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1
Von Potsdam bis ins neue Jahrtausend ausgearbeitete Unterrichtseinheiten mit Kopiervorlagen und Lösungen [Sekundarstufe 1]
Pubblicazione
Donauwörth
:
Auer
,
2011
Edizione:
6. aktual. Aufl.
Serie
Geschichte aktuell
Catalogo:
GEI
Collocazione: HK-V 335(6,2011)3L
Natura:
Libro
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Materia scolastica (secondo ISCED):
02 - Arti e scienze umane
022 - Humanities (ad eccezione di lingue)
0222 - Storia e archeologia
Livello di istruzione:
ISCED 2 - Scuola secondaria di primo grado
Tipo di documento:
Guida per gli insegnanti
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Germania
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Literatur- und Medienangaben
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2
Fragen - suchen - entdecken Religion in der Grundschule 3, Arbeitshilfen [Mit Hinweisen für die jahrgangsübergreifenden Lerngruppen] / hrsg. von Barbara Ort ... Erarb. von Michael Bauer ... Bearb. von Karla Dommers ...
Pubblicazione
München
,
Donauwörth
:
Kösel
,
Auer
,
2010
Edizione:
Für NRW, 3. Aufl.
Catalogo:
GEI
Collocazione: WB-V 5(3,2010)3L NRW
Natura:
Libro
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Materia scolastica (secondo ISCED):
02 - Arti e scienze umane
022 - Humanities (ad eccezione di lingue)
0221 - Religione e teologia
Livello di istruzione:
ISCED 1 - Scuola primaria
Tipo di documento:
Guida per gli insegnanti
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Germania
Nordreno-Vestfalia
Osservazioni
Rechtschreibreformiert
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3
Ethik für Fachfremde und Berufseinsteiger komplett ausgearbeitete Unterrichtseinheiten und direkt einsetzbare Praxismaterialien Klassen 5/6
di
Richling, Michael
Pubblicazione
Augsburg
:
Auer
,
2016
Edizione:
Sekundarstufe I, 1. Auflage
Catalogo:
GEI
Collocazione: WC-V 172(1,2016)5/6
Natura:
Libro
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02 - Arti e scienze umane
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0223 - Filosofia ed etica
Livello di istruzione:
ISCED 2 - Scuola secondaria di primo grado
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Guida per gli insegnanti
Nazione di utilizzo:
Germania
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Mit Kopiervorlagen - Cover
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4
Arbeit mit Karten im Geschichtsunterricht am Gymnasium eine Handreichung für Lehrerinnen und Lehrer ; [passend auch zum Lehrplan für das achtjährige Gymnasium]
Pubblicazione
Donauwörth
:
Auer
,
2004
Edizione:
1. Aufl
Serie
Handreichung / Staatsinstitut für Schulqualität und Bildungsforschung München
Catalogo:
GEI
Collocazione: HCG-V 6(1,2004)2
Natura:
Libro
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Materia scolastica (secondo ISCED):
02 - Arti e scienze umane
022 - Humanities (ad eccezione di lingue)
0222 - Storia e archeologia
Livello di istruzione:
ISCED 2 - Scuola secondaria di primo grado
Tipo di documento:
Guida per gli insegnanti
Tipo di scuola:
Liceo
Nazione di utilizzo:
Germania
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Literatur- und URL-Verz. S. 53 - 56
Passend auch zum Lehrplan für das achtjährige Gymnasium
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5
Von Potsdam bis zum vereinten Europa Stundenbilder mit Kopiervorlagen
di
Mayr, Otto
Pubblicazione
Donauwörth
:
Auer
,
1995
Edizione:
2. Aufl.
Serie
Geschichte aktuell
Catalogo:
GEI
Collocazione: HK-V 335(2,95)-3L
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Libro
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Materia scolastica (secondo ISCED):
02 - Arti e scienze umane
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0222 - Storia e archeologia
Livello di istruzione:
ISCED 2 - Scuola secondaria di primo grado
ISCED 3 - Scuola secondaria di secondo grado
Tipo di documento:
Guida per gli insegnanti
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Germania
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Literatur- und Medienangaben
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6
Ethik Unterrichtsmaterialien zu den zentralen Lehrplanthemen; [mit über 50 Kopiervorlagen] 5. [Klasse]
Pubblicazione
Donauwörth
:
Auer
,
2009
Edizione:
Sekundarstufe I, 1. Aufl.
Serie
Auer macht Schule
Catalogo:
GEI
Collocazione: WC-V 2(1,2009)5
Natura:
Libro
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Materia scolastica (secondo ISCED):
02 - Arti e scienze umane
022 - Humanities (ad eccezione di lingue)
0223 - Filosofia ed etica
Livello di istruzione:
ISCED 2 - Scuola secondaria di primo grado
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Collezione attività
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7
Ethik Unterrichtsmaterialien zu den zentralen Lehrplanthemen; [mit über 50 Kopiervorlagen] 9. [Klasse]
Pubblicazione
Donauwörth
:
Auer
,
2010
Edizione:
Sekundarstufe I, 1. Aufl.
Serie
Auer macht Schule
Catalogo:
GEI
Collocazione: WD-V 3(1,2010)9
Natura:
Libro
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Materia scolastica (secondo ISCED):
02 - Arti e scienze umane
022 - Humanities (ad eccezione di lingue)
0223 - Filosofia ed etica
Livello di istruzione:
ISCED 2 - Scuola secondaria di primo grado
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Collezione attività
Guida per gli insegnanti
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Germania
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8
Globale Entwicklung Arbeitsbericht im Zusammenhang mit der gleichnamigen Handreichung für allgemein bildende und berufliche Schulen
Pubblicazione
Donauwörth
:
Auer
,
2001
Edizione:
1. Aufl
Catalogo:
GEI
Collocazione: GL-V 336(1,2007)L
Natura:
Libro
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Materia scolastica (secondo ISCED):
03 - Scienze sociali, il giornalismo e l'informazione
031 - scienze sociali e comportamentali
0312 - Scienze politiche e educazione civica
Livello di istruzione:
Istruzione e formazione professionale - tutti i livelli
ISCED 2 - Scuola secondaria di primo grado
ISCED 3 - Scuola secondaria di secondo grado
Tipo di documento:
Guida per gli insegnanti
Tipo di scuola:
Scuola professionale
Nazione di utilizzo:
Germania
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Arbeitsbericht zur Handreichung
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9
Fragen - Suchen - Entdecken Religion in der Grundschule ... für Baden-Württemberg 1/2, Arbeitshilfen für BW / Erarb. von Konrad Bürgermeister ... Bearb. für den Religionsunterricht in Baden-Württemberg von Wilhelm Breuling ...
Pubblicazione
München
,
Donauwörth
:
Kösel
,
Auer
,
2010
Edizione:
2. Aufl.
Catalogo:
GEI
Collocazione: WB-V 6(2,2010)1/2L
Natura:
Libro
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Materia scolastica (secondo ISCED):
02 - Arti e scienze umane
022 - Humanities (ad eccezione di lingue)
0221 - Religione e teologia
Livello di istruzione:
ISCED 1 - Scuola primaria
Tipo di documento:
Guida per gli insegnanti
Nazione di utilizzo:
Germania
Baden-Württemberg
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10
Von Potsdam bis zum vereinten Europa Stundenbilder mit Kopiervorlagen
Pubblicazione
Donauwörth
:
Auer
,
1992
Edizione:
1. Aufl.
Serie
Geschichte aktuell
Catalogo:
GEI
Collocazione: HK-V 335(1,92)-3L
Natura:
Libro
Indici
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Materia scolastica (secondo ISCED):
02 - Arti e scienze umane
022 - Humanities (ad eccezione di lingue)
0222 - Storia e archeologia
Livello di istruzione:
ISCED 2 - Scuola secondaria di primo grado
Tipo di documento:
Guida per gli insegnanti
Nazione di utilizzo:
Germania
Osservazioni
Literatur- und Medienangaben
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11
Handreichung zum Unterricht in Geschichte in den Jahrgangsstufen 7 bis 9 der Hauptschule
Pubblicazione
Donauwörth
:
Auer
,
1981
Catalogo:
GEI
Collocazione: Z-V BY H-7(1981)7/9
Natura:
Libro
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Metadati dei media educativi
Materia scolastica (secondo ISCED):
02 - Arti e scienze umane
022 - Humanities (ad eccezione di lingue)
0222 - Storia e archeologia
Livello di istruzione:
ISCED 2 - Scuola secondaria di primo grado
Tipo di documento:
Curriculum
Guida per gli insegnanti
Tipo di scuola:
Orientamento professionale scuola secondaria ('secondaria moderna')
Nazione di utilizzo:
Germania
Baviera
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12
Jesus - Leiden, Tod und Auferstehung 8 komplette Unterrichtseinheiten im Religionsunterricht der Grundschule Klasse 1 - 4 ; [mit Kopiervorlagen und Schülerlexikon]
Pubblicazione
Donauwörth
:
Auer
,
2011
Edizione:
1. Aufl.
Serie
Auer macht Schule Grundschule
Catalogo:
GEI
Collocazione: WB-V 41(1,2011)
Natura:
Libro
Indici
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Materia scolastica (secondo ISCED):
02 - Arti e scienze umane
022 - Humanities (ad eccezione di lingue)
0221 - Religione e teologia
Livello di istruzione:
ISCED 1 - Scuola primaria
Tipo di documento:
Guida per gli insegnanti
Nazione di utilizzo:
Germania
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13
Fragen - suchen - entdecken Religion in der Grundschule 1, Arbeitshilfen / Hrsg. von Barbara Ort ... Erarb. von Barbara Ort ...
Pubblicazione
München
,
Donauwörth
:
Kösel
,
Auer
,
2007
Edizione:
2. Aufl.
Catalogo:
GEI
Collocazione: WB-V 5(2,2007)1L
Natura:
Libro
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Metadati dei media educativi
Materia scolastica (secondo ISCED):
02 - Arti e scienze umane
022 - Humanities (ad eccezione di lingue)
0221 - Religione e teologia
Livello di istruzione:
ISCED 1 - Scuola primaria
Tipo di documento:
Guida per gli insegnanti
Nazione di utilizzo:
Germania
Renania-Palatinato
Sassonia-Anhalt
Berlino
Turingia
Baviera
Bassa Sassonia
Saarland
Osservazioni
Rechtschreibreformiert
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14
Geschichtsbilder historisches Lernen mit Bildern und Karikaturen : Handreichung für den Geschichtsunterricht am Gymnasium
Pubblicazione
Donauwörth
:
Auer
,
2001
Edizione:
1. Auflage
Serie
Handreichung / Staatsinstitut für Schulpädagogik und Bildungsforschung München, ISB
Catalogo:
GEI
Collocazione: HCG-V 6(1,2001)1
Natura:
Libro
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Materia scolastica (secondo ISCED):
02 - Arti e scienze umane
022 - Humanities (ad eccezione di lingue)
0222 - Storia e archeologia
Livello di istruzione:
ISCED 2 - Scuola secondaria di primo grado
ISCED 3 - Scuola secondaria di secondo grado
Tipo di documento:
Guida per gli insegnanti
Tipo di scuola:
Liceo
Nazione di utilizzo:
Germania
Osservazioni
Literaturverzeichnis: Seite 159-167
Gliederung in Unter-, Mittel- und Oberstufe
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15
Ein Jahrtausend Partnerschaft und Konflikt Bausteine zur Geschichte der Deutschen und ihrer Nachbarn in den ehemals deutschen Siedlungsgebieten im östlichen Europa; Handreichung für den Geschichtsunterricht am Gymnasium Teilbd. 2 Deutsche und Polen 1918 - 1945/46
Pubblicazione
Donauwörth
:
Auer
,
2000
Edizione:
1. Aufl.
Catalogo:
GEI
Collocazione: HDG-V 75(1,2000)2
Natura:
Libro
Indici
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Metadati dei media educativi
Materia scolastica (secondo ISCED):
02 - Arti e scienze umane
022 - Humanities (ad eccezione di lingue)
0222 - Storia e archeologia
Livello di istruzione:
ISCED 2 - Scuola secondaria di primo grado
Tipo di documento:
Guida per gli insegnanti
Tipo di scuola:
Liceo
Nazione di utilizzo:
Germania
Osservazioni
Literaturverz. S. 180 - 183. - Medienverz. S. 185
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16
Von der Welt zu Beginn der Neuzeit bis zur Gründung des Deutschen Reiches ausgearbeitete Unterrichtseinheiten mit Kopiervorlagen und Lösungen
Pubblicazione
Donauwörth
:
Auer
,
2011
Edizione:
4. Aufl.
Serie
Geschichte aktuell
Catalogo:
GEI
Collocazione: HK-V 335(4,2011)1L
Natura:
Libro
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Metadati dei media educativi
Materia scolastica (secondo ISCED):
02 - Arti e scienze umane
022 - Humanities (ad eccezione di lingue)
0222 - Storia e archeologia
Livello di istruzione:
ISCED 2 - Scuola secondaria di primo grado
Tipo di documento:
Guida per gli insegnanti
Nazione di utilizzo:
Germania
Osservazioni
Literatur- und Medienangaben
Salvato in:
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17
Von der Welt zu Beginn der Neuzeit bis zur Gründung des Deutschen Reiches Stundenbilder mit Kopiervorlagen ; [Sekundarstufe I]
di
Mayr, Otto
Pubblicazione
Donauwörth
:
Auer
,
1998
Edizione:
1. Aufl.
Serie
Geschichte aktuell
Catalogo:
GEI
Collocazione: HK-V 335(1,98)-1L
Natura:
Libro
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Metadati dei media educativi
Materia scolastica (secondo ISCED):
02 - Arti e scienze umane
022 - Humanities (ad eccezione di lingue)
0222 - Storia e archeologia
Livello di istruzione:
ISCED 2 - Scuola secondaria di primo grado
Tipo di documento:
Aids di insegnamento
Guida per gli insegnanti
Nazione di utilizzo:
Germania
Osservazioni
Literatur- und Medienangaben
Salvato in:
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18
Tafelbilder Sozialkunde und Wirtschaft Modelle für alle Schularten ; [Sekundarstufe I]
di
Kohler, Ewald
,
Schuster, Jürgen
,
Beyer, Philipp
Pubblicazione
Donauwörth
:
Auer
,
2011
Edizione:
3., [veränd.] Aufl.
Serie
Auer macht Schule
Catalogo:
GEI
Collocazione: SD-V 389(3,2011)
Natura:
Libro
Indici
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Metadati dei media educativi
Materia scolastica (secondo ISCED):
03 - Scienze sociali, il giornalismo e l'informazione
031 - scienze sociali e comportamentali
0312 - Scienze politiche e educazione civica
Livello di istruzione:
ISCED 2 - Scuola secondaria di primo grado
Tipo di documento:
Guida per gli insegnanti
Nazione di utilizzo:
Germania
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19
Handreichungen für den Geschichtsunterricht in der Kollegstufe des Gymnasiums Folge 4
Pubblicazione
Donauwörth
:
Auer
,
1981
Catalogo:
GEI
Collocazione: HEG-V 14(1,81)-4L
Natura:
Libro
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Metadati dei media educativi
Materia scolastica (secondo ISCED):
02 - Arti e scienze umane
022 - Humanities (ad eccezione di lingue)
0222 - Storia e archeologia
Livello di istruzione:
ISCED 3 - Scuola secondaria di secondo grado
Tipo di documento:
Guida per gli insegnanti
Nazione di utilizzo:
Germania
Baviera
Osservazioni
Literaturangaben. - Literaturverz. S. 212 - 236
Salvato in:
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20
Ethik Unterrichtsmaterialien zu den zentralen Lehrplanthemen; [mit über 50 Kopiervorlagen] 7. [Klasse]
Pubblicazione
Donauwörth
:
Auer
,
2009
Edizione:
Sekundarstufe I, 1. Aufl.
Serie
Auer macht Schule
Catalogo:
GEI
Collocazione: WD-V 3(1,2009)7
Natura:
Libro
Indici
Mostrare più informazioni
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Metadati dei media educativi
Materia scolastica (secondo ISCED):
02 - Arti e scienze umane
022 - Humanities (ad eccezione di lingue)
0223 - Filosofia ed etica
Livello di istruzione:
ISCED 2 - Scuola secondaria di primo grado
Tipo di documento:
Collezione attività
Guida per gli insegnanti
Nazione di utilizzo:
Germania
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![Von Potsdam bis ins neue Jahrtausend ausgearbeitete Unterrichtseinheiten mit Kopiervorlagen und Lösungen [Sekundarstufe 1]](data:image/jpg;base64,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)
![Ethik Unterrichtsmaterialien zu den zentralen Lehrplanthemen; [mit über 50 Kopiervorlagen]](data:image/jpg;base64,/9j/4AAQSkZJRgABAQEBEAEQAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCAC2AIADAREAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD5mT99ZqBFvdk2j5jyeK+Cs3sz5h6lW0vzFszCpkD4Zdx47/y5oUGtbicWtSjerCJ2kgjVon+ZVDEkDP8AjXXFu25vTk7BJKh0Z1eJQDIpQFjnBBrN3btc0jNpmt4Ku30641G8jghaK0iBcu5zycAAZ5ycAj0JrGrBtbnLW987/wAI6wm5bueH7Pe3soZy7MAkRxztzgZJPFeBUovnWp5cqT5tzh59aS81G3KRxxLKu5VilYEcnrn+VemoNR3OuMGluel+FXa5t49MV7S8lupNpWdi7QkI54Geh3L+INePVjJVHZnLOLvuWtE8PqLqJLiQ6FPvSEMhLJNhlJBHcHBrlqVZR6nM5uPU6WbxBPpc1+2o6ZbPpJYzW8kQePz4yCrBgrDGD274rGOGXxRkQnJs5uaw8Nz6LLcCFrmWOUvlZjsgt2YkyfKCThs8ehFd1OpWg1Hodkb9znTpNlNYzJpV5byyLJI/lSyujbMcEAkds/nWzm4VdzZXi9zk1EFmL3ELKWZcgOcdWz/KvT5udpNm8bS3ZPfXlxqOjwWsGmNMLdHnluE3EtkEBT2x/hU3hB7kS5IvcSDw3rSqdZsEga4gjBEKSHzFGADxn61tKvCy1NPaq2jIbrwnqaalqgayazRVXEhct8xwT9Sc041odw9p5jfDtpHqEulxyGYQtIEkMbAMeexIPNdcYtbmsdNze1T4d6dp3h7RdajkukOoS3Fu8M1/G7RXShW4VIgGVopIz1GCrjpsrqUU0ddk4mcPhHf3fwytPE1pdul6dRgivNPddot7W5JS1uARyQZFZXB6b4P79bxo6FwpqxUvPg94i0+Iz3t1ZR2rNNEs0s7BGkiMm+ME8bjsO0HqSo71Kovm0RSppyFm+HGqaZr+t6KLmxubywt8zmBy0aEqSEy2MtjnjivMxVRU1ZnBiP3Z1gtLKPQtO+zpIFisIpDczOSZZFzu4PbOK8KFV1JnlxrRnKyepxGkWrOCqsBPG3zhuACfQV6c3KMdTrk5pao6W20+W9hWRzHhGILWzESEBSdw7gjI6151k3dnPe/xFm11670XTpbG/i+1Rzxq8M7SZfg8SKezDoe1OWHjU2J9ip7FjWvE39thFMp+zpEBtZiSwGT+pNRh8JyS95l+y5Nzz+W4nsNNkIdlMiNEQCSdvYelevypWsjrp0lLY9D8CPYtZTy/2eNRkVViWd4wwGB8+QK8uvQnKpeCujgxdSNBrndjKW8tLVNRitdMkmeZzJcyTRfMyjBCp/dG7dn611KlN6WCNSDjbmWpq2fiC503w1C9rZzabCzzKqW8ZAU7kC7iQTtLOckelc88LUbMnGEnrNEAudQ/tea+a+uYdMhcGPbG7SzuWUbQ2Pu7j37ZpSwkkjR+ypLWaINX1G6spocxzM7ybmVg7tGwJzkkc56j2qo4Ob2EqtJ7SRymi3MlpaxXELlHgberA4IKkkH+Ve1Ooz1ZaE9/r2sPALU6hKbcNIwRFAG44VmAHTKogOOSMf3acZyasi4ztEyZfH2paVq2rXlt4jNldX1utjdOHCNNEGjKo4z91TEpxjggEV2U41mjopybRau/jH4l1aC4hu/F7XMFxgyRzXCEEgs2cYOCCzHI5OfeiUK62KcZyfumbdeLYNXTXdTvtbS7124KYnE675MgqTwcMQMDmsq2FvHmmjirxcV756l4o8ZRWWiRXDXdrDaurW9tAhRZU2jDs2TgDIPT/CvnKdF1Kl6a2PLo0o1Z89PoZPhePTjai6mmgubdJvtE/m3aKXDDMa46kdWJB6EUsS6nNymleq+ZRuLJrmn2l75cSIllL5lu9xLKIwDtUsqMTjhccdcEetH1ebWu4nTuX71dF+0pHbpHegRsbVILjekEext7M3THzDv1FSo1KRnFul1OPi1mwjiXbeW8mN25PMAKjJr0vYSaTO6MHVV2zc8G+DYfih4jsrCHxDpemaSqh72/ub2ONYo84IXJ5Y9APWu2jRlezPNxtarhqU3S1dj718ARfDPwD4ettI0nUdHFlA+3dHewM7yYBZmJbk8179OnQpfEz8crVcRWqe0xMZa/gdB/wlPgDY0g1PTWTe6lhNBgYI77/cVv7TCS0W5z1Y4em+S82366DG8afDor5X9uaQQPmMZvoMZJHbf0yB+NaqnRkOOGpPXln+JFceNvh7DCyHXtEilBXiW+tx3GRgv2oVLDtO43hvdtSjP53KN54x8FO52a94fk8xiUUXkBZuewBOay5aEXoeVUw2O5v3al+J+bmkxD7FksSHzx2wa+WqWR/StRmB4716bw94divIFxcyzeUr5+5lCc/mtdWGpqTuKnFtnhniezcwWd5JM08t1H5kjv6lmH/shr6Slpoeth5q7iv6/q5gQxqWJYDA5+tdDb6HbNtbHdaS/hyXxd4bPh63vX5g+1218yD98CNwRs/dYjuOM1w141PZyVQ4MWpxpS9odL4hhvPGnxFuPC17LaLNa3TWAntXCWyPvxJIW7gkZLdOc8V5fLDAUnWR5CSwNH2y69z6P1nwVO11ZRvZaZYaX4W05LFHW3DrfKqKSzt/GBnbuzyMAV8BPNKdWo7O8pP7tWfB1sfOpVct22cJovwig1/RkgtfM1OO1vJZpnVWS3gidUAYA9BnZgnHAA6YJ7q2bSp1Ly0ujSpm1X2jsrXRd0f4ZWsMU/9oeJLHTUsQxis7ZlnV3dRmPzFOwMf7jEGsZY9zmqfI25dX+fe3nsW8VVqLzfc5rTPhT4a1C0fW77Wjb289rc+TZPthl85ciFS7Ehl/iJ6/JjBzXsSzKdNezUbtdlc9KWY1Yw5Iq7Rn6v4U8J2Ou22lXHlxWc8kSSXsjYXYOZJA3I55wBx0qsPisRXi5w3ROGxWKr3nF7GxqN94PtdMs9J0jTliRVeUTSSs9yRgCMMThQG65xyK5E8XK9St3/AOHOJxxPtJV5u9320Mi48Cy6mn9nv4j0+ytYr6OzsUTc3nTyqHnd/LDHYpTaG6MQQOhr3sM6c4qyvL9Nke9QnSnblheT3b7LRGB48+DuqL4me40m0tjpKE+YqTMqqFjjlc/OFYqRIMdTkEdcA+7QTVBykfT0Vy0ve3L9t8BNY0O5ke70S11Pd53n3UF+vlWy7WbBVsMSio7tgE7RnFZVfaTppwdkKspuKUXoY0+j6FpOjQPPfQf2pbu1uTbHcYSBgsCDhlJB5HYj1rzG6vtHFbM8ecqrm4xV0z0zSA50wYUtuYqMHpXBV3OiZxvxcVf+EYt252/a04+iODXfg9zSlfoeXeJ4tnhzQy64kaGRvqvnPt/9mr3obnbQd6rscorEAehrqPUauzoPh9qMWl68buWNi0Y/dyKu4RueFLL3Gcce1c+MV4nHj4+0p2Poj4B2sFle6lpfkR38epuRLrqIsTW0+0+YnmE/6vByeOa+CzxyrKDjK1undHxObc9dQUdLaW8jcuviHdXuuXE9pczXs0UgaWKKRUgiGFIwzHDYIbkYGPumvGhlSjSvKKXn1OCGXx9neW51Go3U+u+GrTW9HmsLa3S5kN7LasRLM5X5VkBODgx5HXO/J6VwRpRpzdOqm3pa/RHn/V4R0ZW0vV7zWtB1LS73UPKtpkW+iszGBvAcLjkbNwP8RA471dWhCM1Xp9NDKS5fhOS8XeHbzw6un6tpskkAwhujIwYFG+V8fKMRhMjBBwCc9a9HB42nib05rv8AeenhYqpG1RHMeKtXN4YtKvdFm01LeeSSOKaH5I0kYtEmOyDc3PsK9mlTcb1oS6f8Od9OnyXnBmRe6VN4ftry2vYIprVkgMqBv3m35cYYjIHI6cflXTCr7azhox06vPJW31KHxL1TSNc03R4tN0G60a/sIiupgRSCGXKp5UmGJw7KpJPG7jHAyfUwdGVNXk7/ANP/ADPewkYxs3bXzKvwxj8DT+FLxdTXUrDxra3Ml5ZX6yq1nJEsQ2RMhBIYyc7umOOuK2x060Zx9n8D0ZtjKk4Ncvw7HmnhlLq515LK1tTd3V/m2WBCQXLnAA59cf14yK9qclCm5PZHuVJRhR5m9j0O98HT+F/D2n6rdskdveu0ULRyAyoykbhs9Gz19jXztLELETaj0PlaWJWJm+XoetaCcaXNtGSZTkZ9h0/OvNqnVURxfxiTy/DCR5yVvCAR3G18V6GC+Iuj8SPMPFlmI9H01gznbahMN2+Yk/qT+de1Cf7zlNcLV5q0o+ZyMYDRrnsa7rXdj3G+WRu+B00xtSuBqNzfwfJi1j07b5kk+f3YJbgKDyawxLbjol8znxDfJoj0Z9a1OxeyhvbGCQuAjNGgAzuIMioMKZBkjJB7dwDXzXs6c4yadrHyXJSlztOx7HpmlWU9rJdxakZIbsuLqzv3QPI/GXLgk89txJ618VWxFWNTkjD0a/K233Hx9XE4qMvZwhddxy23h7RL+1/ssKLayiN49q2ZHkCsvA3HBHftxnpmo5cTXjOVTfRfeKUcTNupJdrjPEF/ba14s/tAoZmlhk1FbOGRoluFER4Cqx2FVViACCfXtWmGhNUHSiutrvp/nqb0Je1UrLZ2ZheM18Y+AdWtbzVNLk8JtqunGaysZFba9tj5SUbIIbC54AIPavbp4OEYqDV7bvqz2XQcUovRHIareS+J9Lt5dZu5EfTGWzhityu9w+XQAdSo7Z9a7qUHRfLTV0zro0/ZXUdUzb0rTPESXw03StHOt6rBG1nd6XDZfajD5akyy7Anyqp2hjyeCc81cKarTlTtbrf5k0aca1Vwta3+Zm/EOe51zW7+/lms7y6u2S1iLXDbp3jCsjMhIzhXMahwNqsF6rmurDxnBcjvZHZT5v4dtF/Why/ia8h8NJFbw6Ta2kv9n3NveWVpfs5MrKq+Yyksq7W+YBeu0jivTpRUvj113PTp0lU1m+q1PPvB0lvF4z0V7sFrc3sPmfOUwu8Z5HOPpXqVrSw7gj1q0eejKHka/jrxvdeIFsgcxwwFzGqjG3cTnnv9a8vL8HGg31ueVluBjh3JXvc+gNIdYtJlcnayyg8evH+FfO1TGocb8XyI/C4DDLNeR8e/lEmvRwPxIdH4jzrxO0M2g6Y0ZO8WQMgJ43bmHH4AV6sP4osN7td+pw0RxF+Vem3aR9DP4jR8L68fDmrPerbRXTrEwVZhkKx6MB6is6sPaRsKrT54cp6B4f1t5zCuqpJPGAH8tkx5SsASwGORzxzXzmJoNP3ND5TFYflleGh90fs+/Eq++GX7DXi/xXomj6drOrweOl0yC4vtKS4K27QW2SUHUDc3fqT0pxopUHOMVf7+j7nRCmo4ZzhFX80n0fcktNU1L9pvxn4Yi8V2vh/Sm0aOW5ty9r/ZMF3G8kKyK7AFiSURQvPU8818fUxNTEVoUZJRTeuyPiJ46tiq0aEkoxvrolf7tyf/AIKJ/Cm18KeLPFniuG78EWOiDSLXS7TSFumXVIJHCqJY4V2gYyeTkbCTg9vqsThKdLERWFWzTaX37H2WLwNKjXjLDLqrpdeu3yLH7UPwJ8SfEXxd8NtY/tnw74W8O2nhPSbQ6x4s1j+z7a5maIn7PDhWZnOASVUgcZr2K+GVWCls2kd+NwyqpdNEfM+s/Cj4jfs9/tY/DfwhZaXoMnjGC+sm0q41CT7RYakZXCRvIcBvLLArkYYAcYIzRh6ShdT3Zph6Kp3VTd/d/kfRnwF8S+J7n9sb4pN41i0y38Uw6ZrpvI9BDRWkckUKodoOCQQAVZvmxyxJ5rHC0ksVN/18vIxwtFRxc2vP+l5Hw7pXwF8Z+Kvgt4g+Mup3dlpHhi3vBbQ3erXJjm1W5JO5LZQCZGBABPAzu5+RgPWjGMdEe1GnCKsug/4NfDPXvjH4q8MaDcXSWml6rfQaHbX1+6oimSdMxxsQTu3SAnaCeSO5rgqTSmoQ+Jnm1JrnUIbs9m+Nf7FZ8FXXii9tfjD8Kf7P8Kw3Nymh2+rGPVJDDGWMPleT807FNoBY/MRXZTpPkfNq2d9Ki1B82rZ8h6tdfaIg7DbIcZA6Zxz+tXQjy3JoR5JNI+oNEUT6ZdoAcq4c+4wDXxlZanizOO+Lkpk8NQyNty95kg9R8jL/ACAruwXxGlK3Q82vF8zwzanqCu3Pfv8A4GvX2nciHu4ls5KOP92R0rvb6nvX5ndkEa4lOehHNW3oaSeh2Gml2kS6nkuifLVcnjcAAFAPTHA615Vd6ctjxq7TXKz9Df2SPiRr/wAJf2APGmvaFHLNexePhCzQ2n2jZG9vZhn2FScLnJ47cVz4ipUhhZewspee2z/yOfEOusJL6s0n5+jOw8cfEXXvHq6AddhsLmOCSCS21NLZYll3uCyj5VYY2q2Mcc+lfjOKxONxFejKu9m7WVvvsfleJlmFadGGIaun0Vup4p/wU/1XT4f2hPE9jcXAiupdP04xedbFo0AhBD71JYYJPG3kgcEc1+yOhJ4unWh5X+4/TquGm8fTrQ2Vr6+VtjC/4KW6jf6z4k+EOkLcGaKz8C6fJbQpITGrug3OCepO0fN1wBXrVKvLL3tj3a9VQnee3U9Y+Neivb/tV/sfX0t4I500jwzBOWBYM6zgjDdyTx+NcrrLnS9DlxFaKcVHfT9Cz8LbGO2/4KNfGS4vYY7iwnsfEsk8SXGGaMNtKt/dyA3PbPtXTTVqsjamv30u+pwf7ZN7YeLPhn8L/if4V07+2/gI2lx6PpXh+Bhbr4avgStxHcRqCDI4U7Zck70P8JQyTXp1WrQlb+v6/pDrQq2tB2X9f1/wx87/AAs+LGj+GPin8JtSvVuNI8GeD9ftNSnj3m4ficSTTbQgLMQmMAHgD0Nc1GDU3KTu3b8LHLh4fvG5O7f6WPVvi3+y54M+PFn8SfjF8DvihB47k0+6n8Qa34Rv9Mewv7O3d2mkaIyECYIC3RQCEIDM+FPsdLHtPax8hf2e15HJfTqxtlUHf/CWP8Oa4+Zx0icHPyvljufSWiSeRaXhQb90ipj25/wFfJ1tzyKuhy3xXgX/AIROIudjfbCMf8Az/U104TSRlSl7yPL5G3+FbRQ3zK7ggdgOn8z+de0/iN9sQzkkyQR713HudRqRjz1G373FW9i5bHoXgMSahZXcTytHbnbGxUEhTnj25rwMfVnRs4K581mLVNpn3P8AAbxx4t+Cfwk1FfBHiPyNLa/mvp7aSGO6EjskSkgkEqQFTivz+pxHio1/YONrnwNfP69Kt7KD3Ob179o7xl8Zr7SLDxJc6feW9pHI7an5P2dYXLYbhFyeAn8J6dua2x9J14KvLRrZWN8RUnWiqs3quhgftWftNeMviB4Rn+HWrX2k3Fnfx2sCXL2EccjRxyRyI/2huVXemDnGR9a+oyrFVcRGM5apH1WWYuriXGctUv8AL7zxHxn8X/EPj7WdG1DxPqGna/d6fpkeh2txbxqipbxDC8DgnHQnBOSSO9evieaSbPTxnNUTZ1Hjj9pDxlqWpeEPE91q9s2teFLe2GkSfZkKxLAQYxtXhiCO9edRpznVTbPKoxqV60ea+lv+AZ2hfH3xroXjrxF8SdP1i3XX/EVvci8mlt4wzx3Dt5uYz8q5PTH4V1TnUhVt1O6c6lOtbrqcT4W+O3jL4deBfGPgrRb/AMnwn4qCrqWkXluk8LHH+sjDfcfpyuD8i5+6MezGUmlzHuU5yaTZneBvA8nxEvND8OJr2geGF1Odozq/iC9W1s7YKrNumlwdgOMDjkkDvSi1zHJTmliGmfVnwm07wH+xD4J+JmrXHxY8KfEf4ieJ/DlzoOm6P4J1D7ZZWySgs080+ApIaNMLgHt0csu1SXKj1Kk+SOvU+Ir25lj0wWiz77eJs+WrZAbHJ/p+FYRTcrs44Qbnz23Po7RpfsyXiqu4gq3PPOa+Vn8Fzy6hzPxjDR6JGhG/OolSfQ+WR/n6Vvl+rY6KXMeXQQsfCiyKpAMoUt+L/wD1q92XxGsl+/fyOUUEcZ5UnNdvQ9i+ov3pVai4N6HovwZtbm51e7EEBuIkQNJGrYP1Ar5/N5ctJWep8tntSMMPdux9UeEPDsLaVdH+zJJYISGnlN0IWXjKq6ZGQDk575x2r8txrrXi7W+X6n5ViZQcYzg7s8Z1zXFsPEtlGqafBbGWTd9ojCQgcZwo+9kKTz1PA719xhsNKrQUpNn2mCw8sRh+epe5zHxYv9CEhgt9PjncRNGk9vdEwjJGHVeegyCM45PpXqZbSqRm7s9zKqNSE3qecWTAr5sZMWCXU7uVwPWvZqLWx7tVa2ZuiaWTTJsSFS2V2JwcHrXAnyzVjzVaNRNFFNUEuhGTz0ErSZmiL8sAWC8HoBXdUp3kehUp3mZMbIVuWJXJwcdcn1/WtNbJHSr2Og1ZFPg6zYomWmfLE54Ax0/GohdHk0LrEs5bRoI2lbgEdSD0IFdFVux7VeT5UXtRRWsmYdC27J71zU2+exy0pPmsfQ2hP5bzNu4CqQPU7jXzk9IHDUMH4rI7eGrZ9oyL1pPzV61wDswpP3jybfPa+HYImGIbnc6n/ddhX0EvjOmSvWbXkcvEN2R3JrslsepInjTZKueorJvQyb0PY/2WPCmpeNPjZovhXS3WG51YvCZ3RmSJdpO5goPAx1rzcbGLgpzeiZ8/nGDePwvs1ufeP7VP7MPjGz0PXvGlvdWepRW9taCSGymYTRRxQlJHwQA2Sc47AVwYuthsVGEKcdrH5/QyWWAhGU5JpP13t/kfm34mV7uV2kleVlcEM7bl2kD+or04RjRtCLP0XCzXIuVWPQ7f4kXWm6CkMfh7R7ieRY1M11arLIOoYozf6vcCFIHUGuahNRq6EUJqNayOr/svxZaWty114S8F2cMlveO8MMFsj7EAJC7V+8pQbMgjJGcnmt6so3budtVq7dzrYbbxkmnSahf+E/Bs8llPLeP9pS3eNlkkdixG3DD5SM5OQAcE4NcN1Ka5dTy3OCqJXPOtFj8SPYNBH4O8EpFEZ2uLqe2hxPO000AzvDLkNE+0KNoDqRjIr6FJPqfSRUXrcueG7XxnFp6iPwf4PnuLsy2zFliInCOscm5fuBVNuoA4UYyByazmknownyrZmle6H4hfw/aXb+G/B1yy2SxmzjEMRePz3JchV2+Z8hUsm1trgZwcVmrHj0UnWepT8Iad4q07w3q8MXhfwX9kt4JLmW5WO3uDbiSGRsgPuIwCM4/uqGyMgk2mdmJn5nhvjVpPt+oRyW8NpcC6l82C2GIom3nKJjjaOg9qypfHcmh8d2e96BsZLn5Qdm3JPpmvma5zVTn/AIoxMfDdpEudgkQyH6o5H/oRrXB/EY0vjR43cSyPoscZ5jSSRYweqrkN/NjX0K+JHoRf71P0ObhO1/8AZDYzXoPY9SRaA2zZXJ5/i61gzneq1Pdv2Ntc1Dw9+0v4Ju9LlmWV7oxXCQDLyQFSJFH4fyrws5nCll9SpNXt+Z5eN5vq8nFP5dz9NfFGv6gIL7TZLbV2sCpSQPFklTk7W+oOMe1fh0c6xMYqjTdm+p+K4qjipVXJRkfPnxA/Yv8Ahl8RSNS0i/1zwHqUwQlIrf7VY7sdTEQHGf7wfaM9K+0w3FkcNTVGvTu1uz6fK87xGHj7KrG6Xff7/wDhz51+J37IvxW8PxzwWGiDxHptqNi32mk5ZcZDeU3zKeO/4V9BguIsqm+apPlfmfU5fjMPUq88m0/w+/8A4B5FdWmraBHZ2Os6bf6ZejcWF/G0TcjsGPQ19DGVHEXdOSafVO53VFGpKUoTujUi1KC4ht9966AII3iV+XXtxiuOEKtKp7q0bPNlCfOvc+ZwiiSRp0MzncxIQE4PzZJ646817jkz6VSaSsSILlrVU+0Sskb7EUyHEYYliFwehJJPuaTqdxOtr8jS8SRFNMs/LZ8fMVVXPyYPOOailJXOHBTftpNlLSLeSx0G5lWdgspWORFPJXPzA8+wrapLmdzrrVOerbsU9WtyYzKG+U/wk5JOOT+NZU562Loz1sfQmhtsuLzHzKuUK+vFfOVldXMKqMn4pweX4b/cHMrXS/IT0AjOP1zV4KSc1Y5oSSkrnkH2RodBkJjBkS5dGGcnG0f1FfQNpSR1qa9qnfocinUg8HPT8a9Loey07X6F6VD9pB6g1hfm2MHomj379jD4Rr8S/it/a17Fq0uk+HNl5J/Y21pzKGBRCud4RsEFlBx3IzmvmOIcc8FgnTSu59DyczrvC4ayV3I/SHxX4s8m2aV/CesFPNASeNGZA4XYysQDjG373A681/P1XDutHkTs97nyWDlGpTcqkWc9dfEHQprFDHbapEBMI4o4VJGMYCscA8sDjIIIOc8jPrU8uxMqanuj53EYzCxm4K9/RnQ23xZ8J2lwkE2p3ej3yptmTy3lRjsd8MwHGACfpznAqVgOb/l3f5nbQxWDpxvKTXyZi/FPRfgz8drK2Pir7dcXMELQwNbpi4GeWVDjPHPBPb1r2sDmGIwG10l+h62HzjAOVoNo8X+In7Efwr8L/DPX9S8IDxb4o8TQ2kkdhptvH5k7XGMKThcbVJyw64Br6fBcT/WK8adWVk3rpZHtLGUqslJVdO1v8j4A13wV4p8EX8UPiPQdR0KWbJiTUbdoTJg4JXcBkZ7iv0uNSjXV6Mrnv+0o1Y/u5XEguo4pEiJAJIck/h/jWNSnLY5HRnJ3Rc1KeOe1IDpIQdsYB6HuTWFNSi9Tnw0eSbuiH5V0OJQVwZeQDyTXRfcrV1pMj1mWI2Kqo2msKClz3Lw/Nznu/hhRLrU0XBjOee5PQYrxqvwGlfYyvi9cLaeHHZEyftQBYeojbj9RUZcr1DkpK80jxyxl+36NcT7tkgm24J7Hkn88V9JUXLNXO2rTVOaOXZR5+3cM7iM+tegvhPXT9w0b+IxQWjqu3endgAT9TWNJ+87nPFqTaPav2XfH3jf9nj4lR+JbHQtRvdLuEa11K3RHWOaDcMsHHy5U4Kk8Z+tedjlQxNO03seVj8RhqtJpzSa21P0i8PftCWTxS3Et00lrk3Rtrm2MDQHOACpXBO5ijEcbgR1HP5piMJQjNtI/PKXENXCXpwp3HSfF68n1J7WbVD4WuTvBthYrO0ICkl3wcrlSqhGAIJBA6UqeHlNcsNjilnkZVHKpHll6Fe++OcF3ZTW2n3NncRu/lwXcw8szShQCAXGwcAjsclcAnNd1OjHDayRy1sylVXusp6R8atNjvrrw4YrXVNWkSUi6ubWCbawUuhBThwu3GCBkn89KWHqVE7Q0OnDY+hTSco/gekRfFjwBfLZw39tFPcyMSQLDjd0yQF3MCDkbVPUc8iillrd7w1PfhnGEVuZHM+L/AAX8AviXqdu2seFbW6vLzNtBqssE8RjAACHd8vy5bjOBgV0UKeJwS5b6Hes4wD9yE7Hzr40/4J0/C/TruSVviDry293PJFFFp+l/aWikJDKg2/w7e5OOnPIr14Zu6bSkj0IZvRppSUk0j4x+L/wO8YfDW7uLx9B1O38MLeG1tr6VVfcQMjzfLLBHIydp5GCOxr6LC4qhWje6ue7hMXh6q5rq552+ogIsIJwGyQeorrnFS1SN3SvJySJdV1FJUSJCDtFYUqTi7sVOjySufQ/hGaO38Q2zueHzkDsc185WjaByVlcqfFTTV/4RVUkbeftI3ux4zunyfyUVhgHadzhg7TR47p2npH4bv5RyftG3j0219JN80kdNWo5VYryOQl+8DjAzx7V6cfhPegvddzZ1Bt2m6fIAcBcckjkHPauSK95nnU01OSfU/SfwF4mh8X+D7bxJ4M8MRS2k9tBb4gl82ZboriQENuCYP8Yx14x1r4XFqtTqcm7bPyfM8JVo126k7X6FaGNYLlrNm1EqoWUQCd/PXgsYy7M3ykZJP3cbevAHI8JJuSm7NHhurVpyvSszlNU1Cdp73TUWUSjbtSznZPIB6KFzgufMBJC88+nGmHweIhX5baHXze1j7SrFc3oY9q0/9j38pCmK8mjglku8AxMwcb1kbG1iASB0DLuA649rE0YtcskYqbvaKj9xSuZ5tJn0+O3lVla6juEvDIPOiXJDBcAgDBzkZ+navQwvtfZ2ithQhRle6sxmm6vqul21zNa3ctrfJGdkJChoHBKqCmABznj16jsOBvFty5Sp0KN02tDbGp6zo2nS6RJeoLiSYJcxM6wvA4DD5cBRkEnIHanh1Uqrlqo5ZYTDTfNCLRu2HxD17SNHMGloqQ3NwrW0rt5l5vJ2gJIDjkBgNqg/IOcKAPOr4JKtZO5UIr4Ipl+2+L/jmztAsWo6ZFd2l0t+7XqEmeVR+73K5bDLhQGUA/KQTg4rhVeWFqW5XY9elinCSjrY+YPix8Gfij8W/iRq/iHXNUtdY1S8X7QZklwoXKqERTjGNw4Huea+spZzh40XKUWrbn6Hh89wlOkotM429/Zh+IGj3/kXWko0oUgQ+aok3AZ27Sc57Yx601nuAdPnc7HUs6wlRWi7M6+wcR6jB1VkfJNcs/eps7H7yNT4qxFfC67wQft8jAnoflYAfqfzrjwmlSx5j92qkeOhZP8AhH2YsViuLmRtoOANoxX0f2kjWT/fpdkjgmUeZ1IGRn8//rV6qvbQ+kXwmrcXQOkpDnO1yR7AiueC953OSEbybPon9mHw940Twfqut6F4ltbPR7iRra70mSWWN5QMbyrKpCNt6E/kcV4WZ4jB0JRjiVvsz5DiD6reMa0feto7n0UdC1K1ka11fV5dQvrg2v8AZqpdMd0SrzuBEchKk7CVUE+XyOc14scTgFKolByXfU/Na0J837haf16ia3oenWfiBLWCO7vLrcHe3V2S3jVfmjctICWO0yZ9TnpwK+owmMw8UvZK6OB1K0PcqvUrXPhi1m1S3hS6cpdMHuYUs0IlJPBwmAuxGPzE4zzg5Ocqrjiagc8upS1Lw1pmo2l3djVLzTIrZRcxgzOY5nLBUJYEFT6gc856jJ9im4UkoijiJQ2V36FqL4aR2VmDq1zqFjpzOk8UBXzbby88/MMspBOdx2n3zmuiVOFNqTWgli5Svbcz7z4dP4hmaa1v49RgIe4kjCyxT43MzSOZCSW5BJGemADXBVUas/cRpRxb6rUj0XwneaPfC1uLd2tECPb6hCWkIVcELGjgAnDBiccFieM4rCjg4LEpyKxWMcaTlDcz5PBogivb9YriS4s7iNRaTSKsfLEsxZy/zKMZ2jOT17i8RllOp7yReHxaqK02aMWi6t4zvPs8NzdaXp5PnW88sUextqNuxIuMDuM5GcYxjNeTiMPPD0JqlG9zdTp09an9f15FLVdH1eGCVNJ8Sy3F9cR5isbZ2dY5ByxLHg4J3DA7jqc58KlhI1KKdeCOyhVw90zwtf3lyNxKhyCSOvIr2H7sbH7RGKsaHxBeXWfCdoI1UST3WAHfAyQcY/CuehBRqqx49a0aikeN2pH/AAjmoRscyW10vy9gCp6fipz+Fe/KNpJo66kbVYSXVHFzYVWHOOK9SEmtj6SFo79UXHV1twVxnBX6gisItKWpy07OTTPc/wBkD4yf8Ky8enTL+7tLTRNZKxzTXtq1xHHKAQrFEIJzkjHfNeRmmW0cfyTk37h4Wb4H6zS9pFXcT7l+IOhtr2tx69PBbWk+ivLa6lb2XltLBHkyKsakgKDwPvAtvJPTn5N1JU6jpRVkz8oqwrxbVrHH+IdUj8TeFjqMatpMylbaR0upFac7fuIiQuQERx8xkI5Xg4OPpsPVwcF9X+0eTOMlU53qyRf7H0+V9Yl1NiJdJMkslndRgG1VgGxvxIfmEY2Ec7icgc10xw0IT55vQIqpP3bGZqUNlHqmm313b/2hplyhnmsjcgi3Y4x+7w2G+7gEHC/mPclGFWUfY/iefeet9Cv4hm1Gxltle6juWntzPbWVxNuMcK/wl4n2gnB4I65wD32x1b2MVGa+41oUIy+IrQeN7fxl4cls4Le4gurO5a6mkkjdIyrMxZgcqcbmK4Y5KIMbW4GGHdOprFHTUoPBu9SzT2sXrm9nuNLESaoNCvrWGNrSGIwFplJO85BJUlSRsZh/B8zY45MRgqtOf1inLVdCYzpW/eLcrafr+o6hL5MLxyQPLtma4v0DSLjPy+XKASMcnhsE5xkVdHMIVX7J6SJxGFhQj7VvTyLM/iL/AEK61DSJHtZFUfaYL5POztX5okBUYHzDnce+c54nG026do9SKVNzT59V0LFp4qt9CuLOw0+2hnJiWQ3DgGIk5BJDgsSARwuQwPY18/UqSVP2LirHXCnGOqPlwclSe2DSkfv0dh3jC0afwJbBQGRboLyewRx/SsqTtUR4ld2nc8Zgdre21KJYyySKCW/uYJ/x/WvoOZOx6UrScGzmJZDtJPPT+VenFXVke84+8vQ6bwn4W1bxor2ukadeapdk4SCzhMkjHGThRzXBWq06Evfdjy8TiKWEkuZpep2+mfs6+KYrLVJNRji0uexjWcWd4+yeUHk7Fwfu9ycAeua5J5hRkm6bPHxGfYaMUou6Z9O6F4Kl1fRLKO5uwJ7qCBYjHcPLPJuOdskpG1sum7AYBQRnByB8PVnzV7o/OKuLdaTcUdBp+tzeHV1TSYFRSLlm/s6N2WXzlIzJ5rAI42/wBhkdM5FetWw9KEFiE/fZ5bjzL3tDm7u3sPD00j22oDU7e/3CGzTTGlWJlG0AyyOvlIHYZPIGAeOCfQjUqex5qmx0U7VFZrVfL/h2XPD1n4t1G0lv7q3iSbVZcSywzqhSORvLVo1dPugYyccBeSMYr0sNXeLjaGlupzYunSp1Ult59fxJdM1vwlpGnTWun29/PYWkEjpcvLbTLPcYJEMzLL8ozjtuznjiuqNVUVaS5kjavhpu05uzlbyL3w/8R6taeDJ7qXWV0iW/iSW5sLTT2mg+w5Kb3ZEIUZ+UgjIwQcMSK1oY6NWPw2OPGYeKqunzXitvM0BbJb3Sal4SkFm8cTPqr20RZSMECQERjy0bGDn5f9oVlOE3LmUzzqeIdVclSGq2Oc0nxvr99r1xocWiRrcW15HdSJBGPs6xNjdvxkCP5lJbn73es08LW0fuyXU9aphfY01UnK6fQ6GCCTVFvLm80WO/8lyyLFII7x5GQ4IgIJKBiV3JkEMDXXSxcajdFrSPU4ZR9nFST+LoM1CXXLXTLS3k0u4sb1XMAj1K+iimhzyztGWBUsTypA6+1clegqiukbxau9T5mLEB/ZRivIsmtT93g3zWIvEV48vho2+P3cc4dST0O1651H94jy8bG1RWPIJLxlivo0OS8fJ/Ef4CvoacNU2evSgpJNnOXCjEmOgUn+VenSlynpRbdmz3H9kPxpF4a8cX1tP56C7s2khltLhbeWOWL95xIzKEBVXBJPp16V42bUYVaV2j5bifDe1w3NFap/mfd3i230vTvFsV7qOpXmlA2Qu4zqWjvdLcLJuYQqF5WQhgCx7jjnFfCZfTdKU5T+FH5K7cvspLVnGXsNnr93Fo2tQy6PfxQD/SNS04wPBLGT5SqT+96BQ2zqWJJwRXLiqnta3NQ0R2UcBVoU/ac+hbe58LaCZkvYEvfsjQrNJqFuDLNOQQ5h87/lkQo4GM7euSK7KdXnnaSuedVVWpacZaP8DjbiOCS4itNJld/D9zFM89sLKQNFLkZ+QKdhHylXbC/JnjmvWi62JXsnL3ex1xnGEG57rrfcH0nU5rKe4l0+cXVj5Xl2kuopK8z7gYnRI16D7xUHOdvGK66bk4+xhol1CsoytU5unbYpTSeFtCllgtbeXThPeLIRaTK1wbj5d53HkBTnDHufWvQwXPCTpylo+pk6latbn95Lv+RPokl1ZeMLwwa1daq1rGbnK+XMWgZvn8wsAhG/OcEqGyM1derTwzsncxxEZVYRvSsivffEWGWC/sksrFZprsTSvbTGO8kYhidsifu1XDNlSccUUqyxHuwpa9zppUXBKcuh3mleJovAzvqj6MmmapbWTEzau0VzPFFKhSPARwzbgTkNnIGc8VhiMF7TXEK3puc1SVXmtB6Gfo3iTwrrlw9jbXI1jfEyrHKJWt14GdkbZBzgZ9MZ7VcJQwnKotSi/wOWrhcXJqUVqjUfw/oB8NavoGqxWkU+nmSd9VkaO3nkdMqI125TdjjBwflwRmtMTjIRt7OQU51ubl9lY+T32qjEE5yOhrhlofvj0mZXjOV7PSFBwENyp9z+7etqELyTM8RBSaZ4wbllupwpPzqwI9ele8o+6j04xtBEFxGCDtPBHNXFmkJWNn4ZeLrrwB490PxDayPHLpl7Fc5icqxVWBYAjkZGR+NGIhzU3EMZSWIoSi9br/AIY/RbXfH12njdb3T9bvvFthf27XY1Er5UcCshKmKWbe6oE3DOA2R948Y/Np1PflQ6yPxbE4RNyv8SLWh2Gk2Or3Gs3OoxJaNFBNLq5uRqk1sVHD7HAGwsQSeQSRnGBUfVvqslCXU48P7dR5aj0I9V1HTptFuNIvdcgm/tPU47jTNauYIpZbldjlESJgTFuLR5IIAwvGTk+pShSprle5lVpzUf3avHqYWqXc0uk23huyuYhrM1wzvqms22bW3hcYzGeTHMSoxtGCAenWu7C0J1KnuMyTpRp/vVotvP8A4BDp3hXTr/wz4gsbvS9L/dJ5NjqK6gMpIGJdhBIqqwbZzxwNpror0fqcZKXwswq4vl5XC9/67GH4it9K03QYtN1G6WxuJtNFyJtKtCxfJyFlRfl6Hd3GBxXnYbGe1Tpv4O514SEqk+aOrTKlj4s8M3M2kz+C9Kur6W1hQ3l/Z6WbVzMrNnmD7owF4GM55FexRwNKo+ZO56NahmLV6qIk8O6nrkus31t4f1C4huJvtX2a/wBIZEaQtgnzdqvnknk9+vce1RxVSh+7ox180cslKnKMZvVdU76BpGmeJYNUtYpfDuo2ekETGeT7NJIiRqoYtHJ/rThwBtZ2HPHt5VadWrUtJcvmzsk6EYOTtf7hup+GLnw+LG01O8trmDUZ2tlne12Sw5w5kVHHy9g2R0AxWOJy+nGCqKev5nmYbFU685KDty2ucDp2nat4ev7i21NobuwcsTHbSyFblQ2BuAY9eSM881NBwrx5HC3mfQ1KuDnH91LU5tDtmB3dDmsJfAfphzHxQl8vQrRiNxa4UY/4A9dOBV0y4q55Zd6fepAl+bacWLTNbC7MZ8ppQASm7pkAg468ivdg1Y7aUopWEMGA28blWoctfdIu56wJbTRZL65jWILHJvAbzTtUD/aJIwPxodWCXvMh14U4tTZ9hfCbTPH3w30Sfw34je8sNCtxFqMeqaQyXCCKQHaUfcQ45yAQ2COgr5XMYU6tSNSlG9j8wzipg8XVVSlLXqtvvsel6b8SvE3iTTNQs7bUxrlhcWts2o395a2KJsG5o98TRn95tO04BOVGCei+ZVryqR5OTX1Plq0PY3d7eSu/x/4Jitot3rmu6xcaPrGmeJ2ltEWHTfGFkpZBkEeRKrI8QUIcAbQcAFTmtcPTvTtUVrHZRxaVKNOpTdu8X/VzhYIpra8gstMW9+ytbvJq/kvskvoQVkmEKqCFRFjwP+Wnzn5wOK2+s0JwfO7SR6VKalT1XpfW39b9u6fTHTW/EU0v2y3b7ZiRYPs97eSJPApG7IZGQ+WQvJHPH3l61um8VDmvsb0aeHoxvNK7/r+vyPWP2VvAb/Ej466H4e1fVb+0ttItZdS1DT5443M8MZCrCJcFhuyu4NggEgetdWGprEyUeiOvD0KGtVpd77eb8vLax+nujy2FpFFpmmRWem2sC5Szs0WMRpnjCDpn17mvpY+5tp6Gv11Yl2WiPNdN+JvizVtQaGf4Z67bWo85lu1mjdXVI9yEDjl2UqBn09az9pJyuc9bAyqQ5ol/wp4g1XxfNqCXHhrWdAjtAgWXVI4wtwzFgwQqxyV28+m6hyb3PnMTl9ZR0M3x58LNK+I2kyaVrVjDcuQz2k7od0E4GUcFSpxuC5AI3YwapL2r5Grnh4fCyp1X7TqfnDr3g/X7a3VL3w7aW015dpNDPZSR3EkpRnEiZZi6g9cFiMqPWvIqUbVbo+jp4jDRgoJ/f0PKT8uciuJ6w0P10x/GK6fKdAXUmlXT5dTVZWgZVdVZW5BYY/OtsKpKlNxWtgfN7ObjvY+m7X4XzN8IPBfg668u18LHVri6s7fxTA1pLemVPnkBhDgAlMK5ZiodeQoBb5ytm8k372x+fYzMcUqnNFP5f1/TOQ8Ffs5aSnieDVNZ8LDV9MWeWWfQbe4mjn8tdw2BpIlVjkKdqsGIzjrWMs7cUlGerOunj8RWpWhKzR1Wt/D/AMJ3Op2lzoXw8vdLstXgFrDJf2yTtvjYbpWZ5FRE288jPuSMUvrzrae0t8ziVfESkqcpNvod/wDCmDWPFdlpLQ6Rb3ngzS2S1eO5t/30ULIqbo5I1AYH74C78EHJU14uLzCGBfI6l2+x5MMv+tzlNafqbOrfDpPidPHJYeG9LsbiCeS4ZbppY5h5aoHaOQY8yMMshGAMHGN/JXlp5jDmtzO71+R6MssqU4Wgn8jybR7/AEi/124TStKm8X67qC3EMNlYwedBHIm1opQ0gVhjaxyVJ+QhtuRX19GrSq0OavPkt3Pnp4PGX5oyUYLprfzPS0+KXizwtothY6t4Tj0SW80preHWZWt4J4ZHBj3Qho2CDO0YAb+JjkDFfPxwFPGYpV3USjf5M9iONo4Wny1qbk32W/8AXyOMtPAlrpWk6PPdJ4sTxYLxYbRbWS3vzcXAQlHSSRYkXBKg9Qc9K+xcfYNQp7PseBVxXtKrldRg+97W7aXZ13hfVdL+Dvxy13xrqniuC51RoRb3tlPJGLqWJlQOrKHYeYmFOd204POflHqU+XCNST3LniMV7FRoJyj3XmfR2veAPB3xP1CTVZnnuLqaCKP7VYalJbyeUMsgKh+DtcnDAH5vXp7XsqlVuUFdHlwx/sZ8kpamjY/BjwOltPBHZziBnWRtut3AI2IRu/1nGA54zjoeOtEaSvZ7n1FDM6misMHwD+HOq3NmIby9t4IiS1tBr0hjuQfMyGBlJGDK53Ag5fnO0EDVOPxSX3ntUcV7fRrX5HR6n4k8MfDL4e6+/hA2Gu6jo1s91HpMGrJKYnfO1pnkkGyMHJJYjgcc4pc0KfvxZ1SoUormqR16H59+AvDOt67Hf6d9si1XUwGnvEWIW5tXY4Dbo2dWG48MMZ6g4rx61ScpXjqfEY2VKDc4U2orqeCkIDhlLH13YrijflP2iRxvxbKzeHbOMLtxcoc5z/A9ehgHyttnXQfKfoL8I7Sz+KXwz8Ox3rXN7capLZgtqRSUxMi5VI3Cgxx7R0XoSeuTXwdeUPrOIp8qPzfE88avs092yPxV4Qs9AN54q+3avq2o+HpBJjUL9vLaZVZElVUC42gnCnI6V8/Tqe0jaCS0tt53OXC80ak6bfXsdNp3jLxDoes+FvEGuzWGrW2sItsNOe182GC3GDKqKxAVivAbB561zScopzv+B1wUqeNpzT2v08iHwdJqmi3l54YsrbTodHP+n2EYyPLAlGzeoTbuVhu6Hk1w1sM6vLUctWc2DqTjGo79TznxT4s0vQ/ibp2mRJqf9pf2il1Lq8lzunnYu6tEdpRVRsg5Ck9RjvX0WHy/96nzaWStY6FmNb2DlfVCfFX4pQ6T4k8H3Wm2H9lXNxbyWlvJaKiGHcQFbKhSfmMhIYt9/vjNehiMEq1CdG+iszycPVq4mnUu9jpNN+MPiZNa8ReGNQuJNRs9OsIrlDcXTSYbgptG0YIYq27PG0ACufE03hsLGMX9pG6hKrSg3LY1dYh0vxXr+h6xrVpc2eoaszXFs2m3WWgmgT5pPMZRywXGAnHXJ6Vr9erYNWpvfuYLBSrUpc8la/Y808QeJdB+M2jRjS9JntYrGI3F/Nq7wzy3OflY5WMEsAMAkgewr6PB87kp4h8xy1uXAUlGncr/ABZ0zVfhb8NYbm51aa+0cPG8i2cht7mJZDlI42wwKjK5Bx0r162PxHtVQpS5UY5bl1LMcQ6kkr+g/wAJ3Hhibwpp15rA1mO41SN5T9hmyGt5FUFSS6kN8hyOV5r1FWf1fnl8Xc4sTQqwxnsoTsl5HVfDj4eeGPif4O8df2Bp7aRFp/7tJJyPNUBSGeMrnYziPBUcYx65Hhym6j/7eOiGHxNOop+1u+XseEafongeO316BNMvLRZCEmTTNtqZNjiPBcs/ylmDkbc5Uc1VSpL3VfdnsVq+MgoSnU5rLS+vQ3WuLCz1fQtR8Pi60uLSozHLb3BWdZA3UcBNw5J5xz3Nd1eX1ejzRPLwzlWhOjVfNzeR/9k=)
![Ethik Unterrichtsmaterialien zu den zentralen Lehrplanthemen; [mit über 50 Kopiervorlagen]](data:image/jpg;base64,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)
![Jesus - Leiden, Tod und Auferstehung 8 komplette Unterrichtseinheiten im Religionsunterricht der Grundschule Klasse 1 - 4 ; [mit Kopiervorlagen und Schülerlexikon]](data:image/jpg;base64,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)
![Tafelbilder Sozialkunde und Wirtschaft Modelle für alle Schularten ; [Sekundarstufe 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)
![Ethik Unterrichtsmaterialien zu den zentralen Lehrplanthemen; [mit über 50 Kopiervorlagen]](data:image/jpg;base64,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)