##  [Perú: Indecopi publica un proyecto de Lineamientos para el cálculo de los umbrales de notificación de operaciones sujetas a control previo de concentraciones](/es_ES/noticia/peru-indecopi-publica-proyecto-lineamientos-calculo-umbrales-notificacion-operaciones) 

# Perú: Indecopi publica un proyecto de Lineamientos para el cálculo de los umbrales de notificación de operaciones sujetas a control previo de concentraciones





Perú - 15 / 03 / 2021





Alerta Competencia Perú













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**La Secretaría Técnica de la Comisión de Defensa de la Libre Competencia del Indecopi recibirá comentarios al proyecto hasta el próximo lunes 22 de marzo.**





El proyecto de Lineamientos para el cálculo de los umbrales de notificación (el Proyecto de Lineamientos) ha sido elaborado por la Secretaría Técnica de la Comisión de Defensa de la Libre Competencia del Indecopi (ST/CLC) para precisar los factores de cálculo (ventas, ingresos brutos, activos) y la metodología que se empleará para calcular si a partir de ellos se alcanzan o no los umbrales legales que determinan que sea obligatoria la notificación de la operación de concentración para su control previo (ver [aquí](https://www.indecopi.gob.pe/documents/51771/2962929/Proyecto+de+Lineamientos+para+el+c%C3%A1lculo+de+los+umbrales+de+notificaci%C3%B3n/)). La ST/CLC recibirá comentarios de todos los interesados hasta el próximo lunes 22 de marzo.

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tAQXkVCiurUVxVi5LqOpTU1KGsrgEVdY2o4uC54znl/72lDfWtR9DQehSNh4+hqf0EWtpPorntuBxHHpNDR0/i+Gdf4OSXF3Cq4zJOdlzRbK/iZIcyTnVeQx+vkLmw9g2Epfc0WHhOgY1fICaEhMM7fDGmLFqJwCXrELhkDZynz0I/Yyv820f98S8ffYI/ao3Gx0YWGG4zDvouHjD3CJD9OE6dCZeguXCdHQHPeQsxbsZsDLd1xu+GjcSvBg7He7omGGRhj2HWThhhNx46jpMwxtkVuuPdZOi5uMNgoicMJ3nBcKKnPNaf4A4+rz/BQ4bhRC8Yyete8rfeeDfoOE2CtsNE6DhOhL6Lu/wep2mz4TY7EkuSdyGtrBW7m84iu/lTbK06gviCehmJhc1ILGpGSmkrttccx66m08hsOYsdDSeRUdmOLSUt2FzUiISiRmzKq8X6zAJExGyBV1g0Js9aAI+5i+AZFo2AyBWYFr0aPhFL4BI8F2Zufhhu44wB5rb42MhSfveHBuYYYmkPgwmecJw2E17hUZgWvQZBSzfI1nfBUnjMjcTk0PmYPCsck2fPh9ucBfCcuwg+4YvhH7kCvvOXwn1OJMYHzYGVzzTZ1wjb8ehnbIl3Rhvj3dHG6GdihSGWDhhsYY++hhb4q7Y+fj1oBH7RbxD+re8A/OLjgfj3TwbiPwcMwS8HDsWvBg3Hb4aMwO+HaeP3w0fhz9qj8ZaOHt4Zo4/39UzkPA8ws8EQKwc53yPtXaDtMAGjHCZijPNkOd4mrj6w8JoCe/8gjAsMxYSQuZg0KwyuofPlN/lGLMa0qNUIWb4Rc9ckyjFcsDENUZsysDQpE8uSMhGdsB2L4jMQFb8Na3fkY0ftcRSeuoyyL7tR1vEQZZ0PUdbxRDMeo7zza/TxDQ3HuBlz4DxtJuwCguQ/MH7GHHjNW4Rpi1YiZNkGhK7aCP+IxdB1nozfDR2J/xowBG+P0kd/EyuMsBsHwwkesPQKgH1AEMZND8WkkHnwmLsAPvOj4BY6HwYubnhntAH+OFwHHxuOxUjbcRjtPBl641xh6OIOo4meMJ7kBVNXb5i7+8HMww/mmmHm5gszd1/0bPnYQ3mPmZsPTN18YDzRCwYu7soFMN4NJpO9Yec/AxOC58E7LBrLU7OwreIQsprOYk/Lp9hWfQRJRfVILmrAluIWbCk5iPSKdmTWnUR2y6fIafsCOYe/QNbBc9jVdBaZ9SewrbodKcWN2JhVhAUxKfCbvxg+4dHwX7AMUxeuQODiNTJ4oiYEzcFYD3+McpiA4VaOGGRmK4ANMreFjuMEWHpNEUCnLFqO4GXrMXN5DIKWrseUhSvgEx4Fz3mRcvy85kXCOzwKvvMXy/cELFwOv4glAoRL8BxY+0yTY69l44xPjC3xoYEZ+hlZYoSNsxwPXuQEbKiFAz7QM8WfR47Bb4eMwK8J7GAt/HboCBGWPwzXxp9GjMZftXXxV209OVfv6RnhQwNj9DMeiwGmNhg81g7DbZww0s4Fox0nYozTZOg6u0J/vDsMJ3jKObL2nQ6nqSGYEDxXfp/b7PlwFyGLhP+CpQhasg6zV8chfH0yFmxIwYKYLVgYmyaDj9W/F2/ejpVbc5Bc1ITc9q9Q9PktlHV0o7zzASo6HqOi4wnKOx6jsvMJ+vjNni9fSIUlgDwo9v4zMCkkDP4RS+RLQ1fGYsqiFdB3ccXvhmnjvwYMxV+1x+BjI3NoWTvKFWjh6S+fc542CxOD58J9ToQA7DFngQD1gb4p/qQ1Wg6ytt14GIx3h9EEDbhuPgKoubsvxnr6y7DwCnj2WPOc+loP3O6+MHX1EfgNXDzkYOoLwF6w8wuUC4kX0fItu7Gt/BB2N59F1sFPkV7VjsTCeiQR4JKDSCttxdbqI8hsOo3s1s+xr+08ctvPI6ftK+w99CX2HPocOxtPIbm0GeuzCjF/QwoCFixDQOQyTI1aienRqzFjyVoF4PBojJ8xG/wtPQCPtcYnphaivvz/2fkHw2POQkyPWoWZy2IUgJesE4B950fDO2yhQOwdtkiOoW9ENPwjl8jg7yEU4wJnYaynn0A02MJOzsVHhqYYZG4jsxAvEsepwbDxnS7Hh1B/bGyBt0cZgsBSiDioun8aoYM/awB+a5QGYF0jfGRggn7G5uhvaomB5jYYauWAkZw1HSYIxHrj3MDjToApJGTHcWoIXGbMEQYmzwzH5JlhIMh+EYsVgFfFYt7aBISt2yxj7tp4zFmzCXNWb5LnI2NSQIBXZOxDbE4pdtQdw/5Tl1H85W2Ud3ajouORAEyIK7sI8JwIkfmJIXPFJtgFzICt33SZBmgBpi5ahVkrNooKaNs74z/7D8a/9xskP/hDA1MMsbDFGKdJApL8gCkh8lnXWeFiIXiwqZ5Uhz8M08G7o40w3NpJ1JcAE0BRWHdfUV1CSnhVgHlhEFgqGh/zdf7Nz5i6+8BksmI1aBuoCDyoVHOeuIkh8+ATvghLkzORUU4LcQa7W84KwAkFddhcWI+UkhaklR3CttpjyGo5i72HzmH/kQ7kHe1UID5MgM8J3MmlLVi/uxDzY5IxbeFKTItaJdDOWLwWHNOiVsJz3iI4TZspF+1I2/EYZumAgeZW6GcyFkMtHcQW0WZ5hUXJDBe0dJ3MclTwgMjl8JkfLfBShb3DFYAJrf+CJSDIVOXJIeEywxhN8sQIm3Givh8YGKOvkRmGWtqDlsrGbzrGB87GhKC5AhXPwSh7F3xiYoW3dfTxR61RCsBDRwrQhPgvI8eAAPP198YY4kN97tMU/UzMMcDMCkMs7OXcjbQbJxArCuwGgwkeMHb1lpnFISBYZmFexPx+l8DZcA0NlwuRM1Xw0vUIXRGLmSs2ImTZevD3cxYKWb5BIKYKL03aiTU78hCztxgpBQ3Ye/ALFJ69htLzd1HR8bBnVHY9Rp8AOVA8aAvFW00KCZcpcNLMefAKWygnhVOcW2gEBo61xr9+1F88FK/i93QNMcDMGlRU2ggCZucfKAeMB472gSATvr6GY/G7odr4y0g9DJSpVPGqJpO85eollBaez4OrKq4CrT/GqrZCo7wmrt4wnuQpB5AnjdMlbQ4tCS8mWhmq2eLEHUgvPYisxtPIajqN9IpD2LS/QkZiUQPSyg5ie91xZB/8FPvavhR48491Yf+RTuS2nceew+ewq/kMUsoOigJHbEwRcDkl8uAT3sDoNZgSuRyuoRGwD5ihmdqdMGSsnRwj2i0ta2fQKzpPD30G8JJ1oky8GPwilgq0hJeDx58QU5X9FiyWxxQEl6A5sPSeIr+XU3tfA3N8qG8qcNJOGE/2EsDpReml3UIXYHzgHIlxOP33N7XCu2OMJI75wzBtjY0YJUr8F20FYlq+93UNwQvjY2MzUeFB5nZyQY6wdZaLYbTjZLlYCDBtG+2fjc90EGIqscOUILGmE4NpKSPhFxGNaVErMD16FaYuWompC5fLrMMZLGTpesxevQkL4tKxIjUL63bkY2N2MeL3lWNrZRvyj3eh7NwtlHfQRhDiB6jsfKQoMH2i73xe4UskWPCap0xh9Hj8MvpgXlEfGJjgnz/sJwDTP9Ho92MgZ+UETo38Ada+0+AwJVhO0qSZYTKFjPUMEA/42yHa+OPw0fKYU5EuPfAETxBEBWBFYVVw+Zw6RKVVgOl9XX1A+Ol/RX3HucoJJcQM/qx8pspUxhO+cFM6UoubBeDspjMS0G3cWyxqGpdXheTiJmyrOYbs1s+wr+0rHDjWhQPHL4AQ5x3pEE9Mdd5S1ooN2YWIjEsVxQhduRGzVm4UAKdHrYbf/KUCl43PVDkenGkUgG0wwNRapl9ezLy4vcOjFe8cvQb8LE+o34Il8Apb1KPAvQEW9Q1bKLMlfSaBofp+bGwpgdaH+magx6ZtoX2ReCSQ8UiY2BWveVEyrfPC5ozZ38Qab+sY4A9ao0SBFR+s0wMxVfjdMYb4QN9ElF31wkPG2mOYlaPEPgyYRYUZx0xSZlNzTz+5uKx9poqNc5wSIkrMC4m/hzMMf7vnvCh4z4uC3/wlMpPNXL4B4esTEZ1E/7sH63bkYePuIsTuKcamA7XY1XwWBaeuovSr+70Afow+vrPnw3NuFHwZ5S5YKoNXPKctBg+BUasRvGSdmPN3dY3wP97/WCLZXw8ejr+MHC1X/hALB4GHUNF72fopKkzoGdBQWfubWuN3Q0fh98NG4SNDM1ApBDZevRqAVXAVxfVTAjoGbWoQpwno6Ld4AmkVqLaq+o52YkZjslwU/H84TZ0p3x+2PgmJB+qwq+EkspvOYmv5Ibm61+7Iw4Y9JUgsqEVGVRv2tJxF7uEvkX/sggBMiGklqMrZBz9DasUhxGQXISo+HXNWbsKcNfESlND/MsDymBMJnjBeyPx/MOgZamEvM47ApQngCBXFgVMq1YdemOrN4636XwbBVGFaIN/5UaK+jCd4PK28p4C/daCZDT7UN8F7Y4zQ10ixKAyMebwpIuMDQzExaB7cZ0fKvn3Do0E15LEZ5eAis+JftPXwx+EKxLQV4odHjn5mJXQZzBFic4Gesyd/E3+btoMS0FGIKGAUDp4Xni9aQF4samAvgV2IImj8/ZNmcmaIkKA1cPFazF2TgKj4rVi2ZTdWbc3B2u152JBZgJisYsTklCO1vBW5R85LQFd+nhA/QBUtBAH2DlssVwIDEx5I+i2f+fRf0aIMVGEGdu/oEOC++Le+/SWS5Q9mmoXTGI09geI0b+U9tcdKMDjkAePBpoX43dAR+EDfWAMwsxAeMuX9RIE1PlfgfSPArnJC1ehYyYpMgeMU+rFZmL0mHgn5VdhVf6IH4LjsYjlIa3cdQHxeBdLLW7Gn+cxLAWZAl916DumVbdi4pxjRm7chbE0iwtYlSgASyPTZ/Ci4BM8WG8XvpxIOs3bEMAt6YFvxv7rjJsPGdxoY3PiEL5FjzUzP1EUrJCikiNDKEV7CqvhgCkkUOCvSjlF9aREI0MdGY/GeLqd6I7EPTNupsw+ncP52qr17aCR8wqLl+3jhMAVHTzzMygkf6JnhT1pjRIV7A8yMBG2EqLAeAzpTSQf2N7UBrQT9vJatM0baMxWqKDGFhOfTxNULVGLOggymVUvB2ICiwt9AeyMWL3yRZGAiNmzBksSdWJG6F6u27sPa7fs1AJcgdm85EvKrkdl4Evmnr6D0q7uo7LiPqguP0cd/zgL4MaImvAtXaABeKgEDAWZgMXXRctj6BuKtUQb4p/f64l8+6o9fDhgmP/o9XSNJs2jbj5csgJnkAwPkP0/o+Z+mIjCK/d0Qbfx2iBbe1zOSE8DpR/nBioV4UYFVeKm4zw2NfWAQyDQOFWC04yRJUYkCu3hIsEcVcpkxWwE4rwqZ9cfFA28ta0VsVhHWbtuPdZkHEJdTgtQSxWLkHv4KB45fROHJS8inAh/vwv72Duxp/UIyFXH7SrE0eSciNqRg/vpkUWAqKa0KU3eGEz0kxTTCdhyGWjlK4CMpKGsnGE30gENAkKI8TI1FLsWUhcsRELlUBITTvPucBRL0MH5gJocemINAM7vD4JQpLFqS93VN8PZofZnmmaflOeAsyADOYWowmBGi93WdFQHue0rkMrGEPK98jbMX/29UcKowAVYhVgI6fQno3h1tIErPC+YTE0vwuwaNVSFmPp9BnQIxs0sUMlFhzwCZLShoVGP+v2z9A2HnN0PEhUGe59xIiSfC1yVJrLI8bQ9WZ+zDmm25iNl5QGbKTTkViM+tQGpZK/Yd6UAJvfD5+4oC+8+JwJTIFTKdUQ04mDJTlFiBOmDBUoGQAdg/vfcR/uXDT/Bf/YdIFEsfxRwkLQEVxniSt6gw88I82Dyp/DGcQmkhfjVwmBwUpmR0nSYLwJL/ZabhhSzDcwAT2snePYMHiUrHKZPTKVWAqkcV5kVh4eEv0yinrrANiUjIq8KO2mPYVX8SaaUHsXF3IdZk5EqwEJddhOSieuyqP4Xcw+dRcEIBeP+Ji8g93oVcAnzoC2TUHGUhw3sAACAASURBVEN8bhVWpOxG5MZURKxPwayVMWDul4HVWHclrcVcrxb9L4sJY+1lsGhDuJymz+wBk4GZ/4LFEqBRwam4vBCotCrAnmGRcpL5HKHjPuhBP9I3x9ujDORYUh0JFANY/m4FkBARj/HTZ2NyyHwBmBYxcPFqBC1ZK4pMlebUz9mR+2J8ogA8Cn8eqeSF6YWVgE61Emai9lLYGKtYCS07Z7EkFBLm49X0KANWnkNzN1/5f3EmpiozTrL1ZbAXJHGKd1iUZCQiNm7B4uSdWJlOiHOxbns+YnYVYtOeUmzeV4bkA3XY3XgaRaeuoOyrbkgWQgF4uYBLL6aOaRIprhCDTe9EKH47WBt93vkQ//zhJ5JOY1L8rVH6+NjQQqYUqqAktV19eqwEp0wedB7g3wxhDnmIHJzBY20FPE55nM4IL30TrcRz4NLvuj4DV/W+vFB4oJg2I7T0dARYKnHj3GQ/VGCm0uZvTMHmAzXYUXMMO2uPI6WoCTG7CrB66z6sztiPDTsPCOB8LefQl+J/qcACsCadtpcAVx9Fwv4qrEzNluT7/PVJCF66Too+DpzaWThwmoRRjhMk3cRplqknDlos/kZOncyLSnYhIlqZ6cKjwJwvFZegqoMQ007w/bxAeOJ1nRmAWeGd0Ub460gl5cV8PANGfj+VziGAGYBgxUJNC8XE4DCp5jFgoh1UCycMGAkRweM+OcPSA6sqTIjVvDAh5mxLP8yqnxQ3aCWsHCBZCQcXTXHDTc4JLwzmiJUilTdYdKK95GxMkAVm76kSL7FwRvsUsjwG4RtTELV5G5Ym78ay1Gys3pojIMfuLkRcThlSSg8ip+08Cj+7hQolC7FAAhDaB0bDTAfNYFVJEx0zyHCfvUDKvv/Rbwj6vPMB/umjfvj3TwZJNYdTDRPeBJIQMSNAuAil/Ge9p0iqi1f5b4aMFPA5XXEKpHKqVRwm5XmCCbAapKmKyxPDof7NLQ+MVN+cXaHjpADMKZTw6BNgd185iZNC5iIiNhVJBfXYWXdcAE4qbMD6nQewIm0PVqbnyHQVt7cEW6sOY0/rOeQd7ULBCY2FIMBMpbWeQwZL0L0ADlubKBe426wFMtvwpI12miwXEitwBJhVMD7mTMGplIFtb2tAkBmdE1RVfZn8lwIAbcTsCEwImSdpKV7IVN8P9Iylqvbnkbp4b4yxwERbwTSmtX8grKcEwyYgCLZTg+HEymhw+DOAo1ZJBmX2qk0IXrYBVD9bvxkiAmwNoPf9g5ZS3JDcsLauqHyPEusZ42MjM8lrs8I4zNJRvLC2vSIgqojwQtYd5yYWj6VznjMGt/w/Uqg4QzMVyGwFYxX+XlYZpVq3Kk6KHOHrk2Smi47fJrMercWGrCKkVx5G7rEulHzZrQRxLIf6Ry7rlZhfIzsKWqzkKCfPmi+9C7/oOwh93v1QAP7FJ4MkkPuTlo4EZawAqamxZ/9hKqufTPUElmm0//hkkFTzaDuYWKeyE9ge1dVYhZdBKwBL7tdLcr8EhieOB03gdXARH8xggqrPbMiE4DlYEJcGQptZdwI7a08gubBB0jTLtmRh2ZZsrEzfi/W7CpBS2ozdLZ8i70gnCk9cwIFjncg/2oH9bV9hz8HPkFHVjoTcSqxOy0JUbDrmrUkQqzVxxlxYeNA+TMJopwkYZT8eWlYOkjMdZmmPEbZOMJrgATu/6ZgUPBeecxZIQcIrLFLZCrzz4RYaDleBdx4mz5wHd8mjh8ElMBQ2PtOgN24yBphY4u1RuviTljbe0tZFX0NWQ51gOtkLTN/ZTQmC7ZQZAjIf07JMEgWOhF/4YinAzFy2AXOlpLsZs1bESIDIz2rbjxMx+vNIVuZ08NeROnhLewzeZl+Ejh7eG0MvbIyPDU3R38Qcg81tMZzBnLUjRtg4YqQtS83OYMFLRxR5IvSYFXJxh+lkb7ERzKDY+EyRYJY1A+epIZgYNAcecyLETjEgDlm6FjOXKTl2VipDV7JKl4SIuK1YnJSJ9bvykVHTjgMnL6OPT2g4/COU7AP9L6cYKjBTQ1IlWrpe0jC8wn45UEsA/h8f9MMv+g2U5hwC/L6eMQaaW0uPg1KdUfob6G0JJ0FjGo0K/G8fD5DGkY8MzMFAh8r0orq+El6NB1Zzv+J/e+yDi0DMYILPM5ikfWEQpyhwHbbXncCOuhNIzq8T1WWTD8fSlF0S9aYUNSKz8TTyDp/HvmPXsPfYVew9dgXZ7Zew42AHUqpPYkNuHRZv2Y+5MdswfVkCJs6JhplPCEY4e2Kg1XgMsBqPTyyd0dfUAX1NHdHXzAEDrMZBx8UL5r7BcJgRjnGzImWMD10Il9CFGDdzAZyDF8BxxnzYTZ+nGWFwnBEuj839gqAzwRufmDniTyON8ctBo/HLQTr4vZYB3jG0xBD7idCb5A9jz+kw8w6CiWcgjDwDYeoTDIuAWbKPcTMj4Tp7Kbznr8a06I0IWp6A0DUpmL12C6Yt3giXkEUwnDwNfc3t8XttI/xqiA5+PUQHvxmqi98P18fvOLQN8MfRxnh7zFi8r2eJ941s8L6xLd43ssUHxrb4yNRefvfH5o4YaDkOQ61dMMLeFaOdvWAwyR+m7tMx1msGLH1nwm7KHDgFzsekWVHwmr8S/ovWYfqSjQhcHo/AFfGYviwOwUtjESKl9liEroqXJqDwDSlYGJ+OtTvzsLvhFPr4zAqXBLx/xFIJ5qYtYnl0tZT82GDC0h/NP6H68whdyUJILvjjAfhfA4biD8NH4Z0xBlKp0bJxEg8q6RSWFzntT/KWnChLmL8ZPBL/2rc/fjlwmETQVA5ONVKK1OR0e9uEVz2mfegpXjCAowI7jO8BmJ6OCkyAmQulr0pirrf2GLbXHkdyfq0EcEuSd2PpFgKcidUZOUg6UIed9adQ0Popao+2ou7YQdQebUF1ezMqWhtQUF+GnKJ9yNiVhk1bYrBq4zKER4diaqgvXP0nYrynE1y8nDDe0xHO7vZw9rDDeA97TPadAP9gb4SET8fcqFkIXzIH8xdzzMb8JbMRFh2KeVGzMHfRTIQuCMasiCCERgRhdmQwZs4PxLRQP7gFTIDtRGsY2xpC31IXhlYGsHAei3EeDvCa7oaAmd6YNtsPgXMCMC3UH1Nn+SJwbgBC5gfKfvhd0cvDsGx1JNZsWIwNm5YjLnE1Nqesx6akNVi5bhHmRYbAO9Ad9pNtYepgBCNbXRjbGsDUzhhmDiYwdzKBpYs5bFzGwnaiBewmWsJuEoc1HCbbwdnNAeM8HDHBezzc/SbAe8pk+E5zw9QgL8yY5YeZc6dibkQQ5i+ahUXL5mHZ6gVYu3EJNiasRkLyeiSmbkRCWiwS0jchPjUGS+I2Yc66FDBDERmzRWa9RZvSsWBTOhbGb8WmveXo4z0rTKpw9B9Mxj/zwWsVGyFNJsulVe4dHUMpZDAX/K8fD5CAjM0gTOWwUkN/xumcKqwYeMW7MrD62Hgsfj1ISwPwUPFuDDwYORNgQqkY/ue97ssgZuBHgF+uwPz+yRL4MehhHjpsQxI2H6iWNNi26qNIzKsVBaaFWJ6ajeVbsrAmYx8259cgre4Mqg/X4cnR2fj2SCi+bp8l40n7LDw4HIK7zYG4WRuASxU++LLQFSdzxqF9hw0OplugJW0sDqZxa4mWVGV7MM0Kh7fZ4NhuR5zOccaZ3HH4NHe8jLO548FxZt94nMkZhzN7x+H0HmfNGIfTe51xIssBbTvs0JxqierNY1G2yQTlcaaoSjBHQ8pYHM6wxpGd9jiWaYdju+xxvGfY4cRuB5zc4yT7/izPBV8cmIAvCyaio9gNXSUeuFTuicsVnrhS6YXL5R7oKJqEMznjcWS7HRq3WKB6sxmqE8xlW5c4FvWJ5mhItkB9Cr/bAo0p5mjiSDVHS5oFDm21Rvt2OxzLdMSJXY44leWMU9lOOLXHAWf2OuGz/eNwLm8ivipwRWexBy6WeeBKpTeuVvngRq0fbtb740a9P243+KO73hdZe2KxMDlHelmWpeyW4HlFajaWpOzCooRtWJaShT5eM8OkhKwo8HLFBzOAi14tfRDMcTL5TQPOvtL/8cHHmmpcf0mlSUl5lB4+NjQHK3L0wQxkqMIEk35YvJWhKX41aBj++aNPRLnfGWMsvlpSLxPY0aRGrD8N2J6DeJK3BH76Lkrvg+p/mVBnZYiBJH2xyWQfidqdp8/EPAKcXy0edlvVESQQ4IxcLE9VgrhV6TnYsCMfiQdqkVpzBpWH6vD0aAieHp2BJ0dm4Osjyvbh4Rm41zwVN2q9canMFZ/njcex3bY4nDEWB7eaoSXdFAfTxgq8zanmOJhmhtatY9G+0wrHs+xxJscBn+U64tN9DjLO5jjKc2dzHPDpHiec3eOIM9kOOJvlgDPZBMABxzJtcGirJRqTzFG1yRClcXoojzNCdaIpmlPN0J5hjWPbbXBihzVO7LTByZ02PduTmbY4lW2PM/vs8dl+J3yRPw5fFYxHR9FEdJW44mKZKy5XuOIKR6U7LpW74nyhi8DWvt0CTVtM0ZBkgvokIxmNKaZo3mKO5lTlN7YIuObyG9u2W+Eovy/LHp/mOOPz/c44l0dgXfBFvgu+LJiA80UT0Fk8GRdL3eSCuVLpgWvVnnI8b9b54JYMX9xp8Mb9Rm/k5KVg5fYSydczgGNxg4OB9+LETCxM2K4AzPRKD8D0wVHMB6+QBDv7I9gMQsD+qDUG//R+XwGYxYz/7D9E+kv/OkpXysPMebI6wzwowSTEVElaC1bfaB3+J3PIA4ZKMwlzxyroKsCvU2LVG/PCUCN+sQ/24yWZTogFYGdXiXoZ4Y6bRoATkUAFrjosEMfnVWPN1n1YkcaqTy7WbNuPWE0uOL32UwH4yZGZAu7jI8F4dCQED9uDcf9QEO40TcO1Gh90FE/C6RwnHN5hhYNbzdGcphmpVCae/LFopiKnW6B9pzWOZzng1B5HnN6rjFOydVD+3uOA03ucBNgTu+1xksqZ5YCjmfY4vM1KlK4q3hilsYYoidVHeZwJahL5fWPRlmGNo9tscHS7NY7tsMHxnbaylceZdjiRZY9Tex1wNtcJn+c748uC8fiqcALOF09GV6krLpa743KlBy5XeeJKlSculE3GFwdccGKPPQ5tsxRlbdqi/J6mVEuZCVrSrXFQhiUObbPGkR22OLrLASf2OONsrjPOUekLJ+J88SScL3JFR5E7Okvc0VXqjgtlHrhU4YnLlV64Vu2N67U+uFHnK+NmvaLCtxt8ca/RF7kHtmBNZoXkgtfvzMe6nfmSPeL5ovoujN/GFRnzpAtKLMSC5c8qcSxfatI7rL8TyD8M1+nxwM8BrK0L9vuyZEoomV1gRYyfYaqMLX70yfTM//ODfvjPT4bg3THGShCnUeqfAzCVmE3aei5uPfumArO9j9UgDgabVGDCToCZ/J+3bjPi8yqRVtGK9MpDiN9fCaouMxBMmLMnInZvCVJKm5BW/xkqWuvw5EjIM4DbZ+Jh20wB+HbjFFyp8sK5fBcc2+WAgxlWaEknrCrAY9GYMhZNW5RptTXDEkepjFkOOJ3lKONUtiNOZlNtnWTweUJ7Ypc9TmTa4TjtQKY92nbYoiXdEtWJ5iiLM0RJjAFKYgxRGWeM+iRTBeCt1jhCG7HdqgdcwnxkhzWO7bQFL4jTBHifEz7Lc8YXB8aLGnYUTUZniZsARRshEFcSLi9R53P5E3Bqj5Pyf9lhh6McO+1wjCPTHsczHXB8l+YCyeaFyO9wxmf7x4OfFYCLJoPf01VCy6J8F20Dv+9qtZcG3mcA32rwB4cKcF5hGtZm1yB2bxli9pRg3e4CqZwSZmaO2DcsS4oYpFGFqbbsFGLZku2ULkGzpXzJmjpB/P0wHfR57yNRYAZj7A3+9WAtsAWPmQhmGuiDpV/UkUUFprdcpNLDhDirdwrAg8UDsw1T9b3c0tuqCtz7edVCEEq+h+VK+mwWTpg+U+FVbMT4ZwD7TpN+gLlrEwRaApxadhBxuRXifZmBYN2dnU/x+8qQWtqMVAG49uUAt87A7cYAXCxzEyDofZvTLAQkFWCCS2+qKvChDCsck6nVQRSWtuDFcVLjW+ljj1JBd9qifbsNDm61RH2yKSqovhsJrwFKNxqjchOndTOxEIfSLdG21RLtGgWm8j4PsN0zgPf/FGACdancA5crFQW+XOGFi+WeAhyVmmr8ed4EgfJc/kQoQ/3bBecOjMe5Ay6a1yfg3IGJ+EIGIZ6gqH3hxB6QL5TSqlD1PX+ivr0B7m7yRV5hOtbtrZXcO0UnLrdMelFYnVu3PQ8rUnahj0fwbGlE8dY0kbBTiMCyzMjGazaDMJKn0v168Ej0eVcBmOXk//xksBQz2M3PKg2rOUzcszJDsAgU7UM/Ywup8DAHTIBZjWMTENdUmU5WVmMo6voMYNUu9N4SagaHrL5R4Rkcyvdo1FcAth+PMY6KAjNRzsaR2SvjsGlvGdJLW5BW2oLYnDIsScmUig+LGet35CM+txIpZc1IrTuLioOKAj9uD8Sj9iA80ihw98Eg3Kyfiq5iV5zKdpDps0d9UznNWgi8DcnmosAEsG27rQRYhPTkbntRxBOZVFp7HN9tj6O77XEk0w7tO+3kvYe324BD4N1ihqoEU5TFGqF4g74GYCNUx5uhPpkAm+PwViu0cWyzEnAJrwBMoFULsYcWwhmf05PmjxewOoqpwK64UOYmMFERr1YzoPKWGeZKpScuVbiLxaDNuFRBdVa3HrhY7iav0RJ0ldEeeGiGO7pKaBncZP8dxbQQihJ3Fruiq5Sfmyz74nfSjtFC0D6oAN9p9Ed3oz/yC7diw956ATghrxqJB2qkYrpxTxk27C7G2m256OMWFAr3uQukfMlmEUbtHKwYsYeTlSCWGwea2eLfNIUMBnK9AWbFhg3SLDGyOUTtUmKNnIEdm61/P3yk9BHzs1RuNqKMcZwkJUZzj2dLg1Tl7Q2u+liyDxOU5h3aBAHYweV5BSbATpNEyVnZYzdU8JL1shgztbgJW4oasX53ERZt3iYFjqUpWdKVtmlfBbaUNyOt/izKW2vxpD0YzwAOwcPDIehuCcKNuik4XzAJx3fayPROH9qUSpgsxO82p5qiIdlEonhCeFgDMKdbyRRk2orKUmmP7LRF2w4CayUXw8Gt9NOWaEm3QEOqKaoTjSRgK40x6AG4LNYY1QlmaEgxl+DuyHZbBeAMC7QzkNphjaM7Ca8tTtKy5Dgp8OYzC6H4X8JLP0ooL1cpEPX2otdrfQUsAn2tRhkKbM/+luerfXCtxhdXq5VxrcYP1zSP+dyVSh9cqfAWW3Kp3Eu8L9VdvRBeBjBnuLtNAbjfFIADRRnPAcw0Jwdhjs0pl4asPq6BM+E6az4mS69muKwo4CpY9qaySYV1ea4Y/vVwbbEPbOZhHpgAc2kRV7T+SWsU3h1tKACz7k/VJbzM8xJ8tuSxb4KrYQnwfxHgMcZSvmR2g03erMQJqBM1aTQ2q2tKyOqWPlm6z2gf2HMgWYfxPR74mQIrJWqWpZlKYyZlZUYOEgtqJBuxevt+LNiYKosLFydsx5qtexG3txRbyhQPXH6wFo/bg/FEo8AP20Lw4FAw7jZPl5NFn8fgSoKbVAuJyuu3mCNvtSF2LzdAVSJhHiuAE2AGOQS1XbZ8bIu27TYCbWuGlQJ+miWa06wkBcf0VE2iCSrijVBC6xCrhyJCvNEQpbEGqIk3wcE0SxzbZSu++ZBGgXmBtGfa42iWHc7mOOPT/bQAE/FV0SSN2lJxFXCZOrtW7fOTaZxKeKOOQwmsesMsCi1KTbXWKLYG4uu16uee3yqf9wW33Gfv/VF9lQtHE7w1BuBO0xTca56CB81TcKB4GzbsaxD7F7+/Gkn5dbIQN7GoHlyIEJdTgT6uM2bKcg/2oXJVBtv72NCj9LhGS4fVX3X00eeDvujz7gfSjUaA2dCjADwMXJbCZg+uiFXXTVGF6YdZwHhLR1+shgD8vgIwa/jMICj1caWJR5p2JimNOyq0vbe9AZamGQel+qYGcSrASlMRl/orANPjL0vPRlxuOWL3lWJ5+h6wj2H2yngs2LAFK5IzEZNViKSSRqTVf4qK1pcDfLtpigQgzCbQ8zJY42jbZom0RfqY6TIMS6eNQpTfaNQkm+P4Lisc3WUnSnsiyw7Hd9tJzrhth7XA3brVAocyxsqgeramWaAhmfs0RVOKKWo2G6Ii3gDbF+khZw2zD0aoSTICU1xn9thLGu/kHke0b7PGpzmOuFQ2CXtXW6B+iwPu1HviVp03rtd443IFbYGPBjoFPCqoCtXN+t5ZAHUq55Zg+cn7CBqB4+cUeL16Aj8GtaoVUMFXt/yc+j18TrlAlO9T38MLhjlgBsh3mqegu3kqHrVMxYGS7c8BzEUJKUUNSCpuREKhosR93IJmidKyiV1dIcA1XoSYNoJNOMw4EN7eANPLsizMzAJXtzJIY12eTT1stqYKD7Gwk07+t7T18JshWlJ+VjvZ3hltKNkKQsbOJILM6hm9cG9oewd1kj7TLN5UO9AIrRrEccu/aS34XjYUsaWTfR7LUrOwcU8JYrKKsDg5UxaqBkavReiqOCyMS8PaHblIKKjBluqTKG+pxuP2mXjcNgMP2oJBBe5uDZSD3FnshiM7bdCQYoq6RNoFZSpfHaSF7DUG6Mizw6KAEUhbpIu9q02QtYIQmiMhTA/bFxuhNsVCihGHMyxQkWiCojhjZK8wxIYQHexbbYKWrSbIXWWANTO0kRCujT3LR8N97EdYOn0oKjYZIX2hLjbPN0Rb5jhcqnLF6d0OaM0wR/YKU2QuH4uVwXo4d2AS2nZNQPY6K5zMdcXthgBcqw6QYoEC4vPpKxUsFS7CxKF6Um75mvq6CjPTbrQh3Pa2AyqYfJ+q1HysPq9un4H9DOC7zVNxv2UaHjdPQ2H5TmzMbRbLIB44v1YUmABzJBbU0QPPgq/0pT4DmOrLBneCxbY9Ku5LAe6rVOOUtko99DUwxeCxNgLwcGtHecxVrexw4n0I/qPfILkpCoM/tmGyR5bgCsAefj1tkz0AT1SKGoRYsg+0EC7umgCON9ZwEWBVgKnETOHxJicM9tSGnoBFK7AsdbessWIXWmTcVrlY2YnF6iNXXbNJfWNOKTYXH0ZxbSketc3Co8MzxDo8ODQDd5um4lqtr0TbremWksaqSzRBQ7KZTOdhHgMRM2ckkhboY3ngKKyeMRKzJg1GRpQulgRoIWu5ETYE62DptBFYFTQchzJsEBOqi4VTRmB1oDa2LjJAhI82dkQbINxrGJLCdLAuaARSwrThbfsB0hfqYF3IKGwKH42yWBtsmGeK03sn4PgOG6wL0UZi+GjsXmWMVcFjUJZoj+3LrNGwbTw2R1riQpmvwHi9Zwqnl/0pUM+DpUD1DOQA2YcCt2IxuA/aCgLMQXVW98GtYheU1wnyM2AVBebnVbC5X/rfO01T0d1MgKeiqDwTsfktYvtYiErMr0VSYT0SixUV5owpHpheVxRYmnmUNVosbLAd8r0xXMipUeD3PlR88PusxvUTZf6P/kom4q8jx7wAsJOoMZd6vzVKV26iwTQa028EmTfQYCmZkMkSek0f8KsUmIoqhRHN6mMlRaf4X9oVNfPBrAQVmIUO7psdT7x3A9daxWQWYGXaXoSuSoDH7EhMCAqD66wFUsThzTZWbtuHDftqkVeWh+6DM9DdMhX3WqbjbtM0USSqDQsRTVvMULPZBLVJJhJMMagKdR+EzXNGIjliDOoSrLF2xkgUbDDG5vDRyIjWw1c5Nshbp4fFPkOwLmgk0heOwdrAkQieNBiRvgMRP0cb8/2HYK6bFlIWjkZzqglqUoyRsXgkVgcNQdWmsVg8bQTO7rXF7So3JIQZ48B6Y+xfbYxIn6Fo32mG2pSxSI3UR/QUHSQuMkTeRiskR1rgfIk37jROwXVaCrECP1VgFTz1ddViKNApMD+vyIpKc/oniAqMCsCqWhNK7o/wKoA/u2i4XxX+Z+rth5sNAbjTGIBHzVNQWLYDsXnNAi6rpJsP1Mr9PLiSPLmkCSmlLejjNmOWLBuSPgjN3WVoH7jC1sp7mnT+/8tHA3oUmHngPiwnf9AP//Jhf/HBXODJVBqbndmVJkGcjbOiwIamYi9+P2ykLEOi7WAvMddh0S9TbXmhsE+UgVxvgFX7QO+rAsziCBW2dwpNANbYh2cAu8udftjYzd+zNHEn1qTlIHrTNllxwqVOXCblNDUU7OcNXroBi+MzsCxtP3bt2Yob9QG4WeuPG3Wcev0lkmYfQdtOG9Qmm6F6symqNpujZYs5di3VxTL/EWjLMEdLqpn0DCz0HYX6JHOsCR6FuFk6aEg0xWI/bWRE6WH9zBEIsOmHvPV6mOsxDJvnj0DmMh1kr9THsoDhWDNjFHLXjUbWijGIDR2BJdNHYP96Iyzy1kJj8ljs32CKaL8RKIszRnqUFmZN7o/CjUaY5zUYa4OHY9k0HeSvN0FDmi2O7JooFx9/g6KKiuqpyqeCq25V4NSpXwFZVUrVHytqqVgLdb9UXAVQAqzAHiABoeqbCbn6Pdzyb8V+0IJoPHm9H243+OF+ky8KirciJrcRCfurkZBfg/hC3sujTm5IIwCXHCTAobIWjgsLeWMOnmwqFgM6a5/p+FDPDP/8Qb9eAH+IPu9/JCVl+lkGZiwRM5DjWrdBGoCpiEMt7eTOLu+OMcAfR+iAoP8778vVbxD+MGy0LDMipGxultUYBNhVaVYX26ABl7ZBmnd4/zRNdY/2gbDSPigKPE76MEbZT5BCBrMVpm7ecJwWInYhUu7DtUMCN2ZduPSGrZ5W3tNlxQJXxrLjKTx2O5JSY3Gh3EPKqsxzMnL/qnCipKVa0qxRtdkMlQnGqIinhTDBnhW62L5QD3VJbLIxRkmsCVIiRqMmyQyFMSaI8tVCpPcQxM4ej81l0wAAIABJREFUg8PbLbBmhhYWeQ9FS7oJtkfrIsxbS4DcsVgX+9fqINxjMOa6DUNi+CjsWamLee7DkR5tgNRFo7HIUwtRfsOxbdlIFG0cg9z1o7DMfxDC3IdhjudA7F46SmzIQr/h2BCih5ot9hJssWFGyRQooKmwESRVMflYBZiBmaTZpMDxLOtA5XwG6DOfTLVVsxfXewBWVJqfURSan1UDOQaHzweFKuC36llK9kFewRalkJFbCZb/4wtqnwFc3ITU0lb0cQsMlTZKZh8YxPH+BHKTjflL5EYYykpkjQcWC6EATF/MQE4tKRNgWeBpbiUKPMKOANtLFuIDPRPxwb8dNhL/0X8Q/r3fQKnqsfBBMLnUhDlbLjsx4n3O2NyjWXEhN/R7KcBKCZnwPgN4HLQF4EliN7g/Aswy+exVcQhdGQff8CWw8QnssSOmrr4SrM5YsgYLYpIxa+0WxMSvxJcFk5RmlPwJ+Dx/gnSGtW2zEVWtjDdBebwRyhIMZVuZYILaZFNUbzZCeTzTX6yUmaAy3hhlCUaSDitm/jbRCOmROoj01cKBDUYoizWQ14rijFC00Uj6HEo26KFwox72r9VF0UY9ea401hhlG41Rs9kIResNURCji4INY5C3ZjSK1uuhbKM+8tfpozyelTpDVMQZoijWCBUJpmjfYS3NOWyiYV5Whbi3EqpAcqsoo1LMUPK1bpK3VZRSAVmBkWqqKq1aAg7ArbppuNvsJzEDsza3GhQVJsQE9sXvUi+Y52xEvQ/uNfggZ38yVmeWY9OeEsTvq5BgjitrGMAlFzcitaQVfVynz0SApgdCAVhRYp+wxVIlkx7gd5UUWp9eAHN1suSDP+qP//hksGQiqLSfmHKBp5P0OXBZOcvLXHT4zmjldkb/a+BQUWCuzuDdemgFuASJfpV2onewRri5bIiDj6m+TJ8pOWBlFYYKsECs6YVghoJNRNwnK3E+vI0TZ5WIJXCeNhu6zm4SaLLMzX3TTrCRP2xtgjSpr46Jxud5Lkrn2H5nnNxrj6M7bKUTq4ZAxhmhdJMByjcZomyTISoTDHFgjQmyV+lJ2qss3gAFMQbIXa+Holh9KQOXxxqgMMYQsTO1sWupHqri9VG4kdU1Q/A1wlqwXh/568fgwPoxKNyghwMb9FAca4CyGOV9Oat0sX/dGM179OQ9JRuNUC7FDSNRf7ZZVieMRdUmU8laVMWb4nCapZST2YBEJb7FjIImzysg1/riViNtQS8VrWEhwlNTcWPXmnvPdH+tRvG0V5lHpmprQL7BNsjGqego9EZnqbfEEMzrEmL14ugNPR+rKvzMqvjiZp037jZ4Y29uEpZvLcSGnflyf4i4fRWKDxYP3Cg3mnk5wItWwnteNIwmeCn9D+98hD7vfYDnAWZBo6/YC67O+PUQLVl68omJhQRnXG1BkFmZ46JD3oaKiwTZUkkP/KvBWuAdEGk16HG5yoLwchBWdQi84zUWQnP3HRVgtm72BphZCMUDP+sJdpoSIitKeF8E3o/B3M1P7ofAVdLMU/OC4Mpp5op5ry6fhWuxeGU4Ps11wZm9SlfYkUxbsK+3NpF9CYYoi2VBQamSlcUZSTptbbAW1odqoTaRymeI3cv0kBIxBrVJhijZqIuSOEMUb9JDw2ZjVMRSIQ1RFUvFNBAQi6XapofiGD3kb9RF/gZ9VMYboTTGGOWx/E5jJMzWRvaqMSiNN0JRjDFqN5ujJskEzCc3prB1ky2NFtgRbYx9qwzRLtVCC9Qkmklzz+c543CxzB2XKxRgb0nxwR8PWqbhbu0U3G2cKuNmoxJgXa32xPVKd9yuofJ64BozDVXeuFzlgRt1XrjMSl61N243euNKtS/u1Afg6aHp2L3OBq27JuLR4elSmFAh7h0EKv75ZQD7CMDsRtu7PwlL0g/I4lu50UlWERL2V0omYgurqrQQrMT5RypdaOKD5UYbK2URoP44d/xGViJ/9LwHfu9DKWiwKkcb8a99B4DK+qeRo+U2RLyhnQoWF/3xXgIf6BlJMMf70LIngr6ZqsxVrdJSybtL9rIK6mPZatoyVf9L1ZYUmsb/8ruYe+bFwAuHykrIeQMQ3hlmYlAYJgaFy+JF9nSwuMIx2NxO3svFlrx7DX+/67yliIieidPZzjieaSPlWelLSDIHrUPZJgMBuCzWRKBSS7sLfYYgI0oH1bQVmwywdaEudkSPwcrA4VjgMxwRXkNRuMEImUt0EeU1BFF+Q7F3lQH2rtDHEv/hWOA1DDuWj0HcHG2EeQ5BuOcQxIRoI8J7GCIDhiBnjQFSwkcjd60+Vs4YgWV+Q7F7uT6qkk2xIVQXawJHITHcCI1b7eBj3xdLAoejfYcjUhbqYuX0EdgcZoBDO5leM0NShAmq0ififvNUXKvzRfYGB2xbbIktURa4WOGDc3neyFplgx3LrfFF4WTkxtkgMcIUtalOKIlzQHr0WDTuGI8btR64WeOF6i3jkBZtgL3rbHGtyg/bVlni82IPqagRXnUwTaaO5wPAZ4GlYjN8cK/RT/qBl6YXKCuUWfLflou47BJZeJBa1KgAPHl6iJKFkBuYKMvo6YN5QjkV/3LAcPR5WyliSC5YYyMIrzL6CsQMzHgTayWQsxEVZppsqKWj3NmQK5ff0dEXq0HLwRsrs/jBYgdXUPQGlkD3/lu9eQkbeAgmK3gvAiwQ2zr1+GG+h8rO+xDYBwTD2nu6XCj9zW3wvr6J3C3zE1MrAZ4+mHeM4c2YuS4tNGyq9C2wwnYwnd1lZqjabKr0JcRRDelfjSULUB7Lcq8+IjwHIHeVLipiqZgGWDZlGGJmDEOAXX/kr9fH4qmDsWyqNmZNHIKUSC0snjocUQGDkb3aAOtnaSFk4mAsn6aFAKdPkBg2CvHztOBj1xf5G/QQ6TcUMTNHYEmgFiJ8hiJ21ijsWaWPZVN1kBxugAU+2mCL5rqQkSjfZImY2aNwNNMBOxaZoziGFTp3xM4zwJZIYyz2HYXGDBspM99p8sOZfE9E+uniUqkPShMdUZxgh85iX1SmOSM23BiFsY5YNHUMGreOw7mCyahIcsbWVVZIjDDC40NTUZ/mhNUz9HAkywmbIwyRs9Yae1ZZ4mqVF27U+2pyu88gZp6XQLPqploLQtt73KQHJsD7U7A8vQDRiTuwcFMGlifvwrrt+xGXU46kgjoljSYAy91hlokCMQtBvzh5ZoRMsb/oOwB9/vIu+rz1Hvq89b4sq+/zzvuKIr//LKBjeox9EX8ZqQsu2GRvMBt5OPqbWaOvoakAzCVIbIRnUztvuMy0G6Gkuqp5XvrXnsdUX81QO9CYA1YBZhaC6qsO+m5aF6owP8dqHNNzzAsPsrDD2/rG+MsYfbylZ4APjM3kNxpMcFdu0O0fCBOPQEwN8kTbNjZtW0jXV9VmTdAWpwGX8EpgRRuhj+yVOljsNwS1yQzU9HFgnT6oyCsDByFuthbqUwyxOnAIZrv1x3SXT5AQPhCrZgxCzMyRiJ7CbIMWgscNwTK/4YjyG4LWNBMkhWlh0+wRqE02wNJpQ7A2SEvUfNbEgUiPGoOdS0Yia5UxYueORslmM3QVjsPmeWNQEmsmZW2ufogPNcbdxin45vgMbF9mjorNNmhMs8P6ED3UpzrhXpMXqtOcUZHkBHwegtrt47B1sSXy45zQmjUR6+aaIGe9HfastsatOk/sWmmDxlRnpCwyxc5lZvj+2HSkLbRE7FxDVKRYoCBmLArjrJG5why36pQcMH0uVZewKoWKKWC1jYMQ36xXgjw1qHymwL7Yl78FyzMKsChxO3h/u0Vx6Vidmi3V1E35VUhmIUNRYK6+eLYymRkJ3pKI0+w/swrXAzAhfg993taA3KPGigqrwRzv1vORAW/JaSX3LOhnwruHm0i/BO+CyPIzWyrZxUZ7wWmdAPceAq2LosQvAqyk0FyUJh6NfRCArZ0ESEJMsLk/3neCFwT9LpX3jzq6Mv48Wh/v8n4WFvZS2WP+2dzVB9pOnvDyd5FlQcy5VicowRAzBj3KG8v+XEOUbGAAZ4CkBToIdPgQieHDEDtvMJLCtSWfu2jqYGyJ0EFRnB4Weg/BpjBthLsNQMaCkUgIU6pnIZMHY3PkSExx7IelgcOwebYOvtzviLhQHexeroeSOD1EBQzDyqDh2LlIB6uDdJG50gD7VpmhNtkWsfNGoX03G+SdkDxfH9XJtlhFxUxzlGm/NMEZZUnjsG2pNRq3O6MpzRabw4yRusgUjxq9sG2JOdKiLHFwlyvSl1qjKG48ti63QXOWK1bNMkZerA1K4u1xocQTa+YYoDnLGSuCDFCe4ozv26ejJNEZW6LHommHC1q3uqAo0Rr7NljhdgNzvEr1Tc08qFZCBZh/985SqBAraTRf5KoAJ2QgdPX/Zuyr46pM166xsLs7scFCCbsVUUBAAbHoVrG7FRTEHpPuThEFQTrtHGeMCWfmTI+Ok2fW91vXsx/cM+e83/v+cf+evTc72Wtfz7qvWOsE1gecxp7TYTKZEZKSJ5kInaUePpI6I2gpJ0XNVlblqGvGJvUGvQZAp3tv6PTo8379E8Rs9GGH2sChaD1MHyxacMyIonMELukDtWZ7jTcVRXBW5FoOGYHOo8eJQB03Y9xMsUWSUZZLOyKrwFY3b9oAViOv0JW5ipAIBUV4O7mysZWd5If5Y+w23hQdxk1AR0MjdB5vjF6mU0Xni4311HTgexg6ywJWdvORf4bgZaRVUlPMFhC0AtwgzXTE0SnICZ6I+EOTEOitj0New3HQxwChOw0Ru98YYXtNEB9giqRgE4TtMUJ6CDd2EwTcIf5jkBJggpC1RtjrNg5ntxgg6cgk1EVZySm/LMwCtyMWoPDsLCQenojUoMkoPz8HN8/OwbktExG5ezoqL5uh/BLHhGzxKMUWtZHW+DDNBkmHZ+HK6QXSE5F6bBHyTi3GF4Wr8GHWcqQHWSErhBTCSkaKTmyahMt7ZyPnhA2eZa8U3pp/bglyz1rjXrIDnmY74knWcnx9fTmKw6yQGDgfxRdtZKbtm8IVeF20GtfPWSMpwAK3o5fgYaodnqTZ4zVn7PKWSRVOiapKyo2gVQH8Pgq/z34QxCqAE1PPY/+lTOw4flF0mCnzsDnoDA5eiJVONMri6iz18JW8r6TQKO63bb8AmGopjI7N2Mgj4P0fQMwmH0bifuqkhtIf0d5grERYApmqLuS7zEKw8UcFMC+zsX3UPAuhBKQG5N0EHsFaD+S/ZR+0+h/U6KuJvNpSTqPmLhQawehOkT3q53Yca4Q2YwzRbux4dBw3AT2MJ9X3MPOxI2aZoZvRDMxaqORzr4SYIou5WBnlUSYieFkyBkETkXlkIjKOmCKNWYaTE5F10hRXjk9EVrCSw80Kmoi0oyZIPWKC9GATpAROlMdmBxsjK8gYqQETlTbJICNkB5lKT4U0ijNllbsULzKsURMxDyUfzEDlxTmoucxBzwV4nLwQT5M4f2aBl2m2eJFlK1Min+ba46NMW3ySbYMXmbb49IoDvi92wptyV0lv/XCTPQYu+K7YCa/yHPAwxQpRu2fik+xl+L7ECV8Xu+KrIjf8XO6BdxXu+KncHd+WOCvR9KojXl9fji8L7PFNwXJ8lc+87moZxPyhjO2PrpKe+9cN/o2dahxT0h4dYgFDyRdrg5icmFFYzUowWqsjRUkE8MUMUechreXUEKW8dpy4jMCoDFBlXwDsvuuwgFiR+jwgLZUc5GRBob/JNDQdPBI6PfsoVIJ0gougZiTurZVeYyTuryf9DmzYISfuYDBOtLYopNzJYJyM1rOhnY45bPBhV5o0wc+3FErAaMxFDisORozKst5v3thr/D7yaiScNDpkfC4uatgyI8HMxIhZ80Uyvx3596ixaDN6HNqPHS9UorfpVPRlnnriNOHGusMNYTJrvPTdMqWVEaQBXdAkZAZNlOvpLDYcNQWPXGmSvzVB2lHmaE2REmiC1EATpAWaIjXABCkBxvUrKcAESYdZcTNCSoARUgMmIOnweKQdMUHxhZn4OMsGnNZlEeF5jh3qouZLuZqcvDZyLm7FLsBd9vomWkkUfZJqhY+zlyr52hwCeImM+HASmJc/yVuFLzhrJjx0teRtXxeuwucFK/Ey2wFPZVrYVhrcv8hfqYCp0AX/usnNliu+Ibg0fJajQBwEfcG5Nlb28lcpHW7sH2ah4gY3Y6vwur4LTSl8MAIr9OC/R2EVxPUAv+mEH0qcZahz97lkrA84ISr17E2nfvLaQ8dkxP54EvuBPXzBMqqqhaYqVFJWlRMZ3OD0orD1wMEKlSB4u2miMUFNPqwVhRmJG/XTg670SQxHq+EGAlSCle44tNoiV2buuM2IUdKVNmTqXFFwpF4tuSrpAJ2MeGpnd5m6mONVc7/anJfWVeyrIHC5eWQTvZrn5XMNmz5HctRtDcaipcFYtB49Du3GGEoU7jjOCO3HTkCbUWPRbIQBdPoOxYTJBsgMZnQ0RXoQc7OTkHl04t9Aq4JXAbCxBrDGkvO9esIUV0IUsKcQrIcnIPnweAExG9IZbZMPGSHpsBGygo2l+JF+ZJJU8jgcyVEfTkw8SrZGdZgZqi9xQJMDlAtwL84cDxIsBLyPOLqeaoUvCxzxTdFyKX2z5M3hzYdJi2R8iCNDBJUa5aR4wJ4EAi5/FV7m2MtzvLqyBN8xCt9UWifVDReraWywIQCZF36VayePYYn925ur8XOlEnn5GrwPQSxHKR+zT1jT48CSddF/BzCpBKOykplwUSYySpyRkHwGW0/GwHtvIJat2yTCiBwwdtm+FztCLiEwOgM6S9y8hQNT0IRLovA2RXCZzjiUJ2WPbVuDcdDp0VcBLwHcva9yXY3C/wBxg/56aKzx01D8yEZJ7pf5XyUCD5eNHK23WGqmEw711Xga58ZKcsnzlLSYTHdoSsZqfpnAJNhV4BKwBC4rf3wuZj5Gzla80gZPmSkUpo3BGDQfORot9ceglf4YtBw5Cs1GjEKTYfpoqDcUOgO4YR0Aw4nDkR7MKQiWbJUoLJWxIyYSKRkt046YCmgZaRlhM44YISdkIi5tM8QeV2YgRiJq73hkHzORki+jbPpRE/jbD8Ekg444sY7NOCbY7jQMltN648L2Cbh6fDKKz85UwBplLsUHArg2fKFMX9yJVQY07yUsxP2ERXiURP5rhQM+RtjsPBYfZiyRcf/7SRa4E7cA9+MX4cN0axnl+fKG2pegtEAySn6Zv1oGLF/lLEH0oWlwsR6Jymhr/FBKUDrhm0IXfF3EUzyzBcwqaKpz2fb48tpyhO6dBb9lY4X3Evzqj4I/DO20mAJotT1T2bhp0whtTiyXi53xfbEzouOPY23gJUnzcjaTjVlMd1IJn60B+y/GQ8fGxVNMDdkvQB5MAJMHK1PK9DPYjpkOTmKg17D3IOh0ZQTWrO793oP4HwCWhh+ZnRsqje8sXpBWcJyIlThGYAKZuWMKKDPNRjMR2jpxw0X5TlVEmfxUWe/pAq8T6ALcmWZyf4KXj1WeY7YoifM5Bk2eIfy7JYVVho1Ek2Ej0WjoCDTUGwadgXrQ6TdIkx7kD7Qvxk4cjjShD6QFLOmSxxojJVA57SuUgJFVWelHSAkmwmZ2f7Ru0RQ6OjrQ0WmA7p2awnvpQCkRXz81Cee2jcf4kZ0knZZ21Ai5JyZj4dR+cv8ja8fi2qkpKDg1Dbci5uB+wnw8TTbHAwqTxFngZaYNnqZYSBTmRMjH6TZ4lWGLD1OtYDCoPbp0aIWHyfZ4lUOFHRu8ylqMTzJs8WmOjZz2OZFBALLri5urz64tw4+lzvi10gOoc8em1aPkfcQfmYGfytnP4IJf67zw5y0f/F7nrQi6EMTsAc5djh9ursYys2HQ0WmEosuL8aaCkxTO+K3KC39Ue+Fdtbt0lRHInOz4pdoNf9b64vdazd9uam3mpG2VqTU3fMP0WpGTRPeLYQFw3X1cWl8JXFZMKZNg77cZpL07T0dAx9rJHUt9N8mi2QvbKllWpTMkNWvJOag523/iDDTqO/jvAJZIrOHEjMT/AHGDfnrgajhgCBoNHCpyVGzkaaY3TOkLHjJSFNupssiMBcVPmLUg4KgGzmnmodPmyLQz3ZA4HTKCa6aZROphM+drIi6BO0fuz8cQwIqzjvIYZkGoedt06Ejo6A2BzsAh0JEOu0FKkYbvnWcU5rk798UY42FIOUoOa4TkAGNZ2jw2+bAxuBR6YITs4MlYMqe/AGDskA7YulIfax2HYnC/9rCe1gcE+BE/AyyZ1QcWk3oiwGukNONcPTURi2f0lccxHVZxaRbSgqdgp7MB3BYOwQl/EzxJsJCxpADPMYjdb4rHiYtQG26OIN8xCNsxCc9SbDB+WGf07tYaT9OW4vubK3H9/ELsWGUAP9uhCD8wBS+uUH1nGT7JW4FXVx1FVehfBcuRe24hdrgY4uzmqfCwHSnvIzZgOn6tcsFHuStwest0bHQYi/gji6QvmiVnUpCvrq/C21IXrLIYjmZNm6DgsjX+fcsNj7NW4sTWKdiyYgyiD83F6xur8VMpKYgLkoIXYOPysdjtZois0+YS4dlvzYj7XQl/MG7CuXnfrwpW4ev8FTh+ajuWrt8La491YsDJqupi9zVSZGPD2ZZjl6Bj6+opFShOIpNf0A5pFWXtNYLLFFnm0CVn2CQCq9GXx669ldWNdIK54X7/0TMhs3T99aAzYDAaDBwiqTam22hXy1ZMtliyBK3qz3K2jkOg7JOgDi5dctgMxAitRGlG6NkYMm2WmAfKcRrBPlN0a3kfGv5x0ZuNi7KgtDbgj0gyJuTtfL8ELT+HHDWfoWNfjJ4wDMnciAUYCVBVwGofkwjgQybIOGqCy9smoHXzxujXozXiD03EdZllm4y4w8bICDLGpa1G6NG5FQb1aYkhfdpKdLabORAcBLWZ1VOuk0KwAX5ov3bQ1W2Mvt3bC6Ac5w/ClZNz5LLD3P74NNsWZefno1M7XUw17I3nabaYMKwT+nRvg1dX7ZF8bC46d2iBdm2aoWfX1tDRaQg/h3ECXPJhaqL96/pKfLBzOlo110WHts3Rr1c76DZpgkaNGiI+cDoepS+BkX539OnaGjMn9EerFk3hYj0KP5RxMsUZX99YjV8q3OBkOQLNdHVREW2LB6kroK/XFc2a6aJ/73byfq1n6eGbYndsWWWMpk2aYJZxfxiO7AKziQMkg/F9iaZCd9NVNpmkKa/znfAZMx45djh02A9mbuslpcvoSwMdmijSapcAps2Djo2Lh0jbk+tSD4JK4CypUoSZ4KU8KTdyXccZQ6dn//dfugpgRmGVVvTSRGE1EmsKHaQTQin6DUKjfoPRqL/SisnpDPZQsDrHFJssQ2Mx3OMYElNvBDYpBjvdVGDTmYdRldMe9UsD2n4TpyrAN52KgZOnibcDn4uv07DPwPccXvuHqH25fW+MGjcYSVoATjr0dyDzetIhY/B4JXgSAnyV06+ZaW/knTCV27lBSz3CLIORRPJj61geHo8A39Ho1L6lACfj6FTYz+0tIIvYOxX2EsUb4KC3EaqizLHTeRTObjZFzonZAojlZgPxWfYSlF1cgK4dm2P6+D74KNUahsM6YUCvtniYsgQT9LuiS/vmyD4xH3VxizFtfA80aNAImSfN8fk1quQsFVWhoQPao2vHlsi/sAgPUx0wfYJyJkgInAT/5QbyekfXTUNdhiOWL1I+X8qJhfitxkvSZb9WucPFSh/NmzZBdYwdPGzHy2Mu75+Ll0Vu8HEYI9fP75yNcSN7oGnTZkg5uRg1MXZ4nL0S35cxc6HpUiO1keFTR9GToI7a81RLbN/hgpnLfbDA2UN6WixpY+vlL3067FuhyY6OxSpnGaUnYOnWSQcbMWr2WQ/6vBH1Y82tZMMjqTPtL1su94JO957Q6dZTyVKoZWaCWF2aPLECZCXVpk42sz+YUZjFD1bptJe21D0tvZhT5mJPBUFN2sFiC6kHezB4nQ6TEsUpiW88WUBPDWNycOnpUH9sfO88g2h/HmZY2vfA6LF6wmnZb6sddf95OZFZhCBTmaho3KgRRul1QTb7JELUPt5JyONU8U5jTDfsir5dW2OUXke0btkMnds1RuKhCXCY10cAfHnXJBgO64hO7VujJtIcr9LM8Xm2FX68aYeskGkChpWWevjhhj3qIizRrUNLTJvQC0+SrDBuWEfo9WmP0stW6N6hOcwm9sPbkhV4V+KIw57j5LFnN0/Cl9ft8CLbFhVh89G2eSPMmzQIP5c749+VK7HXfYLcL2yvMcwn94JOgwYwHdsHU8b2xDTDvhg5sAvCD8zBr1U+kk34pdoDTov10bK5LkrCbSVS9+nWBl8XOwNPvHEz1Fqeb92K8cj6YBGM9LuhU5sW8r7dlxjgRdYKEfVjrvjFFab/+MOywcNEa9yLt8CD+IXYvHU1Zi33gbmLl6i4k/9Su4Q+3gSw/+FT0Jln5yijQ/wDLUEJWi4qhdNfgmYcbIDRHcyeCKbPtE698uUTvD00q6eSL+YpWsrNGlrByKym2/po5urUfuJBQyUboRpQM92mLg6LstjBpQ1wlqA5wkRJK0ZXKoiri1GbtykuO4zinMejqMow8ff4G2C1wUsaRCrRoRdGTxiC5MBJSJMMA7MM/9NizncCMoJNMMOwm3xhtjP64eL28Ti3yRDmpr2wcfkIeGn4pc8SPcQfmooBPTuiXauGSD5kjGXzlMgXt28qVpgNlOfY6T4WZaELsclhFA77GKLg7Hy0atYEowZ3QvGFBTJy1LCBDmYY98bjJAuMG9oB/Xq0xd0EG0wy6InWLXWREmKG2mhrTBnVHY0aNMTVUwvwWe4SPEu3Fv0y/YEd0aFNS2SEmKMifDFMRnaX1764yxhrlw2Xy5tcTFGWYI+oQ/OQHLwAr6keKSP4TvilxgPOi/XRXLcJauPs4Gev/FDO75wITLdPAAAgAElEQVSLLwvc4WarRPGw3XPxNM0B184vRt45WyycqifPnXB4Hr68vgyUfX2YvFikZakfJyt6gQB46w4nzF29Rvq1uYlTxXbouEQd63WHTkJnzlKljZGTweLdJQBeX28TO3e5K/pNmoEGLFIQwMw8/O2L1wIwI3F3RmQWOjRAJyjUxTQcb+dmiavvAFGrZHTkKZ49EtqLjkZcBLcs5pI1AFfBzeIIKQgjt1hF0bRPY5/aibdpRpkI4Ab88ch7UJuT1IIM3w+LMv2g06UfxpiMQGrQJEl7pbKBXFOYkJQZQS23qbezgcYYkXuMYTRSAXGTJo3RpFFDNGzYECvMByJw7QS0bKGL/j1bw1C/C3R1m6BtyyZIDDTF0rnK5i9ix0RcPTkD+kM6Cydu366VfNH2cwfhWZoNXC2V07huE120b9caOg0aY7phXzxNtoL+wPbo2K6FqE9mh8xHn27t0KhxE7Rp3QK8/+ZV4/ApixwZtlLkeH7FWhpy2rVugSZNGqFTu9Zo3qy5vN7xDRNQFboQUw37QLdJYwzo1wFNdZvCcdFQKWpI8eLGKvxa64EVi0bIe62KtsezrNUw1O8lZ5POHRSe72Q+HJ/lrcbcyXpo06opjPW7oGO75jAc1gMllxfhUYoFbkVTJFDRNabcFuW37sUtxOOkhdi20wXznNcJtSU2uUcjraXcLzmw/6FT0DFfvlrEqwlgJU3hKzxYjEb8NoAA7mM6Xdn8dCM4NRsfglhOwVoAlkjM60yz9VW4MU/Z6lKBLyDuK7yYesEEF0HMDMX7NUJu006/sQFIezGnrCwDDdBVsI+RgokKdvZnNB00TOb4lEyJFr1hJVE4+gDo9B8InR56GDfRAGlBbDTXzvv+z5cJbNKGtKMTsdN1JFab9cNqi/4IWDMKbHjn1MZx/zFwtxqM3av1cdTfAPs9xuHG6ZmSSdjqpI/0oCmoCZuF/FPzsN99LHwc2LVmLFpqj5PNcDfeEic2mggvTg6chYs7JiNyzzQRNDm7zRSB642kpfKLPHvRjDi01gh7XMchIXAunmfa4uOMxaLQw8oblTWZlss5YYa9buNxyGscLu0wkexJ/CET3I+bh3uJNri4YyZ2u4/HyQ0TUR1hI5pnL3Pt8Hn+cikx552zwPkd0/Es0xHvqpzxUc4KnNs2DTvcxiF83zR8mq7oouWcmoOD3uPgv2wk9vsY4uYlc9yJM5dxp5qw+SJmeCtSURliWyjz14+TzQXA8138ZR9G8FI9ynHdVpkipwXGhoAzyiaOJTobr7VyR1Ubjbs92pJSGGTw9LkygfwfnFEA3Evhv+TA9QDWZCe69oJO157vF38ABDGjOIGjKXYQXE30hqOR3jA0GqxZg4ahkayhaDTov68mg4ejsaxh4OUmQ4ZDd8gINB0yEk2HKD8A9l00HTpCnoPFFcn59hskYK7vae6vB/6tAQsZvQZj/CQDpLNsrAEwp4dTpFxsKqXiVJaIuTTjPywhpweaigxU/pnJInZSdG66TEnkn56Ogg+mSWP8vVhzPIw3x+NkC2m6uR29AHei5+N+3AKUS+umoid8i/0OSfPxJGERbkfOQ22UmQhhv8xejM+v2uKTK7Z4fW0pPsmxFUnTj9MtJUd8N9ocD5Os8HmevYzkUJ3nm3wHPM+wxeM0a0WvN2upNP9Q6I+P/+KaIz5Ms0JthCKHReWfikvzpTr3TeFKKemy/+GjtMVCPT7KWCLK7hT5/rXSDX9Wu0va65OrK/DFtWX49sZyfJlnhxdZVrgdtwCVEWZg3vpx8iI8SbLAowQL1EUtQHkohwWo42amyLRSF1lkWgnghQLg7btcYea6XiIvKS4napb7bxPNEroZbQg8Ax1bN0+s0Jjs0epJeLCP8iBmJCw9/KRLiyZ4DQg8NXX2H0eCk1yYgFUBzMs9tJYmOvdgBGTEU6p11FljrlhnkGaxbE2wqYuFBk0mQ8b61cvqkZFT+jCUDSIrarQC49Q0R/8bDBqq5H4HDFbSeZIFUTIhnCjh/eS+fN2eehg/aSQyWEaW3gYWMUxlxCfjqFJeZgM7R4Go2Zt7cjLyTk1BeegMVEfORfEFKrXPQVnoHLAi9jzdGlRif5BkpejyijI6J52X4VkGJf0tUBtBdZ15KLk4C8UXZoFy/pnBc3Dz3BxUhFFfWPMlxzASL8RDlpCp85tBOVPaFbCd0hx1UfNwN85cJE6pIPQqywF3EmxwL84GH6dR4lRRh6RW2tN0azxNX4xHKVa4E7lQ2kevnpyKvFMzUB1qJnYAH2fbiR0B5VX5urQKYBfbxxlLwee/l7QUzzOW4dPsZfgwfanYJtyJXiQVxIrQ+Si9NAcltF64SA1lRbSQAobcRFIfroblcap2UnI2dhHuaQTA7/NHnmSO7btcYKaJwOoejd527Jqkdwu1PKQSR100ukTSj5c7PB6pEczxc/u1myUPN5i9wSxkdGFUVQGqfdRE2/8AsFYEZkRmBO7JjRxByUiohwacuZO5O44uDVA2fOpGkEfy07+t/3abZqNYv3lUdNyoKK9E18FoQAD3H4wG/ZnKU0DbuP8QmSgh0JuKhNYQGE8bo4wNUdL/+FTknaQmmaLCU3KOUXIOKMqnSqfSB+Kg53hsXG6AW3GL8CKLp9ulCPGfiK1O4/BRhh2+lg0QhTs4seuMb4pWizzp42Qb3I1eKOVjtkfejpkrg5/dO7bFAc8xuBVjhupwRXWyjvYBjLKJShR/lm6DZ5nWeJRqKWXl+3EE2Xxp9KEFwtP0ZTAy6A2bWYPxSc5SKTOzx4KawOxgo1o7PTtoDVB8nvRlmoij8AdFmvFcmoPs8CDRSpqKKL59P24RPrtqg9hDc9CzazsErjHBZ1fsQY22mqj5KA9TBL+Lzs0ShU7xz9AIHfJ/RmBT2JDgpRghZWf5+amZfE8jlF0P4J0umO+8TjZv9FUWfz0NgDm/SKtfHWtnTyzzJ2gVx3qWkFmJozIPtSG4HNZsgZGFLVoNMdDwXq0ihgpmAlO4rjao/8tloRDqZo6bqv7Kxo68WF2M9LLx44ZRKe/+n47qZlHtX+7Trz7/zLSdKgVA0DYZOBzN9Uai1ZBR4p5E+wQqbHY3mYXFDvNRSeXzsPkymkN/C35BDxKs8DjJBk9FgXyJRKFPc5bhi2urYDiiB9q2bI6HqY74sUwZlBw/vCt0dRvgUZoD3lZwwNENv1Yyj+qMr26sxs+FzniVbY3yiDmoC1+Ax/GkDubY76kvG6pdziNwK3Iubp6biQcxjLDsi5iLO5EW+DBpET5Ks8KTJGt8mmOLF5lLwOhHK4NnaYvwWQ6beuzQo3NzmI7pLj3GX1y1xzc3VkiX2osMO3yV64BH8eYi1lIRNlMkATjVTO1jbvg+ynQQusHoWBduhoeJNG9ZDOr8Ru6dJO9x08qReJlui8fxBLAZrn9Az4w5qA2bI1PcxRdmo+zSbPnBU/eY4K0LmydWCJSc/d8B7C9ef9yTMaiu2rRT2h3obyeFDFs3b7EY4Gi90k5JbQiNPgQ1IrYfgNPm3eBoDr2OBWRqyqkeMJpqlvYGjwUOglUWL6tLvU1TgmbGov55tDIW9Y/Vvp/msvwItJ5H+77q6/F5mVXoN1DoAat+3AB2NBgrKbb+ptNB53U2BXFig59vobMHFnpsxo59GyQv+SqbPNMBn+Y64vOrK/D62krRv2VPgdJ9tRrfFq7Gd8VuUgjo2akNnmWtwptKN+mlnTquJzq1a4oXeasQc9gMs4z7wXPpGBgO7w7T0b3wweYZ8F8xCoP6doDh8G44vt4En2YtRoDfaDRo0ACTRveE4bDOGNa3PVwXD0Z1hBmKzs3APJM+sJkzEHNM+mLrytFIDp6JOSY9MbRve4wa3BnrHEfio7QleJK6FH17tMZUw174tmAFHicugZu1PkYO7IBxQztii/MEPIizRMmlWXC20sPwge2g17MDpo7rhitn5kr5mXTlVvR8cS7asNoAo4Z0xrihPTDbuA8aNWyIzStH4PMca0QfmIGZE3phQI+WMNHvhmD/qQJS0ojy0HmoDJ0nZ6ya8AWKl4cm+jLrwOj7HxE42Rw7drvC3G2DuNqTDdAYfPXmXfDYcRBr9gdjS9A5RVrKc3egGBtyZ0dlSg+xmlU00ty3H5SIvGC1B3oaTVFO8TydM7crp3WtSQ11akNAyZTbP5baQ/w3OqA+z//nqNIJPk59jb8d+dj+aNhbD036DUGzgcPReugo0SRmrpj9FewJHr9wsWhPzFvhBis3pabOMw2NHdcdDMGW4NPYGBKOi2Gn8a8bzvhXIfOeSheX0o6oNF5rj4d/W8TeVfd/ANhVAbBhL3Rs3wyvbjjh0BqlUNCtU1vYLzJAuzZMWzVEr65tYTNrEFo1b4KObZrJqfX0pnEC4BbNdGE9e5AUAdgg5OcwHDfOzkaHdo0l+vXq3hbB641xZrMpFkzph2NrjbDAlJW9BjjuP1EcgXp3a4NZRr3xTYErLKbqoUXTxjjsZ4p1y8eiUaMm2Ok0Dgc9lRTdoil9scN9NFaZD8WNc4vwMmepdLXdiTXDrtVKZU1frxNWWQ5GF02ab5eLAYovWqJrx1YYMaA9DvmNx/TxvaXAEbl7Cm7HzBfOS8sE2h+oRjR/i7wU4o610Bjg0JKLFMkcO/e4w8JjM+xFaH2rNJ1xcogiNBSpoeG6jqPPOvgdOCYG0D57jwo5VoHMAU8+YPWWPVjk6o1+kk4jX9X0AKvA0uKdkl3Qvl3+pklb/aO0XL8xUzdj1F3Tvqzen7fzsloE6T8IjfSGQHfoCOkpZr6XHnaDpsyWDjY2snMMiV105k5eWOKzQXKHBKpoAtM0L+Qy9pyOEq3gA6EJOByRgiPRaTgQlY3YxDB8e9MN39xk/6oyjMiGcO2RcBXE3950xg+l7pg6vi96dWqLF7lOoofwS5UXZkzohfZtm+JlgROO+BsJ6C7vmQ98vA5rHEfLdQLwh6KlcLFkZ5cO0gKn4dw2Q7nst2QYniWZ4dqZOejXvR2G9mmP5CPT0amDLgb37YDyS/MkX3on0goXdkzFAZ9xWGUxWB7raD4EH6Zao0/3llg4ZQDKw6zQsllDjBjUCYFrTLHdbax0zg3v3w6blivvxUi/C3zthiHu4Cy8yHKQfmJGX8oKjB/aBS2aN0F6yAx8kbMYB72U97jPbRT2uSmPN5vcT2Rgl8xTCjKrzAfhUeKi9xs2ms6okVeb+/4TwAkL8CRlIXbtdYeV1xbhvtyXkd6yY5IZiHWHjovhupi80Ph5zYFjIjNKEHP2iA3urtv3Scgm76BnxoBJM0XMpH6ok+P2TIdpl4wFaJopjfrbNSP4mk0bhQG5uJnikfN0SufaYOhwo9hPs9EaMBS6A4ejxVB9tNUfjc5jJ6CX8SToTZuFkXPNxdibrkVzltONaI1wdX5I9jWv2X9MSD7nqWiMt+9SPA6HJeNIZAaCY7JxLDYHx+JoGnIFwfFXRFr1WEI2DsblIjYlQvgqAayC9r8dCWL6Obyt9ILFdD3oNmqM6lh74PkGfFPihcH9OqB319b4rsITh9eaCLCyTlkCD7yx212pXMUcnIYvcm2xxn6o/D3+4DSc3qyAY8vKkXiVtlCkWIf07YCBPdsiMWAyOrXXxWyj3ngSb4Y70Wawn6mH1i2bwtFiJBwWjpDeh2ULBktKrVe35lg0tT+KLy1Ec10d9OvZAd52+vC2HQ6fpWNEy/jG+TkI9J0A6xn9paeiWVNd7PUcjxfpi2U6u/DcNIwa1B7t2zTFlROz8CLVHIFrlPe4w2kEtqxUfnwmo3vA2XIAnCwGwdVqBE5tMsLtGNp+meNWhFKsYOSV6KtldqNu3tjML25HCQsFwHv2eQqAHddvkQDEsyXt37z3HsH6wydkSllsttYeOo41B4/B70CwRGKmKBSN4N1YuXG7rIXO3qKlQDUeRSdCExElKjKroLXUKKoeNdGzYV9lellNXfHIFBqbepoNGo5WQ0eho74huo0xEV1iSk/Re44TGVNsHMFTPw1nlq3dIk3OPnuOwP/gSWwNOo+dp8Kw53w0Dl5OQGB4GoKiMxESl43jCbk4nnwVJ1KuaqTqr+F48jWEJOUhJJHrquK3kJADFcAxKRH4uthNyRb8TZhDnRpgE4oyucD2QvYFXNg9QwA4YXgPHNkwA4umK4D0XTYO+HA9dnsoFCI5ZBHw2A/bnRQAsxjxVd5SeNkoUYubo2P+SkTr0qEl1jvqw2q6Uq1btmCgqGK2bNEEk0d3k/wxJzX6d2+Fdm1bIu+CFfZ7Gsv7cJg/EPcTLNG5gy6mG/YEZaAmGfZE25ZNhc6c3jwJbotGoDJ8MeICpsPFcjAu7ZyGTSuVphyH+UPwJGURCj+gV9xMuFsNkeedNq4n1q8YjX692sj19SuGICV4Otq21JU+jyP+Y+DvMEJ0Lmq4SaMdF8EbYa6kzP4j8jJ9pgBXAfAiPEhcJK+974AXrH23gaboKzftlPwvDTh99h3F+oCTKoD9hUIIfdh7BF57jwgf5uaNkZdecVx0fu9jOk30gRlx64sA6uldG8AUPSHQNUdeVjMA9eAdMERGi3qMN5VJDMpCiZ6Z/SrMW+WORe5+sPXbCMeNO+C6/SB89x/HhiNnseP4ZbEeZTc+RS6o+RsSk42QhCtinyUqhmkFOJF2A6c0S9GWzVckOlPodHNd3G5o3cS5KjEMoWlIfA4C4q4hNj0a35S4y/AjJweUcRdF20BGcgooibSq3tCEl5ke2+81RTq8dBs3AkHmajMGL6+74Pc73ji+cSq6d2mDvA+s8dcDHwStn4pundsi/dgCfFvggO3Oo9C5XQvE75uIExvHoXuXVjAZ1ROd2zZDq+ZNsWjKAMmpFpyZi4F928Nm2kDcjjbD/dh5CF5nhP7d26Bf97aYOr4PhvTvhDV2BniQaI3RwzrDaqYeWJSojl4MyxmD0LqVLtq0bgpjg164lWCHxCAzDOjVCd07tUavLq2xePpgVEZYS+Gh6Pxskc66enwqlswegJbNdOVHYDyyB3p1a42tq0bhWZIlTm+aiOEDOqB1yyZSNrecOQillxbgXhQBvECWRF+tTRuzHarxI8HLKRN6zT1MssCHqRbYe9AbNmt2CniZGSN94B7Nd18QNgSewo7jl6Dj6L0O3nuPwoPjRDsOyulXJFa37a8HMAsc81a4orfxFE2k/TuAVTCr/FUV/lPBKoUCTb6Vt3HpDhyKHuOMMMHcGtYea+S11+wPwcYjZ7Dx2DkxdN5xKgy7P4jA/gs0JEzGEUbWKFKALDG+o6J6SGKuRNMTydcUCc7kaziWmIvg+ByExGbhWEyWKLMHR2XiaFQGgqIzEByrPP6YPP4qjiddU7zIkvIQlHADsZnxYujC6V0OHCoCHBz9ViYa6DJJQ8BXVxzxkhMQ2Q5gOu37guV4mLoU5eGWuJdijx85cVustA2+znPG02wOQjrhuyIXfHrNBY8zl+P11eXSp1AbZ4n8s3NR9sFsXBfrAVrJzkZGMIUCp6CafshRc0T/7OoZaqHNkdJzdehcaXypvGyO/PPzxe/4QdJS3EmwxuMEa1RFWOJ+gjU+yXLEVwUrRN70Qcoy3E92wDelbnhT5Y431d74ptgbj9OW42nWCryr9JapDDoKPUmxEQ/mmtDZqLw0B6lHZiDl6BSZoM45NRsF5+ag8vJ8KaBUhpshJ2Q2rp2ej7p4vl+aLxK8Gu4rLqTvsw4sjNyNV4wYBcCJFnhIO7AkC3yUaol9h31hu26PZMlctu4X6V/yX9LdjUdOawDssw7MQjB1tnoz77xbs/aAVQ/pC167GXM1dgNSCauXlVLlpbQ4rgagBC1BysUGdlrM1nNfDn0OGoo+ppNFVpW7yt2nw3D0cgqORWYISI9GpkNdBK0ANzoTwSoAY7MQHJ8t/FVAnJCLIHqHhafgwMU4idK7Tl0G3c3pgbHt2HnZtW4/dh67ToVi97loHLgUj8CIdOHBJzQgDkq6gfisBHxX6gE2XHPUnFGXkqIU6qBnGr3O6IXGogAvc3r4k1x7fJ7riC+uLVcMVjg4eXUl/nXdEZ9ddZApXk5BsFn7k6t2+KKAqukE90plCvnKEnycbi3ey3Wh83A3coFU5yrERHwmqsNn4EEsPZV5Op6Lmqi5UjSoiZgrJdm7cdz4WOJp+hK8vGKHF5l2eJJshecZNvgsxw6f5Tris/zV+LLIGT9XuOOXGi+8q/DGm3If/FTljV9rvPHHbV/g/hr8XLcOP1f7yKTE14UueJ23Ukb0v7jGkrIVbkWaa4y9aTU7F+Whc8UqjH53t2MXSPFFDBfDFdNGbtxk86Ydfettd9XIq4C3HsBplth/2Bd2/vtEdIf49Nh1SPjvuoPHsenIGTUCrxXKoJh7M2W2F6tknGgn7Ndslv5LNrvLVIbJVGlGVyPs34oDA96XZFXgCnilTMyNGSVatXhzv0Gi0UDhkRXrd2D94ZPYdzYagYy0lNPUgFYF8dHINKELcnt0Bo7GZCIoTgExj3Tb3HsqAv4Bp+G++whWbdkHhw07sGTtFhmXsvXeIEeqVPJM47cvCJuOnsGuMxE4cCkBAeGpOBqVicMxuYjNjAZNDWW4schZ5sio18AJXhr4EbyMvOL2rvEZ/ugKTQFpVO0k3muf5tnhWZYdHiUvlWzA0xRrPEimbxu/sIUSaThB/Cp3mSjB/15FKwM2dDvg4zR7uFkawFS/C1KCpuFu9DxkBE2Hv/1IbFw+HIXnp2PLilEwHNEFl/dMFINtxVp2AejBzL5accvMWIwPqRNxdZlQnq+LOIfmJvYJP1Qo5jU/VXnhpypP/FTpgd/u+qAk1lEmJ46un43f7vjhx3IvvKv0wqd5LtjuMQEXd83AJ9kO4pB0K5qOoszxsuQ9G+Vhs6X0XRXOyPsevOrGrT7ny4adODVtRtrwHrwEMF3tn6Vb4WCAH+zX75NMGCmt565D8NkbhLUHT8oGfduxC4pTp/uuQ5J18Nqt5ICp0E6Tl2X+2wTA1Nil9BLNCbnpYsZApQL/PGpHXk4lU92dFEOyFWr+V5NmazBoCNqPNsSwGXMw02GVdNozI7LjVDj2n48Tl3IBblQ6gmQpkZg0QAUwaQDHq/eeixJuZOmxFjOWO2PastWYvswJUx0onO2E2cvYbectKTVWHWnwwqPT9v3w2h+EdYdPYkvQB9h+Ng4RKRH4odwHP5a54V8ab+Tn2TSu5tQvm8IJYAKWFq3LQKd1d2sm+buhOMIGbys4Gr4K61eOwdB+nXDlpBk+SrECv/DHiQvxYfJCPExg88oCxbctdwUO+U5Czmkb/HHLG98WumPp/OEY0Ls9ykOtcD95MUYM6Cy51XEjOqP4ojmokdajcwvxxGCTEMvMTxIW4qM0C+k8e5pGECzBl9dX4C0HKmU4k353PviRvneVvnhX6wU89AOe+OPPu774674frp6zBXPH652M8ee9tXhXy8i8FptXmWL2pIGojl+GH8s9RYjkxxJnfHHNQUrn7HjjZ6JrPf3wxKdZpQ4al1K1YEHwCoCF874HL4HLRZf7j1QA+++Dy5a9cN12QOQfCGD2AbOMTK00nWVea6U5mKknps5IkskzuMiFmZZa6rdJBjs5Kdxm+Bg07j8UDfoy9aVsztRIrG7U1Ags3JezcGr0ZcqN4CWQeWSajQ09g4eh45gJMqxJ1yJqE/sfPoHdJ8PF14ICx8diMnEsNgtH45R1JFaJwAqA0yWSeu4MFAHruStcJGOxYLWn5IE5jm3jvU7K4t7CoYJFC5hlclvvjeKTsdDZB0u9N4hCe3RKON5U+OCncg+JWOS+jGIC4iwbUDhPWbYiRPL5NQeYTeRkhQ5GD+2Kp5lL8We1G+zmDZDb0oPm4/MrtniSYCnWW8E+hkg4PA0fpy7GvwpWIem4udzPco4+HuS6iqVXaZQtkkPMxTftxPZZ8nc367Goi7XHV9ccUHR5Ec5unYnqSEs8SWIhwBxR+6Yg2NcQqUdn4qN0a7zIWoy7SUuReMwcUQfNcDt5JX6/uxZvqz3x520/sRK7HroUMUfMcCttNf66549vSl2REGKBOykr8NsthVLUpazAdhcjpJ6ywW+31uLPO374utgTN0JtUJu8FMUR1ji3cwoKzpnhRZrS28H+CrqF0rhc0mY0NleBq0mXqZs2RmDtKEwA10dgUggB8H7BJzdw7ANmGZmeJjrLvNfJH1QAqyBmKk0tbFDWhxu52cucRTyEqu3s220gclJ/T42R77I9Uns14hQwG2mYViNoWQjRRGGJzH0HoKHoqlHd0lSsCcxWuYpyPE/z+85FC7cNJm2IzxazwuAE8l/lMinEoUvx2BFyEesOnhBrWc+d9LoLgMcOVhdJ/OkHdxH7z0Tj4LkY7D0dKf8EVh2pxEnldkblzSfCkZgZi7eVfnhb5Y0fK33wXakbviriwOFKibjkmB9n2eJZBlsUrfFprh0WT+N4fAMBmsWs/nhX6QpXKz00bNQIBWcs8EXeSjiYDUObFk3RrkVTtGnZFO5LxuBJxkoYj+Fgpw5atmiKyWP74lm+G1xtx0J/cFdknLDEQM2QZNcOrWE3bxje1nljt5cp2rdpgfwzC/Ey0wGW0wfK7r9NC120aKoLT5vRqIuxxPgRXdCjU2t0bdccnTu0xOnt8/DX4w14me8J8+lD0LZlM7Rv1QytWzXH2a3zUJOyHJ06tcAWFxPg4404tW02undqid5d2spI0LTxA/CywAWf3HTDkIEd0aVLG/Tp2QG6TRrI80cdMpNWzg/Tlkg2gR1mtLzlYtPTXaEO2mmz/8KBUyzxLN0SBwPWwGH9fjHlcdt5UIKqbOACz8h+Zjfd6lmJY86XHJjg5WV+qWoU9tpzRPSoSKBpP8s+YVoCDJw8U6wCGvbVkw2a5HM14KXmg/bS1RuGxuzt/Wc0JpBVMPfuL5Gafb2t9cegp8kkjDZb5SEAACAASURBVDGzklkoApB6WIcuJojnMW1hmQI7kcLMwzUcT72O48m5CI7LwJHIVBwJSxYx5MOXExFwORGBoUlyG6lHSGKOpM6Y/z0akY69ZyJkQ+B/6AS2HjuHfReTkJQRgx8rfBWfuCpf/Fjhhe/LPCQjwcqcKvKhOPnQEXMVLKb2R6cOrWE2WRmZ2ekxAd52BjKNWxtjJ0AgSN2sR6Mkzh4ulkrDzqld85B4bBE4IjR36iDkhtuKuaLt3KFo37oZHmatwv51kwXgqxYboCjWDv++uxYbViv52qqIxdjnNVH+7mk1HDlBs7Bk9iB42gzHs5SliDowG0WXbFAc5oBe3TsIPXhd5QcvR1YGG+DoxukoTV6OFYvG4NxOM1TEO6KBjg62uhjhcbYHmjfThZF+TxQnrMTZnfNkVm6l5Rg8K/RA9y4t0LJZM4QHWCH8yCI0btwEpuP64W2Vn3i9UZWHbaP0G2GEZdrsdoy50joZTw6sAJktpQ+SmD7jUijE83QrHA5cC4cNSj8Oscnoywoc6QP5L3WDhUK4aIxdVGUeBcyKUg9vI5VgTwQjscv2/bLp4qmeJoikEwSmGnnZNKMNXrkszkQaPQjyYk1frmzsGJUJYtIKHplPHjAYusMoejIeA0ynizYap1F99wdj15lwBEYk41j8VdB69IzGM4xG3heySnAhW1nns0ogMvR0s1FvyynFudwynLtSKo87mZCHwMuJ2H0qVPgUT0m7z8YhPO6iFDK+K3EW4P5Q7oUfyj0lElNqiWk1RVmGGyI3idQW0weha6c2uJ+yErNMlH6E3px9a9MM5QmOWLloOHSbNsLzay7Aqy14mr1CxudXWQ7HF4UeaNywAdasMgZebcIfd32xZO4wtGujiy/LPHE9fIkA9PT2mRIVcXcdNjkpAC4Ls8Vc475o37a52CK8zrbCJ9mL8XWBHZ6m2mK/rzFmGfXDwqlD0L1rO/Tq2hp1ma6YMKo39PV64q9Hm4CP1gEfbwY+34GKmKVo0lAHu/0mIfyQmbxuIosvr3cCTzbAaGwPaRq6k74SPbq2xPzJevJ5/v3AHyMGdoFe/074roL82k/+Z9+WeOBfha7iMU1dNRqO309UwMveZRYxhEJoNm+PUxbjaYoVXqYvxpGj67B80yFJ8TKg0pBy3aET9QBmmlW00VZsZJVjj6TS3MSpSFHoEeBqojPBy52grB1UcN8s4nnUORMtNE30VVV3lNEgZSpCEbTWF4ciqvNwEpmTE5zAaEgwMzshvJjcWFOe7jsIjQcMQ8tho9B5zASxsZ1k4wj7dVuxKfgMDocm4WRCLmh6R1CG5lUi/FoNwq7V4HJ+HUKv1yGs4Jas8Bu3EV54B5GFdxFZcAcXcysl7xsYloI9p8Ox9dh56e5fH3AK3gfOIOR0gLhyfk2FcemFcBUh5voutEI6SrqBwKaL/a+3/WEzc7DMoL0ucMfzfGfpMGPEbdu6OWrTnbHTXYmSccGLgRfbEBmg8N4d3qZ4lucsQHGxGQc83oTf763FknnD0b5NM7wuckfmB8qE79H1k4A7Pvjrti82Oiml3PJoGzgvHoWGDRsgIWAuvsxbhtCdk5BzbCZObJwqz+u7fCxuJq6EkUE/dO3QHPfzXWA5ewjatm6GmiRn4IE/0k5ZCn2ojLdH40YNwfeVH7pUHr/GcQL+erYZD7Oc0bljC0wz6oeHeS7o1rkFFs7Qw78f+uNduTdGDeqAoQO64PtKX/x6ew3e1jBF5wNmPL4v99TsJ1aLaiUp2JNUgnmRFDAYhWUTl2IlAH6Vbo1AAnizwgxYPma1mNkqNQLvOB0GHWsXD9E/Y68l2yZFXkrjF0c6wRwx0c9cLbMU3ORxuW07gDnLndBt3ATJNFCohDYDnGGjfFT97NpQfdEM5nVKSb1fI9CcI0CkFuyFYKZC+DE3emxqHwAdSln1HSzjRpx96zHOBMNnzpectOeug9h3JhJHY7JwKi0f566UIPR6FcIL6hBaeAthhbcRduOWrPDC24gouoOooruIunEb53PKpNS8++RloQ/rD5+SEW3yZOedxxB0/ABe51OnVlFrpNkh02dymktU9HipzvhtsQfeVPrgt7vrMd+0Pxo0boQnV5yBjzajONoBbVorg5J1yavxMt8LIwZ1RTPdxhgzoheaNmkMgyE98HEeWy/9MHpIDzRs0BAm+n1RlbgK9vMM0LihDj4tcEX6SQXAB/wmC3j/rPWAj4NSbr4ZaoVbScul2ae5ri70B3RFgwYN5QcVe8BMWh6nTugNtxWGaNOqJVo2a4qPb7ihMMYRndu1RptWzTFqaHd57Q2rjVEW7yig5fP/8WQjrOeOkL/pD+4mg6OtmjVD5rmleFnkgaZNG2GO8UDgvr/QrP4926BP9w74vsIPv932xdsab1lvarykWML9hELH2Bvtii8KnMBiCceUOOL0MJkZCSs8TV2MVxKB/bF8M5MKSvVt3aEQqcBxA7edFOJMOHQsndyw0MWnPr1EVUpSCGVTRwArWQlu6tTlu/eobPBWbNyBaXbLMWDSdJkWbj54pKjtEMS0oGV0lqNcfj+kqUZnApgUoyln3gYOUSYmqAhP4DISU0iFkxp9BsiGsaneCLTTHyd+dOMWWEiDkc++YOw/H42guEycSr+BC7kVuFxQhzBG3Ru3lKUBcGTRHUQQwFfKcTwxF4FhSThwPgb7zkZiz5lw7Ai5AL/D53HygyB8dcNJAKzw3dV4kW0vEYLjLzztUUHym5tu+KnSC7/cXosLe2dhi5sxvirywq91PsBDf6ScsID/ckM8v+KEvx6vw9McJ2x1M4LlTD1sdTfB06su+PddH/xxaw1qYldKJF0ybxjqklYh6tACbFptiK9uuuBWgj1cl4zC1Q8s8WOFO96UuSPpqBnclo7BnXgH/F7rjdrYZfB3NMTCGf2x030CHqVQG9gZoftmwXr2QKx1GIOQ9bOww30iPi90FzpQk7gS3o7jYDVbD0Ebp+Pbcm88v+YEP0dDpBxbhD8ersG35b44sZ0KQoPhajMKReH2ErG/vOEm/cQX9szBb3W+cjYK9J+Cg+tm4KcqX7yr88PbGq96EDMav6n2lcXCyY+VpGXe+K7US8QDyZeZa/8o005Gr0ghAoPWY+WWQMEdOybXHT4uFTj2vjCFJhHYyskdi9x8BcCO/tulGqeaHZJCMAozAqvgVbMTJNS++4ME7Et9Nom5di+jKWimN1Jko5r+kwvzumYxQ6HyZJk6JsA1on98HKN5Q8lYMAprybfSHWnAYLQYMUo0Iah/Ru1gG6/1WHP4OPZfTkBIAqXnS3D5ahUi8usQWXgHERoAR9y8i4ib94RWXMwtVxzP0/IRkpSLoJgMHA5NwNbTMTgXdgpf33CRSplwXup13XASWkHDP+Z+WZ2jg/1P1cqXhIdrgSfr8HONl9z2psoLeLAGeOwvudSfKjzw+x0/4NF6/HV/nRx/u+WH78u98F2ZB36t9ZbN2b/vrsHbKi/8WuuDf99ZI62afOy/77Ko4C4bSE50vKn0wO+3fPAt5U9vrMabCndJb/1xR1NNq/EWDvrnbV/8ftsXf931Ax6sAx5sUEBV7Ym/+P6ergcer5PjL3U+eFvNH98G/H5rrYDyXa2P8veHfM8b5b0ziv5U4Ym/7q3FH7f98EOZB34o98Cfd9fg3/fXC0gJWDUC/7fjmxpvBdDcJFfyvXrhuxJ3Jdtz3RGv8+wRfHIbVm1ni2+g7H/8CeDAU9hy9APJOAmAFzt7wMpzLTiZ7LhuG1Zu2lWfd+PGjSBmFCZwhUowT7wnUBa7wfz2BUttmvejLcHQafPEwIUgpPGLgFUFswbAKmipAUFq0HbkaIng7TgmP8xATGAI8IYcxuSwptrxRlCTavQbJNSDj+s5gc1A8zB1iSMc123H5uDzCAxPxcnEq/gguwxh12sV+lB8D9El9xFdfB8xJQ8Qc/MhooruIfTGbVy4Vo0PckpwMr0ARxPzEZcWhe+L3fFDqQt+KPOSatSPFQoguJkjcH+o4GmREeX9F8Uv5adqfjHKkipXtadS6aryFC7Ix/9Q7i4bQlbFmKLjRlC9LGJ3pe7g65Ff/1SpfsGesqFkiZv8WxXF43UxJJcKmwfeVGmAUc0IuAZvajTHal/8pEbAar5PL/xY6Yk3VZ6SF/6p0hM/SlVOKS3z9ZXliR8rPfCm2gtvpADC25VNLUHL7IwqzMf3wcfw//K/AVgBNe/H9+eHN9V+wpf5+B/K3PFTqSui409gU0gENgSexNqDx7CWFCLgpACYEZgdiDrWzh5Y7LlOBjiXrdsmuVCWkpk85vQnN20UwFZ4sCKErdIK3ibRee8Ricb8pVDpkurqnQzGCycmLybvVSiFuqmjzKq+oukwgloOY0R8j+M+VOGhkk57avgOpyniSDQhxWBFTzrcaGegWBqwCNJ08HBQ/X3Q5Jkiij3H0VWMyrceP4+A6FScSi3AudwKhBXdRhQBXPoAsaUPEVf2RFZs2RPElD5GVPFDRBTew6XCR8i+mStAeFvpIX0CCiAZnd6DUz0d8siNCk+bciTPq1S+ZH7RAgLNbdzMKF+6O74vo3y/osgomrgaAPJ2gkKAoPly+WXzh8HnV3ikErG+L2NmRAERn1der0o5I/xcq5zGeSp/V7dGs/zwcy3BwufSlJBZRq5fvE3ZeMln4Oeo/zzKa0qkLFVAy2wM+6QVewAn+Ty8//8dwApH5nvlestV4ytngXfVHsgpSEBIagmCYzNx4HI8dp4Ow6bg85K/3xZ8ATtPhkJnsYsHrDzWws53o8hWkkawEkYQs4HYaSvtt2gCruSH1ZwxibXXbiUq1wN5z1H47DuC5eu3iscF5aAoWqICmBkKmruo4FXlpFTpqK5jx4uvBo9dxkwQtR0q7xDMjNbUjpBRe2nhVJrmCWqm5VoNNUBPw0kYNp22XTYwW+0Ot50HsPtMJIJic3A2sxCXrlUhovgeYsseIa78yd9XxRMkVDxBdPkLXK8sxM/yj1Qij3oKVE57/JKV7IMCKOaJfeQUKNFVopMmKha7SUMMgcYvXgGzViQvU8BHwCr3Ue7H55HTdNX7CC9fcA139mvwRvNjIVh4JuBSfyx8bwSoNoB/ubUG6iKYBcT8UdQDVwXxPwDM7IH8SHjGUDZeioq64nWh9EQrl/lj5A+UkVSJqmoU5hlKXQpg1f+nevy51kferwrkX2r88FutJ4oqcxB280Nczq/BuStlOJl2HUdiMrH/YiJ2nInCTlbibF29JAtByR6HtRzf2AJGYsf1lFhlz4ACZpZducHjiJFE5f/CjVWeTBBTAnOMmQXaDR+jlZ1gRsJA8c7Q6J6pAn6id0YBP0OTvy3OtFEHjfejnW2zoUpEbkjNCLUHmZGZypcDhwkdoa2twZwFmGKzTAovvvs0ngqJV3A2uwTh+bcQVfoIcRVP/w7i8seILPsIV8vylchbyS9WE/lUkHDzUcHTuXJKV8D3z4hKaqBGWOaMXeW6mnaTiC4bGc1pmu2LEhGVHwc3OD9W8NTN19cGpBJJCcC3EkmV0728Rzk7KEB5V6cdfRmBlfVznR+45LHCQQk4DWWQaOutpLw0n03R7X0v/0/AqqNU6qgV8+H8rNyQ8Syk/cOpf11NhFUB+r8dVQCX1uQhrvozJFR+iNiyx7J/uXy9FheyinEiKQ9HIlKgs8TVWxR4yIEd1myW9klKuBPEBCEdO7nY2MPmFwpfs7mYKu7Cj3eRHyubPLX0TF7MrnmKUVCUus2wURJ1lYg7VoT6VOBSdVIV6VPBq8qqqu5GvM77EOTUQKP4H20LmIJ7H5G1aMWgYaL8rjdltrh6znF0EVVv/4ATUqE7k1yAi1cqEVV4V/4xceUKkOPLHyO85ENkl+QpAConP2U0VSKqgLL0/Wmfp3tq5gov1kRTcloCVhrhxdBP4asqTRAQE5RMLXFnXuMn3PRtrQ/UJVyam0FNhPxnRH13SwUkAeODN1w1miimAasKHvVI0MgZROgIN5rkv5ofp+ZHqfww1c/6/n0rn0fpi5bPJU3+iqK6nFnI1cl7a5UfiPqa6vHnOl/I+j8C+ZcaX/xa6wkCOL7mc6TUPkdK3Qsk1zxHYuUzxJc9RFThbVy4WgGdpW5KCo1z9xx+ZCRmGyXHmO1EuX0jlvpsFG6rCJ1sgaOAebt0yjMiq5kKAliyE/uCpGritfuweBrQ8JBUgFRBRPjGkCIoi6DUXlSVJJC1QUwga4OZDp/kvQQyI3JD9lowGrNZSOjFQDBCNxuij66GJuLQOcnaXqZKVm/cha3BF3AkIg0fpOXjwtVKRBTdQ0zZY4nG4aXPcKX4On4s98b3NMEu0ZSQyff4xYkhiavIiH5b6ib0QeG/pBJM2DM15Ck7arm/+KLxedzxbam7ZBx+qFTAS773cy1pgcJN1cgkt9f44h3/LqdfNbIxAqucdi3e1a3VRFQVID54V+2Dn6u9ha+Ts8uSFJYCWoX+cAOnRFuFl6uc2gvfy9lFoTbvf7jKj5g0gZ9ZuV1Di6oY9f3wrsYPv9Suwa+1fv91/VLLvytLzgS1fIzyGbWPpG78PxDAZTW5iKv+HMk1HwuI0269FCAn1b5EYs1zxFV+CJ0l7t6w9VGkVBkxqYBCWVX2AFNaigLXlLVUL1NkjffhkszF+m3ClVmO9tx5WPLD9SA+ECw8mcqCdBDqNEoBHZUlCWgVzH8DMCVTNd5yNANXwasNYAKctIKP62AwVoom7ICjcLYURLSpxUA9qeZxapmmMNOWLhefBbbnbTt+AQFRqVKSvpxXjeib9xBe/hzXKvLxS7U7fil3xtsyF5HT/6nEBT8WO+HHEie8KXXBmzJXuf3ncjf8Vu2F36o9Zf1S5Y53FfRa499d8YaPK3HCT8VO+KnESZ6PHmy/Vnnj9xov/F7riT94rOFRuaxc95LbefmPWuXyn3XeUJYP/qjzlvwvn+O3ag/8WuWGX6pc8UulK96WO+NNmRPeljtJUxH/JqvaHb9yVXngl0p3zXLDuwpXzeJlD/AzvSvnZ3DDz2Xu+LmMRze8leUqn42Pocg1X5vv7991mvfJ9/o/Lb7/WuUzKJ9J+cy/V3vK51f/B7/XeoDFmorqXMTUfCYAJohTNZE4idG47gXSbr1SXIpsNIAlaFXgcniSwLV08wX7gS3cfKVwQJFh3sajKLp7UnSNohPbZJJD6Zw/LJ3zzBOvPRAidII/BG6wOhoYaiLx+whMZXZFz9dUIm9PLeCKqDV58XgToRGkEryvuvhY/hD4o2AKjuk3kZBSQczpERkeHYY2I8bIXB/tumYtWy0tluyF3nk6VMaMLmQWIez6bSSVVqOiKhWVlakoLUtC0c1YXC8Ix7X8cNwojMaNohhcz4/E1bxQWdeuh8t9yitTUFmVJqusPAmFRTHg3/LywnH1aihyr4Yi7xqfIwb8O+9bXZOlWZmorc1BbW22HKtrc1BZl43KmixU1WSisioDlZXpKC9LRUlJIoqKY1FwIxLXrvN5LyI76yxSU48jKe4o4qMDEBdxEAnhB5GSEISszDO4lncJBYWRuFkcg5KyRPlcpWWJKClNQElpPIpL4nGzJB5FN+NQeDNG3jvfp6wbUSgoiJTbeJ+y8kRU8LNWp6OmNhs1dTmouvV/W9W3clBbpyxelsfxc9Zlo6o2G9W1PGahujYdudW3kVT9UgEwwVv7HMm1z0EAc6XeeqkAWI24cvTyF51gRk0qVXKc3tzFWyyO2FfLxds4pbzQ2UuuK/4a/rBfuwXLN+yoL4Yw3aZ2EPnuOwprT3+Jgj0MJ6LrGCXjILYCGgCroFS5MK/z74y08jeCVyNqrd5HBK01yu1dxxoJkNl7weYimaDWziEzQg8aijb6Y6E3eRZMrZaKgDf7OnwPBmPf+TjJH5+7UoFLN54iuvQFYspeIrLsY1wufowLNx4h9OYzRJR+jMs3n+CDa3dxMqsSJzIrcO7aPZB+RJW/RHT5K0SXv0RE2XNcLnyKc3l3cCanFmev3cGFwocIK/5Q7hdb9Qniqz+VjQo3K+R7PMZWfYroyk8QVfYC4SUf4VLhE5y7fg9nrtzCiYxqBKWU4HB8AQ7H5eNoUiGOpdxEcEI+DkXmYOcHCdh8PBIbg8KwISgUG4+FY/vJaOy7mIrAuAKczqiQ9618lqfC+cOKnyHs5jNcLvoQF4seSyrx4o2HOJ//ABfy7+PidWVdLuL9P0Z0xSvEV3+OuLov3q/a14ir/UJZvL32NeJvfSlL7qf9N+3HaV2OrX2N2BplJdR8jqTaVwr/JWi1gKsCOJkAprQUIzBpBGmBGoFJGRZ7rIWl+3uFbEZhKmXzSCDTNYaLtrQWbn6w9lwPVuUIZHE82rpPOonYiME2uDUHgyXLQTtZKqfTYqvLGMN6PvxPXlwPbg1oCVZ1aVMLlV6o1KLz6PGSW2a6jtU/aRjScGPhyP0Ho7mePqiHxt6KybbLsMDVG44bd4niIdsvT6bm41JeBaKL7yC+4hESqp4gvkJJvcVXPAZXXPljxBU/RNSNu4hieq78IeIqeL+nshIqniKx8ikSyx8jvuQBYsseIqHyCZKqP0RS9TMkVj1DQtWHssvmc8eWPkLkzfsIu3EHYddrcCmnFGfTb4gsgIxNRaThwKVE7LsYi/0XYnA4PFnaSS9dKZVGpku5FTiTdkP6Qw5ejJMuO07u7jx+SebHdp0MxaGLsQiOy8LZzAJculaB8KLbSm687DFiyh4hquQeIm/eReTNO1IAimT+vPC20CtmApgRSKn9GKma07gKpqS695FRue05CDCu9/dRIqf2dVKB99f5HMpKrXsur8HXUSOv+nzqc/KoY+PmKaCt58EaENMvg3NkS7w3ypHlWl7n0dqLosM0hSHFWCOLlwl4tj3KZnDtZknDMZfMjIWo4rCbKOCEROiJi+2leb39SCUrQZV1NTOhDVyJuIywmo2d9uaOXhmqX4biizFZvDMUQJtI5O44yhCth48SINdzZKbdmIYbOAQtBo+Q6E63z+n2q+SzsQK5JeQ8Dkem4kx6IUKvVyO25IEGmAqQCVLmklWwaueV1dvUY2LVUyQQyBVPBMyJ5U8RX/oEsSyeaAAbmleFCwRsRqGA8lh8No5GpUtV8eDlRBy4GI8DF7jisP9CnBwp1BKScBUXc0oReeMOYm7eQ1ThHVzKqxLgB8VmYP+leOw9HS45060nLmHbiUvYfioU+y7E4GhMhvD/S1crlW49tUpZ+gDRJQ/kx8QfVGQRq5gP5fOSi/4ddAoAEwnEWy8hRw0o/wY4LSAn1mqD9oUCcq2/q4Dm6zD7QBCrixs5dSXffsUI7CWgo5g1gcdsBP0xqBPMSMp0GlNoknkQFcvtym3rtoJ+ylx2fptFfJigX+qrPA83eLTsYiSmJDzzyCyIkFKwHMhusml2K8RqVvwvtCiFSg9IG9TL2sClY1FfYxq80IpLPSoec3QvohYaF81fmBOmDx2zFiw9szLYkOVpTUmaFT6WvVkI6TVhsngrz13pArs1G+C5NxC7TkUgKCYTFzJvIqLgFqLLHtRHWW3QaoNZBS5vUyp9D5QqICNbwW2E59eCm8YLV8pxLqsEZ9KLcColH8cTryIoNguB0ekIjEyTQVW2fHIFSJN+Mg6HJiNArqfgcGgKAiLYpH9V+j8uXa2SbjsCObLwNi5er8aZzJsIicvBoctJ2P1BJLafDsOOU6HYduIydpwMw74PomQIgFoZF3NLpYtPqpXlj6VCGVPyCFHFBPRD+bH+P9LeO6qqPOsWpau7UndXV05WlVpmRQUEFUGyJAkGRFGyAQQVFcGsmBURQUCiIAioRAVzKHPOWtmycvd37x3v3jfeHW+8v+cbc/7OhqNldX3fe3/ssQ+HAx4Pc6+91lxzzdV663vdzpvv/AAeFtis81OgfSq6Pg1a6/V/dCaARaPdMef2uz/hEA8CngAmD8wiTBQZeWA1Mwzvm2BrZiQty1FredYKtpfXm8fLzQg+JZgcx2fuS6DrIOgXr9CQpgYoNUTJrZ9r9FryxkvzirUD1396InqMJC3mqkhIwNqnB4qy3Dg0xkvrs/pwjdZYayGi2QfH3XBct2U2dJqdcQN8uCMuUEq53u4+eN9lNN51Gqki8m+DhuMvVL+pNd1PZxZ63CPH3c69PbzgPjEKkbPT5ZecsakAG8sa5PJTcfwq9l14KNqNQLUHsQVc60zw8o9Pieee07dQdeI6yo5QTH8RxR3npJ6jFJRmLHQLordFoRyDTgjMBbS82n8UeQ2dyN3XIVBvqzuErXXt2FbXjly6D7Wcxu6OCyg/ehVlRy6j7OgVEMhU3VH3QQkp9SDlR6+gqOUEttW1aUSLgwEUhK/eVYM1RXuxrrweefvaUdZxHlTtMRVquvEdmq4/hnjyq98o5VEEthVTLKh4CGRWtFSE/FkAY5Fl3e6fB1T7n7Me82fa7vJg3vs9mm89RiNTqwuPUH+ROpYvFRQOXn+MpttPSKPN7/IHJtisw+rAEZzswKmdbJNZGrnlZj3H5znFzDO1ExzLp46C/hKMujw4GMqDTRBGY5oFkjPmbD/P3tGx2jLESMldcFqfxRVatu2d1k64/t7c4Nl9ELDWgkPrees5A+ggDAkIg2NwGIJmzsWwoEh84OKOd53dJR5isacdyRQJ8ZAj/AAJkN60FXpMdSJmLwDH8RdvK8LmqiYUt5yVKL7hwqOuNOJ5EVgAvvi5IrdSBEXcKyg9cklC/JKO89jdeV6Pmevy2G13lLR/JhchgjqfvhccaN3fgdzGDk1icz6QEyl7z95W+rDv3H3sOXFD0Zhg5mPeNRr5h2cq8Nk9VJ64geL209jeeBgb9zQhp7QBa3bXYW1prYBN3w3eGagPabn5vZoHbCAw8vJsouGzZ3OLJwj5mvY7P3Xd8gng5rvPz4P5ekZUKz1Qrnvre104B64xF8Y8OQAAIABJREFUH/8ce8/eQnHHef3/eafhFA4vUg4l1Jy7Z01krDUgo7EJQZdtvjb5K8G7Eam2oTp7VZqZoduqGbpU2zwdu3P0XeAEB80BubqWY9Gzl5sVtvydycuNAR8XNrOpMH9dnubsenv4Ki2wUgBr46bA6dMN3P7eZmsnN3hy6aF1MGXQdk/bzjiKikj1Rc7LRO3Z2yg7dA4chfrIzVMXyoeuY/CGkyteHTIcL1H9ZpvZ+9On/fHCpwPxUv8heNPJDQN8guA1JVa+bBT8L9tRgW01bShtP4uq07dQzwKNee31x105sRWdDzKNuPyFiqC68w80KVJ16iYqTl5HxYmr0iYzOpZ3XkJZ5yWUckTKdpR1XtRj6pyL2z/DLs7+tdHP7TiYIxPARW1nUXn8Kuo+u4v9LCQZdc/fVxQuPcqL5TJqTt1C46XPTSS98VgF554zt5VvFx44KtPDjRWNWF9Wr1SjsPkUKgh+dSoZeS0gm4aCBWJGY+txy60n6moyQh5QU+hrHLz2LZpuPVGawXzWHBYdxt/5PVpufodmFr3XvlF05b+pdrHtMyo/ehkFrSewvYGWCoex88ARzTTSLqzq1C0D4MTsHE1jMFoy0pi8da2iJyMqu232bWNLvGMmmM0o/tw128BJYD7H13IwlIWbGUXiiJLNOHvlRj3HqQ7mw9m5u7GqYA/Sc/LgNSWua2mhtTfZymUJTKYRjNCfuI/VMkOlGiM9u7p2LOS43JCRm02QnqO98fHIsYhZsgp5B09gd/sFzFm1FZ96+GOwf6iAyZSEaQoLSE6NcL5PXT1GZC590aTJMLzv4g4uFyd/zHQrnYOmhXuwvf4QijsvoubsXRy4/JUNwM8AWX+gb7HfpnrbxxzVVumz6CL4mBNXHLum6Lz7yEVple3PjNoEIyWiFccuo/TIeRQR0E0nlQPvOnRWklCmC8yBKR2tvfBAYKg5fRsNFx8qHWi7/SPa7/yI5ltPcODyl9h39o5mBouaT8mlSAVixX5sqW2TYycjeQ21I5eY+38LAlVpBIu5LgB/jwPXvwYvCqZJvBPwds+fabxC5uVrG/PyGAdvfI2DVAPyor/0CPvO3QPfH0fBak7fAgtKRld+HrWUwn52T59PzembqGGxefYOGi49RNONr9By6weTQsyw5azMf63CTPoHinqoTstajcRlOcp/GY2Nh9rmrhk5tpLNsVVbxA2wbaNIa7eaCY81m5G2zmiJ7bUTmVtoKFIuCyhG+TGTpgqcH400DANByiaG4YMNJ6wlh1aBN9JDYO01xluR2NqrzBTgpX5D8LeBwzB3Uz52tpwGBz3js9dioE8QuO3ecdx4DPILQn/vAPQc46X9cq92taZtnsS9+2qfxot9B+PVgcPEnLiETkRIwmxZ3vMiXFO2D/n7j6HqyGVFP6YO/GOTRuNh5cTdZ7IXX0v9Rmai6epXipzMW6tP3ZDyivrk0qOXzHHkEso4mHr8utIA5uB7zz9A9enbqDx2GYxGBW1nsevQZ9jdeUkAUB577StD25H9uPGN0gBGTN2ymb/eJZC/V/Sj8J/TLCVtp+WKtJnsRUW9XIvyDxwTQ0JAHrxBCvBJ90Eq8AY58y80CVOrC9nIVVn4cTKmhhMythGvPadv6+5AgPJgvs5j79m7Rpty6Qs0Xf0aLaQbb3yLluuP0XrjO7Te+gGH7/+CI5//C22PfkXbw1+UZ3fpgdl5Mx22BWaxXKppZFgL5qbOz5ROokvYI0ZitSaUmdsqZ2auaxsOZRQmINnMsA7mu5zr53Aez0whMm1DehQoryrcIwcW1/GTwa1IXFzIJgYBK2rNzb0r2ipX9vBGHy9fW/EWpE6fY0Ao+nj5gdLNFwcOwwejvbC6ohGFvNWeuILQ2fMwwDsQQwJCMNg/GAN9g/U1Iz0vFnLI/3B0lg5ZirdPbLax9tTbkOGK7jQmjJidLg9lTgtsKmtA8cETAgIjEPlfArQbuKTTHqsYsgeB+GCb4kp53/l7AiejWfmxayrQmGYQwGJCLn8uTpm88r5LD7GXADlzR9GJYGFuWM+U4fq3aL31pOs2b88cPMUg2Cp8vjemGtWnb6Hk8Gfii7c3dGJX8ylUHb+miKriibf9m0/QcuMxmq58hQZG0osPBWLzfzV3INYFtZ9xBtH8HyqOXdf/gRGX+biGC2zccsvNJ2hjRFe+/QTN4sdZSH6rz+vw/V9x9PP/ho4Hv6Lp5readWTB6TAxaTZCk+ZqySE1tCGJcxCalKL9cCG2MxcgWl23CXMIdPK/izA5NROT52Yiaq458/HUeRQELe9SrrEIZBrBlMECMEej6bxDTnjp9hIs3V4mowreklcVVCIxe7UiJGk0TlyINmNBN9ZHm+uZE1uMA0HoOC5E0dQxIAxDA8P0etJlrwx2wsCgcLn5FLR/hp0tJ+EUEQXux2DUNb8jSKlEf58ApS/cwdzDjYWemyZL2AgxrenuQu9PfQbi5b6OeMNxBD719FdHb2LqPMxasU6F6eY9TShqP4e9Z+/gwBXyx/yDmoaFBWCC9rfHE/3B2BAhKDiAyj82IxTBXMUO4ambqD57BxxUZZqg5gkj7bWv0MqIxQbJLXORME2wbvNkCywAP3tmJGZUZlHVcvd7HLj1GPVXPteFwQlvMgBssjD68v0TpLzLUDvC98j/Z825u2i48rmKvwZRb18K8Jx6YUqhC+/CQ6UOvLDNe32iu0ILqblbT5TWHLz+ncmlr5CHJu14F3Vnbit9KOu8IEpzddEeZQGTUhfCITwhGf4zksFNnUHxsxAYx2MmAuNnIShhNoIT5oBWTQQ1AT4+aa5UXV3n5Ll6jgsR6SFMS3+2mmmAoq5cxnIkZq0WQ8FIrNn+rYUCsJlxKpHCnmmEzCpItBdUImHJWriGTUYfTz+wmOvHws2nG7gDfQ1dxrM5AjHQN0iPKYb/64CheHWwE7ymzxQNVdR2DusrGjW5wXSDv9OAOFAAHuQXYqKxTxBorM2CkhcPc+PXHJ3AWT0Zs9j4YzIWf6KAqL8xYunrNU5sChs9FP8vK6jElvrDKD9yUZxso2ipbhATCM8ezaStdNgi2NWv0XDpC9RdeIja8w91No/vyzqAQOatuV4XSTfNZRVWVq7a9fUz9FcXDWbTGfB1rXcNNSbAE1Q3v0Mro+F1anK/Qf3FLwRYFqCF7WdRdOgcqk7dENjYjdx38QtNt9Rf+goEMvN+FmhddyE+vvYNmljg8e504xvsv/aNXsumSd35exo8qDh6RYXrjvpDyCmp1Uzc9MXLMX5mGnyj47W7cFREFBwi4pPVUPCbniiDvYDYZPAYZwMxgczHBLiJzCkITjSg5pkRmweBHpKYglAeyalqNfOPyWjMHJrFIIXwdPqhEzzTCLaXOdK+NLdUIObSDkZhtjxZ2NFgm8IbsgyfenqrOWGYCatR4d1V2DGlYAFH0P1jyHA1Jv46xBlRC5cht+6QOmrpG3bik1Fj9fsYcQf6BkqvPCwwHMMDI2xHOIaNC9fzVlT+eKSHIvI/HJ3UuVNr2iaid+jTDw59B2iYlWNUzK/9YuIxdUEm0tblyrOt4OBRlJ+8hn3MIW2RuOsP+twc2WI0um/FFk1nIuDXina0CiCIOYVNYPE1vLUb4P7wVLFlgdmKyBaorbP1fd3CyQ5YdNbVr7Gfg7BnboOgIo2VTx/l5pPIbzkJUoF7P7ujiM2CjZwtW84EOx+TlWAuzJEtshO6IKjrvfU9Dtz4Bo3XvlSE5t2FXU9y1eweZuWVYvbqzZgybwkCZszCmIkxcA2frKDmFjZZj13GT7QBeHqiQMxVUxaAGYUJWgKYzzEyMyILrIlzuiI0Qc0NRmHJ6QifOQ+Rs+erxcyuHotCSwRvGbSxAJy3Lk8AZg5s8uBdYiM4Lr26wACYvleMxLGLV0mvwCaEdXwwwl1AZKFnCX6sHJkRk/yuBkWd3TB/cwG21HWg+NB5TJmfjV7uPqA+mRoISjyHjwuHU1AknIMj4RQUodSFX7O1zHyax2D/EPT3Hqdxfv57/xjqgr9w4FRDptw42k+bRl/oOxgvDXDEWyPcMHhciD4zDpou3FyIDZUHUNh6RrntfrEVrMgNQP8IzIzKjM784xOgzbcsDQVv5bZOGQFy7Rswl7TA+EfnLvCyoybQPsHBG9+KFmRRVXnsKkrYJSSF13JaQqeStjMoOXJRc4Yc9am/8AD7r3yBAxzTIoDJN59/0GUoU3/5S2l32+//gs7P/4UjXzCP/aeKM7IvnJDZvu+wWvcpa7ZpeCI4IRWek2MwKmIyRoROgIvtcAqJgHNIpLzzuHWKBbiWfTOFID9KD2CmEUodGFmVQhgQP5VGJKcqR2ZubACboSuFHT0Weeq+Za8Bx5LYiubX5H9phiLjlFWbNMWRsdFWzG0pANkIGlaYNKJaUXh9SR1W7KjEpNRMuIVHY1TkNLiGRaP3GH8tJ3xrmJtN1TZShV6PUUb/QPefN7kPbowXVhTuwYrSOhQdPgu/aYnoOzZALphDAsZDh/94MHdWFA6O1N44bjli5LcOsg4EO7t7jPIsKl8bYrp5pvnBHcy2dbcU1/cfhFcGDcNHrp5wCZmAkIS5mjNkI2RLdTNK2s6L3tqv9uwfA5lR14CXwLWA3H22UhG+xr44tB7bA9l6jmcWeLwgyNcSfGw/KzVoOyOH+/wDR+V+X9JxUcwGGQbScY1XKVr62hzXvlIuzKKs5hRdke4p8lKUc/jzX3H82/8Dp3/4v3Dq8f/CkUf/Qtvdn8WLc3/J/I35iF64HGGzjH0vP+8RoRMFUgYRMkX83Hkw6Cht9B2nrqt1J3aISJgpwOrWn5SKsJkmj6XKTIXbzHRE8Jg1DxPmUAucgcmpixBtE+2YKY1liNW62lWi3Ui9EbhMH6ZSncY8ONtsWGQawY7dnBUbbYYV+RqXZmGXta0YK/LLsbaoGtwuRBv5rNwSrR3g8znFtTLrW7d7L6YvWokhARF4Z7ibii7yxsyRSblxq9FbTiMwKDgMy4v2YEX5fuxsOaEPhABmvstRJ9JojLROIZEgSC3gjgibBB3jJ0r+SaCzmfGpp69JU0YyNx6FN4aNwKuOTnhl8DC8SJssdfL6wYGm3v0GgUYsfx/shA9HesIlbBLCk9OQnJ2DJbmlAjKVY+KPmSde/+43jRArMlsAfd7ZArZ1tgfoHz1mpV977gFKDp1HAVvW+zqQ13BYpi9srOw9TZE/x66+0YWjYot3gBsG8FSysZGz59QtaTzYlOj86n8IsGd+/n9w5qf/G6ee/J848tV/B+292PnL2lmJRduKEZ2+BK6hBGgIXMZHwikkHEPHhervwlpmgK+pRfp4+uNTTz/09rAkBJQRsB4KkK+0Q2TiLDEQkkXOma99cKTTSJ9RcTYlPUvFGAU7BCSByWYH2QW5uS/NUaQll2xm6GxDoTYQ07qUxRxBTS2F2tBrtpjmyJotXXphshKGmSgSxWZ5sVFHTPNp5srL8yslIyw8cATFzSel0IrJWKm8k80NXqHvuo7Gy4OH4w2nEfCNm411e1uwZPdeLC+uQR9vbucMwVBbxOWWTgKXuRQjJfNgXu1scohe8yFHHIgB3jamwnucKLeB3kHobxV7Y7x1AXEyhMyHNt5blBubIv0G4oWBg/HqUCf0HOOjjUv0z5i1bL3p6NW1oaLzEurOPVSOKO74D1KLfwdk63u/F435fNN1FotmUJLNkrVl9cjOLcfSvHIZi5P2YtHWSnpNRd0TtNykLPQbsH1Oyo5t6spTHMd6gPYHP+HYd/8TZ3763zj14//GkW//J9of/IKq41exsaoRKWu2IiQ5DW5hk8DCi2bpLiETVUQb3t4XlAtQmEU+ng0pHh+zGeU+1kgKPLxVyKtu8QvVHZN/P4dJyXMwIXUhSEmQOaAeeJo2Iy6TIMdKAZgGmElls+6IACMYqYHg6L21loCcMNvRlq8EQUtdBCMwAc8OnYzaNu0EWQiuS2IeTLMUNkl4YRDs/Le0s1lj/fSGZd68CysKq7T0ZVt1iwCct7dNjZBhQRH4yM0db7uMFFjedBmJqIUrUH/uDi48+V9I31SInu4e5lbkYwA5yDdYgOaZEZbsgw4C1SfIROqA8fqwOI7ED2xE6CT5T/DrIf7jpc1gAcnc+HVHJ7w4YLBE83/q8kTuJxqOQnrO6L3h6IqeHj7aPU2tNflybl7Kqz+Cio6LssJi5U4AWfSbFYmtswXS/8yZP8PXdRePj5UyMG1gcVVx8poW5mzZd0jdN65aYPftIJsJN58otyXPvMembCtms6TjktrTzL855tP58Fc03/4O5SevY/PeFqSsz8eE9Ez4TY2De8RkDA1kvhqsQMNo2tPdW4spPx41VndMasMt1WEPNw/x8aQze3kYtoh0J/NdRmjmwQw4ruFRsm5wiJqdhmmKrssQy+ljW85K5oB+wAQmI24cASzPCNuoPR18bC1mgpLdt5RVWzB7hVlPwLa0QL94leSWlGPSS4IMBKk0tpCZ79KflwXbgg35RgxEAPM9ZHI/nZFiKn+WN8VmFX/cZMSfIVuxpqQOBfs7saKgEkMDxktN9qbrKLwxfAT+1msAWLFuaehA6Mx09B41BoMDgpUyDPEP09Xei7cmTz9NaPBDdvQ3gGXhwJyMVB6jNAHLdIO5MqP0QF8WdoHipfVHoWyTtJs1pzeEU9O2qRCON/Xuiz/1GYQX+g3BiwOH4+/DXNF7rD88o6ZrepuF7drivWpNl3VcQJ0tl7TnXi0AW+f/DIDtX2P9HM9UmJEtIHvBZoNatufuofLULZR3XkBF5wUVblz3QP1B7cUHKD9yFSWtZ1B25CKqTl5D6eHz2FTbjowtRbrL+k5Nguv4iXBkm548uzepSn+jCPRge38sPuQ8o23KhhM0alTZ7BQ+Hj1W22BpUkM2hxsBho4bD6fgCAWNUZHRcJ84DRRYeUXHgcyZ1Gjsokn/IKCazfXdADYgspRkltCHEks+F79kjQo3sg7kgP1jkjB6YjSGh0RIzsg36xQyQYo2duYYcdiFo0VmNvcc0GWwsFrukGxHM3IT+LyQrItJijabbJMRmgOZ89fvxIqdlTJ4W1tah4L6Drmzv+bogrfdRuM1x+FweO9jOLz9IfoHhGH87PmYyQ2e23djze59yM4tVeFKdsExYLzyY0ZYHgQrj+HBTCnCBWpGaSutGOhjHvM8yPaYBV5fr+4c+V1nNxm6ULYpd3r5WNClnl8Pwgv9HfHywOFaoN7fJxC+0xJlWbtw0w7klNRpoyhpJWkblCNbEfl5remnn7NAaw/Yf/eY9JZEQBceou7MHRQ0dErqOnHuYgwPDMOSHeU49uX/UCOEwKWJeHZ+BaYvXgmfafFiBfp5GaD2GeuvRhGL3adlAKPEqZMlem/ESIGY9Qo1K9R1syjjZ8j0jZ85P3/X8Uw5psBj0nT4RMfDLyZJPQo22JjyTk7NgMO01HniaRkh41SIrZRuV7JHySDXmUhIPUT2alFjU9Iy1bSgU/vw0Ano7e2PD0Z6aMz9VRL+PfuZDfTvf4I3HZ0RMnMukpavR1zWGsxYsgpz1mwGHdGZPjCNYApBHwnKNgnWuOw1mLZoBWIWr8A0FoIUzC9chjjN2+UoFUldtcUWjUuxfCf542rk17YhbHYG3nAaJb3ve65jlKsOHjceK0pqRPewxUv/h4OXHmJzbSuCk9PgqMjLwo4pRbD83SzAErR8zA+WB4u/If4hNg2FSTlYGLLh0nuMj1rMn4z2wicjx4Jqt3edR+HNYezqOUubwT0ilpiexR4bISwC33IZif5cdhObrMYPP5t1BHKdmQphhGTEVCrQNYb0NHAtkBoA//Z7bGu3WDpfNkyuPQYpvX3n7qKy4wI2V7dg0eZdmJq+FK6hk3THIbj84+eg9tRttN54LBknBx28o+MUHSmyIk9Ofw9GVBa3lABwAp2DtnRV4pkX9PuuozTTSPGU9N2883mPE6XJOxspMt7xRkZMUaOCCkD/GUnqMZDxYm3GUTcOW9AOmNvrHaLnpGFGJguv5YhdQt7W+KMxbYjPXK3CjeNCwXGzJSnk7ZS3Tupq/z5gOP5E+9MPP4bDex/B4YNP8NKnA/DWUFe85+SOwb4hmqGblLYYkXMXiTKZPC9LICZo+Ufi5DJTC4KXFw1F79MWr8Dk+dmIzliGCWmZAuXEtExd8UlWWsF8WmtH8xW9raUf60vrMGhcOBze/VARk1fyyAkxut0dvvezEaOQK73xBPsvP8KGvU3wnpaoQoEyTRYJBO2zh5UnM1r29WJlzGkQH3Xs2JruN5at6SD9n5mGULlGeo63QgK85yhvzQDS2PDPfQcY00JSb9wf3W8g/jJwCF4ewjm90Rg2LkwBgjVB9vZirC/bh531nSjtuIi6c/dwUOJytp2N4JyAtcD7m7M6fuZ1lnCoQSL3uyg9dEE7pFM3bEforHQ4Bkeir6c/BvsGaTqFCjwyKB+4j8WktEzMXbsdHlEzxMF/OMID7znT1sAFbwx1ltsSjRrtDz5POpPL2JnjqiDzZLT1VWoxyNeIqpgacEvr2KgZ4O5r9iPYPGN3V13duYs0KcTh27glK7R6lttj47JWwGHK7HSN/vAbsUtWCN0cpw9NnAufqfHgClj+0d51dZey60Uu6KbA5cNeAqzDhz3xQs+++PvAYWDkYd7IpgeHPul6GZm6AEHJqRiXmIIwjuenLcKk9EwJfJbl7VbxRuCSxeAtiRGX0XdieiYmzF2EiNSFuv2Hpy5AFHUWGSwuV4IpDDll5o7Mn2lOTRqOFNv8jTt0G3MKIX87Hv5xc1D72QO0UXklcc1jNN9gZf0dGi8/xNo9B+A5NQ59PXwwyIet5UBFhn7eAQasHn7Kk0npsMgjUAf6BanJwXyY0YN5Gi9u52CThjiHTlBawvSEdgK86Jkr05/iLeeReHXwMDVDNBXCqExLWbp5DhyKvzk64z23MRgeGoHwOWm6UNml3Fh+QGt1uTKBVrFkLFquf4cWAvnGt2pC0OzD5M3U2T5Ry/bgla80K1d9/Cp2Nh3HyuJqJK7cCP+42ejnH4zXhrvAoW9/sKvIuwGXqnNPyQt92CofjJcGO+INZ1e86zIa/xjqjNc4mjXYGC9aHs80b6Qc9XVHZxNxnQhaFmScpvFG37H87AL0uRK4QwPHg5/RmEnT1H9QJ5dNMfUW5nWRCkxNzXjbUptr1HIbXlciPnsVhzrTEbNwKWhYQi2Dx+TpykF6uvvgzeGu+OuAwWY8nT69PXrC4SMetjVZffrjtaEj0HuMn243vK3wqmF+wtm6iWkLETo7HYHJqfCLm4lxibMxfk46IlIXqEhjGsHUgcUiVwdwKeGUBUsRvWCprviQWekIJviT5iB0NjeXLzataa5EWLHeqNxobWVzyWQkJ8OxfEeplhh6TI5FL/exiMlcgYPs6ZO47+poma5WGyvtK59jTVUDRk+aLp6XEYI5GfUXA5mX+VG5xq5cmHIzVsHkiQVYG/2mAs9W5JGAZ+RXTk1Q2/JqtagDwtDfK0DUG6MVCz3u0lOebNsd8sKAwfjLwKFiUz4Y5QG3sCgNzM7L2SFj5w1Vjcg7cBSVx65J+9sipsEot5poWsgWLvPZ07dRdvg8cmtbsSSvVIFhTHQ8enmNw2vDXPFnWnMp+juKz/670wi8Zjv+OtQZrzg64SXH4XhpyDC8OGQY/jLYES8MHAKHAYPhMHCQhgDYNGJTR2mCy0ilEvzMeUfiXYxMjbnAeWGbC9wldJIYBKYIjLSMspaNg0x00sxwMG0eiCO5RS0yAGbawHqNhT1ZLfHAXlPjVWh97O6D14eOwMt9BuOFj2xRVstXjGWTcb3hIu/+eHWIE3p5+cEplC3YSHBUntvkyXHyDU2eu1hADZ8zH8HJcxGYlIKQWXMRzGPmXExIWSgKjikEmxuxmaswbfFyRC3IxoS0xQhPzdDPjJ0Wj9FR07W4MHSmbR1C5souALMwZOHH4lILoTU9skVLC1cXVurDS1yxAce+MBZFGo2hnpWEvIQqP6D95hMVMavL9mH05GniJB39QxS9h7PRYSvqGF35mJQdCw3yyYywPPgcI8oIcsqkecIM3cbmiGl/Go6Z6QWJepLxvGPRJova5ZcHDzMWWSz2bDwygfzyoKGgBqMHgRwRjah5mUjfsB0rC/dg854Wdcr2cEfIWXbBbqGi8yJ27j8q+/3UddsQkZIBt4jJ+MjdC391dMafBxiZKVmQt8gCjPbAh6PH4gN3T7w70h1vjBiF113c8NrwEfgrJ1UGDcWfBwxWJOb5JbrqDx6Gvw910RIevn+yC2zykNMdoKI4VK15XuQjIwzdJeZgSqzSBM+oGfCZliCpAuWotPeVjUO6cYAilUtV49QF2aJ0YxfbUods1merQHswUrUEsYPXpGi84eiGl3oPsBVeH8Ph/U/g8EEv/KknPca6V8hygvelvo7yU+Afz33CVP2h+EclrcFNmPSGsA5uzQxLmY/xs9N1hKcsQLi+noew2QswJWOpqDiyCvFZpnCbmL7E9pp0BCbOwajJMRg4bjyGh02C+5QZCJ6Ziqj5WUjIXivg8yokG8KrkvQbl0JbZiosgrgUb0VpPTq/+Cc6v/gP6Unb7vxok/EZIBPMBPHBS4+wtrJBH66jX4hSAEZWpglKFchI2ADLHFcaCjIX7NULuIwypldP4Fs/R4mnAE4ema8jLcfIHRyhorCvZ4Da07wF0xScU9KScDIi9x0gAHFr09+HsT3ug9ETp2F6xlIs3bFbHT0qtjZVmy5X/NK1CIifgyHBkXhvpCf+NtRFF8dfhznjDXpwjPLAJ57e6Onli0/G+qIHhfwj3fEm0wYn01l8cfBQ+S7zvVBOyrz99SFOEvxrbnE05xU51mVjDfhZhLCbZhpDphCLkns+7+iivGIoFqOmZmaXOIydXo58cSKeE+1TNRlP6ApqAAAgAElEQVS/RKClLEHDxnJNXaa0ISHLUKszl61HytqtWLilCA7O40Lg8M6HcHi3h6GdCN4Pe2o3BRd0WwsL6XRDa1TmgZw1Y8QdGR6lPx7pDv/pyZixcIWuDIp4qETjLT8yjSBeICBPSFtoonLKfITToip9SVeHjgwDU4jJ87MQmZqB8XPmITBpjqJvL68AfOzhi8GB4WBEHj/bTFKLxhM7wui7Xnwzz6TpsnKLRdWJL95dh2XFtSg8fEEMxNFHv+LIo39q+lUzW4rIP0hHcODql1hT0QjPqbFiGyjwIVB5kQ7noXzXPOatkQcBaoGV32fKwM+EEYifFatqRiKeSQvxc1MKMn6iQMyLgsUj2+E9XN1BF0/u1evSWchRiIXeULw02EkWWRybImMxd32uIjI3jQ4NJGjH4K9DnfDKECe8NtwN73ByxX2sANvLyxc9Pb3xobsn3iHV6DRC6xpeotMnbWsHOuKlQY4CPMVQ7zq5ie5i8cUhWQpoaFtr/r/mzsQ7DP8v1v+VBdnoCSzKpoup8ItJQFDcTDkgjU9KlVqRqSplkTTEmTjXAFjuqIy0TBGyyXixGbYBc9dyvVYBsrbv1sDDurIGbNrbqly+pP0cHJz9AuHw1gcm6iry9oRDj14i3umMbpawDMFrQ1xUUfPNkUweZTuPjIiGd3QCJnHT5RJ229ap8cFCa+rCZSDrwMItYm4GCODIuRkCYEQKH9MZfplyYEZgAXheFiYyH7cBmFG3t6efqlhKIQkiVqmM5tELsxGVkYUJcxciZhG3LJl/mxGdzRLmxLRU3VzRgEVbd2FqxnIJ67kLo+r0dRy8/R1aH9F760dN4FoC8KbLn8tDwWtqHIYHhMGZKQNZhXEmZbDASi2F4SwjFFkJVvMHnIpRkVNV0LJlyshEtRuBbbpIkwVigTliStddjAo5phbkzhkszK7pgeDKXt79rELvL1xTNmgo3nByQ3//EPTzD8HbvPUPH4G3aA4+agx6eHjhY09vfOThjQ9G29IDFzf8bZiL2I6/DBqCP/UfhBcGDMKLA5mmuIjy+2gkiy6mA9YQbYBoROb1BqgTTdrItCrElufrzsJ0YYpqKO/oeO2mHp/MdHKB6qvpi5Zq22t81ioksbvKjuymHVi0vQjLCiq0/299ZQM2VB/EltpWabgLmk6glHrjo5c1arVXkybGoJydRDIuDs7+gSL7lTZY0ffjXqpIOanLKvP1Ic6qvNnV4sF8hgwF91KMi5utRgZVaNRKMBdlUUZemUqjSelZCJ/DCDzPROH0RYaNmLtYFNnUjKVm/H75OsRmr8GUjGWYmL4IZB1Y9I2ZMgMfseXoZiSUHNTkLSogYTYmzmOenQGf2GSEJKaKnSD9x/diLaOh5jintE52TAnZORrInLNyg3jodRUH1FVqv/e98SFgkceRltvf4+Dlz7G6vEHsBFkJCnoE1qAI6Sb4x2SU5XthFCIwCdBhgREmKltphy0imwhFhVuUDpMbM42IVPQ2TAVzY2qdSc95a3yK3CpXMPBWrkKPFBwXrvcbhBcHMRd1xVsuJpdlWtDHNwB9fALwkYcX2JH8+3AD2D8PHALm1H+i6GjAIBDAjNRvjhipHJhFF2lP8uD8/7KI7TVmrIZoedflXcJKlZgG8Y7CLiKHXMNnzcOU9GzRrikrt2Dhxp3Iyq/ACnZLy/djEzelckvqweMoaj2F0sMXJNXk/F/tZ7dRf+4e9nPqQ0OgNgsuMiw3H6vwbr3NsSjaWfGwLKd+AlNBG4Dfh8P7H9ly30/wp559tJeCc2WvOzqJSiJweRsdPWma8tAQ2wQG8xQCNyp9iYQ/jLzkctnJi6ecMnOVaLNxianwikk0LASj8dxFmERabPEK5bCkxKipYLMjOmOpUgz/+NkYOWkaPnb3wvsuo1Qk9BrthX5j/TE6cio08jQrDWOnJ8BjahwiUhYgaUWO8mHqNDLojrm5QAYetGHK3l6G5GXrtSwvp6gGlGsuy69CYfNxHL7HKVtT2B28YdgKshPrqg/AZ0YihvqHYkQIFWsWUMMFav5h1dxgbkzQ2gh55rmUBloH//jMg/l6CopIxVEkpEpdegtqXZkjm8LHLXySqDlqkXkLJz0lw8I+AxSNmd5xLe+rQ53xluto9Bzrh/7+wejjE4iP3L3x2nBXvDBgKF7oZ5ZJvtCnv/Lrvw8mY+AqiouF10C/cUoNnALD4cJGwvjJGBURjTGTp2Ms27UzZmL8rHm6w1E6kL4hD4tyd2NZYbUmXHLr2lHQdAwl7WdQwRbzieuyMKAmmE2jxkvcSfK1uGvSfs0cCuU8ndK2782gKf0mbhtPCZqZUJssLwpqlG/T3MR67glabnePSXEMygbg9wyA3/tEIGbxxtSBkw1sBzpTSGyLFL6xSSYdSF0g4c/U+dlSrXEebtLcxfJSI3DVyaMv2ooN6qBFzV8Kj+h4jJw0FZFpCzFh7mJMSl8iBRtfy9s+28zJzGUzVyJsTgb8E2Zj9OQY9B7rJ1d30lvME5n/MWKxQPCLTRJF50sBfnIqpi7M1sVj8cRMI9jPp6H11qqDSF+7HQs3mUkQ7lhYX9aInN31KD92Be33f7QNExq1VtuN79By/WtsqmuD97QE9PX0M106vxCdCVzmwFSyMRKb4ixSzzFiE5x0wezv1a1o43Omx28oOf4cL8Yxk2LgOXmGckeuDiOQqI6jiKWPl49A/AHTBEcnvEputs8AI9/s2x8vDnLEP4a74U1nw9+So3150HCxDu+4jEZvd1+lAW7hE+EzLRbBSXN192OnkwxN6rrtWMAVrjsrkVPaKMuqHfuPYhcnLmgCfpTineuoP3sHjefva/CT3UxSdmyOUF6pCeIb38qssGsmT+J7ozm25J7UMz+tae7WOmtQ1Jp4tumef08SyrukLQKPg8PbBHAPWxT+SJvkmT7QUZ1zY6zECRhGE1qtRs1bgvGkwkSX0QB7sfFXo/RywVJpGahAM40Gs8Fobs42iYYcQyIFODYqJqYtRvR8Azi5/6zciMSlOZi+ZJU+YBZxLNoG+AXjzWGuGgWiQok+aVQrkQwfERml27w/5/mSUxCSzK1LmYhZyFm8NWqUcJsNAUx6KX39Do01cR3X8p2Vtj/aPmysaZVngSyNpHk1jQDDHX+NdTUH4R41HYO8g+BCOo1sg7pt4zWxQWqMQCWjwM4c80haWnHXM6Mt82ZF2NCJYHQdHckqnQXPVIwYH6VCcWgAdRehGOwXJMDxVs5myiCNPgWrecLc9GPSb24eeJ+NAk9fOIZGwiMmHqEp8zB5wVLEZq3FrNVbNI2SvbMCOeX12Frbhh0HjqGo9YysrcpJvZ25ZSyoLj6SoL2ZCjTeuhUlOQvHw36E/ns1gAwAzRCmoqOiaXdDhU0VS4/xu+eb9sDtFudbMlAL8H8MYD87AH/QAw48PvwIvOXwVqM2qTSxgeLwGHEnpCxSw4I0iGW3Kg1xKh3dM0VnSUG2mpMX23UbX5pXgiW5RQIZP3AWaSzqJqdnKmcl2PgzScvXSQvBXJj0GwE8PGQC3nUapUKOuSFXC3DbJ/nHfn7BGBo6AZ7T4pTahHPr6LxsSTg5XMmtosu2l2JLTRt2HDyBzB1lUsRRALS9jkZ5rVi7ex9W7a5FzdlbxjTulmnTauTnBn0JjEfB5n3tIGfeZ4yvKCTmhszJqXvgmZ8VD4KWFJMh8kNVtbNTNywwTADlmBLbxRbHTOWba0QU3CfHwCsmAQHxs5VXTk3PRmLWWsxdl6tFjhlbi5GxrQSL8kqxrKga6yr3S4Be0n4aXNxIkxBOMzdyyPPqV2i59jVaFCXps/AtDt40hwVAgkMjSuLEn27y2EdJC4TW56FOH9OB506HWIOp5i7Gn7UHZVf6oH/bAPf3QPpHzzPNcHB+CsDUM3wEh3c+EK329vCRGORnHGwouiBVxhH6yDkZ6pxYxtg0uGZkDk2i4CJDxdRMmyaYtBYbFfM2bEfW9mJkbMmH0/jJym3JEU9IXaRoSXNAvpa+EgnL1irnInvhG5eMkZE0O/HGP4Y4q0J/13mkVgtQKPLhqLGgWIdsBbt11DZH2wDMqY/0tdvkPbG+4oDWbS0rrFSePZfebDvLsWVPC3a3nMXmmhaUdFxQsWD0BN36AopeqJ1gdFpfcxAjJ07FR4x+I+n+Q9NBduxMlGVRxo4TI6t3TDzGxc9EBKe0yXEuyFa9kLhsPdI35COLGyeL9knXzAnm/ObjKGr/DGVHaE5yTYOUdO45cPlzNAmUdLX5Wp026nUlztHt2659bJufs8BGXXEzB0l1cDrY1rF7zlS0BdQu0DH62ho+ek4tazNN/Tzw/t5zvwdE6/W/9/0/ep5phIOz/zg4vPOeAe4Hn4iRePHDXrpFxmWvFu3EPJI8HQXvdJ0kx0s6LCItA5PmZ2LSvMUyiOYsHTsrvH2zsSBZpG1GjukEqS3mnUlL16Ovb5Cia8iseeJ+Z0j/u7ZL/E4WI2r+EuW1FJBQAUYvYYpC2PHhmQsRqfbq4+EPl7DJ8JqeiLDZ8xCzYJnSB2ub0oKNeVJ2URCzvqIBwVQ28U6RvQbpG/Oxrmy/JjxYHVOkzYUvFHtzqpYLES2BDN1tWm58ja11bSBF5Ds9GWGpizA9aw1mU+u8bReW7dqDnLIGicN3NB1DcfsZmYLU0RLp/D0cuPBQZtfyRuCUw03jiWDm1ljMkI82U8EmOlo5oxUtTWSz3lP32eYGxIjXJfLpjoZG0G6+FnBsLXWC5Fkg8Ws+b96TeX/dYPrebvLZ2EvZv46Pu1/bnX5Yr7HOz3uN/XPW6/79mRHYHsBvf4hXPu4L7+mJSF69XlFTVXxhpQTkaWtyEbtkFaYvWqFmw4gJ0egfEAK3SVMRwBw0dibCZqXJCJtNDebDVLIx7TANhgKNzW+tOoDxKfPR1y8InlMTJNihqJ70FxkMNijIXkyen6lUw3tavPLHXmN8lJNTikd6idX5P4a44O3hozA0KEJdu6CkVLWxyYxQL8HJkfR122QiyCmO/MYOMRxUqLGZErt0tYqYtSV1KGk7qxm1rklfWXlSwmg4R3oZtFI8c+1r7Dl+VYZ8tEeiJRT1tAevfKGxm9brjyWwsW7PZqrYph67ye+ZokemdnaGJ9a/83tnK0L+3vf5vAU+ezD8f3n8LHCs38Hn+fjZ79s/b73WOv/ea63vP+/8vJ/57XNdAH5XRdwL734kfo/AiUzLkPaXeSnpqKVUjuXkijmIpDN7+mJxu8PHT8Q7rmMwwC8E3lPiVNxxPInpxeR5lFEuVLE2PXMlUnO2aRKDjuG0kiLZPzggFCzA+Dsl5MlY9tQ5InUR/OJmwSViCvr5BOJj2wYjo3DyhbzMevVBH59xGBU1XQUiVW+M3qTyWExSBE8+mO6LhQeOYdbqbejvF4wxU2KldOOdZuGWncjd1y47Uy4Jb6AghhHY3pTDZtJnqKDvjLMi80DdWu2HMh/L1mk/VxDQnVLH17aztSHUfI/ftz+eB04LuP/ubP0c38vzAGE991sQmChqfZ9nvsYaubc/dz///O/ztd2v+X1fit97D/+V582/1QXg9+Dwzvt4fdBwBCelICBuJgISKIlcgOj0LLWHGYkJZOoXvGOSdbtmfkodqeuEaHw02kuVNqWUljsP905QwBOYNBehsxdg2sIVmLt6mwY0OUpEc+y+PuPgOjFav2cCqbj0LP0bUdIDLxWYQ2amwWNaHAYHjpcZNiMw1ftsv5ILJYNCuefoKTOM6Ic99nmLZbbN7iBTGaZBFMDk1h7CuvIGFX6Dg8LhFZMEXiQE+dKCSmysbhaX2cCdEc8DsJ0RiQU8Y+RBMw9z0FuXP2t9zbP12v/M2QKj/dly7OkCsWbmbHcGOz2wPRB/7/G/AwrTF3sQ2gP4jx7Lnsre5ecpB8unPYX/3Xt49nvP/rvd3/8BDi7sxLFoe+t9CUp8pifBPSpGAGYHjXztjMyVWLylAIu3Fkq36z01ESMip8AlMgouEVFwmxgNx6BwFTMjwibDj+4+8bOUinjPSIRXTDw8pWGYr27NAuadJbVaQuI5NR4Dx4Wq8qbGgfpf6iHYgqZWgs0ORnFKKl3CJ4NzU0wl2NrsTwAPHIK/9O6LVz4dAOfwyfCLSzZsBNX73GfHxY2Ll0v5tnBzAdbt3odd+49gSkY2enr6qJgkf8yJahZWOXuaNWn7VA5sa1vaA4qPLTBaQOXXfPyfBbD97+DPWl93gdTOi6z732YRZQTq1nNKUezpLotLtZ27/+DPv/0/DyB8Ti6Wdr5p9FB73rYgy32d39drLLd2u90W8l2zbRt69t+zvrZ/n3zM562z9RrrOfNaRmCJeXqoeHt72Ah4TokVncOGBQusyLRMjfTQnI8CGXa4guJSMDQkUiqxQYFh6DHGBwP8Q0S8U7jtGjkFIydPg9uEqRg5KQajomLE1Y6fla48lx5pHOjcVN6AxOU5Jo+eMFXRM2RWmiSVjIq+M2YhMDENk+YtQdicdHhGx0oY/r7LGJMTu/tIk/rKwMFweKcHPhnjC8+YePgnzJRkkywHUyEusGFRyfdOYfj2mjbN0jkGR8AxJEKgn7YgG/M3FaCg7YyMO+juSCBaILXA8uzZ+r49iK3nfu/87O949utnAcyv+ZrnPf8U+f8cwD4LCntAPPs9e3DYA8Z6bAHVOj/lcCljwO49GPbO67wQLGDzZ/Xv2LkB8X0oetsc4J99X9bX1vvg19Zjh1HhE+DwIdmH9/Fq7wEYEzUDY9gRmhKLgLjZ0hpMWZClIozaXUZh2iVxrPljFlW+QfjUyx89RnmqpcpeOmktp9AJcA6bCNfIKLhNiIZn9AwpkLjGlvZStFXdXNGIlbuqFM0HjRsPj+hYjEucg4lp1EJkwDd2JsYlpCJirlGxkR9lq/UDlzEY4BOMt4aOUArxMica3nwPL/cZpHTGb0YS/OkyREPCOfPU5mYhyQKRDpmrCqtRsP8Ipi5cqQsxKGkOklds1LAiNRBiIWjCbBcVnwWZ9bUFUivyWj/z7Pftv7YeP+/MIswA1TpbtFU3W2C9hszC/x8AWyCwB4g9OKzvW2cLuNb53wGY0y7W/4/vt/UOtxsZ88B2totvPO5ycqdVFrUOOgRiY7PKf5fvx7rDWO+j6z2ylewTFY1XBjnC4b0ecHj3YwwJDNO6qTETpsFrWrwaD2w2sNHAVi/VXcyHyfeSrOe2IC5ZYVOBPX7qAdi1o6iFrVVLeuk5KQaB8bOVU/N3LdyUjw2l9dhU3oig+BQpzpzCJ4lJCEicoxyW2l/yu17TEsQH+8cZkze2Z0mpvdx7IIaNn4hhwREC8yu9B4iXpdP7WKr9NQHCHXYLEZ5MwckSGQZmbS/Rph8uNly+ixPAR1B98qbaxuRXmb8y+soinx/0s4Xcc/JgC8jPvtZ63vpjPv9s0gL+obsPizbrBq59TmtAbKZKrOctIP7R2QLCf/VsAfd3z3Zbi5ptuhJdYBRIEbTaj/cYrTfJ5nwDulNaK8jodczFMmxOcAORyad/lCsQXS5pA8DvWaA2/8cf4DAmcqJEzZyB+nPv/njLeZQEx3RP8Y5J0FQEhemUPbLJwPkzgjhl9UZQNscx6l6ePug5xrtL7G1N77LPPypyCsZMnCbrUXqvhc+crzSCBSEF55vK9yN56Tr0HOOLPhyKDApXFA1MTEHUgiWKyBS1ByTOUlSliJ4Cl7/2H4qe7r5wmTAFfX0CNdLytvMosPfPljcbCRT4cJTJe2qCjAc1irJ8vVrJK3fVaAdbw/mH6Lj7s5gE46hoFWPMSU30ez7oTAFlAdT+bL3emJOY13U995wGggVaAtHihS1Q/lfOzwLSAvJvnmdkszu6vm+7vXd9bV+Q2fyFrTz32bMFaj3PTUNWlL3ytfyFa87eQSW9jen1e+a22aZ05pbWEnBfiHaNXHrUZZJNaSu1Dvr/2wwLzfsyQh/zuXwPh+H+QfIv6O3pg4/kUD4K7lzBmjwXfjGJCGZbc/Z8o91dvEJLC2n3xEKMA5aeU+LQlyoomzqf4LUsmmiHSfDSGpPzctTxjk9Ox/SFKzB//Q5xy5srDsgPzTl0Ej4c7YWeHP7zDVYhyfk5pgFMLXRMmSEdLad8P3T11PTzSwMd8QKnFjjF0GsA/jaQ7uk+atWy0HSbOBW+MYkaWWFzJCk7R4zEsrxSbChtwM4DR9FwmVs2u+kspgMEpFUs0encAuDzzvbg5WPrNc/LWfmcPWB/D6AW+H7v+/bPW699HvCe95x9PmoBzzpbr7deYzYJWbvazEqtruLO5uzO5gvBxufZuaPPbzXd5TsvYre1aamZy2lOobj9LMqPXZZFa2H7Ga0b29l2WisUyo5eRF7TURS0nhLA5Xx56RGa5QD0BG13qUqzDLC5PuExHEaHRijy0sD5Lc3wu2inGkecAxNmyzM4MH4OQmfNlz0pW74yJ9m8E3PXbhG4yUYMsxnkMW2gSsx3anyXDRNF3rylE8BhSeky/JuzcrNtYqIO60r2IjQ5De9zLwYndz18VRQ60RlnwhTRbO5RM5RHKwL7hYLC61f6DcGbzm74S/9BmmD406eD8cLHffHmEBcJXlikUY7JyYUJs+dpdIXcMO2wuKRlVUG1Wsh7Tt80vK0NuAQwTZitRoTasv8GxBaALeDan+0B+18BrgVKApWPCSz7554FsAW8/8zZWufKczMPRVfDMFg/T7aBzzNSE6CSN9reg/Ua63kB+t5P8gLmzo7i1jPY1XIK3HbEFWF8zB141h68UtqzHrskb2HuzCs6/JlcMTkxzaWObDYVt5zUptL15fuxtbpF25jog0xDbAUW8d3fG3tVzykz4EztathERV/O5pvhzHkaefaJSdCtmHws1WNG/rhRQI5ZuEwCFJfwSYq2nHkKTUxTF47+wsyJqS8dGxWri4H+whzaY4OBllQr8yuQU7RXM24SwzAC+wejL0U6IRMkaB8bE4+xMQnwmDJDIzn9vMfhtcFOGuPmuLeE3pbh9Hs9wHH6IcER8gJmsUkBPvnpSHLRC5Zpbo5blegOtKGiAYwEHFOnZb/2H9uirz1ITM7ZrY+wBykf20de89ikHxaA+bv4O+x/p/1jC5zPOxMwBBBfT82y/c+Z577vXh9gA6RFdzGSWgBrvf8jzPETuKa1/f7PWpzC5Snt941A3Pp9v30fBuxWpLY/cxccneS1bKb55FOAtYBrfy5uO4PKI5ckaufix/IjV7SsJm9/J4qaTqC4+QS2VB2Q89KyvAos31GJZTv3YC13kLSeQcOVr7tZiIQFS7Cc6vn8cizPL5OpdE5xDZZsK1ahFhibLLOJMdGx8JmRpByWO5M5QKmWb9YqhMxO16AhzaIDpidLi0BTFFJTjJhkDjgjxeIqIDZJU8ts9SYvXSsvB7rq0FuNr6O1/zCqsyKj4cb0Y8oMaSa8Y5PhMz1R5ioUzvxtoKMMNf7hNEKDjw40nO7VBy/3G4TsnZUaWXl7qKuaK+4Tpyod0tT0rHkS1NDHLWNDvkxDdhw8jtLj15R/MfoSdPxDWle6qYINK8C8+FnwPvs1Cw7DEJiizB7E9uCzQGKZS1OsrUN0GIse+6P7/ViiboGNoLZFS2tPsXXm7mJGWV0ALLBukRmgc/qXumBrz95DzclbqDh6TTs9uItDv9OKtIz8XFzYtT+jmybrAvD9n3Dw1hOUHrmq7aL2QOX6Wh67Wq3zaRS18jiD3dzzdvy6WVh44qb82ApbTij6rt1dr8BG3UxOab1Ud3QNYnTeUd+BwrYzEjpxwtxh9pKVWF9aL3ebBRt2Csz05E1auk7mEvR4oL0PJ2F50J+KXsFc7E1KjHZUk9MXg/NjA/1C0c8nSI0HWkFRWENOeGhQuJxXKNhmcUgTbY7eE+DUKpDVoMsOl23TdZ2LU8gssEFCOSW1GeSlfWckid4jTffaMGeZb3Awkb4FLw9xgsMnfTA4IAwVHee046yXzziNI9GHwINSxeg4+MQkISF7Hah9WFW0F0u2lyF//xHsbD2F3UcvaTUrhdocZ1EL2K6LZuXGBCxBycMCr/X17z3H57svCv6c2RXBxd9N9N+99o2sm8x2nu7o/ezvZXTnBWWBn8USAWwBijmrOX5ShGXUp7s6AcAtoxTw0xCRS79pybV0Rxmytpdi8dZirNhVIwf5tvs/d/0+/l4VZs/wvNbzh+7/jIarX6GAK3NbTJpgD2Lz2A7AdqCmiWHtuTvyIGa+vKOhQ8o8LsnZXndYf5f8g8exs/kkClpOaMFjQfMxbSzlkkd6KzvMylyBrNxSELx0e2SHjJFpwfrt4K5kitYJOK+oGarsmRsHzEjSigF+b0raIr2GToHMOT8YNRaf+gap8+YUNgkDaNE/brymmOkHwINFFVcT0MyCBtlkB5hS0BSF4m+u2KJAXPzx1HiMnZagsR6/hFmaf2N0/ruzK/7m5KLJWhpyvO3qjhf7DUFAQgry93dKrD19+Qap1ejFwFEgctLs9HHyIL++Ux9Qdn4VNlTsl2qs6PA5bQFqIgd8hTt5DSNh5bjW1xaQLXDZA9oCsOSLz2EcGJ2ZpjRe/QIVp25o7ZRZkXVX1BL5U6Ot6L44rN/PqG5+3uTnXbmoHbgIXoKWjAp/jhcNVXaZW0uwaFOBxqmyt5YgexuP3UqjuGCHDZ5lO8qxobpZeuK2BzYQ2/YdP7XzmJFdO41/BO26SH8VdZxT6mAirgGyFYGfPTMiKyq3nkblKa7v+hycMKY2e6u1yHxvq1iibbVtOufWtoPjS3n1h7Wxk19vbzxiALyqsAardlVj2c4ypK/PkxIsJClNCq/e9PXy8IUbBdeTYjT64kGjkZgEMRTMLZn3slBid44F2FvOo9FjtBeGjZ8A10nT1G5mY4PTzBydkSNLbLJshMIoiqc38bxMBCelqgDs5e6LHm6eGBwYhlGTpwnA/gmzNGbPKZE8jE0AACAASURBVA1yw38b7oJ/DB+B151c8Q/nEfI7+PsQZ8QvXYetNS3IazyG/IMnMCQ4XK1nzqJxPIm2VQs28U5TiR37uLr0OJYXVIPL/Eo7L2rpNjfIc0tk46WvcPBqd8vYArLOKvS6Rd0ELoFjHSb9eDqSdn/PRGBGEC4nLD9+Reu0uGGTALYujO6LwO458dLmPTHFEIjtAMxoSQqKhSejNAHN7e4FzWdUtObsrsX60n06NpTug/1BfcrKwiotFedGzbb7v6DlrlnYTQBbRxvBS6723k84fJ+LvX/AnrO3UCBgdkfhZ4FrfV1oi9T6+rDZfcyCL6esHquL9mLVrhos21Em4RdXT/DgxZa9rRRLc8uwLK8cy/PKkZ1XBofJM9MQPHM+PKITwIjJjlhv7wApzDhj9a6bBz4YPVbqLWoRyK8SiIzEZBuYXzLPJTBJWTF/ZTH2ntMo9PEPxqipsXCLniFjEvohkFZjUUUOmaD3i0tSw2FcUoosqJgq8Pd/MGIMensFiBNmAcemRFByig4yC7Q9YgH3urObDDt6jBmLd1w9kLo+TyJ1LlXh4uyknFy8M9JdkxuukVPVmuYIfsaGHdi6p1n2TJurW7GhqgkVFJIfuQQWGVXHrqLxwuealLUir9kBbOg2Kwozwj17EKgC4TM8sgVg8/3vxHRUHLuKwrbPlNNxBwX3sXX9rJ3UsgvUtgvF0ik/Lz8l0HhrP6zN8QZkzBd31B+RoGlNUbVa+Yy6jL40RuTidXo2Z20tRubmXbqd8//Veq87neDvJXAJ2sP3f1LDgU0HApjLB6tO37TlvN2sg3JeW9pACo2FHs88imxnPubfKq+xE6uKq5GdX46VXHxZUKU7A4vtJZxE2bwL3KtCXfkiLsrcVAAH/ynTQT3DMHoWcFR6aqw6X7RYYgHFqQLaQtHuKShprnxsCVY2KDgqzmlbGl2MnBCtIo+3e9Jm9FZ7280Dw6mLmBoHt0kxAr8uADYZBOI4+ExPUH7LhgMBSjGO37QEjbC/5+qpC8IjOk46CX6f+gZeKFzQTaeZV4Y6yfuAZh19A0KxuqQGa4vrwFWpeQ1HUHDgJNwmTVfbe1joRPjGzpZVK1vK63c3aAJiz7HL2FLbjhJylB0XUNx2FjtZDR8+JyNnCnu4zLsLyOKMmQf/llUgUCygWqCzz5Ot7wn0vNVf/lzrYSuPc5r3jvYSU67Jw/p5/gxfb/2szje+E/PB5wliKwe2zgQaX8f3zjsGI/O+i/eRs6sWWbaolrm5CFlbS7TmbKltwc7qXTWKguvLG1B3xoxYWZHXOjPF4f/JKlY5ScyB2Pa7T9Bw7h52H74gIFPMT5AWHXoarBaQ+XlbUZmbkLh5s+BAJ1bsqsZiRt3cErOGuKDKmJkXcf1aFZbtKMXibbuwfOceOEydk47kFXRA2SZHG7Z4U1Zv0XAlBTxctLKxoh759R1YklemzZx0riSrQNaAw40EMo2OqTyjxNI3NlnAo7VR/4BQeLOBMXuBdBWW8Qcnb3khsMHhRYYjJgE+mjA2rAcNnz8e5aVBSeXC0+KlcOPsHamxP/cbhD/3G4iXBg1DD3cfRVnPmCQUNHaaq7dwD7bubUFx0wlwlqynZwAGBISAbEp0RrZWFqzeVY3culaQQOcHvfPgcXGVJSTfW8+oWChsPYmKEzex74LRSHSnEfQtMBytItUzkwjkkJ9lLAhIC4wGkCZ61557iNLOy6AOmV0qjhFxoLILsLYxIf6MNeJDEPG9sN0tiu0ZEKuQ43uibRa5XEbPRz9rNcCmvW3YWn8IeQeOafUXl7ywiKJIn2tmeSeoPXdXqjwOaDJVaL/3c1cKwfyadwDr/0M6joXfoQe/oOPBz3q+lt22jovY1X5WCxHJHFgMBD9fRlweisRtZ3RmdC7tOK+/AWcWM7fsRObmQmQxX+cof14ZlufRD7oc6/c0Yc+ZO3BIyVqFTeUHsK5kn471u+uxevc+rKs6gLz9HShsOa7lcyWtp7CmZB/iMldrFQG5XK6tolcEW7cU0FCWSHE6Dxry9Rrrj74+QZi2aKkuEirPyDTQ+I6j5LSnUpODZm8xCV0XAHfTBSekqDXNbfM00XaPnoFxCbMxIWUByAPLx+LDj/Fn+hP3GoA3RozE9KzVqOw4D1aua8v2qzjb2diBvH3tCExOQ09PXzhHRMloZc6KLbrCaXqys/mE2RJ/yOxDy9t/TNZF+QePYvv+Ts3S8Y/B1aoEjdIHTT8YADLXFLjs0gmCjwDmH9mKwPzaHsD6Gfoe3HisYo7rrLhatvL4Ney/8qVZG2sDsgGLLQrbAG3+DdqqPu6KwIySjMIEMFMI3e6Zv+o9fof2ez/gwI2vtWO5/jK3yXOjJlfb8vhCbpecLtGqW7Z2L32hn2VKYkVgRnymDlYqQYATwDwOE8QPf9X3eJGxm1Z54ip2d5wXSLVvjoC1pRWMwIzUPAhsHqWdF1B86CxyyvdhCe8Wm3fp4CarFQVV4Mg/B1db7zyBw6ysVRq53nngGMo6L2HPiesyg2aizcRaFAbJ6dZT2FZ3SF5ViVlmvUDcklWgJ5f7hOkYET5FugUK2P3iZ6nxMIRWTIFhoCmb1gus2SIdxIiwKEVv13A62kxQasEuXQhX2dqcKznd7BUVJ8fvAf7BGB01A/5MMxJm401HF7zYsw9ovxqzeBX6egfKmDB0TgZ2NR0HAZjL+bfy/aKOqDzbtKcJY6clyfyDk7/UG89csUFX9fb6DuTtP6pCbufBE9hSxwq3E4Vtp1DQfgo79neisOk49py8riV+zIUJGnswPg/EnOy1ACwA6md+mzMzQpL1KONC72PXUX3KbG9nXmloNf4eW0TuAm/37+GtnIVb+70fFWktoPHMyMsobInz+T4JbJqNNDDHv/gIjRcemb3HPF94qDsAgcc7Afcc87n2298rrzY5r33+a/JtC8BWJG5/8CvaH/6KQw8I7J+0nJFbO7m9fs/Jayg7esmA+vA5W15sqDamb+SIuaeDKQXtALgiOK/xCFhcN139UlGei2XYlHHI2JCL+suPUH/poThQRgCzmdG0AdkK7DqaToonTlm1FbNWbNRWIY6us2kREDvbSBmZQsTNlKpMgprJMRoITcvZKhklx5IC41IkSOc4OYXpVKxR6CMb+TkZWhhCl0lOU9AUmuZ0nL+jOo4Ohx+4emBo6CTkNxySLJJujNyHMSJyGjZXN+vWRE8tAndNca1AzA7P6pK9CIhP0VT02GmJGo+al5MHFnFlnRcFYJp5FDQfR27DIeQ1dqDw4DEVF7wjFbScFs3WePkLHGT++29E5CYiUwpomwi2AZ6gtwc+X0fvifZb32ksvvjwRXDObs/p26i7+EB/eOtnBGILyHZdPeWk174xjIQdW2AB+JC6cU+Djp06LuJm3s01svy788Lhv1118oYaDFVcMH7CbJjfd+6Bfj+j728ORmcdNnpN0dhcPEpdHpj0gh2/Q/d/Qeu9H9F85wkO3voOjdep/vtSyw/3X6aLz5fakNR07Wu03TJ8N+2+lJ58/h/oePQvbUXqePAL2h/9CoclWwqw//o3qKUh8mf3UH3yhgFwWzcdYng700XZWNWExVuKkZaTK4G4bP7XbVdbeMr8LHmlBSWmSktMB0Le8mMzV2D+ph1IzTErtqhHYP5Mw2ea3zEfZg7N3cu02uSGopRVZhkMGydvDR+JwePCMGYy3WtowB2GyJRFKG49ieKm49JR0O6eGuCMTQXgOtQdzcdQ2HRMgF6+q0ZL9tjpobnHkoI9SFi9CXM3FWBjVYvuOg2f3cPu9nPYVNOGvP1HkFt/GJtYCNYfBn9uZ9MxcBVV9fHrtuV/Zu/vs6mD/dfsYpHqsgoyRklqXy1A2r/WGKg81oBo6ZHL4KpXLr5uum7+nd+kELoQrChsu1BuPFa+StCwaLOaDQLRvZ+U/tTLf+wrNT/YPKk+eQtVx2/oqD55G3tP3QE7dHXnHkiUI2H/Za6S/Vo2UMy3m5mO8P/GBgq7dvy3bNxwyz22q38GeeTuqGyj3Zgn63v/RNuDf6L90b9w6NG/cPjhv+QW2vmI53+BZx0P/4kjD/+Fow//A4cf/BOHHvyKw4zsd4zkkumKQ+bmnWi8+hXqzptVS5UnritXYY7CBNv+YKHDWzMbHjRwm79+uw7LvIQFH61NFZWXrEZUGrt12dri6Z+QIgd0Css5nhQ5Z56sRWmQx0hNWo3rbK0OHz3W6LbOnLvnaG7/8dHAKXNm5+AIzFi0EuVHLmhvw2C/8aLz+DvZHcytP4TijvMoO3xBzoaFzSexobpJACxsOYnyoxdlBs1Iwy2TjDxso+49c1d7KEiQ8//PHHjrvkPYfqBTAOZtbEfDUS3wa7jyhWyU7EH4/McmPyYA2cp9Hni7f+57RWJux2QhxV3CjIiMsIrkdtFXv0fMBAs7w1Iolbj5RPmpBWCB2JZKmAvqCdqYDtgoNubl1s+RQVHr2I5+Ex0n2ox8r9HpWkyHdbZSFgNiA2CB2JYXS3fx4Be0MWrq+CfaCWAd/1KByKjeYQMnue3OB7/qs+Jdhzk1PyMGgkP3zYXIWoQ5uMMSAvjaV6i1Abjs2BXRHsWHPjM8HXOUjguyI6o4fln5yebK/SKaOaFBy6jUtVsRPX8pAhNStB6AQCb4KJ2kMIizbj6xs+EWMQ0TUxdrwpkg5hQzDaG5V4OMBFvWoYlc7JGhUXwaovCghSudeah0o4Unf4baiVUle+ExOU4W/JR+hs9K03qDrJ3l8mIoP3pFG9ZZ2W7Z166NlFtrDmJHY6eW+TUwypy7j/pz97WcmmqnvWduYVfTCWyqaVUevKXukKL39vrD2EVJYNNJ5DedVJHTdMOwAAQT//jPE9p0g/P3xTzMS62jjenE7e/lP8YOXcXx66g5f18GdwQywcrXdnXhbLNrbWw43PlRQKe0sfWuKea6QMZbvw2YBCUft97/Ca2MlA9/0WHSAJMOGOahO+0gwNqUY9sYDV0U5rWMtIq8/P0PfxVIectvufczpMu4R2Xb94rWhrH4RU0SAfih8WkmIPm+CUoJ22+Zi4zP8//NotTi3tvvGKE7v+ewZIuJwLVK2O+h/PhV7Oo4h10Ebud57O4kgM9j+4FjWFvViA2V+7Gj4ZAKpCkLlsuwj1JLn9iZ6OHuJS0voybH8BOXr8eYKfFwnxKP6ZmrkJW3W7weyfM1hTWIz1xjDPGCwjEy3Ni2joudpSliY4+6XakEtclsbHDejuAdMX6yDPo4um81Rhi9J6TMl34jdvFqrYNih4v/H2pTq45exbbaQxKH5O1jn/2YtKqMcOVHr6H86FVwxeqeE9dQc+qaOnLb64/IK4K5tIQk5JWbT4rlyG8+ibpzd9F42TQe/jgftm73vz1b4OXZAJ6ujU/ECOw9exsVp65pioEgUhpy7Ss0sW45xwXbN1F57ArKSEm1nsaOhk5dvPyDW+B99mxFTPszQWj/tQVmph+GbWD0/AmHH/0iBRu7e3ye0ZzvufX+DwqEXD3LdQd8X5yLqzpzB3m2C16aYV04Jr0w0fgXMRdMTVho8syfIzPCz4NpAqdj9Pg+i88vdYEfvvejmj4O2dt2SWNZe+4eGGHzm0+guPO8jvVVB9R2XZpfgbT1+Rg1iW6QyVhTWiteODVnOzyjEzAmKg4T52VKVjkkKALBCakaGcrMLdbKLA5nhsxMR9aO3cjlrbxyPzbsbsTKgkqEJs2FcTU3ezaor6DAh6kI13Bx89C0jKVasvKhm4csnOhNzFYj9yxQZ8zceNyMZG1GmpK2WMsXV+6uQ8XxK6g4dhnlRy6a5sSBo1hZtBdZ+VXIbTiCbfWdKD50HpwWYDHDFVb8HBjxODlAOm7TXvbfO7GlpgUbqprFcLDILTr0me5M1tYjns18mgXCbqAyQiuHtaPZ7COzPYAFYkZkTiQw5bj2lTjptRX1WFlSo4OMCjuHrEdYgFIvkNfQgV3y3z2L6tN3TG7KiQYe0v3ybGsH32d0Ntyu2IIHv+DQo1+VsxLE7YzK935EE4ct7/+s/xcpxP0XHmhHMu80tB0oaD6NskOfYVvDURm70AJrXZUxqM7dd0gpEN09t8hR/QQOK4qbQs/ijnnh8DGLMn5+jLJMVfj/P3CVgOZzTHEfqCZQUdl5EWXEaNsZOKSt2oCittNYXboPobPnaxJ56742RaJN1c1IWZurXQQbKhsxaV42xkTFauydPXTK3WIzVyvKesUkIzZrNVJytiJtXa6GJ6kyo6lffPZahKcsRPyyHGyrbcKuA0exrYamevXI2FSIMROnY9i48eKTqSEmPZe+brv8I9buqpGXBDt377u649MxflKWBc9KE9NBZsKD3UO2pmfQ2moeEpeuATtLjJxlVEm1ngTVSyWHKLQ+oT8+NRDUpBa0klm4geozN1F18qronWKmTEcuovTIBd152OPffeQ8drWdUbOD3TpumqeTz57TN1Bz4SFqufbqBme6uoHbBVLLY8yWw1rPW8BVBLMimV06wecP3/1BtqZ5jUexo+kEKDhihKN+mX9YphRWTstoxSJHhZKNFWhnevDgRzTffWKjwX5Ey23mkj+j9daP4Mb5+kvkaq9rRo3vqbD5NJhCbqnvQM0ZXgxPsHVvu+5CnCPc2XICzfeeIO/AEeRUNGJ7fSe2NXSadvLJa3K35yqwJjZRHvyCpqtfYUtVM0pbT4uFsFIZFZt2HDIZis4Hv4CF5s6Ws7ogd7LuqO8w9rhswNS0YQuVdXuatR/EISEjCws3F2J5Qbmi5OhJMZi+dC1KO86qK8JbZWHbaY2B5OxpQsjMeQhOTkf6ujytiV2cWySLptFRsQhKnIu09duxaEuh+tVcobV0ewlW7arCjMzV2v2Wsm4btu87pAgu3WdBtRa8cMcuvXYJRM7fsQu4aHMhVuZXYnl+udgMGulR5EM39OFhEzGCC/KmxmqEf+yUOExJWyJLe65qysrdLWke/y0aMBPA+Y2dyK1uUcNm+c4qrCnaC3Z86CaelV+ORbklWF+xHwX7j6Hw4HFs29eGlcV75e6+rqIRaet3IDuvFCmrt2mymaKYzTVNAjHt78lxMoIYHe/TQGaObAHXOtsDmM8pl+5KI8zP8zWH7vyIDorOmS8+/Kdu4526lf+kPR/83iFqFm5xPP0nnXkrZ+u49NgVccztN78zIz1tZ5Fb0yYDQfKom2vbsamiERsrD2LbvsNyQC9u+wyrimuRV9+OLXuaZTNAo2oKz0m5karcc/waWu4+EU+bt7cFJYc/Q/W5+zj08BeUHD6HDZUH5QHX+uAntD38GQ0XHihwVB67qmjL92mlLBZbYSLxrxIfcaE4ZZW5Na26cKRGowKt9lC3Oq22DQ4UtNOEetHmnVi0rRC+sbPgPSMJ2QXlUsmXHLmoaFTSeQF8vJWdrQNHRfwv21Gh2zx9HgJmzIJb5DSEJqfLrJqWVJRJ8uD83OyVGzEtYzkSs9cb2V5pPXJKarWgkM45gXFmZJ6cMHde0GmdFwBTicVbi8QJD/AOxOuOLnJGH8b1XrT5p8fulBmYPG+JLhbSehPmZGj4dOWuapmVbK48KOAuzStF1rYiJGWvlzUAGRE2YsJnzZejZmDsHCzYVID8hg59aCwgF27eiXVl+7B2dx3is3IwNycX0xevAS+ALXsOSgJYc/oW9l16hOrP7mCvCq5vNbtlAdX+TEBaX9s/tp579qzX8GckLqeo/TFqL36O0qNXcfDKl4pybEIVNZ/ExuoWlHZeUvOC+t8NZY2gK+eWmialBEUtpyTiyas9JE0wIy+XIMo/eW87GF2L2s+g88FP2Nl4VPx5fuNRbK3vRPvt73Dk4a9iB+rO3sa2+g5NsJDm46qG3W1nTU5sKxSZfm3dcxAtN75EswrFX7H37C2sq9ivO4juDHd5AVrNl27ajYUgmy3k8hltt+21k1RSVqlI3KqLyyEle5VyTlorLd9VgYTl6xTVxs+aj9yGTpRxxqnjPDjHVHXqOurO3UHVqRvY3XEBObv3yX+X+glah/rFpxiPs/Ql0vnStJrzc/PW5Wp+jk0MuqOziGNve2luKbitc8KchRg3Y5YUbmQa6PXLVVqcgv5/eXsL6Kqurf07129v7711L+7u7lCkUIU6LW1pSynuVtzdgsZIQgJBE9zdpbjUcIeipXLvK/Mbv2ftlZwEQtv3f8eXMdbY++y9zz775DxrrjmfaQC/Wc8h1qrvcAUOPV2KBtHVLP9zDRSEVP61t1UxngB6ct0+HzPVPus9RPTb5+Ex1m5IuDJNoP3gm5lQXYZPVvut9oMI05tknYZMVJQTk5iO8eRjDY6cZc83+VSFDAdHz7JhsXMUW4GE5h86In6hpEH47BUWtXynxazdJyYnZs0XNnMrBggSNA2sABMwhoLWv3a6c5rE9sfTb49LMuHdg10hqGVEzGwtycMSlliXkVNtSPRsrRgzNh+wGRv2WffRUTYifp5SccYlr7aFe0/b4GnzbMDUGTYiPtkGRs22+btOWNTy7QrgGZ2w0AZOnWmxK3fJmOoXNVvSDtctagXPQ0wE+jFB7OSnsRKw+vScmGhRS7YIxKwG83Z9a0ORmNOT5fKdjaqw75RWcuoax2/YJzXGx2l4aey2p2z+/vNiWibMXSlVYdi0+UG8MOrDLE02PK1hHQYMV2YCGRif9h5sPcZFWOsh46zT6AhJWYAKjYbyHLMSvnSb4gbwYRNBT/sj0nPgfnFUQKkBJIBH6BtA7T0+2nqHR9nnYyOs9/hprjfFiCnWqt8oBRFR4b1iw3esMulDrzW24i+8ajXea6o2XY079rDmatjXWqGen/YeYcXqN7LslWvKuVH9nQ/t5RYdlKtHc5me4yKVT9W0+yDrMHyCilh3GDpekrxI7ZeszAuvSzp3Hxlh3UdFBuGEk1T0+rO+Q6T+sESOTFikSj0YpFCE71JjrUsf6fmNO/e0tzt9rrJVH3QZYK+37Wmj566yuI2HLWrNHpu+8bDzVvm08MB4g/oCBKFg9q9DJW964DrQw8/yfhk4u44ZdCdxAdFLtkiNIE5lwNREGxw104bGzLaF+07ZpAUbVQ105MzF1ntSvIJzZu74yrqPj7FhccnqE41jB84VF+7AydNtXOJiGxwzX0ZawuYDKhU7ZuZSC1+wUd9Lnw8lF1BxNF1J2X/Kpi7ZbL0mxtm01XscS7H3lMJF+0cmKdXI67uEXhL3gGFHEW4mBIYmkjgNxKds9t4zlrz/rM3f+ZWNSVqsuJaBEUmpwAW8fSYlWFibfsMV8/BZr6Hqks6STZgbwd2ytuevsimLNoroj1y6Tb0kUCdGzVpiI5IWKWyx3UA6zo9VFgcNqlnGKY9KK9l2A8cJ4E069rTKjd6zBk1bSb8lsoiQuQ+79FNVd9oxwQMTFIRqQCinqri3aCcwZ6lcU6X0u46JtPqftLbsFaqrb0fNxh9bIxrNUIcYqm74RBsRl6J/fLexkdZ3ynRJ/V5jo61p1/4yEDEumVjEw8JXU361T3i0pBqrQ78piYoBwa1MDYzKjd5VDzwa0Hz4+QAB+cMeAzVByO0r9fyr1n74RAW+RK3apWB4OrtDM4k/Da2vEHC4DqRBvlqI4XY38HJM4CdskR9772mbt+e4SgJ8Hh4ngh8+u8tIF6Tfb3KCa26+76wNiUU1SLTRiQttUOwcm7vnW5uyfJvAP3r2EoNpAny4m6EWR81aKfZg5tYjtuDAKRXa/jx8uiLlMBChuVRBJ/U7OeAR8zBmznLRq6g2xAvDLCSs22u9JyUKT4CXFg58F/j0EdMX6NnRhzmWSv0FHLWyPvafsZnbjsojShoY/Uz6Eag1xY2w1n2G2CSU7snTFd/QtPsA6z5ummYkAT2EuEUs3mxRS7cr+JsvS7QQrtVRMxfbkJjZ1qb/aCM0EWai57goRfV//PkgRf1jIJBzhRpQt0lzxTuQqkRzblQI6jS8+ml7tRdo2Lytlaj/quWpXldtBUjVz1/reXuGcMnSdJisblkrVlNMRLG6rrEKXXQatu5kbwVtvj7tPdRGJSw0rFfCKfnx4J9ZDei/gVqDJ7HPhDjRedBxb7frIdUBA486FcOmzZXDZvycpap1jJeQqj7vde5lH/boL32bLkvvd+2jqDmYk47DJyhNpn/MPBsYmyxajh9QPnuWz9QfPBS0oftpzow7QKx4CefAIGBHcQG4ZXd9I9c30nTR/lM2bt5qpwokLbUBUxIUoEMwUN/wOBsZN09G2tg5qwSusbSjHR+rXLO+MbMsbv0BOUJmbvtahiATj7ZWSFdw0H9KoiVtO+rYC74LQA4G6fez9pyy+bu+tRFx86SaiB3Z46LTopdvsx4T4sT24Embu+e0vJKwC7BBlJmS84UVCle0pLGbGLNRRw6cUdWkifNX28DoOWKvek+abv0nz7Cwtn2GiB7C3doeQAWxwUPj5tm4+atcXj800vx1NnXhRrVSInaUqC9Agn7Ybli4JN6Q6Lk2MGKmDYyaaS0GjBYLQBzxcOkv86RX9p04XdY/DADGA3TZK83aivqCPSDxE4fFs6Vd8ep/5Ctm9xUobn8vWsoeKlZG+XJ0+clfva4K/FV96317sTmVKDtZw1ad7a32PazH+GjRLQB5WOw8GxQ905r1HiqQEwLaYwyxwnNVbwAWYUBEopgGqMI+k+JlxBGhBr34XqfelrfKc67DZtBlU+WyXn49tVdanSYfKVx03NzVFrduv0XBKW84IJ89UVO4UH0OWUaJLMl6FwkMNca1OAwW7jlti/efExNBvYoZG/eL2+4TOUu/wYAp0y1yyUZbsO+kDJuBkbNsFBM4NtmSd35tsSu2W1fyAInUS1gkCZuy57j1I8kzKkl2DVLO92BLm0AACkPrW0lA4kOoa8Yz8dxaDUImJrovRbv7TSEUd4m8gYCRYPcJKeusz+QZinBL/oKV6aQKgpP2q5dergAAIABJREFUFb1ylwCcOsm9E2ZP4IzBmbLvjFzKlKOindegafOs36Q4C2vff4RcxsQIQIijxzbt2staDRqtoBbCC0clQUMtstFJS1zqNGGW8HPxKTY8dp6WaQwDx8/NMjphUumR+4UTzZa0RJzehDkrxJ8SJodkJyt1TOJia/BhC3vxk8+MXLtGLdureR5lqShoTfMU+mCQ2vR4qQrK9KATEO1fMfhqN/lEvefop0EVSwatAzqNmCSln8zj7uT8hccKmB/3GOQ6F9HYZXysdRsTqV4Zn4+Psm5jI6z72ChlLPeDt1y8WRzy+117K/CePECSV3GsNG5PU5r+Skyt/V5Tpfx3DZ9mSVsPW+z6fRa3fr+i1eSt2nfaRWthcYf84AIvATEBgFle4UgVsLLnpGGwJWw6ZFMWb7TO4bHWYsg4e7tLP/us/xgV6m43OFzG25hZK6xPxEzFyBLR1WdCvHT4QdPmq44Ck4jiIr0nxhpRZbN2f2vzD5y0uE37rFd4nDrap+w7qZR+JGHoMxK0g1cuadthCaCJ89YGAE5/HcYYHU9xD09fv996+vvifqZB4d4TNjJpuaQzIGSyKDBox7f6nhi8mjgqKRUECnkA83/zMcj74br533ylAPywToNHy91KOR+WzF4To406unCvgJPWVNBKNJQeETdfVqnPHEW60b5qwNSZ4gaHTk+2QdPm2Ihpc+2z3sOV4UowM0wG5YTwjJFrFrlkk6FHT1q80UbOWip+lbiKlz5rb+90/FzV3WkcQ5YyCaAE+wBW0pdc3bPX1a8D5wYeuNdoTftRCxeP3PQze7uNy3nrMGScVAZUHGgmOMjJ89fYsBhHzQyPcxwo5Vfhnil3NTAC4yBRk5EYCrx4rQeMtnrvf6ZyAg2aNtcEaNl3tDyJGKuUmyXMk55ruJdxMjhOmB8Kz5YLZEGayRsW/BiSxkgoyjLhddv2pSRU1IodNnreKmvad7i16DfchsUvsA8+H2SNO/a0XhOnq8hHwhqymI9YZ7rWk8k7fYENjksRCHAi4DWctnybzdzgVAPiK2AghsYvshTSf/Yet4X7T1n0sq3WYzwdmnbJMJMr1xubgVOGVlqoLXgrh8fMVaQa0tapGenDKwFayv4z+p37jIuW9MdpwveeveNL8cbD41Ns3o6vUpsbUhbAS30mj2Nv3AoUGpQU6hKHOyb4J6zTkDFKQafRH2zDqDkEhC+SQo9fHYAqhRkuLhjQSKRAc1x0TAT5Zyk2fv5KZTKMSVpm/aNmy3NEPALlg8bOXy2v17hZy40euNA6eJUmLthgE2Ytt2HRs2U8sdRhYFFYhdR7WpmyZFOv7ZVPWyuKrVEL1+aL+GFiIQAPHUSp9E4dCfjc2o0/Vn8O6rj1GhupGAEIdizlzsMn2phE8uUW29hZy6zTmKlqv0WPXtoMDImZa+OSXE81nrXBhy2t/Etvpjasrv/hp3qWF5u2sHpNmlu995obxz7pM9Tw4k3feEAAho0QIHDVEty9nwo4p13I4+7jajyeuNaFsE5auNkmpGywCSnrbSrhlKt2ygCDu6brZfKOb633hFgbEZtiYxIWGtIViY2rnO/D9xiZuNjlsX1xXA4V3LGwBoCCWFw6Z0J9wiwl73X8K94vUqn6Rc6wmVsOuaD4YJXwoIISpJMmkxHeFy5aq0fAjIRKbPRiDEJSi8bPW2MYlMRt8L1ni5k4JBpszJzVmrhzdx6/a1y1m0jp6wqHAph9nies85CxysMikIWMgInkhyWvsVGzV9gopG/8QhvJiFsg655AmBFxyeL3AO3omS52FoPO5zeNn+eyT6HcyLGajM4SO9cGxMy2AdGz1DuXAKEpS7ZYxLLt8soRb0D70gFTEm3g1CRJ9U/7DFNLrHfaf27UUmszcLS1GTxG6f+N2zsp+0arTgrgoXRVsXp0h39NUrt+0xbWYdgEGxQ1UysHnjVGn8lx9m7HntY3PN6GRs12BT9i5tjgaXNsYMws6zMlQfo833MALbgWbLC2Q8Zb5dea2AfdB1rLAaOtef8R1mzgSGszbLzBdHQZF2O9JzuX6pSlWwMJvEe0FUaUgmH2nbLZu76x+M0HnV9/zR55tYj7nU6qkjx4Lupq3m4Xp4A0I2YDfZ0fi5w1ygFQQ4yYA4yalL3H1QMPw3TOpoOWTKETluMgDgIgCGyAeJ+ju3BYwMOiGiTvOa0+eKh75AE6VSCIYw76x2l5Vwq/i2hD8npwC7zBZ2glYTVBP4ZJ2H1Cq/egmHku9HTPcUP3Tly3x/pFJImZgF7zzRJT78nzB1WJeH7VFUZKB8N/H9SdsM5DxlnMqi8UiYWuNWnJRrkZiQUgj2lSyjrn9w+S8BQDkLxWx3E5jpm9TPoxWQzkM/k4YiQEKSDQO7GEKSrj9gsjZJGBj51zpJnAFJAr1XpouLx0g6Lm2IDIJPm7FbASkWQ0humA82N0lFJM2g0Pl17ddUyUOE6W/u4jpyo9vOe4COs/Od4GRc6UX57CJRSImzx/rU1auM56Tom3nhOnS+2BFGegw3cZPdUGyAidbRhCrEAkWcYs367vO33DPudW3XLYpm8+bMOSllnHkZNFNZEShH6ZsPGgTd90UHowIaozth3RUquAHnLk6GBEMihL7V5YCmecpKPcVE+XFKHjFr9uj/WelKCJtHDvKRsWl2K9JservzPAoJ7brC1HjWzi0dNTxBJIj92ZtiwLBKLivrU5u7+Ri5kkBkIuvbGojkmbj+i1AKKCfmnMiD8GSEMnhfYDNsKzEgCR6/lOc7Z/KeYAYw1dGAoOqY/qQq8SVExVFgrajXmO3KsRulcGSU+tYe7vADwUAO826hNAkU1evMmmLN5kkxiLNtpkAL14kwbHpizZqkFmQsTCTTIOMPLImZtIMl4KIFlv/aLm2NDEJUpNmbJsu0Usd44QdC10PBIX8WAhgeAE0U8JRO86KkLJo+qeOS7S2g8dLx30s97DrBUVg4jbGBdlGJ38E6Yob8qpMmOmL5SEat1/pGizlv1H2eDoJMUBMyFgTyKWOsNs1IwFkmQYmCOnp6jV1mf9h9vgqFlaYdDzRyQsVKji1KVbbMj0FJu2cqfNJBFyPaGMe2383NWGt4r/3bT1+zQxE7e4ZEwC3olHAMxIEwypxYcu2uJDl5SBQBSYArwJSQwCxd2PEgo8VIATqloDaZ+w4aCRagOFNCZpifLDyBpmuSYwiZKxBOUoFteDSvqlk8Lib+FhiU+QauH0VwEeXR3JGuijgNFLREl0GVme9gvuF3C6vN8zEg7QAN+9H9osYf1e6xvU6VB19t2wKyds0oK1SjKYseWQKDkPWufUweGT5sn0k8L/j9IBGBqDH4GYWNyUVAycvGiLkdqCoYVq4c5tdZKauNmlgGe9aDaYCmpgoX640pmbFT/B+8i1YoJw7cj4ZBtE6N+MRS7vCxfsyl3KhKAu2cQFa2xUfIp4WOi39oPG2ZututkHnXvL2QFni9VMOCGfyWqANxDpKk4xcaF1GR1pdML8qNcQ+7jXUNF8fSMSbOC0udK9w5NXWtuhE5SazSQgWRM9vtu4SOs3Nd6pHPHJcoNi3ZP6zf+h+/hYG5GwWCk/tHSNX7NX8bpEWgHq+A0HlFsIT8uPR2wrxlz8hv0K0kEaLThw3lIOXlBQjkIWfcZCBgDz4wg8UgWOK0oMQ27s3NVSEcgaJhkTdUHgU1D7MVXUIaoQJwTVJh2IPOhctoWXaKlACwFmOnAAwGAp11ZS1Unk1OtSQR4AOpC8ksSBhJTE3XfColfusMGxyaIZeWY9B2Gmmw+rWTgrFC51N4K8wdScQy9xg89JZXJQIYaOEw+HDuxA6oAM+JC8TqVAKjsQS1Iv3WbRS7eKfhk7d4WcHtR4nbCIzA3neoYmIxhbUmj9fpuYss46jYyw9sMnC0yUbopZ6dQI9MYx81dZrynTZWTgoWHQ1w21gToAeMRwtuDvHz1jkYLTCWLpOyXROg6fIik6YrrTzWkbOyAqyYZEJ8m1OiBqhhwvwxMWihbrOTFWtS8GRc/S5ygrOXGRKWQRejBxkY2auUhU37h5azTZCBYnZDBiGSsHNc22StpFr9hlU5Zus2lrvnBqA1m96vJ5WN+dRAFqKKAXphw4awsOnreUA+eMYBaxEwGI0RnReUXiB7oePzL6IUmNtIuFpSBGmOvQkwVyUXDHFcs7c8th47sNnZ5i83bh+HATQYALJLJ/D6oDx720Yx8aTMACICHctJPGAd0XlLPi3sRRiEkJpd70bKEUG+Wt4I6PqYbFjO3EhASfu+Nbm4fqELSzJeVqroZrJO7UCXd96qRJBS9gPmFhXYaOs6gVSOBQADsJLMnrVYhFBIe7rAXATOAG1bcpXEGKNEaZVAg43oXrbEDkDAtPXmvx6IQbSBglx2uPUrTRh33OFzUT6E8xbt5K6z01UQH0Q6KJoEoS6zE8dr745GHTg23sfFFipFvjTBkzc4lRoG9YfIq8SmNnL7NxScts7MylBuOhSK1Zy1TgbtKCTXpuMhhGzVkulSl66RZZ/ZQU4PtNXrRJRiy6PYPosoT1B4z0HnLnpuOoWLFDNGB4yho92+CYuYr6Qu0gZoTYYHo+EKEGgKm5wHI4f/8pSzl4RiBO3n/OpEaESGEsa1JwUgtLBz+WItGC/dQfn/gKzx9LR6QOxCkl5Q5PWGQzNmdgFEJ+eIFYktct0T6MM1RtcIAOkXhBgqqXrjyH9vXZadfJgBNDEApiB3QYEQE+eA/P4SaQC3zivXgXk0XfOYmcdp6WAxklcSCBPYAjlm5LVRGQxqEA5rUHOdso6DGyElLWSa+EKoPSQYVAb+4bkWgDoueq/mz0sh1aQpw64VK4SaKM4D6rvhCAmRTjktfakPj5CqbmPlBKpLujU1OeiODzcfMp97RdxhWAily2XRIR8hzA0Gth0qLNqnfba2K8Uoi6jom2SQvWK8I/bt0Bi171hUWs3CnrnzgPDAw4UrIuAOOAiDkylvrHzDGiyyi6x/9m1OyVYg5IusSgi1y+VTbAtOXbbdSMpaKj4EoJNKfoBnqwsr3XHxD1hJuUzIcFh85ZyoHzIv19LKwPZPFUEZLYSx0vNUVnefUiREJKavJ65zGpLk5ypVnybskOkcbBPTw4Mn6OO+4dC27LZJFOCqWGxE0FIfd1AAacaSOoK4y6IAkd8n2CycPzyqDd9Y3qbKCGJaJ2rdurjBKMPYKGxDnDOwerlApyMxn2QqMNHS8VIhW8AmqaGuGBC2hDB5JLlVRS1irAB4OP9OypS7fKYYFUxvhRmaJVuwU6mIaBMUk2PnmtlmDy0aDZkMy8D5Vl2ppdlrD5sE1bv98GxifbSLx/s5ZJB6VgHzretDW7xbVG83kLN+o5Ete5uhYRy3coVnZ88jrrM2WGC0yfvlCfl7TlsCVuBIzbFY0VvWyLwMnqgF6rtCLazK7bp3/k9HV7FXOLzsn/Z+j0RQp8Iqgbow1nBdnc8LQzNh5S4Dg/AICateu4TYcy27hfqoULsTwud+gi1Te4YMn7zqWm8dwLwF4apgE5AFcIiD0IU8GLioAKkUHypjOMPJBCJPndPyPNW6jzwfv8Z2aUxA7QDsxMRFYVgRigBx443gswYWEWwZPvPuYCxhZvtcglW2X0S4VNWacSVTBaCFpSrIicGxSbbMMTF6fXgT1AkYx+P3TrdWSOEcYnyix5rTxteNamLtkmPZoPHp+yTlJSlV7W7rXJi7fakPgUhWuyNMNmsCzHr9kj9QLpOxoJK7XjgKTpVIpqrNghQ48vNX3tF8p+iKNOwdYjNpXy9AvWG3TS1MWbBcYZlEPClUum8YZ9Fk1mQlDzgigpqs2QSk+cBCVVMWDRx9lGsios22aTF28JWJLtAjWTkGdVra85K7T6wLoQW4AKg2eJwinEv5LZQDOTeKrcbDmkGGHiZWEj0PEW7Dmp4hwLDl5wurB3M8ObBgMpjJ7r9Esn3QBOKGC81GPrz3nphwMDoKYDWyit5s8FUpvrdb+gGrt3fuj9fpLwnhBWIPVZQiZI2jFXekoqQ1As268o8NkL959VCCeTfuy8tdYnIkl0ZOvBYxUbQ7ZPi/4jrNXA0eonSJE/4p17jo+1UfHJ1n7QWNGl/SbEOwCD7LtJWg9YHA546gAmg/3IJZtdzQhiGmAQUCEWb7EJSMSFG9VzeOzclZZIxR9Z4/yY+ywykF7sx6zdI8lFqys8dejTQ2cssYjl27WMxCPl1n3hJOMq9OZdGkg9yH/0VcoUDZ+51MbMXe2qy0AJLtuq7OGRs5bYhAVrNJunLt9h0RStw4GwZo+KmaDzIv2RtEhgVgSMTWpfuAmzVysIdcJQT6DRYpZttfjVu8SVj6eWV/JqTYSJC9Yq+AdnAPo0sa501IGFUMmCDfu1TAIyXK0pBynocVYxr/Og1MhRywTAaWBNL3n9Uu+Xcw8gD7yMrznu1QZnMFEVKK2NAEwJQT2sLPw+TEJJcQ/iu2z9Z4Q+gz5n17c2a6dreo76ofiLfSdtwRcnLHzuamszbIJ93GuwNWzR0d5o080+6jnI2g0dbz3HR8udPyhmduB2dhQpRj2Con/kTKWBUT2T2A554pBIqWAVleaMGX/MAXejKDVHq220iMWbJIHx2k1ctF66L8ss+ie6M/rkgJg5Kt7sGQy3dTWxcOviTkaPRcJFYEwt3SzjCCMpCu6YFP/5AGSpjZ213DBOkJqARPUc1u9XmgqJlTAe6KqkY6Pnhs9ZZcQ6TJ6/2uLX75VhhY5FEAgZrnxnnhMAJ20+JCqM50A3x3mBWsDEQmITRgiAqRtHig0uUiSyBinkq3cqW4XEUDoe8exU1Unceti5ldftlTEIeOStolAIuvDBc+aMubOqzxAKYC+xPEAEygBsHqB3bp00BpQaIYBDb2XJJi6BYBj4WSaTwLXta7meqU0cv3G/7AjAi9OFa9BFNZhgqdSZmwyhzwCI3T2/tegVqJObLGLFThU5RH9N2LjPWg8Zr+KKb7Ttah2GT7R+EYmuK9HsZTZeBvhSBXhRQR9+HoqTWGbCFuiX0XNinPWaFGc9w2PUJiETAG+WlHVS10veEADTYWaRc2JQrccDGDZBRhV1GNSFxtVlINAE/XdoXIoqCw6JS1HdBirdIAVRB/DWRSzfalErtgk0AIfAGNzRGFoxK7ZLskUu3SpLH5980tajFrN8hzyG4+evE6gh+xPWHzJ0YkAOQEmXd6Wa9gYlBPaKDhsOl7zQ1SJD+pLbhioRtZK0KWqEkam8QxKUCDPYE6Q++j6rBPwwdeMogEhQEhJ/RNIy6f5MAEIqJckIqNn1jS05eFapRrhGZcz9AoDTuU5DwOilqAcPhpA/llq+iiY1HNf7jtu8Hd9qJWTSDktcaD2nJIgz7zhsgtoPtB8yQX0yyOamdwbZHr3Cp9kAYlpmLpNXlVUvWWGUaSsBn+ufQ9I6MBD57FkEKAUBQUsOnDfqbJDv2G1chIKlyLDAQdNncoL1nZogj+hQgsHi58uJBD4QGP0iZlhPmsPT8GXSdOs1YZryFElWCOs4ZKxFLidewTsrgugx3MqBa1lb1IQgwZPXVDOnUk2oBEbykLURtXizsjomL9zkdE6k0pqdFrFyh3MlBzqldGDCDnd9I8lFxNpwOgbxPg++NVTO8cu8AyRgT9h8MFjWdytbFr4WbhaJzkRin+eFnwZ06LnUfECSIolRGQCknkFqxD7pzujPGHHS3TcekATFXStVAN0aBoLjmw8pFwx1ge9J37OIpRs1MVBJZgbtalUaae8ZW370ks3Z+ZW4Yeo0wAE7NgI67axUCDEQOEJCVAlqj3kpHLoFNKngIf4hRD0AxHi6cD2TLkRGMV5JklgZ77TtrkQCxZf0H6Wq7N1GUrp/snUfOUUdgshMoXMVAw8fnawITUXnn7XtK+f+TdWlHYj9JOJZnOqRpp8j+REucPT94Psnx1u/qYA3XgP3eK+JsVIPOAYbBC3pajYvt3CaIaastamkt+FRDXrNqbgfUoYf2XngNgu4cLpQWYDVAxdHBYNj0FtIHugteF9SkJBiSODIpZsV0Dw4fpGs9+iVVDskcGeLpCcgl5dvEdzrVkPXjVXMhNNfMd7w3lGrDMmJ3gq1glTTdr3r6YZhRNwt0hFDDYaBeNjETQclOTEs6UGBYUb2LXop/CzvS9xwyGbQg9dXRtxMZUQ3qD7JPQCuH4AWEPM5SCJ53uC4Nx6y6RsOqVGJjkHnrXHsBHEeOAQwZvhx0cGnLN+u6jrovCkHSZEP6DSaqlCGFIv9FwCcKvEC4M7a4Uq9Ej9MCy5AO3PDPkOP/KTPSDl6Pu4+SGGrVD+nMn2/CdOtT3isanv0HBuldKrPx0QEW1fev+eYSGNwvOfYSOsxeqqKh0et3OlUhRDp65/pblsmnqq47z+tiU3I7edUWx8XbZ+PdRk8XUdPta6jJlv3cZHWbcxU6z5isrXpN1Jx6RPnrbL41Xuk9nnPLbiAo1dpqakrtjlpq2IeLo3eg5atBy6AEIDhehdvsHHJKy18wRqlP4+duUxgpco4tBSSDTBjZY6Zt1oxEjQUHD9/rQwv3ZdJsnCjmAhAQ4tSdFhq19IxnhoLvh4WdbD88MdoAk3IIu9h4L5Fj4N/BXiU78fNKwlKKaZNAM4ZZJLE2t+vMqZEZ+E1ZDAhMLz4B2mo5sMeTSR9PyaVxm5Jceg36cPyLuIad/EeMSt2ukmHIbvpgFQZGA4qzmCNE7gOgJMpcrf/tPRgzwOnbgMJ7IEBGNAzCWlEzdHnrv7CdRbdeUxRX/1iZttrLTtZ/Q+aKSWKJin0mWg5cIy1HRJuXUZMEVD7hE9T0qcqn4+cYt1GTpUERgojcVEncN/3GB0psKF7EhkXt3aXyjsRYomaw/P45/NS2G857lQLqMVvbM6eY5a45aDUQqrpD45MUskCyuCi13YZGyFjrs2gMdZxWLj0ZGKgY1fsUqB84kaaUbrq8OjjYe0HjbIpvuCwSkqtDQCLR81JYGJ6seypYAN5z1JP6VKWlKEJCySNe09IkI6CIo5ey4+KHsuMcVQVPCsqwD4tJYkbDqqJCoYX1BeS0wNR1cIDUPpjAFXSbiNAd1KPLZ4+gI/RQV4XEhkrGuoKkE1buduiARggXLfXYoJzMCAMXctxwLqW8+46D16O6z3r92ql4DtpsAqgbqx3nLGkv4h4931wdsAfMzGZNEwIVhUMXaQ4QCSUUQCWV46Cd46JSAUvRlZmKsTOY5qsGKBzttNm4JhSjnpHzrK67zdXN1IkK5nGA9ExJ8Za93FR1mnkZKOlWos+I6xlv5GiqUjRp4BM91ER2iIVP584zfpGzbChcfON+G5CZbF1ZO8s3mj0t6O9AYX4EBx48zxoM24dRfet7BywEb9qr64nX5AViqqTVMhE0NCaACOa34wVL2nLQZuz9ajN3f6NalMQDOQnC9uw9gNHWcSK7WILcDxELN9iUSu3yZiCBZiQvFZKf/fJcfZJ/1HWsGUXq/RaEyOt55FCpRQYg3XeZ3KiSkGR3En/ArKWATp1JCD3XeVvZ9WjCgACqkNK4q1zEg+Dh+GloDvnKB2dE/jcawCm82Q/BGqEUnnW7ZekZNKg0iANmTgJ6yibzyTwA2AxgvL6mjBHVGwZ6QzoeG55+ALVxRuDGHt+MkMnkvRKpBuhp8RCwwNT3Z7QzUiCldT7YrcADMsRvWq3zd7pgsJ9rpfTgx2dRqVHVXUMYiO87hv6w7GveAYZaU4HRVXpE5lkZKIMjUg02mYRJ6wRTiLrNDVYV2utifFKviUcdADBTsRpU8eBGhDzgpV1CV7VTfKssmJSM4/iNtCY1ISIWLFNLBCsDgDmmULBG/oaVoR4DunPgXHpDUwxFFsOi/0g6Cdh436XvRx4I9193PdNd08A3HnoWL0B/XT83BXib9uPnGTvdu9vdZu2tNIvvaEGKQ8WLWX35Stsf81VwO7PW9hItnyqRAXrMibCYpZtVwMPgmIoNjcgerZcwsQb8MVVe4xCyqLGXAl99FKkET8m0kngC6K3tMwH+icFlln6yQ2TPop6sOWQjChUBYypeLbow6gEgWQUAxEYgkhipJ8LIHJGHpwuxbynibLbphQY1Bl4YNLD6VI0hoB+1QReaJRXxVHhWnIlWZ8piYpD7jsxThWGeo6PUbIo1YpYonuNi7LeE6epWKJjOJyawYpEED98K8HugG6BAntcvVxS5kN1YNFpctWmSZ5QkITuA3Qov4HT5qjPME3U+0+KE5D7TYy1ARPjrb8fk+Ktz8Q46zY2SgH7Y+Ysteg1O9WtNHwRQF2vgjbYEKiOABl1JUmVItG1v1bgzXzqn2UAbugzsQ/o/AC0ae10PXvyjc3agbp42OZgIO5wXU0z3se9dhShZzzC3mvb2V5v/7lVfbupFa77gmWrWNUeK1HG/lmwqLrB35+nkD1WtIxlKVvNclepbQVq1rOCtZ633FVqWZ4qz6lIBpwfATK4gwlmEdUVRGvhBCGmAWCwRS1hGdHr5HUysOSOVS2v/eJotdyv2SPQAfDIldtt6vItNnUZDpRNFoERSdBQEEAPRccAdMTwDo9foIxcaiIMnsaYY4NVWWeuq6qTSCzwEpuYvMomzFupyDMASo4fKeoDImeqkAaB9mQqE+ROwDttWvsyiLGYMM16I9XGx1pvkkZHR0l/7Dp8sqz4gZPjrefYCNXNYCViWZQLmu9DExcMSboMbT5si1VT9x4Alhpxp56ZCoqgcAo/MEtswoZ9qlZJaa2usAj0fxsabu2HjFVWC4XJqT338ecDVeeiSZfe8m5FEv66Cp8ANKozuGPX7LaZNFQhjQgemhQgfR6RY6QaOabh7mDzAP2lrVM/qObjouAAvR+hUp0An6+lMpEYilEeVvnFhvaP/MXskSKl7PHiZezJkuXs2TJVLGelWpavel31aytZ/xWlsNOyFdCH5tiFAAAgAElEQVRmKVfVHipcQinuXcZFW9Sq7SKukS7OuHGRZ0jBaSt3KQeLSj5wpgCNjuP4s3FIkC1LSj+OCmoEENI4bPoCGxqbIt6YOFjSuYcSo0tSaZAOD4dIMqnARRZFALK+8IrUXZuUoBw7Krgo6TSSaoauYTRtA6jvRg4fqg6F/4YnpCi1iVy4EUyAGMqWAvg52qdkAOGXAyNnumJ4k6aryhAGDp0jOwweqxJaLfoMtTYDRsqiRrccODVBVF70qu2pAKZecfyaLxR1NmXhRtVTSD5wIaDT0uvCaQ6NOwEMaEKX1Nh1B+SiR9WhlhnsDkKFFhHEcaDawf/SK5mEgV78nyJn2qBpc9WbGDZq9tajqiY5h4LT279SPQb0bI6HfpYHrHNb/xJA05/PeB83EZkY39jsnV/arB20yUWdO+RUjkBNIlmAUrgY0oQgYD+F1Wj4hmWrUF3ALFCjjlEhktZZReu+aIWQtFVrWdbyVe2JkuXskWKl7eEipeyhwiXtb/kK2RMlKli38GkOwCtdzALLDC1UVXN3jTOkMAAkFUkGjZ6njAdKN5GESEA6ge5UkSQkUkmkgBQAkRURVCSkIJ3Px6M065CoWRrUMGN/aPQcZVMMiphpg6hRq/Oz1Y2TjpycHxo9W9UOyenDNUnhE0BJFxyK9/WdFC/AdcbQGTjGWvanr8cwIxWfBuFvt+9ur7XuZK80a2cvNG1ltRp/osaP9H+u9U5Ta9ZroH3cva+aQFZ54z3ZBCNi5yl7RIWzCe5HNw+aqODdIgyV5jFLDl5KB2CV689EB/bgybjFOsdoJGtDkWt7jtncL47JQMKpgu3hm4rPoywrIZ67j6lub4qixpCAri4xyzi96uiVgcpDfWD02Iyfea/XznjzuisgdhIUbty/j3sq+J+Q1bWEDmADQVcekCOIWGoHeN5Lc8kvVQhFccO7vrWw2rSBrfuSlarf0IrXfVmVH3NUqm5Pl6lgj5coY48VKy2V4rHipfVax4qXtr/nL2xPlqxoPcJjFWCD8s2PIwCT94blT9zvmj0q00paPqUxGdSTIFWf2hLUhRhLwz2SLslWptkg2cIz6EcBoEnlnyewDYxMUj9dOMQeo6aoAR5lokghatl3uILUqdXwfuc+9kHnvuqe9Hab7vZm666qjPlW6672Vutu9lbb7vZai8728sdtVcmSDOYab31o9d5vbvWaNFNjcCYwk5kupMXqMJnrqxE5zcg1qtfWpM9VpZY6KRWq1cDqf/CZ1X2/meWu8pyM3I+6DbAx8QsUgI/ahB4uAK/YKTVKVvzWI9ZmWLgYi4UHL7iyUUEADGwEEtil69xdAnsgsOWHRg9OlXC7XF8JVBfFKa/5wuYQFC89NEQvDVFBQu/n9gGtH16SumqZTnJ6UPutuwajTjQonDrsDGxREJkHWwTroPvvOKbwU9GeW+gq+pVaCqTzLoZ0dnLfLfgsjDhazeakoXf5qqq9+3iJ8vZEybL2VOny9rRGBXuqVHn1a0Py/qNAUftHwWKSwNnKV1d4I1UrCYtMBbASOLG6d0mFiFy80YZNm2O9JsTa5+HTDN2M8qSdMXgo0Tp8srUbPF41hel+9FFP6o/1trc79LBGlEBt1kZtbqu++YGVb9TYyrz8phWp84Kq8wCWnJVqWs6KNSxnpRoCDmpOvmq1VeEnX7U6WkmK1X1RvTSoJUGBEkatdz6w6m99YNXf/MCeb9LcXv64jSFN6dlBLQoGvTvoJFrl9Xd1jh7RlV9rrEEVIc7TsLFUg1es2PMO8IA5X/U6ut8QSg7EpxjdMGEv+B8x8BSySi05eN66jI+xDmMjbOmRyzZv75l0Rhwghmf1wEwF5z1B54EWtPDahaFFKy8nXe8Eqbs+VR2Q/nl3gJPyA5Mwc+tRSU5aZOGwgdKkYYyMtKDWMUBFkiK9aQ3Ae6hkT4wFAPdjjow21wQn9Nk4n/qa/RCXuY4D4IovvGKPFCsl6YrUfbZcJXumTEV7snS5ALTF7YGCxe2BQiXt0aJl7ekylS1HpZq6hhJPfaYmWORK5znzP44j13crMIZkwx5jp6omGuBQx/pX3rKKdL5/5U1VW6fmAysAks5LvYI1n7fCVG1v8KoGxyknlb9aHUk42tDSuShHxeqWk46glWup/QCSk/fQDZRBU5hyL7+u3sxVXnvXar79vupI1G3ykdV7/xN7XjUe2qg4Cr3qeC4PUkBL+y/a3lZ/s0nqoMUBLXKppgmIaXZO7QqKr/CcBWvUl+pV+sWGcsOOjJ2f2ijR/4+UlrR8u+oz4Eh6oXkHsSSLDl5ID+AQHji9xEsDaeqP/CtB7UGW9j6AAqi+Fj0GQzIjAChS1F/H5wM+bBvHfx+wmTgWthxWN9J0gGNF8K5mGrz8RvXDfyZbD3RXhtZJXz+Rwyq/9Ko9U7aiZSlf2Z4uU9EeLVbaHixSwh4sVNweLlxCui8qBfXKMOqQdrR//WeBopajYk2jcjmuYqkOIVKYIBqkMkzBW227qQ9GkdoOoFTXoV0WgK7yxrsCDQBA8vleymx1TcO31dW+znsfqU0tE4Aec4Wea2BF6ryo+7LPZCpe72UnMV8DXI2t0qtvC2D0dWYf4FEaimIp1d54VxJWAH2riSZTmRdeUw1h6gjTCpfPAtCAFMnNhCv/imuRy8Qo9UJDdRqlYSOGLhMGEKNu5JFqUV11iqk/QdNEgqM8gInZICYawwQW4u1Ofey93gNs8aHzad19Mjgy/I8mTjVUOmUCXA94v/VgII0rtGkiLmhXTWiPMlDg2OHI4c3RT3lf2md/K5oLow4vJxORnECvq+qzMnke//lsf8sIBW76SXLMwiq88LI9UrRUYJyVUjurZ0pXUvlSlt8CNeqJPstStop03ieKlxf78EDBYgINFV2gucS1Bs4DfiQAjTOBKttNu/VXg0IB9rXGVv0Nt3zTE5nKjpSPcvWB3dIs8AVLtYAjEL0twFds9I4K7UlSA9yadS1/9dqSvgCYmmqAq/SLTIhGVlr7r7nJ8aKbNACR9wM0miaijqjdV4OG7j28r0Ej3Yt2BoASgALU4s+/JFuB6ph0GUVHhlYs/Fw9K/H8i4bULfcyE+F1rSANPmrh8gNnrxB95mI80IV3inuOW73bFh84Z4PiF1nhBo1s4qJNlnzwvM3aQ+pOEB4Z8KxQVr/+h0cHPay4Dec53Kd9nD8U46ZhN+5oP5x7/miam3YHni+vdriEUqg/7oVwkhTeeEh6LmoEEwA+H1BjIDrAp9eLQ5/dT4jQY5ntpwdt0K4smMBh5eu/KPUha/nKlqdqHWPpZgBe6DL6sz1S1FWFhF7LIV2zlvRjJA7VbIjHjSW3TU0DA/98kHU8deEGGVfoiVIfgiUaaUh/ZCrqALiyL78m693tu2uRhICwWL2XBDQmE4ADUKwGGFO5KqP7VtPz8tyAUuO5+gIXACtcu77AhuTnfuin6M6aoDXrWRHuWe+lVJUDgFduhMR2Kkedxp9Ygw9a2ksft7GGn3awN1oS0dVNFX7e7dbX3u/R35pS4JtaZgPHWAdiCcJjjA6hVPqh5zLlaaetdDEiqVJ42TbXa0JL81Gr9OaH1qh9D3WtVDWaX3AQZPaDu+X6Gzl3aOKCF1SG1JbDNmPrYbl/kcJ+AOK0e7nlngxoqmDyPsDq1QYAiiE4f8fXAWdLFSAGzc3pv4yXda/c3EhOxQ9nVB/4vpo8Dui/FcxaPQAwLES1V16zPNWes3w16lh+Sdtahn75TJnK9mSpCto60NaUGlGg5vOSyk+XrmClGjQy6omhQuDDzghgJHDk4k1qhoj0wpACfIBUemODhlas7gtWpG59K1IHSQjYnEQEUEXrvCApD9DyVKktPZfK7Hmq1xHoAHPBmvUcQGu/YCWff9nKvfSaoTLQguu5dz+yuh/QQLyFvfxpO7EPb7btbq9+1kk1gZt06Wsffz5YDWvaDh5rneljN2aq9ZwQY/2mTlcZrKHx89WtfvysFTZh3hqVEoigKfrizSotoPJZK7apL5pzWzue0gU17ZFeS/A86ffEZThVK41OI32LjvAL9p2wVsPCLVu1WuLNaa+aBqrfuuT6zp5fq/IjsQau3a1rHj57+1cqg6oYCsBLNNv2rxRkBA2H0YWBSXVO3MTEXXMNTRjlvkaluEOFcWCEhsPIIz5l2tr9MvDkBAkyjUl2ZXLQ44N2YDM2HXa0H7Rd4LyAbsvsu6fpw+6asKqvvGbZKlSxLOUqS23Aks9RoaaYCSii/DXqqkcb4C5Yq74AhR78cJGSKkY9JG6eRa2iu7r7kbx00Q+1arfS2Fv2G26lAj3Rg5dlFgle9sVG0i2RxNXf/NBqvd1Uxfmef/8zlV196aPWsubpXv9Gm672Zofu9m7n3ta83whrM2SctRky3toPn6ByqgSrUEqfslDD4uZJ71RJ2DnLbcL8VfLeTUpZ7yr0LN6kWmOkCJFVHEujllU7lS4Uu5aecV+IAyW3DscAIZJIoTi/Vfgn+Xxw3aEDKZumQvn/h5/cvPb7ZJ4QToo6AR9L9nXRei/ZW+172gK6+GRQGfjxkFyhP6LbD5bVjLplUG/BSzttYQq4x9ajLtgIDyjfBefAWlesBceF+NadHlS/0gjzLEHgOk7a/rUmA/HcBDvB4xLYz/+AmG6CdBQtKPf/XsdWbCUwKKDYZMCFGnE4OkLADQtR+aVGsuTpAISVj4QFqOiISMDCtRroONRUrko1BHIoN4w9lnhaUZFKwwOF0kQCMA6Nldtt8LRZ1qz3EI1WA0Ya0q7T8HB5q3oIdHGqjzYYRwOVe+Ln26iEFBuXuMDGz1iYOsbNWGhjEpNtwmx6vG2yaSt2iqbjc4ltQJ+MW71HsaNKFiVYiOYrQQNDtgIceXEKqndhkYo55rUcMF9YVFC/zYVJuugocbioRXLUBFtFTjm+W8Hx4r75zk7CerD6LcAN3ec1RlAM2bZkUGw9anDVz5atrAbjNLgmq8FLIwDIsu+B7MHstxz317J14E6TxrzGOCP51j8j/x8iAb2UlYOA+wTUVsZ7ht7/l/ZRDZDYSFx4YKL9wheuV10Naj+gY6tQyw6CfI4adeVcGQKCqA4odljf1/8PtgffiYka3Dus6iuvW77q9VINGnnh6rwoNQEdM3flWpYLnrVSTctesbplq1hFVNuDhYvLUgfA6MAAx/9TAC8jEkubclPJK12vthkLnXMi3nWcoZlKv4gE6zU5Vh0oO42eam3pszxojH3Sd5jradG+p73ZqotRL7jeh59a1TeaWL0PmiuXCuDiKEH/5vO8G9uDE2cKg9oO2gbP5Z8vdMuS6a/37+G+0u3X7HagDu7F/TIdABx1QTaAA7L/HCoR+f+R3zKhKK9EdsbC/edU+/fZSpXs1dadJSln7QqW/20OvPygeNy8/hq6lYQNMczQFd1IM9ZgFfj/JG06KNDC3SLVAKp7fxo/6+/nJ4Lf/hJw7zhPtfndx/X7UMKX70ykHzoz2TjSgQN9H72Z74TBiO6uZIVNDszztjvvIOoLagqqTliNhm9KyhZ57gUF6uSp+pzlquwcA073rWHZKlSzp8tUsseKl7WHKfVfuIT9LW8hJ4Gnz1c6kGch+GHIpOA1GbutB42xhp+2lZeqVuOPrNIbTazMK2+p01CBOi9Zvpr1LHfV5yxHpWqWpXwle7ZsBXuyRDl7tEhpe6BAMftHvqL2zwJF7O/5Ctnf8ha0P+fMaw8VKm4f9x5kU5dsSF2uPUj8Vs8TAjiBMiTw3F/ntxkBrFJRQeB6pmC9C5BZiZxKEQS9M8FUOgDL3VnvLNUYOlj0pJZT3Hrx0Qu27NAFOXUeKlnGHixeSrEfpOEDpFCg+sD+0GPs++s88O62BYRiCdCDtzs6zRtF/noPVL3O4HTg3B0ADVFd7nYegBKXgco0l9JSO76W+qIoxA375eCAYZGHUPwxJae+VhwGTAqhtEQvEhRFziSxNKQXkZ0TVv3V12UcwfM6rxaAra7S/hhqqArouw8VKSmHB65laDcAjBeKwBinQhC4nuaN44ekji1NWB4tUtK5oYvDZpSxJ0qUsadKVlDQ0LMVqlrWytUtZzX07TrOIKvraK1SFLZ+5S11vK/VuKnR0BvHw1ttuqiBDGoE0s5NmsBAgr4LAS7g87lvHqyh21CpG7ofClpFxwVZGX7fBcMHQfFB5oZ+EPbXM1xmB7SVaKwgz458O15jrbN0A0akDhkac7cdtfe7D7THSlewh4oWt3oftrCkjYd1PhSsHsB+G3oudN8DMt2WmNwQKe2MO3cM8HHObb1EvpvOnSalQwF7t31AqWIyy7encsV+ApAKRVYNIbDgBVsDqevUPzfh9b+Tjuwq9qBPE4NNTiaCIKz6K68LsEjbrOWr2VOlKog6e7RYWYHXx0AQYvloMSd9cSX/JU8B8bc0mRaNtsa5jkPBNDFlvbUeOM5e+aSdNWrRSdTTex16qiNR855DrHW/0WpE2AnaSVkAsdZrSoL1jZwhBmAIcRDqZLPExpF2PQcmYJVKqsJuRCx3WcShgASsoeADlKHnPQ/LMentqVLUkfgemB6obKGiFDwfgJJMAV95UvtBsidBKBrBecU4B0YSxp9Tcdz/idhkV9gadQAa65jN3LDf3unU254uX9WyV65qz5SrbCQS4Er2YL3bNhS0d9v3EtYB0wMyPZBDQZ0G4vTX8P6MI/TeaeecrorkhWWAaSHfUKpCIK3dtbArx8RosCIRekAWCyGmGJnQdXMx/LZ/JYnMSqVWDDu+dXw14ZRVXmqoYJ0nSpQ14iAeK17OvS6JK9mBVhK4cAlJYgBNrATu51pvf2ijpidb1LIt6SgiwAGQyT6gv+6k5HU2OXmdTU3ZYJELN1q02nZtVVRWzIodgTHmsifcBHBSVZnEQSFA/+OH5qSlGl+BbqtrWMJDR6AGoHehFsSspR3sFy7lKERyunQiinG7zGekgTf4UAFk4PG9gu8GRUhBGJZFUuwnL9lik6gNR2dT8gjJHyRDg5hl4pVnL1dqDsUGybTFQ0lcMCwHcQJI4YS1e+zlz9rbo6UqWI4qNSUwKr7e2BLX7LZ5249Jgt0NwJkdSwNzeiB6sM4Omo8DJn+MesO4i9NeB4CXPu2OpwEVQKddq+PBPYm7wHCbQIPEtXsV/I7k5RoPZH/9HI4FqoOn0hSX4YN4tPXPgTr1tc0MqMGwKi83tMdLllVsw1OlKtoTJcpL8j5StKQ9XLSk1AXA/WzZSpazMi7lWpa9YlWBG88XKUQEQhNL6kT/3nQSTyAADKKj9ooR8PvKMPbHgxJTXO+BwxKB3uiPudeOyuIevNa1qUmWAasgkOEJhNpzg2Lakcu3pWZHU4iQivSkw5OgOlmAWytgkQWLpKekKlKfKpdjk5YZHStpBK5Q0ISFRlsE4pWHxiWrigwp4wODNgqUdyW0k8rxlPSnMR/B8KoWT7r4rOUqJE4CLJnRuIdp8VrzvWb2z6Kl7Kmy2AO49stY22ETbP7OY+6Ho83WFucxywy4GY97IIeC0u97EPvXABiApDf+QgGOUZkmiXFDpwe005Gpm0wGDt9PccVB5nTotVIlAqqP4/5eHug6lkob0ic67Tn8dwqr9uob9kTJ8gZ4Hy9eTl63x4qVkRND3HClqpa7Sg3LV/05y121pmUrX1kSmgAf9NhGn3VUU2iC02dsOKTQP8CFhBIbgPQiuXOdi/VkS6KkAyBuSaSeK/ek673hhC67aqcGUo7+zFR5pz4vuXso9JOpIE+6S9AGgSB5FPzxc1cqeJ5kRCr5MAiUpz4w5YmGxc1XzYEhsXPV8hT6DkbEBazPMoLlCd0kWB7AuYwMsjKCQTC9wJnk+uJFzBBYHWBd9sbAqRybYWzVO08B9wDadYWnIDhZLOjNVLOk1m7M0q1W5a0P7NHSFSwbQUqVqstoLtKgoUUu2qzERjKa6aehUMUMWdv+WGYA5kdPA6pXJRwoBJaA6Qi9hn0BWvlsLqctFEih13IPGALqUExeSrmE/U7yAvIQ0DtgBsZgwB1zLHRwX1YlhldT/Gd58LIVjfZwEecqfrJkBctarprhwHAxrTUtawW8chUVXunjg5HMDxUuZVxf8dV37L32nxuNstGHqRyJgk31dEBGrp2At3yrMpsFPrKckX4qCgLNRt+4tepXR/YAg8RIjECax1DRffiMhTYsMUXFmynBqhjhmLnKshhMs5YosiUAVJCpEUg90oBoHat0IGVrJKhdaZ+JZG4kSCrSupTzSMkBtDDlvVNnqm2qMjoEWEDrBo4SxiA1ieGzXbaHyrMqsN4d03nOhQwC60l7op1vJNU71++Ta3fB7pM2cd5KK/3yG/ZIyQr2VBkngREiDxcva5/0HmZzth5RtgQg9mANlcb+2K8BsJOyTppKZRA15dmONLXAg8ZvAWL6iZAmFVn2Z285YhS4wXaYDQV4N8kbANOHRzrgBhxvAGT/eaHg5XuFglcArv7qm/ZkqYppoYk4KypWs2fKVDJUh0eLl9Z4vDgxwhWkSrhg93JyMxOt9dLHLe3V5m3srTadrSlF2gaHG0mOAGo4rtjEBRoAHNZCQeq0PlXmBZkU7kdWwxWAQYMXwEj6TgQSMDHYkh4EyBJt0JQZNjDol+tAOiMAnAOfB6C2gNEDecoMFaMGmJzzoGQrUIaA0712zWZ4NlKSQgdZI79m8D1da7L5RsFudGAKxxCRhusW12nShgP2Se/B9lS5yvZomUqWpSI5iKx8te3J0hUtT626rmn29m8kgUPrZnjg+m1GAPvXGX98vQ4YCfbTQBMAOIR79ucBvr+PUzfgZB1XzcRitSTHUeGZhGgieQG2d6wE3LRAi2MikMz+s53UddLYH/OfF7r1YA577o3Gin3IUr6Kwikx0JC0gPep0uWUmfFsucpiKoi55Z8KZ0usBBFqxDS80qyNvfppG3ulWWuj3zGBLnSs7zR0gtK46Zfsl+WBEcESTedxLdFpgEu/RIdIPMAVOjzIA9BJIvr7eslIDlwo6CQlvTQEiIHUjJ6jHhtDYoLctwCUAlwIQNNAOE9V2clQpjWVeuiRaULrMVKj4ihIl37Qv2OkitXhSVws/ZrCd9NW7lA/OApsf9Clv+Wr9pw9W7GKZa9W03JUrm7ZK1SVvUGwEjbJWx16OAdEUIwPpwTDA9dvPWAzbkMBELoPUHgtwIQYcKHX+PP+GJkTuIqTSA/a8bVcwnC10Wt2K6fNgQ/pnKYaeEB6VUHnMpznnPuMtFXAf2boNhXAZGQQbYbxpoD2shWNyLTslapZzio1LE+1Wi7Qp2a9wNFRU+efKFlBkpvorpebtbZGn0GVtVeXzXfb93AAHuYBPFNS1i3zbvkV6CLpU3wXoEa6NlcDI51q4CW0A50DHo1dUgfg86/pwkk+XQwSnuaMqBtuONAFr5Wq5FKcqIDoQUe6k8b0BUryVOoT6U8JC1xNYbbBOYCpLqbK5XNqDUDnOdF7UV1InuwZTkvbKOs8aoo63NNbuu2QcfZJ7yH2SosOVvJFqEzAWsWeJSu8THl7vHR5OXYwnLE9Hi1R2p4sW9n6x8yWh07VizIB8L2AHAqCe+17UN95TfplXEVJNh8W4wT7hHeNOAoP1oxbdz9nJCJ9Oe9VCADNeSfZ3YRK//nBZzN5gmg6SWBUCNzFhBkSsqh4iJr1Bdj8NetYvhqk5xDgU12BP6QYPUzqffFSVqjOC/Zqszb2RquOGjgZmnTsaZ/2GqwOkn0nxKp8EEuv1wm1NEd5kKYBWsu09FmvUrglO3WZnkZuXCgw52lJJhVeEpBkTSpg0phx+kJlF1PImn5vIxIXSkcfjhqTuMC0lUpDUimGHdIU8DNpkhTD23dKvGrQUhiEDGOyj+kg2nYglW2G2sc9Btq7XfrY60S4Ne+gRM/a7zezau98aBXffM9Kv/qmYYDlr/2C5a5e17JVrmlPEaJapqI9XKqsPVCslP2jaHF7GHCWq2RPlKsokD5drqo9Wa6yPVGugj1aqpw9VLysPVKyvPIQGzRtbTNW71bcRML/AcBecnkA3HW71VFpoecEqu2kBMGAuBpzOGIIcqKmHm792VQMDYDlJkCauuGP+21GYPvXnHfvTQOpew/gdSlJvPbfI6xB4w8tj/LGfHA3CYzkdNUVZQZooc2Qyt6YgwP+e+ES9ucChe3xUuWt5lvvyzv2TruuRgfN94kW6z1E9bg8gAHhoBAQS6pmolNKciobGZ0xDZwepGyRmujSZC27pM95Ruo790X37q/Kh3HWa0K0fT4u0rqPmaoJ1W7wWGvVf6Q16zXEPuw2wBp37m1vtOsuSVjv45ZWs8knVvmtJla24dtW/MVGVrjuS1awZn3LXbm2kQP4dOnKcvQ8XLi4/TN/0cC9nc/+lC23/TF7Hvtd9nwWlj2vhWXLa2FZc1tYllwW9mxON7LmsrAceS0sZz4Ly53P/lSgiP2zeEl7tFRZe7xsRTfIiilZwR4oXtoeKFHaHi1d3p6pUM3y1KgnfTh3lZrqRDSbDOQtLi/NS1y/zag6ZPbag+nOrQMeaoKX9BSYUdbGeleGC4cPXLkCnlZT8ATnQ3rpnPG+dwdmoLpkcJf796Y9u5s85NTxXKkAfrHJxwqR5EfKV40gcVzKZNpWlz6GZHisVDl7uHhp+0eRkgLufYWK2v0Fitr9+YtoYPRVf/M9tXzFkPugcx8jOZPicP0mxtmQyCTXYDt6ljqeU9BtSMRMSWboKNLaaanVb2K8Uemmd3isisn1GBOh4nKdhk9Qm602A0YrdrdZz8Fq4v1+5172Vvvu1rB1Z3uxeTur07SF1Xj3Y6v89vtWrtE7VvLl161I/Zct/3P1LVeV5yxrherS3VF/Hi1axh4sWMLuz1/U/pK7kP0xez77XZacFvZMDgt7OruFPZXNwp7MamFPZEkbjz/r9rVl/1kLeyarhWXJbmFZc1pY9slBgAgAABqXSURBVDwWli2328+Wy8IY2QFtbgvLkcd+lyuf/S5XfgvLmdd+lzuf/aVgEftnsZL2UInSRvzDA8VL2cPFysih9FTpSqLS8taoq6xxZZe80FDCpMa7H4mCI6v5bsZc2o+eVhAxs2MeKKFb6tGpYhKUZlAvjvpwsevwQFJE3OneJGkSVCN3tCTvvQEc+hm/vO8n0ZeqwZakycH9g88I1Iiwl5p8bLkqE8BTS9kWWctVlaSlwMlDxUvb/cVK2n1FSthfCxWzvxYubvcXLWH3FykhfpK4BtzLDxcpIYaC6LUSz7+qRMiXP2ll73bobs16DrRWfYepw/unPQfZR9372ftdelvj9j3szdZd7OXm7a3uRy2tdpNmVvPtD63q6+9Z+VfeVrC8C2ivqwRJAooIM3yyVHmDp4bGI9DnvjwF7S8589ufsuWx3yPtMgLwySwW5oEHIAXMbCFADAGoPw+AMw5/32eyWxhAz5rHSVrACUgBbpbcFvZsDgvLmj0EuMF5ATmPgOwB/Ie8BewvBYva38lBLFHaHitTTtnhBO+TXVKsDlkiDa3ci6+nJgBQXCZLmUpqR5a0yaWhe8mbcZsZaDM7LlBRZG/jYZu2eo8lwFFvOmQzth5RKSwHuszVgoyg9J/DRMt47je91vvTPpf76v3bv7awF95rak+Xhudl6SpvDxcv44J3CpewB1gm2RYrZY+VqmBZKlS1bJWqWdaKVVKD4J8shfOjpN2Xr5D9Pmc++2OOfPa3fAXtkeKBN6lCNctSsbr8+mR44FkiMOifBYrZ/XkK219yFbA/Zs9rf8ia237/TE4HnCcBWCD9AKAfT3HsWQdIQPmY33/GHQOAvDcViDks7FmW8FxpS7kHYkaA8ppzfoSe57mYHBq5LSxbnhD1gPcAaoCbM03qAlg/siGdeQ2YA0DnyGO/z53P7i9YzB4rWc6yVapu+WvWVWIqSaskuJZ5sZGVeamRFW/wssp+5a9Vz3JWqWn/LFjM8teqb+PmLJO+mLDFeef+XwE8M5BuLNEUQCGOFwnLADAcd1sn2e8FQg8yD2L/OjM14m738u9B+s7UM3ipjB7u9OGwuu800T+ETGQkLRIWHZeIMepCZCtXWXlnpIor5LJGHdFouJYdeEupjtp9+QtZWK58FpYV0GRzSysgCF2KAd0dI0saED0An+J9GQHF0p7D3Y97Mp5mi1TN4rahIBRokYi53PtSARncB1B6sPqtv8Z/NrorUhWdNgffLY/TZXmO1M/y14SoCx642QE00hpwB4NzOfPY7/MWsPsL4c2sqNw+3PLKVnnlTWVLl3mhkRWv+5IM6WcrV5OB90jp8vZwqTL2YImy9uf8ReztTj0tYQMNxf9DAA4kmwcOWw/auwHs/3LstwDY3989h38WwHw0WBGOWFi9d963BwohBcrY42XK21MBhQbrkLc69dGeU5gj6gHpRniGKDMFTwxnLGdHsdL2QJHi9qd8BZ2kQRoBYg+I0K0Hn9+GnpOxExg9ksYBUATsYPn37xOAAXkwWVi6vaQEkKH39fseqKnbYJKEns+Sy36XPa/9LlcBC2NgdGGM8R4BO3jPszl13e9z5LPfAW4vWT14NZGRzNkF4j/kyGt/zlvQ/laoqD1QtJRoMtzFBWs8n1pIhbT+4s+/bAXR2avWsmfLVZGR/AiBVWUq2NPlq1hW0ZvP2eOlKsqwGxI7x5JI1AxiJEKlcNoP7yTmb3kNeNz16Zd/jnlgSS/ldQbgp54PJLd/ne69qfdPu1/o8/n3sM14HBaEQYG/sBebfGTPlK0krhG6LH+N2pavxnOizeCCqRehUa6ywAuAYSR8ARQq+KAH/4NqlnkK2O8xXCSB7wXgNBCkLvGAV8ALgOJB5aVdRuAK7IHBBEj8+/092HJcI9h/lusYgD6b2w/0WVQfnv/PqEJ5C9rvcgJc2AOeFSma236fPY/9MWde+1OufPbnXPntr3kLavwJwwzgAlo+j222XPbHHHntr3kK2j8LFbfHfOHEspUsR8VqlrdqTStYs670XKQvNS4QEs9UqGKPlCorw+7h0uUkeXFkSKBUrS2ak3R+MqkRJC+36KCgfpZYUuX/UwC+EzQOaGnHAzVjy5EgsyNNvfDg89dmfJ3xuD+fceuv81vOs++pPFaHsIYfNRfzULBWPctbrZbUBUh1VAQC2tnCMuCBw6mRu2rgiYP2IdyyKCpEMf1Qf85dwH6HJNKPHizzXlICSKQkSzp0Essxy7OXbKHXcS3H0S01At0UkPK+UB0UaS+J7+8NqEMNrEDn1BLudFWe8Y958ttfChS2+woVt78WKmH3FywqPf4PAi73cjrt73LltT/mKWR/KVBc19yfv7D9nQyRAkV0PWD+AypG9tz2+5x57A95CthfCxUVtwvtmLV8FctZuYblwoNZsZrUL6jJXATxV6pu2eW6ry5XPmULkLSPshJWqGxZoDD1f6+p+heke8FGlHnpNVUfyl2xuuWpXMN6TU6wxC1Oyv6/ANgDxAPGb0OB5QAUSOUtrpIl+XR6b/AM/n1+m/H9TLZ098kgqf31/v3pt46HdlL4Swdged0qVdc/m384bmUylb0XCKnMALyAmTC/J0qVU9gluXF/K1DY/pynoCGJfp8DgAHQQP8TlQSN5KgkbbW8AhIvEQEW4ESf9PpiTvsDQMuZ1/6YK5+2LMO/18hjf0Aa5sijc3/Knd80cuW3v+QpaH/LV1jgQkIyqf6c20lLJOGjxcvIZU6w+BOlK9jfi5W0PyJ10d9zuOfmc+/LW0hG7CNwsbAtxcuoOuc/Crm6cJz/Y858+s6A+sEipQzqK0ul6paTQivP1bf8zzWwvLUcf8vkF4grV9dKhjMIqaxQ1rIVVR5LtS7Ev9e2PNVqW36VDGggtYIqRWTA+EIv1NkoVLuBPVCkpFVt/JFNXbzJlYPKwA1j7KQHwJ3qhMAnyXbnOf9eBypamyFxnWEH70vwjgMwkvFLmxXCOHjjzwNSQUN3BWva5zqe190r9bND+qNwLI1SO2phz7/7oagoIsxIH0Kq+kEWBgHslJgiDw5J+/d8RexvechNy2e/hzpCQj7pjbNnLOyxpy3syWfceOJpC3v8aQt77CkLe/hxC3vwEQv7x8MW9o+HLOyfD1vYw49Z2CNPuPO877En3fVPPWthT2dx95ZuG2KwYbgJ5IFzIEsOPQfL9Z9y5LU/IJ2ZDFlyasnXEl6wqJgSAMP3/Hu+wvYnVgGe7ZHHLezh4Bl4bnjdrLnsz7ny2X1I0zwF7E9IWH1PKLlnnMGYNZcmFVU6+R9Rbit7+Rr2bLmq9niZyvZYqYr2aKmK9lDxcirTdX++wvqfMfF+h9MjZ167L08hQwBgDFPnzaVyVVNEIGW7VM6rRl05UnAuOTukpj1TtrLc//flKxIwI3nsg26DjFYP09YfsmkbD1nshsMWu/GwxW08bPGbjlicxlGL23w02D/i9nm92Z/PbOveE08FHgr5bT6qMV1NdqiOzzE34jYF5zZ/afHBvr+erc5vcZ/pj/Ns/lr3nJk9x5HgOx3SNnbjAQtr2b23fdK5hzXv3tM+69HLPuveyz7t3tOadf3cmnXuZs06dbWPO3Wxjzp102jasat92L6Lvd+uk73XtqO916a9NW7VVuPdVu2M8V7LdvZeq3bWuGUbe/uzVvb2py3snWYho3kre6dFK3u3ZRt7t1VbjSat2tkHbTrYB+072wcdu9r7Hbq4+/MZ7Trahx26mD67Y1f7qJMbTTt0tY87drVPO3e3Zl162Eedu9uHHbtYkw6d7aNO3e2z7n2tbe+B1rbvQGvZs4990qWHvd++kzXm2T5rbe8xWraxJq3b2wftOun+vO/jzt2D78tzdLb32nS091q1tw/atLem7Trrs1p83sfa9hlgHfoNtk6DhlnnQcOt44Ch1rbPQGvVq7+16NnXmvfobZ9266XP/bBTV33GRx262qddeliL7r2sZY8+1qpXX92nU7/B1mXAMOs2eIR1HzLSug0ZaV3ZDnXbzoOGWZveA4zPbda1p33Subt90uVz+6RbT3u/TUfrM2qiLdm0y9YfPG4bDp3Q2HjopGkcPmkbD5+0Tdqe0D6vNx45ZRsPn7CNR07YpsOnbNOR9GNz6uuTtulIyDh6yjYfPa3rN3P8qBsb2R45aZv1mntx3F27mW1wv81HeO9pvU47lnY+43PwnBzz32HTweO2bu83tmrXIQubNmO2Xb9yxS6cPWcXz53T9gLbc+fs0rmzduX8Wbt84bxdunBB4/LFi3b5ghtXLl40ho5p/5J9d/myXb90xW5cumJXL122K5cu23eXr9h3V4Lh99levmxXr1yxa999Z9evfGc3L39nNy5/Z1cvX7Grly/btSvf2fXvvtP5a99dDbbu9fXvrtqNq1ft1neMa3aT19eu243r1+361Wtu/9oNu371hq67fvWqXb92zW5eu263rt+wWzdupo7vb97S/vfBsZvXr9utG1zjBse/v3XLfvz+e/v51vf2463v7bbGLdN7b/p73bDvb9602zdv2e1bbvwQXPvD7dv2r9s/2L9v/2D/+v4H+9et2/bz97fth++/12Cfc//+4Udtf779g/2ocdt+/IH92/bTDz/Yzz/+aD//9KP966efNP7908/2759/1vnvb96wH27csJ9u3LAfg8HrH28G48Yt+/HGLV3zw43rwTXf69hPN2/aTzdv2c98x+/Z3rJ/aXvbfr7F86YNrsnsnL8u9T0h9+N/p3sH99LrW+6z3PGQfT5b17v/eeq1HLv1g/1087b9+P0tC4uenmTnzpy1E8eOp46T3x63k8dO2Oljx+3MseN26vgJO3n8lJ06wTidYZyyUydP2umTp+zsydN29tQZjXMnT+vY6ZOn7cypM3cMrj136oydO+3G+dNn7MKpM3beX3v6rJ07cy4Y7J+186fP2gXGmXOp49KZc3b57Hm7eO68XTh33s6fPW/nz12wC+cupo6LZy/YpXMX7NL5i3aZceHSHePShUt28XwwLlyySxcuu3Hxsl25eNm+u3TZrl68YtcuXrGrvM5kXLnExLyably9/J1du3LVrl++qgnKJGVc57jOXbObV69rIjIZGTeuMhGZgNftRvD65rUbln5cd++7dsNuXb+mwflb125mMq7brWs37EYwbl6/Yd8zma/ftO+v37LbN763HzRu2w83/OAYoA8dt+2H65wPPXa3/Zu/cD/u7T/nXtvgua7ftts3btn3wfjx5i0Li0pIsjNnTtuxY8dSB2A+FTJOHj9hx0+cshOZjJOnTtqpUwDYDfZPnjxpJ0+d0nFeZxxnTwHgOwfHT58+bWfOnLljnD0DeDMMVo6z5+z82XN27txZO3vuvJ07dyHduHD2vF06f94un7+Q6bh44aKdv3BJ48KFS6Zx8bJdvHTFrly8ZN/9inH14iUDwJcvf+fGlat25cpVu3b5SubjyndaIW6wgoSMa1ev2dWr1+0aAL4KwO82rrsVhVXlV4zvg2u0Sl2/bh7AgPiHGzftxxsA7j853H3/k/cMfUZWjLDoxDQAHz92zBgnA/AihQHvyeMnMwfvyVN2+pQbZ06eMobAe9KBOiNw/bWZgRcAZwTv2TNnjIEUvhuAUX/OCcCAOA3A55HI5y5IOmcGXqTypfMX7ML5iw60AXgvIoUvXrbLSNRfAV6pSoD9chqAr1z+zr67B4BRmwBnKHCRttcZV68JvEjgu4P32q8CbSiwUZ80rjtVC1UK8N6++Z8E7f9/95IEjgkALOB+eyyd5D2B5M0UvCcE1DMnT0ryAtxUyXsP8CKl7wbeM/eQvKgZFxgZACzJe+6cnT171s6eTQMuEljAPYsef2/Ji6Q9nwG8HAO8vwa4/prLIcBFAgPeX5a8GcF7VaBF8gJg9PrMwMvxUHD+0j7AvY59gH6fqjrcsNv/UYn7/x94tWIggTHizpw+Lckbqjawf2/J6yTsmUB1+CXJC7iRvncDr1SPu0heL4nPZwCuDM5AdTh39qydO5de8noA/xJ4kcqZgfcyxuevkLxcI2PVqw2A98pV++7KPQCcidqAJPaqw39S8gLuuwE4FbyBCvGfWur/51//Nvtfk0F6O7j3/3Lsf/5XhizHfrr1vdl//48G+xxj/NePP2n8mmeRBI6dMdvOnzqdqjYA3BOSupmpDV7yOn0XUEpNQOfNTPIGuvHdwHv6FySvjLu7ABjQInlDVQYH3PPSiTHq7qU23E3yXkRlkNH263ReDLmMkve7XyF5xaCE6LsAF6krySuD7W76rjv2S5I243kPXPReL3mlNgSSF1YC5gPAACDYELEj/0fJ/N8//8uOHD5sq1etskuXLhksCeD96ssvbd3atXbj2jX7r59+th9u3rLNmzfbtm3bDMaFzwT0Fy5csOPHjhvg/CUQC8DxSXPs4ukz6VSHkycyA6/TbwEsEhfJCftwL51X197FWAPMvB/p7yVt6BadN6PkRWXww4EXyZveYEN1+CXJe/EukhfwXkKH/Q2SF2Yi1WALJO/VX5S8d6oNoQDO3GD7bSqDB/LdAOwlLwBAFTl9/IQk4k/f3xZFeuHsWQEK2s8DiS2S0gPcH+f1T1CG12/Y//z3f9uM6QmWJ3due+LJJ612nTp2+dIlW71ipeXKmdMefPBBe+P11+3ixYvWoV07e/LJJ+2ZZ56xfn362L9//pdNDJ9g+QsUsCZNmthPt3/Q590LxDxDWHzSXOmXTvLey2BDwjrgojbIGEPvDXRfSWEvjYMt16DbZiZ5Bd7Td7IN5+4CXum/sA3nPOOAzpum9zrqDDotc6bh0oWLBttwh8HmJa/nrX9BdQDksA2hBhuSF/CKMrsb64DagNQNMdqcoYax5ow2UWZ3ZRt+O3gBLlLXS95bgQT24AUYAPTKpUvWuUNHO3LwkPE3cthwW5icYv/97/8y/l8/wk//8KP964cfReeh18O/w4n/+8ef7LtLVyRNuRfL/5pVqy0lOdkWLVpsf/zTn2zZsmVW7/l6Vr9+fUnlv933N4uOirK5s2fbvv37rHnz5pYly7Pi+Lt06mRPPPG41aldW5w3LMMvAnh60vwAwCcyZRpEn508IVVB+qqA61SGzNQGAJ0pVYbkvofkvZux5qgyjDWosjsl7wXxvJmrDagTF887qkwU2R1U2a/Xee8qee+hOohtyKAyAGYA7FWH/7TkxamDwQaAURlC1QYPCoCJgTw5fILNTJxhu3bstLGjRtuGtevt+Dff2sLkZEnPr49+adFTI2zLpk22Y+tWi4+ZZgtTFtje3V/YnJmzbO6sOTKwpdeaSWhVqVzZateubYePHLZixYrZhPBwTZCiRYpY546dtA/Qs2TJYv369LX/+a//0rGOnTpZzZo1fwOAZ82XgyBzg+2kpOzpkycNyYvqIMbhHjqvrssEwID6bCbgdZL3TrYBo40B1+vYht8oeQOqTADOwDhI5/3NkjfgeaHJfq3kzQBgT5UB4nsZbP8XtgHpqyGp6wAcKnk9gJGYX3/5la1dtdqWLFpkY0aOsi++2G1rV66yL48etUULF9qE8eGWPH++JUxPsJ9//lmrxYyEBFu9cqXNTEyUh3L7lq02b/YcAfCro19awQIFrUGDBvYjXsOff7a8efPaoEGDdD5b1mw2csQIW5CSYo8/9piND4D9463bOt+lSxerW7ee2f/+b6r64p8341YqxPTZKQLF3Z0UJ+0EkjfQd5G+SNZ76byoDc7LdqfqAHhP3QO8GSUvr53kPRdI3TslL8baL+q8OCnOB84JL3n/D1RZqMrwa6iyX5K8qA73osq8HvtbtmlUWZrk/SETnvd/fvrZDu4/YAvnJ8ttDvOCATYrcYZFR0Xb+g0bbOLEiTY/eb5t375dLMKsGTNljKH+xUbHSCVCMqN28NetWzcLCwuz119/3Zo1ayY1oU2bNpY1a1Yde/zxx239+vVWrnx5+/vf/27NPv3/yjWfniaiKIp/gH6Jfiu6aNIuRoNLw06W+B2I0RhMLKGUNlQS3Kj7iqFVd11qWynU6KIRKMg157x57fRx3/wxY1hIAnSGySuL05Nzf+fel/VH64wqrw8PpVgsSqFQkBdbWwKaYbO2K15cGwE32jIcjNT4gIqYNXHovEkDm8m8enSg8yqobFFS+J0XqGzAomLZeTHAJdEGX0lB4sCSIjk6mJLidCnzJpUU3OOI5F3mX8SGf1xSLHKv33mtGJBbMft0jz6QDEAwiBTHnSN59+attJpN5tletyf9fp/7Ks+fPpN2a18+9z7Jx+OuNHZ25aDdlsnJiVzNZlLfqUsQBFKtVqVUKsn7Tke+TybyYHVVECtq2zXBXsjjjQ0JgnuyslKStYdrcj6dSqO+K+VyWSqVijzZ3BQQjUQBv9zTBGzyrSUNiARpnHf4FyXF6KsmXOO85LsqKvtGZ45zXgpXKSlIGzKhsrGCymKqYQxwasMWYbxAZTElRRbHxbOWNERLCi3zWuFGfyO3Qsi89+MnF5Vm018c3HDG9fkF/44FHjyDwQ0IDNQBiIzobWrQG0nExSWd2P4ApcD5YMA3V9fkvhAlGbB96PcNz8Z72S98mHBe9H91X9OBNQHbwWwu4ARUZp1Xow3EZYrzWmTmq4cRHVhSOM6btqSAgN2Swoj3LHU9DM57q6QIc6+3ZeMG3fJeg3XfRUmRH+f1CVjLvK4Akq4hbvcZiAb36YxhIcHXMdzYClE7zz0/yzUFXNt7FUYIsF9TUiAqQLwQJvFYzMDGzOtBZRzmfJn3y23Oa4c1r/MORhzm4p0XqGzsQWXj1Is5iA0251rWi7VQrHrGiTeKyRbCNUs5iA950gasfS4iA7bKzHce4s0ipLt61gi4eTDPwK7zQpxxAxvEDZGqzhtTUsB9tYYNrgsRY6vM1MNuSZE8sNF51ehwxpYtbT3sojKI2Mt4bWxwOG9UwMBlWNTJa7eBzhvuNljWmzY23JXg8n5fCni7BQEPKVS4rnXexIENZEJxXtzzOS83yhTntcLlSiQF7AiXzjsSNGhx9TBXIh1MxmENa44pcy9LinAZZ9l5E3YbFEw2LyjCwc0n3syZV3He/028+DBAwH8AK9i7lbwSFTAAAAAASUVORK5CYII=)

Una vez aprobados los lineamientos se convertirán en un *softlaw*, complementario a la Ley 31112 (Ley de control previo de operaciones de concentración empresarial) y su Reglamento y, en consecuencia, serán aplicados por la Comisión de Defensa de la Libre Competencia y la ST/CLC en los procedimientos de control previo a su cargo.

Entre las principales propuestas contenidas en el Proyecto de Lineamientos, se encuentran las siguientes:

- **Factores de cálculo:** Se precisa que los factores para el cálculo de umbrales son dos: (i) ventas o ingresos brutos, y (ii) valor de activos. De este modo, asimilaría como un solo concepto a las ventas e ingresos brutos.
- Asimismo, se precisa que los factores se calculan de manera alternativa, es decir, independientemente o por separado, no debiendo sumarse sus resultados para ver si se alcanzan los umbrales legales.
- **Reglas de cálculo para cada tipo de operación de concentración:** Se confirman las reglas de cálculo de la Ley 31112 precisadas por el Reglamento y se incluyen ejemplos gráficos, a saber:

(i) Regla de Cálculo N° 1, aplicable para operaciones de fusión y creación de nuevas empresas vía contratos asociativos (*joint ventures*), se sumarán ventas o ingresos brutos o valor de activos en Perú de los agentes económicos participantes en la operación y sus respectivos grupos económicos;

(ii) Regla de Cálculo N° 2, aplicable para operaciones de adquisición de derechos o acciones que otorgan control de otro agente económico, se sumarán ventas o ingresos brutos o valor de activos en Perú de la empresa adquiriente y su grupo económico, así como de la empresa adquirida y de los agentes económicos sobre los que ésta ejerza control; y,

(iii) Regla de Cálculo N° 3, aplicable para operaciones de adquisición de activos productivos operativos, se sumarán ventas o ingresos brutos o valor de activos en Perú de la empresa adquiriente y su grupo económico, así como las ventas o ingresos brutos generados por los activos adquiridos o su valor contable.



- **Parámetros de cálculo de ventas o ingresos brutos:** Se precisan los siguientes parámetros de cálculo para las ventas o ingresos brutos: solo se toman en cuenta aquellos vinculados al “giro habitual de negocio”; no se excluyen devoluciones, ofertas o descuentos; sí se excluyen los impuestos relacionados a ventas o ingresos donde la empresa actúa como intermediario para la retención del impuesto (IGV, ISC), así como los ingresos por ventas dentro del mismo grupo económico.  
       
    Asimismo, se precisa cuáles son las ventas o ingresos brutos en el país (nexo geográfico) que se tomarán en cuenta para el cálculo de los umbrales. La regla general es que en el caso de venta de productos será el “lugar donde se ubica el cliente”; mientras que en la contratación de servicios será el “lugar donde se realiza su prestación”; y, por tanto, si ese lugar de venta del producto o lugar donde se presta el servicio está ubicado dentro del Perú, entonces sí se computan en el cálculo de los umbrales legales.  
       
    Finalmente, se precisan algunos supuestos particulares para calcular ventas o ingresos brutos en el país, aplicando “reglas de localización”, a saber:

(i) para la provisión de servicios, será el “lugar donde se presta el servicio”, pero en casos de difícil determinación (p.e.: *streaming* o servicios *online*) sería el “lugar de ubicación o facturación del cliente”;

(ii) ventas a través de terceros, se contarán para el cálculo si el tercero es parte de la red de distribución oficial;

(iii) transporte internacional, tanto en carga como pasajeros, se contarán como realizados en el país los servicios con origen o destino final en el Perú;

(iv) venta de paquetes turísticos, se cuentan las ventas o ingresos brutos del lugar de ubicación o facturación del cliente;

(v) ventas por internet, prevalece el lugar de entrega, para considerar las ventas o ingresos brutos como realizados en el Perú y, por tanto, incorporarlos en el cálculo del umbral legal.







- **Parámetros de cálculo del valor de activos:** Se precisa que se cuentan tanto los activos tangibles (bienes físicos o materiales, tales como plantas de fabricación, inventario, equipos, etc.) como los intangibles (recursos inmateriales (cuentas por cobrar, activos financieros, signos distintivos, etc.) que estén en el balance general de la empresa. Se reitera que se calcularán los activos al “valor contable” del ejercicio fiscal anterior a la notificación de la operación.Asimismo, se precisa que, en el caso de los agentes económicos constituidos en el Perú, se considerarán los activos consignados en los estados financieros (salvo activos tangibles que el año anterior no estuvieron en el país); mientras que, en el caso de los agentes económicos no constituidos en el Perú, se contarán solo los activos tangibles ubicados en el país, los activos intangibles derivados de contratos suscritos con agentes económicos constituidos en el Perú, así como los activos intangibles inscritos en algún registro público en el Perú.
- **Disposiciones especiales para sectores o actividades empresariales específicas:**   
      
    (i) entidades financieras (bancos, cooperativas de ahorro y crédito, etc.), se calculan los beneficios que generen por captaciones o colocaciones de dinero (intereses, cargos, rendimientos, comisiones y afines);
    
    (ii) aseguradoras, se calcula valor de primas netas del ejercicio anterior, ingresos por inversiones y otros ingresos financieros;
    
    (iii) AFPs, se calculan ventas por cobro de comisiones, incluyendo utilidad por encaje legal;
    
    (iv) fondos de inversión, se contarán las comisiones asociadas al fondo y las ventas, ingresos o valor de activos de las empresas que la administradora del fondo de inversión controle;
    
    (v) empresas estatales, se calcularán las ventas o ingresos brutos o valor de activos de todas las empresas que pertenezcan al mismo “centro independiente de toma de decisiones”, que en el Perú sería el FONAFE.
- **Procedencia de los datos de ventas, ingresos brutos y valor de activos:** Se precisa que deben provenir de estados financieros auditados del ejercicio anterior a la notificación de la operación. Si no se cuenta con estados financieros auditados, entonces se aceptarían “no auditados” siempre que exista “justificación razonable” para ello (p.e., que sea el primer o segundo mes del año en el que aún no se cuenta con los estados financieros auditados del ejercicio anterior).
- **Unidad Impositiva Tributaria (UIT):** Se realiza la importante precisión de que se usará la UIT vigente al año anterior de notificada la operación.
- **Tipo de cambio:** Se precisa que si se consignan montos diferentes a la moneda peruana (Sol), entonces se aplicará tipo de cambio promedio de los últimos 12 meses previos a notificación, según el Banco Central de Reserva del Perú.









[Perú](/es_ES/tags/peru), [LatAm](/es_ES/tags/latam), [Competencia](/es_ES/tags/competencia)







 

 



 

 

### Profesionales de contacto

 

 ![Ivo Gagliuffi Piercechi- Garrigues](/sites/default/files/styles/medium/public/team/photo/Ivo_Gagliuffi_Piercechi_en_20240619.jpg?itok=UJaxwrGu)

[Ivo Gagliuffi](/es_ES/equipo/ivo-gagliuffi-piercechi)




![](/themes/custom/garriguestheme/img/iconos/email-contacto.svg)[Contactar](<mailto:ivo.gagliuffi@garrigues.com >)

- +51 1 399 2600
    
    [Lima](https://www.garrigues.com/es_ES/oficina/lima)
 










 ![](/sites/default/files/styles/medium/public/team/photo/10012545.jpg?itok=sVm7qo3j)

[Javier Coronado](/es_ES/equipo/javier-coronado)




![](/themes/custom/garriguestheme/img/iconos/email-contacto.svg)[Contactar](<mailto:javier.coronado@garrigues.com >)

- +51 1 399 2600
    
    [Lima](https://www.garrigues.com/es_ES/oficina/lima)
 










 

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