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1
Dietrich Bonhoeffer 1906 - 1945 Lehrerband
Language
German language
Published
Stuttgart
:
Calwer Verl.
,
2007
Catalogue:
GEI
Call Number: WE-V 115(1,2007)L
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 3 - Upper secondary level
Document Type:
Teacher's Guide
Country of Use:
Germany
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Select result number 2
2
Theologie der Befreiung 9. - 13. Schuljahr
Language
German language
Published
Paderborn
:
Schöningh
,
c 2011
Series
Einfach Religion Interpretationen, Unterrichtsmodell
Catalogue:
GEI
Call Number: WE-V 29(1,2011)5
Format:
Book
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02 - Arts and humanities
022 - Humanities (except languages)
0221 - Religion and theology
Level of Education:
ISCED 3 - Upper secondary level
Document Type:
Teacher's Guide
Country of Use:
Germany
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Select result number 3
3
Der Besessene von Gerasa Mk 5, 1 - 20 ; 10. - 13. Schuljahr
by
Garske, Volker 1966-
,
Gers, Ulrike
Language
German language
Published
Paderborn
:
Schöningh
,
c 2008
Edition:
Druck A
Series
Einfach Religion Interpretationen, Unterrichtsmodell
Catalogue:
GEI
Call Number: WE-V 29(1,2008)1
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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 3 - Upper secondary level
Document Type:
Teacher's Guide
Country of Use:
Germany
Observations
Hier auch später erschienene, unveränderte Nachdrucke
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4
Jesus - Leiden, Tod und Auferstehung 8 komplette Unterrichtseinheiten im Religionsunterricht der Grundschule Klasse 1 - 4 ; [mit Kopiervorlagen und Schülerlexikon]
Language
German language
Published
Donauwörth
:
Auer
,
2011
Edition:
1. Aufl.
Series
Auer macht Schule Grundschule
Catalogue:
GEI
Call Number: WB-V 41(1,2011)
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:
Teacher's Guide
Country of Use:
Germany
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Select result number 5
5
Kräfte der Erde gewaltige Wirkung
by
Brühne, Thomas 1980-
,
Kirch, Peter 1940-
Language
German language
Published
Braunschweig
:
Westermann
,
2015
Edition:
Dr. A
Series
Diercke - Integra
Diercke Integra
Catalogue:
GEI
Call Number: GD-V 378(1,2015)3
Format:
Book
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School Subject (according to ISCED):
03 - Social sciences, journalism and information
031 - Social and behavioural sciences
0312 - Political sciences and civics
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:
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Germany
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6
Jesus - Geburt, Leben und Botschaft 8 komplette Unterrichtseinheiten im Religionsunterricht der Grundschule Klasse 1 - 4 ; [mit Kopiervorlagen und Schülerlexikon ; Grundschule]
Language
German language
Published
Donauwörth
:
Auer
,
2011
Edition:
1. Aufl.
Series
Auer macht Schule Grundschule
Catalogue:
GEI
Call Number: WB-V 42(1,2011)
Format:
Book
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02 - Arts and humanities
022 - Humanities (except languages)
0221 - Religion and theology
Level of Education:
ISCED 1 - Primary level
Document Type:
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Select result number 7
7
55 Methoden Politik einfach, kreativ, motivierend ; [Sekundarstufe I + II]
by
Beyer, Philipp
Language
German language
Published
Donauwörth
:
Auer
,
2012
Edition:
1. Aufl.
Series
Auer macht Schule
Catalogue:
GEI
Call Number: SD-V 420(1,2012)
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Book
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03 - Social sciences, journalism and information
031 - Social and behavioural sciences
0312 - Political sciences and civics
Level of Education:
ISCED 2 - Lower secondary level
ISCED 3 - Upper secondary level
Document Type:
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Country of Use:
Germany
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Select result number 8
8
Weihnachten Mt 1,18 - 2,23 ; 9. - 13. Schuljahr
by
Garske, Volker 1966-
Language
German language
Published
Paderborn
:
Schöningh
,
c 2011
Series
Einfach Religion Interpretationen, Unterrichtsmodell
Catalogue:
GEI
Call Number: WE-V 29(1,2011)6
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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
ISCED 3 - Upper secondary level
Document Type:
Teacher's Guide
Country of Use:
Germany
Observations
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9
Die Tochter des Jairus Mk 5, 21-24.35-43 und Der Jüngling von Nain Lk 7,11-17 9.-13. Schuljahr
by
Garske, Volker 1966-
,
Gers, Ulrike
Language
German language
Published
Paderborn
:
Schöningh
,
[2009]
Series
Einfach Religion. Interpretationen, Unterrichtsmodell
Catalogue:
GEI
Call Number: WE-V 29(1,2009)3
Format:
Book
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02 - Arts and humanities
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0221 - Religion and theology
Level of Education:
ISCED 3 - Upper secondary level
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Teacher's Guide
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Germany
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Select result number 10
10
Das Gleichnis vom verlorenen Sohn Lk 15,1-3. 11-32 : 9.-13. Schuljahr
by
Garske, Volker 1966-
Language
German language
Published
Paderborn
:
Schöningh
,
[2010]
Series
Einfach Religion. Interpretationen Unterrichtsmodell
Catalogue:
GEI
Call Number: WE-V 29(1,2010)4
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:
Teacher's Guide
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Germany
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Select result number 11
11
Die "Polen-Debatte" in der Frankfurter Paulskirche Darstellung, Lernziele, Materialien
by
Müller, Michael G. 1950-
,
Schönemann, Bernd 1954-
,
Wawrykowa, Maria 1925-2006
Language
German language
Published
Frankfurt/Main
:
Diesterweg
,
1995
Series
Deutsche und Polen - Geschichte einer Nachbarschaft
Teil B,2
Studien zur internationalen Schulbuchforschung
82,B,2
Catalogue:
GEI
Call Number: HK-V 311(1,95)-82,2
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Book
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02 - Arts and humanities
022 - Humanities (except languages)
0222 - History and archaeology
Level of Education:
Not elsewhere classified
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Germany
Observations
Frühere Ausgabe als Band 68 der Schriftenreihe erschienen
Literaturverzeichnis: Seite 47
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12
Der Seewandel Jesu Mt 14, 22 - 33 ; 9. - 13. Schuljahr
Language
German language
Published
Paderborn
:
Schöningh
,
2008
Edition:
1. Dr.
Series
Einfach Religion Interpretationen, Unterrichtsmodelle
Schöningh Schulbuch
Catalogue:
GEI
Call Number: WE-V 29(1,2008)2
Format:
Book
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02 - Arts and humanities
022 - Humanities (except languages)
0221 - Religion and theology
Level of Education:
ISCED 3 - Upper secondary level
Document Type:
Teacher's Guide
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Germany
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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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)
![Jesus - Geburt, Leben und Botschaft 8 komplette Unterrichtseinheiten im Religionsunterricht der Grundschule Klasse 1 - 4 ; [mit Kopiervorlagen und Schülerlexikon ; Grundschule]](data:image/jpg;base64,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)
![55 Methoden Politik einfach, kreativ, motivierend ; [Sekundarstufe I + II]](data:image/jpg;base64,/9j/4AAQSkZJRgABAQEBEgESAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCAC3AIADAREAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDsq/nw44+YUXKagtVuBO0ZPA96lwUhqXNuWbSymnXzMBI+7Hit4UYPSRcaVKbs2Xo0gt/lhiEsn99/6V0qnGC90rmjDRCYlkOXkbnqO1Sm5bla7sPLC8HB+lOwCMMCkxMbSAKADbQA5VpWARkosBDNao3KcGolTE0U5IpI2+bJrFw5dSGho56Ur2IaDGR1A+tOCu9SoR53ZmdDqbXGs3elx27xSRJG6SuhZWB3gkrhcDKH+I9a9F4aCoqo3pr+Fv8APsenDLabg5KWqLGoajDo2oaebpIGgeZDeIzEPDE4Kq+OAw37S2eQo6c5GuDy5VIOT+X9en4m2Gy/21lbcuXXiKFbk29xYXkRWV4ETCFXcMihOHzlvMQZ4HPJ4reWW88dGa1cj5UpplyK+3XdtYjTr5WkieQ+YEAiCMFJbJznJ425BGCCRWbwfs43uYTy+FJXbL5AySOh9a5nuedz3bREzUrBciZu1RJCbAAEdaVmAuKTfLuCV9hsjJGoaWSOME4Bdwuenr9R+dXTpTqfArl0qU60uWmrsBPa5/4/Lbr/AM9l/wAa3+q1v5WdH9n4v/n2xRcWvP8Aplrx/wBNl/xoeFrfysay7F3/AIbD7Ra8/wCmWvH/AE2X/Gp+rV/5GU8uxX/PtjHmtGzuu7bb/wBdl/xpSwlZ7xZEstxaV3TZSufsqZZLu2wOwlX/ABrCWDq/ysn+zcW/+XbIicDOQMdzXHzM89KdzRsrCHH226tld2XZGpX5mUHpnrx1/M12U5tLVXR1RqziiHUbzw7HPe2mq6rosE1ymLm3ubyONpAV24Kk5xtx+Y9a9fD4fMJpTpRfKbU8fUoa/wAv6leabwJcFvO1vw47Nkln1KLOSVJP3+uVU8eg9K6lhcaldRZss3n8D2Ra/tnwbBMGt/EXh8OFZd/9pxM2GbcRyxPXn8qwngMXNW5X9xlUxntBr+IvDfT/AISfQvb/AImMX/xVc0sqxS+y/uOWTRF/wkPhzB/4qbQ//BhF/wDFVP8AZmK/lf3MnmQ06/4b/wChl0P/AMGEX/xVL+y8X/K/uYcyD+3/AA4P+Zl0P/wYRf8AxVH9lYv+V/cF0Q6n4t8Labp817P4h0iVYlzsivY3dj2ACknmurC5Li6s7ShodOEwyxNeNKMrX3Z4xrPjDTfEWtT3uvzxtZ+SyWttFKp8kkjGMtjJAPzEHnHGQCPv8ryaNCPvQP2vBYLLsrw0FTqxc+r0/rf0JI9T+F6vAW024kEbTO+ZQvmZDiJDiXgA7CWGTgEc9a9T6jSv8A3icW07VYdOi+bAap8LX0zRIJtLnFzbRouoTo6gTnJJ2r5vBOcbs9uBjgDwVJpe4Qq+LTm3WhZ7aLQkl1r4VvH5cPh5oRLA4mY3fmMjmTMYQmXA2qoUnGWBbG3PAsHS/kMo1Kzd514Oz7Ltrf8ArsYEd74bW882V4ZY/JdSFWNAWMRCjbu7SYOc/hU/UY/Zhc9meJwsqaSnFO5W1G60g6ldTWMttFbPM7Qp5i5VCTtHX0xSeBbf8M7sNi8DGmlUqRv8j6W0y28+XzHBEadSa/EqdJ3TZ/NdPnW5y/x08a3fgjwV/aum2sct3d3S2VsZOUhJRmDkd8BTj3619lwvlsMxxqpdI6v0KlI+Pb2Se+vJr7UJpLq7uHMk00pLNIxPJOa/b8Ph6NCHslFWOV1HK9mQfZ4+nlqPwrVUqUfgjYFLmTdw8iL/AJ5rVci/pCjNvZimCLGRGn5UnCK0bX3InnlzWYnkR/8APNfyo9mun5Iu8r2TDyIx/wAs1/KhQi/X0IU5B5Mf/PNfyqXyqXL+g+eQoijH/LNMj2qvZ04wc1HrbzGpyWiY7YpOdqj8KlWlpYHK2m4hRP7i/lVtQXQXNLv+J2ngj4X+JPFuv+GtI05LLf4htZLy3bzl3RwRzSRSM65BGGjb6jpk5AwlXoxvdbGkXL1M8+A/Ex8HXfi6PTDLpNtdLaGVVLNJI0jRqVQAnYWQrvOELAqCWBWl7einZoppvbT5m3rvwb8eaLqUNhfaXZLJLaSXYdbpCixpFLL8zHhWZYJsKcEmNuBjNJVaUuliXzreTOGvLWWyvZ7O4iWO4t5WilUYO11OCMj3FaqnFmd33Z98OBDAlrGT/wBNDX8x2skdsTyH9rpQPhjpCgHjXI//AERNX33h2v8AhTqP+4RPzPnTQdA1bWzKbOAeVD/rZpXCRx8Z5Y8D0xX7LTpuex5eKxVGja/4dTWvvAuqRQyy6ff2OqtBGZJYrZyJFUdwrAFh7jIrSdFpHHTzehOSjUpuF9E3tc5QMCCf58VhJ8p6nLfRGnZaNcTWa3txNBY2zZCyTtjd9B1rlrYmC3Vz6PCZJOpRdWvNU4vZyGahpV5aQrcExz2rkBZon3Lk9B7ZwailiVN2i7GGYZFWwFJVrqcH9qOxRhjmnmjggieWaVwiRqMszE4AAroxVR0KftHJJ9zx3C3W525+GOq26rBrHiDw/o+qSj9zpt1d/vmOMlWIBVGGcEMRg14L4tc1y0sO5x6yQuU5fxHomq+HdYl0nWbU213Hg43BldT0dWHDKfUcV62CzCGKoqsn1tYVjOzXdOPLV9othB+JH0pPUBCqk5K56kdRj24rP2d2PmsSLNMllLZRzzpazSpNJCJDseRAwRyOhZRI4BxkBiO5zXsY7j9oxC7+WId8hhVy4jLnaGIALAZ4JAAPfAAzQ6SWwcw0fT9apKxJ9/ICzmQnl6/mL4kju2djyX9sAbPhfpA6n+3I+Mf9MJq++8OtMzqL+4ErQd2eNyJpcPh/wnZ6nei30WYSXl7KI3YXEoYAw4TkkDjPGAxPYZ/cMNKnBWnoj5VSqynXlRjea0S2+epu/FLUdHtP7J1HR9Qez1y1SOWxRI3xJA2CFwF2+nB7ZB9K6MTVoSj+6leR4uQYbGTjVpYqKlTd76rRnIfEuxtbX4o6haQoEt3uY2kUHKguqs/P1JrxcwXKnY+04XUa1OhTqSuunn0H28IvfFV+upWaz2VllEeRyEhVfu8dDnP+ea+drV1GLalr2P2DLcMsbm9SOOpfuYLduyWmnrcszNbPry6JD5S6fNYOZ0iGFTIJ3+xGFx9anC022pPd9DfNMTh1ivqWHs6Xs3fsn3Lf7PUNtL4y1G8ub+CxmstFuZre5mtxL9nYDHngdP3fU56gmuTiitWo4enTjC6b2vv5H5DOMINqGx2vw2+GfgG/l1mCTxfY+MTPagSNHbiGW1Jb/WhzI3Pv/PpXyObcQ5nSjTVPDez6WvdP7kDdn2Oe+JVhp1v8JbWLT9ei8QwaX4nksdPvguZY7d7YSNAzgYbDc5BIPt90fQcOYmtVzhQqQ5E6d3Hzu9SH10PJa+7pSf1a73u9DMKsAp3AKQ7hTTEKKLgfoHbgZGeg6V/MMdkd7+I8h/bCyfhhpMuPl/t6Mf8AkCavvfD12zOo/wC4Kqr6Hz/oWvWiaHL4e8QWr3mmsxkgaEgTWjnqyE9j6V+0UasHpUWh4WJwtR1fb4aykt77NHQap4t8Ifb7HVbTTdV1C+sIY4bWO7VYolKDh2wSWPAOK6niMHTXNTXvHlYbLMYoVKc5RjCbbdr316HA395c3uoXF9eSGW4uHMkzY53E549q82zq3cz6SjThClGnS05djafW7PU9KWy1j7VGEIJktmU+b/vAnrwK8l4Cca3tIq6P0NcVYPMsJDCZlzRcesVv2uV5tQtLWxe00mOdROu2a4uMFyg/gAB4HStcNhFVqOpVdjy553h8NSlRy6MnfRuW9v8AIi8K69feGNbttZ09Y2eEFXhlXdHMjcNG49GGR+VGPwFPH0PZN9dGfJ2s2mdgNT+FUs17PE3jXQI9Qb/SdP03yJIAobIVXZgxU4BxjjOOcV87Uy3P4tSaptR2beo+ZmD418UQa3Z6Xo2kaUmkaBpSt9ltRIJHd3wZJpXH3mJAA9BnHU17OWZdUpVXUq29rJboTf3nMDpXuXV4wXTcgKkAoAKACgBRQB+gkS7kOOMda/mOK0R6DXvHj/7YG9fhho4JOBrsZ/8AIE1fe+Htv7Tqf4CcRsePfBj4Tan8ULfxFdWmv6Tolp4fhimurjUcrGqSCRixboqqImJJ4Ar9TrY2FN8tjCEeaJV+LHw7g8BadYXkHjzwr4o+2SPGY9Hu1maEKAQWweAc/pUwxPtHfl2HKKumeia1+zLeaHcx2eufFfwJo908ayiC+vPJlCkkA7WwSMgjPTINTiMyVT3YREoJy5jxHxJpn9ieI9T0cahaaitjdyW4u7R90M4RiN6EdQeortpScqaJk7S5ihnnPetKn7yKizNScU0na5Y061nvr6O1tV3TythTuxj1yewxzUSeuh14LAVMXVhSp7s120nQbdpIZ9cnkliO15LeDdErZx1/rUe0vJN6/kfRyybLaN4Va+q3dnYztY0yTT/Il8+O6tbgF4biP7rgHnPuD2NawrXn7Pa+z7HjZjljwzUqT5oPZnWfCz4a3njeOfUrjUl0nRLS4WC4uRbvcTSSMu7yoYYwWkcKCxAHyqCx4Bx8xnuePK/3VFe0qPpt823p/VjloYdVeaT0XQ19J8C/DDxXfLofg34j6lDr8zbLW313Thbw3L4OIhIpO1ycAZ65wMnArzanEWY4Je0xFLmh1s1ou79DR4aE/ditTzfVrC90nVr3SdTtXtb6xne3uYWIJjkUkMMjIOCOo4PavscNXjiaEa9GXNGSujinTlB8rNbTPD8Y0Ya3rNxNaWLnbEIot8jnOOnQD3NcuKxs/axhQW55tbG3rrDUFefnsEuh2F7azXPh7UXvTAm+W2lj2TFc4LKM/MBxTo4iurqqtnYqnXqxfLXjZt2T6GCuCAw6GvSbTjodz25VufoLGSIX9Sa/mOOyPQfxHkn7ZII+FuiD/qOR/wDoiavvfDx2zSo/7hGI2PO/2bfHHgvwx4R+JnhzxhrFzpK+KtMjsba4hsXudmYrhHYqv93zlOCRn1r9Jx1KdSakomVJ6GV8Xvgra+Efh9p3jzwn40svFnhq+kFsbhLfyJI5TnjZubI+U8cEHqO9XQr88XRas7Demp6t8RrD4U/tGfE6zuNB+Jj6RrH9mR2Fpp91o0gWd0aRxh2ZR/GQQAeBnmsKNeeDm3KF7jfvI+bvG3hnVfBni/U/CuuQJFqGnTeXKEOVYEbldT/dZWDDgcEV6tKoqq511OecWnqY9aEHQ+BFibULxJFLM9o4VQfmYfxBR/ex0/wrOprofXcJrDupU9pvbQ357nww/g5jbwSC0Dq0scLfvQ244yTyec/hip6aH2eKqZDPJFJQ0T1V/evf7zJ1o6efBNodPiuIoHv2MazsCxAQ7iPbNU+dpcnQ8HOauGXDsPqy5U6mie+35Hr/AML9butD8I/BHWoGDaXa+JdRsNSLzbYIHum8tHk54ZYnldSR0B5GefybPcA8fjMyw8vdlKMLPrprp810PloVFSo05S2/4c6f9om+l+M/w4kuvhrq1rrltoN4z6jYpaYvGxws0bN82zGeFA3D1xgeFwthXw3V9nm0eWU1pJu69H2NcRy1mp0dzx/9q6WOb44awXeObUEtLOPVJIjmF7tbeMSbB2UAKMdiDX6dwjCtLATvL3eZuNl01/r0PNxb5pJLcrveXK+NTa3FzC2i31pFsS5ciJ4xGB8mc4+bNVRpqdBzpt80WfF8nNgvbR/jQb2336/Is3enw2viLw3LoiRJBEZI5Sjh0WIDLZPurPyea58PUnJNybu5GeBxM50asqrfM3dJq2vSx5rdGD7XMLbItzIxiHoueP0r6ygm6aZ9RBP2ab+LqfoAv+q2/wC3X80reJ6j+I8k/bMP/FstFHprkfT/AK4TV9/wA7ZpO38hNc8N+GvhHwJ4m029m8VfFW38G3VvJ+7tZdIkuvOjCj5w6sozkkbBk8V+qYmtW2gjnhbqdX8Y/HHgSy+Euj/CT4ZTXWtaTbXI1HUNZu4ZImnueRiNG2lR8xzlcAbQMnLHiw9Kop+0ki5SWxueAtJ+A3w28V6f43vfjDd+LJ9P/wBJ0/TNN0J4ZJJAcAOXLL0J+VjGc857FVXia7Sl+Y1ypHkXxQ8XXXj74ia34yvITBJqlwHSEkHyolUJGm4ABiqKq5wM4yetejhsO6ULXMKkrs5ut+Vmd0S2s8trcR3NtK0c0ZypBxUuJ04PFTwtZVY9Da/t2wuN0194ctbi6PJdJCiMfVlHBqHTu7n0az/CPWtQTl+fqZurahcancLNPsVEXbHHGu2ONfQCtPZSpSVWyPFx+ZyxXu2slsuiN3wF431bwa19FaWunarpOpIFvtL1O3860uiv3WK5BDLkkEHOeOleLm+RYbOpqrzunUWzTszmo4j2as1odfYfF7RfCcl1e/DD4ZWHhPVbqMxT39zqkupOkeQcRo4VUOfUHPHAxXgYrhWri3GlmFVziujt+m50LGKHwaHll5Nc3l9c317ctc3dxM0088rFmlkZiWZj6kmvtsNg6eDowo4d2itDilVc53Zqabrvlaeum6pYR6lYqxZI5X2PGT2R+1cFTByhdUtLnBPCJVHOm+WT3t1JLzxCBp02n6Lp8el204xMUcyyOPQuaWGwEqbvPVE08G/ae0qvmMJc4xjHt6V6a0Vkdq0dz9BN3yD61/MXWJ6D+I8j/bM/5Jxo/wD2G4v/AERNX6BwD/yM5/4BVzyf4d/D/wAOeIvgn408Q3mqWsPieDzjoVtPcGISR2UcdxeFQM+a/kyYC44xngZK/pOJxEqc7RMIRTNzxh8EpEt/AWmeGiV1jVLa5h1g3kc6lLuK3W6dPJVGkBWJtm1FJLLjbmqp47lu5aoHSK8HwVtdHn1yLxb4itLGP/hHn1PS5ruxvrV8iUxs8sJg3rsZcFSMkOhXcDmipi+ZXgNQKvjP4faNP4T8L6lpGuaFp2pt4JGqzaYY7jz79opLhpp9wjMYJjTA3MCShGABmppYuUZPm1QnBNGBrXwwv9M8P3t03iXQp9b0+zgvdQ0KFpXubeGaWGOM7whiZt08e5Q/yg9zW/13VKxPskd1a/BuKX4dXegadfaNrnjd/GNtpDyWaz7dOPlSGWJ3ZBlV2FmZAwAQ8nFc88bJyutjWMHayOa1r4JeJLDVLOz/ALX0+KK6sru8Fxf2V5p5jS1WNpi8c8KybR5gKsFIbB6EbRpDGp7GaouOyucp8R/B134K1jT7ObUbLU7TVNLh1bTr21Dqk9tNnY5VwGU/Kw2sAeK6KMo4l3jLboTKKhqc13J9a6qkqE1yNakPlmH9Kd47rUnQPr2qLU563swdugZ64p8skJRYh560c7ehbk2rCr0xQSfoEPuH6V/MUdkd7+I8i/bFOfhnop/6jcf/AKImr73w+/5GdS/8gVVd2Z4t4C8aeJvDK+GNQ8NaZbiXw3qt3f8AnkbmuWuI4o5Y3B/hMUYX5QDhsgg4NfqFajCb1NcJgMRXjKpShdLsRp8VfER1SbUb2K01LzdTv9Qkt7syPE32yBoZ4sBgwQxsQMEEYHPFKVCmo3ucd5yfKy7a+K7bQfHV7qNj8OdEtNMurE6ZdaH9smeKZZPmyXL7yxODkYACge9EqUOWyf5f5HdUwNaNSEZrczJvGGuanPpfk6dZo9h4el8MxxqTgxS+eATk53YmfHb5VzzmrdCly37mMMLVlOUbfC/zL/iX4parqejT2n/COaHput3EEFpqWtWsbrdXUVvJG8Qxu2oQ0MZYqMttXpinRwsJapmdfnoy5JI17n47eIYbtrzw94c0Dw9eSa2mu3M9r50hnu9jpIWDuw2OJHBVcYB4Pes/qSjojL2lmcrqfjOw+3XE3hzwRo3huG40ybT7iK2nnm83zsbnJkduRjgDAGT14ranhVH+l/kJ1Cl438W3/i4eHvt9vbQHQdCttEgMIP7yKEvtZsn72H5xxxV0cMqbbRMp3RzpPGe1dTiZWJkgmkVnEErRpyzqpIGf/wBR/KjlsJT/ALw1YJigYQOQYzJnB+6Dgmk0aab8wJHI4bZBI20ZYhScDBOT+AP5Gk4tEXd78ww/Qiixbu1e9wFBJ+gMRr+Yo7I7t5HkH7X7Z+GmkE8ga5Hx/wBsJq+98PlfM6i/uE19VofOum6hHZadbXHlySzJdO6bZgoHC4JGCSOPWv0yth5N6H0WAzGnl+Bp73u9mX5jYyafJcubOS0ksyS5jTzjck5xkDIG7P4Vz1KVaUWkj1qVTBOnGpU5eVRfrzPYta1cW665Ncb7eRheW+HJV+NvJ54IzQ6NXX5Cni6MZQqy5W1b8ipp/wC71qaS6+zLIL+3KlAirtw+cY49M1VaFS0UjHDTpSxNWpO2rX6mf4oWD7XFLa+WYHUgFcZLZOd2O/8A9auzBRko66Hm8Txoe3hOhZxt0/rcyTjgda7vhjdnyru7yYHjrQ5pOxN0JVz91F2sieyuZ7K9gvbWTy7i3kEsT7QSGU8Eg8Ee1RGVyd9DYtdc1bU7+6W91m3gN7mS4mnhXa7KjADIUkZBIHTk1cXfc5pYeklpE07a+ku4NONx4m0q3e4M/mgWiKLVGYAjCrj5slgAOMcHmtG4JXbMJ01G9oNlCTUb17dYpfENi0cMi2KKbcZEIRlVwdvKAM/qQTnqc0qqUIq50uHMr8jvuZOuIYtVuIvtVrdrG21ZrYYjcY6qBjA/Cs+VmlD3oWSsyooJ/GpKbsffsZr+YYPRHfE8h/a95+GmkAf9ByPt/wBMJq+98PX/AMKdT/AZVNEz5y0vSftVsb67u4bCxjJDTyfMWbHRVHU1+vNLuergcj9rT9vianJS77/ci2NCsrqNv7H1pL66C7/Ikt2hZh32k9alaPQ9GXD2FxMOXBYjmkvstOP5mCy+WSrqV2MVIPHQ4x0q4xU2fMVYzpzdNvVaP1Ou0LwQt3FZ/wBs63DpE2oEfY7YW7TzSKd3zMqkbR8vX+XGe2OEUjwMVnLpc0qFP2kYbvmsl/mV9c8JpaWE+oaLrMGsW9m2y8XyjBNAd23LRkk7c96zqYf2aub4fMHNxjXg4c22t195zsCSzTpFDC0kkh2qqjqfQVzScbPmV7eZ6FSFNRupbHQXvhrTdLkS31rxILO7ZN5ijsnlUDOOGBwa8ynj8TiLqjBXXmefTzGvXi3hqKkl/eSM3XdIk0vy5UuI7qznz5FzH918dQR2PtXRh8RVm+WstTow+IlW+NWfVdjNrvnFRWh1zSjsJUkBxnkZFHJz6FQTckk7GtbaRE1ot7qN7DpttIMxKVMjuM4yFBziuCviXOag1ovM+mwOQQdP22Nr8ieztdv5D59Gja1e70y/GoxQ/wCsXyWjcD1Ck8j6VP11yq8iWhti+GIfVpVcFW9py6tcrj+Zkcg/qK9GD5kfKcqqRv8AeffKn0r+XlokdUWeR/tckn4a6TjORrkfT/rhNX33h4m80qW/kM6jVnc8bsf7C+waCNUz5XknydwPkmbdyDjv09vpX67LmUkmfp+A/s10cOsc3y/Z/lT8ybWv7ATxZAsiah/aKtGsRtwCntjn0pa31OzNZ5Is4guaTqafDa3kc7rh08eO5OVNl9sQzZzt6jzPfHWtab1PzfiqnS+vVvYb6/eeg6ZqVlp3xh1OHUrW4l1S7uFt7ORiPLhtyg2EDrym38PrXs0Kvs5Wavfsfl+MwdTFZTBUJWpq7fdu/wDmQaXqOm6t8Urq5srSaG2Wyul1pXYGN41QruPsW2Z98etKc415NJW9TqVGth8tiqvvNNcpw/w9BOuyJDzdfZJvsf8Ae83aduPfrXy+Ns1qtD38wSVFOTstL+h1PglV1/SYV1tLS7ltH3W6iYGUL0IdRyAMd6+crwVNKWGueBmMZYObeEi/e300MnV7RrLQfEdtOnl2qahH9hDdA5JLbfqmM+2K9TA1eeNluerhK6qqm1q7anGNjPAxX0EW4r3z1YJ21DHuKXMJ3W6EYHBAwTilJtxdkVTXPJI7lbe5fxTJfbIhpdvaxqZJkymzaCNue+c/ka+fnKHNKCXvH6/SwlR5q66jbDwiruWz06fMkudUS61rRItLmDxfNJKB93ys/Nx24BqKNCVFJz+I6cxzjDYrGUI4CS5LXn6dV6nETeV9pl8rmESN5f8Au5OK+hw8vcPyLMnCOIqRpbNu3ofeMZyM1/MN9EETyX9rXn4baTz/AMxyP/0RNX33h2/+FOp/gIm7XZ876Xqz2tlJY3lpHfafKd3kyErtb1Ujp/8Arr9gmoxjzJtnq4DOlQo/VKtpU3v3Xoyz/bWn2KtJo+lmGfGFnuH8xo89l9MdjTjUUo3UbHozz7A4dP6jTalteTu/kYb5KsZGLMSWYk557nNaRVtT5R1JVakpS3Z2WgeOo7aTTW13SItRm0wAWt0j7J4wDkAkfe5456fia6qeKp05KU9UjwsRkk5uf1apyKW66f8AAK2ueLkm0+807RNKj0q2vpN90wYvNPyThmPQc8gfyJzGIrRqPmpbM6cNgalK3tp8zW3kczaz3NrcJdW8jRSxMGSRRyD61xVaUai5J7HfNUqi5ZrRm9LrOj37tean4eBvAdxa2lKJIf8AaXsPpivPlgsTL93TXus4XhKtH91TqWX5FLxBrlzqwhhaNLe1txiG3j6L7k9ScADPoK6MPg/Yuz6G2HwnsNHq+rMocjOMD2Nd81c7G7aIDt6A1KbXQqTrS3BRk4wDVe0votzCTtua9nrbLp/9m6lbm8tB9xRIVZPTB7gc8H1ryamWpVfaQ+I+ywXFFR4RYTFJypra242TVYYLaS30iwWyWRCjzM26Qj0z2raGFbnzT3MK2fYanRdHB0+VPr1+8yl4GPSu+MVFHzDlzy5mfekBBjzmv5bSukdUTyP9rQ5+HGlLjP8AxO4//RE1feeHslHM6jf8hE1ozxvw5oHh3TvCq+LvHNzdm1umKaZpllIEnvCr/O7k8LEACPU9iOM/oeZZria9d4TBvZau23+ZGj06nQT6F4O1nU7PQ7jwvqHgDVdRijbS7kX8l7ZXLSKGjDl8kZyB8vTPPpXkxx+Y4Ne19sq1NbrZr/hikk0muh5pfWF/aatNpE1ux1GC6a0MC/MxmDFdox1+YV9lTxtOeGWI+y1czinzadT3vSfhBpvhvQI5tR8B618TPECXDWuoafYaibSy0uTy4pfKZ48u8oWRSSPkO4jquT+a4niqvjZunTrfV4PWLavzrVbPbVevyPSjhYwjdK5yHibwR4X1rRdf1fwZpmt+F9d8PwC71bwrqRaYpbAgSTW8pwzImQTvGcZOegPs5fneNwFWlQxklOlU0U13eysvwIrUYSp+78XU8y0yzn1C7hs7YgPJwrE8AdyfpX3DrUY3fToRl2XzzDEQw9Je8/uRu29lpe9obDRLrVo1OHumlMa+mVA69+teG8TiLuc6nIuitc+4w+V4aT9jhcL7d/z3aXy6FPxHoqaeq3FpIz25ZUkRjl4ZMZwcV24PFOurSPIz7h76jFV4SvFu0l/K+xb8NaFYTaZc+IPEF5Nb6XbuIkjt8Ga5lIzsXI4GO9exSpczd3ovxPz7E4qSqqjRV2930S7nU6zoPhW1tNPOq6Bc6BBfL+7voLxpjExHyiZG4HBB49cZHWuutR5eW8bJ/gePhMfiKsqkaFX2kodGkr+jRwfiTRrvQNbudKvNjSQkYdDlXUgFWB9CD/SuCtTcJuOzR9JhcRCvS51v+T7Gd06VN9NN+5tOpOfxMCcnNJba7i0tYBSsKWp92WcmAQevav5XpyukdMWeVftbj/i2+l++tp/6Jmr9E8Orf2pUb/kBvc4a78R2MHws8MaqvgvQ/ElvZ2jabeS3is0tpMrFtrY4CsGypPJw3A4z7ry+vWzapTrV5UnvFKyUlb8zNfEdbrnjHR/Gul6R4G8MaLa6vqF1axNLIqkW2ijy13SKeMmMFsYIwQByeK8HD5Ni8uqzxeIqOMFey6y9fUfK7Hl/jrxHpN78fJvE8Eqf2TDrlu7TRgOjxwFFaVQvUNsLDHJDD1xX39DCVXlCUt5K/p6lU2k7M9tb4of8Kc8ZfEQa1ZXWqWWva7BrWgQ22Y4riG58xpZxMVxwixKV5JdcDjcw/Osdw5DixYf2EuX2fMpX302VvX8PuPUo4n2F21e4TaLpGk694g+PWkeI5dX8G6p4cvS8N7KWke7k2RJYzZyxRnYY67SmDwAxnC4ytVdDI50rVqU4u9tOVfaT8v1062HFRft1sz5s8HusOomCaURtcW0lukjHhXYcEn/PWv2DMKHNBcrfunbwvVj9c9m58nPdXe2xuafeQ+FIIrG/mknnlffJFGwK26+gz1PP6V5FaKzJJS0sfc5fmP8AqdCFGtPnlO75Vqo6/qUb+VotD1O6mj8sapdqbaNjztUklsdhg4966qNLlkuR6WPAzStNYOvXxEbe1m+VeXc19Jknm8BaRqFhbR30/hy+mluLSUEhlkwyyFVIJVdvX+ma+ohNSpQUd1ufkOJnBY6dCcuWNVJJ+a3Rt+MfE2r654b0fTYdHtLyTXbZnaMCTMbhyoZPm4xxyf5V1YjFym4Qktzy8qy7D4GvVk5NKm99NdDlPig8S+ILTTknWebS9OgsLmVDuR5Yx8+D35OPUYINcGJalWcvke5lFOpCjUnJe7ObkvR7HKVznphQAooA+41Yq24da/lP4VGxutDzL9rFs/DbSSP+g4n/AKJmr9E8OffzKon/ACB0Z8/+FvEuueGL6S70W9MHmp5c8LoHhnT+66H5WHbkdCR3NfrGY5Zh8xilWWq6rR/eZcxq638RPFOq6VPpZl0/T7O5G24j06xjtvOX+65QAke1cOE4cweFmp3lK38zb/MpTtscmPu7eMfSvcUIp6LTt0M+tztvCfxU8beGtEGh219aajpSMGhs9VtEu44GGRmMODt4JHHGK+fzLhbAZhU9o7wf912v6nVDFzirFDxz4+8V+NIra21zUIxYWjb7awtIFgtoWxjcsajGeTz7n1Nb5Vw9gsr5nRTcnvJu7+8mpiZzVnsc0ORtGAD14r2JQTjyvYw5pRtLtsasGv6isYSRracoAA08AdsD3PNczwVJKyPqlxXjaCjdRmn1cU395Qvbq5vZzcXUplkJxk9APQDsK3w+DVP4Xp5nhZhmOJx1Z1K8te3REuj6lqGkakl7pt5JbXC8b0PUehHQj2NdNKUqLTjvL8LHn1aFOtRkpx0N29+IPia6tDaieztkKGMNbWyxuqnqoI5APtWk8RWlUtL4d7nlUsjwlKfOk2/Nto5YZ5ycknJJ71z1X7SpzRldnrt9BKqpSd7qVkgCnKKcrR2QCis4vWzA+46/lGT0ibHlX7VDE/DbSlJyf7aQ/wDkGWv0Xw1f/CnU/wAH6j6M+cK/ajAKACgAoAKANDQdObVNQFusywoqNJNK3REHU1EmetlGWzzKr7JytCOrfZGxJ/ZEdg99a+Gmn01H2farid1kfJwCAOKlSPpqkcHRwqxMMJzUk7c0m035pGZrVhbxWtvqWmsz2FySq7jlopB1RvwqnTVZqpzaLRnh5xl9KEIYzC605aPyfY9G+A/wpsfGYGteIrx4dLe5ksdPsophDNql2sTS+WjsCFUKpJbuRt618TxZxPUy2HscLq18b/li3ZP/AIBw4aj7eSlV0T2+R0niDwt4bsIBH49+Cd/4D0eebyE1/TtUkuvsspyEZ0YsDH3PQnHFeDl+Z43EQ9pg8b7e2vI1bQ1q4dLeNjx/4i+E9R8CeLr7w1qzxzyWwWSK6hyYrmF1DJIhPUEEeuCCM8Gv0LLc1pZjgI1Y093rbo+p51SlyysdI+j+FPBS6fZeItJl8Q+J76COV9PkuTDa2QkI2q7Id5faQeOnuCDXiTxmPzFzjQn7OlHZrVu24rGhqPhTQ9d1C98O2/he88H+MLaGSW0sPPae11ERgsyIz8hioJDZwcVzYHM61KPt/b+0g3r6ia69DyyI7kDDoRX28Je0pKaIasfcnav5RlsjZnk/7VH/ACT3Sv8AsMp/6Jkr9F8Nf+RnU/wfqSup851+1mQUAFABQAUAdD4JmBubuwxGZLqHEQcZDOp3BDnruxispxb2PruEsTClUq0mrymrK/lr+Ju6n4oil0mSGXS4Y9RSUB7O5hLofmPKjIzSbPtMVxTGWWKjHDr20Hbkmrxeu6RmeJ7gjw1ZWdzY2lldyTm4aC1iKBI8EAsCeCcg/hSjGMPd/m3PneIsepZbSw2IpqlUcublirKzVtUeifDuSfV/hj4N1jRbaa+vfhv4hfUNT0u2INxcWcs0cpljXOSBsKHg9Segr87zbDvD5viaWIiuTERSi33Stb9T5SMm4QcNXG50/inxLp/7ScOo+FtKj1HRPEGlyy3OjW88zG21CIfeSZQMRyjBIJ+hPXHzmXZa+B3HHStUp1NJWV3G7tp5HS6n1uNtrHln7R13p03jTT9B0rUE1SPwz4fstDlvYceXcywod7ryeMttxnqCOetfoHB2EnHBV6srr2s5TUetn+p5+ItGdjr/AIieL2tNW0zX7Twb4M1jw9qUFu8OsXWkPLOu0LG6SyFlw6spwMcAqM8V81leRxnz0XiKkKkOb3eayd7vb+upgnpY6h/H9h4m8WJqGn6OB4b8PRy3d54guIcSLsBwluT2cqEYcllLDA6nzMu4fq4SmlVqe/P7Kem+7XX/ADIa0PmmWXz55bjyki852kKIMBcknaB6Cv2DBU5LDRg90TKx9wdq/lWWyNWeUftUf8k90r/sMp/6Jkr9F8Nf+RnU/wAH6krqfOVftZkFABQAUAFADl3cFM7gcjBwc+xpOxdKapy5+azWzNiPxLraQ+WLkPtGA8saM6j2bqKLH0NPizMqVPkck79XFX++xlXE01xM89zM8s0hyzsSS351PJGDS6b/ADPExGKq4ir7Wq+bzLnh7WNX8O6xFq2g6ndaZfxKyrcW0hRlVhhhxzjBIrHH4OlmMGsUtNLGcKqjFyW52WtfGf4karp89jLr8dlFcgid7CyhtZZlIwQzxgMQc9M89a+dw3B2U4WoptN22Tba/E1qYty+A87RVjGEBwPT2r6qpNwpqcI8rWhzXcneRu+F/FniLwwZF0XUmjhk4lt5EEsDY7mNwVJyc5x15rzc0yPDYypB1Fvu07Md77j/ABT4x8S+Jo0g1fUme1T7trAiwwKc5z5aALnPOanCZHgsLJqjd8vV6/LUV+xgivWjLlXqI+4+1fydLZG7PJ/2pDv8A6XGOq6sjn6eVIK/RfDbTMpv+6Re1z51r9rMwoAKACgAoAKACgAoAKACgAoAKACgAoA//9k=)
