Showing
1 - 20
results of
209
for search '
'
Skip to content
|
Your Account
Log Out
Login
Language
English
Deutsch
Español
Italiano
Metadata search
Full-text search
All Fields
Title
Author
Subject
Call Number
ISBN/ISSN
Tag
Find
Advanced
Reset Filters
Series:
Schöningh-Schulbuch
Reset Filters
Show filters (1)
Series:
Schöningh-Schulbuch
Showing
1
-
20
of
209
for search:
''
, query time: 0.24s
List
Statistics
Sort
Relevance
Year of publication, descending
Year of publication, ascending
Author
Title
Date of registration, descending
Date of registration, ascending
Modification date, descending
Modification date, ascending
Select Page
Select all results
with selected:
Email
Export
Print
Save
Select result number 1
1
Terrorism - a global threat? [Modelle und Methoden für den Englischunterricht]
Published
Paderborn
:
Schöningh
,
2007
Edition:
Dr. A, 1
Series
Challenges - Global learning in a globalised world
Schöningh-Schulbuch
Catalogue:
GEI
Call Number: SE-V 164(1,2007)3
Format:
Book
Show more information
Show less information
Save to List
Saved in:
Educational Media Metadata
School Subject (according to ISCED):
03 - Social sciences, journalism and information
031 - Social and behavioural sciences
0312 - Political sciences and civics
Level of Education:
ISCED 3 - Upper secondary level
Document Type:
Textbook
Country of Use:
Germany
Saved in:
Select result number 2
2
Religion - einmal anders Lehrermaterial mit Kopiervorlagen für die Arbeit im Unterricht 9./10. [Schuljahr]
Published
Paderborn
:
Schöningh
,
2001
Series
Schöningh-Schulbuch
Catalogue:
GEI
Call Number: WD-V 21(1,2009)9/10
Format:
Book
Indexes
Show more information
Show less information
Save to List
Saved in:
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:
Teaching Aids
Country of Use:
Germany
Observations
Hier auch später erschienene, unveränderte Nachdrucke
Konfessionsübergreifende Materialsammlung; in allen Schulformen einsetzbar. 6 Folien in Buchtasche
Saved in:
Select result number 3
3
Team Arbeitsbuch für Politik und Wirtschaft 10, [Schülerband] / erarbeitet von: Karin Herzig, Wolfgang Mattes, Andreas Müller
by
Herzig, Karin
,
Mattes, Wolfgang 1949-
,
Müller, Andreas
Published
Paderborn
:
Schöningh
,
2011
Edition:
Realschule, Hessen, [Neubearbeitung], 1. Druck
Series
Schöningh-Schulbuch
Catalogue:
GEI
Call Number: SDR-V 40(1,2011)10
Format:
Book
Indexes
Show more information
Show less information
Save to List
Saved in:
Educational Media Metadata
School Subject (according to ISCED):
03 - Social sciences, journalism and information
031 - Social and behavioural sciences
0312 - Political sciences and civics
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Textbook
School Type:
Realschule: Secondary school providing general education (not to university entrance level)
Country of Use:
Germany
Hesse
Saved in:
Select result number 4
4
Zeiten und Menschen 1, [Schülerband] / Autoren: Lambert Austermann [und andere]
by
Austermann, Lambert 1956-
Published
Paderborn
:
Schöningh
,
2015
Edition:
Ausgabe N, [Gymnasium, Niedersachsen, G9], Druck A
Series
Schöningh-Schulbuch
Catalogue:
GEI
Call Number: HCG-V 54(1,2015)1
Format:
Book
Indexes
Show more information
Show less information
Save to List
Saved in:
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:
Textbook
School Type:
Gymnasium: Academic secondary school ('grammar school')
Country of Use:
Germany
Lower Saxony
Observations
Auch als digitales Schulbuch erschienen
Saved in:
Select result number 5
5
The media from printing to podcasts [Student's book]
by
Speight, Stephen
,
Witsch, Karsten
Published
Paderborn
:
Schöningh
,
2009
Series
Discover ... topics for advanced learners
Schöningh-Schulbuch
Catalogue:
GEI
Call Number: SE-V 129(1,2009)16
Format:
Book
Show more information
Show less information
Save to List
Saved in:
Educational Media Metadata
School Subject (according to ISCED):
03 - Social sciences, journalism and information
031 - Social and behavioural sciences
0312 - Political sciences and civics
Level of Education:
ISCED 3 - Upper secondary level
Document Type:
Teaching Aids
Country of Use:
Germany
Saved in:
Select result number 6
6
Mass media - progress or Pandora's box? [Modelle und Methoden für den Englischunterricht]
Published
Paderborn
:
Schöningh
,
2010
Series
Challenges - global learning in a globalised world
Schöningh-Schulbuch
Catalogue:
GEI
Call Number: SE-V 164(1,2010)14
Format:
Book
Show more information
Show less information
Save to List
Saved in:
Educational Media Metadata
School Subject (according to ISCED):
03 - Social sciences, journalism and information
031 - Social and behavioural sciences
0312 - Political sciences and civics
Level of Education:
ISCED 3 - Upper secondary level
Document Type:
Teaching Aids
Country of Use:
Germany
Saved in:
Select result number 7
7
Landmarks in British history people, places and events [Schülerh.]
Published
Paderborn
:
Schöningh
,
2011
Edition:
1. Dr.
Series
Discover ... Topics for Advanced Learners
Schöningh-Schulbuch
Catalogue:
GEI
Call Number: HE-V 118(1,2011)1
Format:
Book
Show more information
Show less information
Save to List
Saved in:
Educational Media Metadata
School Subject (according to ISCED):
03 - Social sciences, journalism and information
031 - Social and behavioural sciences
0312 - Political sciences and civics
02 - Arts and humanities
022 - Humanities (except languages)
0222 - History and archaeology
0314 - Sociology and cultural studies
05 - Natural sciences, mathematics and statistics
053 - Physical sciences
0532 - Earth sciences
Level of Education:
ISCED 3 - Upper secondary level
Document Type:
Teaching Aids
Country of Use:
Germany
Saved in:
Select result number 8
8
Secondary education in the USA and Britain Students' book / edited by Klaus Hinz and Elisabeth Mies
Published
Paderborn
:
Schöningh
,
1999
Edition:
1. Druck
Series
Schöningh-Schulbuch
Discover ... topics for advanced learners
Catalogue:
GEI
Call Number: SE-V 129(1,99)-4
Format:
Book
Show more information
Show less information
Save to List
Saved in:
Educational Media Metadata
School Subject (according to ISCED):
03 - Social sciences, journalism and information
031 - Social and behavioural sciences
0312 - Political sciences and civics
Level of Education:
ISCED 3 - Upper secondary level
Document Type:
Textbook
Country of Use:
Germany
Saved in:
Select result number 9
9
Gender matters - exploring male-female relationships [Modelle und Methoden für den Englischunterricht]
by
Thaler, Engelbert 1956-
Published
Paderborn
:
Schöningh
,
2008
Edition:
1. Dr.
Series
Challenges - Global learning in a globalised world
Schöningh-Schulbuch
Catalogue:
GEI
Call Number: SE-V 164(1,2008)7
Format:
Book
Show more information
Show less information
Save to List
Saved in:
Educational Media Metadata
School Subject (according to ISCED):
03 - Social sciences, journalism and information
031 - Social and behavioural sciences
0312 - Political sciences and civics
Level of Education:
ISCED 3 - Upper secondary level
Document Type:
Teaching Aids
Country of Use:
Germany
Saved in:
Select result number 10
10
Religion - einmal anders Lehrermaterial mit Kopiervorlagen für die Arbeit im Unterricht 7./8. [Schuljahr]
Published
Paderborn
:
Schöningh
,
2000
Series
Schöningh-Schulbuch
Catalogue:
GEI
Call Number: WD-V 21(1,2010)7/8
Format:
Book
Indexes
Show more information
Show less information
Save to List
Saved in:
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:
Teaching Aids
Country of Use:
Germany
Observations
Hier auch später erschienene, unveränderte Nachdrucke
Konfessionsübergreifende Materialsammlung; in allen Schulformen einsetzbar. 7 Folien in Buchtasche
Saved in:
Select result number 11
11
Team Arbeitsbuch für Politik und Wirtschaft 5/6, Lehrerband / erarb. von: Karin Herzig ...
Published
Paderborn
:
Schöningh
,
2008
Edition:
Ausg. für Gymnasien in Nordrhein-Westfalen, Dr. 1
Series
Schöningh-Schulbuch
Catalogue:
GEI
Call Number: SCG-V 1(1,2008)5/6L
Format:
Book
Show more information
Show less information
Save to List
Saved in:
Educational Media Metadata
School Subject (according to ISCED):
03 - Social sciences, journalism and information
031 - Social and behavioural sciences
0312 - Political sciences and civics
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Teacher's Guide
School Type:
Gymnasium: Academic secondary school ('grammar school')
Country of Use:
Germany
North Rhine-Westphalia
Saved in:
Select result number 12
12
Zeiten und Menschen 3, [Schülerbd.]
Published
Paderborn
:
Schöningh
,
2009
Edition:
[Gymnasium (G8), Nordrhein-Westfalen]
Series
Schöningh-Schulbuch
Catalogue:
GEI
Call Number: HD-V 371(1,2009)3
Format:
Book
Indexes
Show more information
Show less information
Save to List
Saved in:
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:
Textbook
School Type:
Gymnasium: Academic secondary school ('grammar school')
Country of Use:
Germany
North Rhine-Westphalia
Observations
Hier auch später erschienene, unveränd. Nachdrucke
Saved in:
Select result number 13
13
Politik, Wirtschaft ein Arbeitsbuch für Gymnasien in Nordrhein-Westfalen 7/8, Lehrerband / erarbeitet von Franz Josef Floren ...
Published
Paderborn
:
Schöningh
,
2013
Edition:
Nordrhein-Westfalen, Gymnasium, Druck 1
Series
Schöningh-Schulbuch
Catalogue:
GEI
Call Number: SDG-V 57(1,2013)7/8L
Format:
Book
Show more information
Show less information
Save to List
Saved in:
Educational Media Metadata
School Subject (according to ISCED):
03 - Social sciences, journalism and information
031 - Social and behavioural sciences
0312 - Political sciences and civics
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Teacher's Guide
School Type:
Gymnasium: Academic secondary school ('grammar school')
Country of Use:
Germany
North Rhine-Westphalia
Observations
Die CD-ROM enthält Kopiervorlagen und Zusatzmaterialien
Saved in:
Select result number 14
14
Team Arbeitsbuch für Politik und Wirtschaft 1, [Schülerbd.] [5./6. Schuljahr] / erarb. von: Karin Herzig ...
Published
Paderborn
:
Schöningh
,
2008
Edition:
[Ausg. für Realschulen und Gesamtschulen in Nordrhein-Westfalen], 1. Dr.
Series
Schöningh-Schulbuch
Catalogue:
GEI
Call Number: SC-V 76(1,2008)1
Format:
Book
Indexes
Show more information
Show less information
Save to List
Saved in:
Educational Media Metadata
School Subject (according to ISCED):
03 - Social sciences, journalism and information
031 - Social and behavioural sciences
0312 - Political sciences and civics
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Textbook
School Type:
Realschule: Secondary school providing general education (not to university entrance level)
Gesamtschule: Comprehensive school
Country of Use:
Germany
North Rhine-Westphalia
Observations
Ausgabebezeichnung Internetseite Schöningh 07/2013: Land: Brandenburg, Nordrhein-Westfalen; Schulform: Grundschule 5/6, Integrierte Gesamtschule, Gemeinschaftsschule, Realschule, Sekundarschule
Saved in:
Select result number 15
15
Them and us - on the way to one world? [Modelle und Methoden für den Englischunterricht]
Published
Paderborn
:
Schöningh
,
2007
Edition:
Dr. A, 1
Series
Challenges - Global learning in a globalised world
Schöningh-Schulbuch
Catalogue:
GEI
Call Number: SE-V 164(1,2007)5
Format:
Book
Show more information
Show less information
Save to List
Saved in:
Educational Media Metadata
School Subject (according to ISCED):
03 - Social sciences, journalism and information
031 - Social and behavioural sciences
0312 - Political sciences and civics
Level of Education:
ISCED 3 - Upper secondary level
Document Type:
Textbook
Country of Use:
Germany
Saved in:
Select result number 16
16
Team Arbeitsbuch für Politik und Wirtschaft 2, Lehrerbd. [7./8. Schuljahr] / erarb. von: Lukas Diekhans ...
Published
Paderborn
:
Schöningh
,
2012
Edition:
[Ausg. für Gesamtschulen in Nordrhein-Westfalen], Dr. 1
Series
Schöningh-Schulbuch
Catalogue:
GEI
Call Number: SDE-V 12(1,2012)2L
Format:
Book
Show more information
Show less information
Save to List
Saved in:
Educational Media Metadata
School Subject (according to ISCED):
03 - Social sciences, journalism and information
031 - Social and behavioural sciences
0312 - Political sciences and civics
Level of Education:
ISCED 2 - Lower secondary level
Document Type:
Teacher's Guide
School Type:
Gesamtschule: Comprehensive school
Country of Use:
Germany
North Rhine-Westphalia
Saved in:
Select result number 17
17
Standpunkte der Ethik Lehr- und Arbeitsbuch für die gymnasiale Oberstufe [Schülerband] / erarbeitet von Carl Gneist, Johannes Hilgart, Burkhard Hoffmann, Claudia Kroneis und Hermann Nink
by
Nink, Hermann
,
Gneist, Carl
,
Hilgart, Johannes 1969-
,
Hoffmann, Burkhard
,
Kroneis, Claudia
Published
Paderborn
:
Schöningh
,
[2011]
Edition:
[Alle Bundesländer außer Nordrhein-Westfalen, Bayern], Druck A
Series
Schöningh-Schulbuch
Catalogue:
GEI
Call Number: WE-V 3(1,2011)
Format:
Book
Indexes
Show more information
Show less information
Save to List
Saved in:
Educational Media Metadata
School Subject (according to ISCED):
02 - Arts and humanities
022 - Humanities (except languages)
0223 - Philosophy and ethics
Level of Education:
ISCED 3 - Upper secondary level
Document Type:
Textbook
School Type:
Gymnasium: Academic secondary school ('grammar school')
Country of Use:
Germany
Rhineland-Palatinate
Hamburg
Berlin
Mecklenburg-West Pomerania
Saxony-Anhalt
Brandenburg
Saxony
Baden-Württemberg
Schleswig-Holstein
Thuringia
Lower Saxony
Saarland
Bremen
Hesse
Observations
Exkurs: Methoden im Philosophie- und Ethikunterricht: Seite 14-20
Hier auch später erschienene, unveränderte Nachdrucke
Saved in:
Select result number 18
18
Fair Play für den Ethikunterricht in den Jahrgangsstufen ... und ... 9/10, [Schülerbd.] Ethik 9/10
Published
Paderborn
:
Schöningh
,
2008
Series
Schöningh-Schulbuch
Catalogue:
GEI
Call Number: WD-V 20(1,2008)9/10
Format:
Book
Indexes
Show more information
Show less information
Save to List
Saved in:
Educational Media Metadata
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:
Textbook
Country of Use:
Germany
Observations
Hier auch später erschienene, unveränderte Nachdrucke
Saved in:
Select result number 19
19
Spanischer Kolonialismus Wechselwirkungen und Anpassungsprozesse in der Geschichte
Published
Paderborn
:
Schöningh
,
2012
Edition:
Oberstufe, Niedersachsen, Dr. 1
Series
Zeiten und Menschen
[Bd. 2 für das 2. Schulhalbjahr der Qualifikationsphase, Zentralabitur 2014]
Catalogue:
GEI
Call Number: HE-V 33(1,2012)2
Format:
Book
Indexes
Show more information
Show less information
Save to List
Saved in:
Educational Media Metadata
School Subject (according to ISCED):
02 - Arts and humanities
022 - Humanities (except languages)
0222 - History and archaeology
Level of Education:
ISCED 3 - Upper secondary level
Document Type:
Textbook
School Type:
Gesamtschule: Comprehensive school
Gymnasium: Academic secondary school ('grammar school')
Country of Use:
Germany
Lower Saxony
Saved in:
Select result number 20
20
Politische Strukturen und Prozesse in Deutschland
Published
Paderborn
:
Schöningh
,
2011
Edition:
Dr. 1
Series
Politik - Wirtschaft
Schöningh-Schulbuch
Catalogue:
GEI
Call Number: SE-V 68(1,2011)1
Format:
Book
Indexes
Show more information
Show less information
Save to List
Saved in:
Educational Media Metadata
School Subject (according to ISCED):
03 - Social sciences, journalism and information
031 - Social and behavioural sciences
0312 - Political sciences and civics
Level of Education:
ISCED 3 - Upper secondary level
Document Type:
Textbook
Country of Use:
Germany
Observations
Literaturangaben
Saved in:
Select Page
Select all results
with selected:
Email
Export
Print
Save
1
2
3
4
5
6
7
8
9
10
11
Next
[11]
Search Tools:
Get RSS Feed
—
Email this Search
—
Save Search
Catalogue
AND
AND
OR
Please enable JavaScript.
Country of Use
OR
AND
OR
Please enable JavaScript.
Language
OR
AND
OR
German language
202
[exclude]
English language
31
[exclude]
Latin
1
[exclude]
School Subject (according to ISCED)
OR
AND
OR
Please enable JavaScript.
Level of Education
OR
AND
OR
ISCED 1 - Primary level
9
[exclude]
ISCED 2 - Lower secondary level
118
[exclude]
ISCED 3 - Upper secondary level
83
[exclude]
Document Type
OR
AND
OR
Textbook
126
[exclude]
Teacher's Guide
53
[exclude]
Teaching Aids
27
[exclude]
Reading Book
7
[exclude]
Task Collection
3
[exclude]
Source
2
[exclude]
Format
OR
AND
OR
Book
201
[exclude]
Software
7
[exclude]
eBook
7
[exclude]
Audio
1
[exclude]
Year of Publication
AND
AND
OR
From:
To:
×
Loading...
![Terrorism - a global threat? [Modelle und Methoden für den Englischunterricht]](data:image/jpg;base64,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)
![Mass media - progress or Pandora's box? [Modelle und Methoden für den Englischunterricht]](data:image/jpg;base64,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)
![Gender matters - exploring male-female relationships [Modelle und Methoden für den Englischunterricht]](data:image/jpg;base64,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)
![Them and us - on the way to one world? [Modelle und Methoden für den Englischunterricht]](data:image/jpg;base64,/9j/4AAQSkZJRgABAQEBFgEWAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCAC6AIADAREAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD4L1DV7oajdg3M5/ev/wAtX/vfWvfSIIP7Yu/+fif/AL/PWyWgB/a94P8Al5mP/bV/8aNAFXV7stj7ROP+2r/40aAO/ta7H/LzOf8Atq/+NGgCrrF3/wA95/8Av89NJCY7+2Lv/nvP/wB/nqtCQ/ti7/57z/8Af56NAD+2Lv8A57z/APf56NAE/ti7/wCfib/v8/8AjVqwB/bF3/z8Tf8Af5/8aYC/2tdH/l4m/wC/z/40XQD/AO1br/n4m/7/AD/40XQDv7Yuv+fib/v89K3kSSR6tcqQTcTHnp5r/wCNZ1V7j0N8O7Vo+p0lprFw2sQwiV9hZCdzsT+pr5Ksj9ajNfWIpLojh9R/5CV3/wBdn/8AQq+qSPyMqtKsf3mA6da2SJ5o9xxkUHB4PXmgd13JFBPQGloVYXNPQNwWRfXr3p2Icle19RfMXGc8evbrj+fFPQnmV+W+o4c5xzijQoCMfyo0Cw0g7sd+lIdmG056GgkApPQE0FWfYdH1PtQIeBzWmhA8dRg4561nVtyM1pP95H1Ols1P9t25wQNy5O3ANfKVrH6jSb+sx9EcpqGRqd3jg/aHPP8AvV9LHc/Leh9P/D++8P8AwD/Zd0H4iv4P0zxR4p17V3s4pNWjWQQp+8KMpZTjCxHpjlhzXV9k8+a99Fn9mlx8XdZ+OGsTeHdMbWNR0Ymzs4rWMrBM0bIgiJHykkCphqglJxZ4Z8S/gR41+DGlaXeeK9Kjtbe9JjhljkEg3qpOxuOD1P4VEo6nRSrN6HW3v7Jvj618Av4ttjpupadHZG+kisrwGaOILvOVA6gDOCe1CRMK1pM6PwPFbt+w/wCNbswQmZtdCLMYxu2jy8DPXHNacuhzKXNXQsdvHF+wBJN5USzt4jCCbYM4Eo4zjOOvFFik7Ys4rwT+zd42+IHhyy1uxGm21nqLOllDfXqxTXhTqI0PJPHQUnG5tKtyzkV/AX7P3jH4laBrupaLbxS3Ok3n9nzae7bZhJ0YDPGB3pcgvrBX8S/APxt4S+IGh+DL/ToY9Z1oL9g8qfMUnPzfOBxgA5+lCjqU8R7p2GtfswL4O8GeIPEfifxvpNva2Be3sV0r/SGmuwceS3p6VpNaGEat2Yvh/wDZf8a+IPCul63D/ZNuNTtGvbHTp7xY7q5hCb9yxnr8vIqVDQ3+s390x/hv8EPE/wATPD+v63p621ppOjQyySz30gRXmSPcI0HQtnH4mnyGcq1jhI23oreoqTcdjBHTr3rOr/DkbUf4sfU6PTyF12JQMDchznP5V8nWP1an/vMfRHL6oP8AiZXo7+c4/wDHq+ni9T8qei1Pov4q5l/YT+FcyA+VBrZ8w44XMdwAT+PFdO6sjz3KLqJEv7GWqXGleGfjRfWU5gu7fw8ZoZUxlGCyYI+hp01yrU2rRT2M/wAQarqPiP8AYP8ACc+oXl1q1+/i544ZbuYzSHPmBULNz3P5+1aOzVkY07Kprselfs/fCA/CvxJ4y0nVvGlhqfiS78KTm58N2azyG2jdR87yN8oI3Y2j1qVHUxbSlc818BShv2C/F+4gP/byMQTz92LtWli4pKopdCaVhJ/wT6AUjcviYg+oBlx/WglpvEe0Wx3ulfEDwD8Nvgn8D9e8X6HqWs39pDO+lz6fNtNvKGIdmHmKpyCOob6U0l1E4ylKTXU4nQvEMuq/szfHbxBpjXGmtqficXiKknlyKkrl9jbOCQGxhcDiiyBxd1c7jVvENpofjj9lbW9VuVhhGmzpPcyHaAWiRFLMSeQ7ryem7nvU297Qhapo5f8AaQ8NSfDX4Ez+GdVurOTVdW8XXerQx2k24pbyEsrbSBzyOelXKNkVCzlY7jxV8VfAnwr0H4Oax4h8MX+seIB4UiXS9Qsn2Lbg2yJICvmBSSGA5U4p6RSbIhCXPJeZ5/8As/3CfGP4OfEf4V200lnrUrNrOluDxIokV2jO31cIuenz+lNNS2NKsWj5rt33xocY4ziuU7yYEbhnpnvWVX+Gzaj/ABY+p0llIy6xbxgqU3qchRXydY/V6af1iL8kcrqRI1S8I7Tuf/Hq+ljuflS97c9i+FH7Ul/8N/Av/CG6t4W0vxd4bWR5IbO+yrqzNuZQ33SACxGRnrg11xOedFN3M7wp+0Ang7VviRc6b4atIrDxhYtZR2cc5WOzRkKjZj73c07ilRkzAk+LVxP8C9I+HMVjFGNO1o6ymprKSzvhsDb2wWNJysZLDyvdnqOhftqa5pmvXeq6h4R8PXlzc2X2K5nhjMU0+0ABnkB54yCOnOT0pc7D6m3qcb8E/jvB8LvB+seEdW8K2fi3w/qMq3MlrPIVKsBgHI4YcDp6VUZDlh5dy38MP2grfwR8P9T8Fa14O0/xP4du7x7yKCeUqYHYA4yOCAVBHHGTV3I+ryLPw0/aPh8IeBtN8IeKPBOneMNM0uYy2n20kSQBjyCMHpn0ouJ0Zo4zw/8AFW40P4S+KPAcemW81t4gvEuWumlO6EqcKoA4PHai5ccPJml4h8aaz8dI/hl4LstLs7e80dV0ywbzCFneRo1BkLcD/Vjp704vUXslGTTPpf4q/De+8YeEvFviD4o+AtD8J6taaSfseuWmpmSV5lB2xqp4wx449aub0OJXVSyPCPDn7TbRfDjTPCniDwZo3igaXatbWN/dA+dDGeBk98DaBg/wis5yukjqjRlzORU+Fn7RF98IfBMul6H4a0w6/IsqnxDOhM4jZunT+HqCTjIWlTlyjqUJSPJYY/LTA7dKk6SUdR9ayq/w5GtL+JE6WzljbWbcAEsWUAhxj8q+TrH61T/jQ9EctqP/ACE7zAzmVuP+BV9PFH5RblPWvC2geBdZ8LaPFfXukWMt5Yxw3M0MojvYnGo2QmkZmyCRE1xjI4VTW60RyTcuhbuPBnwtF9o7Ra5BBHFZlrhP7SVjIwuCQrAR/OdnyscrkAHjGCieeoY+kaD4M1J/EsWq3MFskGr3bWxsZ0jdofKfyUUsMGPen4596AcqjWhdsfB3wuj1rQrS+1qee2nIN3d2mrqPKXyYi4UmHuzyYyDgKRhgaehSnUSLvhvwN8N/EOp6dDLqk95fyRwkQwXaLG7rbQlkwI8j96ZfmBBPfnJLXkQpVE9zktB0nwffeDrl9YvTZ65Gt9HFbwzpGUdUBh3DYS4JXBBbnPamXz1C14K8I+ENa1/4fWN5fmeDUo5n1eC2uiphYFiq/dBjJC8jJHTmjUTnPqdNpuj/AA3nc3Gs3VlaXcunQW01lBdKiRSC0gWbC7Ww4mE3zZ6qPWjUzc59DIXR/AVloixQ6nYy3bRyySTl0klEos7sRKhaMFMyeQeOjMMc7WUWjuEefeRNc+HfhdYDU5LLUn1K5W0uFtFvLwSxrIdwQqoUEuF2YzgE5x0q5NMUYWndlfQNE+Fl1onh+W91O6XUbm333sD3LRxxSeSyjbwf+WsDHHpcL74zSHKc76GzoFv8LbfxRCrtYDSrDUzMhupA4uV2243SZX5kx9oOzoSBTaEpVDxS3z5KbuuOaDpJQSpBHBzxWdX+HI0p6TidLaPINbt0LN5e5Tgsx5/OvlKyZ+s023Wjp0RympMDqN4P+mrj/wAer6NM/LXqQFFZssA47g85rZMx5NRAobqoJb7xx69cUcxXIh4jVj8wDDGMYH5/Xt+A9KadwcEOKDbyoyeTxxn/AAqyeVD4GMEqyRkxuvRkJBpoOVCKoVQAMcY46evT0zTCyHI7RNujJjcZKlSflJBBP60EuKE2qDlRj36n6n39ffNAuVAUQnO3HGKClFWECqOqgjv70FWQuAfvAE9cgAGgz5UOQKcfKOP6dOv4flQHKh9BIq/eX61nV0pyNKScqkUjpbFJm1qB2jPl7lw2R/jXyVapLsfrUKFeNWN30Rymo28n9o3Z8tiPNbt/tV631hHwUcuqSIfJb0b8qv6yaPLai0FEZz0YfhVLEJkSy2pEArBh1FaxrK5zywNRbhubdj71bKsjllhJoBIR1GK1jUTOd0ai6DlkB61opJkOEluPDKe9NvsQ4vqLipuxWsIRimmNJvYMd6V2Woti7fendmbWu45flqldjsu46gkdt98e9Fr6MTul7rszR0+9uTf2y+exUyrxgetctTDQZ6qzbFKSlzbKxqXUMf2+5+UczN/PNfE+1Z+qU4Lsb+kfDfXPEGnW95YWUc8NwJmQiUAqsRAdmz0Azn8KPbM0lFdhZPhdrkdxBBJawI814lkP9IQhZHIC556c01XZm0n0JpPgxr7CfdbW6CKdoMtOnzMCQcc9BgnP5etaqu0ZSoxlo0Qj4GeK5bmO2GjqZ5BhVW4iwThu4b/Zb8jWixDMXhIM4/UvCjabf3FrLhZonKHa4YZHUcZreOKaephPL4S2RRk0SQdCK6Fizz6mVp9Cu+lzr1UH/drqp4xJanmVMplfREDQSxA5Vvqa644qLOCeVyQzc46gH3q/rCbOOWCqQ0SHLcEcYGK2jUTOCdKrHoH2ha1U0R7N2uyVfm7itlNGDTQ9cGkMfxQtwZa07/kI2n/XVf50pmRuXv8Ax+XP/XVulfnMlbY/dqbvseq/DH4JX/xD0PTL3TPF9tpkupaheaQtg4kRhJBaPcuHfIVVKKvJIHPNOKujGtUlDV7Dov2X/jDdbXHhm7mT7UsYlW+j8uSQxiQOrb8EbSpDA9CKfIkYrFUWrqaMPxp8IfHXgiDS21qOKSHULhLW2Wx1eG73SSRpPHkRO21ZI5Edc9VbNNxsjopV8LVg25m/e/s6fF3TItSjbT5Fls42mWIamizSFIfNPlIW3uRHKWIAyBuJ95OedfDp2jMZqv7OOv6T4g0XR7zVbAanqdpql9LHBILlLY2e7zI2kRiGc7GBx0I6VW+g6eKoqLle5keNvgR4p8EeHYPEE8MV9o0zWUKT2+SzTXFtFOse3qDiZRzjJDYzimVh8VCo2po5XxT4J8QeCL6Oz8R6DqOg3cqeakGo2zQMyHowDAEj3pSk1udUJQrXcNjDkhVxyoIqlWktmTLDqXQrPpsLjO0D8K6Y4iVjmq4WMY7FSXRUYkocCuqOKmup59TL6co3sU5tGkj5HIrqji33PGnlN9bFaSzlh6gmuyOKXc8qrlE09EJvZOP5iu1YiJ50svnHoOErA8p+XIrRVo9zjnhproXtMkzqNpkf8tV/nVc90crpSR0N2N17cDAOZmGD35xX59M/cMN3PYvhh8OvGureBLG+8O+LItJnuV1bVdK0YRvm4NrB5V03mBSiFoXZcOedvGOCahqjzcbiIQlyz2NkeDvjZZfEPw14I1TxZDpeo3vmy2FxLexSw25tIjEyh1BMZCx7CB2AJBxVCSwHs9IljUvgj8YtVn8Ntpnif+3bRrXTNWhuV1JIv7Pl/s2OWIPk/KEgGxGIAKoKdnezMqNTASi0od/zDwX4N+LXxmi8SXdx8Rry31HSJ7rTLqOW4kZkllhSGOJCnAE7MIRtPYk9KdjKpPBQesCx4r+Fnx51Pxlaa2viu98Ranpt3PY6fqq6nsuFmCkzJECc4LpKo/vFSe5odzSlLBN8tNWOctfAvxU+Kdv8QNKuvFg1W8stcs7TUtKuNR3HULuZ3hiYN0cJ5ZAycAAgcLikd83hsPZ9zndP/Z/1Wx8Uavo+s3Fto9tpWhnxBcXdmpu1e23qg8oRglyWcdBxg56VLg5Gn1mkkuQ6fV/2N/iNY61c6fYrpeqFLv7PAUvFiknXKKJPKb5kUeamQ3Kk4OMGp9mzF5jGCuzL8I/s1654h8eeJPCN/qthpOp6DbW99ckf6VEbaSaJJJgyN0jSUSEeitQou4q2NjKip9zU8Q/sc+OdJ1WfT7Cew1GaHcjb5PJZnEhGVVsZXZsfkjhx1rVJmVPHw5bMn0X9j3xDr0+lQxa3Ybv7UvdO1Z4SJI7MwSWsfyMG/eMXuwpGBgoeaXLJamUsbryo808f/DzTvB+n6PPba62qTXkt3FLbTWZgeEQzGMSfeIZWKkDHPsapOSOyhL2hxD2EbjoMVosRIc8NCRWfR0Y/KxB9jxW8cS07nFLLoz0sOs9Nkiv7bHOJF/nXfDF3R5lfKkuhNdavCL+4QnnzW/8AQq8uWHbPSw2Kit2b2k/FHxLoWgXGh6V4k1HTdHuHZ5LK2uSsbFgoY4HTO1c4645rL6vNM3qzw82nJXJJPiX4mu9asdXm8R6jLqtlNLcW141yTLFJKcyMp7FiST65odKRaq0GuVIt23xZ8ZWl0tzB4t1aC4UxkSJckf6uIwx59dsZKD0BxUKnNO5cfYR15UVNE8c+IvDn2s6R4h1HTmu7qC+uPslw0fmzwyeZFI2OrI/zA9jSamjRwoVN4o6Lw38cfHPhvV7G/j8QXmoSWM0l1bw6gxuIo53LMZQh43hndgfVj60o8yepMsPQtpFHNaN4r1zQHv5dL1u9sZNQKyXUlpKU89lkMis3uGJI9O3Whs1+r0qmk1ctDx54nHiM+IB4h1L+2/L8o34uG83ZjG3Pp7dKi8uhp7KjT0UUMPjrxO07TnxJqpnZ2kaX7U+4szh2JOepYAn3FPmkZujQlvBEK+Ktcj1PUNSj1m9i1DUIHtbu6jmKyTxN95HI6g45FQ5u5oqFJx5eXQtP4/8AFUj3bN4m1ZmuyhnJu3JkKgBd3POAB+Qo9oyfqlH+VDLDxz4m0py9l4i1O0dnmkLQ3TqS0rK0pOD1YopJ7lRVcz7j+r0tuUyby/utQZDd3UtyUDhTK24jc25vzJJ+tHMzWMIw+FEWMCpGkAHIoua7LQsWi4u4PTev860ptmddXp3ItR+EviNbu5mGmTyRNK7IyxnkV9eqaZ+PKdWOzMe48D6xaf6zTpk752GtVRTRuq1XdspTaLewk5hkUjvtIqHhkbxxcokHk3EJ53q3vWf1VM3/ALQlYQXNwh5dqh4NFxzSURw1KUcFs/WsXg0dEM3b0uWE1qXPJzWMsEdkM1fcnXXTxuGKyeESO6nmcX8RYi1iKQjLAfWuWdCx3Qx8GWlvEY8MCK5ZUtTqjiVPVEiyK561PsjqjUuKeDWL0djW9wpAOPSgSHp60G3QsWv/AB9Qf76/zq4Drr90exWPxMsLe4MI/t2wCbkfydWkCPz2Dk4/Kv2Ojl8HA/k+WeTR12lePdB1iVY18Ua3pyj74v1tLtc+xaAGsVl0ddTpp8QS2NprXR9T4tvFWh6izcbNS0NI/wAC0cq5/KuN5eu56EM9ZC3wvsdVbadB8P6izcZs742pH0Dqw/WsZYFQV0ehDOVP3WjP1X9leLUoi0XhPVIP+vC6guh+AEgJ/KsvZOB0rGxmeZ+Jf2Zl0mUq82paZ/sajpssOP8AgSjH6mpeuhbnGp1OJu/gRqYJNjc2l8PSOcD+eCfxpWLSh3Ob1P4W+I9NBM2mzKB3CZH51Eqd9TZOMepz1zpF5atiWJ4yByHXBrCVIr63Uh8JWHmxNuAZfcGsnh4yOujmVZLVEy6jLGfvnj+/0rllgYyPYpZrb4mWoNdkBwyg47jvXDPANbHp082i+peh1eJzyK45YZo9enmMZFuO5R+j81zuk0enDERl1LKNkVk4NHXGcZaFqy/4+YP99f50opo1rxXsyzcXEpvZ8M2N7DrX7Lh5vltc/kCvhorQEvZl4yrjvuFbwe92eZKnGBZg1QxA5wD/ALBxUOK7jpuV9jS0jx1qOlzo8V3LGCfu7s/pWEopK9z0YOXY9h8J/tM3uj7FuYoLwgYD42MD9RiuSUVI76dVxPafC/7WtyLaBLyymuLUDcQ3z4+prjnT5dUd0a/Npc6yw+Lvwo+I0jJfWOkC9IOY76BUDH2cjis+R9jdVf7xoa/8GvCWr21s2l2L6eLhdyTaVqgWLP1Y7fwxW0I6alOrLdO55V4l/Z7vhbO8OqWE7L96LxDZKEPofPizwfXFNwTNoY9090eQeMv2frrRIJbjX/AGoJZgBm1Xws32+0QHoz45UfXFZugn11OlZrfRxseVyfCbw74gy3h7xZZl+n2fUc2zZ6Yy3BOfQ1hLDTWyOmNWnW3kkc34i+Cvijw4oluNMkkgYfLPbjehHYhhwaHGys0dMG1pF3OMnsJ7dtjoY2ztw4wc1yyowZ1qvVgiNZJYT3X/AHWzWdTB+R20czlfVl211eSIgFgeehPNebPC26H0VHM07WlqbOm6qsl5bhvlzIv865JYe3Q9yWP56dmy20z/AG2555816+8pSP58xlG8h6Tbt2T0FdTkeVWw2zHjcwyASPWpbJScSKRZMfccd+nasr2OuK5gR2TnLA+9LnHKmXbDXb/TpxNHOy7BwCdw/Kmncy5LFqTxAt3KZbi3AlxnzYhg8+1MwlLlOu8GfFLWPC027T9alsMHIH3lJ/3aXKnqKGKcFY+kvg58a4/ijJDpHiXUGsr6Jx5F1pt09tc89XR1IwfYEVhN2PQoV+d6npKXtraa1c2+ifETWrPV7uBRG+psv30JBYuqgnP97O7nqaiLUtGtDrqTXc89kj1ybV5YfF3grw54kvMhVvdPkjtNRmY5IIfI83PHDZz3rv52kciSkzz/AFW7svAmpbo7XV9FaQhLm3jjW0dCexiT9xKPcqc0vZRmrs1+uVcP8JPqGg6T4umt4L3w9b6tbXQ2xXEcIsLpx+H7tj/uha5pYZdD0KOZVa3xHH+IP2WNG1FA2jalNpFwclLHV08sKfRW+7XnezxC+I9tYjDz2PHPGnwN8V+CWZrvTpXg6rcQDfGw9QR1qntZmlmlzU9zjrO2mt9QtRIpH71eo965JU7nRSxVf7ZqzOyX9zxx5rf+hZr0qTZ8xiPeldEiXKgnj9K6nLUwnByLNteeWDxnPY03I82rRm3oje0zxrJp/nI9tDcwSRhSJl5HsKyk9C4JxjqLc6ta3EqtaxJAjrwm0Nz+NZXZDqdCu0VtewBmhCvyQ8fUmk5NEu7JpfBN/JYSX+numoW8aB5lXiWMnsVPJHHUAiodboHsJS6GTbaXd3SSSQWzyiP7/kjdj8BWsK3czlhktx1hPJaXcc6NIGU43Qvhh681fNGRz8k4PRF6bxRqMu5Be3bYYld5JGPQkHNaQcF1Lk6rO08GfHrXvDVxbxalJLrGlwkF7e4G4RjttYnK9eprSU4PZhCco7n1X8IfGXgH4yNcafBp13HNbwjFvqcW5FPXDMAwYdhnkVzynUh6HpUmqmkjM8c+K/BnhXWoxp3hHUZBFKItRtdDvmFtIT38t1IUjuoA980QqVJbGk5QpbDHb4YePbOdIvFWteCL51+SPxDaebZTkn+CaLjb/vKv0qnXxEtJQE40KWsZFHT9F8MaDenSbTxnJouoPEvl33nJd6ResD0wSQCfcpj0NHs4vVmsMfOD93Y5/wCJHgDSLWYjxP4ZtRIxDQeIfC8oe2l95Iv4T9OMmsKlGbV4o9mjmMZ6T0PkC9VVv7nGf9a/88UUzikQluDjrWstxx2ASMq1PMTypiC6IIGcfUUpS0Mp0tC/YXFnIwjujJAjHaZ4jkoPXFZXOCdHqbMVt9guVkNxG0crYinjb5T6Z96iUrImEbuxu6X4m1TwzqBvLW4MF0g+9jhuRx6EetcEp6nqQpux0D+M38U6tPdS20Gj3s3E8+nIyxt7ugzyfaqdR30D2KZheK9KkszFfxvFcWly2FuYzgFu4cfwt7ECumnUXU5KlB9DmpFuo9p2Y3E8Yro50zglTkpWNOwfT72zkjuI5ra8QZhul/1bnP3WB+7/ALwo5kUqN9yzoHi3U/AWtRSxwGC5jYSo2WjkUdwrr1DdcjIPelUjKS0YUqnJNpo+m5Pjt8H/AIh22nvqmma14d1wp/pN1BN5yscYb72co3dc49q5oRqRPTcqc1qVPG3w4Gu+Gv7V8KaxY+JNGt5PLvHLiKe2J/ilQ88/3gdtdUaze5yukpM4q4+G99atHE9kun3UsG62mkUPFPGeNyScqRk44JweorqUk0J01FMl0HwZ4u06ydr24ZWhYqHQZVk9f/1Uva2RVKJ8z3kmL25BIP71/wD0Kuemz1JQZBWkmZXsrAcVmQr9SNo8+/0pNXNebuLbWM9xKPLidx3wcfr2rknVUNylD2itFHT6MNS8PvDNFDFcQo4f7PKNyZ/Edff9KwlXjJDhl9SD5mzvPDmk6B4sfV2v9TuNL1OWPzYPtC7oSxOGUAYzxjgEZ/unFcMqiTuelDDStYq+JdNvdFvEnlFnJOp8yDU9IcgDAAz8hAVhxxtBye9ONeD0Jnh5xZ3nwx16ytdWurTWtH/4SKa8U+RBp8kUkc0q9C8IwGf5iQ6kHOcA9a1ctLpkKnbcz/GngW2vIZ9SsLt7qCN2FzBFAY304ZO3eh+YcA8Y7H0ojVaVmZyoKTui38P9R8P6fPbWfiHQ4NQspotl2LcbbsoATvUMdjsA2c9RjgirVVs55UbbHo1lafDq7+HMnhnUxBrGkW08r6frpkzNZxPISqyHh42HAGQVIHaqjXmmDwtNq9tTgNa/ZggkW7l8Na6mqEobiCE424H8O/PJ9x+VdSxBzPDW2OI8Ia7J8M9cLXsGq6fcMnySabciFyrD75Dqyyhh1BBUjt3oujJJw3Irzxpr2pi5trfVJ49OndpfsIOIUYvvO1Dnac5ORjnoFpqbTM5Xlqjt/A3xu1XS7OTSdUU39uwwk/35Y/Y5IytVJuWxNOai9T5ruGBv7ontK3/oVaU2e3JAuT3rVvU5GtRT05oFYVHZGBBxWdRvl0InojsPCk0OqIwdtky/KAO9fP4lySPpcvVOSs9zoW05osmRWz2weK8H61JOx77wieox4iEEkZJeNgdhHUc8fy/KtFWcjJ0VE6jwXr9vpetEXMDPYXUYtr2MHckqHkhgfQhTxzx71opNanPOmpHpFz8DYdY0Cy8ZeAtZE88TCVY5nWJxLGfm8v0P3NufXFV9Yexzuija+Ff7QsNtrj6X8U9GtdahlVoX1CZBHd253kvvZQQ6nLA7gcYIHU50jV01F7JWNzT/AAz4U8Qz3vhG/FubPVbhrzQNWlh2vN0/0dGJG2Rht2xtjPGMZrZVjllSRzdz8ItT8Ps11oumaTql9aSvpepaZqpRImO0HKxylZEds/KcDnjOeu6qoxdMwYvhF440zw9J4o8NaY8i2jGWX+zJluIYCOWWUZxG4HQHrjrnAO6rIydM5DWfFun+NIYtG8WH/hHry1kbypPIYNDKVAbK45QsMlV5XqB1zt7U4alE4PVNIufDeqy2d5tSeLb86MJFYEZDKwOCD255o9oZKjoTFWtrqJdyiYEbtp9a2VTQx9hZnlNy2L+7/wCuzf8AoVdlNHqNEkcueMVpLc5pRJCc1oZ3GPwhPoKUmkricefRmj4Ya4Gt2qWx27ziQ+i9z+lePj2owuka4HnVay2PV1vkjibOH2nGev418PNOTufp0JxlTUexl3TrIS8chycEHpXXTjyo8+rrsQ2t+6usbgK2Sd4HX61u6i2OJxcXY6HSNc1fw623Tb2SzhlI+WFyoGOR098/maw63NvYuWtzsPGfjLUvi28up+JbmSXX4YVt4rpflSYKoA3EclgOoJ5GTQ52ZlKjY6v4I/G3X/BesLpGpXq6zpF/JDHFa6xmeKEj5RsLH5BggHHbnmtoyucE6bPs3xPaeGfGPgovqUMs2matGNNuNX0ouJNPKnCZZmZpFRxuTcTtBYrgHBOd3JjFtPm0Mbw34gsPAuvaNoHxG1jVr65uHGkWXi+CcvZaxASGSK8b+F9pYZY8gsc9TW6n5mK5ZuyOa/aC/Zd0rxzcXGm6fEmnzTXaTnxBqQhEqrtK7HfaJJ1Y7cElm9Sa6Pb+QPD827sfK/if4P8Ajb4W2Y8N+J9PsfE/hLazWV9DzJbhjnfBIQJEO8lmjYkHIOASWpqtdmbw0o6p3OAvtJtdF8TSWN00t/bocRuoMbjjqcjPt6cGupVVsc7pHg12w+3Xn/XZv/Qq9+kJobFIoOec1ctzGUSwJART5jn5RHbKN9KibuiJRdtDp/hjF9q1+6iVsObZiufqK8XM6nJT1Pbyemp1LM9Ft9NlgQRv5ZiI5LHGc18L9ai3Y/QVl8173QqRWckMvzxKseTtIbdmt/rCa0Od4OSepZOmxudxC/Qjmuf24SwmqLg01ItmM4PYnpT9ubfV7I2tNvZbDTL2wEcV/YXfzGKVfmhkxt8xWGCDtyvpg1Ptrsx9hdl3wh4X/wCExk1PRbfSNU1XW5YkGnpYSxsoxneHR8EkjGCrduldMaxx18Lyq56Z8FvjTqnwuvG0fVzLcWgdrZ7G/wB4jgBILAr1DZUnDbcEjnrVqocdSg5Q0R3/AO3p8WJfh94a8Lat4RXTV07xhHd22q2d3ZJOkwSOMq6n5gpAdsFeQec1uqmh15Rl9GdR+2PJvAv7UvjTRvAfhzT4fi14etbG208gWmspY3c6SnIRZFyXWMDoCWcDqq4xVKqepXyzCSfuxZzHxB+IXiDxXd661z8fLCKyEEMi6bpk+LcsFRPkjQBWJVWyBtIwCTjij2jZ6OFy/BQjrDU4Lx14ffwmmksfHo8RatNsnktonVh5cikh1wzHgDnPqPWmpSNamDw1tKR4ddQu19dkKSPOb/0KvvY3Wx+RMRIHx9w1q7tGDdx6wSA/caoszKyFlhkUfcOKpJsNEX/BdxJYeLNNkAdUkl8lyP7rcfzxXz+YU1Ww0pT6Hp4CXscZCMOp9IXvha8RY0a2ZiFwEK8kDvX45KuoNuTP6Ho4f2tNK3Qp3nhq7SINFavGv8QUc11U8bDa5y1Msb1SM9vDuo4VhG7qf4Twa3+tRlszglllS+xEtveqYxJbSJz94nIraNWL3Zz1cvqpbFyHTp23+VI75PzIoxTdRJ6HNDBTWskT2ukXNtqVtM0VxE8EiSmaCQpKgDDJVh0IHQ1SryRniME5LY6bxTY6t4k1e61vVnEV/LDFIklwC73J+7vB5wxC5LdSQT3rb27SRzPCJQtY9q/Zr8Y6drNq/wAPfGkKaibqR00F76xhvPsk0gXiPzFYZJz1ODtwcV1U6rlofM16DoScoNo+gdA8B+A1uLXwT4i8FeGT4vubVpLWWPSILeWeNSCxLlCpcDBKgk+or0INS93qcXt68Pe53Y+etJ8Cal8H/iXr80ngLStW0Vl26n4Wkt4Hb7O+4rcQKAdp2x9sHknp04atapRmdKqTqq/O7+p1fw6+KXhK7v8AVfC+peCdHfQb23lXR5/7OhSaHYjOI5G2jdkYxjpj6V6OHr+0WpzV/b0o8yqS+8/Oi9060/tC6/0aH/Wv/wAsx/eNffI+bY1NOtf+faH/AL9itOhix4060z/x7Q/9+xUkCXGnWmP+PWH/AL9imhDdMsLVb+Ai2hBEseCIx/fFeLif92md+F/3yB9BElm5OcOwGa/Gq+79T+g8L/DXoV8/c9yawidxXcAydO9dMBS3M+9UZTgflXZE5Kwmmov2tflH5V1LY8me5dux+9b6/wBDTOKY2T5rVM84Tv8A73/160exlLYshQtjp7AAMzMCw6n5lrrpHz2K3PUfibf3OqeAfDNze3Et3cSRRs8s7l3YhTgknk12UjxKh7mmrX1z4C0eSa8uJXa2QszysxOcg5JPpx9Kyr7MzpfEj5g0y6m07x3DJaTSWzpOQrQsUIBRs4I+p/OnhDqxfwH/2Q==)
