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1
Religionsbuch 5/8, Praktische Schülerübungen Praktische Schülerübungen zu den Religionsbüchern 5-8 : Grundlegung / Albert Höfer/Gertraud Tröbinger, Franz Feiner
by
Höfer, Albert 1932-2022
,
Tröbinger, Gertraud
,
Feiner, Franz 1953-
Published
Donauwörth
:
Verlag Ludwig Auer
,
[1976]
Series
Neue Lehrerhefte zu Auers Religionsbüchern
Catalogue:
GEI
Call Number: WD-V 176(1,76)5-8S
Format:
Book
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Educational Media Metadata
School Subject (according to ISCED):
02 - Arts and humanities
022 - Humanities (except languages)
0221 - Religion and theology
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Task Collection
Country of Use:
Germany
Bavaria
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2
Moralisch-ethische Konflikte - die Antworten der Weltreligionen Materialien zu den Positionen von Christen, Juden und Muslimen ; [Sekundarstufe I]
by
Hausotter, Andreas
Published
Donauwörth
:
Auer Verl. in AAP Lehrerfachverlag
,
2011
Edition:
1. Aufl.
Series
Auer macht Schule
Auer macht Schule
Catalogue:
GEI
Call Number: WD-V 51(1,2011)
Format:
Book
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Educational Media Metadata
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02 - Arts and humanities
022 - Humanities (except languages)
0221 - Religion and theology
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Task Collection
Country of Use:
Germany
Observations
Literaturangaben
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3
Armut und Arbeitslosigkeit - muss das sein? Arbeitsblätter zur politischen Meinungsbildung ; Klasse 5 - 10 ; [Sekundarstufe I]
by
Tuschl, Martin
Published
Donauwörth
:
Auer-Verlag
,
2011
Edition:
1. Aufl.
Series
Auer macht Schule
Catalogue:
GEI
Call Number: SC-V 90(1,2011)2
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 2 - Lower secondary level
Document Type:
Task Collection
Country of Use:
Germany
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4
Ethik Unterrichtsmaterialien zu den zentralen Lehrplanthemen; [mit über 50 Kopiervorlagen] 8. [Klasse]
Published
Donauwörth
:
Auer
,
2010
Edition:
Sekundarstufe I, 1. Aufl.
Series
Auer macht Schule
Catalogue:
GEI
Call Number: WD-V 3(1,2010)8
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 2 - Lower secondary level
Document Type:
Task Collection
Teacher's Guide
Country of Use:
Germany
Observations
Hier auch später erschienene, unveränderte Nachdrucke
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5
Politik an Stationen Übungsmaterial zu den Kernthemen des Lehrplans; [mit Kopiervorlagen] 7/8
Published
Donauwörth
:
Auer
,
2011
Edition:
1. Aufl.
Series
Auer macht Schule Sekundarstufe I
Catalogue:
GEI
Call Number: SD-V 412(1,2011)7/8
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 2 - Lower secondary level
Document Type:
Task Collection
Country of Use:
Germany
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6
So steht es in der Bibel: Weihnachten, Ostern, Pfingsten ; drei Lernzirkel in Stationen für einen offenen Religionsunterricht in den Jahrgangsstufen 3. und 4
by
Frede, Zita
Published
Donauwörth
:
Auer
,
2009
Edition:
3. Aufl.
Series
Auer macht Schule Grundschule
Catalogue:
GEI
Call Number: WB-V 46(3,2009)
Format:
Book
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School Subject (according to ISCED):
02 - Arts and humanities
022 - Humanities (except languages)
0221 - Religion and theology
Level of Education:
ISCED 1 - Primary level
Document Type:
Task Collection
Country of Use:
Germany
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Select result number 7
7
Die Sakramente motivierende Zugänge für den Religionsunterricht ; mit Kopiervorlagen
by
Gretenkord, Ilse
Published
Donauwörth
:
Auer Donauwörth
,
2010
Edition:
2. Aufl.
Series
Auer macht Schule Sekundarstufe I
Catalogue:
GEI
Call Number: WC-V 55(2,2010)
Format:
Book
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Educational Media Metadata
School Subject (according to ISCED):
02 - Arts and humanities
022 - Humanities (except languages)
0221 - Religion and theology
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Task Collection
Country of Use:
Germany
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8
Erdkunde an Stationen Übungsmaterial zu den Kernthemen des Lehrplans; [mit Kopiervorlagen] 9/10 / Lars Gellner; Oliver Zyber
by
Gellner, Lars
,
Zyber, Oliver
Published
Donauwörth
:
Auer
,
2012
Edition:
1. Aufl.
Series
Auer - Sekundarstufe 1
Auer macht Schule
Catalogue:
GEI
Call Number: GD-V 349(1,2012)9/10
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 2 - Lower secondary level
Document Type:
Task Collection
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9
Das Leben in der mittelalterlichen Stadt Lerneinheit zur selbstständigen Themenerarbeitung in der Sekundarstufe I ; [mit Kopiervorlagen]
by
Papenberg, Helmut
Published
Donauwörth
:
Auer
,
2010
Edition:
3. Aufl.
Series
Lesen - Forschen - Präsentieren
Catalogue:
GEI
Call Number: HD-V 268(3,2010)
Format:
Book
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Educational Media Metadata
School Subject (according to ISCED):
02 - Arts and humanities
022 - Humanities (except languages)
0222 - History and archaeology
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Task Collection
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10
Ethik Unterrichtsmaterialien zu den zentralen Lehrplanthemen; [mit über 50 Kopiervorlagen] 10. [Klasse]
Published
Donauwörth
:
Auer
,
2009
Edition:
Sekundarstufe I, 1. Aufl.
Series
Auer macht Schule
Catalogue:
GEI
Call Number: WD-V 3(1,2009)10
Format:
Book
Indexes
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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 2 - Lower secondary level
Document Type:
Task Collection
Teacher's Guide
Country of Use:
Germany
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Select result number 11
11
Katholische Religion an Stationen Übungsmaterial zu den Kernthemen des Lehrplans ... 5/6 [mit Kopiervorlagen] / Tina Schauer; Inge Wittig
Published
Donauwörth
:
Auer
,
2010
Edition:
1. Aufl.
Series
Auer macht Schule Sekundarstufe I
Catalogue:
GEI
Call Number: WC-V 59(1,2010)5/6
Format:
Book
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02 - Arts and humanities
022 - Humanities (except languages)
0221 - Religion and theology
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Task Collection
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Select result number 12
12
Erdkunde an Stationen - Inklusion Materialien zur Einbindung und Förderung lernschwacher Schüler Klasse 7/8
by
Zyber, Oliver
Published
Donauwörth
:
Auer
,
2015
Edition:
1. Auflage
Series
Auer Sekundarstufe I
Inklusion - für differenzierten Unterricht
Catalogue:
GEI
Call Number: GG-V 15(1,2015)7/8
Format:
Book
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03 - Social sciences, journalism and information
031 - Social and behavioural sciences
0314 - Sociology and cultural studies
05 - Natural sciences, mathematics and statistics
053 - Physical sciences
0532 - Earth sciences
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Task Collection
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Select result number 13
13
Gedichte für die Grundschule Schülerarbeitsheft Jahrgangsstufe 4
Published
Donauwörth
:
Auer
,
1985
Edition:
3. Aufl.
Catalogue:
GEI
Call Number: DB-V 339(3,85)4
Format:
Book
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02 - Arts and humanities
023 - Languages
0232 - Literature and linguistics
Level of Education:
ISCED 1 - Primary level
Document Type:
Task Collection
Reading Book
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14
katholisch. evangelisch. orthodox die großen christlichen Konfessionen im Vergleich - Materialien für den Religionsunterricht : [als Lernwerkstatt einsetzbar]
by
Sigg, Stephan 1983-
Published
Donauwörth
:
Auer
,
[2015]
Edition:
1. Auflage
Series
Immer besser unterrichten
Catalogue:
GEI
Call Number: WC-V 138(1,2015)
Format:
Book
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02 - Arts and humanities
022 - Humanities (except languages)
0221 - Religion and theology
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Task Collection
Teaching Aids
Country of Use:
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Observations
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15
Katholische Religion an Stationen - Inklusion Materialien zur Einbindung und Förderung lernschwacher Schüler Klasse 9/10
by
Sommer, Sandra 19XX-
Published
Donauwörth
:
Auer
,
2015
Edition:
1. Auflage
Series
Inklusion für differenzierten Unterricht
Immer besser unterrichten Sekundarstufe I
Catalogue:
GEI
Call Number: WD-V 157(1,2015)9/10
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Book
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02 - Arts and humanities
022 - Humanities (except languages)
0221 - Religion and theology
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Task Collection
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16
Geschichte an Stationen Übungsmaterial zu den Kernthemen des Lehrplans; [mit Kopiervorlagen] 9/10 / Autoren: Lars Gellner; Matthias Gerhardt
Published
Donauwörth
:
Auer
,
2011
Edition:
1. Aufl.
Series
Auer macht Schule : Sekundarstufe I
Catalogue:
GEI
Call Number: HD-V 386(1,2011)9/10
Format:
Book
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02 - Arts and humanities
022 - Humanities (except languages)
0222 - History and archaeology
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Task Collection
Teaching Aids
Teacher's Guide
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Germany
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17
Wie stehst du zu deiner Religion? umfassende Materialien zum Thema Glaubensfragen und Glaubenskritik ; Jahrgangstufe 9 - 12 ; [Mit Kopiervorlagen ; Sekundarstufe]
by
Wasmaier-Sailer, Margit 1975-
Published
Donauwörth
:
Auer
,
2010
Edition:
1. Aufl.
Series
Auer macht Schule Sekundarstufe
Catalogue:
GEI
Call Number: WD-V 53(1,2010)
Format:
Book
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02 - Arts and humanities
022 - Humanities (except languages)
0221 - Religion and theology
Level of Education:
ISCED 2 - Lower secondary level
ISCED 3 - Upper secondary level
Document Type:
Task Collection
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Observations
Literatur- und Medienverz. S. 65
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18
Religionsbuch 7, Praktische Schülerübungen Praktische Schülerübungen zu Regligionsbuch 7 / Albert Höfer/Franz Feiner ; unter Mitarbeit von: Alfred Höfler, Hans Krameritsch, Wolfgang Seiler
by
Höfer, Albert 1932-2022
,
Feiner, Franz 1953-
Published
Donauwörth
:
Verlag Ludwig Auer
,
[1976]
Series
Neue Lehrerhefte zu Auers Religionsbüchern
Catalogue:
GEI
Call Number: WD-V 176(1,76)7S
Format:
Book
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Educational Media Metadata
School Subject (according to ISCED):
02 - Arts and humanities
022 - Humanities (except languages)
0221 - Religion and theology
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Task Collection
Country of Use:
Germany
Bavaria
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19
Katholische Religion an Stationen Materialien zur Einbindung und Förderung lernschwacher Schüler Klasse 5/6
by
Sommer, Sandra 19XX-
Published
Donauwörth
:
Auer Verlag
,
2014
Edition:
1. Auflage
Series
Inklusion für differenzierten Unterricht
Immer besser unterrichten Sekundarstufe I
Catalogue:
GEI
Call Number: WC-V 129(1,2014)
Format:
Book
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02 - Arts and humanities
022 - Humanities (except languages)
0221 - Religion and theology
Level of Education:
ISCED 2 - Lower secondary level
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Task Collection
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20
Ethik Unterrichtsmaterialien zu den zentralen Lehrplanthemen; [mit über 50 Kopiervorlagen] 5. [Klasse]
Published
Donauwörth
:
Auer
,
2009
Edition:
Sekundarstufe I, 1. Aufl.
Series
Auer macht Schule
Catalogue:
GEI
Call Number: WC-V 2(1,2009)5
Format:
Book
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02 - Arts and humanities
022 - Humanities (except languages)
0223 - Philosophy and ethics
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Task Collection
Teacher's Guide
Country of Use:
Germany
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![Moralisch-ethische Konflikte - die Antworten der Weltreligionen Materialien zu den Positionen von Christen, Juden und Muslimen ; [Sekundarstufe I]](data:image/jpg;base64,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)
![Armut und Arbeitslosigkeit - muss das sein? Arbeitsblätter zur politischen Meinungsbildung ; Klasse 5 - 10 ; [Sekundarstufe I]](data:image/jpg;base64,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)
![Ethik Unterrichtsmaterialien zu den zentralen Lehrplanthemen; [mit über 50 Kopiervorlagen]](data:image/jpg;base64,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)
![Politik an Stationen Übungsmaterial zu den Kernthemen des Lehrplans; [mit Kopiervorlagen]](data:image/jpg;base64,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)
![Erdkunde an Stationen Übungsmaterial zu den Kernthemen des Lehrplans; [mit Kopiervorlagen]](data:image/jpg;base64,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)
![Das Leben in der mittelalterlichen Stadt Lerneinheit zur selbstständigen Themenerarbeitung in der Sekundarstufe I ; [mit Kopiervorlagen]](data:image/jpg;base64,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![Ethik Unterrichtsmaterialien zu den zentralen Lehrplanthemen; [mit über 50 Kopiervorlagen]](data:image/jpg;base64,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)
![Geschichte an Stationen Übungsmaterial zu den Kernthemen des Lehrplans; [mit Kopiervorlagen]](data:image/jpg;base64,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)
![Wie stehst du zu deiner Religion? umfassende Materialien zum Thema Glaubensfragen und Glaubenskritik ; Jahrgangstufe 9 - 12 ; [Mit Kopiervorlagen ; Sekundarstufe]](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=)