUJM9mOtOTZ+ln7IenWlx8CtDke1hkfe+WkiUk8+uK/AM6nJYydmfyrxFUkswnZntP9m2eSPsVt/35X/CvDu31PmvaPqxf7NtB/wAuVt/35X/ChytrcXtO1xiWdjNuAtLb5eDiJetJTY1NrqPXTbMD/j0t/p5S/wCFOU2DncG0+0ByLK3POOIl/wAKSn3ZPN5ijTrQ8/YrbH/XJeP0ptruPnfcaNPsy3Nlb+37lf8ACnztbMOd9xGsrPdtFnAB3/dL/hRzAqljPvdR0DTZTFdS6bby4yEl8tWx9DzS5gdRvqUm8XeEIuX1HRVPYNLECfalzBzvuatrJpOoWa3VrHZXNuwyssaIUP44xT5w53fcW2t9Mv0ZoLezlVSVLJEpBI7ZxR7Qcqj7nwF/wUKgS1+JOgrHGsa/2bnbGoUZ8xueK/RuFpXdS/ZH7HwLK/tk+lj5WdgEUAda++6n65A1HOY8n7x6V3wbsztktGkfoD+zv4yu/D3wS8GWdrEAl9dPA1y5zsJbA49a/Bs3/wB8n6n8q8RQtmNSPmbdh8atR1jxZJ4ZhmuYNTeQwmSWI7IiM8njpxXhvc+cPT/A3i1/EXgN555WuLuF3tJpChQO4OMrntSsBwOh+LLL4QeH9TuRYTTrc6mYBbQMXIlJ4/DGaewnZntFzK03h6e4VWgeS1ZwueUOwn9KV7iPzwj8eeKLzWYNOg1jUby61GIxW6R3joY5zIecdDwDxWTNLI6vxL4R+JfgfSY9Z1LxTdalp8TBrmG1umWRFHBFNIdkc5YfEnWftujTXGu6s+mXU7JKkd02+NM4Bye4Bqr2GrH0r8AYtX0D4peM/Dmpa1c6zFaQW81tJcvuIjfcy599pGaalqKSTR62mlWkvirU3kgjuJnijZfNUMF46Ads1TMVsYvgq21W4vNRtvEmmaNgyObY2cAB2g4IOfqPzoGHhmW2sPAUsKwB0M8qJBDyW+c8Y9KCkQ+AtZsNEspoLmcwNLMdrykKpJcgIO2QeKj4SZR94+O/+Chwz8SdB5BP9m44/wCujV+k8Lb1fRH7LwJvX9EfKUoGAMkEV+g/aP1+BpuAI1ycdsjrXoQ2Z1z6H2p8M/B2ta/+z34Qv9FFzJJayziaG2ILFN3DKD/EDzX4HnP++T9T+WeI/wDkZVTPa+8Zab41upFmnj1qQf6XIYBJMImXoyAYBwe3PNeIfLHv/wANtIvtK0iG31mWZGZVkWBk27BjjPPJPU0AKthq9rcXVtFp6PD5pvBJcIzq4LAKQQODjtQB6pdSGTRJi6BC1s2QO3ynNJgfDvwo+Feo+ItX8OeKbO4itoLOS5VwqlpFcM4VgDwcZB9OKk1Tue06zpt14z8LXuhxaot/cXVmIGlMSBuu7dkdMnA/CkxM+b/GHgi7+Ei+G49Tt4L+4jllnA5CEZXG7jnFIEe2fsqXOqah8TfFGqarcRXd1qFjBcM8ThlGWbCDHTAwMe1VEmR7/q9y0XisxCXZ5lnuIA6Ybv8AyrRkI8x8D3k914mgjiWVdQtXv1vVldiIvNud0Jxnn5UI9qQzgdO/4SXU/j4LK2mvE03T4JGSKMFY33HJLE8GoKidP8S/BV7rMOhNYXM0EthqiSrEHVoZJCwyHx3zz+NVIf2jwT/goUMfEDw6SRu/s3oP99s1+jcLb1PRH7FwJ/y/+R8lyMWIzX6H1P1+BvEhlBHNdkPgOmUtOY/Rj9lvUrix+AfhzyAkaPJMGfuAG7V+CZx/vk/U/lniT/kZ1fU7qy0sWOpy6iFIuJCd9ysf7xlz0Jrxj5g6B9X/ALT0qJ5VSYiRkmRDzjHBOR3FAGj4M1FNT0CKZEZY9zIokXDcHjIoA27mULbSkqCgQnbjqAOlAHlnw/ltrvw+1y1umh2rXTvFZRqqqqZOXwMcHvmgDV1W503TbC4lmvmYxRDKbVLKSMp+fapYHK+KPDml+NfAst/qWjT6pLCguEsJAivgH7oZQCA3p7UikZ/wA8JwaR4w1+/s9IbRrWVREsDglyoGQc9859Ka3Ez1DU1z44tyq7pP7PbYQOfvjOatkoy9I8KWOhzPfWs86yTGVJI5HyJDI5bJOMjBJA5pDINI0+K0u9Q1Jp/KWCaS2AkT5Wy27OcHucVIFDwd8Kb7R9GvbaTVEZLzU21NJYk5QF1cJz7qKq2gP4j5K/4KH/L8RdAz1/s7qP8Afav0Xhbep6I/ZeBf+X3yPkh3DY65HFfob3P1+B0Izt6V2Q+A2+yfon+y7DdP+z54dFvB5uZ5VYHHy5PWvwXOP98n6n8t8R/8jOr6nrnxH+IOkfCfwe2ravHJNCjJCkMEe+SaQ9FUV4p8yea+DtanvtRu9QvJZobbXJUuoLT7rRqBg/TigD0zwnr1pHe3OjQQyI0LFySQ2BnvQB1/DJvHTrmgDyTxD8O7nVdR1F4bmS3hvLRrRUEbAKWk37h27YoAh1j4V3t+L65kuHjM/wBkKjH3fJXH65qWA1vESWWoz6W8F4LlTFC8sQ/dnd0XPrzSA9C0CxuY7955NvlCJYwNwJBHWqQnsaV9PZ2E32mdkjlCFRIeDtqmC2Ods/FNtrVpe31vZny7ZiqgnBY454/H9aQyFp21W2uGk3pBO4URA8Ke+MUAjb0SWQMYVdpLZECKG4IbvRFFN+8fCH/BRNynxF0DPP8AxLcZz/00av0Thb46voj9j4F3r/I+R92SAR+Vfoj3P1+B0oU8gV1RaUGat2gfpF+yheJp37N2l3DsESNpWLdP4q/B83f+2zP5a4i/5GVX1OpuryD4oaTHcXC/ZIrC/fb5oUglRjdwTkcjH1rxT5si8aRSGOyvdKtCsVj+7ngig52H+MYIPvigCx4IWSO61nVbqNtksA2MwZVkAHzMoLevHQGgD0jSZFl0+CRmLDYMEjGB6UAcf8QPGsGgWKSLbzXbeZujjgt3m3MpGQSgOCQTjNAHULcxa1ZJtLIjAZGOVOM4PvSYHl+uabav4gijjuzG8urJbzTrnIYR7kyOmQcfnSsB6pp1qLR5V3+YOOcYpoTMPxhpt9f32mvbv5dvaO0kq5OGO0gBsdqYLY599Ut4pIWmj23KyoZFCHnlV6j25oGasLySSSBVkkSOVyAkuF5P0pXBFvSdRg0hwkz+Wb2TdGrtk792CP5VaaB6u58N/wDBRcZ+I3h/tnTc5/7aNX6Fwt8dX0R+x8Cb1/RHyMPvA1+iPc/YYnTqTgHoD3NbJ3g12LlrTsfpD+yXawaj+zrptlcnEU7TxkAdia/Cc2/32Z/LnEemY1PU6L4d6Pp/g/S5rS3vZL2ziujIUcE7Ax65xyMrXjnzZ1mr+bIiiNSgdy7so+ZRnAP0xQBLNby2MzwzutzamMLHhOc+revPNAHTWMnn2cTAAZGMDpQB5p4S1JfGR1a/ulEUsFzPDGkbFceWxAP44oAj8AeIbvVPGPibQXmiih0xYWt4F4c7l3M5J5PPFAE2o+Cr+DS3gjcXd/PqS3wlxgowYHP5DFAHZQJcx6laTyuIjIriaEHIduMEfSgCLVvEy6V4osdOmjUW9zCziYtghgcbce9AFj7HCkz7LcMTKSuehbb1oA8x8TavrTWl9/ZumK2qxIRb2wAJkHbP6VIIz9OvfFOq+ELO98WaWNO1ZpCNqvwmCcFVzx2z61URN2dj5e/b/Unxp4UYsWJ0hQWPf52r9F4V+Op8j9k4E3r+iPlPaQRX6H1P2GB1McZ2pjPpnFXH4ZN9RxkpxaXQ/R39lKxuNR/Z60y3tLr7DI00yGRUDHG7BxnGK/DM30xsj+XuI7PMqh6/pnhBNOubpxLutpYo4kt9nCBR3/vHJ6mvHPmyabw9LMjL/aEq7sBjtHT0pXAll0CKaRW82RWCBMqeOO9FwNC0tjaW6Qr8yr/Ee9FwMfT/AAdY6YZlhhQLJI0jAL1LHJP50wMm8+Fmn3Pi218SQzXFnqkMXktJbPsWZM5CuOdwFAGzc+FUudYg1Nru6juIUKBI3xGQfVaBXHv4bSTW7bU5J7hprZGRE8zEZ3YzlfXgUDJ7zRLO/uYrm4tkluIwQjsPu5oAu+SmF+XkHd+OMUaAYcvgjT5r5LwealyvSRXwamwloWpfDlnNKsk4e5IPHnNkD6VUSb8zufBH/BRSMJ8QfDqqMKNNwAP99q/ROFX79Q/ZuA96/wAj5KAyQK/Rep+wwOijuUePGQPerrpuLUSlBWmodT7p/Ze+PngbwZ8IdN03Wddgs76KaUtG4bgFvpX47meW4ipiHKKP52zrJcZVxspxhc9eP7VPwvx/yNtmB64b/CvI/s7Er7B4H9jY3/n2w/4aq+Fp/wCZts//AB7/AAp/2dif5A/sfG/8+2J/w1T8Lv8AobLP8m/woWW4l/YD+xsb/wA+2A/as+Fh/wCZvsuOv3v8Kr+zcUvsB/Y+N/59scP2rPhZ28YWH/fRrP8AsvFX+El5Njf+fbF/4as+FuP+Rw0//vs/4Uf2Vif5Q/sbG/8APtgP2qvhaf8AmcLD/vo/4Uv7LxK+yL+x8Yv+XbHf8NU/C7Gf+EwsP++j/hR/ZmJ/lF/Y+M/59sb/AMNV/C7H/I32J/E/4Uf2Zif5Q/sfGfyMRv2q/hcMf8VfYfmf8KP7KxH8of2PjP5GRn9q/wCFob/kbrL9cfyo/szE/wApX9j4z+RjG/aw+FgBz4us/f73+FEcsxP8oRyXGfyHxV+3B8TvDXxL8Y6HdeHNUg1SK3szHK8QPytvJxz7Gvu+HMNVw85+0W9j9X4KwNfC+2daNr2Pm1XxIK+86n6rGx7ZF+zL8T88eDdQ+oTjkZrg/tvLv+fqPBXEuURjZV0A/Zh+J33T4N1E9+VU/wBa55Zzlknd1EcDz7Jr8zrIhb9lv4o5wPBWo4/3V/xprOsqt8aL/wBY8k/5+xK//DL3xUfA/wCEJ1A8dcL/AI0v7Zyr+dB/rHkn/PxDT+y18UwBjwPqJyP7q/41P9t5X0khf6yZJ/z8Q1/2XPiqRj/hB9TYeyj/ABo/trLP5g/1jyV/8vEQn9lj4rHJHgfVB7bQO/1rL+1stltUS9TOXEWS/wDPxDf+GV/iuWP/ABQ2p+v3R/jS/tXLlvVRP+seS/8APxCH9lX4r7iB4G1I8Zzgf40nmmXPaqhf6xZK96iFH7K3xYUc+B9Tx6AD/Gl/amXf8/Ik/wCsWSf8/EPX9lb4rc48D6kuD0wMfXrT/tXLetVC/wBY8l/nRJ/wyh8V3IceCNQyPUL/AI0v7Uy3/n6hf6x5L/OiRP2SPixuI/4Qu+9+U/xqP7Uy/wD5+oj/AFkyb+dCn9kX4rnJ/wCEMvevOdnP61Mc0y//AJ+otcR5Kvtob/wyH8WT08GXY57suf510RzfL47VUax4lypbVkgk/ZL+K8MLzN4OvdsaliFwScegByenStVnOXuSSrI1jxLlbkoqutT9Z1QlehH41+I3P5k5tbj9gxSDmEMYx1p3YX7HIXfxG0OwvtXs3nmMulNElyqwsQhf7uDjnrRdjcn3KUXxm8KyW/mx3srpu2sVhchTzkdPalvuK77luX4reHYdZt9Me9YXcyCRVETEFSOOe1ArsS4+K3h62uJLd7uYOjFSogc5wQOD+Io2DbYd/wALL0E3k9sbmVpIYY52AhbGx/ukHHXjpTv3HdgPifoOyVjcyxiJPMYPC2SuQufpkihsLshf4ueGY5JUa8lWSMRkqYW6OMr+mfypcwrslT4naDPfR2q3EyTySCJfMhYDcemSaq6KVyKf4t+G7NZA94+Y5REyiNvlYsVH5kEj2pXFdm5oPirTvEM9zBZzO81q5SRWUggii4XZthMjjr3pLQL+YMu3rR1JbRCQGQ56UpaM0aXNYkgkDoOaNTLlJMrSuHKKQMUuYLHGeKX1iPU7ZLPQ7XU9IkSRrvzHHmBwMoFXocnuadykjibi88YR2TrD4H05YpDHKLcov3ifnzg4yBRcqxeFr4gYtKPC2lAxIoTdbDJB+8Ac9qLhYS1ufEbWeoM/gm1iuT5n2YRImSw27SSfxP4UXEzWmu/FcNk0sWk2rbQCltJCN+QF6sGx1LdqBD7GLUhDdT3vhWzluCyskcSqpbJOck+nBpWuBHfSasIpBa+FoLdzECr+WjbWDOPx+ULx/tGlYDLll8SsrW6+DLGYFfMViiiMScde+cZ5o1GNmGvyruHgqx3mNZFWSFCFfaTt69chee2aabEd/wCE4pW0/wC03Wlw6Zeyk+bFGB0HTkdasGbo+UVViNRGOTSe4rEI4UjtSl8SN38aI7b/AFbf7xqgJj0rMB56UxDV+9UiRJH0oKHkfLQIUDhfpQIg/wCW6/SgRJgZNUgFx9z6UwExz+BoAanV6lgN/iNUD2A/dNUAn976VLAhP3Hon8SLfxRP/9k=)
