<?xml version="1.0" standalone="yes"?>
<?xml-stylesheet type="text/xsl" href="preview.pwp.xsl" ?>
<!--

   Паспорт работы Фестиваля «Портфолио»

   Файл создан в программе заполнения электронного паспорта
   работы фестиваля «Портфолио». Не вносите исправлния вручную!
   Это может повредить структуру данных и повлечь некорректную
   обработку при добавлении в базу.

-->
<portfolio><work title="«Единство и многообразие природы Швейцарии и Домбая»." sz_id="9" stored="1327906899" version="2.2"><description>Мой проект называется «Единство и многообразие природы Швейцарии и Домбая»Эти два региона далеки друг от друга, но сколько общего их объединяет: горные ландшафты, растительный и животный мир, климат и многое другое. Посещая заповедные места Домбая, я увидела луга, похожие на альпийские, такие же леса, горы и реки, вдохнула чистый целебный воздух. Своим проектом я хочу показать, что природа двух стран может быть единая и в то же время, разнообразная</description><specification></specification><manual></manual><subjects><subject sb_id="6"><subject sb_id="25"/><subject title="французский язык"/></subject><subject sb_id="22"/><subject sb_id="24"/></subjects><authors><person p_id_full="236-121-418" p_type="student" surname="Аванесян" name="Анна" patronymic="Сергеевна"/><person p_id_full="235-387-064" p_type="teacher" surname="Юдаева" name="Елена" patronymic="Васильевна" status="leader"/></authors><public_relations><postal_code>357361</postal_code><address>МОУ СОШ №9, с.Винсады, Предгорный район, Ставропольский край</address><phone>8(928)-361-66-88</phone><email>yudaeva.elena2011@yandex.ru</email></public_relations><img src="data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsK&#xA;CwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQU&#xA;FBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCAEsAP4DASIA&#xA;AhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQA&#xA;AAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3&#xA;ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWm&#xA;p6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEA&#xA;AwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSEx&#xA;BhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElK&#xA;U1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3&#xA;uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD1z4he&#xA;P/FNh498TW1v4n1mGCLU7hIoYb+VEVPOf5E+euWn+KfjJPu+Ldc/8GUv/wAXT/ilP5fxJ8WfLn/i&#xA;cXf/AKOeuMkkr9Vw+HoOhTbpnx85z5zpv+Fp+NX/AOZw13/wZy//ABdIfil41IwPF+v5PT/iZy//&#xA;ABdcpv8Anq/pUPnXCj1wK7PqmH/59o5+eZrP8UfHCfe8Y6+D/wBhOX/4uoH+K3jjP/I5a/j/ALCc&#xA;3/xdVPEdn5EzD2FYWzHNL6ph/wDn2g55nSN8WPGwP/I469/4Nbj/AOLqOT4s+N8HHjLXx9NVuP8A&#xA;4uubaTn7uKjcb+an6th/+fYe0mbc3xa8dA/8jt4iA9tVuP8A4uqF38XfH207PHPiVR6jVrgf+z1k&#xA;zR81Smj+alLCYdf8uzT20yzefF/4jgHb4/8AFIHtrNwP/Z6x7z40/EpDhfiF4sB9tbuf/i6ZdRbi&#xA;RWRdWoycjIrgq4OlLaB0QrT6lib43fE8Hj4i+Lh/3HLkfyeqUnxx+KO7H/Cx/F4Htr13/wDF1Rnt&#xA;F5wuDWRdxBUwa8evgacU2dsKt9DZm+O/xVjPHxJ8Y4/7D13/APF1A/7QfxRRTu+JfjEH/sP3f/xd&#xA;cfquoRWNvgffPSuUvL95mIH3RzXyNaceZxiezT1ij1Vv2kPifECf+Fl+MGPvr11/V6rP+058VVU7&#xA;fiP4u/8AB9c//F15IJ25zTCcnNchtyHq3/DT/wAVm4b4keLx9Nfuv6PTG/aX+Kpfj4meMVz3/t67&#xA;/wDi68rpVODQPlseo/8ADR/xYDgf8LQ8Zfhr95/8XUR/aQ+LILY+KHjTr/0MF4P/AGevNS/Sgtlq&#xA;Bs9JX9pT4tIob/hZ3jE/73iC8P8A7PW7pf7SPxSl2b/iX4uIPX/ie3R/m9eMFc/hV61n8tePvdqD&#xA;OTaWh7e/x4+KL5ZfiV4ux2/4nt0P5PSx/Hb4pY/5KR4uP/cduj/N6830jUQ+yNvvNXSLZFRk9DX0&#xA;WXqlX92W559dypu7OrX46/FDv8R/F3/g8uf/AIup1+OfxOP/ADUbxZ+Ot3H/AMXXIx2nWnG22kV9&#xA;TDBUeXRXPPdZ30OyHxy+JeOPiN4rJ7/8Tu5/+Lp8fxt+Jn/RRPFf/g7uf/i65GGHacjriuj0bRrL&#xA;UFVZJlic9CzYreOCp2+A5p15rU17b40/EtnBb4heK2XPQ61cEf8AodfV/wCxt4t8U+JvifOuueJN&#xA;Z1ewl0CacQ32ozSxpItxbqrKGY4OGcda+YtP+G+omZCkazwbl/eRHIwf619i/sh+DJvD2pz3k0Rz&#xA;HYyW65/utLG3/shrjzKlQhh5csLM6KM5Tkrnh/xTkx8SfF4/6jF3/wCjnrkdrv14rs/ilaSt8SfF&#xA;ZC8HV7s9P+mz1yxt9pQFsEete7hX/s9M8ufxlURkvWvoaFb2FdnGearx2+WzjIrW06IQ3cTdeea6&#xA;qjsKBc8caUttOh2/eQH6VxE8BjJ9K9e+JOn7o9OmQZEsIbI74rze9t2AxtFYwnfYucDnJE645qMI&#xA;x/hP5Vpm1dnICZrU0/wzNMvmPGY06kngYqpT1sTGFjl54G2dD+VZ0kRB54rrdcMFmBEuMjvXKzvu&#xA;dvegRQlTByOaozW+88g1pPUDkZ61E1cswb1RGcBTn6Vx/inV0sSsa/NMfvYru9QjDZwRnFePeKJS&#xA;+qSMT9018jnFf2MOVdT2MDT5ndmTL5l5I3HQ5571C2nMzN84X2ps1yY+FPXuKqi4k3bt5z718QfQ&#xA;fDoiV9KuVPQYPekbTpI4zuIwOaR9RmK8tUJvZHTazcE0hMlNoWAYEZxVXy2RiDUsN0VbBOQOKupJ&#xA;bynDYB9aCb2M2jpV2a0RnIicHjPWmLYS7ckZp2K576Fap4hhcmh7R1HPFPhTOFJzUvYDT026EUiO&#xA;V3bea9F028XULVJFG04wRXl4YRuFyfwrr/CupJGvlMTzXdg5qhWic+Ip80bnWeWcZHSlVCOppLeR&#xA;WXhs/jUjV+pUuVwjbqfKTbUmhoUetXYX2BV3YBPaqVXtLijuJwJX8lc/NIfT0ro5SXZ7nqfwn1C8&#xA;i1JBbySJGp+d3I2gcda+6/gH450zXb+fS7VxJcw2zSu642sAyDjnnlq/Oy78XrbWS2Gng28I4aVf&#xA;vP719DfsFa1Nd/FTWLYyblTRJXALZP8Ar4BmvGzanz4aU+xvh5OnUSWw7xzqNq/xF8UwXCDaNVux&#xA;uHX/AFz1A3giLVU83T51lf8AuPwfyrnviVM8fxQ8YYP/ADGLv/0c9QabrdxZsjROyn/er08PC+Hp&#xA;8vY5pz98u3/hq80+R1mtmQfQit/RvDbTukhXsCOOtdF4Y8cR3yJb6tax3cZ6uB8wr1vwv4HsdR8u&#xA;405xJC6giIj5gPpXJiMR7JfvDooqEzhvGHhY3vh/R5AB8tvivLtU8Gyl8JFuJ4AHevsuXwUs+k20&#xA;RiUNCCMEdM15v4ss7DwrHIbe2FxenJ3sPlU+1ebhcepvkgbzpW1PCIPBFvoFst9q7eSCMrAeGP4V&#xA;x/ivxYJybe1TyoU+7t6n61t+N9Uu769mluJGkbnC5wqj2rzu+JZy2Ote9RV1zTOKczOvrp7gkydf&#xA;esyVgO9Xrwj1rMn+9XSZEUr1XZ/m/wAalmYEdRVaUgYzyPas3e2gynrqzCx3xqSSOSo6V4n4gd5b&#xA;uQ4IIPNexa9qbWenzOr7MLwSK8U1C4NxKZGfczE57V+Z5tKXtj6jAfCZLk7+TQysRwDVuO3WUE5G&#xA;asQ2LXB2qu5uwrw+buekvIyhE56g0eXzjvXRQ+GppXUGI8nnFdP4e+Fd9rM6bIGVSwH3TkisZ14Q&#xA;N1TqT1sebGEjg5H1o8toz1r6e1j9lu7i0aO6t13EjJVhyDivMJ/gnromf/RWIBx901ksXSuX9Xqd&#xA;YnmQZ0OQcVIt1Lj7/H1rvLv4Q6zACXtWx/umsO98AalYrmW3YLnjg1sq1OWqkQ6M0r8pgPdybcAZ&#xA;psU7ZyeDVifSprYkONmKqldrgdxWnNcxcbFxBuO7vWrochF6o9ax4jtxWlocn/E0i/3hVw+JGctm&#xA;eg22QgI6itCMkrknk1Wt0wnpk1ZAwK/WcN/CgfJVN5CDqaepwOpH0pjNjFN8zC13GCJfMA7k19Qf&#xA;8E8nDfGnW8H/AJl+b/0pt6+Vw2a+pP8Agncf+L065/2L83/pTbV5mZ/7pU9DpofxEVPihJj4o+MB&#xA;n/mMXf8A6OesaCY/JWr8VAf+Fp+MOP8AmMXf/o56ztD0a41KeNVTP0Nejhn/ALPT9DmnH3zq/Ddw&#xA;32rGBk9q+ofhtmCzt7m4lEMO0EbvvE+3tXgmi6fpng2E3WpMJrsf6u1B/nWtF8Tby/uss4jhXiNE&#xA;4x6V5+MozxPuRNoShTPrR/EVqdPMu4mP7pHc15T48tbbXYmFndL52c+VKQtc5p/jh73wjfsJfmhY&#xA;c5ryrxH41mllLpcOr5xlTXkYPLpUajszeeIMTx3oF/p91OLiAqBk5xXmt8jK33Tj6V6VD8VJX/0b&#xA;UI1vLY9RKMMPxqlqdjoviCEzWTi1nJyY2IwfpX0UFKHxHJeMjya+OGrMmfLYrr9c0B7M8jIz1Fch&#xA;exeVK3auyOxBVkPOKhlNPdwPc+tV5JPxqQuYfi5N+lSr/s/1ryJoRJKR3Ar1/wATBns5ODjH9a8g&#xA;1DNvM23rmvzXPIclXnPpcvleNiGORYiV2gn3rvvh1oy61qMUYt9zM4GQa4G2Xc44yTX0z+zT4XS/&#xA;u1uJIvuY6ivjsVN04XXU+gwdNVatmeyeAvgRp1zBE13GCTg4IBr3Pwz8JdG0uIBLJSyjIISpPC9i&#xA;lvFGpUDHevStPjQRKRzxjivCipSd2fWunThHQ5d9AiMXkvbny/TaKypfAGmMSy2g5P8AdFejTQpt&#xA;5HPpUPkxhT8v6U5Qb2EnGx5he/DXSrhGDWi4PfArz7xZ8F9JvYnCwcj2FfQktsoBzwDxzXI+IrTy&#xA;0kKnjFZezmjanGnLRnwX8UPg7DZTXHlJtC9CfoK+fNa0E2Vw6BgSnpX3t8RtOFz5+Uzn1HXivjn4&#xA;oaJLp+rSSRjCMT/T/GvQy+u5ScJHiZnhFS96Jwlpbh0IPUVc0+28m7Rh1zVS3ZkcbsZNbFjEJZhn&#xA;qK+hi7SR809jtLKQyRLVzohrPsSsaLg/nVxpMg45r9Xwcv3MT5CqvfkDHgVG/wDD9aRSSRSTNgge&#xA;1eiYITIAbnnNfUX/AATrkLfGvXP+xem/9KbavlfOa+p/+Cc3/Jbtd/7F2b/0pt68zMv90qeh00P4&#xA;iL3juwjb4qeMJ52Cp/bF31/67PVG68Zf2Vam3sB5efvP/erO+LOqOnxR8YR7jtGsXg49pnrip71i&#xA;2d26u/DR/wBnp+hxTk+c37rVnvbjfLKx+uadb6tLbjhyce9c5DcM3WrCyc/e6V1EHs3gnW/tHhvW&#xA;Iskgwg/jXmWrakTcOuTgvXQeA7/y7O7iLY3w4I9xXEa7Psu35/jNYqHvXNfsjZ7lQSc5+tUTqEkb&#xA;fK20e1Vp7gmqclzg8mtiTfTxHKsexnYj/a5rE1S8a6kJ4xVV5s9+KhYrnIqAI5OM1Xdhmp5DkGqx&#xA;xu56UmLoR3kQuIJFb0ryPxDbiK+kwO9es384iglIPavKNYb7RczE9RzXw/ELi+WPU+gy3SLZS0yx&#xA;e7uY0XOWbHFfcP7OfhN9H0eGWQEGTB5FfM/7P3huLxB46jjlTzIYgJGz0HFfcem3UGgWSMqbtoKx&#xA;xxr1PYfyr8yxc7+70R95ltKy50eraXbqIUI9O/Fdfp42xhScYr5q1/xD49voBJobafpQP/LK7bMj&#xA;H1z0rM0H4o/FPSb0Q6nDZXkbELuTgH6VxxjCOtz1Oebk00j6rlkMc/qMVJ5odPQ1wnhrxhLq9nG1&#xA;xGIbgj5lB4rozqaxREuQABmrui7PojUliLK27oOtch4lQTApHlvXFc98RPiVc6VprDTDC92RyJTh&#xA;R9T+VfPeo/E/4rarcCKy/s22Y8gcg4zjofqOaShCWz1FKdSnuj0Txzp/lxyHbk4r5Y+LWjC5tZnV&#xA;AWXJ4IyOle0L4t8YxacIvE2mxakuSGubPqpP+f0rjtftotUilQgvGQfvLhhnsawS+rzujea+tU9T&#xA;5CuYmt5y3XNbnh5DPOCa0fiJ4e/sfWSqKRE/Q07w3p4hUt34z7V9Thn7ZxPhcTH2c2jTXMTYzxmr&#xA;6giMN2NV2jG1ieop6TbosZ6V+sYeDjCKPj6srzYMzCkyWpMkjmlBAPNdxmJkV9Tf8E5mB+N2u/8A&#xA;YvTf+lNvXyv2P1r6l/4Jyf8AJbde/wCxem/9KbavOzH/AHSp6G9H40YXxgOfip4z28/8Tq+z/wB/&#xA;nH864wkx+9df8XSR8VfGo/6jV9/6UOf5Vxczk9K9XCf7vT9Dzp/GOWUr0qVLra3zHiqwlJ6CoXkU&#xA;HpXSSdt4c1VIS4XgMpBrnNcn3XUnPJbIqnZ6h9m3HBHHFVry+E77iOTQUNklNQN83JprSZ6U3cTU&#xA;gLmmNwKdimOQTUEDGYEY71A45qRxhuRxULsAeBzQWloZ2uSeXZSnvivNpE82/Cjo2FP513/im7WG&#xA;wfeQucAfXIrzK6uXieR05fBKj1PavzfPp82IXkfUZbD3dT66/Z2+Go8N3lxqDLuM0a7Scd69p8X3&#xA;M2leG7qe0cG4RGMYIH3scVyfwY1VNW8J6HdbQzSWcbFhxz0/xr2i08J2mrwnz485OQM1+XVpS5pW&#xA;7n6ZhYRjRSPkc+GfE/iLwre6/e61fnU1l2x2MMpjG3k5yOOw4966H4b6TrM+hyX97qqR3iOEit7h&#xA;v3hHfkn2r6Xm+FEDp+6kjiTrhjgVy9/8M1tb9ZIbhJJEOQqoDmuueIvT5XE56eA/fe05tC14LmuC&#xA;6rcKEkGPmUk5Fdx4qb7Ho7TBieOPyrHtNLktHV3UbjjLDjH4VqeNgJfDbANjgVwubtoem4+9ZHz9&#xA;rdxd309w6n7mclzlR7H1rzn4saDrekaVpTabcLLFeIJJBaykyDDAksTyD6AcV7RHYyiC4WNA0UpH&#xA;JXOPeix8KPeiRSqMDyqyDG09P60UMRySvLUWMwE68LRkfPWmX3ibwXd6a1vqE+p2N2okmtLpiTCc&#xA;8jPfrXoN1F9ujMqhRvG4gDFept8JIbpd0scJA7IayNc8FQ6TA/lDaMYAzWdaq6jukGGwaw8NZany&#xA;78Y9DLTQyIMg/eIH0rk7C2EEITHJ/Wve/Gmhw3VowkGAF5PvXg7XMJ1GeOJ8pE20k17eXYhpqXY+&#xA;czHDRUn5kbBhIwI4oVcE+lSz4V93Y80xWB6d6/cMHNVaMZH5tiKfJOSEyKT7x45puQQcU0NtJPau&#xA;05UtRzMAMHrX1N/wTk/5Lbrv/YvTf+lNtXypu3kmvqr/AIJx/wDJbNd/7F6b/wBKbavOzH/dKnp+&#xA;p00fjRzfxgf/AIux42/7DV9/6OcVxsjD1rq/jE5HxY8bf9hu+/8ASl64yRz6V6mG1w9P0PPmvfFL&#xA;kdKaMHr1qM5HXiojlSTmugQ+VgpqFuTSkknJppm7bTzVAFBBAzSZx2NMeXdgDp71JI7efwqORsEU&#xA;5vuioJm4GOtCKEmlz3qs7nrSyEg8io5TsjJ9qxmzSOpxXjTUTJOsAOQBlh71xLuWkK4wT05rqdWh&#xA;F1eXExJyOgrkZUYysTkAHPHWvyrMJOrXknsfXYNctP3T7L/ZP186t4PhtHHzWcjwq2f4Qfl/rX1/&#xA;4dyIkIOeOK/Oz9k/xLc2HjC501MNZzJ5hJB4OCf6V+gHhXWVwiHA4HY18TXpctTQ+6wVX2lK3VHZ&#xA;vp73akk7VPUVCmkRWPzKoGfUZqxN4gjt4B93pXCa38Qbq7nkt7II2BgkDp+tYS5UtWetTjKWyN/U&#xA;WVpNqkE5xxVfxSjHQcAZ4wfyNcxpOqCS5j86XEhOGBNdlrfkR6M7NKuxRuyT7GsuVNXR0qNmcN4f&#xA;+ySxpFvUS5xtYV0qeG1n+ZY+PVSK8SvfEkdubr7NMXuvMyh7CvRPB/xHuUt4orsKFYDBx3/Os/dv&#xA;YtqS1TOs+wzWcZUD5B3Jri/FXzQuCQTXb33ieCezZvlz6eteV+N9dQqyArk84HWnOyjoRvueP/Fy&#xA;/wD7M8MXtwAQyqSPWvknS9WLXskjkgynd+dez/tBfEiS2WXRraEO8y4adznA9BzXz5aMyygn5SOM&#xA;CvbweH5IXZ8VmOKUp2XQ9PkukntY3ToBgmkgbJ59Kw/D90Z4TGckVq28m3O76V+lZDinUi6T6HyG&#xA;Y0kmpkyuADzSMwIpnQCjHFfYbniXutAjGAfrX1Z/wTjOPjbrv/YvTf8ApTbV8o7vSvqv/gnEc/Gz&#xA;Xf8AsXpv/Sm2rzsx/wB0qen6mtH40cr8Yz/xdnxqP+o1ff8ApS9cbIx9q674xkn4ueN8dtbvh/5M&#xA;vXFyMa9XB/7vT9Din8YruH61XdjmpN1RspY1uZjdxpjswwcU7ocd6bKxIxxQSNMjGkzjmmbWpMGn&#xA;dFEjTArjBzVdmIankYGagkcVkylvcJZap3c52kE8VMQzZOOKw9RvBGXDHGK83HYxYWnzPc7cLRde&#xA;fkc7ruYpGKnaD61y1xCGkZskqffFbes6iJ5ufmx2rCmJZ8glR6V+V1KjrSlN9T6uEFTjZHpPwQ8c&#xA;aR4P8QPLqKuzsVjhlB4XJxz+dfeGgauzpazo+Y5lBUKSQRjrX5gDcFALbSDwwHIr7S/Zf+J0XiXw&#xA;z/Yd5IF1OwAVW35Lr2ryMXDTmjuexlVX2U2pPRn0BrWqajdSpbxho43+Vnx0HtRp1xpOm3Mdi11G&#xA;bpuSsjAM3v1rZstl7Zrv+Z1GD81ct4p8C6Xr1nHM9uBf27bhKhKMfxHWvB5rvU+1jGT1idFceHrS&#xA;9JcAKzc5VxkVm654b1K80t7eO/YQryMtzjBrnvDunaVf3iwagt5Bs+XMUx5+tdJdeHfB8N4yyzak&#xA;9uEI2ids7scV0KnzK60Nk5R0tc85i8IWuj3LC5vIWYYbBkGTmtDTdV0+7vXs7e6hllXjZG4Yiszx&#xA;pBoLKtlplg7ts2PPOSSDntU3gHwHo/htDcQ2o+2zcmbPNc0o20N5wclzG9eNd2OntI7lo1ztY15p&#xA;4g1SYI93cP5UUZ3knoQK9b8Y3kUGkRW4UAEAn+tfOHx68XC00Se1tjsBTb9QetOlT55JHlV6jjFs&#xA;+f8Axp4jsPEWpazdXDMJ2k2wbOVwM81xEIZZAd2eOaCzKdxfOc8AflTVJJz/ABd6+tUUoKJ+fy1l&#xA;KbOs8PuqXEIZsA5HHeuja3MEr85B5FcNplxtmj55U969Ygt4dT0dJUwXVecV7mVYqOHr8vc5sXT9&#xA;rT5+xhE8CgHIokQpx2B6+tRFu9fo8JKyfc+UtZtDyMV9Vf8ABN87/jhrqDqfDsx/K5tv8a+UC+RX&#xA;1X/wTXbPx21z38N3H/pVa1w5i/8AZKnobUfjRyPxjJ/4W744/wCw7ff+lL1xrSBvWux+MZ/4u744&#xA;4P8AyHb7/wBKXriyuK9bB/7vT9Dhm/fG80mcc5o3iot2a3MhGkw1MeTmkblsU1uWxVFAZTg00tgZ&#xA;oZcdahXJYg9BWYEjyYX61XkzxkipJeRiqd25EZ9qiUlBXZcGm+UhvdVEA2qa4rWtSZnYZyx6VpXc&#xA;jM7nPTsa5jVpSzMemPSvzTNsY69VwT0R9dg6Cpw5ijcTOzZwM+tVDKxNOAZ23buB2NRAZYivnjvt&#xA;cd5hPB6Gt7wN4xufBXimx1i1kaMwuomA6PH3B98ZrC8psZpiAqeRkZ5HrTVNTWoRk4ao/S/4YfEr&#xA;T/E+kQ3VrMphlwWVTna3vXoDKJGby8NuGRX5v/B7x3qngjxDbJaSlrKaQb4H6dRX3f4X8Vi5w0y4&#xA;ZwCGzwM9hXzWIoqFSx9fg8VKrCzNfUtD3SedCWimHdazGj1RCczkgf3hXoNnKjorMVYEdKmuFtXX&#xA;ARcms+VpWue3Cs0jyR9JKSPK4MhY5IIqa2V7d1ZztUHOPQV2N/5MO/IQc4ryXxt40aGSS3tgGYfL&#xA;8tc8otO9y/bSaMr4ieMf9IlgWQnbgDFfLfxd8RtdXBty5dznPp2r1zxNdyW1nNcTrulYEg18zeJ5&#xA;5brVpZZCSxJzmvQwUU3c+azOs4Ky6mMST6UlKeue1Mc4xX0aS0PlWXLUgHcxPtiuw8M+JG0w4di0&#xA;fQr61w6MQmKmhuGQEHmptaV0OL6NaHqZuIbv54juV8kKOorNdWVmPbNc1pGpyQSBlbgcYNdP9qF3&#xA;FkDDe1faZXmPOlSqux42Lw9nzQRE5wOK+rv+CaZz8dtb/wCxbuf/AEqtK+TeSfTHrX1p/wAE1AD8&#xA;eNbAP/MtXP8A6VWle3mTSwczzqMW5qyOQ+Mch/4W945H/Udvv/Sl64uSQZxzXYfGZ9vxe8c/9h2+&#xA;/wDSl64mR+c17WD/AN3p+h5dRe+R7jnFM3Ec06c/NkVEz7e2a6biAkg59aiMuHOO1Ekm5gMY5qNu&#xA;GzUgPaZmPtSswC+9MLDFRq5LYpeRST3HOe+6snWLvZtRWGD1q3f3fkjGee1clqV880o+bIBwfavl&#xA;s4zFYen7OO7PWy/CqpU5pbEd3MA55wK5u/Yu7YrSv7kSDaMg1nyLv5r80cpOfMz6xqMVyx2KUhCR&#xA;g+tVyDnuM1akiLsqjtTrmILt7YrS6ZmV4wSOpx0zU+kabJqWoQQJz5jcc9geat6dZvceWoQbnYAD&#xA;8a9g+EHww+26lqt7cxYjsbCeUcdCEbms5zcE7FRjzOyOS8IeHZp/FMMSrnaoYL6ZIwf519oeErOT&#xA;7DbRyLh9nOa8g+CXgyPUPiBqaMgZoIol246eg/CvqF/CxsYImEeCv8q+cxM3OSZ9Rg6ahB3I7OG+&#xA;s4hsVpE7ZNF5qN3Cm6SBxjnArttC07zLJG27vrVqbQ/NVgQCT7dKxtLudqq8uh4R4o8Q6ncKYre2&#xA;aJW4Lt1riBpM24uytKx5YtX0rP4JhuZPmTPHTFZN78O4ATtjCqOelYSUtzZVUlc+U/GmiSzWU4wx&#xA;OOF9K+ZfF+mS2GpSRyoVPWv0D8deH7LSIb2ScqiwJuyeBjA6mvhn4o6rFrfii6e2x9nhbYjKPvj1&#xA;r1cvhNJya0PAzStT5lB/EcFsCpk1Vf5jxWhegJhAO3WqDDFfQReh4F0JnilGSDzTaOccc1QyxDM8&#xA;ZHNdFo2qFHAckr7CuYUEAE963rC2NraGR2JLH5R09Kak4u8dxNXNyXUImY4Y/lX1p/wTGmEnx+10&#xA;bg3/ABTNwf8AyatK+Mi+xMlvm7g19f8A/BLVjJ+0Fr/P/Mr3H/pXaV2SxtepDkm9DJ0qcHeJzfxq&#xA;OPjB45H/AFHb7/0peuJcmu0+Njf8Xi8c/wDYdvv/AEpeuKc1+s4R2w9P0PiZ/GM3Uxmz2pmTuxQz&#xA;Y4roMxjN8woY5pG+8KDQAwk4NNmdUjGTz6U45QEtgAc9aqs/nfOq5IPAzXm47FfVaTkjroUfbVEm&#xA;YWuXmzhGyfQ1hSny4w5PJ5ORXWW3h/8Aty7lbnYhwWA4zVLWfDMFqSrSngHtkV+RYvGSxFXU+6pY&#xA;ZUqV4nGySMSSSCKULkA5qC42xysFBODipFlDJjoaysyLjJECODnj1p0dsJsHnORT3j8yMkc4rU0y&#xA;2BiG5COR/Ok/d1ZMfeZ2/wAIPByeIvEtrE6bwn7wgc9O1fbvgD4TQ6X4H8R3LxeU09lLhyOgxXkf&#xA;7HHw6S68US3s0JcLGMKRwMnrX2f8R9GGgfBrxZdRho2j0yeUqgy2EG7j8q0hS9urPZkVa31f3luj&#xA;5e/Zf0YXfjnxrPIpeSO7Cbm44HTA79OtfTUukpcQbSmTg9a+Uv2e/Ey+LPGltb2ty0DRFnngHyvj&#xA;IPzevWvsa3iEmW3BlHT/AArxsbhVRmkmevlmLni4Oc1Yh0LRY4bfZ0/Crk+jFMkDNalrAkaAj0qW&#xA;ebah9K5eVJHpSlqcqtmRKRg5pl3arGjOTggcfWtyRVXD56/pWD4j1WKwspZHdQoHQnANQoc2xo58&#xA;sHJnxl+1h4o1r7dNZ6QztFFMjXUSgHehUcfzr5U8TynWmbUoYPJtIkEW3GPmGc8V7d4n8Xaj8VPi&#xA;lrWnWtlHbxvMy/aOcoi/Lz+WR9aq/GP4f2/g34UxYwHM48s4+Z8/eJ/SvoZVI01GhFa9T4qjRqYi&#xA;tPFV3ZX93zPmK6bdKT2qqwyamkOWLE/eqHvWsUdT0dkNIxT4YvMcZ6Umcds1d0tVadSeCCCKsY+C&#xA;x23B3ghAM5IrTacvDgLkD7oqW+kM0zsQANnQVQb5lXGV47GkgF2M5wwINfY//BLVNn7QWv8Ab/il&#xA;7j/0rtK+NxIY2GST9a+yv+CW5z+0Dr5zn/il7j/0rtKpEy2OT+NbZ+MfjsY6a9ff+lL1xEmdua7P&#xA;42Nj4x+Pf+w9ff8ApS9cY0oZcY/Wv2PC/wC70/Q+GmvfIsHdnFB5NJvNLXUZDG+8Kazdv1pScvim&#xA;uOfWgfKyjqD/AHVBPWo0kItWC8Ed6m1ErGmSOarW8fmxhM53nGK+TzmTVGSPbwUL1Y26HZ+FLyw0&#xA;7QFt2Um4lJL4XNcz8QNYs4rNYLZB5jZ3MevUV0E95Doun+XFsM4UFiw+6O9eTeI9WbUrmRzgc44r&#xA;8wUbzuz7GVTlhymBcszE4PemRybeq5PrTuN2CaWNPMbC4z711J3OE1dIh85XVgSOvFdDotgk+s2c&#xA;DBvKaRMgHrzVfw/p8kRDFcK65DEcV9E/s1/A+/8AGusz31zYt5AA8ksvBP1rGV5OxtFWVz6o/ZA8&#xA;KW8Ed3IEbMbjcxHBXHA/PFfQfxN0o3nw98SQonztp1wEXrzsJH157VV+FfhWPwloVtaJZi3kZS0v&#xA;PORXX63b/bdIvYMAmWF0GfdSK7aUnBKx59dRqpps/Nr4O6to/hz4sRR24ih1O/m2zo/DFsdM9APa&#xA;vti2KfZhhSmfUc8V8C+IvBtj4Y+Ix1FPtCzQ3hlktd/y7wcDHGea+oPBHx+0bW/NsdQmi07U7baJ&#xA;bVQQq+hOehxWGPw85WqSRjkmLo0+bDqb+Z7VDdoIxuO3AqK5laVAFzycD3rkrv4j6FY2P22TUrY2&#xA;h3DzgwZOPf1rh/GH7Q+h6DoUl5aRXGrzjaRa2y5LZ9P8a8dUJvdaH1X1+hB2jJNnomu+J7PRLUvd&#xA;XCQjJCiRgpfHpXx58cPj3eza3cWqXPl6AB5bBV+ff2OR2610Xjo3vxPuNIvNatJtO0u3kE0bTkxs&#xA;qkHjbnk15XPr+i6xrN1a2WlTxJHciKETp5guHB4xwOvpXr4PCwg+eR8tmOPq4lOMFp1WzPRv2ddI&#xA;XxZcatqMdvFHYSCNnuXTa7lRtc5/KvJ/2svEkurXkUMSldOgJSDPRgDgnH5V9i+BfCcvgn4UWNlf&#xA;Qxw305kmulUY2BpC4X6bSor4k+Pmpf8ACRa7dyqnl2NtKYIlA4Yk9qzmkn7SejO2g5exjTg/dPmi&#xA;5TfIWBxjj61GBxV3UYDBLN8uAHII71URS2cYIH5j6itotNXRpYYy8Vf01Nrq1VVUHIJwa0LYeXGc&#xA;j8aoRbkYvLjsaZKpQDC5BpYnBYGpgfMYDHFAECEE9OlfZH/BLl1k/aB18rwR4XuBj/t7tK+OWDpK&#xA;wAAXNfYX/BLUD/hoPxAcc/8ACL3H/pXaU0TLY4743sR8ZfHw/wCo9ff+lL1w7HFdt8bufjN49/7D&#xA;98P/ACZeuJev2LCf7vT9D4ifxhSYpN1DPtNdZgRkEPmmlwy55znFOeXnoKiMpVQMDJNI1K10GmIX&#xA;r9aJLhNOaLcAcEE5pJp/KckYrA1O8e6uiP4QK+Mzptx5T3cCupL4k19r1iFLBT1I649K5iciRgR0&#xA;HX3rQvE2RkknkVlsfTOK+D5LbnvJtrUBb+YeFFaGl6YJ7mNAm7ecYHXFVocnAO0bugJ5PtX1B+zN&#xA;8JbLWtHvfE4ms7m8sInlitmlUorKpKu5PRQ2M1jO7dkbU+W12an7O/7OC/EXWI9O1czWbi3juVgE&#xA;Z4Qt94k9jjpX6FeFvB2g+HtNs49PQWtnpLtC4X5BKy4GW456/nivCNE/a6+HHhOzsYYo5dU8QmCO&#xA;3vbjSbJ5IVb+Ihx1A5/Ksb45+NvGXxbXTtQ+CHiaOXQoLaSXUI7N1Rnl3rhSHXhu+D6V1UaChrM5&#xA;qtZt2ifY1h5KysUcuZR5i57A9hV5hkYr4Q/Z7/a38R6brWmaZ45kbV7C6uxpf214/KudPvCDtimG&#xA;duCAcHivtTxD4u0vwvp097q9/b6dZxRtI09xKsa7VGSQSefwrWUdfdOdvl1Pgj44eGI9I+M2rWUs&#xA;08099cGaGIy48tQNwK+nSvYvhNpvhz4h+D4tTnsbHUbmTMMlw9mqySFDjDEjJPua4X9qzxF4Xvdf&#xA;8OeM7e+tLjT76FfIvYXy0jBiCqgZyQuSfpXE2nxzsvAk/wDb2hakdQ0G2k2alavH5E0GQSjNGcYL&#xA;Y4x1GavEp1YWb1PFwVsNiHJRupbn0FqHwI8J3I8n+zFt7GXJksIvlhfPUkCrtn8PvD3heyjjsNJs&#xA;4khXYv7lSwX/AHiCfSvOfB/7XOh63LHb6rp9/wCH4riNprW4v0CxTgdSrZPbJ9sYPWuG1n9qDxH4&#xA;+u9RtfAlhp0MdlFLP/aGqXYjZoowS0scXVgRkD614Lo1W+Vy0PtoV8Ko80YK/oZP7THxD1fTrq3s&#xA;tKtN9lAM3AaLcZF7sp9v8B3rK+DPxM8FeHNQhvbnT77xbqqu8ljpunWizOjYXli3CuMnI7A/jXAa&#xA;Y+u+JPh/4m8WzX00r3C28b71JSLzyFJUfXOB+PaqXwU0FbL4wQxTym2vNJg1Np1Y4WLyYysbvjGC&#xA;27OTkmvbU/ZwUInzKpe2qyqVt1s/0ses/FH9sO68RQXq6f4eksbW0kCXSXd2iz7MkYRFPLZ/lXP+&#xA;PdJsrT4X3Gs3FpGDHGs4jkUFhK5AVcf3jkflXzz4X8OQa5rekxX17aXSvHM7rCw3hlOdzuBySx/Q&#xA;16/490G/0r4Y6Pbrefazfa1HHdt5hO3KHZwe2cYrmqWm7HrUrxj8R4fpHgy88d+JfsVrB52pSpJM&#xA;1lCQvlqgJdmY+yngVC3g/T9T+G9/4msZrmyudOuobe6tLkhlkEilkaMjrwDn04ruvgb5Gh+JfEGp&#xA;3tu6T6N4dvbi6hk+RxcNGU29DzmTIPTmo9O0vw94++A3iKexsX8OX3heSCaVI5/MgvfNfHz8D51H&#xA;TBA56U1G0TNS1seJhSCCVIPUZGOO1XVJaLB6VBGoJG5jkjKhshgvbIP41bjj/dc8EUtix8Q2qvJq&#xA;xCAJASSKrg4WpQ3yA96tK4ErjLs3UnoK+vv+CXDx/wDDQviFVOSPC9x0HH/H3ad6+RHcRWcsiqXc&#xA;KcAeuOP5Y/EV9k/8E0LaXSP2kNf0p4zH5HhKR3JGN7tcWTFgfTBGPpQtyJPQ89+NfPxn8ej/AKmC&#xA;/wD/AEpeuJeu0+NzbfjN49I/6GC+/wDSl64qRhX7FhP93p+h8TP4xMiopOtN3miRga6zKzGsoPc1&#xA;HIwLA+nFDtjpUJ+Y81NzQrXhIUnvVCCzPlu7KeTWpcReY34Yq3BZ+Zbqny7Qcn1r5fMMP7V6HqUK&#xA;nIcle2c8xKrHgVVTTDkAAsRjIA5rt7uFIG3JGCduBxxmtHwt4Re61tFliKLksQ3Ydj+Zr4zEYbkd&#xA;ke7Rmmrs4GLw7LZWmhXpjjkk1hiIpGb/AFREgUDaOQec85r2nxVoF3F8ZvG1rpVtLonhvRtLEmqW&#xA;9tG6QzLDGhKemZJCKo2fgnQT8RPC72M8Epk1VJZ1WXekEcSiVy2D8udpyP1rpvhp8RLjxf8AETx3&#xA;b+Ir+WLSPG9nc2Vjd3D4iSYOxiDHoM7QOe2O/NcMad9xyqW0Rb8CfBvVZfAs3iTTNUuLXX44GvbQ&#xA;2spSFNo3mER9CqjA5zz3rZ8TeO/EnhPVvD2reC449OvPHvhxNW1SFFBitngLLLME6Asq5+p4xWlo&#xA;Xxxj+Fvwf1HwfdaRLH45itJ9Khkki/0dIn4acSZwVI5rzzwd49tY/H+m/wBuedZ+Eo/D03hyw1CW&#xA;MsE/dlfPYDpGXP3uOtbTSjEzTuVvBs8E3wz+J+qapPdS65b29hrCyXEilLnZKGWfgAb+MbfSqWs/&#xA;EjxJ418baZe+NEj1hiInltbvLQ26eQz7EjBADBV+YtkZIOOK5S0stcvtN1rQNFjXV1aGOCV7FvMj&#xA;ktIX3Lg92cjp6Guy8R63pFx8QjruneHdd1E3unNBqGnXFsIhbSyW5gZo/UncBnnArNSe5SV9GYD3&#xA;F74o+Ds2s/bY9O0zwu0OlWMRcBYXmJkkkRe5IwM+9T6Dcr8avEninxBfXAsdP0Dw6J1F0n3zEAkM&#xA;ko6M2S2M+oHetjwl4N8TaV8NtV8OXfgFdf0zUbmK9tJGuNn2OWNCMEdx0rB0Wy8X+AbrULmwsEvp&#xA;9ctZLXU9Ong3wmE4BX224GPSr9nzrmuKpVjRsrGnofhWz8f+A/hvZafqt0LaPWptOl066TDzysd8&#xA;88bc8EAAp0GaPht4K1S7v/irfWtg0d/peiXVtDbsn7xi0gRAgYdAvpjqevbmNO8KeINTvtNEEV5b&#xA;3VrKZbOSwVhHaMG3A5H8Rxg+uOa91+Hv7KHxJ+KqXXinXNa1KO41VitxJvMRuY1PAYAdOn3cZ75r&#xA;OKTZPtVNHq/7Gfg/R/ih+zV4m8O6tpUtrE85gnuEbJkZQCJEY8HYe46dOc1802Wl6Xov/C1NR03X&#xA;Yr1rmwOk2V/ql0ltLczNJiZgD1ChcZPr3r9JfgD8HV+EXgeDRl2MI1wEC/KvGDgHue/rXnnxV/Y8&#xA;8I61DfXmi+HrG1vnDSskCZLueTwTxk4JxWm2xUWtmfma+i2miXUEl7JZv5Vs4P8AYuoJLLNLs/dg&#xA;qg4AbOTXdfDq+0zWxp+hrqmp60dV0yUa3Z3qYFtcRsDCInx9OR/UY9v1f9muDwdNBDcWUcl75sKN&#xA;H5aLt3jcRkcnn+QroW+BmgeBtb0+6w8l7cMtsuDwm3ByeBjtk85rlcnJ2SOqMOXW58fy32q/DrRf&#xA;Fmma7pV+2s65DHavevKAUhDbgOnJOAPoK4g+KrttCk8P6dA1jpMk6XE8avnz5VHBb1xwfrX2J8Wf&#xA;AMN5r++/lS8v7yB3WHqsfPy4z+NfKl54b/4RfxVLYXyqJCwwNwAJOcc+1VqlqDte5Q8ceINT8ZXt&#xA;vqV7a29tJb2sNoEtotissYwGPqx7n9BWctqzxb+zAYArqdWtUskaCdkDyHCMOd3t+vXvWPo8DS2c&#xA;7nko5Xb0xj2NNK5MnZGEzMhKkCnoXkUAAAZ+8auT6VdXV3stoHuJGUuIohlto6k+g5HPvUt/4X1T&#xA;Q9EstYv7QR6feOUglEg+Zl+9kdiPStk4x3Mm3YR7dpLFk3YBBGcd8dfw4P4V9ff8ExNS1DWv2jNd&#xA;ub6Xz/J8JS2qydMBbq0wPyr5d8N+Hn8T6Rq93DrNnDLpNr9uls5QV3Q7gpw/QNk9K+m/+CWa5/aB&#xA;16UMSJfCs78fdJN1Z8j9alpboSbOI+OTkfGfx6P+pgvv/Sl64Mylq7v448/Gfx+fTxDf/wDpS9cD&#xA;J8nvX69hP93p+h8hNe+ScVG/WmeaKJHx1611XJI2ySKXYRTd2SM0FsEdTUNpAt7EsYDHBGa1LO18&#xA;11QKQDWVHMqvwST7Ctiy1KOBhyrS/wDPPdzXNUhGW5q3Lojp9M8OwXF3BbYDrt3sx68V2s/h6Oa4&#xA;toZACt0GtZ2TjaGHH0rhfDuuQ5zDJHLPvZSA+TjHp79K9CttZjg09p3C+YSjkE8fKc15tXB06kbo&#xA;2p4mUJcsjzXVvhBr+k6hb6fbNaQxCJrEX1lARO8BIADHOCTgAtjOCa9QtbfwZovh+Twpc6Tc+Jby&#xA;KNpZtM0mDzmgHB3s4I2EY4+pqLxT8YxbrdWOiabda9rKW5KLaqAsJZeMk4wc/WvOdW+HPiTSddu7&#xA;HS7G7uP7PsEubpre++yzTuQHnlC/ekC5xgnoCea+PxVOFCbij1qcpTVz1L4W/s56H4ytBrOmXX9q&#xA;pcI8tlZ3s7kwBcgBgT0D44PevpzTPgtp+ieBYYdQ0u21fUJFSGaIRqV+ZhuHsAMnHTivlT4PfGS9&#xA;8A+AH8TaB4UgvNK00xWpjm1Py5kWVtxbZ5bYBYZyx+ld/Yftcz+ELGz1y8htfEGmeJnle1bS7h3a&#xA;2uk+X7KyugBJJA3DpnODiufkotWbNL1VrY958MfAnwZ8PdUjhito4pdUZvLjRFVFcITxgdhmu00H&#xA;4N+FraG1hu4ILu+gLOzsAGwW7ke3FfCVx+1Z43+IWg+IrmHW49EuPDVu2pxxW+l+c2N4TyxMXABJ&#xA;bb9w96ztI/aI+I3jeLVvHj395Zah4chs4TZWKIILlXkw3mbhncQD07HpXPKFNGqlVetj9Nbbwpod&#xA;nafZ10+COBc4V4gCuOp/H1rznxR4J8HaFq8uuvHaW8cqmEl2Xy0fuvXB9fwr88PHHxZ+I3hbWYPD&#xA;svizVLyPUtPspdWhkuQHEtwf9XH8pKqAyg9TzUl3dLffE3xR4LnW5l8H+HvtGrvYz3LzpGy2u3YW&#xA;yDzIxOc8YHFYvkSsmaxUpyTkj7O0/wAafDHw94ztNEk1bS9NvL5gAodcMAf4sZCljgDPqK6DWf20&#xA;Phb4V1PVdFm1OWJ9J3RExWzeW8ijmGIjh3GRkfXpivzs+FcraX4NF/fNBqvh7VZY7LVIfJUTWzuQ&#xA;IpVlO5g0ZJ4OAe/IrmfHGh+JdOul8FSefql9Yajd3cMkK7XIC/PLjPIZSrd+h9eJio01eQOPO2ob&#xA;H6T+CP23dC8W+IdNs7nw1q2kafqk5t7DUrnY0UsgXIQhSdhODwfSvPPHP7cC6X4w13TvCUGmX1tA&#xA;7BtT1u9FtHK6ffWBerYPGehwa+JNP1vSNM+ENxCrT6RrOmX8c+n3dtc5a6nlyJN0ZUY2Ju+Yf3sY&#xA;711HxE0C2+Huq2lwuiwax4eu9ItBp1/I6eSyhd8iZO4h97npyfXitVLS9jN07dTsfF37RPjvUvDi&#xA;ePIL/TobLU9Rksf7N8rzXtWRCTJvOMj7p47GuPt/in4yutbiTTb/AFBlvrKZpr7WSJFhVcGS4hjw&#xA;CihRxknqOtc/rfxB0o/Dvwn4efTGl08397qGs6OrYltgzhI9rY+8EG8D8+1aEV/Z/Cbxa1vr00+v&#xA;eGNY0SW2tdXtwGYWs6na4HQsh+VkBz8w5rFprc3ukkS+FyfFPhHxR4uS81SPxZ4d+zXcUtxceaLy&#xA;0kYL/q8YRhkn09qyPC2hxeK9J1LxL4jsYE0OAStfa7cyHdeSt/q4bcZAyCOeDXOQahfaFpGv+GLH&#xA;z5hfJCl5cSo0Dywo/mKoXkhmBxnOAOxqfxj43l8SXEcV3o1wukWlmttpmkhxFb2MxGBIcA7zwT0H&#xA;PehU5S2RDqJdSvPot9oXw98PeKfNaO91m5uI7O5K7jDDBjaFBBH8R5OeFNdZ8btS068u/BGswQW8&#xA;Oo6r4eim1OO1OFE2SAxAAALAZ/GuRl8fTXHwt0/wRq2kR6hFply1zY30d00EsG8YZSArBgcdiO9c&#xA;7qst5rVwLy9dpJVCpGCfljQKFCr7AAV0UqMnsiXNLc6b4aQLrWqeIdL8tjb3WkuLq9R9psYo5YpC&#xA;49QSgQ47utanxStreH4W/DHTdMW5ktJ473UnnuE2hmknMSHr0+UDHXiuFbVNR0/Sb/SbWXy7PUFV&#xA;LkhBvkQMG2FuoXcASBjOB6VDd3+ratpmnaZd30s+m6fvFtaNwkQY5IGOevvWjwlSXQftYpbnoHwn&#xA;1uf4WeLtQ0rxPaWreHkSSLVrWaMMLr5MKqN3O4IcV9H/APBL7wxLZ/FK98Qm9sjHqHh68iWwWXM8&#xA;O26s+WX+EY4x7V8VNYTsY2muZbjZ0Mzbj1J7+5+tfXf/AAS3s0g/aA15iN7f8Ivcrubqf9LtDn68&#xA;0qmEnTjdoFWjLQ4f45uB8aPHwHfxDf8A/pS9cI/Fdt8cefjT8QM9vEN//wClL1wkktfqWE/3en6H&#xA;y0/jDzPp+VNlOcGo6UktjNdG5kIOorM1bUFtXtwXaK2kba86KSye4HtWhuIbg4qtKGckHL46LXLi&#xA;Kcp0uWOjN6LSnqjf1Pwrp2meIPCEh1G61PwP4hk/d30JEdxExOxom9HjcZP+y2TUeq6JpifCuz1P&#xA;SLS5l1STXrjT4rx5WKXESKpBbsnU/WpfD93Y/wDCqPFtre3SiTQb+C+04SdZHmDphT64Tca4S18S&#xA;eIYvDP8AY8Wozto73Ju3tlUENIcdTjPYDrX543iZVJRjO9j6H93FKTR6P430ey+Gnj2x0eNY4ZLX&#xA;RrJbuUyAh7low7n8zW0fE62mmz3SlWjWPzApOQwAzgH36Vxvir4l6DrPxWl8Sx+GptTsZoir2d++&#xA;GkJhEYYFcYCkA+vFZGj6rnRZIrjMKMzFkOMRhicDkgcAV7mXV6ipyp1N7HnYqlFyVSJ1T+G72Dx9&#xA;8NtBhFx/a181lqs8saDzpmlkzuzjlVQEAdMgcVreMvG2oWf7RXxA8T37XCvYJeWpWXhyfLMUULE9&#xA;c7i2OmRWL4V+M2uWuseFmv2tjY+HLd1j1BLfFz5SBjHGZD1+YjGMn3rkNQ8Wap4y1CbWNauPPjWe&#xA;ScI6KN2TlS+AC57ZbNfNypTrV5Lc9TmUKSZ12g2eo6b+zd4ia2t5nGpeIba3uWiHLxxITtcjopZl&#xA;HHTrU/w91TTpPEfw+8NareQ29hpslzNcTyt+5S9lVtmW6fL8vT0qPxY81j8AvBtpb3bJFPqV3e3c&#xA;UN0FfaxxH5iDk45x/wDWp3hnwtpt/oaCeKN4JBvRWHf1x6+9GHwM8W2o9ArYpUYIs+GE0Hwx8P8A&#xA;4l6Lq3iWyTxBKIIIGtsvHPGJC58o9ya5zSfFEg+FOteHokuZtY1TU4bkOqfJ9njT5Qc/xZH6101l&#xA;8NNLeYBkREQgphcbcHjFdpZ6ZpUNsLa3AW5iU7XI79TXqxyOd/eZ50sxS0PM/H/iaPxN8S7fxPpt&#xA;nfeRpv2Se4t70lSfKWMYQD/d4J/rXYJ45k0/X/F/iCxstD07S/FltKk2k6tq0YvXEhDb2CvuHIJA&#xA;GOv4V102laPdxzi5gjczReU7gckYIx+teY3HwnimuZDNdzTq8flI7tyiD7o49AT1rKplNSm/cQo5&#xA;hHYq6P4vtbHwl4x0O0t8rqswMU4jKQIgUFpc5OQGHHPXFbVho2p/GHxnP4gmu7q0uCscFhLAdkiw&#xA;xxqm44xw5ycd8VSv9O8QahYWWj3+sXF/ommhUgswAkQUZxlVA3dTy2TXqPg68tfD1hHMF+bAUKOM&#xA;DsKuhlc6j/eImeNjFNxZk+HfgFHE7Pdh7m6KtiSXB2DPPHTnPpUr/s9WemXdvcQyPMkA+SOVt6Ie&#xA;PuqeB07CuzbxqkbM+Tvk5+gqrL41URvluvvXsxymnZKxwvHTexS/4VzpKarPeTwK9xMQZPl6nbgn&#xA;8RXlfxC8B32jQiws2hu9FjlMtvYXURdbZj94xkHIB4yM4+UccV6Fe+MTJuy5xnjmsPVvFCX8OyU7&#xA;gPWtamU0pKyJWNqXOT+HGg3H9t3F5qjvcvMArSOp5AGAOT2HSug8VafpuotJthWLYAqlevHWsCbW&#xA;fs74hPlgtn5eKztR1t3Zl3ZPUnNdNLAUqUdhutKepyuqRRLcv5a7Y9xG3HHFVJXDR444qbUpyzkk&#xA;9yaz9+Qc1Cowg9EdfO5RsOJUpyKjjVVB470gOTS1pyJ9CUn3FkAZfavrX/gmLx8ftd/7Fm4/9KrS&#xA;vkZ2I47V9c/8Exf+S+67/wBizcf+lVpXm5jGP1eVkdNFe+eb/HEgfGj4gf8AYwaj+ly9cDIo25ru&#xA;fjmx/wCF0/EH/sYNR/8ASl64R2OyvpMJ/u9P0PKn8YuBTW4NI8mOlG4E10GfKyIk7+OT7UmnpZ3W&#xA;u/ZdU12Dw7YiJpPt80LTIzAZ2ALzmjOJM9MelV7qBZkKgbRzjbxg+v1964sTSnUhanLU6KMlB3kY&#xA;V6YLuT7FaPJcaes7SGZhtadzwGx2X2PTtW3bRLDAqAbemdtR2lnHatknLHqT3qw5GeOK4cHg1QT5&#xA;9WzerV9oRG0hQkqvJ9VHH+FMuLZLm2aFztUgc/TpU24E0xnG4V3OjSkmmtzFVJKxHr/iDxH4uNvB&#xA;rGrXGoWtsFWGJyAiADAwoAHSrVrBElqY5FBBGCKq79p+XimtMScE81zUMHQoybS3NatadRJMgbw/&#xA;B9oVkUbRx8xLHH1Ndbp+pNbxIof7i7QBwAK53zdqgg0sdyQcZ4NbUacaF+RbnPO81Znap4hdPmLn&#xA;NSp4i2lpQxLEc+9cSboLyCaBqOD1rs9p5HI6LZ28euyW0z75SY2GVHp7U6XxNITjPyn0rhjqOe5o&#xA;F+SeSaPaW6B9XR2reJHimEacDbkn1p48RsejHA5xmuIfUCR156UwXzA8GoU2rj9gjuF8SvIS5Y5H&#xA;HJqJ/ERbJZs/jXEvfPu61G92cdSPxp89ilQSdzqLrXGduG+WqM+rSMBg1gG4GOCfzqFpz2Y1Eqja&#xA;sbqmmzXmvWkU+tVZLr5OT81Z5lbsaiMjEnmsXI3VNJBK+9zznNMxS01jisGaJChQOlIxxTBIdgJP&#xA;JpDJnvSTsWkIWJNfXn/BMTn4+a7/ANizcf8ApVaV8iKNxr68/wCCYYx8fde/7Fm4/wDSq0rzMwX+&#xA;zTZvR+M8x+Of/Ja/iCP+pg1H/wBKXrgiSRiu6+Oh/wCL2fED/sYdR/8ASl64SvosJ/u9P0PJn8YF&#xA;QetGMUPxTd9dAETsc03eBTnYelQOwzUDsOLg0h6UylzWQxKifrSvJ6UzOaBjFYlutIwy+afj0qNl&#xA;INQOw5mO3npTVYZpOtRfxGlcfKWCwxTd4qEk460zNDZdkWAw+lLvx3zVbOOtG8VnqVylky471HJM&#xA;COtQs2RTaNQ5RTIWbqaMk98U0jFJSd7FWQ4kjvmm7sUUmM1ndhYd5lJkGmOMYpucUtRktI1MD46m&#xA;gtnvSuVYjPp2FJgU5qSkMVWK9K+vf+CYZz8fdez/ANCzcf8ApVaV8g19e/8ABML/AJL7r3/Ys3H/&#xA;AKVWlefj/wDdZ+htS+M8u+Of/JbviD/2MOo/+lL1w24elfpV4o/YL8AeM/FOsa5e6z4lhvNSvJr2&#xA;dbe6twnmSSl22hoCQM9s9KzP+HcXw2/6Dviv/wAC7X/5HrvoY+jSpQg09PT/ADOCVGTlc/OXfmop&#xA;HTnFfo9/w7f+Gv8A0HfFf/gXa/8AyPTD/wAE2/hmf+Y54r/8C7X/AOR60/tKj2f3L/MPYyPzeLgi&#xA;mV+kf/Dtn4Z/9B3xZ/4F2v8A8j0f8O2fhn/0HfFn/gXa/wDyPWf9pUez/D/Mr2TPzcPQ1EScda/S&#xA;j/h2z8M/+g74s/8AAu1/+RqT/h2v8Mv+g74s/wDAu1/+Rqj+0aXZ/h/mHsmfmrQelfpT/wAO1Phl&#xA;/wBB3xb/AOBlr/8AI1KP+CaXwxP/ADHvFv8A4GWv/wAjUnmNK2z/AA/zKVGXc/NQHBprvzX6XH/g&#xA;mf8ADA/8x7xd/wCBlr/8jU1v+CZvwvx/yHvF3/gZa/8AyNWX9p0uz/D/ADL9hLufmgX46VBvyTX6&#xA;Z/8ADsz4X/8AQe8Xf+Blr/8AI1H/AA7K+F3/AEHfFv8A4GWv/wAjUv7Spdn+H+ZXsZdz8zM0V+mf&#xA;/Dsv4X/9B3xd/wCBlr/8jUf8Oy/hf/0HfF3/AIGWv/yNR/aVLs/w/wAw9jLufmZ2NRrX6bn/AIJl&#xA;/C8/8x7xd/4GWv8A8jU0/wDBMr4XD/mO+Lv/AAMtf/kal/aNLs/w/wAy/ZM/Muiv0z/4dl/C/wD6&#xA;Dvi7/wADLX/5Go/4dl/C/wD6Dvi7/wADLX/5Go/tGl2f4f5gqTZ+ZnY00jK/jX6bD/gmX8L/APoO&#xA;+Lv/AAMtf/kanp/wTL+FwP8AyHPFv43lr/8AI1J5jS7P+vmX7B9z8xOV7ZpQSeoxX6eH/gmZ8Lj/&#xA;AMxzxaP+3u1/+Rqa3/BMr4Xf9B3xb/4GWv8A8jVH1+l2f9fMPYPufmI3SowSCcDNfp7/AMOyvhd/&#xA;0HPFv/gZa/8AyNQP+CZPwtH/ADHPFv8A4GWv/wAjUfX6XZ/18x+wfc/MFstjjFJgiv0/P/BMj4Wn&#xA;/mO+Lf8AwMtf/kamP/wTG+Fpx/xPfF3/AIGWv/yNS+vU+z/r5j9i+5+YdFfp1/w7F+Fn/Qd8X/8A&#xA;gba//I1H/DsX4Wf9B3xf/wCBtr/8jUfXqfZ/18w9i+5+YtfXv/BML/kvuvf9izcf+lVpXvv/AA7F&#xA;+Fn/AEHfF/8A4G2v/wAjV6L8Cv2OfBv7P3jG68QeG9V1+5vrqwksHXUp4JIxG0kTkgLCpzmNec9M&#xA;8Vw43GQnQlBJ6mtOk1K9z//Z" width="254" height="300" title="Юдаева Елена Васильевна, учитель французского языка "/><comment></comment></work></portfolio>

