http://departments.unwe.bg/soc Катедра "Икономическа социология" - Катедра "Икономическа социология" bg amuw@unwe.bg http://departments.unwe.bg/soc/bg/pages/868/from-rss.html <table cellspacing="0" cellpadding="0" border="1"> <tbody> <tr> <td width="316" valign="top"><img src="https://departments.unwe.bg/Uploads/Department/soc_e1a3c_%D0%9A%D0%BE%D1%80%D0%B8%D1%86%D0%B0.jpg" width="200" height="284"><br> <p></p> </td> <td width="303" valign="top"> <p>Т. Кинева &amp; Д. Драганов (съст.). (2025).&nbsp;<i>Докторантски четения : Икономическа социология : Сборник с доклади.&nbsp;</i>София: Академично издателство &ndash; УНСС.&nbsp;E-ISBN-13: 978-619-232-965-5</p> <p>Връзка към сборника в CEEOL: <a href="https://www.ceeol.com/search/book-detail?id=1405802">тук</a></p> <p>Връзка към съдържанието на сборника в CEEOL: <a href="https://www.ceeol.com/search/viewpdf?id=1470961">тук</a></p> <p>Автори на доклади:</p> <p><a href="https://departments.unwe.bg/Uploads/Department/soc_b0e0c_Krumov.pdf">Любомир Крумов</a>&nbsp;<a href="https://departments.unwe.bg/Uploads/Department/soc_b7ab0_Krumov.pdf"><span style="color: #ffffff;"><span style="color: #ffffff;">Използвана литература</span></span></a></p> <p><a href="https://departments.unwe.bg/Uploads/Department/soc_b0e0c_Trifonov.pdf">Трифон Трифонов</a>&nbsp;<span style="color: #ffffff;"><a href="https://departments.unwe.bg/Uploads/Department/soc_b7ab0_Trifonov_References.pdf"><span style="color: #ffffff;">Използвана литература</span></a></span></p> <p><a href="https://departments.unwe.bg/Uploads/Department/soc_b0e0c_Nikolov.pdf">Теди Николов</a>&nbsp;<a href="https://departments.unwe.bg/Uploads/Department/soc_ff1f4_Nikolov_References.pdf"><span style="color: #ffffff;"><span style="color: #ffffff;">Използвана литература</span></span></a></p> <p><a href="https://departments.unwe.bg/Uploads/Department/soc_b0e0c_Dyulgyarski.pdf">Кръстьо Дюлгярски</a>&nbsp;<span style="color: #ffffff;"><a href="https://departments.unwe.bg/Uploads/Department/soc_444b0_Dyulgyarski_References.pdf"><span style="color: #ffffff;">&nbsp;литература</span></a></span></p> <p><a href="https://departments.unwe.bg/Uploads/Department/soc_6f02e_Traykov.pdf">Десислав Трайков</a>&nbsp;<span style="color: #ffffff;"><a href="https://departments.unwe.bg/Uploads/Department/soc_3c4b0_Traykov_References.pdf"><span style="color: #ffffff;">Използвана литература</span></a></span></p> <p><a href="https://departments.unwe.bg/Uploads/Department/soc_b0e0c_Velikova.pdf">Радина Великова</a>&nbsp;<span style="color: #ffffff;"><a href="https://departments.unwe.bg/Uploads/Department/soc_44d82_Velikova_References.pdf"><span style="color: #ffffff;">Използвана литература</span></a></span></p> <p><a href="https://departments.unwe.bg/Uploads/Department/soc_b0e0c_Georgiev_DR.pdf">Димитър Р. Георгиев</a></p> <p><a href="https://departments.unwe.bg/Uploads/Department/soc_b0e0c_Sestrimska.pdf">Йорданка Сестримска</a></p> <p><a href="https://departments.unwe.bg/Uploads/Department/soc_b0e0c_Marinov.pdf">Роберто Маринов</a></p> <p><a href="https://departments.unwe.bg/Uploads/Department/soc_b0e0c_Mihaylova.pdf">Яна Михайлова</a></p> <p><a href="https://departments.unwe.bg/Uploads/Department/soc_b0e0c_Georgiev_DD.pdf">Димитър Д. Георгиев</a>&nbsp;<span style="color: #ffffff;"><a href="https://departments.unwe.bg/Uploads/Department/soc_2c72d_Georgiev_DD_References.pdf"><span style="color: #ffffff;">литература</span></a></span></p> </td> </tr> <tr> <td width="316" valign="top"><img src="/uploads/Department/soc_608cd_Sbornik_50_godini_katedra.jpg" width="200" height="274" alt="soc_608cd_Sbornik_50_godini_katedra.jpg" title="soc_608cd_Sbornik_50_godini_katedra.jpg"></td> <td width="303" valign="top"> <p>Г. Петрунов, Т. Кинева, &amp; Д. Драганов (съст.). (2025).&nbsp;<i>50 години катедра Икономическа социология: Сборник с доклади от научна конференция, УНСС, 29 април 2025 г.</i>&nbsp;София: Академично издателство &ndash; УНСС,&nbsp;E-ISBN-13:&nbsp;<span style="background-color: transparent;">978-619-232-904-4,&nbsp;</span>Print-ISBN-13:&nbsp;<span style="background-color: transparent;">978-619-232-903-7.</span></p> <p>Връзка към сборника в CEEOL: <a href="https://www.ceeol.com/search/book-detail?id=1331912">тук</a></p> <p>Връзка към съдържанието на сборника в CEEOL: <a href="https://www.ceeol.com/search/book-detail?id=1331912">тук</a></p> </td> </tr> <tr> <td width="316" valign="top"><img src="/uploads/Department/soc_608cd_Katedra%20Ikonomicheska%20sociologia%20conference%20KORICA.jpg" width="220" height="151" alt="soc_608cd_Katedra Ikonomicheska sociologia conference KORICA.jpg" title="soc_608cd_Katedra Ikonomicheska sociologia conference KORICA.jpg"></td> <td width="303" valign="top"> <p>Нончев, А., Петрунов, Г., Кинева, Т., Христова, М. (съст.). (2018). <span><em>Съвременните обществени предизвикателства и образованието по социология : сборник с доклади от научна конференция, проведена в УНСС, 20-21 ноември 2017</em>. Издателски комплекс - УНСС</span>, ISBN:&nbsp;<span>978-619-232-047-8.</span></p> </td> </tr> <tr> <td width="316" valign="top"> <p><img src="/uploads/Department/Корица%20-%20Икономическа%20социология.jpg" alt="Корица - Икономическа социология.jpg" title="Корица - Икономическа социология.jpg" width="220" height="149"></p> </td> <td width="303" valign="top"> <p>Андрей Нончев, Вяра Стоилова, Мария Стоянова, Александър Стоянов, Георги Петрунов, Михаела Мишева.</p> <p>&nbsp;</p> <p><b><i>Икономическа социология</i></b>, ИК на УНСС, София, 2018.</p> </td> </tr> <tr> <td width="316" valign="top"> <p><img src="data:image/png;base64,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" width="150"></p> </td> <td width="303" valign="top"> <p><strong>Сборник с доклади от конференцията ни по повод&nbsp;40 годишнината от началото на преподаване по &bdquo;Социология&ldquo; и създаване на катедра &bdquo;Икономическа социология&ldquo; в УНСС.</strong><b></b></p> </td> </tr> <tr> <td width="316" valign="top"> <p><img 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" width="150"></p> </td> <td width="303" valign="top"> <p>Брой на Научни трудове на УНСС, посветен на 40 годишния юбилей на катедра Икономическа социология&ldquo;. 2015.</p> </td> </tr> <tr> <td width="316" valign="top"> <p><img src="data:image/png;base64,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" width="150"></p> </td> <td width="303" valign="top"> <p>Сборник с доклади от конференция на тема &bdquo;Обществената трансформация в България, ЕВропа и света&ldquo;. 2012.</p> </td> </tr> <tr> <td colspan="2" width="619" valign="top"> <p><strong><i>ИЗДАДЕНИ КНИГИ от членовете на катедра &bdquo;Икономическа социология&rdquo;, УНСС</i></strong></p> <p>&nbsp;</p> </td> </tr> <tr> <td width="316" valign="top"><img src="/uploads/Department/soc_98bcf_Ikonomicheska%20sociologia.jpg" alt="soc_98bcf_Ikonomicheska sociologia.jpg" title="soc_98bcf_Ikonomicheska sociologia.jpg" width="150" height="209"></td> <td width="303" valign="top"> <p><span style="text-decoration: underline;">проф. д.ик.н. Ташо Пачев, проф. д-р Благой Колев и колектив</span>.</p> <p><b><i>Икономическа социология</i></b>.</p> <p>Университетско издателство &bdquo;Стопанство&rdquo;, София, 2005.</p> <p>&nbsp;</p> </td> </tr> <tr> <td width="316" valign="top"> <p><img 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" width="150"></p> </td> <td width="303" valign="top"> <p><span style="text-decoration: underline;">проф. д.ик.н. Ташо Пачев</span>.</p> <p><b><i>Нова икономическа социология</i></b>.</p> <p>Университетско издателство &bdquo;Стопанство&rdquo;, София, 2007.</p> <p>&nbsp;</p> </td> </tr> <tr> <td width="316" valign="top"> <p><img src="/uploads/Department/soc_3a007_korica_Blagoi.Kolev_IKONOMICHESKA.KULTURA_2017.jpg" alt="soc_3a007_korica_Blagoi.Kolev_IKONOMICHESKA.KULTURA_2017.jpg" title="soc_3a007_korica_Blagoi.Kolev_IKONOMICHESKA.KULTURA_2017.jpg" width="150" height="212"></p> <p></p> </td> <td width="303" valign="top"> <p><span style="text-decoration: underline;">проф. д-р Благой Колев</span>.</p> <p><b><i>Икономическа култура</i></b>.</p> <p>Университетско издателство &bdquo;Стопанство&rdquo;, София, 2002.</p> <p>&nbsp;</p> </td> </tr> <tr> <td width="316" valign="top"> <p><img src="/uploads/Department/soc_ff059_публично.png" alt="soc_ff059_публично.png" title="soc_ff059_публично.png" width="150" height="233"></p> </td> <td width="303" valign="top"> <p><span style="text-decoration: underline;">доц. д-р Андрей Нончев.</span></p> <p><b><i>Публично-частни квазипазари</i></b>.</p> <p>Университетско издателство &bdquo;Стопанство&rdquo;, София, 2009.</p> <p>&nbsp;</p> </td> </tr> <tr> <td width="316" valign="top"> <p><img src="/uploads/Department/soc_23f99_оценка.jpg" alt="soc_23f99_оценка.jpg" title="soc_23f99_оценка.jpg" width="150" height="204"></p> </td> <td width="303" valign="top"> <p><span style="text-decoration: underline;">доц. д-р Андрей Нончев и колектив.</span></p> <p><b><i>Оценка на социалното въздействие</i></b></p> <p>Университетско издателство &bdquo;Стопанство&rdquo;, София, 2014.</p> <p>&nbsp;</p> </td> </tr> <tr> <td width="316" valign="top"> <p><img src="/uploads/Department/soc_ff059_социални%20мрежи.jpg" alt="soc_ff059_социални мрежи.jpg" title="soc_ff059_социални мрежи.jpg" width="150" height="106"></p> </td> <td width="303" valign="top"> <p><span style="text-decoration: underline;">доц. д-р Андрей Нончев, гл. ас. д-р Михаела Мишева, д-р Йоан Христов</span></p> <p><strong>Социални мрежи на имигрантските общности в България и оценка на политиките за интеграция.</strong></p> <p>ИК на УНСС, 2016 г.</p> <p><span style="text-decoration: underline;">&nbsp;</span></p> </td> </tr> <tr> <td width="316" valign="top"> <p><img src="/uploads/Department/soc_79253_завръщащите%20се.jpg" alt="soc_79253_завръщащите се.jpg" title="soc_79253_завръщащите се.jpg" width="200" height="150"></p> </td> <td width="303" valign="top"> <p><span style="text-decoration: underline;">доц. д-р Андрей Нончев, проф. Веселин Минчев, проф. Искра Зарева, доц. д-р Мария Бакалова, доц. д-р Венелин Бошнаков, гл. ас. д-р Михаела Мишева, гл. ас. д-р Мариета Христова</span></p> <p><strong>Завръщащите се мигранти</strong></p> <p>Издателски комплекс на УНСС, 2020.</p> <p>&nbsp;</p> </td> </tr> <tr> <td width="316" valign="top"> <p><img src="/uploads/Department/soc_1a699_социална%20диференциация.jpg" alt="soc_1a699_социална диференциация.jpg" title="soc_1a699_социална диференциация.jpg" width="150" height="229"></p> </td> <td width="303" valign="top"> <p>&nbsp;</p> <p><span style="text-decoration: underline;">доц. д-р Александър Стоянов</span></p> <p><strong><i>Социална диференциация, стратификация и статусни йерархии</i></strong></p> <p><em>Университетско издателство &bdquo;Стопанство&rdquo;, София, 2016</em></p> <p><span style="text-decoration: underline;">&nbsp;</span></p> </td> </tr> <tr> <td width="316" valign="top"> <p><img src="/uploads/Department/soc_65fd5_оциология%20на%20пазара.jpg" alt="soc_65fd5_оциология на пазара.jpg" title="soc_65fd5_оциология на пазара.jpg" width="150" height="212"></p> </td> <td width="303" valign="top"> <p><span style="text-decoration: underline;">Проф. Вяра Стоилова</span></p> <p><strong><i>Социология на пазара</i>, </strong><strong>Издателски комплекс на УНСС, София, 2020.</strong></p> <p><span style="text-decoration: underline;">&nbsp;</span></p> </td> </tr> <tr> <td width="316" valign="top"><img src="/uploads/Department/soc_1a699_потребителският%20ицбор.jpg" alt="soc_1a699_потребителският ицбор.jpg" title="soc_1a699_потребителският ицбор.jpg" width="150" height="213"></td> <td width="303" valign="top"> <p><span style="text-decoration: underline;">Проф. Вяра Стоилова</span></p> <p><strong><i>Потребителският избор, Факторът "дизайн",</i> </strong>Издателски комплекс на УНСС, София, 2020.</p> <p><span style="text-decoration: underline;">&nbsp;</span></p> </td> </tr> <tr> <td width="316" valign="top"><img src="/uploads/Department/soc_1a699_играта%20на%20пазарна%20размяна.jpg" alt="soc_1a699_играта на пазарна размяна.jpg" title="soc_1a699_играта на пазарна размяна.jpg" width="150" height="217"></td> <td width="303" valign="top"> <p><span style="text-decoration: underline;">доц. д-р Вяра Стоилова</span></p> <p><strong><i>"Играта" на пазарна размяна.</i></strong></p> <p>Университетски комплекс - УНСС, София.</p> <p><span style="text-decoration: underline;">&nbsp;</span></p> </td> </tr> <tr> <td width="316" valign="top"> <p><img src="/uploads/Department/soc_ddb9b_Pazaren%20red.jpg" alt="soc_ddb9b_Pazaren red.jpg" title="soc_ddb9b_Pazaren red.jpg" width="150" height="212"></p> </td> <td width="303" valign="top"> <p><span style="text-decoration: underline;">доц. д-р Вяра Стоилова</span></p> <p><strong><i>Паразният ред.</i></strong></p> <p>Университетско издателство "Стопанство", София.</p> <p><span style="text-decoration: underline;">&nbsp;</span></p> </td> </tr> <tr> <td width="316" valign="top"> <p><img src="data:image/png;base64,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" width="150"></p> <p></p> </td> <td width="303" valign="top"> <p><span style="text-decoration: underline;">Проф. д-р Георги Петрунов, Трифон Трифонов</span></p> <p><b><i>Противодействие и отнемане на незаконно придобито имущество</i></b>, Издателски комплекс на УНСС, София, 2019.<span style="text-decoration: underline;"></span></p> </td> </tr> <tr> <td width="316" valign="top"> <p><img src="data:image/png;base64,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" width="150"></p> </td> <td width="303" valign="top"> <p><span style="text-decoration: underline;">проф. д-р Георги Петрунов</span></p> <p><strong><i>Противодействие на изпирането на пари</i></strong></p> <p><em>Университетско издателство &bdquo;Стопанство&rdquo;, София, 2013</em><i></i></p> <p><span style="text-decoration: underline;">&nbsp;</span></p> </td> </tr> <tr> <td width="316" valign="top"> <p><img src="/uploads/Department/soc_4bd4d_problemi%20na%20psihologiata_dn.jpg" alt="soc_4bd4d_problemi na psihologiata_dn.jpg" title="soc_4bd4d_problemi na psihologiata_dn.jpg" width="150" height="214"></p> </td> <td width="303" valign="top"> <p><span style="text-decoration: underline;">доц. д-р Донка Никова</span>.</p> <p><b><i>Проблеми на психологията на управлението. </i></b></p> <p>Университетско издателство &bdquo;Стопанство&rdquo;, София, 2010</p> <p><span style="text-decoration: underline;">&nbsp;</span></p> </td> </tr> <tr> <td width="316" valign="top"> <p><img src="/uploads/Department/soc_3720b_Nikova_Socialno%20obshtuvane.jpeg" alt="soc_3720b_Nikova_Socialno obshtuvane.jpeg" title="soc_3720b_Nikova_Socialno obshtuvane.jpeg" width="150" height="206"></p> </td> <td width="303" valign="top"> <p><span style="text-decoration: underline;">доц. д-р Донка Никова</span>.</p> <p><b><i>Социално общуване. Социално взимодействие. Социометрия</i></b></p> <p>Университетско издателство &bdquo;Стопанство&rdquo;, София.</p> <p><span style="text-decoration: underline;">&nbsp;</span></p> </td> </tr> <tr> <td width="316" valign="top"> <p><img src="/uploads/Department/soc_3720b_Nikova_Inovacionna%20activnost.jpeg" alt="soc_3720b_Nikova_Inovacionna activnost.jpeg" title="soc_3720b_Nikova_Inovacionna activnost.jpeg" width="150" height="210"></p> </td> <td width="303" valign="top"> <p><span style="text-decoration: underline;">доц. д-р Донка Никова</span>.</p> <p><b><i>Иновационната активност на студентите. </i></b></p> <p>София, 2011.</p> <p><span style="text-decoration: underline;">&nbsp;</span></p> </td> </tr> <tr> <td width="316" valign="top"> <p><img 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" width="150"></p> </td> <td width="303" valign="top"> <p><span style="text-decoration: underline;">доц. д-р Донка Никова</span>.</p> <p><b><i>Проблеми на социалната психология. </i></b></p> <p>Университетско издателство &bdquo;Стопанство&rdquo;, София.</p> <p><span style="text-decoration: underline;">&nbsp;</span></p> </td> </tr> <tr> <td width="316" valign="top"> <p><img src="/uploads/Department/E.Todorova.jpg" alt="E.Todorova.jpg" title="E.Todorova.jpg" width="150" height="211"></p> </td> <td width="303" valign="top"> <p><span style="text-decoration: underline;">проф. д.с.н. Елка Тодорова</span>.</p> <p><b><i>Поглед към социология на модерното общество. </i></b></p> <p>Университетско издателство &bdquo;Стопанство&rdquo;, София, 2010.</p> <p>&nbsp;</p> </td> </tr> <tr> <td width="316" valign="top"> <p><img src="/uploads/Department/soc_1a699_телевизия%20за%20деца.jpg" alt="soc_1a699_телевизия за деца.jpg" title="soc_1a699_телевизия за деца.jpg" width="150" height="217"></p> </td> <td width="303" valign="top"> <p><span style="text-decoration: underline;">гл. ас. д-р Катя Михайлова</span></p> <p><strong>Телевизията за деца, </strong>изд. М-8-М, София, 2011</p> <p><span style="text-decoration: underline;">&nbsp;</span></p> </td> </tr> <tr> <td width="316" valign="top"> <p><img src="/uploads/Department/soc_23f99_медиа%20общесдтво.jpg" alt="soc_23f99_медиа общесдтво.jpg" title="soc_23f99_медиа общесдтво.jpg" width="150" height="213"></p> </td> <td width="303" valign="top"> <p><span style="text-decoration: underline;">гл. ас. д-р Катя Михайлова</span></p> <p><strong>Меди@ Общество, </strong>ИК на УНСС, 2016</p> <p><span style="text-decoration: underline;">&nbsp;</span></p> </td> </tr> <tr> <td width="316" valign="top"> <p><img src="/uploads/Department/soc_1a699_медиа%20избори.jpg" alt="soc_1a699_медиа избори.jpg" title="soc_1a699_медиа избори.jpg" width="150" height="203"></p> </td> <td width="303" valign="top"> <p><span style="text-decoration: underline;">доц. д-р Катя Михайлова</span></p> <p><strong>Меди@ Избори: медиен мониторинг в предизборна кампания</strong></p> <p>изд. М&ndash;8&ndash;М, 2019 г.</p> <p><span style="text-decoration: underline;">&nbsp;</span></p> </td> </tr> <tr> <td width="316" valign="top"> <p><img src="/uploads/Department/soc_65fd5_медиа%20общество%202.jpg" alt="soc_65fd5_медиа общество 2.jpg" title="soc_65fd5_медиа общество 2.jpg" width="150" height="225"></p> </td> <td width="303" valign="top"> <p><span style="text-decoration: underline;">Доц. д-р Катя Михайлова</span></p> <p><b>Меди@ Общество от книгата до видеото</b>, Издателски комплекс на УНСС, София, 2022.</p> </td> </tr> <tr> <td width="316" valign="top"><img src="/uploads/Department/soc_23f99_миграции.jpg" alt="soc_23f99_миграции.jpg" title="soc_23f99_миграции.jpg" width="150" height="221"></td> <td width="303" valign="top"> <p><span style="text-decoration: underline;">Доц. Михаела Мишева</span></p> <p><b><i>Международни миграции</i></b>, ИК на УНСС, София, 2023</p> </td> </tr> <tr> <td width="316" valign="top"> <p><img src="/uploads/Department/soc_3a007_Socialen-kapital-KORICA-tiraj.jpg" alt="soc_3a007_Socialen-kapital-KORICA-tiraj.jpg" title="soc_3a007_Socialen-kapital-KORICA-tiraj.jpg" width="150" height="225"></p> </td> <td width="303" valign="top"> <p><span style="text-decoration: underline;">Проф. Теменуга Ракаджийска, гл.ас.д-р Мариета Христова, Димитър Сивков</span></p> <p><b><i>Социалният капитал</i></b>, Издателски комплекс на УНСС, София, 2019.</p> </td> </tr> <tr> <td width="316" valign="top"> <p><img src="/uploads/Department/soc_57367_Kulturni%20transformacii.jpg" alt="soc_57367_Kulturni transformacii.jpg" title="soc_57367_Kulturni transformacii.jpg" width="150" height="213"></p> </td> <td width="303" valign="top"> <p><span style="text-decoration: underline;">Колев, Бл., Ракаджийска, Т., Стоянова, М., Тодорова, С. </span></p> <p><strong><i>Културни адаптации на българския бизнес в процеса на евроинтеграция.</i></strong></p> <p>Университетско издателство &bdquo;Стопанство&rdquo;, София, 2009.</p> <p><span style="text-decoration: underline;">&nbsp;</span></p> </td> </tr> <tr> <td width="316" valign="top"> <p><img src="/uploads/Department/soc_0f365_Теория%20и%20история%20на%20цивилизациите-корица.jpg" alt="soc_0f365_Теория и история на цивилизациите-корица.jpg" title="soc_0f365_Теория и история на цивилизациите-корица.jpg" width="150" height="212"></p> </td> <td width="303" valign="top"> <p><span style="text-decoration: underline;">проф. д.с.н. Георги Найденов</span>.</p> <p><b><i>Теория и история на цивилизациите</i></b>.</p> <p></p> <p>&nbsp;</p> </td> </tr> <tr> <td width="316" valign="top"> <p><img src="/uploads/Department/soc_79253_това%20съм%20аз.png" alt="soc_79253_това съм аз.png" title="soc_79253_това съм аз.png" width="150" height="213"></p> </td> <td width="303" valign="top"> <p><span style="text-decoration: underline;">проф. д.ик.н. Кръстьо Петков</span>.</p> <p><b><i>Държавата &ndash; това съм аз! </i></b></p> <p><b><i>Социологически портрет на Бойко Борисов. </i></b></p> <p>Издателство &bdquo;Бест Ту Би&rdquo;, София, 2012.</p> <p><span style="text-decoration: underline;">&nbsp;</span></p> </td> </tr> <tr> <td width="316" valign="top"> <p><img src="/uploads/Department/soc_183eb_Ikonomicheska%20psyhologia.jpg" alt="soc_183eb_Ikonomicheska psyhologia.jpg" title="soc_183eb_Ikonomicheska psyhologia.jpg" width="150" height="216"></p> </td> <td width="303" valign="top"> <p><span style="text-decoration: underline;">доц. д-р Кольо Рамчев</span>.</p> <p><b><i>Икономическа психология.</i></b></p> <p>Университетско издателство &bdquo;Стопанство&rdquo;, София, 2001.</p> <p><span style="text-decoration: underline;">&nbsp;</span></p> </td> </tr> <tr> <td width="316" valign="top"><img src="/uploads/Department/soc_79253_фалитът.jpg" alt="soc_79253_фалитът.jpg" title="soc_79253_фалитът.jpg" width="150" height="216"></td> <td width="303" valign="top"> <p><span style="text-decoration: underline;">доц. д-р Мария Стоянова</span>.</p> <p><b><i>Фалитът &ndash; старият нов демон. </i></b></p> <p>Издателство &bdquo;Аля&rdquo;, Троян, 2011.</p> <p>&nbsp;</p> </td> </tr> <tr> <td width="316" valign="top"> <p><img src="/uploads/Department/soc_01161_Konfliktite_M.%20Stoyanova.jpg" alt="soc_01161_Konfliktite_M. Stoyanova.jpg" title="soc_01161_Konfliktite_M. Stoyanova.jpg" width="150" height="213"></p> <p></p> </td> <td width="303" valign="top"> <p><span style="text-decoration: underline;">доц. д-р Мария Стоянова.</span></p> <p><strong><i>Конфликтите през призмата на социологията.</i></strong></p> <p>Издателски комплект - УНСС, София.</p> <p>&nbsp;</p> </td> </tr> <tr> <td width="316" valign="top"> <p><img src="/uploads/Department/soc_01161_Razrabotvane%20diplomna%20rabota_M.%20Stoyanova.jpg" alt="soc_01161_Razrabotvane diplomna rabota_M. Stoyanova.jpg" title="soc_01161_Razrabotvane diplomna rabota_M. Stoyanova.jpg" width="150" height="219"></p> </td> <td width="303" valign="top"> <p><span style="text-decoration: underline;">доц. д-р Мария Стоянова</span></p> <p><strong><i>Разработване и защита на дипломна работа.</i></strong></p> <p>Университетски комплекс - УНСС, София.</p> <p>&nbsp;</p> </td> </tr> <tr> <td width="316" valign="top"> <p><img src="data:image/png;base64,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" alt="Ракаджийска Пазар на труда" width="150"></p> </td> <td width="303" valign="top"> <p><span style="text-decoration: underline;">проф. д.с.н. Теменуга Ракаджийска.</span></p> <p><b><i>Пазар на труда. Социално-икономическо поле между държавата и пазара. </i></b></p> <p>Университетско издателство &bdquo;Стопанство&rdquo;, София, 2010.</p> <p><span style="text-decoration: underline;">&nbsp;</span></p> </td> </tr> </tbody> </table> <p>&nbsp;</p> УНСС Sat, 28 Mar 2026 21:50:29 GMT http://departments.unwe.bg/soc/bg/pages/14668/from-rss.html <p><span style="font-family: 'times new roman', times; font-size: medium;"><br></span></p> <p><span style="font-family: 'times new roman', times; font-size: medium;"><br></span></p> <p><span style="font-family: 'times new roman', times; font-size: medium;">Тема: СОЦИАЛНИ ИЗМЕРЕНИЯ НА ТЕРОРИЗМА</span></p> <p><span style="font-family: 'times new roman', times; font-size: medium;">Автор: Радина Николаева Великова</span></p> <p><span style="font-family: 'times new roman', times; font-size: medium;">Научни ръководители: проф. д-р Георги Светлозаров Петрунов и проф. д. н. Вихрен Янакиев Бузов</span></p> <p><span style="font-family: 'times new roman', times; font-size: medium;">Звено: катедра &bdquo;Икономическа социология&ldquo;, УНСС</span></p> <p><span style="font-family: 'times new roman', times; font-size: medium;">Защита: 17.03.2026</span></p> <p><span style="font-family: 'times new roman', times; font-size: medium;"><br></span></p> <p><span style="font-family: 'times new roman', times; font-size: medium;">Тема: ОЦЕНКА НА СОЦИАЛНОТО ВЪЗДЕЙСТВИЕ НА ПУБЛИЧНИТЕ ИНДУСТРИАЛНИ ПОЛИТИКИ ЗА РАЗВИТИЕТО НА МИКРО, МАЛКИТЕ И СРЕДНИ ПРЕДПРИЯТИЯ В БЪЛГАРИЯ</span></p> <p><span style="font-family: 'times new roman', times; font-size: medium;">Автор: Андрей Емилов Лалов</span></p> <p><span style="font-family: 'times new roman', times; font-size: medium;">Научен ръководител:&nbsp;</span><span style="font-family: 'times new roman', times; font-size: medium;">доц. д-р Андрей Иванов Нончев</span></p> <p><span style="font-family: 'times new roman', times; font-size: medium;">Звено: катедра &bdquo;Икономическа социология&ldquo;, УНСС</span></p> <p><span style="font-family: 'times new roman', times; font-size: medium;">Защита: 18.02.2026</span></p> <p><span style="font-family: 'times new roman', times; font-size: medium;"><span><br></span></span></p> <p><span style="font-family: Times New Roman; font-size: medium;">Тема: ПСИХОГРАФСКИ ПРОФИЛИ И ПОТРЕБИТЕЛСКО ПОВЕДЕНИЕ</span></p> <p><span style="font-family: 'Times New Roman'; font-size: medium;">Автор: Росен Ненчев Кутелов</span></p> <p><span style="font-family: 'Times New Roman'; font-size: medium;">Научен ръководител: проф. д-р Вяра Стоилова</span></p> <p><span style="font-family: 'Times New Roman'; font-size: medium;">Звено: катедра &bdquo;Икономическа социология&ldquo;, УНСС</span></p> <p><span style="font-family: 'Times New Roman'; font-size: medium;">Защита: 08.07.2025</span></p> <p><span style="font-family: times new roman, times; font-size: medium;"><br></span></p> <p><span style="font-family: times new roman, times; font-size: medium;">Тема: ВЗАИМОДЕЙСТВИЕ МЕЖДУ ГРАЖДАНСКОТО ОБЩЕСТВО И ОБЩИНСКАТА АДМИНИСТРАЦИЯ ЗА РЕШАВАНЕ НА ПРОБЛЕМИТЕ С ПАРКИРАНЕТО В СОФИЯ</span></p> <p><span style="font-family: times new roman, times; font-size: medium;">Автор: Стоян Иванов Димитров</span></p> <p><span style="font-family: times new roman, times; font-size: medium;">Научен ръководител: проф. дсн Георги Найденов</span></p> <p><span style="font-family: times new roman, times; font-size: medium;">Звено: катедра &bdquo;Икономическа социология&ldquo;, УНСС</span></p> <p><span style="font-family: times new roman, times; font-size: medium;">Защита: 16.05.2024</span></p> <p>&nbsp;</p> <p><span style="font-family: times new roman, times; font-size: medium;">Тема: МЕХАНИЗМИ НА ВАЛИДИРАНЕ НА АЛТЕРНАТИВНИ ДИСКУРСИ В МЕДИЙНОТО ПОЛЕ</span></p> <p><span style="font-family: times new roman, times; font-size: medium;">Автор: Николай Крумов Балтов</span></p> <p><span style="font-family: times new roman, times; font-size: medium;">Научен ръководител: доц. д-р Катя Михайлова</span></p> <p><span style="font-family: times new roman, times; font-size: medium;">Звено: катедра &bdquo;Икономическа социология&ldquo;, УНСС</span></p> <p><span style="font-family: times new roman, times; font-size: medium;">Защита: 19.04.2024</span></p> <p>&nbsp;&nbsp;</p> <p><span style="font-family: times new roman, times; font-size: medium;">Тема: РИСКОВЕ ПРЕД МИГРАЦИЯТА НА НЕПРИДРУЖЕНИ ДЕЦА &ndash; БЕЖАНЦИ В БЪЛГАРИЯ</span></p> <p><span style="font-family: times new roman, times; font-size: medium;">Автор: Боряна Иванова Райнова</span></p> <p><span style="font-family: times new roman, times; font-size: medium;">Научен ръководител: доц. д-р Мария Стоянова</span></p> <p><span style="font-family: times new roman, times; font-size: medium;">Звено: катедра &bdquo;Икономическа социология&ldquo;, УНСС</span></p> <p><span style="font-family: times new roman, times; font-size: medium;">Защита: 16.04.2024</span></p> <p>&nbsp;</p> <p><span style="font-family: times new roman, times; font-size: medium;">Тема: УПРАВЛЕНИЕ НА ОБЩЕСТВЕНИТЕ НАГЛАСИ ЧРЕЗ ОНЛАЙН СОЦИАЛНАТА МРЕЖА ФЕЙСБУК</span></p> <p><span style="font-family: times new roman, times; font-size: medium;">Автор: Цветина Любомирова Младенова</span></p> <p><span style="font-family: times new roman, times; font-size: medium;">Научен ръководител: доц.д-р Андрей Бунджулов</span></p> <p><span style="font-family: times new roman, times; font-size: medium;">Звено: к-ра &bdquo;Икономическа социология&ldquo;, УНСС</span></p> <p><span style="font-family: times new roman, times; font-size: medium;">Защита: 26.05.2023</span></p> <p>&nbsp;&nbsp;</p> <p><span style="font-family: times new roman, times; font-size: medium;">Тема: ГРАЖДАНСКИ ИЗБОР В УСЛОВИЯ НА ОБЩЕСТВЕНА ТРАНСФОРМАЦИЯ</span></p> <p><span style="font-family: times new roman, times; font-size: medium;">Автор: Калоян Леонидов Янков</span></p> <p><span style="font-family: times new roman, times; font-size: medium;">Научен ръководител: доц. д-р Катя Михайлова</span></p> <p><span style="font-family: times new roman, times; font-size: medium;">Звено: к-ра &bdquo;Икономическа социология&ldquo;, УНСС</span></p> <p><span style="font-family: times new roman, times; font-size: medium;">Защита: 22.11.2022</span></p> <p>&nbsp;</p> <p><span style="font-family: times new roman, times; font-size: medium;">Тема: СОЦИАЛЕН КАПИТАЛ, СОЦИАЛНО ПРОСТРАНСТВО И ГРАЖДАНСКА АКТИВНОСТ НА СТУДЕНТИТЕ В СОФИЯ (на английски)</span></p> <p><span style="font-family: times new roman, times; font-size: medium;">Автор: Лусиен Петърс</span></p> <p><span style="font-family: times new roman, times; font-size: medium;">Научен ръководител: доц. д-р Катя Михайлова</span></p> <p><span style="font-family: times new roman, times; font-size: medium;">Звено: к-ра &bdquo;Икономическа социология&ldquo;, УНСС</span></p> <p><span style="font-family: times new roman, times; font-size: medium;">Защита: 23.06.2022</span></p> <p>&nbsp;&nbsp;</p> <p><span style="font-family: times new roman, times; font-size: medium;">Тема: ОЦЕНКА НА НАГЛАСИТЕ КЪМ ТЕЛЕСНОТО НАКАЗАНИЕ</span></p> <p><span style="font-family: times new roman, times; font-size: medium;">Автор: Мария Станиславова Брестничка</span></p> <p><span style="font-family: times new roman, times; font-size: medium;">Научен ръководител: проф. дсн Елка Тодорова</span></p> <p><span style="font-family: times new roman, times; font-size: medium;">Звено: к-ра Икономическа социология, УНСС</span></p> <p><span style="font-family: times new roman, times; font-size: medium;">Защита: 18.05.2021</span></p> <p>&nbsp;&nbsp;</p> <p><span style="font-family: times new roman, times; font-size: medium;">Тема: ОБЩЕСТВЕНИ ТРАНСФОРМАЦИИ И НОВИ МОДЕЛИ НА УПРАВЛЕНИЕ НА ХОРАТА В ОРГАНИЗАЦИИТЕ</span></p> <p><span style="font-family: times new roman, times; font-size: medium;">Автор: Марина Христова Банчева</span></p> <p><span style="font-family: times new roman, times; font-size: medium;">Научен ръководител: проф. дсн Елка Тодорова</span></p> <p><span style="font-family: times new roman, times; font-size: medium;">Звено: к-ра Икономическа социология, УНСС</span></p> <p><span style="font-family: times new roman, times; font-size: medium;">Защита: 18.05.2021</span></p> <p>&nbsp;&nbsp;</p> <p><span style="font-family: times new roman, times; font-size: medium;">Тема: ПОЛИТИКИ ЗА ПРОТИВОДЕЙСТВИЕ НА ИЗПИРАНЕТО НА ПАРИ: ДИНАМИКА И ВЪЗДЕЙСТВИЕ</span></p> <p><span style="font-family: times new roman, times; font-size: medium;">Автор: Ваня Христова Несторова</span></p> <p><span style="font-family: times new roman, times; font-size: medium;">Научен ръководител: доц. д-р Георги Петрунов</span></p> <p><span style="font-family: times new roman, times; font-size: medium;">Звено: к-ра Икономическа социология, УНСС</span></p> <p><span style="font-family: times new roman, times; font-size: medium;">Защита: 14.07.2020</span></p> <p>&nbsp;&nbsp;</p> <p><span style="font-family: times new roman, times; font-size: medium;">Тема: ТРАФИК НА ХОРА ЗА ТРУДОВА ЕКСПЛОАТАЦИЯ</span></p> <p><span style="font-family: times new roman, times; font-size: medium;">Автор: Радослав Тихомиров Стаменков</span></p> <p><span style="font-family: times new roman, times; font-size: medium;">Научен ръководител: доц. д-р Георги Петрунов</span></p> <p><span style="font-family: times new roman, times; font-size: medium;">Звено: к-ра Икономическа социология, УНСС</span></p> <p><span style="font-family: times new roman, times; font-size: medium;">Защита: 24.06.2020</span></p> <p>&nbsp;&nbsp;</p> <p><span style="font-family: times new roman, times; font-size: medium;">Тема: ТРАНСФОРМАЦИЯТА НА СОЦИАЛНИЯ КАПИТАЛ В ПОЛЕТО НА ВИРТУАЛНИТЕ БИЗНЕС МРЕЖИ</span></p> <p><span style="font-family: times new roman, times; font-size: medium;">Автор: Димитър Сивков Сивков</span></p> <p><span style="font-family: times new roman, times; font-size: medium;">Научен ръководител: проф. д.с.н. Теменуга Ракаджийска</span></p> <p><span style="font-family: times new roman, times; font-size: medium;">Звено: к-ра &bdquo;Икономическа социология&ldquo; в УНСС</span></p> <p><span style="font-family: times new roman, times; font-size: medium;">Защита: 04.06.2019 г.</span></p> <p>&nbsp;&nbsp;</p> <p><span style="font-family: times new roman, times; font-size: medium;">Тема: КОРПОРАТИВНИЯТ ПАЗАРЕН АКТЬОР МЕЖДУ СОБСТВЕНИЯ ИНТЕРЕС И СОЦИАЛНАТА ОТГОВОРНОСТ</span></p> <p><span style="font-family: times new roman, times; font-size: medium;">Автор: Манол Георгиев Кръстев</span></p> <p><span style="font-family: times new roman, times; font-size: medium;">Научен ръководител: доц. д-р Вяра Борисова Стоилова</span></p> <p><span style="font-family: times new roman, times; font-size: medium;">Звено: к-ра &bdquo;Икономическа социология&ldquo; в УНСС</span></p> <p><span style="font-family: times new roman, times; font-size: medium;">Защита: 31.05.2019 г.</span></p> <p>&nbsp;&nbsp;</p> <p><span style="font-family: times new roman, times; font-size: medium;">Тема: ФИРМЕНИЯТ ИМИДЖ КАТО КОНКУРЕНТЕН ПАЗАРЕН ФАКТОР</span></p> <p><span style="font-family: times new roman, times; font-size: medium;">Автор: Георги Кръстев Кроснаров</span></p> <p><span style="font-family: times new roman, times; font-size: medium;">Научен ръководител: доц. д-р Вяра Борисова Стоилова</span></p> <p><span style="font-family: times new roman, times; font-size: medium;">Звено: к-ра &bdquo;Икономическа социология&ldquo; в УНСС</span></p> <p><span style="font-family: times new roman, times; font-size: medium;">Защита: 28.05.2018 г.</span></p> <p>&nbsp;&nbsp;</p> <p><span style="font-family: times new roman, times; font-size: medium;">Тема: ПОЛИТИКА ЗА ОГРАНИЧАВАНЕ НА НАРКОМАНИИТЕ В БЪЛГАРИЯ: ЕФЕКТИВНОСТ НА УПРАВЛЕНИЕТО В УСЛОВИЯТА НА НОВИТЕ ИНФОРМАЦИОННИ И КОМУНИКАЦИОННИ ТЕХНОЛОГИИ</span></p> <p><span style="font-family: times new roman, times; font-size: medium;">Автор: Александър Димитров Панайотов</span></p> <p><span style="font-family: times new roman, times; font-size: medium;">Научен ръководител: доц. д-р Мария Георгиева Стоянова</span></p> <p><span style="font-family: times new roman, times; font-size: medium;">Звено: к-ра &bdquo;Икономическа социология&ldquo; в УНСС</span></p> <p><span style="font-family: times new roman, times; font-size: medium;">Защита: 14.03.2017 г.</span></p> <p>&nbsp;&nbsp;</p> <p><span style="font-family: times new roman, times; font-size: medium;">Тема: СОЦИОЛОГИЧЕСКИ ИЗМЕРЕНИЯ НА ИКОНОМИЧЕСКАТА КРИЗА НА БЪЛГАРСКИТЕ ПРЕДПРИЯТИЯ</span></p> <p><span style="font-family: times new roman, times; font-size: medium;">Автор: Силвия Василева Дацин</span></p> <p><span style="font-family: times new roman, times; font-size: medium;">Научен ръководител: доц. д-р Мария Георгиева Стоянова</span></p> <p><span style="font-family: times new roman, times; font-size: medium;">Звено: к-ра &bdquo;Икономическа социология&ldquo; в УНСС</span></p> <p><span style="font-family: times new roman, times; font-size: medium;">Защита: 10.05.2016 г.</span></p> <p>&nbsp;&nbsp;</p> <p><span style="font-family: times new roman, times; font-size: medium;">Тема: СОЦИАЛНА ОЦЕНКА НА ИНТЕГРАЦИОННИТЕ ПОЛИТИКИ ЗА ИМИГРАНТИТЕ В БЪЛГАРИЯ</span></p> <p><span style="font-family: times new roman, times; font-size: medium;">Автор: Йоан Грозданов Христов</span></p> <p><span style="font-family: times new roman, times; font-size: medium;">Научен ръководител: доц. д-р Андрей Иванов Нончев</span></p> <p><span style="font-family: times new roman, times; font-size: medium;">Звено: к-ра &bdquo;Икономическа социология&ldquo; в УНСС</span></p> <p><span style="font-family: times new roman, times; font-size: medium;">Защита: 17.06.2015 г.</span></p> <p>&nbsp;</p> <p><span style="font-family: times new roman, times; font-size: medium;">Тема: СОЦИАЛНО ПРЕДПРИЕМАЧЕСТВО ПРИ САМОУПРАВЛЕНИЕ НА БОЛЕСТТА В УСЛОВИЯТА НА ИКОНОМИЧЕСКА КРИЗА (ПО РЕЗУЛТАТИ ОТ ЕМПИРИЧНИ ИЗСЛЕДВАНИЯ НА ХРОНИЧНО БОЛНИ ОТ ДИАБЕТ ТИП 2 В БЪЛГАРИЯ)</span></p> <p><span style="font-family: times new roman, times; font-size: medium;">Автор: Велина Костадинова Балканска</span></p> <p><span style="font-family: times new roman, times; font-size: medium;">Научен ръководител: проф. д.с.н. Елка Николаева Тодорова</span></p> <p><span style="font-family: times new roman, times; font-size: medium;">Звено: к-ра &bdquo;Икономическа социология&ldquo; в УНСС</span></p> <p><span style="font-family: times new roman, times; font-size: medium;">Защита: 16.03.2015 г.</span></p> <p>&nbsp;&nbsp;</p> <p><span style="font-family: times new roman, times; font-size: medium;">Тема: БЪЛГАРСКИЯ ВИРТУАЛЕН ПАЗАР НА ТРУДА И ТРАНСФОРМАЦИЯТА НА ВЛАСТТА</span></p> <p><span style="font-family: times new roman, times; font-size: medium;">Автор: Мариета Борисова Христова</span></p> <p><span style="font-family: times new roman, times; font-size: medium;">Научен ръководител: проф. д.с.н. Теменуга Генова Ракаджийска</span></p> <p><span style="font-family: times new roman, times; font-size: medium;">Звено: к-ра &bdquo;Икономическа социология&ldquo; в УНСС</span></p> <p><span style="font-family: times new roman, times; font-size: medium;">Автореферат: 25.02.2015 г.</span></p> <p>&nbsp;&nbsp;</p> <p><span style="font-family: times new roman, times; font-size: medium;">Тема: РОЛЕВИ КОНФЛИКТИ НА СЪВРЕМЕННАТА БЪЛГАРСКА ЖЕНА: МЕЖДУ СЕМЕЙСТВОТО И КАРИЕРАТА</span></p> <p><span style="font-family: times new roman, times; font-size: medium;">Автор: Тодорка Димова Кинева</span></p> <p><span style="font-family: times new roman, times; font-size: medium;">Научен ръководител: проф. д.с.н. Михаил Стоянов Мирчев</span></p> <p><span style="font-family: times new roman, times; font-size: medium;">Звено: к-ра &bdquo;Икономическа социология&ldquo; в УНСС</span></p> <p><span style="font-family: times new roman, times; font-size: medium;">Защита: 25.04.2014 г.</span></p> <p>&nbsp;&nbsp;</p> <p><span style="font-family: times new roman, times; font-size: medium;">Тема: ИКОНОМИЧЕСКА ИМИГРАЦИЯ И ИНТЕГРАЦИЯ НА ИМИГРАНТИТЕ &ndash; БЪЛГАРСКАТА СИТУАЦИЯ В ЕВРОПЕЙСКИ КОНТЕКСТ</span></p> <p><span style="font-family: times new roman, times; font-size: medium;">Автор: Михаела Михайлова Мишева</span></p> <p><span style="font-family: times new roman, times; font-size: medium;">Научен ръководител: проф. д.ф.н. Кръстьо Илиев Петков</span></p> <p><span style="font-family: times new roman, times; font-size: medium;">Звено: к-ра &bdquo;Икономическа социология&ldquo; в УНСС</span></p> <p><span style="font-family: times new roman, times; font-size: medium;">Защита: 24.02.2014 г.</span></p> <p>&nbsp;&nbsp;</p> <p><span style="font-family: times new roman, times; font-size: medium;">Тема: ИКОНОМИЧЕСКИТЕ НЕРАВЕНСТВА В БЪЛГАРИЯ: 1990-2010г. МЕТОДОЛОГИЧЕСКИ АСПЕКТИ НА СОЦИОЛОГИЧЕСКИЯ АНАЛИЗ</span></p> <p><span style="font-family: times new roman, times; font-size: medium;">Автор: Александър Стоянов Стоянов</span></p> <p><span style="font-family: times new roman, times; font-size: medium;">Научен ръководител: доц. д-р Вяра Борисова Стоилова</span></p> <p><span style="font-family: times new roman, times; font-size: medium;">Звено: к-ра &bdquo;Икономическа социология&ldquo; в УНСС</span></p> <p><span style="font-family: times new roman, times; font-size: medium;">Защита: 17.02.2014 г.</span></p> <p>&nbsp;&nbsp;</p> <p><span style="font-family: times new roman, times; font-size: medium;">Тема: БЮДЖЕТ НА ВРЕМЕТО НА ЖЕНИТЕ В ДЕТЕРОДНА ВЪЗРАСТ В ПОСТСОЦИАЛИСТИЧЕСКА БЪЛГАРИЯ</span></p> <p><span style="font-family: times new roman, times; font-size: medium;">Автор: Габриела Милчева Йорданова</span></p> <p><span style="font-family: times new roman, times; font-size: medium;">Научен ръководител: проф. д.с.н. Начко Цветанов Радев</span></p> <p><span style="font-family: times new roman, times; font-size: medium;">Звено: к-ра &bdquo;Икономическа социология&ldquo; в УНСС</span></p> <p><span style="font-family: times new roman, times; font-size: medium;">Защита: 19.09.2013 г.</span></p> <p>&nbsp;</p> <p>&nbsp;</p> <p>&nbsp;</p> <p>&nbsp;</p> <p>&nbsp;</p> УНСС Wed, 25 Mar 2026 16:50:08 GMT http://departments.unwe.bg/soc/bg/pages/10484/from-rss.html <p align="center"><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"><b><br></b></span></p> <p align="center"><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"><b>НАЦИОНАЛЕН КОНКУРС</b></span></p> <p align="center"><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"><b>&nbsp;за есе на социално-икономическа тема</b></span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"><br></span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Оценяването на есетата се извършва от комисия, чийто състав се избира по предложение на Катедрения съвет на катедра "Икономическа социология", и се утвърждава от заместник-ректора по учебната дейност.</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Утвърдената комисия за проверка и оценяване на есетата на участниците в националния конкурс за написване на есе на социално-икономическа тема за учебната 2026/2027 г. е в състав:</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Председател: <a href="https://blogs.unwe.bg/vstoilova/">проф. д-р Вяра Борисова Стоилова</a></span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Членове: <a href="https://blogs.unwe.bg/mmisheva/">доц. д-р Михаела Михайлова Мишева</a></span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"><a href="https://blogs.unwe.bg/mmisheva/">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; </a><a href="https://blogs.unwe.bg/astoyanov/">доц. д-р Александър Стоянов Стоянов</a><br></span></p> <p>&nbsp;</p> <p style="text-align: left;" align="center"><span style="font-family: arial, helvetica, sans-serif; font-size: large;"><a href="http://blogs.unwe.bg/gpetrunov" class="name" style="box-sizing: border-box; background-color: #ffffff; text-decoration: none; color: #760e26; font-family: 'Open Sans', Arial, sans-serif; font-size: 14px; font-style: normal; font-variant-ligatures: normal; font-variant-caps: normal; font-weight: 400; letter-spacing: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px; -webkit-text-stroke-width: 0px;"><br></a></span></p> <p style="text-align: left;" align="center"><span style="font-size: medium; font-family: arial,helvetica,sans-serif;"><br></span></p> <p style="text-align: left;" align="center"><span style="font-size: medium;"><a href="http://blogs.unwe.bg/kmihailova" class="name"><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"><br></span></a></span></p> <p style="text-align: left;" align="center"><span style="font-size: medium;"><a href="http://blogs.unwe.bg/kmihailova" class="name"><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"></span><br></a></span></p> УНСС Sun, 22 Mar 2026 12:09:06 GMT http://departments.unwe.bg/soc/bg/pages/866/from-rss.html УНСС Sat, 21 Mar 2026 22:49:56 GMT http://departments.unwe.bg/soc/bg/pages/9482/from-rss.html <p><img src="/Uploads/Department/soc_b8b05_Постер%20-%20Бизнес%20психология%20и%20социология.jpg" width="840" height="594"></p> <p style="text-align: left;"><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"><br></span></p> <p><b style="font-family: arial, helvetica, sans-serif; font-size: medium;">ЦЕЛИ НА ОБУЧЕНИЕТО</b></p> <p style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Магистърската програма &ldquo;Бизнес психология и социология&rdquo; е иновативен образователен продукт,&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">разработен въз основа на интердисциплинарното взаимодействие между научните специалности&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">икономическа социология и икономическа психология. Икономическата социология предлага нов подход&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">към анализа на икономическите явления и изследва тяхната обществената обусловеност и последици,&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">ролята на икономическите институции в обществото, влиянието на организациите и социалните мрежи&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">върху икономическия живот. Икономическата психология изучава психологическите механизми на&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">икономическо поведение и вземането на икономически решения, ролята на социалните общности в&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">икономиката, груповите взаимодействия в икономическите организации и др.</span><br><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Обучението в магистърската програма &ldquo;Бизнес психология и социология&rdquo; осигурява на&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">студентите-магистри специализирани знания от сферата на бизнес психологията и социологията&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">посредством съвременно обучение на специалисти с широк интердисциплинарен профил, с капацитет за&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">гъвкава адаптация към нуждите на трудовия пазар, притежаващи знания и умения за изследване, анализ&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">и оценка на сложни взаимосвързани социални, икономически и психически явления.</span><br><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Целите на обучението са:</span></p> <ul> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Формиране на специалисти с много добри теоретични, аналитични и методически знания в&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">интердисциплинарното поле на социологията, психологията и икономиката.</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Изграждане на практически умения у студентите за управление на социалните отношения и&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">човешките ресурси в сферата на бизнеса и в икономическите организации.</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Усвояване на методология за изследването на съвременните общества и техните икономически&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">системи, включително разработване, прилагане и оценка на социални и икономически политики,&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">програми и проекти на европейско, национално и корпоративно равнище.</span></li> </ul> <p class="style80"><b><span><br></span></b></p> <p class="style80"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><b>СЪДЪРЖАНИЕ НА ОБУЧЕНИЕТО</b></span></p> <p style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Учебният план на специалност &ldquo;Бизнес психология и социология&rdquo; (два семестъра) включва&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">задължителни и избираеми дисциплини. Предлаганите задължителни дисциплини обхващат</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">&nbsp;теоретичната рамка на основните социални науки и въвеждат в научните принципи на модерната&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">приложна област на познанието по бизнес психология и социология. През първия семестър се предлагат&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><em>задължителните курсове</em> <strong>&bdquo;Психология на бизнеса&rdquo;, &bdquo;Психологическо бизнес консултиране&rdquo;, &bdquo;Общество&nbsp;</strong></span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><strong>и криза&rdquo; и &bdquo;Бизнес и престъпност&rdquo;,</strong> а през втория те се допълват от дисциплините <strong>&bdquo;Психологическа&nbsp;</strong></span><strong><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">промяна: съвременни теории&rdquo;, &bdquo;Професионален подбор и личностна селекция&rdquo; и &bdquo;Управление на&nbsp;</span></strong><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><strong>европейски проекти&rdquo;</strong> като факултативна дисциплина.</span><br><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Специалност &ldquo;Бизнес психология и социология&rdquo; предлага два основни тематични профила: <strong>първо</strong>,&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">съчетаване на науката за човешкото поведение с пазара на труда за ефективно управление на социалните&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">отношения и човешките ресурси в сферата на бизнеса и в икономическите организации; <strong>второ,&nbsp;</strong></span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">теоретически и методологически проблеми на изследването на съвременните общества и техните&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">икономически системи.</span><br><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Студентите магистри се подготвят чрез следните <em>избираеми дисциплини</em> в двата тематични профила</span><br><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">(Бизнес психология и Бизнес социология):</span></p> <ol> <li><span style="text-align: justify; font-family: arial, helvetica, sans-serif; font-size: medium;">През първи семестър се предлагат дисциплините <strong>&bdquo;Съвременно рисково общество и бизнес&rdquo; и&nbsp;</strong></span><strong><span style="text-align: justify; font-family: arial, helvetica, sans-serif; font-size: medium;">&bdquo;Индустриални отношения и социален диалог&rdquo;.</span></strong></li> <li><span style="text-align: justify; font-family: arial, helvetica, sans-serif; font-size: medium;">През втория семестър на студентите се предлагат курсовете <strong>&bdquo;Е-бизнес мрежи и виртуални общности&rdquo;&nbsp;</strong></span><span style="text-align: justify; font-family: arial, helvetica, sans-serif; font-size: medium;"><strong>и &bdquo;Евристика и иновативно мислене&rdquo;</strong>.</span></li> </ol> <p class="style80"></p> <p class="style80"></p> <p class="style80"><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"><b>ЗНАНИЯ, УМЕНИЯ И ПРОФЕСИОНАЛНИ КОМПЕТЕНТНОСТИ</b></span></p> <p><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">В двата тематични профила на магистърската програма &ldquo;Бизнес психология и социология&rdquo;&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">студентите имат възможност да придобият следните знания и умения:</span></p> <p><strong><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Знания (теоретични и фактологически)</span></strong></p> <ul> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Задълбочени теоретични знания за съвременните обществени и икономически институции техните&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">трансформации в условията на глобализация и остри социални, икономически и политически кризи.</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Познание на достиженията на когнитивната психология при избиране на алтернативи и стратегии за&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">вземане на решения и постигане на съгласие.</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Знания за разработване, реализация и управление на проекти в различни области на обществения и&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">икономическия живот на европейско, национално и корпоративно равнище.</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Формиране на специфични знания в областта на социологическите и психологическите изследвания.</span></li> </ul> <p><strong><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Умения (познавателни и практически)</span></strong></p> <ul> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Умения за управление на хора, групи, организации от гледна точка на социалната им ефективност и&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">стратегическото използване на човешкия им ресурс с помощта на ефективни методи за индивидуален и&nbsp;групов растеж.</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Практически умения за работа с хора при посрещане на комуникативни проблеми в организациите.</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Критично и дискурсивно мислене по въпроси на корпоративната култура и организационната етика.</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Умения за разработване, реализация и управление на проекти в различни области на обществения и&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">икономическия живот на европейско, национално и корпоративно равнище.</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Формиране на специфични умения в областта на социологическите, икономическите и</span><span style="font-family: arial, helvetica, sans-serif;">&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">психологическите изследвания.</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Анализ на е-бизнес мрежи и отношения, институционални форми и методи за водене на социален&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">диалог.</span></li> </ul> <p style="text-align: justify;"><strong><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Професионални компетентности</span></strong></p> <p style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Завършилите обучението по магистърската програма &ldquo;Бизнес психология и социология&rdquo; ще придобият</span><br><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">ключови професионални компетентности и ще бъдат в състояние:</span></p> <ul> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">да се ориентират в съвременното състояние на обществените науки (социология, психология,&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">управление и др.)</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">да използват надежден методологически инструментариум за изследване на модерните общества и&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">техните икономически системи.</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">да използват аналитични модели за разбиране на съвременните глобални явления и кризисни&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">състояния на обществото;</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">да дефинират проблемите на съвременното българско общество и бизнес, както и да вземат&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">компетентно участие в тяхното разрешаване;</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">да анализират чрез придобитите социалнопсихологически знания възможностите за ефективно&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">лидерско управление в сложни организации;</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">да разработват и прилагат инструменти за психологически измервания в бизнеса;</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">да извършват самостоятелно психологическо бизнес консултиране;</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">да работят в екип, да могат да сътрудничат с представители на други специалности и да вземат&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">рационални, аналитични, гъвкави и социално приемливи управленски решения;</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">да разработват, прилагат и оценяват политики, програми и проекти.</span></li> </ul> <p style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Магистърската програма формира и компетентности в съответствие с Националната квалификационна&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">рамка на Република България* - самостоятелност и отговорност, ключови компетентности за учене&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">(включително учене през целия живот**), комуникативни и социални компетентности, професионални&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">компетентности.</span><br><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">* Националната квалификационна рамка на Република България (РМС № 96/02.02.2012) дефинира&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">знанията, уменията и компетенциите, които се изискват като резултат от обучението в съответните&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">образователно-квалификационни степени във висшето образование.</span><br><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">** Европейската референтна рамка на Ключовите компетентности за учене през целия живот</span><br><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">(Официален вестник на Европейския съюз C 189/7 4.6.2018 г.)</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"><b><b><br clear="all"> </b></b></span></p> <p class="style80"><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"><b>ПРОФЕСИОНАЛНА РЕАЛИЗАЦИЯ И ВЪЗМОЖНОСТИ ЗА ПРОДЪЛЖАВАНЕ НА ОБУЧЕНИЕТО</b></span></p> <p><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Завършилите специалност &ldquo;Бизнес психология и социология&rdquo; в ОКС &ldquo;Магистър&rdquo; имат възможност&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">за успешна професионална реализация като:</span></p> <ul> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">аналитични специалисти, подготвящи и вземащи управленски решения в институциите на&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">държавната власт (централна и местна);</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">експерти и консултанти по широк кръг от въпроси по отношение на кариерното развитие и&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">организационната промяна;</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">преподаватели и изследователи в университети, научни институти, изследователски организации;</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">експерти, изследователи и анализатори в корпорации, агенции за маркетингови, рекламни, социални&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">и политически изследвания, анализи и прогнози;</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">консултанти и медиатори при решаване на социални, индустриални, професионални и други видове&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">обществени конфликти.</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">експерти и анализатори в политически партии, синдикати, работодателски съюзи, неправителствени&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">организации и сдружения с идеална цел;</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">координатори, експерти и анализатори на социални програми и проекти в различни международни и&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">национални организации и институции;</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">съветници и сътрудници на държавници, политици и бизнесмени в областта на управлението на&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">социални и икономически процеси;</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">специалисти-консултанти в държавни институции, частни фирми и организации (бюра по труда,&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">служби за социални подпомагане, осигурителни и застрахователни дружества и др.).</span></li> </ul> <p style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Завършилите специалност &ldquo;Бизнес психология и социология&rdquo; в ОКС &ldquo;Магистър&rdquo; имат възможност за&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">продължаване на обучението си в ОНС &ldquo;Доктор&rdquo;.</span></p> <p style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"></span></p> <p><span style="font-size: medium;">Форма и продължителност на обучението:&nbsp;<strong>редовно, 1 година (два семестъра).</strong></span></p> <p><span style="font-size: medium;">Форма на завършване:&nbsp;<strong>защита на дипломна работа.</strong></span></p> <p style="text-align: justify;"><br><span style="font-size: medium;"><span style="font-family: arial, helvetica, sans-serif;">Квалификационната характеристика е приета на КС на катедра "ИКОНОМИЧЕСКА СОЦИОЛОГИЯ" от 5.5.2022 г. с&nbsp;</span><span style="font-family: arial, helvetica, sans-serif;">протокол № 287 и от факултетен съвет на факултет "Общоикономически факултет"</span></span></p> <p>&nbsp;<span style="font-size: medium; font-family: arial, helvetica, sans-serif;">Повече информация за кандидатстването в програмата на<strong><a href="http://magistri.unwe.bg/">&nbsp;http://magistri.unwe.bg/</a></strong></span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"><b>&nbsp;</b></span></p> УНСС Sat, 21 Mar 2026 21:41:06 GMT http://departments.unwe.bg/soc/bg/pages/9480/from-rss.html <p></p> <p><img src="/Uploads/Department/soc_b8b05_Постер%20-%20Социални%20изследвания,%20анализи%20и%20проекти.jpg" width="840" height="594" style="display: block; margin-left: auto; margin-right: auto;"></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"><b><i><br></i></b></span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"><b>ЦЕЛИ НА ОБУЧЕНИЕТО</b></span></p> <p style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Магистърската програма в специалност &ldquo;Социология&rdquo; със специализация &ldquo;Социални изследвания,&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">анализи и проекти&rdquo; има иновативен, интердисциплинарен и практически ориентиран характер,&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">адресиращ актуални потребности на социалната практика. Обучението е насочено към формиране на&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">специалисти с много добри теоретични, методологически, аналитични знания и практически умения, с&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">широк набор от възможности за професионална реализация. Завършилите програмата ще получат&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">възможност за осъществяване на успешна академична, научно-изследователска или управленска кариера&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">в публичния, частния и неправителствения сектор.&nbsp;</span></p> <p style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"></span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Основните цели на обучението в магистърската програма по Социология със специализация &ldquo;Социални&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">изследвания, анализи и проекти&rdquo; е да осигури на студентите-магистри:</span></p> <ul> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">фундаментална теоретична подготовка за съвременните национални и глобални&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">социално-икономически процеси и обществени трансформации;</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">приложни знания за същността, принципите и методите на емпиричните социални, политически,</span><span style="font-family: arial, helvetica, sans-serif;">&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">миграционни, демоскопски изследвания;</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">адекватни практически умения за извършване на социален анализ и използване изследователските&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">резултати;</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">знания и умения за разработване, изпълнение и управление на научни и приложни социални проекти.</span></li> </ul> <p><strong><span face="arial, helvetica, sans-serif" size="3" style="font-family: arial, helvetica, sans-serif; font-size: medium;"><br></span></strong></p> <p><strong><span face="arial, helvetica, sans-serif" size="3" style="font-family: arial, helvetica, sans-serif; font-size: medium;">СЪДЪРЖАНИЕ НА ОБУЧЕНИЕТО</span></strong></p> <p style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Учебният план за придобиване на магистърска степен по &bdquo;Социология&ldquo; със специализация &ldquo;Социални</span><br><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">изследвания, анализи и проекти&rdquo;, включва задължителни и избираеми дисциплини, изучавани в два&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">семестъра. Посредством задължителните дисциплини се усвояват теоретични и методологически</span><br><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">познания за съвременните общества, техните трансформации, съпътстващите ги конфликти и кризи в</span><br><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">условията на глобализация, социалните политики и програми на европейско, национално и&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">корпоративно равнище, възможностите и ограниченията на социалните изследвания и анализи. През&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><strong>първия семестър</strong> се предлагат <em>задължителните курсове</em> <strong>&bdquo;Рисково общество и социални трансформации&rdquo;,&nbsp;</strong></span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><strong>&bdquo;Социални изследвания и анализи&rdquo; и &bdquo;Глобалистика&rdquo;</strong>, а през <strong>втория</strong> те се допълват от дисциплините&nbsp;</span><strong><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">&bdquo;Сравнителни социални политики&rdquo; и &bdquo;Управление на изследователски агенции и нестопански&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">организации&rdquo;.</span></strong><br><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Студентите магистри се подготвят чрез <em>избираеми дисциплини</em> в три тематични профила:</span></p> <ol> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><strong>Социални изследвания.</strong> В този профил през първия семестър студентите могат да изучават курс&nbsp;&bdquo;Политически и електорални изследвания&rdquo;, а през втория &ndash; &bdquo;Миграционни изследвания&rdquo;.</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><strong>Социален анализ.</strong> През първи семестър в този профил се предлагат дисциплините &bdquo;Гражданска&nbsp;публичност и социални движения&rdquo;, &bdquo;Социална закрила и овластяване на уязвими групи&rdquo;, а през втори семестър &bdquo;Национални и етнически отношения&ldquo; и &bdquo;Личност и социална структура&rdquo; като факултативна дисциплина.</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><strong>Управление на проекти.</strong> През първи семестър в този профил се предлага дисциплината &bdquo;Социално&nbsp;оценяване и управление на проекти&rdquo;.</span></li> </ol> <p></p> <p class="style80"><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"><b>ЗНАНИЯ, УМЕНИЯ И ПРОФЕСИОНАЛНИ КОМПЕТЕНТНОСТИ</b></span></p> <p class="style80"></p> <p style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">В магистърската програма по &bdquo;Социология&ldquo; със специализация &ldquo;Социални изследвания, анализи и&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">проекти&rdquo; се предлагат три тематични профила: първо, теоретически и методологически проблеми на</span><br><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">изследването на съвременните общества, техните социално-икономически трансформации в условията&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">на глобализация и структурни кризи; второ, подходи, методи и техники за осъществяване на емпирични&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">изследвания и анализи в различни обществени сфери (социални и демографски проучвания,&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">политически и бизнес изследвания, сондажи на общественото мнение), трето, усвояване на умения за&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">управление на проектно базирани дейности &ndash; разработване, изпълнение, управление и оценка на&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">национални и европейски научни и приложни проекти.</span><br><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">По-конкретно в тези тематични профили се предлагат следните знания и умения:</span></p> <p style="text-align: justify;"><br><strong><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Знания (теоретични и фактологически)</span></strong></p> <ul> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Задълбочени теоретични знания за съвременните социални, политически и икономически институции&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">и техните трансформации в условията на глобализация, кризи и остри обществени конфликти.</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Информираност за ключови социални политики в Европейския съюз и България и формиране на&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">умения за техния сравнителен анализ.</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Разбиране на сферите на приложение, възможностите и ограниченията на емпиричните изследвания в&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">различни сфери на обществения живот.</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Специфични знания, свързани с използването на нетрадиционни количествени и качествени методи за&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">изследване на връзки и зависимости, непараметрични методи за статистически анализ, форсайт методи&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">и др.</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Комплексни теоретични знания за същността и принципите на проектното начало в модерните&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">организации.</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Специфични знания за характеристиките на проектните предложения, управление на проектно&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">базирани дейности и оценка на национални и европейски научни и приложни програми и проекти.</span></li> </ul> <p style="text-align: justify;"><strong><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Умения (познавателни и практически)</span></strong></p> <ul> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Усвояване на методологията за провеждане на научните теоретични и приложни изследвания и&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">извършване на социален анализ в различни обществени сфери.</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Анализ на масовите социални движения (граждански, политически, екологически, професионални и&nbsp;</span>др.) <span style="font-family: arial, helvetica, sans-serif; font-size: medium;">и генерираните от тях социални промени.</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Усвояване на технологията и методите (социологически, статистически, икономически и др.) за&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">изследване и анализ на обществени, икономически, политически, социокултурни процеси.</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Изграждане на специфични умения за използване на социологически методи и техники при&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">подготовката и провеждането на социални, политически, електорални, миграционни и демоскопски&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">изследвания.</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Усвояване на технологията за разработване, кандидатстване, изпълнение, управление, отчитане и&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">оценяване на проекти, реализирани по национални и европейски програми.</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Специфични умения за оценка на социалното въздействие на политики, програми и проекти.</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Формиране на специфични умения за изготвяне на проектните предложения, управление на&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">национални и европейски проекти, усвояване на финансови средства по програми на ЕС.</span></li> </ul> <p style="text-align: justify;"><br><strong><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Професионални компетентности</span></strong><br><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">В обучението по магистърската програма по &bdquo;Социология&ldquo; със специализация &ldquo;Социални изследвания,&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">анализи и проекти&rdquo; се формират три основни типа професионални компетентности: <strong>първо</strong>, задълбочено&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">познаване на теоретичните основи и методологическите принципи на социологическия анализ на&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">социалния, икономическия и политическия живот; <strong>второ</strong>, задълбочено усвояване (в това число и&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">практическо) на методите и техниките за провеждане на емпирични изследвания в (в т.ч. политически,&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">миграционни, електорални, демоскопски и др.); <strong>трето</strong>, знания и умения за управление и оценка на&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">национални и европейски научни и приложни програми и проекти. Магистърската програма формира и&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">компетентности в съответствие с Националната квалификационна рамка на Република България* -&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">самостоятелност и отговорност, ключови компетентности за учене (включително учене през целия&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">живот**), комуникативни и социални компетентности, професионални компетентности.</span><br><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">По-конкретно, завършилите магистърската програма по &bdquo;Социология&ldquo; със специализация &ldquo;Социални</span><br><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">изследвания, анализи и проекти&rdquo; ще бъдат в състояние:</span></p> <ul> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">да се ориентират в съвременното състояние на обществените науки (социология, психология,&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">управление и др.) и да анализират съвременните обществени процеси, трансформации и конфликти в&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">различни сфери в условията на глобализация и структурни кризи;</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">да използват аналитични модели за разбиране на съвременните глобални явления и кризисн&nbsp;</span>състояния на обществото;</li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">да използват надежден методологически инструментариум за изследване и анализ на модерните&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">общества и техните социални, икономически и политически системи.</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">да дефинират проблемите на съвременното българско общество и икономика като вземат компетентно&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">участие в тяхното разрешаване чрез разработване и реализация на политики, програми и проекти в&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">различни области на социалния, икономическия и политическия живот;</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">да събират, анализират и интерпретират емпирични данни за развитието на съвременните общества, на&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">икономическите, социалните и политическите системи;</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">да разработват и прилагат модерен изследователски и аналитичен инструментариум при провеждането&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">на проучвания в социалната, икономическата, политическата сфери на обществения живот;</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">да прилагат съвременни статистически методи за обработка и анализ на данни при реализацията на&nbsp;</span>емпирични социални, политически, електорални, демоскопски, миграционни изследвания;</li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">да работят в изследователски, експертни и аналитични екипи и да управляват ефективно нестопански&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">организации;</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">разработват, прилагат и оценяват национални и европейски политики, програми и проекти.</span></li> </ul> <p style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"></span><br><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">* Националната квалификационна рамка на Република България (РМС № 96/02.02.2012) дефинира&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">знанията, уменията и компетенциите, които се изискват като резултат от обучението в съответните&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">образователно-квалификационни степени във висшето образование.</span><br><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">** Европейската референтна рамка на Ключовите компетентности за учене през целия живот&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">(Официален вестник на Европейския съюз C 189/7 4.6.2018 г.)</span></p> <p></p> <p class="style80"><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"><b>ПРОФЕСИОНАЛНА РЕАЛИЗАЦИЯ И ВЪЗМОЖНОСТИ ЗА ПРОДЪЛЖАВАНЕ НА ОБУЧЕНИЕТО</b></span></p> <p class="style80"></p> <p style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Съчетаването на теоретична, методологическа и практическа подготовка с интердисциплинарен&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">характер позволява да се формират специалисти, които успешно могат да се реализират в практиката&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">като:</span></p> <ul> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">аналитични специалисти, подготвящи и вземащи управленски решения в институциите на държавната&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">власт (централна и местна);</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">преподаватели и изследователи в университети, научни институти, изследователски организации;</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">ръководители, експерти-изследователи и анализатори в агенции за социални, икономически,&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">политически, демографски изследвания, отдели за анализи и прогнози на публични, бизнес и&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">неправителствени организации;</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">ръководители, експерти и оценители на национални и европейски научни и приложни програми и&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">проекти;</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">експерти и анализатори в политически партии, синдикати, работодателски съюзи, неправителствени&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">организации и сдружения с идеална цел;</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">съветници и сътрудници на държавници, политици и бизнесмени при изследването, анализа и&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">управлението на социални, икономически, политически и демографски процеси;</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">специалисти-консултанти в държавни институции, частни фирми и организации (бюра по труда,&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">служби за социални подпомагане, осигурителни и застрахователни дружества и др.)</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">анализатори и коментатори в средствата за масова информация;</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">консултанти и медиатори при решаване на социални, индустриални, професионални и други видове&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">обществени конфликти.</span></li> </ul> <p></p> <p style="text-align: justify;"><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Завършилите специалност &ldquo;Социология&ldquo; специализация &bdquo;Социални изследвания, анализи и проекти&ldquo; в ОКС &ldquo;Магистър&rdquo; имат възможност за продължаване на обучението в ОНС &ldquo;Доктор&rdquo;.</span></p> <p style="text-align: justify;"></p> <p><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Форма и продължителност на обучението:&nbsp;<strong>редовно, 1 година (два семестъра).</strong></span></p> <p><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Форма на завършване:&nbsp;<strong>защита на дипломна работа.</strong></span></p> <p><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Квалификационната характеристика е приета на КС на катедра "ИКОНОМИЧЕСКА СОЦИОЛОГИЯ" от 5.5.2022 г. с протокол № 287 и от факултетен съвет на факултет "Общоикономически факултет"</span></p> <p><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><span><br></span></span></p> <p><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><span>Повече информация за кандидатстването в програмата на</span><strong><span style="color: #800000;"><a href="http://magistri.unwe.bg/"><span style="color: #800000;">&nbsp;http://magistri.unwe.bg/</span></a></span></strong></span></p> УНСС Sat, 21 Mar 2026 21:38:44 GMT http://departments.unwe.bg/soc/bg/pages/3806/from-rss.html <p align="center">&nbsp;</p> <p><b><br> </b></p> <p align="center"><b>Процедурни правила за провеждане на защита на дипломна работа в ОКС &bdquo;бакалавър&ldquo; и ОКС &bdquo;магистър&rdquo; на специалностите, водени от катедра &bdquo;Икономическа социология&ldquo;</b></p> <p>&nbsp;</p> <p>&nbsp;</p> <p><i>Настоящите правила се основават на изискванията на Закона за висшето образование и са съобразени с условията на учебния план за специалности &bdquo;Социология&ldquo; и &bdquo;Икономическа социология и психология&ldquo; в ОКС &bdquo;бакалавър&ldquo;, както и с Общите правила за провеждане на защита на дипломна работа&nbsp; в ОКС &bdquo;магистър&rdquo; на Университета за национално и световно стопанство (УНСС).</i></p> <p><i>Защитата на дипломната работа се провежда съобразно Правилника за учебната дейност на УНСС, други приложими вътрешноуниверситетски нормативни разпоредби и изискванията, регламентирани от настоящите правила. </i></p> <p><i>Настоящите правила се оповестяват на електронната страница на катедра &bdquo;Икономическа социология&rdquo; и се свеждат до знанието на студентите по други подходящи начини.</i></p> <p><b>&nbsp;</b></p> <p><b>&nbsp;</b></p> <p><b>I</b><b>. Общи положения</b></p> <p>1. Настоящите правила се прилагат по отношение завършване обучението на:</p> <p>&nbsp;&nbsp;&nbsp; студентите в ОКС &bdquo;бакалавър&ldquo; от специалности &bdquo;Социология&ldquo; и&nbsp; &bdquo;Икономическа социология и психология&ldquo;, които към края на седми семестър от обучението си имат среден успех от минимум &bdquo;отличен&ldquo; (5,50) и които са избрали да завършат своето обучение със защита на дипломна работа;</p> <p>&nbsp;&nbsp;&nbsp; всички студенти от ОКС &bdquo;магистър&ldquo; от специалностите, водени от катедра &bdquo;Икономическа социология&ldquo;, които успешно са издържали всички семестриални изпити от учебния план.</p> <ol> <li>2. &nbsp;Студентите могат да се явят на защита на дипломна работа в рамките на четири сесии, съгласно графика на учебния процес. Датата на защита на дипломна работа за всяка сесия се определя от Катедрения съвет на катедра &bdquo;Икономическа социология&rdquo;. Конкретната дата, час, място и други приложими изисквания, се обявяват на електронната страница на катедрата най-късно три месеца преди провеждането на защитата и се свеждат до знанието на студентите по други подходящи начини.</li> <li>Защитата на дипломните работи се провежда съгласно държавните изисквания за дипломиране от държавна изпитна комисия, която включва най-малко трима хабилитирани преподаватели в съответната област на висшето образование, както и един специалист от практиката. В състава на комисията могат да бъдат включени и до двама хабилитирани преподаватели от други висши училища.</li> </ol> <p><b>&nbsp;</b></p> <p><b>II</b><b>. Избор на научен ръководител и тема на дипломна работа</b></p> <p>5.&nbsp; Студентите избират научен ръководител и съгласуват с него темата на дипломната си работа, която следва да попада в проблемната област на съответната специалност. След постигането на съгласие с научния ръководител за темата на дипломната работа, студентът трябва да подаде заявление по образец (Приложение 1) в катедра &bdquo;Икономическа социология&ldquo; в съответните срокове, оповестени в електронната страница на катедрата.</p> <p>6. В случай на необходимост от промяна в заявената тема на дипломната работа, студентът следва собственоръчно да изпише новото заглавие във вече подаденото заявление, както и да декларира, че промяната на темата е съгласувана с научния ръководител. Студентът полага личен подпис и дата, с които потвърждава извършената от него корекция.</p> <p>&nbsp;</p> <p><b>III</b><b>. Разработване на дипломна работа<i></i></b></p> <p>7. Студентът разработва дипломната си работа под ръководството на избрания научен ръководител. Научният ръководител осигурява научна и методическа подкрепа на дипломанта през целия период на разработване на работата и при подготовката на защита на дипломната работа.</p> <p>8. Дипломната работа включва титулна страница, съдържание, въведение, изложение (структурирано в глави), заключение, списък с използвана литература и приложения (инструментариум, графики, таблици, диаграми и др.). Всички структурни елементи на дипломната работа трябва да са ясно обособени и разграничени.&nbsp;</p> <p>9. Включените в дипломната работа таблици, графики и фигури следва да бъдат номерирани и с посочено заглавие</p> <p>10. Използваният стил на цитиране в дипломната работа е APA.</p> <p>11. Дипломната работа следва да бъде с номерирани страници. Бележките под линия се представят в края на страницата. Страниците се форматират с отстояние 2,5 см. от всички страни. Основният текст на дипломната работа е с шрифт Times New Roman, 12 pt, normal; междуредие: 1,5 lines. &nbsp;</p> <p>&nbsp;</p> <p><b>IV</b><b>. Предаване на дипломна работа</b></p> <p>12. Научният ръководител трябва да е одобрил дипломната работа, преди студентът да я предаде в канцеларията на катедра &bdquo;Икономическа социология&ldquo;. Дипломна работа, която не е одобрена от научния ръководител не се приема и рецензира и студентът не се допуска до защита.</p> <p>13. Студентите предават одобрената от научния ръководител дипломна работа (на хартиен и електронен носител) в посочените срокове (минимум 16 календарни дни преди датата на защита) и ред за предаване, обявени на електронната страница на катедра &bdquo;Икономическа социология&ldquo;. Заедно с дипломната работа се предава и Доклад от проверка на оригиналността, извършена в изпълнение на <a href="https://www.unwe.bg/Uploads/Library/Documents/library_c4190_%D0%92%D1%80%D0%B5%D0%BC%D0%B5%D0%BD%D0%BD%D0%B8%20%D0%BF%D1%80%D0%B0%D0%B2%D0%B8%D0%BB%D0%B0%20%D0%B7%D0%B0%20%D0%B5%D0%BB%D0%B5%D0%BA%D1%82%D1%80%D0%BE%D0%BD%D0%BD%D0%B0%20%D0%BF%D1%80%D0%BE%D0%B2%D0%B5%D1%80%D0%BA%D0%B0.pdf">Временните правила за електронна проверка на оригиналността на дипломни работи (магистърски тези)</a> и Декларация за авторство по образец (Приложение 2).</p> <p>14. Всеки дипломант следва да депозира и заявление за явяване на защита на дипломна работа в Отдел &bdquo;Студенти &ndash; Бакалавър&ldquo; или съответно в &bdquo;Студенти &ndash; Магистър&ldquo;, придружено с копие от заглавната страница на дипломната работа, подписана от научния му ръководител.</p> <p>&nbsp;</p> <p><b>V</b><b>. Рецензиране на дипломна работа </b></p> <p>15. Всяка предадена в срок и отговаряща на изискванията дипломна работа подлежи на рецензиране. Рецензентите се определят от представител на ръководството на катедрата, в съответствие с темата на дипломната работа. Срокът за разпределението на рецензентите е до 2 (два) календарни дни след изтичане на крайния срок за предаване на дипломните работи в катедрата.</p> <p>16. Административният секретар на катедрата изпраща дипломната работа и придружаващите я материали (доклад от проверка и декларация за авторство) до всеки един от рецензентите.</p> <p>17. Рецензентите изготвят рецензия по образец (Приложение 3) и я депозират в катедрата (на хартиен и електронен носител) в срок до 10 (десет) календарни дни от получаване на дипломната работа.</p> <p>18. Студентите получават рецензията на своята дипломна работа по имейл най-късно 3 (три) календарни дни преди обявената дата на защита.</p> <p>&nbsp;</p> <p><b>VI</b><b>. Подготовка за защитата на дипломната работа</b></p> <p>18. Предварителната подготовка за защита на дипломната работа включва два етапа:</p> <p>&nbsp;&nbsp;&nbsp;&nbsp; подготовката на експозе, представляващо кратко изложение на дипломната работа &ndash; представя се устно в рамките на 10 минути;</p> <p>&nbsp;&nbsp;&nbsp;&nbsp; подготовка на отговори по критичните бележки и зададените въпроси от рецензента.</p> <p>19. Успешно направената подготовка за защита &ndash; експозе, конкретни доказателствени отговори по рецензията, увереност и убедителност при презентирането на разработката, са определящи условия за получаване на висока оценка.</p> <p>&nbsp;</p> <p><b>VII</b><b>. Защита и оценяване на дипломна работа</b></p> <p>20. Защитата на дипломната работа е публична и на нея могат да присъстват други студенти, преподаватели и външни за УНСС лица.</p> <p>21. Процедурата по провеждане на защитата на дипломната работа е следната:</p> <p>&nbsp;&nbsp;&nbsp;&nbsp; Преди започването на защитата се извършва проверка на самоличността на студентите, като те представят студентска книжка.</p> <p>&nbsp;&nbsp;&nbsp;&nbsp; Председателят на държавната комисия представя нейния състав,&nbsp;обявява започването на&nbsp;защитата и съобщава името на първия дипломант по протокол.</p> <p>&nbsp;&nbsp;&nbsp;&nbsp; Дипломантът запознава държавната комисия и гостите с експозето си.</p> <p>&nbsp;&nbsp;&nbsp;&nbsp; Представя се изготвената рецензия.</p> <p>&nbsp;&nbsp;&nbsp;&nbsp; Членовете на държавната комисия задават въпроси на дипломанта.</p> <p>&nbsp;&nbsp;&nbsp;&nbsp; Дипломантът отговаря на въпросите, поставени от рецензента и от членовете на комисията.</p> <p>&nbsp;&nbsp;&nbsp;&nbsp; Председателят на комисията обявява приключването на дискусията и отправя покана към следващия в протокола дипломант да защити дипломната си работа.</p> <p>22. По време на провеждането на защитата се допуска използването единствено на технически средства, които подпомагат онагледяването при представянето на дипломната работа.</p> <p>23. Основни критерии при оценяването на дипломната работа и представянето на дипломанта по време на защитата са: актуалност, задълбоченост, аргументираност на дипломната работа; логически построени и точни отговори на зададените въпроси от рецензентите и членовете на държавната комисия; защита на собствени тези и изясняване на спорни аспекти на темата; познаване на приложимите теоретични постановки и състоянието на научните изследвания в областта; езикова култура и академичен стил на представяне.</p> <p>24. Крайната оценка се формира на базата на рецензията и мнението на членовете на комисията за представянето на дипломанта при защитата. Оценките от защитата се съобщават на дипломантите от държавната изпитна комисия в края на изпита. Председателят на държавната изпитна комисия организира нанасянето на оценките в изпитните протоколи, а при необходимост внася оценките и в студентски книжки.</p> <p>25. При получаване на отрицателна рецензия и недопускане до защита, както и при получаване на оценка &bdquo;Слаб (2)&ldquo; на защитата студентът има право да преработи дипломната си работа при същия научен ръководител, ако той е съгласен, или да направи избор на нова тема и нов научен ръководител. При тези случаи студентът подава ново заявление за защита за следваща дипломна сесия.</p> <p>26. Дипломните работи и рецензиите се съхраняват за срок, не по-малък от 1 (една) година в канцеларията на катедра &bdquo;Икономическа социология&rdquo;.</p> <p>27. В случаи на последващи изменения на нормативни актове и/или на вътрешни актове на УНСС, клаузите от настоящите Правила, които им противоречат, се заместват по право от съответните нормативни или вътрешно служебни университетски правила.</p> <p><i>&nbsp;</i></p> <p><i>&nbsp;</i></p> <p><i>Преходни и Заключителни разпоредби</i></p> <p>&sect; Настоящите правила влизат в сила от момента на тяхното приемане и се изменят по реда на тяхното приемане. Настоящите правила отменят всички приети до момента от Катедрения съвет на катедра &bdquo;Икономическа социология&ldquo; правила и процедури, имащи отношение към провеждането на защитата на дипломна работа в ОКС &bdquo;бакалавър&ldquo; и ОКС &bdquo;магистър&ldquo; за специалностите, водени от катедрата.</p> <p>&nbsp;</p> <p><i>Настоящите правила са приети на заседание на Катедрения съвет на катедра &bdquo;Икономическа социология&ldquo;, проведено на 10 март 2026 година (Протокол № 329) и на заседание на Факултетния съвет на Общоикономически факултет, проведено на 17 март 2026 г. (Протокол № 3).</i></p> <p>&nbsp;</p> <p></p> <p>&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;&nbsp;</p> УНСС Fri, 20 Mar 2026 07:09:10 GMT http://departments.unwe.bg/soc/bg/pages/3805/from-rss.html <p align="center"><b><br></b></p> <p align="center"><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"><b>Университет за национално и световно стопанство</b></span></p> <p align="center"><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"><b>Общоикономически факултет</b></span></p> <table cellspacing="0" cellpadding="0" align="left"> <tbody> <tr> <td width="0" height="21"></td> </tr> <tr> <td></td> <td></td> </tr> </tbody> </table> <p align="center"><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"><b>&nbsp; Катедра "Икономическа социология"</b></span></p> <p align="center">&nbsp;</p> <p align="center"><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"><b>Процедурни правила за провеждане на държавен изпит за ОКС "Бакалавър" на специалностите, водени от катедра "Икономическа социология"</b></span></p> <p align="center"></p> <p><span style="font-size: medium; font-family: arial, helvetica, sans-serif;">Настоящите процедурни правила се основават на изискванията на Закона за висшето образование и са съобразени с условията на учебния план за специалности &bdquo;Социология&ldquo; и &bdquo;Икономическа социология и психология&ldquo; в ОКС &bdquo;бакалавър&ldquo;, както и с Общите правила за провеждане на държавен изпит в ОКС &bdquo;бакалавър&rdquo; на Университета за национално и световно стопанство (УНСС).</span></p> <p align="center"><span style="font-size: medium; font-family: arial, helvetica, sans-serif;">Настоящите правила се оповестяват на електронната страница на катедра &bdquo;Икономическа социология&rdquo; и се свеждат до знанието на студентите по други подходящи начини.&nbsp;</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"></span></p> <p></p> <p></p> <p><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">1. Обучението на студентите от ОКС &bdquo;бакалавър&rdquo; завършва с държавен изпит по специалността. Единствено студентите, които към края на седми семестър от обучението си имат среден успех от минимум &bdquo;отличен&ldquo; (5,50) имат право да изберат защита на дипломна работа вместо явяване на държавен изпит. За избралите да завършат със защита на дипломна работа важат Правила за организация и провеждане на защита на дипломна работа в ОКС &bdquo;бакалавър&ldquo; и ОКС &bdquo;магистър&rdquo; в катедра &bdquo;Икономическа социология.</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"></span></p> <p><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">2. &nbsp;Студентите могат да се явят на държавен изпит в рамките на четири дипломни сесии, съгласно графика на учебния процес. Датата на държавния изпит за всяка сесия се определя от Катедрения съвет на катедра &bdquo;Икономическа социология&rdquo;. Конкретната дата, час, място и други приложими изисквания, се обявяват на електронната страница на катедрата най-късно три месеца преди провеждането на изпита и се свеждат до знанието на студентите по други подходящи начини.</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"></span></p> <p><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">3. &nbsp;До държавен изпит се допускат студентите, които успешно са издържали всички семестриални изпити от учебния план на съответната специалност и са подали заявление за явяване на държавен изпит в отдел &bdquo;Студенти &ndash; Бакалавър&ldquo; в определения за това срок.</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"></span></p> <p><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">4. &nbsp;Държавният изпит се провежда по изпитна програма, приета от Катедрения съвет на катедра &bdquo;Икономическа социология&rdquo; и утвърдена от зам.-ректора по учебната дейност. Изпитната програма се оповестява на интернет страницата на катедра &bdquo;Икономическа социология&ldquo; не по-късно от три месеца преди датата на държавния изпит.</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"></span></p> <p><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">5. Държавният изпит се провежда от държавна изпитна комисия, която включва най-малко трима хабилитирани преподаватели в съответната област на висшето образование, както и един специалист от практиката. В състава на комисията могат да бъдат включени и до двама хабилитирани преподаватели от други висши училища.</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"></span></p> <p><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">6. Държавният изпит е писмен. Формата на изпита е разработване на две теми от изпитната програма за държавен изпит, като едната е от раздела с теми от основните области на знание, а втората &ndash; от раздела с теми от специализираните области на знание. Темата от всеки раздел се подбира на случаен принцип непосредствено преди държавния изпит и на мястото на провеждането му. Продължителността на държавния изпит е три астрономически часа.</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"></span></p> <p><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">7. Процедурата по провеждане на държавния изпит е следната:</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"></span></p> <p><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">&nbsp;&nbsp;&nbsp; Преди започването на държавния изпит се извършва проверка на допустимостта на студентите да се явят на изпита чрез съпоставка на данните от изпитния протокол с предоставените от тях студентски книжки.</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"></span></p> <p><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">&nbsp;&nbsp;&nbsp; Председателят на държавната изпитна комисия представя нейния състав и правилата за провеждане на държавния изпит. &nbsp;</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"></span></p> <p><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">&nbsp;&nbsp;&nbsp; Представители на присъстващите на държавния изпит студенти изтеглят две теми от изпитната програма чрез избор на два билета. Броят на билетите съответства на общия брой на темите в утвърдената изпитна програма.</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"></span></p> <p><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">&nbsp;&nbsp;&nbsp; На студентите се предоставят еднакъв брой празни листове с поставен подходящ печат. Най-отгоре на първата страница студентът трябва да запише трите си имена, факултетен номер и номерата на всяка една от изтеглените теми.</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"></span></p> <p><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">&nbsp;&nbsp;&nbsp; Председателят на държавната изпитна комисия (или друг неин член) записва на дъската номерата на изтеглените изпитни теми, обявява началото на изпита и съобщава продължителността му.</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"></span></p> <p><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">&nbsp;&nbsp;&nbsp; Студентите подготвят писмените си работи по изтеглените изпитни теми.</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"></span></p> <p><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">&nbsp;&nbsp;&nbsp; Председателят на държавна изпитна комисия обявява края на държавния изпит и съобщава реда за предаване на изпитните материали.</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"></span></p> <p><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">&nbsp;&nbsp;&nbsp; Държавната изпитна комисия оценява писмените работи.</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"></span></p> <p><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">&nbsp;&nbsp;&nbsp; Председателят на държавната изпитна комисия обявява резултатите от проведения държавен изпит и организира нанасянето на оценките в изпитните протоколи.</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"></span></p> <p><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">8. &nbsp;В писмената си работа студентът трябва да представи конкретно, ясно и компетентно познанията си по изтеглените две теми. Критериите при оценяването на писмените работи са: познания по изпитните теми (пълнота, задълбоченост и точност на отговорите); ясно, балансирано и логически построено представяне на различните компоненти по съответните теми; аргументирана защита на собствени тези и изясняване на спорни аспекти на темата; познаване на приложимите теоретични постановки и състоянието на научните изследвания в областта; езикова култура и академичен стил на писане. Оценката на държавната изпитна комисия е по шестобалната система и е окончателна.</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"></span></p> <p><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">9. По време на държавния изпит на студентите е забранено да използват помощни материали, включително мобилни телефони и други устройства, позволяващи предаване и получаване на информация от разстояние, както и на устройства с дисплей и памет. Използването на такива материали или устройства от студент, както и опитът за използването им, е основание за отстраняването на студента от участие от държавния изпит и анулиране на писмената му работа.</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"></span></p> <p><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">10. В случай на установено преписване и/или опит за преписване, неразрешено изнасяне на информация за изпитните теми или друга форма на нарушение на академичната етика, както и при преднамерено нарушаване на спокойната атмосфера при провеждане на държавния изпит, председателят на държавната изпитна комисия прекратява участието на студентите, извършили нарушенията, а писмените им работи се анулират.&nbsp;</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"></span></p> <p><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">11. Писмените материали от проведените държавни изпити се съхраняват за срок от една година в архива на катедра &bdquo;Икономическа социология&rdquo;.</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"></span></p> <p><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">12. В случаи на последващи изменения на нормативни актове и/или на вътрешни актове на УНСС, клаузите от настоящите Правила, които им противоречат, се заместват по право от съответните нормативни или вътрешно служебни университетски правила.</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"></span></p> <p><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><i>Преходни и Заключителни разпоредби</i></span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"></span></p> <p><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">&sect; Настоящите правила влизат в сила от момента на тяхното приемане и се изменят по реда на тяхното приемане. Настоящите правила отменят всички приети до момента от Катедрения съвет на катедра &bdquo;Икономическа социология&ldquo; правила и процедури, имащи отношение към провеждането на държавен изпит в ОКС &bdquo;бакалавър&ldquo; за специалностите, водени от катедрата.</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"></span></p> <p><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><i>Настоящите правила са приети на заседание на Катедрения съвет на катедра &bdquo;Икономическа социология&ldquo;, проведено на 10 март 2026 година (Протокол №329) и на заседание на Факултетния съвет на Общоикономически факултет, проведено на 17 март 2026 г. (Протокол № 3).</i></span></p> <p></p> УНСС Wed, 18 Mar 2026 11:14:04 GMT http://departments.unwe.bg/soc/bg/pages/16922/from-rss.html <p></p> <p><img 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width="500"></p> <p><a href="https://konkursi.unwe.bg/BaseCompetitions/ChiefAssistantCompetitionsDetails">Документи и резултати от конкурса</a></p> <p></p> <p><img src="data:image/png;base64,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" 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" width="500"></p> <p><a href="https://konkursi.unwe.bg/BaseCompetitions/ChiefAssistantCompetitionsDetails">Документи и резултати от конкурса</a></p> <p></p> <p><img src="/uploads/Department/soc_1e5b3_Screenshot-2019-12-1%20УНСС%20-%20Конкурси%20за%20заемане%20на%20академични%20длъжности%20и%20научни%20степени(1).png" alt="soc_1e5b3_Screenshot-2019-12-1 УНСС - Конкурси за заемане на академични длъжности и научни степени(1).png" title="soc_1e5b3_Screenshot-2019-12-1 УНСС - Конкурси за заемане на академични длъжности и научни степени(1).png" style="float: left;" width="500" height="252"></p> <p><img src="/uploads/Department/soc_2cd60_Screenshot-2019-12-1%20УНСС%20-%20Конкурси%20за%20заемане%20на%20академични%20длъжности%20и%20научни%20степени.png" alt="soc_2cd60_Screenshot-2019-12-1 УНСС - Конкурси за заемане на академични длъжности и научни степени.png" title="soc_2cd60_Screenshot-2019-12-1 УНСС - Конкурси за заемане на академични длъжности и научни степени.png" width="500" height="169"></p> <p><span style="font-size: small;"><a href="http://konkursi.unwe.bg/?m=2&amp;p=3">Документи и резултат от конкурса</a></span></p> УНСС Fri, 20 Feb 2026 13:24:00 GMT http://departments.unwe.bg/soc/bg/pages/10291/from-rss.html <p style="text-align: justify;"></p> <p style="text-align: justify;"><span style="font-size: large;"><strong>Конкурс за заемане на академичната длъжност "главен асистент"</strong></span></p> <p><span>На&nbsp;<strong>09.01.2026&nbsp;г.</strong>&nbsp;<span>Университетът за национално и световно стопанство - София&nbsp;</span>обяви&nbsp;<span>конкурс за <strong>главен асистент</strong></span>&nbsp;по&nbsp;</span>професионално направление 3.1. Социология, антропология и науки за културата, научна специалност Социология (икономическа социология) &ndash; две места.</p> <p>Срокът за подаване на документи е 09.03.2026 г., два месеца от публикуване на обявлението за конкурса в &ldquo;Държавен вестник&rdquo; (ДВ, бр. 3 от 09.01.2026 г.).</p> <p>Документи се подават в дирекция &bdquo;Наука&rdquo;, сектор &ldquo;Научни съвети и конкурси&rdquo; при УНСС &ndash; София, кабинет 2038, тел. (02) 8195 390.</p> <p style="text-align: justify;"><a href="https://departments.unwe.bg/Uploads/Department/soc_6c138_%D0%A2%D0%B5%D0%BC%D0%B0%D1%82%D0%B8%D1%87%D0%BD%D0%B0_%D0%BF%D1%80%D0%BE%D0%B3%D1%80%D0%B0%D0%BC%D0%B0_%D0%B3%D0%BB.%D0%B0%D1%81._2026.pdf"><span size="3">ТЕМАТИЧНА ПРОГРАМА ЗА КОНКУРС ЗА ГЛАВЕН АСИСТЕНТ - 2026 г.</span></a></p> <p><span style="font-size: medium;"><br></span></p> <p></p> <p><strong><span style="font-size: large;">Конкурс за заемане на академичната длъжност "доцент"</span></strong></p> <p></p> <p>На&nbsp;<strong>09.01.2026&nbsp;г.</strong>&nbsp;Университетът за национално и световно стопанство - София&nbsp;обяви&nbsp;конкурс за <strong>доцент</strong> по професионално направление 3.1. Социология, антропология и науки за културата, научна специалност Социология (социология на труда и социалната политика).</p> <p>Срокът за подаване на документи е 09.03.2026 г., два месеца от публикуване на обявлението за конкурса в &ldquo;Държавен вестник&rdquo; (ДВ, бр. 3 от 09.01.2026 г.).&nbsp;</p> <p>Документи се подават в дирекция &bdquo;Наука&rdquo;, сектор &ldquo;Научни съвети и конкурси&rdquo; при УНСС &ndash; София, кабинет 2038, тел. (02) 8195 390.</p> УНСС Fri, 20 Feb 2026 13:13:18 GMT http://departments.unwe.bg/soc/bg/pages/7237/from-rss.html <p><span style="color: #993300; font-family: arial,helvetica,sans-serif; font-size: medium;"><b><br></b></span></p> <p><span style="color: #993300; font-family: arial, helvetica, sans-serif;"><b>Учебен план</b></span></p> <p style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif;">Обучението в ОКС Доктор по научна специалност Социология се извършва съгласно ЗВО и ЗАРПС, както и съгласно Правилника за учебната дейност на УНСС.</span></p> <p style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif;">Докторантите във всички форми на обучение се обучават по Учебен план, одобрен от КС на катедра &bdquo;Икономическа социология&ldquo;, ОИФ и Академичния съвет на УНСС. В учебния план са предвидени 2 групи дисциплини:<strong></strong></span></p> <p></p> <p><span style="font-family: arial, helvetica, sans-serif;">1.<b>&nbsp;Задължителни дисциплини &ndash; Блок А</b>. Тук са включени:</span></p> <p style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif;">- Университетски учебни дисциплини &bdquo;<b><i>Методология на научните изследвания</i></b>&ldquo; и &bdquo;<b><i>Статистически анализ на данни</i></b>&ldquo;. В рамките на всяка учебна година се организират присъствени лекционни курсове по посочените дисциплини. Водят се от преподавателски екипи. За повече информация, вкл. график на курсовете и правила за провеждане на изпитите по посочените дисциплини, може да видите&nbsp;<a href="https://www.unwe.bg/bg/pages/11832/%D0%B4%D0%BE%D0%BA%D1%82%D0%BE%D1%80%D0%B0%D0%BD%D1%82%D0%B8.html">тук</a>.&nbsp;<b><i></i></b></span></p> <p style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif;">- Катедрена учебна дисциплина &bdquo;<b><i>Социология на обществената трансформация</i></b>&ldquo;. Титуляр на дисциплината е доц. д-р Вяра Стоилова. Предвидена е самостоятелна подготовка на докторантите и явяване на изпит. Изпитът се провежда от тричленна комисия, включваща титуляра на учебната дисциплина, научния ръководител и хабилитиран преподавател от катедра &bdquo;Икономическа социология&ldquo;.<b><i></i></b></span></p> <p><span style="font-family: arial, helvetica, sans-serif;">2.&nbsp;<b>Избираеми дисциплини &ndash; Блок Б</b>. Тук са включени:</span></p> <ul> <li><span style="font-family: arial, helvetica, sans-serif;">Реферат по темата на дисертационния труд</span></li> <li><span style="font-family: arial, helvetica, sans-serif;">Социални и икономически неравенства</span></li> <li><span style="font-family: arial, helvetica, sans-serif;">Социален и човешки капитал</span></li> <li><span style="font-family: arial, helvetica, sans-serif;">Организация и поведение</span></li> <li><span style="font-family: arial, helvetica, sans-serif;">Социални иновации и предприемачество</span></li> <li><span style="font-family: arial, helvetica, sans-serif;">Оценки на социалното въздействие</span></li> <li><span style="font-family: arial, helvetica, sans-serif;">Социални мрежи и общности</span></li> <li><span style="font-family: arial, helvetica, sans-serif;">Социология на миграциите</span></li> <li><span style="font-family: arial, helvetica, sans-serif;">Кризи и конфликти в съвременните общества</span></li> <li><span style="font-family: arial, helvetica, sans-serif;">Социологически изследвания на организираната престъпност</span></li> <li><span style="font-family: arial, helvetica, sans-serif;">Иновации и иновационна активност</span></li> </ul> <p style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif;">Всеки докторант избира 4 от посочените учебни дисциплини съобразно темата на дисертационния си труд и изследователските си интереси.<b>&nbsp;</b>Предвидена е самостоятелна подготовка на докторантите и явяване на изпит. Изпитът се провежда от тричленна комисия, включваща титуляра на учебната дисциплина, научния ръководител и хабилитиран преподавател от катедра &bdquo;Икономическа социология&ldquo;.</span></p> <p style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif;">Освен учебни дисциплини, Учебният план предвижда кредити за работа по дисертацията и реализация на научни публикации.</span></p> <p><span style="font-family: arial, helvetica, sans-serif; color: #993300;"><b><br></b></span></p> <p><span style="font-family: arial, helvetica, sans-serif; color: #993300;"><b>Индивидуален план</b></span></p> <p style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif;">Всеки докторант заедно с научния си ръководител изготвя Индивидуален план за обучението си в ОКС &bdquo;Доктор&ldquo; по специалност &bdquo;Социология&ldquo;. Индивидуалният план се представя на катедрения съвет на катедра &bdquo;Икономическа социология&ldquo; веднага след зачисляването на докторанта. Влиза в сила след одобрение от катедрения съвет. </span></p> <p style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif;">В Индивидуалния си план докторантът посочва учебните дисциплини, които ще изучава &ndash; задължителни и избираеми, годината, в която ще ги изучава и ще се яви на изпит по тях. Планира научноизследователската си и публикационна дейност по време на докторантурата. Посочва очаквания период за организиране и провеждане на публична защита на дисертационния труд. </span></p> <p style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif;">Можете да изтеглите от <strong><a href="https://www.unwe.bg/bg/pages/164/%d0%b8%d0%bd%d0%b4%d0%b8%d0%b2%d0%b8%d0%b4%d1%83%d0%b0%d0%bb%d0%b5%d0%bd-%d1%83%d1%87%d0%b5%d0%b1%d0%b5%d0%bd-%d0%bf%d0%bb%d0%b0%d0%bd.html">тук</a></strong> университетската форма за Индивидуален план.&nbsp; </span></p> <p style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif;">Докторантите, които се обучават в редовна форма, отчитат напредъка в докторантското си обучение на всеки 3 месеца и в края на всяка от 3-те години обучение. Докторантите, които се обучават в задочна форма, отчитат напредъка в обучението си в края на всяка година.<br></span></p> <p style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif;">Отчитането се извършва чрез попълване и подаване на Тримесечен или Годишен отчет. Отчетите се одобряват от катедрения съвет. </span></p> <p style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif;">Можете да изтеглите университетската форма за Тримесечен/Годишен отчет от <strong><a href="https://www.unwe.bg/bg/pages/2022/%d0%be%d1%82%d1%87%d0%b5%d1%82.html">тук</a>. </strong><br></span></p> <p style="text-align: justify;">&nbsp;</p> <p><span style="font-family: arial, helvetica, sans-serif;"><a href="https://www.unwe.bg/bg/pages/161/%d0%b8%d0%b7%d0%bf%d0%b8%d1%82%d0%b8.html"><span style="color: #993300;"><b>Изпити</b></span></a></span></p> <p><span style="font-family: arial, helvetica, sans-serif;"><a href="https://www.unwe.bg/bg/pages/161/%d0%b8%d0%b7%d0%bf%d0%b8%d1%82%d0%b8.html">Докторантски минимуми (изпити)</a></span></p> <p style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif;">По всяка от предвидените в Индивидуалния план дисциплини докторантът <a href="https://www.unwe.bg/bg/pages/161/%d0%b8%d0%b7%d0%bf%d0%b8%d1%82%d0%b8.html">държи изпит.</a> Обучението по задължителните университетски дисциплини се извършва чрез провеждане на специализиран лекционен курс. Посещението на курс става възможно след подаване на молба за участие в курс. Молбата е типова бланка, попълва се от кандидата и се подава в сектор &bdquo;Докторантури&ldquo;, кабинет 2039. Изпитите са писмени. Насрочват се три изпитни дати след приключването на съответния курс. </span></p> <p style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif;">Обучението по задължителната катедрена дисциплина и избираемите дисциплини предвижда самоподготовка на докторанта и явяване на изпит пред тричленна комисия. Докторантът подава <a href="https://www.unwe.bg/bg/pages/161/%d0%b8%d0%b7%d0%bf%d0%b8%d1%82%d0%b8.html">Молба за явяване на изпит</a> по образец до ръководител катедра. В молбата се посочват: наименование на курса, дата за провеждане на изпита, предварително съгласувана с научния&nbsp; ръководител и титуляра на дисциплината, име и подпис. След одобрение от катедрения съвет се организира изпита. </span></p> <p style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif;">Заявлението се подава лично в канцеларията на катедрата не по-рано от месец преди датата на изпита и не по-късно от две седмица преди изпита. Към заявлението се прилага копие от индивидуалния план на докторанта.</span></p> <p style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif;">Докторантите могат да се запознаят със съдържанието на <strong>учебните програми</strong> <a href="https://teams.microsoft.com/l/team/19%3Ahr85aUE1F9PDUzmeiULXM_fHUetQOn-aV4WBZUKHRwc1%40thread.tacv2/conversations?groupId=49229054-cd89-4b38-9ccf-cb117b340967&amp;tenantId=ebc7c086-c350-4453-911a-3b740f8d6dad">тук</a>.</span></p> <p style="text-align: justify;"></p> <p align="center" style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif;"><b>Академичен наставник за учебната 2025/2026 г</b>. за докторанти, обучавани в ПН 3.1. &ndash; <a href="https://blogs.unwe.bg/gpetrunov/">проф. д-р Георги Светлозаров Петрунов</a></span></p> <p align="center" style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif;"><b><br></b></span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"><br></span></p> УНСС Wed, 31 Dec 2025 01:08:31 GMT http://departments.unwe.bg/soc/bg/pages/17134/from-rss.html <h1 align="center"></h1> <p>Настоящият документ е разработен в изпълнение на публично оповестените мисия и визия на УНСС<a href="file:///D:/%D0%A3%D0%9D%D0%A1%D0%A1/%D0%A1%D1%82%D1%80%D0%B0%D1%82%D0%B5%D0%B3%D0%B8%D1%8F_%D0%9F%D0%9D_3.1/%D0%A1%D1%82%D1%80%D0%B0%D1%82%D0%B5%D0%B3%D0%B8%D1%8F_%D0%9F%D0%9D_3.1_FINAL%20-%20%D0%B7%D0%B0%20%D1%81%D0%B0%D0%B9%D1%82%D0%B0.docx#_ftn1" title="">[1]</a> и със замисъла <b>да допринесе за превръщането на УНСС в лидер сред висшите училища в Югоизточна Европа, обучаващи студенти и провеждащи изследвания в областта на икономиката, управлението и администрацията, правото и политиката, както и в социологията</b>.</p> <p>Отчетени са действащите към момента на разработване на документа стратегически документи, засягащи <b>интернационализацията</b><a href="file:///D:/%D0%A3%D0%9D%D0%A1%D0%A1/%D0%A1%D1%82%D1%80%D0%B0%D1%82%D0%B5%D0%B3%D0%B8%D1%8F_%D0%9F%D0%9D_3.1/%D0%A1%D1%82%D1%80%D0%B0%D1%82%D0%B5%D0%B3%D0%B8%D1%8F_%D0%9F%D0%9D_3.1_FINAL%20-%20%D0%B7%D0%B0%20%D1%81%D0%B0%D0%B9%D1%82%D0%B0.docx#_ftn2" title="" style="background-color: #ffffff;">[2]</a> и развитието на <b>научноизследователската дейност</b><a href="file:///D:/%D0%A3%D0%9D%D0%A1%D0%A1/%D0%A1%D1%82%D1%80%D0%B0%D1%82%D0%B5%D0%B3%D0%B8%D1%8F_%D0%9F%D0%9D_3.1/%D0%A1%D1%82%D1%80%D0%B0%D1%82%D0%B5%D0%B3%D0%B8%D1%8F_%D0%9F%D0%9D_3.1_FINAL%20-%20%D0%B7%D0%B0%20%D1%81%D0%B0%D0%B9%D1%82%D0%B0.docx#_ftn3" title="" style="background-color: #ffffff;">[3]</a><b> </b>в УНСС, както и действащите национални стратегически документи за развитие на<b> висшето образование</b><a href="file:///D:/%D0%A3%D0%9D%D0%A1%D0%A1/%D0%A1%D1%82%D1%80%D0%B0%D1%82%D0%B5%D0%B3%D0%B8%D1%8F_%D0%9F%D0%9D_3.1/%D0%A1%D1%82%D1%80%D0%B0%D1%82%D0%B5%D0%B3%D0%B8%D1%8F_%D0%9F%D0%9D_3.1_FINAL%20-%20%D0%B7%D0%B0%20%D1%81%D0%B0%D0%B9%D1%82%D0%B0.docx#_ftn4" title="" style="background-color: #ffffff;">[4]</a> и на <b>научните</b> <b>изследвания</b><a href="file:///D:/%D0%A3%D0%9D%D0%A1%D0%A1/%D0%A1%D1%82%D1%80%D0%B0%D1%82%D0%B5%D0%B3%D0%B8%D1%8F_%D0%9F%D0%9D_3.1/%D0%A1%D1%82%D1%80%D0%B0%D1%82%D0%B5%D0%B3%D0%B8%D1%8F_%D0%9F%D0%9D_3.1_FINAL%20-%20%D0%B7%D0%B0%20%D1%81%D0%B0%D0%B9%D1%82%D0%B0.docx#_ftn5" title="" style="background-color: #ffffff;">[5]</a>.</p> <p>Документът е с <b>хоризонт до 2027 г.</b>, отразявайки утвърдената от министъра на образованието и науката <b>политика за развитие на УНСС</b><a href="file:///D:/%D0%A3%D0%9D%D0%A1%D0%A1/%D0%A1%D1%82%D1%80%D0%B0%D1%82%D0%B5%D0%B3%D0%B8%D1%8F_%D0%9F%D0%9D_3.1/%D0%A1%D1%82%D1%80%D0%B0%D1%82%D0%B5%D0%B3%D0%B8%D1%8F_%D0%9F%D0%9D_3.1_FINAL%20-%20%D0%B7%D0%B0%20%D1%81%D0%B0%D0%B9%D1%82%D0%B0.docx#_ftn6" title="" style="background-color: #ffffff;">[6]</a> съгласно чл. 10, ал. 2, т. 9 от Закона за висшето образование.</p> <p>Стратегията за развитието на професионалното направление е изготвена в духа на <b>Хартата на университетите от 1988 г.</b><a href="file:///D:/%D0%A3%D0%9D%D0%A1%D0%A1/%D0%A1%D1%82%D1%80%D0%B0%D1%82%D0%B5%D0%B3%D0%B8%D1%8F_%D0%9F%D0%9D_3.1/%D0%A1%D1%82%D1%80%D0%B0%D1%82%D0%B5%D0%B3%D0%B8%D1%8F_%D0%9F%D0%9D_3.1_FINAL%20-%20%D0%B7%D0%B0%20%D1%81%D0%B0%D0%B9%D1%82%D0%B0.docx#_ftn7" title="">[7]</a> и новата <b>Харта от 2020 г.</b><a href="file:///D:/%D0%A3%D0%9D%D0%A1%D0%A1/%D0%A1%D1%82%D1%80%D0%B0%D1%82%D0%B5%D0%B3%D0%B8%D1%8F_%D0%9F%D0%9D_3.1/%D0%A1%D1%82%D1%80%D0%B0%D1%82%D0%B5%D0%B3%D0%B8%D1%8F_%D0%9F%D0%9D_3.1_FINAL%20-%20%D0%B7%D0%B0%20%D1%81%D0%B0%D0%B9%D1%82%D0%B0.docx#_ftn8" title="">[8]</a>, към която УНСС се присъедини през октомври 2023 г. Тези документи въплъщават идеята, че в своята дейност университетите трябва да защитават принципите на <b><i>(</i></b><b><i>i</i></b><b><i>) автономността, (</i></b><b><i>ii</i></b><b><i>) единството в преподавателската и научна работа и (</i></b><b><i>iii</i></b><b><i>) визията за университета като свободно пространство за изследвания и дискусии</i></b>. Това означава, че преподавателската и научната работа трябва да останат независими от политически авторитети и икономическа власт; че учебното съдържание не трябва да изостава от постиженията в науката и следва да е ориентирано към актуалните предизвикателства на времето; че университетите не трябва да толерират догмите, предразсъдъците и стереотипите, а следва да насърчават критичното мислене и свободното изразяване; че равнопоставеността и справедливото третиране са вградени във всички аспекти на академичния живот.&nbsp;</p> <p>Наред с това, макар и университетите да са централен елемент на местните и национални култури и съдействат за тяхното развитие и обогатяване, днес те повече от всякога са част от международни мрежи. Затова и настоящата стратегия разпознава все по-важното значение на <b>интернационализацията на висшето образование и активното присъствие в Европейското пространство за висше образование</b> съобразно рамката, зададена в Болонския процес<a href="file:///D:/%D0%A3%D0%9D%D0%A1%D0%A1/%D0%A1%D1%82%D1%80%D0%B0%D1%82%D0%B5%D0%B3%D0%B8%D1%8F_%D0%9F%D0%9D_3.1/%D0%A1%D1%82%D1%80%D0%B0%D1%82%D0%B5%D0%B3%D0%B8%D1%8F_%D0%9F%D0%9D_3.1_FINAL%20-%20%D0%B7%D0%B0%20%D1%81%D0%B0%D0%B9%D1%82%D0%B0.docx#_ftn9" title="">[9]</a>. Както бе подчертано в Министерското комюнике от Рим от 2020 г.<a href="file:///D:/%D0%A3%D0%9D%D0%A1%D0%A1/%D0%A1%D1%82%D1%80%D0%B0%D1%82%D0%B5%D0%B3%D0%B8%D1%8F_%D0%9F%D0%9D_3.1/%D0%A1%D1%82%D1%80%D0%B0%D1%82%D0%B5%D0%B3%D0%B8%D1%8F_%D0%9F%D0%9D_3.1_FINAL%20-%20%D0%B7%D0%B0%20%D1%81%D0%B0%D0%B9%D1%82%D0%B0.docx#_ftn10" title="">[10]</a> и бе препотвърдено в комюникето от Тирана от 2024 г.<a href="file:///D:/%D0%A3%D0%9D%D0%A1%D0%A1/%D0%A1%D1%82%D1%80%D0%B0%D1%82%D0%B5%D0%B3%D0%B8%D1%8F_%D0%9F%D0%9D_3.1/%D0%A1%D1%82%D1%80%D0%B0%D1%82%D0%B5%D0%B3%D0%B8%D1%8F_%D0%9F%D0%9D_3.1_FINAL%20-%20%D0%B7%D0%B0%20%D1%81%D0%B0%D0%B9%D1%82%D0%B0.docx#_ftn11" title="">[11]</a>, целта е до 2030 г. да бъде изградено Европейско пространство за висше образование, функциониращо въз основа на принципите за: <b><i>(</i></b><b><i>i</i></b><b><i>) включване, (</i></b><b><i>ii</i></b><b><i>) иновативност и (</i></b><b><i>iii</i></b><b><i>) взаимна свързаност чрез сътрудничество и мобилност</i></b>. От друга страна, постигането на по-голяма сравнимост и съпоставимост на образователните резултати изисква прилагането на <b>единни критерии, стандарти и насоки за осигуряване на качеството и признаване на квалификациите във висшето образование</b><a href="file:///D:/%D0%A3%D0%9D%D0%A1%D0%A1/%D0%A1%D1%82%D1%80%D0%B0%D1%82%D0%B5%D0%B3%D0%B8%D1%8F_%D0%9F%D0%9D_3.1/%D0%A1%D1%82%D1%80%D0%B0%D1%82%D0%B5%D0%B3%D0%B8%D1%8F_%D0%9F%D0%9D_3.1_FINAL%20-%20%D0%B7%D0%B0%20%D1%81%D0%B0%D0%B9%D1%82%D0%B0.docx#_ftn12" title="">[12]</a>, при това не само в европейски, но все повече &ndash; и в глобални измерения<a href="file:///D:/%D0%A3%D0%9D%D0%A1%D0%A1/%D0%A1%D1%82%D1%80%D0%B0%D1%82%D0%B5%D0%B3%D0%B8%D1%8F_%D0%9F%D0%9D_3.1/%D0%A1%D1%82%D1%80%D0%B0%D1%82%D0%B5%D0%B3%D0%B8%D1%8F_%D0%9F%D0%9D_3.1_FINAL%20-%20%D0%B7%D0%B0%20%D1%81%D0%B0%D0%B9%D1%82%D0%B0.docx#_ftn13" title="">[13]</a>.</p> <p>Стратегията за развитието на професионалното направление възприема идеята, че <b>образованието, в това число и университетското, е човешко право и едновременно с това &ndash; публично благо</b>. Ето защо се разпознава отговорността то да бъде организирано по холистичен и включващ начин, съобразен с потребностите на широката академична общност (ръководство, преподаватели, служители, настоящи и завършили студенти и докторанти).</p> <p><b>Университетите имат ключова социетална функция.</b> Те трябва да съдействат за намиране на решения за важните предизвикателства. Световният доклад за науките на ЮНЕСКО от 2021 г. застъпи тезата, че <b>светът се намира в &bdquo;надпревара с времето&ldquo;</b><a href="file:///D:/%D0%A3%D0%9D%D0%A1%D0%A1/%D0%A1%D1%82%D1%80%D0%B0%D1%82%D0%B5%D0%B3%D0%B8%D1%8F_%D0%9F%D0%9D_3.1/%D0%A1%D1%82%D1%80%D0%B0%D1%82%D0%B5%D0%B3%D0%B8%D1%8F_%D0%9F%D0%9D_3.1_FINAL%20-%20%D0%B7%D0%B0%20%D1%81%D0%B0%D0%B9%D1%82%D0%B0.docx#_ftn14" title="">[14]</a>, в която трябва да бъдат не само критично осмислени досегашните модели за развитие, но и системите за производство на знание трябва да бъдат адаптирани, за да се улеснят зеленият и цифровият преход. Научените уроци от COVID-19 пандемията пък показаха, че в тези системи е нужно да се изгради по-добър потенциал за реакция на бъдещи глобални кризи. Това обаче не означава, че социалните науки трябва да бъдат поставени на заден план, а тъкмо напротив. Тяхната роля в <b>осмислянето на социалните предпоставки и управлението на социалните последици от промените</b> не може да бъде заобиколена. А също така налагането на <b>мултидисциплинарни подходи</b> изисква солидна подготовка във всяка една от отделните дисциплини.</p> <p><b>Така предизвикателствата на ХХ</b><b>I</b><b> </b><b>век</b>, сред които се нареждат не само климатичните промени и дигиталната революция, но и демографският преход и все по-усложняващата се геополитическа обстановка, <b>превръщат идеята за модернизация на висшето образование не в ориентация, а в системна характеристика</b>. В този смисъл, в условия, в които все по-голяма част от работните места на бъдещето ще бъдат свързани с изисквания за висока квалификация, която обикновено се придобива в системата на университетското образование, е <b>императив да се полагат усилия, за да се преодолеят несъответствията между образованието и обучението и пазара на труда<a href="file:///D:/%D0%A3%D0%9D%D0%A1%D0%A1/%D0%A1%D1%82%D1%80%D0%B0%D1%82%D0%B5%D0%B3%D0%B8%D1%8F_%D0%9F%D0%9D_3.1/%D0%A1%D1%82%D1%80%D0%B0%D1%82%D0%B5%D0%B3%D0%B8%D1%8F_%D0%9F%D0%9D_3.1_FINAL%20-%20%D0%B7%D0%B0%20%D1%81%D0%B0%D0%B9%D1%82%D0%B0.docx#_ftn15" title=""><b>[15]</b></a>, например чрез проследяване реализацията на завършилите<a href="file:///D:/%D0%A3%D0%9D%D0%A1%D0%A1/%D0%A1%D1%82%D1%80%D0%B0%D1%82%D0%B5%D0%B3%D0%B8%D1%8F_%D0%9F%D0%9D_3.1/%D0%A1%D1%82%D1%80%D0%B0%D1%82%D0%B5%D0%B3%D0%B8%D1%8F_%D0%9F%D0%9D_3.1_FINAL%20-%20%D0%B7%D0%B0%20%D1%81%D0%B0%D0%B9%D1%82%D0%B0.docx#_ftn16" title=""><b>[16]</b></a> и насърчаване на ученето на всяка фаза от професионалния живот, но и да се преодолеят съществуващите дълбоки неравенства в уменията<a href="file:///D:/%D0%A3%D0%9D%D0%A1%D0%A1/%D0%A1%D1%82%D1%80%D0%B0%D1%82%D0%B5%D0%B3%D0%B8%D1%8F_%D0%9F%D0%9D_3.1/%D0%A1%D1%82%D1%80%D0%B0%D1%82%D0%B5%D0%B3%D0%B8%D1%8F_%D0%9F%D0%9D_3.1_FINAL%20-%20%D0%B7%D0%B0%20%D1%81%D0%B0%D0%B9%D1%82%D0%B0.docx#_ftn17" title=""><b>[17]</b></a></b>.</p> <p>Във визията си до 2030 г., Европейската университетска асоциация предвиди, че <b>&bdquo;природата и структурата на университетите ще бъде хибридна&ldquo;</b><a href="file:///D:/%D0%A3%D0%9D%D0%A1%D0%A1/%D0%A1%D1%82%D1%80%D0%B0%D1%82%D0%B5%D0%B3%D0%B8%D1%8F_%D0%9F%D0%9D_3.1/%D0%A1%D1%82%D1%80%D0%B0%D1%82%D0%B5%D0%B3%D0%B8%D1%8F_%D0%9F%D0%9D_3.1_FINAL%20-%20%D0%B7%D0%B0%20%D1%81%D0%B0%D0%B9%D1%82%D0%B0.docx#_ftn18" title="">[18]</a>, а обучението във виртуалния кампус ще бъде не по-малко атрактивно от това във физическия. Това създава предпоставки за появата на разломи в широката академична общност &ndash; между студенти, преподаватели и служители, но и между самите преподаватели и между самите студенти. Прилагането на гъвкави и смесени подходи в някаква степен може да отговори на очакванията на отделните заинтересовани страни, но тя насочва вниманието и <b>към начина, по който дигиталните технологии и изкуственият интелект трансформират висшето образование</b>. Дебатът за етичното използване на изкуствения интелект и за начините, по които то ще бъде насърчавано чрез вътрешни университетски правила<a href="file:///D:/%D0%A3%D0%9D%D0%A1%D0%A1/%D0%A1%D1%82%D1%80%D0%B0%D1%82%D0%B5%D0%B3%D0%B8%D1%8F_%D0%9F%D0%9D_3.1/%D0%A1%D1%82%D1%80%D0%B0%D1%82%D0%B5%D0%B3%D0%B8%D1%8F_%D0%9F%D0%9D_3.1_FINAL%20-%20%D0%B7%D0%B0%20%D1%81%D0%B0%D0%B9%D1%82%D0%B0.docx#_ftn19" title="">[19]</a> или по други начини, безспорно е наложителен, но той не отменя необходимостта от обективен анализ доколко са ефективни практиките за преподаване и оценяване, включително за признаване на курсовите работи като инструмент за автентично оценяване<a href="file:///D:/%D0%A3%D0%9D%D0%A1%D0%A1/%D0%A1%D1%82%D1%80%D0%B0%D1%82%D0%B5%D0%B3%D0%B8%D1%8F_%D0%9F%D0%9D_3.1/%D0%A1%D1%82%D1%80%D0%B0%D1%82%D0%B5%D0%B3%D0%B8%D1%8F_%D0%9F%D0%9D_3.1_FINAL%20-%20%D0%B7%D0%B0%20%D1%81%D0%B0%D0%B9%D1%82%D0%B0.docx#_ftn20" title="">[20]</a>. В същото време използването на изкуствения интелект може да спомогне много за постигане на напредък към по-включващо и ефективно висше образование<a href="file:///D:/%D0%A3%D0%9D%D0%A1%D0%A1/%D0%A1%D1%82%D1%80%D0%B0%D1%82%D0%B5%D0%B3%D0%B8%D1%8F_%D0%9F%D0%9D_3.1/%D0%A1%D1%82%D1%80%D0%B0%D1%82%D0%B5%D0%B3%D0%B8%D1%8F_%D0%9F%D0%9D_3.1_FINAL%20-%20%D0%B7%D0%B0%20%D1%81%D0%B0%D0%B9%D1%82%D0%B0.docx#_ftn21" title="">[21]</a>.</p> <p>Адаптирайки описаните по-горе обстоятелства са дефинирани и приоритетите и мерките на стратегията за развитие на професионално направление 3.1. &bdquo;Социология, антропология и науки за културата&ldquo; в УНСС. В контекста на изложеното преди тях, <b>те трябва да се разглеждат и в контекста на специфичното обстоятелство, че понастоящем основна отговорност за развитието на професионалното направление носи едно звено &ndash; катедра &bdquo;Икономическа социология&ldquo;</b>. В този смисъл, представените приоритети и мерки са дефинирани така, че да бъдат в необходимата степен конкретни, ресурсно обезпечени и реализируеми в хоризонта на стратегията.</p> <p align="center">* * *</p> <p>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</p> <p>Приоритети и мерки на стратегията за развитие на професионално направление 3.1. &bdquo;Социология, антропология и науки за културата&ldquo; в УНСС за периода до 2027 г.:</p> <p><b style="color: inherit; font-family: inherit; font-size: 14px;"><span style="text-decoration: underline;"><br></span></b></p> <p><b style="color: inherit; font-family: inherit; font-size: 14px;"><span style="text-decoration: underline;">Приоритет № 1</span></b><b style="color: inherit; font-family: inherit; font-size: 14px;">. Осигуряване на високо качество на обучението.</b></p> <h5><b></b></h5> <p><b><i>Мярка 1</i></b>. Извършване на регулярен преглед, а където е необходимо &ndash; актуализация, на учебните планове и програми, за да се гарантира, че учебното съдържание е в съответствие с последните научни изследвания в областта, а правилата за оценяване са ефективни и съответстват на учебната натовареност и създадените за студентите условия за подготовка.</p> <p><b><i>Мярка 2</i></b>. Насърчаване на интердисциплинарния подход чрез включване в екипите, провеждащи обучението по дисциплини, където това е подходящо, на преподаватели от различни научни области и професионални направления (въвеждане на т.нар. &bdquo;интегрирани&ldquo; или &bdquo;хибридни дисциплини&ldquo;).</p> <p><b><i>Мярка 3</i></b>. Привличане на изтъкнати специалисти от практиката, вкл. и от чужбина, в провеждането на обучението в професионалното направление.</p> <p><b><i>Мярка 4</i></b>. Разработване и въвеждане на единен подход при използване на курсови работи и други писмени разработки за самостоятелна работа за оценяване на знанията и уменията на студентите.</p> <p><b><i>Мярка 5</i></b>. Трайно въвеждане на практиката дипломните работи в ОКС &bdquo;Магистър&ldquo; да бъдат проверявани в университетската електронна система за проверка на оригиналността.</p> <p><b><i>Мярка 6.</i></b><i> </i>В сътрудничество с представители на практиката и въз основа на резултати от емпирични изследвания, актуализиране на компетентностния профил в квалификационните характеристики на специалностите в професионалното направление.</p> <p><b><i>Мярка 7</i></b>. Регулярно провеждане на дискусии с представители на правителствени и неправителствени организации, социалните партньори и потенциални работодатели относно адекватността на учебните планове и програми в професионалното направление.</p> <p><b><i>Мярка 8.</i></b><i> </i>Идентифициране, анализ и адаптиране на реални бизнес практики и процеси от организации и сфери на потенциална реализация на завършили специалности от професионалното направление студенти и внедряването им в учебния процес като форми на извънаудиторна заетост и възможности за стаж.</p> <p><b><i>Мярка 9.</i></b><i> </i>Създаване и поетапно оборудване на помещение &ndash; зала за изследвания чрез качествени методи (интервюта, групови дискусии), и провеждане на учебни занятия в него с цел учебната среда в максимална степен да се доближи до условията на реалната теренна работа.</p> <p><b><i>Мярка 10</i></b>. Усъвършенстване и разширяване обхвата на съществуващите механизми за обратна връзка за качеството на обучението от страна на работодатели, наели студенти, завършили специалности от професионалното направление.</p> <p><b><i>Мярка 11. </i></b>Развитие на механизмите за регулярна обратна връзка от студентите от специалности в професионалното направление за удовлетвореността им от качеството на обучението.</p> <p><b><i>Мярка 12</i></b>. Развитие на механизмите за проследяване професионалната реализация на завършилите специалности от професионалното направление студенти.</p> <p><b><i>Мярка 13</i></b>. Осигуряване на възможности за участие на преподаватели, осигуряващи обучението по професионалното направление, в курсове за повишаване на компетентностите.</p> <h5><b><span style="text-decoration: underline;"><br></span></b></h5> <h5><b><span style="text-decoration: underline;">Приоритет № 2</span></b><b>. Подобряване съгласуваността между обучение, учене и научноизследователска дейност. </b></h5> <p><b><i>Мярка 1</i></b>. Повишаване броя на научните публикации на преподаватели от катедра &bdquo;Икономическа социология&ldquo;, индексирани в световни бази данни, включени в източниците за подготовка в учебните програми на дисциплините от учебния план на специалностите от професионалното направление.</p> <p><b><i>Мярка 2.</i></b><i> </i>Създаване на достъпно за обучаващите се в специалностите от професионалното направление студенти и докторанти онлайн пространство, представящо научни публикации на членовете на академичния състав на катедрата, включително и публикации с отворен достъп.</p> <p><b><i>Мярка 3.</i></b><i> </i>Създаване на достъпно за обучаващите се в специалностите от професионалното направление студенти и докторанти онлайн пространство, обединяващо информация за научноизследователските проекти, в които членовете на академичния състав на катедрата участват, както и на резултати от тях.</p> <p><b><i>Мярка 4.</i></b><i> </i>Регулярно представяне на научната продукция и резултатите от научноизследователски проекти, в които членове на академичния състав на катедрата участват, пред обучаващите в специалностите от професионалното направление студенти и докторанти, пред академичната общност, заинтересованите страни и широката общественост.</p> <p><b><i>Мярка 5. </i></b>Повишаване участието на студенти и докторанти в национални и международни научноизследователски проекти или университетски инициативи, насочени към решаване на проблеми на практиката.</p> <p><b><i>Мярка 6.</i></b><i> </i>Повишаване<i> </i>участието на студенти и докторанти в съвместни инициативи с други висши училища, научни организации или организации от практиката.</p> <p style="padding-left: 30px;"><b style="color: inherit; font-family: inherit; font-size: 14px;"><span style="text-decoration: underline;"><br></span></b></p> <p><b style="color: inherit; font-family: inherit; font-size: 14px;"><span style="text-decoration: underline;">Приоритет № 3</span></b><b style="color: inherit; font-family: inherit; font-size: 14px;">. Повишаване достъпността и привлекателността на обучението в професионалното направление.</b></p> <h5><b></b></h5> <p><b><i>Мярка 1</i></b>. Усъвършенстване на каналите за взаимодействие с широката общественост и формите за разпространение на информация за обучението в професионалното направление.</p> <p><b><i>Мярка 2</i></b>. Разнообразяване на формите на участие на студентите във вземането на вземане на решение по важни за обучението в професионалното направление въпроси, като например промяна на учебни планове и изпитни програми и др.</p> <p><b><i>Мярка 3.</i></b><i> </i>Поетапно увеличаване на учебните ресурси и съдържание, достъпни онлайн, в разнообразни формати и по начин, който ги прави лесно използваеми за студенти с различни обучителни потребности.</p> <p><b><i>Мярка 4.</i></b><i> </i>Подготовка на Наръчник за студента и публикуването му онлайн за целите на кандидат студентската кампания и адаптацията на първокурсниците.</p> <p><b><i>Мярка 5.</i></b><i> </i>Институционализиране на канали за обратна връзка, жалби и запитвания от страна на студенти и процедури за проследяване на резултатите от предприетите действия.</p> <p><b><i>Мярка 6.</i></b><i> </i>Провеждане на &bdquo;Дни на отворените врати&ldquo; за запознаване на потенциалните студенти и широката общественост с обучението в професионалното направление.</p> <p><b><i>Мярка 7.</i></b><i> </i>Провеждане на &bdquo;Дни на кариерата&ldquo; с участието на изтъкнати специалисти от практиката за запознаване на обучаващите в професионалното направление студенти с възможностите за кариерна реализация.</p> <p style="padding-left: 30px;">&nbsp;</p> <h5><b><span style="text-decoration: underline;">Приоритет № 4</span></b><b>. Интернационализация на обучението в професионалното направление.</b></h5> <p><b><i>Мярка 1</i></b>. Увеличаване броя на университетите, с които УНСС има сключени двустранни споразумения за сътрудничество и мобилност на преподаватели, служители и студенти в научна област &bdquo;Социология&ldquo;.</p> <p><b><i>Мярка 2</i></b>. Създаване на организация на работа, благоприятстваща използването на съществуващите възможности за реализиране на изходяща мобилност на преподаватели в чуждестранни университети.</p> <p><b><i>Мярка 3</i></b>. Обогатяване и поддържане в актуално състояние на интернет страницата на катедра &bdquo;Икономическа социология&ldquo; на английски език.</p> <p><b><i>Мярка 4.</i></b><i> </i>Организиране на целеви събития за студенти и докторанти за запознаването им със съществуващите в УНСС възможности за изходяща мобилност.</p> <p><b><i>Мярка 5.</i></b><i> </i>Извършване на регулярен преглед на учебните планове и програми във водещи в обучението по социология чуждестранни университети и обсъждане в академичния състав на катедрата на възможността за заимстване на добри практики от тях в организацията на обучението по професионалното направление.</p> <p style="padding-left: 30px;">&nbsp;</p> <h5><b><span style="text-decoration: underline;">Приоритет № 5</span></b><b>. Подпомагане на адаптацията към т.нар. &bdquo;троен преход&ldquo; (екологичен, цифров и демографски) чрез обучението и научноизследователската работа.</b></h5> <p><b><i>Мярка 1</i></b>. Актуализиране на учебните планове и програми на водените от катедра &bdquo;Икономическа социология&ldquo; специалности с цел въвеждане на релевантни на екологичния, цифровия и демографския преход дисциплини и теми.</p> <p><b><i>Мярка 2</i></b>. Усилване сътрудничеството със заинтересованите страни, включително публични организации, социални партньори, бизнес, неправителствени организации на национално и наднационално равнище, за идентифициране на области, в които научното знание за настоящите и бъдещите социални последици от &bdquo;тройния преход&ldquo; е ограничено и може да бъде развито с усилията на академичния състав, осигуряващ обучението по професионалното направление.</p> <p><b><i>Мярка 3</i></b>. Разработване и провеждане на стажантски програми за студенти от ОКС &bdquo;Бакалавър&ldquo;, посветени на изследване на проблеми, имащи отношение към &bdquo;тройния преход&ldquo; и неговите социални последствия.</p> <p align="center">&nbsp;</p> <p align="center">***</p> <p>Стратегията за развитие на професионално направление 3.1. &bdquo;Социология, антропология и науки за културата&ldquo; в УНСС е приета на заседание на Катедрения съвет на катедра &bdquo;Икономическа социология&ldquo;, проведено на 11 март 2025 г., одобрена е от Факултетния съвет на Общоикономическия факултет на негово заседание, проведено на 18 март 2025 г., и от Академичния съвет на УНСС на негово заседание, проведено на 19 март 2025 г.</p> <p>&nbsp;</p> <p><b><br clear="all"> </b></p> <p><b>&nbsp;</b></p> <p><b>Използвана литература</b><b>:</b></p> <p><a href="file:///D:/%D0%A3%D0%9D%D0%A1%D0%A1/%D0%A1%D1%82%D1%80%D0%B0%D1%82%D0%B5%D0%B3%D0%B8%D1%8F_%D0%9F%D0%9D_3.1/%D0%A1%D1%82%D1%80%D0%B0%D1%82%D0%B5%D0%B3%D0%B8%D1%8F_%D0%9F%D0%9D_3.1_FINAL%20-%20%D0%B7%D0%B0%20%D1%81%D0%B0%D0%B9%D1%82%D0%B0.docx#_ftnref1" title="" style="background-color: #ffffff;">[1]</a> Университет за национално и световно стопанство. (2023). <i>Мисия и визия</i>. <a href="https://www.unwe.bg/bg/pages/80/%D0%B2%D0%B8%D0%B7%D0%B8%D1%8F-%D0%B8-%D0%BC%D0%B8%D1%81%D0%B8%D1%8F.html" style="background-color: #ffffff;">https://www.unwe.bg/bg/pages/80/визия-и-мисия.html</a></p> <div> <div> <p><a href="file:///D:/%D0%A3%D0%9D%D0%A1%D0%A1/%D0%A1%D1%82%D1%80%D0%B0%D1%82%D0%B5%D0%B3%D0%B8%D1%8F_%D0%9F%D0%9D_3.1/%D0%A1%D1%82%D1%80%D0%B0%D1%82%D0%B5%D0%B3%D0%B8%D1%8F_%D0%9F%D0%9D_3.1_FINAL%20-%20%D0%B7%D0%B0%20%D1%81%D0%B0%D0%B9%D1%82%D0%B0.docx#_ftnref2" title="">[2]</a> Университет за национално и световно стопанство. (2020). <i>Стратегия за интернационализация 2020-2025 г. (визия, стратегически цели, приоритети и мерки).</i><span style="text-decoration: underline;"> </span><a href="https://www.unwe.bg/Uploads/Main/379e9_UNWE_INTERNATIONALIZATION1_Strategy_2020-05-08-Summary-BG.pdf">https://www.unwe.bg/Uploads/Main/379e9_UNWE_INTERNATIONALIZATION1_Strategy_2020-05-08-Summary-BG.pdf</a></p> </div> <div> <p><a href="file:///D:/%D0%A3%D0%9D%D0%A1%D0%A1/%D0%A1%D1%82%D1%80%D0%B0%D1%82%D0%B5%D0%B3%D0%B8%D1%8F_%D0%9F%D0%9D_3.1/%D0%A1%D1%82%D1%80%D0%B0%D1%82%D0%B5%D0%B3%D0%B8%D1%8F_%D0%9F%D0%9D_3.1_FINAL%20-%20%D0%B7%D0%B0%20%D1%81%D0%B0%D0%B9%D1%82%D0%B0.docx#_ftnref3" title="">[3]</a> Университет за национално и световно стопанство. (2021). <i>Стратегия за развитие на научноизследователската дейност в УНСС за периода 2021-2025 година</i>. <a href="https://www.unwe.bg/Uploads/Main/9d99d_UNWE_NID-Strategy-2021-03-28.pdf">https://www.unwe.bg/Uploads/Main/9d99d_UNWE_NID-Strategy-2021-03-28.pdf</a></p> </div> <div> <p><a href="file:///D:/%D0%A3%D0%9D%D0%A1%D0%A1/%D0%A1%D1%82%D1%80%D0%B0%D1%82%D0%B5%D0%B3%D0%B8%D1%8F_%D0%9F%D0%9D_3.1/%D0%A1%D1%82%D1%80%D0%B0%D1%82%D0%B5%D0%B3%D0%B8%D1%8F_%D0%9F%D0%9D_3.1_FINAL%20-%20%D0%B7%D0%B0%20%D1%81%D0%B0%D0%B9%D1%82%D0%B0.docx#_ftnref4" title="">[4]</a> <i>Стратегия за развитие на висшето образование в Република България за периода 2021-2030 г.</i> <a href="https://www.mon.bg/nfs/2021/01/rms_strategia-vo_120121.pdf">https://www.mon.bg/nfs/2021/01/rms_strategia-vo_120121.pdf</a></p> </div> <div> <p><a href="file:///D:/%D0%A3%D0%9D%D0%A1%D0%A1/%D0%A1%D1%82%D1%80%D0%B0%D1%82%D0%B5%D0%B3%D0%B8%D1%8F_%D0%9F%D0%9D_3.1/%D0%A1%D1%82%D1%80%D0%B0%D1%82%D0%B5%D0%B3%D0%B8%D1%8F_%D0%9F%D0%9D_3.1_FINAL%20-%20%D0%B7%D0%B0%20%D1%81%D0%B0%D0%B9%D1%82%D0%B0.docx#_ftnref5" title="">[5]</a> <i>Национална стратегия за развитие на научните изследвания в Република България 2017-2030: По-добра наука за по-добра България</i>. <a href="https://www.mon.bg/nfs/2018/01/sstrategy_2030_bg.pdf">https://www.mon.bg/nfs/2018/01/sstrategy_2030_bg.pdf</a></p> </div> <div> <p><a href="file:///D:/%D0%A3%D0%9D%D0%A1%D0%A1/%D0%A1%D1%82%D1%80%D0%B0%D1%82%D0%B5%D0%B3%D0%B8%D1%8F_%D0%9F%D0%9D_3.1/%D0%A1%D1%82%D1%80%D0%B0%D1%82%D0%B5%D0%B3%D0%B8%D1%8F_%D0%9F%D0%9D_3.1_FINAL%20-%20%D0%B7%D0%B0%20%D1%81%D0%B0%D0%B9%D1%82%D0%B0.docx#_ftnref6" title="">[6]</a> <i>Заповед № РД09-2483 на министъра на образованието и науката от 19.09.2023 г. за утвърждаване на Политика за развитие на Университета за национално и световно стопанство &ndash; София</i>. <a href="https://www.mon.bg/nfs/2023/10/zap2483-politika-unss_17102023.pdf">https://www.mon.bg/nfs/2023/10/zap2483-politika-unss_17102023.pdf</a></p> </div> <div> <p><a href="file:///D:/%D0%A3%D0%9D%D0%A1%D0%A1/%D0%A1%D1%82%D1%80%D0%B0%D1%82%D0%B5%D0%B3%D0%B8%D1%8F_%D0%9F%D0%9D_3.1/%D0%A1%D1%82%D1%80%D0%B0%D1%82%D0%B5%D0%B3%D0%B8%D1%8F_%D0%9F%D0%9D_3.1_FINAL%20-%20%D0%B7%D0%B0%20%D1%81%D0%B0%D0%B9%D1%82%D0%B0.docx#_ftnref7" title="">[7]</a> <i>Magna Charta Universitatum</i>, 18 September 1988. <a href="https://www.magna-charta.org/magna-charta-universitatum/mcu-1988">https://www.magna-charta.org/magna-charta-universitatum/mcu-1988</a></p> </div> <div> <p><a href="file:///D:/%D0%A3%D0%9D%D0%A1%D0%A1/%D0%A1%D1%82%D1%80%D0%B0%D1%82%D0%B5%D0%B3%D0%B8%D1%8F_%D0%9F%D0%9D_3.1/%D0%A1%D1%82%D1%80%D0%B0%D1%82%D0%B5%D0%B3%D0%B8%D1%8F_%D0%9F%D0%9D_3.1_FINAL%20-%20%D0%B7%D0%B0%20%D1%81%D0%B0%D0%B9%D1%82%D0%B0.docx#_ftnref8" title="">[8]</a> <i>Magna Charta Universitatum</i><i> 2020</i>, 12 March 2020. <a href="https://www.magna-charta.org/magna-charta-universitatum/mcu2020">https://www.magna-charta.org/magna-charta-universitatum/mcu2020</a></p> </div> <div> <p><a href="file:///D:/%D0%A3%D0%9D%D0%A1%D0%A1/%D0%A1%D1%82%D1%80%D0%B0%D1%82%D0%B5%D0%B3%D0%B8%D1%8F_%D0%9F%D0%9D_3.1/%D0%A1%D1%82%D1%80%D0%B0%D1%82%D0%B5%D0%B3%D0%B8%D1%8F_%D0%9F%D0%9D_3.1_FINAL%20-%20%D0%B7%D0%B0%20%D1%81%D0%B0%D0%B9%D1%82%D0%B0.docx#_ftnref9" title="">[9]</a> <i>The Bologna Declaration of 19 June 1999</i>, Joint declaration of the European Ministers of Education. <a href="https://ehea.info/page-ministerial-conference-bologna-1999">https://ehea.info/page-ministerial-conference-bologna-1999</a>&nbsp;&nbsp;&nbsp;</p> </div> <div> <p><a href="file:///D:/%D0%A3%D0%9D%D0%A1%D0%A1/%D0%A1%D1%82%D1%80%D0%B0%D1%82%D0%B5%D0%B3%D0%B8%D1%8F_%D0%9F%D0%9D_3.1/%D0%A1%D1%82%D1%80%D0%B0%D1%82%D0%B5%D0%B3%D0%B8%D1%8F_%D0%9F%D0%9D_3.1_FINAL%20-%20%D0%B7%D0%B0%20%D1%81%D0%B0%D0%B9%D1%82%D0%B0.docx#_ftnref10" title="">[10]</a> <i>Roma Ministerial </i><i>Communiqu&eacute;</i>, Adopted by the Ministerial Conference in Roma, 19 November 2020. <a href="https://ehea.info/Upload/Rome_Ministerial_Communique.pdf">https://ehea.info/Upload/Rome_Ministerial_Communique.pdf</a></p> </div> <div> <p><a href="file:///D:/%D0%A3%D0%9D%D0%A1%D0%A1/%D0%A1%D1%82%D1%80%D0%B0%D1%82%D0%B5%D0%B3%D0%B8%D1%8F_%D0%9F%D0%9D_3.1/%D0%A1%D1%82%D1%80%D0%B0%D1%82%D0%B5%D0%B3%D0%B8%D1%8F_%D0%9F%D0%9D_3.1_FINAL%20-%20%D0%B7%D0%B0%20%D1%81%D0%B0%D0%B9%D1%82%D0%B0.docx#_ftnref11" title="">[11]</a> <i>Tirana Ministerial Communiqu&eacute;</i>, Adopted by the Ministerial Conference in Tirana, 29-30 May 2024. <a href="https://ehea.info/Download/Tirana-Communique.pdf">https://ehea.info/Download/Tirana-Communique.pdf</a></p> </div> <div> <p><a href="file:///D:/%D0%A3%D0%9D%D0%A1%D0%A1/%D0%A1%D1%82%D1%80%D0%B0%D1%82%D0%B5%D0%B3%D0%B8%D1%8F_%D0%9F%D0%9D_3.1/%D0%A1%D1%82%D1%80%D0%B0%D1%82%D0%B5%D0%B3%D0%B8%D1%8F_%D0%9F%D0%9D_3.1_FINAL%20-%20%D0%B7%D0%B0%20%D1%81%D0%B0%D0%B9%D1%82%D0%B0.docx#_ftnref12" title="">[12]</a> <i>Standards and guidelines for quality assurance in the</i><i> </i><i>European Higher Education Area (ESG)</i>, Approved by the Ministerial Conference in Yerevan, 14-15 May 2015. <a href="https://www.enqa.eu/wp-content/uploads/2015/11/ESG_2015.pdf">https://www.enqa.eu/wp-content/uploads/2015/11/ESG_2015.pdf</a></p> </div> <div> <p><a href="file:///D:/%D0%A3%D0%9D%D0%A1%D0%A1/%D0%A1%D1%82%D1%80%D0%B0%D1%82%D0%B5%D0%B3%D0%B8%D1%8F_%D0%9F%D0%9D_3.1/%D0%A1%D1%82%D1%80%D0%B0%D1%82%D0%B5%D0%B3%D0%B8%D1%8F_%D0%9F%D0%9D_3.1_FINAL%20-%20%D0%B7%D0%B0%20%D1%81%D0%B0%D0%B9%D1%82%D0%B0.docx#_ftnref13" title="">[13]</a> UNESCO. 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(2023). <i>Artificial intelligence tools and their responsible use in higher education learning and teaching</i>. <a href="https://www.eua.eu/downloads/publications/position_ai%20in%20lt.pdf">https://www.eua.eu/downloads/publications/position_ai%20in%20lt.pdf</a></p> </div> <div> <p><a href="file:///D:/%D0%A3%D0%9D%D0%A1%D0%A1/%D0%A1%D1%82%D1%80%D0%B0%D1%82%D0%B5%D0%B3%D0%B8%D1%8F_%D0%9F%D0%9D_3.1/%D0%A1%D1%82%D1%80%D0%B0%D1%82%D0%B5%D0%B3%D0%B8%D1%8F_%D0%9F%D0%9D_3.1_FINAL%20-%20%D0%B7%D0%B0%20%D1%81%D0%B0%D0%B9%D1%82%D0%B0.docx#_ftnref21" title="">[21]</a> United Nations. (2024). <i>Artificial Intelligence in Education</i>. Report of the Special Rapporteur on the right to education, Farida Shaheed, A/79/520. Agenda item 71 (b) of the Seventy-ninth session of the General Assembly. <a href="https://docs.un.org/en/A/79/520">https://docs.un.org/en/A/79/520</a></p> </div> </div> УНСС Fri, 26 Dec 2025 17:15:48 GMT http://departments.unwe.bg/soc/bg/pages/28925/from-rss.html <p></p> <p>&nbsp;</p> <p>&nbsp;</p> УНСС Tue, 23 Dec 2025 21:32:49 GMT http://departments.unwe.bg/soc/bg/pages/7781/from-rss.html <div></div> <div><img src="/uploads/Department/soc_dc1a0_plakat%2040%20god%20Ikonomicheska%20sociologoq.jpg" alt="soc_dc1a0_plakat 40 god Ikonomicheska sociologoq.jpg" title="soc_dc1a0_plakat 40 god Ikonomicheska sociologoq.jpg" style="float: right;" width="300" height="424"></div> <div></div> <div></div> <div class="WordSection1"><b>ОРГАНИЗАЦИОНЕН КОМИТЕТ НА ЮБИЛЕЙНА НАУЧНА КОНФЕРЕНЦИЯ &bdquo;ИКОНОМИЧЕСКА СОЦИОЛОГИЯ 4.0&ldquo;</b><br> <p><b>&nbsp;</b></p> <p><b>Доц. д-р Андрей Нончев</b></p> <p>Председател на Организационния комитет и ръководител на катедра &bdquo;Икономическа социология&ldquo;</p> <p><b>Доц. д-р Мария Стоянова</b></p> <p>Катедра &bdquo;Икономическа социология&ldquo;</p> <p>и зам. декан на Общоикономически факултет</p> <p><b>Гл. ас. д-р Михаела Мишева</b></p> <p>Научен секретар на катедра &bdquo;Икономическа социология&ldquo;</p> <p><b>Гл. ас. д-р Георги Петрунов</b></p> <p>Катедра &bdquo;Икономическа социология&ldquo;</p> <p><b>Ас. д-р Тодорка Кинева</b></p> <p>Катедра &bdquo;Икономическа социология&ldquo;</p> <p>&nbsp;</p> <p>Форумът бе под патронажа на ректора на университета проф. д.ик.н. Стати Статев и в работата му участваха учени от УНСС, СУ &bdquo;Св. Климент Охридски&ldquo;, ЮЗУ &bdquo;Неофит Рилски&ldquo; &ndash; Благоевград, Медицинския университет &ndash; Плевен, ПУ &bdquo;Паисий Хилендарски&ldquo;, Академията на МВР, Института за изследване на обществата и знанието - БАН, Технологичния образователен институт на Тесалия, Гърция, и др.</p> </div> <div class="WordSection1"> <p>Ректорът на УНСС проф. д. ик. н. Стати&nbsp; Статев награди катедрата с възпоменателен медал &bdquo;Проф. Стефан Бобчев &ndash; основател и първи ректор на УНСС&ldquo; за постиженията в учебната и научноизследователската дейност и по случай нейната 40-годишнина.</p> <p>По случай юбилея катедрата получени поздравителни адреси от:</p> <ul> <li>Ректорa на УНСС проф. д.ик.н. Стати Статев</li> <li>Декана на ОИФ доц. Д-р Лилия Йотова</li> <li>Инстит за изследване на обществата и знанието на БАН</li> <li>Съюз на учените в България</li> <li>Катедра &bdquo;Политология&ldquo; в УНСС</li> <li>Катедра &bdquo;Социология&ldquo; на ЮЗУ</li> <li>Катедра &bdquo;Философия, история и социология&ldquo;&nbsp; при Стопанска академия &bdquo;Д. А. Ценов&ldquo;, Свищов</li> <li>Клуб на социолога в УНСС</li> </ul> <p>&nbsp;<b>&nbsp; &nbsp; &nbsp;&nbsp;</b></p> <p><b></b><b>ПАНЕЛНИ СЕСИИ</b></p> <p>Заявилите интерес към конференцията колеги участваха в десет паралелни дискусионни панела, а два от тях под надслов &bdquo;Икономическа социология 4.0: новото поколение &ldquo; бяха посветени на студентите и докторантите заявили интерес към темата. Панелите бяха паралелни, поради големия брой заявили интерес, което позволи динамика и атмосфера на колегиалност на научния форум. Колеги от над десет университета и научни звена се включиха в дискусиите.</p> </div> <p>Панелите бяха структурирани според тематичното направление, но и така че да има представители на различни институции и гледни точки, с цел да се създаде реална научна дискусия. Докладите бяха ограничени до 10 минутни презентации. Всички участници с доклади получиха сертификати за участие.</p> <p>По време на кафе паузите на гостите беше представен том 2-3 на &bdquo;Научни трудове на УНСС&ldquo; от 2015 г. посветен на 40 години от създаването на катедра &bdquo;Икономическа социология&ldquo; с 18 научни студии на преподаватели в катедрата. Изложени бяха и книги на колеги и издания на Клуба на социолога в УНСС.</p> <p>Докладите от конференцията, приети за публикуване са издадени в сборник с редакционна колегия и ISBN 978-954-644-872-9.</p> <p><b>&nbsp;</b></p> <p>&nbsp;</p> <p>&nbsp;</p> УНСС Tue, 23 Dec 2025 21:30:24 GMT http://departments.unwe.bg/soc/bg/pages/16899/from-rss.html <p>&bdquo;Вече за трети път честваме Деня на доброволеца в/от УНСС. Този факт говори, че обучението по доброволчество е утвърдена социална иновация и символен знак за високата социална отговорност на нашия университет пред обществото. Днешният Ден на доброволеца в/от УНСС ще остане паметен с това, че се провежда на 21 ноември - Деня на християнското семейство и на младежта, и е посветен на две забележителни годишнини: приемането на нашия университет за член в Българската мрежа на Глобалния договор на ООН (2018 г.) и вековния юбилей на УНСС през 2020 г.&ldquo; заяви проф. д-р Мария Стоянова от катедра &bdquo;Икономическа социология&ldquo;, която откри събитието.&nbsp; Тя посочи, че &bdquo;нито първият, нито вторият, нито третият формат на Деня на доброволеца нямаше да са възможни без човешката и институционалната подкрепа на ректора на нашия университет проф. д.ик.н. Стати Статев&rdquo;.</p> <table border="0" align="center"> <tbody> <tr> <td><a href="http://unwe.bg/Uploads/Main/a6f8c_11.jpg"><img src="http://unwe.bg/Uploads/Main/a6f8c_11.jpg" width="420" height="281"></a></td> </tr> <tr> <td> <p align="center"><i>Проф. Мария Стоянова</i></p> </td> </tr> </tbody> </table> <p>Специални гости на тържеството бяха изпълнителният директор на Агенцията за хората с увреждания г-н Минчо Коралски, доц. д-р Саша Тодорова, председател на секция &bdquo;Социологически науки&rdquo; на Съюза на учените в България, доц. д-р Божидар Ивков от Института за изследване на обществата и знанието, г-жа Таня Димитрова, преподавател по жестови език в Образователния център &bdquo;Яника&rdquo;. За приноса си в обучението и реализацията на доброволческата кауза на нашия университет те бяха удостоени със сертификат и званието &bdquo;Доброволец в/от УНСС&rdquo;.</p> <p>В знак на признателност проф. Статев получи сертификат &bdquo;Доброволец в/от УНСС&rdquo; №1 и благодарствено писмо, в което се посочва: &bdquo;От името на доброволците &ndash; студенти, докторанти и преподаватели, изказваме благодарност за Вашата безрезервна отдаденост на университета и на академичната наука; за това, че превърнахте доброволчеството в политика на нашия университет, насочена към студентите и докторантите, които се нуждаят от подкрепяща среда; за това, че допринасяте за изграждане на социално отговорно поведение на всеки от нас; за това, че включихте университета ни в Българската мрежа на Глобалния договор на ООН за утвърждаване на колективната и корпоративната социална отговорност; за това, че чрез обучение на студенти и докторанти по доброволчество възстановихте традицията на студентското доброволчество отпреди 90 години; за това, че от 2013 г. утвърдихте честване на Ден на доброволеца в/от УНСС и преди всичко за това, че сте добър човек, а както казва Петър Дънов: &bdquo;Добрият човек е всякога добър и нищо в света не може да го опетни.&rdquo;<span><i></i></span></p> <p>Освен със слово<span><i>&nbsp;</i></span>доброволците изразиха благодарността си и със символния знак на жестовия език, който научиха по време на&nbsp; обучението.</p> <table border="0" align="center"> <tbody> <tr> <td><a href="http://unwe.bg/Uploads/Main/a6f8c_12.jpg"><img src="http://unwe.bg/Uploads/Main/a6f8c_12.jpg" width="420" height="281"></a></td> </tr> <tr> <td> <p align="center"><i>Проф. Стоянова връчва сертификат на проф. Статев</i></p> </td> </tr> </tbody> </table> <p>Проф. Статев благодари и се обърна&nbsp; към доброволците с думите: &bdquo;Доброволчеството е вид култура. Превърна се в политика на нашия университет, насочена към студентите и докторантите, които имат вродено или придобито увреждане и се нуждаят от подкрепяща среда. През тази и следващите години предстои да се разширява доброволческата дейност в университета. УНСС стана член на Българската мрежа на Глобалния договор на ООН и приносът на нашия университет в доброволческа дейност ще бъде отразен в доклада на ООН&rdquo;. Ректорът пожела на доброволците да са живи, здрави и удовлетворени от доброволческата кауза, на която са се посветили, и предложи да се изработят специални значки с надпис &bdquo;Доброволец в/от УНСС&rdquo;.</p> <p>Г-н Минчо Коралски поздрави доброволците и сподели, че целият му съзнателен живот, в т.ч. като&nbsp; депутат, и&nbsp; особено като социален министър,&nbsp; е посветен на доброволческата кауза. Според него обучението на доброволците трябва да започне от най-ранна възраст. Доброто и правенето на добро трябва да са доминанти във възпитанието и обучението на децата и младежите. Грижата за другия, любовта към другия, готовността за помощ и взаимопомощ, за работа в екип са ценности, за усвояването на които носят отговорност едновременно родителите, учителите, преподавателите, обществото като цяло.</p> <table border="0" align="center"> <tbody> <tr> <td><a href="http://unwe.bg/Uploads/Main/a6f8c_13.jpg"><img src="http://unwe.bg/Uploads/Main/a6f8c_13.jpg" width="420" height="281"></a></td> </tr> <tr> <td> <p align="center"><i>Сертификат за г-н Минчо Коралски</i></p> </td> </tr> </tbody> </table> <p>&bdquo;Смятам, че днес в обществото се насажда материалното като доминанта в живота и се загърбва социалното и моралното. Либералното&nbsp; разбиране на социалните разходи като щети за обществото, а не като инвестиция е вредно и пагубно. Отдавна е време тази идеологема да бъде погребана. Пожелавам на всички Вас, млади&nbsp; доброволци, да сте живи и здрави и да се отдадете на&nbsp; доброволческата дейност безрезервно. С вас и вашето дело добрите&nbsp; хора ще се&nbsp; увеличават, а това е за доброто на&nbsp; България. Предлагам да се срещнем отново на една публична лекция на тема &bdquo;Социални инвестиции и/или социални разходи&rdquo;. Благодаря за сертификата, за срещата с вас и за това, че съм &nbsp;част от доброволците в/от УНСС&rdquo;, заяви г-н Коралски.</p> <p>Доц. д-р Саша Тодорова прочете поздравителен адрес на Съюза на&nbsp; учените в&nbsp; България (СУБ), в който се посочва, че социологическата общност, организирана от СУБ, подкрепя честването на Деня на доброволеца в/от УНСС: &nbsp;&bdquo;Тази дълбоко хуманна дейност е иновативна по своята същност и усилията, които организаторите на инициативата са положили за развитието на доброволчеството сред своите възпитаници, е инвестиция за по-доброто бъдеще на България. Знаем, че съвместните усилия на преподаватели и студенти ще допринесе ползи при създаването и поддържането на реално искани условия на съпричастност към нуждаещите се от безкористна помощ. Затова вие, доброволците в/от УНСС, бъдете пример за подражание на поколенията след вас&rdquo;.</p> <table border="0" align="center"> <tbody> <tr> <td><a href="http://unwe.bg/Uploads/Main/a6f8c_14.jpg"><img src="http://unwe.bg/Uploads/Main/a6f8c_14.jpg" width="420" height="281"></a></td> </tr> <tr> <td> <p align="center"><i>Доц. Саша Тодорова също получи сертификат</i></p> </td> </tr> </tbody> </table> <p>Общо 38 студенти от ОКС &bdquo;бакалавър&rdquo; и ОКС &bdquo;магистър&rdquo; и 3 докторанти от специалностите &bdquo;Социология&rdquo;, &bdquo;Икономическа социология и психология&rdquo;, &bdquo;Социални изследвания, анализи и проекти&rdquo;, &bdquo;Макроикономика&rdquo;, &bdquo;Политическа икономия&rdquo; и &bdquo;Икономика&rdquo; получиха сертификати за доброволци в/от УНСС.</p> <p>Новите доброволци бяха наградени от ректора с кратък курс на обучение по жестомимичен език.</p> <p>Проф. Статев и Минчо Коралски връчиха сертификатите на новите доброволци в/от УНСС&nbsp;<i>(</i><i>на снимките долу</i>).</p> <table border="0" align="center"> <tbody> <tr> <td><a href="http://unwe.bg/Uploads/Main/a6f8c_15.jpg"><img src="http://unwe.bg/Uploads/Main/a6f8c_15.jpg" width="420" height="281"></a></td> </tr> </tbody> </table> <table border="0" align="center"> <tbody> <tr> <td><a href="http://unwe.bg/Uploads/Main/a6f8c_16.jpg"><img src="http://unwe.bg/Uploads/Main/a6f8c_16.jpg" width="420" height="281"></a></td> </tr> </tbody> </table> <table border="0" align="center"> <tbody> <tr> <td><a href="http://unwe.bg/Uploads/Main/a6f8c_17.jpg"><img src="http://unwe.bg/Uploads/Main/a6f8c_17.jpg" width="420" height="281"></a></td> </tr> <tr> <td> <p align="center"><i>Доброволците в/от УНСС</i></p> </td> </tr> </tbody> </table> <p><i>Доброволчеството в УНСС е традиция и иновация.</i></p> <p><i>Традиция, защото води началото си още от времето на Свободния университет (1920 - 1923</i><i>&nbsp;</i><i>г.), когато се създава първото студентско доброволческо&nbsp; дружество в България.</i></p> <p><i>Иновация, защото след близо 90 години, чрез реализацията на университетски проект (2012 - 2013</i><i>&nbsp;</i><i>г.), ръководен от проф. д-р Мария Стоянова, традицията на студентското доброволчество беше възстановена. През 2013 г. ръководството на университета обяви честване на Ден на доброволеца в/от УНСС. Създаде се ново студентско дружество на доброволци. В него се включиха 57 студенти от различни специалности, преминали обучение по доброволчество, успешно положили изпит и получили сертификат &bdquo;Доброволец в/от УНСС&rdquo;. През 2016 г. за втори път беше проведен Ден на доброволеца в/от УНСС и нови 46 студенти се включиха в студентското доброволчество</i>.</p> <p>Снимки от награждаването на доброволците:</p> <p><img src="/uploads/Department/soc_34113_DSC_0218.JPG" alt="soc_34113_DSC_0218.JPG" title="soc_34113_DSC_0218.JPG" width="700" height="468"></p> <p><img src="/uploads/Department/soc_34113_DSC_0221.JPG" alt="soc_34113_DSC_0221.JPG" title="soc_34113_DSC_0221.JPG" width="700" height="468"></p> <p><img src="/uploads/Department/soc_34113_DSC_0228.JPG" alt="soc_34113_DSC_0228.JPG" title="soc_34113_DSC_0228.JPG" width="700" height="468"></p> <p><img src="/uploads/Department/soc_34113_DSC_0232.JPG" alt="soc_34113_DSC_0232.JPG" title="soc_34113_DSC_0232.JPG" width="700" height="468"></p> <p><img src="/uploads/Department/soc_34113_DSC_0236.JPG" alt="soc_34113_DSC_0236.JPG" title="soc_34113_DSC_0236.JPG" width="700" height="468"></p> <p><img src="/uploads/Department/soc_fa068_DSC_0240.JPG" alt="soc_fa068_DSC_0240.JPG" title="soc_fa068_DSC_0240.JPG" width="700" height="468"></p> <p><img src="/uploads/Department/soc_fa068_DSC_0242.JPG" alt="soc_fa068_DSC_0242.JPG" title="soc_fa068_DSC_0242.JPG" width="700" height="468"></p> <p><img src="/uploads/Department/soc_fa068_DSC_0245.JPG" alt="soc_fa068_DSC_0245.JPG" title="soc_fa068_DSC_0245.JPG" width="700" height="468"></p> <p><img src="/uploads/Department/soc_fa068_DSC_0248.JPG" alt="soc_fa068_DSC_0248.JPG" title="soc_fa068_DSC_0248.JPG" width="700" height="468"></p> <p><img src="/uploads/Department/soc_fa068_DSC_0251.JPG" alt="soc_fa068_DSC_0251.JPG" title="soc_fa068_DSC_0251.JPG" width="700" height="468"></p> <p><img src="/uploads/Department/soc_fa068_DSC_0254.JPG" alt="soc_fa068_DSC_0254.JPG" title="soc_fa068_DSC_0254.JPG" width="700" height="468"></p> <p><img src="/uploads/Department/soc_c47fe_DSC_0257.JPG" alt="soc_c47fe_DSC_0257.JPG" title="soc_c47fe_DSC_0257.JPG" width="700" height="468"></p> <p><img src="/uploads/Department/soc_c47fe_DSC_0260.JPG" alt="soc_c47fe_DSC_0260.JPG" title="soc_c47fe_DSC_0260.JPG" width="700" height="468"></p> <p><img src="/uploads/Department/soc_c47fe_DSC_0266.JPG" alt="soc_c47fe_DSC_0266.JPG" title="soc_c47fe_DSC_0266.JPG" width="700" height="468"></p> <p><img src="/uploads/Department/soc_c47fe_DSC_0263.JPG" alt="soc_c47fe_DSC_0263.JPG" title="soc_c47fe_DSC_0263.JPG" width="700" height="468"></p> <p><img src="/uploads/Department/soc_c47fe_DSC_0270.JPG" alt="soc_c47fe_DSC_0270.JPG" title="soc_c47fe_DSC_0270.JPG" width="700" height="468"></p> <p><img src="/uploads/Department/soc_c47fe_DSC_0272.JPG" alt="soc_c47fe_DSC_0272.JPG" title="soc_c47fe_DSC_0272.JPG" width="700" height="468"></p> <p><img src="/uploads/Department/soc_6c948_DSC_0276.JPG" alt="soc_6c948_DSC_0276.JPG" title="soc_6c948_DSC_0276.JPG" width="700" height="468"></p> <p><img src="/uploads/Department/soc_6c948_DSC_0279.JPG" alt="soc_6c948_DSC_0279.JPG" title="soc_6c948_DSC_0279.JPG" width="700" height="468"></p> <p><img src="/uploads/Department/soc_6c948_DSC_0284.JPG" alt="soc_6c948_DSC_0284.JPG" title="soc_6c948_DSC_0284.JPG" width="700" height="468"></p> <p><img src="/uploads/Department/soc_6c948_DSC_0287.JPG" alt="soc_6c948_DSC_0287.JPG" title="soc_6c948_DSC_0287.JPG" width="700" height="468"></p> <p><img src="/uploads/Department/soc_6c948_DSC_0288.JPG" alt="soc_6c948_DSC_0288.JPG" title="soc_6c948_DSC_0288.JPG" width="700" height="468"></p> <p><img src="/uploads/Department/soc_6c948_DSC_0294.JPG" alt="soc_6c948_DSC_0294.JPG" title="soc_6c948_DSC_0294.JPG" width="700" height="468"></p> <p><img src="/uploads/Department/soc_8dbea_DSC_0297.JPG" alt="soc_8dbea_DSC_0297.JPG" title="soc_8dbea_DSC_0297.JPG" width="700" height="468"></p> <p><img src="/uploads/Department/soc_8dbea_DSC_0302.JPG" alt="soc_8dbea_DSC_0302.JPG" title="soc_8dbea_DSC_0302.JPG" width="700" height="468"></p> <p><img src="/uploads/Department/soc_8dbea_DSC_0303.JPG" alt="soc_8dbea_DSC_0303.JPG" title="soc_8dbea_DSC_0303.JPG" width="700" height="468"></p> <p><img src="/uploads/Department/soc_8dbea_DSC_0309.JPG" alt="soc_8dbea_DSC_0309.JPG" title="soc_8dbea_DSC_0309.JPG" width="700" height="468"></p> <p><img src="/uploads/Department/soc_8dbea_DSC_0317.JPG" alt="soc_8dbea_DSC_0317.JPG" title="soc_8dbea_DSC_0317.JPG" width="700" height="468"></p> УНСС Tue, 23 Dec 2025 20:07:39 GMT http://departments.unwe.bg/soc/bg/pages/8629/from-rss.html <p>През <strong>2021</strong> г. Националната агенция за оценка и акредитация оцени с 9,06 за бакалавър и магистър и 9.12 за доктор на специалност "Социология" в УНСС!.</p> <p><img 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" alt="" style="display: block; margin-left: auto; margin-right: auto;"></p> <p></p> <hr> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">През <strong>2015</strong> г. Националната агенция за оценка и акредитация възнагради нашите усилия през последните шест години и оцени с&nbsp;<strong>9,03 за бакалавър&nbsp;и магистър и 9,1 - за докт</strong></span><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"><strong>ор на специ</strong></span><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"><strong>алност "Социология" в УНСС! <br></strong></span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"><img src="/uploads/Department/soc_0d485_Bakalavur_MagisturNAOA-page-003.jpg" alt="soc_0d485_Bakalavur_MagisturNAOA-page-003.jpg" title="soc_0d485_Bakalavur_MagisturNAOA-page-003.jpg" style="float: right;" width="250" height="193"></span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"><strong>Благодарим на всички наши колеги в УНСС, социологическата общн</strong></span><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"><strong>о</strong></span><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"><strong>ст, партньорите ни в стажовете, на нашите суденти, докторанти и преподаватели! <br></strong></span></p> УНСС Tue, 23 Dec 2025 19:58:25 GMT http://departments.unwe.bg/soc/bg/pages/14453/from-rss.html <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"><br></span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Катедра &bdquo;Икономическа социология&rdquo; има сключени рамкови договори за стажантски програми с:</span></p> <ul> <li><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Главна прокуратура на Р България</span></li> </ul> <ul> <li><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Българска социологическа асоциация</span></li> </ul> <ul> <li><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Институт по философия и социология при БАН</span></li> </ul> <ul> <li><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Изследователски център &bdquo;Тренд&ldquo;</span></li> <li><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Национална мрежа за децата</span></li> </ul> УНСС Tue, 23 Dec 2025 19:50:37 GMT http://departments.unwe.bg/soc/bg/pages/2992/from-rss.html <p><img src="/uploads/Department/soc_d0164_klub.JPG" alt="soc_d0164_klub.JPG" title="soc_d0164_klub.JPG" style="float: right;" width="450" height="335"></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"><br></span></p> <p><span style="font-family: Arial; font-size: small;">Клубът се управлява от председател и зам. председател. В него членуват студенти от спец. Социология и спец. Икономическа социология и психология.</span></p> <p><span style="font-family: Arial; font-size: small;">Реализирал е многобройни инициативи като конференции, дискусии, научни проекти, ръководени от преподаватели на катедрата.&nbsp;</span></p> <p></p> <p><span style="font-family: Arial; font-size: small;"><strong>Ръководство на Клуба за периода 2025-2027 г.:</strong></span></p> <p><span style="font-family: Arial; font-size: small;">- Председател - <strong>Михаела Хазърбасанова</strong>, сп. Социология</span></p> <p><span style="font-family: Arial; font-size: small;">- Зам.-председател - <strong>Йоана Василева</strong>, спец. Социология</span></p> <p><span style="font-family: Arial; font-size: small;">-&nbsp;Секретар - <strong>Метин Шахин</strong>,&nbsp;спец. Социология<strong></strong></span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"><strong><em><span style="color: #000080;"><br></span></em></strong></span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"><a href="%20https://www.facebook.com/groups/139366422874/"><br></a></span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"><br></span></p> УНСС Tue, 23 Dec 2025 19:25:51 GMT http://departments.unwe.bg/soc/bg/pages/6567/from-rss.html <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"><br></span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Катедра "Икономическа социология" се стреми да актуализира учебните си планове с цел да повиши качеството на обучението, което предлага и да отговори на предизвикателствата пред студентите, избрали специалност "Икономическа социология и психология" или специалност "Социология".</span></p> УНСС Mon, 17 Nov 2025 03:38:13 GMT http://departments.unwe.bg/soc/bg/pages/8528/from-rss.html <p><strong><span style="font-size: medium;"><br></span></strong></p> <p></p> <p><span style="font-size: medium;"><b><span style="text-decoration: underline;">ОКС &bdquo;БАКАЛАВЪР&rdquo;</span></b></span></p> <p><span style="font-family: arial,helvetica,sans-serif;"><strong><span style="font-size: medium;">Специалност &ldquo;Социология&rdquo;</span></strong></span></p> <p><span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: medium;"><span style="font-size: medium;">Първи курс&nbsp;<span>&ndash;</span>&nbsp;<strong><a href="https://blogs.unwe.bg/pparvanov/">ас. д-р Първан Симеонов</a></strong></span></span></span></p> <p><span style="font-size: medium; font-family: arial,helvetica,sans-serif;">Втори курс&nbsp;<span>&ndash;&nbsp;<strong><span style="font-family: arial,helvetica,sans-serif;"><span style="font-size: medium;"><span style="font-size: medium;"><a href="http://blogs.unwe.bg/nyanev">ас. д-р Николай Янев</a></span></span></span></strong></span> <br></span></p> <p><span style="font-size: medium; font-family: arial,helvetica,sans-serif;">Трети курс&nbsp;<span>&ndash;</span>&nbsp;<strong><span style="font-size: medium; font-family: arial,helvetica,sans-serif;"><a href="http://blogs.unwe.bg/mmisheva">доц. д-р Михаела Мишева</a></span></strong><span style="font-size: medium;"></span></span></p> <p><span style="font-size: medium; font-family: arial,helvetica,sans-serif;">Четвърти курс&nbsp;<span>&ndash;</span>&nbsp;<strong><span style="font-size: medium; font-family: arial,helvetica,sans-serif;"><a href="http://blogs.unwe.bg/marietahristova"><span style="font-size: medium; font-family: arial,helvetica,sans-serif;"><span style="font-size: xx-small;"><span style="font-size: medium;">гл. ас. д-р Мариета Христова</span></span></span></a></span></strong></span></p> <p><span style="font-size: medium; font-family: arial,helvetica,sans-serif;"><br></span></p> <p><span style="font-family: arial,helvetica,sans-serif;"><strong><span style="font-size: medium;">Специалност &ldquo;Икономическа социология и психология&rdquo;</span></strong></span></p> <p><span style="font-size: medium; font-family: arial,helvetica,sans-serif;"><span style="font-size: medium;"><span style="font-size: medium; font-family: arial,helvetica,sans-serif;">Първи курс&nbsp;<span>&ndash;</span>&nbsp;</span></span></span><a href="https://blogs.unwe.bg/medarov/"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><span style="font-size: medium; font-family: arial,helvetica,sans-serif;"><span style="font-size: medium;"></span></span></span></a><span style="font-family: Arial; font-size: medium;"><strong><a href="http://blogs.unwe.bg/mbrestnichka">гл. ас. д-р Мария Брестничка</a>&nbsp;</strong></span></p> <p><span style="font-size: medium;">Втори курс &ndash; <strong><a href="https://blogs.unwe.bg/medarov/"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">ас. д-р Георги Медаров</span></a></strong></span></p> <p><span style="font-size: medium;">Трети курс &ndash;&nbsp;<strong><span style="font-size: medium;"><a href="https://blogs.unwe.bg/dnikova/">доц. д-р Донка Никова</a></span></strong></span></p> <p><span style="font-size: medium; font-family: arial,helvetica,sans-serif;"><span style="font-size: medium;">Четвърти курс&nbsp;<span>&ndash;</span>&nbsp;<a href="https://blogs.unwe.bg/drdraganov/"><span style="font-size: medium;"><strong>гл. ас. д-р Драгомир Драганов</strong></span></a></span></span></p> <p><span style="font-size: medium; font-family: arial,helvetica,sans-serif;"><br style="font-size: medium; font-family: arial,helvetica,sans-serif;"></span></p> УНСС Tue, 04 Nov 2025 11:00:13 GMT http://departments.unwe.bg/soc/bg/pages/10482/from-rss.html <p align="center"><b><br></b></p> <p align="center"><b><br></b></p> <p align="center"><b><br></b></p> <p align="center"><b>РЕГЛАМЕНТ ЗА ПРОВЕЖДАНЕ НА</b></p> <p align="center"><b>НАЦИОНАЛЕН КОНКУРС ЗА ЕСЕ НА СОЦИАЛНО-ИКОНОМИЧЕСКА ТЕМА</b></p> <p align="center"><b>ЗА ПРИЕМ В </b></p> <p align="center"><b>СПЕЦИАЛНОСТ &bdquo;СОЦИОЛОГИЯ&rdquo;</b><b> </b><b>В УНСС</b></p> <p>&nbsp;</p> <p>1. Конкурсът за есе е за прием в ОКС &bdquo;Бакалавър&ldquo;, професионално направление &bdquo;Социология, антропология и науки за културата&ldquo;, специалност&nbsp; &bdquo;Социология&ldquo;.</p> <p>2. В конкурса могат да участват ученици, завършващи средно образование през учебната 2025-2026 (ученици в 12 клас).</p> <p>3. На първенците от конкурса се признава оценка "отличен (6)" за резултат от конкурсен изпит в УНСС за професионално направление &bdquo;Социология, антропология и науки за културата&ldquo;, специалност &bdquo;Социология&ldquo;.</p> <p>4. Участниците в конкурса разработват есе съгласно &bdquo;<a href="https://www.unwe.bg/Uploads/Main/cc4b3_%D0%9A%D0%A1%D0%9A%202025-2026%20-%20%D0%A3%D0%BA%D0%B0%D0%B7%D0%B0%D0%BD%D0%B8%D1%8F%20%D0%B7%D0%B0%20%D1%80%D0%B0%D0%B7%D1%80%D0%B0%D0%B1%D0%BE%D1%82%D0%B2%D0%B0%D0%BD%D0%B5%20%D0%BD%D0%B0%20%D0%B5%D1%81%D0%B5.docx">Указания за разработване на есе на социално-икономическа тема</a>&ldquo; (вж. &bdquo;Указания за разработване на есе на социално-икономическа тема&rdquo;, качени <a href="https://www.unwe.bg/Uploads/Main/cc4b3_%D0%9A%D0%A1%D0%9A%202025-2026%20-%20%D0%A3%D0%BA%D0%B0%D0%B7%D0%B0%D0%BD%D0%B8%D1%8F%20%D0%B7%D0%B0%20%D1%80%D0%B0%D0%B7%D1%80%D0%B0%D0%B1%D0%BE%D1%82%D0%B2%D0%B0%D0%BD%D0%B5%20%D0%BD%D0%B0%20%D0%B5%D1%81%D0%B5.docx">тук</a>), приети от Ректорския съвет на УНСС.</p> <p>5. Конкурсът се провежда в два кръга. Подаването на есета за участие в първи кръг приключва на 31.03.2026 г. Подаването на есета за участие във втори кръг завършва на 31.05.2026 г.</p> <p>6. Участието в първи кръг не изключва възможност за участие във втория.</p> <p>7. Темите за разработване на есе за участие в Национален конкурс за есе на социално-икономическа тема '2026 са:</p> <p style="padding-left: 60px;"><b>1.&nbsp;&nbsp;За образованието като ценност и за ценността на образованието.</b></p> <p style="padding-left: 60px;"><b>2.&nbsp;&nbsp;Накъде върви България?</b></p> <p>8. Кандидатите избират една от посочените теми, по която разработват есе.</p> <p>9. Есетата се изпращат чрез попълнен формуляр на електронен адрес: <a href="mailto:esociology40@unwe.bg">esociology50@unwe.bg</a> за първия кръг до 31.03.2026 г., за втория кръг до 31.05.2026 г.</p> <p>10. Участниците в конкурса трябва да изпратят заедно с есето подписана и сканирана декларация (образец на декларацията е качена <a href="https://departments.unwe.bg/soc/bg/pages/10485/%d1%83%d0%ba%d0%b0%d0%b7%d0%b0%d0%bd%d0%b8%d1%8f-%d0%b7%d0%b0-%d1%80%d0%b0%d0%b7%d1%80%d0%b0%d0%b1%d0%be%d1%82%d0%b2%d0%b0%d0%bd%d0%b5-%d0%bd%d0%b0-%d0%b5%d1%81%d0%b5-%d0%b8-%d1%84%d0%be%d1%80%d0%bc%d1%83%d0%bb%d1%8f%d1%80-%d0%b7%d0%b0-%d1%83%d1%87%d0%b0%d1%81%d1%82%d0%b8%d0%b5.html">тук</a>), че завършват средното си образование през учебната 2025/2026 г. и да посочат училището, в което се обучават.</p> <p>11. Оценяването на есетата се извършва от комисия по предложение на Катедрения съвет на катедра "Икономическа социология", утвърдена от заместник-ректора по учебната дейност.</p> <p>12. Комисията оценява всички изпратени есета по критерии:</p> <ul> <li>ясно формулирана авторова теза в съответствие с избраната тема;</li> <li>целенасочена и задълбочена аргументация;</li> <li>структурираност на изложението;</li> <li>стилова и езикова грамотност.</li> </ul> <p>13. Комисията изготвя протокол за резултатите от оценяването и предложения за съставяне на предварителен списък на първенците в конкурса в срок до 20.04.2026 г. - за участниците в първи кръг, и до 20.06.2026 г. &ndash; за участвалите във втори кръг.</p> <p>14. Резултатите от конкурса се публикуват на страницата на УНСС.</p> <p>15. На първенците в конкурса се издава сертификат с резултата от конкурса за признаване на оценка "отличен (6)" за резултат от конкурсен изпит в УНСС за професионално направление &bdquo;Социология, антропология и науки за културата&ldquo;, специалност &bdquo;Социология&rdquo;.</p> <p>16. Сертификатът се представя от кандидат-студента при подаване на документи за класиране в УНСС.</p> <p>17. Включването в конкурса не ограничава възможностите за участие в предварителните и редовната кандидатстудентски кампании на УНСС.</p> <p>18. Ако кандидатите желаят да кандидатстват и за други специалности, могат да участват в класирането по реда, установен от&nbsp; Правилника за прием на студенти в ОКС &bdquo;Бакалавър&rdquo; в УНСС.</p> <p>19. По условията на Регламента за провеждане на Национален конкурс за есе на социално-икономическа тема и в съответствие с Правилник за приемане на студенти в ОКС &bdquo;Бакалавър&rdquo; в УНСС през учебната 2026-2027 г. нямат право да участват в Националния конкурс:</p> <ul> <li>чуждестранни граждани от страни извън ЕС;</li> <li>лица, които излежават присъди към началото на учебната година.</li> </ul> <p>20. Първенците в конкурса, на които е издаден сертификат, не се освобождават от такси при кандидатстване и от задължението да подадат документи за участие в класирането, към които прилагат получения сертификат с призната оценка "отличен (6)" от кандидатстудентски изпит.</p> <p class="ListParagraph">&nbsp;</p> УНСС Tue, 14 Oct 2025 07:16:02 GMT http://departments.unwe.bg/soc/bg/pages/10481/from-rss.html <p><strong><span><br></span></strong></p> <p><span style="font-size: medium;"><strong>За учебната 2026/2027 година&nbsp;приемът на студенти&nbsp;в ОКС &bdquo;Бакалавър&ldquo; в &nbsp;Университета за национално и световно стопанство е по СПЕЦИАЛНОСТИ.</strong></span></p> <p><span style="font-size: medium;"><strong>ПРИЕМЪТ В СПЕЦИАЛНОСТ<a href="http://departments.unwe.bg/soc/bg/pages/6569/%d0%ba%d0%b2%d0%b0%d0%bb%d0%b8%d1%84%d0%b8%d0%ba%d0%b0%d1%86%d0%b8%d0%be%d0%bd%d0%bd%d0%b0-%d1%85%d0%b0%d1%80%d0%b0%d0%ba%d1%82%d0%b5%d1%80%d0%b8%d1%81%d1%82%d0%b8%d0%ba%d0%b0-%d0%bd%d0%b0-%d1%81%d0%bf%d0%b5%d1%86%d0%b8%d0%b0%d0%bb%d0%bd%d0%be%d1%81%d1%82-%d0%b8%d0%ba%d0%be%d0%bd%d0%be%d0%bc%d0%b8%d1%87%d0%b5%d1%81%d0%ba%d0%b0-%d1%81%d0%be%d1%86%d0%b8%d0%be%d0%bb%d0%be%d0%b3%d0%b8%d1%8f-%d0%b8-%d0%bf%d1%81%d0%b8%d1%85%d0%be%d0%bb%d0%be%d0%b3.html"> </a><span style="text-decoration-line: underline; color: #800000;"><em>ИКОНОМИЧЕСКА СОЦИОЛОГИЯ И ПСИХОЛОГИЯ</em></span>, НАПРАВЛЕНИЕ "ИКОНОМИКА", ЩЕ СЕ ОСЪЩЕСТВЯВА С ДЗИ (матура), <a href="http://priem.unwe.bg/">ЕПИ</a> ИЛИ УСПЕШНО УЧАСТИЕ В <a href="https://www.unwe.bg/bg/pages/8468/kandidatstudentski.html">КАНДИДАТСТУДЕНТСКИ СЪСТЕЗАНИЯ И КОНКУРСИ ЗА ПРИЕМАНЕ НА СТУДЕНТИ ПРЕЗ УЧЕБНАТА 2026/2027 ГОДИНА</a>.</strong></span></p> <p><span style="font-size: medium;"><b>ПРИЕМЪТ </b><strong>В СПЕЦИАЛНОСТ <span style="text-decoration-line: underline; color: #800000;"><em>СОЦИОЛОГИЯ</em></span>, НАПРАВЛЕНИЕ "СОЦИОЛОГИЯ, АНТРОПОЛОГИЯ И НАУКИ ЗА КУЛТУРАТА", ЩЕ СЕ ОСЪЩЕСТВЯВА С&nbsp;<strong>ДЗИ (матура), </strong> <a href="http://priem.unwe.bg/">ЕПИ</a> ИЛИ СЕРТИФИКАТ ОТ <a href="http://departments.unwe.bg/soc/bg/pages/10550/%D0%BD%D0%B0%D1%86%D0%B8%D0%BE%D0%BD%D0%B0%D0%BB%D0%B5%D0%BD-%D0%BA%D0%BE%D0%BD%D0%BA%D1%83%D1%80%D1%81-%D0%B7%D0%B0-%D0%B5%D1%81%D0%B5.html">Н</a></strong><strong><a href="http://departments.unwe.bg/soc/bg/pages/10550/%D0%BD%D0%B0%D1%86%D0%B8%D0%BE%D0%BD%D0%B0%D0%BB%D0%B5%D0%BD-%D0%BA%D0%BE%D0%BD%D0%BA%D1%83%D1%80%D1%81-%D0%B7%D0%B0-%D0%B5%D1%81%D0%B5.html">АЦИОНАЛЕН КОНКУРС ЗА ЕСЕ НА СОЦИАЛНО-ИКОНОМИЧЕСКА ТЕМА</a>, ОРГАНИЗИРАН ОТ КАТЕДРА "ИКОНОМИЧЕСКА СОЦИОЛОГИЯ".</strong></span></p> <p><span style="font-size: medium;"><strong style="font-family: arial, helvetica, sans-serif; font-size: medium;">На първенците от организираните по решение на Академичния съвет&nbsp;<a href="https://www.unwe.bg/bg/pages/8468/kandidatstudentski.html"><strong>национални състезания и конкурси</strong></a>&nbsp;се признава оценка "отличен (6)" за резултат от конкурсен изпит в УНСС, съгласно регламентите на състезанията.</strong></span></p> <p><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><strong><span style="color: #333333 !important; background-color: white !important;"><br></span></strong></span></p> <p><a href="http://departments.unwe.bg/soc/bg/pages/871/%d0%b8%d1%81%d1%82%d0%be%d1%80%d0%b8%d1%8f.html"><strong>ИСТОРИЯ&nbsp;</strong></a></p> <p><a href="http://departments.unwe.bg/soc/bg/structure/staff"><strong>АКАДЕМИЧЕН СЪСТАВ</strong></a></p> <p><a href="http://departments.unwe.bg/soc/bg/pages/865/%d0%bd%d0%b0%d1%83%d0%ba%d0%b0.html"><b>НАУКА</b></a></p> <p><strong><br></strong></p> <p><img src="/uploads/Department/soc_11f12_zashto4.jpg" alt="soc_11f12_zashto4.jpg" title="soc_11f12_zashto4.jpg" width="500" height="375"></p> УНСС Mon, 13 Oct 2025 10:02:26 GMT http://departments.unwe.bg/soc/bg/pages/10632/from-rss.html <p><span style="font-size: medium;">В Националния конкурс могат да участват кандидат-студенти, завършващи средното си образование през 2025-2026 г.</span></p> <p><span style="font-size: medium;">Темите за разработване на есе за участие в конкурса за 2026 г. са:</span></p> <ul> <li><span style="font-size: medium;">За образованието като ценност и за ценността на образованието</span></li> <li><span style="font-size: medium;">Накъде върви България?</span></li> </ul> <p><span style="font-size: medium;">Националният конкурс се провежда в два кръга, като есетата се изпращат чрез попълнен формуляр и декларация на електронен адрес:&nbsp;esociology50@unwe.bg. Срокът за изпращане на есетата за първия кръг е до 31.03.2026 г., а за втория кръг - до 31.05.2026 г.</span></p> <p><span style="font-size: medium;">Участието в първи кръг не изключва възможност за участие във втория.</span></p> <p><span style="font-size: medium;">Участниците в конкурса трябва да изпратят заедно с есето подписана и сканирана декларация (по образец), че завършват средното си образование през учебната 2025/2026 г. и да посочат училището, в което се обучават.</span></p> <p><span style="font-size: medium;">Оценяването на есетата се извършва от комисия, чийто състав се приема по предложение на Катедрения съвет на катедра Икономическа социология&rdquo; и се утвърждава от заместник-ректора по учебната дейност.</span></p> <p><span style="font-size: medium;">На първенците в Националния конкурс се признава оценка "отличен (6)" за резултат от конкурсен изпит в УНСС за професионално направление&nbsp;"Социология, антропология и науки за културата", специалност "Социология".</span></p> <p><span style="font-size: medium;">Повече информация за Националния конкурс може да намерите в раздел:&nbsp;<a href="https://departments.unwe.bg/soc/bg/pages/10482/%d0%bd%d0%b0%d1%86%d0%b8%d0%be%d0%bd%d0%b0%d0%bb%d0%b5%d0%bd-%d0%ba%d0%be%d0%bd%d0%ba%d1%83%d1%80%d1%81-%d0%b7%d0%b0-%d0%b5%d1%81%d0%b5.html">ПРИЕМ БАКАЛАВРИ / Национален конкурс за есе / Регламент за участие</a>.</span></p> УНСС Mon, 13 Oct 2025 09:56:32 GMT http://departments.unwe.bg/soc/bg/pages/3938/from-rss.html УНСС Mon, 13 Oct 2025 08:35:28 GMT http://departments.unwe.bg/soc/bg/pages/3939/from-rss.html УНСС Mon, 13 Oct 2025 08:34:34 GMT http://departments.unwe.bg/soc/bg/pages/16596/from-rss.html <h1><b style="color: inherit; font-family: inherit; font-size: large;"><br></b></h1> <p><b style="color: inherit; font-family: inherit; font-size: large;">Хонорувани преподаватели за учебната 2025/2026 г.</b></p> <p><a href="https://www.unwe.bg/bg/timetables/semesterresult?teachid=7422"><span style="color: #800000;"><strong><span style="font-size: medium;">проф. д.с.н. Елка Николаева Тодорова</span></strong></span></a></p> <p><strong><span style="font-size: medium;"><span><a href="https://www.unwe.bg/bg/timetables/semesterresult?teachid=1836"><span><span>проф. д.с.н. Георги Ненев Найденов</span></span></a></span></span></strong></p> <p><a href="https://www.unwe.bg/bg/timetables/semesterresult?teachid=7776"><strong><span style="font-size: medium;">проф. д-р Ставри Йорданов Фердов</span></strong></a></p> <p><span style="color: #993366;"><strong><span style="font-size: medium;">д</span></strong></span><a href="https://www.unwe.bg/bg/timetables/semesterresult?teachid=7265"><strong><span style="font-size: medium;"><span><span>оц. д.с.н. Андрей Викторов Бунджулов</span></span>&nbsp;</span></strong></a></p> <p><a href="https://www.unwe.bg/bg/timetables/semesterresult?teachid=13000" style="background-color: #ffffff;"><strong><span style="font-size: medium;">доц. д-р Мила Милева Маева</span></strong></a></p> <p><a href="https://www.unwe.bg/bg/timetables/semesterresult?teachid=13001"><strong><span style="font-size: medium;">гл. ас. д-р Венелин Любомиров Стойчев</span></strong></a></p> <p><a href="https://www.unwe.bg/bg/timetables/semesterresult?teachid=13002"><strong><span style="font-size: medium;">гл. ас. д-р Мина Чавдарова Христова</span></strong></a></p> <p><strong><span style="font-size: medium;">гл.</span>&nbsp;</strong><a href="https://www.unwe.bg/bg/timetables/semesterresult?teachid=13003"><strong><span style="font-size: medium;"><strong>а</strong>с. д-р Светлин Винченцо Тачев</span></strong></a></p> <p><a href="https://www.unwe.bg/bg/timetables/semesterresult?teachid=13004"><strong><span style="font-size: medium;">ас. д-р Юлия Краснодарова Попчева</span></strong></a></p> <p><a href="https://www.unwe.bg/bg/timetables/semesterresult?teachid=11821"><strong><span style="font-size: medium;">д-р Юлика Марио Новкова</span></strong></a></p> <p><a href="https://www.unwe.bg/bg/timetables/semesterresult?teachid=8125"><strong><span style="font-size: medium;">д-р Георги Кръстев Кроснаров</span></strong></a><strong><span style="font-size: medium;"></span></strong></p> <p></p> <p></p> <p><strong><span style="font-size: medium;"><br></span></strong></p> <p><strong><span style="font-size: medium;"><br></span></strong></p> УНСС Fri, 12 Sep 2025 13:11:04 GMT http://departments.unwe.bg/soc/bg/pages/9485/from-rss.html <p style="text-align: center;"></p> <p style="text-align: center;"><span style="font-family: arial, helvetica, sans-serif; font-size: large;"><b><br></b></span></p> <p style="text-align: center;"><span style="font-family: arial, helvetica, sans-serif; font-size: large;"><a href="http://departments.unwe.bg/soc/bg/pages/9480/%D0%BC%D0%BF-%D1%81%D0%BE%D1%86%D0%B8%D0%B0%D0%BB%D0%BD%D0%B8-%D0%B8%D0%B7%D1%81%D0%BB%D0%B5%D0%B4%D0%B2%D0%B0%D0%BD%D0%B8%D1%8F-%D0%B0%D0%BD%D0%B0%D0%BB%D0%B8%D0%B7%D0%B8-%D0%B8-%D0%BF%D1%80%D0%BE%D0%B5%D0%BA%D1%82%D0%B8-.html"><b>СОЦИАЛНИ ИЗСЛЕДВАНИЯ, АНАЛИЗИ И ПРОЕКТИ</b></a></span></p> <p style="text-align: center;"><span style="font-family: arial, helvetica, sans-serif; font-size: large;"><b><br></b></span></p> <p style="text-align: center;"><span style="font-size: large; font-family: arial, helvetica, sans-serif;"><a href="http://departments.unwe.bg/soc/bg/pages/9482/%D0%BC%D0%BF-%D0%B1%D0%B8%D0%B7%D0%BD%D0%B5%D1%81-%D0%BF%D1%81%D0%B8%D1%85%D0%BE%D0%BB%D0%BE%D0%B3%D0%B8%D1%8F-%D0%B8-%D1%81%D0%BE%D1%86%D0%B8%D0%BE%D0%BB%D0%BE%D0%B3%D0%B8%D1%8F-.html" style="font-family: arial, helvetica, sans-serif; background-color: #ffffff;"><b>БИЗНЕС ПСИХОЛОГИЯ&nbsp;</b><b>И СОЦИОЛОГИЯ</b></a></span></p> <p style="text-align: center;"><span style="font-size: large;"><b><br></b></span></p> <p style="text-align: center;"><span style="font-size: large; font-family: arial, helvetica, sans-serif;"><a href="https://departments.unwe.bg/soc/bg/pages/40861/%d0%bc%d0%bf-%d1%81%d0%be%d1%86%d0%b8%d0%b0%d0%bb%d0%bd%d0%b0-%d0%bf%d1%80%d0%be%d0%bc%d1%8f%d0%bd%d0%b0-%d0%b8-%d0%b8%d0%b7%d0%ba%d1%83%d1%81%d1%82%d0%b2%d0%b5%d0%bd-%d0%b8%d0%bd%d1%82%d0%b5%d0%bb%d0%b5%d0%ba%d1%82.html"><span size="3"><b>СОЦИАЛНА ПРОМЯНА И ИЗКУСТВЕН ИНТЕЛЕКТ</b></span></a></span></p> <p style="text-align: center;"><span style="font-size: large; font-family: arial, helvetica, sans-serif;"><span size="3"><b><br></b></span></span></p> <p style="text-align: center;"><span style="font-size: large; font-family: arial, helvetica, sans-serif; color: #800000;"><span size="3"><b>СОЦИОЛОГИЯ И ПСИХОЛОГИЯ НА УПРАВЛЕНИЕТО</b></span></span></p> <p style="text-align: center;"><span style="font-size: large; font-family: arial, helvetica, sans-serif; color: #800000;"><span size="3"><b>(съвместна програма)</b></span></span></p> <p style="text-align: center;"><span style="font-size: medium; font-family: arial,helvetica,sans-serif;"><b><br></b></span></p> <p style="text-align: center;"><span style="font-size: medium; font-family: arial,helvetica,sans-serif;"><b><br></b></span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Повече информация за ПРИЕМ:<a href="http://magistri.unwe.bg/">&nbsp;http://magistri.unwe.bg/</a></span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"><b>&nbsp;</b></span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"><b><br></b></span></p> <p></p> <p style="text-align: center;"><span style="font-size: medium;"><strong>Академични наставници за учебната 2025/2026 г.</strong></span></p> <p></p> <p style="text-align: center;"></p> <p></p> <p><span style="font-size: medium;"><b><span style="text-decoration: underline;">ОКС &bdquo;МАГИСТЪР&rdquo;</span></b></span></p> <p></p> <p><span style="font-size: medium;">С<span style="font-size: large;">пециалност &bdquo;Социология със специализация <strong>&bdquo;Социални изследвания, анализи и проекти&rdquo;&nbsp;</strong>&ndash;&nbsp;<a href="https://blogs.unwe.bg/vstoilova/">проф. д-р Вяра Борисова Стоилова</a></span></span></p> <p></p> <p><span style="font-size: large;">Специалност &bdquo;<strong>Бизнес психология и социология&rdquo;</strong> &ndash; <a href="http://blogs.unwe.bg/tkineva">доц. д-р Тодорка Димова Кинева</a></span></p> <p></p> <p><span style="font-size: large;">Специалност <strong>"Социална промяна и изкуствен интелект"</strong>&nbsp;<span>&ndash;</span>&nbsp;<a href="https://blogs.unwe.bg/mmisheva/">доц. д-р Михаела Михайлова Мишева&nbsp;</a></span></p> <p><span style="font-size: medium;"><b><br></b></span></p> <p><b><br></b></p> УНСС Fri, 12 Sep 2025 12:49:12 GMT http://departments.unwe.bg/soc/bg/pages/9483/from-rss.html УНСС Fri, 03 Jan 2025 19:31:15 GMT http://departments.unwe.bg/soc/bg/pages/13160/from-rss.html <p><img src="/uploads/Department/soc_b0e84_Staj_2.JPG" alt="soc_b0e84_Staj_2.JPG" title="soc_b0e84_Staj_2.JPG" width="634" height="475"></p> <p><img src="/uploads/Department/soc_b0e84_Staj_3.JPG" alt="soc_b0e84_Staj_3.JPG" title="soc_b0e84_Staj_3.JPG" width="620" height="464"></p> <p><img src="/uploads/Department/soc_b0e84_Staj_4.JPG" alt="soc_b0e84_Staj_4.JPG" title="soc_b0e84_Staj_4.JPG" width="623" height="467"></p> <p><img src="/uploads/Department/soc_b0e84_Staj_5.JPG" alt="soc_b0e84_Staj_5.JPG" title="soc_b0e84_Staj_5.JPG" width="605" height="453"></p> <p><img src="/uploads/Department/soc_b0e84_Staj_6.JPG" alt="soc_b0e84_Staj_6.JPG" title="soc_b0e84_Staj_6.JPG" width="587" height="439"></p> <p><img src="/uploads/Department/soc_b0e84_Staj_7.JPG" alt="soc_b0e84_Staj_7.JPG" title="soc_b0e84_Staj_7.JPG" width="564" height="422"></p> <p></p> <p>За подробна информация относно стажовете се свържете с ас. д-р Мария Брестничка на <a href="mailto:maria.brestnichka@unwe.bg" itemprop="email" style="background-color: #ffffff;">maria.brestnichka@unwe.bg</a></p> УНСС Wed, 04 Dec 2024 00:20:52 GMT http://departments.unwe.bg/soc/bg/pages/18979/from-rss.html <p><span><em><span><br></span></em></span></p> <p><span><em><span><br></span></em></span></p> <p><strong><em>Възможности за стаж към декември 2024 г.</em></strong></p> <p><strong><br></strong></p> <p><strong><a href="https://cspr.unwe.bg/">Център за социологически и психологически изследвания</a>&nbsp;- 8 стажантски програми, свързани с участие в изследвания, анализ на вторични данни, обработка на данни с SPSS, събиране, обработка и анализ на данни от изследвания на различни теми.</strong></p> <p><strong><br></strong></p> <p><strong>За подробна информация и осъществяване на контакт с организацията се свържете с гл.ас. д-р Мариета Христова на&nbsp;<a href="mailto:marieta.hristova@unwe.bg" itemprop="email">marieta.hristova@unwe.bg</a>.</strong></p> <p><strong><br></strong></p> <p><strong>Относно всички въпроси, свързани с подготовката и осъществяването на студентските стажове може да се свържете с&nbsp;гл.ас. д-р Мария Брестничка на&nbsp;<a href="mailto:maria.brestnichka@gmail.com" itemprop="email">maria.brestnichka@gmail.com</a>.</strong></p> УНСС Wed, 04 Dec 2024 00:18:13 GMT http://departments.unwe.bg/soc/bg/pages/14300/from-rss.html <p><span style="font-family: arial,helvetica,sans-serif; font-size: large;"><br></span></p> <p><strong><em><span style="font-family: arial,helvetica,sans-serif; font-size: large;">Възможности за стаж към декември 2024 г.</span></em></strong></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: large;"><br></span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: large;"><a href="https://cspr.unwe.bg/"><strong>Център за социологически и психологически изследвания</strong></a> - 8 стажантски програми, свързани с участие в изследвания, анализ на вторични данни, обработка на данни с SPSS, събиране, обработка и анализ на данни от изследвания на различни теми.</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: large;"><br></span></p> <p><span style="font-family: arial, helvetica, sans-serif; font-size: large;">За подробна информация и осъществяване на контакт с организацията се свържете с гл.ас. д-р Мариета Христова на&nbsp;</span><a href="mailto:marieta.hristova@unwe.bg" itemprop="email" style="font-family: arial, helvetica, sans-serif; font-size: large; background-color: #ffffff;">marieta.hristova@unwe.bg</a><span style="font-family: arial, helvetica, sans-serif; font-size: large;">.</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: large;"><br></span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: large;">Относно всички въпроси, свързани с подготовката и осъществяването на студентските стажове може да се свържете с&nbsp;<span>гл.ас. д-р Мария Брестничка на&nbsp;</span><a href="mailto:maria.brestnichka@gmail.com" itemprop="email">maria.brestnichka@gmail.com</a>.</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: large;"><br></span></p> <p><strong><br></strong></p> <p><strong><br></strong></p> УНСС Wed, 04 Dec 2024 00:15:38 GMT http://departments.unwe.bg/soc/bg/pages/6781/from-rss.html <h2 class="personal-position">Катедра "Икономическа социология"</h2> <div class="personal-details"> <h3><img alt="E-mail" src="http://common.unwe.bg/content/blogs/email.png" width="16" height="16"> E-mail: <a href="mailto:priem2017@unwe.bg">sociology@unwe.bg</a></h3> <h3><img alt="Phone" src="http://common.unwe.bg/content/blogs/phone.png" width="16" height="16"> Телефон: (02) 8195 444</h3> <h3><img alt="Office" src="http://common.unwe.bg/content/blogs/office.png" width="16" height="16"> Кабинет: 3084</h3> <p><b>адрес:</b>&nbsp;1700 София, Студентски град "Хр. Ботев", УНСС</p> </div> <h2 class="personal-position">ФБ: "Катедра Икономическа социология"<span style="font-size: small;"><strong></strong></span></h2> <p><a href="https://www.facebook.com/EconomicSociologyDepartmentUNWE/">https://www.facebook.com/EconomicSociologyDepartmentUNWE/</a></p> <h2 class="personal-position">Център за социологически и психологически изследвания</h2> <p><img alt="E-mail" src="http://common.unwe.bg/content/blogs/email.png" width="16" height="16"> E-mail: <a href="mailto:priem2017@unwe.bg">cspr@unwe.bg</a></p> <p><img alt="Office" src="http://common.unwe.bg/content/blogs/office.png" width="16" height="16"> Кабинет: 5020</p> <p><b>адрес:</b>&nbsp;1700 София, Студентски град "Хр. Ботев", УНСС</p> <p>&nbsp;</p> <p><img src="/uploads/Department/is.PNG" alt="is.PNG" title="is.PNG" width="500" height="208"></p> УНСС Wed, 04 Dec 2024 00:02:25 GMT http://departments.unwe.bg/soc/bg/pages/11434/from-rss.html <p><span style="font-family: arial,helvetica,sans-serif;"><br></span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Приемът на докторанти в специалност &bdquo;Социология&ldquo; се осъществява чрез конкурс. Конкурсният изпит се състои от две части &ndash; писмен и устен, с отделни оценки за всяка част.</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Конкурсният изпит се провежда от комисия, която включва трима преподаватели&nbsp;&minus; хабилитирани лица или лица, притежаващи образователна и научна степен &bdquo;доктор&rdquo;, в рамките на професионалното направление на конкурса.</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Писменият конкурсен изпит се състои от два модула. Изпитната програма включва две части. Те обхващат цялата материя, която е предмет на конкурсния изпит.</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Първият модул на конкурсния изпит предвижда писмено развиване на тема по въпрос от първата част на изпитната програма.</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Вторият модул изисква написване на научно социологическо есе по тема, свързана с втората част на изпитната програма.</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Кандидат-докторантите избират и разработват една от три предложени от изпитната комисия теми за научно социологическо есе. Те са свързани с трите тематични блока въпроси, включени във втората част на изпитната програма.&nbsp;</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Писменият изпит е анонимен. Той продължава 4 (четири) астрономически часа общо за двата модула.</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">До устен изпит се допускат кандидатите, получили оценка от писмения изпит не по-ниска от &bdquo;много добър&rdquo; (4,50). Устният изпит се провежда под формата на събеседване с кандидат-докторанта по развитата от него писмена тема и разработеното научно есе.</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">За успешно положили изпита се считат кандидатите, получили средна оценка от писмения и от устния изпит не по-ниска от &bdquo;много добър&rdquo; (5,00).</span></p> <p>&nbsp;</p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"><b>Можете да изтеглите&nbsp;ИЗПИТНА ПРОГРАМА за кандидат-докторантски конкурсен изпит по научна специалност &bdquo;Социология&rdquo; тук:</b></span></p> <p><b><br></b></p> УНСС Mon, 25 Nov 2024 08:51:09 GMT http://departments.unwe.bg/soc/bg/pages/10550/from-rss.html УНСС Tue, 19 Nov 2024 10:03:55 GMT http://departments.unwe.bg/soc/bg/pages/10485/from-rss.html <p align="center"><b><br></b></p> <p align="center"><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"><b>УКАЗАНИЯ ЗА РАЗРАБОТВАНЕ НА ЕСЕ НА СОЦИАЛНО-ИКОНОМИЧЕСКА ТЕМА</b></span></p> <p align="center"><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"><b>ЗА УЧАСТИЕ В НАЦИОНАЛЕН КОНКУРС ЗА ЕСЕ ЗА ПРИЕМ В <b>СПЕЦИАЛНОСТ "СОЦИОЛОГИЯ", УНСС </b></b></span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"><br></span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Есето е вид аргументативно съчинение. Предполага оригинално поднасяне в свободно прозаично изложение на авторова идея, оценка или преживяване, свързани с актуален и обществено значим проблем. Есето съдържа лични авторови разсъждения и умозаключения по поставения проблем (тема), изложени в сбита и оригинална форма.</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Есето се отличава с ясно и еднозначно формулирана авторова теза по зададената тема. Тезата представлява точно и ясно изразено твърдение, което трябва да бъде целенасочено и задълбочено аргументирана. Авторът решава какъв тип аргументация на тезата да представи: рационална, емоционална или съчетание на двете, както и в каква логическа или асоциативна рамка да структурира аргументите си.</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Есето е граничен жанр между научния, публицистичния и художествения стил, свободно интегриращ техните стилистични средства. Целта на есето е да изясни чрез въздействащ език гледната точка на автора по поставения проблем. Авторът постига тази цел чрез избор и употреба на съответни стилови и езикови средства за художествено въздействие, употреба на символи и символни интерпретации, неочаквани мисловни обрати, иновативни форми и др. В подкрепа на тезата може да се използва научна аргументация - статистически данни, резултати от научни изследвания, рационални доказателства и др. Допустимо е и позоваването на личен опит, емоционална съпричастност, мнения на авторитети, конкретни примери и др. Всичко това следва да бъде интегрирано в избрана от автора композиционна структура. Най-често структурата на есето се състои от следните три композиционни елемента: увод, изложение и заключение, поставени в смислово и логично единство.</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Заемането и аргументирането на определена позиция по значим обществен проблем изисква от автора умение за формиране и отстояване на собствена позиция, отговорност и етичност. В тази връзка, авторът може да използва размислите, идеите, оценките на предхождащи го автори, но задължително цитирайки коректно и изчерпателно съответните източници.</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"><b>Есето трябва:</b></span></p> <ul> <li><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">да е написано на български език;</span></li> <li><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">да е в обем между 14 000 и 18 000 знака, вкл. интервалите, без източниците;</span></li> <li><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">да е във формат .doc или .docх, шрифт Times New Roman размер 12, разстояние между редовете - 1,5;</span></li> <li><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">да е изпратено чрез приложения по-долу формуляр.</span></li> </ul> <p align="center"><b><br></b></p> <p align="center"><b>ФОРМУЛЯР <a href="file:///C:/%D0%9A%D0%A1%D0%9A/%D0%9A%D0%A1%D0%9A%202021-2022%20-%20%D0%A4%D0%BE%D1%80%D0%BC%D1%83%D0%BB%D1%8F%D1%80%20%D0%B7%D0%B0%20%D1%83%D1%87%D0%B0%D1%81%D1%82%D0%B8%D0%B5%5b870%5d.doc#_ftn1" title=""><b>[1]</b></a></b></p> <p align="center"><b>ЗА УЧАСТИЕ В НАЦИОНАЛЕН КОНКУРС</b> <b>ЗА ЕСЕ НА СОЦИАЛНО-ИКОНОМИЧЕСКА ТЕМА ЗА ПРИЕМ В СПЕЦИАЛНОСТ &bdquo;СОЦИОЛОГИЯ&ldquo; <br></b></p> <p align="center"><b>&nbsp;</b></p> <table cellspacing="0" cellpadding="0" border="1"> <tbody> <tr> <td width="149" valign="top"> <p><b>Име, презиме и фамилия</b></p> </td> <td width="465" valign="top"> <p>&nbsp;</p> </td> </tr> <tr> <td width="149" valign="top"> <p><b>Контакти</b></p> </td> <td width="465" valign="top"> <p>&nbsp;</p> </td> </tr> <tr> <td width="149" valign="top"> <p align="right">Адрес за кореспонденция</p> </td> <td width="465" valign="top"> <p>&nbsp;</p> </td> </tr> <tr> <td width="149" valign="top"> <p align="right">Електронна поща</p> </td> <td width="465" valign="top"> <p>&nbsp;</p> </td> </tr> <tr> <td width="149" valign="top"> <p align="right">Телефон</p> </td> <td width="465" valign="top"> <p>&nbsp;</p> </td> </tr> <tr> <td width="149" valign="top"> <p><b>Средно образование</b></p> </td> <td width="465" valign="top"> <p>&nbsp;</p> </td> </tr> <tr> <td width="149" valign="top"> <p align="right">Завършващ през 2024-2025 (12 клас в момента)</p> </td> <td width="465" valign="top"> <p align="center">Моля, посочете тук училището, в което учите.</p> </td> </tr> <tr> <td width="149" valign="top"> <p>Моите <strong>мотиви</strong> за участие в националния конкурс за прием в специалност &bdquo;Социология&ldquo; в УНСС</p> <p><i>/до 1500 знака /</i></p> </td> <td width="465" valign="top"> <p>&nbsp;</p> </td> </tr> <tr> <td width="149" valign="top"> <p><b>Текст</b> на есето</p> <p><i>/14 000 и 18 000 знака/</i><i></i></p> </td> <td width="465" valign="top"> <p>&nbsp;</p> <p>&nbsp;</p> </td> </tr> </tbody> </table> <p>&nbsp;</p> <div><hr width="33%" size="1" align="left"> <div> <p><a href="file:///C:/%D0%9A%D0%A1%D0%9A/%D0%9A%D0%A1%D0%9A%202021-2022%20-%20%D0%A4%D0%BE%D1%80%D0%BC%D1%83%D0%BB%D1%8F%D1%80%20%D0%B7%D0%B0%20%D1%83%D1%87%D0%B0%D1%81%D1%82%D0%B8%D0%B5%5b870%5d.doc#_ftnref1" title="">[1]</a> Формулярът, заедно с подписано и сканирано копие на декларацията, да бъдат изпратени на имейл esociology50@unwe.bg</p> </div> </div> <div> <p></p> </div> УНСС Mon, 18 Nov 2024 15:15:50 GMT http://departments.unwe.bg/soc/bg/pages/29020/from-rss.html <h1>"Насилие над жени: типологизации, социални и икономически последствия"</h1> <div class="article-content"> <p>Научноизследователският проект &bdquo;Насилие над жени: типологизации, икономически и социални последствия&ldquo; се изпълнява от научни колективи от <b>Университета за национално и световно стопанство (базова организация)</b>, чрез Центъра за социологически и психологически изследвания към катедра &bdquo;Икономическа социология&ldquo;, и <b>Софийския университет &bdquo;Св. Климент Охридски&ldquo;</b> (партньорска организация), чрез Стопанския факултет, в рамките на Конкурс за финансиране на фундаментални научни изследвания &ndash; 2023 г. на <b>фонд &bdquo;Научни изследвания&ldquo; (договор № КО-06-Н75/2 от 7 декември 2023 г.). </b></p> <p>Проектът е с обща продължителност от <b>36 месеца</b> <b>и общ бюджет от 303&nbsp;400 лв.</b>, в т.ч. 184&nbsp;448 лв. за Университета за национално и световно стопанство и 119&nbsp;852 лв. за Софийския университет &bdquo;Св. Климент Охридски&ldquo;.</p> <p>Основната цел на проекта е <b>да се разшири фундаменталното познание за типичните форми на насилие над жени в България и техните социални и икономически последствия. </b>Залагайки на подход, насочен към стимулиране на устойчивото партньорство между два от водещите университета в България в областта на социалните науки, чрез проекта ще се търсят възможности за проучване на основните фактори и причини за явлението, за типологизиране на неговите проявления и анализ на неговите негативните последствия. Натрупаното знание ще бъде използвано за изготвяне на практически ориентирани препоръки относно публичните политики, включително за подобряване на нормативната уредба и институционалните практики. Не на последно място, проектът цели и повишаване на информираността на обществото за причините за възникване на насилието над жени и за начините за неговата превенция.</p> <p>В методологичен план, проектът залага на т.нар. <b>&bdquo;смесени методи&ldquo; (</b><b>mixed method</b><b> </b><b>reseach)</b>, &nbsp;т.е. на комбиниране на качествени и количествени методи, за да се отговори на определени изследователски въпроси.</p> <p>Предвижда се извършването на <b>кабинетно проучване</b>, благодарение на което ще бъде изградена концептуална и методологическа рамка на изследването на насилието над жени. Прегледът на литературни източници и съществуващи научни публикации ще подпомогне подготовката на останалите емпирични изследвания, заложени в проекта.</p> <p>В допълнение към кабинетното проучване, в проекта се предвижда провеждането на <b>фокус групи</b> и <b>дълбочинни интервюта</b> за изследване на експертни мнения за разпространението и проявлението на насилието над жени в България и неговите социални и икономически последствия.</p> <p>Емпиричната информация от фокус групите и дълбочинните интервюта ще бъде обогатена с <b>национално представително изследване</b> на разпространението и проявленията на насилието над жени, на обществените възприятия към насилието над жени и на неговите социални и икономически последствия.</p> <p>За анализа на информацията ще бъдат приложени <b>разнообразни изследователски методи и техники</b> от приложното поле на социологията, икономиката, правото, криминологията, психологията и социалната психология, статистиката и иконометрията.</p> <p><b><i><span style="text-decoration: underline;"><br></span></i></b></p> <p><b><i><span style="text-decoration: underline;">Участници:</span></i></b></p> <p><b><span style="text-decoration: underline;">От Университета за национално и световно стопанство</span></b></p> <p>Проф. д-р Георги Светлозаров Петрунов &ndash; декан на Общоикономическия факултет на УНСС, ръководител на катедра "Икономическа социология" и ръководител на научния колектив</p> <p>Проф. д-р Вяра Стоилова &ndash; учен</p> <p>Доц. д-р Тодорка Кинева &ndash; учен, директор на Центъра за социологически и психологически изследвания</p> <p>Доц. д-р Александър Стоянов &ndash; учен</p> <p>Доц. д-р Бойка Чернева &ndash; учен</p> <p>Доц. д-р Пресиян Марков &ndash; учен</p> <p>Гл. ас. д-р Мариета Христова &ndash; учен, заместник-директор на Центъра за социологически и психологически изследвания</p> <p>Гл. ас. д-р Драгомир Драганов &ndash; учен</p> <p>Ас. д-р Николай Янев &ndash; учен</p> <p>Ас. д-р Мария Брестничка - учен</p> <p>Радина Великова &ndash; докторант</p> <p>Трифон Трифонов &ndash; докторант</p> <p>Атанас Стойчев &ndash; докторант</p> <p>Габриела Марангозова &ndash; докторант</p> <p>Тереза Трайкова &ndash; докторант</p> <p>Владислава Димитрова &ndash; докторант</p> <p>Васил Христов &ndash; студент</p> <p>&nbsp;</p> <p><b><span style="text-decoration: underline;">От Софийския университет &bdquo;Св. Климент Охридски&ldquo;</span></b></p> <p>Проф. д-р Албена Вуцова &ndash; учен</p> <p>Доц. д-р Тодор Ялъмов &ndash; учен</p> <p>Доц. д-р Алексей Пампоров &ndash; учен</p> <p>Гл. ас. д-р Емил Митов &ndash; учен</p> <p>Гл. ас. д-р Мартина Арабаджиева &ndash; учен</p> <p>Пламена Калайджиева &ndash; докторант</p> </div> УНСС Sat, 05 Oct 2024 13:30:15 GMT http://departments.unwe.bg/soc/bg/pages/61599/from-rss.html <h1></h1> <p><a href="https://blogs.unwe.bg/etodorova/"><span style="font-size: medium;"><strong>1. проф. д.с.н. Елка Николаева Тодорова</strong></span></a><span style="font-size: medium;"><strong></strong></span></p> <p><a href="https://blogs.unwe.bg/abundjulov/"><span style="font-size: medium;"><strong>2. доц. д.с.н. Андрей Викторов Бунджулов</strong></span></a></p> УНСС Sat, 05 Oct 2024 13:10:58 GMT http://departments.unwe.bg/soc/bg/pages/40861/from-rss.html <p style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Катедра &bdquo;Икономическа социология&rdquo; на УНСС предлага в професионално направление &ldquo;Социология, антропология и науки за културата&rdquo; магистърска програма по Социология със специализация&nbsp;&bdquo;Изкуствен интелект и социална промяна&rdquo;.</span></p> <p><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><img 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SMDWLV/miu9U7eXkLapH6+kR9AbO1SqylNNBnUH2EuNOr9kyHxs/lXRwaBXh+jVYrEZN4elSud/riR5MYx7yaIQor6raSuQVzmqX/tXQMh4hU2S04ZNKtK9ZIRR3adOEtq+EoEyWfaXv3jYN1IMkrRKZjw15as2C1XSLvuoKacGvIJhJeUrwWxThjXzrtKQsotdsRyHDAKpn1KhoO5VckYflknEJkbGIW1eKtEP3ZSV8qHp4IGrItTGbzh9HaAnVJ3OM4FeOYi0ydHCvwA9ev1GgJ6R5XpdTtlxwGo5rULScSxFNqAZ1moj6Nm1ucq/DGinQhh1Wy6vWOWJAaaEVJQOZHgyvCpSJ9oY4CT2yv/XCnoVUvmikxo0RhgxF1mOCuixHmwOfbOX5IQaVWFmCbW5mMvzYtjJQrhB1RNGCXlyTg8a3uvkJB/6XqIy66+WxK6e/TePvkmg18i+FkMOA3riXpvecwe9RpFJZutVqeoojQIdkb5NoFfTWIaxIoNVk0hrBogJ0Bl+pd+U7Um2kg12/sx7iU1MwrayHV2VpKfvBcAqQGeCHoe3gIi60/da0tPXgmFWpMKTWJaayc5MjlRlq8h0OhzoEdCMeGWgKHiROlAsAMYy0mxKelInYHtKm+qBJWxezHuJj6z+mD7BulSg5GdmVJ6OFzkF0L4G9CwERktWmVVM4k9u+E/Cmu1ZjqdskKtp/nZSNUg9DzLjkzqrB1qqlarsK316L1VAr+xD4pQrLcwoqrMv/em5g14jUuk2SKlewZ+FvlWgVyVRqGbiX+2X5LS7SG2UXVTDq8EueVYu4l+7CDmLDrhKDqNDkQUQxWyyQSboVWwkHbPzac7YisgQkESdU/ZkVWprEQWySQq4DLfq8pjrhmaMEl6R5F+bdNhDgF7JzC/DmqAnbLMR4CndCgngCfCZfkS91d/DVc7Kv05ZWOdK8l0kuEkZpU5NcBMSVVe5GWAofi0Ceta0SkO1gYCe2iskiWs/Qrp95J++l7Q0f7tJ96vnT2a97aPq/tQw7VrQU63Le7PGlYl/1eGlzV6A3jcB9IzyV0BP7tUQ59gR0OMg5lUazwQ55WaCIc0e9XPrBha/8qNZ+TPiVWqvSEc0SwpK0tNOOg9iycGatmWRsWbVwNfAoOs1z3Ln1CKXsOpy6if3qgja+lCgJ+mYoXmjWOdTs7KXe1HZJRxBTNvTjvHbrAR4E/ToVAE9WdPTHwEX/0IqGmUWO50rKW9RgToHAdtC+yRJu9BNDR6CHshSByLlWWwEPeWs1wHFn0Qn9ar8yr2kzsjMOvtjIbMPPW8y+/4+eh6gZ7SHnug1adDrHjd73n6SxjOM9F02qy7ZKLMNI2tAElWDMOXJ8pCk4qmbL8Nub93R+msHPTN7Rj7Vf8NcgSP+Z+HlTsCuDHriQ4EW7ejNWpKzoulGO5fFBSfZxtFvKYq9Aw67qGgl2ItOFauE08CgU8lZKb2QJK48O4PVIW5FpAl4WQulHdrliwUFdnkqvPLTQEcgYP7UOqAJXipS5tisY16VlfxTpj0kjasamGmqTs2Oqa5VEShpTUCPbUSz+JNaKdFst7oUEIraWaB7kayAkddSyc46kXASjailOkYxSF7lVupOg16e2dASnQieFlHsWeYCWQaetUD/NBZKGUq6KR0N7W0sq3JjWAFcAUaLkhppJ5HpCqlX8m8lPV/Qq9RK9eRfQ7rj7KPaXIifqrFoBJGLNup+Wa1Byb0l0HNCLdnUK5L0YR2YRN9mE4pf1V8NqkVrMVffH0zKd50C7k3jMKTyVzeMSmV/IcXqawa9mjKpOtVUaQOxoT1v5F4gTkDPwkFqKen1KjvZQZ3OaXEYgKgHu40D3UM110mZz0qpz1qKUu0F3IUgY5KtHRyQAiTCNguiuQj9lejHqgDQ4rYgb8shwwGfYzZk6V7AL0MgyFhlEb8Aq0h/RAcBQVF3xSzxSvy6GXWZJP/qrtpOjPyvvjjGAkvHkw4pKmyJeacLrzqgzSZlFdAjYMtMTalO1NgCzUVKeQ6rU4UtUvoqEexh9aLEMBJPoUjAYz1IO5XsaalEVZl6xpf0CViycEnAooFSWpa1CNhpbykQ3HgvZbMQ1KysCHtWhlYeWVuK4MZ4yHap/7xMKkVkbDIZyJPdvLqXePVX1WiUNjbq4ptOX5U0V0usD6kjkxqBXg1V/NRigtzsD1+2leLQIJdyyaSNX4DeNwv0RBbRaeh7QhqlCkou8iPoea0+9dBChq/LRtCTcPmCAjxCAUJZNwejE7aCA62WZnR5WtHiCcLvD8Dr88Hj86BAVazA0ZvKZJBMxJGMRbCytYDtYgSbnjTSrjySBLkMM5Dh4M8QGLJIK8lI8lkgEIr8V7BysItEyNzKgw/9p/NuDnTdtIaduhdoE+QQPwQfGWgEtCJLqsCN9wLKVptIarwnuIm7tJOAVYFuOZbbQqlUpL9iycNK4tVuRd5Cs8sPhFuAUAgOvw9ejwd2O+vG4TBUXhLTiMYSyKTSyCWSQHwHiG4CkTUgm4efeSywxMVCToGYhfUl0p+wg0BnIwv6yU/qgjXCvGnQU1f6E9BTP1UBRmWoGvjm0jcV9KrxQXJYHkPKsD982VY806DCyL3QUUFP7uS/iqTsIE5VN8pH9f3BpHyqDmKSxC4Doz4p+wbRq1jquokleW+kYvVNAD0ja7odlLyj7JXySimOch1BjZIcwc5vCVCF1aqbnR3GTXvCIOw5qrg5B45ZO9EebEPPsR4Mdo+io7kDLS0hBAh6vgABQbIunVvKnSkgkYwRALawvbOB2dUF3Jh6jOXtZexmI9iiiBN3ZJGwU/ohCOSKOS1pGaCXJzAqlZeij4CegJ/0BbOIqmPpP4PFXbmo/CsBVQGdAB4lMwVyJhPYZd3O7mS84of1IFKf1U6p1IKMi/l3EeSsTUDQg3BbCJ2dx9Da0YFQayvcYQK8PwiPOwCX0w2X2y5YpIouWUhkM8ilM8gnCfLRXWxvrmJ1dQ6bs4uIrG4gHYtR/6c6m02ynjOU7Cjl5ixwZHMEPYJbkRMBVec82WoAnQI/2mvQY0VLXagCS+vqGvhGk0w4hvErIVV81UuMemGSDapE3BvlpRxGGfZHsNemJp6DQE91XrE00V8yKWzcVmfWLICQ9l7leABVh9NbE1SCZDHXj8P0Uc9ZKrN+MCM+FbCKxOoPBHrlsqus6QYWVba6LUR1lY0oDgKCXSQ54bybZhfyDOMp2BCm2UcNrt0SxHjTMC53XcP4+Bjax1qBUTfQ40LMkYeLYOEkdiDFvOeZiBTBzrLTCwpppKJ55FYo39xJYu3eJO7cu4FPM5OYKq1g3R6Bk153EjEU3AJCrAECX06AkD+R+Dj8yzUjRVPFEj1QkYZy5SYmcec/eQChJDiWC7K3jkBXEpY2YX5tdqqttKeWSScHchavurodJUTae2EbGEVX3xA6RwbQ0tmEsyEnTpE7Sim4JEr6Ff9mF85STaUGrFitZookRyk5WnJgNVPEbLqA2WgC0xu7WJ7bxNqjx0jOTcKxNQN7PMa6JxDns7Dk0lTz5UFPjv02ryRgvT6oJT4LAVKv77GmFKvkSapWtPFbRo2kwOox3Ihq+3w1i5267CNzeUBIp1wnfRVxgwiqSQGZSQ1Az8yc+i/oLyx2ZDO8WRCh6oJ/1aAnpHzVcVY5rhvMiM/Ie5nE6psCeryKqidPBfVTVg15osgK6Gng44CntGEr2OGmGudLOdGcduN0uB/Hx05g7MJZjJ4bh6fHq+PeJS9lsJ3aojQXQ4ycp5SiT2oBpSA/wpSG2sMh2NvDQDP9+8jbRcxxwD/5/AnuP3mEewuPMFlaQNJfRKyUIzCxBgygy1kE9nLKLBKf9I+ixM9oGoGekHobhBKbVUBOSkmJTgBOAK9kc1LCExAkcpFF0rNRWkvYg7D39KJ7fBADg30Y6OnCucEBhDvtKBAfJWYWD/E4mYJaKklQTmWRyQhTWqVKaiPQq+0uDifcbhe8XgcCPit8rDIRhD0E4gIFvJ2tPGYXlzGzvIIbT55gaXoG2fklYGsbjlQKXgE7JekKCLJOCoaER0lPAZ5IfPSjKlpViqoRKXl5DH2b6MuAntm/tU9dD08Nx7YyU9Rp10lfDaanxCOkKrwS3hLsGVegZ1pKZtRjXemUck9reTooGRc2kxDfprm6AMZuhQZUHbo2XGVza3XMQtVmTeLDBI9qUrmrY68t6zqwnCL+HJjpPaTrpyHVi2pP0qqEZnlV1vQWCBP0iAawWZ1qYd1RJMipJ7PygMKGkEh2Fg/VMqAp5cWV3rN469I1DJ87g/C1DqCXqtvnu9j4YhH51QK2l7cxvzSD3XgE27EoErkMVVRKWUwz7PQjRPDsaulAR28LWoZa0DrRjqbTxwBiIG4Ci588xCeffoq/evwPWHNEsONMI0lJqmgXaU8kJqqJZFGANegxbnZYaQsxq1LSnwl6ykUqgCqsRa3b8YbAVhLQUxIfrw4vtVl5ImtBlipukXVh8QUxeuUauk6dQM/pMZwdCmIsSM2WUa3tAHMbUczvpiilRbEayWJrJ47obgzxnU3kCUoKDYWUqMd0KGZ6mpvR0hpGR8CLLqrIvS0B9PosGO9tQxerkgI0ZhLAJ9PbmFtYxvSte5j85AYwNaukPRvVfqs1y0mIcSu1V0t4KNBe1gTV5MKSs+Ba3TVrgEapg28RHQx6qpUbk/JS7UfXSyOSlGSDuJni8wc9deBABeAknurozSjrJFkOY5IyVoWvLZjyrY0EGsoyyqhsDqiAmnAG7a0wVXaSGmJVTqa9JFUbwiTTtp6r5M8oCS9mfhsT4ygnyLvqPFZV+t5OYta3Aj36k5qRTcclixO+fBG+AtvGFoSHam6A7i6KNK6cE8GSD2/0XMHbr7+F0Hd70DLAUTpN4e6TOcw9mcaj2SncX3+E1eQWkpQ61JNPplu0sSSUdqQfOUSk4cAsluzwldwYbOrGhf4xDA6NYPjsCdiuhgBKTOsfz+P+h3fxVx/+DI8cc9j2Uh22E+RyAkwJ5C1ppIuUtlgYUXsp/xFURRLSoCfFV9s6aFZDXgGeqLBSTitKTqqudivLTQnM5kHBHlIqopOSWDLcguDwBAHvdbwy3oKJYy3ob3dgk9HcXyH+LCUwu7CEjbV17MwtIrGyjsJuFPlMiskUUaDqrlM2iQGlDSRjIuUL0BZs8AaDcHW0wN/di3BPD3qHe3GytxXneiwYpRQ4twV8vBrD7ekdfPKbjxH74kNY48uwZ7a0mp7Iwkf12co6sHBSsCOOdIGquQAeVWH1VNdY65P6kORVt/jWU1XdmvXagPaNW/nXwH911ewdM2WipxosrqrQ6rT2pmNzBVp+Wk5CItGXMu29r6E6Dgf6N4k5fTqIHExmGQ5Kr2zfMClxYExmJNVcMajL0/Mrnuo0jKKquBSZ97oe9BQgYEepTlQ+/hwEIievdkpBdquXkp6T97TLOdBSDOKt4Vfw8nuvYPS7l+AN+RH9bAuP/uEOPvzwN7j5+CaerE9ho0Qwclup+lH6cllRJOc4xnMErLxNlEYNglnaZwlQkXQCi6vLWFxfxfbuDty7VoRb2uEbC6HJFYLL5iWopOhvl2ptRh6aKjArlERFFYnZKKWAH38ylaoBbrAimfAIcAJ4CnSoxlopyUn5rGoNz0V51oWsOwhbzxBGL17DW2++hjcvjOLUKT/VaxuuLwKf3V7B55/cx80Pb+Dx/QfYmp1FamUN+Z0dgnkODpbTThHLIcw6tTN9B+tXrpJvKw125pMpwuG0I8MwycgOomvb2FhaxSbj21hbw8J2GtulAGxhBwaPudDfEkJ7qBX2tg5EqOamYgkllXhcVMOLadYHJVOWQDEBVWkwWtRT9VEz+sw6+VZToz5fTfX9SPEb8aGIHmtAT/XB/aH3Dsungt6BVMfjocIfCHra/qCqrHY7KL2yfSMPihhbXfeqmHlpnN8qOjToVUhsBezkZ+NVAFDUWjdBT946kHUuh6i3HJ7yAMOXsuON8av44aX3MPTuKaDThp33F3Hzbz/Hg+v3cGftLtaxhbRLnro6qaJZKIHJwwbZhkGwYx5F4hP11krxTx4SZGiXomSWtheQcRaxmtrEyuoqnPOUTKgO+9u88F9pQ3OpHcGdIJa3F7AZW0WRfotURwsy0EXFY/y6QKb6UlHlzLVhkfIUAArgiZpJkJONxm7KsnlKeXkxE/CCoxM4890f4dVrr+LNc80Y9FGyW0jjN4+38G9vzuL6729g5e4k0ouLKMR3GUeeMZRYdwUFagWbSJ0CNEyMQFsUiVKZdR6K9GQjy8SSssozaKqllMKsqTT85OLGOhaWFvBkaQWfbKWwlXTAk/TgRLMd58b8sHb0wxXqQJLhYxubDEp115FDtiASr4v1yrZj+uqgAlF5pW4UVfURqYdvPTXq87VUJXiVSXUDbXw2MpqzQvVj02PX5COCnhrT1Y71PNYrnZDq9HKRK4e2YrHQ0dS1lwVC5ajDCys3Wsg6o/IrMKHsxVnc9FWtj9FVx6Xn2PpEFx2shsx8KK72YKRjcg2pCtJU7Uf9TP/qT5vLeWQwQoBWb2knu/JcRb1FQ6Qea9aCoMXHQefEy74JfO/VNzH0z04CYTeW/3oSdz/4BB/d+QyPo1Tv7PJwQUpVQtKWI5Bk2ST6KWPeuKo9dvzlONizNt7xCkp+yk8hixTVU2vIhduLd5DbSaEr0YJmqn6ei340JQJAKo+5+UVsUoK0yDpeTlRJggpBoyLNCPDRTdqQbgI8ospaqVrbnbL1hEBJwHSXWD5KsilvABl3AHl3CKWJK/juj97Bm2d68e5ZNyLM3s+f7OCD64/wyfsfIPbpB0AkpraRWBwEW6cAXB5WquqKWY9FEUGZXkHW1XjN5ujOSUA9KBHOURIkMMnTcZtLNnJb4MoWVP3LBJFzUCUt5lDajaAws4C1uRXEk8By2gl/ix9vdANNVL2doQCSniClwk1K4fJgnO3HMrulW1G9lilGLSxwXEjdMCuqdhTyS3+grebDkwohkRwt2FdEqjQHk9QFL3vZtH9mYmBVhWWq3IhJsdRz5Y58VNDb61DPY6OC0LJsz4jkt5/ErmKv8ruPaEmHaqf6cZHE2nBq3DT1M6zjrOug3fgn+VPxijdltT8VjYNlD/wTsybDlhDHK/1pEKRqS5BwcLA6CAiOogtemxteSniDji58/+r3cPbyOdjGg9ilhPfFL2/gg3ufYCGxTumOQ4wDVt6iEOklRRVUHjIUOHgF8HICarTJ0ayfvGb4P0sZRA9KVR4bAcFdwBbjc/k9iG8nkNhKwEUVsDPcB/cgVe0YENuOYza1xpxnlSopkqP8pEbkNSxheXorDyMEf9SQl3Zn2WQ9T29LoSorUpGDoEfgKLa0ovely/ju997CtQtDGKE6Ob0E/O1vb+HXH9/E/c9uIbtJ9ZVg6pDwZg0yLZHjZE+jlRNFgWpl1uGCxeWhk2zEprtD3tDQwCtpF3I22PxhJAicWbrLJOdUkqedgEwgVA+O7GrykbJkExGsLM5jNRrDboz1VaCqO+BBV2crfKF21psbs6vbKCbjUhnMI0FdXoHjpCLqrVrL40/Xj5FvRdXmw5H0FW0wrn9QMjNzMEmezZJW85ciRqCqskxVN+VsmXZy1ZbPXb2VeOuGN+JWJJ2/ri+xq7Kv50Us96RhmsvlPBLVD1XbMauIVpJ3E/DM0Nr3nrh4K4Bmuippz7gTn6bZcKWEINKdvF5mU+91uopuuAsEPIcbTRk33ui9hLFXrqDzO90oTm7j1t/fwCcffY4ZZwRpjzxJlb1yBaSp6kUpAcmT1SJBTgGd+i9Ap695XgvWFAemSH8yIAlOJXnVy4acLQqLPQV70Yt4PoOV9BbcmzaE/H74z7WhzR5CLp7C/OYcUpkEB7yMcz2oZTVP1YuAHn+iTuuHGCLt0UApyCL6J0HFQtAr2t1Uqb2wNLWj4+oVXH3nZfyT011oDdpw/UkO/+6Tu/j489vYejwNJNLwiMqfl7cvmArjsRY96q0U2aiNEsGO8WbtBNP2DjR3d8GWI+xnCcwOJ3LyZgXLKVtk7E096D11FhZKsJK3fL6IDKXBPIHOUnTAkaOyTOAqyAMXSs9WG9XXUhTxjS0srEexWArAbfVgtNWNkV4fsp52bHmbsbM0h2KcfgseFK1ZljOnUjRZS8O6vZ+VyiGfPYrnRNLSh6OvJKuMVA3TerQvaxULmzPY+lMJXJaq5FqPjYsE1Sy//VTlvZYkdyaLD2U27avchQy1VoGEstNsas6mjaKys3Sp6nt9McmM67BcG5rlNSUhual1KpMOph1FXZLRrlVskd/ERBZppGijBEdJg2ihzsEzWF4jU7+SE1744eLVY6UKyEE46OzBD8++i1N/ehay+r7914v45Ye/wXRyiQCQU9Kc3jCc48CXAwMo5ZWoqpZSlPoSBMIMMmIv79ZS5ZWrqMHCWUoiourmxI5uSt2ltCT7AWG3q2OmVjZXEXAGcMY5CssZNyypFLJTVtqvIGmNM/8CFoyM5ZNhrSQ8gniRoFGk5KReJxPpy0Hpy+GjdOdC3klwcoeR9obR/up38M6V0/jxy0OweWz49e04fntzCp/+8lfIrG0Qd2QDsD5Oyk5VXJ6I5jNJOBhHpmBBvuikauyHd3gYPWfGcf7KGRwfH8VarITY6goBiiqrvELGBqQR/mP9ePOd13BhvB1tfT2whptga+lCkhOMrHNm81TyLWnGmzKWBaRbsi1YJ/mdCLYIbpupHWQDATT5whjt9yDs9GGbIL65volCfJOtnWYfkFfZ2CFEvTX6VYl9w/yp+/JIkvsKKVc6aV8VNqnGrtrhuZOZv73UyF6oJnf8r80qhDmQq0jZ1CxnVVi8i3Ef0dIYbpoM/8pouCmWHw0m25wBgt4hSAILKXAkNyqu4byP1IvkhoOqADNCRWIuOxpk2pUtylTfVsioVGUy/pHr+zXJ8LSPK1Quq2ldk/cKqUrlT8ObSG0a7PS5d/wxojLIibvBYibEKOCQq60gK3lugp+N/+3wp104030Cr198He6Xgkg8juLxX9/BnZUHlOgSso9TsIZSmiirlOMo6YkkJxJd1kogI+DlZe2OTKjgYCbAEchktUnLhvKAQ9b2RPoz9rPJccTS2UQdZbniuSS8aTvOWAfhPdWCcGsY+Qd5LO4sYLe4gxIBT+pJZCl1CClZMFDelVXgxzoo2qjyUQorkYvUiYsuB9KWAPrOX8FLb7+B7788iFY/8Isvkvj41n188fHHwFYUbgEJUVHtlEILxutwBGN4KI0FCHQtTRiZOIUrr76E8xPDeOPSKK6cCCEc9GBqp4CNRUpfibhSWaVN5K2PjtMTuHxhDN89E8DQaAuGR/ox0t2H4YFutHQ1wxn2oeRxcIIQkJKaYpvmOWAyefgI5Ok4gS+yhZV4Al5Ked0tARzv9MHe2ocIAXp7fR2FbAq2IlVh1p/Uje4b0jtYtWrg02Rc6pECy8NSgzieHx0lM0KSIZPlv2mWeBrE1WBcCdV1oWWjIDXW4kksDD406Cmqiak+mXHvIzNhMYrhgAI+jSTkkUJLcobxy5CKQyW+PzaxsXFwywMW+RkwpwaZku7oQ8wCbGr5nANP3qcVQJRTUzQIyk+HlVfO7JQGvZRg2tJevHTmCs69/Qqo++Lx7x/j1vXr2EyuEFREOhNVSkCGMMcBWiCg5RWoEcgE/AhkhuCJLAehenqr4ImqJ9Wt6p+sw2nJRI6e4iCl2OOnhCP+3Bkr+q1hBMZa4RoMwj5fwMP5B1iNcoDLuh7FEpU2NUJJP8+I9Hc4RG22Mq8EOrsAnzzEoCTosMF36lW8/u57+P5EJ3whG96/W8Tf35jG/evvw7YzBVfOTclYNi6zXlwidSVhDzSj2DkAz4nT6DhHqe7yCVw73Ye3R9rxWocXlzwlHLOXEPRZcGsng7XlBeSTKThZ9/I0POd0ouv8BF4+3YEJFjVOYBz0WfFyqISJdhdO9rehc6Af4YEh+AZHgKYmZAl21p1d1fYCYvJmRyGdRWwzinUE2JZenOjwo7NFnrh7MZXyIbm6xErnNEO/atLn7ORkI9jYF8rDXjoO69Y07uVD05E8fx1UW4KK6Q8AejX0FElPwMkUCWvYiFKb9vzozn+aq4n31Q1ddlWGPX73kBlVJQ2OcBWmivUf/4m7ViWquVE9H4ZUCmZc6mfYkTXI6RlcTkERtVYBHs36NBQNZXJSigI8Jc0J7OmflvqExVb+2+GyOuAi0Hio3gbybgwVO3D11ZfR9doAMA88/M0d3Ji9j1gprsDDSrlQbQqm+loBPd4T2tQ6HkFPSV0ENTk3T28i1oDH/xyQ8l9+Aoey9iRlk8Gt18rkrRALAUq+JSFl7ehoR+tIFxxxYG5lAQvLK0jZRcJkCoxLpEjitVrrk4cHBbJIeQUHS+gLEAQEeLwEznG88tY7eO3ySZzstOHDRxn8w8f3MX3rJnKi0lL3zlPdVGVkk+eKGUp2YXRdeoPS3Dj+7Mowvj/WjVfGw2hrdSPJCeEJcemDqR1KoNvoJTBHsy7MLS4isrLOicGNvJxI09GGV66dwAVKg6trOfx/P3mE6ysZLGdt2KTqjbAdne0ODPf60EspMpZwYGV6GZZdqqwEMJGO5egrmbhK+RJ2mVaSdZTxdeL0oBPNoTBidj/Wt9aQ2tiklMo2pbDoKOjJSKRyVb/sk6wu9hX+E7NR9/pf+bKPdPvscW/k+Q9GtTmsmGQgCguJrYxlg2ScGmSGVjaqbuoQLauC1FADa9LTQE/FWIflIrTHWrj6dh8Zlgo2asx1fVeRuBslN4FHrtWs/Ble9rAis56/JEl8IgnpuA2wU8AnQKfv1YkoVT8NZRVQE/DT9mQBPQFI/sRd4FCeGnoIEt6SC36C3oR/BGeunkP4bAcKn0Xx8JMHuLcxjZJDwItFk/PwRHEVSY8QUwY9AqA8uMiK2srRpSQ8ATgJYwCdeuBQxeYiktSpdEc5LFMtaEmBOThzlFxGmvrQN3Kcqpwbm/PrmLw3hYg9TjDToKcOICXgCRc4wuVpKByUFp0EMJeL0iYlm+YOjLz9J1TZT+GlU27MLCbwPiW8D377CUrba3BSlWQA5F2EWWZEnr1a7LLn0An3wCm8dfoYfjThRRcBcWk5gttzUXzwIIGffzqJGzPrsPk86BtsQpjgNLm2jaVoHCU5JNAfRHiwH6+caENvdxD31gv42cePcOPuLB5uxnB3IYKpxSiKsRUMd7YD6RSu31rC5P1JOLMxloXQJMz6EWLysBRy2FjZxJYrCC8zO3o8wOIGkCDAzs+voBTNwpUvcvKQJQTWDetR6tZ8n12uio1OakStqrweib00U42HRp7/YKRyqY2kikkyrsu510+54CTlQm9VrvuJjlVBaqhxuEOD3uHpwBCGg4KoGnPDEFVUqSj9OyKZwZ+BJK0yGw1hwBwBj3lRYKclPKXCKgjT9+pkFJpki4WclFI+LYX3pr1pdtJenty6KEF4GF4WzT1ZNy50n8OJl07CPeLFzqdb2JraQjwVhbzjmiNwJSll5SjllQzpbi/oZWxiS4hjxuV1NAEmDXKGpFfNYi/lo2jlkgDMR8FQc+XtBSfNPa5enOw5CQzakJiJYPXBIhaL65TeCKsczVkObNk6I6+hFVkbFhtDyh45t5tulBjdLnRevIIT33kHPzxDSSoF/L9uR3Djo4+QXp6FSz3dZY3apCblkFMBDIICVflsIa/i628LoG84jJtLCfzl55P42Y15PP7kJmIzc8isrVEiDKGzrRvng8BsxoLtcDOOn5pAy/ExNHd24gcTHXBRpf2rBxtYuv0A2dkFpNbWsTu/ASulvdHhPgwM+vCYdf3xJ3ews7TImqCkyToQljXLLFlUeUuGdU9AS0a2Uehph9sbxHudBGxPC+apXu8uLNJjlpObPpJKvZ/Lepa+JKqtheVT7+YyZqlx/a982Ue6Vcx/BjXy/Aejci4VVUxmDQrV+tkHetrYmOjhmUDPEWgj6JlJ1LIGvfokTvt4j4MqWtW9+dMeTVI2R6KG/ulQfmBSna5cxbLKri4rkmstqx+BTcVT41+vv4nMJqeg2Dhby7qRkxKKs+Dg1cHByoGrVFgBPzlEgPIc7USqk1ev5CmulSPIzfDy3oWb7nL6sbcgT21d8ORduNRzHifOnybIuOH1+OBuciLkc6k1tuJuhkAgW0/kIQbN1iwKdivSzG9K7GwEQLoImOn3bwX8CEY0CySpkSdFMZkkAoiSWOnJBHe7bJbWC4cY9R/HcN8QnCc8SDzZwtKdGczlV5FzMG4CXU7AgFe1pmeu48n7tZT2MpRg0TuMi9eu4vsvj6HJC3x4YwP/8Okj7MxMMoM5WG2UCFmrGqS1FCQnNpc4CVgtVOUJGv62MHqpYh/zO/F4IYq7DxdQWt2CQ1CXAJL1unGsh+pmsxNNzUFMDHXi6nAzLgyHcLo3gLFmK9aTwN/dX8Dmw1k4svqVNXkrpG90hCpzE7whFz5+EMPk3SdIRaKMm1VEQM5ReizYvbB0d1MVDlKSi6rJoJDNYDOeR0hU8NYQmoNuIqMT0+urSEYJpvmUevtObZiWylZ/UjZ5UKJBT8aMCNdCxsUgNZoUKbAkqYvZb2s9fwUkCdTnyo93zM9BuFFVCoN1DOoqE526J1c8NiYdrAGVY9rD0rfVda+D5sOkW0PloPynuNquimtIGvrpv2oyVbH9TEfF/FfF0sE0GD6FazK5n1XjKGPl3oA8whXBiiDmJXR5i274Ch4Cl4fSGqGMAOYSAIMbfv73l+iW433GAXfagUDOjXDRhxD9i9lHdlPCc+QIfg4PhYQ8thd3Eb8bA/rs6PrJEK7+6ev43ptv4r0Lr+J4sJthBDgJoBx8sn9NNuiWZG+aUpuE9H8FeOonVwV7qnZNFju1PYcDU204FsAxql++TZGmezZNyTGTp/RGyc9pY7pWgr2WauXQAAeBzU7JTs6zU5t97cI0y7u1Di9C4+cxMXEaEz7g4Txw88kKoo+mCRAc/FaHHFhC8GHdtLSg5HQim6faTtXWyrqz5x2wJGKY34zg5lRanYZ1oqMFLc1NRiHYKoxjN7KD6cVZrKZSaKXaPUbVv4uA2sO4+ikfp+LA/GIM2wTKfCoDj4uTjGxO9nrQ3BrGYMiOdAKY3C5ileqxU467YvtlCPzyTq2nfwSj117FydfegL2llVln3hl3anYTNz59jN8vxdFCQL840IvjV68ArU0oeFk2aQd5gm3Vb6XoV/Fkw7Qebybg7SU2w37WLur/V0uSqfqs3ngwmS1kstzpvGkue5E7KatRXpPUaKIHzYbl06gS/R6WhBqz3qenbvaTjO36LgeRGbmQ5OCbQ08tS53smjOX+qmZiHIPkUIkPFmLk2MAlLoqZkpoCuBKAoEuAoB0agIX7f20C8n+u5QFvkQJoawNTXk/2kqtCGdFaivBl7UzLJlgVaIa5HK61FPDHaqyS7NLyM+l4J4rwrlBOehiCO4rLfB2hNDtH6BU6MT20hpyBJi0vIXhSDB/7Fg5Wc8TJVhUVwE1uZoFlR11NO8pt3xzwy5qulzVT9YdCWrK7MCwsw9jVBO9E0FkZ6KYuTmJx+klpCkKyXaVvE1UYsZOoMpTFS06OMidbpoJ6F3HcOGtV3HtSj98HO8/v7+MX33wCYrL6yy3A3mCisPdBHtHO05/9x0Ug82IU5LKZ+KUsuQptMizJUStAbS19+BSlwcpmxcPV2LYmltWT8JzclqoPDH1+rFMoPp4IYLfz27h7+8v4jdTG/jN5BZuLhQxs5rBGsOk15ZhoZRWYP0Henpw8fwpvNfjwtxmBh+vbmBzbRP5WFJVU4Gqb+voGF577QK+d3Ec482tWOcktrEboTTMeiaA7mZSyDH/Z7vaMDxgx/1MG1bmF5Dd2oCF7g4CnUw2UveKKbkSFmhjsqZG/bVsT4OMUW1QNl87NU52T6dq4FNsTZeDJMSjkR6zjcjYnEwPdZj/G2T1INobyrw/iL9a0qnsTbMeV6hsK3VRZZaHFfIhHXkYoVRZqqPmhmIn5TinAB79iIrqo8QXKgTQVWymgNaOXk87Rtr7cIJSwunREzg5dhJjY3I9gdGB4+jv7kNXcwc6fK2UYIKUBL1wUBqU9aB4LIrlhVVsLa4jl8giv5mF3+WDdyyM5uY2SioeuDjQd1bj9BtH0VXkIE6L4KT25kl7mtKdGmAiGfMn+FdbchP0NNDVgJ6AO39Djj6Mc+D7z4SRMUDvYXIRxG7I8wcFfKLukeUAgZLDDTnOKur0off8Rbz58lkcH/Hi9kwWv79+G2uP5+BIFmF1E/SYp6LHjxOnR3Dt/DAGOgO0Z7mysrlY9h4yAaqP7b09GGjyYMzPyaLDg8W4Dxvzy0hFY6wHB4Heot6wWF7bwdTUImanlghwq1hb2MTa4gYWl7awNr+EzMYmvPY8iqwrecOiffw4OoZ7MNxOKdbLCYjqqD8QQpzSWLyUw+DECVy7OIF3Lg3iVBfQ5rUiaQliM5rGToRyXF5U1RIyLjfafA4c7w8jQhU3th3B4vQ8+wfLl2Mp5AmIkIhsspdP1vRkbU/bKtrbLiaV7WnQ3VMMyuZrpXoSmd5/qEzG1aR6GVSihPoZtyQJZ2onJtVJ6EBijMa4rUc2V6jtp+Kh/u+oiQlJYjpBFe9TWXn9SknSULmS6wGsiAb141XkOrGuOMkJKDZ4CHQCcbKtRN6xdMnP4qVNSEl8Lg7dYN6OXgLdudBpvNx+Ae+eeB3vXP4OXrl8FRcvXcSFa5dx8qVzGL90AsfPnsDY6QmcOnEG54fP4NLABVxsPYPxtlPo9nZTbabahCQ27THspKPYXNyCZaqA1FYctrwNvvEgmkZbEHIH0J6hqhUrYFteD3OKVJRUAGB2RrVNhb1Vb02udFIpm0k1oGesR4pZ5FcBvuOufpwaPwH/6TBSUzuYvP4YD+TNELdVbVfJESjkQz1qL57dB/l6mc1RRIJS3sib7+CHp3qU+9893sTd33+E3CaByhJCSl7bclvgHT+JH1wewZ+Oe3Gqx4lwcwvywX6qli4kXAGEzpzDW+cG8aNzPRgMujC/a8HkRgaR9U0kdneZS5aF5SwmqJ9uRWCNJOBIpDmB5BTbU2nY4ltAfJcSnpz9l4SDUqmcXZAIeBDzE6RsRXS6gTcJqK3HOpAMhpAc7sXr507gexda2bZ5rM6uIOgPorfNhWjaj/mEF/mNZQJbEflCCW5KgeGudpyh5r0VzeH24i5yOxusXzlXr6QfgrG+5dRldTgDmYqudEFFyq0MIhUqtxQN2q8YlM3XQvUmSmZUo4WZ330e6mWQ5aeAUNX1SBLeAD1trB/0QNLjtxFR0qt+kFFLXxb0vil0UI7MEla7m/4VS8esYhn8Hg4+GfxK2iPwqVONObA5DhBM2jBUaMcr/Zfw8umruPLaSzj3/Qvoe3sQvqshOEd9sLfLF7wogqUpEiUYb4bpEIMsQd630X7ABfvlAAJnWhA81YaWvhY0O5vQngwjHy+ovV5z6VXMzM+jEEmjJeGAh8AQmGhCyBkmRFmxPb+FjfQuMgQb9dWy8k86p5b5pIBK2jPKaVKtpFcBPa3e2jFC0DtZBr1dTH3xmJLeEiU9C7IcETmCndqgLJKePLxgGKhNzWO49M41fOe4B9MLKfzDzSms3HrMFG3q85PyZTFnayteu0pp8FI73Az2aCWPiQEnzgS80lnR3RnGa6PN+MG1VlBjxr97kMIvGM+jR9PYXl5DIU31kSWS182EciIoi+Qp+WJZKdMpaVSoqCRRuuViah+g7EKUY6Iiq1vYXo9jPkqwcrfhdLcFZ1oofXp9uDhKdZphf/Mki19ObijV9lI/ZfygHxGWY3F1DblcAYV4DDlvCIFQG64RuHeKfkztpBB9/DkcbA82IStfQE4u+nBRLelJR6j0y3oYUjbToJtNDMrma6GDkiqPp32e6oWSMXVAfOLQ0PEg0mO1EVVAz0ygiuXSkPb4rXiuufnGk6xzVeqHlaX+a7O6t1gVCJhPYEWd9VDmkbclNOh5eO+Cn0DYmvPgdOco3rv2Dl5//Q2cf/0ltJ1ug6uXel8S2Ly3hsXrC1j8fB5T159gljx3fRLTt59g8s4TLE8uY2NhBztrUVjSRfhCPrgGKekMtaG3cwTHWnrQ3NqsFvZ3Y7tUyfTbBsnFTQWarT09cJ9h7iIlxB5vYypOldMng10d5q4OBRAJTyBPuqeem3U3rQU9gjtBT04tqQY9ZUcecVYkveR0BE9YBgG9HIEry/go5BL0rAr0claGD4aR9oQxcOk0Tl06iYFWCz69u4Zff/YQ+UhKrZEWKGnJhyouXTqPt08NoKfXio/uLeIT+sulgzjVb0P/iBt+ZwhXCJqROPCzD5fxu6lN3Lp1H9G5OfrLUrV1Q04rztrsyDrtKHlslHiZIZcd3qYgnD62lt9DqZF1QTW45BD9PwM5EkoOQRCUKSSSiKzsYjmewVamAHvSiWOtbox22wnCwK+vL+O3nzzA7SeLnFTkwZQVo8Nu2DnxRUpOrK5uUGrMYJeI2tTUhPGwD7awCyuxElZnHqOUTqktOLL/UX9Pg40n21jYPnrvnrSC2R68IWBXWkf3UUWSZXU1DV8hKUlOMladF7HWdhXS5v2YUz+DjbJdk4b8E4tDs9SRGPaTNLPNGWj/qVRqPaofTIgyoHJUKVRYVb5wHSdevmpqWDlCpky+z039UxeZddWjCpZBra4Q8GTIqxf/Sy5KeG54rW71oWk56U5tObH64c+6MGBpx4/7X8Fbr72FE9+9jLaX2/SXxiZ3sPt3q5j7myd49LuHeHTjMW7feoCbd+/jzvwj3Fy+h/tLj/F44TGeTD/Cwvw0NiYJZLd3kLi9Czym/EF90XHcBct5LzrautHjakJvPIBYch3b2XWsZ6Io7RTRkQ7Be7EZfgJT/M42rq/fRNwhx7mLfKN/esuKqLgso1xrOqxBAnosn/r8pAJ7bVbfSiGQHRfQGyXoUbKMTUfx8MYknqRFvZUDDBg/QUYOGigReKxWO1IOG7a7WnDx1Qt4+aVOLFPr/N3NVTy5PwUnpSIPgcpi9+LYqZO4duEkfkKgp+aL/+HBFj79/CEWomlMZr1oob9zfcD6agF/dWcBv3owh6Xbj4CdCJwFkZZsyMnTVbcfhdY2+EYG0XVqBCPnTmP83ATGT41jZJz3J0bQOzaO1v5hBLv6KWU2cfC6YCNa5gSQCJAi+RW3N5BcWcA8wWvR3oZJStS/ur+DTz69i+it6yjEEogSFAvN7eihpHe1uYBlmxdR1lV6bQM5eU83EMBAdzc6COK7W3lM3l9CfDMCVzGl1FprkSzf7xAVl+nLmzyVhRV2QQE8NT7NdqoFPZPqtCLDVXk4IklIc8gIGEsK6qFLOSUzT5r3gp9+a0p4bx7Ej45PJ8J/KiHGzb6l71lGYfnJfZX9YViHbUB00JJeAx8NAwpJAsrHXq5PjV2eM9VLiHbautIomnQzmkFka4ZqJuVNKk+kOS3tiArrImvJx4JAPgBvihJezoIx7wDeufAdnPrOaYy9ewbuJkoMtxKY+/ARPvzgI/zq84/w8fRN3Fq9j+nYHFaza4hYIogjgWQpi3Qxg1QxS84gko5hI7qDhfVlPF55iMmVx4isEQF2SghkfXAMueA+HoKv1U8A9qO4VcJOIgpn2oXuji6EX+6EJZvH8hfLuL5yFzFbUqm3BUoSIumZiq5MWubXyqQGqn/lvYfqv/yMepBJgDzqHMSpsZOU9JqQEEnviyd4nFpAziVSJdVHeWqrVEd5v9aCCEHPMnoSr18+jbMDQdxYAq7feIDt2UWmVFCbfAN9fXj1zDF8/+VWpZL+5uY6rn/+BAmqrfHtqFq/3EllsWNpxWczW/jogy+w+WAa1lQRdpub6RJoPV44u1vRNdaN108P4scXhvDueAveGPPh8oAL5wcdONXnJLtwpseNi71+nO/2Y6grgJaOMKXiIGLMSzYeRTGX5oSWRy6fwu7iKuKJPLaI1o9vfIbk7BO1WVteOcnH09jK5eEkSva3t2C8W/bmeTCT8iCxtcnwWbT1HkM/pf1CsoCZlQjjWYYzEyfIGVIegU99TFxAj+2hAcQABtVD9dSkhpy0kFzNTmvS3nvSlwW9Cul8qGyRquM17faS9lMvfR2Xplr36niVyYiiQRINyQi2j1TKdPgSoGdcD0lH9P7sdGBZ5H81C2mzmltZI6La6cVVLfHJhlwZ/LJ5WA3+ooWSnwPetAdN7Nwng51498p38N73vovWH3aB+g0Wf3kbs7++j4/f/wi/fXgDs5lNrDtiSLgySJOz5JyDbJfXkqhO2WTxX452KqqTjDMcbLFiEklnClvpDWwurGH14QKK62mqRlSZWlvguOhDm+MY/HkvXC4PAk0hHDvRB//rLYg/3sDjz6Zwffk+05MtK1mt2hrqrRpCRHZZ15N+JgOtmqU2RJWVjb6U8apAjybajzoH9oHek/QCsjLeCaR5O1VbtaZHAcZlxTalPt+Zi5wYTuBklwO/eBzBXUq7+ZV15RcBL8ao1r57ugPjdP+rOzF89Pkk1f1V1n8elmQKud0EZrZ2sRDJ4NbkMiIETHc6B7fNhRTzB68PfZTqrlydwMtXh/BnV4Pqfd4WAV6qqdHNOFYWd7G5nsTmRhKWeAoBWwn9bS4M9XnQd7wJznAPnJTY8i4HYlv6lJQS1VQbQTVGlXWbk08xso5SJkFp0IO8LA4S/OxtQfS0hdDFsKc6bFTxvXhc6sTm8hyysV0Ejg3i5KAfAXp/vJnFwpMnsCd2CXQENmFKefJ5SgWCbBWTVfsYZpNkUqpLdayfN+iZpKLlbcVmPx0O9Grpy+S3mhqlrIgONle446eSliS4lw+kpzjvpSN6f3aqlxDrWHeWeqxVCf3eLE28yvumSs3lVR3vZJWNGgJ4VnW8uafoY7e2Y9Dbjn919kc49d0zcL3aBNyPY/5vrmP2d0/w//viF3hYWEHUV0DKrk8sUV8HY5KiVGr4odxFKcx8P1bALiOnpvBeql8+6C170rYdUWzno1he3UR2iYXZpCprDwIXqGZ3eNDS3YbWS53o+v4w3YClD2bx6Y0vMJXdUsfHq1hkDUulzOow1FqlOjENJeFWsdSJgJsAXTXoOaiq2shjVG8nBPTONCE5E8PkF1NKvc3J01uGzjsF9KhmUvrJuO3YcTow9PZ7eOtcD/wUbH49s43Htx/Ctb2LXLgNvRPjePnaKbx10omllSR+PbmNyTnmfZNqu0tAOk1gSEJ2C8dXVlDYilLSyqgtLklKnq7ONpy4NIEfnu3Gj0+EcYVN8WgX+Gglh7+7v4m/u7uI9x9t4KMnO7jO/H5BoP58fgufLyXxyXIJmwk3ugNWvNYNDHaF4Q6GEAu0Yotqsy2eYPlLLHeO2LQLC1VRl8uLrKh8Ta3oPDuBd94+hTcoUb50zI1PKcX+nvHfmZa11hmUUknYe4dxooeTUtiOm2tZLC0swrGzofsd60sDG6/yT95IkXaRFmIaXwb0GtFTxzap2ofp3Qyn1h3lqv7Vj0v7reNGKxNfDsuHIZUaB5f5a0h0srlC7T89GLMb0OHyUqYjen92apBQfWux1VWkWAY9r2rw00ZY3ocV0FOHArBSPSU3AgU/Rlw9eO/qmzjz9ll4J3qRfhDBrV98gk8/+Rw3Z+5jx55CRr46Jp1XJJ8SJS6yvBImu83kaABxlbdn9RuzlTPw5GolMOWYEZGc4LTRvohknlJKZAeRyC7s6SJaigF4usPw9QQRaAkDa3nsfDaPDz/6GJ8//oIqdJRSZAbyippSa2Wgqu82aNCVrStmDVT/xEberDAPQtCgJyc7m5JePyU9eZAhkl5US3qi3joJ7ow376DSKttWWJkpAmAmFMDIa6/i4ngY6VgS7z9YwdLDadYl/Xvc6B0ZQqitGa1BK9rCDvjU2xxORBlBLBGjBCTALC/DieLNHLJObHYHMgzv627Dy2cG8aOLI7gwQYksC3xwfxu/uTOFj9X66SQlqzlsLawgsryKyKrm7ZUNrKxsYmlxRX31bGU9jkTehXCzG33dXvj9Teod3/V4EZlIlHXCuiKI2+Wk51wB3v5BnD19HG9dPI7vnGtGMODAZ1MR/N1Hj/DZzYfYnJmihBpXQ6vU3oHTvSEMtBL0OGEtT8+guLqk24FSnlZvZU2P7a62s7CdpDOyLqU59Jqe0U6NQKCBdT06DJDs92HmYQ81iEun8fR0qumQ+FaXdGqqd2iLRkTnF6BH1v8NsBMWM38y2F0c6LKW5yjIkCMAZp3oQRu+e/JNvPX2d+D9bgfy99OY+vk0PvjoI9zfmMa6O4YcO66SkyiJyJqdOpxTDvIU0BNpjvdy6Kd8oUaBnoVyn8FyTFSJEqB8plGAr5gTqYlmVxpxexI70W0kFmMoUE2zrtJuPYb04y0sffwIv/r1+/jiyS1sWaNUHZMK9ORrZ+UvcqkBxHuz0Oxp0kFNkBezLEILwKlDEqQMBD/14XEBPdrUA73J1KJ6eptj/Dm7RT2NlTW9mHxAo6UZp954GccH/FheXscXj9axOb/GuqZ/OaFkZwcbKdZJJsW6LuHaQBCtHSGUvK2weEOIJ3LIxikBEQxZoSjJEgBVy3ArweTySfz44iBe6bGphx8/u7GBn91dwL0bTxBZ2kEhkiCy5oy1MyKiyVIdCaqvVD93tilZUl1+FCdYs0la3V5cHnKi5OvAtj2M6PYOcnJKS8lBNZSV5gvgxFvfxbsXhvGD015YmMSHD9bxl7cWcOP6EySWVpheCk5Wt+yRTAf8ONMXxHivD/cjVqxMzyEzP6skuUJB8sPJj/VQItukfQwJT0t60kzG+JS2Ub9qMt30pT7VOh4K9IxoK6Qt5L/OAfmAePansS/C50o6R43zI6Rc+c/mDIl6y2EumSxnVK5asNak78v29KeF7loWN/2VMia/h3WRa+PRLNVRqRBto6l6Y6YxVo1ar/a1h+o5NfQu1URHxileqkHPlXfDV3RRyivCk3fw3gWXL4RQyo8ftr+BifcuovudXmABuP63n+I37/8OU5EZJK1pqj6ctR3s7AS3pCWNpD2LNMEnVUoiLR/GtmTUq2IZgp4cCJAmyBEWtcwna2LCzJSGQ/63yHnIlNgIhHJMkywlbWa38WD9MVW1m7g5dQsfPfwE7z/+CPd2p7DloBpItTBuJzP+mIOSUbEEZ15XoIWFJB6xnNJWBCWrDfJ2iWy0lnsBNlHonUq61fKVPFN00d5bclK9HcCp8ZPwnQkjpdTbSUymF5H3GPv0KNlmGW2WwBdxOtFyfBijZ05isN+Pja08Pr0+hejGLghh7Et2YlAJyfUdLK2nEM37sJr3YrTPjqv9dkqATSjamrEVTyJJ4HE7XZwnsigGfLh45Qx+ONKEMxMBfLGaxc9uLuGjz+9h59ETqsJZyFmAIqW7CVTOHMtPCU2OqyrKO9A+GpNpOJMugjnrOR3jRDKD9Qh7o7cbdqcbZwYsaMqlWa4A5mbn2DcynASdyMvJ1kEC7mAzjhNsf/lwFx/dfoK7n9+ibi+AKicIym5J+Rwka8/jwHi3g/7bsV6wY+HRNNYmJ5V0VyToydH3MvnJve6qMiLYVkUT9IyeqmYqudFjSoZBhdmu6lqxrx5Xmmgp/8WxHsl4012kAel05aqzYuZjP9cQb8XK5KNS5ckwy6gujKRiVeGK4YB0ZHKXAtBovgQs9xWWC697Wdwa2R+RVRbN26dQ2Ysu19GokmQtq0vlRszqx/IoFa/A4U81y8Vh70pY0evvpBp1Bievjql8TP3yHu7euovp3VkFeBmR1IgoacKUfI1MQE8BnfoR+AwmNKprggNJPcGlf+EMO79wSuzolilKuBTBUfxkEWeYiCOFLV8CK64IpoureESwfRydw0ppGzE3JT8n47XSP/MiZ9dZFdjp18KUkmjsMZQvkRES4Cp6ODw9vHcTiHhPFgCUvYh6Q7KSWRX4WWUTnCy6iwrGaOVgArXfTNUeyaxK1h/xUq3r2RxOBJx21UViaarvBCQJrBfqJR7Nsa0ofv/RbfzNpw/x2w8WwbkCfq9ER6U5S3GK4JBIJZGnJNbb34+xwT5cOtmK6RXg7+8s4MOP7yK6uA6LgA7zWODgSLIMMUqIKaJcsbUZ1rYW2Mhp+UaHvAPrsiFPYPPb5DgDGzYm5/H7X32ET+5T7aXk+MqpDvQPdKLj9DiKDgdzoqXzzcU5TM4vYi4JjI+EEfaH1bc/5NAEm9sHq9XNaqGOz0ooZrJIpgqyVZMgTBbpl3Vi4YQg3yCR94TlNT0rzfJ93qIcvyVXAqZ8vU2mJ05TylxhPV7LzFray7W09/6oVG5YI6pnje+gwStujdikymjdy4ch8SdTvb6rQ3vRu4br/Wj/bSaZReSJrah5RfZFdbJHyU17kX6KaE65cPn4afRdHAAo5K18vomZz6YxszCLVIAAJcc6iRqqJDeRzQTAspT8qJ4pMKNkJ2bTnlfFyl3cKiyrfvKpRu0nT/DL0J6DnsAataexa0sh4soi4slhx017B/2rp8AiKVJqpF9RHW35AoJp6TQWZGRwEcitItFRigXLZiu44MlSeqIEV5DdhwXZeC0sG7FlP6J+9UzWNgX0ysKA0Q+1TKJlCuVm2MtpL+qABhuB0+6A38P0SNEEQTwjr6AwjKxXUtq1UZIFgR35GC+7WIvEWNtOJXUvrQNrq/PIbCzCK0sErJNiayvV63FcOeFGlFF88GgNv7+7htTCLlVNllnywa4o+wTR0oHg2XPo+/47OP6TH+DEn76D8z94C8OXX0P3+YsotLso/JWo1uZZUvmYegJb9+/gdzen8dnDDRHacP5cG/qP91Pv7VDyuI1Se3J7EQ8XljCzBQz7gZHOdlhDHfLECoUopUNZcGSMFPWATAHRlB0JZl9Az0sp0ionzhCMLaKyE+Tkg0eMmFItgY/SvDpan2aR7PXnMlkWwywLJ+rorfKVzLrWzL5L1qCnAVPa/vmSHuvPe7yLRFePnzdJjTxXKoPiEZj/FKtBwkbV1/r+tNlI7NDEACJ2VDOLruFN0hL5R6ctfkVFp0ZIKU8eJLAj2RyUHJwYdnXi1OAIfFebgTlqtr+9i8/WvsBabpMqDyUYAk7WlqdEpiU5xRaR4LQ5Q8lPpLukkt6q7QmCe1i2rgirr5SRRYKUr9QWZH0wT2mnkEQmH0cqn1BfPIszphiZtrwXCZEALMox85SQ/XOqaKxbApnF5oXDHULA6oOfqrtwqORCiEAYIuh5qYLJF9hkU7Y6F5D3Tqp08vRakXRGDjUaxEjmIDNUDnVlnYlkouqdA1I+v+imui+3OSXUcfTzRlRbkaZt8tYGG9UmKMd8tjUF0dXVjjhxcH55EwuLiwRA1ousy1E6auruxpWBMEbDwO8WSrj5eAHJOTYIy26nal1iOeQoq6bRPrzy6gT+Z68M4L+43Ir/3asB/NdvhfC/uRbE//FHQ/iLV0fx7jvX0H7qJFIuJyXuXRQ8lNTZ+NsP7uDTG4/w2yXgHKXNa3098B3jZEcgUuuDqRiWV3cxuRAD5yF0dfjQcbwLwfFBtJ04gZ6TF9E6dhx91y6h9ewFdf4ehVTWO3GQk6PDo99Jtro87GjML80Wqs4Wm3HklNzTDHUAa4UtcniDYm1WYcWfHFXFuhRQlE9clgFQ6lmxap5vJdXDAcWqf1VIhBat/ko/rOZaEJWlnWcjM81qfho1CMOiqJ95V3vdT1KuL09GBqQilanyUx/rITDKOpislVg54IP8negZQ1/fAIoBDq/7m1h9MoPZ3TmU5DEkpUIBJxPENKBxoCpwM1kOAJCHGLIhl8Ama3oN2JQUFWgKCBr2uZL+LGG2SODj4Mk7CLIcdUkrVVpKTKIupynlyZfNZA1QHoDIMU9SaaLWipTnyNjhiljQtOPCcWsvJoLHMZhvR28yhLaYH760rOfZ4WC55SrgJ3sTZc9iZUIyqs+U6MSCqqxczUEmHgT8xE7kESFR2RTRLsMBL6eRZCnh5OUbHC5KMy4r+jtb0NFOqZBgsrSyid1dOaZdtjEzGPXd3s42DHXZkIwA12dXMD2/CiSSbDdKuYy+6HHj2OlRvHJlHH/2Whveu+DGAIWwzWVg8kEcSQqUbuLE26+04u0ro7jyykUMXLlAtdnJGmcWmBdECWhTC/h8ZhdpWp4bCmNgcAg2f0Ad/SUqdHQ3hfnFHWxuZ9AVduG10U785N0r+Ml7L+En3zmFP//RFbz35gT8XZ0EUtYhsYzFU0dLCbDJuXwK7AzgKnFyFbOwvJstoKfYkAgrbPipshMzFEgKS1gCKicT+ZZH+U2HbzUZHU7917/DkYkWFdSwucNdP5V524xDIaVBKhlW1l7mP8X73I6QlQpVJUjSMezPqLI2+SCq614nYFV+TZMIGvKxF9mEK6tbspDvImg0Z33opz77yrlXceLlM4hz5n/0m89w/aPfY7cU5yxupQRXoIRFWBNJzQAsU3WV/XcKsPjL81pUKijByGDZuCJbSqpZVL+aH++phJH1vezxk/hk/U8AVX3wh/lXm1PELzu6bEkRmUuOwnLK+hzLI8cntWXdeKN9Aj85+Sf48bnv4zun38TrPRdxyjMIz64du7kEko6MWseUN1FkNU+kPMIX46Q65+rDifFx+M80Iz4VVQ8yZJ+ebE6Wb+TmHFa1bUU2HsedLjT3dWPizDBC7W4CVBKTj2aQ8VKau3IN/efOoHV0GF3j5NEh9A/3Y7A1hLEeN5aXtvHh/WVsr2wrqUW6Q7C1CS9fPINTvTZMMq6/fzCF7dkl2DJGmd0OuAe68ebFfvzwQidGiQH/8CSL/+7mLv72wSx+N7uBD6kGP4iw3gtuvNRhRagrgFjWit2kG+mNGNxyEgsl6zTrqxBqxYmwF109DsxEvFh/Mo3UVlSUfta6G/6mFoz3B3G624nLYTcudDlxusWGs03AhTbAzzr55VqKU2YaV4ZCiBNwJ++vYGF2EXk5+ovtZpM1TXmoIRJk1ViS+pZlAvVw0FCBlRqs7omeyiyaEa/qXliAlJMb46CCDDnBSr7SV1QbnzXJpwDMMfvNoqrxXkU6nzqvumYa5Nv0ppzNuKrj1I42Z7jjp9pCk65q/ZMO3pDquB1UhwpYa2ivZ52hir1ICRU/Nb4loTpcqZxaVj/Dvcx0UW7KIKVm5+B/9bSSnUiOjxLpRtZXgkk/JgLHcfH102g51YnSoyQ+/e3HuLs4jS1fUYGaQJyolqKCylNXuSrQE/VUfUCbNgJ4BAW1KVlAjZ1dgZiI3byazBHALGl4U/+ZRwV0huyujoYygY0ZV5qlMFFbvpOh18rol1eRsSzwUIrQANhUdONs2xB+fO0dXPrRG+h4ewChMy1oOddFKbYbPluAklUUid0kHF4vSyHxSCz6aCk5KPW4k6A3Ng6vHDggoCeHJuRXkaZaKEfFy5YVdZAor7tOL8J9xxToBVsF9OJ4/GiB7g6MnRnD/+SVFrw9FMBLI0Fc7A3i2nAY57rd8BEsHi2n8dndSSR2dmHPSw3Y0NPfgzfPDqGFkuDNyR188sVj5Ha2WOasAgFrOIwTF8/hn1/sRicnp39/dxO/+uA27n5+B9szs0jMLSA6t6jO3tveiSPtasYpAlVnIIzJSI7S4Cqy8bg+9UX2zLE8XR1BdPSEkEvnsTC3jo31COxykgzr2BHyw97ahkdbRTzczOHGShI3lmN4GMmjiRInKw2/XiFYszec6QsgTqlxanIVS3MrBN0YSyTv3rIdpSGJeW4Cn/TGAstSkPU91lNR1mIF4GTNj2Z5r9lcB5QjuqSeLRZKfBZKgJyk5OGRgKE8rBJVV4BQnmXpByDSH8hqiUfSNccl+wzN5sbj/ST2e5mkB1IDEse9zP+81GPtVjVGDa7NkkYS9V/CGExv+p/iin3FTljf66/PqVhoo1CulssDag/Xo+po9rJEJ4NVM82Gf5VMtSdF1WZSlbFMNYWpcL1KU94V1/40STjjwjxIZ1BbAwQ3lIMcA+9FT7AdfjlgTR62PY5hmxJBgupYgp0/JQ8vZO+YPIQQwONgMc0CgAKIorCWCHqyziawJ08/FaCx8uValwUYhflTRyPRLDEJqw92S9wcJMIKYC2UL+XNAdkDyHv5Dq4AoahR8jaIhWE67U147fxVnH31JbheC2J7cwdTdym9RGKwXgrgzPdewuXx8xh2HIMlzcEhKjEHic3qpPQj3/BwqSe76nsZrCfVgZhbqWe1XiIDUtloEqiVBXfzXkg+FiTfifA7LDgXArpTaVi28nBQ+ipulBBdLGB6FliJlhDZ3QVSCRTS1HWpujUFA+h2F9Um5DmCVnaHopNISnaRkkoIEYQGulvQE6D7TAa/fLiOBw/nkV9dh43g6U0kEIhGkVum/f0Z/MP9VWwsZTFG9XdsvB9hqtYFB/MnIlIhi9LOJtaTeXnMgl5XFn55nOz0GEsGWexureN/+NV1/N9/9hH+m59/jP/nL2/g//H+Hfz9ahpbEoX0oyLbj+WVrUaiObM6qO56FMjJE2YBJYvDC6vDD4fdw2J6YKHqX3R5FZdcfurFkq4XFoPFDJdPX+nf6vQxPMOxjkpUdeWD6rDSzcbwVjftjTVBcSMYqo4sgCiZUaTbsfIzbWpt9/4ak4yd58VC1Tkxxwft9npTZI7wej+WWOpchZHwRhzfRJJ8mvy8MmlGpcsuEi5VOM6Esr9K1pBEwpLvlYbYYTrDLWjv61FguLmyhvXoNkGmBFeO0hR7tjqXTSCNakqOLNKcVkH5n4NSwE3YpIqpKh8G76Vqe8mT3sOn1WIxC0saAn55xQKTYicKsRp1cBRzCBAoBkvDOD5+GrhEtPnbGGb+zS188d99gTv/19vAB0zgODB+ehh9riZY00V11H0gL/v2ZMsJ60YkBUoMoj7RoMwCeCK1ykdzxK7SVuJH51tIB5EwZA48a5GDmtmbiljwf/tiF//n387j//TLJ/i//HoK/+0vHuPjm4soymseHMwOqq2gqhzw+9DsLCCVAZa248gREGX91UUJVhLtoCp6oZOTEcf09dllbEwvoBBLMvfMG6UkkULTTrY0ORPZxerkND6bXME28zcQdiEcJBg5CQwFkYccyKYp/VHyy7DuWglIYS/RlPEIwIv6n13ZRObRJPBkEqXJSeQfT6E0P4d8PgZ5duOXdbwiJ8hUFBsR1j+DNxM4syGKqpYOeBzt6lOeMlfYXS6kvc3Ien0oeey8p3TtcMFF6bvkZHu5QgTNEJz2MOyOMAExTKBrpnszHMyz1cW6Z92ohOW7JHJslt1BTCVTYpRXCIWVuiw/aZAq2nv/bSIZT6ZQpQb0AWTCvNFJjZsvQRJFPZb/NT+j8yvXao9iV2Mu3+zhQ5Cqifq+zVjMs/LkY9x6Vxo7ByUjPbDlgzcW+DhDNgVDsLVwxmXn39ncRJSDLUeJTp7wygkZOYKKBjlZt9Nrd7J1RCS7At1N0DOfIGlWWVFk5sfkaqoOo+Y4Nmo1qJWZ4CZAKDlRQEiWNzFsxbQqI/JOtAeb4ac0JC0fm1rFDNXHT299hsWHU4hOLolgi6aAHx0cfE2uoDpSS57kml91k9zV5E/aUX5qIBmDiXVmbqSVMpaLaZiZK9YZJWQKbxn15MCFqa0E7t55gPt37uHmzXu4c/0Gpu/eQTERZ745kXAsi6Tnol8v1WjZ6peU79hKG/BiEzGKbRnwOtFM/NtksNVoAvGtXUqmkjNjwqBB3nIpqCfIRSQo9a3HMthlXtpDDC+7lmUDtEhfVgcKBL9ElpIeQVY+HORxM3KWUd5ltsiDLvl4OG1UP2U+nHJSCs35fFa9+BGkgOXIFLERzeHhWhYh1u+pkX70jfRyNg0gwdAF9r0800sy3pTDjZSnGRl/NzIdx5EbOg3LibOwTVwEJi4hd/oi+QLStEv2jyHROYhooAO7Nj+SdpEM/ZQSiayU/IpSDkp2skQj0qQ8KRepXbWJYi2hq3EorIqhWlCZVYHK/IcjnTX5V8vqP//tZUVybcAa9OjzeRXPrMR6rBZIhFWymk1JQbH6GYPHvDfdqvhQxIKY5TTJvFfMeATU5GcTqJOz8QT02DHkKq9c2SntyatY8rTO7aGqwP5eyKSRkFNxCyJrFYz1AZGyRJWkhKWemBLs5KkpQU+9UkafCrTMn9nraD4MKaCjfwWa6t5gAT+TlRrLQU3gUx/2ZvXKFjF5+mwrZVCkhYVqukWpvIIgdCOQWR1WZH0ZpCmNFHKyATgHv9tDoPfCnrepBzpyLL56sGORJ4JV7aD+jHsBOWZOAZ4CQNOOA0uVuarI6kZeQZN3ktkLKMxZRe/LMP1kBJZkFLZsHM5cDDY50US1E9GCYZS0LIv+Eo+sc4lqW2A9q29TiHRWooqo9gizdSiZKu90ZwCzDaQ+HZSEZIFf7sUvhSG16G+XwAQ7eZoq62lqOwhZttpI/Uqy6k0JWTdjXcihEAXZzCcZop06TovGAidDCpVqknQV7Ord3kerMV6JXaN+vHZ5FOMvnUJooAcWbxMybkp34WYEe46h5+xVDL/zT3Hxn/9rvPzn/wmu/Pmf45W/+Jd45X/6n+Da//J/gVf/s/8UL//r/zku/0d/gXM/+Q8w/v0foefKa/D3jyPvbUWm5EHa5kaG9ZZl/y1Iedh2LJ0qhOr38oCE+a37UEMZVUmrrn9I0vmrxzqztVzPXzVzUqKh3JEZ5o+V2NBSQFVO+XEAqZfYeRXJTj2hVEBH0CPLK1duGTTUO6wuqg4yw1NAyqRTenNtXpbVpZPrbiGDS6+fcUgJ0AkrECQTeMSPGnTiT8zqd0iq8qjBrhEzTrkygGLmTY5uT8pOfybsIECkkzGk4knxhLx8PIhhHGkHtiNxquwxlNIEkuYWhLq7qFq5lVokapK8uyFfapNlAIExBT4kJqfKXk1i93QiUIhEzDxK3p1F1qmAT57AWqCEwvrPs60kfzKxyLvPIvEVCGAZeRLNbAa9LgowTgI2JWzWs3yCMZZIY51A00xhp8XjUicly7QjWzckHjaPvAKt8swLbEEfOoNeBBj9VqJENZYSINMoOW0oMpEcVVm3qNeU2CKcLOJZWd1jPlmnWRHxQpwMB/qot/YD/f2wjAzCxqscSipbXSjkqQ8bYWsbizce4W8eUKRkXH8xEcSPrw7i1Xcvo++HP0LHu+/i5J/+GO/85J/iz//kXfyv37mK/+LqMP7L17rxX77Xg//Dd9rwv3+tGf/V1RD+88sB/G9fbsN//b1R/Jf/5DL+s5+8gT/9Fz/Ea3/+H2Pkn/0FHJe+A3jbYfP6Cdyc1Cnx2VhPcoiD2hdJiVXqQ21n4U894iI4ylNf6T8VOnQP/VYRm5qlrC6p3PLyfIor8Va4bOI/01xDypIpmw5lD6Zvk6vIzOwerviiyUhQoTwNNl45fKkWWTiUbZRhqMay0Tnc1DYV9TlHDm71URyqdnZ5bikLw/yTzwsWsvJNLg0wMhblKtlWQKaAR5nUT8BHZ6mSKblo6C1bNSYJrC7GryruclpknU71zwzDPMs/9bQxj630LrZ3o+oFiPDgMfWN1xClupItj83NdWTmKG0R3JtGO9Ad7IC3yAEvUwDrw8lBIT+pTgEqIQEP4dpymHe8yp9IRSTJhmkn6CMPXgSY1XwkEhUHqSUcZMYIJE1BWFtaqaJ5CXwEDUErSn1yxl2E7UIsRsDDOhT0o+Qnm5flWKYdAvf0bgZhug+wbL5wkwJtKptM1JTMrYhleSWghbqaMEj2MZqlHYJmlIgp4EhBgKIgdVM71Wmr2mMXY6HjObpLkrJuShAOtLXgne9cw7/4kzfwr3/wCv7ld6+o6/dO9CEkmjBZNqxL3leout+6P4m/+ziGVWLf1Std+MFbY/gPf3we/+onb+JffO8yvvvuAM5fa8axE6z1NmCF89Ot2Rx+cWMLv7q+iQ++2MJn96K4N5fG8i6jpfDWNeLDS68N4N23z+A//MF7+PP/4M9w7Sd/huCZiyh09CFm9yDDcmTtso2Ik5iHajvLpF57I8uTYvXKm4KD2odOqqkUy1RXj8T3Ufl50v74G/7YrsI2Z7j7p3r4VUh7IXEwNShpQxJgKRM7l1llCncUi1lS1FdxVphb9qCDaB9ipf1Vs/KgAzX8KT/ChoQnpABPmGHVUUlqIDsIaQJyGuhEmnGTxSyvYbkKPnSV2nBp4DSCr7Ygv5zE9kfzuBddQsSRRZ4dWo6MklW0jE2t6NEsDzbMNTbKE5SwpLJl2OlsSb5qc7qXdDl1W8h/FYdcpU0UmVchrUIKqfPxeGcuVss6nGwultNeRIL1lbzo7u3D8MhxwGPD7uQy1lfXkErsEGf8GA73wzbip5SSRmGeALMeUdJYlmDjosQr65O9nk4MjQ3Be7YJ2ck4pj5/gkfZFaRdJbVVRW1ZIctWigilxZb+HpycGFRbVmYXE3j8eIGAR0ltsAuvD/jVet39RAjezlZ0jB3jIO5C5+gwOgaOI7mTRiaVYn2wJtNxtLawPY53I9TuwOpaDDML68jv7MBdIKxx8GYo3Vm7OnGl2Y/ukAdLaEc8mUI8voNSLqo7vqjKvjCajg/h9NUJfO9UEEkCyM/vRTB3bwqudFpL6JSEPC0tuHCiG+PDQSyu5vEJ3SMbTI/1mSNQtLS34I3TA/jxhA+vNzlwtsmJc212HA/b0EZpcyEOfLgZxdaTaQRiBL6NFcynMnhY8KuPuXewncc8eZygNNjBOtnhnCPbXn4+uYu/eRjBX91dxd8/lrMAN/HR9CZ+N7OJ3yxs4Tdzm7ixEMWtpRyerLP101b0cXK5FgJGu4JoHRhAZvQcnIE2pJIZJNObqp/IckLOyQnCJpK/DVmCe0EmJVmfpA/zAZXuU7ofCv4rK8OteiyyOuuSeP1DkmSrHgvZXE0V0JOMKpNRIEVHzHw5nKIqc008clNtYWanQjXeD6AD/RHYVOPwJ6qoYoKZbLQVwJP1OyXuqw24ei1P3jaVo6RcRapGZBslvQ5Lk/rgT/haOxybeWxfX8LNnTnEbFnGkyewyeGfefWWhZgF9MyNx/IooyLvkaoyvLcWqqm2HqtI2Ws37ccwk2WK0VAn0qyUVp5DS8lEemW5SnK4ANDDgTDRexI4aUd6OYrU3V1speQJZQ59/nb4J7oQaPfBtVDA6vIKYoWkehXNSklHHo/0uDswODoE37kmpCdj6iNHj3IryFCqkTcisgJ8vJqg1zzQi1MEvVCbGzMCeo/mkaXHzsExvDngQh/DnekE3h5x4/U+D97o8eNqlwetFheml1axtbbCkZpR5+rZPU40EyxPdvuQ285hKcL2WFyGO5ejKk4gyonUZ0fAH8KJYTcGKPIR65F1u5Bi2dBE6a+zGSdOj+L1swP44Yk2pbp+9iiF67cWsbq4xNYyliTcHgLsML4z3oHODjd+P53H/dsPkdmMcGK0IOsPom2wD6/1hxBq9hCIsvhwJY0bO3ZcXy/gxlwMT7aKWI6xHhY2kYsmkctHkVxZRGKBaa1uYGo1gocrKXy2FMEv783j04dr+PzmA9y5fgtLj6cQezKLNIE9vbTGtmIdk7Pz+miqnZlHWH7wADtT89hci+PxZgr3CaTOgBt9nTacZ8W2BdvYll3YhA+xbf1QyM2uyPlZTYh5ArusjcqJ4KqLSp+SP9WtBPj4M5x0D1YOZVLe67CmsuEbQ5Ijgl4PQU9uGoivR8z3/sFada/cyKr2quyr72svjUk8kI3LPlIL6sZPBr9AgB78BuCxwQXm1IZbsizWO4uylsd79c6pGw7hImfsUhAnOgbR8mo3LPEidm4s4fraFBIEPZvsx5O3MOSMPFmjUjDHXx3QY5ZqqJx33ZuMS4N2IOnqK4eq6lzapiJXs7wG6Kly0+wg4DlKlIKYpyaqrKda++C60oLSJvNNdWklGUEqk0Gb1YOmnhDsJ0JwbVnV+t/mwiqClIziyRgBpIRuTweGx0fglaOlpqOYvjGFhxl5I0NexSPAEOzUSdFUp3aJKC0Dx3Dy1ABClPRmFpMEvTlKjkX4e3qpglK1Vq+SFJFOUN2lCJiOWXGMUpKbA/MmparlZYKaPIjIy9qdSIhDONcZQLDkwHQki9WFZViSaZab8nYmR6ktSeAV0GrGyT4nBofDCDf34FhPH4aOtePsiWO4cGoQL530o4ua9KcPi/i9nP589zHTF4mRLcb825pDLOcgVdUOgjTw66kUZu88QCkWh4saQj4cQs/IMbwz3IQCVcb/92fL+PuPH+Du5CruPZzDgyczvE5hc3kDmbVNFDixWDjruNhIjngaixvbmFvZwpOpNdybXsbsyjaWZtYQIagWEpRuZS9fhgnnZIuxrG0WFZfkw+RUze1sS4pwSO1EsEJgnJlbxIPdCHbWY4hSxQ/4/RgZ8sAf6oCntYsqrVNJ9Tm2qY9xywNspd5SVWfPUGNX9VFhEeGEjU6m+6Y215IZoJpNqjYfhnQq9cOZboel+mmLJmRztVDSU2WjJ/1XG339sA1JwpaZ//bd77HTJIkYCdVe6pLk1WSlypF1/k17bSuiuqh5ItHJz0EJQIGdgB5/lOUQLLjgK1IKokQnn3IUSU+dK5dxcUYMwMt4QhkHeps70fbyEGzs3PFba7i7OoV4MclOogFPOG+jjCdqEX8K/Azgk43IAnt7CyW32kqrCZX6qKqZmnJVQgipW4PEqKU8MSvYo7sBfiyvjVKrlFri8CSt6PG0oGP4GLxtBL6ZBGY3qeKmqNYlE3A5nZRgBmA/7YOHANS15sbkJiUgglqplEWXqw0jJ0fhmgghNZvA9K0pPEotq+/eqjcyZP2QLIvoEQ40kfROnhoi6LkIeikNeiXWT7MPs6kSfkmQeH9mC7+b28E/TG7iC6qaXXTrCxfwEUFtcWMXtu0YWyaPBCW5WKALF9pbcb7fjuW0BysEiwj1wlwqAivdLZkSVlmOKAF8PdeGNq8FZ5qseK3Vhjf7vThNoO30yRoe8Dd303j/948w83AWlsQqXMxzhnHIy7mtQ124cn4U3xuy4+6TEn5+dw4JSlkCWgIYzo4m1kM/3jvZhBnm+f2pOHZuPURhZQ0e1mc+toFsZAOFjTXOBElY7NILOAlSnbcUpDU4AKnq2qMJFFMF9WaGg9K2s6kVhaYulGwEPa8PDq8deb8LJYcVJTmtRt70sDsIjDnIKTYFTkR2ZDlR5ygFLmKJ6S9mCnjE8stjnJcHvOgNe5APBLHsbUKc0jPnao4Du9rbqUaLdEApl1o+0f2xTLRX/UrGlep01Y5CYmdOuSZJHHv9HUy1/qvjEvujxGWOlTrENGyu5m79Gpr4EZHevJFA5fWjZyUVqTY2pD1pGN6fFsqkcgpVAdSgZ/7lgYVsppWns3JUkvxkIV7EegdVWKeVACdX2rvpHszZ0ZJ3oY1AOGbrxajnGNWlJNxUxdqCzQiMNVM68QOTGUwuzWAnuauOdJL3amV7Sl62qhjSndq1p8yyksd6lRm6nMdyLau81mSeVL5j/hs2Hkk5yT/9p7qdCmPcaSeBP6dhY0Uxw7KzPAGXD92tvfANUKpjxuLbSawtr6qTmeUhR2uRgD/E8nY1w0EgKCYKas9bupRAl7sdQ6dG4CToJWbjmJaPbSeNk5OVpCfAp9XbXQP0TlCyqqi3MwSDBLLrm9iceYLIyjJ2qO7tzq8iSk5ZrRiiJDc04MFCxo6dtR0k14gqrE05zUZAo4mqZW9/ACE3J6GsA0820ijsrMLrYhtTckyns9hi/Gtrq1jfzGBxu4jZGPBgG7i3lsMH91dx/cESvqAquTFHlTFF1dOaVXsvS/Jks70Db5w+ju+faoE80P7drQ3cv/+E+SZSykMMSno9A224fGYQ53qc+O2DLbx/f5lIugSPvBFjzcBSJICxrxEeYWHcFpu8ayutwPZnX8nZCURkSxulMOrgajO3y4rWkU6cuzaOV4/34ExfGKNso+MDnejpakFfbwfCQz1IMtr0WlRQivoaJzbZesJ4nYwjl8kisbqCXU5UmXQOEaq8vW1NlHLDCDkdyHi8WFpYgVP2NrI+ZTOLdBB57U6vPPPGACCaDDZNQpUxq/qY9DnFpnnPmD40meGq03oW0vmpS2XQK+fRAL1yms+aeZMOm/n96UgosX1a6HIK/Gf6VRIe72TxXu27kwcTlHTUU1kFfLItRau1sprnKTgRzrkRYE8a9LXj3MAY3h57Bac6j2Nhc54qXorqXQih7gBa+zpQ2M1jdmoaG9sbiLjlBTCBOXl4wQFJtUrejlAHABj2UtGm0qryy3/aRt0ZV8ONrP1Kw8lFu5lUXVPiZIaWDm92VEFX5UbWCq5D1Ymo/G6LX6mTsqF62N2Hjo4eOI9Tl9zII7pJVTW2iFKEkgOlQXnLyT/WCk9/M0JZ1hyjT1CCanc249hIPxynCHoz+sCB8nHxLL9s5TBBb8fhQMuggJ6otx71IOPJg1lkqd55KFHZU1G4sxk4qMY5kwS1NOuM4brbghgYCquHJ6vzm1hc3FGHfcogddJ/wR2Cn2BxvheI5oPYoMq+uUhQoupnIyjJ+X/5VAqx2DZm53cpqebw2fQKvqAq+dnDJTya3caThzOIb6zCQf/pdAIlr5P1Qp3a68aVi5fw1qk+SoUEvFng9wT21cePUMqkYHW5YSXonj45gDcvdcOWBT57PI8HC0TUCFXTXIpgloebQCYTbIETaknOn7JQBVfvc8tTVPYLXxM6R09g8MI5pHLUFna2UXI5ONH4cPnKcfzkQhAXRsKYGG/D2HALXjrTQXW9A+lwG+7ML6OwLMsNhCxKfkVKgPm8vMdLVVXiT1OVjm5hfmkXsZKPvcCBoY4gRruasMG6yVpdWH40z4mfanM+iyz7A+UDkmgm7IGqLwkAmqT7maZKL9TgUs1flsw4vkxc0v/3h1c2AnrOpi61pqepUhhVcNMsuy3FyWBlXyfSfSRelO68hxXp8JI59aRxHxvxy7UBq7CMx/yZpKU7aWa9RuctueEreOGR/V2cGR0ur3p31Espz0+pp7cQxlnHML5/8V28cu11jL95EQOXTyGRTnPinkM0GoOFHb3VF0b38T7Ee4uIz0Ux/2AaCRclBFaKKAki6QmYiRIj3UWptAZJXqvzKEYT3NQty1xxpqHmvj6pp2rqZ5KYeG/YC+kN2KLSy5fdOBGImGTjIOfg7UwGcYwSjetcAE35EAEgRokvgXgijmg8AseWFWH44RoJwnu5GW6fCz3ZdgRLHoQ6tV1mKoXJ67OYyS4j7dQHDqij4nmV91dF0gv2dOD02VE0tbuxMJ/A1L1pJDe3mJeMeg2NGjPseVHFvbDavMjmS+pBRHdruzqtZHs7h/vRIrLb23BxYNuoKu4Sm0qOEI41B9F3zAKfP4xtpw3bKU5CiRTjzcElr2OJ+ibHy0cJmltryKwtICeq+m4SPoKDNU8gIprL93nVlo2mJoxdvoAfjh/D2WEbJqmZ/vz2Om7cvgdnfIf1KVs8nPD1DWBsbAQT/S4MsrxWO+W3MFVHAlyC4O1NW6iKp5Xk6JXlEkpjslFYnjCX5FW27gFcefkCLl8YxhmCeyxfwMpmjD02gC6q7udOHkN/CHg4BSxEKHyLShwHroSBR8zTp3dW4IjkkaG2Gzw9iLE330KcKm1e3kCx5GAV8JY3aRIWbE5TkmZbyKtsx3p9GGxvAacbPEzakV6fgT1DEZidSQ5RKEr/UGRMygoHVIcqE7sR72Usl2/EuoZU39YdlCxXg/eR8qBYjZEaFhwwg9Zzb8zVpGI3sqs0QGdTT+WUFXGpjFNF5eBV8ag490R8NKqEVZmsjrxMbCQzp3W4jpX6LwPcIfvJRIWlhKelPDkTzsYBox9QcIihNe9DV9yHCfcIXj51GVfevIIzr11Ax4V++LuDQB9jS1kQf7iFjY0dbOViaHc1oYsD2D3uh2PZisRaEovJFaqxHOCEODlfRYGeWsPTkKfWKfind8GTpd74p6vZLHtVDUh9KMAr2zQkHZX2pyZmYTOYstDxyzYdmRzUVlRlT6ThX2onrcCiJ9AL+2lODxzMrpgNsR1KB4kodmNRxGMJeDg4gvTnP96MluO9sLbYEQ2k4BsMITsfw9ydSTympJdxymGlIulpiU+pt5REmo714NTZEYRb3ZhbiGvQi4mUUmR+JF8UMQh6MTmtxmvDsYF+nOpvolQSQHuzFSsZPxaiVuzML6pPMJYseYaPI0tJMe8Mo62NA7kDaPHLycbALiWsDAEgR1brmSysfIfCxXyJFCTfubBZnApwi5z4MrJfjaDkFnCeGMB3L4/h6ogdi8SCn9/bxq0bt5FaWWNedfsV5Yl9KUnpqIT1KCVpj4dqpw9DIT88Th8nBz+iGdYvpU5R9QRMsna9F042fncP9+HNy6fx3XODeHXUjeEQy0aQXExkkaTE29cZwsWxdsjrxr//Yhnv34rg9twmJ/A8zlH6/my9gM/mdpGJ76KzvxUXzw3jOyc74Lc5lFS3FdlGntKw1ca+z/zamYeNjU1OSATfYC8u9nMseFuxUfJidfYBivkk60ik/7zqH/KTzsReqPqPkPw3u1Y1afe9LoZd/QDaVa78d/BP/PKn/D4j6ySVWRlIVG97qs7TMwdKLYmtkGmvI9jr6wikwmvWl/px6cqvT1VR6MahV/3QQgCP14KcfizPZwX4ZM9dCe6cDy5hdvjBYive6byId46/gde+8xq63h6Ao8vNAZ9C+noa7rALrjAHx70CVtc3sF6KwJtyoLk9jFZ2sHCmBdH1OBa3ONjzcpAUfxyMkhH14IJXqSItMevyqf+0FHt9QjTNqspNd/0zbp5KutNUkXEjuKbTECsBFakjkajJ4iZiKCnBfMqbZ92pdoRGWxGaCKI5HkAuSrUwGsVKYQvJ3QSsyzm4dwjrOars416EzoURHGqDnZJV5P4yZu8+wJPUKjIcpGrLiqzpMaEy6PV146QCPY8GvfuUkOMEPYeSBwR5qAJSGu0NYEAG8MtX8eaZZgx0WPHBQhQfP1jAI6aT29okfFH9tRYpvaWRjMQwn/UwAg+Ot3lx4ZgN3mA3Es2tsNn9BL6S+h6HWqsSEGboPCe/fIFqp9tD6Uny6IGTElrXyCDOXT2N75/vx9V+Cxg1/vbOOv7uwQwSd29TVZWPeLuY3wIBk+p1egPbW1FMpyiJZVmvySJeavJgfMgDu599I9SJYiZHziCZTTAdSl29xzB25QrefGkCP7zQhPGQBcnZeQQKWQS7WrFCpAx1tqC/2Y2TXWHYvcCHd3fwycMNSmp2jA504FpLAZ9vFTAZK8Dls+DCiV58n+D5VhfQ2RbChq+PErYDUdlrSDXbYmN+5bXDSBLL0ThylGR9GRuOj3iQsTKf6QhWJx9zMtHH7MtY0g8UNPipZRHe6cmSZt6ISTqumI0b+bef6lpLfCpGzaqTPoXLJOYjMsOrcWKwFMPmbO79qbKQ0poeRWRV0oYuvLirwhssfkwJ5suwiotpyS1vVOrVdBjQk0GsBjLNotLKep08tFASHtUKWbdz005emvcUnWilujZR6MV7L72BE9dO4sRfnIPlNEfrDBD79RKmfv4AW9OcVVupFp8NwEn1YoWgtx2LoBhPIyizemsnMOFEOlmCb8WOpfUlpBxpDqxK/Zhiv5TAVN91Lo3/9KfsKXloMsKZZaZRojLrvMISl2E2fgo6eG+y/HSaNJHFXT3UUVdZ45P45QkrJVSqfjlKTa0lSnGtLXCe9yFo8ak1vHhEPmiTwPLOAhaWlpBdTsJ9J4vSQh6eBMEmS+BezOPR4yd4nKDq6NRPbSv79GwK9NqG+ijpjSLc5sLCYhKP7kwhtRtRH+PJs/GylDAcA1T3KGG9fX4EPzhHNZcSzf/4RQR/9/k93P78NtKz02zHOCUX0WvldSpOMvkUMkSnWCqNHXjhCwdwihL65VYfOtxudPX1INvdgUwgjJy/FQV3AMVwEMUmLywtQYSOtWHkzDBePz+EH0wcw7+gBN/WBny+CPz7G7v47POHiN25A2eAAEGpTeR5WTQpyTqdg7VIXb5EdXJ3aRlRIv18yY9jXitODtqw7HCoBynLc4sEHSeGLlzA+ctn8c/G2vDySRvWWIy/nYrh76e2sJ6zM99BjNqdeJvA9t2JMKVGYI7q7MMZAuvMKqzuEl5i4c622eDx2NERtKIp5MLLQ824NuDGx9MJhDhJv8Hy2zxUX91+rO7E2La7VKsLVOGZe7ZlZGsbzt5BtLeGcIEKTdTlxMO1LRQXdzhKpFvIpM0qlm4oV+kzNOo3WWiQ3sU2M/uW9CMNHlV9kLfa3bTSfk0u91e5HobLRjEflivBZSgaw5FMyd/R0vtTDW5CYlsuG//EpN20y/MlqQAds1EhyrZCjUFPVZuE0qBHs5Ly2DzqS1+ydmcAnixo67csbAilnDgVGsCfXHsH518+h95XB0RIwOb7s7j3yxu49dFtpcpEotsItAXRMdgNR8Cnvp8aX42q71HIt0nbLUH4z7Wjta0J6bkstnc3sZvY0etCagY0a47/jUJVg5Aiw49cxU0aQzkpZx2HfrlfvJh+zX+azV+1nbKXsOrKO/mnbTXoKZO2kw8PyTclYtFdOJIcTGkPWoZa4RkKIuj0KHU3GU8gl80hmohje2MLO7ObWF/fxvz0IrZnt5UkOLe6jJn0uiHpVYOeRUkoLYPHcPKMSHouzC8k8OTuFJI7EYJmSh2F5exsx8m338b3Lg7jrXEPolt5/Ozjefzi5izmvriDwiYHJKVSeSskR+msaPOoBzGMHpZMFvF4HLvM50ZUvhviQmvQg5ERL1rbA1Q72zF6rA9jxzox1NuGiRGq2uTLE4N46ewwLk104cxxPwZ67HJsH373MIZfXp/BJ588RmxxGdZiRoMAm8jWGoSHE4N+95qJMy9OArscJeYKeNE/0I2ro5Rmt/P46xszePSF7OnLQD6MVPTSfYgSGQGRgip+d3sWf3d7GXfntmFxB9HdEsZIn3xekmC3Dnw6FcXtpQIWqE1sUsJt6WZ/a2+mamZFoNmGgW5Ktz1h9He68Xgug1/eXSPIZdEeoqrfy74eaAX8AWyy3bJsP0lT+lkmGkOEbdsebsb5TtY11fENtuHW4galYjmmy1zTY5lF/2fPk/FlV4uvypqVbo4/c4RKQ5isLA4gHVJxOcxTuExiPgzvoSon6fs2l4CeWRpxUJBoFkWu5WIdkSTcwaH0gNQs5r2+D5T06FkVgF5MCUbW8WQfngY7DXiy705eM/Oywa8FTuAHp97A2NvnETzfhCJF/p2/nMfdXz/Ebx/exv3tGaS8VEmsSTQ5mzEYGAbOWuDcYbNP5fAk/gSpVBwdhRZ42vxwj/oRcHWq7Rex5Q1ELUmOBXYamS2ZP1nb02qAgJqU0QA+ke6kJ6nySzmlMOKurcS2ev3P9Fe+KktdblWHe1ipsWRxq6gnUkcSQjq/TktOWMkV9bc81imt2ONF9G63wdvvh+PlEDq9TWhxtiJYZF0Vc+po/HkbJRNKvRvb21hcWcDaGqXgZAKrVP+zVFeVeks2QS/KAS+bk0+cOY4mgt6cgB4lvcTuDiWgvHrSmmHest3dVA/9GG9yqD1vn89s4NbNxxSzN2G1uaj+MuPyicVQKzpHjqs3CArxFCc3gibBML25jqmNGCYJ3veiTiQoqbZQJb3IPF1steJShxOXCRDXusO41tOEc20OjDXb0cSyL2/n8ClV+P/+8QbevzOP6fsLsKxuwstJQX0Tl4Xy9nSh55Vz6CRQZuU8PuZRJkA5rB+c/F4+24d/fqEHdo8Fv7ixgl/d4yS4QPmT4GizFxHJybvPTnT7KGGGONEkgphZlU9J7tCthJyvGfcjdvzsfhq/eLyF31PMuzebwTolyWxmAwmWfz6aw+/XipgnKCLhQA+72kIS+KvJDH73xQKmt+nf7sNFvwNnuy00u5DLl7CyuAlH3qFOhOHwQIKTV7i1GV0dLeg85sJ2pIBHmxvIbq3BxTLJuJN+ItqcAL4IFg7aiFkcpEcJNkgfElJ92rx5GtFfRQCQq2k+HOso6rtVWCVTvq8VONgeztZjP628vUArKRhLp50rARXJSKa7eDFcDRYqO+wj01p/oIR/Kk416svxm7HoGKvSr2GpaMYm+eGfOtqdrNftRM7jjEQ3t3rdygVXjvBH1aG1EMQl9xhef/UVXHjvItzXOIjvJTD5qyf46/f/Hg82prGToeRBSUVeWcoRrJxpG7qbW+E7HYbPFkR2PY3phTlk0nK2WgEuiohdnT1wnqKwWOCgTGSwsbLNWZXqGrOo3/hgfksZWGQNSVQy5lAawMpE9OtvvIo/eS1OnirTh7zzK0cp6QLLPzFKeQ3WDjQKK+c91U57tpNKx/ipBXj5GVdd91TNCApqn4JgM21Wd1axltyAI2FHV7YblpMeBE+0wtUZpkplRdjiR3umFVbWQSa1Q17HViKCtWwMSVeuvJaXYZRZXuXprWxODvR0YOL8mFJv5+WNjDsPkIxtoeAsquOd5POLKapdRTcnqHAbznfbqUjasR4vYJMSZUlaVvLa1o3xc+fx6qkx5Js9WM7Gkad0J3OLnHqSz+WRWFhBbGEVKwTxeap3dyNpPExaMJ3zcN6yYyprwWQWuLdjw2eLCfz+8SY+vbOIm59PYe76JMMuAekoJ0pOYKzYtMUDe2crLlPt/vGJNrw72oxutwcJuxs7BUqeliJGxkbxvUunMNFlw68elvD+9WlsPnxCScuLXJAsn0GjdBiXdcxgM3pa/TjfZsEq1eO1BCXVtV2kknncuz+L2dlF7G5tIcVJJmehlOnIEuupTrOvZHe3kVpfxtzULBa3EljMu/Fk247PbjLfq6sIBmwY6fJjYtiHbZbxHx5s4fGNR0isbsDtlI3Icno39eo08836dPUdx5keSqFJNx7sFhCdnoebswtbUHcq9kn19FvwQCZyZWkwnaRfyp2Y1NXso4qr76U/G6xCmSR9+OmgVyG55/897k9jCVdmpmdzthyrbE5m1ulNG2vIsGHJ9sORkL7qBOoQrVUG2MHldF35SpMyCytHw4++lMm8LzP/ydXMpX7TgIBhSHiiuqnDA4pe2DgC5f2KcMaHUW8vfnDpTVz8zmU4X25G/rMt3Hz/Bj7+zXVMx5cQs6ZQ4Iyuv19RVB25GMsradEddCMwHkKRQGdJAevLm9immmvNFGFnp22l+hQYCaLFHYI758LuWoRqAuB0OZDOpTio6c/qZc6IqKqvCOwwrwQbtYdQrryXU19kNiUMCizpwqpys0OJmUCmrlJ67dSAVI0S9OQqNUKgVWBHs4AhbUzgk4/tqAcqzJecL5enZLO8tYzUShLJZQ7UtAPNHQT9Mx50DvahK9SGtuZmhKk2hpp98HGQuSm5yFe8NkpRA/RE0tOfnJRDB2IOF4KUkk6fHyfoOaneGqAX3WZW80pFlK/OFVMp7HLAOUJedAWt6KPqZuFkkigx7u0dhHq78NK1y7hyaghvnXYh0NEOq9dHdS2PiGwsZrtZqRvaCnnGlaQqvon5pTU8XN+hCrmGu9PLuD+zjttTq7j9ZA037s/hJvn+4wXMP5jH7vIWSgmq+2wvkczy8vCDklJ77zG8+voZvHJmAK8Muan2A32dXgSaWuHxeeB02PDK8BAujvuxtFHAB4+i+OT6IzgKGYxdPoPhU8PwOFkp5ALLG2wLoq/Jg5PtDmy7XJA919G1HWwR9LO5DJpbfRgaaMeFE/04PdiMi6PdGOtpwaneTvRQbQ87irBwIllkfqc2Elij9BelVBpsa8ZLE334/iU5Ugr4zc1V/Pbzeaw/mFa9QN6rLsmbGy62eTaDDPt2vmMQlzoDaPG7lJS58mQGFkrxJUqvSrYQ0GO9ylKC9DnBLKW90M6EOyFlorvIRHLVnqvNwgJ6um8Ka5L+V7k7mGpDPp1M/3uYfzZXW59+91bfk/lflaJSKE3iKv4qGTXNwkqEVEDGe8XGPUGubFaShZGQSXvNig1L06+6GnYkZcUaluGrJSqRpEStlWVmyn1FP5x2WZOy43SuD3965S2ce+8EvOfbkfoshuW/foLfffIJbmdmEC8k1ZsT8r6l+QaFcCpXRJyDYMDVjdZj7XCco7q8VERiJ4HZ3DoiiRUOuF10pJrhO0Y+FUJ33o9Qij1uvYQ1gkDBK4Ai34iQ3fbMI8uvJFMCjUh1AnDqSTPzrcysI1MUl+qX8unSylX28UuZtY2Qrndd/xUWew16Epd+cKGBT+KT8wOVPyMmGRB26ZAsr6gx4raeWsNqdAXF5QQcczk0r3ph7aLEc94L11UnWoe70d7Xi/6xIfS6uxBfjGA2u46U8WGgavU2xgEaIuhNXBhHE0FvToHeQyR3dmCV9TyKU7KHULSLVDyCHUohkaYWnOxsxkm/DU/sXqRDIUxMjOKH4814b4wTEbFyrAno9jQj3TSITNCHKCWYYipNwBLATSopWs5EzBMwC1s7SK+uI7G0SjBf5ZXALu+gEhitOxFYCZR2qvpFj2Aw4yHYedqHMTI+hlcuj+BPTvgwTonoxgLw8wcEBYcbr4cIfmEvOjxufK+7HQWG/f88TOLOJw8oda3D3hTAudN9eO1sGybaQ7C3h1Fq8eC1E26cG2/DkxXg11SBH8wsocAyuwe6MHhuCG+e68CPx9vx4z4XXuty4gJV4ZdbPXiFUvJL3UGMdzXD29YGa3M7IpEcEmurHMWsj1On8DIr5dWOPD6cJ+jd3cLMnWXOPGxXjxfecBcHO6XF1LaaXDOcTPJBSuDy5bl+Ox7tOLA2OYn4+ir7YY59gb2N+CajQV6BkX4hipoiJfnxyrbW/Yy9ScY8rfb2w8q9wcoPw5l9XQQg1efrsfjeE4eyqNg1ouow1QelSj6p3vb91FRnRZKQq45YR1j2bPgxSTsbNrxo1ZWRsxBakiPb2Bq8ymsyAnr6s4SsKYlP/KswTNcwq4qTiMnyjQqRQrT/WlaqGzt1+ZRjAzbkdF97lkPc7oePUsKxUgDvTbyCq9cuIvBKN3WaNB7/+j5nwc/xeHcOCVuKahglAxmgnOHlfdmcPBW0FAiABaTTlHYSJYTClOSOtyEcaKJKl4F1OY/15BoiuThBMAdXwUKJqB3OE0F0tnTCTrDzUsezbGZhS1KSYblsVPVkz5SDZjuZf8w3JSUF2iKl0r9UJcsmLBOqnnZYJwr0tFnqpvyTelJ24mR0ErmKRCdXxin/lbOaJHRMcq86q+RDgI5tay7Y6DPWCFbpBDY3N7G4sYyZ5XnENyKwrGfhi0oth+GipOfhICtupDFzdwZPsqsEPQIOExDQU0dMkaN22Zzcaai3Iukl8Og2QY9g5CxyOpAjjWTxnJynZJygfdoZRpMnjJPHA/C5/Oj1FvHu2W50djpwmwP6Fw92KBV60N0HnKIq3OGhBORzIyeHIlDFLVCNLBG8WAWsE04nNDjkVS0WUWpZ6l6AXga2lenLgwZ5I0H6AUUZ9Az04+LVCbxxthfvnPLBGnbg5iyB5NMZXL/5CJtbWexSw2jt9BEw/PBynvvdwyx++2AK808eMxFOZMzcW+PdeG/UgY52p9pzONHaTglP8gj87e00Prk9SeCKY3B4AO+M9+InZ4M4d8yllgWm48CdtRKuL6WoelqwlM4jShXV3WHHeK8TAwEvpUw70gTs3XiKfdaK9iYveludcHstmJtdR5yw39UbxPDxdgxNDKuGj2yxT4s0TOCG24+BZg+Gh4JYj9mwPDOHTXl4wwnEJuNdJHCOA/lAlfQbtdanuiIlPelEEqFxlX6ov4mi7bS7SXKj2RzfJld65H5W/b/Kr3mv+ryiits+ropHNXiVvc3R2q8fZBiWYi2k9HexNgKqBI3/mgyfvChb1oYCR3U1AE9qSJgApuJn4gJ+cl8uvJgNNs1y1cAp3ykQCUfCa5b4lWpoJdTJw4oy7MlTWgd8FnYGpx/htAuvt5/C1auX0PMOGzyaxcOf38SdD27h88Q04g7qqqLGUDJQH9LmIMmpY6I4+MgWF5uWKm8qklHHKh3zdMHxshftjmYEVh1YTa5jKxVFWk7BYNwhefrp9sJxkYP0WB86Cz70+zsJak61ERdZAmC2CA/L5LRJbpl3jjJhAW+RAmU1Ra+byMBk/RGoFBbxXsotpFuA9aDqX9ehCEpyr+pf7AT01D3rUZnozoBylVjERgBPjsOXllUypNQt7USjyYstB64s00cLCWwno9h5vISdB+uIPY4hN7WLfDwJ/3kOYEp507em8SSzRm3YBD0NeHIOnzzIqICePMiIE/QeILW9C5d6OijqE+tQXssgF6niRjZT8IZaUXI248qwDcdbA/Ayrl/f3sCv7i3jF1/MYiWyy37gxpDPgYleD3o56USaurEVSSC3uqElNsZesrtZFps6cVnUedlIztTY1jKgZQA41dqmPOG0ueiXZl/Ag1Nn+/HmhA9uxvdvb0fw65sLuHX9IXYpLS6tbWAqw3LKq3NWH1bTVvz25jRu3rqLUiYNMJ6e0+fxT88EQYzC7+/uwJ6zY7iZEj7vf3U7g5/f20SEUuboYDeununHn562o5MZvvEgifcfbOHvH2/hNw838fFcFJ8vRHF9bhFT23GsxOzwJos43+dAKyXHLPv8eiyLTTkTMZ+Hx9+CM70W9baRp60T5yZ6cflCF4LNfqr8USzMybvDssGbfYBt00OJevB4izrdZm52BYszC2x99lW2jYUTgajk6jsrUl8Cduwjsg+VwRXr/ii9SPc3jQHK0iDdn4X1mBejvlcs/VrZP4UN0oBn2ovRNFe4Ar5VbIYj25zt/T81JSxTVZJCyb4u5UldtL1YKb9k5SSDRjItAKWutKRZpDQZWmUpTYBL4hF7iUcHrssqHrLsJteiLwc/4xUQUPeMQ29Alpnbpo+EYgPbCIIuqwsBdxB+drATnmP405NvY+QHY7B1U3T/y3l8eP1TfLR4AylfHmlrmgMzj1Qxq9ZvlFor6q3BcVsWEdl1n0+jsJtGIOVWL7m7Tgbh83sRTNmRXNzGaoGDYGkB6e0EnBtZNOXcsMpT3Zdb0dQVxrEwZ/fgAPoKbfCn3XDT3SbvscpDlhLBj2WTD4zLMoA6w011LlYB60kklBpSdacuyl23m+lX+xcYk1AiXUqdKZYf3QwT25as3BlWupHEQ3vdrtJpRB2nEiS37PzFbIaSTQrrOTn7bRJuln1kdAyel5qw8ySGe1Tp5gqbBD199JOp3sqT3JjDgVAv1agLJ6jeyj69OB7fekD1dpfps7yylipMgLUQ9GRNzppIYiUaRTIQRLilAxRC8O8+j+Hjm/dw66MPUJh+iK2lNWxGC5iKW9FM9Xeg1YIbmwlM3n0A6/wSHM4QsvKRnP5edJ08AUdnOxwdHfB0d6knsYGeXjRTomsdGoLTF0R0Jw6nvDvHPBQsGXiaw+jralUbfP/93Q3cuTuFwso0C8d8l9JIrq9hbTeH+ZQLs3Gqhw8eIT5LcZBt29nZS7AZwrXjNjymZPpvbq3hH+Y38EXMisdpD76Y3sLSwhZ6+lrwykgL/tWEEzss43/70RZ+fj+C24/XsbG0jQzV8pI6+SaFzGYc61tpzC/tYHongxj8ON9lJ2h5KO15sLS7i5XtJNugCcfDLrw86MLJVjsG2yzooCR6zGHB4loMd9eonsuWG1HpCym09BxD30Ab2gjG0wvbePJkjtJvGrYcJwEBPaq69KylYnYIdgm1xqfBjHbSZ8RW+p/CA3VH1n41bmjWJGbxZ9hJH1fXA1gFq8RRbd2I5DMPCp9Unip5ELa52gh6kj2xoGde5L/B5oX/RFRQBTVJR6Dd+GeajYGj7slKChEnRdpg/lc/eiiHFRZwEylRWEBSZZxmDkpFErfxk3UbU8qTtT23vBNZIvDFPLg4fAYvXb0M30shLP5mHnc/uI9PntxEwp1HpihfopUv2FOyE7WWXKDuI08e5VsLWbIcn847tfcuRqkmn2XDUwqRAzgd8uaCI6BUodROUkkRW/FdbHEgb25uUa3NoanYBEd3AP7BVrQdO4aO/la09HegvbsTHVSBOwPt6lu6vb5WHPN3oc/Tg7Z8CyxUp0s5AQN5bYn5kLywnFJ+Uc9UNZjVJSRVRpYOqWpJzLSUiUGxkojlwz4WSsIaCGWtU9Y/5YM1cuCmvIolKqaAr5wqrCVrJiabWpmoJJ93sJ5kHyLV315nO8ZOjsF5Ooj0VByLt2YwmZZ3b0VqJtO/CXoi6YWPdePUuTE0d8g+PYIeJb3ktqwtUeaSd0QLMsCEZQuLPNjghELQkyfAxaAf96d2cOPDW5j84lMCYgwBZk0O7N9JxNFK1fAMgcOaLuC3d1cJepNwcVATPqnyWRA8MYofvXQS35/ox6mBTlwe7sDLIx24NtqLq1Q/R4+1YC2awPLcAgd6Sq3GFFiJtqAXoz3tON7pxxy1hvn5ZUqQW6pLyvFTpTSBb4dS8FYEscgmdmam4ElnkHMHMDB4DO+d6waD43e3V/DBMiXl5XUsb0SwthLDyto2NQkrrg2G8N2LzUr0/HdfRPHB5DaWVhIosD46W6l2UjU90d+EAarRLq8LFqcD0UQK27E81eI0LA4Xhlmn/T4XVpJ2LFKSy7LvBDgpyyck788V8SkBdG07i9NdHsxF8vhiPYbiljxEkra2ItBF1XewC73Udp8scQJ7NKs/zERQlAmxxDFioRCkzvFTaoe+ytNcswtWSEYlUUL6pFy1FVksNMtYN7GhAnjanxKM6nHlogzllJXZMCiuBlOdF00Vk5gp6Q3oNzL4008HxV6bWWR9q/7rBLQX+WdEbtyW0ZsdRlmLnXLTfnQKhp38F7Cr+qmCMA6RDi2U8qR3SR5UvCIJ0azqnKTtOXhtVBFlTaxoVXvyfBzcrowNI/YhXH3pKsbeGiEAAXfev4frU/ewmtpVO+kFpGRvqUzsIu3lKGnIE9uMjUyQSfPeWshwxssjTnOag283FWNcGXaGItq7CGgTzWgPtKI9E+bgi2I1s4O1XAw7q1EUFxiG+o91myDjscAx4oZrNIi2U90YPDGCk8dP4fzABM4NjOPK4Fm8NHIRVwcu4qR/FM1O/QHuJNOUWbao2MlCUzqjCKg/PGQ+PTPah/WhsJAVJBK6SHQyEcg6oRydZbd44Gcdeam7iiYpb6r4rF74S5SEik6W3w431VEJK9/Ulg3L8mHw8sfG7WQb7xUoujDgIuixHN5zYeQo6S1en8aD1IJ6+T0jMhvBsRr0miltjZ89jtYut17TE0lve4uSbpYAn4Ull4GDA11OO2H1q6+kCQgmdzYxT6li6vEUtm/dhoNt4JQvj7GtM8yfI+TBhUsncGYshLXlDD74fAHr82uUYgtU+1hPbOvusxP4j0514LudVvSGqQq3ygZ1B4b8vPeW0OXNYSqRwxM5ACG5jSLrKVe0IcY4Blr8OMm2jjC91ZUtxNYyyFN9dclgZb5d7Ef2eBSprUU40yn1vfFsRxfOnR/Hn1DaT7N5prZTiFHFzrK/FxJZpAksIil1HO/Anw2HMNrtxN8+KVHlXcby/C48bg9OjLTh5Uv9+JPLBOfxJpwbasJQXzvclHy32O/TOzlsr0Sx5fVjwO3DlbAFW3aC81oc8Z0odu0e/G4qpTZa31/fgT/sx+VuD3YsPnxBP+nlNY4v+fiSE57OMFXsXvSziz1ciePOY4Le9gZ7j2g8MgGJaiv9jUKALEcos0h9MopZQGNMyhg2TZpNo3issMIMqb+yuYoNgWkfq7iqzBJx+Z4snd+wK2ucYqOctb1mfW9zdFDSo0GxspVyVA0mFYEZQF9UBDSpTCuQE9agV/EnhvLtHjZ/FZIUFejKVCpPfMmVSpByyY8GEbN5lXUxOSpKTk0R0BMpT/a4BYouvDP4Bq5evgDvhAsbv1vEvev3cHv5MSU8+RBNgeoSJT2rrN/lOHhka678OFDEhjObbF8RJVO+wi8DXZ7A5gslbFKay8RS6Ey4EbCF4LwURngkDD8BpD3fivhGilKjDXOJdUxuTGJpeQWRJ2nkH+7AOpWEZ4eoQGBGEy9DhKSTVHVPecke2CY8CJ1qQVvJh3ZHGDNL81S7Jb8y0wp8sQ7Y4QrGQaW63lkTUkdSVeLOehHAU2BHYBMZ2F10w58NwJOnFJxzoSPjRwvVbFfSikSOE0W4iaCYRyKWhNPpgtMh6TF/6mmvqnodN9tB5GpbyY1BkfTGj+uTkydjmPliEg/Siwr05JUnBXoiHTKggJ68e3uCoNdCVWyO6u2jW/erJD2mx4HFqUiVT1SpdC4Oj8OO7HYUpaVF5FiPAjKSI1lYzzmSKHHyGaRq+jYlyN5eL24sRPDF7RkkVtZhzaRQolTkaQriysVTODvgwyMCyt9Q8vlkHfjtfAT/sBzHSiKNsY4gNq1+zFMK21reQFEOpLAHUPT7EQr5MdTRhmPtViwTEB6ucwbdEkBgXymk1UnOpTzLwAlS3spIUVpuHR7FKKXLcLuNIAtKWD6cbPFSug/B4W9CLJVHmhPJyGgffnLGj0QC+MubUTyZWYCcSn365DH8k0vt+O4oJX3WJ4UzgjdwnALhaIuDUnYYUY6B1dUlRDJxBN1WDHFC9QeBubldzFKS29rZRmR9HemtVfXdllDIjXNNYciZpPMEvaXZZdWuHDxo7uzC8b4uEH9xf2EXtynpOaJb1JzkM5us8wInJZkpS5TIRcITycMAPmXWManxK0O1QmKzn9Sor/ZomnmpDlEdlUqmLskY0FEoDJIeIldloe1knNSG5xhxUdKTTl0m6fGSvOGRwbSVsjAFS2WrzdrCIB3ItFJX6ciqosQs1z0sDjo6Ms0ymCl1yEhT4i4d1I83MvDEv/oeLT3YC5SiKBXICSoezlxhDvB+TwdePX0Vxy8NcASW8Oj3d3Drzl0s5neossoePA5wO0FOPuhjySHFX4ZXeZAhKq881MhxYKnvzDI9lUVe5YmaSIC70V3E1rdQkDTzlKBONKO5pxMBqrvh1hAyaUovWQYhMKUIkOmNtHrFZ32BzOva5BLWHi5j98k2ok92EZnaxc6DHaQWqLa1heHlSLHHCvS7js3YFtLMqzSmzLLyWUn5kLg8aVb1JbXBq25w/VNvpVBSUeuFnAzkrMBQ1oPOQgulgj5cGT+LyyfOYbh9EO2+bqR3KanEN+H1BRDnCHTI1g2JnhKFqNOqSUQql/qXDeCMb8jRjnEObI8CvSimCXqPMksEvRLrUqvBStKrAb1RBXqi3j66LaC3RTlDpAeq0AboiRolT3HlLRE2gzrJ2pWnZCWFZLksHIiy7FCU13DcYRyfOIPXxnvhdLnwYHoa8TjVWsZVZFtlORn6WsO4erIXY8N+3J2K4Gefz+Lm3SlMzizh7sI6wSCA8WNhZJnfJYLBNtuutakZZ04cx/ERAnubB/2UkvwhK1aiDtwmkJQ2N2GntCe9RbKhFh6YL3ZKFNxO9hc70qzHNaqaq5tpNQEdb7Ij2ObCY0qjK0s78HgcOMV8v3rMgluPIvjVoyiSkQiOdYXxzvljeGlUziLN4G8+n8Nn99dx/8EutqIFdLf6MEogXeXktcQ2Ti4uUOi1obW7C30Era3tIu4uJ1BKxdHGvjTR24STfU045ivieJhtF3Rhci2N5dkVajsEMU6gTe1U8fs7Mcx4783v4M6jOdiprtvYBvIWjpUSuByGqo5aVpKeYIA8zZWBQaGAgoEeJLqvVEhjxV5W/7VBU425clMbVy2JN6Veq6v0ekmLPxVeLLUn+SlP5tWwt7lFvdXW2r0mszQzcWH1xEYVWO51hKY/UzIUUrO1VAKv8tRHZmRZ+5Kd3ZrlXti4ZwUakeqrklwozQnwiYWReVUJKl6CHoOxvRToOUW1JctJKm2UYs63jGL8yhhax1qRvx3Fhx99gnsLk4i7RUqSzw7m1Lct5MBPkfRS8kCDZpHysgQ1ATy1fYVJF5i2JMuSMCwHtLOIuCOL6dwadme24Iu44d30ITAQhPcVSlCdzRjydmA40wVLwYZcLodYehubxTSWkjEsr61he3mLYTcIdMvYeLSEpXtzWP5iHQmCYG+iCNuZNli8QPJhBNMrc9i1yfFEzAfBREBaQFv2FEq9qCqR+jGkbKXWymELZCcHn0jCPuqY/c4Qfjz0J/iXb/5LXHzrCs5fvoRzxyfwSvgUmll327EFqu/y/QYX46Z4YZWN1GreLLMkZuFAszLuYVcXTp4YM0BPJL0pA/So3irQo4pYBj07mvoF9MZZP6Z6e0+DnhpIRj+gNFEqsE3UYGQ6BQeBj6oc20gkXTclVauVA5r3xZIXlr4xjF66hFcH2tTR781eC3qG+9A2Mgh7bz9yHcfQ2taMd8fa4PI5cfPRJh7deIzo1AwKKysoESA9QQ86+tvR22bD5iaBt7cHL1EifWuiG39y3Me4m+Fjee5tWDEbKWBth5PQwiJsqQQnPZGCmG+R9FgOKas8wHOmWWaqwiuUGu8xjeVsDv2uPBzhEG482MLik1V0Nnlw6XQHqFnicwLaI04EGVbxqSGqvGM+7DDa//7GJn55ZxqLK0lsLKbxIGlHgvV/pYOTqYP1uJJBbGMXYJuFurrxShewsJrGrU29XPPm5Qn82ekuvDcYxuu9bgRDWcxRup+N2xBZi1Cyj6uHNE1dvTg92okBP3BrehN3H8/DEdlSyztyoKocyaUlvSrQUzhQMesHHPLTQ1gx7aSPGjdVzPsaUr1Ysepp4kXdyr/9pOMVg7opm8Ves9zKPzaI3Cis4oQpP8OPPjyhhgXC+JOrWJCqzfVIAyP/Edxky4EAnXxVvpSn2VAB9FVAUHdu4aKwUg/0YqkApXytXrikmPdmPEa8xCQOPGacTtrMSqdZNmGGSh7OaL3oON7DOIDlJ4t4vLqChMemVNY0pQQBPDkeSPbiJa0i8dFssFrbE2mQAJeXwcv8qAcbBJt8SU7kzRBUmFdKl0uFNfzNw1/g3376t/jof/wIiZ/vUDX0IvzuMfT9pycw+k9O4cJbl3Bx4jIm2gYxRHU4QAkQ6Qzi6TjWkttY2l2lujGP2d1F3J+fxrp8pToDBINhhBxBqvBe5lt/l7RASUI+raj2NNYh6TDqlTYlW8hPQM+BUDGAt3tfx9UfXEXrn7bBf5Z6kJ+gNhSA9c/aceati/jTkR+j3doLT9EPX4IDNCebUSVOHXM16W4gDa5uje56NNJ9yehTZJlQVV8gyxqSM5NkHrZhy6/xmqRqG+eUtEO/zBcnOlkHbJY2SmXx87Uc/naZUo67jWqaH//sYhj/q1d68F+9PoT/eNSHYU8JW3HgAQEiElmE3UHV1856zlN64iR0cymNIMW1dwa8+M8vdeEn531o7wUeUsr8N9NZ/De3d/GXv7qJT375W0RvPEQhGmP3zKinm1b2XTmSqSSv4AhYs88mMzEkOclFc3lEt2JI5ZyULLqQYJJZgnlc1C1OCE0yQbAWdpLZ/z9t/xlkWZJeB4Lnaf1eaK11REZqnVm6qquqJbobACEoQHK4O/wxtDHa2u6Yra2tte3+mT8rjRwzGne5AxAAIRqtVVV36azKSi0jMzJDay2e1u/tOX7fi4wqVIONGdJfeFzl16+Lz4+fzyXiTHONVqgJBUBCiL0tYGMjhRJZWWkvb9YGjK5sYG+dMrOTRmM9EPHl4XCT7VGektQo+BrM3sya/UG5LiCBTqrE2/ze9xfK+He3CvjBnZiZjZJXmaFM2V01ZMkOjbDRZnNIUd1X2jJHrPytygD/fWE+W8Jg8tG8c9hU8vY3sn/b59/ImCBWgMxYVjpV+3cZcoZKgPlxg+A8PWxlrOc6q6TE54y5YyJgsUGTCKwVLJZH9DmwvFdlenJv/JXAUyWhwBs3FcArUWhMBkiYKgKlwZJqzJc1qi3BzyGr87wTIVsAXY2dqG0OIbeTx+rsBrYScZRYyNUOpi0axeY0Dk+LvGcM0BHc1GlAQRTDMyyvYg0DJFDmnGKBGWTLKeTLWXENxLxZLNt38PM77+AX7/wS7/74HTz43lUknm4C3S4M/JNhnPm9C3jxt17Ai1+9iEuvn8WZ50+i9yjVyv5Wsp8mhJoIbrUReBm+xt4W5BootGR5+WgGCbIJiZ+dEmnaFpmp6uQxyVxJY5lqblj5pTpNcGf9NL6wxhbGxcHz6D7VD7QAUz94gJvf+xh3f3yTUl5G7bl+nB6+hK5wN1xkAj6bRj5KtaUQmR+N9SnLVITCSIK+aS6qofg15vD7VVO9Z0XIyIV8IbbDlie7LSQpD3ECS5oZk6TIxFhBZshACIwEne3JB/jwB9/Ff/rrH+Gn73yKt9+dwFs/n8Kje0lkiI/DbXa8fL4L9a1BTK+nsKLxeynabAJudxleVmB7W3t4QiZFfMFAX5igDzx6wDx9dw4/+HAaf/r2DXz3F5/i2ofXMX/rLjIr6/BRnZTMOiSPUv3IgDTnxjA+7apeE0KwrxM9J1npnTrCusVDOaW88XGaFXgplybwMi95TbyDRyObWQGXyODVfEENmWp6DjGtMJC1mipEWlRm9vZjLAMaaC2AY1lx2JFTGWFYmEpweX1mqIYyRqppmKeL0TK+d3cJf/bRLN75aBIL96axsb6DHCsMp5daitsGEmHEGPSUerEYPuaGyZ6DRXx1bh2M3+b+geG5ycPKpTG6+Py9LzaHnTBVeEOMr/L+r7XPjJFD6/Qz519oKq+bcXrKRDEtC/QqwMeCJh9KzLCqQBpjvql/zBQeDwJoIm4J7xcnAv/TEyGyaVzUuVDZoLR5zNfkjn7odWakBEnqspPXxCoL8PjQJbWWVhv2aI8vrZUXSocwUjeISycvwH82iLWba5i9vownsTnWrgmqhpYKK7VWwJfmMcujOgqssXn8nI4CQB7NPFw+l0qpdjS9J1YokCTOkv3xOZmXnSxyLbuN6e1FFFl68vMpeKeA0K50Lqpox13wHY2gZrwRtSNNaB/tRs9QP7p7ezHY3Y/jg2M4PjqC9qNtaPhqj5k5sHprGZ88uIYn8WUkqFJrbwh1rGjFXl4Rsll5MAyy1Ywx7JeRUNumCorWlgnmXDjS2I83zrwKDxnewu1ZLPx8Eo8/uW+WVNe85frRZuTjbqzOz2F9fRk50h4tcW7kgH6rvJm2VFr1CRv11tuCsZEh+I7UIjMVxwzV26efadN7pt5GxWA6qd4e0+BkH9Y2snh85wHSu7twG9kS01fbEb+peBWIBNq4m9+VCCreAgWxcz3XUQs5OEhN7HGim5oApmawPr+Mha0Y7q5HcS9exoM9Lyb27NhkmkyT6t259ZC0R6uy8F0CqdoLE6wUSi1dKIVq8eFcEj+6v4lP7s/j4b0pTD2cNPvMYn+HmU0apOYWJ8Oi+dQEXpfYEsOotiWSJkZWKpQXQ6+9jssvP4dXx9rxjeF6vDlQg45IGasEsIdkbhsbm6gPezDQ24p2MrYnszuY395BthBHfVMQZzrCTDMHnmy5qHLv0X/KIEEfbU0E5iZ8uc2LzYIH9xbjWF7YRiQSwNBAK463OfFkNY/bc/uspJ042tGMF1rceBQDri/tILXJeKQycAppqamoo8ce8eJsdwMuHq/HNNnwg/uPsT4zQ6KYpYKVMYxW58oPawA584tWeGFQWySF6anmD1M9quAao+c86PrXWEtsJVfm5MAYPDH3eDxkqlcGkPm+kf3K3WcuLc8Org/8rt63sK1KHYxH1lEH6zUd1aBvPmLdqpgD3yxTeVZ971AoPmP0lik/+vHEun52rvcshijAk1or1UEsj7U7/bamDfEdfUfpWnHvYAr4yE/q6msRboqwSgV2N3exvLOGDDNPLc7id6pNCVWCPvNTT6C65QViUhu11ylxwACgAT/aAp9blkyR75rZG2R/4nspMo8UmV/OU0LUmcaN3af40cP38Rcf/hB/9f2/wpW/fBuT37uD+MersC8UEPSGUdNdh7rjDWh5qQ3NX+tG+JtdiHyzG60v9cGfdWH/yiYe356g0M8i5UhTFUmTkWatwdRmQAjT5nAC89Rk5CHLoDLKGsTtFF7Aa2OplEaXyGBnbw+7qSjW1jYR1+j8Xb7T60FbWztZYYjsWsJcstppKvbzRsJTOaGxKrC/j6nKmvGAR5OfLEgl5nVRjN840j96rMjxoqoNlAiQcqdlnWwESIcAiawluRnFxuNHWPj4A9z92Y/wyV99F598/xd4+8cfYvHuIwLeBv3KGjmzFz1mHT8bWVLyyRyu/fQGrv78E9z/8AMsPHyIGIHJnk7BliOz5Lc0O8FZzhMwCXgiByw26uTScKIy80b7SmihAg3q1cIB9WTu57sdyFPVvLFvx59P7uNXRJ+dPcXDQRaXx3qUTIthaatj9eSnfqn7ewXcJ85KLX2z341TR+rR3BlCR18rznR58cpoC/x1ISxES1jcjyOfs6HW50Zvgxcx5vku1VOpwrB74fMGwWoXA64Cnm/1YJgA3NDTAEdTPTxhskvGwhdSe2YEIYrHNsFxaytqVno2YG6slfYmC0wNRMtjlRjJGGzQj/cNXjCtZNVkUcWNX2f5v3JiLnhq+WEw4HNWMmksn5uwWa/8LzIOZ0PXd+Rp1SN9tBIGnlsfkREsSf7lzjJWACunlltjLBcHz/iwWm6sMXzWhf5bYKefda1wKMGUsCZM9FOVqGoSDT62CrWGqFCN41EF2053/rIbtYUgTgwfwfiZo2Zh0CdXJzH5dAZ79jgSWiZIai3ZWpqCaXpoeS0VV1RdHQMquGJQAjyBoAkQjRWPSmbQmtDSsRUPhdMKN8+QZO2XceWxm9Vac8tYX9rExtQWdp6sY+fpCuJz24gt7iK6uovUVsK0+exoTN6Gdq2PY+PaLibIgt6/9gHm8xtIuXIG7AR6RQJtmSFmCvFnhVdWRgelh3prXQQ6h3q0NQaL6dJgj+Bcyxh8ZJplgsP+k13DIATYPbVtaB/sR7q1gNjkNuYfq8MnyXTiNyp5Y/mvo4o6leey1ZFxhOzUN16L9Gwc03emMfVrmJ7pyOhqx+hxDU72YWUtjUe37iO9s8PwCrwEsoybGJ4azgkgRl38vGF4ipIzArjVd0grvY80S+PNtMuYkwjvls0wvze2yWATWFhaRXxjA/noPmNAeZLskK1qaJJ6qEupIvbXt5De3mX67JPJMSySP32B0bZSQBWuJuFT7VYgzHNWyqpEKVNqpHOSnWkFkpgnhIHOBpxvceLutp2q5Qp+cmcOj6a2WREnUY7FqLXa0ETmdrrTbbZonOJn9ygPqX2CLFXO4VYvLvY5EWpuYEVej97OVrw00oCTXVS/V4B3n65iYmaVYXXiCCvRl4/VmTGBN5/sY3o5iWBdHXobA+hh8rS1ODDcV4vWjhZ4GlpQCDUit7dj9jhu6OzD5b4QOls8eP9RHJP37iOzuUkWSwkjGy6T6TlZMajd0rS7i9nRmo4AMXO5Y1qwYFhpYq6tsmDu8Vgp7n/L6L5xYcqUjK6eGflj/Pi8pREY6/2q11ZZrJbJv22s16x3dWEWHDCeVO/RGoQ3H7HOLfpqfcS4q4Bh9RNSgY1bqat6TmNAgj8TEFprSpUCZoGYBXh6pMJUcS92p8gyAaXW6rlZfUTgJqBRKedjrcqhDbvVguVzueHN29FpbzQq18C5Qao8BL2Jp5hYeIKoLU66nzOdEYQ7C/CkptJq3q3ZzZ7hNOotzwR4slboDxvryiQLw2xWSFapoLHYcMkMo1Ejct6dRsGX57cTZtDy490FPN5ZxNP1RcwuLGFpagnLk4tYfDSNNQLz6sMlqlSTZsbIB09vYLW0j6KX4RJDFRstaYya0tyCPIW3GkYZpbkpzEwTh8NFRuKEnwVbO8EFMg6cqR9BzbEu2AMsZHc2sbRMAGY69IRb0THSjvKwB5kHOwzTHDbtuygRtLSWnMkv5RbzTtZ0k7CAD3rbcGRMoFeDzEwKs3fn8DSjwclfAHouhwV6x0YIel6srGbw6M49A3rqvTVbLgr8WLDsBLzqsBUjY4yf5ENBkbRVQc4seki12c642giqQienk8qlw0vAd/DogddnR05tsHwln6d/PAmUmEPKPwKVpCfLb/pb6jB68TQCHW3wNLbD1tCKYk0Dyh6fmX1iFslg+CTjRVYqamooFFIMM3k/v19gKqt3WaJgKs2SA83tTTjVywqBDO7W4yWsTm8aobKFA2jqGiCj24OvLowBsrTu9gAWYzlsUQWNbcexzfhlnSHYPE5caAZOEzyPttgRJG37dA74CdXwiYk1ZFei8I904cWBJrzU4cEn66BqvoTEusJWRDRHFT9px2LOpYDhjTa1+dlwc3kf23OLTD87hk4O4xvHQlo+EL+gn/NkuY5EwrBnWyFL1k9mq82NxKxpbQQ6sxCBAK8CeupIVHkV+1MZUG4dBp/D58+MlaMmV02Bkq3eql5//l6VmFnPvthXS1Y+b1Q+LPfW98x6egZorHv8+6ynBwXL/Od9nhwGtsqZcVW9Nm74z7IELAmrdbPC9owzY8wpX6sCp6xJuEoYJJyWrTSu06ptz5yT1bh59OUc6CjXY2R8CD1qsKcmc//uPTzemELanjU9sxnW0gI+DflQm54GJ4vtSb2tqrjmyKBK0BV2hbvaE/SMyep5NVUU1meRMSzRST8ZQM0YyPLVjJOMxKPJ90UkyK72ExTsWBRbtOuxDSzuzGN+bR3L8R2s5raR8ZDdkeEpbCmqYxpDqIF/auTOMuz03fQqK6wKg75v0knpoopAU8wIeNp2UOAXKHoxFO5G2+k+uOo9BL1trK2sMy1KaHJH0HGkC44BHwoTZKfT81gu7rIyoDYsAKr4zY+bL1l54EC/QE9M72gNmV4SM3c0ZMUCPfkrtU6gJ2sxPbXpjVqgJ6ZnQG8bTqqoYnmyGhYhlnfQi19J4YNCo6MBPDXsU20X4BH4ZO1ul0l7M5vH40GcspMkoNga6lHktRbwNBvfMGxmuJU6B8wSVIC7pRnPnxvDl8714lR3G471NGG0I4Jh6phaDKC3twP1VAlDTU1wNzTDVROGMxREjuIqgHXm+WHDPq3mEC07FWysR1dvDxobXdhb3UNzYwvOjffi3GgnnIEAFtbXkc/kEGS4h7r9aHG4EU0XsU2gim1HqQZrnm0Ws/NxLG4V8XAuhutPk/jk8QbuzZOlbe+QpTXi7GAErxyvZ5yAtyd2MLmwzaRjHlDm9/Z3sLSxZ3a0C1BLONYWxN2FKD56vIbo3CqaCPYXj3ZipM1JFhrHxxNziM7Pw0mWrHyxqR2vmIFLlZFAT/dYRs2YSuKFYX0mr/jxamE4MNU8O5R/B0aOD71wgCGfMwZI+b6xwgILD6q+WZMmLJ+sb9AefOuzflq4VLE815zvA4+qJ9VPSNaNUx3lsPriga0a60V5blgPz+2sSbSarcPJgqIZFmKBmmXBgB1+07xjqKy5YMGik6r3GqZihrlYhUFvGmrNBNHQGFP78rk6XUyHho+1mporMkWkkymCRJYBoR/qAGBtXeTRrL6hmpsFTJyJvpsCYwCLCSmrFUas5bBo1RvGsAsCZE37noCHIKQxfYRRHtUTnEfCnUPCVUKa76dYEBL0c5/3k2YIdAopRwaJQAH7oTzWA2ms+BLYCmexXV/EGtXKqJtuXEmqtAkNmeZRnS1iQww/w2uAmt/WZuLVdH4Gv0paKx9klIZ6IqU4yto6lkqYbAqw0PndXoKinYwjinRCw0M0BMKDGtIJbY1oOizo2PLt8H9+jSfWd6t3Dlk9qz6vHC1juVXwDgXxwBgZZHyqtnK3YmUOvfTMUxq5l5gwH5nmOeJb3E020tmE9kuXMfjyG/D3DhlW47SzInFq5WCN89T8Ysqcm6qxP4AGewqvUXV8uQn45oAbf3i8Dv/4Yhf+4Qt9+P2XR/APv3IJv//N1/D1b30Vz3/7d3Dmt34XwZ5Rft9ntAxVBGqIkdoNMqT1rV08TngINsBLQ634g1d78fsXavB7px0Yai6juzlIVTaNe+t53J8BLta68cKJXgwNtqCO7HBvI4FP72/gBxP7+PefbuD/8+kuvnt7E/cXYijupeFrjaB/IIRvj9WjIQJ8tLKFR9NU45NZNPY2soLpRkdvA0IBD0LuErr7WrDJojG7uYsdgjC8fvR1t+BMoxNRFpGpnTSirHip8zIGVppWy9qBFatT3rAsStU1iw7QWmTgWaZUc83Yz+TV388cynEaeiS/9P2KtdTqqjs91LmkUvbwuZ7JIc9NgEwusUxX2ZgueZT6JogxMGNAqvJqJSQqaIqsZXXFB4YVMZcpYDYXa2BjWduyNpN1uGgFJOZbOlJIigI8CyhNIaY3VVSmT2QsVGULDIW6+mnFcDSfU+qN2vg8mQIxzk3mR2sns/F5TRQKWaoe6TJcKgV5epIvwJmj+snq2aGFA4ylikMrlisQMUBi4itF0ko2c5Ah6JV4XxPYFTwb3yvlWIhygiaBE//bqfaU08TbBJLlBFJOwhwBLOWMIUmwi1PtjdopXPYYos4o9p27iDoS2OM7u4gRMFOIO9JkKWSkFNCUI0swZTzUTsg4ayBBicgstVPALGOFshpIGp5KfWPKM40rltHPRRPI7MeJeJR3R8iMJyww3X1M5Ww8btoL3Z4w0zEAT4EqMRmMn98ifhsBkT/MMZ4r/spzKx1kVG2o4vi1xmQqKwz6YS417ETqKX1TbW16hv+WYawkT7RWLOW6cqR7t/KAFY561e08qkIt0M9CqBaNJ8/gwmuv4rcuHcO3Lw2ZhUAdvga4bHWsPL1GFtXc4dJ0QJsH5YAP3Q0tlEPgr8mm/sNEEn89X8K71BYmmGQxpn1tIzDaDnx7HPjKaT9qmMi2mDpFWAm51LObNelj9lRmBZVK7GF2axtpkti+wTBzl5rHaskMOn6514nxtgjZvB/3J6dxbWoN7+6XcHnQiT863opXzvWge6iBtZAD6VyM4LiDHLUCyaerzo+u0Rr81vFm/LeXu9HV4sJdguY795NY29pDQ50dZ47W41+cacK/OtuFr56I4BzV2hGqyWo3fLqcRGknhkhnM44MNGKsrozJ1TLuzpH9zUyzfCThKqaID2kyPWtMqslfw+6Y9iyvUmdFMsxR2c6jGJ/k4mCWhBBBx2reKr9+naUbyx0v+LUDXCErV8Wkyt66RwxgOGQFuNWj1RxGK3cH92QtYLTAseLGWIbdBMoIFC2F0IASwctuGJosa31NQJeaV4mDZRRI67/VxkUrNsf3bBpI5KZg82jaRVy877D8rr5jDN0zeYy/Ru3V+wfWuhaISt3UDAm1EWlxypLu8SUJmgqgsJvRYeZYPptCyjjomRJWE+kNAPDHGDHT6IZWjdICU6tn0Eqsw4zDZIo8VPj4Xboy4Cxg0XNlSp5qgOb0ZjV+Tz25/KUIXMlyCmkbAYwFIiW258wTBPMEtgyBL4GEI0lLkCMD0XL1SWOztHQn5qgxheR14nYaWqOeY9PmyLQwA5RNwD5vpOIybgdXltVQFsVZRilQdaHODzFoCRiv6IZ5Tf3ewcKp0RkmnsZl1S/FWT+d6Q7PmUh0xmNFFmir5jPnTH/rRHxZji0fv8iY54esfqZy1SXjriWMtDl32RdgZRFGxhtEx8mTeP7LX8I/+Mbr+OZrI3jzXB1OdgKnyPqkaqao0rocfqqVBVP5SpjsBL2gPwQPkyPD+D5N5vGjD2/huz/9AN/75af48Tv38MOfP8J//NFDfHR1BvGlHTpkBcSKIhslgDBMBSa4NIMS5b7Ail0bfSeTOTOt7cO7BfzPP1zC2x+u4e07s/j4SR5NrIcvDrVjdLCN33fik3uz+PHtJaqdaQySZX7jpWb87ksj+Acv9ONLpzvIAFvw3JE6fPV0L759sgv/9NV+fO2FFtSQ4X38pIh3bi/g6cI+08aO4bY6XOoKor8FGO5z46vPdVBtHzXLRt1byWNpOwuPy4cjfVTb2wm8+SJmFlfxePIp/AQ4n9R/DReSNe14BDyVDVMumEAEDVMumA0md815NderuW2dV3Pv72+e+WW0S+NJ5VoycGBZFg4AjjLMIwN+YJ+B3zNb7VU20m+8pOeG8VGgZAUaZk0qMTeeGxAyLlVAqoGqWN3Vkb4J9FCxZYEeVQjNJrDW2LNEWH/Vb8pfLZMuQZQV2DoM0DpR9FCQPE7kPaQ+QT9srJXttOA9AanmwzJrTPuT+jULGgzN2tUAHIOQU+lVAeHH8vyYAU5+VtcCfaadyUw1yMpa1N0CPsGqoLTCd+kNQ873+fBZvGX5U+IXSPmzZGXa9ttMaaMabcCQNknGpkUOBHAJASCZlcCtajUzRDYtK8CjNUNjKkep0GY1Z/WqMhmV1soFmUqQjBEWqiKQrdagAnrL1W9iTO78WqPPVPPbfLLquHpPx6qtXB/2UOl36PI3MkbA+TPvSoYEMG6qsqywit461J16A0d+55/i8u98C3/4yhl8fciHXsrD+kwcZVKsl9sC6Bsm+jWJ6dnh5c9ecKofAi6qDU2eGoRqPIgzQXezMWzPPsHW3ZuYvXUNNz76GO+/cwVvXb2JR9sa2+MAcRHxtNpZKRcqF2RsZWcAea8HxaBdLSsUPDc2ljP4mw+f4PvX5/Hehw9wdXIfH89lMD+XxqluO57v9qCruQWpbAA3H8bx1w838BcPEnAwzK80lvHfHnXjX73Yhn/1pU786690439/Ooz/fsSHl71Un1eL+JMbZKXX18zSUdpf5OjYOF4aH8Q5H1nqowS+ey+B1SWmGYO6kQQeb0SxuRtHmBVFV8iFZrLXiT0nZrXx0uKcGZ4joBMwFFgGJM/qjTaEoAIWTHEj69XZM2JhVk7/rzdGXg4AzbJVr63DZ7+jMkpHJmyGsFSauyx7+FyWYa1ahlvt30YaqyzsgG5WBJSQZ4qNPnD4szpXETkoXBU/pLoapmhUWKvAPcN92Yox/vMfS2qVvRgGQ6G2QJNKmpMqiIsqCI/akd7h88PFmtQTCsIR8FL4HdDad0VNcOdrhSxzWKjm98Dp0/tqr6OfUrM1FsrtNszTLCSgrzPyJqMLWWOt3kNSeWUmrZk7rHNmtsDPSZAV/TE9vrTqTNBsDrXzaWkqA1QEKB3VAaGRdeoxThH0LGCj6lMBuCTBL0XwS8s6i8jQpp1UZXnUc7XlmbnAsg6p9YwnWYW10KgSkDnD8MtanRi0REOjhvC5rDp8ROLUhKCKTMltDJ/JD6O28L7J74OHMlZe6huHrfJLAHvgWucV+7/GVOXt88YIvgmsrqhuazJ/3o24uxkNJ1/Bpa9/G19/Yxz/4pUx/KMTAbjIfj5ZBf7i1ib+47VZXF/MopH3Roe60DDYbnZpSztt0KS2uMuJbMiHEoHK4yeQRYFkgp9RjSIh0uyEZBr5WBpIFREJ1SEQCGGPKu9ePMu6kYyBsgmnmlQon2RtpiZiGNXpoT1+o8lNZLYWkMvsosFTQIe3TLDxIUYx3cyVEE8Q4bL7yGY3Mfl4CT97Zxr/z3dW8Md3Yvj5rB3Xd114mPXgXsGDn1I9/ePFMv7NwyT+6so6PnpvFhtPFvlpB0ZPDeLNEaqyA8DdtRxuTe7gR2/dx3d//gR/en0dP32aRVw7h1O1ha+MOpYNzVab28tgbYHIqHRm2M3q0pQVozIeTnpzWj2zjK5Mvpt3aXWs2M8AV+XZ4XsHzw5ZqcxVWTJW1xWr53J22JjrilvT9l8BPsvq/JClH1Wr3CU2idFVBF93qrZidHoQwMq5dW0uK85ZqPj+gVulWeUIjWsqsLAqMLxXbb+rtuHJ6PgZywyxOhQopWr/obU51S7opqARwMj8bF4X7F5e+wiM2vBEoJNm9Z2ih0HeCnp4myBM1ijghEfurCEOirNV0Om1YXoENVr1UJVNr5VspcNDVue8p6EjDLkGtFes1QligI/WdGzQmiWqdBT48dyAH4EvWwEzqa7mSGCsMrsDliewI0O15gA/swb0+A2TPibkMhbgPbOKD+9WjrJS7bWMvZeVBoOBXI7xYG2neIhZu1kRyOh+vlLTW8ZKn4OP6chv6K4RSnPzmfn89W9mjKfmZfO+keDPG8aLsqCKNEtAaRs+ivPf/gO89uUv482XL+PLr/agrwOYnUzgg6vz+PlHd/DDd67jw3szmFjbwT6xa6TPb8bOoaUOhVo/6nqa0X18EN2DLWgIFcwS7olkGdkkwU5tyAoG6zrNcjFB9Hj55zVyk2Xy7CWzvK9wswJ1WDKppdf1TrClFWMjA3hprBOXzwwj1NsET70fp4da8dqRMDxh4MqDDVybWMCOdnlrrsGxE71orglja3UPN+7O4i8/ncWffjiD7360ij9/Zwl/8vYs/vrGCv7s+hT+5tMZXJ9YER7D5/ejlE0TNFOoJcNTk8TaVgyLa3uIbcRxk6rzW1cn8cHNKaSYFkRfymXWTKUjT0AiT7mSR9rKgGVMGlbVGDjgP4vMmNyxzKFTK3EqRqdV+xsa47wKSMIDsUlz1D1GhtYcf40xqjafG9YnZ4fCYGT0i6zkSW0BVpucfBF8PXtXphoIhosXlef6iIyOtNprloosuYAVWLWTaUaFTRPXKx0HpiOCqFvgc/W26fwA/KqRlpfG6jsMUOUzCloxX4D2NdUeqVr5WDMkygI1t+bV2hBn5qfi5PGssRGiQEQCCBPsnBRIMTy1MapzxepQUeZauacvmbAzwYu5LDRItpQnMJD5FfO0OgrwqK6aXmD9+OqBJbKIfZlpa7QHPbuVozXIhOEtE1Qq7X6m7c+0/1nW+vG5YXZSawV6fFeW96qgan2HyWIF3cTgWWaykPKfmihYjZnODC0Lr9WQw5EwgkHWBCyrGTIYgZsSV4DnZ8GRTGsTpJzirzz9r2KUx5VTGQXaZHDFVgsW76uQmQJHFloFPDV75MIRMrzjGLt0Gn/wQi9eJ9htktn96dUk/t29Vbz33qe4+9ZPkZm8BixN4/6jx7i3nUMD8f7iQCvG37yM87/7Bl7/vTfxu//gFfyzr53BHx5vQITPY5kk8ntUYbNFqr1OBEgLNd0RrLicYQ+8AWoJvNQST0lpFDTSGArqkGPdrN7jYGc3Ri+cxSsXjuKfDrjx5vE2HD3Rh96LJ3B2tAXnm4H7K3ncWU1ibYOl1FeLwYFegmEnvnZ5BK+8NI76wQbTHLS+n8fkoylM3XlgBo0vPp41mzOxNkfdQCNGznejfYQJwMp6a34TV2Y2zRziS30NGCDQulqCzPt92DZ3sX59AtuLjxiXpJnbXCTYUdMDtVzU+EgICPRZli1Txg+ZKth9LqeMNf8P8vDvYei8iinPwO4390Mhqlboh83h+1Vrgld5pqiYJjrJlUqKRfoqtfiB5RsmYBW0rQbyEPCqkJld83k0nulEr1WATyuoaIUV9b6qrUz6ddVf62j5a6xSXJZ/1jW/S3aoQZBOWps2TE4kUNqPohTlMZFmLZeHncAqMIr7MohpA55N1lxahaI+hEZHM1U8SiRjz7w2zMZB4FMBMrnPQqUZBpqralRDfk8zw8us+Uo5wpaYD7+tGkjhsgojT60EMpYpYoXXhNs6tXqllW6V9KOKrHmz6onV3rL6SQ2u/tRqJyuINEBpgI4AynCr3Fk96KpSBM/KJ2WcdTwIiNzQaoFLZXiuoMnqbnhdPnhrWQtEKNxUkeL7UqmK8GkZ+TDVsqAP9owDyWQKca0OrYSqGEtttgTImKqQEwhYUnRDd2mqDr7YqDH8mdvDpuKfTCX8AnWtGF2g2m9YLvOqRKaV1woidDv7dAbbCaYLw5kgsb/2aBuffnINj977FZannzJuZG6gWz5bnVzGzekYYtTsLg414Z+d78M/f7kbb5xvwrFxH3qG6+CM1GKKWLKSsSGd3SMbJjVkkPKMq2m8JxhE/F6EqEaqsd+bXkN7sxO+sW4UGurMuLwcQVnbMo6fOIZXxjpwaghYZz07SJD7raP96I+EsBnPgEFBb40LF/votjeIMwMBvES19EK/E68e8eD3LjTif3thEP/g/BBOEAh9PlZU3iC6hgdx9kgXvnGiA//NqXb864u9+Bdnw3iuL4LWpiD2k3HM7eTwmBGp95RxcbgN4/2tsEcilB87zBISOVYcRTfyuwksxVPS2NHrdaChq52yEaD0ZZn2BRUJeMj6tO+MneWCAGHkXk1Pz5qhKvnFPLWwo2Io/M/Kg6xk3yrjVhscz/UGT6tu9Paza+vcXP8dRuWvWvHTtQlLNRjGK/0qHlk9yvoOr/UNujOIZTk88IVueccU2qrVtVWAjePKhwzQMRFUE5seV10rADSmwAus+I5BXestWhYkvqPOCzmt3lOAjP/6Ht8zDagETLPoANUxs1EJWYqNhRMEvDJVjEI6g2JaqkYJSXeG6sIOcsusrVnG65vr0eRsgqMgxkMnKniKhwy/bxrFGQBHmQJRAT3N9DBLVRm3AjvLvcJXDav+666sCXfVVDLN0GzFnUAvK/Xe9ByJJVaBr/IzY+4qP/JECt0zaxY9oIeWmEjKCNTGKtwW5Fk5b1n9lBfqxNAy+i6nD+6iCwEPGW8ba4EAk20nhVgsTlDPI0gQCbZETAcRknbEk0kzNc3ByqDaI6uvVmtNfUYH85/hM/Y3NGL2f9voG/wxYS0h5j/KkTq81Fljmg2EwG4v0ixlRacXbqZxfH0LD+/P4NEi872Gf80N8DKtEN+l2sZ0oRsVcz/JWHE3iXuPVzG5UKR6D3Sr/lvLY/buPj76KIqfvbuD7/1qCd97dw6fPphBOrZNBwJzMWvmCJm+h5VgU03EMGK1E798rgNff/UUXv76Szj74kWzuZC9th7HT53Ec2eP4uWTIexQk/zL23N49HgDR5tseHWoFtv7Sfz0zgr2N5J4eTyEb5xtx6uDQTJQ1tNbwPTkGuoZ3Vc6nfjaaR+GO8JGq9Hahi3tzfj9r3bjH7/Sij84E8alVgIqcf31ERdO9NSjb6AdHY3NaGqIwBNwgPU9wxxEuLmdUsX0pAx67T74KA8ZssWF/QQ2WQEeafHj6Mkj6Dh93Gz7qalsmrpbLhANWKuYRWMdHoqbZqZYGqFQ0WiHOlIoJBOWXFSO1RumPBxcWC4P7lm36ZsFctVj9bxiv8jo7aq1CqXkx3rDusdnsrqSh4eMXOjn8Db3Vfa9rcIebwuhKahiZlUgqkbAuOFHDMhJTTz4sPUxc20M3Rt/9THrnwWQ1h1roKD1TIVLzuW+WjNYvTE6J9uTO/Oc4dK1ypvKHR9rUXQPC7CGnzSWQhhu7kX4dDM8KTdiEzt4sjcL7W+bLeXIsizQKZJ5WefKYet76qkq6rv6VcPGuJjxi4yrgMYKLQ0jasWCpyae5u7BPQvkeUavTUNs5b4iYf2sO1X3hkFWjgfGOLLcqrNCJ3IlJ4I8gZvVacEjn2njHz/Twu4IUcD9qGVNHc760N/ag1PPnYW3PYjdh1tYvjWH/eg+3H43ek4OovYoVaRkAVM3JjG/OG/GCqoTxixWyo8adZph0FEfV5oPVGZk+MfrkZqJY+aOtoDUcvHWjIzqNDTZBGUk3N6KsVNjqG/0YHUlhsf3nyClubcCetNZRDmppG+ZAGfT1C74jHXZA5QF5rLDZ7QK7WGRzZCp1njR0tdiJudvxfN4up1CPrbBgDLcap8ylUgemVIChZo6TKVD+OD+HD65O4/7E8u4duM6njx6iJnJSTy9ew8rT6eR32KFKc2E+eRkmBgdsy1BoIMqZ00YMxoVSlk41erCi01+tIfqESLghTt7cWGgGd86GsQ1evGLB3uYeLCNRZLGVCmI19ocCAVDeLi4iydRO8I+P77Uo/F6QaxSMfn3j/dw5fE2FjYKCLo98DU4cHtyGzOzqwQdYKinBW8OubHD5+8s2fDL5SSmYgWcb3IhyDLaX+/Hbw2G0dYAfMwkeOvxFuY20lh/umptgE7SUMgmmX5F5IvUiFiumuvqcKzHx0rRy/x1Yy/ST02Jmo16pvM5umXuyzKXmBQUArUD60TnlQOPluTKVI+WOZBlHqyz6nP6wvcMoaj488Xm0MPPem2M8V/yWDkePtdB71tH88+cW+otCY6nuec7AjXTKGgAgJbXAh3+s64rATjwtAJ4ZkiLk8CnnBEw0FZg0YoUC7zwg28YzDBHnlRcVBKT/6oJUHnn4JwnVgcJCzaviEqWnyyBDDpZmjYE0taPblMYwwUP2mtb0NbfAw9VktR8FA+XHiGai5m18wywsVDwzJyrPc5C/yqr4n/eE+hZUdU/fVj/qrb6/9AVg2WFkkcr2JapxMvc04mJk2XMu5VL86a5Yf4ZcyBg1WcC2gowmMUFmCIq2qb9jumuDZI8ZK0eFjJfyQMv06ilWIsTo8fQfX6AhMmH7RtrmHs8g0wqjXA4hKaTnQS9JhQX8nh09wEW1xeRdhWQtmmOstgm1Uh+0RxNMPht+jvgacOYQO9IPdKzMTMN7SlBL2dAr4y8QI/MoUAhi5N1RgzojaOx2Y2VlQRB7ylS2ohH6c18sEBPvit+ihHVbjEMp4tsmGLldZs2TQ0RcbKCKxCYyjU1cNU240irh+plAEvRPPaX5o0GIYQ2DQGU4Xwyg2S+hKnZOUzfu421p7PYWl5HJrGLXHwfBW1SQRXWRvarLh0WcX5fbc78MuOcyVGDiO1ifmEBC3wvvpnB9kYRDncY7d12tBO4ah1eHBsMYJNq8oePN/HBJ3ex/mgGq1Gqy8wzF+rR22NDa0MNFtaimF/dQtYVZFo78N7dPbx/l2GaXdFXMdodRqjei5mlbezFknB5nOjqaMT5bg+mFvbxgweruDu9wmJpQ1sggNHhIJob/dDye7+8v4ef3J3DnUeL2JpZNttHusRYWeGzrKOgip/ynyWT00D/ciiCjhYPesn4m6nm17fWUSUOYy9DGcimGZocy5/LrG2pgdhqfz+QWR0r8vxMav+2eSbylfJOY6m6lXPr8AXm4EXjploUq+fVK+tnXT17Q26qV9Unz1xa+95KDTUAx1qX55YaSyAUGPIFOZUxgCWgI+BVe1OdrJnsboKOYX0EPflPK/W22t0sW7ltzqsR0HcsJvnMnd6pFngJsBlSwZ/1n+/xkVkik5mhFUW0C5oYj4u56iK1qA/XoamtDaHWILBfwOLqohHahJ21WIVZGAZLnVcDjk2hU+HTf0Od9JGK5T+ro4WnChKfWWHXjzfMOUNmCqy5NFbxqPaCVoXDYmtWvA4bc8fcV1j4rYo9MOYblaPSn0CvnwBPWzkqDcyRqoi77CbwBwh6zBcWtVFPJ06dPI7mF3thX7Zj5aMpzK8sUL0tobe7l/f7EWA6xa5FcefBTazFCQasHDTERr3LAjy1K7J88VxgQLCtgN6RES04YIHeNEFvKreKHFXI6oIDmr+r2TMW6BEkCXoNZCarK0lMEvSSO3vMw0pcxVYVN9qqGi/VVp0DNr/TTL8ruS211ak5t3xvg2zQXd+AIw1ktPWMQ96PjdU1pGIp2AslVoRMJeKWO+9Gcp8At7UCW2rHrA9XVlMJ87ra+eZkXjmZyVq1GXrG+Gq/Yy1IoUrQns2isB9DYmWN4LeJqc0UHsXciGeZ3vzOhXbGi/j2o0c7uPrhJ9ienmGCUTVNxrAdjWPdXYOQw41TLS50t4fwNOrAr7btmNx14jbV6vjUEoqpKJmwD6fHW1BT60U2nUN9UzOam+vNpkL9VJOfrubx/tMtpFZ3UOTzMtm6PxTEItnz9x/F8O7UFlYI/rZEHl7Gx6/N7LWsvdfqbJGUO1lOS9kCNpNpLLJicRXs6An7cb7VjsbuethbO+FrHUKJfkf3VlCIZ8h2+XJZ1Y+RenOUTEq2TXmQNfcPGclx5VQnVZE+eK9y/uuN9YJxx3+ypulMtvKmRUqqhdK691lj3dO3q48Vcoenses7dma2GbKhTK+Anz4qT6td1kYoJUh6m4lQdhNsNMWMtS9vGg9NxFTYhRLGTwpMJbZiVpaA019em1eMe+u53Fr3+b9qBXiipHpi/GKh4z1TyI0KY+2NYQBAvWg51kgslP3hPjQPNMFV50JsmbX09Dyibu0sJthjPBkWsTwxOjN40YBh5ZkKogKmIOhnYZcJu4kDf1ItrQJKw3BWf+Y1E3QLTHXDgJ0xirt178DST8sX69zcPjCVC/lPLwQ4+ikfnLI8F9tTR4PCQ8gzam2QZ+GCF43FOpzuPoIjZ8fgPVOL6MerWPxoBiuJTapXIYwOjqLt633mE1vvbuD2k5uIa/qcBlQTZNSTfBjwFA2FQUyvX0xvjEzvqNRbi+lN5b54aalnTO9IBfTE9J4gubtn2naVJGryqKZSjvlaau5STxTZFtPP5WUcFTsPw+AkEGmdOlZGOd5paEetz4GRvgi8RQ8WyMK2NqJwk6VofxBVWDmXtBgyJgJ5gYVdIw38DJvVJcT0V/oK5RhmzcVVl5LaC4oEP7k1g9dpTRpT9oqpFDIby9ien8Ty7i42GbYNby0ere/hk/c/wtrDKThSJbhZ8RT5zWKGYLkXRYoAE3XW4mSnHR11HqxQRV0i8M/NTKO4tWDGkgabm3FmZAB9NcCRpgBOdPjwXDcBiYDnYtpMb3vweDGJ1M4aGSr9tNdiuRDEJ/N7eHx3FYV0AZ09jTjVX4t2VgYNrQTbVjK4jlY0dnQhQma8tRNn5Ck06SSSZp/mONZIE7c8YfgIji92OdFLIHWTXWepum+RlRaSCXgqbbhWTlmyajoImN+WXFZl3jIV6f1bhq8YH/7z5pkPkn+9ZI015QmtNb5Ull8/ZKvuq7ZqrHPLjcPd0PEd02tJa4GeJQzmJcu59d98gFnPj5kJ+RrvxnOzPLUCUwEFu2m8p38CMeOXjAUkFoOR39W75jVz/3BiGFJEN9UuZjkUCdOYMwmeZouYZZRYAMX6tNWhWX6K4cslcyyUHehqbod7xA/fnhObS5vM2C1Ta2vYB1HOfEwAdzB5v3JUQPifj/ljQA7CZQKqThmroJjCIuCT3iDo0nXlZ4DbGCsdTQQq3zBpa44yKlDmk+Y946bi3oTCfIP+KRz8mfY7flM/8my4WH1b1gmtBOy3eRAqe1BfCJGN9eDY6XF0nR83ibf0wRyW7y9iL7uH1pZGDB8bhuflCNJTZUy/O4nHm5NIOlNIFRLWEvkUckG8rIyCZQZA8zjA9B0bGSXo1SJJ0BPTe2pAj6BVBT0miWnTsxP02loxenoMjU1Ub1cTeKQ2vd19AyqKs+KoTc01t7nk9eL4N76J8TOnzBjM3YzUM31Ve4XYUHS5UA6zUB8/ibME0tPDrQiEgJVtFty9AvY2tszGPZlMmsLtJoixktI8UqY5qBorXQsl9ZmTTRJgCwyfjurl1IJTkjvtSUKKxEizWpXcqVlFqjKBUAsKSP1Vu1dqawOLm+vYoBq5MDWDtQeP4E1rfneJGEY1nFSTmMhXSogxBb2hALoJ2LUEvSS8WN5OYmORgEeWpw6Ljt5+04m2uk4WtpbC3GoGe2SQGyspPI17sUi8mprbJpvdBms4alpkuwHGiaCd2M6YCnx4uBNfO1eHS0ebMDjUhKODLTg51oimpjps7KSxsrZrymbDQD8rnnWztuPixh6WtqkN7RfJMAMY63Oio60ONVR5fTUN2GQgCqk4uRDTUjJvREKFSGWBByOzMnygckJjifGzc0uCZax7lrHcq0yYh3pkHFUvKoaXEhXrX/W6ctNY656xMtWjMRX/+d/IGc8crtq272hMnWFmJpBWQTVBNI4sxwb0BHiqnRXTCiAZj5iIhjGpEViCYXo/VaAt/yzDI18zhdpYa3gCD9YjE3nLWKBqAYkMz6yaltcCFI1+N3NE6YG646XimnmkAoCiC/6oHU1dzLSxMCKZWuS301jbWkVWY+1YIO3Uu1S521jjMdYmb6qMTPN19V2xGvPAWAuspAaZ6WrGVNKE37am6bGACIypPphpdEofRYHlxwiGYdDyS1+UH1Xgk080JhDWhWGblXOlrxitab2jh/qGk55qw271znqLbgKeDxG7FxHe8xZ8aCbLe6nrHLpeHUXgXATF9+N4dO0J1jc24KP62tbfiP7nx4B2DxY/WcHkzUms5jcQK+8TrKJkawI9kyiGgZs11HSUNDD8/e4egt4RBMbDBL0opu9ai4hmxPQYL7XnGdCjTRFQIq1WR0Zjq9sU6EcTU0iR/QScUlUFIYyvi2BEzSHQ042hV17EKbrv7WqFrXMEKXeQgMS8InghEEHDmZfx0gtH8Nr5ZnQEgI+epPC921OYuHrdLMiqZaSKVIcZA7jyXsoHK8MsmR4zQnNkBaxlfw2c9S3wt/ZQneuGp6kT3qY2eOpbYec3yk4fZYxpXaTckSEK9OweZiYrA7X7aWGGsi2FUprpRuBKL63CS3d8Czb1hDryKGkOOtVaD79x4uggXjrFdOv24OFSBu88WMf9GzdQEqrZyOOopRRyeUwvbOH2Elnjahwfz+/j2nwSt1fyuEmwmt+OEphYKRHoIr2tuDzahJePNKEvUsLiLhko86irtRlfHXGguL2FdNyNhkwOIxH15gO3H81ieSuJpsGTGDg2DlcrgZlML7e6idg6NYGdFBYSRezn/OgLuHGpnoSwvhl5fxA7uwTb3SiCHp+1PiFLjjo3qkJcFd9nZaZyTsOSYOTYcqpnFmDKHmCE5dRyy5+Ve5X3mG+mh5a2UkzNuUU6rPsH1jzTP8tDE66K39YtlidXpOU7KshmWAody1MDPwbUVKgtj6yjiiuDU3lZYKRAm+EZeYolAc+cCxzkS/Vr5lg5p6l4ZZlKYPX56ncFeqajhN9XzaJCL8HV8udSZbXCSnV/V4/ZyIZ3CYLqSnd5PaYGbgyE0e1rg3MkDBtrWvtanurEErJuhjFPkJb6RkajzbyZdUaFM3tlVMKphK+UexplATOKca3elzOlgBk4W/k5NfZNarcBPQIwVRaX2j55z8Ao46mfMfRO/pB8mnet71QMnehS6Suwr37BgB/TQD3W2uJRG//4yO58Wh685EKtPYzArhdjLQO4cO40mt7oBxLA8s9nMD3xFNlkCm2BFnRc6EPdG73AHPDk4wd4MH0LsWLM7OKlcYIZWu0FYnE9RdSyJqv463d348jYGAJHI0jORTFzd7ayR8YhpsfyLptkmoTF9M6Mo6FFTC9ZYXp7zFObhtORWZExaEHXYCOOnH8OXzoxjPMDbgy3BjFOhtLb2IzaJqrSoQaEO7vxHAHx9ZOtqAsCP3oYw5WrD/D4yi3k19ZNAVH6qUJV5eFwFZFkfMQQ0dqB5uEh9FE1P3diHOdHe/H8aCeeG2zFxb5mXOhrx3Htd8tKoa+3Dc19XXBS5dz2eJGlXBczGcqLpI35wAq0yHwokbE5CAIOrfhj9yBHGRExJOYx/nay3GacOz2KL58ZxIleG24tA+9en8L963eR3tykI0ofAU9LN6X3d5GJ7iC3v48imXBpZx8ZqsDJ7R3sb+2Y4Ua+sBenB+rx5lgLvjxej9F6G1qDHqzHRToS6Kp14lRPAA9mMvjL+xtY3d1ATz+Bi+G5N0/g8tXgK+PN+PpRD45Rjc0yXbaYYNkU45dIYH/2CTajG9gXnrR04CJBOkC52vYEqQqvI767yTJHWShqa0iV86pE8yihpZXMGJGpyIt5qgtjKo6qRmXKPLNs9dzInbm2Hhm/KiBnylH1gbGWOfwN+WA94/HgcxZoOpzh5u9YN/mPfsq5MQI8CVDFyImlBlrWKrSWuqf2DzOgV8BnmJBcVyJTTQmaA98UaHO0/qlly/jPa4GQFhswrElAx2cuhsVaIl7CxucEO4Gc9nj1EvQEAAJAeeBxuuHVfJxYAUO+AQSHGhDprod7OY+VjRVs7+4Q8FgTaloXWY/aiVRvaS1IzfJQ6C3WV01YGsVXITRHARWf8VTuxDh1bYGzFW41tjtZwwsEXWos5rniYtga/bXUVQvoLBXa+o75qtLGXCpVqoBnvSk/3IyvVkTWQqE+Mju/jYDHwhYoeBHK+tFZZiE7cxIjrx4B2jxYeXsO8x/NYH9nC4VCDl1dQ+j/0ihcx3yIv7+Ne1dvYTpGQCT0a8EE7b6vISsFLYaqGtkEkqHhUeFS2PvdXc9Ar9qm958BvRExPQN6KTy699Soty7Kl0CPScis47eaunH+0nP42tF67G4WMLvMQtzowWivl8xd07k6EfQ58NqxLrSShXx6L4Ff3H+Kx9fvoby5a9qhlHSWBBollLEqwN3UhHaG9/Lz53Gcav3ZU8N44WwjTo3UEYjC6O8Koq8rQOsz20j299aiZ6QRbd0tqGnuQl1bEyItzUbtTe4nDfiRAjJNCKRmnGfeVMqZBFVMVnKSJ33bQ8A+efYo3jg3iuFOJ6h546dEvWvXHyKxvGTkWmMPtVSWUx0fGgzPdGCywct0lnUV6JNmCNH/oyeO4shID75+qhEv9nugCUizU9toa/KjqTGIpkAQZ0Zr4XcT4NZ9+HCTqrirgCPDDbCx8suk82ioDeN1xpskEW01lKOGRhS8IWwXnMiur7McFRHf28Ziiuq7J4JORxCjA34kXBF+L4XNqSlqV0xlhsuIB8Nq/uukUj5MYeY/80z/LEeHTMWdjMTLCLxlq+efBz1Za7ibZSxsqtpnxmpCM2eWrV7SqNTJQ4enpvU7+pBxQo+smpLFzXztkJfyTGqe8dTySbWT2dNWc1rU6yuWx588N8GWezk031IEKlYFmd/Qj77wcyzQWnOv0hOsJXfE6tQYLRXWAFy1w0IMzzAdsiipc/y5yHLE/vxFsh6WNLsautM2+LJhhCNuBMZqScupBkY9iD2NYt+TQ9aZN2qIQM8VCMBTE4LT57UWPmVmKvEs8qswKhaVsFMQTah1pHQrPIQ0Cr3F6Bw8Ou0EJgfDRRamsDLUdC/OZqCOtgJjSgOTJpX0OZSpqgZM26XAUnE3gKe5Bowz4+spuRGy+RDSoFPerS/WoLXYgNePX8L4a+Nwv0RUuFHA8ttTmJ9ahIOVUkMD3bx0As2XW1CMJrF2ZQW3bt/ChoPsguCgdrwki6tWCdQcTatTh3nMowqjwT+qe4PeKtOrOQC96fwq8gb0qKYS9ApMW62CE2Oa1HV3YfDEKJoIekuLCUxOzCAZJWuhyiU3NqmbPj9Z3gWcPD6MkToHPmZh/t79HdzbySGR82Ig7MBZAseJRie6/E68/SSDtx4uYfL99wEyJIdUSYVWNIvppSXcHcFa1I+fxaXnXsBXLp/EN0eCuEgW1BZinZgGJkm0rq4BHyzm8MlaAdfWM3i668TKHuWHzKidqvOxOhvON4Yw2NYAf+cAyi2tWKfMl9JEHKYTygRBxZnyokG8ktOsylFPC06/eAHPnx3HK6x8pqPAn1+fxL1rDwh4q3AS4Kx9c4uwkyxoS0knBc5l2g81ns6aDSQ2Jcmxk9a2tzXilVGCdRewuFbEn05kcGtlh9pxCJcb7RgKuVEgHt/nt+5Ey5hmBd/SGEF3QwBDXuB0fRhna13Qvhlv3dvBfaqxF9uB/pog4pF6JKnSR/fJ4HLMv60YErEksv4IWtvCOBW2Ie6qw1y0hPzqFuXRzfKhdJaeRENZZvIbGTGQX8UJS7h5Zv10X9qNVaIsI9mv3qmey+0z9dU44j8aYsWzcmK5rZoq4OloNFBZXtNX87Oekel5atq+Y5ySilugZ31IHledmpflumJMOBg7A4AENoGbUWl1rWdyYz4n8+w964n+V33WBQFA82Ep+C6fj+esRwgoRn0VNEh4CQFqt3NLqARShBkxHv2k2knF1c9f9JHx+OEnINi1u1Q2iTpnCK3uOjiP1hEkQgYotzY3kGbNmlYcHfSdDMEZ8sPt0/rLFDCqG2K1BsIFbgJlqdyMuNoCxeqMikMrhVthMmHjT4tTVn9OMlBtQlMFLQOUihv9UaeL6RBRGlTSVv5bZ6o4rO8IGNVTLbXZRdbkLhP2CHpMLaodPgvwGddOewPOd49j7M2jqDvTifJ6GYu/eIT5O1PYTe7D6/Kgl4BS/2YfAk1u7H68jutX7mBhlyoLGW+GBViboavAao/fol2LdVmAp/DoaJobDOj1YHzsCPxierMxzFK9FdPTmq2f771NMNw1nR0YPD5iQG95JYknDwl6e3vwOspmPcIiKzpPcycunabaeazZ7MF67e4irn5wE3vzy1TttMl1BnHmrz0UwuyuHVduPcGnH16FLRplPlD2FM48w8uUKzmcCHS24tSF43jz3ABePN2MbhbuvYwDt2fiuDaxjg8/mTSM6/6dh5h68BhzE5O0T7D48CkWGL6F2TUsLsepHlIj8IVQ3+zAANOtu44MsJGqNuO4o4VZc6ycCF6ap6t8zqo92+tBU0c7Ro6P4+hILdqYDm/dm8MHj5YRffTICi+lS7ktTcnq2LJok7Uhk6RQixm4yMI8KLNCzhEYt7M5lGtbMNzsQpCCeGt5D9NrVH/LASSpUVyZSeCdxxu4tpDF3G4S8VwK6bTW9suYvX/TTqJ42Inbu8CvHm0Q9FNo5XdGu1xkdS7ksiFsbMRQ3t8gGGeRjMWQcbN8EVSPdYaQDdYgmi1gZWENqVSM2ox2KSRwM/wHRvFRLhDAzbFyu4oDun52z5L5ypmxnwW9yjPr1qHryrH6gKaKUbLmjs7Nk8OuLGOYnubUCUEp1Qb0jOe0FqhVX31m5IGlkFrWfKji1kS08gVln4zx4sA+u2cW+ZQ6yIR1EvC0WbGH51r0UixK6qsEScNSvAQWA260Gpum3b68ZHsB8hx/mZYsr85JJuNrwtH2ESQSCWwVd2HfKpLlheHtqkFoIAJ3nn4m8tilwKYYCMNm1PDOYBn1vciaVavC8L7UbRNmRsisL8j0UcEXgFkMjGEXCzVgp2EVgmMDyYaJadiCt8hnRcaBnlkLMwjI+K5YnNJa6acfv2Olm070TWUHOaL8NfGmv7z2FC2W5yP4hWwE+LwbDe5anO0Zx+XTZ9H89V4WRGDnV1uYv/YY68srzGQ7Wnq60Hl6CE2vN5AmANM/fohPn9xB1JEzqzJn7GmqtlnkCEQ5m9r2NBeT4RKYyFI8VP1oXwgxvfEjFuiZGRl3LfX2C0GPBVf73g4et5jeykoKjw3Ti7JgZeAJ+gi0TrQfPYtXqLae6fHjx2Rxtz59gOwi2eP6NtY3dvFogwV8I4e9cgOebibw4OPrSC8tEfCVZ1ojTePsmD/UFpr7+3HypfM4e3oQXxoLoURC9ngmil/c28b7d2bx0Y0JzNybxNbyGhIbm0itrSGzvoEMzzP83t7SKsF5DVNLGwSVKGb2S4hGbailXBzpcqOzJYy8vw55Vj2bG/twUO1zs5CrTOQJuFrYIhnbR5naRWtrJ7rJUvcQwdQ6ZW5jHTbtJUuQk/uqiMmoaGgBA0mJbI43Aky7XqrIvkCIgJPDBhltjyuHkz1BRN1BLJAJz+yWcZssdTqeQUJZ5fSjJuBHfcgBLyvKVLaMJ5T3CYZ1KRPArc0inhAsG+sbcZZqfR2Z7+2ZLG7dmMTG7DLTa4dyx/Tk93f3Y2Y5twYN+u8G/bJjYSOBxM46yrmEUc+154Q1XEU4YLFTq9AfNrq24iv7zBy+w6Nwhz+5Pgx6lm/PnptzY6rHw9+rfIe3Pu9KxuGu6/iO2I4FeBUPGWC9YAJeCbwFbDqRBxZFNUbX5ty6Ifw0HzRXMpZ/eqy1usTsNNVIOWwgQO1eBDqHh9xFS0AVSnAyk9wsMTZaPwuNK19GMAUEi6x1in4KCzMkV0QjzwP7HvQ5O3Ch5QguHjuBixdOY7h9CBnWUns7K2ZOaTzKGq3Ugkh/DcLHahFixvlZQ2cWN03nhemKp1qQo85D0kO1gqoH1W031V2XWZWFQkjwsRF4tPqu2x4gYDEsrF0DYnEEOps2iTEMzGM25fGl7AglHWjKB9BEhuJJlYwgaVqTanLtf2p6LikkSjlLaJRMSiP+8Zm75CHAUYGnGusp2OBn2oSpQ0aYDuG8Fw2smbtKjXi5+zxOvnIW7d/ogVb2XfvJDJavPGHBJeARlDvc9Wi93I3Obw2rrGHpvUk8vHMLc5l1JFwZpKjUarn7nL26FqDAT508JkgMC0Osyon55SSIDxnQG4N/TG16+5UtIFe/EPTihum1YeDYEJpbvVhZTmHiyRzSZtCrDym3nxkbwflLl/G1M42Ix4C3H8fw+M4T5Pf3qTILfIniyQxiS9OYm7qPrfV5ZJaX4cvnTe+4qhsn00raglTpky++gDfG23C5345Pqb7+kkz0w1uTuPnue9idnUEpRv1PKwAx3zVrw24m2meZp2lWTswnymlZSJnaIyDOY3thgkxzDXPM/62CFz1dfjzXHEAp1IQNyu7O2jq9S9GfNMNKWVanTGkTO0nCoq8WPZoX225DOlnGznoSe5u7ZsMdL/2z291IF8T6KX+MT4HyoTF7Rcpc2eFG13AXLp3px1gnQYcqbtBvw6mmALrqPbhDFX12mwyYadPAsF9sd+Erg058faQeXx504cXOAC40BzFG9TbkY4WRymN6K4+19X0MtdTiFa3B1wnceJzDDx/uYerpLNMlhcBAPzJqp89kmCbA5k4U5aY+XOr0oIbyuMBKd32WNedejCp6luVfIEc1vcRyo1EgtJUiT9mROEummdbGstxTtq0HhiIZomWdW8Y6CjcqR3OwsMkAobDDXFtPzZv8YJV8mTcUAHM88MEYve5wNXR+5wCpaAzdNqD9zCOLMlofkdFRL1eNqKycm3PrUDHGZeWedW6sCbAYJVmPYZYW66EIMKFzsBP0XAQfj9RDZlQNWY2bpcjBAuehUNWVQ2hkgT8a6seFYydx8sxxHHv5LI6cP4LGYy0ItUUMeGZW4tjR7mMsPOV0iaChCepNCI80odYXpv9hJEnxtVxHPh6FnSwnk00wFCxMDKZhfTxRx4RD0+1Y8AXU6phwu33wugNUGyMI2DwIqie54EJ9KYjmXBhDvg6c7T6K04PjGOnoRU9tK/wpJwosCHanGxn12JnJ/VJzTJLwn5WIOohFavydlwLmYPnzsWj7CbLBUgjBpAed2QiGIp147swFnH3tIprONjMewNYvFzF3bRoLTxaJb2V4Qz7Tntb7xijAApF5ew8Pr9/Hg/lJ7LnSiJPnZaTc2vK0mngk0NPwDqm2Co0lREbFZxicLKCDPoLeGEHviNRb9d6K6f0a0GMhrqGqN0jVuqmFoEemNzE5SwBIk/m6kGea9lENfOVYP9ranbgxGccVgtTewiIrvyTBR7WQhJlHhg1FAnIqARvlRNWHmGiBDC9PGQp0t+IFMrwvnWpDSwvZy1wJ79+cxL0b9zA/8QjlRNJ0PBEimb5KZ6U984P+qrCo3dVOVi4Wb9gLC7FNKgfdJKiOr5FtJjMl5HIh1PkD6OhwIeSvRZIJtLnHCpThVSVZzCluJTImB+UJCLW2Y6DNhzD9X0p7sLy9bzqJCn4/imRk9toIfA11aCLY+Bnw2M4eyxMTLxTEGar8XxtvwnifA+01ARxvDaOrw0MVFvghVWalxXhjAF873oXLR0OI1AcQZcW3Q0DcpmgX3drjw4bBlhDa6utQoNxtx8hM3Tb0dITQw6Kyv5fDxFoMHRE3Lp4aQUNPD4nCPrLRPRTSaRSl8kQaMFbfgO42B5kvwXtxhSx5i+lFsGdcjHquzhgDepI8IzrKIetEz2mMmJv/VcNz86d75i0anlvCx1PrubEHJ3RnnOoowK3gj/VPD0wZOnjtc8bhFujxifFbL1UaTy0gU+ArntBKGat6YgopjQDRfNS6/NxHdPXsjpxWUd78BHq0pueTkZQaa9OoeaadxkeZXbo0LIOCo4nmboKLh2rsqLcPr/U/h6+cfAUXXjiG7st9cJ2sJSsoI7m9Cd8J1oj8+TeD2EzuYzu5i93UDvy7VFGSBK/eEmrG2tEcHCJbqoefIJuOrSOeI81wsQBoPFiBwk4moDY4U+zV9ke1RbWSmYTuo/+sxcs2qs18P0xw9pN9Hasfxstd5/BVhu1L517AEQLy6MkxnGgfxpCjg6qzHetbW0Qxl1lKvsxCZaWFkoVHVkBKZxN/FhL1TIekzJNF2mj9LHCjwT683n4KF4+fxDgBz/Ocj1JOIf8FGdd7D7E6R+bhVEVCwT4+iK7Xj8F1wov4w02svTuPuxOPsViKkuVlqeIL9KxpZ5qFkWUB1+5uYsAylvCI6VXaLxn+QW+X1ab3G4CeFhyo6WShPzqM5groPXpC0NuLmt5kdPXiLNW3b45rdgHw/pNlTNx+gtLOpmnzc2VVFapjhEyCgaG3TBsTNJhmGZoiK6QAwWLgxbN4+ewAzgaBd2by+MXtGdy9cR/ZhXl4EzGyV1YgrJxcZM2mDZogD7FISS/ZOUoBpTwxluxPZUkrcxMcNEbMzW96dhPYWN/DbtaGjL8Z/UEPzrW7sUotIEZmtL+6jhJVdh/d20sEs0wZUaqVyeY2HGmox8kWDx5QvYza3GhsbUXDyCBaxwcxfGYEAydPoOPIANV3O3apYmvIi/fICF462oWvNHvwhOq5mwg2yPBM7gPfvUfVez+Dc90N+N2jTZQ7YGqxgL95kMC7dPveXAo3V9y4zop/aSeDxlQZI40uDBF89yhTq/EklomOw5EgRgne/mANLo4048LRMNm+F8sLy9hjWTLyz7TIsvB2NoYwMhiihASxPL+M1dk5qurUjkyFRAwgexXoWUCkWyo55qRiJUuWtYyFAZIvy1huDrvSHZWN6hMLb6yjsfpVzqvm2dtfbAh67d+RL6YxVY2wAj2BnWpB+lMNkP6bnsbKsXpPxsyz5bF6/cw8u1sNkzUUxUk/pNpSANVIT6F2ajkbAp7GPJmeWia2WwAJXrvtRs1rI0C92XwZL7/8HMZfHUfrN7pha6d6tEUG9XGMBXoa+xM7aEAN3MMEpXAYzn0W5p2kAb+N3W0kUxkEo37U+RrhOWVHW0+TCVenswGrK+tIZQqm8Tavnd2ZgVpCW8bJGly72LvtHqqpVDfLXjI8qpmMXlMmhPZMC17puITnLp3H8a8fR/vX+mHrZjVbTYLjLoS7mhDJMbYbacykZpAok7FogG7FkZLVShOHGY6iDhKxYC9VaX/WjT5bM77c+jwujVOVfaUfPV85BhxlGt0C5n7+ABOfTJhCWWCYfdRLRs8Oo+dSP4JfYXX+CFh9dwYf37iFhcwm4p40Erak2RfYsDx7DlrdWas4az0/06Z5IGoKl/JEgKE2vS4cJej5CHqpuWqb3jPQKxIsCmSx2sQpzjSLdFC9PTGClmYv05ig91jq7Z4mxqLl6BG8fH4c5xqBBbKN1d0o4i4/KyBysH1CMMMS0U7XZMjW3rjPhFz7t7AuRD4YxOC503jtSD1OjIRxaxO4cuMp7l69gcL6qpFpzbwoU4b4n2Cqubcsn5SzPJm0ZnyUvB6UqF4UNGyE96uL3qpQeoiNfMAKimEgqO1vbWKL6rnW4gs2BnG2I4J0wo7peBm5xXUju2qp0RCgsnbMc3vQ1hDG8GANAvkyRmtseImV7teOtuLrR2pYgftxrsmO3hrg4UIJK0tk6YUE+gfb8cLxHoRZEf/NdAx/82QHdzN+3M84MLW2gZON9fjGsTqQsOGtp8D3Hyzi1uIq2RzThowOuSSSZNQzi5tYp2qdoubQR5AebPRgd7uAhVQQ9mgcI70+NPHbWkJe2wQrbeaWt7C4vsPwy58c09uGcGMNGjuazOZG88vbmF5ahTMVY3kw0sv0ZVmptucpf3Rg0kmuq9aIukzlhiX7VVOVt8MOK0511IXxW0dZVcy6tt47UHl5WXV/8N4h43A3tn/HoqYCPEZQNaACzIfWx8w/67p6rgsaI3wEvF9vrLdkFC6psGYhTwEfwU5WgCeG5xazIfBJrTVMh/89zKRaRwg+srMubyu+dPYlvPbCixi6PIbAEVbn8TyWrsxh9uMnuP3hLdy9fg9ri2tUC+1oDrXBfdqDVke9mYCeYa24n6KqG99Hcj2JbCaFEEHLMxZES18rWkIN6KjpwML0KraLGYIR04EFrtrDKit1Sp0KXlcAfgJfIE+Vk6Da42jDxf6zeOn5yxh4ngxohFK4zb9bq5h7fwoLBAVXzI7A8TBqnM3ILezh7uojFL12MquiyTuTlpVMV/xZJRjw12bmrrIbTeUIXuo4jZeeex5HXjmN2lMNoGaK1benMfPuQyw9XCBD2EcmTVCPBMis+tD9/BDCr1LtXaYQv/eAaXQHU9FVgkoGaWeWqm0KWQKA2u80TMVsSMRzDU8xHTwmNFZ4xEC1qIEFep1GvfWxwKZn45UZGZ9nelplRZt9E/Q6WzFwbATNFdCbmCToRaMIUq3rGT+KurpaRPysgNo8GOpvQH2kFU11dbATzHZzVMBzWdM7qnUVKaBkoTxIRpk3mvVR192B05dO4yunWghGwI/vreHqr64gu7FNGdLYN4IYKxAXWadUVgF6krLmCPG7za2oJSjXd7Qg2BwhkEWQI3PUKiuGPdC6mAf6lt7jEwO+8f0kEk7Kabgel7p8BN9arJPers4tkjwUWJTIgBwulAh42VQKvsYm1Pd04EiHA22dQdQ2uVj5U4QZ3oU1srpMGr31LtxYLprN3z1hL86QpV8YDqMcTeDm0h6WUiU8ZUWwRJZc67Xhq311GO124PqTJL5/Zx3brLB7mnx4YagLl/oZrpEImgLUExifhWgK6/sxArwfX+pyIZHx4sFWEZl4gtpNCA+mt/FwapkEoxb9zTbMrsbxhAyxnKKQsfy4mBSelga0dbWj3wvMbO7j4dwyyrtbLG9qwxNmUJArTE/AY4GSrFCAN8xN3jaQIDSxfs+M9dxghm4zzYU1xlp3jZFf1esDK7fmZ5nq8YuMw1XfalZZUQ+YBXZ0rvDpqb6mM+uPlr+KSmEM3VmR/XXGesucUfA0T9cCO7WZsCjRf1O4SzaqrZZlpSbHppMgSGBpTdbhhbpz+PaZ13H6lZOo+VIL1NabvbWGtR88wZ1P7+HKxC1c232MbXsc8WIKDta4XvpcX9MC+xEPasj42rZqsJeKYqccxa72o13ZQZDqQHDLC7e6r045UbdXC8ceBSSxSuaTpsCWTFhNryvzUqCscWpqQ/JQwCNpH84GyFTGLuClly8i9EYdAwak3oth6UdTBJpJTN97iI2pdeQokHUdZJcU5hgF6un8IlXuODKMsGlGoJV4KEOJdciSKXn5zRD9s5ONnGoew2+ffB09fzgOtLIQv7+NzV/OYPb9J5iYe4rtnT3Tu91WU0cg6cXg68fhf5nh2eXf3zzFnZu38HhnBrvuDONG9ZWAHkMCGYcWrM+bIStaol6rFZseWwmW8sj8GAap9QQ99X5boCemV4PUIdD77OBkC/TiBL0QQUVDVlqqbXpP5pCJ8ntZB9Mgg5V4GpNpL8pkMF0uB86QPmtsWW1bLUpdnUyEsOl4KOxHTftRliqeem1Nu1zQi5Nnx3Hh9DDaI3Z8fGcNb92aZriWYU+nqbWa0PNHx8UYw0TwjDSh5cRFdB0/jiNUrU+dO4YTJ4ZxdGQUTVQpwyNk6dpRiHEuxZJmzq06ssplj2mO0Fp97mwOm6kEylQP2z1hNHf4kCz7sLJJFr25QfeUdSFyjunJNM3VdSDd1Iv1FPDxPPD2XAHvTW7hF0+i+OWSA7UE0LFOFyZ2cniytQ1XYytOkekNRlzoIQvtbiCAhXzMJw9S+/sYqvPhm4NurBdd+JM725gncT7Z3YQ/Ot2I1zsdGHHG0c08PdHqQ19rAKs5OyZYI+xSRT4a8KKrzY7JPRsWduK4tRrDw2gSOzkHgv4Azrc6sRwrUDVOqhdDPSwsm9QG6msJeh04V+NgGcnj+jRBb41AWW3LM4DA+JI4aQyvYeVGqoURyizJVdVYkmVJV9Ucfi6j68/f+3WG/lS80uGz/n7WOFy1rWbu7eHwGOf8p054AZCsAMqot7J6rsgpQPz7rPe6qloZHiVoBA8zHIZ+mnFrBA61zWjIh8fhpppI5sYaxeaWMLtRUwiiYzeMi72ncO7sWRz78jEERmpRnslj4t07uHn1Lj68cwv3N+ewRTUxR4pok/rBjN6KbSERS6Am60NdbS3cgyGEWIuq4dqZLlE92SPj28NifB2ba9sMQxHNLU1wN4Wxub1Naj+PHNULl9qUKmxU49PczFu1aZESoWbHidN1w3hu6DROvHEc3jM+4EnRLN90/5MHeDQ/SYFaQoxAS/KElrZmBKmKBMMhpB5FcXviLqJFgZ64Hgs0w2ba0UxG6Fgww1WcBH5X0s5a+yRee/5lYMiPuXfn8PDHN3DzwSM8WZlHMR1HA9lnX3sXGi93ovtLBKQzBPIpsogrk7h681NMrs8gRiBPuXJIO7S/bhr7bnI9J1mfrbqyimapVBge81lHreii4TLqudVqJ6qmBjydODI8isB4LZIV0HuS0np6BDoH8UlDgKqgx7wNtVO9PTqI1hYfmV4GE4+XkNlLwE+5yyUSiK1vYGtlBXsEjM1EAcsFD3wRD/rbXCzIQbidtVjO2rG/tACH1kOkLIlxZvkB3/7q/p4AAP/0SURBVDDz4MwoXhytwwNqsh/ceIjZ+3eoDhOQxEC8bjI0slfFzRdAuKMdx8+ewJtn+vDlc224MOplutlAEoO2JgJPmxPHmoI42daEunAd49SIjV2yIcbcVWA6aYFNp8d0eOSzZMesCD21XejrDqHJmcd6zkttYQXOZNy0ASsNVIkUC+osS2B+4jEeXr2NpTtTWHl8D5tzs2TnKXTzu739tVjZtWNhdgfxPYad767Hytgr+dBMQG/tcGMy5jHjA0d723C+x4PrM0kzkLvN6zAzNcZqSvh0JYcfPN7HJ1tlxAk+vV0e1Lq9WN/OYHk/jzafHe0dHsQJbBPzKwgEfDjZ5Ma5BlYgtS701rmwkfPj7go1h5V1I5Ja9bsQpIre24WzdLuQtOHm1CKKS3NkgSzIlBa5ES6Ypdso06TElGTJsqz+WL7NT4b/xaCNlB22VVPFj7+/sd6UXxbgfsZvPnS4wi3fMQzvM9/jk4oVRhvAM7etc5mDpaJorDsyOvu85X+CnsUaWOMyHKqhNVNMKosKlHrNatwhClEOPq8TkVIYwagH3xh7FWdPn8TJL5+BY9yFnWsbuP/OPXz6yU08nJnBXHwTCRZisSW1/ZS1W1nZGmQbZW2Y3NgnkBZJ8WvgPF6HtuYuBMQm+b0dDWnJsMDvJJBPZTHY1wdncwCxeIpCt4j96BZsYj3i4gozQdorgC64ESwFTKfEq0cv4/wLp+Ah4G1PrmH1pxN48ukklliIre0gc6inyjQ4OIja7ga0X+iDY9+BuatP8WDpMRKOFMEnRZ4lwKNV4lBAJBx2Dfq0e1lfsKBSFTk7dAxHL15grQs8+NVDTH94H0vJDb5bRkcj1ZzRfvQf70fH10/ANe7B9sM9LLz3CHc+vIHJnVlEy1THCG4ZbTpuy/C7Gaq5KQKgtWCoATw7BbcyFsmscsP8Fdipt9P0bPKcKYEhdwfGCXrBo7UW07tngV6eao/a8fJkqc96bz0ItVG9parW0urHynIajyYFenEEWDgcYgRkCoVMCptbO3i8tI6Z/Qx2yUAa/XUYanBgdmkfb99fQGFj1ahSRl0lA7Z5A2g5fcJsaN1PMvjze+u4cfchC+qcaTfWWo/MbhoWwGwGvq4+XLh4Cq9cUG+xz8ji3NwupqZ3MD27j/nlDPY3UgYghggwbR211Dsb4fLXYnFqBvZ8wnSaFFk5Ky1UFrR+n6ttmGplPYZrCniwZ8f8+j6cZHsa7K82RxW4PEFwl5XpNoE7vbEHO5mujRVriWDod3nQ3l2D3qFGQwIWFtJYmNvG6vIc0yJJdljEkUY7amq8+GAuj0QihrGeOvSTjN6cJZDG7DjR5scLY37sr67gP93cxLuzaTzZzCNObaLGG8SlHicWd+yY2SuxrJUw0B2APZXD4+0kGmtr8AcnGvHCMNOToLcVA2ZjNmyk7NheWEWZaVemPNsidRgf6sNpgt50tITrj2dRWJxhmCtgp4VXBYAGBCvAZ8BGWoMwRrItVKjgQuX4zFRByHJVNVbTT/WpsMScGCPcOnAtPDpwyMytXBx2rwt1iFUAT0+UQ1IEqvaw67+/MT7yI2ZmAa9UnqpW39RdDfQNuNyIpXfhdgGBrBPtiTC+MvwiLrz4PI5+/RTVOVbcf7GNxz+bwDu3PsKd3QWs2JMo+in8RNBiSeoZwY8RzfA7CQLHti+Km7mr+PjTT/H0g0WU32fGNDvR94dn8fybz+Fr59/ExZqzaPO0sNbrpZrCqp4BTlK9yKbEGJ2ssVhyae0lFiBaV9GJQM6NLls9nh++gLMXT8P5ig+liQS2f7RChjGP9b09wy5a0IhLfWfw/IsXcfQfXsDYPzsHdz3Vkcl1qrZz2MA2mVec32CGsuCbLKokt4TBLKBAxlsg0ytTbcrl+JCqILUb1IZCaKmrx9FwJ5nmUVx87SUM/oNTqPlvRs1eGKWfb2H7r1k5fPwxHu3OsLYnuBEexeZSrBRSTCtZDU8hBzJWvJ24blmKgdiJ2eidtrqqjgTmMwL0mxi+oHiZuMlW/NFRSyIZv3ltsLbIUMSpZj2eorq+i7jfxTQC9uMxOMluHGo/NmFgvpNFecNBdFENbaAWv7hZxO4GGb425SZA62NmHjgBCiWyzeZunDt1Cr91bhgvUmO+uQL8yfVN/PsrK/jTt+/gL37+If78rV/if/74Dv5fH9zDf7y+ZvaL+NZpL06Md+PE85dhp+pnhJTqu/ZadinQ6SSmJ+4ToDbg8/nR092Kzq4WAj7d8X31+so68yzwmTyBUx0p0iC0MnHe5L8tXkJil6yM2iRJFvx+N2yMlL+jA41NTQhFauGlTJHgmhWPnazctSagTDyZRzpbIBtWvgKTKTe29ignWsaZTG2DGslsVBMl6S8ZfinHyi6vbwMhMg8ThwxVYWbDPDXZf/dJFP/j26v47gdzWHlC4GbN5dD+0wcZ+MXGZCnz0gxtklanPFW55/Xf8dqvMRKGZ1b//0sauwEgnlTD9es+YO5bYTDIa8yvc0wj/wzgMQEUcQOndG++p4ymLEp19GoYQcGGIBmBn4BXnw7h7MBxPPfcBfQ93yNigdkfPsZHV67ivRtXsLa7jpKHCUFVCk4FgNlHIdA6Z7lSxrCYImlAmhK3yUy4sz+P71//Gd7+4MdYef8psAdELnfj6O+cw9F/RNX0Dy6g97UheAcZQqpH+6xht3e3kGeBKbPw2KjSOTXH1+al4JKRFv242HAcgxcG4b3MQjBdwJP3HuLJ7cdYXl0zbU0d/jCGnuvD+LeOofvbpxAmywML2dpPtnDjxg3c25sAo0pAkTBVMrWapjLUa2wEOhIwplfGzJbY3tpG/MkWJRXof3kIfb97GoO/fRrHf+8ien/nJFX/doYliw1WDB+9fQUf3L2B2Z1lRAl40XIKMaYIlWnEDctj+qgDg18u0IoNaXcxUzfzWAU+c69yrnuW3FOYzYEX5loB5j0yIM2uMRWlnlWOZksBCb7l8JnhpZigAVj+qDqYZgT16st9KOhDhHHdZ9ZuEMiKLJhmqpn5AkGa58HGGvQ1h82Wxks7KazOk23uxygyasqwkZFpIVDKh9+JrqNDeHGkDQ2NVIHJTt969wE++uUVTH3yHtYnHmD/6RTij59i/ep13P/Fu/jw/ft47/o01rI2vHIuiBNjzQiPDvL7rKjtbjOAWVPJwIokvr6MFaqB6wStXlbQ7QRiW1g7kYkdK70YWbpnzMwIADUhpKid6LmNFVuRoKWBzNtxyiZBz9tAdfZUH775ykn8yy8N4Z+er0FdI7UJlpmipqYpbhrSwrLhcTsJndRsqNGobPUSoBq0w12ItWOA5YmHVm2Gz6AWVXkzn7wMM19Div6p2cmnrma+G2P4J6nuTswtY/bJLPbmSBZUEUk2mZcGyJg3yl7tnWyMuVbeWs/Nz7hTuWf8BHyMpyU8VTmgVVb+ncbKa1nzhoIge+hR9fqL7N9lDjG9/7yxaOZ/3rH5MCNudViwxlWiVb4jq02UTa+taS+jiBJYAnk36gtBnG09iUvnLmL0y+NmK8eNa4uYensKH969hpXsplFjzbaJNm2imGOhkeCpNtc1azuqbdpXVmuLpVwhbAcLuB2dwM9u/wRXfvkh5t95jPWZLThHXRj67QGc+qOz6HiuC/sEukfXHmJ5agGZQgo2refH0GniullXraB2JCda/I043jaGwfNDlDpg6+czWL6zhHWpM4xcW1MDLp05huFvnYL35XpksjEsv7OAu//pLq7/6FPceHALq/YtFnj6TxXM1IRV4DswFstTLyGKcRR9eaxureHpvadmrJ1/0I+R3z+O8X9wDvVvkrZoZfwbS6wcJnDz7du49eAhpphW+wTLWClpgG+fR9lYmeBnS7Ny0E67TEt+21JEBH4WAFogx4LF88PWmhdq5a1SR8YIOm9KwEVFLNBT3CxrBP+LxJAvsa4zYFr1T4vZmkUrNA7S66Japo21WRjJvEsaQ6lQyr3AxuOErz6ClpA6xkhsEmqrJVVJ59QcamkXEjbNGKiLoH2kDyc7A6C2iLeozl678Rh7M7NwxNfojgyM/rozObhTabgSKczdeIT3rk3h3ccbCDNqJ8ZaEBhgJUyV2UG2VgU9F0EK8SjWN7axTL/rWQ/WBVwoE/QKBDiF11iGURtPmT2ftRiDz8l7WtTUiRRV3PVYAvtpMzUWHsYp5c6i2Z9leSBoZbJ4RJX3rbtJbEUTSDPhdvaypnNNu545CaCLe9rpDjjWUotzQ+04PtSMk8e68dJ4Jy4P2bBFGri4k2BaldEe8pphJmuZApLpPBysfAtMawYZZ48M4cxILwZH+xFob2GgC0wbAhvl1K+pooowkzWdTiOnYV1MuGrnpmTYYBuN8lyAZ870vs7Nw8P2NzMGN3T8O6w+btwpEP8ZY+Tiv4QxH1cBqBytGp5XzGjD7EyAJNykv0wAjUXT0joa5e+g+hFMeDDg7cbLR17EwKUjQBeQfX8Dtz+8jvfnPsZGbgs5L4GMtVS+TBWUwBb35BH1FRHzlpB2CeSKSNLGPEVkyQRVkBPFNDKU2llfFj+auYI//9VfY+pnt7H+V/PAFQbqJgHnZ3vY+ssVXL1+HZ+u3UQ5IFVPQm3qZv5cpme0xhdGW08bOi73wVZLWb+axPLjLWxs7cIV9qAhHEb/xUEE32ThICYWr8Yx+8ePcPX9m3hv7jo+ztzBfrgImy+ELIFILMFMcTuoLS2jWRoFZ5rgQ1BX4zCZzGxuA9+bv4oHP72PxJ+QNn5Ih3eZRt9LYuL/cQXv/cU7+O77P8E7c7exVNo3bYUJexQJh+Zc5JBmwdbeF8ayekjx2rQl6kfabQCPcmlYXsUaJKhYqaIHSPebGL0vWzHPolcpJLIH6i3/mBWWJkC10eVDbcALkZV1AsF+RlMTE3zGUm6KFis5qnvB+ho0Bt1aeQmrLNCZhAbKUsKE2vS0yPOSI4jutj6017eijpXo/EISDx9MI71K1s8KBc4ASmlrk3eb18k0Z4WaizLJk1h4Ool785tYWi+ZYSYtvd1w1USsHmrmiYOB9qsXme9LBtYYjloCZGPAByc/pi0V8mJZ0nRdBECPC0WCtUBdKjcYT9QQJYcbUKC+ur8ZQ4Bp0eULwrObRYzAskv/Pl1fwp9cncSP7y5jfS+ORMlDdZ68fZ+vtnjQX+fA8kYKHzyNYZVe/sPzIfxfnu/A//mlenzzJJkkk+PPHidxY2cfwaAdJ9saqLUAj6M5akdOliU37iQYFL77Ryec+D+81og3TrWgsbcWrqCXRbhk5LSmtgYehl+tBslkAkVtqsSMVY5UZUPnBuRpZaxK0bIH8mBe+K9rPvPdzxmWtsrZFxg9Omw/41YBNxGxnpqVTeWABViAZxgewc7qvpZ7JY7VTqjNbQzYkemoZ9Obs6OxUI9zRy6i69Iwgp0+rP9qFZ98fAvXH1H1IGOxRzxU8/Jmpy4xsVyJYEbVT0tEpd0W2CXJ+lK0cXPNQu0gl/GVDbvRQpJpytf9rWmCw4/x5z//Lv78B3+O733vz/CXb30P33vnJ/h07iaykQL9pPRSQLWQqdNlh4cFzOf1s+ZtRVdnH7wDpFbErNVbi1haXEI2w9rS6cLAmRGGfwTocSH3fgwf/+BjTNx8jKUNqpllCilBOsk4ZN12eFvqkQ+4kfaplvUwrNZmOHnaHNOuutm32FCunEfMkcKD/af43tW38Bfv/Ag/+MH38KMf/Qjf5/m7tz/Bp7P3sVjYRjJUxL47hbgjScCjuk/mm+S7KYJghgxPir9aP/NMu2IpQwEmsJY0Jk1DltSLr9Y9/vjdKvgZQTZZyAuTzzLW8YDF65G5U7nHK8MQzLUE4JmRBiDQy5Ki5TxBs3pHvjYMexPZVEsHWrraUEud1U/AY9kiWybYFaROWaCnJgfNT/UG/ahj3uSYXZsJ5jlBz8Vvq7NDnSOSOC2p3kw2NNChrSK13PoCYsusNBhXFwMt2XQz79S2rBWB1XHlVmdFmo5jcWyoY2V5xwyT6o7Uw89vaml7kzYMjWG/lJEkv7eRTIn8I+jzwhGkjKgyU9rwnuGyBDl/OwH4yDEcO38Kz714Cm9+6RT+8I3j+P3Lw+gPqANLbJFMl3FcWI4inaE4NTagh+Bzob0OL3aF0RqmqpvKYWKPrJLs7FybHxGyyxvUUv744yW8/SiPFSbVBpP5+jrw51c2cGduGxGnA5c6a9DV7iYzJOjtUDMia51f3cZ3P93ADz+YxzLd81PIp2PYWFvgMcn4UiPxBNDAMtDIMrTHCEWZ1khTI1KO8J9yXPJRPf9bRmktrYbGkg9z9pnfrzPys4o15jsHVteW1Z/1fTn+rGEOmf9VozT+O43JNFn9Kh5acq47EmpGhMIt/KxGzLgT4EldoVUDtUIu0DP7bEil1cwGWk/RgUDahucGLuPo+Gl4zjEXF8tY/WQOV6YfYiG1iwwzL2k6KwoEBNZOBLFcMYlMLsFMS2q6PJLaftBnR5G1ddZvR9pLkLMnETeT6bXDFQWT4LEfKGLSu4kP4nfxw4V3aD/AT9au4LbzKaI1BApXCllXieAjtsf4UIcQ88qxQNQ7mtHTMQBHL2vpOWB3ch27sU04WYg72rrRcIKq5pAPe/MbePguQeghVc69NaxRhdpLbCFPdSKtJXscFDaGtdxUh1xdGFkygwILinbyL7gJgpq/qcUoeSy4nCbeiRLVH9se7toX8KO9T/BXCz/F92Z/gp8t/QpXchOY9+9iyxMnM4gi5owjprhThY0zbRI2phOtadXT8B76lS8kUMinqP3JklXmMhbbUWOR2jP5M6vOmJ/JPpO/EipLFiQJNOahJQ26WZURHaqyUJXx6lEqki0SQuNQP5rGj6Hr3Hn0v3QBJ958Ay9+85t4nudjXV3QXBlmKzUscXYKgRqCJYxkJtB4TxbioCqKLAz7yebInAmMTmoCWsnErPbBcETI/Ov9LKyM2p5GAydpyQbtBUpkjjfJ1qS/axkw04GlSlkiTQqZWtsi0ySjprNOhw/hEMFMUxfossj4ZTU0x+cCeQ/VVPWlM8wE7DLDJjcUJTNSQSsHucgqe8+9hFe/9Vv47W++gj/6rfP4l28exb8824HfHavD6dYg5aRgZkB6WQnux12geGE0GMEfnRrAf3exEf9oNITxJh+ijOvbS2SDjPurA614jqpsnmD93mwK/+7OLv7H67SfLOHf3lzBW1NRlFnGLrU14muDfkQZl2sLCewWfegme21pa8dWvhbLGT+yNcAM1eSFlW2ktWs5K4cS88td04huajLD1HgX+f76dlS9KCr1h+SDtnr+Gxi9Z4FJxf4aY2Sq6v/nbVVr+Iwb/TtkzDNautMThfnXBvLgtk4OuanW7jLPhLwCeLTW80pxkTueK/O9zHgvBcttV0+UGy4HVZhSAIP+DoyfGUX/2U4EmaBPbz3EzVt3sLK1xsKvfRfI5tROR6t9LtJU+8T41KYXI/AlyFryERaEthqU2iMo1PmQp7qQVUcHY6gxWnGnhmhkzKoiWX+JTDCHKOnaNnWEffqRJOuJ5ZIUogTiPOZyKZQECEkCgtQm1qwtVKda1c6htiZWidurawTSIgJBn7W8+BnSCZan1C82cO/TB1iIrSJBIMoR5PYT+2SoacMSUlkCdiEDm5sFzeegUJHROUqweVgQ1TotNctPAAz4UQgGkK8JkcERTP1OJNwlhjuNzew+NjN72CsR3MjmBGmpMhldmZUAVeckmXCqYjMEAbFF9dKa9etoNbygKKtxb6xQCryXJ1DkaPW8zGeahifgED+31n2rZPpvZCgXBzLzufcoK77aOhy5fAH//I0xqlO9+D+9PIr/4eUa/PcvAN8+60RLvwsTlJkdJkfOocHBGqNiAbDxTyoXrUJnabNZhpFgTb9zUsX5pzmhTqardspTuUjQ5nlPK23K7WHzrG2K+UEapwHFEp5i0c2KgN+mKVJNNRthaaAyQbfs4A1SQKuDReBOGTRn6h6iXywL1Av5vOKelWNdyI+TPcCFbgaDcvSYGsMv5jP4k4dR/P9I3f7tpzP44OEc4rtrWElGQQxDPGhDqtYFEj+08J2z/UG0khs83djGh7N5pLw2/N5ICP9yvB2X6uwIkhQkdnZRXI8jkonjbLMN/+RIAN++UA97mN9jhX1rIYo2hvt3hj3435134l8fd+Ob/QE0e4AJAu3iLtOIZM7h5w1tQtTSiJHuOjTx+7N8vrWyRbq3Dy2YLzoj2TBHXf+95OS/gmHSC4+q9vNGTSjGVIOpy2fOLEGQqmru0rFRWQ9HireNwFQ+UH1uxIDuq35pILK37KAV6HnIjrzwFDxmEPLlgbNoHGw0Q1PSVzfx4PYDTG8tmuEV2vNUswU0JEXnZqcu2qyT96nasrJCOUDBokXQiTwZlBmaUSQQkAWmCWJihIlCrGLjiNPG8jGC3T4SZIyxvBqReU53uVKWNb2GEmTJDotqdqLKZEOAQttKlTTYSGa2S6GYXzTtGloOK0jW0tLZDDSSZU5uYe3uMhngNlknwZXhFmjbWB5SBNIcAUizIeJUn+KpKMGVkkWWkM8TnDJkYHkCOAsZCTC0d6xmHxRDHhRqfMiEPQbcCGVMCw0oVrpQbeUdqa5p2oxNvb20VG111JxapZu1pSNZBOMmkCsJ/KjaCuAOrLnmtwl8JVozgVxqIsHvYCUNk7O0lcOz8ZrVnK4edWbqVMMYZayDgQOk0vwOK7/LIwGc6iHrZz6u7JRwjQX/o09X8cN35vA3v5rD9MSs2XZRQzVKkj++rZ33xUA0k0hKrMTTQdAzO6rRBZ/wRzcMtzYESmU1qBimjTDgZan1+kzwLZk9HGKFjhDPvDYO3JTTQJjqnsP0dkbJ9jMZemRmWbC42y0roJXOI56o18RLKx/gM6WBwJGsXb4zf7U8/OryHn70ziP82c/u4i9/8iG+S/vTd67jp+9ew5UPPsDKratYX1rB1NIuvvvxKr7/yQp++NE9PJpLY5AU+NJwK8PmwwcTS/jlQ2oCBMfnjoXxz788iN9/rge/faYPv3tqFN88O4JvvjiIC2fqsc8k+cGNKN6+N48S8/b1bi0OyjRh8MZ7aUcDyNDNvdVNLG/tsbLXLnKMOMG7pa0Ona0+UEwws7iFKJ8HmKHaK7gqGxbg6agcUAJ8sRE6WAjxdxnlStX+LzG//n01afztzx+6Ue25sRCTUakIsFidnTqAnps2Gpoi1VhN0taS3UWqDsYfNSyzptUqKj4KiHqcNO7No0n7KSf6gh041jGG9ufaUaL+EX1vDU8mp7HrIysK2KnuqdGYHlFlLbNGK5Aymv0bqPfkw04UaLMuqrIEDK3mmiCjStHmqbpliwSETIyCT+DLUrUzNoYCmVCetsAakcWBha8Au4usyyGRVyFnzhKsCgRdwyUYn4jHh1BtwPSUOvbJ9KJR7NFvrfsXaYjA103QIyFYm2H41+aQdxDAHGn6IWEvMSwZJPn9eJqqBvWdLJmlNlrJRPfgoMrrZa0rlaxI1UsDWZOxPRZWQlyRTJPxLoddyLHGzzsZLrK7VHYPmTxBs0igpk1TZSVfNVb/U1RvLUvWRyacpD8ppkexCno6UoINwJcZQllzn0WTR4Gd2J5UXgGgWRacAl5k/krd1NGSqUPCxbxWxWisAbzqsy8wZFPJGP2mKjVH5vB/u5XF//Xjdfzfr+7g//veHH74q0e48tYN3P6bn2L70TRFyUNvqTYKlNQ9y3BlYpqXWzST5IO+MkGAaSR1TM1/lFN9uUTtYjMawzbzrJt419HUCEd9m4iikWGjaouRVYxWbtG2BZrvDG8QwdZG1AstKRLr/F5W7YvuAKNKwKO2otWNxeb8Xg9qafXpJFVP7Rlj4k6WZ2O4SwRSbQEZIKvXK3usUGc3N/Hw+k3M3p1A+ukMCk+nYNc4wz3adBKe7TQe3JzF965M42cfPMBi2o6n6RxCxKFed4bxLlNFDeGn95L4D3di+MUjMnaywYs1Zfx+Xxnf6LHhcrvpB8NbVGf/+H4KP50le3V68Fx/DX67246l3TL+/P4i/vhWDB8tA9e1wOz+LmJkmQGW7TK/2dnQiuN9jWiikjM5V8Dc7IrZrN2RZYWtirEiLxpHYxaFoNVsGG14rzZ9Q4J4NNfCj8P215gqibJw5+9vqmJ4II4Vb/R9u+TU5I11qD6zDC/MC8YIu8ssvjyTkEgVUIB4ZFRYmEosTBSIQ3HRUU5Md7VTS2mre9wJLXuurRprSdP6+nvReobVDN0u3p3H1fUpbFNFE1uT3JXJdEoUEql/1txQAhxBT7MuVICV6Ll4DCmCR2xrE7HNDRQSCasQEyjztEkHgYIqUl6W7FD8SFa/BJ/FaOO0CbIi9W5qIG9GDElj2VgtEArg8ROkI6Qj/CtsknfGklSEbHC7vXDVEAnbGNE1qmNrW2YcXMFF9VoVAMNZsBFgGB/ZBIEvSbB0Esg03CbK8xTVLQ2ytlO9zbMwiPXZCOCIs7ZN7iIRXUc6vUNwi5HNpajOUn0hk9OsioQ5J6CJ1VXiZNieLH8CdTFN01fLNBE3EhcyNa1pI7PaLMVPzLWOUgGFHAb4mI5M4xILsanFJYjVStDkrcWWTAZKzTOq3uetZXRG13rJtJflWTltpgkCNfxUJo21+/ewc+c24rPzSLFCSMY2kdWCdHm6YcVjqSV6n+EkEKdiMWizGo3Ta6oPwa3uR8qjh8FXNSw108UKYnl9B0+W9kDSh8H+ToyOjBK3AgyC2K3ibIVLP+IJRaqIlDOA+tYOnBnqx2BPndbLxMr2tukscTq8BD0LyAzoUQbqxPYDVEP5/k6K8paK84ypbDpt6IYVv7YjqAtaw0VSKYY1QflNkqHmrUU3vAy7xhVqlRYHy0dxfwvLj+8ivjiLSH0tjg+04/mBEBaSwHsrMaxv7KDdn8dAbQqLG1v4CcHr31xdwL+9sY3/6X4C/++Hu/g319bwHz6awU+vr2FyeYvytw6bz4bG5hqzBefCagITc/t4/+oU/tMvn+BXd1cQW+IHEg6WszBy9UGMnejFa90R7DH9bi7uYnNqGukE05PypVlQlpzoKACk3BjQswBOLF9gZ9qHK/a/lDksYX8fXwl6Ai3rJYnU4bervSFGpTDXdGMAj9YIu24wjiwMllWk6JsKh3mLTvlfG3SrVhUT1B4Soszuoh11BT862lvhHSODWgcWHiziYXQOSQKTesTSZEfpAtU22mSO/CVLFkMVUbvwq3FfmzZnUwTIZBJ5FhpttOLI856YUiJq1DmozYwqb45AmadKLNA068dRHdJSShqvliJI6ag5qFppxKw4IqZXUZcUG5fLSwBkaaKXjhgZEGtzN0ubUf/9LCr1jGyCOBVPUjhi9J9vkqFmybCKAj6BtDpF6EcyKUYahS/godprJ2sT62TYKDx2gqXLw0pBFQhr0mKarC26jUx8F4VMFFmyNi0HJcCzrBXuqtWS71SQkWGFoB3OCHXmv5l/agCOwlgBJh1VYZmfmGZFEkz7nWnc5zWBW2PntKdxkXG2FfgG7xvhFTYK2A1wWH4aeyBIFRnQrYq1ntEQtOL7O1iL7WsPbrSGQwir90DsQR0NavNkyNW8oNF/ToVJ7/PcqLc5pgMru9100aie7ayQXPRDL6gtz8ifKj5WKtGNbSwsbGB2L4u+HuDFsX4cOToOeyhC9qvl8fkl9SSzQi6QvZl9UcgIjx0bxvn+MMKs0x7MLGN1cYVyljW9u2K1FkQS1DTEho6aiGN7DNpuhmCq3t9KJWHSm0cH1epIwJpZEc8RNMnaND1OTSQqP2pW0J699nyJ7J9AT7kH2X5zcxMunDqOU+N1aAvZ8XiK2sTcCppICF4dacQ/fq4VL411oy7sxypB9KOFNL5HwPvJ9Bbursexny6h0R/Bsa4W9DZ5sL21gonJRUSJbQNdITTXNWE/WcLTR0u4fmsa+8ukxQTiEin06IlBHBvpwFAD8JRM8NrjOcQ3llgJJkz7eqkKcobxqQ2YQmFAkGXEgCDlh7YqJwb4rNwx1hKIL7LPjLL9i+xnnH3+1c84rJjKOTVP8hUngYHyZt3TW6bpmlbFgNZkHO+TsdnVcGtqemsgqtSckgoHz5XBqo1lJZdUHGhZi0kFppoR9oRZowXgd/rg5fMz7aMY7e9HKUxhmdjFznoUaxltyk3YyRDWmGg5Cn9GbWFUASUsXj9rSoKNhETtNVnW1iq4dsWBiVvMkhnwqGWIClRHCqkUHBpoHPYgTyHRGKs0C4NmbGTE4ggiJVqpvFpC0+wNYSdU0J1mZajAakaGyxagbJNS8M+pNnX++AUzfMasdipqQWFPMcy6n3Oq5S3BssFzWoGggE2dB4R/2NJkYSzcbp+LlQLTlmqatrG0s0Io09rJNDT3VhmjpbGop5P1EVUJXGpQz1FNijPcKanq6uAhsFlDdhQ/pg0LJXkO8475K9ZcBTxlMY2Er8j8qi7EWTXVsXIHlmpo9ajZJq6c0oQ5X3mv+raaNYoCRlpTs+taQi6gVNzo0s00UvmX2OskQ3aww5LHYoKmgKYjMr58n7o+ygQWhysIF9VYjwCb8dIaj7L6MWOxs7GOiV0CPLFhKOBDZ88oKzkyODJfbUtq9jARQJH9z9+7j18uRaU14tudLpy9fAFDr74B98g4SjW1KGpHtmAE5eZONJy9iEtffQGvXhrAqWbgE1bIn0ytIzo1B3eJIMXKS/ORtSsdkkU4wrXoau9AVwSYIdtfonpaJItllWgxTu1F4KEKXNsAn18ACyyn0tilGyIcmX2MDF/NKaxItWo4AcRWtNoxBa7JnX0sz89iZiFrZn28PNiKf3KkB6+3OfC1XheeZ/n578ad+D9easa/utCJM52t8JFUnOhuxbeOdeF/c7IJ/8P5Ovzrsx58u6cVbT4/gTCJp7sbGGWYn+sOoGekzWhj9n1qSaxoUedFy4luvNpTg3PtNkzukOXdn8Ps9AwysVVGioBNLDBT/VjWTE85j9IKyiIfzFtHkWWWTNB0iJk8V9OEbBVPhBnCEsvyxoFVnVq1cnf4HUO6aIU/h93JadV+5qLEfwof01PyQwLGFwkYZUZYY48o38booHPdM/fprjoX0/og48jIFAh49M68YFigAIZsxbIUOFXDmifJhHY5tcy6F36bNrXxUEg70NzWQvktYH2Ftdf0UySplmWZUDkmWp7HMkuhkwLjICOS4GcJgmkyowxrSPU0KhImZkLZClNRgTIchjVQlsxBE7S1ppmTYSlThZTKqilQSmetHVdgodJkf/43P214TSjn9wlYzMis/FEbmNop+Ym8ywIw7WmgmRsCBKIOEGH8/G6qKVqwUrSewGIAgJZpVV1kkZ9igWQY03wplUXA52PYCORKQ37C+MfAqSlAQ20EIHpPAmam//Cxg2mqKaZaqFJWarHiYSBX4ScAlqkym1Inw3eMwNBIBiQwymCNmSSkEcgUj8pRIKdwmKMVv2dHeSVhVRjlZeXcSIRlVVmZXmGFlYJGCTPxemZ4wTRI7MSxHhMvJdMj26sxe0JaFaXSMK9BwwxshumnqsJsQ8m4qeE8QHqYi6Ywtbyh4XRoiXgw2NsPd30jssxXzS7NCTRY+FkdYm1qEveu3Mcn9zexQeb2pRdr8HuvHMMfvn4er33pEi7RvvDKKfz2a2fwR6+dxT96bhj93V7cZ2F/7+Y0njyZgY0gZc/TN9Y6WpihoNEBIR+6+gbQ3d5ilgLTbmIbm9SFWUEUWclmnMw3ZQIr6mBDEF1hH0IiQIk4XBr+ohHT1H6UxYpjjuVM4zNVqRdYoSv7EtubmLj6Md5/7yP89Z0tLLGePXG0CV8abxfm4j9N7NCuIc6yearVx+KZYvjiGG7w4fIRL9pbItilLMWjwEtdLnyrM4JvHO1HY3czntKvtbxW0bHBp8U/CgRybxh9ZIXP99XjuRP1Rgv/+cMdPJ64j/LuAjwEZDfz2CNZZsClCQj0zL7X2rxc9yjr1v4v1o8ZZ6yRl8qPNz4LZrpXOTfEioTMjPnluXYjNDsS6r7l0hhL4mSrdyrm2YO/ZQRlTCCeEfjE+AwSVD5sAiRQpK224Rl/WGAFeKYm1x09MoHkuwZAaQl6JVoLUOk3A59XAzjfcbA2a/bVINxaAzS6kFiMYmlpEWv768hQZc0I9GjVDkWaBZeXnFHshmptgrVQhqqN2qcUTMXKqNQ8N8krwJPQ8GfaGZnwJRa+PGvWhJYbctrgrwlZ6jOBk3WTmY0gwDtsteqJCpkAJVUmg1OnhoBNpkaqioZB0A8Cby7OWm9P94nvZG5a9ViFQwWuSOE3+5fyqIIv4RIWGfAgA0KCLIDPBGIs7ybrzDO5YQSdFNbqIF9lk0BA7NqwarKYEtM8y3hmmW4ajqKKosDwWsxOlkBhBEWW+acqUf7ojuYWM/Or1qykoqMBN9rqsWItQaUxaf15Uwm00p7hE+BJ9THy8RnXyi9es3BkyfJiBBCNg2vxZhDyW21fYguFfM5UlJ5whIWzF66GZoK44sCCRqse9WwshbWVdczMR+HxAx2NEfR2d6LkDdCFtpdkAaQIEaIAqtFL1+7hV1du489uTGN9vYijHcDvvtyB3/7WGXzzt5/HH3zrOfzel0fx9QsRdDAoE49T+O7VOVy98RDxlVXYc2n4XAFr8QcH09zJfKhVE00TujvdiCVyWF+jxrK4CRtVVMlQnjiuXHdFQmhobSSwe1FPbeHMQDteeI6M8uUX0T5GVTtSz1A6kKVcatB2WQVdeUz5tUkgCHxzk0/x01sT+Mmtp5gk5dNiAZ9M7+NPHsXxHx/v4KkUgXiKsraD1jriaWHf7K9y5/EK/vjKIq483oSPSfFPLrThRLMbizt5/PTuPn52YwozDx9Tk87wW270DQ7ixZNj+PrxOtP08N6dDXz8aBkbi9NwxtbMwqxepq2XwCd13GJ5Aj8Bns6tPFY2G1uRF2NVaP8Oa+SacRexskhWFfgq9sBt1T/L/n2MtZ6ePlT56VxTjrREkFiaTeDFe5YLFRqKUyU2VgCtQFqzMHg0AeNRahULjXYak8rjZA1SzhJw3CHUZjw41T6CI2fGUNtXh+S9HXx85zZWElvMeIIT1TYNP6Fkk8HkkS6lEdcKukU1zLNwk3XRewNmBuBYsJ0eF1VUChnVIZnPFnC6VYFkhpQzeYqgHU6qyTkCoNxkc1krgRluzY9UgbEKvIPXVMv9ETIPD462jaK1tw0FbxYr95dMG4/IX1NNA7q7+wH+ZZZi2JlYxW42QZWWCjMtOQfDSSDgz0IzQjLTUfWIlifPM30CAarPZHsCthxV2TKFSL3jToKhVEmtOq2wlsysAaY97ynMFDHJGI8sZPySjsobCYVVqwp2+NN3eeStyn3lp/LKSXIuRslzc02VkMCn6VzW9psOuHmkC6PSuQnoQ5Xl4v3jNUjPxTF7p7JcPAuzGhvASqpIBiw2nSK79zc3YeTMKNrafFhZyWJyahmJaJzs3YlIazt6O2rQ73fi9noB8wR1DV+q7+tEx+gwuob6MHL2LFxkcGuTT0y7rTbCzucoAwxxKpVHpKkGjf1N6GkEors5TG2k4MpT501ECXiUv0zZrHadz+5jd3kTse0CpkhflnMOahZek44+Fm7WUVggcHw4D/xqagPXbj3Co4+vMk/nTLo4SlS/lReMpYvymKsJo/f0SbxxpBM9ZIXX+d4HV+8gOreAkHJClYlSju/46hvgCNYj6W7Ugt842k01lWpllyeASC2ZVnMH9ilnuSipJdNAOKLmISIJ884aXWBjpZbbWsV2ooSljB9zhTAeze1i4eFTdDKNT3XUYjCQgY8hHKkNoi9iRyjkx92pFD6d3sB6mloAw6Gxeh9MZPHuZBRX3r+JGNlyOUWZo4TUtYZx+XQLXjwdMB1Ef/HpLq5NzGP11l1W7OvwUG5TeYYln4CTajl1c4ZLgMdyJULD52bbCcqb/JMgmp9krmIl49Xzzxhdq1AwP4QpRu3VNY0BNlr5euCf7pun5hFt9YpGZaBi1AFnHlVuOVyR1u8Yb+lIgeHXyLbJVAJeuAgMWghRRmXGKjeqjxQuCgGBToVRn7M+yh8zzCrXZC8EDg1VkQ+uIlU/eE1N2ZIP4nT7EPovDCPgD2CTtdCHD68jZqPaSsAr+uibZlVo2AlZi1F31fah+aJSRQUeSgyGWWyOZRJOr5sAwiJHdmHioxg+C7QJh2pOgU06m0WameQO+MxQA9MuKSlT+K2XSTCpYlEVdzi98Li8ZtXg0cgAeoZ64GgDEk/3sfF4nTW5DSG7H91NLXCc8iGQIGObS2Bhdw0ZsgFZKWeGdekn3VZJxlragleGjR8V8DjFiq2EtGpMGoVXMw8EiDLFrHpRTdRNXrFcMTXkC9NEgGPeVyZLFbRA7sDw3LBGCQyP9BXah8Pa/cuqrMy8aAbQ7FPCewbo5JLupARpY50BrZw8OkbQq0VyJmq2gJz+3MrJGmNogZ4HgRaC3mlWGFS9VlYzmHy6iMTuPuNRhr+1Fb3tDegns0oR0Hp7mnBptB2XqX6dHq7H+VHtwOVBJu3A6tIqEnsxFjhWooyxREArlICyGmztxOU2DT8JYS1tx/riHEoZsiEyJSfzsMjKwq18oPv4xo5ZIGJpdR3rS+tYmd3C/NNtTD5axb0Hy3j4cBr3b9/H5pPpymbiDBw/ozasfIEVMuOWY8EMMewXLpzG60cbzA5k79zfwOPbd1CMJ8iGRAZY8fOnZg7tVbG9tkUmuIfNrSg29nLUPJxobfejv68W7fX1aK6th721DYlUFtm9KJyUS415E1s35Yh5ojHTSTLKjXgGMVZAT6ZnqCrH0Mr8aGryE+SU3gHUNAUQavBr4Ww8XiszzdexuZdEyVOH6ek4bt+bwsSjeRRjcWolVvubze/GqbNjeHW0HqGAHe/f2cOVW4+xeO8+a5MNViTUhem2wDR05lJwkPmaBSJYlsq8b8brSV4rcmhkmUYwVRFM899CjGfWGPOA/wzYEb7MQ/7j3yH8kmfP3uGD6iPj/OCKpnJqubVCIKOjwx1p+45eNQGhQ6midu33GgmaYRpiG8YHgZkKosBB7ngtxmGO5pzOeNSaZxrXJqtueKkhRqUj0/M4/Kxxfegq1OBCzzi6XhgyK5esfzCPT6ZuIRsgW/GxwLgITMW0ab/TYF5CnQE7Y43yqURl8PlRgZ7UPDE9zSgg/WNcTGCscCtudKfNts3EejIQqd5iPuosEV0O+P1Ma7JbZiBLDd8hSFNgg94g48+STK9ypP59jg4M9nfDNUIYWCpia2YbG4l9uLIO1NfWwjdMRhgOI7JaxtTaEvYF2k7V1Br/xuqdQRYEqp1Sia2fjYxaQxTAbzO7Tdg8BONSTuohuRuBQGFTj64EoqghHOrYMLnHf8wvtQGZ9kL6rWSx4q18qoKeCp/1imVZIAVwLDSstsxPvM8CPX7L5JkFemJ6Hl6ZaxV+6uCDWjl5bMxaOdmA3hSmc2vIutUTWjagJ+2+yvQCGs1/esyA3iqZ3uOnS0hsa5wXK6jWBvS0N+Nisx29LLRjDS4cDfvQSWbjZxlzRtNoCRLMGOelaB7rc6vwpbVkFAFBTRxk6TvpLLyNjRgKBtDBbySdtYimUthdX6fcZZQqJuLlRIqVLuPhyBOY9pHbjmFzbger8wtYmVvEwtQCVqfnkSYYurd34UmTMTItXSXKANNB69Ko8mKOwtndh4tnT+H1M93orgFuTOzhresTiE0/pXumf8lNt0JKlS1WWAy/jfLmIMgsb6zhaTyO+zsp7OT8COR9uNAADNZ5cDtRxtLCCnICPea9TRUYK0oX/dNueBb/Y37n1cHHSj5HaqoRCmSKG1kX7i/HcXMlgak9B+6vOHBjid9gRbk1RSYeL2J3v8DKYxubi6twJffJnFkGSprNkkFtZzPGjvTim2M+TMxk8YObS5i/dZOAtwk/kgQ8skExO8qgk9+2qw2PrNv03KrjiGGV7qEmCGlWUmUNmzNCp3/WqTXZ4ZAxbiy3B+4rRnB12LlOJb+6afDHul25X72iURHjgcE4eN9yw9LgIuipMOlSH3R4PLDTOsjyHOS3mvAuD0xjvBoseX4AeIc+amWuNummQDCfzJLwpjipuLjJFDzwOQl6djc6ijW4NHwaLc91oLSRNxv73E8tIe4rmqlaBuxYi0iNtZZRp9pKAZcV5Omr+q4sscy0h3kJ1FILFRMVXJMwNNZRjggpYlIKs8JP8C6ydoLAhXFz+Qg0VLfsoQAQDlCOIowLGYKG8tONVqXQhuP9Qx2oGaqDP+rD/noca7s7iGWjsPttCFIFDh+phy3EdIq6sL+yS5YaMwNmcwyomuhNWjM4ZlNp02jvMqtH25hudjJQpyvIOHnMODKpsnYJEwuMWWySrFSMywz0VJ7QHzVFqM1OrFENx0oUK/Z6WIk7nwtQ9SvxXEzdzZcDDp+1MKo9QA7OPGKeqYLw8ns+fkBv6XvqxNASWyYvSS0HfdYWkNZy8doCchqPU4vIeW0a6WCtLFIBvaTUWzK9YYJeiwG9DB5NLiBBtuUSw270oWd0AFmqTJMsv49iRVxfiOEKK5T3nizhxnoSdc31GCYYLmedmF/fo8zsMDwMk8KoAeBZ9bwTlIINaG2L4GSdEyVnHfbyTmyt7Qr7WTAzDBcrHAqn263+cwqpCii1CC0/VaIsqJJhzU4yYw3idrICUp2vDjFVXEo4DdT2tjbj1IUzeONYD053O/Gr6TKu3JzE/O0JVkpkQCz8cm8GdDOOqlL0pzVp8y7KM/3L7ybIdmOUnSzq6iIYGPBhcjmHX00sYf3BIzipbjocAcq/OHwOfmodasfQHjNpymRDTy/Gzp8hU2xDe3MzPBolkN5FgrK4EdvF6g4Z5X4KsXgBS9NryK1uUsYYt1SCgLpO4KfEELjU2aVOOXUytnb34MypHnRHgKv3l3D94RPkNtbJ8JgWlImytAwDdmkmk9qimWZFArO0K6ad6mADyBI7VtTVdjhpgwboJMMVBFLZNbJpDuZF88y0P1fcVI2RXT2T1Q3rZX2Jecs8NDJfsTxnUlfcVt/R0fJX1uGp7/yO1CcN+ZB1qBdRUsKCpd6jTJJsJaEJ6XlTICRB8thar0yMQQxJNZrFLKTKWp9RARJzUFFR7eSCz+037UM9tiZcGD6JyLl67M3uYeH6DO5E5xHX/g0COyao+lI1aFdzRnNMVIvvEaAkUPwGQ2/EVq1Ypn2L4ckxvJaES41VkggMmA1ya3LEagPTM8XZQxCRUei19pmnJgJffS3cEQIeYcDOEpxj7SYGFPD64aHcN9RG0N/ZQwQMIRdNYmNmDfF8ArvJXbR6G9FM9cQxFkaoQCAhwKepymTzCgvZFsOhjBHvEpi47WTUZdpcGUECndgwqw34ghHT8yiYKZDVSL00HUpuizULjNRIrwrBLIFlBIVCzHes/OF3BGByy3N9T/ll3mShkZqqXd08ToK7O4SyGuaZCJqj6nMShAlsZg8Thl9uBcxSg7U5t/bJGCLoHTsyDt/RGqTnE5i9O0PQW0Le9wWg5xLoNWL4lMX01pYJek8Jets7ih0yaiYjU596vIw7D6eodj3BtXuP8PDxLOYJjrsl7f3RjpFWG7YybqqJeWyQpRSZ15omaLNTNimrsZVNpH0RhEMN6Gr0oquLsuZqRJzh39raMqCm5YY120SqmAq5SRNTYiQjAiamFNNSlYRVkShNJSvUEhhG9aWGutpx9twJvHxmhOq3F3OLBfzi1jRuX7uHEtmrKQeSSVXOPPUQrMTUJcMmD6kiO+1MRw1sZh70D/fjheNdcAZsuDUVx7UH08ju7JuKLkeZ8LDC8DeTue5SUWUelMhCiu4AIgS7Yyf68fLJBlzor8WxgRr0tdVTNpnWHa0YI2vrpvaRydgxN7MMe5LMWpUiw0U1zLSz26l1CVAdzC+FKdJQj1Mn2lBLYqrd0e48mTPza91qO2fFX9biDAR9sUPNR1ZlQKpnAM8wPJU9pRrTVBqi0tC09xtL6WM6K60NOJk05j1aS35Vhq3ncmC16emeIOxzxgCARF2gJyBVKedrykrrkXVt/lWsMdaJw9vY9R3T60or1da0bYnRpahGqWeR1s6axaitipDUSb7rNj0qzyKl9j1FlEljCRA/wDumwKpdSMQ34A/BkStiyNuOS2On4TsVxuqDFczdnMXE3rw1n5YJanpOHcx0+mZ6VknvzZARnStmNCZ5GQ4JpYvgpY4UM6iUhdZYFjYBuJYWcrhZaMladW0jK3T5eI/XdjI7zV8sqsNGfvDc5vXy23yfsmG6yQNeqvkB+kP3jGeo6MYZZx9s4yxgAQ/KT1JY3t5AnGq4LVGi8BAYO1vhORVAyBlCX7Qd2bSmyWUYDxY2pq+HoKJl4Av0S2sJthP8ahGkf11MW5fpWHF4nfB5IxROMS0H4860cEi9YEoyHMo/w4KZH2J85p6Ejtln1i3kPYGdWHdAqE5AU75EyB4cLGzqlivZyGqpvrtYMD1OcT2mDRmXVDkNozCtsGWCMNVgtScpHGpA1W5oRyodGamZGJneFCa1MdAXMj2XAb2RU0cs0FvN4tGTebKcbcaHhSidNIOHN6fmkGDhTC0skYmswLaXhD1G0EnY0FATRGtHDbqanUjFnZhjZZPc36BEZazGc8ZRTaXprR1EWZh3G5oxHvZiuJlMvaaVzLuOKh6rUe21ywIqRhuw+5gOTqriGsbkhY3WTRBQi6bbyWcERe3FoR5jdc7kWWHXj5/DifMn8PqlMbzQbMOj7RJ++HAR9z68icTapmF1yhdT2dM63UEwu8zwId0XW3aWw3TgMsNdnK3dePHMKL4yYMf0vsO0CS7PLqCUTMLlp9o7PIruS+fh6WnHnlaPTqvdjOFiZeVh5Xt2NIyX+wOo2c8hRPnXYgQ9rMePUKE4zqwd9msD8F08npxjXGIMQoHhYniIBt5IPZmhAJDgxTJH9Q5NzKfRIW2HStCbi+LhrKYYbbHMkgmraatAgFSTAisOw+4MsFvAp93PeGKARqBXreBlZVSBCKBUcA1QVe5/3hh3lXN5ZvnyOVNxUAW9qqm6PPzdLzION0FPLsSfzFgyoroaK20EOi2746SKZbqk9UyWhcy0H6mw8Sirwb9iToYxCihYm7kIHGJ5KpFiCVqexk/w8JDVjIZ7cHH0NFyjPqw/XMPTm9NYym5Z08VcpPMUkjzpespBENQMCkp12e9E0cuCS+vUemVeAphAi2q4LxKiILCuYQJoiIcA+KCrW2EjIKhNiJSUOS4p5DdI1aUOa2yRwFksJxNPoZAiI8gQuvfiKCfTfEIGKGFlDatGWnuyiA40oqm3BfbBIJyrBcSpDu2lE4hTVYrGM/CkfGgI1MM74kd4qBn+Wg8ayd46ShG0luvQkK9BE4W/z9uM4dpeHOsZw6ljpwkkwxivGUJnuQm2nYIZeJ13S9Wk+kEgU22cSWs+rwoRM01Az6Oy3VwynmKlVpPhM6HjHRY2gmjBAS9rfreAjwWnNh/GkL0DRwodGEYL2lFHNst0pDtNs3I41JHDyoD5Z3xhGimtBtx8Z2QU/iO1BD2qt7cr+96y0AkgiurIEOjRxshoglQHh09W2vRWM5h4NIvkxiYrAPJ0qk4lahMlqfbSJihrAnF1QLhY+ampI06W7mjswJketS0GsVgoEzyXUWJamLYkxlsVoJqW9najKGWoHXhq0dDux8k2FxojtQhFArDVtSFJIErxAykWXHJEpiX9JuALiLQ3rjoockzAvGn/pczV1aG2rw8nTozj6yeG8frZVnS1AB+u2PHR3VXcvjpBbWWO7IcfV2oz7TXcROv9aSPzzrOnkQmEkChS2yDjt2kktZuVmN+HI0eG8MKJTnQGy/jl5B4+nFxCdmsDnrowxscH8cKxDrx6nIwtaEci58TGdpxliunDcNU2UI0faUEk7MfHd7fwzqMVPNjI4ubCPqY2YswDgqHHjk+nNjG9ugs/42sveck4vajvZiV0dJQVnwvxKBkkZcPmCCJYX4+eHlYYjcDsegb3VhMoba6aMXmaby2gswvsqNaaJciYRwI96z6fM/JGGgV65qcU0X86lZAaq3+8XwFF66ZlqgCm/9YzGp3wvnXgk6pH5o+4cOCfOVjuD17+YkPQ6/iOXjftRAIFWpusalAChAbRWsXKwKI5CvDM4MOKrYKgjFRMJwFPg5AFeqLx/kAQLqqD4UAEQTKX0XAvzg4eh73X2ihngRm2U46ZXc20rr/G5GnerYNMyu4lePpcpPr8Fu9LTRVNFsCJ5RQYTjHVFAtANmWp4dqnNM/aSXMrZaWmqwFW48c0hUrXFEuG04EIw0WvqUbSbZIMi0FwE+S0Gq4YroYdUNc0QKgpYPlEHoGcH3VNdajpq0eguQH5WBp7VElWo1sE0jJyO0W4CyG4ClQhx52oG2xEb30/Rpt6qH70YXBgEEdHhnBy/AhOHz+B0+cvof/FI+gfG8RIJ4Gvth/BvBfbsX0kWTRVw5rUl4pFtULT75TaZtyaAT5dkImT3lk9sbxBByLFEi0BoYDbW3SSEbAaJw3zlv04VjuML41cxquj53Bu6DhGuwZRQxWxkCkhlcyxHmc6OMRwWYnRD7XOyu8BTwfGBHrjAr0YZu8Q9HLWZt8KaYGFusr0YgxfoK0FIwK9FjI9swXkHJLrGyxMBDrmnwa4Vq3iIUZqqWKMK/2Is3JKBBsw5PHj+LALO4FG5lcBW9qeMJc2bWROVqq5rGYClLG1sIIVqux5xrWRIDHKyqlzqBHuSA9CjQ3wNrFCMlMAKVuU07JYHWW2wPR1EERcNQGEWxvROtCN0SPDOHPuJJ4/3Yvnh3xasBm3Z/L4PgHv3s0niD2eJnhryhzLD8PqJthpa8hgVyeOnhnHmQtDaGzpQjAYhIdaRCETR4ryZ2ttxxtnh3Fu1I+t3Rx+zIpjeXkd7VRPTx3px7mjA3jzfB3GSAybfG5sZ7xY2E0gRZlg4UINQe/0YBtqWr24vWTHWzee4sHMugG8EjWqkZF6kOjixmIC09NLlNskNQs749WG8ZFmXCbYtoXDiBPM9ljZl1nZ5zwuNDXx+y0usvUQnm4mEVtapOxrbUKCmtrvjCU7FOgx3WWNeqvnlNFnoGfJnkEg5anBDAtneMM80fEwUzOGD4yaK1N9pvfMOa3+dP25dytfOjAqE1V7+KEODlcDQY/CJiak3hiBncCtoCEVlZdU85pxXgeRqfwzJzSKlAE/vqceOTpV3DRbw0Fh9EUi8Ar0vCH4UmX0edpxqncc9n4Xtp5uYmZiEZvZHSQ1f5Soky2pYDMT0mReWQINbSoVZ9nnfQpUKUUVOEl1UY29/E7YS1UxkWJtK1WnzAKjowDbshJIFR7FQ2MO3WSKGoqjDpACM1HT2XICODIIcRk3C4BTmUpbUC3Ilz1qg/HTA6qdUYahMVtHZtQM11kPIrYwgjEHErFdFtAY1pM72KEAu6ieOWaKCLojQDvfPecjCNYgeK4e4YstCB6vg5fXaCVCJJmO2vmlnSSB7prSjVQBE9jfiSIXcCEVtiFXQz8IBgJttemZDBXwicnyXG0qFsjxv5VdjA3LCJ+pPc5OldVBphMp+nCheRS//9y3cO75s2h7rRctF9pQ19WK/voB8tgg0ku7SDKeZuwgwTTA5BDb1JJX/eq9HR2F72itNU7v7iyeZlcspsePHu69jRP0gm3NBL2qekvQmyTT21xnXLKm4tKoAA/1QMmd/qsdUrJlpiwRKHwEiIHxo3iuM4CQj6pgPIf1lX2szK7CS/WMSWBYsZeFtphN09sM9tfXsEUZeZJ1Y6PkQ12Nx6w4crw5iP46O3oGjqC5ZxANvT2op20ZGkDHYD+6BnowPNyLC8eH8NKRbrxKNvVynx8NQeAuSdH3b63ifW1ufu1T5OanqU2w4BPqrXGQCjSZNIGj69I5fGOwAb9PbeZ0sx0dNXUI19fCxrRI1lJT6B7AN8ciaKl14mfTZczu7KKlKYivjrThayd7cLSD4Y4DD6fjaIp44KHMbidL2Ao0oKanB+3N9TjaGICzxo1Hm1nMzq1RfaeWQjW+tTGEsb4G+FlvfLS8jWXtAJSjZDcFMHSqDX9wpAlf7vWg38sKOhhGPhjAfmoHabLQUCiE3ogXLc1qh3cjnbYjxkq9lIpagCeQI9NT2dA5c7kCelY5YwIwGXReEUAdBU4G9IgRlN8Dd+a+BV4HAMYDU9Ecq+dVwNPvMABWjzJyZ96jMXeVFYdvylSuHe7a1u9oIKwGFJpVNOiRAVpaU3Aq51X+aAoVrcYNSYVSu5GuFRirDUn3qN6YQbQsbFqmh6DEbIOLpMWZKKDb1YJTA0fhYK29ObmF+duzWEqvIabVfbUqciGNDGtwM9VLswyYwBrmYQo2o0QZ5zkvxPpYqDSAN0OWVw27BJBfJ8AxYYxjKyEcrMlViN1ejylcOaokOa3HzUKn9wQWRjORmi71hpksJqsePnuZGW1jDc1rbdxc3M4jaPdRhQgiMFRDYA/Cl/cgs0d1jKpxkgC4vraEzY0VbC/uIjZPVWGN39mmKvD/5+wvuyTLsixBcAuzqooykymZgjE4Q4QHR2ZW1dSqmV4z82H+SfyPmfnQswa6oLOrKjMyIiPDI5zdzI1JmZlVVFQYZ+/zRMwtoLp71RO9+vi+C+fsu89FOhzw21sZMoVj7H67ieV7S5h7tILi0QVa450I9AWQP05ie3EbySABPkZTi+wEZLJ5LQVJkFCLruIqhuGEn3umgfJD58oAAYiMQo159hHsAjTTtW7tv772M9z52TtouNQAH001bIjXeeEfD6A33I5KMoODoxMmsVgXFZkK5JPJW6Wy+HswcXncGjJyqwK9ZSzkdv6kn14d9LLqp9fRgeEbTufkg90s5hdWbWiVq8qCRkoghaEzNqA6IzfzXPnDb8fJKN996wp+eaMfvX1ufDN3jj8+msPsg1co7h+SwaeYT8wfyoFaXVW14nYHrKNx+ugQe/v7OOZzR0cZnFD+XOEGxFob0NcbxGAvGRHZ+tRwO66NkOGQkV8nUF251IxhAmxTc4BY4cH8bhn3nm3h/jdP8fTJLLZezKFKv62wUeEjWaMeSwkrkQiu3b6CT64O4y0WaCs7BTwlvjeoSw6/Od7WjD7KSlfMg3fGYtg5Az7busBwQxV/e5UMb6TZZmN+tFPEP325ihUyN29LK673A00s1IfaovjkWj9uDzVhrMOPDJnnI8rR2vIOqpoMIeBFX18cV8da0Md7+UIZ4VgDGagX/aR+78504f2JOFaPWcYybpPDQbQGW2jKg5YKmR2fV/12d2cM4yykGiJxpKkfW7SCNO2Z1rhVTwMVvuqGZbPfKPJy1CrDENM2x+mnqjFNWmt9aGs6qs3uvf7PTdfpam+Zk56WJdfUSem7inV6UXtCW+0lOVOAmqsfc6uDX/0bHn9T169U0jrK4lysA5sByxvO7HA5/gR6et5pKVR4GCgqoYZb6Tis1k6CncxcC2iSAKL1OFMFXAr14Nb4NVuR7HjxBIcvtrGe30U2kKclSfBSwBhJjcokxDDSBCA6C7YlNs+ZHBJsNzNZSKX6Ob2nCAroNJC+wkw1lso3g4GguUAgYI0KRQKemtsF1Hyk9k0latm6Kqj/nIa6gaakWhk9LtWrMQwGhCWkTtIoJ4vozkfhifvR+F4rOsN9ti5ugAFIZRJIZk/I/Ah4Oxkkls9x9HwbiRcHOHq0jZ1769j8bhNr321g+9UadlcPsLV9juiZB/0BmtxvRXCxvIudVzvYLh4Q9Gi+eWl2MOzZZIroIvNPeF1iOpClMxNUd2fAzRjJpFW81PigxhJ/JYJQmQIOH27Hp/Hzqz9F7KetKKyWsPU/rmHxd4+RPUogPNgMb0fIGPne6h5SCdIN+qlaPeumXAliINCBsYkRAz1ryHiyYkzvr4FeXpNLdLRj4NYEerrCOCbozS2u4uL0mDIkJXAURixP0mx971i4qG4tMjiMO5/8ED+6TTBoJ2tZL+CfH6/gyYN55HcO4GHh41XXEIZPTtOJqd7RllVUxSbzzZs8QeIwgbXtE8weX2DtOI19TVKQYOHB/HMX3Aiz1FDLvLpbVVJF5m0emztZPF08x2cvDvnNNTx+toi9Zy9xTpNaXYuMTZui19TP40cw3oLxd2/hI4L0Twej2EhW8JtXK/jD6gmOzsj4WfCMh1yY6gxghICilRc/fX6BrYoHnwzF+E7Q1qj4h6d7+Me5fTx/voGDTBnpcBzXWvy43RvG5Y4I5YzyzE+fnZewcObGPON1vHtsdZz+oAc9A63obo7jEi2Dkd4IRrob0NreifGOMIG2GctJ4L+wgH165sJomEx0EDT721ANNGFp5xBb/GaQ6T/W7GOhEIEr0oFdb4TpdYbc6SkCDG9FDXcu6gr1Xdih/DMWRzlUnqows0kopC/UNbWam55ZavEZ58Rkq44zdYLiOJ4wDKrC0Xo1XoZT3ekk5cITeaO9GvBs1AadCiFhgTBAK7VZzshfPW5+6h8LcV+s41daEIY67nzsf8dWf6w+jk7R0Ac1K4Q7oBZSn42bdBGiAy4vqlmaiRkKc6EKf7GKoWAXbo7OwH8lhIvNNLao2Bv5PZs0VB2MrR6RiafpkZR4MnqsqwqvmXLws4qEGI7MZ7WyyuSz7gd8gvpGbOSTfMjDcPit9ZXmKUG5pPo+sjuZwmrZfDPKNjsInTXE8HkrUQTkcqaQyiAlKpkg7x+cHeKEjK7DH0N7Lgw3gaqZjMFFSjsQ6UFDKYrMiWbLyOC8fIT9/CFN30Nsnu5i/2wfu4ljHGU1NX2OGFZBnn63alD65W6y4CiSL46w8WINm9VjFMkMCkQeFwOdyaUoUNRSpoVSX+xTcdH0S9aQwfTwELjLFASFVWZKiOAXo7BGSmFMd0zgvVvvgZQPG98u4/7vPsO3Ow+RKKTRSxYeo9mq1rriWhb7ZEo5T22VMaYscxh9wVaMXa6D3jlWHy9jubCLfM28Lf4Z0wt2tuHSrcvo7QzhiKA3u7CGCzIlryrEmd5y6g6lUTxq4SxXQ4gOj+PWDz/Gv5kaxOV+F75aBX7/aB73vvwWle0dGyIlxYNbXUBYsLIE9PqZB0wLXyVjaSVFCDKfVK+L0zMU9tVKvIjlhTls0uybJai/2jjEK5rKjzaP8N36MR4v7ODJqw08fr6EV8/msEZWd7a0gMLOtimSZm1xhkbVJIfy7/L6KbuNGH3vI/xgsguf3GpCirLzu9l9/OaLh9h78pyMM43FkyLWCawphrelwQ2SZHw5f47tkwK6Gjw0/wNYPj7B10vrmF8h+h0c2xjkc8l0NIxKWwBPT4DfvjzF5yxEv1w9x8PVQ2zvnqB4ds4ELyEaDMIVasBhxoWXtCz2sn4Qz3CHbqQtSCYH/OOLNH53bxZnLAw2cwWUAo34sIcmf0sY0VAc8/ssJNRxW1VRHQ00tX1ooTzlAyEWBgfwZi9sBIcKLeE+/xhCRljAw2QRiGmMvQCvPgbb5FRp5aQa05ByKcASuAmsSFAM5HidAmxOPSb8JE6ueAO8jWSroSiz26ljNh3ke6qXtwZLOb5j/QJJDvzquUE9Vj45ffQov7yn73r8De2/4id50cLyv74ZujmHNpZVL/Flqysj4PnUqZmJrhlDNPkj4QghmkQVra1JYRYARun6fW2YGRhH9GojMpspbD9cw0pyAxXNAUmFUToUKbwaZ2vdMpis6q4i4LPvMiDGDfhdm/mWVwz0hFIKpIJF4fSSZbqYQNZiq8zNO87HBFImyBzRG/VNjSOql7TZTQR6yjyZ6WLCNYDUrNBFKqcq9tVb/jxPs2lzH94MCyRqfZQlbPOlbpvUMt7VgGaaM2r8lFkdZCYGPQGmCYGAgh/2BhHRXGr8pkA65g2jZ6oLAx9O2ce2H65i/tUCzvxZAoqLDIrAFiDAq07F0kCgx0f5vnUSVSR0TuFR/NWKqIkENOpF/SM1lK7R24iJ5ku4PjAB10QYqZUTnL7cwnExg1yxhKnGATTOdCAQJ5DMZ7G1uYnzaor+KFEd5twfIOhNEvSuNCFLprf2RHV6286IDIZJ67qq64pAL6NF3Lvaad5OoJdM72g3gzmat5rs1aeuEmQDMo/MMf3LkpGeMdz85APcuDuBd7tdWKTp/Z/Jer75+h6wd2j9CMsFsS3qCTNQK8iVaVZG+wdtwH62lGbyUHEYWHeWBTrDrS5LXmuBpDzlMkjuHeBUw9A2t7G1vI4tss/txRVsr6xhj9dOCXJpspoqv+OnzPmYptYftJbG9U2dvZv6+vH+R+/i49sTeHsmgiPiz2+e7OOrb1/heP0IvnwJ2XQBZ4kkdk9OCVIHIKZg+9yPl4vr2Fmk7LPUirS2YZRsLlsNY4u2eCZJoaIOFdTAFghjda+Ibx+t4tnsBlYJ1nt7Z0xHFogE9Kq6lTHOOcr58VmShdUpdmka7+6fYWMzg4s0ZdUVwjcLGXz2YAHnfDfHQmC3QrO1kMVovorO3qgVUnsXfqytbiF5qtmJqmhtbMJkZwQFX4Q6Sja6swv1pQVBT8zLil5lhmWI0km6IbBRainNaoxMP+4poCZLUnSBkAEe91p90OWhkKuKQo1KBDgXdcYTjcBL8POqK5oV4ix+BXICMjkDPb6j981/ORIegR+tO5+m/dd6xfYM/Qs1tf/Kwva/tRk/pGcCC/5szQIpHgVVH/IT8CRY6lSr1tMSMyEebUCZgIc8BZsBkYAGKYg9rhZM9o4gfrUd/kQVxw+3SNGXbEJMtdKqslwrTonJacSB6vPyVHSH89VgisGRAuqbYiU2wwPvSeE91g8vwITz2VhLV1YDxGmiEqyU9Aqz/JazbKlnkFzNe/XpU5aqblKUT6M8uCNA8VkCiLU68jmtY3pxQSXaSSG86oPvjGw25IHvKpV9ugkd/Z0Y7hnFeN8kRlsHMCLXOYS+rgGMdfVhMNqEs7QDKv0scXs/GkX84xZUH2Xw8JtHWD/YQdLWvSiZuZ/JpRlv0Tp+nUKm8boa8mcsleFRa7YmTVD9pZz63oUKVHqVjAQUTdPfVW3EeFMPwrQZGws+5J6cYPXsGKl0DpdCzWi6TBOXZk3p3hn2CQ6HhaQVABJopXlfsA3G9Ah6ueUUNgh6C1kyIa1IpzQj6JUYNlU/ZJgH0Z4uDN4YRw/tMoGe6vSSh/vwlzMGQja0SWzACjoKbt8EBi73YIqm2EAMZD85PD4t4GB+AdAyj6SRykfliSZoL0QZpzs3Mf3jn8Df3Y6M+gmeZ8lIgDgBRBaCxvLYjCWSEaYPk4bnTrcsTz5HYOKX82S0VGZ3JWfVGabOlGdnBAxTtyYbtpMwaEfZ93b14K3xbvxyIo4s4/y7Z3v4r483cDq7jXCG7zLdXWSl7iLB+KKAk4s8FhNpglMCpwcHqFzwWCELhXAl6kUL2f4xTePkhczwLEI0N1MEn5UVguUWWZ2qHDRjNM17P/VCNdTqW2jdHtzqY0oZyORQImiqf9/eWRpzF17MpYJ4sZvAwctFuHNFgjnlob0J44N9+Li7E4eMz72NJJ48XkF6Y4fs8QwHeYbLFcQgC5WB/hAqLMTIs5E42WUBpXwTUDE/SD7MUS6FB2JVpk+MV51lOWzMATYXwUeExG3Heq++5zUBHe8LDKtySmqRDRKbgsgL80x54mSB9FaayNziufVM47P84znlkBflxHs0eYi+5wk0dliXFWdTIP9bmxMBPWthEOMSqtNp5XMhb44sKk/TURMNRISwzIB0SpXLYmNUUH40RJO3pRDGeNcQWi+3UwnDOJ0/xAuCnha9KdL2d+rNCH4UTC9BRfPgafiZ1bHVgqEwSAED/HZB/btUISDTWsPn1OeKYFdMU+qpUF4Cp4Gl3uWmJBIAazo0J2OcTcCnhJQZrAxUy2JVrdoMt8oXxwO+rYwjW9OiMGmaHyV3ERfVJBYO51lCb1jXFy8lKHzCBI61wDMcgm8ygvDNFsTudKDhTifi73ShobcNZ2snmN9mSc/v9rZ3ofeTUQQv0ez/7S7uPXuCjeIJv5GymaOTmmo+c84MZHzJaATaBZq5HsZPXXuqWpqQcVA8BAt+ClqQaa8uRAGajBFS6TCZVTTtQ3dDD7qmu+BqiMKludJ2NqnsLrQhhth4AyLTBN4nZ9jcpVnOPC35CE4+gWvVmN6liUsIX6GSL1+Q6a1gPrvl1OkxpYsUfJm3YnspltZaKf9N0JudJ+gdHcCvCViZz3Xgs24rjFv2eJPgLnZDAI7HMdLvQzOYr6FGbNP8y2tlpmrO1j7JR6PomZnEO2/fxP/5RgummhsRj4UQbOvBSdGFRIYFMBXErzShQrkIDFqzosq9mf5UGKfQq8kFE1WTKngqfI7MWH3YCJPfO9M0HTlyIy5QSCVsqF1jf48N4VrfOMZ9Mq3q8YE1dHjLLAzJ7PPq/9jcilh3F+OXQWprH6Us40lZE3MKNgUxFCthsIeesGA6LEVwcJJgwes01hTTpJDqhR0LUHba4W1tREtfB9p62tDa3YCWrkbE2lhKkJmVgxHKiYeqlEdJ68ecnOBkfw+FRAKV5IV10/G2anKHNvz0Zj9aWmg2z6fx6ctV7C8vG8uqMAPTiQxOqUdnDY0YaQ+iOx5DgvcOT8+ZTwTfIgt5MihZRjZO39geU4fp5DROca+05XXdd9gYwU2sy9id2JqTDyrI9FM+mGNSS0/dBLuKuqPJqfeGCknigTanPk/5QB3noZM73HhdJKB+7DBHAS73Dug5m7KydvB6V7tiJ8aGuKllVB6FSTvV/6hKNpTWlO0MjI+IHaJZKVdQKyOVxCtwZOQZVToCYt6H4e4BtIx1IMT3k4sJPN55hWRVi3gzc1nKarbhFGm3lFpz4oUoyBpB4WaCahk/MQlVdnsFelQa3oA/HDaEzzOTNJmhvqVZiUtigXzWomVxqIusgFMlGQ9qF+xY95lA9rwA0J7nDT1re2UuBUpPULk1FbyWXnSF3EimL7C1to295UNbsf7i6Aj5w3MUjzUVD4FWSBXkS/30h6X3+hcr2CXLEjCN9w6h84M+uGJenP7LJp6vLWCrcMzM07hjpgsBoaxB34y/JrEU+01Tecy0VcayhLUGG1J5q4dU2JXJwTA/GbUWdD+BPJIPoyvag4axRkRbm1CaS2FZoKcCCQ2IT/E/CyT/SgVLNHOOyUTVc9/Db8oM7wu0YXh8COGrzQZ6q2QGC7ka6JGFvlmnp7G3kW613k4Y6B3uknXMryF5sIcg4yLAsxZQFlw61ky7lcI5758S6GXSBxEOt+LaJSqGt5lkxoujTBo5tbpTptpvzOCDd2/hwyu9GFCftrgXXX2E7lgHWtvaEW5qto7GKcpmjsymzDiKKItxWD7zxIpEUxoBooCOecvjIvOkRHlWx3p1nanSghDhcxrrJB2SB0aS6XyuOs+2Prw9GEAoHMf8eQkne7tUUuoEQU/db0r8RuPoAG7fGMMkTf0q46I65zTZS/dQF26M9+Gt0S6a58CT+WMs7NB8JehJ1tQwp4E07V0NmBjpxJXxHrp+3LraixtX2nFtoh0zIzKP29HT3ozulgY0BgjgAZfNXqPuWCwtUMmmyfrJkBsbMXTjGv4Pt7pxrQv4w2wWX8xtYml5xyZx0MTI1TI/yBheXCRxRvbVwHSaHIkhFInSTxfWaCLjIkU9YxAFXARktcBLLVRdoZZ4h5GROPCbpnsqZAR2tXPds7p4e8+xIpWypmbak3So760WWtLYYfmn687wNTnpogDVYZtq5TVHrFC/SDkfw67vCQQ1KbDH39TxK75qTMM+xmMHa7m3sFB5uBcO6wG9qI+ESHe1z2h5PpZWekcRVwW/pmSSUFaYmbQ0iAu1VjWBBZXBQ21oaWxB79Aw4m2NqB5V8HJnCYfpUxS8BDt/AVmf2J5oqVOnp+FpJZpAwowS2V8x6IWvuQnexigqAQomI6qZSUBTVoliXS1qCasEEei9pss81uSbckw9K230nDJETmOQlVA+KQav66d6IYe2O85jY59kUnPPx0TPvdUAw+oC4R/7uVOsne5icYdmzsoRTl8e4vDJLtL3DuHfKiJ0tRXlgwJO7+2THR5QEN0Y6+hDw/u99LOEnS+XsbixjGT5whZJ0shjdQTVNPhqCRPTFguWOVGgeaZp8l0sfCpk22UBPkFblbxFhT8WYwHVhIaGZobWg0AmiC4CV+9kFxr7WlDY9FHY51A4T6HZT6ZEwGua7gC2glheWMb5+TGC/KbXsRHQS/N2sAZ6meWkA3qq06uBnuYprDM9a8hoa7Gxt2q93RfTm1vBxcYGTUoWTmpk0AggKoi6BmmBGR/lyst4nm3tYDPJ/A/GEGxsxe1BgnJDC44CPTbjctvwJdx59xp+Ot2P0aAL//XFAR5uXCAciOF2uwdXyHzaBnoRuXQJ7oFh+Fr6kb64gCdzQRYhuJJc8puKWzCEvI+oqSZVMa9ICFWyTFdXFyIjo+i6eR09t66hkiogR5MxSNPY5JnpGawEbXbhfGMDBsMBDPYHcZZvwumh6twSDqB6mDfBCoauD+OnV9rxbwb9aBnsQaizE94YQb0rgn99qwtR6thvHp3g04UT7CzN01NpXCMCNNsnyJbfvj6Av7negx/2h/FeG7/FIDcRdVqYfu1MvzGq5c1WF+720SRtc1mfwWK8CwmyTHU58dBi0FockfZW9I0N40cDbkSJbb/frODF/BYyOycIUT/9lGXr+hOoIhANILN3iBxNTl8ohg96vUgFotgu+ZHf3LLqIwhUKyyISqoyoC4qL5WnBA3rUSCA4o+aYnvr3qOeB0x7W1yI8s0rkMFGwTWQl+4XKctO46LAUu87qmqHPOBXrT5ROq62BLefiUG90KggAZYmSbHpr2qAGpJV6m/qfM30tDlBk2fmnWWsVejzWHU0nmAA4Zioc8XWfZWnJI32prZoLGqNGJqdRN1axO50XyUq9QD+ChMuz+dcQVzuGEf7YLtNWHqwfoiNtU3kQuqmQglSCBgEm/mYP9XJ5Eu1CQmk8OEQGjpaye5CxuTUYVl1dmqkENW2YXFiOVR+gZjQ36kv0P4vnQ2hqz1r79OJ7QnolBJOy49alxhPdW2h0+gQTbOv6aD0rFiVxi+XeU8TsJZ5Xy3QJxdpHCTPcXROUyVZQl9PL6IftKO6W8DB/R1snOyaKIy0E/TudjLTyjj7dhvzu+s4cpFl0Q/BXs7DPVmw1rDVUCmZ/0QIll5kR2Qy6jNVZ3iUFCslNVlAxB8zp4aShoIbjSk/eiNdGLg2gMZeAtfiOVZfLqKcKaCBQt001YrmGRb/G26szS0hcXZk6S+glcnfReY1MDaAyLUWMr0k1v4M9NRlRXkq54y9bcfozcvoFujtkekJ9MiCAgy3zFtKve0ldU5By0JGw/4oW+nMPg6Tp8j6mxBraMdwvxs9PprklO3h0W78ZLqHMufBvaUEvvz6GV69WsMhWdZZlQUhrQOKCGYIDtNdcRx6gtghe3Yljix5HOWpsIB1o3lqDM2TQ2gf6kUv43Z5agQzE2Rulwfwo+uj+HCyG5PtYZxmKtja3idrV1ceh70VtfgHQ+8uexBqbUbvYAydlOLDdAFrfFadeStUyKaODty9Moy3JpoQJYNtafVhsi+Ay+0xzHRE0NHixn8h4/r6xQbWlzdpCWRsnHhrXzt+PNmBn1/pwJ3RAMHTjeWUG19tlPDF4gnuL53gwfIRHq6f4NVRFqspF/ZZ6sQJpBO9AYy2hQkItIwIIAkWFtVCBnma/UXErCDr7Q2hjSTigPm/mSuSQAThb46heaAFPRP9CDDs5xtHOMtdkMVSdmg+t7UQA9JF7O6nkDg9I5tlwUsAszG6dKrDdOppxcyUr7wuVqeEV56zUKtQn1XIUaos/URlSSeoxzxlYahGJBX0YoMCPi0sZulMXbQZxcXs1EAl3RNO8b5NWU9maMMby0Itgq7pt3pkkHHTH49PoEdJE8Boq4Oe81P4KcSSRCqxAMZHJNUIhiwzRFgqkJFNaK/zBU3xpHsyARgUAzzRaWdtA+ozQS9QZQBYmlyOjqF/ZACejgBSVJ7DnQMq+QnfIOKL4dE/BVpcT9Ohq67AGySjYlhkvxeViPSzRJCtkFmWGVlVdsrcU4StgYPhdxKM5/TTGTlSd853nGe45/NKWO3riWtTn1P5yqLZOlbpxJ8acjRTs0BATwtnRKHV2iwnGm19CwmSYqECAGVtkzeGMTKU2HutcO+XrWPy5ukemaQbox0DaHiLoOevOKC3t45DpCgENPddRRutYj+aEVoHQ2abO8AwMo0M9BgIwq/li9Jf3XKIkQi7QiDRt4VsgpkSGtNBjLUOo+tKD5leEwoL51gjWBSpCLFoBJ1kEk1X2oFFmrfPZ3F+dgIth6lROmoE6gy3YYBm2pug5/TTU4fiGugRkMX00mQHmnBg9ObkX4CeKuGZqA7oKS+V28oLsQaFn+kYDhRxfqLuPoyXZlEJt+AmybDbF8bwYBsmO9x4upbBP91fwvOvvsPp8hbW9xJYPTvDEZUycQJcpgk52uLCH3bOsTL7CtXDI6s0N6bGTxUDAYx//C7eeu8arl2dwsz0IK5Md+PqRAduXo5jvNNvi/70EmwOCBRLNDlzR7sKIgs8v627QsFkoUEzms90tLTi/S4P1rOaibmIzOEhZTeA5r4+/OByF0b6A/h69hSLC/tUbi/6OwNob3LjyWoFf/9iH4uz6/BIeekGh3pw59Yo/t3dOMZagM0dMsGHB/iXl8f4bHYTr+Z3sbxyjNW1Q6yQOMxunWD+4AIrND1PzgoI0I+bA2EMDUSQKQSYJxEkjvbJWPNIn5FIUDZbWltxg2KXdQeRZPqPDA3g1vVxXJtux6WxRhQIoiebZ8icHuCCFkUDC5/pvjBaWfgsn5Wxt7MDdzZhdd9UIMogGTT11UZsMF+1SJNmxVF8bP49Xtdi885kBcx7viZdCwRZmEkHc9Rl9bulrKkeUKAmAuP3B8wJvAR6ZvXxfdNbfqMgHOA3NIOMMlasTxOLWNWWdJ16LEwwpmdILGDiowqBQz2dLgRGTaMh+KkMUu5iKlNrHqdfvC/zV6Wdj543NDQglSIzEfujQKnflciITZJJVZSJy+DCL7ORIN7n6cHA0CBCY36U1vM4oCJsXexQmJg4Sj86gZuci5TVQ6cuK9aLX2h+nkbh9JwlYtZarBRe67ZCM0+z69ooEzplhOqNbFyx7mlPGm57e5YKJ2cgQT/ol+oprU5Mkq2OwLynb8gvTcrglFh8XteUmDStbYwvM1LwZvyQCm0doOm3+cNHGyph9HV2o+1qN9PAi+MHOzhInfK5MnqjrWi5SWrSE8DFV3sGeic0lmX6qZ5Ta/1avZ4VCsxopoPMARtSxzRSfgj0VNho0lQ1YoRZemrOvECK986pBF4/4rkQhsNd6LkzhChZRuHZKVbnCXrZIpqbmtB+k4xzohl4kcXyi3mcXpyg6OVXxS7pf1eoZt5eiyO3ksa6uqyoTu91lxUxPSYLXYZhCBnTm0QfFeXoII9XZJUXVBT101MaqeDhv5pjQcLr6nAtUPfkJAgV5MiGd1IlZHxNKNPE/XDYj+Eo8J+WMvjtl0/w6uuHKO5t21quMrcuNjextbOPHNP62qU2dQbAb58fYuvlKkI55Sdlk8+WKKdlgtTlyQn83Vg/rne5EVc5zkdIykGLGZ+t5TG/eozxJiol2ZmY5P7BEYMl0GT4NK62tR0D01OYGmvDUKyKsZgXZ/4GJKp+HBxnaW6FMXbtCv7tdJP5++9nL/D5/AnmzoDZRAWvzkJYJkC/ZAFS1GQXzMue0ct4b3oIfzetsesMxxzwPz86wuziFnZWV1Hep2mZyiFAq9InVk8ZK9N8L+zsIkM/9g+T2C6HsHbhwrVW5nlvGDlXA9Jk0WfHSYSTGSRVRUM22UfTfDjmw7UmF96faMFHA8AtAj1JK9Y2zjG3k7TW3AwtqkK8jQDcgslOD7byEexRb/OnR5Rz6VaBaiYM0GS3BDjqoQpkMTsnnwVITn7bgvFMP03zFWDhkc9eQEu5SsfUykqGhao/aPXdql7S+yX6lxfp4nNqNJX/0lOrzhLjo9VVJU7QZEG4pREhWqWaD0B9czU9lnV1YQi+3+rAJ/2UUrEU8PGlIANVTWVROr2w2Vccc5bKxud0JProJaqmMgQhoq1TQUhFF5jKM7mq+qOxpCFj0TRRaSbK3P4KVjfWoPViL10ZwtB4L9qDTWQsRGd3wIRSDSN+IruYkBKpWKRCmPlMVKdTiVDhuTqlarorJZ465lpXFwbOhqJReQiVDIMCzL3Bdy1coop2/P1mV/iuvc+z18cCXLtCRdVepQy1QyxRQ3K00myumrU1PXJyPJYreAos0HnXR+ByK/58n5mlhcMbaSrUtxJBuECWDC2S1daChkiUcWN87dsENaamChMVIpqOXPMzeAoEBgZYA93rkw+ooFJ9np/PBpkLEWJLkM/66bwEthhZSXtzC1q6CLCUsfyBBqMTrnwVpp8ajChwlEeQDUgAC/qAyQbFRfuaU+bre7qmzflfP9XzPPgr6ftXr3GToqsg0fRbGu6kWVg09523mIM3l0D6yde4/5u/x6effYvP14F/mM3g3pePsHj/AYpHe9YFw80CyJ9PIUAmrCmTPDEyAyouMYCyyQQosiDjzwpSKpLNHq0ZcQJhxJmDiwS4//jZMv7Tb5/hP/yne/jH//h7fPFff4fHT1fwNQFQrbPXexvQPj7FBA0j0NuHS9cu4yfvzeD/+v4YfnqjDwOXWnHvIoiXBIrE+YVJS6A5hP7eKFkVaBLSRN5M4Gx+nUx6Gd9++gz3vnqOuRdzKImakpkENXXUeBzvXI0hEAF+9ziDf/hmFrOvlnC0d0LLRvJMc426lw97kCPjz6u7iJiNGvcyeSQ2D/Hquxd4/ngJv7m/TZ0BfjDqx8xoP+IdTShFyExpmi4vb+M7AvM55S7Q04xNPve7uQy+ZFooK3vbgoh2sxAM8Hu0BrbWD7CweWzdcyaG4mTcHTTxgyYMasCQ8JhZK/LA/FChZZjAa6qn1wJhBYK0WtC9ihx1PZPjuZv6HqYpTsxxaTEwvySe2kZ2qA78mshBw9nUGyMYpAVBq1LD6+oEQ05mtMbb+0VYWPiVk2m4CZJB6oPeYZZLirXVxFXvUvBUOR6KhuGPhZ0SmyjppcBEGSmqFs0PCk9t05syefWeFmsRA6lvUghGxcw8cT6KMktwvusjFyIYLyXXsbKxTM7OayNedI90YrihF0F3lKBF0KNpZGtHqK6MCafviskZe6QjDpqCCXg0GYEmJhBjEtp7NPic91UYS8AtLDLPBFx/4b5/xsay0mkYk8Jt78tE1XWyD3O6bj9e03+de1hIyPwUqLkKyNV+hEAytAIFkhlHtpQsZZDIJpHUkvnEllhzg4GAwp1IJXF6SKHnFhvsRntbGyJM8QojqbCJyamOVB2NA4ycgR5ZpIf57WfBpB7sDjSyEJIAuVmCMqXCZRZeRE5iGvzpMkHPj+bWOHw02xhE5A4yLEGJjIyz5tWLxKjZjLemLM9r9hrFuYZRirOwSa6+qc7XKd4YyJpTvjjgp9PvH7an7OXv9+aZCa2Ug+YRXYDpYZNXqhMswUtrMnjTh0i/+g4P//jP+K8PX+A3Czt4/Ls/Iru+Cn+OqGZsusw0YiHItIaviliEBTbjohbRvCrcxTr4TdVPKtxqTXd7A4jHWxEhHTzi7c+WD/DbP9zDvS/uY/HeQ+x994hm8To+3SCLYZn09lAX+kbGMHD3Lt758F2899Ft/OsfjeLDQRbQ2Ty+eXqC//vX+/jHz8hAv3mAMq2fwc4YRrvIZvj15VWy4lN6pOUNzk7gPk7jeHEVm69ewJNnPPw0eccu4fZQCH0EyW+WkvjD8w3Mb56gcH7KgoCBpNXU2NGF/ulxjN6ZwM2Pb+I2w3FpagQNnW3wRiLMQuZ7Ugs3vcQ/P9nD87lz9AaAO2Ryl8b7kG9jqcv83d3Yx729BP7zixL+xy+T+H/8fhP/z29W8U/bJDEMb3tcC6lrDH2AeOxDYvsAS9vHWKGRNdxB1R3ohJfsT+lpAMR8/z5LZQ062awbmqMwqBXu+vrR1NGJcEMcwUgTQnThaBzeENm05rYMyqSVishqcghUHdw0aiuXyyBNZpjLpUkiVadNJwIkRpcms2Ypp87XF1tkocenyJ2fI5tJEaPURSjeadPFlxk4W9KRgKc56ipEWYEdmIkq7evjXRV2V41FqaJec9sFg0EULtI2pbS10jhyb4ChbgtqySMHIUPRGFa9yFSgglUDFNA0MO7uR+ydZqJzFJGVAOZPNnHhy8Mvf1VHpxYetQpRCbwMB72UWnEvk1nHCpWAQwrJxGHCWg9w3bTE1sZ7dmL8w/Z2TI2oHZluOvdYSumaWnVVr6d0se86Zqu9wW8oonrSAVPGic847I/P8Ps2Uy5LYlFvd4W0uhigUlTRSgbXzBI1PtCK9HYG2zubNk9ehnGMhUPoGO6H1gk8Xj3A8cIpQTRDZaErp/htCgPDTBwypiJ5Eii7PUH4PFECIvODFDJEZq1GIz+P3ZUgmrxRhDIutHtaqHx9uH13Bp734jj+fAPb92hGHx6hgabP0OAoun4+yDwiI/lyGcubMrEzjB+/Q6f6yq5gCwZHB8y8zVg/vTUs5w9QCHps3VYNASswebS+8BnfCXV3YOSG6vQiON7LYp7m7fnWJgJFmUFUq9qQJtUDuW1PE5lpISDW5A+WysxbJrPJQfHoEOfLS9h9eA/VkwOCPv2o8FkyQ/khs1/10OHGOKav3MAMzeq9nSLuza0jsbXCglyjOahY9NnNEsM32I+xy5cwHQ/iOcP31ZNFlLd3KPtkCWQWKlyzNN3KLETawg24O0GTqxjFTGsAP5zqpKntwymD8NlKEZ/N7uHbB7NYuf8t8lQ4XFCH4p14e+IS/u2dRiRozi7unyAViKEUdSOXSpBlU2aoO5rzUE1Psc4W3Lg9jr+ZDGCFXvyH56fYXNq0xd4rGsXSHEH/5CDuzvTjF3T/djKOH0xEcfdSDCPtrQg3N8NDADk+yziNASQL57QYNEOQJn+41gekc168SpRQPNglkFWwn8li/dU21l6u4Xh7nQCRRUM0hpvdcRaCPjzfdeF0bQNBKb4aFFVgt3fgg16CYCqMZ0eUz6N9WiIsIIkhmpBVI6I8Ggmh/rNkZF7qc6i5EUEVuO0tNtrCX3Qxn5mnNFcrmlVJvUHoqvx+KU1A43GFGGRWnZi/6bB0XP0u1ctCHfCpZ4yfW7M70y9VQ3lVStMqVVWcqrFUBaXJOtRbwONt6CDoCYFZwETCVjcn1pFnIGx8qiJpn6n/HOFXr3+1dsYaG5BhSaYWE1lBYkraZP44zMlx6vWmRk11IvZSWQWOWgPDc+HGYHQQzZ3taOpvgO+4ipNsAjt7uyhRBFR/prn8GWr6SWCmQAugv990TNZgSMsjo9KyEPgdFhUWDntG951nNIa2fm7/ef79FYezCNCcri6qS+A1KqIDes7zipRmanZC4oSBUeK7+rGM1bsEOwETCQfZC69WQ8ycLMJkFOP9Y2ju7yAounCxdkRB20fCfYHWcBw9wWa4Z8IIpihZTI+diwOtM8NCRvUgCp++z1hZYBhdhs2G+blD1kik2Y58FQqDS41GIYRZmKgRo9EVxqC/Czffu4nuH90AsQy7X61i/cUS05j+krFPvHMV4esNOKMJs/n1Arb2dpBWpy3Gj7lBA7CM7kCL05BxvRmZlRRWn65hoXSIXNiNIpFJzLBMYRArPmfBEe7pwNjNKfR0E/T2HdBL7GyRzdG2Zslta0kwX+3Y6AENQhYeKkQshXXMOCrOqrfVtGGlJJkyQcCjOlPeF1Bq9TC9V+Y385SV5u523Lh7EzPdAZxsn2H3PAlXVFOdheBpiqMUjiBFi8LP8N2YGSeIAc+20ng8t4bq8REVRxPEM0yMva0PQ9fY3oDG7laMdbjQ0RmGurJ9O3eGrx+v4vNvH+Lxg8cE9C1UyebVa6JCS6VpaBzT46NobvDAT3I1PNhMhtSIwdZ2NLdpScYW5KyfK2Wd5t7QQDvevdpmMxjfmzvBF3MHyOzskABSAsngpia68cG1AXxyuwn97dQjJo3qCVmeoqnVQ+ZFUz2q/okeJGguFwhS1XwGF4yJvnWzj3LoCWHuvIIE9UwWlMbHl1MEDC1toMWsCEg+Mv5RMrxuWgTrlMO9zS0kkwmUC2RRJEWReBxvdTfhohzEK5rHxwvP4SIjLzAfVAeuujZphjrPq1rJsEFxYMIwG1FIZ3C2c0AT+5RYw0JO61mLtfFYpoUKOSMM9EOb9UVl3lp3LJm1PFf3LFVxqR5f+KNr6t4iOdHsUZIbWRQiXSIsduxT52Q+qBW4RKsFdqpH0owTNn1U7YPORo8YcKaxAUKAjLDEBMsRjbV6mIED79XrfOzYzhVnVTYShKSpkl8qLzkQE5kRIBvpoLK3dbQh2utGgaXG2fopjrNnBC8CMlGecGctlgUXI6mUlKf0XeGxuiB9iTu7WmMFYpWqbxTt1vMOWPGB15vC6ITTOavt5R+D6XRTYeLqHYKpKZe+IX8c+LN3zPFf3Tf9VPmq7LLGG70rvWWZVK4wfYtZXIlNopOMztvvhW+5gMP1Xex5NU7Th4amZsRmmligkPqf+Shw+zgj69BM7tbII/hRvPlj8hDgWKDQfA3T9ND4ZltkiGkr0AuR5cXLDSy86C/Z3s8m3sPID2bgv0mm8WkKS1/OYv9sm+ZfAa2j3Rj8eAqBXj/Onu1g99kKDo4OyNYpPPoqI18Q6AVbbSlMA71Vgh5Nr7mqQI8KaM9QeZ2EQkKg19uJ0RvT6CXoHRH05l4uILG7haAmoxTIEfBsLwHld2yEhq4pnjUAfA2CzBvpjrRG9b3KY4GRKvH1ScmmtZSzQG0d6cOVW5cJZiFEiQzd40PoGx1G9xgBaGoMTZdn0DB+Ey0EspGOKIgVeLJ6iufzKzQ7j80yIQ+xvBW4upJnSDeFEOnpRmfQh2e7efz61Ql+82gej757iMT8M4QoszSRSAzET6m8UnKy7nPmz9o5wThdRWPBhasRD6abPOjqbMB8MYY9squC5DzahFtjnfjZ9Ri2qctfPNnC5to+GSMZIdMyODaFX8604+8mG+DKlvHPzw7w93Np/I6m6/PdLPbTZYzQhJ3p9aIUjOE4k8bBwQHjUUCOJlc52omx5ga0dQFbKT+2yd5K1rDD7GIcw34X/C1huOIt8De2opfgNtitUU8uLG7tIHF6yGdPDWyaOnsw3d5O9kj2eljF9uNv4CHoiZTIIpO+EMFYUBdoVhLQVG/MX4omd+bwBNVUjuSThTPzz0McqVDOJNc2UwvBzqBK+qM6fZ+6qdBJn5n3miVJPTVsJTYVSJIL/WQZMJ00444mO5BEmKbafUdrPcHugV+FohFTak3EWSWV1GB6q6cRiCnH+YJ+UmsDEGpaMET66qnNYyellqklj+Wzec//zoltMjntfXqjbiGKlM+n8bEB0uMM2op+9FHJA9fa0VIKw8tia58li0ZkFGk2pV1FCpJKc1N1+Wj+6QtiVrUv2rHAWvExs5TfUQW/AayO9aT0R9HRVtsrqI4f2pyLAnbN/CzLVUxPdU1mVqowqDkp2uvQ8FjxsoVfmFn66V3R7SqFXjzRqt2YGU25BgyP9yEwFUX0IITTgwvsJY6RuzhHlArV6mqFfzqKQIsbkTM/ihqAntdqbwwHFcl6tZPNCphVga8eTgK8cCiCgJd5U/UjUg6Q5dGkoNL1uttwa/Qqej8cR9d7w8B2FaufzmH1xapVIndE2whM42j+CYH4ggzw2yXMzr60OkibPl19A/ntAkvUnlA7hsaHEblK83Y1gzWC3ornFCUqclltIKqzVV0wEysdcha3Gbk+5YDeXg5zrwR622R6OSuN1d1AHVWtVdyAjWYIQc9m2KmDIp2xbcqk00rPdBRIKl94SKHiY04VjKpdJCuDNG2bh64hSzbtbaVp2gz0tHox1hXE7e4gPujz48cEh3daoxjnPeIRHizuY5GgDOaD1/qaiXnQbGYYPSQDiVwJsdZesu8K7n/7GF/946+RnnsOHO7DlyEzJDhoCFuVaS4ryQq7XApnGxvYX1zH0VEK6+dZLJJZXSbgSR7+uHKOg7VN6yfp7u7Bx+OduDPgxx/Xing0u4Hk7rnpTIym6+WZUfziVoOx+f94fxdfP1jAypMXSC7v4Hz3CIenFzgjy29sacTNFg9O8jTZt87gzxAESh6E+MHWZh96+8lyj8rY3zrG+VnaGj86R0coA5cxeakZ711qwi9H43i7qwHxBuCE8rV2lMUeWSzE0FkC+6NkgjR/m5meu0dFnGyuIEP73ZauJCCpy1Emk0I+dW7KEaIsqF9g9SIFX455rC4mzBsfze5CbXYlKaYVd9Q9zdikfsGegOUwN8ohwVYyI2tU+S9GqKYM6T2VlXjiNFLpvtoXTC9Nt/njgZynoWf4V5pIU33dZM6KTtp0MHzQ6t9qAREiSM6EJ2oaVuddDfzVMoVUP2N8srEd1mWP2we06YqUVF8XYPkJdlolyoaHkBHlidTVwwt0kOF0d3bAT/pfZkZ4M2VsU5iKIQ8KWjuDimHRVyULw1nfRGll4+unbzhftfQgyyb4ESjVqiuA4APOcxZMgTQTrPZC/T3nuvx8E/TkFFcW3nxH96zu0J5z3rXZPFgQqPGFd+y+fUeJpmP7lkpBN6KVCEvbFnT2dcFFll1MZHFKAbzIn+DwZA9t1Ta0tXXCezeC7mor3/EifZZF9oImmjKb/rsUPgKd9XusEGwpBxp4HnZr7jzuM17EK2F0+Btxdfwq3vroPQz83SXaQrSaP13Hs6+eIXmSNiXtG+rF4O1RhPm9s+8OsPL1LFaO1mkBq7uMetdwL0Ahi9Qkozb2VlNLrWVoHm9gsXSAXKCCPJ/PiZFT20nikaLJHKCyjl4X0wv/CegFK07Dk7r18J8JsY3MEJvVOb8nhmfsj3LlpRLZtGMqjJWuJvQ1cFQG8KJNJsFjvgl3KApNVKKWxtm1U2wvsWChmXt8lECC4FM4pwKonpXPu2noLPPZp/Pb2FpahTubYnqSeZXoxFrovZ/fTOepzL4gvr73GDv3vwVOnbV1/QRF1WmTrtBRNpgnYoma6kDvalZJ8N2jwyQZVhqF7jZ8MtosKxC/nj/B+d4ew0322t6Bd4ebMdXqwx+3CY6rh8geaHIpF1p62vE2zdqpHoZzLmELCa0vb8GXztkMMmI+FxdpnJDRaZby9zqCOKyGsHKaRXqXDI1yFwj60dwRMhObdinm1w+ZHizlKLut/V248/YwfnmrCVf7GtDT4tcqCWRxwBxB7TCRwu4uWSfjAR8ZbySKQZriHV0RnPMbK0srONnZg4+srkSLUSyPOAQ/Lcgwv6sW2BzlN0Dgs9E9zCv15FBPi0hD1PBE0/6rJ4j2Ym3WqCjTl+THzHDhi2TAstshHVYvTyW0IWlmOlMGKFeSEyW7tu9RgXoaCLb8ShWFZn/zJauU5w2+7giWhEc7CZK9R1M4RLOW19U9xfry8eP2qLTfnuBW+5ghii4w9qrYt+leZPoRAFQvKDNX9mpGdYiZKiYL3QiOt6B5nKZuwosLms4bR7soUeJU/6U6JbFNi6QpPvdy+pSuKMK8Z3PJMT4CZCWMkskWDNI1MjFjfQqbEqYWWAu3bXya9wV4Cq+BGOOozpZKCxuSZqBXY48KC511pCToeVyO//JWylri82U6qy6QxcNfspBEA8FoPDwC720qHjM8tF7BamoDh6UzFM+oXKVGtPvb4XqfzK+1FZ25DpsCXC23Ap8qFUxLMgbI6oIs3VX6eynksWoUjUUKpKcdM41D+OHodYz86Aa6fkFtoWKf/XYDx79bxeL+jqXLpXg3Ou72o+MXgwaIK58uYunxHPZYvmthpjLTLOvnXgnE8PeG2nDpMkFPU4OtpbFBpreQ20Xe50wHliJDopWOQsCFNNMj1E4WKabX8wbo7e2YeWslspkhddATe3OYnvJGWeTkRxV+yokzaaWu8QbTVk4NJnlRKh5LJqyln7cziQQO52exszaHjdUFLG9sYm7lAM+XaQrup/Htzhk+203g670kHpL1LJ0VsbtziMTaGrz5NNmdZuNmhPU1fYt5XGHJcr63hcr6BoHmggw7b2HiR1GyqhdZIgI99R5IURalqDFeY366ac65gqjEWeDNDOOTsQYCSQW/3yyQpdGkzicR7u3HO8MtGKLp+4fVBFbXj1AQE/P70dnTQhbYAXcj8M3sKV49XbL1cwOUt0JA+VOURhA8vOiNxXCrtxGnzIP5/TMcMrzSB00G0dffjrEhgl62gMdrJzg+ThG0K2hpieH6ZBemY2S8CxX8/YIL/7h0hk/nd/B8YRMn+5SHxAXzh/RU9Y/Mv57hPgz1N9HUzuH54jZOV9YQyF/ARyBTwSVk8KuzOgsPrWXtZeZpRiQDJaqIOvdTYeAJ0+ojrsgqsyznfVlENgEpn6/ntQNyb+KTDvgG42YYQ4yw55QnBnqSCfORIeHGPPR4o22/+p6RSZFYqkmpFVy9zJ/OrNsGA2f2NRFYfWasnq7mpRReYGl+yffax8wMM7BxWJOBgYRSEVeicK82K83gcXR2yvdDNLViiA20It6lxXX47n6J7OeYXrLkoHBrskwxH01dbgPGKfRav0HfVl0KQ2E/CQDFz/YWHiaEwquGFLFYHRto6V06za6hYVs+Gw7DsDK81mWG3/JWyeLoVIJrmUZ3VT3gGAZGh0YrnVgrr2nKHPpZHxKm1mvzm2miOg6fws74lmki+AhAXa4WdPT1IDDRhPIFQeKCptA+mQhLtuR5Et6cCx1ka57eKOKTzWjqaka0MY4WNKETzWgtxBApBdCBODpLcfTw6qXYAC73jGLmygQGbw5h9OczaLzWBqIY9n63heWvX2FrdZVpUkRDYxgD10bQ/8kleIZYGv9+H8++e4zVg01k3QXYpKBibgSzEp/Xwpz9oQ6MTow4TG81heVHy1jIagnPInKqv2F+yLyVzGRZaEQ6ZDpPo68nhMO9vM0RmNjdc7qkkKEYIxDASR547DRsmBA5zo4plxJinmu1vArDJCWvMIwCHKvHpVxpIgCnIKajFeJlnopBaEqq0nka+bMLZE5PkTzYxfnONs42NwkIm9hZWMbu4hKyZETFxLmxFdrd/BplkzJm1Qpin6UCrbuMmXDqG6oO7X56ryBqeCSfMG3Uam4SuyILpkoojHKQpQALrobuLmglvZ7OGM3rRpyfV/Dp/C4yOzSPPQEEW9twZzBO0PLgq+VTbG4coUImp+nVettiuDvSArffg4XlJJbm160+08twqIHQql4IFkW3H320Im50BHBO1vScBdOR6gU1XRN1d3S0ByNDjcjlqni+dIqjEzJVplGkvRFT17pZqAFfPF7D754sYWd+A4mtPWS3t5A7OaU85hFiqhTzmhGpQJNY06bFEcuX8XIzgd2VTXizSaaHAkNdZViZydBaN2o5VZqJ+Yp8iI3b6ApaYZpl2Y6pO2UyyTzJjvTUwJFpa1pd35tzThyJoA4LY2QS6xrlyqwhFaCGB5St+ovcbESGyRQ33RBAOJ7zJ4DiRWNy8o2IrZYTZ9iHaqgcYNEzfEQ+mD/yTx+zGT5kCjOh5bMTQkZV5qwiw2c0IYESIqPFgPiNw9MzmmUujITbaNq1oivQiTY0wFUoY393h0Ku7+onE9JnAingCygADK9AT3PTOWDNCDJMAj45Y7P8to4N+PQU92JsDCV98xvgaREdhVdvaflKqzNTR0qW3mJpzn89xz2/p+seV4AfY0nFd6yOk0xMCSFrx+qh6AysmbhWOc54eLIuhHJBxPxuxIe7ERuKw5N0I3+cw07ihIKVITjsInRRMUHz9/gRfasNvR39mGgdxVBbD4Z7BjAwOIhLvUOYHhrHzNgkBXoIM1enMPz+FFp/0A13dxD5p2ms/csiDh/vYH1+GXmCboiF2MSdSQz/eBq+O1GkHxxi/TdPMLu+hIPyOU0PmbRibwQ/Cji5DOWghIFQF8YmtEZGI9Kraaw8XsJibsM6XxfEeKig1lWJWZJm/odo3o5cqzG9fTI9NWTQnAsIxPgNVaA7rbYEO7I8O6ZKaJNE1U0ap48005T5bX0j1eeT7Eqlv8x7ZgXzkjnAb9voFMqDmwCgOmoDBeazTFkf/Q5T1nwENS8Lb3cmiwoLmzILmXJSHfB5rahJEARclBmiiZty6wwNU5cIB5SdyTiY/5Q3iR+v2l6q4tU7brKXcCP6bt7A8JUpTF2dxCQZ3rWrlzAx2IKxKK3jghsPtpJI7R2R2dMMZlrdGmjGSIsHD7cpB7vHKNFkVbettuYwrox3o7HBi/39MrYOz5HWQuZMQ8moJDpPZuRqjuPySDfeH2rAFk3d72Q+757YRBv+WBCXhwV6MSQuqngxd4DEaYYgTabXr8lhO2hdAK82zvFkeR/VnSN41RWEzDfAvd9AiwWgZIF50D42gRmayo35Ep7wnc0VMuBMgmEqIqAJMZh+ufQFgcyZUYdZQ9yl/vmoR2Sv6mUhoqWRFqrbVYOog0FMX+qRnmdyvnbCEOeY9/XfMp15SzlTHbwNfRMzlNWg52ovOXttlA9NLSWA+29v/Ao3G3UREAMiCyeVFWDpw/VNZ3YuoeOzNsCfoGdgWAMbm/FAAsPICICUIMooiiIFWUDEW7lzJI8uUMn50J5vR+h6g63Z0JfinsxoP5XUjEws7fVVlsSqP6Fpp9Yis+lVz2WlngN2gkY5XdO59iQJ3FNY+SwDySDzjikG36XwCDw16N1hemJ+AjwJFf2icsmU1Gy6apPwk4Wps7BYdVmASb+DavbnT8oY1MB5JUs9jXgsxdRZhibFfjKDS4EexGgyhN9uQlOwmQAegOeogCMq4WEpjcP9deRoioU3gNhJCxAhKF/zInirEY3vtKPtah+ar3ai5XYHmj9oQ9MHvfBfiThZ9wQ4/89r2PhyHjuLq3i59gThQBBtkQ4MT49i8JMJ+D+gqTMLbHyxjgezj7CjlbEYEU2WYCvTCfqUaBRyFYADgW6Ma2GgKzRv1Xr7ZAVz6XVkad7mCBQawaHGD43DTVEQA23NGL56maAXxXEd9Pb3EeJ9FQAszpl4VCIDPe7FARh2c/Zz0kvzH9r4TuaDFEP5YfMoMoeV7xJ+p+5YjgUgz0vWEd5pWFEVhABQtW0at23942qMQECpAlh1eOo24aaAqa+Xj2GzrhZ6rmZmKVkVNoVJwVFrsRVuvGjVIPyuumUUyayKvhDa3/sYf3N3Cv9upgVvDUfR38bwMgtJjPBgI4OFsxQujvdIIjNwNTXjegcZV2cAL5JebO8fI3N8QhUisyVrCg10Y6o/gOJ5GSu0As5FQMhKK6WMjfRBvA3dY4N4+9ogrraW8N1eEV/N7aBwfsYAlhFpbcTt/k6M9kewcVTBi4UdnGlSUka+rTOIW9d60Mzy+9FiAktHjFSOAFZImbkoS0V5U2K+aWw1L6B9ZARXhslgmVaP1k+wsbwCv3pdqHRheCopmuYEPL2rBgkxP3UpUSKqPcC6nIhAMR42XE25baDoYz6IwX6vP9rqe/NA6a8rAjw55r1ac51BDLwrPbM/PlfLN7PCgg0CPceLv9goJFZHwb1fLSn0RJMNKKCioQZmyn0DQOcnM1cAqYw3PxlZgdzrPjMCO76jEpuP24etEYJMiQUvAbOKbCFvq1g1eCJo9muxZZYkXZ0Ih0Okzn7SbKdfTt7D0ofS47PWsho7o58+MTCqhAEeQVFApyvkYw54CdwopQaOAjY+L/ZmTI/35dTYQAgzF2LYggQ0HzXHz5IzVAiQKajbb5DnYWtICHlVz8n7VJYIv6l0Y4wJ5koEpUztvxKF8dV1TXMldntEUy8SiKCl1ILwVIxWEIGPYddEqOWLPNI0FxKpPFZY6u4dHOJk6xD5wzTcpzSXzxiPFEOfZbxyNK1PmDQU2NP7+zj4ZgubZGFzz2axtbWDVCpDsA4iEo2hf3oQAz+bROgGzd5jAt4fFvDiwWPM7S0g668g56Uju8tXmd+kIDInTWyYnYNBgt7UZYSmG5BeoXnLbyxkN23sbZ4PqAFDHdIFBinKQaSL5vCNGZq3ar3NYtbq9Mj05CcVg1JGf5VazrENSGf6ScWcgoyJRXmTEIv/UYTs3Gm80n0Ke63wUhcjp87XqUcte53GMs0a7WYBVuZ7RfqZ5/WyjzLnDXEfohKHCZBRmw0F4QiqTZr4wUuRJaCIYjJ8Gs9tyuMEgP45YVK2CoS1KTzSDQ0BtLplPurqGcQ7I70gicKLgyK+VAfml/t49PIAS+sHOD06QZ6mo+JU9Ycw2taEsd4ITilXm9tiYueU4xKyxTyqNH9HWppsdIdkTH3icpRFV9CPGOVm+FI/fjhFljcTwR5l4svFIyxsHqGaI2OgGRnp6cW7/W0Y7vdbh+OXsyvIqNcGmdfgYBdmLrVikOatN+9mAexHIBpkXrqs36OAt6RRJFb9wNxh/NpGLtlKclHq+KONU6wvLJIRJqlfLCqzGi1RtH56PhY8mjJMfVY1lLVIHHHGqistLQnNWY8L7m3mFD5v9xnPv9iEH3qDaebyMn9FsPirMHyqFzb0Ud5oq79vH6G++KNtv9JFy7w/3wRclCkNaFfjQzmn/jak93xWzpSAfzpWINUaq72+obmwZI9bCckEkY0tykrv+Dy/7RTGTrh4r1z2MUxeibwzdIsM5+LwBEGCXHu1HcEbIbQOkJ24etHqbrCJDxLFUwMZb9nL0oc5xc1LhiHAM4CjE8CJnQn0HOCjo2IYMPKej6WxmJy6e9TBLUAXpIJofY8Qj8nlEK7yOsFM9WexfITnAbT4W9AXH0Tc34BqlpnFUklLJWo1NJnZVgPGeCrOVEdLFzEDAZ4pBOPKTyCRSyJ7nMVAshc+mi6hmw1oHuhCF2II0wTWJJN7mRT2aOIcHx3jdOsIF/OnSL8iuD3cw9njXaQe7SN5bwcHX21j9/42th5uYWdhE9vbW9hNHiJD9uKjcnc3DeDynSmM/mQKvh/ESJ3JBH97hkdffYnFzVe48BWRdOVpqqpejgBGtidTRqBn5SrjNxDswUQd9JYvsPhwCcuFbRS1MBDNOpsuXv3TuE8ykxt6aA7fnEFPvfX25TyZ3i5zgjIidifgoyJpmicVhtZSx2+ZfBmw0HHvgIha8SlTuiaQk3hLkHhfzjqU6zqVwCYCJchXaWZqnrwi87gcCKES1Qp2cQSbqaztnYh29aKhdwAtw2S+45dwaWYa8bEr1i80ebbLzKLMq1pElooy0bSHYq3CnHspqoTaG5AMUwb4nSBzXHWhJb8P2WADZno6MNQbxpcHHvzu2QGezJ1he+sEyeMESqfHtGycVmGxnpaYOii32GzG2ztJbNCMxUWS6VLCGQvXOOM21hXDRH8Yjc2Uks5BdPR2Y3i4F29fGcAPB8MIs+D5+6UMHs9v4/z43DEjGxrRPTqCv51qlIGDf5m9wPL8oumphn/19/WiszGGXr473BKg2RpDO9Mn1t4Fb2eHMeDU2SlZmaaTc+S4Y2IMVwh6EYb7IUFvY3EJwfw5tDKbj3np9jPfmLd6V9UGLsbTRkrQDytAnKS0FFXeKz2lKNYwyEAazkhv7I7ddTaBHu/ZMyzAJA9ihjZyi88JV8xP++/onVMYiulF2n5lXumpP9tsSviaWau2dQ3p0MsGkJQxZ746frTG7uQkkJpBWRRTYGfFsiKhgMhTe7/mGDEt1+eqhnnMRPHQfwZKa0FUg26cFZPY2dqCn8QueuxH41ArgtfIiKKN6Il1ojffgTRNYU1Yqno9Hym15J+HTCwCHgMp4JMZ+99yqqtTfZDAU+AWIiwG+VaQ13UcYmkrczZEwAvzvLkQxgT68OMrP8QnMx/i4+lbuNI+jqsdYwgeJW1evwspCdNC5pDGkAr0zERinB3Qo+LSafhPOZ8i+PqQI7vdPN9EMOlC00mQjI9KeT2OcIMfI01d6HQ3IUTZ91F48qUcjnJpbCSPsXS6i+XjLcwdrmP2YA3LhxvYSuwiWTxHonDG0jSHDk8j+pp7MXH5MkY+HEfnT4eA2xTbx1W8+qfv8M1Xf+D7SzguMy3J7NJkdnmat6rLknNmvZGpwXSlpA+Ge2xWkqDq9JaTWH6yjKW8s0ZGnomvmZPF8upML9rdiZEb09+DnjE9gkmZJb0aC+is/kzfEQDym5ItqyLh+zYcUDIWCMAlJqaC1TLaATzri+kIFP9Uyjh7re3gDVJmqOgtb99C5OoUeq5ew8TV65i+MoGrV0Zw+8owbk20492pduZlK3400YEPLnfA0xQlA9/CyeYSqskc81EZx7Aa6FGZ6b8mwPBFyBQ7GsiAKLUCAz8BNuBFIUzLQ/1Qw3EWHnF0d8QxMNIMknEsL+3jcOUIIIOv8D0xeulZNUM2VmSaM56t/b24Q2aYyHjw7Chny3P6SmR2pwc4K7gJpAS7qAearOfDXhc+GAjgrf4gJkncFyn/f/8iiW9mt5DYPXEG3bNwH+xtxq1LzfjhRAAv14Hf0OzVFF9aJ0QFYjZfxdzWKZ4n8tiXNRPx2jRePb1+nFQbsLe2Z4WVkphmH81tL7ooBzO0xAIEswdrx9heWYVPHbRZmPmZZ6oDtaFkBDxNHGB1+QI7cXbDBUFJDRt0rANihlWF6UTLPyoviSti/wI7sxIN2Ah6hj1i5PTTzFo6+cF/Vt+nP5MHR45sAuBgU5eNvdVzMjsNfRUkRkwfVYWjwMn68VnJpg879Xb2Qb5rH+B7aoFRhaSZsrUIGdLqQJsC7Phg1/SOjdAgErgIdVWyCvkl4M4bjSZbyuZxuHfAEkL1Axk0NYQQudyGtpYu9La0Id7Ygqi3AUgyzDQB1YCgEacCO1Uym7nKY6vL4bdk8hr7kwmrpxhRMUE/9zRW+aORK9ZXJrMreBHO+xAvR8k2m9Dnb8fljhF88M77uPb2TYy9PY2WiU50TfRhqLsXfQ1xpM7TOD69oPI77EgV4M4kBYw346zSUfqjCQ1Uv6m6QJlkGraVrFzg7OjMVr9yn1fRRoUNzTB+zZ3o7G5GQwdLaOaHj4xAtWEBCnKITsxS9VRisBEqXUguSMXpaEVnfzeGZoYwdncKve/SnL1Jdke9PP16G6/++Aivnr3Ayt4yTpFCxkPAK2UIWgQ9M1QpeE4JYoUZj6xQGiLTu3x5wur0shqG9vh70BNH0yQVLEOMmaUoJ+HuDly6cQV93SGc7GVo3i5SGXfg1ThSKoIasmQ+OqMvqsQKgkWQXCkcphwS4FQFQQDxN8QIIkGacmREjLPKVRVcYnZy1nJPi0THLlJojWMt87jl+jXc/Nkn+DHT4M5EP66Pt+P6ZAsu9ccJxDEMDDSgvTPKdA6hgQy/qwk4ICFZnFvG/vqmzSwi+RH4q95XMlulK4Yi6JyewZ2ff4I0wTjNaFDlrNpCUyMVmdkVFupwhRFtaUDfeA+648DGdharJzkGtYpYyIfRwV6E29oIcOr0yxQkm/NHmilrQUSjISTzHpyfpGylM3cpi0Qqh2PK+v5eEqenZZwlKjg7D2DrkCbmUgJ/mD3Co8UNHKyuO+NW5WiyTxOcfnStB8Eo8MWzUzxdPEA5kbQhpFolMEUzOrF3iJ3EBQ7O6Pd5HpeayJBphf3LbBIrz56TkTLclGdGirLoR7/GLNNfF8PzaPUQuxub8GY0KkUL6acd3GBBJj2Q7ssslvkpFKgXINYdSEfSBe6FRrpnXyHgqUFKAGfIUXuH4mXYo8JH+a459JwZXuQ33+M1WQhWaMoRq7RXdZbHY9PFU1b4pFoX5SkxwCqAbX4qAZ4qGGsmqsDO1pS00paf4DWVeDZJp6TwtY0uw8MgjyeKsBMhBap+pMCrZK+6nJEGqrGxflFUBM0HFyizZOf3MmSA28ek6Wrh2mGiE4giFNLQFVLynkuYic9gwDtgA+EDDALxxqodlAYBmjZhAoNUQGAWoDLomjmas/6KTFvn3DFtCXp8Jlj0I1YIodPTiunmMbzddR0/Gf8I77/7Pvp/NIXI9RhL2xxyBKlSiKXaRBRN8T54Cb7J7QvsF0+QF3PldzUy4TXoMW0dQGA4mTGqqNXccZokVKbhkTuJ9QMyvi0Kyn4BTZkwyqOE7asNiN/owGD3OCZ6LuNSey8uNbRjrKELI41duNTcg5E2Xmvvw0jPIKYmpjFz5SYu3Z1E248GELxFbSMLyKyf4eiP61j/7QIeLj7G4tEqTdAsw1pAjmy76C8hqwnvqxmCChWQYVZ9CQte5CUbQS8uebtweWwM4atxZJeSWH24jPm8M5+eGghsRmmV8szhrOqFOtowdO0KBrqDON1L4eWrZWN6MUKkVXAr35lZEn6Jj4ug7o01IBBvZgaq3ZpgHmbBFtH05YT3MNlVmeBDZQxQiNVCW2XeKk2liPxHnI7wOvfqVN3ZjSs3buD/0hdAN0HDR6ZUSLqROAV2DspYIOl8vFHG18sFbG7uo62tARQLrC7uYW15j9+gdKqekfGxYpHyovrbckcvLv/0Z7jz/m009Q3C1dbJwprMpsC8IwK6tB4vw6C5Gr1kei3DQ7hNk3WX3z1sbMPk9DiZ5gTem+pDrqEVG+cpVI73kSf2uXwRNMcq1uDQQn9OigHs8n45c0H2lEMqmcTecRpzdPf30/hm/RT3yLS+nd/FyvIWUrt78NLMlAnujjVi8No1fHKjD7f7XPjjKvDtiyOcEqSKqSwi0QjZJQt+jYrQCKuLPMPtwfDVSfxwMoyFjRx+/WoTCTVSqB5OhSHlId7UhNHpIUyPNOHiKI2HrzZwtLUD5JIEZ+ow00tr1AjoVE8rUHoNfqbtuk6PuOmKXRVYcW9dyfQkb/PQQMvYvd43manhC5+XjOq6/FfXHmY8rztWgkBR5841fZm4Foh1/sqes0/wIm/oAQm6rfVJKRSbtIG8AkE66ynNj5QIcraGBTXC6jUUaP5s7+zszIlkfasda1eLoI6dzryMiK6Zc7PED9vMI+r+UPZ5sHV2hMX9bRzsH8KfCqAt0QlvO1nAHS/aJ8j6hmPo6m/DaMsghv096C20oiETREMxQqCkyVgKWyNEqECzteBBqEhlqgQQyfsRzfgRz4TQlWvEUKUDU41juDF4Hbdu3MLozQkMyyz82QjBJ2zTMaXunWDjd/NY/eIVTl7sIF6Mwv9ODP60B4mlE8yd7iCl+fMIJmV18FX9laLIdLS9ElWJZM7UnsmgjOU502H7aA9Lh6vYOdm1SRiCWxWE0xG4+lhSjTLct5vQeKcTTXe7ESegNd/uRvPdIcTf7Ufj+90IvRuH+xop3QAz/dCN/JNz7D04wKv7y/jq8QPMJlexnjnAhcDOX0FaLI+gp8kFym6CHQFYMx/nKRx5gViYBR2d6q2GCHrj42OIXosjuZrE4lOCXmkH2ZDzfInAWPITFOgumG+BzjYMk+n19wRxvJfGK4He/h7ChA4TYhOGWonP6Ku/m4Yf+UNkGSpwedHMSWqRx08QZD4Gg2EyKQILQTHPBPUGmceaLIMgWPUGUOFzaqSouPl8Ywemp6+w8Ari+VEB/58nm/j8u8d48nIBz18t4enjWbx88BLbs+sWv76xLnSRDa0s7WKBQKKOuBpPWmHhSapJQkAwizdi4PoV3L1zDX8zEsDt7gj6YmTXBC93KI4jT4C6T7POH7YqlBLD2dXdg3cIvL1kq7d7Qnh/2EOT1IXLLI/SFS9OEuc4OzihKZhBLnuBciSORloPM30a595ki92cUV5zTBNNulBNp1A4SCC/fYbMwR4yx4coXZyjQmaqufYqoUYE2jtwZXoYfzcWxnW6TZKwP369i/WFHZTOL1AMutEzPYLeS33MN+UXCQ+/M9TfTHO/F92tbnzxfIsgScZ7dMRCioBO3VSDUHNHO6YnezHQ14DNvTyePXyCxPoK3HmNECnQ6iJdJtipX6qP+au98EckSGghEkAUNFPZJSdgon5YPZ7uSRf0HOUioMYKftPYIa+rT56sjvogBF4xDHPAjdYc5cWAU6D7hj/CLY+/oavWeqsPSSHpsZmtMhkEPnbTKkIFfDrVlMtmcwvolPj0zLy18Dgf0P+6sxuvNz3Lq68v8dh5yHnfTqQGZJhlx9RRr+0cwU8tVOelPA5oGiX3E8juFXCaOLI+fOpkG73UjM7hPgy0X8Jobz8zbhA9fd3o6+9HT1cvelgSdza1oSPagt54B3qbOtAWo0J2DWJycAy3pq7i2tQ0hWQKV1gyTsxMYfDWKNrudiAyQrOQJfDO422sfLaItQdrWLy/gM2VJWS20miKEnim2xBiqXz0dA+PDldw4dXkoTQt3gA9mXwa9VLPVKfegWnO+GqdTmt15LUSzdiMK08msouNF1tI7Jwis3uI5OEhMifncBdoxiuDA3y/kWgTp0JG+YEg/WW2ZFny7s1vY/fBBta+nMfc0xU8ezKHhc01JPwZHAeSIHlAliCn8bXaawGiEsOaLWeRK8vALVuhw3Lf5laM0LxUlcGQqx2jI1oCsgXJlQQWHy1hw3uKcpRiTZArqIsI9+q2oTq9QHubmbdiegI9Mb3znS1ncDr9LxcLtCbUK0Cz7gpwFQdaEDS7CjL5rNqErJkmo0ZAVSt+htFFhY2i0tppra8uL0GZsmLmpVpmBXpUDPUV9HR0Y2BkBFe7ncVsfj27i8UvP8f+1haOyYhSBKfCSYLfLyHS1YL+8T5MEIjmVk7xbJ0gkkvxmwRoKh41hua/H67uTly9NoYf3BlGB5N+j+x+/FIcvX1taGkfQIRs0d0Up8mqtVpLyNM8b+zQtF5N6CXbkxV+tFfE+soBCsyIPgJbpRjE5tEFUhcpFC8ucEyz1u+PoSESxtQlTXAcJ5CrA7yXJm7aJtNlpIkbVHCmtVTKFloiMQk2xtDa0YRbVy7h7ekefDIVhhYv+829faytHGFH69rSqmoiuN2R2T/ajIGedsRiDBhl6mpPIz4a7cA+0+/TRxvYXN6nmZAiw2LRTPkk7KKttxs3RtvR0R3D3FYWs/e+RXpLq+pRAHNpA++yaCvBz636W4GgqJsElH5oZUNVn9WXj5Ts/zlQaVNhWB8F5WAU98xbjc8V4JlfcsIovk8fHH/kB/d1sBFO2ZBCb6z9Vwojy0wTkCoTT1MMqe7I6m5rH9eH1VfHIlQDPF3TXTnnQ3XI0vPO3tleIxw3Htupc1d2ugDACaC9+drJ5LYpgxhwga6ZTgwfgmUc5/axfr5kU9MUV1NwL7N02yjxFtnQENnoSIhMJ4z4dDN6JrswNNiLsbEhXB4fwfWpK7g2No2ro9O4feNdmhlTmLg1ge6bvWi/24m297oQu9sO3xBRQdtaFRefHmPrH1axf38fqzQh5g92cUoTMEKzoKutH939Q2Re7cjuJ7HxcA3zmT3kQkynoNo+GTZ1AmPG2uI6PBTje+0Yb1uEWErFDC0xM8thKjTvkQBg313GZv4YK6fr2N7Yx9HSAc5fHOL88RGS98nWHp4gd+8M2W+OcfEl73+zja37m1gmo5mb3cBTlr6rF9s49vGZ5gJOaEJrnGyukkeqkOY+x7wvMn0JdKUcQY4AJP0OsnwmgIn9BKl4oWCQrMWD/nIrJsfHEZxuQmaF5vizdSzktp2+fQQH67aiBg3uL5h8wbZWXLp11UDvhKbYy1mCnur0ilnKkUwlmo61Sm4d+/gNzZqCDH1K561Qc+SJpj4RMa9ZTALNiF15F4M//RsyUR8y6lQsS4SA5CETc4XIyLyU0VAepcZGNAwN4DoBSfPAzZIZHb18orYDhpDMhddcZDxVT5FhbcSlsRGME/RebhXwbCsFJMi2WZioQ7kUsxIIovnmbfztW8P48FIE/0TZ+8dXO1hIBtHd5MN4uxvjrS6EurpQZOGabepElsoebG9CIRjCH9cL+IdXBXwzd4JHWxc4IYubaaG1QgBbcTXgMMnihnhWPEsiycLt0N+MVsb7Wrcbl3toUTR3w8OCutLeA1cD5b2BIMzC3BVvRai3D22XtbBRF35xtRM/HY3gzkAAD2lS/5ZM/+W85uZbpp1OISQAT4614GdX+FwHMBnzWMfortYgxqM+TLfF8F+2NHXWHrIbLKSYRyylWAZRZ8moh65M4gOCXqTJjy8Zl+VvvoArxQI5V4TGLbtJUAR4FQJfOce8Vh6rmoBO4GOjNoghNUAwDHjN9gwEnWMxNx4wp/gk8xgs3MD8dTMfZHkKQ/mA86zkhE54pPesCwydGJ6RM4Gev33gV6CSqU8SQn74IjQTaFpIEW2IkBolCHTqHa2JDp1+NPRV4WS66QM6dmDqe6etvq9HytmcY4urAV3tmAev9/wvhZd5pfjoCqPAhGZQ+EFVbIrGZqoFnFEwDo5PsLqzia39Xexv7+OMJVl5O4voSQDh8wgVKIJAcwTBphhCFOpAD81QUnL/YAN8NDcCHVoDhArtCcGXJlhuM7GeppD49gjrXy1i4f4sFubI7viNUypXKlmEj4ykk0Aw2tmD/lsjGKL5izY3Dh5v0Vx6ieX8DjIerW8hxkRAEbtT+BUnxlnxE9g7gO9ksMxcp9WRh15VmssRJANSTIJIIWdTTO2nzrBKRVw62cDcySpmD2im7S3TreHZ6RpenW9i4WIXq6kD7BbOcObJIk3WeeEioIXcyBKo0wQzTU2aoq2uBYc0jX1JnahYyleDBFsCAZPc0l19IjWsTo1EWgFrBB2YHBlFbKYZuZUUNp6sYiGziSJBRoslWZ2exc/lMD2atyO3rjmgt5dxQG9nG341ZEgYBXx0Ynf6WSd4kz9HUDUgXRNTKs28DU0ohprRTnP1hz/+CB/ODFL+g1inHOQ1VJHpp7VBtIK+WiSDgRjy0SZr0LnFfK/QZH65XcTey1lUi5I0tQ6q071qiVyUk3YMDA3jGkFr47DAdGQREGAhJNOZT1VcRL9YBG+9O40fXKVJmAH+maD/7VePcLK8gdNcGUmCsyvaiLG+IEY6m9DR6LfO2umyB6sbBB71m1yYw7HkKXGMDMPfGW7A9RF1oQrjlGm8T9MT2XPkUxc4PT5HimmTdMcQafZgpB8YbfcRBBsw0RbENIHwxmATbg814m1aOx9PduPjmQYMdYeRYjp8uZbBH5/vYvbVBk6oH2owdEd8GL4yil9e7sLdET/ubQLPTiirMS/6O8Lo64rR5Aa+fHqIxZfLqJwxbVlIajISFwHYRbN58uoUPiElPma58Onzeew9+A5+sk+fDTfLMf+0dg2fN6Ynk5tsWXX/Vrhxb+RJTjIgADSRc5xhg4DLccIB9QZgycuwR+GORU1OlGc2Lb1kh8+xXOI3qjbRiMki5cswy+TMqUrxhLqHfqVpxm3AbwNNmJa42cv1efXcRQWGTgxPAqif0Ekh42ZheyOwttXv2X8J1ptb7VzvSDF0XH+RewNb/gQMMpP0oA3jqkeel9xm/4jiyg+W7mQk55S+4+NTHG0f4nB+D+dLJzh6tofM0hky66fYX97C+doRLjbPcL5Bt3mK5GYCJwtHSC1z/3wPiafHOH64azMJr3+1jK2HZFaL29inWXlOap8jG1L4ov4o+nvjuDozhitv3UTLDwYohVSI784wSxPyyfIcDt1kXx5qBIE5y8y2lcQYdmWe9g7gKaOUEYq7/gsodJ2ZpZkBKDDKKM30W1LJSQAp0pTK+ctIBWiW+rI4cyVxUjnHEVnnkTuHA18GB94UTrwZpAMEMwJmzldExp1HmuZyJUYFDNE8IhhnCYLidXmatFUt6kPzNkNBTWaTyMo0UaFHZzKQpxmaJXejUo/7ejBxaRRRmre55QusP3ZGZOQJelp4XbNFG6jTXbDEDr4JevtZA70EQS+gzrZ6nizIBJ979cPzaeC5WjRUjybBlSkjFsySPV/xoPvdH+MHP/oAH98dwjs9BKtgHCWCzO7pOYp7hyYvMkODoUYKfohy5EOMLOutgTi88Shmd8vYWVozOfIHaBqrEOV3lQPueAv6Bgdxq9PLNPAg1taCgYEe9AwMIN7bCy0A1NffgY+v9WGyP4z7lJmvnlDhX83jYkd1gFvYuCjhNBuGl4XESGcAl7tDaO9upwXVjL1jMu3NbXiTR8xjggA/feH3I44sBjraMNAFHBaasJkuIL+7bvP4ZZIprB8lsHaWQTLtYeHjQwPfG+10Y4R+X+4n+A3EMNUfxXhPCK0kQsU08GI5jU/njvD53D7TfBvpgzOUM2nqDfNwZgR3pgbxi5kwzhLA//vRDp/bwm7CRWvlgnLgxjoL+NWFYyw/mzMPtVyjgwEexPt7cOXqBN4Z9GKRevTViwWkXs3Bk88jQJBzCfREVwV2ZHw2plqyTiyxAQqSeeEI813OCjft6az6TCCl+/yaMTbqh9XfqfucppNnQaFFrmw8dlGWgvU1YJ5Si3jJiAOfl16ZZmlvThZMU8+v9LArQo+aKAA0bbX4TkV1KfkSE72GkDWhcHzQwfeBen2NzqGj3Ou8ft8Onb0eUr2QQKy+KRn1ru21MdT6mS3vnDqX+VN5rHnKfKRNmh1YIyvUbUFgEgrHWJC4CTBlnJbOsZnbw9rBLtZZou5tb2CHArmzssVSdgO788zg+U3sLpAhLm5ic2UTSytrWN7exOoRgS97gIPKGZLKPKJUM82p7nAnhrt7cHm6E/0/HEbnz8jublDCWNIVv0hj9rvnuPf0gZmSfBNpCnKmQj5FxdVCKBr4rjosZ4lKmXPOOFNb9Jilb4VAVBEwEYjUp0l1meogq70YroaF2QI+dE5dmEwN3mM6leiKBNeiq8D48zkBkI/nmgXX6usIcl6CZ4SMgwy0SNDM5dMEhSLxjOCnGW8JeHnGVwKqsZgSIKW3mLXSl7lmfQpHCXrTlycRuUrQW73AypMVLJb3bRiaWqA1k4czIoMKTXnQeNKRm1fRT4U8PsjghZjeFkGPyuGYOQ64Kc/9NF38tCVLLHCVz6r3caveytdIcG7C4Ic/xa2PPsAv7vZguBFY3ihjZMCLBgLbsbcJZxmaoMdHBMIQiw0PAb4R/oFRdPT0YqojiHBLDIsHF9jUrCMC5FiI4Exwp9NkCiWe913qx1RLCBOtXtzp8OOtrgje7m7C9ZYm9PY2orXRjQ+HurCVc+PT+UM8/fxzsg3lWZ7yCCR3DnBycoaNgovgVUGbx4vLnT5oboSVozxO908Q1vqyiKDij+DS5AR+PjmAyR43/mWX5uSTNWy9IvUiy6v6VbLzxYs08kdnODk4xexpEs/P83h5UsVSIoD5hJsMv4wnx1V8vZHDN0sFfPYygfsLJ5id28YxC25PlvpUZl6GQ+h5awrvzvTifxiLYINq/k/Pj/F8YQeHWnRoZQdHBwUsHxexlfVghUCW3N20AsylRiUVEDQtp68N4r1rA+iNu/D5t8t4+N1LlI5OEKRsusgIq2WxPNXjOSatqIzVOqoQZX5L+6XXAj+BkW6Jz1l/O+6Jj3ZNIzLE+B3SQ3lkgWp1gXzRxgSnMjb5iTCK//gKfwI7fUEWlL1HGVL4DZuYBr5GZ40MIaPRTlJTm2qKpboAT4EVeJk38kf/dE2ujkbcdNX29QNtfO+vbeZXzf2FD9zpmjoiqmHHqZbkZdmGdi7QU187OY8NQ3MVKoj5ImjMBXCj4zIzogsh2mdaqT3i1mgJJiOVoUizIZvMIZ1MI0MhSl9kkDnPIndBUGDJWi1Urc9ewE1mQNOoORJDW0erLVjUf60fI+/RjH1rCI3v9SLE0pWohtzjMzz9/XM8ePQE3716iOWTTSTc9NelldByBJUCCgIvsRgBHIFJJbz29foNDe+xYwEf97ZoMp3mD7Tned96tdOpg6w9Z07X1ERCJsm96uUM8NT9hYoiANRPw8ky1SwZJ8OjhYvUF08AR6alGkfNWqIxtppJpaBv0C9Lc2ZmPQs1E7QWDfKUvRj3E0AmLhvoZVfIBp6u4mlyGdWYj/5rVIYAjyUzXUrAQgYjpifQOz2oMb3tGuhJ0CWslCVNAKnhjiUzeyS+zGs/zSxfFMXmHkz96Id4/6M7+ORGt7q+4atX53jIwivgb8H4QBCRQAvD7MFe1oUc2UAXwevW3Wn88O4Ezb0+MqMmhgdYOnFjf3XT5ibUFOyFbMomd6gUcvBEQwhF+c2LIFa3stih8u9RLs7hhT/uRag9hOHhZkR8bnz1Mo0vvltAcnWW8EqG6qel5A2z4HIjS9Z84fOhpakBb7eGUfIHcG85ifsPniOzvWsFSZFhnJoYxL+6MYTLw14s7AH/8mAFL8kcy+csSZkmgeYYAv2dJEvUUZrj2cwFkqe0YvaOsEurZWd1D+vL21hZXMXK0gbdJja2DrG+uYeT3WMUC0Q15oNk2xNwMX9y8LY04nJvG2aafDSjS3j4ch5zG6cEVoJsLmd9RQ+YPwf7e0gd76Kqxgia5qo2EHz5hwbw0bVLeP9yHDSq8N2jOevD50unKR+yhogfYncCPcqwnAmSCjZiyp/iQg1b7D+PudORgZxd56el+pQjXqxdIC4RgDUQoJhxGsNkMRhW1fzTvu6BYVLN6a4n1NLrtN7KlGHpA3rEYp9AUjJk1nTtum8BtQNtjuf1reafbQ4o1rbvH/mT7c3n/+IR3nCu1SLNEwGfwE7H1uGYAlOfNUPjYWPuMII0RSYjffj51Ht465130N/cgdG2AbQ2tKMl3oZoMIpYtAHhSMTmAwzHwnQRhEJR6xYQ16rtzQS49nYMks2NdvdjcmQEM7c1W8lldHzQa33zXO0+JBIJFB+d4uyzDbz6/TM8XZzFq7M17BVPcE7AS1OwsjQ3NfWOGLG6YBC6qNxiM2JeDlBpz9wyZ3UPul9jfmbyCfAIcsxl7nVPYEiWp/GwYn102hPu6JtYHv/TOeClmkSCOe+nZWKTweVY+qYzCeSoODma61oMVqy46mUQfCxn1QKovdg981umvKYD0/RaSnfN3ecj0/sL0CPTWyrvIUOzSazWhqD9N0Dv5CCHV3MEva0t+Am0BnhMG2WuFnFnRtssuiqlNdip4I6h3NaHiZ//Erfeu4r3b9LUJGv941Ia//B8B98SRLwemnSxOO4OUyYIfHuhDvSNDuD9D2/ivbcv4e5ABN2eLE6SJTzfKpNtZbC3sIASmZRaF4tKCyl2gWyNx/vHCTxeOMC3L7fxZP0U3+3t4snuPhU8hbOkG6mUF+cs8L55sIq57+aZPacMqQrjAIGJ8Wb8q3E/Ovt78cG1KXxEE/TRThn/y6NlHM4umu6qFaV75jLevz6CfzMQwPYF8IcXa3j1fBfJ/SM+QNlhWsy8dQMj1y4jFmoldnkpA2kyfDKbZBbVBHP+LI3U4RHSh2dIn5wjR5NUk3WqE7HqUVyhKpo7mhBrbiNZPOa1JLLUb81m0hZtwtSQD4WcCwtnFWQPDwiOWgwpD3eRPDmTZNokoKmfvOUg5YI5RSbed20aP7syjBEWAr9fypDlPUZ2bRE+Wh6aC1Hy6KEfWlvaGqcESMpnWjiSddNjxtDZKGem8IIj54buKY0Yfds0gYXqiSkSjj/qK5ij7GiUhywnfYfX61glp/O6f9rZZjdJlsIEPSEwU8o8Ut2NeoVb/zw+bf3zDHX5Zg2h9a5CLoAzkKv5/RfbnyD695t92zl0tpo/bwKmvmitN7WnDfZk7jDQzHonTAK9gget3kbESMWnJy9j6ocz8P0fWxF5vwUNNzsRn2hCw6Uwuia60DnRgc4x7i91Y2B8CANjQ2gd7qLw9aHrag+63+pDz/uD6KPp2vzLHoQ+bIbreggIMrV3yF7un2Lv8xVsfv4S3355H1/PPcKzswUclGjOFI9w5iOLpEJqCci8QIegZp2OCV4CKAGewE6MzZie6vRIZ8XWeMRzsRsHBBwwkEDQqZ5DYMhr+mlpyjLBjeJE33RMMaNgaB47dTsxuOP3NB2UwE7TdqlltqJwFVIsKB1TLJk9t2cUDq0eppbaCpVRJoT6ZKphRS11FXWu9Tqduj1FNyZDA7g8No7IDYLe8gWWHi5iw3Nqrbe2RoaAi356gn6mh7qsqPW2xvQOs2beJra3rIVPcVL8VY+hpUQlV3myhGCgkX41otw6iJs/+zF+9N40fv52O9ML+IdZN7749BGW//g5sD6H41IOxx4/WuMtuELGNBL24JPhFrw9FrbxwPfWXfjt/Ck+n93Gt98+xebjZ8gcqU9bwloVQfNeFe6ajsqt9SI0SiFxwP0O8geryGwu4GxhkSbnChniIZZpLq7vn2JrcQOpzQ0CSQlBsVTGWQUViSaqre34YGYCd8bUbw/45+828PTlJsqJE7iYzsHmOAamLmNsqAETnYBmVN/dSmEl5UY6yzD5XRi8Polf3BrF/208hNHWBnR2tQDxOMqhBhRZWJcDUjEVDQRZzdlHcIKW76QJ625sQFt/H65d7sftq6MItsZweEwQI6FT15NzfiMbieN6ZxQ98RhN2SIZ3hEK52R7lKAq5UVmqmaLtlFNnjCyqRS6x0fw7ltX8dZE1FZ2+93TRby6/y1CiUOyL4Ktql7o3ARml1XhOJaDM/zMKeSFJdLq19Vjtc1ac3VHf6bf1HmlJdPLLae7GmpGgiamZ4BKP2UWqyqsPmWdHMXJrjmd3gWihijmv8evqaX4kICvPt+VGJ5T16IA8lwISuG1TQHVxTcCq0O79OfbG4+8uTmffmP7ay/zmiDvtVNfJP6cMbMCPSWIF9FKCI2U7NFoD65/dAM9P5siTS/hdPmYJm4EnoYAQt2NCA80ItrfjMbBVjQPdaBppA2Noy1onWpH80QLmobiiPY1IKh6TQqw+lokVg6xd38LR493sMYS/fFXjzE/O4+FtXnspI6R9OaRCZNJuWgeBcs496ruzAG2HIVGQ9GyPHYm31QJyAwhQAlknL3Bm1Kb8X0jXXVsiadsUjwtC/k8r/KeVUXYuzrnPwZX7KJIlqa6P9UDlqh8quPTtwvGDAsoaU0KMTuGS/PiyYyWKxJkeIV+8ns+Z6SNahMEdEp1ekfFYgHD//6KFxNBsuBxgt51B/SWHy9jNreFStRrTI9GNE0I9ZmrIkm/xPTqoHdSN293BHoFgh7Dw5g4XRRU5aPweRjmELydQ7j240/wyQ/v4p2rDTglu/ri4Qk+uzePtcdPEaDyuhmv9NkpCoEglcONSLgZk2ROlZAXTzcK+MODXdxn+O599xIbL14gubWNvCarpUIGCO5VKqc60WpqMo1Isnn4pAv01yNHxuVMFkrlp+1+cXKG85MT7B/uW2fgGNmx2Let5J9XfSvjwDRsuzqJX14fx1tkUr9dyOCBFlna3Key8lnGsZDN4yKr510seNwYGwygp60RXnW6pnz4QyH84OYo3h6nRcIsDgnvOnxMwyYMdnSjv68PWYJbimZwMcl8DVMHpsYwMTGAqd44QamXaTaEt8abMNnjQ9AfQuI8j32yQ9ryZoI3kP31k0FNDAVx5mnE6VmKQEbBz2WIBWSaDIdmKVJJYx2iO9tx9cY0fnKtH9E48PWrHdz/7j4u1pYRKGQIOlovh+8VSJpYoKkhw+qulSg157QNOKBnMu782bEBnbCGYRNI2aY95ULMT/ikllqbb/E1eH7vn+N4bOqjveO5+WRCbQcs0KOtNG8dkNNPFWnOaAE9oQftSQcpawFxTJ+6b86jtcM/3ZxX/2LTs3/y/F992eIqlTNn00Bx7yX4OqCn8PjQUAkjlgvgJ1PvYuLH0/CPxHD+D6fY/vt1XHxziOSLNLKLNDU3yHC2WIIekMmeUYJPmRmnVNBjus0Ccnym8rKAzP1zHP9hD3ufrmH783Ws31/B8stlvFqZx/LxOjaKe9j2nyKlhgEqhJmNBLuUhwDoE9zJNCXosZQU4KXJvjQilarANKsBHsHPGZZmsOWkpbY/SRjFz8O0taYEnvKG7jH3rTtIzVnLI12ZCiyzUkxIDRt1BuXUCYplEnjJOjVNlM08TOdmqalhYA7sqrGCoMlPFCmoAk1VH6iFLKyxoG6f1Z96ix6CXp8DetcEeklryJjLE0xsSn8WmRpwT98ItUwnj7XeXrr5l0zPJ7Dg9xV/j0xrvpMvMG9cIQSGpnHj53+Hn743iesjEeTTWfyXp6f47LtZHNz/Gjg/gp9xsimjKNDnhyygyl6yoDhBP4b/ZSWFfyKzek4WevByDuUdMrJ8korHODMtA9IimkUCP40y0OzDAjyZUkUPQUetgnqEoCDI1/RjYTIpH9msW8MmqdDInBPE0sjnU2TDjEPZz+MqGgd6MPbxLfxyrMW6tPy/nh1i7vk8qgyjjf1kFP0F8qlUEftE8t1yyL430hbE9W6meSCESLQV/8MUmS4///+br+DReoLh8+FysIjpFi86m914nPRga2UXNDAI8m5cmezHz2734+dDTXi7g4VTmxvBFFlozoOxNop83of5NGWAMnX36g3cGOjGlYEgAhEaMmSax7kK1nYO4DpioUDZqKggqmoFPyVBBX03r+PurRn8pM+D5yfAr1+tYuWr38JDxmzj8stpvkfTWDMOWQMg87dep0cnpueAniPKtvHASNXrvYNw2tlDOtWOjM2ZAp46JJnhT1v9sb9wlAnnmP/5qJ6u3/P4Y600bynuOpNX5peDlnZJZ3aRmWqBoXDKn3qo3niuvn+9OZ7Vtu/v6uj1mR04z31Pdx0nkBXUGejxv5wm9fQgylI5DE3YHsu5camlG++8+yE67o6geJjD/B9nWbo/xPPjBczvLmBuYxaLW6tYWFnC/OIiFud57dUsZl+8wovnL/Di5XO8ePUMj2ef4MH8IzxefYqX+3NYOFnBRmoHu3marhWCp7doUy5pXVdNlpklmGQJZDlmBLPXuoSoOaDuCjzXvMNlmpUaiqahXY4py/gx3vWYKmMcOm9HteNahrIQkn4qmXRPQOT0NrfU4J7Oq35pMkeVUgI8CgaFzBZJJ3ipX1a9ULN56gwQZRoT4PgRsUODPj5LykL/BYE0cSnsHiqnj5qnqbbC3hBlwI8pmrfXpqcRmGxCajWJJYKedU72K0347bAfBbJOTauVoL/+Wp3eAEHvjExv9tUyzrSAjFq06dRI4vcHUOax1v4I+GPWD2/k7m28R6bSSKX89sUqni4dY/FfPocrSwAgeGvmZDXYaEiUBjnlTjUEi6bucQLPv7yP3QePUDzepbIQ8Bkvr4bXMd6S3RLluMQ00gzHxk5UX2p5o1QmuDNMbh/TlU5dooiUKNBvl/oWEixLmg1F+evKIsD816JFKigq0QjG3nkL7703hbFm4NUimenmOS5oCpPawU/w0FIBVYbFxfdLBMzE4REO0mUcFXzobG/AlcEgxlvVHxD4/YskvnjyCgsseNe2TzBPK6a3qZkADHy+lcAB01H1kZWgH5ODbfjwUhPOKDyfESS/3nPh05VjbGVKGOsIoaEliDzT+HZ3GL+42YN3J1n+U7A+my3gm8ebmHs0i9weLSQ+o2FjzvT4LloQPsTGBvHJrRH85K02td/hm6eb+PL3X6G0vU0Ap9yQ3WkOPRWkWjtDhYLq9ASemopKoGXVBxJ903PuTahrxybkkmuTcl0xZ48KwCo8tr5evGeAph91RMd69fUbtc1O6jecZxygZLwCDW2/0oHjtNUCIacnuRkT4dfND6tQVOBqAZR7450/2ZwQO8e2OU+Y33bEzSJdf0bB+t6vOuDpvzMRKPdUci/ZnSb8VNfEppQXb0/cxKU7M4j1NuLw4TaeffcUa8c7OPOqBTWFVOkCB+cnOEme4ThxjEOaJftH+2aiHJxS4M4OsHe2h3M+lygnQRGlS9E0y+DCnSZbydoMJFk1ULjV745gRzBLV3lO9iQA1NTqOT4n2FPrqRoI1JAgs7ZUZ1eMm7qfmOLVY2pp7Dj7WXrWrvCf9vX6CAf2+V99E3VMpuvxaJU3nis/LCkJOmWndLU+cNxTo/ktgRq/Wfs27zBcLjNplb/OfZbEfF6AqnTWXDV+UkdfmWlPdsCU530yPXVZGb+MIJlIevXCQG+R5m3eT/2jz+WAx7qsqJ9l2uNBqEuzrFw10EsQ9DT29nSHDEXVKty0NoI2G79NIXYTZE/Pz+FubkLYE0dXV9AWRkpnA8iQUZwdbpM4FBDUe0ygYoH+8E/LDl4cn2BvYxPnu7vwknV4yTgCGlFC889m1GXKVag87nDY6oBKBFnqOMHfh5JfY3f5nCeIYjjC8yDz0oMyAa5Mxfaa4pIRWkKrq7K+yzRTHTh10UWGW4lF0XNpGC3dfbjUTpO0OYyLSgzFYhmn+weo0AzkP0en/D4CBP3kt8I0NT3hKHYOkraS2UAHgWuBDG9hiwXzHHL7ZzjNUIZo8r87FENTAPiUoHe4soqqZidubMDkUCve6g1j7tyN373YxqcP17C6usXCx41GFkRdnUHE/V7cGqdZ2wHQ0sdvvlvDt89X8fzRAtKbe/CoXp8FgHi/VhBMMb/98Ua89fFdfHy1Hz1kmX+Yy+Crz+9hj4TBl83a1PqqJlC9qCZD0HASdUi2+jfKoBieuqk4XVVMSC2/tUm+9c/BGjuwvX72lBiWzmqvac7K+uY8VdvsPW56joe2s1f5r7Z/3WXF/xr0/myzZ/V07dg+6DznmLrfA5/erwfKHq5vteedTdede98fcXvj8e83iaZATwzPjLsa6KleyY0QzRg/lRA0ncbKffjB1Q/R+YNRBMo+bH76Al/PPiRoUf1YWpdpdpbJ0Eqa9ojAZY0MHjI2DbSnWZrVnqaqdTHhcVoddnXMUjjL67qWE8OTo195e4fXed+eocsTCHWvyOfVwCAz1gbsEwgFddbwwL2gR3lmzqJZTwnHGeDJ1X8CAP2qdZBTejt7A38qqswuQhTTR2lEwZIGC0xUShvo8btmUjvfNMfMsrCodNVmmedsBolWleBFkICqWUzUjUePqCe+u+TGuLeboDeO0HTcQG/l6aoDelRENWDkGRiZ2rSNra4t1NmOoeszGOgm06N5q7G3p9sEPYZPa/j6qfzqK6hw+Rn/CMOcJ3s5OTxGqqGToNiGmRYPutrCBD1gXcztNIPQBRkWqarfK7bLeHvJEqlo4USa5p7L+iqqQ63mrFNdcNXbCG9ZLf5MkwjBLdQIX+cYIiNXEBydQmhyEs3T19EwPg1//xD8bd3wRFpYyPA5xjuooVRKQRZihHME8kyjUhj5oNsab2xxaRasJ+dn2FQBUYiivzmE6VYtYUpWRVC92DtgGOiXPwJ36xAio5MYfOsGZXgAo10NeHTosZlT9mnyPls6wtPvXtikApqbzuULoH3oMt4f9Ku/L/54fIrzIpM53IhSYwyXOqO43R/DyrkXL+YYjtU1gGFJJU5w3tyCwdY43u/24pDv/MvzC/yXe0d48eQFDpYWUTo/RZBpZIv2B5wCOkug9wyN4q0P3sJPrw1gYjiA+0sp/PrRCRbufQXf2ZbVh6q/qVrBPbIobLowBo75IJPWCl0VpvSxPg/em5vJu5GouixyXz+uPWoyqQNdfuN16Yj95/v195wv8Pi1eVR75o37Hh9Br4aptsmj73/Oe/VNxw7wOVfrz9jGgzcDr8cUSYtU7cP17U/Ovr+sF3ha/0nNHaV3lFo8Q4pOQav6EPIGSKe9uNFwGbenbqH1/U4UN9NY+vwlHm69sFY7VeIXbbBVFumKWB+PyM4yGnpFcNOA/ozYmn4CO4KhplcyEDMgI1fTCl/cG8MT09O7fCdfG80g4DOjlvsSr8nQVb2eNWcwEZwJQylEqr+zROc1S5w/i7r9FFv9p+MjTswJagR47TXbs6a90mzPWsZSLM/DdFC6a80P9au0vn0EE0GsiS6/byBLIVDOmYXAvTnLFx7xT0evHUHPvqg9X9A8fVqrWOnvY4Ez4e3B1NgEwjM10CPTWynuoUSgEcPLKhX4XZn86osWbG0h6E1jqC9EtuM0ZJzu7dN/KoRTukGzAsuUN3kRa+M3NcPK4cE+igLPxk5M93nR0tiMC18c56c5JBIpRihjrYWKhPWFlOluOuAiO9MoFjEMP7IZ3vc0wdXWjvhwPwbHR3FlagwfXhvDxzOD+HiqD59cGcL7o514ayiOdwY78NalHlwd7MZwbyvaettRbW9GuqEJyQLNcpq6AlJ1Fi+WM0x7gm81xPzx2EI46aMDXOQZEH8LBsiw+tpjBAgPDnktQ4Y6eHkYb18ZxcdX+vGTazG83e9GXwuwee7H/NwKjveSWH35Eud725rlnaVJBlUWJvHhXnxwKYZWd8bqtq90NOKWFvRpacDlJi/3QSxkvHi+fITkxgbTmIVvlnJJ/QlG4tjPevGbBwt48mIVS88WcEGLRyYpOQHlhrIjE51AVpAF0T+Md+5O45O7Y5jo9eD5LvD14yU8+t2nKO9ukhWmzTJQ63e14NRzWv88A0KBHmVeTE+AZ3LGc+5N9vRf8vemq0mg7uno9aYXnH+2ff84n7UT3q05A0CzYOoPau9UyTknBD3V6TmHtc0ectwbh+bqm3S2prf2T7yhHhLtdE//apecB52v2la/ZNv3l3no3KkzSDFKB/TkHMDzUdltOndXEGEK2bW2y3jr1h34poNYf7iBlW/nsHi+iXKQikeFKKkVlS5ndWwaA1syoMuR8WlmEetSQieQs2sGYfzpmjmCX+1ZAzsBXO1ng/TJ7Byn1lk1XZBVvgY8gQwzgKzPGi4YO/13Mtyi/Dr69e44Ajz78bwGeYIaAp4zz5+WCbQp7pkOtlQl2VdVY2MrVZuD8HUlL5VdSW5mlJOsulrbO2BMTOMmAauBjXObr6qQkeM1+mnp7pWxS/Cj4hrojf8p6M2m1lAKMyw0n6pBMhGatjLuL5gOnqYGG5FxqT+Mk70cQW+J4LdPVsfveghOBtJkpfy4vi9x8hBkbS44FhY7J8c4oKkZKgYwPhhFE/2r+tts2FkqQTPWR/Chqaq2B6W5ut/IJLW5ChmOcpmFA0Gze3IGUzenbQjW27fG8d7NDtyZjFGhA+hv9KKN4NIRBrqjHvRGveiOe23i07HJOC5d7UakbxzRrh509A+SYZZxcHLI3M4jQnNe/UXdpHuqJ5RpqD4oJ/sp5EINFqGxriYMNjfgpMpvjQ7g7duT+OHNJtwcYOGVrWJtYRmt7UQ95snW1jmePVlE9mCHDI9gTSZlC18R/PuvXcZMTwSdMR+GuyIY64lhqDeKmQEyve4o/EGyvATw6OUWsjSnnfo0srZkDkVflMCVwJOXKzhbXjdWKnnxeyhjBD4t+KNuT6pmaBwaxtWPP8BPb/VjaohgvJ/D549X8envvkR5+SU0LZiZr2LSBWf0hZtmu9MpmYyPeSe/rfGiJmOqK9Zm+WwEyUqnWqY7cm/n2gQizuPcXh/Y5kiq449k2PZ8T67O+py6W94wa4bO7juHBD0xvb++1Z756xt9qNcP6aG6h84J/yvQOqsH5g2fXj+q7fvL3JwTm+1U79B5zJxjpoh601z1ep1KZm+JQupqwo2JKUy/dxOIArNfzGH2yTwVLcdSnQDkPnfSjt5my7zGUkyAlKsI6FTnJmbgdBRWnRvLOLtv7My5ahAm7qaWSOdtKacYlIBM/duornas91ii6pxxUOwd0CPbt3sOsDjhqaUH/5xU4mbXlIM8pNMU2Q7c09Ak4PneYHg6FtsNV3xoKPkQ5z5oXQuo6Cpd5Ye818csbNrXvsVjXuFPQqErdHbj+81mlhbUMs2dVjACIIHP2AxBT+btn4Peq4s1FIIEOoJtkUDjmLc+ZGiW+VqbMXLrKob73gA9LQzkI4sUiyMzUD7YBJAMp+JZKPOrgTDz3mf1aanjMxTbe+ANtuCX7W6kaB66ujqws7WNnLp+SCY0XI1OE4966SrBENDQiMjYJIZuX8cP3xnDjydb8bORKE09Wn4kiA/2gN8vpfHZeg73VrP4YuUcX61d4N5OBk8P8thI0yRlHhAHcbcNuE5U7IxF4O3ugqunE/s5Fqf7J4xDnqw75ygd090jOSnRCE6mkI40oiHWhjGalldbYnivN4I7vW7sUlB+twj8+vkeVpJFxGiCjsWB/dMiXm0eAzRL1WXElfdRdukCEYTbe3F4UcXTvSweHbvx9KyCV4ky3/dgmcR3Lk3QPAF2VtTH8IjhEAumpJeqSJ2c4GieHzw4pl4BQQI2ibtNZOEjMJYI3prYoW3mCn70/nX8dLID1wZdWGZQ/qfn25j/4xe4ePYMJPTQQui5i1Njm6o+sFZwOmYW4616QeYlZdHG2lLaKPmOo2Ba9yTJu45rIKVjk0PtX2+OYDrP1ogQfdEj9risF76uEwNQ+uUsH6BrznVtvFu74PyvNWQ4N968qa32zuutflrDMwf06PScU8/nPFN/zyKi6/zplXqdoK4pYHbNnrW3dGD36h44zIdKTwDwktU468x6EGJpGSuF0OV2pjgaoTBrgZuXD19gbnORZqtjeqplT1meo+LnyMZU3ySws2Nr+XOYn/NciYzQ+JvTsVfnPC5SGQ0c+Z45gqN+6gun63UgNAAkmPLITKw/jaNjZipWlgL6Z1F00sYysra3PNSewKbGAw+V36aFpxmrVdfIuxAph9BRaMKYrx/XWi5jrPUS+qOdaKmGEcqoMY+AHyDY8DsCQTOtnZDUAM8JDz2rfU07+287h1cLbMX2uCebVI891aNqpmkxvWmCXmi6Cak1rZGxguXCLgr+KnIUfLVmM9iULjevBa1zskBvqDdE9lPA04UtJA4OWeISSRi3fEEV5wQKAlxVc2lpjJnfTz+YDr4g97xOkOvt6yIra0d32ItVxvObF3M4Wlsk0y0wrPRKfogd5snyyZCqsRDar07h47ev4kc3xvHWVIgC78ESlfjLhyv45vEivn30Ai+ez2L55QJWXsxifXYemwSG1YVFrC0tYmt1BTtru1hfP8TRBdPR34iuPh8GBhrR3tqNNprL6XIQ5xcaKUGT13JRBZ0WCCKgZNM4S7DwZVqE2voR73bhKOPCvdk9fHp/C49oLs4z/dL5CuJNrbja5kPOHcVGImPdeqpirARHjxpJ1ICWOGJ4NrG2somNpTWsLa9hdWkdK7MrWJzjfnkH57tnyB8dI396xrAwzASgilrGtVgPZdPqeDU8jeBEHsgM14SjMQQ6mzF2/TL+5s51vDPTjo42F55vlPHHb57h4Vf3cPbyBULqEcB4lvm+Cq0qzW71ydMUUg7YOXV4Gj2kBpE64KmwNfCqMa86iOnYkT0+xcccKXUuaa/b+mc7bfa4/ON9e0Z+On6pWsbqvfWz5+zIckSvOE/XWm/r4GTuzzdd0q3aobM5YCcVEpsw4KuF0EzSWoTMX4ZMEdXTel6eGNDxnr3CC4aFerb+ju6bX1Q6OgM7irQdcx8ueG3dil5/By5fnUD/9UFgAXjy5AFeHS86gMfsJNEGDVwanTJfa4Cnc4EcwU5ma4FmbR38bBiXWl0FaHSa5t0Ar/Yr6T73dfZnhiwF0WBPGe3EkGfiUZZKzhETx9JIcVXUmADOmRNf/az+kjeN7DDzNCecmFVYpryfYOYKIFLlsSeEeKkB77ffwb+6+lP87OoneO/2R7gzegUTzT3o8TYhkUzi1FOAp1CxEl1ArbAoHIqH1fM5IXE2pbntdahw8PvmHKCT2axW3IC15/rI9AR6ashoQpqsaPXJKhbzWg2NDE9+09wUw9XMxikVXFqy8PY1DPWEcLRH0COAJBMJ6pobWTKQKhHS6xFcqB8cKbsvZtOb+SN+uAh2FTKlnkmyjyvDuDsVx2qyik8fzeP+1w9Q2V8jKNe6RTBHqrkCAiU3yp0tGHz3Fmbofj7TjevNLqyv5vHPL07wP2sm4AcPsPhqFmeLq8jv7qF0eACPKvOTCfhk9iVOkTncR3J3C8c721ja3MV3e+fYT5eQK/jRSqyY6A1iqLsV2UAXsmRkZ4kkyqk001yMl4STwBugdeEm2BzSobsf69kYfvN4Gf/04BWWXqzibIXm+ZF6GJTRTKY3QtM9ShYqNre3tWv1cV6ClM3lVyKNO9tHnt8pJi5QOSbDPEownOd0CaT3T3Gxe4wE2W8hQcDTyIUyJY15p0YujWRSHRwxjjhIqS2xsPGHEIq3om/6GqbuTuP9t6fwr8aDTFPq03oCv2PefvvZt/AszZFxUptkylIPTMoJcmJ8ZtKqwGfhQ58pRqpHpbnLZyRawrk6HjhdUyjtulFz+kkav5dK50zy6Mikc/gXm13U285/VWc4kMdzvS7s0U/eGet0fH/N9P63Nsfj//ZmLK6m2KY4Cmltcz6taDi+OIGp+adIMxHqJq3TQVH3Zdoys+QYFUIej/Wfx/kqgc+PoVAvrty9gvbLneT1Odx/8QBrZ1sGQgZQBmD1Ojc6ZrTD4ghUuu886VSAM7O+3/O6WJ1+tWu1M/5kBKu0FJDUWFPtJ8BzklVZr2MnE3XndSbXYm5xVRxrThlTBz1lnkfrdxBgokECgI8MpewDjRs0JYL4cOA2fnL3I0z/zW34fkZWNMA0GQuh8VoPOtCEXKqCXdk4Xi/SGt9qM61I0MXw9HmGSODEb+ncCWPtH8/t+2SV9RZz7VW3p3pEL5neuKcLk2PjCGvs7VoKK89WsZCnORVU661abp0GDTlV2vvamg30Bgl6BztZzG9pqq68dYkoqsK7oxNlTQNFWNWC6Taci+xeA6yy+TSqTVGMvfcWfnFzACFarP95roR7X36G7OJzRoqA7A5YvzkxbZmAeZqSd3/0U3x8Ywb/p8kGFmjA50vAFy/W8d2X32L/wX2UT46AtFoard8twZ3AS78kt14Nw/P7mO5e3mZBUaAyp8liji6wP/cSh/uH2C/H6G8E3WRmbw2FSU6bcBhpxtnyCuOgTt9a87WMcDiGfK5oZm6ecd5bWMbit9+hsLSCSuqCaS7ZoJyqkzML3nhvF0Z7yOzTbqwnCjg5S8Bb1nrF6kjNfKvQtGY+0eh3+n0yyzTjtjJTOujMHcdjxkX9DVXn5innmKeUAV6xrjl5frchBvQMYHhmGndmxmnKduOnN9tovgOPEsBnNLm//OIpXvzxD6gc7KKaSdEvxksNEwRLsUSNLlFdHtGO31P3FIIo9UXrYAjbHJ2mdDMv5WR+mm6bsP3p5lz6Kze4mRWpn/Z/4WoapVdN6XhgacETuZqZ/Xrjvf8u0HsdQOfAbvDztq+Dn27p0AmVnJMAdskiT0m0a3Q6ryWIs8k3gYGMWymgnJRPoMfjYhWRYgAT0WFMvjWN+GgLis9TeDT/BBsX22Z6qm+cQM/MUAqhBlqRzxmDK/Dc6vB4bHDGvdXL6adjhlIdds1JuHTvzWN7Tv8FZ05ctemKtvq5ZNGJo3Nej59d/jOneCrjjCkzluqH2BBooDlCEHCHEa6E0Ex2e6vlKn7+4Y8w8YNJgoUH+1/Q1PnDCnIbp2iKxeGfaIGHMn2+foGD5D4BiBDvppDah1TByzjU8sf66Om7vKfb2gyKBXZMazE+gZ7MXDsWENL8HHMT9EbHbMKBTK3LygLNW83GLNBTo6WBHvdZgp6/lQzmzlXrsnIo0Ns8QprmoIY052jNDs9M4eqNm+ju7UW0KYaK300ADSJL01fA3TM1SQZyE1ME97k14A+P1rD98imZR5pmv2ZlIXvhc5pCvNpIVvnhB/jg2gQ+uBJCgeTo999t49N7r/Do2/vI7O7AI4WluUfMMMDzUjGsHxnzSlUTYqiqL7JZX+iv1nOW5Knbio/goZbn9YMECtanzYuOxkZ09ESInBGkGeaTzQ3Kqjoei+nwTS8B1O21dZxPNrdYEmTI2Hlda4kU8tbiW6IZrGqBUHc3RttpOjPdlrNVHNJErZJ5aibpKlmx1u61ejrKcIF+a00QWz6Q4YTmmmNYtXB3heclm7Jf3YZovobDcMdi8DVGMXp1HJenx3Hn+gw+uDmO2zPNuNRHE53R+eLlDr7UkMsHz7D84hXKZ8fw5piIeWd8sjphq6W2ynBrOJuNTCHgaSp4Aast9ETn6LQDdgZ+dI4uaF9ndsKI7/Xne82R9tcpEq99/wA3e8txfFfszRgcv2nTS8nx2Ap4u65nHR9rKiDQa//vAj3Hq9pWv8HN8do5MqdI1iJMKWL++KGp0XXNRnUoIahoetZ+DJVTk+cov9MVg04U3c7dNsVNYymMmcg4hu+OoWkkjsyDBB4tPMVWdofKVmN5YnH8idnlZL4K+GogqPv1OjrxvTqYOYP56dSKpWsCO53bXd0TS6qngfPT9hdpos3QRHGrZSDPX1Nu/XSuH1/UfcVQZl7AE0CILCLoDhH6guR3UcSyQUw3DuMX136OmQ+voXAth9Pf7eDon7ax/O0yiotp9FXicH0QQzVLc/5VDhsHcyiqg7biYqFwQFpoLOBTvZuuKwwO5XPCY5UItSoFNWbUKhec1mP+6nV6mnAgreniXxJ4XSfIaDU0AoU1ZtCu1hCuHBWyDnr9XRqGVsLTxW2c7OzAW0hZ3ds4FfDHd2Zwebwbg5NjaJyZQHx6Cr7BYbiGJjFKMPzpSCMBBXjwYgcvv3qI/MEhggwveaXFS4t8l1k4DF+dwbWPbuCX4zSTSeT+/ctjfPnNE6w/foxAmuxXuU2FUD2lT3VlTA6rUlD07a6Tx1ryUssKVopkour7qDQTWyEwafbG8ukBdrePkMjxxQZ+t7URN1sD2PE34pCmbnp93aTYGuIIQDZwv6B5ClV3yfwgeOQJFFJK8ngrWCp0ucZm+tVGgGeB5mnEPgH2fGMPrgK/w7wpqs9p9YKOzC/cBk9nF/zDg2gdHUHzpWGEu7sQ7upCqLMV0e44oiOjaJiYRvPlSYzcnMGNtwh0V0bwg5FO/KQvYnMSMpj4fKOMX79k4fB4AWtf3MPp0jyqqWOCmdNK6zego8vTnBXDU9jVgKGO1gI8srw64BnoaVyz0kvxrwGfszIZ84xxNrLAvfNz0t6kTzqhqPKeXXVuvN4M5HjRHL/DhHSeZX6pXti5Z0++/glLXnvBg78APX3Q+bCcg8zm9KopsD1gzno4q0R8/bzjBGi2t3d13xkbWtHUQZpJg3vN5qGxfQqv6Ho9bnWnLzGJmIB8356R8gkWSNqZkLFiGJOBUQy9M4pGKkT+wQUeLT7GVn7P6RhcAzgJh9P1xAE9sTtjeron0JOrgZ4BmwGdQELC7xw7GcO9odOfZlT9+K9ulga1Y271Slw5J614yJed1KUSUih8VF5rnfWEESDLC1WCiBZD6EMcPx17C2M/nkD4BoHtD2maHo/w4Ol32M8cUEGBlvZuNLzdahMubH6xgvnzNZy5syj4FA8xVcoG99aNhnvVvykQ9XyrOwFcvR5VfQPrHaAFempssC4rEwQ9MoTkcgIrz1cJesfI+mliMtM0/Myml6LLEsT9ar2tMb2TgwJerOzinCaijaSgSXiVTO4X401oagGam4Gb3T680x/Enc5GvN3fgOnmKoZagniwVcW3j2ZxvPiCIEClZ+kjBStRNrTgYGh0GJ989A4Brx05msG/ebCD+18/xOZ3jw3gKiWaqyS9XrIoDVzXZuOXGU6lh7rYSAYsT6WQYg00UdXZW5NhllWH5aMMUn5tUelKHkd7mzbsKxiOo6+7AW2RKBloCasnLFxpmpJjoUrmaksfEui08BIhmoU4DVQW4KSnZIEBFII00cnMkg1RtEdCGOtsQJwW6MHBBdbO8raGrAE8C2+xOX9nN8ZvTOHjW5fw85lOfDzdg7uDcdwZasK7o214f7QD7/bF8YNL7XTN+MVkBB8N+3Gn32Pr3qb46bUU8PXSIT57soxvvvqWhcnvkV18Bu/pKYEtQ3zPknBcwMtjt/KK4PYa8Az0CHhV7s2sFdg5BYIaL9Sabiy0Lv9Mo/pmoKf0lfLXNomioYtE0q7wwG5//4yz6bx+zQE5O+dLzEnnsjad15xdrjs+q+9we32ltv/rTp94DYJCblF0Ou3rTlPNG5VlKW9KLsc/zYcl0LN+XKTcVYFfUHScJYK851YXNOtrZiguJ2mVgDpOoaj/FHiNndSB6jI0HlmtZranX+r/5cw0QsBj5mj1J2fvHFvnZbv31536XMnZeFnmhhieXC05/ndtbz5m8TNXj6PuivEqDSggZHgeT5BxoqO6CGg0AiWYBSa6hjAzMYnWO13Aag77v9/CMoX1IndBkAR6x/vg66GW0JvkoVOZXiwyx9SNw01fBFwURDsmENkiOgRZJ/9UClMReezVdRZIciqt/9Q5ea88FTg66eCIne7X31OeOo6Fm/Kdr1hUa4lhx5JTAqiroQXN8TgiVKr5hRR+/Yc1PHx4gI3FDPy0nLobPBgfbkIuCOyfp7G4vIp84ogZTBpHiLKxl0wzT1Mrrt25iUuDnejSWN2XKTxY3MK6hkoxfQPMOOmYJk5w5QgcPKG1Ci1vmSHbzwUI0mRs1UYWKLGoDScra8YTMtU84ywG6HJRbsh2ivmCmat+jQDxl7H6xdf45vE87q+WMdUJ3BjtxeCNO3A3NPItDXtTy6viTVlW3RwLXRvnzHvecCMyDL+rqQn9MzQ5xzoRD9O8Jzj3kIX1DfYj0EVPmT+S7SpN5WhPP9794H387Q/fxs/eu4SPrnWSGQYxOhDAxBDJwCCtgiG6iSYM9wTMH1emjNPtC8y/OMa9r9fxL3+cxX/47df4D//wO/zTf/x7rH31Jarb6/CdH8FHmfKSxalDtNi4t5gm6MkR/LSYE0FQLM+GhYjlMS5WCNR01JlUw8nwupxIRpTvttd15y7/O5udM09MmmyvTU/X36mfaXPe1van19/c3nzrTSc1a+r4lQTXcZSCN53zjG3ObQZTLE6Ax/umAHTOMmxyeqj2nK7rGo/VL01LAmrthLp9b7ClyKmLgZW6/BiBy5nHz7xhacg9L9ux6pQovPSBQOBFOOfDlaYxDNzoRKynDamHCbzcXcNa+pCqwO8x4VWHV2d2BbfTwUTMTdecjOGPH6hH843o/ummeFkonP/OkbO9yXL1nBP3N5wekrbRd3um9hVrsGFsXK4AgYpK648gEIgh5I0h4onRoCXTo4KGCFbd1TjevnEXVz9+2wahr/76Fda/XcLRRZI++HG3expjH02j/ef9FFRg4w/rmH/6CpvZA1SjHmSorOIXWreiTNosV+8wXQ+vAloHPg8VXZ2D1SdSQGljfaXk6kZTdvrpybwNX22meUsm8nwdC6V9FCJUVma5RlBUIwG4YiHkImEEezrQd2UCQ2R6pwdFPFvbRfLkDB6yp8bxYVyb7sOd9go+2ynj//vNOl6un+LJzgXu0z0+KuL+QRmz517Mzi3j4OkTBAg6LqunFHi5kaNcdIyNmYl89XIIK4fH+OzZGp5+dh/IaAYQ8g8+V3alaF6Wbe0KMbYCwxkaGkTPtUkM372B8bfv4sqH79m+/fIUogOXUI138D2a6xcJYz5aL8Rdpl8EMo3YKbvFetw4yJaQbm7HeEsYff0xbJdCON/dQPLohNLawMJc9Xsl5pdAgZLoY2EaicPV3oeWm2/j7js38OG1Ify7K814e6TZpOT+AbBwWsBxKovc+h4xnjowOoq37lzHz+6M4KMuF44vgN+vAf9MM/4Pcwl8s1rEt9tkcHRfbhTxxdoFvlw7w6fzW/h0dgN/fL6Iue+eY+G7R9h8/hyZTb6sBhWCmM26o7pDFvQCNI9aY8l03TRpfQU+o6nJ6NRgYV1TTNOYF0xTKaqmzBKDE8Brogar0+NTaow0MFSHZQ2RZIH/vV44Oi+9oCg6m5S+pifa3mSEtv3pbfrl6JlT/NK9fr/+EO/qsh1VtUZGx190TnZuytU907/aMfd1r15v9oA23av77oCdbYqNvU81515J4LA4RpiJoIn+ND24Ibwc/ZCzuhY+KicDy0CPCahuFNFiEAOhbvRc7UfzaCeqszm8Wl/ARnKXyeiYphr4L5YmkFM9nsJmM4zwvmUSf+a5bfW41r/4/eaAl3PHzmt7bX/6JLe/uPDm9sZNHhJiyOr8ZEeEcdV9eQMIuvwIEAi9NHk0EiJMk+zdpmncevsWmt9uQ/VBGhv3ljG7umJp1tXZiZG3L6P7BxPWQXv3Hzfx4tErPN9bwpkvjXxI40Q0RE5pQuUl2Fl9pkCP8XeA2NmcehfGU8LKb6uAsUYMCykLGzIzT+X7zskRKmhqJYnV52tYLOzZ1FKafKFEQJFpq3Vv0zLZW+IYnCHoaWqp/QKerxL0jk6t/rJrfBDXL/ejL1jG16vnePFqE5nFeZzt7eBoawP7Kys4WF/D4fo6Tta3UTg8ojhZhYTwjtnIcLa3Y+zWNfztjX74yQj/6cURHn7+ADma0B5TUMaRcuPxOy2zeSp2Id6Kibdu4Z3bY/jp7Qn8YGYIb11qwlRfCOM9QVtp7PZgOya74wjGGwhQMZxdqJUyQ9M6hUBR4y54TnmNVsgGc0xjxrmlOY5OmuWNzMO9xDm2VteZdk41iiZ4oFLQ/A8hSOY+wjx9/70b+MWVIbx7K4buPj8uqj58t5HDp883ycieYOnJLI4W1m0mlWrAheF37+Jvb1/C1T5NjkrAuz+Hb7/+BvPfPMTu3BI25xax9XIWW2S4mhBg5+kz7Dx/hr1nz3C2sID06irSTNdiMkFQI9AVaMKWcjwmyJXJ1syppbhUq7eTSat7WoeCOiSw055xouJSfkRYnM1ITO3YCJH0TDoukOPe1oYxP5h3NV0XQgqj9J69W/fgzU36V3f61Y6dl77/pnPuHP7FVntc6OeAqzzgh19jgHkop2PH1aFOgZWTwtTdm9f1rHll545i2ROKvOphVHKoT5WcKkmVGHrmzZjLcXPetLd5rX7sJJJ675+X08ioroHpGyCz0KBsWhtkhfYG/XU8I7d0GJlz+U/3xrmd55xjXfyzjddqT7x+979ne/Ndiw43VQnIpPSKYRnLohLTaV1RdUT2ln0Y6xhCF9lSmmbb7sIWTpaPkCVwRWh+jY5eQse7w4D6dn2zivn7z/Fi9hXO/AVrTU3JHLGAqxByovfXo+mEjtnBfLPD/9XNHqn7w382a23N2ep1vFYvtJz/zpE9r03hCQbRQjaouqtkxYeLpPqhHcNLBQ9enMN/cozy9hbyy8s4n32JrKYFkUzRhJdpWiaglqhcje2tGBodwEA702e7gIcrCSTIjBr4TfV19FIuSsUUGStNWSqdu7UJV374sQ2k/+XHl/HuZZqWBMvAURXJ1QucLB3Dl8hgkOn90ZU4fvmjq/jgh+8TpN4FwgGrl/NU8mSMYkEVBPgNdyqN49nnuPdyG3snwJUGFwbHRoGBfhYABVQIuEWCfIGFXMkThjvShqErU/jwg378ZNyHILHk+WIK//6zdfxPX77Af/7jAzz/9gkyG7sIJi+gNXnbx/owcakPU4PA+moS/8ujJXx67zE2njxCaXMTXhYUbrLL6sYSqitz8K8vw7O6APfyHAJbqwgdbCOSOEa4kkOwmifgMU00LbxcieBHEBT4adYUOdXfmSMIOmu2MB5VAj0tJrE8ubreM1uYN86xNtWBVviudWeR47kaRWxmY7Jex5E112TEkY6/vtXv2zNvPFg/dOS5TpXqSPXmpit1R7kU+hog1R9X6K0erRYwnht4mRN9rTne017TEdmCQhZZuhpjc/wXQNE/fUMRptNCHrlUCgXuKwRBTfdj3+c7TnDpLIZ1NLcTu2zfYAz1lGaXPSmdI53M0YQhE2wNIxTxwZcvI0DhKirR9brernmrzSklnOM/35x7jtn+58f/vZsTZglFTSD+xDnh02bfsMt6TsJQpXB60R5tQaS/DZGeFhR2TnGyf4a9/SPEXEF0t7aho68TgYkIissF7Hy9hSdrj5AIJmz2GHpKf9RY5OShnD7ifJ7prbipSKixObuucNacpbVJlON0X+G0t2ppIuakTfmolk45rfpWoglaluO55snTvHl632H9RCyazaGWVsSDHgIfAZt2cTKRBLKaCipMf0N8lMyXrMhNVlXWmLE0lZNyp7GoCjsNFRRphg/0duDKUIwFAc3B9X0cLq1YnztPwYP/f3v/1SRZkqUJYp+5cXPOWbgH5zQzInlmZWWx5tM9pEcwA8Fid1ZkBfsv+gl4wgNe8IAXCBbAzix2Vqa3p7uri1cl5yQyMjj18HAWzqm5EXd831FVs2vm5kEqs6pzZueYH7/K9ehR1e8evURvutDCSVtAIrWJJJdsic52HP/Rd/Dnzwzjn5/OGNj8+4/z+L/+fAr/tx9/hv/7T8i/+AL/5599iv/LL6/i31/bxFAO+PNzPfiz14/j7Hd+AHTtx0aOOovHkGU9+Y0Nrj44Z+YXMDY+h9v3VpDmmO7r76Mle9y+HpZoabVrfLEckZRjd3NxEvmlReoBuL6whv/p3TH8v398Ge/+w69x/1e/Am5eR3NTllZpCfnEBtNtoru/Dc93Z+wmxPvTqxi7cRX5m7fRtlIwUFzf0jJ1mf2zxh5ao5E2y+MyUkltv1+kUcBytpaxWVzEJudOWd/b0POEPG5v8eTI5Tv08LGAT3dpyQJBPZqiTwxoX0ZOZMrP+a6bKn7+B/OH/2yumVEii5CWou3Aovy6/qfrmNKTxpbOrjyGk3+UZJ7op0toYoU0JA0ljkNjjStdZvOXzyrhNezHuga/AViFCW7ebQ3S0XPVPA1hSusmc5XZLvePfetYjTOE96hv3+DgZNDrQwJElRUAj7I54tHmmvc60KVRTdZdR+1uu1BexeoMJ8oME/Sm0NbFZUWKk0T1MkjX7VSAJqkFiCsluvpqqJLmtyGWFXpc1YkZGhRu18uo9MBhKWlSSF8RUqi2K9dL7b25NrQOcKJw4pVurWNyYsL00kSQ6Ng7iK4LPO0z+/1Lt3Hn6m2s5gk0PH3qXqSdidlf4YFVO1p/aZA6cnWTfbuVs3Iyq4Cl8pDV374f5LZxrvLk1nVZst0VFfswxbs7dS7I1U+P/Ok0ettzaE3RQlsuYGmRk5YTQyc0vTJIybksZJDXpR58FejJkk8RzPU8Yay9HQPdbdjfBtyZBW4/eIji9EOCLkFAEy5RMuDYTmax0pTBIS7LXzhxBC+f68DcAvC3b93Az37xFt765S/w9s9+iq9+8Uvc/tVbuMqw3/zdz/B3f/0T/PUvr2ORRuhLh/rx8ivPY+TsORQzbQTZJArJpG1TpccztGXUzI1reDB+D/M8CQz2ZXFoZC+au0ZZf4tdxtDNHd042lrfxNTkAhYoQ3trhsCwjYeX76I0tYzmzYSu6CK/uQ7ddDNzKNuGjs4uDHEozLCdd5lu7vZNJKkY3SlFiWOGq57tzTxiBOEm5tUNh21/42F7k+CWX8UWWc83NnlOFHgisZsUKw7o9CA2y0BBTKAiy9LTWHJLWY0djQnWpfFlbu8PY4UdXblMxXD3/q36XLd12Bzfn2HOM5N3+bFhvioprZtQnEv6+TnlYxrQbuGOKEOoRBwRnEcJaQJ7t7FPa8WGbIHMzX9ecIcBPEoJHKz2vADZvskh60+zQOFWLtNEZPUleFYss7AsTboiWd9XnS+tYHV6yd67RT8HT28HOji41Ddu7y4pWyqQkliSuFKaq8Gxo1pfHT0y0kdJm6rQTk6uY+xhYy1haX3a8jUwJ4ndDJJ+jKUrN76dv2jf9Rxs7kCilYFpzpdxnr9XVrCVLKMj24Hs3l7gGOu6TtC7eN02RC1zOVzgkkugqe26pQz1pYEV9e0AjXn4zw0wkQVUOJzg3DUc9Y/rowq4WV47WBl2cgvHwHYLnWkFcrakkRxMz5/koBLYrlZ0NGvLKoLeUh7zsvRIer7PNi3gXNY1SF2L1AlMdwf1aIRuRGg3Z3vmsa0V/TzZDbKQMS4rJ+dXkFyjhUIw0h52G4l1NGVSHHZxpEYP4/SJk3h1b4veucdvvpjC339wC7c/+RD5O1+iuTCP5vwSOtZX0To3hxitqDvvf4z/9a1r+PUXE2glIJ851o1zF84g3TdqDyMX2Y6NNM01AngmzjXy7CQmx+/izkYR3S3AcDMtvGw/xyw70FSndvBHgFxeLWN+fgtcCaPXvtbfZO9Oxyl4UyxHMOMcaeJynOME2xmk9TqiHkFit66vFBFfWuayPW+WnzZeTTF5nCfKJBMkaVjompxYN4wckBHACGbJPC3T/Dp5DckNMo8JgmHcrDsWrjuzsvY4BuwNC80j9p31MfvPsSgMAocZjtTDcrt0iq/mIctvTGXQ77AmlGNB5qwhzaXwE0h4djLov3M9mpTHuTQ9bWAamzCMM2YKmu4KFlnRqkhxLsgQW8wxSit9m4X5BklyDmwNUvkFbGqk7uUE5XEsm1WgCaKBbCCrgsNpwIgl0a1lqi/V4ErnF13TmuWAnp+dB6Y5WYaB0f0HsCexF8ntuH2dKkMZNKFUXGiXgVBoR0VxjqLpzB0N824TIkLyOqBzN+yVKKTVYE0R7FJNCbspYZt+VjgFPeef5QRu5jhLc4mSW99CamOLS3TOp0IK7es5DKEbPXuJ6By3W9MFWwLq05IdLTl0DWeBDo7nG1OYm17A/NY6VrdWKVOJg5+SUe86ExPCaAhwWUjWg7mma+pGH7wxZj845oKRUSmxJg+tpSQnQZruTInMYzZPnRID41pKREiPjtj1PFZr11RZ3pb8tOibVJasEaNte/0MWXJbEoMdnbZiurO0ToOdvZVpoWg5WiYcTetcGnNU2WNDW1wlaAKybPtYDcsvE0ybu7rQP9BjFs84TbfphUW2aR2ZTBOaCapNPAnqckcTEwzt3YfTh/dikFW/eXURv/z0cyze/twmuZZHej+7TBArsS0avRkCZ2pzE2uXP8fnH3yCn03EsK8dON3bjMHTp4BmohrT6zk+7UGnu7u6tjxBRL21yZUHu2cgy7brMRgu2+NcnqepvxR1X9rOY25xgQZViWMgjtbWNiRyafatrNMiQX8TOcqdpU70bRJN8sSabihk0Sz1ZTJoSnVy7CWIOavUK625bfX9GvW3SjBcYn8wjLxV0Dc8uOSlxadHTuK6eUGAa8qz3Xo2ZrPEIzuV4dtcHptlqOWsX8qqzyrvtXK+xjhmzbIUy2/MQRPGFtNXwEykg4Itih6lsaMimLfCVXIrCsdKUyGbXPwn1hjUCUHGgzHl81wluQ2ZrE+FJZWRqygDuhoSKFhMxR31i0xYyuTYNSI0RhPLzvBks75Yvrt65EuxPHQwXstpPVenrK5NLFlAwqMEDSwRdSbRg8baTWVqfhpjD8awTYOvv78fR/Yd4SCmTKzPAJm1cciz0xybdWBudqK1V+xJdfNgHHFHqcbvE5hMUra1TO2jJcef6rW7zuJtgp5c/lUu3QXVWwG69pSkvDpLN3ECaIcQrsc4OGNIbyXRHKP1QADXgNneKKPAM7hAIMVObkozkH/ltQJKtAq1Zf0WEUdAJ3BQe9zAcxwGljvTsj6yfQeDMjh2/gStBgM2DmqBZ7zEExbdsrDktrI9eRW4E4mO/B/C3AmNR53cQrg6Vy5aNj29PejpSIK4gDP9zfjn3zuDH/3x83jju+dw7uVTGHn2CNJD/Uj29mMrwSWkSpfc9uAfHbREUrlmAlxKNxmxvE6rR0s7jg0NcWkiplezdHc8mcYgwbGdJ4m55U3cn13E+IMpJFaXaDU6INd1VJGklaZUl5bT28vzuHn9Jj4dX8A6z68HejqR6u4iQGcM4KUzrSL0saXi2hpWllcxvpI3EdvS7OMMrTzp3C7rsG8L1KGufdIC0/VJbbip5xzT7W0o5hK2Q852sknDmERTQWt8nnxWWe48jbAOLnH7mnMEyVbTgc4a+vSiNgDQTtHlUt65yfqAeZm8ZWGUSTsbE6BNFlmAZN1cdA9h080Vgn0Jzax8yqb2aw6z37VTi8abLCH1rR15COzGWfRIktO8bENwVzjikdv79duNLMYPIZfKedRflQgR54fmpCvRxZufXAE9RyqJVXq2kDBINeACourny66nkNeYSrHncnQ0BWkgqQ6X2f4rnflcXndN0aO8kgr4PEtghdmDwpzgWr5Nrk3j/uIUlsdXkenOoWekk4Oig53i3viwa2hcSui9XQM+hmvS2CclZTGEyp+CTDfiKNErSDeIY9myRgRseqbLAI5hSYKdOFHmkaw0Dnw1kakfTj537ZMnAA5C1aBPMibYBg22PJctm5zdql+gl+SSSok2uXSxEwv1o5/p1MsnHcvCFls9nu31PurBcQC94Hd60lEX1TTpbOIxjZVaKZ+so3eK/OHRpESpLFrTzVxxbaKF7frL0QT+T8/34t+82ov/4x8fxj//JwTAf/YyXvzLf4Ijr38PyY5+Wn2yaiiDTl4autRTLpcj9qTtK2RrBJw8OZDu8G9neIIk4MXSrehrS6OZhuU9Ll/nHs6hPDXrbnwRhNJFWmACeE1q3yC1MehxbWkJd8bHkF8BBnvTyHUTPQmodpKgNBrSWpYLQEr5AlbWaXExn+TLal8/lqc+1ZbyMdaV3mAQga9I67AY45o2xZVJTxe2u2kV0oqP0TIu0JIp8Whzhjp6uLKC8QKtbRrEfVxSt/S0QU+ma+w40GKNmm/GdBOw3GUl1unD7aYj/fo0o7uEIWAjcJpFxTHEo04YTMS2M73Az/KoDrKOUglFsrGmum0MKFDkdSYv+8k9gC9uTEHHUeY/H+vIirL/jizNI8ilV50cI5o7nh3wKVRtVSESXhNPP00eoRr/rIDgJhvaEYAqaVSQF1bsTF2G8ihTtyqgS+eomp7/jF0+uV0enac17QVyZsaSqUMDQf30GEK5nMdEfgZXp2/bFkfgGbDrcBeODh9CZiPFjrapbgDqdgOWzeWP9Ff231IdT0ihDSa2dGc1EJi0ZI3pDQoCWixJ5lHWHUEuvcVJomsy5RSyPOqunN6q1bIlSRnMWiBr8AZrS27pW2BvFgjbLl3opoAeaSnRbXdQlVdLMg1MeUw2dxRR677cbcqkh2A0SVUnl94EtrSxZBTHLcxe+bOj3rTVs3nMIV1SAPW5tZ2D346qyv7RGmSfuGupnituKZh52QY5TU5aPIszS/iby0v4f361iX97M4Z/mEvgcrwd+d4sDhzowp+fHcD/7plOHOYyWJ+W1JiwH+sr6MIWi8nR0tMNZG0tb9cKZZUwvlTikphhKeqlmC8i19xG8EmYDtcYt7LM8bJOq1DtoCxmjeqkYyddnXzdCbiiS5azvriMuZV1xIlhvVyG67VBvXHiU3hy41zv7qp77HEkCSiP1MB/Za5W1zJFriq5vKSxlShlcCBVwBsHMvjjf/Iczr32LAbPPYO2sxcQ338AhV4idXcnHtKSvb+uSwWy9JJo6eZamzoPl4rsGyk2dsS6XCGw4+qBwBdYXywLQFcFPMd6q0JgJ6aUBg6CCik6dKWNeemE+rGjhathGqdiuhT2hGQq2YUqcVaP63frD/O6SkytxgI26VkX2vRkJKWXu4kjXicOWvtNqQyPKcGXb5Ank9+T3L49zm1hPsCzAz6LIftQL6QPsjSWbBdS/Y6VR0PbZdUEl0961nUpm/RMqNenShzQCSLFWnIDn92+hIfXZng2BAZODuHMvhMYSPXQmkoyvd7OEDBxEvNnVpiO3i0AbUShvTvIh1Nrpmjb84/y2NfDqFy9p6oXyAL4aYMobbyZJGu56phpCYgCPFsCe+BLsFKxvW/M8lXPui1PODNYb4rLqUwyZSC+ymWMrCSFp7NZWn3szHCdLapsFmLDgLp0T/5JEzxSdrcpKGUJTJmcXGqDtCTI0yYDbqt4O2HYDRhXvr3N4U+AAiOFusEY5UBeJvafXaeZn8WdD9/DT3/6Hv5ff/Me/r9//xH+3Y8/wF//4lP8h5/cxt//5Dpu3FjDEFenzVu0hDSbrBb3szbaCVB1uhOAwF/hWjIKBPXITGyVyzlaXgJJez1SxAlrumM+y0Nyd6HFAjrHtfKzf9j2BPWsm7ACSl+xjRVJYhNewM969H1mDVzbuICstF4Ddm3VnmIg6G1uFrG8ncLJYy1m4f7pH5zGn/3RBfzFn76CP/n+y/jRD17C9//kOzhx/iw2WJFu+HB1ii6CXrqZ6EtQVb3qVwM/ga0AXHXqcTDVIya42fcsBGoGeM4tqy7clXXMeONqmBuJkt9xuANvbDEiakDtN9eTU8hTTxamOHKoywLMTbnkFWkciJlDlz8qLBDUs64B8Dhv9EnPBIGPMS63Fcm8laOVw3++U+U2NK2Qpaxr+OPJZH8MVS1EV77dcWSPhlenBIQ2freLyCc2cX9+Ave+uIP1+yuIHWzGqb1HcWHfGVpXujDMjtIyhBPcgC4w/XaNz7dLTWxEJq70IXfQAyu3d1M5YezjzWKqUtd8dbazmgh4KWOChiw/goqz/Bgn5nLRwI75NGgFRHb0rBOA6lzhcq2wwYnLunPNObRmc2bFzNPKnZt5aECf7ulGJ1lbIMk6qYAfSSKrdQKFUI/Az44Gbvp5kJN8cutIK8+2kqLfsaBc7VVZ0hvrYOFWrnQij+qjW3Ib+z40ru/4bT0TNg0sTqFp4j42r1/DzLuf4eqP38Vbf/srXLozizkuf2UVxdNc2OpOhU1O6oVjwKwntlM3M0ThAW+NV9300PVhcCmYWCmiiSeNzfUVLG1os0saTWla2816DCgL2ocoUTHuYWeWTvkbEidMG62tZm1vTwxeKnJZyrp18rBtqNh+7cln119piul9X81N7dSiZa21n3IriZ0Mm3JIbK7i3vQU/u2Xy/j3nwM/v06cWgQOZQC9UfjfnUjgv3+5G98724f29iSKAsjVLd2ERUcHT4ACvRRXNCqaIhqbm2Ne7RewEfDco2JuSSu37XenNL5vbKTp2TsN4Ao7XTuW29Zd3h2lEE9W5b8ncrODRz+upNcqczTq5hVZ75jrxGDM8aJLXpyjzK45YuDmBrPrQnH0V6VwJnTmf5Xds31eifbnBdJP4ZZOaaL5QlyVLZvcoXz76cg6+NO7tNqRYpODZ43H+WQBn0x/ghs3rxIlgLYXhrD/xF4cTw4ju05bq8yFJBWhHTn0ERQ2leysrBRHe3pLVo/AQOcIndk4WKxORxoe7FH+aaKbsphfACC/EkhmWlMqM55iegEEwY5ncAFI21YKLStxDC714MT6CE4uD+HQ2hD61trQWkyhbbsZrU3NyNnykMOH5WpjhrVkCQ+LKyjOcRCqmtFt5FqzJtlCcR5L42zsJCNOptGxrxMdnEhbpQ0UyLowrjvEmsla2svSTBFBsqyvuZBBWyGL9q0MsqUk+J86yCG7RTnKLWiLtaBZW1oRsDvYjs5iAi1FpmPeTDljkzZYe1KS1w77P/SdPDrK6qKNzvW6vaPq1UWoolzU1yZBn8Ck58B0c0bGyTb7YmN5g2C/gVVmyTF9jjpNUD/SvT17aWOWlZAX8qtY1V0MjulMcyv1x3YTZDIlTu78OnFPj17QOlpdsHeVtW9ob0caffoIT1sLNllvmfLZDSBaciY++1Ibc0rPumXoW5WsAACX/0lEQVRWIIi29XVgb2+z7b2pBwbWlmcJqhsyGonKBFtOMC2jdNlLe/B1UP9ahhbYznJhiYn0iVCphGXKUmLC0vQ8Pv/lW/ib//n/Zy/9//ivf4Z/9x8/wv/n55fxP7x5E+/cnMMaFVYuxpB/yL6m1brG9mxyeDY303LJpO0dVym8du64NrglrCy66DwS+fnMf87PowIsv2O72cUgS6eylNLPV3WuuxnmgLOazjPJ/J5CsAOkKovM7Zzu6BOrGu/0FAIDcxxwwBjOyrAJTL+dmMn2jW6dhHiMbhiiocOKBXiSwrPc5OivvhkOsARgVRCzcAGVOjVILZLTp4mmrXIdKa9mgJXl2B6YZr4yf3qXdlPgx8lQ5JlunZbA9fUbuHjpC+S/4gA7Bpx48SReGX0W3VvtSHOyhs0KzMrh5JGlI78+ZK2P6qQFUwItKse+8M/m2sRmPjsBMM5ZN/SHMLH1mpS9bY+n6LJIE8EiUUqxXoLMZhzt6xm8Mvws/tUr/wz/+5f/Kf7b7/xL/OWZP8KJzH70lTrRUibE0CpV/Voi63nE7UQM6wS9ibVZrI3RtNBK9mASvUN9WjBjubSK5QeryF+kaTDCZf3xYewdGkKWwNmazdhyTjds2nMdzurkL71NICtn0VKixUjOUL7OVAfBLofOpg70ogttq2l0bbSge7MFHZsZdDF9b5zybW7TQmrjSYJtoxWoM6V1cegr6YH9bt0ZulddKIdWkAkqRqrSiZEgorgEAVTPl2mw6oFzLsDYdmqVZRcKJazni9pfAd3NtLBa+gxYNHgNOMiySOaX58mLtAZjyObYrlwz9OB7ipZNmqNbd1S1jbwetr1+6w4eTC2guyeL44dHMTIyhFhrq70nrHeTdbqTNWC7zhDINEH00SJ0tGP/wb04O9yBNAW6OfUQs/fHgA32i+YJ+00bmOqmg4Cvva0NA81pWyQusQ35lTm2t+DnmJNdlwUShS2sjU9i6d4tjF/6DNc+/ADv/uo9/N1PP8B//Owuri8V7Bm8peUtbC7IMi5jnRYmVaPHAu35QwGuusAUbn/6eb+3zkJ9YVNPyWyyeLb573Pon1RbWeob060xaRW5se7ATm6XXhyoEub9jUjJo4BnpPIbcKjPDSzPwhCGO5lIls7Vaax/1J3YhmZgC5K1ohmuVBU3j8Z015AqkCCM8lwr9e+ADPBoBQgsbWDySGTR8/raXluvt6SI5HOFZVy6dA2XP7xib2h0PjuE5195Hc8cOIPUuva20JZNOcRo2eiFfi3ZBFq6AVH55KFgMMalHEHCLekcUMqqM6Ajm4Xn2XZ+MXYp9dN1ulwpjrZ8An2FZhwilPzlob/Af/3af4Uf/eUr+NF//wO89F+9gr/4Fz/Ef/PH/wrPt71A6ymnG3mcw1zy0BrT+8NNOkPHilhcnMPGPb2TyoE+2oURTr7WtnZw1YZbN+5j8s5DbNHoGHn2IA69eAj7u/YhQRzs5NJQN0SK+mZEXFtVaZmdQjZJAEvmGJZDrqUX5c0E2mMd6FjJ4HR5FP/N/j/Bvzn4z/Cv9/wpvpc4gz4CYJnWSmsmjqKe1zCqHxcM8WMlHAPpbBs3q1N2tOatbjCwbbppoKHGMMmpNqc1mXnUXcX8egmri+p3hlHektCGfSVrzOrwI3yLS/yleYI/yxnozaK/V8/OJbBBi2iL40MbDuh6Jj1YujNN4JvD1Crw/VPN+INXnkHmwElsJ9sYn6C1qcUu5eIciFP3JT1P2DWC4dPP4Y0XX8IP93TiKs+pv3pAq/E6TWyeLGVF6POMmgibBEvketA7sAd7u5JYZh9NrK1jbZ6dZ48l6SSptYQMcE5YNYNzLpFKc5TRw+VrfIlAOr2CDo6FPdkkVwDAIkFvdo6dynboZKYtw7Ray2ZyxDyOY+rDTsoCNh7tcoPYgI7hiiMY23KPTAfrluajxIqMCS8UzFRGK12XD2zuMUD9960jCfo4kp7VXupDuokn23v/SpOfoaYcl4J/Ar9oM1W4Gq4g766nuhzmr1CN58nIQFXEo7JbR/Koa14KsTNUscxBp8soXO6ubNo3cds5iLv39CDZJesmzbPyDNbX1mwvsjwLqwA23W6AqP1qu0plDRokGoY1QMfB5CDQ/rubD1SgHemXtVhK0zJJ2/ucGS5p+7Y68ErXObzy3e/i+J+dQ/NIB5qYJp4lIO1vQ3/bHiTyOdyfHcPq6goytKhsV990kvVykczBqefkujdaMUyrpPlUC5omY1h6uIy5hTkaL+sEkyZ0JfuRPcJFaheX0hssmxi5RiAoqq1JgjfTGIiXdWWOP92V1fU8Wrmd5VaMbPfjuf3P4HuvvYpzr5/G4ReP49AzhzHcP4i2VAsK8+umd1v+0brelxnE4WOHkTnbjo3b+jDQLdzYnEA+qetjBDb7RobbOXk1FUeW1unRZ89gz0AWk7ROL10fx+rCip12NI50mcB1qTYq4gRjB5fau9A32I9X9+SwSl2+R6RambgHvQivk0yMSFmULcUT1P5RWm2jfWjpAB7cmcSDsUmuPFdpDOiOpcxMgxlsrRJU9HnIjj77qE8b+6E5R6uY2lnjiZAl0xrIcLmbRrG5BZnhvdh/6iz+5IVzeP7YgK1gf3FlCR98cgnrt26hmTJom6UtAnhTIsUaCMqdPTh59jheP9KHGSrjk8sPcPeLS+yQPFI0NdhEA9USAVLj115HpHTqR1n5Wi0UmtsxdPgAvnNqgJZlEh/e3sRXF6/ZpYLMSD9e2dvNsdOE98Y3MX71CpoWZtm3ejyFA4/yuBsWtJs5hmzc6kTB8m2Ma86wPrfaojfMZfrNLeKxfrUW5p65/VEkd4WjadRQcQ35wkhyhXyNKMRV4hskdLVJpyGSx1CvB3zXZh9lP+JHsmPAvoZmXh8pcgUFIdV4xz6aIdUGRMlCo+W4A4/8qZ4nZJFqC/1gPtXPKA0SpdCjHNqqSpUqj75vMT8/j/3lEXTSGkq9oOVZG9o3c1ibmOcZfgWbaQ4CdrDK0HSwmxJiA7hQt5VOt+CNzEnmoM79d9admFDiWXc/s1wyapOAFio6sZ3CaGoY/+r4X+DoX5wDDjZh7tdzuPPTG1j5ah7bLVvIHWlFy1Y3ph/cx8zEFFIJbVrJwZcl2JkYegyBlsRyHF39PRg8sAfp7mbkZ9awNEbgKK1hdWUVQ4ttaOmlFfdCN/oyewmSGaQLKcytLNF4KNrGmXouUKzdmHVtL013J7IYJWB+d+/LeJWWzLE/PY/m13qR3s/8o83o2r8HQ+hBdqaM2xPjnKjUEZdUo6kBHDp6CNlzbQS9VQd6eYIeZSeu2itkAfQWCRTNw/04RtAb7M9ggqB3+fp9rC2sUkcagO4xEl030xJzO0UgGO5F3/79GOjpxPkulpdL4f25PBbu3UVsneAhS0RWvnb80NsMBJoBpj/YC8zNruH65AIK60u06vXIBpectNqSXF5meVLUYx+rXNJ2t8RxZLgNBzqbkdqzH6mhA0h17kHzAMfOgUNoP3YCJy9cwHdePIl/crzV3oL46fUS3nz/IsY++QyZ/Bzl0GMeuhurcUPAk24P7cfLL57BS305fDG9hXc+vYqlGzfsGUDdmddqRVtM6RsWZoXxR61yjHEYC2gEiO1t6Du6H28Q9Gj34Vc3VvDg5l0D8Sx1+doB6qelCe/c3cD9K1cQm3/oH0/hUpx61FLa7syyfFmCutEWlrUCAWGBXWayyxJ+XmmeebdNYn8Ms0FyBneULKySjv99AptHNpeipIIdyeXyNCaLC8l3SRgkCnhhiei2bFY/jzLedKRfQTbvMz17HOgJGXmsXKA2qgrpSzKn/ec/y1fHFhXczONC6qhhYC25sliOfr489YMKlVsTJqtVEs+Y+iaDBk6ck6xYzmN6ZgJtmQz2JfuQfb4buVQCPZtcEs4vYmOVSyHbPp1WgM6EnMgs0GQKOpBfy9ya5awAjwPGXQ8kqDFeC2DdDLHbFgzPUI5MU4YL6S4MlfpxduQMXnz9FWReaMXc+7O49dPrePutd3H13g0M05Lp2TOErfYCpu5M4cH4NFaStF04QdUOXQ+STKKtpG64xHE0PoLEC1zS0LpN0eIbW1jAIgf67Owkl8hcUhMck99tR+v+fsTbUxhMt6O32IzkagYtG1l0lzvQu92JwUQf9hC4nhs5j2eefxYH/vAIhn940N01+OU8Jn92F8sXF9DGyZU61Ib4agET47SeSlvI07oR6B08cgBZWnrrt5yld33jAQpp7ddHa41AF0BvibI3D/Xj+LnTGBjIYHJyFVeujWONy7hmTnxZowW9JdCaRfP+YRw6dxwvnd6PPzo9gj872YF9nUlbUt5Ya8LU5auIrWlHEwLNlq7q8gSxuYUNWmbd+4/ipT0E0KYcLtOim7tzg5bdIi0o6lMW1pYeXYhjPb+AhUXqupxFvqkTvcMtODOSxLN9zTjX34aXDvbgtaMD+N6RIfzBuRYc6wdubgJ/+9kDvPvZl7jy7ifA6ibHhrsGqQ10NVaKHAmpzm6cfu40Xn12P4bSwAc3FvHWO58TiQlKbKdsKwE8YYkzj4DHvFtcruoVPVu9cAyVqJPtvg4cPH0If3SsHZMzwK8vT2FxbIJDnydKWnoV0Lu3gbHLl2npBdAT4DnWJSA/rO0oQLXVm/7ItsLR9XgCn8BFoOssPfFOcvNxJyk0xLi5E3WHmEDVsuVSbH2KQDVxuyRkC9z/Sj08ehl4fuFRhksAQf25k0s82zfidk62CKX2gtnBu40iaXzBFbcV536WJOqupI+wxT2eq8JGWf8JVjzqS1aaWPqQsqy3GFsUIxou5ZdQWMmjq8AlZE83Wk71oTvWhiSBY5EW33pJU82dVe1xAz1yYmBmi0Au/WT1kQmI7hqfzo6smaPD7vgyXkCnxzxSZB31PF6Wrpw+6LOVxcFyP9545XUc+OExu6N89xdXcemDLzC/vGCPu/R0c1nJgS2Qu0XQmJicxEJ8hern8oRN1EPJdpOEHj2Zj7US9sQJlCO9yB6n+bNEq5ZLxKX5FQJNASuzS0hvcum8GUdutA0dR7qxh8uzPXt6MXr4EAa5PN6zj5bb6BBOcPl15rkzOHHhFA68egxt5zrtmuHMr2/hq59dwqU3L6K0pC/IEUz2ddgbBHP3VzAxMYNyqoyR5AD2H9lPS4+g55e3Nwl62kS0yD4Iy1tZfKuJJrQMDeDY2dMYGkhjWqB3a4KW3opdMyq2tqB1Tz9On96H1587iwu0cF4834tDTKudl37z1TLeu/IAt8fuY+n+fSC/SW3TopSeBCMlvW0aQ3NvNw6xr9s70lhYT2Ds9l0ucTc4Ropc4rLXuKSncW7X+UprC1wGz2KN1u7cPE80azxh5LJo60qgayCFzj6mpexUKb68NYNffnYXX167g2tffIXY4hLaaJ3qrqweftWaV5srlLlU7j56FK+fPYBzx9pwY5qyf/gVxi9e4riT5aWbKhq7lKGlBR1MO8Dlu25GFFVegsvsZJYnOFrhA904eeoQvrevGVfvb+Kt65PIT0+xDFp6e0fx+j5ati0xvHV73Vl6CzMEPepDoOetPb2xpHEky8YtU2nZ2YziPCHQuacUOF900VTAZ3HiCNlcNUfVWUcWrH/G1UQGNjsy1ZVPqk8RyMKtTHFIVQmosF2vVHw0mGQ3ulifa7P0oPkkNXD1lOvb+1cK1llTiQzt6bT8AQDlCwVX3I6tQiajy+Lkr7LAQ0JFWSn9ryZtLVvNPNrBWL9qGUQjAzydveJqjU6VnHD2lSguXdb0EOcCJ0M+gaHWPiSfbceezAAGyj0orW5hSReYaQXoWozK1f3NjIBrO4EcJ4MAb0ugZ2dkCuCe/LTlZpZWgwGewI8Wlq4bZmkmZQiyLXG6ODj/bO+reOHV51B6pQXx9zZw+2eXcXnhCq2OJhzddwgHXz2MjhO9WLu2gRtfXMGtBzexkl7mACUQ6EJ/gpaJrkdxwm5Sj/rcoD6qnOPk6tk7gNzpdrStpZF8uIU7yw8wy+Xc7NwSEvdiSE9ziZ3uAA6VkHyGS7mzA+g9wbaf24PBZ8nP70H3BerkXA56LWrr/TVM/vgmbrx9DRfv3cTi+iItqTKODZ9Ey0grNnmSuHdxDnMz+lL/OobTA9gr0KOlt3Z7Gbc/vYm76xOcvAQ86ko7J9u3b8kbKYJeXx8Onz6NfYNpzE+v46uxWYL0PAdfBoMvvYLnXjmPPz7djz850IEjzU2Y3ADeulHE311axs8uXsVXX13G0vXLiOXZtxyTZQMR9gcHsE3lIheBGdbT1Y2R3jYMl1sxu53B2PQCkutrBAKOJ01u9qXrR/ZnYQsz98Yxdn8CtxbW8NHEMj57WML7k0W8ObaBn9+dw6+vj+OdL27j0vtfYe7GfTStrnOM0Cq1veXSBD2atDZ2CBr9Axh98SX8y5P9yKXj+B9vlvDF+++gMDUGbcHepGU8x2qSJ7AiLcJ9P/oDvPLycxg5ehDtRw4hPnyIy+yDiHV3oq+/C+cOj+BEbxKf3pzDBzenuYSdsTmaO3wM3x3tAI1m/OLaIh5cv25xuo5n78zSatZGnwJIXce0yexBzV4po970Zoa9lia/rgVKh0xjE1n//by3eWfz0byPp2hCA/j6jL5cHchPWqyVpbLrmbo0LKghtsXQrcrucRZm0dgR6GVk6XEs2KCQtWQJmcAXEEh+wU6o0B0qoZXwKDcIcv+qxe5OTKdkpnRfr/1cIQQi12C7UKs4sr0WRKskvp01QJwqP8Ty4ibiPPPv5ZIz/mwbOvcOop1n1bYiy59eRgEbtADsrU4uWWX1sVxODmdH0PojSGlTAPvCP00FvaaVsgd3/XU9glK6KW13hHWDoIPLpkOZYTxz4RnseeU0tDvQ7Z9fwY1PLtOyWENvrg/PPfsC9v0RLUA2cOoXl/HOlx9gurDIpSPbYRejy/agbJGdp33ldMFels3y6hKaS1wGFlPoOtqHjv5ulEor6NjKYWFmHiuba5hansTE1F2sjk2hNFZC+n4KqYfNSKxQbp4A0uu0TScJ5pyUS+9NYPrtu7jx5uf46suvMMvlcmm9iK5cB0YPjqD5hRa0H+9G/HqZFgWt0ak7KKVLGMr0Y+/hfcid7ahYerfXubzNaKcSvetatfQ2UwmUm7PYe+YM9g3nsDS7ji/vPuRxAdpoM02gev7YCH7IJebN+S385PIMfvXFfXz60We49vG7WBu7h63lJeqxzH4s2IPGsrj1RJ12hkmxv/UA8ArNwlhfPwb7hnFusAkryTTmNvN2rXSL1mBWJ0eCgh5hKXGJruc1y9qvbn0VC1OTmL13D1PXb2Lq6lVMXPoK09IHef3eGLbXlm1uyM7n+kI184RYoByEIbZ3u7sDZ8+dxB+eP4UzRxP4/HoR735+DRMXLyJFGW2i0SK0rdGa0+jc04fzzxzDv7jQivMDzXhuTwde2dONF4d7cHqwC0c6Ejja1YJcLoFPbyzhMwIuG2hL6Z7DR/DGoVaCL/DmTVqs166haWmWQOaXtzwhaLWgx4JsLzsBns1rB35UFlnL2jKHmcYaAUHzTfPek80x8VOSm5uezF1fhqvjqUveTRaG69eIlMViWKVhoOGbPBwH6d4R/40MKkSBUgIPjioOK0CNcuxC7Cc/81l8He9K1WIfSUpm5fCfrDF3JFjpaOjvwg2oJBQzyJ9ItGBtu4B8toSFuTWsza2je7uVZ+YkOi+0YWBoEAPJdvS1tGFB2/us5pEoURka1DLryGWCXIzLYW0MmaQ76YEvSdBzd2x51B1bgl26iVaiQI8A2LXZjJPtB7H/paPoeXYQBVorF3/+MeYmHxJUUzhw4BDOvHQOsXMJLH70ANd+/Rm+mLxuDyHro82CuFKsxP90sSM2OUnjabaJvLhBa+7uJPrbu5EhwLad53L38DBiDwvIZlqwKutVS3taNzMT45i9soCFG3OY+pLW240HmL54B4vXJvHgkxu4+/413P/wFu5+ch2z0wSh/BrynDDDBI1j547h0EtH0P8nBwAuMSd/cQ9XrxME1me5vN3CULofo4cIeucc6N0h6N0y0KMBpRsZ2iGEwCdrr5BJIE/g23v+PI6ONGNjPo/P789j4eGc7e22UthEbzbOid+DeZ5s3r0xhd+8ex3LN69je30O6UIJiSInM9PpM456j7iorZHY1/pIt+5aauwWNzcwR321tjVj70AfBkezyBebMEPQWXnwQKPHgEFv9diHkYp5ZHSXnGEJllFeXeOSfgnF+QVs8bhNjhE007aakKWkcS6o5Tgza3EDJd0ciKew//w5vH7+JN440UKrEXj74n1c/ORTFGYfajcIZLI8CW8ScJm1nAJOnDuOH104iZH2GO5dv49suQW9bU16vRZHR1M4PNqO/s4E5tm0Nz+dwJ27tDLztDATCQweOYzXj7RQH8D7twl6N64ivjxXAb0Y+9AsPbmLelaTp25Zd7L8BHYEOvespCw9WXk2jdzcj5CFPSV9W0Av1BwMOL0lZakM9HRNj6Bnt685OMRmCvJXuaHBgwGb3JJZ5VhhVa4sW+tZQ4RJLG+1OLJ+vlxyI/PVwvlnbv1UhwIUxvQsVjBt8RJDb4fYg6ucaGW7CZEmyLSgQMtkMj+Huw/n0bXGpd5MK7LHc2g53oXW/k6cbT6O4a0BNK01YZNWTolLIQ1k3Y5IFeMElwSyBCsBXozAqDu16SZdx+OCeFubBjBtU8aOOS5796cG8dqh57H3D48j3Z3F4o/HbPm6trGGvsQw9r52GD1/OgQsAdd/dRFfXLyEue0V5AnS6hxtl7Ua20RhW8BHecj58jo2tznoM9vYSCxjmtZL/0I/2gmwWZ71O58ZQFuqC6NNe9CsfehKW1jmEmy+PI+p9UmMrz7A5PQMZibnuJx7gLtzY7i/ch+rq8v27kmJoN3J5fCB0QM4cPYohn60D+0/GADmgIkfX8etD2/g0tQ9u1GxHStiMN2HIyePIn2mFRt3Vg30bm9MMF4WHue5gM8vb/N0l1qa0XfuHE7vbaW1tk2QX8EMratttkk7/Ta3tCPTtQcHRwmWKyWMz5WwTOuOM9Ms5TStlvSWdMATE5f9GZ21tdxnn5eIfht6bYpL69LMAyxx2bncdwIXeptwdKgLi205rBI056amUKRVqPdSMwIrLrv1mU+NJT3SoVfYkok4LUJa8xpm/Lcl4GbZuuTQREszrbNtkgCS2CIAM2/vKPY+/x288cwZvMrxpBssf30zj3cuXcfi5c8NeDSPklzepliHTmK5UwfwvRdO4zuj3XifAPk/fXAX717awJvTeXwwV8Cl6RKm11KYL8Rwa5Vj5MYspglsYJ8mclnsO3YUzx/MYmWhiPevT2LyymU0rVNXZYKd9sOj9VrStlJFfcODFp+2lSLwbvGkEQBPetWTD2LNT5G7Zq2GkzWhSGF+WvgTUE06c9fn8+Xa/50Ura+GTbYGGFNXkvkku7XLYw+Z5zhF2E/HeKp3+K9k9mptr7ceBHqCF0eW2ihafL3QEqAxVfPvyORJ46gmXYQqoZaG//hn6T2rEVreyjIT2X3VpiQnMRvMAaw47TOWSMaxXFjFg4kJLPIM3sSlXm+6C82Dbeg41IvB4UF09+t7De3oKOaQnacGCIDbBeYlCEppLBHxZApJLlM0gHVNT8CnJa3eUdUjKy2FFEay/Xjm2Fn0/eE+rl23cP/vL+PW+AwHYhxHaEXtff0A0udbUPz1Q3z2/me49OAW8pk4VrcJdPEN5Akq2i14k0swXWzWrhhFhm1v5Tlh9ZL8FgrFMmaXuDTn0qxzLYHWjj7kDuTQua8b7QMEkFYu31MttCCaaSmlkSvRGiUgy0DRncx0KWm7vrQnWtHb14nhIz3Y//J+7H+DgPfDQ0jroxC3uCz/+0u49OFFXL97DetxTha91UagGkr148AxpiPo1Vt6Wt7a3VsPekXpnoO29fhxnBvtQQdPIJ9MsS8ePLR9BLVt+oaskT1DOD2SQ08mh3vL24yfYNwqe1TXp3Q1K8ETAYGKS1n9ZK0VZb1oQnCAq216k0MPKm/rJMX2792fw3BbB5qSWawmcphfK6DMk4++kKeFqvrQrHv2n8aObP0tjhl9cMhua7E8lallpTYb0NXfdd20iFOfw/txikval88dxPee1TZTwG+uFPD2+x9j4vJlsxI1r/QxIm2cUSTIlnMpnNNjMLqT3RqjpbaE9z+8hLFPP8WDsVsYu3EDD8fGce/GGMbvr+Hm5CamJ6ewMjlBI20LzR0dOHrqBM6MJjE3s4b3Lt/Hwq0btAJXeKLj2KD1qhsadhODJ4qkXsWTIWNGjZvb0mUNMPi5q/+ab9U551ZUFvGEVIMD5q7P7ErfrchdcaRhWbUUYg3odHRe19ZIgDAjnuwcIOg5wIsiZKCQ3gXxvzmYNaIw+YPTXQRVvNlhvi7+D0mNqhXo+kzUX6VKzkpWdYJY9ZqtR7eArdJxtMI0lIucoDFaAEkuB7Rrrj1pn5VFUMT9qQms35lHYW4VGS5/Wno7kD6cxeChIZzqP4lD3SM43DWK7q4OdHS28SzN4U8WsBF9ePZsQrbIcou09Mg6ZrRlFHkw2Y3R3mGce+6cAcLs5+OYefMuxhcW0JRO4fj+YQz+6AQtNuDm33yBazduYXxrESscqGVOmo0YLS/qQ0vbfJwDljoU6JVk7nCia0Dr7Qi9ZD5dXMTyxCQKU4tIzRaQ5sROH2hB7hku3wf24kDHMIZoiezpGyFzOT/Yj97+XvRz6bdvlPF7D2D/kQM4cv4g9r18EF1/cBSZE21cEpaw8tEM7v3kK1x9/yrGJu9hLb1Ga4mWAlVQpnRa3hronW6t3Mi4lZ/AJtugx4c2Pehpeat3pJfYhsyRo7jA9g9xZfbxZB53bo8DK7o5o1cKgbX2VhzuyOL50QzurLN907NYJsfYZyWCTiGR5Zii7jvacPjEISBLi25lhWopI0uA2t4oIEkLvLixjuWZKWxkWwlE3TjZk8bQ3h5sNw8g1z+AVVo76/PztlOJwI6mGwFO76/S+iNr+3fV57b84nhimpLGkG4mqT9ybeg/cBhHniN4PXeCVl6znRR/8vEkfvLlLO59+C6wvECAERhrDrjrfnrVbejkcfzw+edw6nAGDx6W8Svq9+YnX6J1Yw7x/BpoeiM/v4SlWZ5Ibk9g8t49LM/PcplPk4/zqq2vG6dPHcPB4SaeFBbx8Ze3sXL3jn3rYltbvOtDPgS6LbuhUeQJWx/m4bxmm+26HmUJSz6VV5m+DKi6SfQ4Y8ST3MrzGPqdgJ4V06gsUYPyDH8C+Xi1x37mQTzT0vNX9hFenpV0FlAHKokpR8n8wbnNQVf1Jx9PZoxifjuTMFRuU3Ign5fswlw5jlzY7hyMWKXz7JXjwJn/YpSfgqujuBhxeThoddSS197X3eZgiLHzU1uYWZ/B7ZnbmOSSp32qFbmJHNIpztjDMTSfa0f3M3vQt7cf+2iZnR46iJdHz+LZjiM4nt2Pc63HcSxxACdyh3Gy+TCe6TqJC/2ncX74NM4dPYWBwwMYOD+IeFsWDz64ifEPb2N1cwEtXVkcfPVZtD3fgcnb0xj/6C5uj49hHiu0LLSQzXMZm6f1UrCl7CaXuZtcom7QXxDwUXdFNnBLE1Btp9JXCmsYW5rB3ZVpYLqM3LUY2pZppQ3QJHsug+xLbWg/14NWtqn5dCeXVh3ofn4QPa8MofNVLonfGEbiO53AYDPwkKD73gQe/OwaLr3/Ob66dZnL4DtYja9jXe9JqO9orejEMZTqw4GjB5A62+ZvZNzE5dW72EiV2YoSAYqyallL1tWCjSR1O7iPFkofRrpSuEKsunn3LkrLc0hn0pqfXH6lMdDTir4D7cjmkpicXSLgrnE5HEM5RVCiVT7y3Os4ffYczp8ZRbZ/FDfvTyOlffFYQCxFsEps0hLnyWJtAfenp7EaIzC27MPB7hheGcliKJNCB/u01HcEsyXp0elS1qNO1rqRZZdIKHdc1yUFtrTwkG7Bdls3mo6exPkXzuPlU/vx52cGcGZ/Gg+5RP3l5QW89/k13P78My671+wmQ47jUCfdTX2gh0vz3N6jePblN/AnJ7uxRXX8x8tL+PKtj7A++dCW8GWClnaB0xb7Wpo20arX9u4JlpfUCG7OYnjvAF47uQfNvUl8eWcCX73/BfIPJ3ny1iccuZwtFpCSLrSsJuBp12fdoa3cyCDVgBlBkFNEf/YvGmdziPpwbAFk/iPbtKuERZn/vNvNUXGEgteiLFEN6+Zkw3D70VnHhikmTYQjCSyNDw9Ypb94qqX7rxTgAMWFh2OVlJipLMwV4Cw5Bbi4qAD6mdMoEs48juWOMJWv/7U/5rC4SkFGriG+I4x8+UJAW+YywrzuaDu/MLjQ5C7e2vY6HEQrhXWz+m7dpLU1cx8PZ6aRn1pDLp9GpiWL5q4WdO3pQ9/hEfJejBzbj6MnRnHw7CEcPH+CZ/rjjp8/jsMvnMDe549g4MIo+s+OIN6fJQgBD967gXu379kjFr1DvdjzylE0j7Rg8doSLr37GSYXuXThkrYUKyC/pU9yE+D4v0gQLHDy2kKOSzFpR6wP5ASta+kUoxW1RWtqaWMV0w+mMDs1jbFpAumDaaxrJ+k1WqJca8aTOaRacsh1t3Hp28KlWobWQRLbiyUsXVvA2Pu3cP3ti7j4wRe4/PmXuDNxnyeGBQIcZeKM1HJbz1xpOckFIoYTvQZ6GT2nd2sZd2jp3di4j6J2KeYJSN+aKNLS3qLeaRxjnYN5q6sHx0Z6cPhAG8aWaamM3ccKLTJZIlpy6/ux8ZY0ughKxAXM5ZtwbSFvu9YcPnUEz7x4Cm+cPITvn+3Cs/vbUUq3YY6AMj83h4Ld2HAySjlauhYLBcw8mMTc3ArdMeTaejA4mMXIng6M0Oo9sn8Qnf2dSNJybGprQ6yzEyXqqNzSilhbJ2IdXcj29KB/7wiOHj+Ic2cO4Y0Lx/D66X146Zl2JJsJPLeANz++hXc/voRbV2/QwlsiAGu7daIYVxe6PFFQP3UN4sxzL+L1lw7imSHgk5vr+LuLdzH18adoZhpdt02zH7eZ111c4lzkWI1T3yrLrlenMzh26jBeP9pLyzuFz65P4d7HBFlalUkBJMFOr+glBXS6JMD6tYITOyPEJoVmjs0Nmz6aM3aszicDvnqOkMtRjfQlOFI53hnAKpDNZMkgMerKDBSMmXraJbmvvUaCGlK+gB9Wt4iB8VRr91+pLiWo50eTL0TARGcAsN3IGk1LMKSrsp/SNWHKoH91UtBrirTOchxNIbfiPfTJ2LROF3joGpltpMkBZN9kZQJdeH8Y51Ju+S7uP7iLuRuTWLsyC3y+hK37eWyt8gzLwZhPb6LcV0JymKbxaAqJQ61I7s8gQd7ak8JmLwd32yY2y0vYfLiOtS+5HPx4GhM3xjG+PMkzcAJD+/Zg9AcHkUpkMPX+FD797CMsb61go0lQRztvS9Yd3QTAAkFPYCMLtcxBb1CnNpODjqz5BHnTAhu8TvCcKE3i7swYHo7PYP7KQ8x/No21iwSvT7mEvjSD9StzWP3iIRbem8LDtynbu3dw6+0ruPrBJdy8dRP3Zh9gpjiPNVpzBYJWKcGlJ91lARg1WtDymq49BL2DRw8i92yHvXt7l6B3c+MeimnmocVdoK4FfiWCn97FzXOAFTMZ7N83iIOH+7hMjuPurQeYoqWtbzUkuPxKbOaxSmu7q7cPz3dk7HONY5yBh44exveeO4Y/Pd6F831xZJZp+Wym0D0axyqtMO26tUjgi+vGxrZ2xdXuJgls66L+KvvjwT3cXKCMXEOvFZrQTSvrTP82jo50Yi/7ZPDwYXSRB06fwuCZkxg6fhKjJ85g76mzOHLuFM5eOIXnnjmAV48N4Dv9cXRRJxOzTfiPV2L4+cdX8OGnX2Dp/gNsLy1TQ+wNWly6pqa+i+mDQ3GOke6DOHb0EE6MtGNvB3B1ZgNXZ9excucOCsvz2ObqI07dCqx1JVejV32sl/01Z+wTmn2DOHeaoHegFfc2Uvj06hQmP/6Aelu3yx66kaE7t9pgQXdv3XU9AR4VZHMszBUPRirTeS3cfOwnC6snpfERSmt44Tma3qxCl8L/ye3KDuPWUrjgHfS0oOdqbyixI2YMseFoN0VaB49SkmqxNre8u7Y4JvMBTl1CFP73QCYlimpfY3NkDfbunaSY3WI5AFicU9TOcncQi2niLx6Lc5mup/Bp5dCK0Ctrtm1Uk25CJJEq88jZqGfukgzX9kZuW/csUtt6RDmFnkwLBju7MdA3gD4eu5pb0ZbKIpPSh6j1vpaTWjs4F3iGLRY2sba6isWldTyYnMXc2irHYQEJhg/Fu3Hhexcw+t+eRHqpGZ/9Dx/jP/zmf8ZKcg0riTzWtwmU/K2Q87L64gUuK7nUFeB5vVrrqQNdYteWUdouStu4u5+769gcSyAT0553KXv3NrXFYyzLvATo7aTtg2evPulZNQKtrAi9rmQnnZim6RZZFiXTsC69qmfXO0jSiS4ZFItlvNZ6Dn/8z/4Y3f9mL2b/YRw//3/8Pf5h/m0uJWk5stzVVAzrXGFvJHRiiWOjuRkrXQP47j//Y/zxP38ZQ+3A//i/fI6/+dUH2JrnEre0jXQ5iZXeXpx67iz+D6+fwoH+FC3XdRzcm0ORZd2eB+5MbuPq7fvINnfiL15tBTEWf/vRDN791Ye49dlFxJYn0ML+RT7Jk8kyCtsbdullS48atXWh+9hhWuzHsP/oMZY7ABp6GKYsxCGDGi11dclUeVilXeXLk2eJKcQo3J4u4u7YFO7cmcTtm/exeo+m3voql58Z6x+9mCbA2Y5RpwT9GC3MZDKLTZ5ouwmkF155Hv/qtRHkWOe711bw819fxqX3PkImP4s4x4l2yN7WtUuWpn4vFUu2Q02J+VufeQ7/8s/fwL8+2YIf3y3h3/39Oxj/23+LtgRPLBtr2M5vEAA3kOLSWK9ial9FfbRbKxt7CFkWp2Rk+6Lz2MYVSYskg0YG2GNbEVIad7nLURiToqpL6Syl9zifKDr/LUUQYAeFHHWk+iJ1VsjKaVQWyzGT1ZGT1zODbXlbKZRsQimlqJrPKHjtGBEiAJIhfTXYVRb8dWXtIMV7tnKMdZOieqMiUFTpjPRFK0wAzK7z1xbtDMeznR5tSJIlnH0CkSk1sNW1KksLAn1Ht0jLbz1VwnJqk8vfFczNz2J8Yhxjd+7ZMvXmjTu4fu02bpOvXblOvoavLl029/Wr13Dn1i3cenAHc7Iwktv2GEqJZ9+uZDsOnjiEtud60DTZhLvv3MD12RtYJ+Dlad3Zb3vT3La0FfDxKGjiwsbktj3RdPS/6KaIeslfYUqnlziKBLVCooSNZIF1FLm8LBMEirTgtD9bHstNtDJoGRYSjGeda2SBrS4B5KkHx7rBULQ7x2VNYOpIVahC7bJy9MQRWnpc3t5cxu2Pr+NWfgyFpFv+bhIsJUNRoKmbGcxY1jmSy8WugydwoovL16VtXJxYQHFxDvrSVyKWsQexxX2jB3B0XxJDbUlaVVwOXl/Cu5fH8av3vsDHX97gspYg0tyO/QMp7O1s5ihu53K4hIWHMyhvlpHd1t52kqRotylyHENlnpCWJml9Ty5ibGYND6eXuPxdxsMHa1hc1EYV+tj4FlbWgPnFIh5Mr+IOQffKnSV8cmkSH305jvcv3sTFy2N4cOUmChP3CXjLBGtdGYybVaVHVHRdTstSLbd1Qi3RAtVncZcXFqjvuPXvnuE+HOxPI5bqxtJGEdPTD921PCnJA47Gpe0+w2OSFvDomVN45eUj2JNrwgeXJvC+3gGeHUeSIFvyXzuTxSeLsbzFZTKBTs/o2X6XGvskN0905Gjxc6gyd8lhaVudbtU4N8tCRHBXQ2vjSTYvq2HRWFdnI35K2jXLLuX5oHiyueuvnNNRbVL6IgG1cU5p9VSbJkK7RjiqAl20Trmd6h5NkiWctZybvcr/OgrkCB0CBk5mxemnqyebftmm6066blUQABnn7U5lkUbDRqqIxeQ6puOLGI/P4f7WLO4XHuJeedr4PmYxGV/Aw8QC1rLLWE1soKQr2ZwMnAm0dDiJk504evIoWp/tw8bNJVznknJsfdKWpOvYoCVAkBPwcUJoUhgICvS89RV2C7ZzMWU1wOPc0M0btUuPWOjOpoTW+6B63cl2O7HrarJ0dQeyQCDWNTrKR+tuiyZNSbv3EsS0U7PemRXYbbJ8bSqgh6IFeLa5JuVwItDSZFkCvSMEvSxBb8NA7wZu57m85QlDVyJ1AtHzc+U4pWf9+oIbTSAstbSj7eBhPN9D6yfWgs/nCli5dY3lahPPFk76Faal1dIzgkKuA59NbOI/XLqLn3/+FS5e/BJLt25wok9hbXEWy1w2NqX78Eozl6z9LdjoHMRGvAeL8ytIbMxSFbr7vY0srXf1t97LTlGGpLYYm5rExNUrmLg3gcu3pvHZ2ALeuT2Hd+/Mkxfw62uz+OXlKbx55QHev3wXX1zmCe2ra1j66gbKcwvACusoFZFNELgou7tOTZAhwOiVNJ1gdW0tyaWmNqUtIs3mb2Bpnkv6dIeNuUOdWS51aYXTErxL0F57uEDLTEtRLkvZB/aWkUCPZXV2deHIs+fwzDM92FwGPv/8Bi6/+wGSRX2nNs+hRnuUy1v7fi9PsiXdtSXo6VWzsMmv5oZYFI6iCujxEEDPkZ+L5ooE+/DKXKVuHdWmUoH6NSJf7NenXcupkyWQD3KWXkXw2uThpV2xCRphy1EJDBRppj+TBAopLT4kUn4LdAoy2LIyad3JFDO/O1iNtUVWKKhXVZrIgeTXiTMAhn4cADIEZUPpeS1N6PD9DcVznFEEf01FoMPJq+2eSlwja5cigYm2Ft+iJVdOMo92PdD6OSnwYGTcvaZk4KS6OPD07N6JsyeQPtuKpasPceP9L3GjcI8Td91ZVFwObci6o3VWNMDRzQNdF3LgZtYcWdfHDPAkKY8GepI7ruUU4yi8rkFKRj3HZrsRM48e4XGAardGGK7ydd2QFh4tv40Y5YjR8hPg8yfo2qKVKluvzLT2qpV0ovp5utifJegdP4js2U6s3FjAzY+u4fbmfYKqs/RkGUpKXaHaoF9gmkilsERAHhjdh1N7+tHcFcP4Qh53r1zE9rr2BdTSXWDMupl+dX4ZFz/8BNc/v4iNMVpVS5zteiyDZerB5EX6l1fXUc61Ybg/i5MDaQLlEOvfwvTkHZZEO5kgEttKsK1UTpJLf/ZPU5xuPXpDXWhb/c0VnqzmCKRTY1i5fxtLd25glZwfu4XCg/sozUxim1Ya1lW3ns3kKNWSkTrSABM4yboTyG9ypdA0Moq1TV2nFGBp3LE+1dvkngxcnbyPpWKcK/BBPMOl+56eFgJfJxZX87RUZ6n3TXAI0ILTs58pnoCS6Dh5GN89NYqzB3kimAI+evsTzFy/yUbQuuMJJcFlcVNxy0BT22npZoq9ocHxrZO+JoZml4jSuCMdNtUakIIrgBeO/p8DO7/68nF2A8lbqD6Rr0dpdfC1K9z8jVmHhmTxSvCkTFlq/NX8+nnQE3ml+DRGFQcpEm7gFFgZXFaSGiWP4OMR5AsyBYZyxPSrbKdo+ZXKHQzQnLeGLMwqo8sDrcKsZOfw5OQywGBgAA5dxeJcNNCwMzYHqrt1zhiCni7GFznxef5kSoIIc2jZpjD9tmQJMY0sMp7r+V+Ax/Ipi0rnP4zmBnD81FGkTrdg9eY87nI5eLM0jjUuP+1VM5WvSUgA1bFEIHRlWwkGegI/vY8b2mE/6ZqAxDUN5dW1Olp6AmWlZbwBJUso0GLTclNvF8jKK7EOPSTjbpxwEaulLVlhJS1nmcYuxnPpJB0I7DS1TZUMP5QdwtFjhwl63WzPIm7Z8nbclrd6y8HeYmC94oIec5GloQ1c2ZB0axt6BroxMNKCrQ0uK+eWMDcxZZaRfYKRJ4mV+WnMjD/A4tg4mgg2iaJeFaOe+ZOGkyyvuFnCw1kuGTu6MNrZhmM9SdygmXr19j3M3LvF5V4RLdkcxwBPBBRbzzdquaezGmsyS159TLvYLv7r+Ta9ZZEqbZILBBxtOa8HfEtmueltmbI+eL2xhnSyCZlUEusblC2XwTqBp5yNY+jcCRx89jziuXbM3ueSleVmM0mu3mX1c2lboCTU5XKJQJzuxRDH2tlDzbYNWDHWi1m2dW3mPqGV8MhO5LAgkMYx+vJ5/MnpfWhrTuJvr8zj2nsfIT81QVAjuEo+snbCkWUnsLMdV3jUKHDP5XFM8+Bnl3rRk8ZShHyUWZnea/PIQuk2h0rRQHSxDvAc2/vwPMFUANGz1VLxy7M7NY5W6Nfh0E4nG1cAnDya7HYksyOCu14nT0LKYgDyCJYcDti8W4ryyqqEPyFV5Ja8UWIxJotYbnK4DmaPfgisOCg0qTc5ODVZZaEI0AocTAI5fYAosAEf2VllgWnF8LhOsOCikaztCwpYo4WkZ9vWWc66WUuCLt8uCuR0K3ZBj6NKG9k3Dkr8fwNF/hhn4MY2SPai5JdbwEbWs3N5yUhAM7nNbQ/HVJl5gjvk0wM0RS699UlFu07EMu1jUJ5tDKvP2Hdlyiau+Was0tD60Id99CGc2OoK7n3+GT6bdR/9eak3h31HTgCtvXbDJ1bkdCJwJVcJNgsraGGeZlpNWXJG1oyWktRjE+XCdh6t7VkM9XSjjcvlW/PAF7du4waXyzK+tc0Xz0W0cPMEqQTaUs1oSmZ4QshxLLRRtgzL0EPJRD8hoB7Os6WqmBOVeSk+3WLd9S+jnf3d0qIvzvHksLJO4zHNJXUS7Reew9l/+k/xxp/+Ef7sxbO4cPwwcmefQ6mtGStFpktxGUxLMN2eBpq7cfjIETx/rB/PHe3VZUFcvFXGvVu38HDsjoGi6hM0F+KrGD04jON7D2LPSBbj08DdsQeYeziOJNulBYbAzEhjjPJRau8m0x3m9tOQO2HvJIVZuJ9PNpedtzIO7BOYtpuNANGnobvCfo7X8++TJAYV7M7j4trq2cTQUq8Ia7SRUnqW0GTXSN35c9ZOY1YaWkI6mmLIVpwr40kVoVjHSlvJbmwRIn9U+ex6d8a3o6w4Lf9onfEoQNODI5ro5ubSTtfY7E4qLSF3JHBwSag3JYy5FBVvcGm5QctJx3XGrzUR+JhHNw42LK2sH1pYtCSoYFS+s6qBGOQU1bXX2mVHn8z0734G3GoHB7QeWi4QZFSHLDZntfmbIWyTZJcs65RLNyzWOFnWxXTrPd8Nz/kmLXW5uI0zj5a+sgZldbLdZerDfVmLJwlaE5oUFcEogz1HJvnIAfDktw85bdJqUnJaIy06ocxO4uatu5y8G+ghaO0fGcHIgYOAvkequ+7Mb1aKAJZAbDapWaq09tjGBOP0SVBk23DgxBm8fGQQLZ3Ahw9mcffTLwFaiPoCViydYb4UAa+L7ctgo70Ty31DWGvtZr9pF554ZDyKOR7YPrHAW3dM1VZ9vlFHPS+ZpzyrBeo724H86Cg6Th/G8999Fn/52hn861fO4g9Pd+KlfcAPnj+EF186jvYDe1FqbsOGHlLWXdyWbpx64UX80SsX8KfnOjFDDPybS9N4/6338PnbbyG2tEArTYDFMZhuwmZ7H/YfPoTztIo3ic+X7k5i8csrAJfkAn69eeHuvju264E8ah1jthj7QKCobqqSZoN4J2nECQvEIU911PGnPo4e7ce5pcScy/bhoTjtVDHb3ORZ27TZ9Uml85O0fo774IYUre3Jf9GWWsXmEsXTXN5WjdVHUW2sE1pHX7D5fYDW1Foi7mDGxd1AM7K09ufy6hhhJ7Bzy+NSVP1VCjmCk7Lo58sXheTuGBns+nFkyOoL6tI1Pi1my1q2cqLaa0QUX1aghekiPQHTdutguI7O7ZbNAlUdQx17uXQ5tP8AWs53oXxvA/c+0XNt97n0o2XJlG5iC2Q4ybkM5RSzUAMRliPSf3OxvqA/WT125YzttLoom5aiarMksOW5gF3tkduWzSxf7VB9ZP3ktngLp/QqX33F9LKt9JiMbZZKa0hb559sO4iTJ48jfaod81/N4PqH13Cn8ADFJNvDiaebQtJT0FuelqI+tKzdSmRBz7G8fSND2D/YzeVuBgtzedy9N06A5NKS8korut4qANL1U/e8H5e11jQCPGXrOHQa585fwA+OZvFgBfiHz2/h7rufoKlYpNEmPXDCxXWjIY1Ccwv2vvAc9j1/AbmObg5BglBp3eSjitleLnI5UUEZ9ciTgDyhD0RzzNrJiaQduhOdHejedxhDp07hyGsX8OwLJ/H68yfxo9Nd6Mk0YfLuHB7cncaBw51o7+lAOdWCscVVlBZpznUP4uRLr+FHr5/HKydTaKLMf3vtIX7ywZe49fGXiK2u0spdp57ZH9KTAH70BF594Qy+e7QdVxcJ7Gzj7bffA1apQT2WwuV4E4GPa31s0693s/Umhx5Roe1NoTmm2RY/XIyqo2kn2ZzW0Tz6V0tRA0VjT2POppgAj8DW5HUWdoU2sBMrEXOEWt3s1EAVuVBX8y7UUNzGbXCksqLlVd1yRa7p7SSbXBWOikW3NcRVbdVrkhDswhfeGzPzkSvXDHi0d2ctryvP/XcUmmVh9IS4aJod5CN9DcFTLUzEugwkDOwM5ixa003LXl0nMzBjvAGYJmII00RWPubX8lLlCAANKCyM/2Tp0qtSZfEMFTpxlNZMx7P9iM+U8eCLu7i8dAvFtAMBs2cC6NGqERARNkw2J58TPwwyIzs6j9VDWbTJgtwCPh0ll8AigHeVXem6bsf/zFtlawvLVX22nT6PusaU5hJQL+inCSTP9B430Isfb8HUZ+O48cFVjG1NEfQciOrBZAd6bB/1JeBN0vrSHeENWktEOeQGBpA8dAwXhoGNhS1cXi1jZfwWctSB7nw7CdgK07XTBNXFNqax1dmLC8+ewg9fOmjv8r5zcRq//OAK1m7fQCarzTpZBJeduiNdplW7xboOvfQ8/vT0AE7tG8bg3v0YOHEWLaOHECMYxXsGsN3ei3Kmxd7fja0TEGlxJQiEslpFJVqOXafO4AdvXMArp4bwwyP9eONoM/paY1yuAz+5NIe3bkzj8rKetWvBd0YJAKksyuks7ua38eL5Z/EH54/ilSNxrLHIv7k4hY8/+gJ33/uE9bFPZDFTXt0LU9815TI49uqL+O7zR3GwGXjzyjJ+897HWLr1mS21m7jk394iwGmjAXvHlnqzGxgF6o5gJ2uZ6XaQB/FGFOa0SK6I18jwgDEunY4ujz65YGCnXlNgmM+e+V+NsnbJbXPe5xdF662SwgKLov4Q9vSknPGkQE+CWVn8F2EvboUq/pCGZCqkW40NwObi6VYYWdvWKCz4LYuVJb95PblQI983HPPu6A4VsnyNOFDE7ZwsiA7XcVJ/9EdSnP/ZFGPF7rUv59bQtyPTVdz8GbBokhNMqgPKda5dRGa6/mIrDu7fj65nh5FcaMLU1Ql8MnPZtmrSsskBBZekXMLpriKngKvXWDJTKs9VfdFBTzj72tTUwFMC/lmY8sjlj/rZHWUd9WPdBn+WvvqjwWaPd8iOlHWnHWSS2jyLVlNrrBmnh0/hxJnTwHAa45/cwbWLVzEVm0eBGSW97v86oN02t16XKxHItgl8kk33EJYFp0OjODPQie6uVkxtJfHg/hjWFhdpWbJu6k47lOijO7aVvy7O81fIZNB55hS+/+whvHK8HbcebOPnn13GrdtjnPR5GjdcBlMH2nxC+8+VM3HsO3EC333uGbxxTO/3pjCyP4vRwVYc3dOHs/sO4OzhUZw9th/Hjx1EW3MWE9rIYW2Z9VNTsnwp6laKkD84hBdO78f3n+u175Z8dXsD730xgXc+voLPP/0KV9/6BLMrG/ZwfEtzO47vyyJLvXW0dePFYwfwwqkkptcIkO/dwJsffIF7n3E5vllGM4FWm2Jo66dEMoViPIuRk2cp8wmcOtiCBw+BDz66hEsf0MpbX0SiQHArEujY3lhRmwzoNTQHgDEtcf2lCBuP1LfIHzzJp3EjjTq3sfvbSSFQetVBP7nJbmdxKsjPcQM9Sx+OJMqhn47Ky9RVkox21L+QIXr0bp+sQhYc0j0dxVNtPX9lTTFhJZA1yX6qiePWXDuL95NN+RQrwLMLmPIyN5UQtouXQlzxPq0ycjCb10p2LZJfd8lcvBTkjk9Klj5KCqjjMLHlqu7w4kKc7GqTAxEteKvgwzSR/AZ6Zkk4wJNf16NMXrJeeXOLz220biSwd3QEvcf3IBPLYmlsAR/e/9JucugZvGDplWTpechTUVYcyxW7jiAb+cZ4dkBu/6wfpEildKn5n0AX5LIL2/xZHfaf4ZZV8jqdZ0vaEp/BLEqApzc84tosdUufPGrDiaPncIhLO+nr6nsX8dWVy1hKrrs7zyxT1qs9LkO9aEmtVllbWKYsqTg9C3oYt6sTB/oGMbgnTassjaX1EqZvP0CJy7UEBdFY3NK7EcUSMpzIXMgBPV3Y89qL+KPTe3CgNYEbKzFMFWNYT2xjZWUZ23ldQ0wwl5aszDsygjdOHcUfnupFfhW4dGXcvtG9J53ESDKGI63A8b4kjg9n0NOaxsT8Ii7duY8Yy0omqCOejOzhb47tclsbTo/2Ye/+LrxFjP2796/i5299jvGvLmGDy/PUegGb03NYzm9hobUf+7PNeHFPFgPNHTgy3ITZeeB/vTiHX7/7KR5ev4a4AI9zRBuk6q50giBdpJmureOPXngFf3lmwD7q/ffXVnHlV7/Axp2bSFJvTbToBPBa1iZ4TOr5PL1/S+DUTRZZeFpruOHixoXrYgsgWSzHjUI1093RUUhTS5aK6Ss/usMqzYwdlaVxx4OdiMUuI0mdT2a/h+uMCncvEbhoR0ocZUc29HWsYf28mwnc2A3MMOFLJW01jSqLpwl6FV2IoiktUQPyDRSFBqrhzqKzYEY7seT1SR0pPDRCyeX3R4vepconoWg1jycJ4eu0f07WKkUFEVhUOYS5QeSUrKMBnbFrB/GMcdtIrMcw2NWPYyP7kR5uxuLsGibG72NpeQGlBAHCLtgLKPSIiFva2tbigiQt7ViYY6uIJIfjitQ8SByHeSGhHwDOY2Qim4PhcuuonwaJmHl1l5RnMCtMOwe63QMzyBUzXGrtxckXT2DPy6PAdeCTDz/ElftXsJEqELgc6FUsPbIeldE1UMmuE4kYtPgKBU7QdU72/n509Q/h+YEk5so53FkiuI1P23VEXZ7f0jOS2xtc1sp6iaO5awDNXJZux1oRz6VwYICg1d+KYVqA8eZObKbbCahcSus1wNIWes5/F3/+zEG8NBrHX18r4qcfXcXnV+7iyuwqPptaxedzZVwZX2Fbm7GnJ44bk+v48sYUyot6vYxSsM54OUNZUki3d+DMgb04eKgLszSsLn14GQ8/u8J2rBiQ6/k6nTDXZ6exRAtsK9OJWDOBcoRpJ4F/+GwCH/7sTcx+dZnlFpEg6On7GdJ7gR2zneFyOJPDiWeO4QevnMTL+2nh3SrgZ7Qib330HrZXaOVJg7TotvRgMo9Nsu70YHJZlh3His4sXJLb+It0vPV1hXwED5EkRhW/5kNg/tR/blx5DnFR0LOUPk4/OW2csY3Uj80dtZNtdvPIzRcbhBVSOXUUja5QJHBHFlXsDhWOUDzV2uOu6fnIaLxDxgbE1tQguRopFuhZId5vP3lDqf5ojXdOR04JbhLuUucTUKilITUq1stl//0/BVEaeYxsEIksrZPTxVfZXSzW9S/6+eeAj+ntTLZNyyOJVi5ZznNZmD3QgRVO9rkbE5icfIA8wULPxRV18Z6AZ2w/AQTrJuiZbUblqMhAUpMXuUpSoOqW0wLoV97oTxl5tAICM7EDPXfkNOdPL1fpv7ZKTSOznUVHuRXPDZ3B4dcOo+tMH/JvruKjLz/E2NqY3dG2TQYoue5yuuuc27T+COi0+FS3AMG1i7qiPteWFjHP5VxnXz8O93cg2dxCoMpgZmoeaw8nkUoTOLcK9pFt3ZlMNWWxsrSGubl5LCyvYWZuA4ViEwZ6m3F0tAUjowNoa+1FrrUFJZYba+/E977zKr53PI7paeBvL97Hx+/Tyrp2HXev38SNO+O4ce8hHq4VbL/BU/20HGcL+PTmfZS0iYH0wqpj1EKRvYtUllbeMEYO9OqyI+5dm8CD2+NmeWmDUfV7QltSEYg25x9iZoMyt/RgaWUbH351H++/fxEPL31Fa58aKG0gSV2X9RaGGpjOoEDg6jhxHG+8cBzfe6YNd4nFv/roGt5/731gegLJQp4GHs1UvVcroBPgse6YhCHQaUmrx4Qkt1veUnipzvq84iWpVf4QYRviwa2fd7txZ4EW7hwuXnPbXaPz6arRwWl6MXATa04YACoD//kxK7L6TErFa945d2MccnGOGsRbWY3JQM8ASuxTBiWprErekMYkc2IEFlUsDK2JlEt5pQynMRdm4WyMytdfqCeUYn4X57whnjnp9CX4f43JnTl2Uk2oFeQKcTIHtx2YlqkrGYJDACQ3WenYDusYYz0E6tulwUe3kjidcqJzYKeLCTzbfgydh4aQ7M6heGMF9+7dwZy+vagVDid3mVaR9vwz0FNRHvRMHv1n+XKJrJkmr4uzpXrwK5Iy+EUMw10aR8GvRY6Tz71VoPuWstabDOj0sfI0l7YpLjsFNrliGn3oxKsHn8PRHx5DMpfFwi/m8M5X7+JBeYqAp2uT/llBunSdk9CHzRh9tGDVFrtcwOEhqWI0i0p6hGa1gEKmDanBwzi3pwndiU5MJdswNz+GpmWuISmTPsCkDzQps96oKOeXsDx5m6A3hxurWdyYb8LaNi2qDuBUbwYHejtQGDqCdGs7/oRL557OBN6+OIO3P/kCq/dvI11aY9mzbi++h8tYb2/D6NH9ON2Swr21Ir6anMDGxBiXtOxXPQzHOrcSKTSl2tCxjwB9YhBdXEVevXIfd7isjXNJre/O6uaBluYCaH2YZ0Pb17Pvr2914NJ7n2Dtq4vIaBssakbP1En72tyhxLKLySQyI0N44bsv4odnhtFJzPrb6+t4890PsX7xQ1BRiLNs3agQ4MW0vJWl529YGOARNPWeuVl6puXGZKOiUaQmgE1fHmvi3bx3o8X5xZWpFkkvZzia0+RhjWKFK0xDkAnCuHZkUvHI9GQDSh+mNU8Ir3LI6/L7IV2hqNfmeIS4vO3d9e5tRchAEY9rAsknqr6aIq05CpO+Jp8mrhRRkUqT2R2tqDrhA0WKIFUnfw1xogtwrI7ACnaxXpbakqIKqVGOnAY4bgC5fDxauaEe98R7pRZfp45NNGvc+IkhxaXi9nIJB5IHMHBoEC2Hc8iOpTA2eR/j+XHWQH3wZK/HgfVanLu5oa5lHbKYVAMVY/VURHTuipf1VIalxFFqfwxnWQfSciufLFN3Ddexfs6d5i9L0Gsm6GVjBL0ybT0u0U/0H8D3L7yGjhdHUJjcwNVfX8Jnd77ASmKNsrufHnLWQ9z2mAlhrqR9AbnslSiVR2vYFi3fm2JJWnIlzC8uI9Y9iv62Hpw5HEOpFMN6qYyxhTzKtJhS2uA1RlsqqfzUBid4nGVtErRWJh5gZnYK0wvzmKCOC1ze9u1J4dRwE463tOBoexKXZoFffHkbV957D1iep+XN5SGX3NK13joptrXi+OH9uNDdjPuFJD66OYn8vQcmc5kngVIya0vPreYc2ga7cfTgHnSngMu0Em/evc8yCUgltrFMcLf3XmmF6c4q9bEyfhcL9+5ic+IekgSqNMFeVzn1uqGeZy3qDjHblxwawvd+8Cr+5GQfuvoSeOcGreh3r+DO229yvTxlW7/rA0b2xoWu6dl7tu7NC7fZAdnmVQA8N5/Uhh1kY7lKIY0F+ygbSwowdv4qye38lpd96dLK79zm1xzRWzay7LxsyuByipTbjUuFKYsjleLiHO9G1ZIsv2ejapSTJULxTJtb3rpgV0E0c23yQAwNBYWDTL3IUWSKcw6jABYOxX2wVRmpt6aNVU+t3DWJKuQAVUqssotQ2eoIuusUEFVIrXKU13HIpoFkHamfdWAo37dL6RRGGZp4CKAnSyVTSqN7uxN9+zioz/Siea0ND6cmMTl9HyuFVWcRERxk0MgiEkzoTqvVJVDUUcqJiBgV17XP6TsS7GQMsuqPR8WHy68CuThZN5D0TV99F0L3HDNbGXdDI5ZBcitNy6YZL548jwsvPYPYgRyu/vISPv/oM9ymRbaRINjRanM7A5a5pCXYCbx15PLWLXUFWHqmUO2Q7E2cp9QTl2zlfBHTm01o60igd3AQJ0a5jC3SkiyTx2/bs16pmO5wElCYX8tufT92m0Cj183KC7NMdxfXHnK5vF7A4lIJA5lmnB4VqALv3l3FT975EMU7N5HYWmfYBsFOQshypHazLTihh4AH2SfbcXyp7/KuLKGtrwsdwwPoGdmDntFhDB8YQU8uhv09vdjTnsCVsQVcuUlrlMvthGTzDLJeEdPrYPp8ZHJj2dzxuLY901MBBL5EnLrQR8VpQfYN4jnq9dnjI/jekSwuTQA///IuPv3Jb4D5KfbFioGqlrGyKHUDQ1aebTKgR1UEerLurI/Vv9H5xbAImc8i7J/ze7Lx5IJ5cCfA8Ksl57f//KcRKgr/dbS5rlcHDewYYmPQ5XG5LZUPk5tHF9GAXHxDUj+SquV6inh2gF6qpZOg5wRwGXn0irNwX5/FRTNrkgevdwjw3KQKP7nVWIEClWENl3XEyaaiLVxgwfyWjyQFGTkZFCY2ALM4MgNCeIUVHdJTniCrWaB2sZV+H1Zz18gFOZI/kOT1AVZmpX4SjxZm8QImtYFh9OoOri5o6zGLMGxysWaenYF8YQ6DLb042HaC6zAgtcTlzbUV3F2bxHZbE/L6OhhBR0+0uzvIrk4WZe2x8wnDTQr+MxlCO+3HdbJC3Z9n/jgwtIQ1aezoAZmsZa2u3tlnLrcTlDUN2jNo5i9Bayuxrbu2LbjQdRYvvPwc+n60B7gZw4MPr+PXtz7GYnnNXs1bS24g36Q3Qop2Tc9tSeXuSodn/wzwWLGOEjVOyy2hD2ZTXyVaanNcShZbcjje04fRkTYuofswn4xjdnwc6Y016sHg2TjJCZ/g2CnbfoGc+PqEpq6jPXiA+7NLGF/bxo21HG4W0vjwg49x/4P3kdbW7TGCbFKXG3JsH0GHAm1x2Xr84D4cGcxgI5miVZfCiaN7ceGZY3jh7FG8dPYIXjy1H6+cGMWrI8041h5HLp7E7Qcb+PTLO4gvP6AON6hNWV7O+revjbFdCYIbkZ0WrzY+SDIJdaHHaeIZgiBPLp0DOPLCa/iL50fxR6da8MU08NP3vsCvf/VzYGaScurzpAI8ll3etK3kBXrOr/o0pzROOFoEfr5fHXPssL8D60xXcSsB+8LGgbwumsFuzOr/bqSYwEZ0uPntxqa9tWMWntjJpnpsDvsxHcjKoVd1utyO7Bqz/1mUp2p6cSWFUSSZm/O+rWEVGpigV7e1VESgKLlKHHlwZUAIJatA/hyQCRRYjlldzi+wcyauAwcdzc+UFQXXVR2qqVCobhcZ60PV2Mqn7SJkxfCfE78aJ/kt0qhamiVzTh5deDUXSdlYjoC80lkCL0MrcomwkkgTAApoLzRjf6YfzRe6CSs5lKfytFBuYT6/yImhwghDzKNPWeo6nZpqg9HaYUPUl6//rKMyOKRF1Vf1VX6SSyGKU3n+ZzcsKKcsUQGeNiDVpyy1AWlHotWApb2Uw57EAF678DKeefkZxIdbsP7hOD5+5zNcXLiL1fgq1uMr9iqbruVpiavX4OzNErP4ZOVJmwI9Hj2bRKYfApkeY+F8XZh9qKUHSukBjAw0Y7QrjS0uV1c46Sfn51HQppqmZ131pKWoO8wsTFaWNghQi8r5EjYfaq+8GawsrmJ+dRV3Pv0ERS6BmzZXbTmoDz2lNmlh8aghWCYAjewdxcnDe9DX34ShHgLbAe2s3IbOvha09GaQaiMYprQFVw7jy0l713dsfhN374yhNHufOuRZjWPdjU21lj3Jtkv/2M7SnVbPso95ohP40YJu6h/CifOn8E9eO4bjR1pwf5GA98E1fPHeB1i+dg36Rga0hNUd3i2eEAmABnoW5p7HcyAbAE91S7OBnb9CpvcI0V9Nq39+vMi9CzWMqwuM1urKdvoQOX+gariRAQOJh5p0kURuLAeuyltNQj/bEQlw/gjFk82y9GqpNokjCxNQRQswd+BqPlO2Op+dUbGQvD+4Hep7ojsIH6V6fyDLGcleS0EeTg6hRSglWpgpxXOETIJKULUCBdWmrCUrSr8ARJ71LqlAL95EwOOZr8SZnVjcxsHuPYh1pdB+oge5tRQWV5Zx58GYfUHMfpR7S7fgVAoLt1K9vCrXwmUyBcCr1OvziBVmrBD/Yx4Hdu6Y0OMYtPD01S99rDxLwNMHy9viLSgv5dFJoO7YzOG7R1/F8RdOo+flYWyPreL2Bzfw83d/g9mmdVpGywS9Zffur0CPgGfWnS1tCU4UQNfv7D1rSqfTHEVxErBefXlMEmfjKRTzeUzdncRS6whaUp042JfGocOttCDbsMT4xdl5lPIbXOqqfFnDScpOEBPgcdLbR9i1CzY5trKOWVp9U5MTyE8+QIrLTL3BIEtcu2YnCtSfAI9jUsvsoSOHMbRnwD4tUVxbx9zcBsYm13FzfJXL2FV8dXsZn3w5hQ+uzOD9Kw/wyZUxe3VuafI+YssEa7a/Oq7dySqmmxVs4/Z2m+lZb7gUaLlup9Jo7x/G0VdewuuvncN3DmQwoTu1X4zh/Y8/wcyly+jYyKOoV+VUrjZrKK4ChXWz7rTEDaDn7tJqngXANfV6dv4KMbASogT+4J10uHHSiGrS1VO1gMohpDeOiBHCHNWBXkTeaDoN/UDR8HqfqAJwkeAdoLfD0vNcT85ai4rliN1r/5VHlltMZzd2gD5f6DqCrI5RHJMay+Qlm1uF1AkVKBpqVornGr+lcmy3zj3rA87OHfJV80SpGq8horbspFBDI7IO9ezK0GOmkiXUr8c+OCEJCLJQ1nn2Xt5cw9ncUXS09SF7vB3dcx0ozJZwe+0BstkUypx52hbKtUOgqWWd/6lc1iHAM/Ci3+pSqBdfsGjXFCmPIEXgx5Qujfn5n5whkBDm7GHezBbd29pintKyv3LpLLo3u3C09xgunH8JR//0DNfjXEH+zR38+J2f4u7KfQLWOgq0QLRc1fd6dUXPfrpBoBsZAj0BgenFRKZu5HdyS6clxiUTSSSKRbQkk9hcX8bDe1fsfdn1tmEc70jhcF87mmkBbqTaMTUzh+LyNLZKBdsOShsQ6GZIWRaU6tKPY05bRjUJHDceIs3hFy9IBupM4GgybzIFrSb6tfRM9PVhrFjAl3en8cWNB3jnkyv49LOruPTpZXz+zse4/ulF3P3kU0x8+iFmv/oMC9e+xPKdm8CSuzFi1paUH4CHjWva1uahBHN2CA07++7IdroDiX0jOP395/Evzh/Eq0doORLwfvPRFH71i/cw/fFb2NrYcI/dlTiSCtoRWXsJbvjHU5yV5+7aFq2tNvisXjcPbUyKwgQjh2fpbIwyPCSxk6qfJ0a+HFeWdyusETPO6dv5FaKwmjRiUjB+nDi+LqYNLpHrIRPX6FFuRy40tCu0IZrO3KFtnp4Y9BxR8GgBWnLxEJRjMdZIukODzc80PCjMhVtQRUh5K0qP0M6QnWQ3Tsh6/8861rOLZAmBQ6Uk+QK7uEdTJS1JpVRLIoVIsrRhD2rz50DXAVKCbdajZnqEZJvhq+ubaMvn0NfaiZaDHeho70ZB71LacmwJ6wRIbV7gOlIAIWaZPFrd8suKMygT9NFis3qdKIpzeRzrBXsBp66f6fqdvhUid7ZJkJcw0EvT0tPyVhsL6LpeWymDE62H8NIrL+PcD86j6WASc++M45Off4yPJi5hIUErT4ChbfEJeHYbQ8taAry7gaHHb3S1Uz+vNxPQtUnXeuwNHgJOqVCw713oGqCec9Md1YnxWeJRhhZvDr2Drdg33Io26imVTWNhdR35Ve0YzDKIDvoQtwN2FmdVaCKWyQXWS3Dg8phJeLLVtSUCicnFNJTHbhxx2bi6toRxfRzp80u4f/kG5m7fxfL4A6zPUI5lWokr+tLZGi1hymqsffZoZRJ0ZNE5YiP8eBeVqVfdqCirTXovuqUVw2fP4bvfeQ7ff/EETh5spjUJ/OLDB/j47fcxeeUrNK1xjUt92BsEdodWj6YI8NyNEe1W467lBStPdeogLWsMSL/MGwaDHDY25LGkarm5RT6H99USi3k0+Wwht1WlYz2znOCOyiJJgksUBb3a8FoOVEltjQ1xPixKPj7QE4NeBUUldOAwMdXxirP4av5KmDzWOU7ljlxe5zKf5Y1SnbdKTKgBa/UT7AR6DvwYGNgEIVt61ho0L2+IC/GPIaWKpnST17OnMKEV6Jyafu4Mas+Z+Um5zaUu4mnMz86hLdWKA+lRxC+k0NLahr0zaTxYXcSMtkyPc1p6mVWGWXQG5gxgsAEd/7twgavKp53JowDAxxLwXEodEwJgAZ9x3D2Owonp3rfQgyq0+ujuKjXjZOch/MGzr+OZ7z+D5Jk25D+axWdvfoL3Ln+KmcQKposrtJCytmWVdl+2vfcIWoI9t8mBe9VNetEkc9ae63vtV6c+olpopeluLFXCMWRfXksqQxyppRLWxhZwranTtnIabkvi2EgWXR3t2Orcz9rSWFxaQ5knC73VINDUzQOW6Jj1azmpNyXK8SLBUxuREgCpvy22P8alva4xFhJlJNmG1OoCWhYWEVvTjQKGmRWpnV10M4d5WWOS1qG2twrjXdWpVeYxopuBkkK0FU9SF2wkl7QY3osDL76KN773Cl4/OYJTrU08ecTw448n8atffoj5rz5G88oM2yELWK+TcSmra3p2DY91hiWtX95qJxUDOtUX5hXloJrJDvRsTvlfILmqElbTNKLGoRGKJJDzUVwhjc9KyE7QCxQNr4bWk3CAKa1Ml8fNbeapBPiwQNRVPG2fgNTkrLIsCWORZWTh0qmO3i8LwonPn8+neBftwitkHSOHxcphE9ORCvZMYtZKqhrclzwezJTSWXRVwLM6IyyyOi27y1dhJ4yRM++9tIrbjRRlzH+Vtvq6gps/V4b0xAEp4CIACHwEQ7LyOHzNGlrbzmOFk6xzm8vI5j60n2lHrL0N3dttKN/nEo9LOKQ4/LkkihkUJW0JqiciZK/poWFKz3qcXtRbBqxi/hIMF7jpUQ/l1i4paZo1mTKZoqV5TMdyaI41o5lWXbNuYhSZZjOFZzpP4PUzr2L/D0+h7Xw/8HkZN967hjffeQu3N+4byNHMIcjlyRv2+tlGvExLz13Dc7ub6NEMTS9WZkf1J32aqBRW4WXdRaBVp5fkacJQrQIU7Q9YJghzri8vYX7yDhbX5rCcTaKtuR/H9+ZwvLsb2d4BlNp7sVzIYGNhFptcAup1N9vey8YDdU8rUOMsuUVYLyW5JKSdp+fkCIDJsi47uBMDNUU9sm/IuvaobdZ1ja6JcrlrhewDjVfmjxMsYzyKBd7uLVfZj659sl7jSX0ygHjFkwI62LfPPocfvKw7tBfw2uksYuzXd+8s453PvsI7P/sJ8jevIVFYYz16BEc3L/ReLZfgG2sEOO2c4u7W6vKIXs6jIDaGg071392w836bT/bXmNQeHnbGR2acin0CsuGv4xNyPVm45k+lIOdW9fIGMaT+SiFkGTwhbWUO2lHx7hjiKicFX1o8TUtP08TSWlA9ObUaVRKwMObxJbtjhZm6EiZyR/tUJI9OrRr3KsMnVVGezF8hX4eYjQxdIgWYdUMrzymD/+o4SG3xRnKoTh0lowUyqQt5Ooq0vYbtzx010cWyOHj2lr1lAMV0ZuEkuCxc38AmrZVmTsDR1lHkTreiJ9mNdm2omd/G4iwnMpdwYDtVQpITTp9x1KctdUdPNzMEblraJhhvFqWOYoKdXu7XS2Qp5klRhjRjUgS7HJe1LZyQie0MYqwnq5sX5RzaSy04u+ckXnv5VZx96Rl0vELAuwrce/sGfv6bX+KrmevYyBLodK2OwLFp3+zVpqV0E0z0JTMBnTYbcI+pSAfeYqVSrE/8AFS/2CjSyUHWE9PIUpP+zEouFpHWzZxCHvMPZzAxO4/8Bm3H7XYMDuQwcjDH5e4e9Hf3oak1hxXWtpmnpchxoe+SiFNx3aHV3V1Z26rdnYQkjwBQEojs8SDqUN8T0Wy369JMK5kkq4w1UYx6J9pTBoEa+9PyM43ayJ+eryzSW2S95ZZ2NO87jNMvvYgffO8lvHpuD46MxPCQq9d3Pr2D33xwER/95i2U791FEy26BMFNwIayPvZTfSyliScFgaFglYtksmplvZUxRx0aAEhA0yyPTm5Fu3D9i5LXs+coWdbfJdVVWOONCqVmKEzOmkSODOB8YjPUKhlD4qi/2igBoIFeNWEteZ26CrzitMRy1iAr8xaWK9unsUFtAUpuEluQp3qLMJpU5BoTqCbCHcQc2LacNY8m005S51fK0tEnciHVHJYmeKOCPoLckHFUdXmKBMip8nVX0aw9utV+u4jPgaoL/nP5JSQnlpHdiKM1uQfNL+aQHWzDiZX96Cx0YH1+E8uYp5FRYDmcnCVaLgS0DJdOSc7WFMvOCPxUhwCQ4CZWGnPzl7Brd/zpLYtEjnlSXBLqjdo0mpMZWo1NGNkexHf2v4Q/OP897PvjY2i+0IXtT9dw+9cX8fbPfokv125jnsta2wBAVh1ZD1TbVvoEQQGe7aMn5s+u59GqM9CTgit6cW6NADvxmdsFe8yxZxrVv7LaaA4is0HLbGIBt2dnMU6MHGvqwWAigxf7YzjQQ2t1cBjlwcNYS3diXbusbK5hm9bddoH6oY6auGyOEaAJSayHemKc7R1IoNaef4EFiBLAZKYw8ttGo2Zt6yaIPuGoT1US1HgikUWYICjxzEFmWup8u2cYicMn0fnqG3jt9e/iR88fxfdHksi2NOHjB+v4Xz66iY8/vIipDz9G4f6ELVW3aMnFS7ToaOFpE4Fturd1DU9gpxOCltM82sjjGDV9SXGmP0mmecn/FkEFkuU1fdqYo0fBFarx1JAV8bukugpqvFEPRax4GwilNpkm1DZjBXquHjzVtveRoGdJfUG1FTgWArtHWJzfCeKlVVCdbi0pIyxa8ZZIZbuEFh5c5vBHlW2d6plu60iSOwvoXy27WuhSXu8LeRoSB5OkcKawSvDtaEjViN2SuDHIfyxP1pel0yh0oTzwvyY2rZnZtUXMcqnbTEurtdyGruEutBzuRk9Xh21U0JPvQHYlieJanssn3aXkkksr+yTL5VET05a8ZXf3NU1Q0zU67eWWkaXHpmQ4IfUMniau4E4PTHcWW9GX78SL3RfwnRdfxTPfeRZDPziCVFcGyx/O44vffIK3Pn4fX87ewmxiHZtJTtBEkZaMAzxtoa/tpLRTsttswIOeAYDsKi36xCJrvFOY9YmcGlWayIz16hYrh9Qja8s2OhXQJsvYWJ3H3Pg4pu9NYJMdvxRvwXYHl7sH0jjX14EDXVkMDw1iu3MPlpOtyGu3FS6h8+wMjZNUKkVd6XOYtJTtxClrzdCNQKiTE3uKbnu0h6wbQEmeXHTi0O7Km9oZmLIkqYOYbt0QoIolytbSi/LAPrQePoHzLz6H7z13Av/y/H68dKJdO2Hh9nQT3vlyFu988Dku/fptzF/6EvHlBWR03VBAt60HkLVjSoEWaoHLW1p9W+76na51ysLTUxBBV1EynZmu3NjVdT6nVwvQf6Mwx+pJSSzt75DqZY5WWFN3xUOHyaUAH8hDMLZs/JjxZLDOo08TodqQWgEeCXoKriRXJZyk5lelcivesvqKTRj5PZngUXI+L6q5lahah1gxdFi0jj5lOIqsEuUSK40rsZYDKZ7M3g2hbtniKTow5PZeqyJaTA1VI3ZL4sDWu6kklRdYpFbrEYtYikum5hQmZx5idWIR20tbyK6l0LG3E7kzbZzIh7E/O4TWBJejbGZ+bR3bunjPdZSsOZWtRW2irGt2es5OFh1hLUY7jkfdqMgyPrtFECynEVuJoR1t6G7qwP7OYfzhiz/A88eex8nXzqP5B512D2DiF3dw8eef4c2P38SNxfuYS27Yq2ZlbYPVVLRvb6xv5e3Gg67j6T1St928rDyyLCS6Xc9qEorCf3/kwZ0YyEwWjkaKtMlL1jvJBNhiXF+PJW1sYuPhHG7evIers0tYJVBtreSxvz2NCzpR7B1Arv8Q9hw4hO7RPYi1uO9hbGwSpAlsBaYvc8mrXVggQEtSJ0202mS5qTI9OMxw20JecEPw0/W+AtOXCHql4hpXnqvUBZAbHELX4WM4fP5FPPPKazhHwPv+a/vx8qkunO5K4eEs8MXlBfz07bv41Vvv4c4nn6A4dgeZ4gaSXL7KstPd2fiWrDxtF0UAJNAJ8Nz1xKqlJ+XYkw8iHsPJ2Q1YxkllTKdw6U0nEUeKsEjvryUBpBXxO6TQtzqaoOZwFHFGPHRozhi4kMPBJo85+OcAcDdDpja0toGx1oFDDBFo1JIKs2tSptAqqMjiUhEa0kqja3UWrp8p3J2Vqi8ZK5b/6NdF9nqyOsQqx9rjytKfnYXNT9IMUfqI28gav1N+NygstSlcz2MpVxgUFYCLDIZKGMmAMVJNlEwuTw2TMKvdIPFe3WCwzTPNHtOy0909NUuCkyy9neMkoLsYwyEM4fV9z+P5Q2dwgEuj1LNt9nxc/s4iZr68h/mbD/FgbBK3p8YwsT6HhfIalgVAXP7qY0BRki4TW03IbafREsuhjfUMZwZwsG8fRrkkbDvdhtYjXeg+uceGQP7TTcx+MoaPLn6I96+/j5nMQ6zTGirQgtxuWjMrzwBve9OOxbisvG27FmZfkOMkFej5B1eoT/U/LRYqRNaT65NGRF2FMSalyQJjH9Motd2Wt/XIh/S53cGwHAq02ECARzqL7LE92PvMBQxzSXnywD6c2ENrLwdaTsDMfAm3FzcIjiu4M7eK8alFrE4vYGNqBsXlcaLpOgXn8lSfaJRoYo0tntCNDGyow3QaJe3m2dKMVE+ffXy7s6sTQwP9GO3uxOnWJIY6mtHVQx0SDG8R7D6+vYjxm1O4f/kaHl7/HGtL05SfwFbYtLvI2vJdG37qmNnctC/OaXdpLZP1aI1b0lJ30hnDKiQZGR906R5VEchpDlHvLFNvadidbItjezj+XLoGZOm8+3dE6lKbgyT3MTDnFoVwI/OImUCqp9NCbC46vJHfhkmDOV8hJfdOUX3bYy39h7lCDYVFpfEHq0AeCavB6dJaev4TKBrxoBh3NiIL9Eyhju2BZB1d6ghxGWStI4sM0ELl1YkQbbD+VRTnBHRxEXL686Gq1zdcCpCMYdBYukAhvagmopYC6AURdhCz6vpaIA1A98hI0oGdXWvjEor/001cgjY16yYmLbc4ukqt6CpkcaJnFMcPnsDRI8dx8txxoDdj4If5ItZpQkxOTmLiwTQW5pawtLCCjQ1aMnlCkSax6tRdRE7eJi7lWto6OCE70dndgUFO1MGBPrRw6Yw+yiicnCng9ld3cPPqDdy4cRm3H45hiSC3ntugRUf4kjWlmxa08tZ0HY+TUdcj3UPIulLGZa4+Ds5wWa+y+vQmgZ6V08Sr9I7pXerROHA/1w/VcWX9SdAzFXMpvy0AEuuZvu0s5aDFpRs78Yx9g2ItyVytPcgN7cfeA/uxb98oDu3fh737R5Hj+SJLZhOwuQGsLQMr82vU1xxmFmaxurGOldV1rK5toFhmOwwjJIvrW21qkE2lkcuIs+ju7EB7ezNaW5vRQV02U4XEXbOOV1n21FQJd+/ex717Y7h95w6X4tPYnJmmBb7GvtUOLJsoFwlK9ugJl+3Uj3ZOSRb0ZTMBlk4QFMKDnh5LkbZ2nICjoKf0TGuWHRtqz+6xTHvt08a8z+jTG0WcNeFfk6IiOqqWHeLs0SXvUf/XyFKZc9Vwd2A7QgHqHDuEURUioqT57p1GVY/0Fmsm6Mkqcc+7+GhfjhuWGgSROCF18FiAhjAdKoy+SmWmTNeBAkALKmuDQ1+4J+V11348+bpUpO7iVRRkMlpwhSzOl1cBQU82Tny9lksDQF7JFY6kumwRskTOuYM0Ix9BzFa1jvVfoOeendOdVX1DQZCXkMXHJWiSEzlFpjljxwzDWzjehws9ONlyBKcOHsP+MwfRdrgDnSOdiPe12lZUmPP8cANb87S+Vgg/eniVdemGk9100pf9Bzg7+5mul0ynqXu1gLWri1i6toCZy9O4dP0r3Ji/hQfJKWwSSDY4aeztiiYtX8k8bvK4FhOw6bqdW56XdOd2O09g1IPArjd1F9MeDuaktbERmOnNxaPGlXRgkzeEi6Uyu+bGFGItOdketck9ouQeL9HXzsQxLkX17mwxQc60IN49gOzwPoycpKV8eC+Gu5I41tODUVpjPS1sOosrUdVrrGZ5k0wwXOV5YpM62aQAtuAgC0RS7MIs0zbzfNPJqgfI+iIbVYzVPNVOHY7xhHNlaR0T83ncuTWN6WvXUHpwD8m1GfcwMXXg3k6iLkpuVxTbCkrAJcuO8XpLxIBK+mI6CSHQkyVoI8ja7+aX3EzAdGHOUFC5lUfC24v+Hvwi86oyL0kBML9pkmSVesyxs56AM47oqJ+4IgV7p8gsPR9CTVAFLo804rVSQy50Z90iM3oag54fZD6fVRLivCXm1tuuEBuyXpGVRptfnaF4hqtDGFaJ96S8drYK5OtSJveAL50KYnjIWqMnhUf9npyeKjn4xzpCWCSuQVZPlsg5d5CsDu9sVADjakHPkay9JPMa5Mnyk8Un4LOfniPTlkl6xCSN1FbOPhjTlN9E82YC+ztHcO7AaRzv34OR3iF09w0DI0QwAZkArdmqcCS1SaViGQs2w8mT5Ol1LIzdx+T0FG48nMK1+zdxb/ouk+Rp9qexTmELXDKXadHp2twmrTtdu7M7tvTrY+E6Sck6lyt8WFw3V8LgdGPCWRoGfiaIojy4+XEg2LPLGhbK/6xbdqHUa08GiDkG3CBXOCOoEwM+sq67mT/BpaeuudFfIkhucSmNXAuyXd08SexF+/BedI7uQ9fICLLtOVpqWYy2xdAqQONSOENQ0zlEahOrNklMTLQvl60R4NgNWF2lUbxQxBJBLr+8isUHd7ExO4M71+9iYWYKWJyxnGldJ8wT/LeoU1q9do2NgKZvWNgNCoESQa5sNyz0HCArMQBUWoEf9aEw5jNdWfulMOe2meDHr8LNbCDYuYeYBZZuTiqdZSVZ13j6VoKenM61g+zyl491l41cHt9Cc0fJhe5WGuPd8lajzNVvQikiHJk3XMdTUXYXVWHKoDAb2C5WVGm0hbEjPOiZ31ge5Q/E5lgHkyyQ/3RkugB6oiiw+SKcjDVKjJBVx3ItsVNCpbMbylFPPoFRxG1ZmSvkjxYQPIyruUbliVPYAM89XhKerZP9x1CaILqvqv8CPVvyykrgJGjbziC7kbTt2vvinLB9Q+jp70dzVzsncTOyHS1o5dIrm8uZTvSBmRLNEXG5QAttaQOr88tYm18yfjg5jaXlZYytLWAjXkApuWFvJuhtVL17IMDTrsYlmju6S6uPoBvocQJrrzz1qECvwEnMGszy07NuTimuPzUR3diQtef7l3q3FDwquU6c0QloLkYotU1us/QEfNKjWJa/bixUgU8PfDclslwRp+lmedK7becUQ54nlHKincjGM0JXJ63cTjR3dqGTx75cBq0045qb0/a+Mw1ipLRJKftgizpQewocu+uFTaxt5rG5nsfG0ioeLlKXq5tYmZunlT0NrC4RHQuI0zrONcmq49K/QL3YBUm3tK+AHq08WXMCOu0DKJYVaJsVsC7FuWugTkdbAkF5GFJRAf9ZkOnN65t5lVZAKsB019lZL/vI0pIq85IU1bkopKkNfXpSOZV6zNGoRDXCO+kwCfmno5vjlUiflOE2nlxZmje1VO8XWWnevZNiLQNHnKVHj1UatBshKdoV4wciE4cUUqAp0eqIVGaKpbDqzAgFvxrj6tXE8HlCXhGdNaAXjYuQyrFJUUcml/JYNrnCxHOHQDtzNiJlchldWyuttPoD2QlBxEh3IqmmC2QbdRLKHADqoVmBnwO+OJe6ZvkRFLXEtXdkybIAE2XGExjt1Sh2QFN8C53JNi672tGx1Y7ueDfa4m1WR5BJF8YL2xtYwjzmy7TwtjawopftBUSm8yRTuqWXLDZdizNg86zXygRy9pUz1qdreAI6931cWnocjAaBlZFO0l1bP+ns7Qul0KQWWZ84smu/kWyBLGekPOtfjTm1STc4DPT0CIkDPIFfDFmqOoOYbnok2CKdbygvePJo2ibopShnnGCiD44zLWJZFIhysXTablIkswzT1/gZViJ4ymKUXsqlTRQ2aSYXuQbe2EAzwU7AYgBDcdQq1yJtbVW093EL+TXYB8r1OFGJPV2WPUsdC/AIcrL0ZNFpOavreAZ68ktX0hP7QnrS95JtrnAMueFtGnB+84mURwcdHfDJL4gwh+nfpY12UXW++XKCl55IsqemmnrM0ai00B7FOkxRgIwtZwU6AyxKlTIlt2V2ZctVl9SRdCfd7EKxlsGjVldFPKu4tqhHg54Kr+SmxoObR8ZVhrkJoqPLW62B4b5zjEKHKF0U9CIdVUO7hZOqYKi6G6erbWmEgrxGcjmfgalGvK/XWXSOdgc991/kHjHhXGWQpqtAzyw9Wnxa4tpVP7MEZQVyvrIMvYGhuxjb5CwnSlLARwDMxXOcbFxKlZhmSw/LKp2qZZkCBIpj7/T7R0u4YKXlw+ksI4SduL3mriGVdJOCAFfUJp5cQqo/BGzaNUWAJ+CzXVOYXzcsZAXZNb0wvegOLVVbXV/pyHiVZf3LsIhOdwM9y1cfwfpsqlubnKXngM+BXjhqOawbN3EudeN6W0d5qNEilVCi9afvUaRTWaRSGVpiet7RFpNsv56XZF6Cnp2Ty75+HtRfGkYptiGpb80KtHy7bTHKSGlGj50ktzZlI9Jgo6ZYRknLbKaxx060fCXw6dsZTazErD1ysPTc7BJwlcjSm9RVpweSZDG55Ga86d0lpstpzrHCWC4PLi3/edp1Ln1NqqnHHIGjJH260eL6h27NG7t0oWcnnWWvmECVEqQX4kvAHJe7AZkuIphSR7GWoaMsM5JVWo14VaEmoBOSAmkuR3JUAcuLZh0QnH6wm9sHkmoEtXBfhrJG06kyTzXhVafLH/WLfAU7QM97XXLnsbtejYjlWh7n8WzB5gziVOuodzvZhY+WQUd/UHPdHV0HgA70ZP3J2qObk9hZfNsGfE26TqVll14nK+SRoz8bb+bkYX8QwTTB9b0JmjkqndU4ARWuD1/bLiM8CJxoeNCSEagRdGVUEAxLXOJucNLqml1RArLflFaLVz14LAtQd2kJj7QIHehZWZTK1EC/u2vvKICdaZDhru+cTCHVo0AvROyI1sSQxjQeqSP33rF7Z3ZLE4Z+uwbINHpNMa4HG/mn/ev0YZ+iAMwmleJTdOtGiMCTiQiKMTH7xsa30jKzjK8tgSBPDk3UiHsKQIn0n2DJY6FUYP9pxxW9JysQ04kmjnyR4GfARvARWAr0yOp7e8SEJag8u6ZnzBCmczpTPQqq04JEMX1b03isxqtE+VyIEgpMnVNHc5Pc8tdRCPsmqLYsyR+kiYIYXdI3KcCWdCj9h52S2EE1OUTWNp2R7EaNLhu4UOkhkLXe/KHexmSgVztBnSBVNKbPzRgfx4otnciLrf7y/oqLnSGBqqC4C1k6l8Zy13dyHQUpfDWWvj5PBXx4cMpTGie3S+lAXGQD3LujVG29DqZOR1afdz+CTIZQsHcrn27o2BnaZJT+FOikFOzZtT4CX6aQMiBURrsTy0nUxEma5SSUdWiLY+Wzia73cvVgsp5psSxWrvWhCrZ0PLIqTTS1Rk3QO7La/NOuy+kGBTtSR/swkYXTT1ll1VkcLT59p7dKrpwwCa0K04+rw+mKecn1ZGLtDHb5Q14FBOuZFMapEYOlPY3NMpex5SYtcV0apxcCiyYQ47c5meyOcDzprgNSl7Z7MYHR0li5ykOWbq1B+nPhjgjx27LUuLQVkFkejVvJqngBmEBLS0zXr2UuZ91SNlzLE3A6oFPblc3GgspUXi55Ze25Mh1XxrbczuGPTjJKy39Bxigpr+xYR6F/RNH+iIZ/YyRAMCldPe4EEmrhkX6Lodx6JEnvPcvKtssTPk1NX1tbWKYiCXq6WVMdO3I4PQXNqPRHtSnWuud4NbtS2j9V6gQTPxr0yC6jC4ko1C11Q7j9N3cNMeJpQE9UqV7E5DX+hmQlV102SFyuXTvdZHJ5JKN3OXfFsztJf6Fgq46kUtx44NECXUE22XQ0n0CNoFfUxgKRychBIODTe7a6LugGhcsR50SOl2kZkitLbNVlMojp1ZHVCfTsSK+mhN2LpRK4kHXAJwDUBGciAR+no2Om37JlLidwIJXpyTmtAv7pn/47XTXqUyWvDtwqVfN6f00dVbfFe+8WQW+rict8xleYerDn26imyiMuBD1ZdwLArThPENShSx+ZYJVxrkO1PtVomrDJR1YcjwItWXYWRrbJR7alKpe0ugaoJa0Az5axtAjNOrN0LMa7bUlLVvdpTrkyVKQVbn4dRSYiyfQnObx/B0kmO7pDSFYDev4oatQfT08sxAoKLKKOzcljpUZZ60wh+bVSSXIlU+mG0CdK68rRJRLLqY1VHwV6vm2VadCAYq0jJyrZRS6PKm0EeiKGVApUx5AjJbjO8RQxo6OdVkMMt46XUz9zNki3C0mUJ+osn8j9d20LzWiY3waMj+DBFGruIOOjSfoLFdjkCySdqM2K92QTTw5ftu7qpku05IKlZ2m1JIvDXqC3MFovRu76nX2Jn2BZX65IXWc10O8GhyP1npYWsuLyW3kPerrbqhSa4oJALWuVhgOP6bYJfI3JT7AIqRy1p2ZMeJJku/VbdFJWhh0p2jZRiNPd1m19IpLxlWtC5lYatoC60nW/bbPuCHrUF+J6/Yx6UyJL78qSZK71nmqqdDHV1Ysbuwl6deIO1y5dPPVFS6+sh/ps6UvrUNYeNaprU1KM9GI6IJuO5JdHQT4uWpfjOqLg0RNDIJUjwNwZU6vfKCntbn3y5MQCQqNq5KWOI52pyxCWQicn3UQi68TqSP1RBT27/kw9mMHgLT3TofpNyZWG8fzvq6zqsRHtAD1XUSjKOxso1ZEr3HVOtZhQ+ZMoMJzpRPbf3IGfgCy/d0eJIgeV6FCbRAp9dB2Sy7VLqTRIpVQSA0zEx5BN0IrawsBVuZFgS+J8lQnAWtS5aYKYGyQe9OjWT0tgl4MWn5a91hYXbg89a0IzvXomChJOHoKcCe/CNSk0UbW8LQnwCGjy2YBiCWFpK+Az0OPRdOEpWn60jU9CyunaW0vSgx++RrV17CSpyPaljpwElKey60gT5eIEsndpCXp20yPGSRajJW36oj4DW13qXwf2JkWlfpXrxk0AFF1/02DQWDFwItvzcpZP4fTrji0Bz6w8S+8eSTFSXoknpy9TvspcqgEthfnwKFG+RqBnaUM5dfSPBnqmP086obNCya6v/+mant3QMApp5adeWJ5dx5PctPTcGydONy4HRwz9Tm+uTpZgx0YUax2tAz2zLhxZxO55Sa4SS0KnTVx1gnmY1Qp4NH190HuMiCImsNLC4DAweXQdkl3X3yyVBrRNRfMEcR9JNoEqgim/IyvXu+UInWO682WHO7s1oKd09Luh4NzuBkYYHGL+p9/1QRg4jpw8BD0vilKrLk5Ls+AqbKAna46TmgnUagd6ClEe398kBxKBqm18ElLORuNDGnclKXL3oRuymoqoFV3jtDCfQTmdahhKhx5vCXd9xXpQSNaGdKudawR6AkCrX6BnHcFw05tKVLx6hRoxS41/BDKzMJSWbH6BnnTEeg30uMS1a3kGepqsum6nWpjHQI6kBqsI+1cFvah+nKojAYFMPt/oGpI8DdKTvg2gp5GskWT9pxsYBL5t7Z9oFNLK78qRnlXsdok6NB3rUoFLIQWaRq26aJ2NKdY2erImlcvoipJz9yIYw1pDxZWOYge4zrPox5PyRTrBleP8VSkeTS5dIwoxJpGEY4isHRcWSBLvIMph8pNt6hvweX9E3t0o0r+eXJ5qR5HokDwilRlAT/I4u0VxEdAjW34ryll6lcERkrh/dgxxDhjoYjm2KvBpbNDpZ0tAHQV6Wn5pctIteZjOrB5loUeP61RqqJlsXj9PSMrp2lFLqkf1Wi3R4uvJyyaWHG4S1ZGKsIrUTjp0I0OalTVsGva6pZp0CUcnENt5makkh5XLMHMzkd3tVQf5sWA3NaQn1awwKtesNbptSivOQE8TVMsznUykW0kqcOVRJ1YVZ2EkyePd7vKGI2uH6qknRbjIOmK5ocw6+laAnixuko1BPVfFPqm/kVFtldpCJTFSoKcNGdyJxwFhpT797dK2SGGy9E4xXTRhVIG+MCNTCdmFRfNEczw1qZwGglpNHBAarq7OpyUnr5uY1TJs8DNMPpObjvo61DY/TTiOBXj1A8hyeoqGV6m2zGp69U80d6P8VrfVp5RsQyRJ1bLTXGWcd+uggaJlnZPchVtLfBIjTWJL7P30CdTtx0FkZ1SGWLhvt7FLTIoO3GjBDgjqSWlq6iepPHdHz7krhTOtiow09wnJVVAphlw5SZFMBzzqGT7bQ8/q0XLKTTJrh1jLK4bZ0dI4dsTjtiYqc1Q6hJojkNm1PI4TAZtATH1nIFcJp/70nB6PSh/VrwG8ilQI3Va8le39LiYiR5UqYTxEAUWkHnP5n4KU/GnzWKYIed2E0Kjc1ZN3II0Nz6Z3Z22HuGpK3xY7QXjAI+uxH5dG8dX+bkxVOWMte08zfVTwSKS5vd9GLlmNYmW7KbRR5zySVE6DslTKNwd6IpbhnZrWgcKAC+0Suba5uiWD/SoyMnV0FuuiTAOyga86Sa5rXJ5KfUaunp0UOpPkwSGQLI5qWbV51VaBonvWSezSBXFdbfVhCuVA4s+BnpNb0XIHrlIYlK6+Ku0y6JQmmoxkdYTxVFO2S1uXfFeqbX3Vr/zVScDWqA1ySTeSx08wOwEYwHldkZ2feuTRgEThIsprD6VXalGZcvuj2iSA8yDHgWNuTU5ro2edRF2/6STj8oYx4fSiOEdRvTeaV9Ew6/MacoD6VKTkT5tHwlvGKGkEmVZMj0b0uBN2Lbk3bJiG6baoX3fX3eWJttjNQ4ZxaWvX9+hzc0wUxu2jqCrnDtCrUXQNPJDU6WykVb+LcurPOI8llbOjKNeA3wXoyR8euBfZgLMkdPg2OR24uqOg5+AnsMilq/F6qpGbh9AlTwZ6tWTjqkLV+mvL8sQAN1l1kd48rgafUA+YW//pv4XJp4nJoePbLT3YIs8yqu06Bqr2b+1E/C1BrwE5i+DRpDJqxCIFv3JHx7G5I5Fm6VWAj/rxN3/UHoGeRDMr2vTo2mv9F63Q5oE/CuDo1IfEg7VnYGePq2g5y2RKK5lNFpXmTjIiiyO5eai+sJJrqFbXjqJh3ybQk1wO0KViLyM9u4KeHZlO+pc29BcpUiWEeajr7O6FAsvl9MnEVQDcjVx60U5LL9po65Sqv0aQXWuojbAsj5JGCcihbIerLlANkhp8KU9JqrRacXSAqFTnjypK1g5DNFhFkbZXJo0lFvSFzrMczkmKqq5W7ogcDAo+BzaRTE9EzO3QKlJqHdkA8qCnSeyDlcNaTCGsTfS5o29zILW9IpfSeKdRdeDWTsRoGZFwk8W7o8Q2KNjV78hCQlrmqzj9MUrRPqlK6kjpo+WGtBZu7DyyKkwf3uozv+Tl0bVS4WGsBK6Sq4GladLRFR48N8Cj257To1v1V3JaJmft6Wf5XEFeZpe+nmp13YAaxFs7jawWsvw7y66QRT8ivhF54eurDzW5cOnQHeurVy8H7fhhbX7n9AGV0hjCg1WpFZZ0aG7pvTb1znbI78KqIzhClYKNfGIrJLBIVTTiWtoZ8mTUuLRvhkylbE9N+Y8YVJa+LlqD0C0jfZwdzdGAI1TjdYAUNLobRTVvzDLE7hm7R3NI69hNUFeG/ovC8ZsmVvgIbhTq/jlZo8dGFI2qdwcOFA2TxjXodaPQWQfuxo17TczdabVNPhUW7rjuwpZGSy0uuSrPjskv8BOzHpHGiumc9Zn2vcp3auFrkOZnlEMl/4hk06FC3lPXXDO4gt7oFNu1OnPrGNjFWTY5AgU3I+SKxOxKVdCLCPLNketkd+baTZwQF2G7TiZ3OH59klUV2MoNWhQ9rt2M18DVRVZ7rovuwBYmK4FuPUJij5EoTbzKshwCayJXAIlFVwHJVdWQImmMGSSOgtsOZrV62NPdeRWz7dZecjh+g/r9bSmqS4pbCXtcn5jUj0nTiJRFEBTGpAM+6sGWpVVAs2WpgZ8PN+u3jkOclrFk+/RkybOBoMquUrWtPuA/S1L7vDHwlOT6JrB05/hJyHqTGcM8elQuu3tbTcIc6kgbEAoNg8MJUqXqAN1J1eqU3x2Zo5ESVLYl8YPDZ1Vay8t4qz+AU4UeVX+UGqeq5NZBWrI/V0flOojqDgJ5cm1QpzoWST5z8V/IKtJkcvnVBhcmdyjS5ZNHyxkX5kpsQJX8JNONr9v+B6IvWoAHYidy9dxWJZZiBfhSfPbQ3yJz2181LErR67deHVXyo2/3vI370FLrBOHJXKGISJ4aOf2xQoxzYdK9XM7nsF5xdLCsEFcjiepmnF1XtMkb9Kg0CnM5RC67SnNzxsqT5aJwo4qDFGRRET6dURgH5lSqSjZXiyMLb0DRNM5XDQkA0JhUXl2ZFtS4nh0knfCgk6nzRiuzGOf01Ki3TR/25zRaGU+WNZLegp3flRrKjhwrZSml8zeo0f7vfCPDZw7u3ZS9Oym9yxM6WVSrFNcEmbYhNKTlEKt2lq+/Xga7w+PduxKzVNPowqoFWZiF1xa5gyRDfRI3EVzd1h6yXQNUWMQtMtCzNgnUXJjcgQSuzsoI6XYnTdZQguXwdYiqOZWo6pM8TueqQW4LtDijSplOBpGyO1lcPjsBkF2sSK6qLzxrJdrt5oPKq+aokhNnZx5LGwG9KNWkN1FYdn1ShldrlG6rOg9AE/Qd4mr0qzrI1h5Z7Hp+jG6LNxBUqeapLUduyePDdlJEFkvrnNY7kTzR7JHu9HkjAZ5qdSh31f9o0BNFdCNS8bvKX0tWL/9M13LWyEH/ExTj9ObL4F/1UxI6RspjeBjzO4tlCCuzuWeRLoXdUIpQVDoun3meYoKyTHOZ9dZoxy7716d6BZgAlTBNOgkooQkQXFLoArA+kiJ/JGGVGCQxH8VRUkvCsrZmiWtcl7gBqUM1CWzwizkZ1BEW55e7Im2NU1n+2lPmdIejTSB3e141GjNbha2EpyfVXGEWsoNZsvQbJleFLdzdy1VeHvRnpGNwf5vp8ZO6MYX+kmXhrItIQdSNJqM9vsM5oeWr2/LeaSXMF3s+T3HGHEcMfxyFelVf1f0tIopkY/cJOFD0EZOno536CuMu6LrKT0/RuVVPtsuKnh0KpIliR3fYlXYXpVpWOOs1Kkv1qHHuLOcGk5XKs7GuSVGTBjRWgo6KZzhVrJAK7SanFcEslp+ko1OmC6/ms5TOSYpaUQq2+ixJtXN36+Sqea4KJLMDVacG/fPPZinAs1oov1Vh6XZStDZ3Gb4RKbMvwDJIXncMHV8vd019kseTiRZqpScS49nR7pZe1a22VXNUSSkaqdHSPqGl17DkmnDpNjq2LdLFRuQK4SKbKM7pZNQJzk9sscWHtIqXo1rF7mT1+YTMaPmsoMAijZngIodg0q6Wnj86knAuxA61kQ1op+C7jcGGpPJ3GY4NywmNI5n2gzcSXhU5Irz6wPtd8yJxlULYFmKH8+l/pEyWH80Rax0+znEZaXxlycn/7m8HWXERQWupWqFN7kByN8zC+nz9Fq1kvlL3SIELj5YVBr8dGNxIRindRxvJvjPy4dU8VGiIiky2ah08GvPPlO/IRWuQhhrkq3aOo+pArwKgmNKYHPwX0X2jgaLSagY/K67twkBK1KAA0W4gwuQhpmYQmmQ+RvI6F0muqm930IvoVL9qlgrZu6kNxLKkvzPQ8w7fptB3tXogR6oJQGcxTOhzeHZEe9G7RLVxgWpAK1KfC/PhJCeSi63KRYfyN1IkqToG6+reRY9VquomUEVHT0IqvjolaqhROdG+MJH5L5q90Ry3kMg4c21q1C7pJ1q+L4sHt9Kp0i4ii6oCfB2yjgssfz0zXDWJjRT4hBTR0Q6qKVNUF2Be/jMQ8v4nJdchjxZUaQTaNctin0Vu9+Cw838rSLpwh6fSxTdF6otgBTfib5R8R1T7pcrRPqk6vVa8GJSIv+ilkm+OGskUvWH0uyTWZCf2J2bK9ihyJ/cq19LOPvVabhDzzRK1KYRkNYGNQtWue+t/0fjG7Ggn2kfSVOprwAElvd/ZHVFWBzn+WlQpoFqXcaRuV5E/hrCKvhQWJCFzEMgqMFZKOkxi8+gYSUu3fsFf/6ukIwfrLrQ8xNQSQzQIG/BuP5GJ5rlK0dB6jpIPYwOjKQyo/C8SWsci596RTod68lGVoUGPWlDPokoaS7c7VfLwX6Pk1l31pLJ5CHW4N0vqKZQW5QhZAYGjPRICPdHpcus/PUzbsLoaitTnBp5zR8utkMICEwo0XrzPyMa444gzwkxprLR17P7VUiWefSemJ/pTvYGriUXerQhVbCeaEB9Y5HKKTJsMduWFUr2vZegwT1auwqchG1SPoegZ2p0Rnb82L5v7JIXVUGjAI4hFRlM8kbVgIKFDNaduTIjUt9UzbvXMqy2NvMNaV60llMF2W9OrHVWVhUd/BgwdFKjy6Ewd2Znfu620aKZG5MttlKzylTLS17WmokvdJyGDcC9UfVtt0aN21glN26JhO6JkJfnyNJG2TPk7KTrkascp6ZGVhPIiY6Be0AZUr99ont1kceTGS7j2Hdq2q/xKGy3b3GQ/jl153hkhu6nj26Y8KsfK1TGU0YAarqCVxw165/cU2qG+N78PC1R7icSRpbHx4OQKJHktZwiiR06rgx7pxxXt3XL6tNWe+z2SBKhwtR3/m6Gdg/K/kEZDmGiN+HdJ6oMq+8BdSQl+d31WKwtZPwllf/rnwnYjS+sp6t5JrqwKW5CWrfJ/M/Pz99mHjWi35u96WTBQpfER/toUKn1UxY+jRoJF2IrXsS58Bz+GrMO8u5KhUQeGIMWJ9UyYuX2YUTj+FxKZapyzTjXeGvAJbJjISz1WWGFfk6LDMPDj6clT7iDfnqcim7muPgOg3WbyE1Ft5Q48HVuML98up9BdYQbXs5H3hHlWmW//6OTatJMdxVoHDnEMOROwnkKD68mKeILGqdwq0d0wk8KeoLAIWbE2AqJNqSXrAO9W8l2Xi1H7XAPKe91Z1R2tKrnDAGSAO/sqVjv2suxK8WFCyohWuPzuWF0aBVK4X1LQqdID/ee+vPXSOyeptv6qxDWWS8NWPIKo1N0undTrO5BuTVRzBDnq+62WdtNdjaWlNCGZFduo9lqKih6+bKa6tMtIJTf90fp37cfKONfY1dj0fsqhMeSWlspLLKDb3VRy7VaRlW21+CdX0J83DCvkStCv0c0L5fMnNJKljcj79Ze3zhNks6KtPo11yuIVasvbqHL/cyJrs3P+1hSdAo8mV5ull4KNFebdT1zO48nVRK6Ogf9NkNPuU/wiE6qepLtG/G0nzXtjuX2AnQh9RHBHAaJClobtpNPaKsQi24lf1/zihCOx/NqRQe+Nk+2aHv8a0c7gMDoDBb/nXcr5usRWVH6unWTfPpPfH8UGeo8iJt/BT0fRRn/ztFupNYPZhz0RNRBVk8f289IxOpHMWT1zubNHiNcxCnbhGKEGQY8jZQntehIKySxfHX+z1KiGR3EtSc7aJjXKsxv/dtSoJGcX1NMTKrueVOA3RkEGryk/saOT3NyPZJEmfnDSIWCw/BTXjgHkCA3aZ1Cv4Qn8FOZJrsDRR1ICV8f9brwbRUuOcpQahbFUC+Y/z64NAegUX42LtfYd5DyuCsLgilxPOrFq6REN+63Keww9YVU1YLULRc+OljpSSO3Z0z9n5xOEsivw16Aun9IdGe0GhyPlt9IULj89MvXNrXDPcruOk6OWHmWtcyh6Vx1tfZPL2wZCPYZCndY+X70OTzTuavRAR6NMLPTJxFKiJ0pIMgmd01NUd7v2A9OEKKvpt9BXILuTG+qUMyJPtP4auVifVKS3nWx5q+oZFvotxDcmnfQ5irSbTEnf/+D4ZAEaoa7uSKUiesPd2/oyrVqf3HJGZKx+1rRKFisZK+XQwULDiwsWYm6XoDIO9USKkloiykGHWLGPtPR89qck1qKMjfh3QY3qIVdV6ahBEuMaimSqj5PCtmTt+RsUenWv8v6lneGkVHa0gZkKqrLrHs+meKf8GjkU3Yi8IJVo729E0fICf3tptwb/lvSUjfe9sYP/UyCT04CAzAlvj5sY+zBy1LKJsn5ON/5oLLcFPoKCduqOHM87mIBXLU3+KO9Gj6s/UEinY5TdoVJDsGCJcM7ac37NvEeC3u+T1GFPyk9EUkBg87tG7+CnIne2KBPotEFDYO2dZuBnNlUDNlAUM79+NjCcXC7s0VRpx9OK+58o/V6aGdGpMYMCf+uJ4zY6kSvzwi9Nw2nXrtPJCmJYSBtYH1qrhqtMZbB/DWn3mHpqpMloWDT8myMnn5eSB3edcme77STR2nuA8/EJBGF6y/RYosqfJBlpJ4DR/9iZTVktyVMoj0kD0NTTo2prKEpdWTVJpGjSo4BZpn2IVTEB8kK4fKq3srytK2q3sqPlRkllCHob0je4vP06JLlrlmX+uIOYsBInPVQabCU4pycObf5Tap7bG+isVq+Rcz+zVKPkErtyHEXdjmrGA50hf80JLeK2+EeMkSclN0b4U52a4KogIosoxIusSsvjjpXvV5BMRw3yO2KYTvRa4pbKtrSVxiy3bVZSzVPZqNb/3zF+xT65xVfqY5ladteRxUq2SjlCa3oJ6JWc1g4PcObyJwFP4VskmgnKVM35bSEn/yNY/56SdpQR4acl5pGSjSlLlIMubbA/gvU4gD0S8K1T/reDot3jWHr6R9LVN1UtGxLa4/59fRKgmLUmwLMjpzXdUQ53YHU3dktpghB1MjxJMy2LxnmgBpmiJ6/fPzVomFFt2E5o/R0RYWEnSESoEv4Ev9+GovVGeTfa0XcKqOenod8mz38hI54fnl53v90w2UnfVDkqSOPNxtw3VKjKErCR9ahJALco2/dka44M19j3RVSowUm4Mj8Y7E7YrsoQ/J8qcXm735r7ZPS41jZeShjVBNNjCvRnHqPHlV1PjWV+2jON3Xx4AnoS6eyB4kYJVUcDuSyp11c0m5LK37ApGrQNqcFAFrEQDdhGpOuNlUw1SZTJO+tol+DGdT8FRfNXlj91cptl490140zuXcbdLsEuf4iLrsEsQ9XvRHC1RlLVUa2cVa8DCu8M/4x2fd88IktNG1mQ+aJhfolnWTQumEZ+l07/RHJIDsbYn9vOSf6QREerKyJSeFBY6dxmqRrDTMAjZ63Lo/QK08EyhwJ0VKrgriOfxyjSnka3GCyl0vhkYWFduRYpnwBdYWSns6Ar/ZPIKsUz/5jainUJHstM+0hulMfzDnpsgsdQff7fkoPyHsENgnbwI4mqqSh9F47+gr8+zeO4cegjKCr4kzYmmi7KX5MeLavXR02CqCfkbsSPoEqSuvS+TeYL4/qRFJTg2caUhwbvNqf/PZIq6euY+TzURDjic8J6cUM94eiuwpnPEFLcuOk1JMCzj2s3ihQxnEXVxlZ9ofYoi5QipKrGhdgnINOHo3BiiMpgIaaQKFdpJ7T+jkjC1fN/of9CjyfCHSefcd3g/U+JNKkbzQHxE5Ffxka5qSnuP1FAjumrfLoZ4NhAzj/GYmEKqcTtJKffqtseydJTCXo6QTcw/IroqWT+ltJvDXpSXaPf1yPlf1J+CmJyWxo1YBf9TcjuJePIqZxkHkOWhAPsaTmAwO+OqA02xrHXjnl8dB1Zuxukr4Y9jpXDTdAainh9qd737SLX1l04yE233Wwgyx2l2vSurfqvHrZeZniNu8I+zAW7fHI0IAvmP9XhkrlaRGE82QPInp2F5563s8VjRYAq1Xl3Ias4wr8dabgbm9uP/8hRD2y7RW6VXJTlMA5pf3tLr74tgb82NSq0nr85CoPg6xb722avdsmT8++aXFuCUsj+UQJNk8rkjDD/VdOKavxPyD6PleeJPu8i+WT/aREFDnLXc0NihOnTOY14rD9R2zN2ZL1dIb8jOuxPAZXAyHhRjAuPugIZIPiH7205K+afSxt+tWSyePfupFz1/HQUBS6BVnDrv/vniW63vFcyxfNHf2DF6/Dbg97vjby0O/jbRf8Y0j1pPQKSsLSpLHGMnXVVz7/FuPwdkpfz2yXU1yK1xT4S77lG96TQr/b8GcPkt+3ZuZS1u7A6CYl9vI4Gft5d4aek39e4fVqq0Y+4jgJQC+i0FLfnCdWYXRoUa+3dt2tbLaKh7tRtDSIsaLeaounlblRwNDxaTl2ZDRoeyMzwBlQ9I9aS+yiRy+TOKA2IwdHsIZWFVbK4M0sjetI7xE9CbmI0aExdeIMUO6lmzcIc3ukOkfAKhbDHUcjj76Ipm9VVraOW3MSupg+JOIjljmYNRVcd1vQAGFGybAwPpUVpZ+qQVjGNYnenRnU/jvRhJJE1r27ceS1UxNBS1lXBfxEwi9ZbcUWLipSr5Z/zqkKBggMJBVZuVETGqcqrzqWKg1TXR3YMIz+SjuFV6apUny6k2aH3qE7pDDkMdxgnv8OgSDqL806l8GXU6JdtfCToiRqDharbxUj0XzzfQRIglOVOS85dQyFcIgXl6l+ELEmjvL8lPQnoRYlJKuDGQ60ku7Sd5T5ByU9EsnoqtdbL6/XiVOTcSrE74EvHoQzLZa7d8mgSVFOIHp1eVM0j3ci1M6Hl36F7C7VwsZpjI2Jndl9qgwjSbnLtRlH9uglmTqOnLUtCPy6LtXpH2124haqMSiGSR+x9dId04UPZUT1WQEthnk2XdnTAZ2EB9Kq1WhVV0KslXz3JlRPy1JDAReU/IdlIrDbU2hbISql4pQ/vYYfot2stIU8lgZN3F+T6FpHNmgjv3sR/FAoS/WNJ9SR1a5A0ZFoNVX91mVUdYN8OMpl+X0JFlPm769Ogb3fHtdoHtRyvfDw+MMOVvV4wBgqQFRzNb2E+fFeqifzdtfjrULRN4icmNadBk75h0PsmlNaojCB94N8/NTzrSf+Bf0uKFvEkXE+7hX89ipYYaiDvUlFIUaWdIRyt3lGl2t6sT78LfyupkaCcoPzfKFx/oe3O1g5cq5NwbEjRhKSdRlU1oD6K9o53kSRShWo8FXHFAUBFyu9+j6JI5ifix5FP561T1+DIsY4b/xz9dstbC2wsaEx7WTciDfqQ5RH5o+RShIZE6Km3Jn8EPcHyNgBeiK2qL0IMcvtbNCCW26hka9/TnLmMHq87S+HLtXp3uahtU63S5ur5TyHVfqdDHirBpVdYyFOto3achLK0xAmpape3NXnoMDGscLHIuXfrkyiF/mlEtXI9nuyyTaVPZFl4J2m3snazPlz4zjhrWQimxzWR/+oaIuuuEaknjJjeyvH1V3VdS1q+NqkSsunTLvS7sRrVrxsLzm/FmsuFVFL5coxJVaiuI9bZSJbdqFKKz1SjU7mD35bioT6GNeoUBXvnTtrG/x/1W+nQu3SFdwAAAABJRU5ErkJggg==" style="float: left;"></span></p> <p style="text-align: right;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Магистърската програма е структурирана съобразно държавните изисквания за ОКС &bdquo;Магистър&rdquo; и осигурява професионална квалификация&nbsp;&ldquo;Магистър по социология&rdquo;.</span></p> <p><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><b>&nbsp; ЦЕЛИ&nbsp;</b></span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><b>НА ОБУЧЕНИЕТО:</b></span></p> <p style="text-align: justify; padding-left: 60px;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium; text-align: justify;">Да се развие разбирането на студентите за взаимодействието между изкуствения интелект и социалната промяна.</span><br><span style="font-family: arial, helvetica, sans-serif; font-size: medium; text-align: justify;">Да се предостави теоретично и практическо познание за социалните и етичните въпроси, свързани с развитието и приложението на изкуствения интелект в обществото.</span><br><span style="font-family: arial, helvetica, sans-serif; font-size: medium; text-align: justify;">Да се развият уменията за критично мислене и анализ на взаимодействието между технологията и социалните процеси.</span></p> <p><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><b><br></b></span></p> <p><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><b><br></b></span></p> <p><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><b>СЪДЪРЖАНИЕ НА ОБУЧЕНИЕТО</b><b>.</b></span></p> <p style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Осъществяването на аналитичен синхрон между няколко научни дисциплини като ИТ, социология и психология е подход, който позволява на създаването на умения в студентите, които да отговарят на новите предизвикателства на пазара на труда като:&nbsp; креативност, гъвкавост: възприемане на нови технологии, работни процеси и среди, разбиране и използване на технологии за автоматизация и оптимизация, дигитална грамотност, умения за работа с данни, адаптация към организационни, личностни и културни промени. Осмислянето на мащабни технологични и социални проблеми е в традицията на социологическата наука, която може да предостави инструментариум за разбиране съвременните трансформации и дори превръщането им в иновации.</span></p> <p style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">МП се разполага в три основни концептуални модула:</span></p> <ul> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">&ldquo;IT&rdquo;: обяснение същността, историята, моделите на AI, киберсигурност и др.;</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">&bdquo;Социология&ldquo;: теоретични и практически курсове по социология на промяната, трансхуманистични парадигми, организационно развитие, дигитални неравенства, етични предизвикателства и &nbsp;др.;</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">&bdquo;Лабораторен&ldquo; &ndash; програми за изследвания, анализ на данни, платформи за обучение, приложни аспекти на изкуствения интелект.</span></li> </ul> <p style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Учебният план за придобиване на магистърска степен по Социология със специализация &ldquo;Изкуствен интелект и социална промяна&rdquo;,&nbsp;включва задължителни и избираеми дисциплини, изучавани в два семестъра. Посредством задължителните дисциплини се усвояват теоретични и методологически познания за съвременните общества, техните трансформации вследствие на технологичната промяна водена от изкуствения интелект.&nbsp; През първия семестър се предлагат задължителните курсове &bdquo;Основи в изкуствения интелект&ldquo;, &bdquo;Социални движения и социална промяна&ldquo;, &bdquo;Киберетика&ldquo;, &bdquo;Въведение в генереативния изкуствен интелект&ldquo;, &bdquo;Дигитално разделение и социални неравенства&ldquo;. Във втория семестър се предлагат три блока избираеми дисциплини, които продължават и допълват темите от първия семестър, с цел да се позволи на студентите специализация по техен избор, в рамките на магистърската програма. Избираемите дисциплини са следните: &bdquo;Изкуствен интелект и големи данни&ldquo;, &bdquo;Организационно развитие и промяна&ldquo;, &bdquo;Основи на архитектурата на сигурността&ldquo;, &bdquo;Трансхуманизъм, киборгизация и социална промяна&ldquo;, &bdquo;Изкуствен интелект и трансформации в труда&ldquo;, &bdquo;Изкуствен интелект и естествена мобилност&ldquo;. Във втория семестър е предвидена и факултетна дисциплина &bdquo;Методически практикум за магистри&ldquo;.</span></p> <p><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><b>ЗНАНИЯ, УМЕНИЯ И ПРОФЕСИОНАЛНИ КОМПЕТЕНТНОСТИ:</b></span></p> <ul> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Теоретични и методологически познания за съвременните общества и техните трансформации, възникнали в резултат на технологичната промяна, насочена от изкуствения интелект;</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Познаване и разбиране на принципи и закономерности на социалната промяна и изкуствения интелект;</span></li> </ul> <ul> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Умения за прилагане на изкуствения интелект в различни обществени сфери, в социалните науки и анализ на социалните процеси;</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Овладяване на авангардни, специализирани практически знания за анализ на данни, проблеми, използване на изкуствен интелект, които да служат в разработването и прилагането на нови идеи и решения в различни обществени сфери;</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Умения за етично разглеждане на въпроси, свързани с използването на изкуствен интелект в обществото;</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Умения за изследователска работа, анализ на данни и представяне на резултатите от изследвания;</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Умения за интеграция широк спектър от знания и източници на информация в нов и сравнително непознат контекст какъвто е развитието на изкуствения интелект.</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Умения за иницииране на промени, в сложни и нови условия, възникващи в процеса на работата.</span></li> </ul> <p><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><b>ПРОФЕСИОНАЛНА РЕАЛИЗАЦИЯ И ВЪЗМОЖНОСТИ ЗА ПРОДЪЛЖАВАНЕ НА ОБУЧЕНИЕТО:</b></span></p> <ul> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Възможности за професионална реализация в области като социални изследвания, публична политика, технологични компании, образователни институции и неправителствени организации.</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Аналитични специалисти, подготвящи и вземащи управленски решения в институциите на държавната власт (централна и местна);</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Ръководители, експерти-изследователи и анализатори в агенции за социални, политически, маркетингови и рекламни изследвания, отдели за анализи и прогнози на бизнес;</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Съветници и сътрудници на държавници, политици и бизнесмени при изследването, анализа и управлението на социални и икономически процеси;</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Анализатори и коментатори в средствата за масова информация;</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Възможности за продължаване на обучението чрез докторска програма в социология, изследователска работа или специализация в други области на социалните науки или технологиите</span></li> </ul> <div><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><strong>ЕКИП ПРЕПОДАВАТЕЛИ:</strong></span></div> <div> <table border="1" cellspacing="0" cellpadding="0" style="width: 633px;"> <tbody> <tr> <td width="385" valign="top"> <p><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><b>ОСНОВИ НА ИЗКУСТВЕНИЯ ИНТЕЛЕКТ</b><b></b></span></p> <p><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><b>ARTIFICIAL INTELIGENCE BASICS</b><b></b></span></p> </td> <td width="199" valign="top"> <p align="right"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Проф. Д. Велев и проф. Пламена Златева, катедра Информатика , УНСС</span></p> </td> </tr> <tr> <td width="385" valign="top"> <p><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><b>СОЦИАЛНИ ДВИЖЕНИЯ И СОЦИАЛНА ПРОНЯНА</b><b></b></span></p> <p><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><b>SOCIAL MOVEMENTS AND SOCIAL CHANGE</b><b></b></span></p> </td> <td width="199" valign="top"> <p align="right"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Доц. д-р дсн&nbsp; Андрей Бунджулов, кат. Икономическа социология, УНСС</span></p> </td> </tr> <tr> <td width="385" valign="top"> <p><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><b>КИБЕРЕТИКА</b><b></b></span></p> <p><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><b>CYBERETHICS</b><b></b></span></p> </td> <td width="199" valign="top"> <p align="right"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Проф. д-р Силвия Минева, катедра Логика етика и естетика, СУ</span></p> </td> </tr> <tr> <td width="385"> <p><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><b>ВЪВЕДЕНИЕ В ГЕНЕРЕАТИВНИЯ ИЗКУСТВЕН ИНТЕЛЕКТ</b><b></b></span></p> <p><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><b>INTRODUCTION TO GENERATIVE ARTIFICIAL INTELIGENCE</b><b></b></span></p> </td> <td width="199" valign="top"> <p align="right"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Проф. Д. Велев и проф. Пламена Златева, катедра Информатика, УНСС</span></p> </td> </tr> <tr> <td width="385"> <p><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><b>ДИГИТАЛНО РАЗДЕЛЕНИЕ И СОЦИАЛНИ НЕРАВЕНСТВА</b><b></b></span></p> <p><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><b>DIGITAL STRATIFICATRION AND SOCIAL INEQUALITIES</b><b></b></span></p> </td> <td width="199" valign="top"> <p align="right"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Гл. ас. д-р Мариета Христова и ас. д-р Николай Янев, кат. Икономическа социология, УНСС</span></p> </td> </tr> <tr> <td width="385" valign="top"> <p><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><b>ИЗКУСТВЕН ИНТЕЛЕКТ И ГОЛЕМИ ДАННИ</b><b></b></span></p> <p><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><b>AI</b><b> </b><b>AND</b><b> </b><b>BIG</b><b> </b><b>DATA</b><b></b></span></p> </td> <td width="199" valign="top"> <p align="center"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Гл. ас. д-р Антоанета Гетова , кат. Социология, СУ</span></p> </td> </tr> <tr> <td width="385" valign="top"> <p><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><b>ЛИЧНОСТ И ПОВЕДЕНИЕ В ЕРАТА НА ИЗКУСТВЕНИЯ ИНТЕЛЕКТ</b></span></p> <p><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><b>&nbsp;PERSONALITY AND BEHAVIOR AT THE AI ERA</b><b></b></span></p> </td> <td width="199" valign="top"> <p align="center"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Доц. д-р Диана Бакалова</span></p> <p><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Ръководител секция &bdquo;Социална и консултативна психология&bdquo;, ИИНЧ БАН</span></p> </td> </tr> <tr> <td width="385"> <p><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><b>ОСНОВИ НА АРХИТЕКТУРАТА НА СИГУРНОСТТА</b><b></b></span></p> <p><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><b>SECURITY ARCHITECTURE BASICS</b><b></b></span></p> </td> <td width="199"> <p align="center"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Доц. д-р Георги Пенчев, кат. Национална сигурност , УНСС</span></p> </td> </tr> <tr> <td width="385"> <p><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><b>ТЕХНОЛОГИИ, ДОВЕРИЕ, ИНСТИТУЦИИ</b><b></b></span></p> <p><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><b>TECHNOLOGY</b><b>, TRUST, INSTITUTIONS</b><b></b></span></p> </td> <td width="199"> <p align="center"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Гл. ас. д-р Драгомир Драганов, кат. Икономическа Социология, УНСС</span></p> </td> </tr> <tr> <td width="385"> <p><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><b>ИЗКУСТВЕН ИНТЕЛЕКТ И ТРАНСФОРМАЦИИ В ТРУДА</b><b></b></span></p> <p><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><b>ARTIFICIAL INTELIGENCE AND LABOR TRANSFORMATIONS</b><b></b></span></p> </td> <td width="199"> <p align="center"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Доц. д-р Ралица Пандурска, кат. Човешки ресурси, УНСС</span></p> </td> </tr> <tr> <td width="385"> <p><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><b>ИЗКУСТВЕН ИНТЕЛЕКТ И ЕСТЕСТВЕНА МОБИЛНОСТ</b><b></b></span></p> <p><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><b>ARTIFICIAL IN</b><b>Т</b><b>ELIGENCE AND NATURAL MOBILITY</b><b></b></span></p> </td> <td width="199"> <p align="center"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Доц. д-р Михаела Мишева, кат. Икономическа Социология, УНСС</span></p> </td> </tr> <tr> <td width="385"> <p><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><b>МЕТОДИЧЕСКИ ПРАКТИКУМ ЗА МАГИСТРИ</b><b></b></span></p> <p><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><b>METHODOLOGICAL PRACTICE</b><b></b></span></p> </td> <td width="199"> <p align="center"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Гл. ас. д-р Мариета Христова и ас. д-р Николай Янев, кат. Икономическа социология, УНСС</span></p> </td> </tr> </tbody> </table> </div> <div></div> <div><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><span face="arial, helvetica, sans-serif" size="3">Повече информация за кандидатстването в програмата на<strong><a href="http://magistri.unwe.bg/">&nbsp;http://magistri.unwe.bg/</a></strong></span></span></div> <div></div> <p><strong><span face="arial, helvetica, sans-serif" size="3" style="font-family: arial, helvetica, sans-serif; font-size: small;"><br></span></strong></p> <p><strong><span face="arial, helvetica, sans-serif" size="3" style="font-family: arial, helvetica, sans-serif; font-size: small;">УЧЕБЕН ПЛАН:</span></strong></p> УНСС Fri, 09 Aug 2024 06:31:33 GMT http://departments.unwe.bg/soc/bg/pages/6572/from-rss.html <div align="center"> <table style="width: 500px; height: 180px;" cellspacing="0" cellpadding="0" border="1" align="right"> <tbody> <tr> <td width="287"> <p><span style="font-family: arial,helvetica,sans-serif; font-size: small;">Специалност</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: small;"><i>Degree Programme</i></span></p> </td> <td valign="top" width="344"> <p><span style="font-family: arial,helvetica,sans-serif; font-size: small;"><b>Социология</b></span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: small;"><b>Sociology</b></span></p> </td> </tr> <tr> <td width="287"> <p><span style="font-family: arial,helvetica,sans-serif; font-size: small;">Образователно-квалификационна степен</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: small;"><i>Educational and Qualification Degree</i></span></p> </td> <td width="344"> <p><span style="font-family: arial,helvetica,sans-serif; font-size: small;"><b>Бакалавър</b></span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: small;"><b>Bachelor</b></span></p> </td> </tr> <tr> <td width="287"> <p><span style="font-family: arial,helvetica,sans-serif; font-size: small;">Професионална квалификация</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: small;"><i>Professional Qualification</i></span></p> </td> <td valign="top" width="344"> <p><span style="font-family: arial,helvetica,sans-serif; font-size: small;"><b>Бакалавър по социология</b></span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: small;"><b>Bachelor of sociology</b></span></p> </td> </tr> <tr> <td width="287"> <p><span style="font-family: arial,helvetica,sans-serif; font-size: small;">Област на висше образование</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: small;"><i>Area of Study</i></span></p> </td> <td valign="top" width="344"> <p><span style="font-family: arial,helvetica,sans-serif; font-size: small;"><b>3. Социални, стопански и&nbsp; правни науки</b></span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: small;"><b>3. Social, economic sciences and law</b></span></p> </td> </tr> <tr> <td width="287"> <p><span style="font-family: arial,helvetica,sans-serif; font-size: small;">Професионално направление</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: small;"><i>Field of Study</i></span></p> </td> <td valign="top" width="344"> <p><span style="font-family: arial,helvetica,sans-serif; font-size: small;"><b>3.1. Социология, антропология и науки за културата</b></span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: small;"><b>3.1. Sociology, anthropology and humanities</b></span></p> </td> </tr> <tr> <td width="287"> <p><span style="font-family: arial,helvetica,sans-serif; font-size: small;">Форма на обучение</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: small;"><i>Form of Study</i></span></p> </td> <td valign="top" width="344"> <p><span style="font-family: arial,helvetica,sans-serif; font-size: small;"><b>Редовна</b></span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: small;"><b>Regular </b></span></p> </td> </tr> <tr> <td width="287"> <p><span style="font-family: arial,helvetica,sans-serif; font-size: small;">Продължителност на обучението</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: small;"><i>Duration of Study</i></span></p> </td> <td valign="top" width="344"> <p><span style="font-family: arial,helvetica,sans-serif; font-size: small;"><b>4 години (8 семестъра), 2610</b><b>&nbsp;ч. </b></span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: small;"><b>4 years (8 semesters), 2610 h.</b></span></p> </td> </tr> <tr> <td width="287"> <p><span style="font-family: arial,helvetica,sans-serif; font-size: small;">Форма на завършване</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: small;"><i>Tape of Final Exam</i></span></p> </td> <td valign="top" width="344"> <p><span style="font-family: arial,helvetica,sans-serif; font-size: small;"><b>Държавен изпит</b></span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: small;"><b>&nbsp;</b></span></p> </td> </tr> <tr> <td width="287"> <p><span style="font-family: arial,helvetica,sans-serif; font-size: small;">Катедра</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: small;"><i>Department</i></span></p> </td> <td valign="top" width="344"> <p><span style="font-family: arial,helvetica,sans-serif; font-size: small;"><b>Икономическа социология</b></span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: small;"><b>Economic sociology</b></span></p> </td> </tr> <tr> <td width="287"> <p><span style="font-family: arial,helvetica,sans-serif; font-size: small;">Факултет</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: small;"><i>Faculty</i></span></p> </td> <td width="344"> <p><span style="font-family: arial,helvetica,sans-serif; font-size: small;"><b>Общоикономически факултет</b></span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: small;"><b>General economics faculty</b></span></p> </td> </tr> </tbody> </table> </div> <p align="center"><b>&nbsp;</b></p> <p class="style80"><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"><b>ЦЕЛИ НА ОБУЧЕНИЕТО</b></span></p> <p style="text-align: left;"><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Социологията е една от най-бързо развиващите се модерни науки. Във фокуса на социологическата перспектива е функционирането на обществото, промените в социалния ред, предизвикателствата във взаимоотношенята между хората. По-задълбоченото разбиране на обществото изисква широки познания и умения, които могат да бъдат мощен инструмент за подобряване условията на живот на всяка социална група. Обучението по социология предоставя на студентите както широк набор от инструменти за изследване на обществествените феномени, така и умения за ориентиране в съвременните предизвикателтва пред личността.</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Основната цел на обучението е да осигури на студентите бакалаври:</span></p> <ul> <li style="text-align: left;"><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">фундаментална теоретическа и методологическа подготовка за изследване на съвременните общества;</span></li> <li style="text-align: left;"><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">знания и аналитични способности за социално-икономическите трансформации в условията на глобализация;</span></li> <li style="text-align: left;"><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">знания и умения за методите и техниките за осъществяване на емпирични изследвания в различни обществени сфери (социални, икономически, политически, маркетингови, рекламни, демоскопски проучвания и сондажи на общественото мнение).</span></li> </ul> <p class="style80" style="text-align: left;"><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"><i>&nbsp;</i></span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"><b>СЪДЪРЖАНИЕ НА ОБУЧЕНИЕТО</b>&nbsp;&nbsp;</span></p> <p style="text-align: left;"><span style="font-size: medium; font-family: arial, helvetica, sans-serif;">Учебният план за придобиване на бакалавърска степен в специалност &ldquo;Социология&rdquo; включва&nbsp;</span><span style="font-size: medium; font-family: arial, helvetica, sans-serif;">задължителни, избираеми и факултативни дисциплини, изучавани в осем семестъра.</span></p> <p style="text-align: justify;"><span style="font-size: medium; font-family: arial, helvetica, sans-serif;"></span><br><span style="font-size: medium; font-family: arial, helvetica, sans-serif;"><strong>В първи и втори</strong> курс студентите от специалност &ldquo;Социология&rdquo; изучават задължителни и избираеми</span><span style="font-size: medium; font-family: arial, helvetica, sans-serif;">университетски учебни дисциплини, осигуряващи фундаментална социологическа, икономическа и&nbsp;</span><span style="font-size: medium; font-family: arial, helvetica, sans-serif;">хуманитарна подготовка:</span><br><span style="font-size: medium; font-family: arial, helvetica, sans-serif;"><em>Задължителни учебни дисциплини:</em> Икономика, Политология, Въведение в социологията, Теория на&nbsp;</span><span style="font-size: medium; font-family: arial, helvetica, sans-serif;">медиите, Научна етика, Публична власт и политики, Основи на правото, Социална психология, Медии и&nbsp;</span><span style="font-size: medium; font-family: arial, helvetica, sans-serif;">политика, Статистика за журналисти и социолози, Икономическа социология, Народопсихология, Чужд&nbsp;</span><span style="font-size: medium; font-family: arial, helvetica, sans-serif;">език, Физкултура и спорт, Социална стратификация и мобилност, Медийна култура.</span><br><span style="font-size: medium; font-family: arial, helvetica, sans-serif;"><em>Избираеми учебни дисциплини:</em> История на социологията, Социология на комуникациите,&nbsp;</span><span style="font-size: medium; font-family: arial, helvetica, sans-serif;">Икономическа култура, Социология на личността, Дигитална социология, Социални и медийни&nbsp;</span><span style="font-size: medium; font-family: arial, helvetica, sans-serif;">изследвания.</span><br><span style="font-size: medium; font-family: arial, helvetica, sans-serif;"><strong>В трети курс</strong> се изучават задължителни и избираеми учебни дисциплини:</span><br><span style="font-size: medium; font-family: arial, helvetica, sans-serif;"><em>Задължителни:</em> Социална политика, Обработка и анализ на данни с SPSS, Методология организация на&nbsp;</span><span style="font-size: medium; font-family: arial, helvetica, sans-serif;">емпирични изследвания, Организационно поведение, Социология на семейството, Социология на труда.</span><br><span style="font-size: medium; font-family: arial, helvetica, sans-serif;"><em>Избираеми:</em> Приложна психология в съвременната организация, Икономическа психология,&nbsp;</span><span style="font-size: medium; font-family: arial, helvetica, sans-serif;">Етносоциология, Международни миграции, Антропология, Социология на социалните общности,&nbsp;</span><span style="font-size: medium; font-family: arial, helvetica, sans-serif;">Социология на образованието, Фирмена култура.</span><br><span style="font-size: medium; font-family: arial, helvetica, sans-serif;"><strong>В четвърти курс</strong> се изучават задължителни, избираеми и факултативни специални учебни дисциплини:</span><br><span style="font-size: medium; font-family: arial, helvetica, sans-serif;">Теория и история на цивилизациите, Качествени методи в емпиричните изследвания, Социология на&nbsp;</span><span style="font-size: medium; font-family: arial, helvetica, sans-serif;">управлението: аз, взаимоотношения, групи, Социология на публичността, Социология на политиката,&nbsp;</span><span style="font-size: medium; font-family: arial, helvetica, sans-serif;">Социология на пазара, Социология на конфликтите, Социално взаимодействие и социометрия,&nbsp;</span><span style="font-size: medium; font-family: arial, helvetica, sans-serif;">Социология на религиите, Социология на девиациите и престъпността.</span></p> <p style="text-align: justify;"><span style="font-size: medium; font-family: arial, helvetica, sans-serif;"></span><br><span style="font-size: medium; font-family: arial, helvetica, sans-serif;">В обучението участват авторитетни преподаватели, които са и водещи изследователи в своята област.</span><br><span style="font-size: medium; font-family: arial, helvetica, sans-serif;">Катедра &ldquo;Икономическа социология&rdquo; разполага с добра материална база и с висококвалифициран&nbsp;</span><span style="font-size: medium; font-family: arial, helvetica, sans-serif;">академичен състав от професори, доценти и асистенти, доктори на науките, доктори по икономика и&nbsp;</span><span style="font-size: medium; font-family: arial, helvetica, sans-serif;">доктори по социология. Към катедрата функционира Център за социологически и психологически&nbsp;</span><span style="font-size: medium; font-family: arial, helvetica, sans-serif;">изследвания, в чиято дейност студентите и докторантите могат да участват. На студените се осигуряват и&nbsp;</span><span style="font-size: medium; font-family: arial, helvetica, sans-serif;">възможности за стажове и практики в специализирани социологически, маркетингови и рекламни&nbsp;</span><span style="font-size: medium; font-family: arial, helvetica, sans-serif;">агенции, държавни и неправителствени организации, частни компании.</span></p> <p style="text-align: justify;"><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"><b>&nbsp;</b></span></p> <p class="style80"><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"><b>ЗНАНИЯ, УМЕНИЯ И ПРОФЕСИОНАЛНИ КОМПЕТЕНТНОСТИ</b></span></p> <p style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Обучението е съобразено с практиката на водещи чуждестранни университети в обучението по&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">социология, но има и специфично предимство &ndash; студентите получават солидна икономическа и&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">хуманитарна подготовка. В първи и втори курс се изучават не само социологически дисциплини, но и&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">университетски курсове от професионалните направления &ldquo;Икономика&rdquo; и &ldquo;Обществени комуникации и&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">информационни науки&rdquo;. Така завършващите бакалавърска степен получават широко профилна&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">теоретична и практическа подготовка, която дава възможност както за ефективна професионална&nbsp;</span><span style="font-family: arial, helvetica, sans-serif;"><span style="font-size: medium;">реализация, така и за продължаване на обучението в разнообразни магистърски програми в областта на&nbsp;</span><span style="font-size: medium;">социологията, икономиката и обществените комуникации.&nbsp;</span><span style="font-size: medium;">По-конкретно се предлагат специфични знания и умения за изследване на социално-икономическия&nbsp;</span><span style="font-size: medium;">живот:</span></span></p> <p style="text-align: justify;"><br><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><strong>Знания (теоретични и фактологически) за</strong>:</span></p> <ul> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">класическите и съвременните социологически и икономически парадигми;</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">спецификата на социологическия анализ, неговите възможности, ограничения и сфери на приложение;</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">критично осмисляне на съвременните трансформации в икономическата и социалната сфера;</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">социалните, политическите и икономическите институции и техните трансформации в условията на&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">глобализация, кризи и остри обществени конфликти;</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">методологията и специфичните техники на научните теоретични и приложни социологически&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">изследвания в различни обществени сфери.</span></li> </ul> <p><br><strong><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Умения (познавателни и практически) за:</span></strong></p> <ul> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">изучаване на сферите на приложение, възможностите и ограниченията на емпиричните изследвания в&nbsp;различни сфери на обществения живот;</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">усвояване на технологията и методите (социологически, статистически, икономически и др.) за&nbsp;изследване на обществени, икономически, политически, социо-културни процеси;</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">формиране на специфични знания и умения за използване на количествени и качествени&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">изследователски методи;</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">критично оценяване, разбиране и диагностика на проблемни ситуации, които се характеризират </span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">с&nbsp;непълна/ограничена информация и непредсказуемост;</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">творческо прилагане на иновативни количествени и качествени методи за събиране, обработка и&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">анализ на данни, позволяващи решаването на обществени проблеми и сложни управленски задачи.</span></li> </ul> <p style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"></span><br><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Бакалавърската програма формира и компетентности в съответствие с Националната&nbsp; квалификационна&nbsp;рамка на Република България - самостоятелност и отговорност, ключови компетентности за учене в&nbsp;съответствие с Европейската референтна рамка на Ключовите компетентности за учене през целия&nbsp;живот, комуникативни и социални компетентности, професионални компетентности.</span><br><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">В специалност &ldquo;Социология&rdquo; се подготвят висококвалифицирани специалисти със знания, умения и&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">компетентност да изследват сложните взаимодействия между икономиката и другите сфери на&nbsp;обществото &ndash; управление, политика, публична администрация, образование, култура, сигурност,&nbsp;комуникации, екология, правна система, граждански и неформални организации и движения.</span></p> <p style="text-align: justify;"></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"><b>ПРОФЕСИОНАЛНА РЕАЛИЗАЦИЯ И ВЪЗМОЖНОСТИ ЗА ПРОДЪЛЖАВАНЕ НА ОБУЧЕНИЕТО</b></span></p> <p style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Завършилите специалност &ldquo;Социология&rdquo;, ОКС &ldquo;Бакалавър&rdquo; имат възможност за успешна&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">професионална&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">реализация като:</span></p> <ul> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Ръководители в предприятия от социалната и икономическата сфера.</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Управители в бизнеса и публичната администрация като социолози или икономисти.</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Експерти в министерства, ведомства и други институции на централната и местна власт.</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Мениджъри в корпорации, търговски дружества, фондации и международни организации.</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Експерти в агенции за емпирични изследвания &ndash; социологически, социални, маркетингови, връзки с&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">обществеността, рекламни.</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Специалисти в държавни агенции като Агенцията по заетостта и бюрата по труда, Агенцията за&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">социално подпомагане и нейните дирекции, Агенция за закрила на детето и др.</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Анализатори в НОИ, НЗОК и техните поделения; експерти в отдели по човешки ресурси; социални&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">мениджъри в предприятия и фирми; специалисти в осигурителни, застрахователни, културни&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">организации и др.</span></li> </ul> <p style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"></span><br><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Завършилите специалност &ldquo;Социология&rdquo; в ОКС &ldquo;Бакалавър&rdquo; имат възможност за продължаване на&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">обучението в ОКС &ldquo;Магистър&rdquo;.</span></p> <p style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"></span><br><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Квалификационната характеристика е приета на КС на катедра "ИКОНОМИЧЕСКА СОЦИОЛОГИЯ" от 15.6.2023 г. с протокол № 300 и от факултетен съвет на факултет "Общоикономически факултет"&nbsp;</span></p> <p style="text-align: justify;"><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"><br></span></p> УНСС Wed, 07 Aug 2024 10:24:34 GMT http://departments.unwe.bg/soc/bg/pages/6569/from-rss.html <p>&nbsp;</p> <p class="style80"><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"><b>ЦЕЛИ НА ОБУЧЕНИЕТО</b></span></p> <div align="center"> <table style="width: 500px; height: 250px;" cellspacing="0" cellpadding="0" border="1" align="right"> <tbody> <tr> <td width="287"> <p><span style="font-family: arial,helvetica,sans-serif; font-size: small;">Специалност</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: small;"><i>Degree Programme</i></span></p> </td> <td valign="top" width="344"> <p><span style="font-family: arial,helvetica,sans-serif; font-size: small;"><b>Икономическа социология и психология</b></span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: small;"><b>Еconomic sociology and psychology</b></span></p> </td> </tr> <tr> <td width="287"> <p><span style="font-family: arial,helvetica,sans-serif; font-size: small;">Образователно-квалификационна степен</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: small;"><i>Educational</i><i> </i><i>and</i><i> </i><i>Qualification</i><i> </i><i>Degree</i></span></p> </td> <td width="344"> <p><span style="font-family: arial,helvetica,sans-serif; font-size: small;"><b>Бакалавър</b></span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: small;"><b>Bachelor</b></span></p> </td> </tr> <tr> <td width="287"> <p><span style="font-family: arial,helvetica,sans-serif; font-size: small;">Професионална квалификация</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: small;"><i>Professional Qualification</i></span></p> </td> <td valign="top" width="344"> <p><span style="font-family: arial,helvetica,sans-serif; font-size: small;"><b>Бакалавър по икономика</b></span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: small;"><b>Bachelor of economics</b></span></p> </td> </tr> <tr> <td width="287"> <p><span style="font-family: arial,helvetica,sans-serif; font-size: small;">Област на висше образование</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: small;"><i>Area</i><i> </i><i>of</i><i> </i><i>Study</i><i></i></span></p> </td> <td valign="top" width="344"> <p><span style="font-family: arial,helvetica,sans-serif; font-size: small;"><b>3. Социални, стопански и&nbsp; правни науки</b></span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: small;"><b>3. </b><b>Social</b><b>, </b><b>economic</b><b> </b><b>sciences</b><b> </b><b>and</b><b> </b><b>law</b><b></b></span></p> </td> </tr> <tr> <td width="287"> <p><span style="font-family: arial,helvetica,sans-serif; font-size: small;">Професионално направление</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: small;"><i>Field</i><i> </i><i>of</i><i> </i><i>Study</i><i></i></span></p> </td> <td valign="top" width="344"> <p><span style="font-family: arial,helvetica,sans-serif; font-size: small;"><b>3.8&nbsp;</b><b>ИКОНОМИКА</b></span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: small;"><b>3.8. ECONOMICS</b>&nbsp;</span></p> </td> </tr> <tr> <td width="287"> <p><span style="font-family: arial,helvetica,sans-serif; font-size: small;">Форма на обучение</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: small;"><i>Form</i><i> </i><i>of</i><i> </i><i>Study</i><i></i></span></p> </td> <td valign="top" width="344"> <p><span style="font-family: arial,helvetica,sans-serif; font-size: small;"><b>Редовна</b><b></b></span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: small;"><b>Full time</b><b></b></span></p> </td> </tr> <tr> <td width="287"> <p><span style="font-family: arial,helvetica,sans-serif; font-size: small;">Продължителност на обучението</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: small;"><i>Duration</i><i> </i><i>of</i><i> </i><i>Study</i><i></i></span></p> </td> <td valign="top" width="344"> <p><span style="font-family: arial,helvetica,sans-serif; font-size: small;"><b>4 години (</b><b>8 семестъра), </b><b>2430</b><b>&nbsp;часа</b></span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: small;"><b>4 </b><b>years</b><b> (8 </b><b>semesters</b><b>), 2430</b><b>&nbsp;</b><b>h</b><b>.</b></span></p> </td> </tr> <tr> <td width="287"> <p><span style="font-family: arial,helvetica,sans-serif; font-size: small;">Форма на завършване</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: small;"><i>Tape of Final Exam</i></span></p> </td> <td valign="top" width="344"> <p><span style="font-family: arial,helvetica,sans-serif; font-size: small;"><b>Държавен изпит</b><b></b></span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: small;"><b>State </b><b>Exam</b></span></p> </td> </tr> <tr> <td width="287"> <p><span style="font-family: arial,helvetica,sans-serif; font-size: small;">Катедра</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: small;"><i>Department</i></span></p> </td> <td valign="top" width="344"> <p><span style="font-family: arial,helvetica,sans-serif; font-size: small;"><b>Икономическа социология</b></span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: small;"><b>Economic sociology</b></span></p> </td> </tr> <tr> <td width="287"> <p><span style="font-family: arial,helvetica,sans-serif; font-size: small;">Факултет</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: small;"><i>Faculty</i></span></p> </td> <td width="344"> <p><span style="font-family: arial,helvetica,sans-serif; font-size: small;"><b>Общоикономически факултет</b></span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: small;"><b>General economics faculty</b></span></p> </td> </tr> </tbody> </table> </div> <p><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Специалност &ldquo;Икономическа социология и психология&ldquo; е иновативен образователен продукт, разработен&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">въз основа на интердисциплинарното взаимодействие между научните специалности икономическа</span><br><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">социология и икономическа психология. Икономическа социология предлага нов подход към анализа на&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">икономическите явления и изследва обществената обусловеност на икономическите явления, ролята на&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">икономическите институции в обществото, влиянието на организациите и социалните мрежи върху</span><br><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">икономическия живот. Икономическата психология изучава психологическите механизми на&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">икономическо поведение и вземането на икономически решения, ролята на социалните общности в&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">икономиката, груповите взаимодействия в икономическите организации и др.</span></p> <p><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Основните цели на обучението са:</span></p> <ul> <li><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Да осигури на студентите бакалаври широкопрофилни теоретични знания за социологическите и&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">псхологическите направления в съвременната наука.</span></li> <li><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Да изгради практически умения за анализ на проблемите в съвременните общества, техните&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">икономически системи и институции.</span></li> <li><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Да осигури знания и умения за управление на социалните отношения, поведението на икономическите&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">актьори и за регулиране на социално-психологическия климат в организациите.</span></li> <li><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Да предостави на студентите знания и изгради умения за реализация и оценка на програми, проекти и&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">осциални политики на национално и европейско равнище;</span></li> <li><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Да изгради умения и предостави знания за подготовка и провеждане на емпирични социологически и&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">психологически изследвания в икономиката (вкл. маркетингови, рекламни, политически, социални и др.)&nbsp;</span></li> </ul> <p class="style80"><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"><b>СЪДЪРЖАНИЕ НА ОБУЧЕНИЕТО</b></span></p> <p style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Учебният план за придобиване на бакалавърска степен в специалност &ldquo;Икономическа социология и&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">психология&rdquo; включва задължителни, избираеми и факултативни дисциплини, изучавани в осем&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">семестъра.</span><br><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><strong>В първи и втори курс</strong> всички студенти от професионално направление &ldquo;Икономика&rdquo;, изучават&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">задължителни и избираеми университетски учебни дисциплини, осигуряващи фундаментална&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">икономическа, социологическа и хуманитарна подготовка:</span><br><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><em>Задължителни учебни дисциплини:</em> Микроикономика, Основи на управлението, Основи на правото,&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Математика І част, Научна етика, Макроикономика, Информатика, Основи на финансите, Статистика,&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Основи на счетоводството, Маркетинг, Корпоративни финанси, Физкултура и спорт.</span><br><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><em>Избираеми учебни дисциплини:</em> История на икономическите теории, Основи на икономическата теория,&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Стопанска история, Философия, Икономическа социология, Икономика на труда, Икономика на&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">предприятието, Основи на предприемачеството, Математика ІІ част, Бизнес логистика, Корпоративна&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">сигурност, Стратегическо планиране, Световна икономика, Международен туризъм, Търговия,&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Транспорт и мобилност, Екологична икономика, Интелектуална собственост и творчески индустрии,&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Недвижима собственост, Иконометрия, Финансов контрол.</span><br><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><strong>В трети курс</strong> се изучават:</span><br><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><em>Задължителни учебни дисциплини:</em> Човешки ресурси; Социална политика; Икономическа култура;&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Икономическа политика; Икономика на обществения сектор; Индустриални отношения.</span><br><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><em>Избираеми учебни дисциплини:</em> Микроикономическа теория, Организационно поведение, Основи на&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">социалния одит, Философия на икономиката, Зелена икономика, Икономически кризи, Трудова&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">мотивация, Управление на риска, Международни миграции, Въведение в политическата икономия,&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Банкови системи и криптовалути, Институционална икономика, Демография, Демографски анализи и&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">прогнози, Класически и модерни социологически теории, Иновации, Развитие на човешките ресурси,&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Инвестиции в човешки капитал, Социални мрежи и социален капитал, Политико-икономически&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">системи.</span><br><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><strong>В четвърти курс</strong> се изучават:</span><br><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Първо, общи за специалността <em>задължителни специални учебни дисциплини</em>:</span><br><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Социология на девиантното поведение и престъпността, Обработка и анализ на данни с SPSS,&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Социална психология.</span><br><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Второ, <em>избираеми дисциплини</em>, от които се избира една в седми и осми семестър:</span><br><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Социална стратификация и мобилност, Фирмена култура, Социология на конфликтите, Въведение в&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">психологията, Организационна психология, Психология на личността, Социология на социалните&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">общности, Качествени методи в емпиричните изследвания, Методология и организация на емпирични&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">изследвания, Междугрупови отношения и социално убеждаване, Социално познание и мислене,&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Поведенческа промяна: оценка и вземане на решение.&nbsp;</span></p> <p style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"></span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Трето, </span><em style="font-family: arial, helvetica, sans-serif; font-size: medium;">факултативни дисциплини:</em><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"> Икономическа психология и Социология на пазара.</span></p> <p style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"></span><br><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">В обучението участват авторитетни преподаватели, които са и водещи изследователи в своята област.</span><br><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Катедра &ldquo;Икономическа социология&rdquo; разполага с добра материална база и с висококвалифициран&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">академичен състав от професори, доценти и асистенти, доктори на науките, доктори по икономика,&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">социология и психология. На студените се осигуряват възможности за участие в стажове и практики в&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">специализирани социологически, маркетингови и рекламни агенции, държавни и неправителствени&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">организации, частни компании. Те могат да участват и в дейността на функциониращия към катедра&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">&bdquo;Икономическа социология&ldquo; Център за социологически и психологически изследвания.</span></p> <p class="style80" style="text-align: justify;"><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"><b>&nbsp;</b></span></p> <p class="style80"><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"><b>ЗНАНИЯ, УМЕНИЯ И ПРОФЕСИОНАЛНИ КОМПЕТЕНТНОСТИ</b></span></p> <p style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Съществено предимство на обучението в специалността &bdquo;Икономическа социология и психология&rdquo; е&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">неговият интердисциплинарен характер. Студентите получават теоретични знания и практически&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">умения в областта на икономиката, социологията и психологията. В учебния процес се поставя акцент&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">върху теоретичната компетентност на студентите относно развитието и проблемите на икономиката на&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">макро- и микроравнище, в обществения и в частния сектор. Успоредно с това се надграждат&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">социологически и психологически знания за икономиката и икономическото поведение на стопанските&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">субекти. Студентите се запознават със същността, функционирането и трансформациите на&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">икономическите институции и организации, както и с регулативните, правни, културни и&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">ценностно-нормативни системи. Усвоява се технологията на социологическите и психологическите&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">емпирични изследвания на икономическия живот, с което се създават допълнителни възможности за&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">професионална реализация.</span><br><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">В първи и втори курс се изучават предимно задължителни и избираеми университетски курсове от&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">професионално направление &ldquo;Икономика&rdquo;, осигуряващи теоретична и практическа подготовка в&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">икономическата и социалната сфера. В трети и четвърти курс се изучават задължителни и избираеми&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">факултетни, факултативни и специални дисциплини, които предлагат избор на конкретен&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">социологически или психологически профил на обучението. Така завършилите студенти получават&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">възможност както за добра професионална реализация, така и за продължаване на обучението в&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">разнообразни магистърски програми в областта на икономиката, социологията и психологията.</span><br><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">В специалност &ldquo;Икономическа социология и психология&rdquo; се подготвят висококвалифицирани&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">специалисти с интердисциплинарна икономическа, социологическа и психологическа теоретическа и&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">практическа подготовка. По-конкретно се предлагат следните знания и умения:</span><br><strong><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Знания (теоретични и фактологически):</span></strong></p> <ul> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">широк спектър от теоретични знания за класически и съвременни парадигми в икономиката,&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">социологията и психологията;</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">знания за психологически, изследователски инструментариум и прилагането му в съвременните&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">организации.</span></li> </ul> <p style="text-align: justify;"><strong><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Умения (познавателни и практически):</span></strong></p> <ul> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">умения за самостоятелен, критичен анализ на социално-икономически явления;</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">комуникативни умения за работа в екип и управление на теренни изследвания;</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">практически умения за подготовка, провеждане на социално-икономически ипсихологически&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">изследвания.</span></li> </ul> <p style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Бакалавърската програма формира и компетентности в съответствие с Националната квалификационна&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">рамка на Република България - самостоятелност и отговорност, ключови компетентности за учене в&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">съответствие с Европейската референтна рамка на Ключовите компетентности за учене през целия&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">живот, комуникативни и социални компетентности, професионални компетентности, компетентности за&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">ориентация в сложни социално-икономически проблеми и ситуации.</span></p> <p class="style80">&nbsp;</p> <p class="style80"><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"><b>ПРОФЕСИОНАЛНА РЕАЛИЗАЦИЯ И ВЪЗМОЖНОСТИ ЗА ПРОДЪЛЖАВАНЕ НА ОБУЧЕНИЕТО</b></span></p> <p style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Завършилите специалност &ldquo;Икономическа социология и психология&rdquo;, в ОКС &ldquo;Бакалавър&rdquo; имат&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">възможност за успешна професионална реализация като:</span></p> <ul> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">аналитични специалисти в централните и местните органи на държавната власт;</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">изследователи и експерти в научни и научно-приложни организации;</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">изследователи и експерти в агенции за маркетингови, рекламни, социални и политически изследвания;</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">анализатори и експерти в политически партии, синдикални и работодателски съюзи, нестопански&nbsp;</span>организации;</li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">медиатори при решаване на социални, индустриални, професионални и други конфликти;</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">анализатори в печатни и електронни медии;</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">експерти при реализацията на социални програми и проекти;</span></li> <li style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">специалисти в бюра по труда, служби за социално подпомагане, социално-осигурителни дружества и&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">др.</span></li> </ul> <p style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Завършилите специалност &ldquo;Икономическа социология и психология&rdquo; в ОКС &ldquo;Бакалавър&rdquo; имат&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">възможност за продължаване на обучението в ОКС &ldquo;Магистър&rdquo;.</span></p> <p style="text-align: justify;"></p> <p style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Квалификационната характеристика е приета на КС на катедра "ИКОНОМИЧЕСКА СОЦИОЛОГИЯ" от 15.6.2023 г. с&nbsp;</span><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">протокол № 300 и от факултетен съвет на факултет "Общоикономически факултет".</span></p> УНСС Wed, 07 Aug 2024 08:38:23 GMT http://departments.unwe.bg/soc/bg/pages/863/from-rss.html <p style="text-align: justify;"><span style="font-family: arial, helvetica, sans-serif; font-size: small;"><br></span></p> <p style="text-align: justify;"><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Обучението в катедра "Икономическа социология" се осъществява в две професионални направления:</span></p> <p style="text-align: justify;"><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"><b>3.1. Социология, антропология и науки за културата</b><b></b></span></p> <p style="text-align: justify;"><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"><b>3.8. Икономика <br> </b></span></p> <p style="text-align: justify;"><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"><strong><br></strong></span></p> <p style="text-align: justify;"><a href="http://departments.unwe.bg/soc/bg/pages/3804/%D0%BE%D0%BA%D1%81-%D0%B1%D0%B0%D0%BA%D0%B0%D0%BB%D0%B0%D0%B2%D1%8A%D1%80.html" style="text-align: justify; background-color: #ffffff;"><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"><strong>I. ОКС "Бакалавър"</strong></span></a></p> <p style="text-align: justify;"><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"><strong>Професионално направление "Социология, антропология и науки за културата"</strong></span></p> <p style="text-align: justify;"><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">УНСС е с почти 50 годишна традиция при подготовката на висшисти със социологическо образование. Обучението е съобразено с практиката на водещи в социологията чуждестранни университети, но има и специфично предимство &ndash; студентите получават солидна икономическа и хуманитарна подготовка.</span></p> <p><a href="https://departments.unwe.bg/soc/bg/pages/6572/%D0%BA%D0%B2%D0%B0%D0%BB%D0%B8%D1%84%D0%B8%D0%BA%D0%B0%D1%86%D0%B8%D0%BE%D0%BD%D0%BD%D0%B0-%D1%85%D0%B0%D1%80%D0%B0%D0%BA%D1%82%D0%B5%D1%80%D0%B8%D1%81%D1%82%D0%B8%D0%BA%D0%B0-%D1%81%D0%BE%D1%86%D0%B8%D0%BE%D0%BB%D0%BE%D0%B3%D0%B8%D1%8F.html" style="background-color: #ffffff;"><strong><em><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Специалност "Социология"</span></em></strong></a></p> <ul> <li><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Област на висше образование: 3. "Социални, стопански и правни науки"</span></li> <li><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Образователно-квалификационна степен: Бакалавър</span></li> <li><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Професионална квалификация: Бакалавър по социология</span></li> <li><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Форма на обучение: Редовна</span></li> <li><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Продължителност на обучението: 4 години /8 семестъра/</span></li> <li><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Общ хорариум: 2610 часа</span></li> <li><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Кредити: 252</span></li> <li><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Форма на дипломиране: Държавен изпит</span></li> </ul> <p style="text-align: justify;"><strong style="font-family: arial, helvetica, sans-serif; font-size: medium;">Професионално направление "Икономика"</strong></p> <p style="text-align: justify;"><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"><em><a href="http://departments.unwe.bg/soc/bg/pages/6569/%D0%BA%D0%B2%D0%B0%D0%BB%D0%B8%D1%84%D0%B8%D0%BA%D0%B0%D1%86%D0%B8%D0%BE%D0%BD%D0%BD%D0%B0-%D1%85%D0%B0%D1%80%D0%B0%D0%BA%D1%82%D0%B5%D1%80%D0%B8%D1%81%D1%82%D0%B8%D0%BA%D0%B0-%D0%B8%D0%BA%D0%BE%D0%BD%D0%BE%D0%BC%D0%B8%D1%87%D0%B5%D1%81%D0%BA%D0%B0-%D1%81%D0%BE%D1%86%D0%B8%D0%BE%D0%BB%D0%BE%D0%B3%D0%B8%D1%8F-%D0%B8-%D0%BF%D1%81%D0%B8%D1%85%D0%BE%D0%BB%D0%BE%D0%B3%D0%B8%D1%8F-.html"><b>Специалност "Икономическа социология и психология"</b></a></em></span></p> <ul> <li><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Област на висше образование: 3. "Социални, стопански и&nbsp; правни науки"</span></li> <li><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Образователно-квалификационна степен: Бакалавър</span></li> <li><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Професионална квалификация: Бакалавър по икономика</span></li> <li><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Форма на обучение: редовна</span></li> <li><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Продължителност на обучението: 4 години /8 семестъра/</span></li> <li><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Общ хорариум: 2430 часа</span></li> <li><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Кредити: 240</span></li> <li><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Форма на дипломиране: Държавен изпит</span></li> </ul> <p style="text-align: left;"><a href="http://departments.unwe.bg/soc/bg/pages/6567/%D1%83%D1%87%D0%B5%D0%B1%D0%BD%D0%B8-%D0%BF%D0%BB%D0%B0%D0%BD%D0%BE%D0%B2%D0%B5.html" style="font-family: arial, helvetica, sans-serif; font-size: medium; background-color: #ffffff;">Учебните планове по двете специалности са съобразени с държавните изисквания.</a></p> <p style="text-align: justify;"><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"> На базата на издадените дипломи за завършено висше образование за ОКС &ldquo;Бакалавър&rdquo; може да бъде издадено и&nbsp;европейско дипломно приложение. За повече информация -&nbsp;<a href="https://www.unwe.bg/bg/pages/22174/%D0%BE%D1%82%D0%B4%D0%B5%D0%BB-%D1%87%D1%83%D0%B6%D0%B4%D0%B5%D1%81%D1%82%D1%80%D0%B0%D0%BD%D0%BD%D0%B8-%D1%81%D1%82%D1%83%D0%B4%D0%B5%D0%BD%D1%82%D0%B8-%D0%B8-%D0%B5%D0%B2%D1%80%D0%BE%D0%BF%D1%80%D0%B8%D0%BB%D0%BE%D0%B6%D0%B5%D0%BD%D0%B8%D1%8F-%D0%BA%D1%8A%D0%BC-%D0%B4%D0%B8%D0%BF%D0%BB%D0%BE%D0%BC%D0%B8%D1%82%D0%B5-.html">Отдел &bdquo;Чуждестранни студенти&ldquo;.&nbsp;</a></span></p> <p style="text-align: justify;"><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"><b>Повече информация за кандидатстудентската кампания&nbsp;&nbsp;<span>ОКС &ldquo;Бакалавър&rdquo;&nbsp;</span>можете да намерите <a href="https://priem.unwe.bg/">тук:&nbsp;</a></b></span></p> <p style="text-align: justify;"><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"><b><br clear="all"> </b></span></p> <p style="text-align: justify;"><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"><a href="http://departments.unwe.bg/soc/bg/pages/9485/%D0%BC%D0%B0%D0%B3%D0%B8%D1%81%D1%82%D1%8A%D1%80.html"><b>ІІ. ОКС "Магистър"</b></a></span></p> <p style="text-align: justify;"><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"><b>2.1. Професионално направление 3.1. Социология, антропология и науки за културата <br> </b></span></p> <p style="text-align: justify;"><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"><b>Специалност "Социология"</b></span></p> <p style="text-align: justify;"><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"><a href="http://departments.unwe.bg/soc/bg/pages/9480/%D0%BC%D0%BF-%D1%81%D0%BE%D1%86%D0%B8%D0%B0%D0%BB%D0%BD%D0%B8-%D0%B8%D0%B7%D1%81%D0%BB%D0%B5%D0%B4%D0%B2%D0%B0%D0%BD%D0%B8%D1%8F-%D0%B0%D0%BD%D0%B0%D0%BB%D0%B8%D0%B7%D0%B8-%D0%B8-%D0%BF%D1%80%D0%BE%D0%B5%D0%BA%D1%82%D0%B8-.html"><strong><em>Специализация СОЦИАЛНИ ИЗСЛЕДВАНИЯ, АНАЛИЗИ И ПРОЕКТИ</em></strong></a></span></p> <ul> <li><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Професионална квалификация: "Магистър по социология"</span></li> <li><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Форма на обучение: Редовна</span></li> <li><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Продължителност на обучение: Една година /два семестъра/</span></li> <li><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Общ хорариум: 540 часа</span></li> <li><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Кредити: 61</span></li> <li><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Форма на дипломиране: Защита на дипломна работа</span></li> </ul> <p style="text-align: justify;"><em><a href="https://departments.unwe.bg/soc/bg/pages/40861/%d0%bc%d0%bf-%d1%81%d0%be%d1%86%d0%b8%d0%b0%d0%bb%d0%bd%d0%b0-%d0%bf%d1%80%d0%be%d0%bc%d1%8f%d0%bd%d0%b0-%d0%b8-%d0%b8%d0%b7%d0%ba%d1%83%d1%81%d1%82%d0%b2%d0%b5%d0%bd-%d0%b8%d0%bd%d1%82%d0%b5%d0%bb%d0%b5%d0%ba%d1%82.html"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><strong>Специализация СОЦИАЛНА ПРОМЯНА И ИЗКУСТВЕН ИНТЕЛЕКТ</strong></span></a></em></p> <ul> <li><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Професионална квалификация: "Магистър по социология"</span></li> <li><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Форма на обучение: Редовна</span></li> <li><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Продължителност на обучение: Една година /два семестъра/</span></li> <li><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Общ хорариум: 540 часа</span></li> <li><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Кредити: 61</span></li> <li><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Форма на дипломиране: Защита на дипломна работа</span></li> </ul> <p style="text-align: justify;"><a href="https://magistri.unwe.bg/bg/specialities/download/2087">&nbsp;<strong><span style="font-family: arial, helvetica, sans-serif; font-size: medium;"><em>Специализация СОЦИОЛОГИЯ И ПСИХОЛОГИЯ НА УПРАВЛЕНИЕТО&nbsp;(СЪВМЕСТНА ПРОГРАМА)</em></span></strong></a></p> <ul> <li><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Програмата се осъществява съвместно с Великотърновски университет "Св. св. Кирил и Методий"</span></li> <li><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Професионална квалификация: "Магистър по социология"</span></li> <li><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Форма на обучение: Редовна</span></li> <li><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Продължителност на обучение: Една година /два семестъра/</span></li> <li><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Общ хорариум: 540 часа</span></li> <li><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Кредити: 61</span></li> <li><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Форма на дипломиране: Защита на дипломна работа</span></li> </ul> <p style="text-align: justify;"><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"><b><br></b></span></p> <p style="text-align: justify;"><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"><b>2.2.&nbsp; Професионално направление 3.8. Икономика</b></span></p> <p style="text-align: justify;"><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"><b>Специалност "Икономическа социология" <br> </b></span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"><a href="http://departments.unwe.bg/soc/bg/pages/9482/%D0%BC%D0%BF-%D0%B1%D0%B8%D0%B7%D0%BD%D0%B5%D1%81-%D0%BF%D1%81%D0%B8%D1%85%D0%BE%D0%BB%D0%BE%D0%B3%D0%B8%D1%8F-%D0%B8-%D1%81%D0%BE%D1%86%D0%B8%D0%BE%D0%BB%D0%BE%D0%B3%D0%B8%D1%8F-.html"><b><i>Специализация БИЗНЕС ПСИХОЛОГИЯ&nbsp;</i></b><b><i>И СОЦИОЛОГИЯ</i></b></a></span></p> <ul> <li><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Професионална квалификация: "Магистър по икономика"</span></li> <li><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Форма на обучение: Редовна</span></li> <li><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Продължителност на обучение: Една година /два семестъра/</span></li> <li><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Общ хорариум: 540 часа</span></li> <li><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Кредити: 61</span></li> <li><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Форма на дипломиране: Защита на дипломна работа</span></li> </ul> <p style="text-align: justify;"><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Учебните планове по всички магистърски програми са съобразени с държавните изисквания.</span><br><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"> На базата на издадените дипломи за завършено висше образование за ОКС "Магистър"&nbsp;<span>може да бъде издадено и</span><span>&nbsp;европейско дипломно приложение. За повече информация -&nbsp;</span><a href="https://www.unwe.bg/bg/pages/22174/%D0%BE%D1%82%D0%B4%D0%B5%D0%BB-%D1%87%D1%83%D0%B6%D0%B4%D0%B5%D1%81%D1%82%D1%80%D0%B0%D0%BD%D0%BD%D0%B8-%D1%81%D1%82%D1%83%D0%B4%D0%B5%D0%BD%D1%82%D0%B8-%D0%B8-%D0%B5%D0%B2%D1%80%D0%BE%D0%BF%D1%80%D0%B8%D0%BB%D0%BE%D0%B6%D0%B5%D0%BD%D0%B8%D1%8F-%D0%BA%D1%8A%D0%BC-%D0%B4%D0%B8%D0%BF%D0%BB%D0%BE%D0%BC%D0%B8%D1%82%D0%B5-.html">Отдел &bdquo;Чуждестранни студенти&ldquo;.&nbsp;</a></span></p> <p style="text-align: justify;"><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"><b>Повече информация за кандидатстудентската кампания&nbsp;<span>ОКС "Магистър"</span> можете да намерите&nbsp;<a href="https://magistri.unwe.bg/">тук:</a></b></span></p> <p style="text-align: justify;"><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"><b>&nbsp;<br> </b></span></p> <p style="text-align: justify;"><a href="http://departments.unwe.bg/soc/bg/pages/3497/%D0%BE%D0%BD%D1%81-%D0%B4%D0%BE%D0%BA%D1%82%D0%BE%D1%80.html"><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"><b>ІІІ. ОНС "Доктор"</b></span></a></p> <p style="text-align: left;"><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">В тази степен се провежда обучение, финансирано от държавата, на редовни и задочни докторанти, както и на докторанти на самостоятелна подготовка.</span></p> <p><span style="font-size: medium; font-family: arial,helvetica,sans-serif;">Област на висше образование: 3. Социални, стопански и правни науки</span></p> <p><span style="font-size: medium; font-family: arial,helvetica,sans-serif;">Професионално направление: 3.1. Социология, антропология и науки за културата</span></p> <p><span style="font-size: medium; font-family: arial,helvetica,sans-serif;">Научна специалност: Социология</span></p> <p><span style="font-size: medium; font-family: arial,helvetica,sans-serif;">Продължителност на обучение: за редовна докторантура &ndash; 3 години; за задочна &ndash; 4 години, за самостоятелна подготовка &ndash; 3 години.</span></p> <p><span style="font-size: medium; font-family: arial,helvetica,sans-serif;">Кредити: 180</span></p> <p style="text-align: justify;"><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Успешно защитилите докторска дисертация придобиват образователна и научна степен &bdquo;Доктор по социология&ldquo;.</span></p> <p style="text-align: justify;"><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Обучението се извършва съгласно Индивидуален учебен план, изготвен от докторанта и научния ръководител и приет от катедрения съвет на катедра &bdquo;Икономическа социология&ldquo;.</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Повече информация за обучението в ОНС "Доктор" е налична в <a href="https://www.unwe.bg/bg/pages/11832/%d0%b4%d0%be%d0%ba%d1%82%d0%be%d1%80%d0%b0%d0%bd%d1%82%d0%b8.html">раздел "Докторанти"</a>.&nbsp;</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Приложение: <a href="https://www.unwe.bg/bg/pages/164/%d0%b8%d0%bd%d0%b4%d0%b8%d0%b2%d0%b8%d0%b4%d1%83%d0%b0%d0%bb%d0%b5%d0%bd-%d1%83%d1%87%d0%b5%d0%b1%d0%b5%d0%bd-%d0%bf%d0%bb%d0%b0%d0%bd.html" target="_blank">Индивидуален учебен план - документ</a></span></p> <p style="text-align: left;"><span style="font-family: arial, helvetica, sans-serif; font-size: small;"><br></span></p> <div><span style="color: #131313; font-family: Roboto, Arial, sans-serif; white-space-collapse: preserve; background-color: rgba(0, 0, 0, 0.05);"><br></span></div> УНСС Tue, 06 Aug 2024 11:37:36 GMT http://departments.unwe.bg/soc/bg/pages/9481/from-rss.html УНСС Sun, 10 Mar 2024 07:13:04 GMT http://departments.unwe.bg/soc/bg/pages/867/from-rss.html <center></center><center><span size="2" style="font-size: small;"><span size="2" style="font-size: small;"><b></b></span></span> <h3>III Национална докторантска конференция по социология</h3> <div class="article-navigation"> <div class="row"><span title="" data-original-title="Published on">петък, 26 май 2023 10:27</span></div> </div> <p style="text-align: justify;">Катедра &bdquo;Икономическа социология&ldquo; беше домакин на III Национална докторантска конференция по социология и организатор съвместно със Софийския университет &bdquo;Св. Климент Охридски&ldquo;,&nbsp; Института по философия и социология при БАН,&nbsp; Югозападния университет &bdquo;Неофит Рилски&ldquo;, Нов Български университет,&nbsp;Пловдивския университет &bdquo;Паисий Хилендарски&ldquo; и Българската социологическа асоциация.</p> <table style="width: 420px;" border="0" align="center"> <tbody> <tr> <td><a href="https://www.unwe.bg/Uploads/Main/51002_%D0%9E%D1%82%D0%BA%D1%80%D0%B8%D0%B2%D0%B0%D0%BD%D0%B5%201.jpg" target="_blank"><img src="https://www.unwe.bg/Uploads/Main/51002_%D0%9E%D1%82%D0%BA%D1%80%D0%B8%D0%B2%D0%B0%D0%BD%D0%B5%201.jpg" width="420" height="187"></a></td> </tr> <tr> <td> <p style="text-align: center;"><i>Проф. Георги Петрунов, доц. Михаил Мусов и доц. Михаела Мишева&nbsp;</i><i>(</i><i>от ляво надясно)</i></p> </td> </tr> </tbody> </table> <p style="text-align: justify;">Доц. д-р Михаил Мусов, заместник-ректор&nbsp;по научноизследователска дейност и международно сътрудничество, откри конференцията от името на ректора на УНСС проф. Димитър Димитров и акцентира на дейностите, които Университетът предприема по отношение на развитието на докторантите си: &bdquo;Като част от мандатната програма на ректора ние въведохме изцяло нови учебни планове за всички докторски програми, които получиха много висока оценка в процеса на акредитация на нашия университет. Докторантите са задължителни участници във всички университетски проекти. Допълнително, създадохме специален тип проекти, предназначени за младите учени. Ръкописи на докторанти се приемат във всички наши научни списания. Големи са и възможностите в рамките на нашия европейски университет&nbsp;<span style="background-color: #ffffff;">ENGAGE.EU</span>&nbsp;&ndash; споделени курсове за докторанти, семинари, конференции,&nbsp;както и собствена <span style="background-color: #ffffff;">платформа за научно сътрудничество и споделяне на изследователски идеи</span>. Подобни възможности не са съществували никога преди&ldquo;.</p> <p style="text-align: justify;">Той подчерта, че това е първото събитие от 104-ата година на Университета и го определи като знаково &nbsp;&ndash; първото събитие да бъде посветено на бъдещите таланти на академичната общност, духът на следващото поколение преподаватели и изследователи.&nbsp;</p> <table border="0" align="center"> <tbody> <tr> <td><a href="https://www.unwe.bg/Uploads/Main/cf325_%D0%B7%D0%B0%D0%BB%D0%B0%202.jpg" target="_blank"><img src="https://www.unwe.bg/Uploads/Main/cf325_%D0%B7%D0%B0%D0%BB%D0%B0%202.jpg" width="420" height="130"></a></td> </tr> </tbody> </table> <p style="text-align: justify;"><span style="color: inherit; font-family: inherit; text-align: justify;">&bdquo;Благодаря на доц. Мишева за инициативата за провеждане и организацията на форума, в който участват докторанти от пет университета и от две институции.&nbsp; Младите учени имат възможността да обменят мисли, да развият своите тези, да се обединят в изследователска общност. Този форум помага не само за засилване на междуинституционалното сътрудничество, но и за развитие на науката в областта на социологията, за опознаване на съвременните и исторически очертания на социалната реалност. Той се превърна в един представителен форум и докладите ще бъдат публикувани в сборник, индексиран в CEEOL&ldquo;, каза доц. Мусов.</span></p> <p style="text-align: justify;"><span style="color: inherit; font-family: inherit; text-align: justify;"></span>Доц. д-р Михаела Мишева от катедра &bdquo;Икономическа социология", член на Научно-организационния съвет, подчерта значението на формата на конференцията, в който всеки докторант има дискутант по темата, което дава възможност за широка дискусия, необходима за развитието на научните изследвания.</p> <p style="text-align: justify;">До конференцията бяха допуснати 10 доклада на докторанти&nbsp;и доктори по социология, защитили през &nbsp;2020, 2021, 2022 и 2023 г.,&nbsp;чиито докторски дисертации включват провеждането на емпирично изследване с качествени и/или количествени методи и които отговаряха на предварително оповестените изисквания.</p> <table border="0" align="center"> <tbody> <tr> <td><a href="https://www.unwe.bg/Uploads/Main/d8276_%D0%B4%D0%BE%D0%BA%D1%82%D0%BE%D1%80%D0%B0%D0%BD%D1%82%D0%BA%D0%B0%203.jpg" target="_blank"><img src="https://www.unwe.bg/Uploads/Main/d8276_%D0%B4%D0%BE%D0%BA%D1%82%D0%BE%D1%80%D0%B0%D0%BD%D1%82%D0%BA%D0%B0%203.jpg" width="320" height="394"></a></td> </tr> </tbody> </table> <p style="text-align: justify;">Докторант Михаела Монова от СУ &bdquo;Св. Климент Охридски&ldquo; спечели наградата за докторант в начален стадий на обучение с представянето си на тема &bdquo;Лекарската професия в капана на бюрократичната &bdquo;свобода&ldquo;: професионална автономия, конструиране на призвание и признание.&ldquo;</p> <table border="0" align="center"> <tbody> <tr> <td><a href="https://www.unwe.bg/Uploads/Main/cf70d_%D0%B4%D0%BE%D1%86.%20%D0%9C%D0%B8%D1%85%D0%B0%D0%B5%D0%BB%D0%B0%20%D0%9C%D0%B8%D1%88%D0%B5%D0%B2%D0%B0%20%D0%B2%D1%80%D1%8A%D1%87%D0%B2%D0%B0%20%D0%BD%D0%B0%D0%B3%D1%80%D0%B0%D0%B4%D0%B0%D1%82%D0%B0%20%D0%BD%D0%B0%20%D0%9C%D0%B8%D0%B0%D1%85%D0%B5%D0%BB%D0%B0%20%D0%9C%D0%BE%D0%BD%D0%BE%D0%B2%D0%B0.jpg" target="_blank"><img src="https://www.unwe.bg/Uploads/Main/cf70d_%D0%B4%D0%BE%D1%86.%20%D0%9C%D0%B8%D1%85%D0%B0%D0%B5%D0%BB%D0%B0%20%D0%9C%D0%B8%D1%88%D0%B5%D0%B2%D0%B0%20%D0%B2%D1%80%D1%8A%D1%87%D0%B2%D0%B0%20%D0%BD%D0%B0%D0%B3%D1%80%D0%B0%D0%B4%D0%B0%D1%82%D0%B0%20%D0%BD%D0%B0%20%D0%9C%D0%B8%D0%B0%D1%85%D0%B5%D0%BB%D0%B0%20%D0%9C%D0%BE%D0%BD%D0%BE%D0%B2%D0%B0.jpg" width="420" height="353"></a></td> </tr> <tr> <td> <p style="text-align: center;"><i>Доц. Михаела Мишева връчва наградата на Михаела Монова</i></p> </td> </tr> </tbody> </table> <table border="0" align="center"> <tbody> <tr> <td><a href="https://www.unwe.bg/Uploads/Main/e7f0b_%D0%B4%D0%BE%D0%BA%D1%82%D0%BE%D1%80%D0%B0%D0%BD%D1%82%204.jpg" target="_blank"><img src="https://www.unwe.bg/Uploads/Main/e7f0b_%D0%B4%D0%BE%D0%BA%D1%82%D0%BE%D1%80%D0%B0%D0%BD%D1%82%204.jpg" width="320" height="362"></a></td> </tr> </tbody> </table> <p style="text-align: justify;"><span style="text-align: justify;">Докторант Емил Георгиев от катедра &bdquo;Икономическа социология&ldquo; спечели наградата за докторант в напреднал етап на обучение с представянето си на тема &bdquo;Организационни фактори за възникване на конфликт на трудовата роля в предприятието.&ldquo;</span></p> <table style="width: 320px;" border="0" align="center"> <tbody> <tr> <td><a href="https://www.unwe.bg/Uploads/Main/f0b89_%D0%BD%D0%B0%D0%B3%D1%80%D0%B0%D0%B4%D0%B0%20%D0%B4%D0%BE%D0%BA%D1%82%D0%BE%D1%80%D0%B0%D0%BD%D1%82%205.jpg" target="_blank"><img src="https://www.unwe.bg/Uploads/Main/f0b89_%D0%BD%D0%B0%D0%B3%D1%80%D0%B0%D0%B4%D0%B0%20%D0%B4%D0%BE%D0%BA%D1%82%D0%BE%D1%80%D0%B0%D0%BD%D1%82%205.jpg" style="display: block; margin-left: auto; margin-right: auto;" width="320" height="333"></a></td> </tr> <tr> <td> <p style="text-align: center;"><i>Проф. д.с.н. Васил Киров връчва наградата на Емил Георгиев</i></p> </td> </tr> </tbody> </table> <hr> <p style="text-align: center;"><strong><i>Основното финансиране на събитието е от университетски проект </i></strong></p> <p style="text-align: center;"><strong><i>за финансиране на научен форум НФ17 / 2023 на УНСС.</i></strong></p> <hr> <h3 style="text-align: left;">Испано-български семинар в Университета на Валенсия по проект "Завръщащите се мигранти: сегментация и стратификация на икономическата мобилност" .</h3> <div class="article-navigation"> <div class="row" style="text-align: left;"><span title="" data-original-title="Published on">срСряда, 11 октомври 2017 12:01</span></div> <div><a href="http://departments.unwe.bg/soc/cms/bg/news/edit/12234">Edit</a></div> </div> <div class="article-content"> <p>На 27 септември генералният консул на България във Валенсия откри испано-български семинар на тема &bdquo;Миграция&ldquo;.</p> <p><img src="http://departments.unwe.bg/uploads/Department/soc_6dd65_20170927_120806-1.jpg" alt="soc_6dd65_20170927_120806-1.jpg" title="" data-original-title="soc_6dd65_20170927_120806-1.jpg" width="200" height="402">&nbsp; &nbsp;&nbsp;</p> <p>Събитието беше организирано от Факултета по Икономика на Валенсианския Университет, Института за Икономически Изследвания при БАН и&nbsp; катедра "Икономическа социология" УНСС &ndash; София.</p> <p>Част от българскатaделегация бяха проф. д-р Веселин Минчев, член на научния съвет на Икономическия Институт на БАН и ръководител на делегацията, доц. д-р Андрей Нончев, ръководител на катедра &bdquo;Икономическа Социология&ldquo; в УНСС, доц. Венелин Бошнаков - УНСС, доц. Мария Бакалова и асистент Мариета Христова, също от УНСС. От испанска страна в семинара взеха участие Хосе Мануел Пастор, декан на Факултета по Икономика и домакин на мероприятието, Франциско Муньос Мургуй, вицедекан, проф. Раул де Арриба Буено и други испански учени.</p> <p><img src="http://departments.unwe.bg/uploads/Department/soc_6dd65_20170928_133529.jpg" alt="soc_6dd65_20170928_133529.jpg" title="" data-original-title="soc_6dd65_20170928_133529.jpg" width="300" height="169">&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;<img src="http://departments.unwe.bg/uploads/Department/soc_6dd65_20170927_093722.jpg" alt="soc_6dd65_20170927_093722.jpg" title="" data-original-title="soc_6dd65_20170927_093722.jpg" width="300" height="169"></p> <p style="text-align: left;">С<a href="http://departments.unwe.bg/soc/bg/pages/11982/%D0%BF%D1%80%D0%BE%D0%B5%D0%BA%D1%82-%D0%B7%D0%B0%D0%B2%D1%80%D1%8A%D1%89%D0%B0%D1%89%D0%B8%D1%82%D0%B5-%D1%81%D0%B5-%D0%BC%D0%B8%D0%B3%D1%80%D0%B0%D0%BD%D1%82%D0%B8-%D1%81%D0%B5%D0%B3%D0%BC%D0%B5%D0%BD%D1%82%D0%B0%D1%86%D0%B8%D1%8F-%D0%B8-%D1%81%D1%82%D1%80%D0%B0%D1%82%D0%B8%D1%84%D0%B8%D0%BA%D0%B0%D1%86%D0%B8%D1%8F-%D0%BD%D0%B0-%D0%B8%D0%BA%D0%BE%D0%BD%D0%BE%D0%BC%D0%B8%D1%87%D0%B5%D1%81%D0%BA%D0%B0%D1%82%D0%B0-%D0%BC%D0%BE%D0%B1.html">еминарът в Университета на Валенсия част от дейностите по проект "Завръщащите се мигранти: сегментация и стратификация на икономическата мобилност" .</a></p> </div> <hr><hr> <h3></h3> <h3>Юбилейна научна конференция &bdquo;Икономическа социология 4.0&ldquo;, посветена на 40-ата годишнина от създаването на катедра &bdquo;Икономическа социология&ldquo;</h3> <div class="article-navigation"> <div>четвъртък, 19 ноември 2015&nbsp;</div> </div> <div class="article-navigation"> <div class="clear"></div> </div> <p>Юбилейна научна конференция &bdquo;Икономическа социология 4.0&ldquo;, посветена на 40-ата годишнина от създаването на катедра &bdquo;Икономическа социология&ldquo;, се проведе в голямата конферентна зала. Форумът бе под патронажа на ректора на университета проф. д.ик.н. Стати Статев и в работата му участваха учени от УНСС, СУ &bdquo;Св. Климент Охридски&ldquo;, ЮЗУ &bdquo;Неофит Рилски&ldquo; &ndash; Благоевград, Медицинския университет &ndash; Плевен, ПУ &bdquo;Паисий Хилендарски&ldquo;, Академията на МВР, Института за изследване на обществата и знанието - БАН, Технологичния образователен институт на Тесалия, Гърция, и др. На откриването присъстваха проф. д.ик.н. Стати Статев, ректор на УНСС, доц. д-р Лилия Йотова, декан на Общоикономическия факултет, доц. д-р Андрей Нончев, ръководител на катедра &bdquo;Икономическа социология&ldquo;, проф. д-р Благой Колев, омбудсман на университета, ръководител на катедрата през периода 1995-2004 г.&nbsp;</p> <table border="0" align="center"> <tbody> <tr> <td><img src="http://www.unwe.bg/Uploads/Main/5d3ca_K1.jpg" width="420"></td> </tr> <tr> <td><em>При откриването на конференцията</em></td> </tr> </tbody> </table> <p align="center">Доц. Андрей Нончев благодари на ректора проф. Стати Статев и ректорското ръководство на университета за голямата подкрепа за катедрата през годините. Той оповести решението на катедрения съвет проф. Стати Статев да бъде обявен за почетен член на катедра &bdquo;Икономическа социология&ldquo;.</p> <table border="0" align="center"> <tbody> <tr> <td><img src="http://www.unwe.bg/Uploads/Main/5d3ca_K2.jpg" width="420"></td> </tr> <tr> <td> <p align="center"><i>Ректорът&nbsp;</i><i>(</i><i>в средата</i><i>)</i><i>&nbsp;бе обявен за почетен член на катедрата</i></p> </td> </tr> </tbody> </table> <p align="center">Изключително ми е приятно от името на академичното ръководство на УНСС и лично от мое име най-сърдечно да Ви поздравя по случай 40-годишнината от създаването на катедра &bdquo;Икономическа социология&ldquo;, приветства катедрата-юбиляр проф. Стати Статев. &bdquo;В този ден отдаваме своята човешка и институционална почит и дълбоко уважение към първостроителите на катедрата &ndash; плеяда авторитетни учени, които са в авангарда на българската социологическа наука, на техните достойни следовници - поколенията преподаватели и изследователи, които продължиха благородното им дело и работят с душа и сърце, с всеотдайност, амбиция и вярност за каузата на УНСС&ldquo;, изтъкна ректорът. Той отбеляза, че през изминалите четири десетилетия катедрата няколко пъти е сменила името си, но не и своята непоколебима воля и желание винаги да бъде лидер в българската социологическа наука, да подкрепя израстването на младите преподаватели, да подготвя отлично подготвени специалисти, да работи за просперитета и доброто име на университета.</p> <table border="0" align="center"> <tbody> <tr> <td><img src="http://www.unwe.bg/Uploads/Main/5d3ca_K3.jpg" style="display: block; margin-left: auto; margin-right: auto;" width="420"></td> </tr> <tr> <td> <p align="center"><i>Проф. Статев чете поздравителния адрес до катедрата-юбиляр. Вдясно от него: доц. Андрей Нончев, вляво: проф. Благой Колев и доц. Лилия Йотова</i><i>&nbsp;</i></p> </td> </tr> </tbody> </table> <p align="center">&bdquo;Успехите на катедрата са резултат от усилията, отдадеността и привързаността към академичните традиции и дух, от обичта към студентите и верността към общата ни благородна мисия, която е неподвластна на превратностите на времето&ldquo;, подчерта ректорът. Той посочи, че има и личен повод за гордост като съвременник на създаването на катедрата и&nbsp;завършил профил &bdquo;Икономическа социология&ldquo; на специалност &bdquo;Политическа икономия&ldquo; &ndash; първообраз на днешната специалност. Проф. Статев благодари за честта да бъде патрон на конференцията и изказа увереност, че дискусиите ще имат значим принос в научната област.</p> <p>Ректорът награди катедрата с възпоменателен медал &bdquo;Проф. Стефан Бобчев &ndash; основател и първи ректор на УНСС&ldquo; за постиженията в учебната и научноизследователската дейност и по случай нейната 40-годишнина.</p> <table border="0" align="center"> <tbody> <tr> <td><img src="http://www.unwe.bg/Uploads/Main/5d3ca_K4.jpg" width="420"></td> </tr> <tr> <td> <p align="center"><i>Проф. Статев връчва на доц. Нончев отличието за катедрата</i></p> </td> </tr> </tbody> </table> <p align="center">Доц. Нончев връчи почетна грамота на доц. Лилия Йотова, декан на Общоикономическия факултет, също завършила профил &bdquo;Икономическа социология&ldquo;&nbsp;<i>(</i><i>на снимката долу</i><i>)</i><i>.</i></p> <table border="0" align="center"> <tbody> <tr> <td><img src="http://www.unwe.bg/Uploads/Main/5d3ca_K5.jpg" width="420"></td> </tr> </tbody> </table> <p align="center">Тук виждам колеги от първите випуски на профил &bdquo;Икономическа социология&ldquo;, което означава, че положеното начало има развитие и последователи, изтъкна доц. Йотова. Тя прочете поздравителен адрес до катедрата от името на деканското ръководство на Общоикономическия факултет. В него се посочва, че въпреки превратностите на времето преподавателите от катедрата са останали верни на академичните ценности, подготвили са експерти, заемащи водещи позиции в стопанския живот на страната. Специалностите й са акредитирани с най-висока оценка от Националната агенция за оценяване и акредитация, изтъкна деканът и пожела нови постижения в науката и преподавателската дейност.</p> <table border="0" align="center"> <tbody> <tr> <td><img src="http://www.unwe.bg/Uploads/Main/5d3ca_K6.jpg" width="420"></td> </tr> <tr> <td> <p align="center"><i>Участници във форума</i></p> </td> </tr> </tbody> </table> <p align="center">Бяха прочетени и поздравителни адреси от Съюза на учените в България (секция &bdquo;Социологически науки&ldquo;), Клуба на социолога, катедра &bdquo;Политология&ldquo; на УНСС и др.</p> <p>В презентация &bdquo;Среща на 4 поколения социолози и икономисти в УНСС &ndash; приемственост и традиции&ldquo; бе проследена историята на катедрата с нейните &bdquo;основатели, приемници, генератори и надежди&ldquo;.</p> <p>Доц. &nbsp;Андрей Нончев връчи на проф. Благой Колев, почетен професор на УНСС, юбилейния плакет "40 години катедра Икономическа социология". Такова отличие бе присъдено и на доц. д-р Саша Тодорова.</p> <p>С почетна грамота за принос в развитието на катедрата бяха наградени заслужили български социолози.</p> <table border="0" align="center"> <tbody> <tr> <td><img src="http://www.unwe.bg/Uploads/Main/a7f7b_K7.jpg" width="420"></td> </tr> <tr> <td><em>Във форума с доклади участваха също докторанти и студенти</em></td> </tr> </tbody> </table> <p align="center">Работата на форума бе организирана в панелите &bdquo;Икономическа социология: история, методология, предизвикателства&ldquo;, &bdquo;Икономическа социология 4.0: новото поколение&ldquo;, &bdquo;Пазари, идентичност, социален капитал&ldquo;, &bdquo;Кризи, миграция, девиантност&ldquo;, &bdquo;Власт, медии, политики&ldquo;.&nbsp; Доклади изнесоха и докторанти и студенти от университета.</p> <p align="center"><img src="http://departments.unwe.bg/uploads/Department/soc_33975_12249823_1012771262097953_8937808449589205564_n.jpg" alt="soc_33975_12249823_1012771262097953_8937808449589205564_n.jpg" title="soc_33975_12249823_1012771262097953_8937808449589205564_n.jpg" width="400" height="400"></p> <p align="center">Тортата! Рожден ден е все пак.<br>40 годишен юбилей.</p> <p><span size="2" style="font-size: small;"><b><br></b></span></p> </center><center><span size="2" style="font-size: small;"><b><br></b></span></center><center><span size="2" style="font-size: small;"><span size="2" style="font-size: small;"><b></b></span></span><hr></center><center> <h3><span size="2" style="font-size: small;"><b><span style="font-size: medium;">Национална конференция с международно участие на тема</span><br> <br><span style="font-size: medium;"> &bdquo;<i>Обществената трансформация в България, Европа и Света</i>&rdquo;</span><br> <br> на 16-17 ноември 2012</b></span></h3> </center><center><span size="2" style="font-size: small;"><b><br></b></span></center> <div><span size="2" style="font-size: small;"><b><img src="http://departments.unwe.bg/Uploads/Department/DSC_0088.JPG" style="display: block; margin-left: auto; margin-right: auto;" width="400" height="268"></b></span></div> <div style="text-align: justify;"><span size="2" style="font-size: small;"><b><br> </b></span></div> <div style="text-align: justify;"><span size="2" style="font-size: small;"><b><br> </b></span></div> <div style="text-align: justify;"><span size="2" style="font-size: small;"><b><br> </b></span></div> <div style="text-align: justify;"><span size="2" style="font-size: small;"><b><br> </b></span></div> <div style="text-align: justify;"><span size="2" style="font-size: small;"><b><br> </b></span></div> <div style="text-align: justify;"><span size="2" style="font-size: small;"><b><br> </b></span></div> <div style="text-align: justify;"><span size="2" style="font-size: small;"><b><br> </b></span></div> <div><span size="2" style="font-size: small;"><b><img src="http://departments.unwe.bg/Uploads/Department/DSC_0118.JPG" style="display: block; margin-left: auto; margin-right: auto;" width="400" height="268"></b></span></div> <div style="text-align: justify;"><span size="2" style="font-size: small;"><b><br> </b></span></div> <div><span size="2" style="font-size: small;"><b><img src="http://departments.unwe.bg/Uploads/Department/DSC_0089.JPG" style="display: block; margin-left: auto; margin-right: auto;" width="400" height="268"></b></span></div> <div style="text-align: justify;"><span size="2" style="font-size: small;"><b><br> </b></span></div> УНСС Wed, 17 Jan 2024 13:46:29 GMT http://departments.unwe.bg/soc/bg/pages/11982/from-rss.html <p style="text-align: center;"><img src="/uploads/Department/soc_53a80_LogoSample_ByTailorBrands.jpg" alt="soc_53a80_LogoSample_ByTailorBrands.jpg" title="soc_53a80_LogoSample_ByTailorBrands.jpg" style="float: right;" width="200" height="200"></p> <p style="text-align: left;"><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"><br></span></p> <p style="text-align: left;"><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Научният проект &bdquo;Завръщащите се мигранти: сегментация и стратификация на иконо&shy;мическата мобилност&ldquo; е финансиран от Фонд &bdquo;Научни изследвания&ldquo; по договор ДН05/6 от 14.12.2016 г. Той има за цел разработване на комплексна аналитична рамка, изсле&shy;дователска методология и събиране на емпирична информация за явлението &bdquo;завръщащи се мигранти&ldquo; с фокус върху българската специфика на проблема.</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Проектът се реализира в партньорство с Институт за икономически изследвания на БАН.</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Ръководител на проекта е <a href="http://blogs.unwe.bg/anonchev" class="name">Доц. д-р Андрей Иванов Нончев</a>&nbsp;, катедра "Икономическа социология", УНСС</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Екип на проекта:</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"><a href="https://www.iki.bas.bg/bg/node/207">проф. д-р Веселин Минчев Минче</a>в, ИИИ на БАН</span></p> <p><span class="views-field-title" style="font-family: arial,helvetica,sans-serif; font-size: medium;"><span class="field-content"><span class="views-field-title"><span class="field-content"><span class="views-field-tid"> <span class="field-content">доц. д-р</span> </span> <span class="views-field-title"> <span class="field-content"><a href="https://www.iki.bas.bg/node/65/?width=530&amp;height=230&amp;iframe=true&amp;ajax=1" class="colorbox-load initColorboxLoad-processed cboxElement">Ирена Зарева</a></span></span></span></span>, ИИИ на БАН</span></span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"><a href="http://blogs.unwe.bg/vboshnakov" class="name">Доц. д-р Венелин Николаев Бошнаков</a>, катедра "Статистика и иконометрия", УНСС</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"><a href="http://blogs.unwe.bg/mbakalova" class="name">Доц. д-р Мария Енева Бакалова</a>, катедра "Международни отношения", УНСС</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"><a href="http://blogs.unwe.bg/mmisheva" class="name">Гл.ас. д-р Михаела Михайлова Мишева</a>, катедра "Икономическа социология", УНСС</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"><a href="http://blogs.unwe.bg/marietahristova" class="name">Гл. ас. д-р Мариета Борисова Христова</a>,&nbsp;катедра "Икономическа социология", УНСС</span></p> <p>&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;<img src="/uploads/Department/soc_53a80_EMBLEMA%20unwe%20red.jpg" alt="soc_53a80_EMBLEMA unwe red.jpg" title="soc_53a80_EMBLEMA unwe red.jpg" width="100" height="100">&nbsp; &nbsp; &nbsp; &nbsp;&nbsp; &nbsp;<img src="/uploads/Department/soc_53a80_ZNACHKI%20UNSS.jpg" alt="soc_53a80_ZNACHKI UNSS.jpg" title="soc_53a80_ZNACHKI UNSS.jpg" width="100" height="105">&nbsp; &nbsp; &nbsp; &nbsp; &nbsp;&nbsp;<img src="/uploads/Department/soc_53a80_loo%20iii.JPG" alt="soc_53a80_loo iii.JPG" title="soc_53a80_loo iii.JPG" width="100" height="95"></p> УНСС Wed, 17 Jan 2024 13:42:15 GMT http://departments.unwe.bg/soc/bg/pages/29021/from-rss.html <h1>"Институции и социално изключване: изследване на институционалните логики, които блокират участието в обществото"</h1> <div class="article-content"> <p>Научноизследователският проект <strong>&bdquo;Институции и социално изключване: изследване на институционалните логики, които блокират участието в обществото&ldquo;</strong> се изпълнява от научен колектив от&nbsp;<span>Университета за национално и световно стопанство (базова организация)</span>, чрез Центъра за социологически и психологически изследвания към катедра &bdquo;Икономическа социология&ldquo;, в рамките на <strong>Конкурс за финансиране на фундаментални научни изследвания &ndash; 2023 г. на&nbsp;фонд &bdquo;Научни изследвания&ldquo; (договор № КО-06-Н75/5 от 7 декември 2023 г.).</strong></p> <p>Проектът е с продължителност от&nbsp;<strong>36 месеца</strong>&nbsp;и&nbsp;<span>бюджет от <strong>149 200 лв.</strong></span></p> <p>Изследователската стратегия на проекта се изгражда върху&nbsp;<span>основната теза,</span>&nbsp;<span>че големият дял на хората, живеещи в състояние на бедност и социално изключване в България, може да се обясни и със съществуването на т.нар. &bdquo;институционализирани модели на социално изключване&ldquo;</span>, които са исторически и културно обусловени и които възпроизвеждат съществуващи властови дисбаланси по повод разпределението на ресурсите, благата и възможностите на микро-, мезо- и макроравнище.</p> <p><span>Основната цел на проекта</span>&nbsp;да бъдат идентифицирани и описани в тяхното причинно-следствено проявление основните институционализирани модели на социално изключване в България. Специфичните цели са следните:</p> <p>1. Да се установят по емпиричен път институционализираните модели на социално изключване с най-мащабно въздействие.</p> <p>2. Да се установят по емпиричен път социалните механизми, чрез които моделите за социално изключване с най-голямо въздействие са придобили и запазили статута си на елемент на институционалния ред.</p> <p>За изпълнението на целите е предвидено използването на разнообразни количествени и качествени изследователски методи.</p> <p><em><span style="text-decoration: underline;"><strong>Участници</strong></span></em><strong>:</strong></p> <p>проф. д-р Вяра Стоилова - ръководител на научния колектив</p> <p>Доц. д-р Александър Стоянов Стоянов - учен</p> <p>Доц. д-р Тодорка Кинева - учен, директор на Центъра за социологически и психологически изследвания към катедра "Икономическа социология"</p> <p>Доц. д-р Донка Никова-Циуциу - учен</p> <p>Гл. ас. д-р Мариета Христова - учен, заместник-директор на Центъра за социологически и психологически изследвания към катедра "Икономическа социология"</p> <p>Гл. ас. д-р Драгомир Драганов - учен</p> <p>Атанас Стойчев - докторант</p> <p>Габриела Марангозова&nbsp;- докторант</p> <p>Тереза Трайкова&nbsp;- докторант</p> <p>Владислава Димитрова&nbsp;- докторант</p> <p>Васил Христов - студент</p> </div> УНСС Wed, 17 Jan 2024 13:41:42 GMT http://departments.unwe.bg/soc/bg/pages/9541/from-rss.html <p>&nbsp; &nbsp;&nbsp;<img src="/uploads/Department/soc_d7aa9_IMG_20160623_153754.jpg" alt="soc_d7aa9_IMG_20160623_153754.jpg" title="soc_d7aa9_IMG_20160623_153754.jpg" width="500" height="348"></p> <p style="text-align: left;" align="center"><span style="font-size: small;"><br></span></p> <p style="text-align: left;" align="center"><span style="font-size: small;"></span><strong style="font-size: small;">СЪДЪРЖАНИЕ</strong></p> <table style="background-color: #bfb9c0;" cellspacing="0" cellpadding="0" border="1"> <tbody> <tr> <td width="614" valign="top"> <p><span style="font-size: small;"><b>Икономическа социология: история, методология, предизвикателства</b></span></p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;"><b>&nbsp;</b></span></p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">НАУЧНОТО ПОЛЕ НА ИКОНОМИЧЕСКАТА СОЦИОЛОГИЯ: ИДЕНТИЧНОСТ, ТРАНСФОРМАЦИИ, ПРЕДИЗВИКАТЕЛСТВА</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">Доц. д-р Андрей Нончев, УНСС</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p>&nbsp;</p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">ЕДИН ВЕК ИКОНОМИЧЕСКО ВРЕМЕ &ndash; ОТ КАПИТАЛИЗЪМ-1.0 ДО КАПИТАЛИЗЪМ-4.0 &ndash; МИСЛЕНО &nbsp;СОЦИОЛОГИЧЕСКИ ЧРЕЗ КИНЕМАТОГРАФИЯТА</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">Проф. д.с.н. Теменуга Ракаджийска, УНСС</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p>&nbsp;</p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">ПРЕДЕЛИТЕ НА КАПИТАЛИЗА: УСМИРЯВАНЕТО НА ИРАЦИОНАЛНИЯ ПОДТИК (ЗА ЕДИН МОТИВ У МАРКС И ВЕБЕР)</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">Доц. д-р Андрей Бунджулов, УНСС</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p>&nbsp;</p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">ДИНАМИКА НА ЕКСПЛОАТАЦИЯТА В КИТАЙ И ИНДИЯ ПРЕЗ ПОСЛЕДНИТЕ ДЕСЕТИЛЕТИЯ &ndash; СРАВНИТЕЛЕН АНАЛИЗ</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">Доц. д-р Калоян Харалампиев, СУ &bdquo;Св. Климент Охридски&ldquo; и проф. д.с.н. Георги Найденов, УНСС</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;"><b>&nbsp;</b></span></p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">НЕОБХОДИМОСТ И ВЪЗМОЖНОСТИ ЗА ПОВИШАВАНЕ И ЕФЕКТИВНО ИЗПОЛЗВАНЕ НА ИНОВАТИВНИЯ КАПАЦИТЕТ НА ИЗСЛЕДОВАТЕЛИТЕ</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">Проф. д.ик.н. Иванка Съйкова, УНСС</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;"><b>&nbsp;</b></span></p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">ФУНДАМЕНТАЛНИ МЕТОДОЛОГИЧЕСКИ ПРОБЛЕМИ ПРИ ЕМПИРИЧНИТЕ СОЦИОЛОГИЧЕСКИ ИЗСЛЕДВАНИЯ</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">Проф. д.с.н. Светлана Съйкова, ИИОЗ-БАН</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p>&nbsp;</p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">ИКОНОМИЧЕСКАТА СОЦИОЛОГИЯ И ПОЛИТИЧЕСКА ИКОНОМИЯ &ndash; АСПЕКТИ ОТНОСНО ВРЪЗКИТЕ МЕЖДУ НАУКИТЕ</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">Ас. д-р Маргарита Борисова, УНСС</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;"><b>&nbsp;</b></span></p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;"><b>Пазари, идентичности, социален капитал</b></span></p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">ЗА ГРАНИЦИТЕ НА ОПАЗАРЯВАНЕТО НА ОБЩЕСТВЕНИЯ ЖИВОТ &ndash; ЕДИН СОЦИОЛОГИЧЕСКИ ПОГЛЕД</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">Доц. д-р Вяра Стоилова, УНСС</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p>&nbsp;</p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">&bdquo;ДИГИТАЛНО&rdquo; ПРЕДПРИЕМАЧЕСТВО: ТЕХНОЛОГИЧНИ ПОТЕНЦИАЛИ И СТРАТИФИКАЦИОННИ ОГРАНИЧЕНИЯ</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">Ас. д-р Димитър Благоев, СУ &bdquo;Св. Климент Охридски&ldquo;</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p>&nbsp;</p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">ПРИСЪСТВИЕ НА ИНСТИТУЦИОНАЛНИТЕ УЧАСТНИЦИ НА ПАЗАРА НА ТРУДА ВЪВ ВИРТУАЛНОТО ПРОСТРАНСТВО: ЕДНА ГОДИНА ПО-КЪСНО</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">Д-р Мариета Христова, УНСС</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p>&nbsp;</p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">РАБОТАТА ОТ РАЗСТОЯНИЕ &ndash; ПРЕДИМСТВА И НЕДОСТАТЪЦИ ПРЕЗ ПРИЗМАТА НА ЖЕНИТЕ</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">Ас. д-р Габриела Йордановаq</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">Институт за изследване на обществата и знанието, БАН</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p>&nbsp;</p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">ОБРАЗОВАНИЕ И СОЦИАЛЕН КАПИТАЛ В КОНТЕКСТА НА &bdquo;КАПИТАЛИЗЪМ 4.0&ldquo;</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">Проф. д.с.н. 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СЪЕДИНЕНИЕ?</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">Д-р Велина Балканска, УНСС</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p>&nbsp;</p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">ИДЕНТИЧНОСТТА КАТО ИЗБОР И БУНТ</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">Гл. ас. д-р Михаела Мишева, УНСС</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;"><b>&nbsp;</b></span></p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;"><b>Кризи, миграция, неформалност</b></span></p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">ДЕМОГРАФСКИТЕ ПРЕДИЗВИКАТЕЛСТВА В СЛЕДКРИЗИСНОТО СОЦИАЛНОИКОНОМИЧЕСКО РАЗВИТИЕ</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">Проф. д.ик.н. Пенка Найденова, ИИНЧ-БАН и доц. д-р Геновева Михова, ЦДИО</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p>&nbsp;</p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">ЗА ХАРАКТЕРА НА &bdquo;КРИЗАТА&ldquo;</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">Доц. д-р Иво Христов, ПУ &bdquo;Паисий Хилендарски&ldquo;</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p>&nbsp;</p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">ЦЕННОСТНАТА КРИЗА&nbsp; НА СЪВРЕМЕННОТО БЪЛГАРСКО ОБЩЕСТВО</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">Доц. д-р Ивайло Христов, УНСС</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p>&nbsp;</p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">СОЦИАЛНИ И ИКОНОМИЧЕСКИ СТАТУСНИ ПОЗИЦИИ НА СОЦИОПРОФЕСИОНАЛНИТЕ ГРУПИ В СТРАНИТЕ НА ЮГОИЗТОЧНА ЕВРОПА</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">Гл. ас. д-р Александър Стоянов, УНСС</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p>&nbsp;</p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">ФУНКЦИОНАЛНИТЕ ВЪЗМОЖНОСТИ НА НЕСЪСТОЯТЕЛНОСТТА &ndash;</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">ИНТЕРНАЛИЗИРАНЕ ОТ ПОКОЛЕНИЯТА В ТРУДА</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">Доц. д-р Мария Стоянова, УНСС</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p>&nbsp;</p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">КРИЗАТА В БЪЛГАРСКИЯ БИЗНЕС &ndash; ПРЕЗ ПОГЛЕДА НА РАБОТОДАТЕЛИТЕ</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">Ас. д-р Тодорка Кинева, УНСС</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p>&nbsp;</p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">РАЗПРОСТРАНЕНИЕ НА НАРКОМАНИИТЕ В БЪЛГАРИЯ &ndash; ТРАНСФОРМАЦИОНЕН ПРОЦЕС В СЪВРЕМЕННОТО БЪЛГАРСКО ОБЩЕСТВО</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">Докторант Александър Панайотов, УНСС</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p>&nbsp;</p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">ХОЛИСТИЧЕН ПОДХОД ЗА ЕМПИРИЧНО ИЗУЧАВАНЕ НА &bdquo;ИКОНОМИКАТА В СЯНКА&ldquo;</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">Проф. д.с.н. Емилия Ченгелова, ИИОЗ-БАН</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p>&nbsp;</p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">ПАРИ В ПЛИК: ДВОЙСТВЕНОТО ТРУДОВО ДОГОВАРЯНЕ </span><br><span style="font-size: small;"> Доц. д.с.н. Таня Чавдарова, СУ &bdquo;Св. Климент Охридски&ldquo;</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p>&nbsp;</p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">ВЪЗМОЖНИ ЕФЕКТИ ОТ ПУБЛИЧНИТЕ ПОЛИТИКИ В СВЕТА НА ПРОСТИТУЦИЯТА В БЪЛГАРИЯ</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">Гл. ас. д-р Георги Петрунов, УНСС</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p>&nbsp;</p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">МИГРАЦИЯ, ЗАЕТОСТ И ИНТЕГРАЦИЯ НА ГРАЖДАНИТЕ ОТ ТРЕТИ СТРАНИ В БЪЛГАРИЯ &ndash; НАЦИОНАЛНИ СПЕЦИФИКИ, ДОБРИ ИНТЕГРАЦИОННИ ПРАКТИКИ И ПРЕДИЗВИКАТЕЛСТВА</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">Гл. ас. д-р Екатерина Маркова, ИИОЗ-БАН</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p>&nbsp;</p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">ИМИГРАНТИТЕ КАТО ГЛОБАЛЕН ПРЕКАРИАТ</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">Д-р Йоан Христов, УНСС</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;"><b>&nbsp;</b></span></p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;"><b>Власт, медии, политики </b></span></p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">СТРЕМЕЖ КЪМ ВЛАСТ. БЯГСТВО ОТ ВЛАСТТА</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">Доц. д-р Кольо Рамчев, УНСС</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p>&nbsp;</p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">ЧЕТВЪРТАТА И ПЕТАТА ВЛАСТ В ПРЕДИЗБОРНА КАМПАНИЯ: ЗАКОНОСЪОБРАЗНОСТ И ПРОФЕСИОНАЛНИ СТАНДАРТИ </span><br><span style="font-size: small;"> Гл. ас. д-р Катя Михайлова, УНСС</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p>&nbsp;</p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">MODES OF GOVERNANCE IN THE EU </span><br><span style="font-size: small;"> Докторант Таньо Василев, УНСС</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p>&nbsp;</p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">СОЦИАЛНИТЕ МЕДИИ И МРЕЖИ &ndash; ИНСТРУМЕНТИ ЗА БИЗНЕС КОМУНИКАЦИЯ</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">Докторант Гергана Костадинова, УНСС</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p>&nbsp;</p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">ЕМПИРИЧНО ИНДИКИРАНЕ НА КАЧЕСТВОТО НА ЖУРНАЛИСТИЧЕСКАТА ЗАЕТОСТ В МЕДИИТЕ</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">Докторант Милена Кунова, УНСС</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p>&nbsp;</p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">ИКОНОМИКА НА ВНИМАНИЕТО: ПРЕДИЗВИКАТЕЛСТВА И ПОЛЕТА НА ПРОБЛЕМИ В СЪВРЕМЕННАТА ИКОНОМИКА. НЕРАВЕНСТВА, КРИЗИ И ТРАНСФОРМАЦИИ, ОТРАЗЕНИ В ОГЛЕДАЛОТО НА ТЕЛЕВИЗИЯТА (ПО МОДЕЛА НА НОВИТЕ РЕАЛИТИ ФОРМАТИ)</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">Докторант Яница Маринова, УНСС</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p>&nbsp;</p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">THE SKI RESORTS IN THE BALKANS. THE CASE OF GREECE.</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">доц. д-р Николаос Бланас, доц. д-р Донка Никова доц. д-р Георг Аспридис, доц. д-р Димитрос Целиос</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p>&nbsp;</p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">УДОВЛЕТВОРЕНОСТ НА СТУДЕНТИТЕ ОТ ПРОЕКТ &ldquo;МАРТЕНИЦАТА &ndash; ЗАЕДНО ДА СЪХРАНИМ ТРАДИЦИЯТА</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">Ас. Мариета Гуновска, МУ-Плевен</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;"><b>&nbsp;</b></span></p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;"><b>Икономическа социология 4.0: новото поколение </b></span></p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">ЕВРОПЕЙСКАТА ФИНАНСОВА ПОМОЩ ЗА БЪЛГАРИЯ ПРЕЗ ПЕРИОДА 2007-2013Г.&nbsp;- ЗА И ПРОТИВ</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">Докторант Галина Димитрова, ЮЗУ</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p>&nbsp;</p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">ОРГАНИЗАЦИОНЕН ИМИДЖ И ДОВЕРИЕ</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">Докторант Георги Кроснаров, УНСС</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p>&nbsp;</p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">КОРПОРАТИВНАТА СОЦИАЛНА ОТГОВОРНОСТ &ndash; ПРИНОС ЗА СМЕКЧАВАНЕ НА СОЦИАЛНИТЕ ПОСЛЕДИЦИ ОТ ИКОНОМИЧЕСКАТА КРИЗА</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">Докторант Манол Кръстев, УНСС</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p>&nbsp;</p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">СОЦИАЛНИТЕ МРЕЖИ И ТРУДОВИЯТ ПАЗАР</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">Ивона Фалина, студент IV курс, ЮЗУ</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p>&nbsp;</p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">СОЦИАЛНИТЕ МЕДИИ И МРЕЖИ - ИНСТРУМЕНТИ ЗА БИЗНЕС КОМУНИКАЦИЯ</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">Докторант Гергана Костадинова, УНСС</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p>&nbsp;</p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">РЕАЛНА ИЛИ "ВЪОБРАЗЕНА" Е ИНТЕРНЕТ ОБЩНОСТТА? </span><br><span style="font-size: small;"> Докторант Димитър Сивков, УНСС</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p>&nbsp;</p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">БЕЖАНЦИТЕ: ИМИГРАНТИ ИЛИ ЕМИГРАНТИ</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">Докторант Теодор Тодоров, ЮЗУ</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p>&nbsp;</p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">МЕТОДИ ЗА ИЗТОЧВАНЕ НА ДДС</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">Мария Маринова, студент IV курс, ЮЗУ</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p>&nbsp;</p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">ПРОБЛЕМНИ ОБЛАСТИ ПРИ ОБЩЕСТВЕНИТЕ ПОРЪЧКИ</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">Гергана Евстатиева, студент IV курс, УНСС</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p>&nbsp;</p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">ТРУДЪТ И НЕФОРМАЛНАТА ИКОНОМИКА</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">Юлиана Гальова, студент IV курс, УНСС</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p>&nbsp;</p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">КАЧЕСТВО И УСЛОВИЯ НА ТРУД В РЕПУБЛИКА БЪЛГАРИЯ</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">Бойко Гатев студент IV курс, УНСС</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p>&nbsp;</p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">МЛАДИТЕ БЪЛГАРИ ПРЕД ТРУДЕН ИЗБОР</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">Сузана Белемезова, студент IV курс, ЮЗУ</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p>&nbsp;</p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">САМОУБИЙСТВОТО В БЪЛГАРИЯ И ЕВРОПА ПРЕЗ ПРИЗМАТА НА ЕМИЛ ДЮРКЕМ</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">Александър Христов, IV курс, ЮЗУ</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p>&nbsp;</p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">ГРЕШКАТА НА ЕДИН РОДИТЕЛ (CASE STUDY)</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">Екатерина Драмчева, студент II курс, ЮЗУ</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">ЗА И ПРОТИВ СТУДЕНТСКИЯ ТРУД</span></p> </td> </tr> <tr> <td width="614" valign="top"> <p><span style="font-size: small;">Снежина Стоянова, студент IV курс, УНСС</span></p> </td> </tr> </tbody> </table> <p><span style="font-size: small;"><b>&nbsp;Сборникът е достъпен онлайн тук:&nbsp;<a href="http://departments.unwe.bg/soc/bg/pages/9541/%D1%81%D0%B1%D0%BE%D1%80%D0%BD%D0%B8%D0%BA-%D0%B8%D0%BA%D0%BE%D0%BD%D0%BE%D0%BC%D0%B8%D1%87%D0%B5%D1%81%D0%BA%D0%B0-%D1%81%D0%BE%D1%86%D0%B8%D0%BE%D0%BB%D0%BE%D0%B3%D0%B8%D1%8F-4-0-.html" title="Сборник с доклади Икономическа социология 4.0" target="_blank"><strong>http://departments.unwe.bg/soc/bg/pages/9541/%D1%81%D0%B1%D0%BE%D1%80%D0%BD%D0%B8%D0%BA-%D0%B8%D0%BA%D0%BE%D0%BD%D0%BE%D0%BC%D0%B8%D1%87%D0%B5%D1%81%D0%BA%D0%B0-%D1%81%D0%BE%D1%86%D0%B8%D0%BE%D0%BB%D0%BE%D0%B3%D0%B8%D1%8F-4-0-.html</strong></a></b></span></p> <p style="text-align: left;" align="center"><span style="font-size: small;"><br></span></p> <p style="text-align: left;" align="center"><span style="font-size: small;"><br></span></p> УНСС Wed, 17 Jan 2024 13:29:50 GMT http://departments.unwe.bg/soc/bg/pages/16923/from-rss.html <p><img src="/uploads/Department/soc_34201_Конкурс%20за%20заемане%20на%20академичната%20длъжност%20-%20М.Мишева.png" alt="soc_34201_Конкурс за заемане на академичната длъжност - М.Мишева.png" title="soc_34201_Конкурс за заемане на академичната длъжност - М.Мишева.png" width="600" height="313"></p> <p><img src="/uploads/Department/soc_4ce47_Конкурс%20за%20доцент%20-%20Т.%20Кинева.png" alt="soc_4ce47_Конкурс за доцент - Т. Кинева.png" title="soc_4ce47_Конкурс за доцент - Т. Кинева.png" width="600" height="379"></p> <p><img src="/uploads/Department/soc_f54ad_Screenshot-2019-12-1%20УНСС%20-%20Конкурси%20за%20заемане%20на%20академични%20длъжности%20и%20научни%20степени(2).png" alt="soc_f54ad_Screenshot-2019-12-1 УНСС - Конкурси за заемане на академични длъжности и научни степени(2).png" title="soc_f54ad_Screenshot-2019-12-1 УНСС - Конкурси за заемане на академични длъжности и научни степени(2).png" width="600" height="378"></p> <p><strong><span style="font-size: medium;">Автореферат, рецензии и становища <a href="http://konkursi.unwe.bg/?m=3&amp;p=5">тук</a>.</span></strong></p> УНСС Wed, 10 Jan 2024 11:58:48 GMT http://departments.unwe.bg/soc/bg/pages/871/from-rss.html <p><b><br></b></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"><b>Катедра &ldquo;Икономическа социология&rdquo;^{<a href="#x_x_x_x_x_x__ftn1" title="" rel="nofollow"> <b>[1]</b></a>} е създадена през 1975 г.,</b> като първоприемник на секция &ldquo;Икономическа социология&rdquo; към катедра &ldquo;Политическа икономия&rdquo;. Основоположници са акад. Жак Натан и проф. д-р Кирил Григоров от катедра &ldquo;Политическа икономия&rdquo; и проф. д-р Живко Ошавков &ndash; директор на Института по социология при БАН. Пръв ръководител на катедрата е доц. Ташо Пачев и научен секретар ст.ас. Благой Колев.</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">За първи път започват да се четат следните курсове пред студентите от Общоикономическия факултет:</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">- по Обща социология от проф. д.ф.н Минчо Семов, по Икономическа социология от проф. д. ик. н. Ташо Пачев, </span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">- по демография - от проф. д. ик. н. Минко Минков, </span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">- по социална психология от проф. д.ф.н. Минчо Драганов, </span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">- по методология и методика на емпиричните социологически изследвани от проф. д. ик. н. Иванка Съйкова. </span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Този факт е естествен резултат от качествения скок, който извършва в развитието си социологията в България след 1968 г. Основните предпоставки за развитието и за напредъка на университетската социология се отнасят до следното:</span></p> <ol class="text_black"> <li><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">През 1959 г. се създава Българската социологическа асоциация.</span></li> <li><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Разработват се първите мащабни социологически проекти под ръководството на проф.д.ф.н. Живко Ошавков, които се превръщат в интелектуална база на обучението по социология и на професионализацията на няколко генерации от социолози.</span></li> <li><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">През 1968 г. се създава Институтът по социология, както и други социологически звена / Институтът за профсъюзни проблеми, Научноизследователският институт за младежта, Институтът за култура и други ведомствени звена, произвеждащи социологически и интердисциплинни изследвания/.</span></li> <li><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Международното признание, което българската социология получава на VІІ Световен конкрес по социология, проведен през 1970 г. в гр. Варна от една страна, а от друга, интелектуалният тласък, който науката получава от конгреса.</span></li> </ol> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">През периода <b>1975-1984 г</b>. катедра &ldquo;Икономическа социология&rdquo; се ръководи от проф. д.и.н. Ташо Пачев. Научни секретари последователно са ст.ас. Благой Колев, гл. ас. П. Ценов, гл. ас. Д. Варзоновцев и доц. д-р Кольо Рамчев /1981-1990/.</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">През периода <b>1984-1986 г.</b> катедрата получава наименованието &ldquo;Социология и педагогика&rdquo;. С решение на Академичния съвет става обединяване на катедра &ldquo;Икономическа социология&rdquo; с катедра &ldquo;Педагогика и психология&rdquo;. Новата катедра съществува с две структурни звена &ndash; секция &ldquo;Социология&rdquo;, с ръководител доц. д-р Благой Колев и секция &ldquo;Педагогика и психология&rdquo;, с ръководител доц.д-р Найден Димитров, а по-късно проф. д-р Атанас Ников. Ръководител на катедрата е проф. д.ик.н. Ташо Пачев, научен секретар &ndash; доц. д-р Кольо Рамчев /1981-1990/. През учебната 1985-1986 г. катедрата е&nbsp; разделена&nbsp; на две самостоятелни катедри: катедра &ldquo;Икономическа социология&rdquo; и катедра &rdquo;Педагогика и психология&rdquo;. Ръководството на катедрата се запазва.</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">През периода<b> 1986-1990 г.</b> катедра &ldquo;Икономическа социология&rdquo; е самостоятелна, с ръководител проф. д.ик.н. Ташо Пачев и научен секретар доц. д-р Кольо Рамчев.</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Периодът <b>1990-1994 г.</b> очертава нова промяна &ndash; с решение на Академичния съвет се създава департамент по &ldquo;Социология и политически науки&rdquo;. В департамента функционират две секции: секция &ldquo;Социология&rdquo;, с ръководител доц. д-р Благой Колев и секция &ldquo;Политология&rdquo;, с ръководител доц. д-р Г. Янков. Ръководители на департамента последователно са: проф. д.и.н. Ташо Пачев /1990-1991/, с научен секретар гл. ас. д-р Валентин Вълов /1990-1991/; доц. д-р Благой Колев /1991-1992/, с научен секретар гл.ас. Андрей Нончев; доц. д-р Кольо Рамчев /1992-1994/, с научен секретар гл.ас. Андрей Нончев /1991-1994/. През учебната 1994-1995 г<b>.</b> става разделяне на департамента на две катедри: катедра &ldquo;Икономическа социология&rdquo;, с ръководител доц. д-р Благой Колев и катедра &ldquo;Политология&rdquo;, с ръководител проф. д-р Георги Янков.</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">От <b>1995-1999 г.</b> катедра &ldquo;Икономическа социология&rdquo; е отново самостоятелна катедра. Ръководител е доц. д-р Благой Колев и научен секретар гл. ас. д-р Вяра Стоилова.</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">През периода <b>1999-2004 г.</b> катедрата се ръководи от проф. д-р Благой Колев, с научен секретар доц. д-р Мария Стоянова.</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">През най-новия период <b>2004-2008 г.</b> се извършва <b>трета промяна</b> в наименованието и състава на катедрата. С решение на Академичния съвет от 09.02.2005 г., катедра &ldquo;Психология и педагогика&rdquo; влиза в състава на катедра &ldquo;Икономическа социология&rdquo;. Обединената катедра е наименована &ldquo;Икономическа социология и психология&rdquo;. Ръководител на катедрата е проф. д-р Благой Колев и научен секретар доц. д-р Мария Стоянова.</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">През учебната <b>2010-2011 г.</b> с решение на Академичния съвет се извършва <b> четвърта промяна</b> в наименованието на катедрата, което е валидно и до днес. Катедра &bdquo;Икономическа социология и психология&rdquo; е преименувана в &bdquo;Икономическа социология&rdquo;. Ръководител на катедрата продължава да бъде проф. д-р Благой Колев и научен секретар доц.д-р Мария Стоянова.</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">За периода <b>2012-2022 г. </b>ръководител на катедра &bdquo;Икономическа социология&rdquo; е <a href="http://blogs.unwe.bg/anonchev/">доц. д-р Андрей Нончев</a>. Научни секретари през този период са <a href="http://blogs.unwe.bg/dnikova/">доц. д-р Донка Никова</a> (2012-2015 г.), <a href="http://blogs.unwe.bg/mmisheva/">гл. ас. д-р Михаела Мишева</a> (2015-2017 г.), <a href="http://blogs.unwe.bg/tkineva" class="name">гл.ас. д-р Тодорка Кинева</a><span> (2017-2022).</span></span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"><span>През <strong>2022 г.</strong> за ръководител на катедра "Икономическа социология" е избран <a href="https://blogs.unwe.bg/gpetrunov/">проф. д-р Георги Петрунов</a>. От тази година катедрата има и заместник-ръководител - <a href="https://blogs.unwe.bg/tkineva/">доц. д-р Тодорка Кинева</a>. Научен секретар на катедрата е <a href="https://blogs.unwe.bg/drdraganov/">гл. ас. д-р Драгомир Драганов</a>. <br></span></span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"><br></span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Катедра &bdquo;Икономическа социология&rdquo; обучава студенти в <a href="http://departments.unwe.bg/soc/bg/pages/863/%D0%BE%D0%B1%D1%83%D1%87%D0%B5%D0%BD%D0%B8%D0%B5.html"><b>две </b><b>професионални направления: </b></a></span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"><a href="http://departments.unwe.bg/soc/bg/pages/863/%D0%BE%D0%B1%D1%83%D1%87%D0%B5%D0%BD%D0%B8%D0%B5.html"><b></b></a>3.1. Социология, антропология и науки за културата, специалност "Социология" и</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">3.8. Икономика, специалност "Икономическа социология и психология".</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Обучението на студенти се осъществява в три степенна структура &ndash; образователно-квалификационна степен "Бакалавър" и "Магистър" и образователно-научна степен "Доктор".</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Националната агенция за оценка и акредитация възнагради нашите усилия и през <strong>2015</strong> г. оцени с<strong>&nbsp;9,03</strong> за бакалавър&nbsp;и магистър и <strong>9,1</strong> - за доктор на специалност "Социология" в УНСС.<strong> През 2021 г. оценката е 9,06 за бакалавър и магистър и 9,12 за доктор. </strong>Какво означава тази оценка можете да научите <a href="http://departments.unwe.bg/soc/bg/pages/8629/%D0%B0%D0%BA%D1%80%D0%B5%D0%B4%D0%B8%D1%82%D0%B0%D1%86%D0%B8%D1%8F.html">тук</a>.</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">През<strong> 2015 г. катедра "Икономическа социология" отбеляза 40 години от създаването си </strong>с издаването на <a href="http://departments.unwe.bg/soc/bg/pages/868/%D0%BF%D1%83%D0%B1%D0%BB%D0%B8%D0%BA%D0%B0%D1%86%D0%B8%D0%B8.html">юбилеен том "Научни трудове" на УНСС</a>, <a href="http://departments.unwe.bg/soc/bg/pages/5339/%D0%BF%D1%83%D0%B1%D0%BB%D0%B8%D1%87%D0%BD%D0%B8-%D0%BB%D0%B5%D0%BA%D1%86%D0%B8%D0%B8.html">публични лекции на изтъкнати наши колеги,&nbsp;</a><a href="http://departments.unwe.bg/soc/bg/pages/7781/%D1%8E%D0%B1%D0%B8%D0%BB%D0%B5%D0%B9%D0%BD%D0%B0-%D0%BA%D0%BE%D0%BD%D1%84%D0%B5%D1%80%D0%B5%D0%BD%D1%86%D0%B8%D1%8F-%D0%B8%D0%BA%D0%BE%D0%BD%D0%BE%D0%BC%D0%B8%D1%87%D0%B5%D1%81%D0%BA%D0%B0-%D1%81%D0%BE%D1%86%D0%B8%D0%BE%D0%BB%D0%BE%D0%B3%D0%B8%D1%8F-4-0-.html">научна конференция с международно участие,&nbsp;</a>сборникът от която може да намерите <a href="http://departments.unwe.bg/Uploads/Department/SbornikIkonomicheskaSociologia4.0.pdf">тук</a>.</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">През <strong>2025 г.</strong> предстои отбелязването на<strong> 50 годишнината от създаването на катедра "Икономическа социология"!</strong></span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"><strong></strong></span></p> <hr> <p><a href="http://departments.unwe.bg/soc/cms/bg/pages/edit/871#x_x_x_x_x_x__ftnref1" title="">[1]</a> Стоянова, М. Профил на специалност &ldquo;Социология&rdquo; и на катедра &ldquo;Икономическа социология&rdquo; в УНСС.- Алтернативи, 2003, 1-2, 19-23; Стоянова, М. Социологическото образование в икономическите университети в България &ndash; необходимост и реалност. - Икономически алтернативи, 2005, 2, 83-102; Пачев, Т. Социологическото обучение в УНСС. &ndash; Научни трудове на УНСС, 2005, 134 -143; Пачев, Т. История на катедра &bdquo;Икономическа социология и психология&rdquo;. В: Евроинтеграцията &ndash; предизвикателства пред социолозите от Балканските страни, С., 2006, 14-18; Стоянова, М. Настоящето: профил на катедра "Икономическа социология и психология". 30 години катедра "Икономическа социология и психология". В: Евроинтеграцията &ndash; предизвикателства пред социолозите от Балканските страни, С., 2006, 18-45.&nbsp;</p> <div><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"><br></span></div> УНСС Wed, 10 Jan 2024 10:59:56 GMT http://departments.unwe.bg/soc/bg/pages/20351/from-rss.html <p>ПРИЕМЪТ В СПЕЦИАЛНОСТ<a href="https://departments.unwe.bg/soc/bg/pages/6569/%d0%ba%d0%b2%d0%b0%d0%bb%d0%b8%d1%84%d0%b8%d0%ba%d0%b0%d1%86%d0%b8%d0%be%d0%bd%d0%bd%d0%b0-%d1%85%d0%b0%d1%80%d0%b0%d0%ba%d1%82%d0%b5%d1%80%d0%b8%d1%81%d1%82%d0%b8%d0%ba%d0%b0-%d0%bd%d0%b0-%d1%81%d0%bf%d0%b5%d1%86%d0%b8%d0%b0%d0%bb%d0%bd%d0%be%d1%81%d1%82-%d0%b8%d0%ba%d0%be%d0%bd%d0%be%d0%bc%d0%b8%d1%87%d0%b5%d1%81%d0%ba%d0%b0-%d1%81%d0%be%d1%86%d0%b8%d0%be%d0%bb%d0%be%d0%b3%d0%b8%d1%8f-%d0%b8-%d0%bf%d1%81%d0%b8%d1%85%d0%be%d0%bb%d0%be%d0%b3.html" style="background-color: #ffffff;">&nbsp;<em>ИКОНОМИЧЕСКА СОЦИОЛОГИЯ И ПСИХОЛОГИЯ</em></a>, НАПРАВЛЕНИЕ "ИКОНОМИКА" В УНСС</p> <p><img src="/uploads/Department/soc_53a80_ZNACHKI%20UNSS.jpg" alt="soc_53a80_ZNACHKI UNSS.jpg" title="soc_53a80_ZNACHKI UNSS.jpg" style="float: right;" width="200" height="210"></p> <p>ЩЕ СЕ ОСЪЩЕСТВЯВА С ДЗИ (матура),&nbsp;<a href="http://priem.unwe.bg/" style="background-color: #ffffff;">ЕПИ</a>&nbsp;ИЛИ УСПЕШНО УЧАСТИЕ В&nbsp;<a href="https://www.unwe.bg/bg/pages/8468/kandidatstudentski.html" style="background-color: #ffffff;">КАНДИДАТСТУДЕНТСКИ СЪСТЕЗАНИЯ И КОНКУРСИ ЗА ПРИЕМАНЕ НА СТУДЕНТИ ПРЕЗ УЧЕБНАТА 2024/2025 ГОДИНА</a>.</p> <p>ПРИЕМЪТ&nbsp;В СПЕЦИАЛНОСТ&nbsp;<a href="http://departments.unwe.bg/soc/bg/pages/6572/%d0%ba%d0%b2%d0%b0%d0%bb%d0%b8%d1%84%d0%b8%d0%ba%d0%b0%d1%86%d0%b8%d0%be%d0%bd%d0%bd%d0%b0-%d1%85%d0%b0%d1%80%d0%b0%d0%ba%d1%82%d0%b5%d1%80%d0%b8%d1%81%d1%82%d0%b8%d0%ba%d0%b0-%d0%bd%d0%b0-%d1%81%d0%bf%d0%b5%d1%86%d0%b8%d0%b0%d0%bb%d0%bd%d0%be%d1%81%d1%82-%d1%81%d0%be%d1%86%d0%b8%d0%be%d0%bb%d0%be%d0%b3%d0%b8%d1%8f-.html"><em>СОЦИОЛОГИЯ</em></a>, НАПРАВЛЕНИЕ "СОЦИОЛОГИЯ, АНТРОПОЛОГИЯ И НАУКИ ЗА КУЛТУРАТА" В УНСС ЩЕ СЕ ОСЪЩЕСТВЯВА С&nbsp;ДЗИ (матура),&nbsp;<a href="http://priem.unwe.bg/">ЕПИ</a>&nbsp;ИЛИ СЕРТИФИКАТ ОТ&nbsp;<a href="https://departments.unwe.bg/soc/bg/pages/10550/%D0%BD%D0%B0%D1%86%D0%B8%D0%BE%D0%BD%D0%B0%D0%BB%D0%B5%D0%BD-%D0%BA%D0%BE%D0%BD%D0%BA%D1%83%D1%80%D1%81-%D0%B7%D0%B0-%D0%B5%D1%81%D0%B5.html">Н</a><a href="https://departments.unwe.bg/soc/bg/pages/10550/%D0%BD%D0%B0%D1%86%D0%B8%D0%BE%D0%BD%D0%B0%D0%BB%D0%B5%D0%BD-%D0%BA%D0%BE%D0%BD%D0%BA%D1%83%D1%80%D1%81-%D0%B7%D0%B0-%D0%B5%D1%81%D0%B5.html">АЦИОНАЛЕН КОНКУРС ЗА ЕСЕ НА СОЦИАЛНО-ИКОНОМИЧЕСКА ТЕМА</a>, ОРГАНИЗИРАН ОТ КАТЕДРА ИКОНОМИЧЕСКА СОЦИОЛОГИЯ.</p> УНСС Wed, 10 Jan 2024 10:34:21 GMT http://departments.unwe.bg/soc/bg/pages/2882/from-rss.html <p style="text-align: left; padding-left: 120px;" align="center"><span style="font-family: arial, helvetica, sans-serif; font-size: medium;">Център за социологически и психологически изследвания е създаден на с решение на академичния съвет на УНСС от 07.12.2016 г. ЦСПИ е наследник на &nbsp;Лаборатория за емпирични социологически изследвания.</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Центърът за социологически и психологически изследвания&nbsp;има за основен предмет на дейност подготовка и осъществяване на социологически и психологически изследвания, обучение и консултации с теоретичен и приложен характер в областта на икономическия и социалния живот, както и на разработването, прилагането и оценката на социални и икономически национални и европейски политики.</span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"><strong>Основните цели на за социологически и психологически изслевания&nbsp;са:</strong></span></p> <ol> <li><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Да осъществява социологически и психологически изследвания и да създава научни разработки за протичащите дълбоки трансформационни социални, икономически и политически процеси и противоречия в съвременния свят, за възникващите глобални, регионални и национални рискове, кризи и конфликти. &nbsp;</span></li> <li><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Да развива нови социологически и психологически знания и умения, с което да се повиши потенциала на съвременното познание в областта на икономическата социология и психология, както и в сферата на общественото управление.&nbsp;</span></li> <li><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Да подпомага&nbsp;&nbsp; интегрирането&nbsp; на&nbsp;&nbsp; науката,&nbsp;&nbsp; обучението&nbsp;&nbsp; и&nbsp;&nbsp; икономическата практика у нас към европейските и световните достижения в областта на интердисциплинарните изследвания, разработването и &nbsp;осъществяването на публични политики.</span></li> <li><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Да съдейства за трансфера на знания и опит между висши училища на национално и международно равнище в областта на икономическата социология и психология, да създава и поддържа научни контакти с организации от страната и чужбина, които развиват подобна дейност и да участва в разработването на съвместни изследователски и научно-приложни проекти.</span></li> <li><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Да насърчава интердисциплинарното сътрудничество между различни научни области (социология, психология, политология, политическа икономия и др.), включително и при разработването и прилагането на конкретни социални и икономически политики.</span></li> <li><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Да създава динамични проектно-базирани научно-изследователски колективи за осъществяване на научни изследвания, експертни анализи и оценки с активно включване на утвърдени учени и преподаватели, млади научни работници, докторанти и студенти.</span></li> <li><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Да&nbsp; подпомага&nbsp; решаването на проблеми на практиката и общественото управление и за повишаване на квалификацията на практикуващи специалисти в областта на икономическата социология и психология.</span></li> <li><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Да подпомага изследователската дейност на студентите и докторантите в Университета и да осигурява възможности за реализация и допълнителна квалификация на студенти с професионални интереси в областта на социологическите и психологическите изследвания и анализи.</span></li> </ol> <p>&nbsp;</p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">&nbsp;За постигането на целите &nbsp;Центърът&nbsp;социологически и психологически изслевания&nbsp;осъществява следните дейности:</span></p> <ol> <li><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Извършване на научни изследвания с теоретичен и приложен характер &nbsp;самостоятелно или като партньор съвместно с други структурни звена на УНСС, както и с други академични, изследователски, нестопански и бизнес организации от страната и чужбина;</span></li> <li><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Участие в ролята на водеща или партньорска организация в разнообразни национални и международни проекти, финансирани от програми и мерки на Европейския съюз или от държавни органи и институции в РБългария.</span></li> <li><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Организиране и провеждане на научни, практически и бизнес форуми; конференции и семинари; конкурси, състезания и други прояви в областта на икономическата социология и психология.</span></li> <li><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Разработване на обучителни програми, организиране и осъществяване на курсове за експерти, служители и други длъжностни лица в областта на разработването, прилагането, наблюдението и оценката на публични национални и европейски политики;</span></li> <li><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Оказване на консултантски услуги и помощ при осъществяването на научни и приложни социологически и психологически изследвания, както и при реализацията на публични политики;</span></li> <li><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Обмен на информация с други национални и чуждестранни висши училища и научни организации в областта на икономическата социология и психология;</span></li> <li><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Провеждане на информационни и дискусионни срещи с участието на студенти, докторанти, преподаватели и представители на бизнеса, на които се обсъждат актуални проблеми на икономическата социология и психология.</span></li> </ol> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;">Повече може да намерите на: <a href="https://cspr.unwe.bg/" title="ЦСПИ">https://cspr.unwe.bg/</a></span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"><span>За контакт:&nbsp;cspr@unwe.bg</span></span></p> <p><span style="font-family: arial,helvetica,sans-serif; font-size: medium;"><br></span></p> УНСС Mon, 08 Jan 2024 12:15:02 GMT