tag:blogger.com,1999:blog-14600487343862281372024-03-05T00:20:29.542-05:00Blog de Ruth MarielaEspacio Académico, Sindical de Cultura y Opinión Ciudadana para compartir puntos de vistas sobre el diario accionar de las instituciones políticas, ducativas y socialesBlog de Ruth Marielahttp://www.blogger.com/profile/11845001705153091073noreply@blogger.comBlogger49125tag:blogger.com,1999:blog-1460048734386228137.post-19456389936122173642023-04-29T11:54:00.002-05:002023-05-10T16:38:39.653-05:00Elecciones Sindicales 2023. RUTH MARIELA FERNANDEZ MANJARREZ, #70 en el Tarjetón.<p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjzUIKmZ5o4nDkCyBGifWDT5XT0JAtYycJa7GcFkjlhPu29hKXcMDJNcyiE6H3mCI8J5GTH70H16uglpB4j9D27cXUAcZWFi57nJmAYamZo3ND8syBpx2Z_6TH8C__pjqWDttMjiaU1wUEMUiVM5Kjf73vWLmLs_WM1_86UIxhFORFRQ1fd2HKwmFET/s1600/109f015f-34af-4538-9bba-8c59443b440c.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="993" height="670" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjzUIKmZ5o4nDkCyBGifWDT5XT0JAtYycJa7GcFkjlhPu29hKXcMDJNcyiE6H3mCI8J5GTH70H16uglpB4j9D27cXUAcZWFi57nJmAYamZo3ND8syBpx2Z_6TH8C__pjqWDttMjiaU1wUEMUiVM5Kjf73vWLmLs_WM1_86UIxhFORFRQ1fd2HKwmFET/w500-h670/109f015f-34af-4538-9bba-8c59443b440c.jpeg" width="500" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><br /></div><br /> <p></p>Blog de Ruth Marielahttp://www.blogger.com/profile/11845001705153091073noreply@blogger.com0tag:blogger.com,1999:blog-1460048734386228137.post-38309634156661629752020-07-31T12:38:00.049-05:002021-06-28T12:34:38.736-05:00SOBRE LA DECLARACIÓN DE BIENES Y RENTAS EN EL SIGEP<div dir="ltr" style="text-align: left;" trbidi="on">
<p class="MsoTitle" style="clear: right; float: right; font-family: "calibri light", sans-serif; font-size: 28pt; letter-spacing: -0.5pt; margin-bottom: 1em; margin-left: 1em; margin-top: 0cm; text-align: center;"> <img height="128" 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WURTyTf2CkdsRisk9lw0FEe+jtJR1weclzmw0X+xygMPE7uXWcqoy4xVxfP9zo15p5H1GXcpy7Tn5WpRgnif/1Mz79/YZYQ/v3zJ1hB/KkdiL/mu29EhcTPEBb9/19A/C6gsYfSm/r2IHsZcn/J41ddt9Gygk0q8/JWX2z7P3WvN73WP2efDZS/tH0VHO232V/XfrsNkvbbfkm/Ye0Z6pXPUIt27edSNDngtvSU1qWntC09pX3xyQvqsjxByLbdWmlhrb4QfdsvHVtsIgAvBvTUK0+kGpfXEWpZXqFzdV2qY2mJrkXxc32RwTUzg2saBp7OoNK0k9uZTUxFKBGFdwh76EVk7mXCszyIS3clPvMEiZnHSc5xIS3XifTcg2Tm7iUzd7eEcFLah0QnvkdE3HuExb1HSMJHKBO2o4jbQWD8foLiDxGU6CzdsCLFg4SHdyltTadjpo5hUy/DxiGGTeMMmqYZNC8waNTTbzTSbzRLJ2vNhq3xRLdlDaEeyxOpLSBvAlq4Z3uJOEPAWGwTDrndaJbqMJsQ6rMs0mu20Gc2We9pNjBkMjBmNkmNGzWyWmJgfor+uUmqWhp4EB7MyUunZTxx4pwL7mddcHE7hMORXTg678TFdT/Hju+TJWw2EB9z+O0rHfHLIB5TR2w5YhFNCDcsYCxK16oTL0gAi5xY5MP2GbEoXxPxhHDFBQFHJIRlKZv/YUoURyl84MSj+8489DtK1u3DlIV5MF0dI0Fs6i6gJu0uNel+LE+q+PfP9QgQ/9fzpb8AxD++4IZfzoPf1e2+y3G/eheg2IPwXfr2IHwXMNqA+rr25evZjhMAflm2ffbnvK0vzrE/5uXX+C7v0X/nMfagfVVf3Nt++y+B7ZvOaVp5ipB6eYOWxQ2aLU+sg6abtdwCtgImvaZV+jfVZ1xBqN+wQq9hWarbsIxN1p/gy7SLsq7NLFhmw7acedXqoqW7FvBdWaF3eVVCp2/ZzMi6hZE1PYPLc/QsDlM2XEF8VSShIo7IvUZY/mUiss8RkXmK2HQnYjOdSMxyIinvMGm5jqTl7CctZw/p2TtITP2A2MT3CIv5RxRR/0Rg1G8IjvlQQlgRtwu/2EMExDuhSDxBYOIpQlMvk1IcTFXPQ/q0HYyaBxkxjzBknmDIPMOQRSNBOGAyMWCybGW+P8NVONx3jyaEG7ZFFdIVCxcsZDRIdRmMCHUbdPTq9fQYRCSiZUivkxpcmJYAFnXEw9pZqltV3Aq8x2G3Ixw9fQwnNwdOnjvGmQvHZTQhqiaEIxbRhNORnTKaEDmxALGb84e4Ov2zHKyL8D9NnyqVzpo4JtpSt8rXBIhLks4Te2u7zIhDL/1Wgjj17n4JYhFHiBK2rHsHpTu2H6yzL18TEYUYtBPZcHGwM4/9jvDYz0U64rx7R6mJuYKmPllmxMIRCxDXZQZIR/yvn2plNPEiiJ/yu68/5YdvvtiMJt7miP+HQfwyeP6Sxzag2YD4Lu3LMH358cvXsN/fYFp6LYxtgH35/Dc9tj1/+/fgL4Ws/bV+Sf/Pub8NyPZgtW17XWt/7Kv6tjpu4WwFdIWT67esM7ipIfMao6Y1JvSrTOpWmdAtMaVdYlKzKDW6YGZMY2FUa2FMt8i4folRwzKj5hWGLCv0mZakes1LCHVZlug0L8oIQrT9i0sMLC0zuLTM8OIiIytmJtfNjK1oGLCMoZ5pIq81g8hH91FkXSM0z5PInPNEZLoTkeZKTOYBYrMOkpBzkMTcQ9bBuay9JGXsIiFtB9GJHxIe+x7Bkf9IYNhvCAj/gICobQTE7CIwdjd3o53wT3CVEA5MPEtI2nXSysNRDZcybOxndHGEocVxhi0CwvP0mRfoM+npNRnoNZm33O3rMmIRS7wpmhAgljIvyvdFvCcdJot0w+0mo3XyiElHj1En7ztgMTJi2XTDFrOczCFg3DszTstwH1nFD7nkcx3nUy7SEV+97Yki3I+oeAV3ZE7swMHD22QsIeIJUUMsQCyqJl4H4sn2tD8BsZjMEX7tPQSIRTQhyteKI09SGu5O5t0DMpYoCHKWMYVwyKJqQgzWCfiWhrptZcSibK1U6SKjidIgV8rCTlEcfJLmNB+W23P541Ini32PZTShyglmbboVAeI/PNPwn18tImIJazTxVwzidwGDDU6va23XsO1/E+hetc8erK/qi3Pstwv4vkr2x7zqPu+6zfY6bK/rr719GdQ24Nqg+vL+lx/bjntd229aQWjAvMqgaZUR06oE6YRhmSnDCsPTWsantEyMa5gYm2VqdJbJkRmmhqelJoan5WO5b2Ke6RkNU3M6pjUGJnUmJo0mJowmxgwmRowmhkybP7GNYpaYwQrfpSVGFy2MLpqZWDYys2Jg3DIrKxXKu4tIrYomNPcWoXLShSdR2WcITz9OZNpxYrL2Epu9n/jcfSTk7CMpey/x6TuJTd5GdOJHhEW9T0jE+wSEvIdf6Af4hW0nMHIv/lH7CIg+yJ1IFwISThGUdA7/hAso0r3IrIqlabya0cUhBi1WNzxgEbHEHL2meXqNOulQuw1GepfWpfqWnyDUu/TEWjmx+UvibSC2AbxnyfqrQPwyEP3upUWpLrOeTpO4n1bWLndq5+mcm6Fzeor2yQnqe9qpbFOTV1VKVGaKHKwTlROidM0/PJCMglQamqtQtVQSk6Dk5FknOVgnaohtIBa1xPYgPuP8G2yOWMysEyDWDebLwTrhiIsTz8lZdWFXrRAWIBZAzvJ3pCzipJzIIdpHwUf/BMQilhCDdALGclJH4BFERiwG6iqUJ6mK8KA81IP2jHusdRfwB0sXpu5CatPvoc5TsjHXwR8/0fK7DTGzzvIaEH8tB+renBH/TzpiyxOazOtvlA1M79raA0/A0f7xq/qvgqr9NnvA2rbXGxexybZNtLZjX3Wf1217+Tm+/Dr/UhC/fL0/9/G73N8erjYQ29q3nf86ANu2C0iO6g0Mz2von5mle3SCroFhunsG6Orso6m2kebaRlqrVbRX1tFRVkt7aQ2dJTV0FFfTVlItH4t9XTUqehua6Wtqo7e1g96OTkZGRhgZG2V4YpzR2SlGFmYY180jsk0xJVdkneMWMxNmExNmA9OLQhqG9aN0znSQW5dOfKGCkKybROZclzPhwtLdCU9xIS7jOJHZu4nN3kN87gHpihPS9xKTvJPwuG2ERH9IcNgHBIR8wAPlx/iF7MA/bC9+kQfwi3LkQeRhfKOO4Z9wlqDki/jHX0SRdousmkSaJxoYXx5jwDxMv3mcXvMUPaYZuoyzdOk1tBtsErPprBUPjXO6zRK0GcqGpigZmLDTGCUDQqMvqHJ0SpasVU9MUTM5vaXqyQmqJsapGBmgfLifsr5uirvaediiJre+lsyqMtLKi4nLzSAiPYlbCn9ZvuZ06jhConQtPDESdVcDY9MDtPeoCI304+iJfXLATlRMiGhCTG+2gdj96EdyirMAcWTAGfob02T52lRHugSxcSgPG4ijb36MALGoIRYZceDZf5ATOsojT1Eb70FN3Hk5oUOUrolpzyIfzrpzQObDAsBCYtBOxBIVYSckiMsV7lSEnaNEcZbmlNvSEX+raWKhJYfK5NsSxE/nO/nXT3USxP/51fIvAPHv+PFHob9hENvD7l2haA/SV/XFdey32wBsa+332e75Mlztn9fLfds59tvtYfk2kL1tv/21/jv6tvu/Dsa2/a9rbcB9XTulNzK2oGVwfIqO3gHqm5qpqKiiuLCYxzkF5Cen8ygpncKEFIpjkymKSaIoKpHiyASph6ExPAqPozAqgZK4FEpSMqjIyKE8N5/y/IeoqqpQ19XS1NRIZ2c7PcN9DE+NMjY/xaR2dhPAwjnrmTDomDZpmDTNMTg/RPt4C2mlMUTnBxCe5SWnIYtsOCTJhdAkZxKyXInK2UN07l4J4vjs/cSk7ycqcSchUdtQhH9MgPJ9AhQf80C5HT/lHh5E7Mcv4rCE8P3wI/hGniAg0YOgZE/84i4RmOZDdm2SnFE3vjROn2WIPtMYPaZJOauu0zBDp26BNv08bfoFBEjLhsZl7W9Oa5dcTyKqtBplQRmBuUUoHpZuqhjFQyGx7WeJqczRZdXEVFQRV1UjFVtZTUxlBdEV5cSUF0vFljwm+nEB4Q9zCc3KQJGWRGByPCHJcQTERnDpjjdOZ91xcDvKsfMn5fTmkLgw2gdaGJnso0ZVIteaEJM5xFoTR132yAkdfymIRfmakN+p/0XMjW1URp+hOf0adQkXtmbXibw403f/1joTwhGLGmIRU4iBusoQd0qDjlEa5E6p8jSFASdpiPfCoE7n86laJutTKY2/SWOugmcLXfzbZ3p+/1TLfz1f+dsAsdq0wdvUZN5ASNSN1ltWqF9cos6ySO2m5DbLCg2WNSmVcRUhtXGZRoNdjGBYocGwgsqwtqkNVAZx/2c0Gp+i0q1Rr1mhXmumQWdBZTDTaLRs3U9lXpSPxbZGvZlmnZkmrYlG3SIqrUWeI86rNlioMS5SY16h1rIqn2u9eZlayzK1piebekq98ZmUuL+96szPEKpa/ETq532292oNtWnttU5f7HtBi0s0WhZpMi9JNRtXEGrVL0s1axcRUuuXrDJYaDIu0mi2SKlNiwiJbc2mJTrE6Ll5hTbjEq1i7QLjkpQY+BISs9/kLLjN2W9NixaaFpdotizTbF6n2fSUZtMnW2qzbMjst0tONljbGoW3ZpwGuX5Cn3aKjoFuyoseUxAfT3lkLE0hUXTeD6ffV8H4zUAmrz9g9vJdpi/5MH3xFlMXbjLp4cWoh/cLGvbwRmjgkg99nj6M+gQzck/JUGAEI+FxTCSls5BfiKW6ljV1M2sjIzydmuSZZoZV7QQW7Shm8wijUyoqGlKIybxJTNY1uW6EGJxTZh4nON2ZoPRDBKYdJDnrAMIFR6XtIjTxYzkQ5x/xWxlFSAgHv0dA8EcEBG4jIHAXDxS78VPu536Yg5R/tDuBsWcJSvAgNPUayY+DqWzLpXuuncnlCcZXZuUgnZjE0T4zRcPEKGV9vWQ3qkmsqCQgLYPA9ExCM3OIzH1IfMFjkotKSSstJb2sjIc1tRTU1pFfV8fD+nqpgoYG8lVWPaqvIqeyhJTSRyQWFRBfmE98wUPiHxeSUlZKQtFjsmpqKG5rlWtMVHf3UNXVLdeZaBwaYmh8guSMTC5cuYrr6TOcOHUSFzdXLl25hDJUQWd3C/0DXeQXpHPm3HF27PktBxy343RkNwcPbcP96E6OOX5kXWfiqMiKf825Y78hPsSD/sYUuuvjmOvJRjeYi7Yvi1FVFI/jzhF542OivLYRdeMDgjz+AeXFfybDz4GKmPNUx1+kNu4iDYmXZeYrKiHEQj45dw9T5O8s3a/IhUXtcGmAE2WBRygNdKZCIZyxG4UBrjIj1rdk8MlUJQOVcZQm+NDyOBrhiP/jC6OMJaQj/nKd3325wU/PP+GH52Khny+tscTmYj8//vAdQj/9+L2UzQn/+NPvEXqXqoc3HfO2yRxi/6/eBmGxfwvElrVXglgAWrW4/icgFk5TwHjLsf4JiNdo1K9LCQg36JZQaZckWCV0zIu0Li7TtLSMenFJwkRtWURtFBA20aQ1ykVSBIwliDVmCfG6TRDXmVaQsizyJhCLLwF71RufUmt6SpXlKZVme0j/MhCrzBassgJVvCdNBqsEjFt0S1Jqg4UtGc3ydYrX2mSyyH6jwUSL3kybcVHWlIoVvWwre4mfvlJGAeZF2k1LtFisalo00WKxwlisWidg3GrakEBuMz/DBmKRRYrsUZRDSZlNcsBJ1MUOa6fp6e+hpqiQorg4qkIiaQmMoOeukmHvYCavBUgIz1+8zbyHDwtnvZg5d4O5MzeYOuv1gibOezFx1pvx896Mnfeh57wXXRd96Lh8m7Zrd2i740d3UBiDMYmMJaczVlLCbF0dlv4uVicHWdOMsGoaYnysjvKqWBIzbxGffo3YzAtEpp8kPO2YnJKsTDuEUHzaHmJTdhGevIT8x3YAACAASURBVB1ZFxz9gXVALuQ9GUkEKD8gUPExgUHbCQgSEN6DX8gBHoQ7SmccFHcaoYC4c0RkeJFfF0f7WBVD+m5ZP9w+3UntYAuP1NWkV5YSX1pIXMlj4oqLiC0qIrW8jIyqSnLr6yhubkaAsmlQuPkxuqYmGdQsSA0szGNT7/wcNnVND9M+MUDzeD/q0X5Uw/00DPTTMDyIemyU9plp+nRahs3WfH1Ir2fYYGDUJAbszLR2dROdkMh5z8ucOu/ByXNnOX7SfRPEQVRWl1BU/JCQcH9OnXHhkNNOKQHioy77cHP+GcQnXURW/DOIB9Sp9DTEvxHE0V4fEXr5n4nx2k5B6AkaUq6iSruOKukKjclXKQ8/LUvSMnwOShiLhX1khYRYnS3AiYrgo1LlwS5UKl0liMXMOjFYZ2jN5LOZaoZrEqlIvkNbcax0xDYQ/8eXS/zeDsQ/fv3l3zKIP5GuWThe4X6FG37BES+tUr+0CWLhnC1r0hHbfvLbIoR6/TJCKjs16pZp0CxKCZi2CKAYF5H1oitL9Kyt0Lm2TPvqEh1LFtoXN2sodUbaNHraNALGRsR8fLXGSL3GsAVjcV/rl4BFtrWmJeqMa1YZNqjbVKPxCWqDVaJfL12zFcQCxj9D+gliv83x216ffaTxqn6tWdzfKnt3K75shISrFa9bQNb2BaPW62nU6aTU+nmadHM0amelmvXztOrmadHO0bQwK1vRF9vEvhbDglSTQYOURUerWUeTxWgFtHmZDpNYTvSJbEW/U8z6WlyWgz+yLnXJJOtShSseN8wwrZ1mpL+HpqLH1ETGUh8YStddBUM3g5i57I/m4n30530wnvHGePImJrdr6N2uYXS9it7txp9I5+aFkOakF2OuVxhyu0rfySt0nbpK69mrtHl403H9Lr3efjQqQ+iIjWO8MA+9qpLFfjVr0x3MDlRSXxFNdsYtMtOvkpJ2jtgUV6KSXQhPcSY81YHQdAei43cQEW8H4cj3JIj9w94nKFRkxB8THLqDoJCdBCv3ERC6j8BwB/wjnQiIOkJw/CkUIiOOO4cy/hKphUGUt2RR3VFAQUMOSUWJxBcmE/swhZiHGSSX5JPbUElZZyu1Az00jQmIDtI2NULv7AQDC9OM6udl/j1p1smSMlFWJsrLRHXDwPwEffPj9M6NSQ3MjzGkmWBIN8mgdoqehQm65yfp084xbNDLConx5UXGLRYJYDHgKfpDWo2EfUpmFt537nLmwkWu3vTG67YPF65cxuuWFxHRYeTmZ6AMCeDcBTdc3Z04dfoIx44fwPHwzteD+PhvSQi9wGBTGr2qBOZ7c7Yc8UhDJIWxZ4m4/tGWI4649h6Jt/fwOMIdVeo1CWIBYRuI8/2cSb91YAvEwhWLbFjEEjZHXBIgXLGonjguZ9apk73RNafz5XwdY/Up1KQ/oLMsgU803dIRi8kc//7F4p+A2Dajzrb85V+FIxZgeZtsP80bzBvUm1eluxQOs8Zsoca8JCFct7hGnYDw1jHW4wSshEMVqtctSdmcrwBvk8aCal4v59ELoHbqTbI4XRTsDz9ZZmx9haF1C4Nri/SvmOm3GGWZjljVqkujoXNBS+ucVWIgRFzLBmMRUwjVG81yYE/EFbWGVav0T6jdlIhKbM5ctDZY1xjXqTRvvBXENiD/3C5uDhoK976MALE9jEW0YnO6rSKGMBi2pq02aTU0LszTsDAtVT8/jXphjMb5UVQzw1KNsyM0zY3SNDOCenqY5tlRq+bHaLaTOE+o2ThNs2GWVuMCbSatdTLA5mpgop5VuGdREiUmSvQuidXLrBITBITmtbNoFmaY6e+jp6SEpug4Wu4r6L8ZwMRlPzQe9zCf9GXJ3ZuVEzdYcbnO8tHLLB29KLV+9AovyPka687XrMe5eLHodhOz6020rjeYPnGFEderDLpeYfj0dYbPedF40we1923aA/3pj4tkIj8VnaqIBfVDuktjKU66RUHyVbKSzpKW4Ep8oguxiUeISjpMVIoD4dHbCYvahjLyY4IiPyIw4kMCI0R/G0ERO1AKhe9CGb6XoPD9BEUeJCDqMEExRwiOdcE/2pWQpLMSxv6RZwlJuUpqoYKskigS88OJygkl5XECBfUF1HTX0TLWRffsEIPaCUYM03RPD0h1TvbRPt5D+2g3rcOdtA20S6m7m7CpsUtNfbdNDdR1NVLVWUNdbwP1fSpqehqp6VZTN9BBy8QQnbOTDBg0EsiDOlE7rGdyaZmJxSXUgwNklZdx/ZYPpz0ucMXrJpFx8UQnxHPr/m28bl1HGRZMaFgQnpfPsf/gDhwO7+b0GWfc3B1xcNwh9bIjFlOcPU68R2LYRYaa0+lrTGShL1eCWNObyXB9xAsgjhTrTVz9rXTEmf6HKQo/JeMJEU0IVyzK0QSIhSPOvuMoo4lyhSuV4a5UR7i9AOLyYFE94UZRkDvtmXdZ7Mrja62KKXWGXPCntyqFz3S9/PvnBv7tc9MWiH//1VMZTQhHLED8/XffyDWIxfrDfxUgFu7vbVIbhSN+Zj3OvCpzV5G/CgiLtnoTwlv5q8hlTSsIByoAZAOwDcgy/xUQFvPmhZudXZAw7dDqZLnS4KKJiRUL0xuLzD6xMPXEwNSqkYkVPaOiWN44x5B2loGFWfnzrWN2FqHm2Tl5LdWs1grkBRMNGjMNepMEsvXLYIUa/Qo1uvUtNehXEbI59VoBT8Mq1YY1KRuYba3IuaU2y+hkZi1y602pTNZsW7Qiaqg1m6kxmag3WtVgNKHS61HrtTTrtBK4jXPTNM5Nopodo356hLrpQanaqQHqpzqonWijbrRFqnGsjaaJzi01T3ZhL/VUJ0LiPKGW+UFa5odoXhilTTtJq26ODp1eLlwuFi8XcBblT6IMqtuip2fRQJ9Z1MCKWlg9Gu0MBs0M+qF+Jiqr6Y1Locs3mOHL95k/f1dCeOWYNxvO13l2+ArPnDx55nCRDUcPqS8cPBH68iV94XCVTw9f5ROnqzx1vs7akauYna6iO+zJnONFZo94Mud8mb6L12k/c4mWC5douXqVjvs+jCWFMpsfS39mCHWxXlTEXZEf/pwYV9JijpIY60RM/CGpsIjthIRvk1JGbJMADo7ajiJ6B8ro3SiidqGI2oMiaj+KyIMooh2sEI4/iiLBhaBYN0ISz6BMPEdYiifphX7UtKbR3PuI2o6HqHqKaRmqoWuiid7pdtrHm2kcqKe6s4Ly1jIe1+ZRWJNLYWUOBeVZ5JdmkFeSTn5RqlR2QSI5j5LIKkwm+3EKOUWp5BankVOeRm5ZOpllqeRUZkpllmeSV/OQio46mke76Jwaol83K91xv26eSYuZ+bVVGXEICHsrgnE/f56znp4ooyOpVNXxuKKYOwH3uOB5nlu+N7nhdZnLVz2kGz7oKColxBoTe+SsOlHCJkDs4vChzIhFNGEDcVL4JYZbMuhXJ6Hpz0M/lMdCT4YE8aOYM1uOOPrGNiKufkj4lQ8Q/eTbB8gNOEp5xDnqE65QFnKGhw+OSTece9+JkkAXBIgrlG5ykE5EE5UKFyoUx6gJO0VtxDmqIy8w+FjBJ6NlfKNrZKY5C3WegoHadD7X970A4j989QQBYjGZ46fNNSYEiK2LwP+VgNgGlze1jYZnCInsVEDbCmEB4hWqTctUmoVzXEc4SCGxrdq0SI3JTLXRRK120Sq9NcMVcBQxQtOCgdYFHS1z87QLqIqfWmJEfFHL7LKO+TU9mjUDC+vzzK/NMbs0x5xlhgnjJKO6SYY1EwzPT9IzPUb3tHVufcv0LE3T8zRtwrhxwbAFYuHE63UvQlgAWWyzyurYawxLEtZV+hWEtlz0ppu2RSy2yEWCXm+i3mDclF6CVsBWqNqop86op9ago0aroUYzR938NPVzExK8teN91I31UTfeRe1YJzWj7dSNtlM12kztSDPVw9VUDlZS1VtOdV8F9QPVNA7XoR6pp2m04QWJbY2jVtWN1SHUONGMerJNLl7ePNNH89wwrXOTtGmnpTr0s3Qa5qx/XcK0QI95Xv5lC/HXLXpNGuYXpiSIzWPD6FQqxpMz5QDd6MV7aE/fZumEgPBNPnO8zhcHLvPFoYt8fvACnzmcl/pmvwff7L+EaL/fc2lLctteT57vvcSX+y7z+aErPD1whZUDl1jcfwHzgQssHrzM1PGLDB89y8Dxs3S7n6bt/Fn6fK4xrLhNl8KL5tBrNIR7Uhl+nqLIk+RGHSMt4ggJkQ7ERh4iXLlTShnyMcqwbdIBB0fulBAOidmHkDL6AMqoQyhjHAiKdUQR70RQogvBSceITDuHMuEUyoTTpD/ypbEvg0l9HROGBvqmKukdr6R9sJS61jyKa1LJKIoiIVdBdEYQEal+RCbdlYpKuENkvC/hMT6ExdwiLMpbKiTCi9Com4RGexMe4yuPiU58QFTyPaJT/IjLUUrnHZsfQVxeFBkV6dT21NM1M0D/wphc20LAeFg3J8v7hEEpVjdyJzwMp3NnJYiv3rpF1qN8+saGqWtu4F7QAy5dvcCDgHuEhAaSmZVCfGI4lzxPceDgx+zdZ10G01pHvOMFEIuZdRdc3yc5wpOR1kwGm1PQDuRvgXioLpyC6NNbII69uUO6YQHjsMvvE31tO6l3DlGsPEVt3GVZBSFAnOXrQN79IxLEAsYinhDTmkvEFGexFrG/E8IRV4ackiVs/Y+CeDZSKh3xbEs2zQ9DGKzL4AtD/xaIRUYsQPyH58+2QPz9d8/54ftv/7pAbIPnm1p7EItc1XZshWkNewkHWWVcospoodJgpMpgkKrVWBCq05ikRHTQuKCnZX6B1vlZWXzeszDFsH6KSdMs84uzaJeEpjEuz2BcnsSwNIF+cRytaYR5wwizuiGmNYOMLwzRPzlAz9QgXZMjsoC9dWoSCeTZBZrndFZXLAfyFqnTrlCtXdvUOtXan52xdMrCLW8CuNy4QrlxXcJYAFkCWkB6UzaHX6c1IFSv1VOv1VKnW0Cl/VlVunmqNXNUaaapmB2jamqI6ok+qsY6JHQrB1RU96uoGqiltr+W2oEa6vprqB2ooravksruXMo7synryJJtXW8+qsFCWoaKaR0uka3oN40Uy9XAGoYeI1Q/WCilGqyicajaCu6xJumeW6f7aJkZoG12kHbtqPxrFp16saj5pKyFFfWwQv3GOcYXRtCIaoWZUUxtbUxn5TP4IBR7ED91soL4y4NXJYi/PHCRLw55SH279yzf7T6PaL/ffd6qnRf5XmjHJb7deZGvd1/i6/2eEsif7fVkY48Ha3s9WNt9Ec2B08wcOMns4TNMOp+k1/k4vSdP0X/1Ip3Xz9P74DKtgZdoVF6kOuwchaHuZIW6kKRwIC5oP5FBOwkL3EFI0DaUyu0oQq1RRHCkcMN7JIhDYg5KCAsQB8c5SRALCCuSjxOVdgZlnCvhyad5XB1A13guwzPFtPRnUa6K5XFVBNmPg0lMv01E3A1Coq5IKSMvo4jw3JIy7BLBIRcIUnoQEHyOwICzUiHhnoRGXCYs8grhUdcJi7lGeIwXYXE3CIu7iSLem7BkX0JT7hKZHkB2ZSpNQyoGtYMM6UaYXtEyYdEwIfJm3QLVnW2EpiZx3tuLo+fP4nn7JvfDFJTVVcs67Rp1nXTE3re9SElPoqKymN6+DurqS7l775qMIw7s/RCnw9txObobV+efQXzq2EdyivNFtw9IjrzMaFsWQy1ierMVxPPd6QzWhkkQh1/7UGbEwgXHee8k/tZeYrx2EntjJym+BykIOEFp2BmZ92b7OklHLKonxKQNIVGuJhaCLxZTnP0cKbzvQLHIjgOOy2iiM+c+K70FfLVQLx1xS0EoQ/WZfxaIxcprfxXRhA2qb2pfBWIBXRuEBbBs7rHSsLgF4Uq9lhohnRXAAsR/CmHr4IMYjJjUjzJrHENvnsBoGcdoGcViGWVpcUDKYu7DZOzBoO9Gp+lGo+lidqGPkYkOhsa76Jvop3t8kM7JMbnqlBhNbpudtw7kLZjlgKAoj6t7CcRbYNatUK1boVJqjTKDVbbXJr5kbBAWrQ3EtRo9dRoddRoNDZp5GjSzNGinpVSaaao141QtjFE1M0zlVD8V4x1UDKupHKinsr+aiu5SqrqKqe5+TJ3UIxq6C6nveURDzyMq2xMpb42nrCWOirYE6rpSUPdn0jaYQ8dwHu1DubLfMpRD82A2jQNZUqr+TIQa+x6h7i9CPVBCy3CldNCtEy20TXUgRvw7FnrpWhigSzdEj2GEXuOEVYZJ+g2Tsl53VjuOeWEcc18ncw8fMewfzoinL5pTPtIR24NYRBBfHbzElw4XpKwAPvsCiH/Ycd4K4p0Xef7BOb7e7sFXOy/w5faLfLbdg42PzrL+/mkpyzY3TNtdMe07jWavO8O7nOk/4MLIybMMXTjH8K3L9N/xpCPgIk3BHlQqTvMo0JV0fycS/Q4QdX83kQ92E+6/C2XgLhRBu1Eod6EI20NQxF5CYw/xMoiVCc7WJS+TjxMUc5TgyCPEZp6jWh1C+2AaqtYYHhY9ICXzBklpN4hNvExEzEUioi4QFW1tlSGn8Q90JTDYnWDFSakQ5SlCQ04TFnpGKjzsLMrNfcGKUwgFhZyW8hfnh5zmXvgFAmKuERh3g/C0++RUp9I21iQXGhIglktvLozJAT71YA/x+Vmcu+WF05lTuHpeRBEXRVxWGqr2FkZmJimsLOGG701u371FweN8mprr6elroaQ0hxte53F23GXVkZ0cdtz2TiDWDT6UjtgG4odRp7CBWLhgAeLkOwdJ8j1A4q19EsS598XqasfJ9HEk1euAHKwTK6vVRZ5HFXOR+qhz1EacoSb0BNUhxxFVE6J8TUJaeZruPD/W+gvlYJ2IJgSIhxuyXgCxKF/7l+cb0hH//pvPZDRhc8TW5S//akC8IUu1RLmWUI1ROF6rqg1PEKozfEKd4ans27ZV6X92ilZwrVCht1CpM1Gp11sBbNBQb9AiQGUDsHpBS/PcPC2zU7TOjNAx2c+wZoQp3Sga4zB60zBm4wDLpn5WzP2sLw7yZLGLNXMHy4ZWFnXNWLRNmBaa0c02sjClZnS4npHhJgZGWukf6aRnrI/OiWG6psbpnp5CPTmPelpL44yJxvll6jVrmzC2OuJK3Ro2idclXLCU6Qnlpg1KdGbK7VSpNSNUrTVKiWhCuOHqhVlq5yapmRunetoK3arxXkrH26XKx9qoHG2mcrRBAris8zElbdmUNWdS0ZJBbVs6qo4M1D2ZNHdn0dSbQXN3BtVtUVS2RFCmDqW0MYSKxlBqWiJRt8fS2p1Ie2+yVHNvEk09iah6EqjviqOuM1ZK1ZWOUH1nNo1d+TT0Pqaht5janlKqusuo6a+kfqgO1bj1T/50avro0Q/KvzYhlnXsnu9lXDvMwvwgxsEudBUVjCpj6L/sy4LHHTnQtu7sxaeHriEcsQSx42W+dPKU+vbARb7f48HzPef4esdZnm8/w7fbPPh25wW+231ROmLhir/aeYkvtl3gsw/P88kHHjx7/zxP3zvH2j+4sfpPbiz+xg3jR25odrgzvd+dCceTDB11o//0GQYuedB/5wo9gddoCfak3P8M2b7OJHofJP7+PmLv7SXy3i5CH+xE6bdTAjlYsYfg0L0ow/dLBUccIDjqIEGxVlccHC8qJo4QFudCTLIbSVnnyMy7THr+NZLTPYlJOEt41EmUYSe2FBZ2AptCQo9jk9gWHu5KeOgJQhQuKIKcUQSJ1oWIMHdCQ1wJDjqO3wNnbt91lPK978Q9/6N4+x/nfsh5fEM8CEn0oaI1j0FtNyOmIUaNo/QsDDBmnpUgzqsu46rfHQ6ePM5xzwv4hARTVFdFqaqW+s5mhqbHKKmtkCC+fvMqivBAEpMjSU6NxtXNQVZKnDl9GIdDH3HUcQdHDm2TNcQiIxbrTIiMWPzx0Cunt5EZd4PxjhyGW9PkYJ1hOF/WEfdXh0hHHOezi/jbu4m6vp3oGzukI07w2Uec114SvPeT6XuYrDtOpHsfIuOWA8IVi4hCDMbZXLFsg49SHuSMqJook5M6XClRnKIr94EE8afTVUw2pksQj6iyeW4e4j+/FAN1ZgSI//j1U/7l60+wB7H9YJ2tfli0v9tcf1isO/zT7/4g9aYaYbHvXeqE33bMrwR03wRhAd4a/TOqDRtbILZC2ApiAeEK7TJV2uWf4aTTUKtboM4wR71+lgaNhsZ5DU2zczTPTtM2PU779LAcSe6b7GJqoZ85Ta90ukuGHpYNHawbOtkwtPPM3MFnpiY+MajY0NazvlDL6lw1KzPVmCer0I1XMjNYzvhgFaMDNQwOqOkdbKFvuJue0QH6x0donZilbWKB5mktTdMmVHNL1C2sUrOwQuWCNaqwgVi0AsIV+ieUGX8GsT2M7UEsv2REJLGwICFcNztOzcwIYpCtarybytF2igdrKe6roayvivLeSip7SijrzKOoJY2ihgRKG2OpUMdQqYqiTh1JfXMkquYoGluiUbfGUN2qpKYpiLJGf8rrH0hVqfypbQqisVlBc1fElpq6IlF3htPYEU5dRxgNbSHUtkZT0xRLbXMCta3J1HdkUduZS3VHHlXteVT1FFDXV0LjaCXt02o5UaFP00O/tk/+/O3U9DBqGEKrGcYy0oOptpaxyDgGrt1l7oIvBvebCBA/c7zGFw7XJYy/EiDelACxyIcFiL/a7cHXO6yygtgaTXy73VO64S+2efLZhxf49AMPPnnvPM9+e46Nv3flyd+flEC2/Nod43sn0Xx8kpld7ozvc2XU5QyjZz0Yu36FkbtedAdcp/HBJUp83cnzPkbqvcOk3HUk7s4BIu/tIfLBXsIC9xCi2IcyZB+hYQcIiThAaOTBrZxYEX9YxhPCGUfEOxOf5EZixhnSM8+TkulBUtI5omPcCQ8X4D1KeNjRrVb2Q50JC3WSUioOE6p0IUxsU7oQEuyMMuiIVEjQUYIDjxDof5gH9x2543uAmz57pW7dPYDvAwcJ4nvKc/hFeRKfE0h9TxHDmm6GDAOMGEYYtUzK6ozGwXaispM5ed2Tw2fdueZ/n4SHubQP91PdqqayuZ7eyWEqVTV43ffm4vUL3AvwJTwykNj4UCuID27n1EkHnI/s5LjzbpwOigV/xHrE7w7iviqlBHHsrZ0IGIs4QsA49uYu4rx3E3N9N/E395Hu40DarUOk3NgvHbGAsVhnWKw5XBJ4QkrEECKWKHrgQMHdgzy650jBvSOI1ddE+ZqxLUvWEYuqCeGIRxtztkAs1pn4mwGxKM+yV4XpCTbZnGGlYUOCyfbY9pPd5oQrNUtbEBZgqtXOo9LOotJNSTXNTMrFqlsmR2XJTcd4H10T3QxMdzA61crcXCu6hRbpdNd0zTzRqXimUfG5roEv9Cq+1NfwubaKT+bLeTpbypPpYlYnCrGMFmAcLGCh9yHTPY8Y7SxioLOM/s5q+rsa6B9oY3Cgm86xcbpGp2kfn6NlSkvTjIGGWRM18yaq5xfll4j4IhFfKALE8vUZn1BiekKp4SkleqNVm674ZRDXLmipm5+nZnZCOmEB4ZqJLipH26gYbKasr4zi7mJK2h9R3JZLUUsGRU1JPFZFU1wXSkldMKW1AZRVP6BC6i5VtfeprXlAfZ0/Nc3+VDc+oLzhLqU1tymp9qGs6hbl1T5UVPmgag6gsSWQprZgGtsVUqq2YOrbgqhvCaRSpaCyXklVfSgVDZFUq+OoaU2iqjWZ8pZUytvTqenOlXlyy0QlPdMq+mdbGZzvlOrV9jBpGsagH2V1sp/l5gam4xMZunGfWY/bEsSrR73YcLIDscM1vtrUtwc85WDd13sv8nzPBQnj57usTvi73VYQf7PtEl9/dJHnH17ii/cu8PlvL/Hprz2knv3dKTb+39Os/507y39/CtP/Pon2N+7MvufG5LYTTB44xeSxC0xeuMKUtzcjd2/Sde8aqjuXqPY5R+5dF3LuHCXt7mGS7zoS43eImIADRCkciAo5SETYQcIjDhER6UBEjCNhsYcJi3ciPOGIVFySC4lJriSluJOSfIqEJHdiY04QEe5MaMgRwsOOEBH6cyv7IU6EhTgQqjyEMugQIcGHCVU4ylYR6ECI32GCAw6jCHTiru8+7tzei4/Pbry9d3DNayfXb+7C6/ZeBIxv+R3nvuIcYQle5FWIySQ1jOp6JYjHTGNMr83TNT1IVkUB1wJ8OXjWjRPXLxGdnUZDXydjhgXrovDqWvqmRqhurpV/meOK92WCwwIor3xESVk+12+c4/jR/RLELk47Oeq4nQO7f8NxJ6srfpUjnujMlRmxqCMWVROifE2AWEQTMd47pASAI65+LF2x6Edd3SlBnHHbiZSbAsQHSfWyuuKcO9alLiWAA47LZS/FQJ09iB/edZLAbky+iZhZ9/lsDdNNmbQ+CpMg/toyzH99Zd6aWfc34YgFhG3gtbU24IpWQKlcty5lA3CpfhUhCS4BYc0S1QtmawSh1VsHqjTTNGhEHeuInBXUNt5P60g3HcNtdA03MzDaxMSEitmpBrTTtVhmrU732Xw1n8xX8vl8OV/Ol/F8vpzvF8r4dq6E5zOFfDlVwOcT+TwbyWZ5IB1zdyq6jnTmWtMZVWcyWJ9Db0M+/epiBltrGOpsoH9wgN6hYfpGJuiemKVjWkvzrB7VnJHaBaN87hKuOot8TdbXt06xcZ0S/QbFOoNVWhPFWhNlWhPlGgNVGh218zpqJISnqZkZo25qmNrJbjkIVz7USEm/yIGLKO3IJ1+dQk5tLHnVYTysVlJYG8TjWn9Ka+5SVulDcbkXRSXXKSq5QnHpNSoqblBV4UNV420qVXcoq7tJebU3JRVX5TGFxRd59PgSVbU3qanzpV59h8YWf1TtfjS0BVDXco/a5gdU1D+gotaf8poAKuoUVDeEUt0cSXVLLJWt8VS0xFHVkUJ9bxbN8o1aKAAAIABJREFUQ4V0jlcwMFnP0LSKoWk1/ZoOpk39mAxDbMwP8LRLjSYjjVGfu3Iqs8Hdi9eB+PmBaxLColpCVElIGO+6iA3EIpIQbtgKYk+++uAiX7znyWf/fNEK4v99nqd/d2YTxKdY/n9OYfq7k+j+lxtz/9uVqX86zvT2U0wfPM+s+2VmLnlJGI/6etFz9zrtvlcovudO4R1X8u6dIOP+UZL9jpAQ5ERC8BFiQ52IDXckOnJTMU5Exx8hMsGZqMSjUknJJ0hJOkFi8nES448TE+tMZMQRwkIdCVE6Eh7iJEEcGe6EUETYYcJDHQlV7peuOyTYASEB5OAAB4Lv7yfwzn787h3A/94hvL12SHl5befqjR1W3dxpBfEdB3z8T3Av+CzRqXeobMykb6aFcUM/o+ZhJhcnGTFPUNpSw/0YBUcv/X/UvedzJOZ57cny7r12udble2VF+0pXlmRFhgmYQc6NRmqgkXPOOeecc2qgG2jkjMEg55zj5CE5w5wlUbq7Wxss/wG/rffFACRl2dra2g/mh1MNDocfmH44OO/znMdFgjgkIwnd+JCcpBDLI6KBTT82cOGIR3sliCPiw6msK2NXjDXeHSQ2Lgi1szUeLtbSDduYX8Pc5OUrEIvCH/FY9+VoQoBYRBNfBvF8dypNOc7khVyXEvDN8HlZuuKiMGPpiEvDTWmItUPAuDrMkppwKwSERTQh3LCIJ4TE13J0LcVWrjiLaEL++oto4vWFVj446JePdZNtWWyMNvC1BLH+wXO67osfw9+8ku78Db4s7dnrXKrj9Cna08dSnUeP0B89oufwPv1HD+TsroggRg93GTvYZHhvmaG9BaZXJplaHmd6cZiZxQHmV3pZW+1ld0vP8VYX97e1PNnp4Pmelvf223h/r5WPtlv4bLuZ3+y28vleM7/dbeLX2w18slHLh6sVvLtYxpvTBTyeyOVkOIeDgTy2evJZ7ipivrOEhe4aFvuaWBnQsDh9h6XZKRYXF1lYXWNme5eZfXFe5lyuSQuYCiDrT+7JLFh39kR+o9GevoGQ5vRc6hLInSfnXwFx78EBffsvQCzmf3dm6d2YoHN5EN1cL52zjbSOVlDVmUZRUxSF9SGUNgVRrQmisSOItq5gNDo/Wto9aW5zl2pt80DT7oVW60dnXwBdvUHoev3RdQeg6fKmtd2TxhYXGhtdaO/wRNfpR09/EEOjUQxNRDE8HsPAWAQDI5F090Wh741E3xstgdwzkkLPRCb9d3LpncxDP55N950C+qfLGJuv5e5SM3NrXSxu9rC8PcDy0Ri7p3d5cDrLW4dzfLAwxv2GKraiYtn1CuVMFcgTZeCXHHEgH5sESX1qFCTH1X5r8MXY2m9u+3DphAWIBYQliH/pzce/8OLDn3rzwU+8eO/HHrz/A3eef9+NZ/+g5s3vufLke67c+3sVp3/vxNF3HNj9vh17P3dk74arnD0+VPlfwDg4hLXwEFYiQumPVqOPdqEjypmmWAdq4u2oTFJQlmZLWYYNxTlWFOdaU5xvTVGBDYXFtggXXFRmJ1VZYU9lqT2lxXaUFSgoyLMhN9uCrAxT6XoFdAV8c7LMpbIzzchMNyEt5bZ8GMxItUJIOOHEOGNiIg2ICr9FZPgt6YQFgEOCDaQLDgy5TWCoIf7hxgRHmxMWZ0NkoorYVA+KquMZnGxh+fAuOw/W2Hy0wdbDLfoWhsiuLcYp3BsTVyWOwb4UtNTJnz5X7h2xcrzD4Nwd2od7GJ2/S2u3RoI4NiWGqvoyBkb1lJXlykUOpZ2hBLGDrSH2VjdR2Rlhb3VdxhOXIHay+SX+rtepLQrmEsRioUNkxMIRCxA3ZjtdTEyEXJfRRLq3eLAzkjGRyIfFN8T2NFca48RjnRW1EdbyJ5fWBCc6U8TUhIvMiUXbmnio60mzk3PEvRnO9GWp6c/1YrUjnfe3uuXUhBhfm2rPYXOskU8frfGHjx9+vRyxAPElhP89+AoAC7WfPKHj5BG6w4dSPQcP6D24R9/+GYP7J4zuHTKys8ng5iJ961P0rd5heq6P2Zle5ua6WJjvZG1Bx9ZyO4fr7ZxvtPF4s4lnW428s9PAh1v1fLRZzacb1fx2o5rPN2v43WYNn29U85u1Sj5bKeejhQLenc7jjbF0HvUnc6KPZ1+bxKYmlZWWVOabs5lvyWdBU8JSewVT/Z3MDPcyMzHC7Ow0sysrEsZ3D47kHPPQwYl0tsLhCqcrHubkN5sT8U3nz4D46EQ64sH9PTkTLL75DO/MMbgxTvdyP7r5bjTjFdT35sjzOpmlfnIeNbNURUGFMyXVzjS0qKlrcqGu0Ymaentq6+ypr3egoUElQdvU7kaL1oO2Ti86Or3RaAWw1TQ0OFFTq5S/v6nZRf45AeO+kTCp3qEQ9ANBdPYEo9WHSAnn3TUQywWM0+m9kyWh3CtgPJFD/0QhI1MVTM83Mr+qZWW9i8X9ATYPRzg7GOf5/l0+WBrlUXM1O3FREnr/FogFhIUEhIU+v+Uj9VtDX74M48tY4pNfevPRzz0liC8hLED8xn9XSz39BzWPvuvC/W86c/YdJ46/4yBhvPcDpYTxgYGafRtv9lR+7HoFsRUYxFZwMMPRngxGe9Ad40p7jIqmOEdqxVRFmpKKDDvKc20oy7elLN+GsiKFBK5wv8IJl1TYU1GioLzYlrIiG0oEqHMtpYsW4L2Arvi8ALEAtPh1AWIxnZGceFPGEWnJFiQnmBIXbUxk2E3Cg24QFnKD8NDbhIXeJjzMmLBIU0IjzSSAQ2KsCI+3JSpJSUyKO4mZvlQ0pjM6o2XlaIbdh+usP1hjdm+e/KYy/BLCsPBwwspLRXB6IprxQZbPD5k/3mXj/ICx5RmaerW09HdS1FAuM+Kw2FAS0+IIDPPGWWXFbcNfYGb6Ck52xhcPdSZiiUMcD70uXbEAsYvyNb4M4u2ZRtYmq+RCx7215isQC0csC3+Cr8lIItP3FSpjrWhMdaA80pK6eDt56qgl0YnKEHOqQi0kjJvjHGTD2pdBfNk10ZlsS0+64xWI13WZfLjTy8fHQxxONjDdkcvWeBOfPV6/ArFoX/taRBP6B2+hO3vzSpcuUHx2nLwu1Xb6BKH200doTh7QfnwBYe3BA7r3H6DfPaVv+5j+7QMGNrfoX1+kb/ku+rlhdNN9zE62MXdXONN2VmZb2Z5v5WCpUa5E3l+p4Y31at7ZqOLDjUo+3ajgs/Uyfr1azOdrRfx+rZjfLpXwm8VifjNXyGcz+Xw0mck7I8k87Ynmni6Kw7ZQdlsiWG+KYbk+joXaROZq05iry2KuJofhpipG2+oZ12uYHBlgcnqSu6vLcuZYPB4O7e/LjLfn6FjGDfpjET08RitAfPKUtpOzK7WfnKE7PqPz6IxuCeFj+o+OXmzHbTJ6sMrI/ixDmxP0rAzQOadHO1FOY38e5Zo48muDyCp3I7PUkZxSBXnSeVlTVG5BcZn5C4mvv1B5rYLqRgfpgFvb3RES4BWwrq6xo6TEnMoqW/lruk4fuvsCpTsWDrqj21e655Y2L5rafGjR+NPWFSLjEPHwpx9Kon88XYJZN5yCfiCNvuFcxu6UMT3fwOJyGwu7nazt6Nnf7uH17SHeX+rnUVsVO4lR7PkFceLqzyMHP57Z+MlNOTE5ISMJEUuYBPDb2x5SAsS/M/Tlc2MBYu8rV3wJ4st8+MOfevDej91490dq3vmhK0+/7yb15AWIH37LlXv/VcXptxylDv5Oyf4P7dl72ZE9QzV7tp7sOvteZMY+AUxE+8q8uD/ana4YF1rinahPcqQmzZ7KTCXVuQoq8xVUFArg2lFRoqSizIGyCiXllfaU5ptRmmcpVZJrdQHiHAsJ4/xMc3LSTGTWLAB8CWIRS6QkGZCUcIPEeHMS4syIizEhKuIWYSHXZRQRHmpAZLgRkRHGV1MSUXG2EsARiUqikh2ISXUiIcOH9NwQ6tvzuLPQLR/q9h9usnC4QPdULwFJ4Vj7qTD1cMQx3Je4sjz6lqfZfHqPuZNd1u8dyM4K3Vg/le2NJBWkyy5i/zA//IK9sXUwl/0SzioL7JVGKKxuYGnyCua3f4G1yStXIHZWvPYnQbwxVSPniO+vt8ipCZERfzmaEI91OQHXJIS1ee5URttQEycuNXvQnOBAWaCJzIiFM26KVV6BWC5uiCL4NLurzTrhiMVmXX+eN5cgFivOR3cbmdHmsT3RfAVicZ3jawniPwVhAWMB4daTxxLCAsSaowcICF+CWLd1RPfGgSyv7ltbp1vUJc6M0j7Zi2Zcx/R4E3MTLSxONbMx3czeQtOL09s1PFiu4PlqOe+tlvHRehmfrZfw2Vohv10q4PPVPH6/mn8F4F9P5fDJnUw+GEvirYEYHuvCOG8NZq8xgJ2GYDbqwlmtiWS+Kpb5igSmKpKZKk+luyyXvqpiBltrGOnpYGx8iDvzM4xtrDC6tYVYL5aPbYeH9B6cSFcsIhfh/P8UiAWMvwxiMT88crzP2NE2E4drjB7MMbx1h97lfgni7ukadOPFNPdnUaONpaw5iKI6cdTSifxyW9Kzb5Gea0BW7k2y8wzIyTeUys67jVBhmTmlVdbSLYs4oqVVTWOTSjrhqmoFeXmGEsbCSWvaPdDpfens9ruIMHSe1De5UFvvQk2DC3VNHtS3+dLaGUx7TyQdvVFyIqN7OBltXxwd+gS6elIYHClkcrqKuYUmZrfaWdrSsrPZyePNPt5Z7OVRWwU7SdHsBgT+WRCLJQ4BYwHhPwbxJzc85SPdVx7q/sn9KyB+/I9uPPzvaqn7/80FAeIH33Th3jecpDM+/IaS/e/Zs/sz+4u82NyVXaUX224+EsZ3on0Zj/JhIMqdrmg1mjgnGl6AuCbjAsQ1eXZUFtlRVayUMURVmYOEcEWVAwXZRhTmGMtNPbGtJx3xnwCxgPAfgzgx/jqx0cbERIkHuVuEh17kwcINCwhHR5oQGWNBdJw1MQl2xCYqiUyylxCOSnMiNkNFcmaA3LZr1ZcxvTggH+oEiKe2p6jTN6MIdMXYTYGFjwr3+FBSqksYWp9n59lDuZCzdLwtFz6EK67qaCI8NQa1vzveoT74BHqg9rInITGUjMxo/P2cUNoYSBjbWVyX8cSlI74EsbPtLwlQ36C2OAThiDenaxFzxALEp4t18rHuyyCWkxLBN9Fku9Jd7CtBLGDckaamPkbxFRALRyyiiZ4MNb2ZrlJDOc4MZjvRn+XEUK4bQ3meDBX6sdmVzcd7/XLF+WsPYjEZ0Hb/TamWe28gdS7g+5TWkydojp6gOXt85YYFfAWEevaP6du5cMCjGysML03RP9lL35CGwf4GxvqqmempZra7kt2BXI6GCjgdy+PheD6PJvJ4OpnNs+lc3p7L452FLN5byuGjlSw+Xc3h07UsPltM56PZZD6cTuT/uJvB/34njf8xksxvBxL5pCuOd1ojeVobzP1yX06LvDjO9+IgV8iP/bwQ9nMj2MuNYjcnmtmcFGZz05gqzOJuRQlTzXXM9nSxcmeClWWRG68ws7kpT5GPHxzLLbnu04cyohAwbj8/o/3sHi3379F8fp/Wk4fym1LnwQN69s/p2T+l9+DoYm35cJP+g0UGdqYZWB+jf3WInvlW2u/W0jhUQLU+hTJtOOVtAZS3+lDe4kleuZ18nU/NMZPNX8mpJqSkmV4pM8uU3DxLikvtqKxSUVOnpq7BXYK1ul5FbqEp2fnG5BSYUFRmTWWjA/UaNQ3tbtS1uVLT4ibPyBdUKCT4S2tU1LV606ILQqMPpW8wFn1PBB3tIehag9C3hzLcHcvsUCZLE3ksz9WyvdjE4WILbyxr+WBey9OOEnaTItj082TPzY1zJzee2Hnx3MaLd628+cjCh4+tfPnU0k86YOGCPzcWX/txGU3IjboXIP74FU+EPviVO+//wo33fq7m3Z+6Sr31bVeef9OFN7/rxhvfUfP4e248+o6ae992lzr6tgvH33Xl8Adq9n/kxv6v3Dgy8OHcMoSHykg2VX6sqv2Y9fFlPMCX/ihvupJ8ac/wpTXHm6ZcdxpzXWkudqOpxJXqQjsJY+GG84utKMi3ID/P/OpBLz/XUn6dk2VGVoaJzIqFG87LsZLKzDKTvcZR0a8QFvYzAsNuSgWFi0mIWwRG3SY41oiQGFNCYiwIjbUkLNaW8AQ7IhKcpSITXYlKciMmxYO0nGjKa3PQDbQwuzYp1/1Pn91HP9lPaEo0Sj83LN0d5diad3QYeXXV3FlfYe1MbNudc/DojI2TPZZ31ukbHyItNwMPfy/8gnzkinNxaZ7crLsz2UdMbCC2NmKR4zWsLF7G2vIVHO2v46h4FRf7V3GzfRknyx8R6mFAW3mEXHHemqri/rqGx9vtnM7XMtOZREuGI2K1uSj0JvmBNygONaQp2Z6ObDUijhDZsCbFBW26G1XhlpQFX0xOiOmW1gR7RM2lJsWedtE5kaqgM9mG9iRr2cbWkeEgzy3NauJ4vtEuH/c3h4qZ6srmbEnH797ckdGEOBz6L5++IWeIxRzx//rZ+/xvn37E7379Eb//9SdyzVmsOovrzJcS88OXupwf/nMzwP9//PmXxGSAAHHrCwg3n79O89mXIHz0hNbTe7Qen6M5Oqfz6B7dAsR7R/RvbNO3vEz/7CTddwboHtDQ093AoL6Sia5KZvUVLOrL2OvN4qA/i7OhbO4P5/BoNJvXxzN5NpnNO1MZvD2dxruzqXywkM6nS5kSwp8tpPHZdDKfTiby+9EkPh+M59OeaD7WRvJOaxjP6oJ4VObLeaEHJ7luHOS4s5vhxk6mF7uZAWxnhrCdHsZWWjjTabFMZSZwJzuZifwsxitKudvaxGyvnvnxUebnZ5lZXmZqa5M7eweIFjfxeNd9cI+uwwd0nJ7Kxzr5z+H0Hi3HD2g7foBu/z76vft0751IEIuFjoGjbfoPlhncnaNv8w4Da6P0L7Wjm2mgeaSI2p40ynWRVGiCr0BcXONMfpkdmQVWpGeakppuJiEsgCyUlmYoZ10FjEWzWFm5AxVVzlTUOEoJEGflGZGZa0hekTklNbZUNztT2+pCTYuKqiZXSmsdJYTzymwornKiusmDxnZ/mrWB8iGvqzscbUeoBLGAcZ82grv9qSyM5TA7Wc7qdA27U3U8nG3h7alWHrYWsJMcypa/lwTxmaMbjxWePLP2vALxJxa+CF1A+E+DWMJYjq158tHLHv8KxO/8kwsCxM++ewFikRN/GcTn33Lj5JuuFyD+B1d2f+jK7s9dObzmxZlFEA9tI9hxDWDd1Y9ZTz/G/XwYiPClPzWI7txgdEWBdJYFoSn0oaXEnUbRJ1FwAWLxzzm/wJq8XDNys0Xs8AWMxddi7E1EEF+OJEQ2nJxym9jY1wgL/znBQT8jQIykhd64grEAcVCUeIwzucqDBYjD4hWExTm+kADyBYwvQawf1rC4M8vOo23md5cpbq7Ayd8NKw8n3MODiM3NICYnnfz6GsZWFlk5OWTj3qkE8dbZAVvHe9xZmKawqlQudIREh5CSnkRffxfLK3N0djXi66eSELaxvoGN1asSxgLEDravSBCrbf6/gVjAuDrWmtY0J7naLCKJtmQVrUlO/yaIBYQ70hzpEONr8RbymrPoJxZ37trT7ZlsiuT1lRbePtCzMVjE3c4sThe1EsRifE1EE18bEF8CWDjhpntPaTx/QtPpYxlFtB09Qqjl6IS2oxO0R6cyF+3fPaRvfYue+Tl67tyho0dHh7YFbWsl+qZShlsKmW4vZllbxJquhANdKmddGTzoyeRJXxZv9GXw1mA6745k8v54Gu+MJfLheCKfTCbz66lUfjeVwueTifxmIp7fjMbxSXcEH2lDeLclgGe1vjyp9OZRsSf38t05zXHlIMOZ3TQV2ykqNpLVbCS6s5Hky3qiH2sJfkwnhHE3IYKJxCjGUxMYzkpntLiIsYZaxjUa5oaHmZ28y/TCopw5ntw+YGzniMHdUwZ2z9Ednsq/d/GNSHxDaj26T9vBQzr2H9K5e4/O3VO694/oPjyg+0hs1q0zsLsox9gGN6YY2uimd6FNLnA0DmRR1RVPVUc45a1+lDV5Ud7gRnGVM7klCrLzrMjIsiQj3Zy0VFNSU0ykuxL/c4uu3IwsMznrKkasLl/2MwvNZXOYWNcVDWI5JRaU1Cgpr3ekosGJ8kaVPBmUV2FLbrkNBZUOlNW7UtPsKZ2xtiuUTn0Yui4B4gA0jX50tgQxoo9hejiViZE85saKWBsr4WSskqcj1ZzXZbGREMSmnzu7ajWnDmoe2ap508qN9y28+NDcm4/NfaS+APEFlC8d8eXkxEevuSP1b4D4+d+rERKOWExNSDf8PVcEhIVOv6OWIN7/roqd7ziz/Y/O7L3szqmRPw8twzhwCmTbOZB5V1/GvXwYiQxkIieGu5VJTDQkM9maQndVKK3FXtQXuFCZb09VsQPlpY5yQkI4XwHbK+DmWpKdY0FGpilpaUby66xMS/nvKiHegOio1wgL/SWBwT/DP/Bn+IfclAoINSAw7BYBEYYERhpJGAdFmSEe5sJibAiJtSEkxp7gaCXB0Q6ExV7AOCErgrLGPIZmetg6XWPlZJnW/g6Ck8Mxc7bBxktFcnEe9f1dZNdXU9AgVtznWT4+YP38hJ17R2ye7rP34ERu1tVpmohOiiUiPoK0jGTm5u+ysDhNbV0RajeFBLFwxTbW17C2ehUH5TXsbV5GpXwZAWJHi38kxP2mdMSife3/jSPO8nmFopDbNCTa0ZbiiCbVSYJYRBPCEYt5YrHmLBY6xJqzBHCaI7p0Z3TyOoe1LIkX/cQCwuIS9HRrDG+utfHWfpcE8aQuU4L48ze25WadWOj4wyevfz0csXC/wgU3nX0B4ZbjR7QePpQSwNEcH6M7OkZ/cEjv3h4yB56eQTs0gE7XQVNdJa0VhbSXZ6MvS2esOp2Fhiw2mvPYbcvnTJPE/fYUHuvSeKMrlbf0qbzXk8qHAyl8PJTCR4MJfDIUz2cjCfxmNJHPh2P57WA0v+6P5Nc94XzQFsjbjT68UenGoyIX7uerOM914TzTidN0Z/aTHdhJsGczzoH1aCdWY1SsRbuxFOXBYqQHM5F+TEX5cycykJGoEAbjoxhISWIwL4eB4mImW1qY0nczPTbG3NwCs8vrTK3vyW28O7un9O4fy/hBALnj8Iy2wy9ALFxxx/4pHfvHaA8P6TzcR3+4JXsl+ncW6N+aZ3xrhMGVHjnG1jZeSuNABnWdMVRpQihv9qWiwZPSGvWLRQE78nJt5Zyq+J9bjEYlpdz+igSQxVpuZu4FlNNFbWO2oTx8KY5fpuQYkV1sSWGlLcXV9pTWO1FUY09+pUKCOL9CiXDhFfVq6YzbOgIlhIUr7tAE0lrvQ1udD70d4UwOJDE2nM3MSAGrQ4XsD5Zwr7eEw4oklqO9WPN2ZcdVxYm9Kw9tXHnDUs175p6y+Ef0TQj9WyCWM8RitfmPQHwZSwg3LCRG14Re/29uPP6eK/f/Qc35d104+4ZaSoL4Gy4cfMOZrW86svF9B3Z+6sLRdW/uGQdypAxmzz6IJSd/7rh5MxkZxkpxBlvtxWz1lsvrDoP1sbQUeVOf60pljgOVhc5UFjuRL/5dSAhbyfw3L8eGHAHiLCvSM0xISTYmPc2M5CQTYmOuEx72qgRwQNDPEQoKevlfgdg//DYBEcYERpoQFGUhQRwabU1wjC1BUXYERioJinIgJMaJsDgVAsR1HWXMbU1y8HCHibVx0kqycAxwxcbdAb/4cJr79fJ6R7GmWTri0eUFGU0IR7x+vMva0Q77D09lRNGkbycyKZagmBBiU2LpH+mhb0ArLzgLEJtbXcPK8poEsdLOAHu711Ba/wpnu38NYtG+9udALEp+MrwuWtfqEmzQZjjLCsz2NGdqo2yoibSmMsxCrjqLjTnhhLVpThLC4nrHgMyHHWU38UCeSh4dHSjyZrkrlff39Ly13836QCECxCcLHfz29a0rEIvHOhFL/IePJppOn0gX3HD2WDrhxpNHNB/dp/nwnNaDe2h2z+k6OqB7b4/uzQ16FhekC9Z269E01dNWUUJjXjqa7GS0WdH0ZUUxWRDDUlkCO1Up7NemcK8ploct8bzemsTz9mTeaU/iA20iH+sT+awvkV/3J/DrgTh+PRDLZ71RfNYdxscdQXzU6s9HzT68W+PFs3I1jwsduZdjz3mGPWdpDpym2nOa6sR+gpKdWDs2oxSsh9mxGubIcqgLi8EuLASpmA32ZDrYi8lgL8aCfBkIDmAgIoL+uDj6UlMZLshnvKqGaa2WuYFhZiemmZ1bZn51h8XNI9lVMbx9RP/ukYwhdAfnV4+VIjPX7J/QfnBM+8EhmsMDNAfb6PbWZcta3/Yio9sTjKwP07eio2uuCe1ECS0DmdR2RlHVFkxFgw9lVe6UlLlQXORAUaE9RQVK6caKcqxIy7UiNduCxAxTeUtN3FNLSDe8uCSRaUxKrhmJWUbEpN4kOuUGsWkGJOeYkFlsIa9ViAOaAsQFVXYSxgLI4rpxWa0LlQ1uNGt80XYGcwniljpPWmo90GuCGO2LZXI4iwUJ4gL2+ws50+WzWxzLUqgbKx7O7Dg7c2LnxCNLF940c+VtEzXvmbjxgbEnHxt58VtDn6/oYmLiYrNOPNYJEH/4qtufjCXe/rGKN3/oJsfXLkF8T7jh77rISELEEkJH/0XF/n9xYuu/OrD+HTu2fujEgXDFN3w4sQjiyC6UDcdgZl38mAkLZ6+sgId9rTyc1LIzJErFE2jK86Eux42KLBXl+SrKChwpzFaQm2NDbs7FZ17uxTdKsVUncvyEJGNi4m4RGXmT4NCXCQj4JT4BP8U38JcEhLxCUNh1/INvEfBiPjgozPhLEBajapZfAXFgpOIKxMIRR8a7kV4YT9dIK+vHi6wdLtHQU49npB+WHko8ogLs4VwAAAAgAElEQVTkVRBxQmlqb4P85lrymuq4s73O+sNzNh7dY+10R1742Ht8wta9fZp72wlPjMQ33J/IhEiqG8opLc8lMjYApb0pJuavYGb5GpY217BVGqBUvPoVEF9mxJqKSNm+9udALHLiTJ9fUhB8ncZkO7pFmU+hL/ocdxrjFYjyH9E7IUrhWxIUiMOhnZlOUvpsFUO5FxrMd2GkyI2hUm9ZKL/Wk86HBz1fgFibzcm89ksgfsw/f/jm1wjEJ48QAG44vv8CwqcSLprdQ4S6t9foXl5ENzVJx2A/7e1ttNVU0VyQS2tGCprkWLRJYXQnBDGcGMjd1ACWs0LYzA9ntzCcs8pw7lVH8rguijcaInneGMm7zVF82BbNR+1RfNYVw2ddUXzSGcaHmiA+aPbnvVpv3q505Xm5K8+LnXma58DDDDvupdpxmmzLeaId54kOnCUoOYi2ZS/Slq0Qa1aDbVgOUrDk78CCrwNz3kqmfJ2Y8nVh3NuFUS81/T6e9Pp50xcUQm94JD2xCQxkZjFRVsWd5lYmdd1MDYwxOzXP0sI6d9d2ubO+x/DWAX07hxLGXXtnaPfPpENuPzil9fCYloMDmvf3aNnbRrOzgXZ7hc6tZYY2JxnenGBoa4jBdT09i83o7pTS3JtCrTaKyroAyqt9KSv3oKzUhdISFaXFjhQXitEpW7IKFWTk25CaY0lylrkEsoCyPOmTeXFRIiFTgNiAqOQbRCVfJy79Nol5prIvQYBXQPjLIBZfixnm8jpX6ps9adMGSFfc3hZAc60HTTXudLYGMNQdxeRQJosjeawP53MwUMSpNo+tgkjmQ1xYdrdny9GBY4UjDy1UvGHqwlvGrrxnqOZ9Iw8+uu151T982UV8UfTjedG49gLCfwziSzcsQPzGj914/UdqOcImHLEA8dm3VRx/w0Xq8G+cENr/Kwd2/krJxt8p2PyeAzs/UnHwczdODAO5bxPJgXM4C44BzAaGsFdSyJOBNp7NdrPVXUF/ZRxNWT7UZXlQkeVCeaYzpdkqCjIduIDvF58CymK1WUI45jbBwa8QGPgKPgG/wNtfgPhX+AW9QkDodYLDDOSChgBwcLgxIRHCBX8JwLHWMpYIi1G8cMT2BEXZy1giKsGduGRvimuzGZvvY+lgBv1YOzG5Mdh4KLAPcCW5JIu+hUkWT3elI86sLZcHRueP99l68oDNx/fZfnAoYSw6vrfuH9DS10FochT+kYHEpMWSV55NckYs7j6O8miogdHPJYitFTewsr0uHfFlNCEe65ytfkS41206qqJl6c+fA3FxmIG84lwWaUh7thPCzYrLHANFvrKTWDTlCSCLKx3CDXdlOSMAfPnZK9rXMuzlxY6BHDV9BZ7y8OiiLpV3tnUSxCIjntRmc7qg44to4jF/+OjZ1wfEDccPJYBbjs5oPRAQPkK7e0jnzj6dW3voZybQjQ3S1tVOQ30tjcVFNGWloUmKpz0mHH1MCL1RvvRHejAa6cZUjDuL8R6sJXmwnuzJfoE3xwW+nJX6cb8sgCdlAbxREcjz6kDerg/kg5YQ3m8O5t1GP57VevFmlTuvl7jwtMhRAvhxpoIHadacJVlyGmfJSYw1JzG2HEfbcBRpw36EFTuhVmwEWLDsa8mytxVznrbMuNsypbZhRG3FqIsNoy4K+l2U9Kqc6FG70u3lRbdfAJ0CyNHxDGVkMVxUykBVLUPNGiZ6BpgZu8vswiqTS6uMrW0ysL5Nz9YeXbsH6PYOaN87ouPwRIK48WCf+v0d6vc2adpeo21jFc3GMr1rd+kXWfHuXcb3RUl7D73zTWiG86nvSqKySayaBlJV5UtFmRdlpW6UFjm/cMUKsguUZOXZkZ6vIDXXRkrUMqbkWErFZ4trw6ZEpRkRnmxAWPJ1IlMN5Vn4pDwrskosySmzltMZYkJD3HQTn4VVDtIVV9eraWz1pq3dn9ZmHxpr1VLaZl96tSFMdCcxN5jN2lAeR/0FnGlz2M2PlD9xCBBvOthzZOvAA3NnXjdR8dzIhXdvufLebXc+vCXKfjylLrsmxHrzh9c9+OCaO++/5nYl0br27stuvP0LV976uQvPf6qSevoTN578SI0YY3vwA1fOvuvKybecJYSFEz74C4cr7f1nezb/VsHmt+wuYPwDZ86v+/O6bQxnLtEsOwQw5eXHZmY6j3QNPJvQsdiWT2dROA0ZXlcgLk13ojjTmcJ0R/JyHcjNdiQ3Ryk/RclPcrIVETG3CA6/gZffL/Dy/RVeAsKBr+Ib9Bp+wdfwCb0uY4mQCHOEQiMtCIt64YAFgONsCI9TXExMxNoRGmdHSIwjobFO8qEuLs2LpCw/qjuKubM6zNBcD5mlyaiCVSh9HYjIiqdtuEsWw6/eP6R3/i4CxCIrXntwwoaYlnh0xt7rJ6yeb7P75IiNe7vSEYelRBMSF0pKXqoEcVZ+CmHRftg5mnHb5JeYWLyKjd1NBIxFNCFALKYm3BWvorL+CRHehmirY+Rm3Z8DcVHoNQqCX6VOHAItdJMQHi0PkPfqBFRFVNGWYi+zYZEJd+e4SOmzHZFKFUdD7ehKV9KX5UJPnju9+R7MdyTLqYm3D3rYGCzlri5Hgvh3b+7xhw8fycKff/n4+dcDxHJGWDw+HZ5d/Hi9f4Bud0/Cpmdz+2IyYrCHTp2GtppKGvKyaUxNoCU2Gm1kKD2h/gyF+zIc6s5okIrxQEemQhyYC3dkKdKRlQhHttJd5USDmGw4zfPiXr4HDws8eVLixRvl3jyv8uNZpRevV3nytNSNJ0VOPM535km2I4+zHDhPEAA25yjajONwc47DrTgOt+Yw1JKDYGv2g83ZDrRg3duCZS9zFt3MmXO1YkZlxZSTJQP2xgw6mDNgZ0Wfwhq90ha9vSPdKhd63Dzo8vGjNyScwfhkBtIy6M3Op6+0ipGWNqb1fSxNLzA3u8TEwhLiPHn/2hbd6zt0bu/SsbOH9vCI1sNDBIjrdrep3dqkfnONpvVlWtaW6VydpndjluH9BSZOZrlzOM7gilZu3DX0ZFDdGkdlYySVNcGUV/hQVuZJcZEL+XlK8rIVZOTYkpmnkCAWMM4osHshW9LzbYjLMpMgjk43JiLlNmFJBvIzNsOEhBwL0gpMZYlNTqmthHB2iQ3i68usWEQUtY1uNLV409TgSV2NmoYaNe2N3ug1gQxrY5npS2OjP1eC+FyXK3/SWQpxZc3dkU1HOw5t7Llv6nQF4ncM3SSIPzBwvyj5eQFjWfpz0/MKwu+9qpYgFhCW9Ze/Uv+7IBZzxJcgFhA++isn9l5Ssv+SvYSxcMW7/4vdFYw3vmvPvev+PLeL54k6njWlH3dUnqwmxnO/qZIng+3M1WXQkR1MbZoH9dk+VGW5UZLmSFGGkwSxgHBOloNUtqi8TLMlIcGCkIib+AW+hrvXz/D0eRnvgFfwDbqOT8hNvINv4BV0Hc/AaxLAlxAOj7a6AHC8LZHxdlICxhFxSlnuExrrQHi8iujki226tLwg6rvKGV/uRzNYj3+sJ9buFrhHelCsKWd2f5mt10/k+bDOqRFyGqponxhi8/G5vHYjLt4IEIvO4s0He6yebtHY3YoAcXhiBFkl2RLEZfXFFJZlEhjmiZnVNYzMXpYgVtjfko91l1MTAsQuNv9EpI8RuppYOUf850AsICxg3JSqoK/USwJYHA0dqwhkqMSXrmxXOtKdpBsW9+t6cl2/AuKedCW9GQ70ZqouOooLvWS0IR3xZifv7vezOVTGVGcuZ4udSBB/9Fguc3x9QHx4Jh2wZm9fArhvf5+R3T0G1zbQT03TNjhEY0kuTYXZtOam05GWgi4+hp6oUAYEhIO8GPFXcyfAlelgFbNBzswHKZkPtmUh0JbFEBtWE5zYiHdmO8GJ3UQH9pLsOUy25yjFgeNUJQ9yXbmf48RZjiPnWQ6cZSk4TbPjLEXBvSQFZzEWEsAHIebsBZmxG2jKrp8Z2z4mbHldfG54mbLmYcqSmzmLrhbMqayZcbRiyt6KEXsLhpWWDCms6LO1otfWhh5be/QKR3RKZ/SublcwHohLlDGFcMbDNTWMNzYz1N7FePcgd+7cZXpxhcmtLUZ39+jf2aNrZ4+OnV1ad3ao39mmbntLqnlri/atTbSbm3SsztKxNk331jTD+3PcPZlhYntY5sUtQ8U0dGZS154oYSyKxovLvCgqUpOb60B2loK0PNs/KVFYLhSfbUlspjlRGaZEppsQkWZMeKoRocm3CU40IC7biMQ8M0SlY1a5kpzKCwlnLIFcZkeFmC1ucKehzp3qShU1FU4017jR0eTDcHsM47p4lrpT2Nanc9iazn5xJOuRniy7KtlyUspo4r6ViqfmLjwzceNdI3cZTXxg7CWhK9zvn3LA/xq+rjz7iQtvikjiR868/kMnLh3xwx+7cf+HF474+O+cJISFGxYQPnzJXgJ59y+UbP1nW9b/2obVv7GWOvqVB2e3/blvH8qxOoJVt0DmAoNZyUhkt66I0cIY9LlhNGf5UJ3uQUWGK+WZrlcgzkizIzNdifhMS7mAsNiG8w+6hrefcMDX8Q28KcHrFXQTrxCDryggxITAUFOCw4UrtkQ8zAmJSQk5LRElpiYUstxH9EqExTlLGKfnB1PZmMrEUg8dA/Uk5keiClDiFuZCXn0eQytjiL7onTfPmNpbk9eji9rqZMWsuPG4dr7P7hPhindkMdDe0wPWzrZpEC1tcSESxNWtNbTqm+if6KFVW0tEbABWCgPpisWjnaPKTDpiJ7vXpCN2tf6ldMRxgeZ0NyTKjHh/ro6Hmx082tJwPFvNtC7xK3PEAsQl4TcpCb8l1RhvI6OFyZpQ7taGyahBl6miNdFOxhMtida0p9qhy1BKiVt13WniaKi9vNrRnuZIZ5aambYEXl9u49lWF+sDJUzr8zhf6pIg/ucPHvJ/vveUf/7wohRenEoSfcRijvj3v/lYzhFfXeb4DzFHfHiC/vCYrv09ere36FtboX9+js7RUZq1WmrrGmjJTkGTnow2OQ59fBS9okglxI9RPw/GfdSMezsz7efMXIAzC4EOzAfYsRhgw1KgrcxrV6OUrEfZsxGtZDvGnt1oO/biFBzF2nEcp5APbuLR7SRFyXGyHUdJCk6SFJzG23EWZycdsICwAPC2rynb3uYSwBseZqy5mbDuZsqq2phFlSELTqbMOpozbW/OpJ0FE9aWDNmYM2BpTp+5Od1m5nSaWtBpZoPOUkGHjR1aB0d0ajf0vv70hEXQmxBHb1o6A3m5DBYVoa+qo6++mX6dnuHhUYZnpxlaWqJ/RcQO6+i3t+nY3qJle5PG7Q2aNtdp3lijbXUVzcoKbSvTaJan0a9Py/ni8eMZGVGI+WJRCt/cW0BDZxo1bfGU14dTWuVPYak7uYXOEsaZhUou9YUbtiOt8EJJeTby9HtstgUxWeZEZ5pJKAsgh6UYEp5yg8g0A2KzLoAsTgGlFVtJlyzqHsWadXm1EyKiEMsiVRXOVJc7Ul/tQlu9J4NtUUy0xzLfmciONpX95lT2iiJYi/BgycVOZsQimrhn6cwTU1feNFbzjrEH7xp58L7hhfv9MoSFC750wOJTRBGid/itn6l5/lPXr0BYgFjEEkJ/DOLD/+QoXbCA8BWIX7Jj83+ykboE8e5PXORc8blNECeqEDbUAcx5BzAfG8FyQTKj2RF0ZwbTnO5JbarbFYhFLJGfai/hKwAsytyTE22IjTEnItxI1lX6BlyTj3HiQc439PaFwg3xDTfEL8JISkD4EsQhERYE/pEElIMEoOPsZMFPeLyIJlzILY1A011M90QjBbWpeEU44hJoR0JBDPpJnSyFP3h+wvYbJ3TPj5LXUkFtX4e8qrL39Jz1e3scvvlAgnj1/iY7j/dYPVunQd9ISFIE8ZkJtOhbmd+YYXNvmb5hLdHxQdjaG2FhcwNrhQG2ytvSEQsQuzq8xpdBrK9PkAsdfw7EuQEvy2hCPNYJ1USZSxcs3LDIisXjnQCxGFsTML6AsCNdWSIvFgsddvSki8scF4Xx4vd253owp0nhzdV2nm/rvwLi3z/bR4D4/3r/9a8PiDv3D2RpTf/eFr0ri+gnx2nr7qS2tpqS/BwK0lJojYtEExeONjIYfWgAvUE+DPt4MuKpYsLdmUkPe6a97ZnzdWTRz5EFXyULvgoW/e1Y9leyHGTDapAtayEXD2o7oTbshlmzF27DXrilfGwTD25Ch1EXEtnvSbid1F6ItYweNr3NWPc0Y83djFU3U5ZdL+F7mzmH20wpDZlUGHJHYcK4jSnDVmYMmpvRa2xEj6ERXYbG6G6b0mFkitbEig5zG9otbGkwt6RZoUDj6ozW15uusCB64mMZzEhlOCcHXX4RXWVl6Orq0He009vfQ9/kBANz0wwsL9K7ukzX5godW+u0b62j2VyjbX2FtuVFNAsLaFbuSunW7tC/PcXo4RQTBxMMb/bQt9BKx3gF7YN5tOjTqWuLk5lxWbUvBRVu5Jc4kVfmSG6pA7mlTlI5JY4IZZY4SKUVOZJSYE9Snh0JOTbE59gSm2VNdIYFkWnmBMW9RnD8NRlZiOxY5MkJuRfXitPyLcgpVlBS7khljSg+d5U9C6JtTLhiEVH0Ngcz0hLGTHscm5okdhqS2CkIYzXcnUWVgg17pYwmzi2ceGTqwuvGrjy/7cY7hu68e9tbnj4S54/eveZ+JXGB41LPf67m+c89ePZTd978J/Ew58rTH7rI7mHRP/z0h648+YGLzIdlNCEe6v7WEQFiGUm8pOTgJSW7L9lJCRBvvGTNyl9bSa1+z4adnzlzYu7DmVMIu+pAFtS+TPr7MhEdKB+Yu5L8aElypz7Nnep0tYRxcaoD+YkK0hJtSYm3JiHOkthoM6IijAkLFSC+hX+QAZcPcQERZgRGmhMYbUFQjKVUcKyVdMLCDV9K/D7/cFP8wkzwDTUmJMqKgHBzAqOsERAWrjg+3YuyukR6R2uo02QTmeSBvZcxgfFuNPRWsXQ0x/6bArSHLJ2t0dDXRklrFcNLkzKK2HxwwOLxOhvne7Lcf+l4CdFdvHi0TH1XA2Ep4STmxNPS3cT6wQobu0u06eoICHHHRmmI0t4Yhb0hljY35Gads/LaV0AcG2BGV128vOL8ZRAfzVQxpU34iiPODXhVAjg/6Bp5ga9RGW6CcLUCpkLibp0YZbvcpBMTE1/kxKoXrWsX0YRoXhMZsZi6WNJl8NaGToJYZMTTXQXcW+7l6wni3S05FdEjNmsmhmnWNlNRXkRRagp5MZHkR4TRGuZPW6g/2kAfOv096fdxZ9DThTG1IxOuSibdlcx4KOWEwryPPVJeSha87VgRn74Xj2irPpZs+Fqy6WfFVoAl24FWUltBVghtB1tL7QbbsB9kw1GgndR2gK3861Y8zFlRm7CkMmXR2Yx5RxNm7Y2YkQC+xYTNLcasjRizNpEQHjA3pd/YBO21G+iu30J7wxjtLRM6jMzRmFrQZm5Fq4UVtSam1FmZUq+0olGtpNVXjTYigL7kGIYyU+jMz0ZXmEN7aR6amhLaW2ro0LeiH9TLjlfRq6GbvyOzYO2GOI20gG59ka7VOboW59CuTyEg3Ll+h76dCcb3J5k4GOPOTh+j650MzNbTd7dCHqJs602nURdDdWuoHGsrqXGnuNpVqqhKTWGlKwUVLuSXq8ipUJFdrkI0uaUXO30B41xbCeOYTCui0s0JSbhOaIIBoYk3voBxhglJWeZy9C2r0Ib8MnvKKp2pqFTJ7t2yEiWib6G20hldrS89DYHcaYlkqTWOrboENrNDWQ51Y97FlnWlHXtW9pyYO8m7ck+NXOXhT3EA9G2DCwBL6L7qdnUCSZxBupCXBPAlhN/4sfoFhF14/H0nHn9fdSUB4fPvOnP6TWcJ4stYQkB4/wWEd15SSAiv/s8XEF7+S0vm/saM9R/acWzkKc86nahDWFX5csdFLf87HozwRh/thSbBk5YUD+ozL2BcnGxPXpwNSbGWJESZy16IiDBDwoIMCQm4RXDQLQljMQlxMQ1xMRMcEmdNaLwNYQm2hCcqCI+2vlJYlJWcHRYwvgRxQJgZQv4R5nJyIjZNuOEw6trSae8pJj7TG98wBb5R9pQ2pTO9Oczuk3X2n26z83SbkbUxKrtqaR7WsHZvh50nR0xvLzC0MM7g/Bjja+Pc3brLyukKCwfz1HXWE5YYIlVSW0ibroG6hjLphhV2xlha3cBOaSTdsJXtTZwcbqCyv47a8dqVI/5jED/YaJfRxCWIm9Md5OXmwpAbEsJickKoMNiAqnBTudQh4gVtusuLTbsLNywWOcTERG+eWsJYTk6k2tGXqZIPdYO5HhLCw6WBrHXn8N5O958EsXisE474Dx+9Je/V/YePJoST00yPoxnpob6jUfaSFqXGURAdQkl4EJVhwTQHetAa4E6Hnzt6bzW9Xi4Mujky6urAuIsdE2oFU24K5jztr7TorkRIvKovelqw5G7Bsoclq54WrHlZsuVjybavlZR4ZJPys2LD34pNPxt2fG3Z91NIbfjbsOplzaKbJfMqM+acLJhxMGVKaSwdsHDB4zZGjFoZMmJpxJClKf0W5vSaWtBtbEbbtRtobhjSesuI1tumNBuaUG9oTJWhEeW3b1JpakC5xS3KbG9RoTSiytWaxgAXdDF+9KVG0luair44lfbSFJpLU2moyqKhvoCm1lKaOyppG2qmbawdzVQ37QuD6JaH6VwZRxTD9yyPI27V6dfG6F4bYXBrhNHdUSb2Bpnc6eXuVhcTay2MLtQxcLcU/WguHf3JNOmjqWkPoLLVl8oGTyrqPSivc6es1u0FlF2uoCzccVaR/RWIkwSIs22ITbcmOtWSiBQjwpKMCE289QLItwhPNiQ6zYT4dBPS86zJLrKjWDSOiSsUpY6UlThQVeJIdakTbZXedNb4M9oQynxTNOvVMWxkhbAYomZOZcOqrS27lkqOzRw5N3bm4W0VTw3UvH7bjWcGXlfAvQTvW7/w5FLPf+bJmz9x/2JE7YX7FWNqj/7BWdZePvq2I0Ki/lIU/Zx8w4mjv3Hg6CUH6YQFhPdeUiAgvP2SLesvWbHyF5YICC/8pQUzf2nC8t9bc3BdzSNlCA/dI9h3CWTO2Y0RFydGgtzpCXenI8aD9iTvi4gizYOSBAfyomxIjLAgPsyMqBBjwgNvExxgQJDfTYICDSSMQ8PMCA43k4CVc8Fx1hLCokFNKCbhUnZExytku1porLWcIRYLHd7BhjKaCIyyJCjahuQcT6pbEqltS6GgIhKvIHMZVVS3ZDCzOcDx03UOn26y82iD/ac7dN7VUdddR890j3S8w0ujtAy20TzQSktfK4PzfUxujLN2tsry8cUcclCsH54h7sSlRxMa5Y+3rwsWNre4dfuXmFtcw05xG4WtAfZKw3/XEYuFjt3ZWgSIH262cThdKR3xl0Es4FsabiwltusEiMUFZ+GCRe9EXbStVFOsQnZMiCWOnlw39NmucqlDHAy9BLE4LCrc8Gh5MFt9+Xx80M9bO91sDJYzoy/k/kof/+P5IX/44An/9wdvfH1A3D5zl4rOFspaqikuzaYwLY7CmBDKIgKoCQ2gMTSAZj+1dIntPi50ejvT4+HAgJs9w2oFo862jLvacldtw4y7gjk3B+Zd7VlQiaOOTiy7OjPvbsGC2kKCdNndglVPKzY8Ldj0smLd2wrpdL0tWPG2kMBd87Jm00vBlrcdO552rPjYsuRuxZyLJdMOFtxVmjFpa8qEjRFjFoaMWt1myOIWg+a36Tc1pNfMlB4Tc7qNLOi6ZSEB3HzLkEYDI2oNblNuYECpwU0Kbl8j3+hVCoxfocjyGmX2htS4W9Ia5Ig+wYeR3EimShNZ0OQzrcllvC2bAU02+rYcOjV5aDvy0WoL0fSU0DpQQctoPa13m2mbbaNdnEaaa6drRosoiBfqXumjb61PRhLjWz0SwlObOqY32uQV5pHZcvomcukcSaWtL5ZGfTB1ugBqmn2obvKmqtFLAlkcsRQuWbhjoT8GsYwnsqyISbMiKsVCQjgs0ZDg+FsExxkQFHeD4PibV1BOzDSTM8p5BTYUFdvJs0ACxJXFF2oqdae9wpv+2iDm6mJYrYxlPTOYhWBXZpwULCsUbJrbs2fiyOktFQ9uufL4pjtPb3pIXUJXfIoI4lLPfiriCI8/DeHvuvDw2yoJ3wffsEdIQPj8bx0vYom/vsiFhRsWEBYSEN54yYa1lywliJf+k4UE8exfm7L0d5bs/sKRRzZBvOkezX33CLbd/JhzEe8c7vQHqdFFuNER5yEjirokNSUx9uSGWUsIx4aYEBFkSKj/BYQDfW8Q4H+DwICbBAQaEhhkRGCoCcLpilhCuGLRHSGKfASIYxPtZbOaaFcTHcMRCRdAFiNsIp4QnxFJdrJ1LavYj5rWJIprIolOcZbdE5WNScyud3P0cJ7te7Ms7Ixxd31YXnOu7ammQldO02AjLYMt8iEvrTyDSk0V7UMdTKyNMr8/IzsqxBHYlu4GgmP8UPupCI8JxD/QHQ8vJ2xsDTE2eRUry+sobG9JEDvYG/3Zx7o/BvHdjni+DOLL0h9R/CMOh1aEiusctjTFO8jNOnmlI+LiQoco/NGlizliV8QEhXDIXSlK2UMsajFlI1u+mLwIYqu/gE+PhiSIN4cqvgLif/noqQTxv3z89tfDEZd2d5BVXUh2URa5GXEUJIRRHh1Ebbg/jUHeNPp70uSnosVXRZuXI1oPB/RuSnpdFAyorBl2tGZUZc2kq4JpVyWzakfmVA7MOzux6KRi1VnFlNqSWRdL5l2tWFJbsuwm4CvcsRUrXlbSLQvXfOGcxR9bseKukFpTC6dty5yrDVNOFowrTRm1NWbUyphBcwP6TQzoM7tBj9EN9Ldv0Hn7Fp23b6MzMqbDwBTNNROajI2pu3WL8ms3KLp+jXyDG1heoyYAACAASURBVJSYGVFpb0GNyooWbwUdIU4MJPlwtyCSldo0dtoLOOwp52ywhuOJSo7uVLF3t0pW/i1P/T/cved33OeZpgnLtmxLlikrWtGyWoEBORVSAZVRyDkQOYdCKqCqkHMGCBA5EwQIMCATYM5ZVJbl2Lbbdjt093SY6ZnZ/QOuPe9bBCz1dp+ePbvn7NF8uM8PpCl9ki/dut/nuZ8uzq51sb7SwepKJ4sn7fffxlZaGFlpZ2iljaGVDvv3dDtDq2OMrNrBLM4mzV8YZfnyOCtXhiWE164McuZcN4ubzfI68+SSqKTMZ3gmg8HJVHqOJkh1DcTR0W93xeKQ5S6IRXZsazJSVW+kokaPdMRfAHFGkQ9C6YUKu4o8JZRlXGHyJK9Ugancn0qLaBnTyc2+5kYjrQ32ixR9jZEMtcQy15XORnceF9oLuGBNYzMzks1wPee0Oq4EGLjpa+SBRxgPPcP5xD2aT12j+cwtDuF6v6hdAIuvcMOf/zBmr29YOuFHEJZVl98P5+NvG6Q++F4I7z9p5MHjRu59zSAf6OyRhJabDlquOYhs2A7i8w6B7Dym5Ow3lOw8EcT2viCu/tDAB36H+XlUAT9LLObD+FxuJKaxEhvL8aQoJtMjGc2J5mhhND35ETRlG7ClqihO96MozZe8VAU5h73ISPYgJdGN5CRXqYREdxKTPEhM8SIxw4fk7ABScgNJy1fJ/ojcQi1Cwg2LqsvcEu2XlFWkIr8sGJM1gqqGRBo6M6XKqmNIL1BT3ZjC1HwzGxcmWN4cYni+lf6pRjpGGqjvtWJuLaW0sZiyJhPFdUWklaaSXpZG89Emls6d4Pz9ba58cJF7n93g4t2z9I13kZqXSExKJHnFGVhqTNQ0lJObl4yIJsQFZwFio9ZbVmLqtU6y9Ed0TUSo7FMTpvQg5gbK5EKHALFoX/voypB0xALEA+ZgatPE/LAbNYddZSQhDobWp3nTluEn6y93eyZ2QSyubh8ttl9onqqK2gOxOI8kXPFEmRFxsWPKFs1i82EJ4j89WPrfA8TmnhZK6iupsBZjKcmisTCTzsI06YT7DkfTHR3CkaQwBhPDGIozMhYTzGSklpkwDcdCglgwBEkQn4nQshYRLCG8FR7KWWMI2yHhXDCGsxKhZCM8cA/GYrxMAHk3rjgbE4BdgY/cs5rtKDU7EVqp9WgNKxFBnAkOYEkjogcfjiu9OebrwazCjSkvFyY8XBj1cGbEzY0RD3eG3bwZcFPQ7+xNr4837e5u1Ls4U+PsSL3Cky6jhvGUSOYLk7jYYebWQA0fHGvj5yuD/PLsOL/ameSvz03yy50JPtzs4qOdHj68OMDDy4PcuzrE7SuDXL04wKUL/Wzt9LKy0838dieTm60MrTczcKaBgZN1HFmupXexn/6T/YycHmBqY4DZnSGWLgxx5vKQBPHqhV5ObXeyuFYvr2WIsvbx+Vw7iKeS6R1K/A9BLPLi2tYw6YoFiM21j0Bs0+w54jSx/VWokDDOLPZFuGMRVYh4QiiryIP8Ym9MlX6yQ6G+Ti+XScRWX3Otht6GCNlMNtuZxnpXLucliDPsIA4L5qxGy2V/Azd8guWp+4fukXwsYgD3WD51jd2D8L8FsICw0BeL33dBLGOI74fLAviPHtcjJCD88DvBeyD+Szb8FxBfdlBz0SEQAWIBYaFz31VJZywe7d73SuSvIwr4VVIpP04u4n5KPiuR0SzERjOeHMpwejj9ueF0ZIfQmKbFmqT8d0GcluhGUqILiQnOxMa5EBvvSlySu4RxQobvHoxF3CAmJUQ2LGaIcws15JjE+aO/wLi4MoTCimAq6mJp6smiuSeHito46aYFiGuaUjk6bmFoqpbq5mwKrAmU1WdSXJNBUn4Uh4sTiM+LJiY7kvi8GGJzYkgqTKRxoIGtW5vc/PQatz67zp1Prsm+io6BZg7nxJOUFoOpIo/BkU5mj4/Q2mYjNCwIhfd+tBpPjDoFaqULOo2jXOgQXRMCxGKOWID42GC5nCO+sdH9n4JYRBLNWX7yaKjolRD36oRE4Y/omhASIBZ9xOMV4eyCWHZOlIoaTD3ioKi87lwZIbfyhCP+83vLeyDenGnciya+co64uamc1toCeusKGWooZKKuiClrDuMlqQzlxjOQFsVogoGReD1jsTpGozWMRmoZD9cwEaZnJlTPfJiRRWMwiwYDyzoDJ/V6Vg0GNozBbIYYWdXpWNPr2TDq2QwxsB1m4FyEkYuRei5FGTgXpmEnVMNWiJqzoXoZa5wNM8q/dj3YwGm1hpNBKk4oA5n382fax59Jb19GFT4MeysYCfCjz9ONdg9HehSudPq70uJ9iEavAzQrDlHt/TZV7m9g9XuXvqgAFkuSuNRZzgczrRK8v7s8xW8vTfLLy8P8/OJRPr/Uw6fnO/nkXDsf77Rx60I1N8/buHHRxvXzVq6dr+TqOTMXz1VwYaecja1S1jdKWd0oYXXdzNqGhdV1C6dWLPLc/fRiOUKTx0vlteaphTKOn7aydq6V89f7OHu5i61LnaxsNzN/ysL4MRPD0wUMTuTSN5JJ62g8LUMxNA1E0dgXQXNPBE3d9lNLYqLC/mAXIkfcxHibpSYYq1WPuVKDOOWeX6Xeg3JBiZL8Yv8vqcAUQFGRPwUF3hQXKORJn5oKNW1WI901EfRWRzBYF8VkfTyLDalsNmTKFfbNrBj5RrBp1HNebeBSgIHrvsHc8Q7lnncY993DuecWxsf7o6Q+eTtGjqCJDbkvShS9y6sbjzokRI+E0Hsvhtv1nRAJ3/tfD95zwrtTEiIXFk7Y7ob1XHH4v2vnaS3b39OwtU/Dlbci+ImukD+lNfC77Do+PVzO9bhczsZmsBB7mPG4BHoTo2lNjMAWZ6QsWktJvC9FcT7kxfqQGa8gNUFBUpKCpBRfEtP8SEj1l0pOVSJ0OM2ulDQ1QgmpCinplrP8SMnzI6MokOzSIHJKVRRXGyitC6GyIRxzfRgV1mCKylTkFgSQletLic2AyaqnyLwrI8WVYZRaIym3RpOSq+Jwtoa4dCVx6UHE5+rJqoihZcTG6vUF7n98lgcf7fD+pxe4emud7oE6EtPCKShNY3ZhlA8+vcfW+RXpjANUHngJEOu8EbGEqMPUKw9hCHQkVHQRaw4SbXTCWhzKiQkbN7b6ubXdJ0+efXJjmDsbbZwczqHPaqAuzwNrprN0xCKeaM3xoy3XX0YTA8V6CVwRRYjGtd5cFf05QQzkqRku0DBuMjBZamSqTBwQ1TFq0jBUqmHQpKK/RMt0XQxX52v49a1Zfnp1kvNzTWzPtfLTm2f4p1/e57//9lP+9Xc/5r///qf8yx9+xb/84Teyj/hf/vi3/Jc//ZF//PPf8Q9//gep3f7h3e9uD/E//uM/80//9C/8f9E3/J/9PRwaqwvoaTYx0lzCREsp880mjtXlM2/OZKo4mfG8eIbjdAzFahmMVnM0UsVwuJqxMDXjoTqmjTrmQgwcN+g5rtOxqNZyQqPhtEYrASxAugvi9WDdvwGxQYJ4J1TNdoiaTaPGrhA7xAW8V7RalgODWNqDsA8TXgpGPb046unFoJcXQ34+dHu40eZ+iHZvZ9p8nGj02E+N29vUebxLleJH9IR7s1wcz62ecj4/1s6vVwb5zfYIf3NujF9sD/LT7X4+2+nmk3MdfLTdyodnW3h4tpH3Nxu4tm2WurJTweXtci6dNXFxq5idrSK2zxaxsWVibaOIlfViVtZNEsYra5WcWq3g5JkK5pYr7KeI5osZmsplcCJbXsNYWqtm82IbW5fapVZ3mjh+uoqJ+WJGZvLln+sfzaB9NIHW4ThaB2No64+SaumNlDBu6AinttM+QSGyYhFRVNcHY6sLwWbTY7VoMdUYKLHpKa3UUlKhxlSuorgsaE9FpYGYTEpMxb7yuKW4rWYrDaLJrKOtKphuaygD1ZGIMzcLdYfZqMvknCWTrexYVqOC2dAbOKfSc8lXz3VvowSxiCgEiO+72EH80TuREsJiFngXwuLqhjh/tAtiEUUIAIseiS9KRBFCuyDedcICwv8rIBYQPvukmg0xzvbDED5UZvHbRBu/y6zlZ+kW7iUVcyEpl6W4VCZjEuiLi6ItLpyaWCOWaP0jEPt9CcQpST57IE5MU5KU/gi+6UGkpAeRmq6SSsvQkpDmQ1K6r8yCxdiaAHF6YSBZJjuM8yrVFFi0FFt0FFZqJITzTUryiwIoKA6y/16lFlNVMKXWEClTVShF5lCKykNJzAwgKUtJfIaShEw1yQXB5FbF0z5ZzfrNE9x+f52772/tgbi91yZBbKkr5vyVdX7/519x571rNLfbUOkUeHi+Q2CQm4RwoNJZQjhY5SRBLK5zxIQ4YzWFsTRZvQfiD66O8B+B2JbkLIvhu4tUdBUG0ZOnkh0T4tyRcL7ikU60rh0t0DJSbAfwTEUYc5URUmJ+eEp2E4uieD1HzUbmmxO5tdTI7+8vSBBfONb81QZxS2U2g/WFDDfkM9mYx1xtHsesmcyVpTBVmMBkbixHogM5EqmkL1xJf2gAA0Ylw8GBjBo1TAVrmdJr5LbanFrNfKCK40GBLAeppJNd0epYEUDV6xFQFq5Yut4wg5xBFQsBwglvGlWsG+xaM2glgE9p1SwFBjHvp2TeV2mfA/ZSMOLhyYC7O/3ubtIJ93i60+HhSpuXgLCzdMN1Hm9R4/U2Db4HGIjzZqM6mc9nm/jD2aP86dIYf3t5iF+f7+XHG218sNHEw4163luv4966jbtrVu6sVXJrw8zt1QoubBZxfqNQ6tx6AVvruVIb6zkInV7N5OSZdE6cSmfxZAYnTuawdCqPhVP2E/dzS+KkfT4j0xn0HI2XRTviOzmfy/KamY3zdZy91Ci/4tcziwWMz2XL686D4yn0jCfSOxpH93CM7BAWpe6dR2Jp74tGALmxL5L67khqOsLkWFt9S7h9/rg+mGrRUdEUiqUhhMq6YMxWLeVVOrmmK1Z1Kyo0lJYG2WUSBy4DKS8JwmpSU1eipb5UR5c5lL6qCEasMRy3JbFancZOVQbbuQlsxoWxrtOzE6TjkpeWG+4GbrsbeeAaznuu4TxwDtsDsIDwR2Ix44dRciZYxBBCAsAf74vgoyftUcQHT0fx/lORe/oihO+KCYnHdDIT3p2SELnwF3XZQc8XJRyxAPG6GGV7Ucct1wR+YjTx+9RafpvTyOfZVu5klLKelMVcdCIDEVF0hofRGBlMbaSe8rgASmICKIj1JzvOj/QEP1KT/aX7FdBNSQ+QSs1QkpYZSHpWkFRajoq0HK18wBOPeHvVl4XCEQeQWRpAVpmSrDLxDSDL5IeIjrILfMgt8pdALjFrya9QUVSpxWwzUlUTjtkWSkmFEXHfTkQeCam+EsYJmUEcztWTXhJOkS2Znslazt5alBe4bz1Y3wNxc2clCalhtHZX8/Hn9/mnf/0zH352n66+RnRGf9w93sbP30lWYQoQCwgbVc6E6ZwI1zkSG+pCdUk4y1M18uyZuD/54bXRPRAvD2V/yRFXH3aio8BPArS/VEdfoYpJawQL9UlMVkZKRyxAPFKskzmwAPC8JYp5a4SclpitCmOmMlSWAIkZ4zFbBCfaU7h3upU/vb8sN+t2QfyzWyv8818/2HPE/+Nvf/bVcMStZSl0mVPorUjiSEU8A6ZYhvMjGMoKYTBFz0CSlt5If7rDfekM8aVb70Ovzpcjej+G9EGM61RMaFVMq4KYVgYyqwyUUwuLAUoJ41MqNWe0OqkVg24Pxlshuj0gCwhvBGtY06lY0ak5o9FwSvXlKEIsY4x5e+9BuM/NlR43V7rcXWlxcZQQbvd1lVGEgHCd4i269e6MxwZxviODT47Z+P12L7/Z6ebnG238bLOFT9fruL9Syd2VCgnc66tlXDlTxMXTBZw/mce55Wx2lrLYOGXX+ql0hM6cOix18mQyQnPHo5k5FsX4XDjj0xFMzMQwORvL2Eyc1NBUEiMTifQOR9PWZZDF7U1tGnqGopiaS+PUZhlb56xsXqxmbcvM8dMFzC1kMTaXythUMuKvH5xIon9UHACNo3c4VgJdAFk+3vVF0dAbQV13GMIhi+vQDa3hNIg+3QYjtqYwqutDsdYaZWRRWaWnyqyjskIrJY5blj4CcFWJCkuJmpriRypS0VEaTF95GMPmKOYqElitTGWnIpMLuYc5lxDLpgCxn46Lnjquuhi47WTkvlOohPD7jmF89JYdwALCYkVZStyeeyHcfn/uyXA+/E7Ynh4+Gc4XteuEBYTvOOxCWCOnJK49mpQQIL68JzuILz4C8rlndDKaEI54/Rk1F94K42FAJr9OtPLHojZ+W9rCp4XVXEkvlq54JDyaLmMITcFa6o0aKmNUlMWoKIwOJD/Gj+x4fzKSlaSlBpGepiIjM3APwBnZKjJz1BKQe6vMRSp5DkmeRCpSSicsAJxTEUSuOUhCOLPUX4J492E13xSAqUItYwrhlMstBgliAePSSh35piDZ5pacppCOOyUrUEYUGUVGcssiKK5Jpmvcxvq1Y9IR37y/JkF87fYGAsQimmjrqeGDT+/wD//yBwni/qNtRMTo8PVzJEDpIkEseokFhEM0LoTrnYnQOxIX5kpNaQQnp2sliO+eH+Cj62N8enNERhNfBLEty0UucYjCn7HqMAbKDfTkB8qFjmlLtHTD3dmB9IlIokjLZHkIx6oiOW6NliCeewThXRCLGePx6kiWOtN4sNLO3314ag/EO8fa+CKI//vvP+crA+K20jjaTVG0F0XQUWCgM0tLW5qS9kRf2uIVdMR60xkhIKygzeBNq9aTdrUXPWpvjqj9OapVMqoJZDxIybgygGn/ADm7K1ysyHSFo13SajiltscVZ/RaBJCF6xVRhXDI60YNq3oNZzQqhAs+qbFDWIyhTfv42LfhPH056qngiIcXfW4e9Li60+nmQru7C42u+2n2OkS9537Mzq9R4fQSreqDnMgO43pjAR8sVPKLjRZ+tdPKZ2vVfLhaxafb1Xy8Y+HeVhmXTudw8ZSAbgZbi8mcOR7P8mw0JyajWRiP5PhMtNSx2UjmZiKYmwmXmpkNZ3omlOEJLUOjWvqHVfQNqegfVkv1DWroHVDT2qWhvUsrD4DWN/ljrfOWx0GbO1T0Hgll7kSmjDS2L1nZPl/Fmc0S6ajnFjOYmj3M+GyyBPLweALDY/EcHY2TQO4bjKbzSAwtvfbMuLYrlPqOELvaQmloMlLXYJAxheytsOmxVGmwmDXyxLu1VINQRaESc3EglmI1tSat3CZrNOloKNbSVKils9jAEVM4oyVRzJbEcro0iXOl6VzMS+HK4SS2dUbO+QfvgfiWYzD3DoZx/1A4Dw+G8/47UXz4ZhQf/CiSD34Ywfsv2/uEd6ciHn439Evgfe/bYezqweOh3Pm2Qer2N8XmnJbrMhNWc8VBJWeGdwF88esapBz0CAhf+Ib9e+65YHaeNbDxrE7q7MtGbrol85PIUv6Q28zfm3v5dXk7DwusbKflMx+dxEBwGG0aHU0qNVVRGiqj1JRG22GcGx9EbqKK7NQgstJVZGcEkZWtIjsn6NGjnL1ZTSx0CBWX25VfppHuVkQRIrcvtGopsmnk0o3YgpSqVJJvVspMX0RJ5RY9ltpQKquN8mdTmZq8Qn8yshVyqy8x2VNu7GXkid4KMRIXSl55pFwCaT1awanz4zz4ZBvhiB9+ch4B4pauKpLSI7DWmzizsSAhfOHqFh099cQmhqDWeKJSe6BWuUntgjjC4PIlEJ+aqeP2ziD3Lx7l4xvjXwJxr0UvM2I7iB3pLlbKCsyjlQb6i9QSxGJMrS8/iO6cANlFLByxmIoQTvi4LZJjlhC52iwgLCQgLAqBRD58uieTh2ud/MPHZ+RCx8X5FgSIf357VTri//G7z/hKgfhIdarcr+8qDaOjQEdLtpLmVF9aEr1pSfCiNc6L9ghf2kK9aDK40ah2o1npSlugB92BCvqCfBkK8mc40J9Rf7G15sukr6+EsQCpcMYLGhWLapXMjk+q1BLMp3UaJJS1Wk7rVHb4qgLtD3JiGWMXwl5eHPX2YcDTmz53z0cAdqPd2YVWVyea3Q/S6HFAZsGVLq9TcugFLD5vMJGi5kZnIX+90MGHpyr5fKOWn25X8+lWJR9ulvHwrInbG3mcX05lczGO1cVYTh2LZHEmlLnxYKaGtYwNBDHaF8TogEpqaFCFXUEMDQYxeNSugeFA+gcD6RlU0j2gpOtIAB19frR2K2hu95bXme2Xmb3lVWZLtTuWak9q6hU0NAdwdCSShaVsts9XcvFKjfyKrHlxOZu54+nMzqcxPXOY8alERscSGBqNY3A4Rl5nFpeZm7uNstJSlPnUtgVT32aksSWY+iYdYgJC1jhWG6i26Kit1FJr1lBfpqahVCdVZ9IgwNtUoqfVZKDDFExXcQjdxcH0FobQlx/KSEEkU0UxLBTGsVKUxPmiDK7mpcsrzueDI7kYFMFlbyNXHYO5edDInUOh3D0QKoEsQPzwrUjeezOCh69F8d6rkfZHuOfCEBDeha74CvDu6v5jIQgJAAvtRhLXHOwQFvPCQnsA/rqGC9/USgALCO9qF8RbLxqQeimYC+9G81CTzS+SLPxdRQ+/q+rmZ+YWHhTb2EjPZzYqgX59CG1qLdUROqoitJgjNHYYx6nIT1RTcFhLfrqWvAwVuVlB5GWryM378mRETqmWsiq9lHC2JquO4mo9photpXUGSuu1mGrVlNRppMTvi2WcYquKUlE+b9Fjqw+n0hYsM/2sPFEy7ypb35JT3UhO9ZDVmmI8Tty9yy0OJrc0hPyKKBr6iljYPCpBfPu9jb1oQoA4OSOSPFMKTe02uo+00thWTVZeEtpgP7nQIbbrBIjFUsd/BGLhiAWI37s8zCc3J/ZALNbhBYjr8z2pznZFdE205HjK9rURawji+Od0tdici5JF8KIQvr9QxahJz7Q57N8FsYgnBISP1UUz1xjPan8OH2728E+fre2B+Nx8uwTxv/zqPVmB+T/+9nP+5x9+/tWIJibacjhii6G3Mpw2k57mHH8561ef5EF9gjvNie60xyhoDVPQYHCnNsiF2kBnGgJdaVV60qX0pi/QhyP+Co74eDPo4y0nGcQc75Sfvx3IIjtW2bWg0rCg0X4JzPOBAbKQZ9bfTy5iCFctYL4bRfS5e9Pr5kWnmwftzm40OzvRIMbQXA5S6/4uVve3sHi8SaX36zTqDjCdq+dmbyG/WGzid6tdfLRu5pPNKj4+WyEBfGc9j8snU9g8Hs3pOSOn5o0szQezMKtndlLL5KiGUQHdfiWDvf709/pJ9fb58W/V1+tPT79QAJ39/nT1BdLRE0BLhx91TR7Y6lywWj2wWDyprHSjqtJD/tpm9cZm80R829rVzMyksr1TybXrzVy+Iq7qVnHqdAELC9nML6Rz/Fgqk9OJTI7HMzwSw9Gj0fT0h9HZG0Zjp4GGDj3yJl2rTh4iFffsGpq0NNRpaKwLo7kmlOZqI62WYDoqQ2Xu22MOo78ijEFzJEfLIxgujWDEFMlocQRjhVGM54cznh/JWFYE07kxHM+LYzkngfWcZC7mpXMrJ5O7qZlcDonhijqKK4oQLrsauX7IKJcnbh0M5faBUN57J4aHb8Xw3pvREsIPXrZf15DF7k/aqyxFneW9b0VI3f1GOLu681jYHoRvfM3uhkWPhH17Ts15sUUn4PtI557Ucu4J/Ze0/bSBraf0bD0XzPaLoWy+aGDjjRCueibxXnABvy/q4PdVffyu/gg/r+vhbnkda2kFTEYlMhAcQV2YgepQPdZQnR3GMVpMiVpKDuswpWkpSldRkBlEfnYQBfmB5BepZXSQV6pGqMKilxJQLbNpZCdIeb1OljZVNukpa9BIldeL/81e4CRgXF4tWvf0VNr0lFQEkp3vSVqaM8nJBzl82JH0NA/ZeWGHv1Y2uWUX6mWdZl5pBI3dBSys9nHr4RoCxB/++BJXbq7R1GGWjvhwZhSZeUlEJ4RKCQh7+Tri43tIwliAWK/zkiAWMN6NJkRG/MVo4uGVET69Nclnt0a5vd4qe0m+CGLRvibUXezPeE04M7WRUmJhQ1zk2AXxcJFKTkiIpjVReym+U+U62bomHuxE/8S/BfE/frr674JYnEj6SoF4tCWNI9XRdJvDaClRU5vtS3WKB9ZEV6rjXKiJd6U11pfGSC/qg92pVjtiCXSkNsCZxiC3PRh3+3vR6+NJr5cHR7w9OarwluNl475+Mj+eVakQEg96QsfVmj0J8Apoiz8rHLWQGEsTExHiQa7dzUMuYzS5uNLg5Eyd8yFqnd6l2vVtCeFSx5cp93iZes27TOWquT1k4ndne/j9dg8/Wa7n051KPtoq4b2tIu5u5HLlVDJbC1FsLIVxdjWG5QUtJ45pOT6nZm5axdSYivFhFaNHlYwMBNHX7/Ml9R/xpf9IAEf6lVId3T50dPvR0SMgHEhrp5KGFh+E8y0zO1JT4yNBXFHuipCAsgCw1eIlwVxf7y+droDvzVttXL/RwrnzNlZWS1g8kcvSYiYL82nMTicxOR7L2Eg0RwfC6e4LpaM7mJYOA/Xtur0rzY2tepobdbQ0aGmqU9PREEl3XaQcQztijWCoKoqRqigmzNHMVsSyaE3ihDmJxbIEFoviWciPZSk7jqWsWKnFlChOpyWymp7MZmoS51IPczM9h/vpeTw8nMOtkERuBsVxzTuCyy6hXDto5Ob+cAlj8d2F8IMf2d3w/R9E7pW6SwA/gvAufMVXAvhbYdz+Vph0wsINfxHEwgkLCH8RxP8Wwjvf1SO0+aROSoD43EthEsQrL+vYPhDJ9YA0fp3bzN+ae/n75mH+0D7Cj+u6uFJUxVJSJlNh8TQajTQEB1MTopMwrozUYo4zUJ6spyJVR2mKSs7VijXowtxAigoDKTSpKCwNkg9u6TMQMgAAIABJREFU5ZYgyqs0VFhUiEJ/Ue4voGtu1FHVbNgDsSjxF/3Rol9aVJuKPydmw03lYuTQh6wsVw4fPkBS0gFSUpzJyvIkL9ePrFx/6cRFp4XIpTMKddIVN3TlSxBfuXNSRhMf/+QKl2+sUt9aJjPi+JRQYpNCCY8xEBlnlA91vkpXmQ+LNeegQBfEEdHdxzoB4n/vse79q6N8dnvqPwSxcMO1qY50FPgwXhPCbF2UPP4pmtZ6cpUymhDfgbwAhgqDGC9RM1Gqkd8xk3DKGsZKtExU2XsoJmujOdWdwXurHfz9R6f/9wBxV0UEnVVhtJRpqS0IwJatoCrVA0uyG5YkVyoTnGmI8aI2yh1biDMWvTNVOhdqNG40aDxoUXnTrlbIvoZ2hSftXh50e3nS5+3NgJdCasjXj1FRP6lSM6fVSc2oNYwrAxn3DWBU4cewty9Dir9IrCT3unnQ5exKi7u7BHCN4wFqnQ5S63oAi8u7mF1+RIXbG+Qc+B6dkR6cbUrj43kbv9ho46+32vj5ZiM/Wavh3kYud9dzuLWSxtVTiZw7EcXGgpEzx1UszwexMBfA8Vl/js0EMDulZHpCyeSokomRQAnkvmEvhPqHvKV6BxX0HPGhq9eXzh5f2jp9aW33o7ndn4Zmf2rqBYQ9MVs8KK90o6LElbJiZ6nKMneqqxTUWv3k11LhidXsRUeLcONp7GxauXmtVeriTi2bq2bWThdwcjGL+ZnDTI/FMzEWJ2HcPxgpXXFbl5FdtbYbEIU9Xc3B9LeGMtQWydHGOEaa4plsSLAXptQeZqkygRPF0SzkRTGfGsJ8UgjzMUbmI4M5Fq5nMUTPCaOek0YxFx7MaX0oa4ZwzhqiuBQax+3wFO5HpvNBZCa3lXHc9o3llnskNxwjuH4oXB7vvPaWkauvh/DwtRip916J5uEPohE35u4/aXe99xzCeOAQwX0HO3xvOYRy0yGEGw5Grj+S2J77YqnP7gPdRQcVQpe+ZuDi4wbOP2WQTljAd/vbf9Hm4wbOfsfI9pMhbOwzsvaMjtUXDay+buTM26F8nFApQfzPHVP8XfsEv2o+yk8a+rhZWseZw/kcjU6kKzRKwrjOqKMuykBtXAjViXrMiWqsmQaqMrWUZyrlOnRxbgDFhQFyEkWMC1psKqzVWmw1GtnrIbo9KutVWJtEQb+OqhadPGklOqMFiMXllTKbClOVkoJyX/IKPMjJcyMz00UeIxWuOCPDnexsL0QvsgBxobj0kaeSIM4rC5Wr0dUtacwstXL17inpiMUc8dkLJ6htLiGrIBFzdQEtnTVYastIzUpAqfbE3fsA/gHOEsbCEYeF+hOh9yBU40pksKsEcaThkJyaOD1bLzdNP7g2Jh2xGF8TjljMER+pNtJQ4CXniIUb3o0nRqwGFprj5QFQsb4sHLGQiCa+CGIB48kyrXTFohBeOOIxczAj5TpGreEyIxYg/sN7J+Rj3c5MA+ePd/DrB1v8118/lKXw//MPP+G//s2P/5ejib/MD//jo9lhMUP8n88R//M//zP/byRmjB3aSoJpKNZQk+9PVZY3FekeVKS6UZ7kQlmiM+VxjjQk+VGX4ENNjBc14Z5Uh3lQF+ZNc5gvHSFKOo1KOrW+tAUqaPfzQgC5w9sO5Q4Pd/p8FQwE+DEcqGRMrWJco2Y8UCMb0I4qlLKEZ8DLlz5vHwlwAfEeT0/a3FxlDFHv5orVcT+VTu8+AvDblB56HZPTK5R7vUpvrIIlcxT3xkv56WojvzzbyE+36mQc8f5qKbdWk7lxJpErJ+M4vxTJxolgVhbULM0rWZzzYX7Oi2PTCmZnFMxM+jI17sfkmD8TI/6MD/vRN+xC37C7VO+QJ72DnnT3K+jssTvhtg5/WtuVNLYEUFPvh6XamwqzJ6VlbphKXCg3uXwJxLZKBTUWXwliAWHxc3O9isG+KBaP5bK9aeHKxQYun6/nwnYNG2vFrJzM48RCBsdmU5idTmZiMlk+3A0OxdHbH0lPXwTdveGyQ/hIZyTDHVFMtEcx1R7LsaYkjtUncLw6juPmWJZKo1nKCedESggn4owsRmpZCtGzrNNyUqXjlFLLaT8dawot615a1tx0rLvr2XI3cN4zlCte4dzwi+GufzwPApK56xXDbddobh2IkAAWt+LESftrr4TIc0UCvO/tsx/5lN+nImQOLCB81yFUgljA+M7XwrntEIaA8Q0JYwHkkL16yxsOeoSuPiYa1rQyG77goOP8Y3Ztf0cnAbzrgMV34ztaCV8B4M3vh7D+rJGVF3SsvGzg9BtGTr0TymVVGp9mVPO3tQP8qXWMP3ZP8qfeaX7WOsi9ikZOZBYwlZROf0Q0baFhtEaF0JYUSWtaJK2Z4TRnhlCfZaA6R4M1T0NVkZg8EY+iOqxVBrmtWG1TyyOk1moBZiWVtYFYHsHY1qyTYBYgLrXZW/FE/0dhhZ9cP8/MdiYjy4mMDAFgZzIz3cjJ8SY/39fejZwfSLHJILf25Cp1eRgCxpbGw0wcb+T89QWu312Rj3U7l5ZlNFFYlk6dKLAaaqetu0Fu1oqHuiCt995jnZiYENGEALGYmhCPdcIRR+gPfgnEH14fl45YTE18EcQiI7ZkOGFLPiAdcWehLxO1EZxoTeR4U9xesY/oIRb36oQbFs53t39YPNYtVIczb4uU1znE6Jp0xXUxrA/k8dFWr3TEYqHjiyDezYi/UiBuKdZTWxBEdZ4fVbk+EsYCyFUZnlSmeFKRLGrs/KlL86UuWQDZj9p4X5piA2iJDaQzWkNXlIbOEBWtOn9alN40+3nSonCnycuVBg9nOrwVdPn40usfQL8ykEH/QAb8AulT+NPnGUCPuw/dbgq6PIS8affyptXdg0ZnV+oOOWJzO4TZ8R0qnN+i0vWvKHZ8jdz9z1Pm/SpNYc5c6Mri3nQ5P12v5xc7jfx428IHayXcPZ3NreUMLp4M5cJSCDtLBrYWNKwcD+DknC8Ls57Mz3kwPePCzLQ7E9NujE95MDbhwei4F6NjCkZGvekdc7JrxIWeYTe6j3rSOeBFe68PbV2+Mg+2Q9iHKpsXZWZXCeCiYicKi1woMTlLlZa4UFHujqVKgc3qi9WikD/X1SoRampS09cXwexsJuvrZi5eauDqtRa2zlawuV4iM+MTS3ksLOYwfzyLmWPpTE6nMTqezOjwYUYGExkfTGbuSAqLR1I50ZPMYkcyKw3pnLImSwAv5ISwkKxnIVrDYrCKZXUQp4PUrPlr2VQY2PQMZtvNwLajlu13Nez8lZoLr6qkLr6m5vIrOq7+SMeNvwrl1jvh3Hkrirv7I7n1ZgS3Xgvjxot/0fXnQ+V5e5H9Stf7RCTvPRa554B3QXzPIRwhAeGbEsJhXHMI5YpDiNSNx0IQ2nXIl78RzKUngqUDPv+dYHaeNEht7NNL6ArYrj0dzMozf9Hqc0ZWXjRy5oVgTr1oYOkVA8uvG1l6O5S5t/ScN2TxaV4Dv6k+wp87p/ivQyf4+4E5ftU+zE1bMzsmC8fTshmLS2IwPobB1AQGs+MZzIunJyuCLrEWXRhChymMtooQ2irDaLbaD5DWVqvYla06EKstgKpqf6y1Siz1QVgbVFTVBVJW7U+pRVzo9qOoQkGBSUFuoScpaftJTT8gIZyd7UZ+vg9FRQHyXFOJSUxRqDCVGmWXRX6xnoKKcHJKjJTXJnN0upazl+e4fPOk3K7bBXFReQb1rWYJ4tauemqbqsjMTZQ36zRaL7lZJ2IJoXCd+974mljo+CKIr2308vHNSX58Z1pGE7ubdf22YGpz3alKd5QgFqeS+ss0zDTGSBAvNCVyvCGehcYE2UMsXLGYmpDja5Zw+WAnILxUFyXrL4UrFpWYQjMNcWwNFfLpzhFERvyTKxMSxBcWOqUj3p0jFhnxV8YRd5QZaavQ01SupaFcQ0OpmvoSFfVFgdTmKKnO8sOW5os1VUF1ih/Vh32xJfpRn6CkMS6I5lg1LUJhQTTo/GgI8qZO6UGtrxu1Xi5UezjR7O1Bi8KLNl8FHaJ+0sePTi9/Ojz9aPfwp83dh1Y3Bc3u3rR4eNHs7kmDu5vshbAcOkCl+37KXd6m3PVNStzekBDOPfQszeEuLJoj+WSpdg/Cn52t4sFKPjdOp3P5RCwXjkextRjE5kIgG8eVnJn3Z3nOi+MzHhybdWNm1pXJKSemJl0Zm3RhbNKd0fFdeTEy5knfuLNdo670DHvSNehBR5+3nIpo7fSnrkmMo3lTabW74F0ACwgLmYqdJIjLSl0xV3jsgVjAWKi+TpTtKOW3uVkjYTw3l8XZs1au32iTI21bO1Wsb5lZXSvl9KqJ5VMmTiwXsbhUzOJCIQszecxPZrM0kcPaRD6bIwWs92ex2pbCljmJ1eIYljOMLMaoOREaxElNIKcDAlnzDuSsp4ZzHnouuRm55hQiM97rbxq59rqBay8auPmUVt6B2/3e2qfjzrNG7j4Xwr0XQ7n/Ujh3nwvnxvOh3HrKKL93ngnb+7XIe3fz3z0oP4oihAu2RxECtCFc/rqRCw5GzjsEc9ZBL3XuewaEdiOHzSe1rD+lkxGDcLciZhCAPf1SMMuvBkvInnjFwK6OvaRl/hWdlPh59hUNM69pmf6Rjpm3gxl4xY8T3tFcjCnk/fw6flndz5+7p/lz/wy/6xjjFz2jfNTcy9XKWtYLSzmRm81cZjqTWUmMZscznBPDUF40g8WRsrltUGyLWaLpq4mmpzaa5hq1VFONmhpbIDaLP1UWPyxWfyw1AdjqAjHXBFBm9cNUqaCoXEFeiQc5jyKJPQjnuFNQ4EtxsYg9VJSJiYxSrXwcLCkLkQ1veSaDvbGt2ECxJY6+McseiO9/uM3W+cW9aKLCli+nJjr7mmnvaaS4LIvgsEA5uqbTKzDo7VWYu45YZMRixTlcd0A64jNzDVzf7OOTW9N8fnfmSyAWK841OW6YUw9Ql+ZMS463BPFUfZS8UycucwgIz9fHyVt18jKHSS/H18TssJBwxMdtYTKWEJt145VGZGn8F0D8Xz5Z4fPL418CsVhx/te/+UQ+1v23337+FYkmqkLpqo2go9pIk01Pg8U+3lQrtqvy/ajMUVCc4kbJYXfKkryoSPSiPMEbc4yCyigFlgg/qiP8sRl8sWi8sAS4U+XvgdXXA5vCHau3m2w7E41n9V6eNHl40uwpoOsr1eLmT7ObD02uChpcvGl096LBzZ1qN1eqnA5RceBdTM5vUOz0Q4pdXiff6QekH3gak++rjBfruTNdzqerNXy2VcNHW+XcWc3l2slkLi/HcnE5inOLIawc9+XMvA+njykeQdiLuRkPpqfcpAsenXBmZNyFYSk3hsZcGRpz5+iom1TfqCt9ox70jnhJN9xxxIPWbm85mtbU5kel1ZWKKndKSl0pKnaluNCF4kJXSordKTV5IMAsIoqycnfMld5UWX2w2vyw1fhTXRtAXUMQjc0amlt1NLVoaWnTc2QwhsWlQnbO18plj61z1Wzu2Ng8a2V1sxKxQn1m1czpFTOrZypZXSpjbd7E1mwp56dKuTBiYqszi7WGZNYzIziTbORUpJrTOiUrQf5s+is556XmopuWy046rh0M5tb+EG6/Hc69NyMRD2ryQvKTYpxMrBiHcvcJ+4HOO98N5s6T9hP24s+I6Ye7T0Vw6zv2x7XbIv99KgLxlY9t3wiV3ztPhCP1zQhuPxbOrW+Hc+27YRK+l74Ryvl9Yex8L1S62tVv6Tn1uIaTX1dz4lk1i0+rOPb9QGafCmR6nx/T31Uy8bSS8WeVjD2nZORFldTQD4IYfCmI/pcD99TzUgC9ryjpezVQfsXP8tc/CuTIWyp63lAy6hbKkjaZnfhC7hXV8fP6I/ymc4xfd4zy24FpftUzzuftR3hQ18blKgurRUUsZKcylRbHdHY8U3mxTBTHMFUaz7g5hhFrLEdr7Oqo0yHUUqum0RZIjcUfS6Wv1C6QK21+VFT6UlruTWGxx14unJvjSkaOG1l5HuQVKSgsUT7ahFRRVKKW+osj1sur0GJ8LS1PT4E5mq6hii+BePPcAtb6QsTEhOiaqKoxMTo1IMvhRQtbaKRaFsMLEIsuYhFNRBo89xyxALFwxGJqYnW+iZtnj/wvgNgVURDfnu/L0Ypgea9OHA5dakplviaeCXMEo2WhcqtOjK+JzTqx4iwa12bMRjk1Ie7ViYz4iyD+ZLsfAeIfXxqTIL50opvfvHdWdk38t998LEH8r7/7yVcDxPVVOpprg2mw6bBWqjCXBVBa7ENJnjeFWe7kp7mQlehIXqITBYmuFMW7UxTjTlGkO4WhLhQFu1Oid6dE447J3xmTnxPlPq6Yfd2kKnxcsXi6YHN3xermgs3FDZuzBzUuntS6+tDg4iu/NS4K+Xvi96td3bG4OlPhuJ/SA2+Ts/8lcg++RM7B58l0fJYCr5dojXNnoyONz9caef9MJQ/XSrmzmsf1U4e5fCqGK6ejuHQmnHPLBk4e85ZRxNKMgvlpT2an3ZkS8cOEKyNjbhwddmJwxImBYReODDnTP+hK3xEXqd5+Z7qH3KULFnFEW48nzZ1eNLR4UNvoJR/mRBQhIGwqcae42A1TkRslxZ4SwmUlCgnnklIPzGbFnhOyVSupqQ2irl5NfYOG1jYjnd0RtHeG0dxqoKMznLGJNE4smzi9XcXqjigJsrGxLbbvrKysW1hZq2J91cLWioXt01a2Fyu5eKySi2Ol7PTkslabxHJFpCztX41Uy83FDU0gOwEqrvhquemhk1twN97Uc+t1A3deMUp3K8fKnrBHCA8cwr8017t7ul5cSxYwFrr3TBR3vvcXEAsgC+AKCAtd/X4o154KlV/x89Wnw7iyL5SL3wvh/NNGCd+tZ0PZeD5EOtul53TMPxHE1OP+TDzmS/9TnvR+25OOx91odXCm8WuO1H3tELVfP0TN4y5YvulI5bftqvj2IcqeOETpEwf3ZHr6EGVPO1H2vDMVz7lImZ93xfKSGzWvedL4pi/tB4IY8A5mWhvPRlIht031fFLTzY/r+/hpy4DUj1v7+Kipgzs1dVwor2AlP5vF7MMcz0nieH4is0WxzJjimCqPZaIylnFbLKO2WHrrjVKd9Tpaq1XUVfljNftQZfaRMDZX+mCu9KXc7ENJmYKCIi/5OCcgLJRT4EVuobcsahIgFheki4tFF0WgjCWyc4NkLCFOLqXlqskoCJYlQGKxo/NoORsXprl0Y5ldR1zdWExKVrQEcWV1MT0DbQhXXFiSIeeIxWOdiCdE6Y9QlNFLPtaJjHg3mqgrj2J9oYU7547+p9GEWHEWEsU/HflKud683JbCyZZ0RN+E2LATMBbLHLNVEXKzToBY9BALCQgLCUf8xWhCgFhMTQgQn5tt5MpyL799f0cudOyC+P/JZt3/r491VRWBVNu0mKuU8j+J8gs95T8E2VnOZKQ7kZZ6iMwkR7KTnMhJdiU/yZ28OHdyIl3JMTqSrXUiT+VEboAjOYpD5HofJN/7EMUKJ6kSLycq3JyocHakzPEg5QcOUXHQGfMhF6qcPKl29sHipJA/Vzm5IeXsQpmjI6YD71L4zlukvfucVOo7T5Pr/gNaIt1Yro3n7kyFdMP3l0u5e8oeR1w5mcClM5FcXgln+7SetcVAFmYVHJ/xYX5awcyEF5PjHgyPenB0yJWBIXcJ3K4BVzqPuNDe50RbryMt3Qdp7jog1dLrQXOPJ03dXtS3eUoAW2s8ZBRhf5QTkYQXpSUKu0xe8l9mpSYvSooUFJncpdOpFE7IpsRaHYitVoUoYm9oNtgvY4gzRV0RUm2d4fJ+XN9APEdHDnN8vYKTm1Wc2baxctbGqY0qTq8KR1zJ+qqNjdMWdk7WcGHRxoVpM+f681mrT+FEUTizWTrZ5SFKlS7otVzRaLkZoOeuVzB3nPTcfVvP3R8auPeyAXEZWUwziMWKh49FSn3kEM39JyL35nt3Xa1wuwK+Ui9GcevZCAlbkeUKl3vzm2HceCxUxg3nXwjhwjMhiO+554zsPBPM5jMGGS2ceU7H8ve0LD6tYf4ZNdPPBjHyPT+OfNOLdgc3WhycMX97P6Vff5tChx+R6/AGmQ6vkubwMikOL3PY4WUSHF4i3uEVYhxeJuqRIhxeYlfhj79E1LdeIfrJ14h94nWSnniDw0+9ScbT75D93AHyXjqI6RUnKt/0pNlZxYg6lqXYXDYzS9nJNXMxs5QrORVcKzRz1VTJxeIyzhWVsF2Uz0ZRjrx7t5SfLJdd7DCOkTCerIxlsiqOgeYQqd56A201auotAVRX+GCpUEggV5R5Yy5XUF5h/+ensECMpbmRl+tBfp6nBLEdxr7kFvqSW+BHTr4v2Xl+ZOcpScvylxWbhzP9SUr3lxAWvRNZ5VG0DZlZPz/FxetLXwKxcMRioaPCWoi1rlw+1iWmROAX6CZXnMVmnYgmQoy+RBu9CdO6yakJAWIxNVFXEc3miTbuXxzhP3usq01xoz7NQ3YSN2f5IJrXxK26hbok5qrjELWXI6WiZU0cB41g1hwuW9cmSoIREg94QqLwR8BYbNatHcnlg41u/vhwSUYTomvi2ql+fvfBOQliEU2Ix7r/44+/+Go4YnOFeMFVU2oJIL/Mm8xCFzJyXEgXL7UZzqSnO5F92JmcFBfyUtwoPOxJXqKbBHFWiCNZGkeygg6S5XuADMUBsj33k+N1gDyvgxR42FXqfJASpwOYDhygeP9+St45SNl+ZyoOulF5yAvzQU8pAWghAeGSgwfJf/ctct56g4z9L9hBfHAfJX6vM1Zg5NZYBZ+crufhkpk7y0XcOZnH1VPJXFqK4eLpMC6cMrJ+IoClafc9CM9OejM1Zofw4FH3R87XjfYeZ6nWLkdaOg7S1LafhpZ3qG9+i7qmv6Khw90O4BZ3qhs85XywiCLsUxEe8v9AFeV+VJQHUF7mT3mJnwSxqVDUSnpRZPKkrMKPKmsQ4tVcqLpWK9ePm1pCaW2PoLlVOOEw+XNndwzdvXF09cbS0R3N7JkSCeNTWxaEltcqZaubqNlcW7Gyumxh+4TNDuKJMjY7slkyxzCdoWE0wZcLIVouG3VcMwRzVxvKPVUI9z2Dufu2lrsvaXn4oxAevmK/BSc6HsSD2offiuaTx2L59JtxPHgumvvfj+Levkipu09HInTnxSjuvhTN7ZejuP58uATxlW8ZufJ4iNQ1ByNXHILlIoWY4RXaBfDKUxqWnlFz4mkVk9/wY/ybfox8y5eBx73pcHCl0eEgFod3qHB4k+yvvU66wyskOfyAWIdnCXPYR4jDUwQ/kt7h++gcnkb1SIEO+xAKeCR/h6dQfm0fqq8/g/Ybz6F//AXCvvWSBHPcvjeIffJVEp58jdRn3qTodWfqHZX0+ocxoothPDie4/o4FoMTWIxM4mRMCqcOp7GemctOcQGXyotZLcrgZGEKJwrjmSuIZbY4mqmSGGbMsUxVxXG0NYzB5lD6GoPprNF8CcQCxmUlnggYi3+GxL/MvwjignwvGUtk5rqTmetlV443mTk+UmJ0LSXDV3Yei5a3+BQfBIRFJWZmWSTtw5VsXpzZc8QimrDUFcjSn4y8eIrKsiSIy6oKSTgcLs8liRliAWLxUCeiiZhQhXyw2x1fiwp2pMEcw9nlDh5cGuU/G18TZ5KEE27PC0CAuCMrgEGTQbpg4YQHi/SyfW2oUCdhLKsvTQZGi3SMFevlNIWYqDhaoma4TCvH18QcsSj9+Zs7x/ZAfP30EX7/4XnE1IQA8f/xx5/xf/7pl18NEMsCkQoVuaWilk/U8ylIyfOUSs73QCg7Q2lXVgBZmf5kpfmRddiH9EQvMuPcSYlwIT3Ulbwob4ojfElTOXPY+13SfB3JEPJ4l3T3d8l0e5dsVydy3JzJc3Ynz9GV3P0u5B90w3TIg1Jnd8pc3ShxcaLIaT/5B/+K3P1vkun5Q0Jef5y4g9+lP1vN7eNV/PJyN59daODBWin3t4u4vZnFpY1kzq1Esr4SzOoZFaeWfVla8mBm9iBT04eYnDrI5MTug5wXw+MeHB1W0D3gQWevFy1dnjS1edHQ6ktdSwC2JiXWxkBsTUFU1QdQbhOPKd6UVHhKiTyvrEIh/2tCXLewVKmoqgyivExJaYk/okxHFuqU+8o/s+uCaxoCEaprUtLYqqax066mLj0tPcG094fTfTSa/pEkBsYOMz2bw/JpM+vnGmVn8czpasbmLEzM21g60cTybB1XFjt5ONfD7Y4adnIy2IiIYccYx9WwJO4EhXNXGc59vzDeU4TwwD2Uh4eCef/tYB6+auThywYevmjk4YuhUqIH+MHzYfaY4qVweZ7o4VNGeaJI3Iq7+5Q9HxY5sIDz7ScjZN575YkILj8TycUXojn3cjSbL0ez9mIUq6+Fyoe04y9omXlexcTzgYy8qKTvJT+6XvWjap8jpU8fJO/775L57NukPftXJH3/R8Q+8zrR+15F9eJrBL3wKgHPv4zfsz9A8cwLeO57Dtd9z+Hy1LM4Pf0Cjvue58D3XuDAU8/z7j673n76ed555gXeeeppqXefeob9+57l0Peew/mp53DZ9zzuTz2P4vsv4bfvZZRPv4L2e69hfPpHRP9gP2lvuJH7rg9F7gpKvPyo8lXRoA6mNzKaidR0lgryWC0vZrE4i4WiVI4VJzNTGMNYYQRjRWH23NMcQU9TGL3N4fS1iG8onfV6mq1BVJcHYCnxxVLmR2WJn/2/nvK9yc/xIk/MCGd7S2VlKxF38TKzlKRnBpCa6Y9oerO3vgWRmBpEWraew+laktM1JKfriU5QkpkXTteRKjbPL3LtziZ3Hl7k5NosFbVFxKdHkZQVT1r+YQSEc4vSCYvW4h/kTqDGXR4O1eg90Bo8iQp1J8LoSmy4B1HBLsSFO9NmTebccif3z47yf3H33m9x33e6N4lj2UZCM8wMDAhRhOj6oIeFAAAgAElEQVS9916HOvTeq5BA9CZUQDShgnrvvcuyZMvdjksct7gn2SQnm+xu2m62PP/B67nenxFYztmzJ0/5YXN+uK/vMAgJX5evFzf3u3366nE+e/UInz46wNs3p7ixv4V9g9nsaI9ha0ukWoEpO4Rl4Y8AebYlaflgqEBZ1mLu6crgwCbLUniZuJOF8HLVWbopjm9O51BXMgc2JqvFQIvdmVyfbeXHt+b55Vvn+fzRMV46O8UbN/fy25885J9/+SP+/D8+5t9/+wX/8Q/fqD3E//wPv+SP//T3Sr/7/W/5/e//id/98Xf8/o9/QPYOi/7lj9/VUlTx5C7hJ/uF//znPyN68r3/t6+t2roSFISbNyXQ2BVHXYcFxNWtYVS2WdTcapmll/8ZmpsSaG9LoXdTDluHy5jdWsvUcDljXXmMteYy1pjD5pIkOrOjaUkJoTrKh5pwT2pDRN7UB/vRGBRIs38wTX7BNHkF0uYbomDcGRjCxqAgOoP86QzwpsXfnRZvN+rDnMle+zRNUY7q15kPr0/w5YMpPr4/ynt3e9TOiFdv1/HgRim3r+Zy/XI6Vy/Hc+lCJOfOBXPqtD8nTgao7ggB8ZFjERw+GsWBw1EKxAuLMaoveKkANzEVtwziwYlEekdj2TwSQ/dgDJsGotn8WFJc6RuMUyeGlNsdTFUgFmesQLwxToF4c1+8csOjW9LYsj2d8W0pShM7UpAtbALibbNpLIF4ek8B8/uL2XOoisWjtRw53sj5S91cvTPMxZtyXHQzCwe72L3YyeH9PZze38u9Q6O8umeMR8ObuFNTye1cMy9ml/JGbhXvJRXwo8QCPogv4MPoQj4My+dDvzw+8jDxkWsuHxmz+cho4kN7y104BWR7C4wFyHItQyQ7gtUFZYkwdAW8a1+g8uE3tQW8blfAKwYzLzsW8dCpmLsuZq4bC7hon8tphzQF3wOaOHavimJGG8HkylDGbIIY1AbQ/PQ66la4UGXtQukqZ4q1zhRq1pKrWYPJxoFE41rijU7EGNcQZedAuMGeUL2BYK2BQK0Bf509frZ2+GjtFYQFwCIPeers8dDo8LLRqae3Ro9oCciBNgaCVuoJXWkgzNpA9HN2xD1nJHWVE9n6dRTYe1Gx3psqT1/q/YIUlAeTUtmZl89iRTlH66o53FDOkaYyDrcWc7jNzIHOPA5uyOVgdz6H+gqZnchhbmuuArI8d46ls3UghaHuOPo2RNK/KZrerhi1lL+jNVpBuK3xWxBbIPxfg7i2KeMxhC0gLq5IUiCe2d3PnQfnefXtOwrE1+6cYWBikwKxnEoqrSuiuCJPKTM3EVkMn5oZSVZOLBnZkWSaIinKC18GcZEphLKCYHYOV/Pwyizv3z/MJ68cWwbxWzcmub7YzN6BLLa3RX8L4u4MVaib6UhirjWZ/d0mBWOB8hKIpWAn+4llB4VIjojKYqBT/ZZR5+N9mcjdupOjRTzYv5mvXjrE7z+6xWcvHf0OiP/lVx/87YG4vj2O5q4kmjYkqh2pdZ1x1HRGU9UeSWVbhFJTWzLNLUnqZLj8KtTVncGO7VWcPNbP3WuzXDg+wv6dbcwPVTHbV8lkZzGjtblsyI+jJs6XyjBPKkI9KAv2oCLQm+pAP2r9A6j1CaDOy18BuVVgHBhMZ1AQ7cF+tPl70eTnToPXWsoC7ch2+wEjxaG8fXKUrx/M8eHdMd6708e7dzby2vVGXrxayd3LhVy7kMnl88lcOBfF6TMhnDwVyIkzQRw7FcCR4yGWPuHj0Rw6Gsu+I7HsPRjDwsE45vYmMLkQw7aZOCYmE5RbFQj3jyUqF6yc8EA0PUOx9A7H0zuSoLJeyXstk1OWyGFgKJX+viQVUXRvilVAHuhPVM38E1ulKyKTiR1pSuKGt0+nqO1ssqFtci6d6XkT83sK1Xa1A0dqOHy8noMnGjl5oYvz1/s5ebGXhcNt7JiuY2J7JVNbqjmwtZFzW9u4MdLGrZZabhSb1QTc65nlvJNVxY8TivgotoiPY4v4SYSZT0ML+IlvAZ965PK5Uz6fGUx8ZpvDJwYTn+gtl5LlUKcA+Ud2Oeo9BWJxzI8BLRD+4ZoCFUu8ZjTz8tpCXnQy87xzITfdzJx3MXHMkMaB1Yns1EewY3Uoo9YBDDzlw6YVnrQ/7U7DCjdqnnHB/AMjeSvsyXrGjgwbe9K1RlL1DiTrjSTp7Qlfs4YwR0dCHRwIMRoJtDcSYGePv8EOHyV7vAx2uOvtWaezw03/rdYZ7HHV63Cz1S0/1WutFnetlvWrtay31uC5UoOXtQa/ZzT4P60h8GkNIc/oFJzl+0gzOJLt4ELxuvXU+geyITKa/uQkRrPS2JqfxmRRJjNV2Sw05KolSXs35LG3O0/t8JgdyWFuNJf5LfnMjecxNZrJxOYUBjbG0dMeyeYN0XR3RNLZJvCNpLkxjObGCDU519wU/dgNJ1DX9K3EEVc3ilKUIxYQVzbIIdJ0ahqzKalMpr4jn6ndfQrEr7x1W4H4+t2z9I13UViZQ25pNvnlOWTkJFFQkk2uOY20rFgyTDFk58YpCGfnxigQF+aEKkdcnBNKhTmU2bE6Xro2r0D88ctH+ckrh/nkpf28eX0H1/Y1sac/k22tUUw0R6iOifmNSezpyVTxxJIjlkvOM82JCsxyTFRyYgGxXHA+M17C6TF5XcjpAemeyOLsaB4X1eHQat44Ncav3z7Df3z9ogLxi2cmefP2Pv7hs5d4EsT//tuv/zYccX17Ig0dSUoC4bqORGraYqhui6aqJYrK5shvLwu0xNLYmsCG7ky2T9Vw9swID57fzbnjI+ydbmFmtJpdw9VM91WwtbOIgap0mrMjKI/wpDzMg9IQD0qDvKgI9KXK359qX3+qvfyU02gMDKE1OJjW4EBaQvxoDPSkLsCFGt+15Hk9R1mIgaMDxfzsxUW+eWWBH90Z4t07vbx2rZUXr9Tx/JUyblzI49K5NC6ciefM6Ug1qKHiCAXhQNUlIT3CB49Ec+CQBcK798cxvxjHzO44ts/GsmUqmrFtsQyPxyonLODt6otUMBZH3DsSr6aiBsZTVMFN4gaRZL4jYzLKKq44UeV9m3ti6emOYWAwntGxFLZut7SnWUCcwtappMcgtqzKnJrPYGZ3Ngv7Clk8VM7h4zUcPdnIsbNtnLq4gVOXNnHo1AZmFuoYGTcz2JfHWFcuMxvNHOos4WxzGVcrzNzJL+SVrBJ+mF7B+ykVfBRj5pMos4Lw5yEFfB5g5jPvAr5wLuDLNXl8octREhgrIOvz+Ng2V11NVpeTV5pUPCFQft8hh3fW5qvhjdfXFfCqWz4vuRfyvFs+V12zVa/u4TXJ7NLHs2N1OONPB7FhtTft1ust4P2BM2Ur1lC8wlHBN3OFgTRrA8mr9MRp9MRqDUQb7IiysyfCzo5wOwO+Tkb8He3xWWOPt6MdXg5GJU+jPaL19va429nhZm+Pi53dstY+fm+tvR6Rk52ONQYtjnoNDjoNTloNThob1trY4KbRKCh72mjxsNaw3toGj2ctCrVZTbhWS4zOQKLRgQzntZjXe1Dh70dNSABN0UF0JofRlxPLaFkKOxqzmG3PYVd3Pnt6zUwP5TI7IhC27PzYOZzN1t50C4jbotnYFk5HawQtTeEKwE0NYTQ2RNLUGMWTIK5vlsLcYxg3JqF2EDelUlWfqqIJAXFVUwZ1zTmU1cjOiQIFYokmxBG/8+NHKproGmghuyiNgopcatuq6Nrcqop1zR3V5JnTSM+OJkMpEgFxcX4ESyAuyQ2juiSC+S0NPLq+S4H4o0dH+PTlQ3z84iJvXNvO1b2N7O7LUG54S1O42kc8uyGBXRvT1LmkpYxYcmIBsYB5V3sqcjZJ3asbKnjsigvU6suTfXI8NHMZxNL69ubpcQXif//qIT958QhLIP7Hzx/x5//x42VH/G+/+epvA8RVTXGUN0rAH0NZQwSl9VGU1odTUhdGUYNF5upg9V5VSwx1bQnKPfcM5zI938Sho5uZm21kYrScLYOl7BgoY7y7iOHWfPrqMtlQmkBZjDclUZ6YwzwoCvaiJMiHskB/Kvz9qfDxoyYgiPrAYBqDg2gKC6Qp2JeGYE9qAl2p8l9Lmvv36TL58sKhHn71w6N88WiG9+8N8c7dbp4/X8X9q5Xcvmzm2rkcLpxJ4eyZeI6fCufI8UAOHvFj/1FfFo/4L7eoLe2NmNsXqwA8tTtGdUSMT0apYlz/eJSCsIBXGuxl2kma7cUF940mIhB+UtL9ML41g3HZHTCWwuBQgqUdqddSCZfGfWlVWwLx1h0pav3ltslEduxMZmo2iZ2zaczMZzC/28Te/YUcPFLOsZM1nDzdxImLHRy/0MGhU63s2lvHlu1FDPRl09+eznBDMlN1GRyozeFcVQG3Sgp5Ob+Ed02VfJBSyQcxZcsXlT8PLlIQ/tyngK/W5/PV2ny+MuZZpM3lS4NAOXfZHauowj6bD2wzlRSEnXN40z2H1zzy1IL1F7zzubk+h3PO6Rywj2Pn6nBGrAPofsZLud6mH7hRZONCofVaTNaOZD5nJN3aSKq1PQk29sRo7IixtSfM1kCITk+AToe/ToefQYeXXounToPbGnvcHe3VU15/KyNua4y4Otrj4mCHs709At8lOdk/fs9oj7xeY2fA0aDHzqBDr9Nib6vFTqvBqNHgoLXFxWDAVWfAVavHebUW11UW+Wg0+Gq1BNjaEqjXqx8OMY52xK91IMV5DVmeaykMWEdVrA9tWWHqosdYQwaTHXnM9ZiZ7M9heiifuVGzGvCYHsllW282g5sS6WmPp7UplJbGMJoaQtUOifr6UOoaI6lviqKhOXbZEQuI5RCpUrNc/7BcAKlqSqeuLZvKpgyqW7IUgCsaM6nfaGbH3n5uv3COJUd86cYJ2jc3kFuaScumRiYXtnHt9gXOXzmphjtkzFky4uS0MCQjlmhCQCwZcXFeGALi2rIoFrY28fKNhWUQf/LoIB893Pc/gXi8MYzxuhCWHLFkxBJFHOzNVRIAL3SmLWfEhzfnqThCcmIZZ5YuCQGxbGE7PZzD+dESNRDy6vFh/u614/zzT+7x6cPD3wHxv/76Q/7115+ojPhvBsTFleHklQWTWxqEqcSf7CJ/sop8MBUHkF0aQE55MKaqAMz1oZS3RlPZHktVh5xnT6Bjcxa9g/kMDBfSuzmXwd5ChnrMdDdn0F6ZRGd5Im0lcZTE+1ES7Ys5wofCEB+Kg30oCfSjNCBAwbgyIIDqoEBqQwOpDw2gLtSLqiB3ygPWUuq3hjQPK6ba0nj/xiQ/e3ORD1+Y4IfP9/ParQ5uni7h1qVirl7I48LpNE6fiOfo8Ug1IXfgsD/7DniwsN+TXXu9mNvtw/Ruf2YWQpieD1XFOekJHp8KYXR7KEPjYfSPhrF5JJKe4Wg2DVhALABegrDsCBAJiGVXgEhyX7V2ckcGY1uT1aBG/2C02jch7W0yvDG2JUkNa2yfSmPbZJJaDiTDIDumE9k5l6I0syuNhT0mtZ/46LEKTp6pVaPMAuKDp5qY21fB1q0F6qrG5rYE+uvjGatOZKEmneM1eVyvNPNicQk/LCjl4+xKPkuq4OOwEj4NNvNZkFlB+Es/M195FvCNmwXEXzvk841dPvL8yj6fL+zy+NTeElNYCngmfmSXzfuO2bzjnMMb60w88sjmnnsmN93SuLg+nQMOscwYwhiy9qHjKVdqvu9EyQ8cKVxhJP8ZI0m2jiRojMRJYczGQLTWjkitHeE6O5X1Buj1+OptWW+rwV0r7nQVzpqVOGqew7hyBUajljVGndJaBz3OjgYlFwHwYzk72LH2MXAFuksSODsYLR8b7Q3Y21lAbNDbKhgLkLUaG3S2Gow6Wxx1OgVlJ60tImetDledhnVai+R79NZq8NWtxk+vIUBnQ4STjoR1dmT4rqEwYh2Vaf6qcN1Xm8KWlmzGuzLZ2m1SY8/TgwVMDeYz0ZNFX1cym1rjaG4IpbE+DAXg2jBq6sOpa4y2QLglDinWSTTY2JqsJMt9mlrTkGXwDW2ZCsKNnbnUtGZT35FLy6Ziattyad5cytTiILfun+XRGzd56/2HCIjFEUuxbnRyiPM3zvDBJz/kpdeeZ3rXBIUlmcQlBS2DWIp1khHnZwdTlBuqQFxXHs2e7S0KxFKsE0csIP7PHLGAeHtzJHs2p3FgIFe54n2bMjg+XMSJkWKVFYszlphCMmJxxJILS7FOBjhESxnxySETZ4bMaiDkpcP9fPPyEf7w8e3vgPifvniZJRD/228+51///su/DUecVxZKRlEA6YV+JOd6kGgSuZOc50262ZfM4kBy68MxN0ZR3BJFaVusUkVbDFUdliijdVOmWjjStTGbro5s6ipiKMsPpSo/jMrccIrjAzDH+JIf7k1+iEUFQX4UBfhT7G9RaYAf5UF+VAX7UhmynrIAV4r9HDH72pEb9AyHx8r4+IUZPnk0y3v3R3j9zkYeXKnj+rkiLp01cfZUOiePJagdEfsPBrFnvx/z+9Yzu8eNyV1u7Jh3Y9uMBxMzXkxM+zMxFcL4jmDGtoYwNBFC/2gIPSMhdA+FKghLJCEuWNr6+kZTlHpHkhEtLWwRBywQ3jqZzrapDKUt25MZGY9VOydk+5pIPp7YnsTkVLraPbxDIonJOHZMxSMLg6ZnE5mZS2JuVwr79mRz4FABJ4+Xc+ZcHZcuNHHiUhtyu277VA7SbtjdGkVfQwzj9YnMVKdyoiGP63UlvFRVzpvF5XxoKuMnaRV8FVvBl2ElKCccXMQXgUV85V/ENz4l/HSdmW9cC/lmTcGyvnIs5DPHfD51yuNDp1zedzYpve2SpQY+XnHO5L5zKled4jllH81+QyizhhD6v+dOx1MuVFkZKbTSkfW0ntTn9CpuSFhtIMLOkTC9URXXgjR6AqRzQWfAV2fAU6tTEtA5S0ygWYWjzUocV1ljv/JZDM+tQG+nwaDXYGfQYG+nxcGox9HBgMBXJDBWr//CES9FEwJleb3kiJdcsThjAbKtdrUCsTjkJ12yUaPFSadTUYaTRBk6DS46jQKzu62G9ToNXvrVBDnqCF6jI9xZR4y7nrSgNZjjvajPCaOzJJ6+OtlqmMqWrmy2decy0WNiZEM63a2JdDbE0FQbSn1tGLU1odQ9CeKWOBpbk5CBDYtk8Xwqsu6ypT3DcpGj04RAuGVjgYJw88ZC2vorqOuyPKcPDHPvxYu89PoNXn/nPpdvnqRnpIOq5lJGdgxy+soJHr5yl4vXTtM3vIHUzBhiEgJUNJGVE01qRpjqmsjNDMScE4JkxALivTtaFYjfuXtAgfjJaGIpI5aOCYkmZLx5b28GshRebtbt78lSBbfT42Uc6stTblh6i2XMWTolpF9YJJvWRNI1IdvYjvSmq6EPWSovxbpvHh1WIP7kwSEent7BW3cW+d2Xr/Bvf/+RcsQC4j//+ou/DRCbK6IViNMKfBWEYzPXEZflTnKuF+lmf7JLgylqjV1WcVscJe2xlLcnUNERR3V7ErXtSVQ3xqtbXY0NaZQWhVOQHaQk8+lFiQEURPuRE+6FKdgTU7A3eUG+5Af6YQ7wo8DXG7OfN8UB3pQGrac4yI2iAGfy/O3I89ZjjrHh1Ew1Hz6c5kcPtvP284M8vNHKjfNl3LpcwpmTaZw4Gq/2QuzbH8zCPl/mdnsyPe/G1KwLW2ecmdjpytiUO6M7vBjd5svotkBGtgQxNBakINw3HMKmwWC6h8IViJdccO+w7AFIUQCW15aPExmaSEPt/d2ZyXaldLbvTGfrjsTlNZgy+tw/FMbYRKxywdPTaUzPpjE1najWZgqEd87Gql3G83PxLOxKYnFfJkcO53P6RBkXztWo9ZenL3ew/3AFUuzr7YqkpyGc0bpophuSOFCfybWWIl5srOCtqnLeLSjlw4xivkws5WfRZfw0rIwvQov5MqiYrwOK+Jl/MT/zKuXnHsX8zL2In7lYgPy1i2TGhXziWsCHrnm875HLu+tz+OE6E6+4Z/DQPZM7rqlcWhPLIUMoMzZ+jDy9no0r1lFhZYvZypbM760m+SkNsdZaYjR6IvQGIvT2BDo4qgKbt96Al06vwOtuq8XlMXwFbs4qr12Fo4BYswp77UrsNNbobZ5Fq1+lpNfZfAfGa40WGP+vQCx5scqNDQYVO0j04GQwsEavVxGFAFkcssBYJI5YogqDZrWSgFgiC/kB4KDX4GjQqpzZ1V6Pu52B9fZ2eBr1+K0x4GfU4mO0wddxFeGutqQEOGFO8KUmK5yuslh6qhIZbMpgrD2HkU4TA60ZbGiMp7UmisbqCOqqwhWIa2vCqamPpL4xnoaWRHV9QyCslr+3pdLWnkZLRxqtHZm0bMiiZUOOgnBbt5mGzjxau4voHKyisbtYPWcOjvDia9eVI3717XvKEW8e7VSOeEN/O7OLOzl8Yp+arKtuKLYshk8IILcgkdyCeAViyYcFxIWm4P8UxFKsWwLxXxbrBMRbG8PVnon9A9nI7TpxxOpCx2gJBzbnqGKdxBVqFWZXmuoX3t+dxpIOb0xmf0cC+7uS1BWPIwN53F/sVl0T4oj/jwBxRVMauWXhZJqDiM/xJibLgziTF8kFAWSWBmOqCCOrLpzcpmjM7QmUdqVQvimVyq5UyjoTKWtLoLw9kbKmBMob4imvjaeoRBaGBJCYsJ7EGHeyo7zJifQmN8qHnHAfskN8yQ8LpDgihMLgAPICvCkJ9scc6EWBnwtFoesoD1tPXqA9aetW0lsbxK1jG3j/hR28dKObl2518uhuKzculnBOrmocT+bI0Ti1F2L3YiDze7yYnndn26wLE9NObJ1dx5ZpgfB6Rrb6MDzhx9BYAH0jwfQOBbN5MIjNg8H0DobTOxhF35ClLe3b1rQE1aa21K4mS1rECYsLlqXsajn7zhS2TyWzfSrJsg5zPJKhkRCGR8PZuj0eccFT0ynsnElmdiaB2ZlY5mZj2DUfx+6FBPYsJLBvTxIH9mVw9FAO546XcPFcFdfP13P5+gYW9pjp645gY50PmysD2FYVzf6GNC635PN8cxGvVZfwTmkxH+WX8mV6Gd8klfJ3MSX8IqKMr0PMfBNk5qd+Rfzcr5i/Cyjhl74l/J1XiYLxTz1L+MK9kI/W5vHBulze98rjHZ88tV3tdc9c7vlmcmVdEkfsQpl+xptBKxfarIxUWmkosLIh02oVqU/ZEG9tQ+RKDSEarcp6vQy2CHzd9HrVteCi07JWYymQSZHM8bEcNKsw2qxUMqwW+D6HzuY5tKseS7sarXY1trYadDqtgqa4WQGpyMVo/I7WGe14Ui62epb1GMpP5sgC4P9MAmGRwaBTubJAW7lro0Fl0pJNuxvt8F5rj4+TAW8nW3wdNQQ4aYhwNZDgu4bUIFfyot2oSPOnozSWgcZMhtqzGWjJpKspmfa6eBoqo1RffnN9DM318TQ2xNFQH0utUpxqGZW20ZbGpMfnmFKXQdzalUvH5mKaNuQhbrizr4ymnhKVDw9Nd3L0yi4F4iVHvBRNlNYVsnGwk517dqgRZ+kjlvY1ueJsyk8g0xSjeohNebEqH14CsbSv1VfEcGi2i7eeP8CPXjjChy8dViBe6pq4sqeBhb401TEh0YTsI17sT0cW/ogzXpCzSH05CFD3dKWxqyOZvRtlck5GmAtUp4Rc4zg+ZOLoQBYnejMs1zr6s1RGfGqsWDni//HWaf7xg+t8cHcfL5zcpromJJoQR/wfv/2M/+sfv1p2xP/yj79SPcR/+t1v+P0f/oE//OF3qo/4D3/6I0/2Ef/5T39G9K///K//v/QH/7V9xVYC4qKaWPLKI0g1B5KY56sgnF4cQnZ5KDmV4WTWRmBqiCa/JZaijkSKO5MUlM3NsRQ0xFLcmkhxYyJlDYmU16dQWplIQUEUJlMopqwQSjMjKZcJndQICmJCyAzxJjPIh5wgP/KC/DD5e5If5EWO/zqy/ZzJDVpLbpAjeSEOFEe5MjucxcPLA7z30g4e3RQQt/PwTgPXLhVw6byJ4ycTVV+wLOlZAvHsgoeKI8QNb5/3VpHE2KTHYxD7KyfcNxJKryzsGQqhbyiCvqHox3oM4oHEx8Ma8csgluUsI1uSVSYsEJ6ayWR6LoPJ6VRVeJvcmcy2HbGMjoczPBrKyFiY+lhiCIGwxBBzs3EKwnPzMSzMx7JnIZ69uwXEiRxeTOPEYZM6Vnr5XDk3L9Rx+Uobe+dyGewMYnO1F2OVAeyqiuZ4XTq3G/N5uaGItyvN/LjYzGemIr5KL+anCSX8Iq6EX0SV8MvICn4ZVsovg0v4RWApvw4o41d+pfzC2+KOv/Yq5jOfYj7yN/Pj4CLeDy3irSAzL3mZuOeeziGXKHbpgxhb4c4GK0dqrbSYrVaTbWVNqtVKEp+2IcZaQ7iNhiCNrcp7vQwG1tnpcbU3WLoVxIXqpTCmxV67ShXI7LSrHjvQlehX26AXCD9+6mxWoVktQF6lIPwkiPV6cakWOAqInf8CxFK4exLEUnwTPQljccbKHdsZvgPhpXhi6Snfr4BYJCCWnFmikSU3LjD2cDTi6WjA01GHl6MWX0ctQc4GItc7Eu/lQmqAI7lR7lSkBdJSGKdqJ12ViXRUJ9JWHUdjVQzNNXG01sXTXJ+gBqYa6+Jpqk9YHqRqaU584i6eOOMMBePmThNtXQUqJ65rz1EwlliiYVMR47u6OXN7vyrUiSt+6fVbnLtyhI2DrVQ0FiOOWHLiDT0tlFTmk5IZo6IJaV9Lz4pSfcQ5+XGqYyIvK0g5YgFxQ2Xsd0C81DXxJIh39aapWMJSrAtib2+qOpO0ry8DGcg4KkMbA3nqkKhcdRYg/yWITwzncGwwm7NDlr3E58byuba9GtlT8dqJEf7xR5f406d3FYgfnNquoom/WRALQEX5NbFkVoSSVhpEenkwWZVhmKojyK2NIqsukpzGGG2McCYAACAASURBVPJa4iloS6SwLZH8lnj1Xk5tJIVNcZjr49VYpYC4ojaFiopkperqDLoaCthQn09zuYnyrARyooNIC/Qizd+b7AAfsoO8yA30JDvADVOgK1kBjqT66CiJdaOvOonLx1p54/kJ3n5xCw9vdvHwdjP3rldw+UIOly9kcPxkHEeORauNabK4R2C8a68/Oxe8mZz3ZHIhgG2zfoxP+jKy1Z/h8UCGxkJVbCCjyrJDWDaiiaTI1j8QS/9AnGpDk1Y0y8fyXqwqvMm2NNmQtnM2i9k5EzOzGeycSVWRw/RUIju2xbBlLJyx0SAmtoQyNRnD9E6BbyISQczPxbIE4d27otmzEMPi7lgO7ktQR0vPHsvh0qkirp0r49b5Gq6da2TvjjSGmrwZqHBnZ2UgR2piudyQzoOGfN6oLeC9skI+NhfyuamQr9PM/DSpiJ8nFCkY/ya2gl+Hl/KrkGJ+5V/MLwJFpcoZ/9S3lM/9ivkksJgPQ4p5L6KMN8KKuO+bwwWnBI5qw+izdqfzKSeqrLTkW1mTbrWCRKsVxHz/OSJWWBNuvZrg1bb4avUqenAXl6rco14VyhQ0dXpVHNNptCqT1a7WWLJZjRbN6lVobVZbnqs1qngmn9dIEU2jxUarQWOrVbK1tUWn06HX6xEgS6SwVIyTYp1FFscqQBapTgidJZ5w1utVNLEUTwhcpWC3JCnaLUmyY4kp5N9R/5bA306Pvb0BRwd7JZVRO9gpZ+xhtMfLwYCPg44AyY3X2hHqYiR6nYEEL0cyQt0oiPOlPC2YhvxoWsri6axJor0mkY7aJDrrEmmrT6a1LoGWuiRa65PVYdKWhgRaGxNpFUfclKyA3NyahqipNYOG1mwqG9OoaExXXROVbTm09JYhscT1F0+q1rWHr17j4as3OHv5sMqIK5tKaOisVZ0TWXkpJGfEEp8SrhbDS/uaOGLpmJCcWCbrBMRLGXFjVRyH5zby9v2DfPDgKE/2Eb9+dRuXFuqY70lBIDzWEKqWws9vTODAoAmJJ9Tx0NECDvfnIhCea0tUQJbxZbVdbWTJFecqV3xm0KTWYQqIb0zWcnW6TvURC4glmhBHLBnx23f3L2fE//6bn/Af//DlcrHuv70jLmqwgLiwLg6B6hJ8xemam+Ipak5Q0BX4mjuSKepMoagjWcE4tylWOeUlEBc1JFPRkKoay6vqMmhqyqGzs4TtY+1sH+5kcGMdbVUFlGclkhnmT4qfFxniiEP9yA6V1+vIDncjPcCR2PXWVKR7sX9rE49uDvPmC1t45V4/L9xs4/7Nem5eMXP+TBqXzqdzStrVTsZw+HiEZWz5UKjapDa/GMisAHlPEDvmA9iy04+RrQHqoKfck5P8VroaBodilyVrCUUC4mUYPwa0gHpsNEGtrJyZyWJuPof5XdnMzmcwN5PG7HQyMzstIB4fDWN8LJhtW8MVhCWK2DWfiBwblQOk3wI4msXd0RzaE8ux/YmcPpKpLklfPVNsycAvVnL1WAV7R+IYqVnHllI39tWEcqExgXuNmbxen8c7VXl8WFrAJ+Y8Pjfl83VmAT9NFRgXKCD/OqqUX4YV83dBBfzcv4CfBRaoqOKboBK+CCrl07AS5YLfDDbzICCPK97pHDZGM/l9DwatnCi3MlBopSXD6jkSrFYQKfq+NSHPWBO4SoOvRjoJdKzX6dUwxZLTFGDZ2dkpcApAtVotGo0A9rtavXo1S5LPyZ8TydeIBMTqa22/fU9gLDGFSGAqkmLcUnQggBS3Kloa8JCMWLQE4SVX/ZcQFgBLJ4VIfkgs/Tt/CWOj0U7B2Mler4AvLXaeDkaVG3sbbRWQ/R30hK21JdLVQMx6B5L812KK9KAiPYTmkkTL8dGaVLrqUuhqSLUcIq19Es4C5vjHSlCOuUWtHEimsSkZqcnU1qdRWZdCWV0K5TLU0ZbDxtE6DpzdyQtvXeblN289zolvc+HaMSQjFhDXtFYqyTCHBcbRCsTiiHPyE1QP8dKI81LXhBTrBMRH5jcpEP/44TE14vz5a0fVQMdrV7ZyYb6G2U1JyyCWM0lTbZZ9xAJjOR56ekuRiicEwiKJKwTES3fpJJo4OZKLuGIZ6Dg7lIuA+OZUHTfmGnnrzBb+6YPLarJOQCx9xO88f5Dff2Up1v3b33/6twXiwroY5WgFvAWN0RS1xFHWkaQy4IrudERlG9Mp35ShXsvH5ZvSKNmQrOKJwtYEStqSKGtJpbw1g9rWLGpasqhvzmHDhmL6+2tYmB9hbmaQsZF2uturaKrMJy85kqQgH9LCAkgP9SEj2EPlaZlhLiQHGglx/QEVWT5cPDTIG/fHee3eEA9vbuKFmy3cv1PPjauFXDyXxqWLKZy/lMyZc4kcPx3LkRMC5Gg1tLH/UCT79oczvTdYgXh8hz/DE5ZYYmA4DLmo3N8nhzxj1bJuWdj9rRIYknWFA/Hq0Kcc+5QjoNvGE1T3w665TPYsmNizkM3CfCa7ptPZNZvCrDjiiWi2jIQxMRbC5LYoZqZjlBMWCC/sjldRhLjgvXuiObA3ioP7ojl6II6TR5K5cCKbK6cLuHWmlNtny7hzrpyLu3PZ2xvGRKUL0+XunGiI4FZzCi81ZPBmnYkfVeXwUUkun5lz+SIvj6+z8vk63aKvUgv5RbSZn0eY+Toil6/C8vkyrIAvw8z8JLyYjyJLVK/xq+EF3PTP4IRbHHP2oQw+5UGLlY4KK2uSvmdNvJU1kd9/jrCnniP42ZUWANvo1LiwArCtpQfXyWCPo8EOo8FOQdhgZ0Sjs7XI1uJuBaxPutwlMD8JYAtoLc5Xq9Wh0+iQp16jR6+1/Y6Wim0Oet1jGOuXuymkkLcUUzgbDWqwY42d5MtaVYSTQpzOYKMkRUGNbiVazUoVi0g0strmOWy1K9HZWoCs3LH9t85Y3LhI4pF1TkYVU4gz9rDXKXnZWToqpKsixElPpJudgnF+rA91OVF0lqewsSqd7po0BWV1FbomlY6q5GW11cYhaq+Jp6VWdr3E01ybSGNdIvV1KQrE1QLgxwMd0r62dXYTZ24u8ui9GwrE0kf82g+f5/zVo2waaqOmtVxFE33jPUzv2sbG3ja1a0Lu1smI81KxTsacxRH/VyD+/I1TfPH6MQXiVy5t4dxsFdNdCRY33BDKSLUfcqFDXPHhEZM6k3RmoliBWAAsrnj3hlRVnLOsujQpAAuERedH8rgwWsCFLYXcnm7gzu5W3ru4gz99fH05mpBdE+/dP8wfvn5tuX1NHPFSH/F/e0ecXxOlcl5xtcWt8ZR3JlPbk0lDn4m6gRxq+01Ubc6mutdEdW+WUmVPxjKMl6BdsyGDxq4cmrvyLe00nfn09JQxOtrE7K4RdmzvYdPGWlrqi2ipMWPOiich1JfkMH/iA9yJD3Qlxm8NScFriPE34LPGisL09Vw8OsxbDyZ45c4AD25sULHEg3t13L1VyvUrJq5dzeDytXQuXE7h9PlETpxJ4NipOI4cj1+G8dTuQBVNSLfE4LgvAyNBCIjlmvJAfyRDA3FPADiekaEEJbmmoDQaw5aRWLaOxTO5PZHZnWkszGcpCO/bZWL3bKbSwlwac9NJCsTjw6FsHQ9lelKKcnGWopxcft6byL49cezbG7MM4WMH4xWEzx9P58oZEzfOFnDrXJGS9Emf3ZHE3q4Apqtc2Fftw+XmGO63pvBaQwbv1GTxUUUWnxXn8EVhNl/k5fClKZcvs/P5IjOPLzLz+SYxn6/jC/kyNp/PY/L4LDqfD6PzeC8sl7fCCngYkcMV/zQOOEcyYePDhh+4UqNc8CqyrZ4h9PvPEPx9a/yftsbv2ZX42KzGS2MZEV6rsVW/+rvo7BEIrzE4YDQYsTc4IhDWGxzQ6nXfgbHEDOJ0BdBLwH3yKbGDnUQZj592Gj3flS12miek1ai2Mym4idtdcqgCYRn4kAzX3fHbwQ/5vMBYICyS9jiRArLtqmUQC4RVwVCzUsFYcmrlju1s0T+GsUQV4ozXyN+/xjJgIgU86apwN1pgHGDUsKQgR62CcUqAy3JM0WyOo700iY1VKfTUpltUnaY+3liRrCAsIO6oTVBqq09UsUVzQzItjek0N2XR3GqiqT2X5q4C+rc0sXh8m4olBMQyVff6O/cUiE9dOEBnXxNNXbVsnR1n79EFnn/xprrQYS7LRq44J6aGYsqLJ68wAcmI/3fRxJdvneHLN46rPuKXL45zZrqCnRviGa0PUTAWRzzRYAHx8S0FXN5ZpWAsOfGBzdnKDUtGLI5Y+oalQCfZsBTr5CmO+FR/NicGs7mytZJrM/W8fXZCOeLffXiTH99b5NG5nfzowVH++M3rCsRLS3/+ZkCcUxuOKK9est4Y5YYrutOo2pxBZY844jSqN6VT051BTU861fK5TalUdCWrronS9kQF7+rOdAVi6WeUCm5LZz6bN5czNtbIlh3ddG2upaA4Vc2wl5dlkZsZS3SwF/EhPoT7uRAT4EKErwNxgUYiA3R4rbEiO8WVkwd6eevBOI/u9PLCrXbu327i/p0anr9Typ3bedy4nsnVG+lcuprG2fNJnDqTqEB8+FgcMsYs29V27PJnYtqH0QlvBke8GRgKYnDQAmK5HyfXEgTGIwNxjA0lMD6cyJaRJCZGk9kqo8njsUrbJ+KZ3p6k3O+euSz2zmcr7dmVweJcBvtm09gtk3LjUWwdCmVyLJL5HQkqExY3LMW4xb1JLO6NZ98+yYSjObQ/mpNHEjlzPIXLp7O5eS6P2+dl6XYxN08VcuNkASeHw9nT7snuaneONwRyqzWOF5vTeL0mnfcqMvi4/FsQf5kvrjiHz3Nz+Sw7X+mL1Fw+S87j06RcPozL4b1YE6+FpnHfP4nr3okccQ5hRu9H3woXGqwMFD1eM5luZU2ylTVBz67G79nVeD+7ivXWq1hnY4OLdD+oqTTt4x7dxxC2W4PR4Ii9YQ0GO4HxGvR6OyWdzsCSDFqDes9eb6/ALfBWANfbI+856Oyx09lh1Nrh8FhGjYHvSodRo8NulQ32NqtVIVD6fmWUWVyw6mqQQtpaRzycHJVjlfek0LbkiqUtbQnIqldZuwqDRoqH1grCulXPKncsLnmpYKg1aNE9hrECstGgYCy9zfJ3r7XX4SLfg51etbj52tviZ9Qp+TtoVc9x1Dp7Ev0cSQ9xpTw1iDpTBB0lSWyuyaK/Pov+ukx6azPorUlnQ12CUlddEl0NyXQ2pdDZnE5Hawadbdl0duSzYaOZDT0l9AxXq7Hm8zcWefD6RR69fVU5YgGx9BGfvniQDf3NNG+sY2JmjF0HZzl3+QR9wxtJN8UrEIsjFhBLx4S0sEn72n9VrPv6h+f46s0TCsSPLoxxeqqcyY5YRuqCFYwFwtuawtjdk8zZyVKuz9Wpu3Wnxs2I9kpLW/fjFZdq53CmgrEAWak7VW1fW+xKVIvjz06U8fLRQTXi/PfvXlYgfvn8NB88PMaffvqGAvG//OojNVm3tGviv70jNtWEkVERRGZlsAKywNjcHk9xZ6J65rfEULEhxaKuZAXg8g1JlHYkUCJ/ri2OoqZYSpsTqelIU9cB6ttNNLaZ2LSphOHhOnqHW6huzCc63p+IaG9ychPITIkgNMCdqCBPC4iD1xHp50hMsAMxIXZ4uX6PrGRnjuzr5s0XRnnp9maev9HKnet13LpWwt3bxdy9k69AfO1mhgXEFxI5eTqBoydj1VKf/Ydi2LsYyfZ5P8anvBjZ4sXAsCf9g4EKxEODkeqA59KlhCUQL0F423gqSlviEAhPbU1gZkcyCzMZ30J4LktBWEAsWgLxxGCIAvGuycTlFjWB8P59ySwuxikJhA8fiOH0MYkk0rl6Nodb5/O5c6FIwVggfO14Hkd7g9jX6sFinTtnmkO515bAo+ZU3qxJ4f2KdAXiz4uzlCP+ssDiigXEP8nJ4Sc5+XySks3HyVl8kJTNuzGZvBKZzD2/WM67hnDEPogxKyObrPRUWT1HrtUzqhiXYvUciVYrSfjeSkJ19viv1uNhbYOr9UqcVkqvr41q7RIX6mRvxMnOEaOdA0YBsZ3TYxALjNdgMNgvw1igLIB9EsAO9o6I1NcbjDjqjQrEAmMBsZPmf5bjagOOq3VK9itXYVxlg4P8cNDpcDFYQOxulNFoI94ua/F2dsJ9raNyyJIfiyuWeEIkQyICY6NOnLXNMohVG91jEEtMIcVDgfFfgthgtBTw7I2WyMPBToOzXoP0G0uvsb+DHQGO9gQ4GpQkpgiV3NhdT4yHgbzo9ZSlBNBcEEtPdSZDjSaGm3LUc7Ahm40NSUqbGlLoaUpjU1sG3e3ZbOw0sWlDPps2FtG7uYzNg1WMbm1m79EJbj44oSD88I1LPHjlquqcePO9ByqakIGOxg019IxsRKKJ/pFNaulPeIy/Wgwv7WsSTSwV62S8+b9qX/vmnfN8/dZJBeKXzo9yarLsOyDe3ixDHRHs60vj4kyluqW45IrlorNAeLEnTQ1vyCDH4b4MjvTLEnjL66WBjidB/MqxIX7zzjl++/7VZRD/+MXj/PPP3vzbBLFEElJ0k66I7IZoMusiyaiNJrshlvxWKc6lWwp0UqTrTKF4QyqlnRkUtaVibkwktzaGvOpoSmX2vcOk1NCRgzSY9wxX0T9ex/B4Mxu6yzCXJRCd4EFgiBNBoWsJDnMlKNSF0BAX/HwM+PnoiAgyEOD1DF6uVpTmenF8sYv7D7u490Int59v4ubz9dy6U8X1W8VcuZbHxcuZnLtgyYhVLHEykYMn4lk8ksDuA9Hs2hfN2GQw/eM+9A560Tfkx8BIAP3DQfQNBNHfH8pAbxDD/RGMD0WzZTiGrcMJSjtGEpkaS2bnWCzT43HMTiSwsCOFfdNpHJjL5OCudA7Mpyntn0tl/1wye6fjmd0ayo4RfyZHA5jbFsaemVD2zYWzf3cEh/ZFc3gxhqU44vSxVCSSuHEhn7uXSrh5rpDbZ4q4d76UW8fNnNuTxlyTO3savDjRGMDNllhebkmxQLg4hQ8LUvi62MSXhZl8nisy8UVBPp/nmfkoO48PMnJ5PyGNdxJTeS0uhecj4jkXEMaCqxdDWkdan9WTa/V90q2eIel7K4j5wbNErrAm5NnHWfBz1jjoZUfDt5NpksVK25jATKAmMBOHuTRivMbOkhMLUEX2eokrHJcl70mE4WzvhJujC+scXXA1rsVN3rO1w1ljWJaL1g6jTv/4e/h2EEP1ED8eR5ZeX9kXIeAUSU+yuHVnvVZB2XvNWkQ+Ts7qKe5YIC2dHfJnlhYBLS0DMuptsNetWpZ2lQ26VauXJR0elq4OS9HR1laPSNy+/KCRHzKWHzSW/2Znu5W42Nuwzn417kYt3o56/NbaE+xqJNTVgVhvF9KDvChJCKYtL5m+GhNj9QWM1ucxVGNSGq7NYaAhm8FGE70tWfS1m+jryqN/UwFjo7X0dJfQvbmUubleLl1b5OGjK7z82g1efu0WL/7wHvdeu8FLb93nws3TCsANrVVsHtzE8Egfkzu2YC7MwZQZT3mJiQJTPPmmOMpL08jLiSE/I4BCaV/L8keWwktR8eyBId5+eJj3XzjC1++e56u3z/Lhw308f2qIQ1uL2daZwHhjBFuaItlSH6qm6+a6ElXnhFxwlnhBDogeHy5k/+Z0DvZlqhhCMuGTozmcGDFxbCiLo4Oy8CeD0wMmVayTU0riiGX7muya+O27l3nnxi4VTXz86CT/8vO3VB+xFOtkMbycSvrD73/OH/7pF/zu97/id//0G5b2EUsP8R//+U/88V/+uKw//flPy/3Df/7zvyH6a3uB/7/8OSvpjHgSxBm1EaRVW5RZtwTkBPJbE1T7mrSw5TclktcYT0FDPPn1cUjnRVVHJs2bCmjamK+iCQHxhr5SNg6UMzTWRE9/NQ2teeQVxRCb4K1g7B/kRECwMyHBzvj6WkAcFqjHz+NpPF2sKC3w4dTBbgXhO8+3c/NOEzekUHergqs3irl8NZcLlzI4cy5lOZKQbHjxaJxabykQnl2IYnQyiL5RPzYPeNI76EvfUCC9gwH09gfS1x/MwObQ/xTEk6NJCsQC4Zkt8cxtTVQgXpxJ4+B81l8N4r3zISwuhCsIH9kfqyB84nAiAuFzJzO4dCqLW5fM3LtcqpzwnbPF3D1XwrXDuZyYTWBXiwd7G7051RzCzY54Xm2TIl0m75al8uPCVD7MS+GjrBR+nJHE+5kp/Cgzi3fTs3grOYNXY5N5FBXLC6HRXAsM4aSnL7sc3Ri2NtBstZJiq6fJsnqKZKunif3+txAOesYa/+csEhBaYKj7Ts+tAFhgLL+OqzxWfv1f64SroyPORkfWGi2wFSg56gRKFqcrIF5rcGSd41o8nd3xdHbDa40L641OuBscVZfDOp1RPd31DqrfVwYwZG+EktHSAywjx45qDFmDGgpZZY1xlbVy6wrCj/uYPR0c8XJ0WpbKjI32qsdZYCwgXpLqddbb8CSMn4SwvBYI/z8FscDYzc4Gd6NG9Rv7rrUjyMVetbdFeTiR5LuO3AhfKlMjaCtIoq88k5G6XMYa8hmszkZALE5ZQDzYnP0EiIsYHqpSjlh++9y/f4zrt47x0ivXeOX12wrEj969r0D84PW7nLp8lK6BDtp6mllYnOPsuROcv3CKrg2t1NSa2dBeS3VVjgKxQDgzPew7IC4yBbKxMY1zB4f54YtHVC7714BYpusmW6PVZJ1M1V2arFYgluEM5Yb7LHHEfwZiWfqjLjqP5XN6sJBzW8vV9jUBsUQT/8eAWIY1ROKIBcSpVeEkV4QuS1xyVn2Uknw+syqKrJpo5YYFxtIxUbcxh/beYto2F9HSXajUuqlQFe+6+6sRbeyrVDBON4XhF+yIu7cBvwBH/HyNeHnZ4u2pIdBnNZ6u38PD2Ypysx+nj/Vy734Xt+92cON2M1dv1HLlajkXL5k5f97EmXNpaqDj6OPinGTCu/dHMbc7kqnZMLZPhapR5r4hb3r6Pdg84MPmAX+6+3zo6fWntzeQwd6wZRBPjMQi2jYax+RoPFNjCcxOxCrNb4tnz1Qy4n4PLWQoiSsWJyxanI1nz84YZrYFs33Eh6nxAOYnwziwK5TDeyI5sj+G44ekMCcQTub8qQwunslSbvjOlWK1ylNiCQGx5MPihhcnQplp9GBXnTdHGoK41hbPi20ZvF6XwVulKbxbkMab2fG8mR7L6ymxvJ6cwCvJiTxMiOdORBTXA8O5EBjECW9fdjuvY4vWjo1Pr6LG6ilyraxItrIiyeppop9aQeiKFQQ9+wz+K5/Fa5U1njbWeK5a+YQjtVPOVByxpUNBXLBBZa/rnR3xXueCz7p1eLm64rHWFfc1zkoCZRd7JwVnF3sHXI1rFHgD3N0J9fQlxNOLYHcPAlzX4efkgu8aJ/yNa9UzwMEZL0dHvNc44rt2LX7Ozvg4OeJhNOJm0KnR6KXxaIeVzyFy0qzCVa9VGa0UzTzs7C0yGi3tZQ5G9fXiiiVLFhhLnPHdNZnfwtgyZCIDJxb99SC25N5rDdaIXOw0rLPXLrviAHHFa40KxjHrnUj1d1NrAMoSg2jKiaO/IostjWbliAXKI00FDDcXMNicQ29rLr2dBfRvKqKvt5ShwWp27uzixNkZ7rxwhkev3+Dl12/z6LVbPHz7rgLx/dfvcOziITp6W+nsa+PIyYPcff4GJ08fUSCubyihZ2MTjQ1mdasuKyOcjLRQCjID1GUOgXBxTpBa6nX+0AjvPjqGxAF/DYjFFU/URzDVGs/BXpNyteKMBcRSsJNJu297iPM4NZqnXPHxYUuxbql9TUAsXyfFul+8fkKB+N2bC0hG/MnLp77jiGWyTjLivwlHLG1rMjmXXR+lQGyBcbSCcUplmIJxSmUIadVhpNeEq2daeRgiU3U0eXWxFLekULMhm+beomUYt/aYFYQlpmjpNCt1bCqlubOQnMIYBWI3Tx1e/kbc1mtZt24V69evxMvTGjdnK9a7WFFREsj5U4Pcf9DHnXsbuX6zhUtXa7lwsZQzZ/M5cSKNo0eTOXgwlsXFKHbvDWN+IdSyWW06hC3bAhndIu1qAcoJd/d50tPvqyC8qceX7m4/BeKhvnBGBiJVLCEAFm0fs0B453giAmDRwo5E9u5MUVHE4d2ZiATIB+ZTFIj3zcSxeypagXjHqC87twSwMBXBod0RHN0XzbGD0qJmgfC5k+kKwlfO53D3agn3rpVy92oZdy+Uqm6Jy4dzOTgVw/RmL9W2tq3MhYUKb043RHOnOZWHdWk8Kkvl1fwUHpkSeDE9lgepsdxPieNuUhxX46I5GxLKcZ9A9vh4M+nqxqBOR+tT1pRbfV9BOMnKiigrKyIEwk+vIODZZxSA19s8i9vqlbg+liWWkFWSxseybDqTLgHJXQXCXm7O+HmsI8BrPf6e7ghkvd3c8HNxx8/VbVn+busIcl9HhLcXCYFBpIaFkxwSSmJQEIn+/sT5eBPn5UWsh6eSvI72dCfW24MEP2+lWB9PItxdCVrrqPYUywIe2di21vpZJeeVz+GiXYWbXsM6gwZ3vUFpvcFO7S4WiKt+XwGydDvYG5S+3VmssUwBPnbGT+6fkAEPGTJ50hFbep6/jSeWMvClHHyN7jmc9KuUlmDs4WirIgp/JzsC1+iJcHUg3sOZFD9XTMHrKU0IpCMvkYHKHAViccZjLWZGW80WEDeb6GnPo29jMYOby5mYaGHfwXEuXT/EC48uqym6B2/e4oU3bioI3331Og/evMeJy0fo6G+jqauerdMTyhU3d9STV5BFXn4KlVX5lBSnqevNOdmR5JqiVSwhE3UC4ZLcYHpaMrl4ZIz3XznBRy+f/N+CeKJBxpwtB0Tlfp1M1ll2TRSpCTsBswx3nBjOV8vgz4wXIDo9nsepsdzlPmJZDC8gvrC9knfOb+OXb57iN+9d4b1bu9WpsI9fbIv1FAAAIABJREFUOcWf/+7t5WjibwrEkg2nV8s+iUgVUcjEXG5zIjlN8ctagvBfgji9MpysSpm+i1EZcc2GHOo35SMQXnLHElfUtedR1ZxNdYtJPU1FsQRHu+EV4IB/iLMC8fr1Nnh42CgQr3f7Hr4e31OLUC6cG+GFBwPcudvD1evtnLtQy+lTRRw9YuLg/mTVfbBndzgLu8KZmQ1hamcI2yZDGN8ayPBYAP1D3ioTlkiip19csS/dm73p2uTFpo2+9G8OVG54bCj6OwAWJywQnplIZmEyXmnPzkQWZ1M4tJDGkT0ZSod3p3NwVxL75xJYlL0R05HMbAtgctxHPffMRHB4bxjH9kdy8lAsZ44mcPZEslrZKRC+djGPuzfKeP56mQLxnQslXD1eyMmFVOZGAhntdGWodA1DRWvYXryeg9VhXG5M5U5dJs9XpPOgOJ37BSncMSVxIyOOK6kxnE+K41hUJItBQcx5edHv7ESX0Ujtc9aYv/c0mcoJP0XM958mYsUz+D+9Ap8Vz7De+hkFYFlBuVZjg5PWIkedRAGWWED2OkjngeqZdREX7KwUuN6VEK/1RPh5WeTtRbivFxHevsT4+RLr70dcgD/xgQGkBgeRHRlBYUIspalJVKSnUJaaRGliLObYSMzR4RRGhSnJa3NMBCVxUZQlxCgVxUaSGx5MeqAvyb6eBK6xUx0Jnjob3DXWuK1+FjettZKr5lk89AYlueIh7tjT3oi3gyM+jo74ODkpOP/f3L33Vx32mefvzczINqqmCpBAQqCC6P3SuXC59N57770IJHoRQg2hggAJVAAhqpDk3u3YjmMnmbaZ2ZmdkmSSTOLJ7Mzs7h/w+p7nc3WxnGSze873fL/neH94nwvYkc+xT1569P68n/cj5fIqaWFcyX6uQF7WnEUCZJEsfKilj317tpdTvpmBNnjFAmSR1SsmWL2yy/DvU9rbZFq33KcWP45bmSNLH54HLAg4bE3wUVsiTtgT53WU7FAvSmOC1WTcVZDA6fJUuitSaS9NoKk4jsbKRAXi0x35jI01MnvnLKuPZnn09pIC8Nb7BghvvLfK6tvLPPpgk+mF61S2lJNTmkllQwVl1cVo9WFE6yOIiQ1BFx24fTQ0NsafGL3vN0CcHu9BU3k0C1On+eztWQR+/7uJuK/YXx0NNR4RlTNJNzuSud6SoC46SwWmlP9I/eVMZ5LqmpDLHMaFDqnBFI9Y+ojFIxZvWXLEcqFDHus+Xb/I2/fP8oO3bn97QSyWhLFLQpYzUtWDXBTpdToy6vVkNcYqfzhGgJ3njUzHEZmeSmFpHoSmuqHL8lYwTiuJILsymqKGRGrbM2k4lUN9ZzYltcnklceSWRRFal440cn++Icdx8PPAU9/RzUVHz1hjtOJVzh2YjdOTn+Mi/OfIE1Ut2dbWd9oYvlhLXfuFnNzJku1k01cjlSLEeNjAZw768PZES8F4YFBD3r6PejucafjlKtKSMjjnDzSiS+sbIkmZwXipnpn2lvcEQhLTnhAljV6Qhk5Y9DZ3nDG+iIQAIsuj4ap6VfgO3VJp3TjktgUYUyeN4BYwHu235WhMycYG3Bj4pw/Ny57Mz3px+0bQdyZDuXurQgW5qMUhFeXkhSIN5cz2VjMZHk+jVuT0Vzq86enwZG2Ylu11tySeoiupMOcz/TgVmEYS9K6lh3NamYUS4nh3I0JZDrcl8lALy74ujPk4czpo4602x8iZ98+0nbvIuaPdhD+wh8R+J++g98f/fG2FXF0xw6OmJhgv9tE1VAKgPebGv5oLl6pRMRszAxVkvZW+59B2JYTR+xwc3LA+4QT/i4SRXQmxMuFMB83Irw9ifLzITrAjwSND0lBfqSGakgPDyJHG0qhPpKyxGhqUuJoykqhISOJutQ4qhKjqYqNojImcls1CdHUJuqpS4pRn/LXS6PCyIsIJCvEj0gXR0KP2eN/aL9amnCx2sMJcxOOmL2E074XVfHQMTML9Xnc3JJjlpY477fGxcYaZ9sDHH02IRthbLQqxDcWH1oeA9WDoOkrKq8sK9Bfg3j39lagbAcaNgNN1eOdLJ9ITE+a5IySZjn5NQXGsgp+xNKUY5Zm6jcTbzsrBeMQRzsiTx5WtbFpGldqEsNoydTTWZTM6dIUOkuT6ChLpLMmjVMt2YyP1DM11cvS6iTrr82z/vYiG++tsPn+GgLhrQ83WHvnIWvvrHLl7gTlTaXkVeZQ21JDWW2pgnFNYyV5RaloI/0JDHElKtIHXZQ3EeHySOeGcSIWEDdX6Fm8eYbvvXNLwe9/B2IB8GBZoDqTNFZjKIWfak9SXcRyv07K4eVUktRgXm+JVdt1hlL4r1MTUgw/3RqtYC3+8idLQyo18bPPlvls4xJvLo7xw3fm+M3ffsS//eRL5LFOJmLJEX8rrAmZiA2FPkFqdVm26HIaYslvTqC4PYXSzjTy2+LVenNEjieBqc4EJ7soAIekuBKU7EJUphf6HF8S8oMRGBfUxVPblUPrQAltg6WqH1UaoXIq40jIDSUswRtf7Qk8g47hrTmKq5cdzq77OepsytHju3B0/CNOHPsOaSnOXDhfyr37VczNlXBjKpuJK8lcuhDN+fFwzo0GcnbEj7FRP0aHfRka9GJwwIfefj/O9Pqpwp2OU160d3molIRKSnS4Km+4ruEYzQ0n6WzzVJ6wWBGDPcEM94Vyttegc/3hjA9EcHlUICzTcKiafgW+NycilaYmIrh+KYyrFwK5Mh7ApbNejA24MNJ7nPEhNybP+zM96c2t6/7cmQ7i3q3QZxCOZe1BMpsraWw8TGfjgVR6ZrMwm8y1cxEMtbnRXmFPU5EtnfkuNKU50ZLgQF+KBxM5IUznaLmVFcnt1Agm9f6cD/NiwO8kne6ONB87RLXDQUqs95NnZorOZCcRO14k+DuymrwD7+/8CR5/vAPnHS9ydMdLOLz8soqlSRewtKJJ4kBOCUnGVmSAsBUO+605duAgzvbPAHzSEY1sR/p7ovP3RK/xJiHYj+QwDRnaMHL1URTGx1CpgBtLfWYczbnJtOelcKowg96SbPrL8hipKWCkMo+Bsmx6itLpyU3hTE7ytvrz0hD15aepv9adlUhnehxNqdHUJUdSGBWgpsdEH2flswY6WuNjZ4ab9R5cLE04aW6m7tvJ1Q+5c+dsZY6LlTVutvtxO2DLSfGgrQ3nlyRupsqKzPapCJr4z/Lwpx4Gn51YkoibFBYZJ+Ndu0wQ7d79NZQFyGJhiCSXbPFM8qgo0T/5deV23mEzU5ykpc5iH66WZnjZGiZj+Y1F53qEWI+jFIT5UBUbSlt2vILxqbJkuivT6GvJZ+h0Gbem+lhausjmq7fYfOMua28tGED80QYbH66z+dEGq++tKBBfmruoQCxT8eC5AYbGB5mZn+LytQtU1RUSofUjOMxdlf5IF3F45Dc94t8GscDvfw/iIAZKgxgqD+FsdYRh+lUgjmOsPELVYAqML9dGqj5iWeqQDTv5VN3EDeFca4jgapNWgVpA/OmDYX76yT1+/vmK6pp4a+nctxvEkpgQOyK5MpSMWi3ZDTrymuIpakum7FQ6laezqOzNIqM+irAsd3ziHfGPO6YALBDWJJxQE7GAOC43kOSiMPLr4qk/ncep0UpOn6uhuiOXms481ZEqIA7Uu+EZ6oS7xhG3AEdcfQ4rz9jx+D4cHF/Czv4FDh9+AX20PWdOpzBzs5jrV/O4fDmVc+NxjI9Jt0M4YyPBnB3WMDbqrz6Hh/wYHtKo0vW+gWBO9wTQJXWU3Z6GbTrZqOtwo6nFBQFxS6MLp9q96OsKYOB0IEO9IYz1hRkkixuD4ZwfilCPcPIQJ/aDTL9Tl7WqnOfmFS1TE6HcuBzCtYtBCrpGEA/3OTE+4sLkRbEk/Jib0nB3NoTFeS0P7sWwspjIxsNUttayWH2QzvpSDqv3s7k7ncylkVBON5ykseQQjQV2tBd7UZd+ktp4R9qT3BjK8Gc8PYyLKaFcSAylP8KLU5qT1LraU+xoS85BM1KsTInda4LO5CVVTxmwQwp6XlResKskInaY4LjjRex3vKQgbLfzawgLiFWU61kHr52VNY7W1pyws1f+rvdRRwJcjhHq7Uqkn7sCb6pWQ2ZkINm6YApjIihP0lOXmURzXjrdhan0lmYyVJXD2boCLjQUc7GplMnmcq61VHK9tZyrzaVcri/kfHUu58uzGSvN3NbF8mxE58qyOFuSwXBhKv35SZzJi+d0bhytmTrqEsMpivRVl2Ci3Q8ReswK/0P78D6wG3cLM9zMzXE1M5w6cpW1Y0tLPKz342VrozK+AuPjVlY4WlqoSVUAaSyBFxAbYSy/QVk9A7H4xQLjnTtfVjLC2Ahk46OeoVVOmuVMFJClfU7+HUstqMBYTcbPSuZdLE2VXyxTsdblsIJxmo8LReEBNKZFcyo/ma7SNHprsxjtLOX8UB3L98/z6NE0T99cYOPNBVbfvM+m2BLffcTmx5sKwgLijffWmbhzWVkTjd31XJ2ZZPbeDK+/85TZOzcprcxROeLQCM/tK86yWSfxtWS50BHjqjxisSaME/H/CYj7SwIRCYxHKsPUNY4brYlMNiZwvirqdyZiebQTGU8lTdaFMimdxALk5hiVuPhseYSffXqff/pilU+3LiMg/tE789+YiI0rzt+KiVi8YbEkpMhHgbgxmvyGOKXcuhhy6vSqcS22RIM2xxNN8nF8Y5zw0TsSkHB8ezoWuyI6V6NAnF2lp7AhkfK2dCo7MmkZKKdztIbG3hJyaxKISPbjuN9B7J0tcPKwxcXLDidncw457uSI08s4HPkODg4vEBVpS2dHPJcvZjJxKZMrkxlMXk3nxrUUrl9N5PpkHNeuxHDjaozq8b1w3tD1K5WT0gHcfcafU6eMvcCeqhu4vdNTxdbaml3VNHz6lJ+C8GBPEGf7QhjrD1Ua7w9WCQl5nLtyNpDJsSCungvm+vlQpi6FMz0RzuykltmrYVy/qFG6dsGXiTEPLgzLI50zl0ZdVWLi7kywAvH8bDAPF/U8Wk/j8WY2W+vZaktwfbWA5ftZzN1MZHI8msFuf9pqTtBQ4khD4RGaC31pyfOlOcuLlhQfWmI9aNF50BLuRlOoG5W+ThS62pPqYI7Oajdh+14kcPfLBOzcgb/JS3juNMHDZBeuLxtWlI+9bILjS7twMNnFIZPdHDY1U2vKchZI4mBqYjPbp5YfnOwPqIc3STV4OTnhe8yJQJfjRPm4kRIeSJ4+nKrUWKrT4qhNj6ExO5GO/FROl2QzWJHPaE0JV5qLmWwp4VpbGTc6KpjurGK2q4a503XMn6nnzqmqbc13VjLXXs5sSwnTTQXcbMznRr1B1+vzEV2ry+NSbTbnq7I5V5nFYEkKvQUJtGXpqEsKpSjSm1Q/J6JO7Cf48D40Npb4W1rhbWmKl7kZ7hb7FJwFyC7mr+BhbYmnrTUeB23UA6CLjRXi3TpY7EM9BJoboKzSGc8udQiQZdKV3mS17LFnF3t272S3TMa7TNTX8r2UBsnnvl3y9+7a3gJUyyfPDpfKn0TkeKnc6BMQi1+scbAl/IQDOrdjpPq4kaXxoTAigMq4UBqy9JypzmKsq5zJkSbWl66wtTnN09fv8/iNRTURr72zzPqH62x8tKEm4rX3V1l+4wEyETd01VHbUc3FaxdY2XrI8voiLZ2NxCaGEx4lVzl8VPuaHA6Vu3Vyp07KfiRDLA92kmFenu3n83dvK2vix5/c40fvzPDZ4ws8mm3nyukkequCVIb4VIGnmoQn2xK41BTDYFmwsiEExJdqYxgsDFIXOsQnFo/4lrrgnKIe7eTxToB8u9PgD8+fSeZubyYPzxbx5fo4v/x8iX/4dIkPVs7x9oNx/vLDBf79Hz7lP372Q/7tp3/Kv//ix/zmJ3/JL3/x19s54n/+5c/451/9E7/61S8NGeKvfo1kh5/X13lg6ST+/6eX+IWE0kAFYfGG02oilDKrokiv0Ko0REppGOIPS3xNHvVCMwx2hEzDYk2Ep3sSle2DPt+fhOIw0ip1FNQnUNqSSkV7BlWdWTT0FHPqbK1STVc+CXkRnNQc4uAxMwXiY67WHDluir3jThyPGkAsE7GA+FRnAlPXC7l5o5Dp6XxmZvLUGaGZm2lM30hi6lrCNojlwoXUTUof8JlejQJxV5ffdi+wmo5PedHR6k57ixtdHd70nPJHIDzcF8K5gTBkE07SEReGgr+2I84FPwfhkG0I37oWzu3rEUxdDuLmhIapywFcPe/F5bNu2xC+cckPAfHCXATLC9GsLyepnozHGzlsbRXwZKuEtZUC7s5lMXk5Vk3jXa0+NFWepLboOA1FJ2go0lCf709tpi/ViZ5U6VwpCz1JieYERf4nSJfegqP7ibDdi7/5S3ju3YGbyYu4vrwD1xd3qHY06YeQKJpsxwmA7U12IVOwXDCWnl6phxTJZppMf5IkMEbSPB0d8ZUkw0lnwt1OovN1JyXEj4JYrYJwe2EapwpT6SlJY6Aii9HqPDX1GifeW13l3O6uYO50JXd6qlnsq2Wpv44HA/U87G9gqbea5R6DHpypYrm7kqVT5Sx0lHC/vZg77cXc7ShRmuso5nZbEbMtRUw153OjKY+J+mwuVGcyWp5Cb148relhVOv9yQs+Tpq3A3FODkQftlOHPkOsLQmwNsffygIfKzMDnPeb42VrhfdBa7wP2iogyybcCUszBUeZjg+ZPrsooiZZw9kkmYy316FVUZABugJeo4wglu8FxGZ75H8j69iG7LOygnbvVGei5PSS/DMlReEnD3fH7NCedCTO9RjJXi5kB3pRpAuiOiWC9sIkBhvzGDtdwb3ZUTYeXuXJ6/O8+tai8ogFxKvvPWT1/VXWP1jDCOKLty9Q3VZJcV0hPcNnuHH7OvMLt6htqkIXG6w8Yq3Od/tUkrSvCYTFI5aFDiOIH8z0/i9BPNGdSE9F4DaIhytCudaeyERzrILyxVrDzbqrTYnKmhB/WEAsd+pmTyUrCMtjnYBYpuLZDkPPxO3uRObOpLMwWsDna+f4p88X+bvvLmyD+M8/NoD433/+LQRxdmO0moQFwumVYar2UrLBEkuTeJpYDhHZHgrC8qinlOO3nSVWAC4JIbk8nMyaGPKbkyhuT6O0I4OyzkwluaHV0ldG99k6OoerKaxLxTv8GLZHTbE7bo79UTMOOe3lkNNunI6ZYH/4P3HokMGa6O/L4O6dKoPuVqhjmnfm8rk9m8nszRSmb8Rz45qOK5ciVcOZdP+KP2y0JQS+UtLefcZHSYraO9s8lE53eNPfHcDIYJDqhJD15IsjoWo7TjxhsSIkEXH9QpDS1KUQpq+EqClYADx3I5z5qQhmr4Zw61owM5OBTE34cPWCh5J8rZIS06E8XIhTa9kbq2msrmUoCD9+UsqjrVIWF3LVhD80EEpXiz8NNR7UlrlQU+JKY4kndaUhqmugPN2Pwhh3skOOk+p7hHh3O+KcbQl3sCDwwF48LU1w2buDY3sMMTQnk5eQ6VfuwcnEZb9nt1pPtjGRm3B71EqwcS1YqiulnUz1MxywwsneFpWEkOjYSeevkw5BAWRFBlOWqKMpJ4nu4nRGa/MZryvkcmMR19rK1cR7q7vWMO32NPBgoJblwToeDtSxMljP6mADG0ONbA43siWfA/VKW4MNiB4N1LDZX82j3iqlhz3liFYE0j1VPDhTyWJ3OXe7S7lzqpT5jhJut5UoME/W5DBWnkyfbKSlhtAYG0BZgA8FXm6kOh8l7og9UYdsCLfdT9B+C/ytzPCxMsXP2gL/A/vxs7PFx84GT1sr5dmetHgFR3lYe0WOh+5W9+oEyvLYJmvM8qgpVoMRyM9fFpGvRc9PyEYYq26M3Xuw3rUTm12GR1L59WUqlrNLXgctkWyxwDhc+cVHSfZzITvUh+IYDbXpUXSUJnG6LouLIw3M3xxiY2NKTcWbby2y+uYiD95aZEmsireXWX93RU3EF26dV9ZEflUu7WfaODcxxtWbE0iETaZheayLkj7iKF+idT4qNSG2hDzYJeqclT0hj3W/D8Sfbp1nc6aNy10J3wCxXG6+3pnIFblmXRmCHAud7UpDHuzkVp26VydJinaJr6UyfyaVudMpKjUhxT9qy65dzy2JtZ1J58FYEV9snOcXXzzg7z9Z/L8DxOXdqariUmwJqbNUK8/5AQrAkoaQh7iQdBdlS8ijntgYAt2ksjClxJJQ0qoiyayNJq8xUUFYACwgLulIV9/LxQB1Q6sjl7aBCuq6iohM8VcTseWBl7B12MNBh13YHzExeMR2LygQJycd4+KFUpaX61l6UMfiUhX3F8rULbfbt9KZmZJpWc/1q1FMXApjdMSP/j4vus94boNX7AmB8OkeXwVogXJXhxen2uWRzpf+M34KwueHgg0QHpOHuUAVRZMkxLWLody4FPhs6hXYhiKTsBHCd25qmbsRyvxUmIqmCXglqnbzipd6oJNpeP5WOKvLyWxtZCkIb2zk8vTVch4/KWfpYaE6Fjo0HKGa4BqrPamu9KC21IfaUn/qyzVUl2tVWXhhmi+ZkSeJ8z9CxElbghzNCThkjvfBfbhb78HZwoRjpiYceWWnuogsDWlOu/cpP1J1Qzw7SSQlOcaiHAGCJAJkc00iaUcPHcDN8RCeJxzwdT1KoNsJdN4eJGj8yNSGURyroyY9nraCVAaq8hhvLOZSSwlXW0u52VnG7e5qFnprDBNvbx0PeutYH6xlfbBefQp05ftHQwZtDdbyZLiWV4fqeW2kjjdH6nl9tN7wOVzDW4N1bAyUsdFXwXpvOeu9laz1lLF6ppzlM2Usd1fwoKucxc4yNTnfairkZl0ukxXpnCtKYDRHT3dcJK2RwVRoPMl1PU7y0UNEH7Im3NacIBsz/C32KiBrDliisbMm4OB+fA5a47HfDDdLM+SR77jpPpxM9yogHzE1+LqyUGInMTf59yq+8bOyICOAjd7w8yBW/cbPJmP5b6A6MmQJZbchty3AP2q2EykH8razwN/BmiAHibQ5EO91nPRAD/IifShPCKEhR0dbcQJddZkKxvfvnmdz8yZrr86x8uodll6/w+Krd1l+Y1HBWFkT0+MqR1xaV8SZodNMTl1m/PJZSkrzFYTlsS5GH6BSE1GRXkiETRY6RPGRx5U9YQTx99+bUw9kRmtCQLwx3cqlU/GcKddsT8Rnq8OY6krmWns8o1XSJCg54tRtEKsLzi2G6Nr8mXTu9qZzpydNZYllsUOyxAJkAbGsNz8cL+FHW5f45x88VNbEe6vneOvBODIR/+tPPuVbORGXdqWQVaMlszpCnTwSECfma4jL8Sc225eYLB9C0k4qEMvDnnjJ0jUh8E2qjCCxQjooIlXcLbspgbzWZPLbUshtSUK+z2yIU0XVyQURiORyQEtvORmlMTh7HGSv5XcUiA8cNuHAoRexP/THHDjwgvKIszLdmJluVvG1tfVGVlZrVZZ4cSGf+bk0ZqUQ57qOyYlwFWUbGvair9dNRddO93hxpteHnj5/BWD57O/1p/eML1La3n3Kk74zvqoveHwwiAujgc+siCAFYUlAXL0QyPVLIcpyEOth+kqgmn5vXw9T4L07rUWkImkzYcqCkEc5SUjcvuHL3ZlAFuZCWVxMYG09k81HOQiEnzwt47W3atWm4NRsKqd7NTS1elJZ5UZVuRfVlRpqBMClgVSrEzkRFOeGkJnoQ3zoCcI87fF1ssTdzhQXmz0ct97FUavdHLYw4bD5bnVd2NHMTBW1O+w1386/qmsTz7bD5I/Ixj8mC0Bkq8xRpsAj9vicOEKQ2zHCvV3UY5zEzvJ1EVQmx9OSk0ZXaTbDtYVMtJRz81Q1Ux2lzHSWcvd0OYs9Vaz01bLaX8d6X63S5nC1Aq98CngNn/J1NU8Gq3l1uJrXh+t4Y6SWd0bqeOtsPe+O1vPOaC3vDtfxeKCcxwMVbPWX86ivgs3eUjZ7yw3qqWS1q5SHnWU8aC9hsaWYe00FzNXmMFWZzo3SZMZzkhlK1dMuf6zXeJHvcYzUY3bEHrJCe8CcQMs9CsjBNuYEHbBCgOxna4WXtRmeVmbqYc/FzEydgBIgyy0+STpI9EwSFpKokMifAFkOnsrdvee1W7zjZ3aFEcRqMt65Cykskm1AmYolPihLNA77XuKo+W5OWu9VJ5fELw47flglKFL8XckK86BYH0B1ejgNudHU5esZbC/i5tUelhYusbxxk7XH8zx8/S4rb9xj9fVFZKFj5dUlxq+PUtFcplach88PqUe6C1fOUVdfSWxcqEpN6KP9DSDWeqqFDnmsi490/gaIxSP+4v159UD240/vq3L4Tx6Ns36zhYudcZwuC1BdE12FXkjHhNyru3EqSYFYuodlgUM26qSLWI6JylLHdEe8moTv9CQjfrAAWKZhkRQATZ+KVZt4y+eK+cGji/zyy2VlTfxfAWJJScgkLJJrHEYQS5GPEcTiC4s/LCBWlzqeTcTGxY/4shBVEJRcFUVKtU4pqTKShPII4krDSC2KJDo9gNB4D5Lyw6lsyyO3KhGfwKPIRGx3ZC8HD5lga78DO/vvYGv7Ao4OL5Cd5c7sTAtPnnaw9biFza1GVterWX5QwN07adyaiWN6SselCxqVJR4ccqOv303liHsHvOkb9KFvwH/7dP3woPQJaxSMBciqtH0okPMjGi6e1ah0xJXxIBVDmzyv4fqlQG5cDlIAnpkM+h0I31c9ETruSy74tpb7t8NVMuLOtEZBeHE+jJWFKAVg8YMfPy5E7Ignr1ezsVXOzVtpDI6EU1lzjJLSY5QUO1NR5ktVhYaKErlfZigBz80JIjPFXzVghfkfUS11bofkPtpejljt5JD5S9iZv8RBUxMOmu4yvPbv24fdXlMO7DbdjlkZL04IDIwQlolYoCG+8FFrKzwc7NC4OKnC/gSNl/KCS+KiqUvbeMilAAAgAElEQVRLorMwm8HqEsYaS7ncVsF0Vw3zPQ3Mn6liobeKB/3VrPbXstFfp4Crpt2BWp6O1P2OZPp9baSG14drtgEs8H1v7JlG6nhvpI53R2p5Y7SGt4areW24ijcGqng6UMnr/ZW80V+j9PRMFY+7K3jUWclGezlrrWWsNJewVF/A/ZpcbpTlMlGQxkiqni59CPXBXhR7HiP9hB0JR2zQHjBV07FMyCG2YvOYE2Brgb+NuZKvjQ2eVlYIjJ1fMdzkO25hipS+C4yNNsXXMP46ria/ye2RB7s9coPPIIHw1yB+GatdL2O9ywTb3S9jt/dF7PbuMMDYYqeCsZ+9ldq6k2xxnOcxUjTO5Gq9KUsKojZTS32Oju76LM4P13PjWi9z98YVjFdfu8v6G/dZe2NJbdctP1lgZGJAbdWVN5Rw9sIQc/PTTM9co7+vW23VRYb7PcsQ+yIrzrJdZ4Dw1yCWx7qHt/r5wYd3+bP372IE8Xc3z7E21cyFjthvgHikKpCbp5PUVCzTsbrG0aRXd+pGSgPV9wJjiayJLyxTsCxzyHqzlP6IJhsjuNYaxc2ORO6fLVDWxE++WORvPrzL/xUglhyxwNcoWXmW+3UC4egML6LSPLY9YklYyCq09ExI34SUA0kvRWSer1JUvgZRZF4A2lxZk/YjXKbqVH90ST5ook8SFONKcnY4Sdnh+Ic4c/iYOfaO+7A7vEuB2DgRHzn8AqkpJ7hyuZLHT1oViDceNbCyVsXSUj535lOZndZz40Y4Y2OejA57MjDoSv+Au+qXGBj2YWDYT0kOdo6OhXJuLJTRkSB1Q0685LPDQZyXxjSxI84FcfWCIYYmUTSBsEzBAuA718K4ez2cu1Nh3J+OYHE2ige3o1mei+LhvI7lOS0rd6JYuRvB8nwYD+ZC1efGYhSPH8bw5EmxQa+WKEti7VEx07eS6RkIoLLuKLkFduTkHSa/8ASlpb6UFPuRn+dHTqYPOZl+xCV4Eq07SVigAz4uVpw8bIaT9R7sLU0UgG1Nd2D9ykvs3/ci1q+YKCvCdu9erE32YfWS5Fif3V77PdOwPBoJhCU/62pvS9BxJ6I8XUgJ8iEvMpjSWC3N2al0FecyXFfOxbZ6rnXVM326gbneBu4NNPBwqFF5v2sDdWwO1igIPx2qec5qqOWNs3XbenOsnnfGGnj7XP223j/XwAfjjXx4rs6gsVo+HKvlg9Ea3hurUVB+e6SGtwereWtIPmt4d6hB6e2BBt7sq+O1M3U87a7hyakaHrVXstlSxnpjCXfri7lVlce1ojTGMuLoiQ2jMdSHUu8T5Lg6Eu9gjf6wDZF2VgrEMhkLjIMOWhAiEDx4AH/r/XhYWhpgLFbFcyAWi0JgLHE32Ujcv1cuUptsS1Vnqi08w/ml7T+N7DGUFMnfay2Ncbtf5uDuFzm4+4+x37tDLaQctdiJh7UpPgctCDpiTfhxO+LcD5OhOUmBzoeKlCCaCvS0V6Rwpi2fkf4aJia6uHX3AourN1nemOXhq/fVRLy8dZ/hi30U1xSoiXjs4ogC8fLD+1y/dpmq6nyitP5EhHsSE+VPTLSP0vMglghba1Usq3OD/PCje/zFh/e/AeLVG02cb4+hu9R/eyLuL/Xl+ql4proTOVdnOBQqE7CUwQ+XaDhfE6KqMGXqldIf42qzEcTSwmYEsbS1LYwVqon4Zz948L8E8b/+7FuWmojKk1J4fxKKApTka7ElBMJy1Tk0wVnZEjIRi+ThTjbq1DJHmitBaa6EZHgoBad7IgpK9SAwxV1Jk+JGsO4kkQleBOiccQ8+jEbrTEi0m5qIj7vZIp0TAuKDh1/G4fAODh58gcP2LxAXfZjR4Vw2HzWpFWeZhpeWi7l/L4vZW+IPRzI5GczoiBtDQy4KxDIVD454MzTq90waxsbDGb+g5eIFLePnjOfsgxWEL1+IZGI8mCsXQpUNIZlgmYKnJsQPDuLWtRDuTWmVFmYiWbol4NWzcieW1bt61u7FsHpXx9q9aNYXoli9p1VAXrsfydayntfWE9XDnEpIPC3jydMK7i1mMnxWQ1m1HalZe8jItiUrx4GcgpPkF3mpjcKMVA9Sk1xJS/YgIvIYIcFH8PayxuWoGY62u7CzeAkBsM0rO5AuAwHx16u0e1VPr9VLe7DYYYDwb9sSxpd7iatJ38JJgY2TA1FuLiRpvCiICqU6SU9TZpKC8EB1qYLwje4WpntbmO9r4k5/EwsDTayNNqnHN/F+1SObTK1Dhmn3zdE6Xh+tVTLCWKwHAfE74wZ9dKEZ0XcvNBp0voGPx+v5SKA8Vsv7Z2t4b7SadxSAqxWE3xmq5b2hBj4YbuSDoWbeG2jk7d5G3jxTz+tddbzaWcPT1kq2mkp52FLJYkOpgvHVwlRG02Lojg6mNsiTMh9nUo8fItHRFt1hayIOWCgYy2Qcemg/4Q42hNjbobE1TMWSRxbPWCT2hEjsCeUXPwOxWBTPw9gIYlUs/2w9Wv2J5HdA/CI2u3ZwYNcfGaZi0xdxMpeFlF2479+Hj60pmsNWRB63JtHLkewIV0pi/WkujFErz01VybQ3ZTEwUMPE1T5m7l9gfnGShUdzyp548OgeI5f6EX+4vqWSi5Pj3Lt/myeP17l/7zZtzZUKxOFBbsTpAtQ0rNd5f2Mifh7EP/r4voqMGSfijzfG+H0glp6Jqx2xCsTjUgJfH6WsCfmUiViVwjdHGQ6Fnk7kTm8S8z2J29aE1GJKR/FUh95gTVwo5c+eXuEXf7qiHut+eyL+11/8kG8diOOLv661jCsKRBRbEIw+L5DILD8iMnyIzvQjJjuA2ByNWtrQ5WjQZvoRlOJJQKKb+tQkueOX6I5vgpv6lK+9Et3wTHDFU+eNm9YDtwhXJS+tG97ydfBR3HwdOHzCVPnD+w98Bzv7/4TV/hewtHoBXaQN587ls77RoPRwtZKFpULuLuRw+04q16ajGL+kYWDElf5hF3oHnZXk6+ExD8Yu+HP+ciAXJyKfKZzzl0K5cDFY3Y6Tc0VyKePaRAA3JgOZvh7C7FQ4t55pblrL/Ewky1NaHt6MYvVWOOtzkazf07K5EMXWgygeL+vYXNIh4JWJWMC8+SCFxyvZbD3M4tGDHJ5u1bK8WMzcbCY3rqQw0htJXbkreWmO5KQcJTvVRZ1TryvTU1MSS3FOBJlJGuIjPYkMOoG/pzOeJx057mDLIRs5Ty9LBbIcYILZ7pcw3fO1zPa+jPk+E4Nkm2uf4fSPXJiQ1Vwpcpe+BElLHDY3x+3AQfwcD6vOhng/d/Ii/KlKjKAjN57+slRGa7KZbi5mtlXSCRXc767h4Zla1nrrlQWx2V/HE7EfBut4baiat4drefdsHR+MNfDhuUY+Gm9SXxu/l58Zfy5/TfTJxdY/qI8uNCD68Hw9H4zX8f652u0pWewL+bXfH61XNoaamPuqeKOngtdOl/Fqdymb7WWsNhexUJvDXHkaNwuTuJyuZyAmmK5wP6q8nSl2dSLD0ZZ4a3N0ZvsMkqUYGwsibM0JtzEj1NqUIKu9BFjtw8diHx7me3Az34skK5zN96l0hSQfVE+H2qCTLTqRPOjtU1dEjA+l8mm0h+S/kUjSF/LoJ8se4jtLI5ysWx81NWwGygKK34EDBDscROd8lDRfD/JCfalL1dGSG6dSFG1SClSdRF9nPpOXm1i4O8jS0mXeeOMu64+nGRhuorAqmfrWIi7PnGX5yR3e/u5TZu5MUFKRSaTWB310AMn6YGIj/IjX+pOoP0lSjAuJ0cfJSvakvz2DR4ujfPH+bX74/hx/9fl9fvDuFB9sjLB8rZaxtmi6SvzoKvPmVKkX3fnuDFdqmGiN5kZXAtc647jYpGW8OpjR8gDOVQUpGEtUTWJrt7u/jrDJEdHbp/RMt+rUpHy/P5NHV6r58evX+NUPV/i7D+/x/sMxPlyf4K++u8y//f1n/Pdf/Jk6HCrNa7/5u7/g1//0d/z6n/6RX//iJ3z1i5/zq3/+Bb/65T/zq199pfTrX/8ag/6Zr776ldK//Muv+dev/kXp61zxv/x/1k38QkFLIiUdqchnVp2e1EotSaURxBeFbgNZICxbc4kFIWphI6E4nLjCUHR5QUTmaAhJ8yYw2UMB2CfBFaM84lxwjzuJR5QX7hEeuIa74B7mgmeEK76R7gREuhEU4YZvoCMePgfw8rLGx28/Li4vcUgtdFjT25uiHunkoW55pYqFpWLu3M/m1nwKV2/oOHcxgMFRNwXjvqGTiATMI+c8FaQvXglh4moUVyTidi2Sy5MRTFwJ4fJECJOTGq5dC+Lm9SBmpkK4NR3G7ZlwdbZIThfNz2iRlrSHNyNYmdaydlvL5h0tGzLtLkXz+IFeWQ8y+W4uRbO5GMvWwzTeeJTPW1tlvLZZypOVQmZuZnJuWKsWSBoqT1KUc5i0BGtSY+3ITnWmJDeA2rIoWmtTaapOobIolry0cBJ13kQFueDhfARnx4M4HLDggKVEpqS74GXM90gR+tcQFiA/D2Lj/8HV4ctXdiGngNSl42enhE7a2am2s2hvD1W2UxAVQm2KbG8lMlSZyfnGAibaSrnVVqYgfK+rmuXTdaz1NbA5YIiaPR5qVIkH42Ob+LxG6ApkPz7frMD72wCWnxv16aU2/pA+vtiI6LdhbASw/HPk1zfC+J2BGt56BmMB8pOuagXj5UbxjLO5XZbGtdxYziZr6YsOpjnQnWqfk+S7OJB6yIa4/WbEWJqhl09rc/WgJzAOtTEjZP8+NFav4Gu1Fy+LvQrEblaGRQw5iaQmZHPZmjPYFIbypFcUiMUGEk/eCGOjZWT87yQg3oax6XPF9mbmOFta4b7fCm8bGwLtDxJx1IFEj5NkBnioMvn6DB1tRfEGGFcl0t2SxfmRSqavdjB3a1RF21ZWrjI42kBpVQrltVl09zcyMtHDyKVeWk5VkZQWSUS4lwJxoi6QmHBfBWKBcHKsK0n6E2SneP0uiD+7y5fv3PgaxC06TpX4KggLiNuznFUxvIBYHu3EL5YJWQrh5UySAFmm4udBLEAWCYhn2iOZaolUj3aSqNi4XMlfyET8xQP+5r35bRD/9ScPfwfE//r3f/ntAHHjQC6twyXU9eRSLEmHGp1a5EiWbHBRGEmFodsQTiuNJKtST3ZVjFJaZTQp5VFoszSEpfuhSfLEL95tG8TecS54xp7EM8oDj0h33LWuCsKekS5o9J5oEwOISQ5WtZgxCT4kJfmSluFPtN4RHy8TNRG3tESxsFjJ0gOD7i+WcudeLrNzqQqsMvUaQSwAFhmmYV8uXNFw+Vow12d0Bs1Gcm1Gy/WpEKWbM8HM3AplbjaMO7cjuDcfqSSlPHdmw1U5j3z94FYYD+e0rN6JYnNBx6MH0QbvdyWWrdUEHq+lsLUiU3A6r20W8MZWOY9Xirg/l870RCwtzd6UFBwhIW4f0WEvEaJ5kRD/ncRoD5Ke7KYSETWlcTRVp1FfmUZZQQKZSRHow70J9j2O4yFb7A9YYW25T12NkIlXgCvg3bf7xa8nYrlQscfk66vDr+zCzHQ3FhZ7leR/Lxc1JKbmfOggASedifHzJjsqjNIEndqK6ynLYqw+XwH4Rnc1t3qquXtKJuEqlnpqFYQlA/x4uJmnI828OtrIG2cbePtso7Ib3h8zTMEC2U8vNil9LFbDc9q2IC408snFZj673PoH9cnlFkTfvdSsgGyEsnGi/u6FFgV1+V7BebiedwdrESC/3V/N6z01POmqYKOtmJWmQhZq87hVmsqVnHjGknX06IPoCPWjxs+V/BNHSDtkQ6KNhQJyrJUpugMWSgrG1qYEWpviJ1aBlSkelqYq5ua+X+osLVQt59H9hq08e4Gp9Eo8W5QxRgiNvROSPRYZQfz8VCybezIVq0dUc3NOWFjiZmWJh5UVPjb7CTxsi97ZkUTP4xRE+FIWH6zibK1F8bSWx9FZm0JvZzZn+0uYON/KndkhBeTh4Xoqa9IprkilvDaHqoZ80nNjiU8OJzxCSn4kshZIUnQQ8VH+JOs0CsKp8e6kxJ4kJ9WbgY5MtpbO8uUHc/zog3n+6hmI318f5sHVGs42R9FZ5MPpYi91PLQz5wTDlf7qgvPcQCp3+lKY7Y7nRns019t0XKoPZbJZq6wJtbRhrMHsTkS+n+3QKRCLRSEgXr9U8Tsg/mjjCv/l0xX+/R++pybif/vpn6su4v/2D//52wHi2p5Mas5kU9aegqw0S7ewcaEjPi8IkZT5CJQzynXk1sSRX5eglFUbR2ZNLLH5YUTmBCkYByV7EZDogX+CwabwiXXBS+eJv94HTawvQbG+BMf5KAgnpIWRkRtNZk4kWXlaCgujKC/TqUeqiLD9xMXa09SkVUsc9xcqWHpQzcJiuarCnLmdoibd0XNfT8QC5MGz7oyOe6kTSZeuysmkUKZuR3JzLorpO1HcnI9kdi5cSS57yJmlxYUIlpYi1UXoBwvRLN2LYOGOlvvzhs+V+XDW7oodoePxg1ierMTyeC1RaWs9mfXlFFXc82gtn6ebZayvlDF7I1OtTtdVHCExYT+R2n0EBZgQ4PsSAb4mBPqZERliT1y0C6kJfuSkhVGUHUdBRixpiRFEa33x9zrOyaMHOLDfDLmDZvHKzm3oGkH8DRjvfln9H1smYAGwSKZgS5miLfYqkNtbW+B00BIPJ3vCZckhIojKlFiaspI5U5rJuYYirrSXMd1doSA811driKT11KlI2qPBRp6MtPDa2VZeH2vhzbMtvDfewgfnWvhwXKbcFmUzyIT7vcstSgJeAa5Rn15q4Xl9fqWdP6TPrrQi+nTCICOYf9vSEPir6Xi0kfeH63lvqE4BWR7zjDB+1FHKaksJi3X5TJelcTUvkbG0KAYTwukM86fax4X8E4cVjBOsXyHOyhS9nRXRB62IPGiwKcSiEBj7W7+C734zFXOTsh5ZApGid1mRlkY12ZSTRRqxGASoAlaBsXHyfR7A8rURzMap2AhjWciR7LI8EEqBkbuVOf4HbNA62RNz0on0ABcKtX5Up4TRnB9DW0mMgnFHbQLdjSkMdpeqRMWFs42c6S6jtjaD0opkSqvSKavKIjM3lrj4EELDPJU1kRQbQnJcKMkxQaTFhiAQlrKf1DgXClJ9GOzM4snSmLIlBMQ//vQuP3j7Oh+sDbE0Wb0N4u4iT3U8tLfYg/MNocz0JKqbdYvDWcz1JKk4mvi+V5oiFJAlKSE9xBJdM3YSq++7Yphpj1Y/WxjIUtbEf37tqsoR/9cP7vLe8igC4r/5bJX/+MfP+Y+f/+n24dB/+8cffztALBliWWeWVWYBsHQLi2LzDFt10jeclB9KalEEmWU6cqtiyauNV0CWyTizIpq0Uh1xBeFEZQUSlupLcJIXQYmeaBK90MQbIBycoCEiNYTojHD0mWHEZYaTmh1FVn7MN0BcWhJFVroXkVpbUpIc6ZBT2reKVQObVGHKZHz3fgHTs2lcuhLByJi/moINEHZh+JwbY5e81b06uVs3eTOUmbtaZu9Fcut+lNL8fS13FsJZWIpk6WEUKyvRrK3qWV+LYW01lpWlKJYXInlwX6u0dl+LJCDEgni6GseT9SSlrbU0NtfSWX+YifRFbG6Us7FWrX7jGB6MobjQieio3QRpTNH4mxHgZ4rGz5JAfxtCAg4RHuRERJgrkaHySh1AYkwo8bpQIsMDCPTzxOW4A3a2lgqmAlfpNJAT7/Ipnq/o+Z/J16/sEy/YAGJ1ldhcALwXG/PdytZwsDHjmL0l3scPofd3Jyc6hMacJDqL0xipyeNyaynXu8qZPVPB7d4q5nurWemrYaO/nkeDDTyRKfhsK2+ca+HN8TbeHm/mw4utfHyhle9ealUWg0y4n0+08v0rLUq/PfF+b6IVowTA35/s+IP63mQ7z8sI5u9NdCAS6AuUtyfjs018ONrIhyMNz4DcwNv9tbzRU8Xr3VVqOl5vLXnmGWdwtSCBy1mxDMdHqMm42vMEBUftSTtgTpLVK8QdslLS21k8B2PDMoisSwuMva0t8LaVEqH9CshyMFTAKUsgzz/mCYylm1hqMeU3VqOMvr7RWpK/Ln+fyJAx3qU2++TXO2m+D6/9loQetkV33IF4D0cyNK6URvtRmxZBS36U4b5daawqkT/dkEVvcx5dzTk016RTVZJIRVkyjQ35tJ+qYmC4jbLSNCQ/HKn1Jk6vITkuhNS4QFJiNQrCGQmepMW7IktF/ycg7i7yVtNwV6GHOhwqIJYpWCD8YDSHhaFM5nuT1c+kzEce42RpQ2Bs7CGWBIXoTne8WnMWKD8PYskR/+37dxSIP96c5G+/t8Z//8n3FYj/20/+TE3E//6Tv/p2gDgy0121p8kWnUBX1pqNMJav5WcJucEkF4SRXhJJdoXBmhCLQiZksSvSy6JJKoxAnxVIaIrPNoiDEr0JTPBCE+tHREIQMVlakvP0pBXGkCkAztMrZWRrycmJICc7lIx0f/RRDmj895EYf1iBeHa6hIV7taytNSu/WOwJAfHFiXB1DkmmYLEjRs97KAhfuhrAlakQrs2GqWn49kIkc4tRzC/puPMgmvsPIll8GM2D1WhWN+JY24zh0WYCjx4lqs+N1RhWH+hZWdKpz0fyKPcwmlfXEni6kaz0eD1dQXhlJZPXX63hyeNaVtfqmLtTztnxNGpqAoiNtcHH50/QBNrhrzmIv78dfn72+Ps7oAk4SlCgCyEad8JDfNFFBBGpDSEyNIigQD+8vTw46nQEG2srBVaBrkDYCGKBrhHCz/9cQGychOUysVwotrV6drzSeh/HpB7SyYYgdydSwnwpS4ykqzSDgeocLjQVMdVZqSA831vJ3f5qFp5twYkX/Hi00TAFj7fxzvkW3r3Qyvvnm/nkUjufXG7js8vtCozfF7heaeeLyVYlge7zE+9vg/eLq538IX1+tYPfp+9PnkIk/9znYfzdcy18PNbMR9tAblIJC4Gx6M2+Gp52V7LWVsRSfR63K9OZKklWMB6MDaM92IsK9yPkOlmTftCCBAdr4g/v34ax7oCZesATz1iibjIZS+ZYlkBkI0+ALEVCbvvNcbWUqyAWyMkmY7JC8sZGyMqRUoGx0W4SEBslj7EKyC9LmkLWoE3UJZKje3cihUX+9lZEONqhc7ZTMM4KcqZM709jegStBV9fgz5dnUZneZJKVtTkR1OaHUVNSRKnu8qZuNTDyvIU3R1VCr5R4V5Ea31I0AWQpA8gQeerQJyZ6EVmnAHEQx1ZPF08yw/eu82fvj/Hf/nsLn/69g0+XB9mebKG8aYoBMRGa6KnyIOhCj8mGsO5fSaRpZFsls/mKhiLTTFRH6biaRJfm2qLVssb8rVRc6diVRex5Iul9EesiT9/MqG6Jv76ndu8+2AUAfHffX+D//HTL7ZB/O8/+zH/8dO//naAODTZGV2WJ9HZhk5hmYSlZ0KOggqQVb1ljobE/ODtqVjBuEKvJmSBc0qhlvicEKJS/QhJ8CAozo3AWNdtiR0REa9BnxZCcp5ObdXllsWRWxRDVr6OnPxo8vOjyMwIIkbvjJ+3meojDg+1oL4+jJlbZSws1bO+2cbaZgMLD8qZvp3O+EQY/aOejFz0ZlTOJE36cPFGAFdmgrkxr2X6npbZBT3zy9Hceajn/qqehbUYFtb0PFyPYe1RAo+eJLOxlcjm4yQeP05mayuZzY0E1lcTWH8Yz8ZKAo/W9DzeiOXpoySebqXwZCuT9Y1MVpazWVrKQdIc8/dKuXQlm45uHQWlPsQkHCU43Ba/gP2ERrgRpvUgJNyDwCBXAoPcCQ7xJiTEh+AgP7QRIWgjwggLCyEwQIOPjw+urq4cOnQICwsLdcJdFgK+7r01bGpJ/aKJyUvPFcwYJmLlCz+DsJWlKXaWJhzev1tB2NPJmkA3B2KDXClOCKElP56BmizGGvK42lbE9KlS5noquNdfxeJQLSvD9bw6Ws8bo028ca5Jwfe9i218eMkgmYI/uyKTqWHKVRPulRYF4B9dbUH0/aut2/riWhuiL6+3b8v4s//V529D+PvXOhB9cbVL6fMrnYhkOhYof3ahnU/Pt/HJeKuSQFkmZLErVNxtuJF3+xsUjCVRsViXy73qHGaKk1WaYjBaQ3PAScpd7ClwtCHVwZoUh/0k2VsaYHzQfNszDrOxUFt5GhsLlA5Yqc4KXzsbjHKyMsPR0lS1udmb71VLNzamX0+8z4PYmIAxwlgAvX+nieoIkZY22b6TKyTHTfcoS0Rz2JpwR2sijx8gwcOenGAXquM1tOXoOF0SR09pAp0lsbTmx9CUF6028WpydbRVpHFlvJOt5RmebszR11VNemIIMVovosM9iIv0JlHvQ0KUF1mxHmTHeSoQK2uiPZMnC6N8+e4tfvTe7W0Qf7QxwsOrtZxv1hkuOMuJpCIv+grclEbKfJUXLPAVGC8MZCgP2NAzHKWuOKtuiXZJSUQrzbTreR7E9/qyvgHiv3r7lgLxdx9d5e+/2NwG8b/+458pCP/3n/3NtwPE4akuxOX7KQmEBb4CYpF8L1NxTJY/8bmB2yDOqYxBJEDOKo9WE7M+Q0NYgieBehf8o523JdnhYL0XoTE+RCUHkpgTSXZJDPkVCeSXxJFboKewJIGSkliyMoOJ1DrhcvxFDtq8gK/3y5SV+TF7u5yl5UYePe5k83EzSw8rvwHisQl/zl3x5cJ1fwXh63OhzNyP5PaSQDiWuysx3F+L4/5GLEsbcTzYjOPhVgJrT5PZei2N9a1EHj1OYetJKk+20nm0kcLGagoba3I9I4WtjQQebybx9HEGT7eyeLSVy+paHssPcrm3UMi5C/Gc6YuivNqP+BQnNGE2+IYcIkR3guh4b6JigoiOC1GKig4mMiqEyKgwIrQhhIYGo9VqCQ8PJygo6BmE3Tl69Dg2NjbPLj7sUZtZAmJj9618vvzyi7z44p9sl8oYrbxD1aQAACAASURBVInfBvEhKxO1AOJ62JJAFzt0/ifIiPShPjOansp0RutyGG/I5VprATOnipk7U8ZCfwXLwzWsj9bz1rkmZUGoCfhSOx9dbue7Ar0rBj0PYQGxcRI2gvh5wD4P4B/c6ED0/F//fV8/D2IjhI0g/vJa9zaQZToWIH//UiefX+xQEigLkI0TsnwqMI80bU/GKy0FajK+U5nBjfx4xhKD6Qp1p97LgXLng6QfsSZNYHzIikR7c+IPmBFta0aUren2ZCxANq5IBx60ItjelpBDtoQesldF9NKqJokKuaMn9/Rs9+3ECGOZeo0TsRHE8mmEsfXuXRzYa0xhPIPxPhNcLffiI9uAh/cT6mCF7pgNqb6OlEX7qErQnuJ4hsqTacvS0pJlsCw6CuNoK4lnqCmfxakRvnxvk82Fq/Q0l5GRGEhilC+xWncVnUyJ8SM5xvcbIC5M9mH4GYh/KCB+5xb/9bN7/Nk7U3y8PsLalVoutETTU+xLT7G3AvFgsRe9+a70F7pzviZI2RH3BtIUhJ+3JORhTiS36eZOxanPO90J3D2doM4kiXe8MJDD5kQtf/nqJL/4YlmlJt5bGsMI4v/5sy/VRGwE8f/4p7/9doBYl+2uFjlkvdm46ixbdmrBozCQ5OIQsip0yD06OYFU0pSsJLfpcqsNMBbrIiYzgPBEDzTRJ/DVOuET4Yiv9hga7XFCYj2UImK90KcEkJwTSnqBlsy8KMSWyMgJJysrjLTUAGJjTqLRWHPs2B+p5ER62gnm7lazvNbC5pNOVh41MHu3gHMTUQxfDOTC9TBGr/hz/oaGq3MRTC/oubUcw9xKHPOr8dxZS2DpcSIPnmn5SRKrr6Ww8Vqq0uaTZFbFlnicwuOnaTx6nM7Go3Q2H2WzuZWhinqMAH78JI+tJ4WsrOZz/abAN5CaBjcych1IznAiOsmJsBgnBWBZWAmP9iYyNoCk9Bhik6LRJ0QRkxBNbKKe6NhoovRRRMfoiU2IRxcdQ3BIGJ5ePjgeO4rtwQOYW1qw1/QVdu/bq7Rzz2527t7Fzp07lbYn5F0vsXvXS8qqEH/Y+PBjJTEqW0ucrE3wdrJC63OU5FB3sqP9KU8JoyVPT295EuNNWUy25jLbVcL9ngqWBqtYHa5ifbSGrTFD94MsYIgNIZPwx1fa+eRq57ZdsG0rGKfdq218qdTCl1dbfge0RhgbQWz8Xj6NP3v+84vrp/h9EgiLjAA2TsYC4m+qg+9dlCm5dXtS/nislfdHmtRm3us9VTw+Vc5qcwH3qjK5WRDLeGII3aFuNHo6qq7nbCdb0g5ZKhgn2ZkTZ2tOjLUp0TaGRIXW1oqIAyJrVbepPXSQCAd7tEfs8Tt0QFVsulibIxE3R/M92JtKN8XLWO15EYu9LykJeH8fiK1k607SF9KiZ7pPPQLKfb6jr5hwdM+LeOzfQ8DBfaqFL8bFlkxfJyp1PnRmRzJcmkR3XpT6uiUjnNbMKM5UpHJzoJHXF67ww7dXeH35Bhf7GilMDydR60l8uKtSUqQHGbF+pOtcyNS7kRXjSkV2EOfPFPDq0hhfvj3DD96a4a8/nucHb1zlg5VBVidquNiqp680gN4SH+Rw6FCJNwNFHgiQxyoDVMG72A4CYdmYE8nXcpNOwCsSGBslNZgCZrEm5k6nKRBLjvjn3zfE196+P8L3X53hpz96lX/7+89VF7FkiMWW+J8//6989fO/56uf/4SvfvlT/uWXv+DXv/olv/n1V3z11W9U3/BXX8nXIkOG2Pgpf4/o/22O+De/+Q1/SPLrvxCb701svi+y2iwwTi0P2ZY84mVVR1HXnU1zXxGtA0U0nMlX15pzqvSkl2qVMsoilYesz/AnNN5Nwdg/6hhBUcfVVl1InCdBMe5qmy4sxkNt2UUn+6rYmj7Bj9hEXxISfNHHuqGNcMTHxwxHxxdw9dhBQrwDk9NFBhC/3s3KRiNTd/MYuxxJ3/kAzk4Ec2k2gut3ophZTuDeegr3tzJY2spk8UkWDx5nKRALjEUPnyaz+kYa62+ms/Z6Guuvpio9fi2LrVczFYRXNzIM/RCP89h6nMf6o2wWl1KZntEzfjEEKRSqrDlCSro54bqdhOssCNEd+H+4e8/ots8z2xdxYlVSpElKFMXeG9hQCAIgem8ECBawAAQIgr33IlKkRFKFKlTvlmRbtmU7tuNuy73FcdxSJ9OSSebMnDVzzr0z57bP+67nBf8UrDiTOXMm6yznw17vHyBIr6xIP23u9ymoNmRBrsuHVMVHlbIUlaoKVGnEUOpkqNZIIVdKUa2WQaFWQKGqhkqjhlavg9lig05vhFRWjZLScmRkZyFxXxLiEuIR81Asg3BUzC7cD2JyxeHJXuHsmHJkbo0P+5V2dwwre6vI3g1laRYc1SVoNUsQdCpZqRP92rrS58b6SBMuTHpxczaIxw904s7BTjy7AeEXNtqR7x4ZxDtrI/8hEEeC9n7Yfn5hkkUUkeC9//mbIEzvRYKYy4sJxp+enGLiYPzpyUkG4o/XxjZhTDnyOyvDDMSvH+jFy3OdeHY8gMf7m3A96MSpeg0W9RWYkBWhqyIX/qI0NOXsRX1WEgOyIzUe9pQ4ONISYdqIKqjMTZeyF/rUJOjTU9gMZFNmJhRZaZCkp0CYHM6NCcbZ8dFIjdmOpOhtSNwAccKuiFLECEdMIKZqC7roo1Zq2kxNozlz48LT9kr3REG8NxbVmfFhVyzIQkBdhlGXAvOtZhzwmTHfasRskw4zLUYsdjhxfq4Hz12iaoMreOnWSazP96O7yYhGkxhuvQAubTnqjSI026SoN5agkcavWkvR3SDH2n4fXnn0MD5/4wq+eu0KA/EXL5/B+08s4WkC8bCRLQul1uZ5vxAUSRCMSRyICbxnh3UMypEgJvjeD2K6rLvJqilqWUb8gzMD+NVrFzcc8U0QiD99+co3gpgc8bcCxOY2MQytAlj8lZubOmg2cUO/Hs3DZvjGbBhf9WNmrRuzxzsxctDP6o2pzM3VpkAtc8w6tqvO2SyHpU4Mo0sAfU05DM4KGJ1C6FxiFltQqzM5ZJJMV4hqTVgKTSE0miIoVNmQylJQWh7Dpq/lFfKgUO/GgSMO3HxiAM+8Mo1bd3qwfr0Rh9fNWDqlwupZFc7frsG1O7W4+bwHj7/UjNsvt+CJl1s2z0dfqgWnJ15047GX3Xj8hVo89rwTt5914emXGvHsy634/kth6D75bBOeebYZTz/TijtPNePMeROWD8swNJKPZl8crPZtUKi/A0ElD8Xl34GoKg5ieTIkqmxUKYshrOajXFqCEkkp+JV8VFSVQyCtgFAmhEAqQLlEAIFUBGm1nMHYYDJCoVZBKBQiLy8PKSn7kJBACyhjEBMTHQbwhhveHrWT5cKUDUft3M5El3WxUeFLHu7yhxo+qAOPmkBkRamwiArRZKhEqEaFfo8eE202LPfW4tSwBxenfLg268fthRCe3oDwD1Z78MLhXrxytJ+1Ir95bBDvnBjBe6fGWCTxyZmpe454w7HeD1zu9WfnpsHp8/MzIH1xYXZT3Ht/6PxjIOayYjoJyD8+Nb0JY4Iylx/faxoZxwdro3j3yBDeXhlgzviNxT68NEu1xj7c7mvAJZ8Zx5xSBuNRWQl6BfkIFKahJW8fPNmJqE3fjdr0PXBnJsOWshvmlEQmU9o+mNOTYcpIgSUrDdbsTOjyMqHOTgfluaLURJQnh51xZhwN+tmKpJitDMYE4vjoLaxJhxp1SNS0Q3XHtOtuE8R7aDZIHPJ30+jTXSjevYO5YmlaDDQ5ibDzU9EiK0KvUYJxlxZLbSYs+SxY9Jqx4LUwl3xqqA03l8fw/TMH8fipeayNt7N/nH1WCRqMArh1ZWg0CeF1SMMQtpTDay1Hr0eB4/NteO32URZL/OT1q/jVBw+DQPze44t46mT310C82CbEansVlgOVTEdCMpzqp/1zeqwPaHGiV4WzfVpcGDTg6pgND0/WMF2fcODhDRGEb83VsBpiiiZevjCCv3rjMv7xx0/iV2/ewN1HV34PxLQ0lBzxtwbEBGGTT7QJYtrUwRaIDpnQOmqFb9yOnrl69C94mDqna9EyYIS7Q80g7A6o2ElAbvCr0ODXMNW3qVHnUzHR+EtLo5w5Ybm+CBJ1HsTKHFQpcjclV+VDqsiCRJqMsopYZObwmCpEWzE0XY1Lt7rwxPMTuHCzHcfO1+LIeQeOXbTh9A0nrt5pxI3vt+DRF3144tV2ptsv+/HYS21hvdKEJ15uxu1Xm9n5+EtNuP0iQbsJT77YzPTMSz48/YIfTzzdymZBhDv3LDi+psbQeCnau7LgaoiG1vBdVCu/B7kqCkpdAjSGdGjNBdBaS6G3SqCzSKEwyiDTSFGproJYJWHPCn01ZFoZRHIRSsSlDMZSeRUDMDnjqqoqFBcXIz09Hbt3x7MLuujY7SCxOCI6CgThbTt3/B6ICcKbIGYbg7ezFujUxFjkpu+FoiAVNnERWg2V6HGrWSRBbvhonxtnx5oZhG/Nt+OppVB4ROVKN15c6cHLR/rw+pEBvLU2hLePD+Pdk6MslvjhaYolptiFGWW1Pz4/zXS/k+Vec4Dl4PvlxTlEinufTu6zkecfAzHnjOkkGH+2PsNEQCZxIGYXeXSZd5JK3sZZzfM7q4N4byOmIGfMwfiRbjfONeux5pJhVluJESkfnaWZ8Oenhp1xRjyDMTlkZ/oe5ozJHVvTk2DP2IearHQ4szLgzM6EuTAHxvwsVuFAs4VpmlrZPtr+sRPpMduQErPtPhiHIRwJYqotZnvuEuKQuSeWXf7lJ8awIfKFCdtRujca4rRdUGTFw1iUBLcgm7niPlMV9jdrccBrYEAmGJNDXg46cWKwGWenOlnzzkLQzf5s+IxieHTlaNCUoskgQJutCh4GYQF8tgr0Nylxar8fb9w+hp++cQ0/u3sdf/3+TXxFjvjxRdw50YXjgwbmiA8GxFjyi3C4Q7oJYnom+BKET/apcayrGqd71DjXr8PlEQuu0XD4cTuD8rUxG5gmLWFAz9Xi0YVWvHppDH/71jUG4l++cZ2B+MevXP2aIyYQU+kaXdZ9Kxyx3iuAyS+GOVAJW1COmk4lamlbRx/NGA6roV+Lul41aruVTPVdSrbNg2IMZ0AOd6AajSE1fP0mBEec6BpxoWPQgbYeM1pCejaP2O3Xw0IdePYyFllI1DmoVOVCqsyDXF0Ala4YCm0eZOoMiOVJyCvdgrQ8HgpLH0BwqBKnr4dw/akhHL3QjENnarB63okT1xpw+Sk/rjztxQ3adPFKCE++0YM7b/Tjydf78MRrvUy3XwvD+bFXA3jkBS9uPNeMG88049azrXj0uTZcebwB1x7z4OKNeqyfc+Dwmh4LSwqMTgjQ050Hb0c+PL4sOBuSYK1Jgs2ZAVdDETytlWj2q9EU0LPGlJp6HaxOLcwuM2xuG2oaauDyuGFvsKCmwQGz0wSpWooKUSkEYgEkMgmk1VJIJGKUlZUgJycLSXv3sPpgyny53JcAHOmEyQ2HY4nwZ6i7LjaKnNQW1vqcmLAdKbROPjkO/JxkqIvS4ZDw0WaWYqCBSovsONh5zw3f3B/A7YV2PH2wA88e6sQPlrvYiEo2JY0iiRMjmxCmbPijsxP4+NzkJog/uzCDb9TFSXx2cXLT+UbC96tL+xEp7msclCNBzIH+/vOzc7P4Jn1+ehacCMqfnJ7GD9en8PGpyU19dHICH1D1x1EaNhR2xzTNLVza1oE7Q814uKMG51sMWLbIMKMSYECYh1BRGqukaEiLZ6Vt7oxEkKg1muTKTEFtVirc2Wmoy8lAfW4mHMU5sBdlw1qQCX1uJhQ5qcwZF+/ZxcZdpsXSxDwa3LSDOWMai0kiN0yi1ujEmPCAf2oMyaDfdBLjkZcUi0IqSUzcwTZWi9J2QZoVD03ebra9pUlawGA87ZZh3qPBIZ8JK21W5owPtFpwMODASrAOCz4Hu9zrscsQMArRpCllA4VajAK0WSvRaqmA1ypAm12AgWYV1ucDuPv4GoMwB+KfvHJ2E8RrA3os+SQgEJMOB6uxEpBh2V/Fnk/0arHeb8B6txbHO5Q41aXBmV49Lg5ZcGXUjqsjdlwZtm3q/LAOl4apxtiBR+Zb8Nrlcfz67esMxD9/7SrefGwVBOLfffkK/vXXPwo3c/zmF/iX3/wS/9dvvyUZsbFN9HsgdnWr4exSwdouY7vq7O1VMHqF0DWXQ99SAYdfAleQRmdWscltTV1aBuHOcSf6ZxswNNOEnjE3An1WtHYaGIgbgqbNHFljLWUwrtLkg6Q2lEBvqYDGwmfuUm3MQXlVLLKLv4PsYh68PQIcuxDAuZvdWDrpxuIJB1bOuXDiWiNuPteDR17sxeOvDuKpu8P4/tujeOatcTx1dxRPvj6MJ14bws0fhHDt+wGcu92Ew5dsmDuuxNSyBFOHpJhblmP2kAJTB+QYna3C0JgI/cMi9PUL0RHio9WbDU9bIZr8JWgNVLDStLagDP4OFdpCBvhDFni8RticKii0YkiVQigNSlhrrWjwetAcaEVTewM8gXoGZKm6CmUiPsqFpRBWVkAkEqCkpBj5+blIS01GQvxDDMBRO7eyk2KH+0EcmQ2TE2YXPFHhS5/k+Cik7t6JzKRYFGUlQcTPZm6Yhvn01+kx21aDg531WBtoxIUJHx7e34Fb8348eSCIZ5Y68PyhTjaonQ1p37igoziCLug+OD2Bj85OMQj/8Py9C7RvhDDBOQLEHGjpjAQwPf/k8jwTPXOfi3TH9wOYe81B+IsL+/H5+blNfXFmDpHiQEwwJnGvqf6ZGlE+PD4Wdscrw3jr0CCD8fOTlBc34nrQgTWXBkv0a76sBP2CXLQXpaI5MxF16XGoT9vDcmNyxnVZKUz12RloyMlEY34WPAXZqOXnw8XPYyIoGwtz2NaNiqQEFi1kkTOO28nK2gjG3OQ2qiMmEYQ5EFM8kbY7JuyKkx5iMM5P3MUWBAjSYlGZEQt5ThwMRUlwCjPhqcrHsFWAmTo5DvmMONxuw3LAzqKKJZ8NB9vsmGkwYbxOh6EaBUJmCQJ6AfwGAdpNInRYJAzEPpsQ/g0Qn5lv3wTxL958GL/+4CY4ED+11smmqxGID7VXMhAfDSkZgFfb5ThGW5z79DgzZMLZPgODMIGYnv8QiM8NaXFxyMRA/NgBL+5em8HfvXsD//jp0/jpK5fx1u2j+OzVa18DMbU2E4j/x999SzJiY6AS1pAMtk45anqUcA9o0TBkhKtPC3NQBk2rENqWMqg8fCjri5g0nhIGZHOLACR3qBqeXg0CQ1YQjLvHnegYtsHXa0BzSI36dj2rOabOPGoMoUs9csYKYxGqDYVQmUtZmZfBUQ5jTSlMrhLI9CkoEGxBdgkPtqYcTK/UYvlMK2aP1ODgej0OX2rGqZtePP7aKJ57bw7Pvz+H596bxdNvTeKRlwZx+ekQzjzmw8mbzVg6a8f+k0YMH5ShfbgQ7kASapriUdu6Dw3+NHg7CxDo4iPQVYr2jnJ0dAjR3i6Ex1MIuz0dSlMijDXZqGstR1uXGh29BnT0WtHWZYUvaIfdpYZUUYqcwjSk56SAX1YEtVYFh9OO2vpa+IINaPHXw+rUQywToLg8H2UCPoSiUpSWFyM3NxsZ6alI2pvAOuNid25DzI6wyyXIRkVxlRLhte3klMONHdyQn/CtOznh9MRdyE6ORVHGboiKM6AUF8Gnl7FhPtOBWqz0NmNtyIczY15cng7g0flOPDYfwJ3FDnz/YGjTDdOoSqqSINf4dQhP44fnZ/DJhVl8coGep/Dppdmv6fOLs4gUgZL05cX5TX11aQGcfnplEaSfXD7A3qPPRcKVA+/9ZySIuf8G+++c3Y8vN0RA/uHZGXx8ZhofUfMH5chnwi6ZHDJrRjkxzv53vndsjLVqE4ypkuKZUS/Li882mnHMocIBrQhTstIwjPPCMPZk7EVzVjJTY04aSJ6cTDTlZKG5IIepobwATBXFqBcUo6asmHXEVWUms7w4lxzu7l3gaozDE9vCozQJyrTKioltAokB/WNLn81KjEFO4i62naU4KRoVqTEgV1yVGQN1bgLM/H2oEWSgU5OHEZsQB5q1DMRH22uw4rdhxWtnIF5osWHOQzv+dBiwy9FpkTAgd5jEaDcINx0xB+LT++854p/fvY7ffHiLgfi92wdw51gIJ/p0zBFzufDxLh2OhTRMJ3sMODdkw8XRGlwatuNcvxmneww4P2DB1ZEaXB9z4eHxWnbSM+nKhBmUGdP6pDvL7Xj31gL+/oNHGIi/fPHCBohv4HdfvIZ//dtPmSMmEP+fv/4F/vU335JowuAXw9WnZgBuHDHCO2mDd6oGnlELHN0qGPwSyNx5kNXlo9qdD3ltHmSuPPasbyxlICYY29sqUR9UorlbxwBMEG7p0jIQu/1aVm9M7dFUd0wt0wa3GFpbGdSWEiiMfJYfE4jNrgrY6iugtmahRBKF3LIHIDXEo2tci+nVGkytOLB6rgknrrfh/OOdeO7dBdz9/DBe//EKXvhwAbdfHcH5x4NYPl+LycM6DC3K4R0oRlNPPmrb02FsjIemZgd0rlg4m5LR1J4Lb4iP9l4Ruvtl6OlXobtbjpbmctZmXVYSjkhKxDugs+XA0yZDR68JnX016Oh1sX59R60GlbISpGTuQWJSAnLys1jkYDAbYLFb0OJ3o7G1BgarCuXiIhSW5qJczIdIXM5ATBBOTU5iXXCsbXnH1t8DcRjGXwcxV2dKIzFpIhs5YYojCtITUJ6XDFlFHgzVFeiu0WOs2YlD3c1svxxNVDs/3sZAzMrVFtrxzCLlw2E3TPODqUqC3CL7Ff70BCtXIzd8D8JhEBOM/70gjoQxB2E6f3Z16RtBzMH4DzluzgVzgOdg/NW5+U0QE5A5EBOEORATjDkQc+cHaxN4f20c766OgC7vyBVTRHHZ68R6nQGrFjnm1QKMVhWjqySDRRQtWfvQkp2MluxUeHLTmRiE87IZhFsK89BSXoTWimI0i8uY3MJStplZlZMBccZe5O+OBcGYIoe0eBqDGRYH5KS4OAZiGpFJovrjlIRoZOyORnYiaScKk6JQkhoNQUoMROlRqM6Mha5wD6ylKfBWpaDXUMRc8XKbGasBKwPxcusGjH1OLLY6MN1gwLBDgS5rFYMxQdinKf9GEL+9EU1wIP7Zy2fxh0B8qteIE916ptP9Zlwac+LqpBvXxl24POJgML44ZGPQvTlZB9KNCfemHtnvxKNzdbh9sAnPHe3Ch7cP4h8+eoKB+IsXLm6C+O+/fP3bC2J7RzVok3PTkAneITNaB01o6jOxsrWmLgNIljoBbA0i1DRJ4GqRbsrZLGXvWeuFMLsrYHCWMtFr+hxd3jUFtWjpsKA1ZIWvy45ArxOBXgd8XVZ4Anq4W1Vo73egucMA+nn0vUZXOVSWAghVySiqjEOp7HtwtORhYNaI2cN1WDnThsuPj+HpN5bx4vvH8fZXF/DiR2u48ew0ls+2oXfGiKauKrjaBHC2iqCuK4SmrhgqVyHk9kLILUWs5rnGo4AnYERTuwGNfh0a2rRoDhrZPA36x0KgykFiznbsTX0Q2QVxqFDmwuBUwOm3obGrAZ6eZjR2eqGvs0OoUSGzrASp+YXI4pehTCyFQm2AweKErs4FXa0TKpsJcrWKZcNisRDlZcUoLMhhTpg64OISotnlHNe4QWd411m4PO1eK/M21gCw+6HwpRxt5kiO2Ya0uK1s11lFWiK0JXmorxajzajCot+F1c4GnBxoxrnRFlwea8WN8VY8OuvDndkAW8b5/IFOvLTUxdYW0bqid48NsYlnbNjOWYokwrkwOWASAfhHF+eYfnx5HpH67NICIvXV5UX8W/rJlSWQIj/z5aUD4PT5xf3g9MWleXxxcYGJ+zqd4fcW8dn5Bfz43Dw+PbsfPzoz9436ZH0WnH64PsM+Q+dHJ6cYiGmA0d1DA3h5nlYwBXG7sxUXm2pwxKLEQW0VlrVVmJdXYIifhUBqAtqzkhHMTkEwL5WpLS8FJH9+BtqLstBeXoJAGR8BQQlClRXokIrhF1fAxS+EKTsT8pS9EOxNYDMk8mOjQVFFRuwO7Ivahj3bvofEXQ8y7Y7dgj0PbWVKjNvGlgFQtkybWigrrshIgCwnCaqcRGhz9sGYmwRrQSrqy1MQqC7EiEOKhRYjVvwW5owppjgStG+A2YIDPiPmmrUYrVOg1yZGUF8On6oYQTMfHZYSdDlKMeVT4vJiG955fBW/ePMy/uqda/jb96/h56+dwbu3ZvHEio+1Mh/0CXDIW45VvxDnB0w412/E6R4diyIohrg0bGVxA1VMrHercH5Af69qYtrGaopZd90IrUqy48q0Cw8faMLt1SBeuzqDv3n7Bv7+02fw09eu4607x/HV3Ufwjz9/C//3332O//G7r/Avv/4paOBPuLPuN+F5xP/lt/jnf/gdqyP+53+i2cPh+uE/VCf83//bP4H0h77+733/36oh5r7G46okWLlavwFNfXoG4fpOHRpDOng69QymnnYN/pAIugRrja0IClMeOwncBGJvlwHB/lp0jzRieKYNEwsdmFhox9B0K7qG6xiU23qs8LTrGNTp55hqy9nPEGtSUSpNQKlsC+zN+eifMWH/UQ8OnwviwqOjuPX8fjz6wgKuPT2B0zd7MX/cg84JLdyBcpgaCqF3kYpA3YPq2lKoXCWotoVbr5V2IRs8RHMvGoMW1AVMqPUb4Q5Y4Q45YPMZUWmuQJYwHen8JBRUZkGor4C2TgtrWw3sHR442pthD7TA6vdB4XKhTGtAkUKN0modRCoTqnQ2qEwuKFxOaGpdUNmtkOt0qJTLIBaLWTZM8yT2JsaD5kLExkdtgngTwmzP2dfnSsRs1JhSIwCVqTEQx25HBm1z2BuLyuxkWEQloPnC3U4zDgXrJCL94gAAIABJREFUcKy7CaeHvbg44cO1yTbcmvTh9n4/24xMG5J/sNjF9sexSOIIDWIfZiCmYTt0MUf6OoRn8Oml/UyREKbnSAjTcyRgv+n5j4GYwZcAvKFIANPP415/cXERn1848HsgJihHgpmDMHcSsDkQkyt+98go3lwexCsL3XhhtgN3ev245nXjRI0eqyYFVvUyLKnEGK8oQHduGMIdOWEIE4wDuQThVAbhDn4OghWlDMZBYRm6qoTokkkQrBLBU86HoygP6swUtjmatkbTkPk8ih3iw6uTEreHIUwwJhBHwpi2srB/gHfvQMHeWJSn74E0e+8miE15+2AtTEVDRSraZPnoN4swXa/GQe/vw5igfChgwQLNqGhUY9ApRZdZhHZdGYMwgbi7puxrIP753Uv4q3eu4tfvX8PPXj3NQPz4spfNFiYQH2wtw0qbgF3KEYTpco7Lgy8MmlmlBEGYqiYIxFdGrSyCoMYOiiO4NufzYzZcnnLi+oIHjy4HNkH8ux89jZ+8eu3PA8T1vVo4O8NVEARfpqAGde1q1Ac1aOjQwtdtQWunCU1BPQMmneRgW0JGptpWBaz1ldDY+FCYCqG28lk9MZWv0ed8fU70TLZgarkHB46PYP/RfowtBtEz2YTgsBvUEFLjVbBWar1bCF1tOVvRVKnPQpkiGaXyKFg8heieNGHuaAtWz3Xh5LUhnLzWj6MXuzB5pAF981Y098tgbSmFxpUPlTMfKkdheN2TSwSFk6bChUdx0khOmVUKrUsHi8eKGr+LyeZ3wuZzwxJww9TmhqLejApzNUoMcpTZ1JC4rVC21kMbaIW6ow3qQAAafwimngGo20KoamyDrM6HarcfcqcPUkcrZDVeVLncULobGKxlZgskCjXKRGLkFRYgLS2N1QzHxcVuzpQgF0yiZZPhhZ8ciLdiF1VIbMwgpioJqj3lQEy/ppan7oGCnwW3QowulwETrbU40tmIk/1enB8PsO65GzPtuD3bznLh55ZCmxd0tNaIIglyw+8fH2GjJ6m9OBLAYSdMEJ79mguOhPF/Noi/vLyASEXCnCB+P4jJFUfCl3vmTs4pfxOIPzwxCcqK31oZwmuLvXhpfyeeG+nAIyEPzjaYsOZQ4Zi5Gis6CeakZRgtz0MoN5kpmLcP7blJDMTB/DQEizMQKslCsLyIKSQsR49MjF5FFboVUvgJxqIKVt6mzs2EJCOJZcbFe+NZVJEasxNJO7duOuKEmA0YR/wDTDXIqfFbkbdnF9v4LMncA3l2IjTZSSAQ24vS4BFmwVuVj05tKXPFVEERjigsWA1YsBZy4FiHHasddhz0mzHXrMe4W4FBuwS9ZiFCNj467SXocZZjuk216Yh/efcS/vLtK/jb967ip6+s452bM7h9qJUNe1/yCnGgtRQEZKqMIAhTZQS5YYIwXcyRSz7ZqWZ1xARiKl8jGNNJVRKXRgwMxrTxmZaGXpmrxyOH/HjtyjT++q2H8dtPnsKXL1/58wAxtTVTOzO1NVM7M5NPDqdPzuqDCcgEUw7C9OztMoNcLAGanmuaZLA1SBh8zW4Re6b3XC3VIEjTFmeC8cBsG8YWQxiY9aJ9qJbNq6CLPGuTFMZ6MbSuCqhryqBy8KGwFUJiyEaFKhUVit0wuosRHDJh6pAXSyc7maYOtaJ3tgYt/Wq4O2hSXCnUzgIoaoqhoV1vLgG0ThHkNTKmKrsMlWYFxCYFqqxaVLus0DQ4oW1xQ+9rgi7QzCDLQBv0QeHzoaqpCZU+H6Rt7ZB1hFDd0Q1Zdz9kXYOo6hqGpHMEsu4xVAVHIA4MoTo4CnVwEqq2MSi8I1B5RyBpbIWiuQ3qRh/kNjeESj2KykVIzcrF7j17WRsz7TOj5o3Ijb8E4Ydid0WMu7wHYoIxK1eL3oK9UQ+yLi1yReSGzcJiFklQLnygsxXHe1uYG+ZW3j+6vx1PUC681LF5OUf75AjCdEFHEKZpauSGqU6Y4MsB+EcXOQjP4bMrC0yREP5TOOKvrhxApDgHTedPrx5kjjscT4Qd8f3xBEUVnDgY08kBmU6C8senplk8wbliiidoU/RLU914ss+HK14H1t16nHKocdQkx0G1iMG4uzCdgTiQsxf+7ET4c/ciDOI0dPAzESgt2ABxCXqrxBhQStGvkiGkkiBQXQlXBR8Wfh4oMyYY01xj6r5ja5d2bAuDOCbshpkr3ujES4zZAhLtLcxO2AF+chzEaXvYXjuKJ2j2BIG4SZSNlspc+OX56DUIMONWMFdMEOZATDA+HHJgud2KRZ8RMx4txmqrMeSoYpEEueFeVwVm/GpcWfKzaOKXdy8yEP/Nu1fwk5dP4e0b03jkUAuO96mw2CrAQksJlrzlOBqQMRATgC+P2FiJGpWpUWQRCWKqjCBRcweJytYuUAfeiIXFE5dm3Li55GMgpmiCQPzFS5f/PEBMQ31oBKa5UcQ2N9P2ZgutRmqiLLgabq8SHr8WTQEdWjuMCPY50DfWgIEJDzu7hmrhblGgtrmaiZ7rWpVM9J7TI2PjMV1+HZp7aKB8Deo7TLA2K6CvEzNYqp0VUDrKUG3jQ24tZqfMUoRKQx6E2mwINenQukpZXt073bTRat0MX7+V/QOibyhn8QPLf63FkNnJUQsht0nYIPoqqwoSiwoisxoisxZCiwkiux0Sdx2kDU0QN3gg9wagCHZCHuyCPNTLQCvrGkZVaBBV/dOQ9M1AzDSH8oE5VAwsoGLgAFNJzxyKOmfBD81C1LUASc88qjr3Mym6FiAN9EAZ7IfK241KRxP41QZkFAsRn5yFHQ/twc7Y8DyJqNjw2nVq4qABPnRxRxs3KIogsXph5ogfRNyuLSCHRH8R98Z8l8USpWm7mRuuUwjQ46TpW/U43O/HqcEWnBvz49pMiK29pw46qpKgyzlq3KB64TeObrQw01xfmit8KjwD+H4Qh53wHH58+X8PiH9ydZHlyQRgTpxD/vLSEiieiAQxAZdec/omINNnCMQUT3Awpku7t1eH8cbBfrxG7cAj7bgVcuNCkwWnXVqsWckVV2JJJcRAWSa6i1LQnrMHbVkJaMtJQHv+PnQU7WN1x0F+LkKl+QgJitBdWYG+ahH6lFJ0aaQIqWXwVIngFPDZHjp5ThpEaftAcymyH9qJ9J3hzjuu+45rh6ZYip5JSdFbWPkbiyeS4yFKi0d1eiJ0uckwFaYzEBOMWyXZzBWP10hwoFmHw34zjgTMWOuwM5ErPtxuxXKbEfMtOkw3KDFeK0O/s4JpyC3AfECNqwcDePeJw+BA/FfvXMZXL53EWw9PbYJ4wVuBhZZyBuRVnwwnO6kEzYarY05cG69hMCZHfCKkwpleDYspNgE8oGevySXTe+SIKZ64OF0bBvHVGfz63VssI/6zccTcpmZyoSR1DakMuloBixscHimcjVK4muRobNOgvdeO/vFGjMy0Mhh3D7vhDZkYqAnA9DkSAbneq2Ii6NK84tqAHgRkeq1zV27AtwQKeynLbim/DYu/keUWocpUiCpDQfhyrVWNlm472vpdrDbZ7JFuArzKxofEUoIqazmkNooeJKg0SyAxSFFuVqLcpEaFSYcKixkiRy0ktU2obGyDsCWI8qYABIFeiLqGIOwehaB3AsKBWYgG5yHom0fZyCpKh1fAH1pF3tAKcoZWmXKHDyNv5Ah7zu47hLzegyjuXUZxz0GUdC4yCbsPQd45DlXnBKp9AyizNSNTrENCTimi9mTie9EJ2BYTjx0xsaB5EuSIORDHRW8HiSAcGUkQhOkvIkUS5IYoGy7aFwtZUQZqpKUIWtSYaHbgUHcrTgx14MxIKy5N0ECfTjy+2IMnl0J45lAXnl/pZt1zBOE318ID3mmoD7nhfwvEHIz/dzhiDsScG+YccTgrDoOYcuJIGNNr7j3ufQ7IdHLumIsqCMgUUVBWTBHF3YV+vDzdiTsDLXg44MSFRgNOOVQ4YpQyGE9I8hmMQ/lJCGQnIJCzB8GCJISKk5mC/BwG4u6KIraOqVdWzmDcq5YwGAeUEngkQtjLiqClipusZOaKqZqCRl5SDkxiNcax29m9AN0NcCCm34ioKSR3TzS7I6hIioc4NR7KzCTo89JQV5aG+vJ0NIuz0K4swpBZgNl6JZa9egbiY0EbmDrsOBK0MZd80KvHXJMaM40qDLlFGHaLMdogxoGgFteXg3jvyRX8xZvhjJiB+OVTuHvj90FMEcWhFglOhDQMxFQpcXXMwZwxxRQEYq7FmSIJLpZgjnhAz7JjuqwjEYhvHWzD3etz+O0Hj+EfPnsWX71y9c/DEVMEINJmoUqbDakuh0mmz4PSXMTKy2hWhMFRwWR1V6LBRzB2oGekHl1DbvZMr1uCRrhblLDXVzE5PXLUtarY5wm+BGGSs00Le6sKZo8c+joJNC4R1E4hEz2HJdh4vwKqGgGqrRXM4erdUlib1LA2aaGrlUNiKYPQUByWuQRicwXEZiGEBhGEeimEBjkqDUoU6RUoNqjBNxlQbndA6G6CuDkIsa8bgkA/SoNDKO2ZRGn/LIr796NgcAGFo8somTgK/vgR5I6dYcocP4300XXsHTv1NaWNnkLy8BoyhtaQO3wUeQMryOlZQmH3QfD7ViAJzaKqYwqi5n5k6euxu0SJ7Wl8PLg7Hd+NScSO2N3YGZvAhvtQPEEgDs+P2ILYnVt+zwnTr6d0a54cvxVpCdtQmBqHyoJ9sFUWo80sx4jHhsVQI9YGAzg32hW+oKOBPos9uLPSx6aqPbfajReP9uK1tQHcPTaItzZamKl5471TI3h/fRQfnB7GR2dHN6skuHiCAzGLIa4s/F5W/KfKiDfjicthVxwZUfx7QPyHgMyBmIsquJiCXDFVUFBdMbU//2AygNu99bjWasa6S4Vj1iocNolxQFWCSVEeeopT0JGXiI6CRHTxk9FdksLOztJsdJcXoFdQhD5RCXorS9ErFaBXWYk+tQxd2mq0yatQKyqFiV8AZX44L6bB8oXxNL94BxONziRxQN7LLmq3Y2/UVlCeTIOEaP4EPzEGBGNpxl6oslJgK0iCk5+KBmEm2mSF6NWVg7lijwqrbUYcC5IrtuB4yMpErw/7DVjyaljt8ViDGKRxjwRLIT1urQbx0VOH8au3LuOv372Gv373Cr56+RTevDmNR5YpCtPiQKsI863loFkTB71SVrpGZWvXpupY6drlcRfOjVhYc8fZYTMujNpYwwZtcKYOuovjVpwfNePciAmXJmtYRkzRBGXEb91cwH/5+An81y+e//Opmqi2FqNCngJBdSqTUJEGkTKDgZkaLqgLTm8vh85WxmBMgPWGzAgNuNDR70Sgx84aG6jNt7ZZsQliR4MU9FlXUzXb4EHrlDgY00kO2dJUDWODlLljgrKhvoq9pvfomZPKIYHSLmZS18igtFehyihgi0jL1XwUK/NRoi5mKlLyUSArRYGsHCWKKpSrFSjQqlCg06LIaEKJvRYVDV4G4YrgMMpCYyxqKBlaRM7IAWQMLiF5ZAWZU8eRO3uaKXnmKvZNX8HeqcuIm76E2KmLTLsmLiB68hy2ja4jbiQM55yJdeSMriF78DADcunIUQg6ZiAITIFf34dkZR2i82X4XnIRtiRkYktMMrbGJjIQU0QRExMTjiVofsSOB8OK2sJamGOjH2SXc1TClBy/A2m7dyBzd3jEpbo0Aw1aIXrdOuwPuHF0wIuzYx24NNm9Od7yyeVefH+1F88f7tmEMAH4TZolsTHQhwMxwTgSxPdK1mZwLyf+etkalxX/qUBMF3YMxhvlcPeD+KvLB1k0wblfzvVy1RT3g5iLK+4HMQGZXDGXFdOUNtbkMdeJp4aacaPNhjNuJdZsUhwxV2LFIMScvBD9panoLEhCZ1ESekpTmQjGveXZ6C/PR7+oEAPiEvSLS9AnKUNftQD96ir0GRQIKqvQICljrlhXlAVZViqb1kabONLo/+t4gvG9OcYEYw7IiTu3IJm2d8TvZJd8BOMSWm6auhuyrGTocxIYjOsrstAqy0eHuhRDZjFzxYdadZsQPtFpw8kuO4Px0XYTlv16BuMJjwSkyWYpDnUZ8cjhDnz89JFwPvzedQbin7yyzkB8a6UVa/06BmKKJ9isiXYlzg5a8fBMA27tb8LNOQ97vjLlZAA+P2LFZRr2M0fT1erYSRucCca02ZkqJgjGl2frWdXE27cO4B8/uYN/+uoF/Oz1h/88HDFVOlSqsyBSZEIgT2cSVmegSpPLOt+o4UJnF0BjDY+vtNXL0Og3wN9Tg/Y+F6sLpjrhhjY9mzNsrZPC4q4Cfc7VrArPHQ7Rbjszy4ZprRI5ZOaKG2mHnRxalwTkds2NCthbNHC1GVDXbkZDhxWNITssHh0MdSoQhOXmSlZGJtCWoVRTwlSoKkSRsggFimLkKUqQp6hAfrUIhQopCqvlyNOoUaDTI89kQYHViQKnB4WeDhQHhlDcNY3M7mkk984jvn8Be4aWETN6BNsnTiB28jTip87hwclrm+JNXQNv8kpYU5fAm7qEHdMX8dDkOeyeWMee0eNIGTqMtIHDSO87iKzeg6jomENZYBLZzhCiBSbw9pWAF5+HB+MzsDU2ZRPEFE9ER0dvuOHtbPoWzRygZo24qAcRs/0BdhKI98VtQVrCVlbML85PgkWcj3Z7NSb9Dqz2NmN92I+LE524NtMbnjF8oHtj0DvNGO7GS8d68MaJAbx9aojpnRNDbKZEeMJa2BF/eGaEOWICb6TIEYe1n7nhz68eQKS+uLKISHFVDVyWS2ckRCOfIz+z+X33XdZFfibyZxGIOVFefL84IHMA5kAdGUlwGTFFE5sNHkeG8NZyP9sI/eJ0AM/0NzEYr7uqcdgkxJqlEofU5ZiqzMVQaSq6i/Yy9fL3oa8kGQPlWRisyGOzKgbExRisKsGgvAKDShGG1FIMaKvRrZajrVrMLu5oWltVari2mLZE0yB5crycI04llxwfwxo/qPOOGkBSYqLZ5+iCj2YVk5OmWRalibGQJG+HLjsBropMeKVF6NCWsVK2KZcMC01qrLbpGXzP9Nix3mXFiQ4T1toNWPFpsNSswFSzFDOtckw1V+JQpw6PHe3EB0+u4Oevn8dvPrzJ6ogJxG/dmsMjq3429GfBL8F8i4AB+WiHmnXTEYSfOOgHtSk/PF0PcsXUYXeRYocNXaLqiCknrk67cHmS3g/nw1RHzF3WvfvIIn734W383Q/v4LMXLuLNJ9fw07du45/+4l1WR/wvf/cF/vU394b+/NPf/2nriLla4P+Vk0flZjQ3mMDLwZhOqTYPKjMfekfFJlhrW9SsOYMDcFO7CfQeQddcK4HeIWTA1tpo/KUY9gY5gzG5YRIBmJywrUXJoglDnQy62ioGYVNDNYOwO2Bm8G3qcqC52wk6XW1WOFpNMNdrobbJUGkUokJTimJlEQqrCxiEyQmHIVyOPLkQ+dWVyFfIka+oRp5KhzytCXkGG3IsbuQ5W5HT2Ik8/yhyu+eQ0jWH+O55xPQt4rsDK+ANHQNv9CR4Y+vgjZ8Fb/waeGPXwuf4VfAmSJfDGr8E3vh5fG/kDB4cOYmYwWOI71tBYvcS9nbOMxGE+S0jSDP5sIWvAS+pGLz4bHw3Lh1bYvZhe8we7IiJZ+MuuQaOuKjwBC4CMeXB4fGIW8K5cNwWVrKURYX8ydHQVmTBrSpliyMXOmpxvL8VZ0fbcHmyA9dnu/HYYieeXOreGPRObrgbr631MQC/e3oEYQiHQUwT1sJueAx/DMScA46EMD1HQpieCaiR8IwE7zc9R36Wfe+fGMRc1UTkZR0HYgbjYyNsZCZthX5lrgPPj3jxaNCJ8w0aHLdX4aStCocNAuyXF2FMkAECcE9x0gaE0zAoJBDnYFiQg+HKQraGaaS6HCNKEUbUlcwV96qkCCor0VJVAXtJIYsUaCFpKQ3350BMeTHFE9TqzDZCh9uguQ48+hp9lmqQ8+J3sY49qksWJ+2EIj0e5uI0NIhy4VPw0WUQYNhehenaagZjiiKOh8w4GTIzEB8PGnEkoMeyV43pFhlmvdWYbpFguUuP28e6NkH86w9ubIL4zZuzuLXSBhr6QyCeYyVsIiy3yTejCXLDzBXPelhMcWWidhPCBGNyxgRiEgdicsPXZt24ur+ROeL3HjvIogmqI6aqCQLxz96+B+J//e2X3z4QK03FLH6gmQ8iTR7KFVmso0xqLGalX+YGGZxeHWt68A/UoXuiFT2TXnh7XbB6lGzzRpWBD4muCCJNAZNEXwwaBq9zSWCqlzP3y+DbqADBlxywxlkJlUO0IXLE1bA101xjcsE18HQ6mRo6HKjz2djS0XsgFqNcXcYgnC/LA4sjItxwbrUYedVVDMKFCjVyFDrkqIzI1tmQaXIj0+FDVn0Psv2jyOycQ2JoDjFdB/BA9xJ4vSvg9R0Br+84eH0nwes/Dd7QZfAGL4fP4UvgjVwGb+QieKMXwBs5D97gOniDJ9j3PdC9jKjQIqLb5xDjn0Js2wRKWkeQ4+pEvKwG380S4zsJ+fhOXAa+G5OM70btxrZd8dgWHcvGXbJGjqhtiAQx1QoTjPfFhaeqpSRsY7FEfkos27xRrxEwNzzttWO1twlnRny4OO7H1ekO3JrrYpdz31/uDkcSx/rwyvE+vH6yF++sD+D9szTektMom7LGgZjy4Y/PjX2jG6aqiX8viCPBGulguaoH7uSgfP/nN7NhDsj3derd+77/mCOOzIY5GBOIORhzIzNp790bB7rx8qQfT/XV44bXiov1Gqw7ZMwVL2sqMCvJZ664vzgJgyXJGK3IwHBFBkYE2RgV5mC0Mh9jUj7G5BUYUQsxoqGcWIQ+TRW6dXIE1VI0VApgKsiBNCURFQkxbGFo+q6dbHkoLRAl90sumIbF06xiantmg+NjyDlHs+0f2XExyEt4iG2SLt+7E5LkWNboYS3JgEeSh6CmlLniUXsla30+2KLFkYARFEkQhMkV03ksoMf+VikO+BSY88lxuNeEJ4514aMNR0wg/pv3ruOrl0/j7o0Z3Fz24eiAAfNtVZjzVmK/T4KFlioc8itwvMeIC2O1uD7XgBvzHjy834Nrs/U4P+rAhfFwDkwxBLlfLo5gl3QTjm8EMZWvff7iJRZNEIj/+Vfv4f/57Rf4VoLYUCOAjsq9TMWo1BVAqM5lJ+2fs3poYagOjR1WBt7O0Sb0TvnQOdbC3tM6Kxl4yxU5KK/ODkuRA6E6H1JjCZQ2AbQ1YpYB0yUcKymzlENqKt2UzFyGSn0JZGYBtC4ZLB4NHK0G1HiN7LQ1G2Cp17DWYpVVColOwCBcouCjSFGIInkxA3EhiyTKWSyRpwi74QKlAkVKDXIUeuQozcjWOZBhqEO6rQ0Z7m6ke0eQGpzFrtAcdobmwetcBC+0DF7XCniho+CF1sALHQev+yx43efC6jsLXv858PrpPA3ewGnwutfA6zzCvndHYBFbfdOIaR1HfMsodntGwK/vQYquAdv41fhOUhF4cRn4XkwqHozai+9uj8XWqFjs2BkdXn+0czto6E98dHgUYmL0DjZbOCk+Cml7osPavYNFEmz9kSCbbdwYaTJhsbMOJ4eoVM2HqxMB3KBytdluViHx7EoXfnCkBy+v9eLV491441Qf3j09uAHigU0YhyetjeLDM9RRN4Yfnh/fBDEXSYQh/B8DMQdNDr73n9zXvwZjDsDc+Z8MYi4jvr+ELRLENCqTtkK/udSL12c78NxwMx7vqGUwPuOsxukaOdbMEhyo5jP4RoKYXPK4MAvjlTmYkhZhWl6CKUU5JtQVGNeKMaQRY0gnR7+xGj36avgVlWwwkCojGeLd8ch6KAxjgnBy9HYk05D4mCjQjGI2ND4uBnvZQKDwOiWaV0FbPGhHXsHuOPD37EBZYjREtGMvbx+cwiz4VaXoMYkwaK3EhPteREHOmGIJcsYkgvGiX4mD7WosBJQ4NmDFUyd68fGdVRZN/O37D7MLuy9fWscbD0/jxiEvjvTrsd8fBjEB+UCrFIteGVbaVTjVb8XlqdpNEF+dqcO5EaqKqGHwvTpT+zUQUyMHla4xOM+GGzoomqCqiV9/9AR+9Nw5vP3UCfz8nSe+EcT/47e/Crc3UzzxJ2px/l+JJLjv5VGEQNCVm0vYws9KQyEIjpTZ1nh1qA9aWFRAMYG3rxa+fjeLCxytWuZqq4wlEGkLIdQUQKDOZye9lhj47OdQxQOtSZKZSsE5Z3LPJKmuDDJDOUTKIki0Jag2iqC1yxh0TbUqMLnU0DsUUFukkOmEEClKUCYrBr+qEMXyIhTKixiIi5SlyFeGs+F8hRRFKiXy1VoUagzI15iRr7UhR1/DQJxqbUGqswPJTQPY1zqBuPYZbA3O4YH2/eC1L4HnXwIvcAg8/zJ4/lXwAsfBaz8RFoG54/gGpI+BFzoCXvtBfMe/iAfaZhHTMskAvKdxECl1A0h296PI1oIkiQlb0kvBi8/Edx5KZpHElqh4bNkaje07orBjR3gxKK0+otGWCbvC4xDp186UPTGgIe8Ze2PYdDWaLUBuWFGWBXLDA40mNt6S3DC1MZ8f9eHKuA83p4J4fK4LzxwKgUD8wpEelg0TiF8/2Y131vvw/voQ3js1yOKIe9USYxuzJcbwyYWJrw31uQfhe3XEfyyaiHTBBNr74Xv/aw7GdDIgcwDmzv9kEN/viGnmBAdhiiY2x2SuDoLiibv7u/HiuB9P9zTidtCFC3VqnHersO5QgFzxlCgHQ/xkptGyNEwI0tl705I8zMj5bBfejKockxoBJnSVGDfKMGJQYNiguHdxJyhlcygUSXuQGxeDrNhotsGZQJzEdtjdA3FSfAxIFFfQXju2Tik+Dtm7E5C3ezcK4negKH4HShNjUJWxB5bSDLbtudMkxICtEpN14XhixadjeTFFEmsdps2Y4mCHCsudWiyH1Dg1bMczp/rxw6cOfw2kg+oCAAAgAElEQVTEX7x4Cq9em8S1pRas9mox1ybBrK+SAZnc8MG2aiwHlJuu+Op0I65MuxmAz47YcHHCydwxuWWKIThHTLEEuWICNEUTj620g6IJyog5EL/z9En84t0n8d/+8n38v7/78muO+FsDYrqEU9rKobCWQW6let4yqGvEoMyWYEuZbXgGQ/ikizS6UKOLNYI1xQwKW7jETG4pZ/AlkEeKAVhfzEBMz+SWCc602ZlEW55JCpMYKotkE8bmWg2sdTrY6vWgZwKy0iRFpUaAiuoSFMkKkS/JR7GqDMUKAQpUQhQpK1GokoOvUaNIq0exzoQSox18owP5plpkmuqxz9qIRLsPCXWdiPUMYLt3DN/xjYPnmwSvdRa8ljnwWvaD1zwPnucAeC0rYXkPgddKOrihhfDnPDPY0jiOmPoRxNUNYF9tH9Kd3UivCSHbEUKetgYJpTJ8b18uHoijy7kU7IjZix07Y7F9azSDcNT2HWztUezOHcwNhzcybOwpS4pHelI8svY9hMykXcjZtwtl2XthrCqAzyrFcKsZ+9udWO1twPpQM86ONOPqqA+PTgfx5Dw54hCoXO2FI10MxK+shXD3eBfeOdWL9073MxgTkMMla5QNh+dLkBuOBPHXIbx/s7Puj4E4EqyR0P3ZtUOIVOTXIr/nTx1N3H9Zx0GYyteYjo3gvaPDbK0Sgfj1hR68MhXE84OtDMbXW8y42mTAuVoNjhjE2C8txDjFEaWpTJPCDEyLszArzcW8ohjzqnI2xW1GJ8CUthLTpmqMG+QMxoM6BWvyoElttvwctoiUXC3BmOKJtJ07N0FMkQT9OYkEMZtXzO22i49DVkI8sh8K77Yr2h3FytqUeftQI8yBVx12xaMuOasXXmzRYdmrxWqbFseCxk1XvNKlxeEePVa7dTgz5sSzpwfxydNHGIgplqB5E5+/cBKvXJ3AlQMerPRoGIQJxPMBKVaDauaG6VzrNuDsSA2LKMgJrw9QiZp90yXfXGjCw/vrmQMmF8zpxnwDbiy24MmjnfjoyVVWNUHRxI9/cAHvPnMKv3zvDv77X33wNRDT0J9vDYgJwEpHuF6XAMzy2zopdA1yGDwKGJuULC6g2l3KcOmk+MDcqN58n/JdquulaEFdUwUqN1PYxJBbhCxyqNaXQGkqA21x1jvEMDolMLuksNUqmRw0SMelgtEuh94qhdFeDVutBu4mMxq9djT7nWgJuOAJuFHvc8LWaILapoRALUSxlA++uhx8pRBFGjGKVVLwNSqUag0oMVhQprdDaHehwuEG31aHHEs9ks31iLd6EF3jx1Z3Bx7w9ILnGQDPMwieZxi8hhHwGsbBa5gEr24SvPpZ8Nyz4bN2Bjz3JHiuCfCcI+A5B8Gz9+IBWyeirCEkWAJIM/uRbWpDjsmLHFMLsuQ6xBVU4MG9GdiSkIwd8UmIit2DqB2xiN4RDYJwzI7tG6MvwzvK6C8ZbWNIo9U4SbFMNGc4Pz0B/OxESIozYFOUIOCoxojXwkB8pKce6wNNuDDcjGsTPjw+F8SzSz14brkLtIOOLunC0UTn10BMZWphjeGD0xEgvjSBTy5PbsyVCHfTEYw/u0IQ/p8HcSRoIwEc+Rz5GQ7Gf2oQUy7MZcPkhrlqCZo5QXp/47KOtj6/dXAAdxf78PpsJ14a9TMYPx6oxSOtDlypM2DdImMVFJQVE4yHS1IxLUzFXGU29kvzWM3xAY0ACxohZvVCTOskmDTKN0E8pFeyumJvlQD2wlyoU5JQlJiAPNrMEROD9OhwLJESE44j6M8JNzieQZny4xiqoohBOgE5LoZNcqMuvYL4nShOiIJgXzQ0eYlwibLgVxajzyLCqFOC2XoF5j1qBmOqJT7ZZWU61qXHiV4zjvYacG6iFs+fHcanzxxlIKY64r98+wo++8EJvHR5ApcXmrHcrf4aiCmSIB3u0DAQrw9YcXrQjlP9Jqx16xiIKaK4daAZjy55QdBll3MztZvnrQMe3DroxVNr3fjkqSP4rz96irU4E4jf+/46/uL9p/B//PWH+P/+/is2fY2qJr5VIFY7BKyZQlsrZg6XyskIwtp6GVS1EihdlQyyxvowkDkYc2C2t+hBXyMZ6hTssxqnlMG42ipiMFabK6C1CRmAbfXU9qxGbYsW7mYjU6PXhlqPkcHYYJPB5FCgpl7PIOzrqIO/swGhvhZ0DbcztfV64WxxoNqqYDAu0VSgRCVCsbYSfLUMfK0aZTojSo1WlBsckLjqIXI1oNRRhzxrHfaZ6hBvasQWewt4NX7w6oLg1XWBV9cDXm0/eHX94LmGNjQahm7NOHiOMfDso+BZB8EzD4Bn6QbPFAJPH8ADOh+idF48pG1CqqYJmRoPMnX1yNXWI6NSibjcEmxJTMOO3amI2Z2EmJg9iI6OQfTOXYjeToPgw9kwddJxuR9BOG13PIsjKJbITY0DP3svBIWpUJXnwaEqg98uZyCeC9TgcI8bp/o9uDDchBvjbXhyIYTnl/tZBx0tAiUIU7XEaye68OaJbrxL0cSZgQ0IE4zDEKaRl2zQzwaII53w/SC+3w1/U9UEB9RIyEbCN/I58jPc9/2pQUwla99UtkYQpu46DsRUT/zOoUG8udTP4olXJ4J4caQNT3c2gmB8vdGMc9RxZxCzrHhSmM0c8YwoDXOVmZiX5WNJWYpFbTkbMr9fuwFivQSjOilGDDKMGNXoNSjQJhMxECv3JaJ4726W9WZS7LDrHmgpFybtid7FRHFWYtQOsK3P0VFI2bi8o5GaWbE7ws44ZhsK47eiMjmK7bZrFOYgpCvFgFmMSVcVg/FSi5o1eZzqtmG9x87ihJN9Zqz1m3F+0o0fnBvBp98/9m+CeMYrZjBeaJdtxhIciOlnkY736nG0U8Mu6+jSjiD82EEfbi40MgATjK/P1bGYguB8c6kVd4514eM7h5kj/s3HT7KM+M8CxORK1Q4RE1UyUFWDvrEaancVxKZi8JVZKFHlQ+GsgqVVz2RvM8HT60bbSDO8Qx64gjYYmzSQ2cVsdKTEIkCVVQiRsRRlGsqDKyAzUIUEdcbpUR+0w9tXD6rCCPbXoWvYg/YuFzxeC2rq1DC6lDC71aCLOqfPwmqK6fOhMS86R/xo6WiAvc4GtUkFmUYGkUaOSq0SQr0KFXodSvVaFkvkqfXIUxnCJWvWOmTb6ljVxB5DDXZrnXjI6MYecwsespK82GbzYYc9AJ4jgAdqOsDb0BZzD0jfNYXwgLEDPL0f39O2gadpxVZ1M7bI6xAtq0Wc1IHdlVakV9egUOMGX1uLImUNsrP4SE7JRFx8InbFPMSmrLENzbtoC/NWUBxBiouOQvyu8K+b5HT2xkWzXztpuhbXvFGSmgAZPw260mzYKwvRbpRhosmMhRYHVjpcONPbjCvjfjwy04U7+/vw9MIAXlkO4bXVLrxxpAd3j/bhzWN9eGstfEEXGUdEzhyO7KK7/5KOWpsJuF9eXWLiytUYhK8t4otrC0xfXj8A0s+vr27qFw8fBqdf3jgCEvf1n11bAaefXl0Gp59cX8G/qWtH8JMNfXX1MDh9eeUISF9cPsz0+aVV/PjCMj49dwg/OnsQn5xdYvrh6UV8vH6A6cP/n7u3/o7rzrZ9K05iEFiyJMsgCyyLuZhBJSoxMzPLYmaWWZYpZgjbTuI4thPHSewwMzUk3fec03ygz/0H5htrlXZZdujccd8bo/v9MMfe2iqV0z3sj2bN74K9w3h9zxDu7B7E7V0DrNdnenF7qhuvTnTilfEOvDLagpeHmnCjrw4vdFfjcmsJHq/LBUUUBzP0mE+QYdwQhkGVP0cSvbIAkAaUwRjTR2HKLOfWaNr4QbvwaDlpX5yWnXFHvAEtMRpUaKW8zYN23Ul9PBDh4c7NGlQnTGVqVDkhRBJuTvZgrV+OtezXwd1+HTbbr8MWBzue4CZ03pEz9nVZg7CNjlDvcEdCmBcKDRGoNIutzjhNY4XxcqPHgcZ07G9Ow2JrBhZb03B6sBgvHe3BRxcX8M21Rfz+1eP49YsH8flzu/DKiW6G6GyNfrmGWImJMg0vEp2uM2Cm3oi5xmjsa4nj7jt63Xyd0TpZjeYND1IzRzZOUB7cl8HX00M5DGOqsKB5xJf3tuC9y/vwL29fxG/eeALvPHMEt57aj2/ffA5//tVb+I/ffsxLQ//zu2/w1+++xX/87nv86V9+xxIO6/70x38DzyP+8x/x17/8ySZhPvH911+aOywcuP3U9Zd+nr4vEkCsT4ziAzY6fKPWYYUlAuKYQIQbd0ASGw5jpgaWohgGcWq5hUFMEC5szuHZvTG5Bp7xII2L4NfTz4hjwhjEMlMkN2LE55i4JphK00qbc1G1Mx/17QVo66tAY1sxyqozkF0QxxCmAeyxWeS0TfzLgZx3VkUKskpTkJSdAGO8HkqDEmKNHFKjGmKTlrvowuiQzmiAr14PH40JnkojNunj4WFKhmdMGjzMqXCNToVbdDrczNlwic+Hc1wh1scVYXVcIR6IK4IothiimBKIYosgMhdDpC2xSlMIkboAInUuRMociBRZeECegVWKNNgpUuAsT8ImuQVemiQEGlIRqE1GgDwB3l6B2LzFC84b3OHg6MTzJHjSmuM62NtRGzMd0NnbQCyUJBGISR7cvLEW3q5rELzFCcpgD5jDfZGmCkW1RYO+4mSMlaRjriYLS83FONlViccHGhjCl8ba8OJsPQOY4PvK7hauG6aSNYIw5cEE4PshfD+IBVcsQPijE2P3gJigTM/4+TKAV4JYgC9dBQALV3omwJiuAoyF62enZvBzEiAsXAUQf3J83gZigvDPgViA8Zv7R34UxHeme/DaZBeD+NWxVgbxiwP1uNZTg2d3luHJhnycKU3mg7s9SUpMmSMxog3GgNKPIUwg7lcEYVQXgcloGYN4LEaOAZMYgzEK9MWrbSBuNqtRrpEgJyoEycG+kPt6IspzMwLcnbHdxVpLTIdyAog3OjvcA2KquCEQczMQwdje2gJNe/Ho532d1iDYzQ5ybzeYgrciRx3MVRSNFjmPyaRGD4ooqJxtX32qDcQH29JtIP7w6Xl8dXU/vr91DL+6sfizICYIE4Ana3SYqNYyhGmd0q4GK5Rt84YHsmwgpjpiAjKBmQ7qyDGfGM7HpT3NDOJ/e/cyvn/7aXzw/PH/YxD/+U9/YBCvhDDd3w9g4etfAulPAVh4/ks/bwVxjo5rfY0pUq54CNf6IljrveyEdzCIlQlSGNO1iM0xsSwFscggKFalIbU0EdGZeuhSVJDHiRFhCEGYLogVaQwFtSCrzZQN6xnCeTUZXB9cWJ+JypZ8NHeUoaWzHPUthQzinAILgzgmTQsqVyOpE8TQJSm4mUNvoTX1SkSqxQiTRyFEIUGEXoVwvYa76Py1GnipdNii0MJNpoGLRIO1UTo4ysxwVSfAXZeMDcYUuBjS4WzMgqMxB2uMOVhtzIPIkAORPhcibS5E6hyI1FkQqbIhEmfep3SIotIhEqfhwagU2EnT4KJIxVZ5KrYrUhGgTkGYOhlBkhj4BmuxZYs3XN22wMnBFQ4O661bN2i4j8Pau47YwR6u9g7Y6GCtDbXmfQ6gqgka7EMw9nB+iMcdSvzcGcSZ2gjUpxgwVJ6OqYps7G7Iw5G2MpzprWE3fHG8Bc9OtLETJhe8EsJ3a4XvzhsW2pgFCAvddD8F4U9OTOBHdWoCn5yawKenx1kChAXw0vXrM/M2rXwuvPYeMJ+exec/o89OzkOQFcYLIAgLIkf8fwJicsXkiAVX/MZsHwQQkyt+bbyNXfFLAw243luLKx0VuNRSjAuV6XxoR+Vsc3FSdsWUC1MVBcUUfXJ/jGhDbSAej1WA4gkBxN1xGuyM1YGGAZWqopAVEYTkgO1Q+nlC7L0ZQZtduFmDWp1/DMQ0qY8gTDXoBGJB1AJNpW80GMjbaS28HVfD33kNIrfQfjsXpEq2o0gbgvp4KdqSlehMVXCjBw0F2lObhv3NKSAIL7Wn48xIMW4c7sB7T0wxfH/z0hK+vbEXnz03i1snOnBmNAfkdEeKaR6xjHfXUcszSXDFNNaSJqrtb43H4k4LDrQlWEvUbB111m47ocuOStioqoJanJ+cr8c7F/fgX9+5hN+9cxEfvXDqfwRicsOkv/7hX2wbOv6hQJySS/OC4xjG5IYjdDsQpPFCiM6HIRwZ7Q8CsSZJwWMl1Ylyhq4pQwdDmgYqiwySmEhIzBEM4WC1PwIUvghU+fHX0tgohnB6gQX5tZkgEKeXJiC9KA4F1WmobS5ASWUaCktTkVuYiPTsGCSmGxCdpIHeooQ2QcXRhtIshdQYhUh1FEJkYfAThyNAEoEAmQTBahX8VSr4qpTwVGiwWU4AVsFOrMK6KDUeDNdhjdgEJ6UFbtpUuOoz4WTIhJM+C+t0WXhQnYkHNNksdrvqvGXnS+63AA9rilirtcUg2WmLsF5XDFd9ITbq8uFtLESguQShcUUQm/Mhjc6GWJuCoAgDfHylcNu4Fc7OmzgTJhDbtm84rmMYC46YQEyirI9zYlocyXoQHk6rscVxFbycHkKUtytHE3kmMVqzYjFek4O52nzsbynCic4qa+3waCuem9yJK1PtPwDxq3vauG5YiCUIvCslAFi40sGckAWT4yX4fnpykvXZqal77vnr05P47MwUPjszwbofvN+cXcBPSQD0Sjh/cWYOP6fPTy2AJMD4s5O78OmJBZuEeIJg/MHh6Z+NJ8gR3x9PEIiFeIJc8e2JnVjpiimeeKatFE/UZrMrpiaPla6YQEwiEFNFxbhRwo54Ik6J0Vg5g7g3ToWuWDV2RitRr5ejWBGBjDA/JPp5Qx3gDdn2rQjZ6gY/t/XWvXacD1t32AmOmEBMZwy82Xu5KWgjzTO2p787a7GNprg5rsE2hwfh7fQQglzXgJo94kI8kKXwQ3WcmMvZWpOl1qFAhWbQiMx9TckM4kMdGQzi64fa8faj4/jk8hy+vX4AX1/bjU+embaBeK5O+wMQ726NYxjv70jkwziqjCAgU0xB7piATOClzjrqsKMhQHSlZ1S+xg0ffZl4fLYWbz21C79/8ymOJt577tj/GMS0Jul+EPMqpOV4QnDA919/ydEKzvenrr/08+yIE/P0XKZGh3Tq5EiOIwi+UeYASBJCIEsM45GS6kQFaLMFrQuSxESBZj1EGsMQrAlEqJYccDDC9CH8dbA6gL+m19E4yuzCRK58KKzORGZxItcJm5JU7HzpoC4tywxawEnbkJPSqHpCB1OiliGsiVNBFaOA3KhgCAdLwuEbEYLt4RHwjYzCDokUXhI5tkqV2CJVwlWqxgapFo4yPdbKjVgnj4ajOhVOmjS46rPhGp0H9+gCPlRzMhXA3lgIO10h1umLYW8shZO5Ck5x9XCzNME9qQWbklvhndoBn7QObE/vwvbMDvhndSAouxNhue0Q57RBkd0GQ247zPltiM1uhDmlHBpTFkLDDfD0Coeby2a4OG3C+vU0S8LJ5ohp5jDPHaYBPw7rGMIrQczNHI522OJgBfFmBxG2OaxCpJcLLJJAlCeo0FOQjLn6AuxpKsFSO7nhOjw+0oxnJtrx/HQHrs504uWFVryyPF2NWpgF0XbmNxZpBVL/PUtBhV10wiokIXJYCWECLsUF9zrVaXxxZuauzs3gi3MzP4Dut+d2QdCvzu/GSgnPV4L6y7Pz+FGd2Y0vz+zGF6d3sT4/tRskAvFK3R9RrIQx5cX3Z8UrQUyu+M25fgYxuWLKim9PdeDViZ3sim8ONdpcMc2guFCdgROF8SBXTG3PlBVTBQVBmGA8qArCmEHMOTGBeCxOwRlxDx3YmZVoNcpRq5WiSB6+DGJP6IOsrjjCazOCqYxxkwvPmti0wRpJuGxwsG7/dnLkiIsagu5qDdzXrbHmxU7rsNVhNTzsH4Snwyr4OT2EYOeHodvuiuRIT5SZwngjR0uShF0xzaGgsZh7GhIZxNQVR4742tJOvHl+FB9dnGEIf3l1Dh9fnsDLx9twZjQTc3Vq8Dzi5aE/801mnj9Brc8CiOkQjuC7tzmWYUwOmXLhkwNZHEkIbc70jGuI+7M5mri4uwnvXtqL//XW0/jVncfw1qVDvwhiwQ0LIKZ8mNwwQfgfBsTUgiy0GxOIaaavwhLGUNamS6DPksOUoYchTQttsgoqi5xhHGUKR4QhlOFLQCYwE6TlcRK+ErR1KWpEZxqQW5yM/NJUZJUmcZcc1QurYqJgjJOBqySStbCk6FkJyQbEWLTQx2ugjlVCGa2CzKBAlFqGEGkUfCPC4BUWBs+wKGyLlMAzSoHNEQpsjFTCWaaGk8IIZ20cNhiT4RKTDveYHHikVcMjqQKbLBVwTyjH5sRqlntiLTZaauCaXI+NSU3YktoKr8xubM8dREDhOIJLphBSOo2w8mlEkCpmEFk5DVnNFJQ1k9DUTsJYO4HYmhEk1Q4jrWYQaSXtsGTVQhudjeAwDTZvCWIIE4idnV14uhrNHKY1SMLwd4LwShDTx0vrCfhyzuewCt5OqxnCXo4PQubtxvlwbZoRw+VZ2N1cggOtZXikoxLn+htwkd2wFcIvzHYxhK3DfGjE5V0JIKbtzKS3lvoYyARigrDQwvzxyfEfuGAC8EqXeheUs/jq3Bzry/OzIAlwpetK6P76wh6QfvPoXpuEZytf99W5Bfyozu7BV2f32ED8xWm638Mwvh/K5JB/Csj3g/h+V0wgFlwxwfjOdCdem2xnV3xrpBlCRPFceymebMjF2bIUbn2mYUCUFQ9rQmwwJiiP6CIxYZJgPE5uAzGVsXGXnUmBer0Y5fIw5EQGIjV4O0yhfjYYR/lsRci2zdi+xYXPDziOcHEEwZg2uqynNVsOVIVj3QRO1412a7DJjgbIW0Uw9nR8CL6OD8GfPmFtWYfogI3IUQXwwlBaj9SepuR5xNPlFizUxuNASyoER/zCwTa8fnYQHzw9ziD+4vlZfHRp3Abi+XoNRkoiWDQGkwBMjphyYoIyZcIkcsMkcsbUuHFmOBfnxwpwdiSP7+mgjp5R6dq5sWJcmC7H1aVOfPz8Ev7w3jP49euP482LS/8jEAsQ/tsf/9WWD/9DgZggTK3HNPeBdrqRtKli6NKWIZyj5MlnNP2MDs/MGTrok5U8hpJGUXJ2m0bzI3T8uoTcaJAseVRvTHXHsTbHS7XCBF7qoCMQq40RLGOMDCRTrBLRMWoYYlTQRFuzYLFRgTCVDEEyCfwiouATFgGvMDE8wxXYFqnEZokaG+V6uCuj4aaPw5aYdHgk52N7dhUCi5oRUt6BgPI++BZ0YFNWC9zSG+Ge3gyP7J3wzO2CV143tucPYEf+MHwKR7CjeAL+pVMIKptFSMU8QisXEFA9j+CaBVZ43QIiGuYhaZiDqmEGmoZpmOrGkdA4juTaQVhK2xGdUQWpPg3e/lI4uW6Hs5M7w9gG4uV/LDTs3YU2bwggdqSJa3ezPXf7tXzgstVOhO0uaxjG251XQ7VjM3IMYrTmxmOiJh97W8uw1F6Jk901uDDYBDqgo0iCIHx9ths3Z1vw8nwbr0F6dVc7X2klEt3TIPjX93Xjjf09ePNAL6+ef/fQIN4/MowPj1kH+AgxBF0FFyy4UHKkBEObzi3g6/O7ljWPby4s4Jvz++7Rtxf2g/SrRw+wfv3YIlZKeE5Xet3d91t+33N78fUKfXlmLwT9GIxXQpmAvDKqoLhCqKBYeWC30hW/sTCAO3PWeIIiitdnumyu+OXRFpsz5iaPdqqgyMbxonjsS9fydLYxfThHEtRZR6KmDoonxmJlHE0MxSoxEKcGueJ2swrN0XLUaCTsinOjghAXEYiYiEAYw/yhCfGDxM8Hgd6bsc3dhQ/pXF0cwVU4NMva0R729lSNQwfBdAZBZZFrrId39OnKaR1HFF5Oqzme8HVchaANq6DydGBXXKwPRn28mA/taCj8SHEsZqtiOJ4QQHx1sRV3zgzYQPzZc9P48OIYXj7RijNjGZhvUGO0LAIjpeEYK4viSGLfzgQGMkGZ3C/lwjS32BZLrADxudH8e0BM5WxU2vb4XBVuHO3F59eP4k8fPMcgfuPpg/9XIP73v/3lH6NqgrriqGSNx1HmaLhszZBBQJZAmyFlR0z1wVS9kJBrZMhSnTDBmJo36DnNhqAys8xyKjVLRXZlMlc4ZJRZkFZiQaxFhZgEJcwWq6h7jmFsCIdMEwKZKhhydRiUmiio9HIoDRRFKCExKSExqOAvlWJHlATbwyTwCVPAO1KFbRI9tkkNcJcasUWfiM3mNK4P9s6sYABLagegbJuApnseQc1T8K0cwoaCDqzPaoNzbge2Fg5gW9kIdlRMYnvlJHzKpljby6ZB8imdYW0vmYNH5QxrW9UsvKtn4Vczg8CaaQTXTEBaPQZlzTCia4YQU9ULc2EzVCkliFAlYtP2cKxx9ICz40Y4O220OWJqY6ZqCSf7h61zhh2sBywE4ftBTDAmENNOMio7CtiwGrqALSiKlqOrIAnTDQU88vJQexVO9dTiicFGPDPeiqtTHbg2YwXxCxP1uDHVDFoOemO6BdenGm1f35xtYxjf2dvDMH5rcQBWEI8ug1jIg6etED61YHOgBOGVILbB8fwufHNhtxXCK0AsAHglhAm2v3n8oE0/BmTre9H7Les+sAsQFq4CjAV3LHwtxBYrnTEd5AkgJmdMZWwrHTGVshGIX5+/64oJxOSKKZ64NdaKO8vu+KXBOlztrsDTTfm2mcULSQpMGK2uWAAxTWkbM0VgNEbKGrEoMZSgRn+CBnRgRzCmofGVSjFKpOGwiENY8eIQmCODoAr1Q8QOT3htdoP7Bkf8GIjt7NYyiAnGBGI6wNvoRCC2zjT2dFrHv9gJxL72IkRuXouYoE3IVQdyVky76npy9BgsiMZ0RTT2NtKgdmtGvBLE31zfAwHEN4+34Ox45r0gLo/EbJK4U0wAACAASURBVIMJ+9otONiVjKWeVI4aCMYL9SYWwZi+pioJcsFcsrYcUdAz6q6jIUGPzlTg+pEeBvEf338W395+FLef2P+LICY3fL8jFtzwPwyIqUOOBuxQg0Z0ttq66ThZDHWyGNpUKW8/plZmgrF1bKUwP1iHxHwDH7xZ26ATeY4wH8SVxvJ7Uis0vW98kgbRcXJoTJFQGcKhMEZCaYqCyhABhS6MISxXhkOqioJUIYZUI4dEo0KkVokwrQIBMi18o5TwCJNja5gKHmIdvBRx8NInYaspDdsT8hGQXY2omk6oW8eg2jkJafMUwprGeW3RA8XdeIg65dKaIEqsgyirDRvLx+BeO41NFZNwLp/EhvJplmvFDEju5fPL2gXnmnm41yxgS91ueNQtwKt2Dj41MwionUBk7QTkNaMw1A7DXNkHfU49wkwZ8AhRw3lbIOw2boebyya4Om+Ci5MLnB3X88dH3sCxvJHZ2Y5qiWkZKEURVJBvlfBRkg7oKBv2c1sDtd8WcLVEmhmD5fSXnlqaK3G8s5ZjCXLDnA1PdeDZ8RZcHmrA5cEqXOqtwhPdJXhsZzEutBfg0bYiPNpRiMfbS3CxvwJXRxtxc24n7uzpx+v7evHGvkEwlJfocI4O5KwgFpywADnKYgmAX53dx6J74TXkZL99dA+7XQIuOWOCNV0JxgRdgvBK+P7U/f0u2Qr1RXx7YRFfn9u/4s+meIL+G6z68sy+e+KKlQd5QlXFyooKgjI545UwJhCv1OvzPbgz180wpryYYEzrlAjE1/uqcaWTytlyeZMHDZCnmcVjpjAM6QJZI/owBjE54imLCkPxcvTHKnjuBOXEbSYFmoxK1GnkqFZKkKdXIFsjRaIkjCOKcM9N8NnoBHdn605DiiVcNjhxfbp1AS0dCDvwECl7e3vb4Z2ro/UTlnBwR67Yx+lB7HBehVC3h6H2cmRXXGGOQEeGHn150RgoiMFQvgYLtRYs7czA2dGS5Yx4GB9enMAXz89DiCZePNaE44PJmKmVY6w8kl3xYHEol62RI35kKBunRvO4QYMqJsgRUwkbVUVQ88aF8UI8MV2Kx6dK+J5iCSpfuzBRhMemyvHEfDU74s+uHQGBmKIJcsSvXlzEr966gj99+yb+/TcfcR3xf33/Lf723a/wn7+/t4Z4ZTQhVE0IUP6pQ7WfOoT7f+s5H9YRhEnUMWfO0f8AxBRVCK3PNDtYGGFJcCYQC4OBCMY0hyK9NJZFz5MLqQ3agIRkLczxCujMYo4iBBCrjZFQ6aMg10RCoRQzhCVqGcQaJSK1aoRpVAhRquAnM8BXooN3lA5bxQZsk8VgmyYJXjFZ8LQUIiy/CZGVnZA1j0DRPo2Ilkn4VQ9jc2kv3Aq6IUptgCipHqLYSojM5RClNkFUOgL7mmmsLp+AXeUMy75yDiTHynmWU8UukFZXzcO5Zhc21C4wkDdVz8Kjegp+NVOIqBmHtGoY+pohRFf0QptVi1BNCrZSLLHFH/auPitA7MzZMEH4HhAvOxahK8paKWHPHyPpHw2BmE+5N9nBEOyFXKMErVnxGK3Kwp6WUgbxia5qXBhswKXRVlwabsJTfbW40FGG0y0FONWQg1P12XikJgNHq9JwpDKVRffHqtP5exdaC3GxpxJXhuvxwlgTbky04uXZDry60I33j4zigyOT+PiRGa5EIAjb4HtmP98TDL85T7A9YIsNBOAKEBUcMX1NwP3tE0v47slDNje80hmvvF8JZ+G96EoQJln/zJUwvgtiAvLKaOKnQCwc4AnueKUzfmv3EN7eM8yi+zd39eGNhV68MdvNMQXlxa+Mt+HWSCN33FFEcam1EOcq03C0IBbkiidjIjGsD2YQUzRB65XGY8SYTlRjPEEFiif6YmToNCnQZpShWS9FnVbKIM7XyJCjlCBJHAK9nzfCtrnDx9UJtCqJqmvIFd8PYlowIMCYD+7oU9f6tXBbb911RxEFVeLQ2YPv+gcR5PIwxFvtEBu8GfnaYDQmK9GdZ8JgYSxGCnXYVWc9sKOGjmtLHXjrwhg+fHraBmKKJn4MxMMlYZiq1bMjFkBMDpcO6sgJE4zJDdOQH3LCFEuQBFdMh3VUYUEzKISM+JOrhzgjpsM6AvFrlw7+JIiFhg6hmeMfFsQUKVCeS/kvdb7ROEpVfBSL6nfpaxoKFJ0mRWymAnFZSlZCjhophQZklJqRXRHH17QiI4/OTMzTguYYx2errK9PVNscsVIfxhPUaIqaTB8JpY4khkIrZScsU6sg1WgQpdEhTK1GkFIFX5mJF256kwtWJMBDnQRPUzZ8k8vhl90AXesE1O1TUHfN8aLP7bXDHD8wfGMqIDKVQGQshYgaMnRFECU1QFQygodqZiCqnMaq6lmGLQGXJKreZVXlAkSVC3Aom2cgE6A3VM7CtXIaHhVT8K+aRET1GGQVQzBWDSKmtBPq1HIES2Ox2SsCLht3YIOLDza6bIIbO2IriDkTFtww5cQO5IbJrQjtqfY82IX+sZC8nVbB12U1wrc5Iy7KH6UJGnQVpGCqPh+LOytxrKeO3fBTw814aqgJ5zsrcLw+D4tlydhXmIA9+XHYnReLXbkxWMgxYz47mkX3pP1FFiyVpeKRmiycaSzAhdYSPNVVhWf66/H8cDNeme/Gawv9XNZFH9/JQX56gioV9uKr04u2+6/PHsC35w/agEyAtILyhxkxwZVgSzBeCd1furdCeQm/evSgTcIvgK/4lwI54HtBvLKC4sdALNQZ3w9jcsakd/aO2ERAfmt3P4N4pTMmGAtzKMgZkyt+oj4HZ8pTbFnxiCHkHlcsgHgmWYdRi4ZdMYG41SBFs06CBo0EdSox8tViZMuikBQeCJ2vJ294ptGYtB6J6s2t8YQzNmygrk3rElr79Y4839rekerVhYah5UPg5ayYQGz9Jb+KXXHYxtXQeK9HSpQXymPE2JltxGCJhdcl7apL5saOE30FuLq40wbiz6/McTTxwdOjuHG00eaIxyui2BUTiCmaoGqJE8M5ODNewJ1ywmGdkBHzhLUVVRMEYKFygg7yqKGDWpyvLLbjoysHQQ0dAohvX17Cr99+/p7OOsER/9OAOC7TBE28nA/fZOYIiKkJwxACqT4U0uhQKEwRPJnNnC4DwZdmFCcX6EHQpVnFOZXxDGQCb0yGHDS7gsZqChPd9IkRMMXKYDBLrG5YFwqxJmRZYRBrIqAyKqHWK6E0qCHX6yHVGyHWmxCm0SNYqYWnLBo+ynjuWPPUpvLeN9p2EZjbxCuIzP17YejdC0nnHPwaxuBY2G11wLoSiGR5VgBzV1y+FcTJTRCVj+GhBusc4VU1CyCJqgnCJLpfgIigXDUPu9I5OJXNw7l8juOLTaWT8C6dREDlBCRVY1BVUiwxgNiidqgSihEQacCWrcHY6Lodm1x/HsQEYVoQSlfuhnK0t7al0nX5lNvLcRUCXVZD6bsJaapw1KVGo780HXPNxTjUWYPTQ414bLiFmzjOd1bhSF0O9hQmMGznskyYzTSCritFzwQRqAnYB4oTGchHqzJwqj6Xgfx4ezku9tTgUm8tnh1owAujbbg53Y075BL3T+K9gzN458AUPjg0h89OUGZsjSiEqMIaG6w4zFs+2BMiCnLNvwTf+7//68eWIIiALLjilSD+/BRVT1i1sqb4x+5XtkL/aK3xT4CY4onbs113D+8maUxmCztjiigutxbxwd3hPDNv8pgwR4BgTM6YrgTiGYsaCxlGzCQbMBivRLdBgZ36e0FMWztypWFIDPGHztuDVyD58ExiynwdscnFCW6uG+Di4sIgdnR24o3gDOP1jgxigjF9CrPOMrFjN23dDm11xRRPBG5YhcjNq2EKcOWsuDldi4HSREyUmrFQm4S9jSk42pWHZ3e34PWzo/jgqRl89uwCPn12Bu8/NYLrRxrwyEASRxMCiOnAjiolKB8+OZKLc5NF3AZNDlg4tCMoM2z7M7l8TShho3yYRK+l8Zg09Of5gx243xHfeeYQfvPO1R+AeGWL8z+8I1abKQoIQ5Q6GBHKQIQrAvhKh2gEY8pxacB7bKYKKQUmZJTGIqs8HtkVCby1o7A2hZtBaEg8tUkLIy9pS4cgQ6wUJE2shKslpMYISPRhPMpSoo3kCglNtA6qaAPU5mgozLGQmOIQZjQjWG3CZnkMtqks8NCnwcOQAU9zIfzSahFZ1gtl8zT0A/sh79rN6+w3FPdClNYMUXQFRMpCiMTUIVcEkYpUaG1VTmmFqGICjg27sbp2niFsA3HVnBXAlXMQVcyy7Etm4Vg6B8fSGawvmcSm4nH4lI4hpGIM0qpRGKuGEVveC3N+M1TmXASGquG5JQhb3Lzh6fbTIKY9dCRaEuq2brW1zIh21C3PCKDtvLQqfbv9KoRstIM+xAP50TKulhitzOFY4lhnHc4PNuH8QCPOdFXhaH0+dhcnYjbbCl5ywQdLU1mHytNxmNbBV6SD7un5YkkKa39REvYVWlgHipOwVJbGrztalYVj1ZmsE7W5ON1AjrkUT3fV4bmBFlwd3olbM/24s2uEgfzh4Xl88sgCQ1mIML44uxekL8/tu0fC818/cQg/p7sgphjjkA3CBGMGMbnwc4sgEFujiD3859MvBpKQBQvXH4MxPaPvr3THVGPMcyn2j+Hd/WN4j7RvFG/vGeB4QgAxRRRc0jbVxkOBCMY0KpO2Pj+9swgnSxJ52ShlxePR4Rg1UjQRagPx7qxozKaY+MCux6jkFUqCI65XS1CqFiNfGs5jMbXbNiPE1RE+6+15SDyBeLPrXRBbXTGVSW7gunWqXaec2NHegc8mCMR344k1HE/4OK+G/4ZVCHB+ACGuq6D0XIdksRdqLDL0FsVjvDiG64nJFR9sy8RTM3V45cQA3nlsAp8+M4+PL0/h3SdGcO1QA4713QUxwZiqJ6irzgbiqWLOfCluIPgShCmqoIyYMmGKJYTyNS5dG8njaIImsz02W/mjVROvP3sYv333Bfzl12/jP7/7BH///dcgR/xPBeIodSgiVSGIUFpBTDCWqoMh11ohrDFF8exgAi2BmLrwCMKknEoLwzie1h+lyXn4Ow18l9NgeBr+vjyDODpBweMtqW2ZBr9Tx5w6Vg5FtIwbNWhwD4FYbTZCHRMHZXwCpDFJCDfFI1hvxkZVAjZpkrBFn4Ft5jx4JZUjpKAd8sZJGHr2Q9W7D6GtM3Ar7bdCOLYaIm0pRMoiiGT5ECkK7kpdDFFiC1aVjnHm+0DVDNZUr3DElbMQlZNmICqbhqh0CmuKJll2xeNwLhiBS6G11C2kfIhjCVP1EMwlHdBnVEOqT0ZgkAI+HoHw2ugF343ey9GEG1yc7o0mBBC7rrWCWChX40Et7IapI2o16GQ7Yst6xEX6otKiQ3dJKiZrC7CvrRwEYqqWON1RhWNNhThQkYbdBXHYWxDP7pYg+nh7BZ7srMLT3TW42FPLeqqrmp8/2laGk3V5IOASfAUw05WATIAmp0yOeW+BVfsLU3C4LBPHq/Nwqq4QF7vrGco3xrvwyuwA3iAHuTjBXWzkNj85uYBPT+3C52f2MJC/Or8fK/Wrx5fwc1oJ4pVOWIgnCMIUi5AbJxdMsQn9MhAkOF4BxHRdCWMhrhBATIOBhKyYogmCMIN43yhHFBRNUCxBbvi1mU5bKRu7YXLEEy14abQRV/ur8UxXGWfFR/Jj2BXPxEs4LyYgczSRoMIemmOcGm2NJ8wazol36mVo0khBIK7UybiULTV4BzQe7ghxtsd2u3XL2zocsdXNGZtdXbDRxZVd8YYNrssVOlYYE4gpLyZXTPXrrk6ULZMrJhA/BALxDtfVCHB5kF1xuPtDMAW6ocgUirYsA8+dmKlIxHxNIvY1peP8aCWuLXbijXNj+OTyAh/avfP4MF5YqreBeKJSDBId2tGwHz6sG8zC2YlCPDpZzLXB1KhBB3V0JTBTDfGjE0UsuhfyYqF87cmFGtw8PoCvXjqOv3z0PHfWUUb8xnNH8N171/DX37zzAxD/+/ff3TPw5x82I46Sh0CuCYdMHQapKpRF9wptBOe3fJhmCoXeIkVClh5phbHcnkxXQfQ8OkXJ2zbkplCQaOMGbd+gge9UtpaQqkNSjrW2OC7DCEPi3YYNKlVTGnRQmE1Qx8RDGZdkA3GgPg6b9ClWGTLgEVsE38x6SCoHoOveDfPoEagGDsCveQpr8zogoulo+uJlB0zXMqsrluZBRFoG8cOlY3zwRgd166vnOCd+kFwwAbhkCqISGv4+DlHRGER5w6wH84axLmcAzrm92Jrfh8CSPsjL+mCqGkB0QTOU8QWIkJkRGCDBjm1+8CUQu3n+Ioip4J4h7GjdykHZn1VrQR8fqWRN6uWKVGUIGjNiMVSdg9nGEhygaonuBm7kONZSisP1eViqzsTR2kycbSrAk52VeK6vHi9OdnKc8MpcH16d7wddX5rqwrWxnXh+uAXP9DcwpB/bWY7zLSU411yMM42FIAdMgCbnTEDelRuL2UwTZtLNmMuMxe6cROzLT8Gh0iwcq8zDmYZiPNFeze9H731rthe3dw3ijcVRvLU0jvePTuPjE/MMZALx1xcOsL597CB+TgJ8BQcsAFg4rCMIC26YHfAjC/j42Dw+OrJg1bFZrh3mXwrLMyhWgpju6XsUSxCEKQenqglhCtud+X6Qbs/14bXZXrw63YGXJ9rw4mgzbow04dpQA64O1DF4XxiowbXBWhuEn2orxGO1WVxBcSBTj13JSq6ioMM7AvFUvBK70o3siMcsOgzG6tATo0anSYkWnQKNagkaDCqePZEW4gfa2BHmZIfta9ZiGzdpODCIt7i5wt3VjWG8EsTkjAnE7Io5nrD/AYgpJ6YziADXh+HvJELQBhHXFafLfVFlkaM/S4+pMgtmK5NArvh4byEuLzThtVNDDGJq7Hj7sSFcPViHo72JHE0IICZXPF6l4WaOg90pHE+cHy+8B8RC1QSBVwAx3ZMjpkM7dssjBeyIX3qkn0H814+v4rdvPsmddW9eOYbv37+Ov/32XfzX95/e44j/aUAcIQ1i4BJ4fwzIBOVItR+D1ZyqQmKOEUm5JliyDQzmeGrkyKABPdQtFwGpPpiliA6zgdgUL7eCuCAWKfnxSMiKhjFJy51zNMBHqpdDptdAZjJwLKGItTCIQ0wWBOhj4WFKZzfsZsrA1oQSBOW1QNkwgeiBA4ifOgnt8CEENM9ClLsTInMlRGpywYUQqYohUpdBFEGDe3KtIKZnia1wKpvgcjS36nk4Vs2yVlEUUTpt3cJRNA5R4ShEBSMQ5QxClE2D4fuwKrsHjlld2JTbicCCbkhLemCs7OWyNUlMJkKiDPD3C2cQ79jkie2uW38I4uWDOsER05QsKlmz1ng6goe60GAXFzsWzQSgfDhLF4m23ESM1RdgV0s5DnZW40RPI461V4BAfKwpH6eaCvFYVwUfst2a6mKAvL5nGG+Sm1ucwLsHJ/H2gXHQMwIy5b0ES4LmjYkOzoCvjrTiucEmds7kpo9VW93ynvx4BvFkihGk6bQYzKbHYTzRer8n14KlknR22AT1y331oPe6MdOJm+Qg9w3h3cOTP4DxN48u4uf0UwBeCeKVbpgg/OGRWVBMQqK4gbTSGa8EMT2n7wsQpmYOGoH5ylwvbs324KXxdtaLYztxfaSVwft8fy2e663GM92VuNhRhqd2loCgS1HEpY4Svj7enIfz9VmcE58qTcJSjgl70zRcRTEdJ2YQT8YpMJ+qx2ySAQTikXgDj8TsilbZQNxk0qBKJUF6qP89IPawW4Mtjg68PGCr610Qu7i4YSWM7wcxVU+QI97ktJpnT3g4Pcgg9nOzgtjPieqKV8MS4YEiUzh60tWYKIlnEC9Up+BIZy6enK7FreP9+PjSPN5/agxvPTqI5xdr7wHxZJUEBOKhUtndyglyxQTZkTx2wnRId39nHblhgjDXEPem86wJnlc8VcbRxJcvPgIC8XdvPYW3Lx/G/y9AHCkLhlQVziVkVL3A0kRxc4VaI4ZaK4EqWgptrAJGiwbmZD1iU42ISTEgNlEHc4IGhhgFtCbpcilaOLtpctK6aBmMsUrulDPFaWBO0CHGouerMVbNh3RyvQJROgXERj2kMWYe6E4ADjQkwseYAG+dBU76JGw0Z/HIyk1J5Qgt7UV070FYJk4heuQ4ZF0H4FM5Yi1TMxVDpMyDSJJpnZBGV8qJyQ0TnE01eDijG1vLJ7GtZtZaR1w9DcfKSawpG8MDxeR++/FgTi9Dl177cEYPnDP74JzRhY2JzdhqqUdEeisMBZ1IKu5CWnErYpOKoFEmIDJECX+fUPi4e8PDZSs8nbbYlj960AGc/TrQIBar7OFu78DVErxRwdUZ211deKOCt6N1Spaf0xqEuq6DJdIftUk6DJSkY1ebtWTt4M5iHNtZigP12TjSnI+znWW4ONKIG/OdeGVfP24vDuG1A4N4/cgo686hEbAODuDOCr2+2I87B/q4w4467V7b3cHdd9SNd3OuFc9SnNFRgUebCnGqOgtHilKxPzsO8ykGTCWo+aBpOsmAKYsRM0nRWEiLw4HcFBwtycbJygI80VKGi+1VeL6vEa9OduO9vWP44ugCvjm9H786u4ivTu7F16f2sasld3u/VjrglaVqX5+in9uLzx/Zhc+OLeDzI/M2fXZ4Dp8szeHDA9N8/fjgLD5anMEH+6fw3t4JvLN7DG/vGrXpzflh3JkZwCsTPXhxuB1X+5pxuaMOF3fW4Km2Cv7fcL6uEKercnGyIgsnyjP5SvdHi9NwuDAZS/mJOFSQxPf0jET/Xx3Ns7CW8hKwNyMas0k6TMarMG3R8P1cogHzSSbMJZsxk2jCcJwefSYVZ8V0cFdv0qJSo0CeJAwxvh6IJEe8ehW8VouwzW4Ntq5dzecKm50ceKMzHdy5ujjDaYMzrAd36+DgdFfUWk9ZMYkqddwdV2Orw1qezubv4gg/Vzve5KHc7o648B1oSFGhO8+MscpkzNelY39rFs4MUT1xBw//efupUbx2vg+XD1TjcH8Spuo0GKmQYbxchokKOSYrFZirNXDNMO2no4M32shBEKZ8+PhAOk4OZeLsWBaL5lXQ1/ScYoslqqYYK8Fj87V48cQQvnn5JNcRf/3qebz9zBLevvoIfvfBNfzHb97Gf/32A/z9d1/g7999DZpJ/L9//x3+9K/fs/7wb7/HH//wv/CnP/0Bf/7zH/Hnv/6F9Ze//RUrdbee+M/4K82j+Nvf/j+XSKG11vFSLa9MHcFQlinCQA0W1OkmgFgTI4c+XsXDeKKTrEN5ouPVMMWpGMJqg5gdtUQZAhI5aSpNo+dakxy6aAUDmQBMLcz0NXfQ6RWI1MoRZdBBHG3iFUchpgT46xLgpY+DtzYBDhoLXEwZDOLNyRUIL+9HTP8hG4gj23bBo3QAoqRaiAyFEMlzIBJn3AWxJBsiSS5Echp1WYkH0tuxpWwC22qmsaVqGhtrpuBUNYW15aNYU0R76noZxA9ldsA+rQt2qZ1wSu+Gc0o7XBIa4ZFQi7CMJhjzOpBY1I70gmbEWwqhUsYxiAN9guDj7gUvZyuIaZg3n3I7rsNmu7VwX/c/A/GO9TSucC1v381QhqIlMwZ0SLd/ZzmWOqpAIH6kvQyHmvNxsqMUTw7W4fnpdtzc3c0AvnNwGCwBwHRdBvDtRQJ1PwQI397fi9t7uxjC1PosQJjao+kj+AuDTXimuwZPtpXifEM+TlXmMGgIPrsyojGfbrYCOdHEV4Lx3uwEBvLxsgwG2OPNpbjS24Db0734YP8EPj06jy+O78aXJ/YwjLni4sz+e0BMkYNQFXF/48ZXJ/fgSzqMOzKHjw/P4tNDVn2yNIOPFqfw7p5xvLUwwoC9Pd2P16b6GLQ3RzsZttcH2nBtoBXPdjfgmc56hu6TLZW4UF+CM9UFOFGeg0dK7wXtgZx47MuKvUe70kxYSDWy6H5Phpm1Oz2an+1LNYK0O82IhRQ9ZhK1/AuMfolNJWghgHg+JQbTiSZ2xb0mFTqMcoYxgbhar+IDu3g/T0hc1yNg3UPwWbsKXnarfwBigrC1rvheEDs6rwOJQMwzKoSNHg40DMgKYhocv8N1LS8blXm5IjrYG5VxYrRl6DBcmoDZmlTsbc7Ayf5CPLevBbdPD+LNJ4bxytkeXNpf9aMgnq5W8QB46qQ70JZoWxpKbc5UOXGoKxFHe1NwYjAVJ4fS+PpIfxo/owM9AvGp8VIbiL+9dYpbnP8nIP7v3/32nwTERtqMLAZVL0iUYSCHTBIrQhnM5JCp3lduiGJnTEAmd0yiexJ9X6IN50O/MHkgIqQBrCh5EMSKYH5vqS6K3bZKL4HaQO5ZArleDrlOjgiNDBE6DSKNBoQazRxH+KpjsU0bA091HFZrE+C8DOKtqVWIqhpC3OBRJE6ehmn4EQTWT8Elr5NXFolohKWMXHAaRJE0MzjT6o4JxtIsiDTFWJXShG2lo/CuneLGDI+aCbhWT8KhfAgPFw/yItDVWV1Ym9EGh9R2rEtuYwi7JrdgU1wdtifUQJLehJiCDqQUtyM1pw5x8blQyaIRESxDsHcQ58NeLpvh5bTJ6nDX2/NfdgHEVhgvO2JH2rjgBB83F/i4OPPrfdavBbnhgA1rYQz04Jbm7sJkTNcX4WBnFQ51VjOIj3eU40RnGR4brMWVmVa8vKeXIUxumCD8xqHRe+G71IvbS724c6DHptf2dXGbMzlhgvCrc224NdOCl6ebWbem2/DSRCuujTTiykAtnumtwtMdlXi8tQQXmgpxtCwVh4qTsT8vHrszYzGXZuDMk650CLU3MwaLuQkgIJM7vjHUijfnB/H+4iQDVIAxVTwIMCYA27Rc8mbt2tvDk9UoWvjs2Dzrg4NTIBF8Pzwwiff3jeONuQHcGu/E9cEWBuzTbdUgyD7WWIbzdcU4OlWxBgAAIABJREFUW0PuNh8nK3JxuDANhwpSsZSfggM5idibGY9daTGYSzZhJtHwo5q26BmiBNLJeA2LnlHEQD9HV/reeKwKM7FK69jLWDkm4hUMYXLD9H0BxAtJMVhIjcVsshmjCUb0Lx/aUXNHvVmDGqMSxUoxkmgS2yZXBDuuha/dQ/C1XwOOKBzofMG62ZkgLIDYycmJ4csAdraDk7MdT2oTtnrQWiWKxWg7NLU900olaqUPdFqLqK1O0Ptt5QaPOqqgKDBjqjIJuxsz8UhPAS4u1OPmsW7cvtCPm6c68fTeKhzqS7E5YnLDJAIxOWLaxrG3KZ5HWi7uTLINhj/YkYDD3Ul4pD+ZIXx8IBXH+lJtID5Eh3nLIL55chi/fvUM/vzhFXzz2gW8dfkg3nnhBH7/4XX852/fwd+/+/AeR/xPA2KCMInqeQnEBGAS3QsiuIYrghi0BFwCr8IohtIkYdEzqr6g14RI/REs8UNo1A4EiXfwNVwRApLwvuS85RoJZFopJDoZwtRSaxedXocgnXF5s0Y0NitN2KIw42F1HJwM6eyIvTJqIasbQ+LoCQaxYfAoPMuHsCajBSJjMUTyLIgkNLg91QpjArE0w/qM4EybNRJrsbW4D77VY/CqGcO26jG4Vw/Duawfqwu78HDOTn6/NWlNsEtphEtSM09n25xYD6+4GgRZaqDNakVCSTtyyjqQnFmO2JhMKCV6RAZFIdQrEH7unvDe4A5v5408jNvLaQ2DeNM661hCAjHFEhxNLIOY1qBToT7tGPNhN7yGV6HHhfmgIkGLgbIMzDYtg7ijHEvtJTjZXY7zQzV4ljrh9vXh9SVyvcMcSwggfu2gFbrC9fb+bpAIwCtdMA0CemW2lSF8c6oJL0024sWJBtycbMGNsUZcG6nHVVolP1hjA/Kl7go8sbMYjzYX4UxdLh6h0rjiJBzIj8e+3FjszYkFuURykfRR/dHGYrww0MygJBCTm+VYgeKFEzTS8l4YE5ipZdo6b3jXPRPUPj48g48OTTPQ6b3IZb+7ZxSvz/Yz7J/eWQmKE46VZOJIUTrDdjE3CfuyErA7PRYLqWbMp1BUYLCJwEtAJbgSRMdilDbIEmAJ0PSzdBV+nq70jABOIKc/Y3+2hV9D7z0do8BotAT9hggM6CN5Xx1HOsuQn6U4JykGu9LiMJdCmXs0H9pRu3N7tAINMVrURat5j11mWCAMHpsRscEBAQ5r4Odox4d2W5db46nTzs1pPU9iIwizlgHs5GIP0gZne9AMYxLBm88mHO2tIHayg4/Tavg7rkaYux3knq5Ik/igwhSJzhwDg3hPUxaD+KnZWtBs4ldO9+HG8Z14cncFlnqTGcSjlVYIUywxVaXkYfE0MJ721FE8QYtDySHTGMyVjvj0SAZODVujCoonaFzmYdrcsQzil0+N4re3z3FGLID43Wsn8L8+uoH/+u7df2IQGyUMYnKs5IrpSmCma6QqDKGyIOyI9IVf1A4ESvwRLAtEmDIEUVqqBY6CzChBpCYcEbRNWRmCEHkQAqUBCIzy45/xj/BFiDjYKmkgwuTBiFBEQKyKQpRGDLFWijCVBGFqJYK0WvirDfBU6rFVZoC7woCNChNWKy08yN09vhi+WU1QN00hefwUg1jduwTXwk6Ikmsg0lH8kAaRJOUuiCUZEMnJGadCFJkMkSITorgKbMnv5EFANAzIo6IfbqW9cCzqhGNuG+wyCMD1cEyshaOlBu4J1dgcVw2P2Ap4xxQjPKESxuwmpJS0Ir+0FckpRYgxWKCMUkISEIYwrx3wd98Cnw1u8F3vCoKwp+MaXllDIN64djXHE9Z1NtZuOnLEXi5OoBiDtigQiMkN00qbhAhfVCXqebYENXEsdlTiUEc5DneW4WxfNZ6caMK1uS68ujhoc8CvHejj3PeNgwO4vb8LNPLyteURmMI8Yrq+vqcDr863sm7NNuPlmSa8NNWAl8brcWOslnVttBYvjNTg+aEqhvDV4WpcHarFlYFqPNdfxXq2rxoXu8oZyueb8nC6LgsnqtNxvDIDi/nxOFSUiBOVGXiitQTXhpp5dsMHByfx6dE5fHJklq/kcqkdWag/JgdMElYgUYv1R8emuSyO6nvfX5zAewfGWVxitmeUAX9ztJ0zacpvD+ZZsCeDwBvPjlPIYacSDJiI02E8llwpwdfI+SxBkV5DonvSvqxEHMhJxuHCDDxSmoMT5Xms42W5OFaSDbqerMjHmeoinK8rxYX6MpytKebnR4oysZBiwHiMHD3qULTLA9GlCcVgtAyTFu3yL4BoUCyxK92ChbQETCbHYDjeiK5YDTp4GpsWzdHWeCJXHIpYH09I3V0Q7GQH//V28LanUjars6XxqbT3kMrU1q9fz3J2Xs9zKIQrueWNzk7ckUd1yAKIaXC87zKI/RxX85JR8WYnJIRu4Q0e7Vk6BvHe5myunKB6YppN/NLxLlw7shOPL5QxiKfrtRirsgKYIEyaqdaxaGszgXh/Cy0PNfOWjiM9yaAogiB8NyfOwemRbB4if2QwxwbiW6dH8f3rF/Dvn17joT9vXlrEe9dP4V8+fhF///49/Pf3H/1zOmK9RQtVtBxKk4ylNlPkoORn5JIJnARiQQxkaQBCFcEMYLEukiHMIFaF3oWxxJ9BTD8XGOGP4KhAhKwAcZQygtcdRamkCKFZwxolAtRq+Kh08JDTmiMdXKUGuMmMDGIHUxY2JpZiR14rNG1zSJs8g4Txk1B27IcLVUskVkGkzYFIlgaRNBWiqBQrfOmwTp4KkSQJInEiRLJUrIkpgWdOK/xKe+BV1g334na4FrbBKa8Zjhn1WJNag/WWSjgmVMA5vhybzMXYEl2MrcY8+OpzERVXgpisemQWN6KgpBFJlizEamKgDpdC4heMME8fBLpvgu8GF+xY78wQ3uawGpvtVsN97UM/BDEteGRHYg/v9fY8K5bW2QggThL7oyHViLHqbOtsiS6CcAVO9JTjsZEGXJntwIu7rJGE1Q33g0BMuS8dwq0EL80lJt3Z3Y7bu3ayBADfnG5kCL84XofrozW4NlzNemG0GgRfBvFQFd8TmIVnVwYrl6FcgWd6K3CpuwRPtxfj8bYCPN6Sj5NVmXzIR9kyHfrdGGnlaWYEUXK0JHK3VL2wEsYEZBLtoLNB+Ii1yYJKzN6hSpBlvbVnmCH8ykQXHwqS86YDNGtOS+7XKgLe/aAlJ0qgFoC7lE9RRTqDl+B7qjKPwfpoQymeaq3hqONyez0utdfi4s46vl7uaOCs+WpvK672teDZriZQHPJYYwUOUY6easSQUcwgbpMHoVsbgVGKLJIo+qCMORa7MxJZU6nxGEo0oTtOi84YNahqgkBca9SgUB4Ji58vxxOhGxwR6GQPb0c7eC43AdEvdxc7GvRjbx0wtf5eCBOMBRCTIyYQe9BCUkdqEFkDisRopx2BOMhlNSLcHRDt54pcuT9a0lQYL6PxlZk41p2PJ6ZquN35+tF2PL/UjMfmSxnEMw06TNSoMFOjZs3WajiWoHhiT2Mcb21mV9wSxxkx5cN0MCeAmA7rTg1n8YEdOeKjNJFtoowz4lfOjOP3bz6G//r8hrXF+eIBvH/jNP71k5dsIP7v33/Jh3X/8d3X+Pv3v/nnyIiT8xJhTNJDl6ABbcPQxqthSNBCF6eGwijlyIKgS06YHDGBOEDsx66X3C+5YEEhqlCQghQh8JcGYIfYD9sjfeEf6Y9AcSBCZKGIUBGArSuPIlRRCFeIl0GsZhB7K7W86shVqsUGiR5OchNWqZPhaM7GpqQyBBS2Q9+xC+lTZxE3ehySll1wzmmDKKESIk02g1YkTbG6YnLGFFPIkyGSJkIksUAkT4F9TBG8shqxvWgnfArb4J7TANesOjin18A5uRKOieVwjSuFS2wJ3GJL4G0uhI+pANsNWQg0ZkFmKUBSXjWKSptRXtaE5NgUxKoMUIdFQOHnhygPLwRvdIefkzP81zvB234Nttk9jC1rH14B4uWWZvpISfWgDna8V4z+QfEqG/uHeK9YiKsdctSh2JkTj5nGQq4dPtxbhWM91TjdX4WnxltwY08fbu7txSv7ehjAdABnPYRbzoF3t+LOsm7vagHptYVm1u35Zrw81YibE1YXvBLCVwcrQXphtAJXR6rw/HAl64XhKiugh6vw/EAFnusrw5X+Cr6/Omh9dqW3HM/0lOJyZzGebi9lXeosB5V93Rxv5VkN7x4YxgdL4/jw0Dg+OjzBbpegSyuPKIoQprgJEP7w6BTeP0zbl0fx1oFhvL13BARgqvGl+t5bk50M+We6anGuroArGOjgjCIDiiMoLhCig4N5ySBRLkwZ8dHiDBwvy+bcmDJkypIfbyrHE80VuNRRzYd5VPVBB3wvjewEHfi9PNaBl8e6QA6cvqZMmqouqDKEnlM+TdUXj9YX4URZBh/gjURLGcK9+iiMxmi4ykQA8Z7MJJBm0i0YSTajJ16PzlgNmo0atJh1nBWXqCTcYafeuhFhLlYQU5cd/b2hjsyVIKYh8byAwMkRNJWNRCDe4LyeHbEQTRCIKdqggfEMYue18HdcgyBnO4RvdITGyx5pEV6os0h4LOZsTQoOtWfj0fFKPrB74XArrhxsYhBTRjzXZOB4gsBL2tsSzc6X5krQYd3RngwstafwM+qsozyYYggCMDliAcQnBq0ddytB/OrZcfzL20/g71++ZAPxBy+eYRD/9+/ex//+3cf4pwRxdlkm4jNjEZ1iZBgLICYYkzOWGyQcQVD8QEC+B8bLUQUBmWFN0cQyiANkgT8AcZgibDmOkPCVQByiiEKoRo4QjRp+GjUIxJtkahCIad0RgfhBTQqcovOwJaUSgUUdMHTuRsb0WcSOHENU0zyD+IF4AcQrHLEkGSJJGkQyC0TSBIjEcRApkrDBnI/tGbXwy2uCb04DNqVXwj2tAq4pZXBNKIZLfBHcYwqwxWxVYGwBAs35CDJlIsKcBVNKIbKL6lFV2Yr6qiakRicgVqGFLiQUCl9fSDy2IdTNFQFO6+G/3pFPthnE6x7E5jUPwZ2jibsgFlbZ0IEJFelvs1sFH7sHEbB+DZ9eF5sk6C1Oxe6d5TjcU4tH+mtxvK8aZwdrcHmyFS8vDnA+fGtvN8OYIEyRxBsHKZ7oYfAKAL4fwq/NtTKECcQEYYojyAm/MFTNYH1+oBJXR8rx/HAZrgxVsARACxB+trcUV/rLGdrXh6pBukZA7ivHld4yvDBYzw0PdKUGCGqIoO609xZHGcQCjAm0PwdimgD33qFxG4gJwm/uHgLVS9+c6MCLo224OtDI4KRsmDJpKrMToEsHcpQVU2ZM0KWDOnK7VCFxrraI4ftUaxWXrV3paWJnS1UVFKW8ONyGm+PtIMf92kwP59A0GpMOHW/P9uLOTB8Pj6dDQppdTF/TLwaC9NWeBlxsreCSN3Lo5ISHzHKOJuZTY22OmCC8NyvZBuK+BCuImwxqtJis8USZWgyhsSPSxRFB6+2wg0sd7ZZLI60jVWkP4o+BmGBMIKYcmQ7shIzYCmKKxNbC13ktAtavZRCHuTlAvnk1EoO3oDImEj1ZBkyUJ+BASybOjZTh8u5GXD208x4QzzebQPEEHc5RDrzUaeFWZpq4Rk74WG8mu2IahUlVE1YI5+D8RC4uTObh3Lg1lmBXPJiNY8N5NkcsgPi/v7rJYzBff3o/CMT/9ulN/FODmABM8YSwG05ppkoIJTtiWldEImdsq6yg6oplUU68Mh8mJ0wAtkkZjEBVCELVEQjXiiHRSSEzyFl0H66VcD5MW5jDdFrQBmZPpRZbZNZogtYeuShj8IA6GWuM2diUUonIykGYexeRNHYSut5FhNVPwimzCaKECoh02RAp0pajiGSIZEnWzFieAJEsHg9I4rBakQgXUzZ8UsqxI72Kr57pFdiWVo4tKaXwTCyBh6UYvpYS+FtKEWQpgzi+AOK4fIjNGVDHZSElqwLllS2oLqtDaXYx4lV6WGRqxESIofMPgNTTA2FuGxDk7IgAzvAesjridQ+yK6bKCaonJgdDbpgyY25rtl/DoN70sAjuIhF/PNQFeKA+RYfR6mzs76rCsf4GnB5pwtmRRjw21ojnZtpxfU83XtrbiZf3deDVvZ02URUE6e19HXiDdtbNNeHWdD3nwBRDCFEEXelQ7sZ4vS0Lpuz32b5yPNtHjrianTCBmJ3xQAUIvuSECcoE26v9FQxfAcQvDVXj5ZEq3Bqtxo2RBrw01oSb4814eaIFr0y14c5cJ97c24t3Fwfx/tIwPjxMg+jH8fFxWkq6PIR+eXMzzUOm5x8cHcM7S0M8K/m1XT14dbYTt6atzRbUaEEQpprnp9sr8HhLMdc9X2i0QpZAS06XROVpFDMIItdLFRUEYaobpvphKmkjGJOuDzey035prIXhSr9ICMbc3jzby+3OPDieRmPyEHmaV9zH36fXvTjUgusDTSCnTpHJkdI0ri6hQ8GJOLU1H06LYze8LzsFCznJmEiPQ5/FwBlxi1mNZpMKjf8Pd+8Z1WaCpetS2IVtbApMxhhMlEASQiggJCEQIAmRc84ZkXMyYDA455xzdjm7XKmruqq7q3OanjPpnJnOfburunvm3LPW/f/etffHJ+Oaqp4598fcU/1jr08IjKt6dT1s3v3ud6cb0GzSgHRikidSQgOh9PdGpKcHwlf+P0UbmpRrTUHwXhvWY9M6D/DFjk2efL1DBHHgZh8E+W5GqK8vw5ikCbr0LII43ncje4mpI04J9YQtNgBVhli+8kwgPjlUwSCmgd3T4/14csyJO3ubcXqqmLMlKHFNvMBBsgN5hgm6fAR0rIhBzNa1lY6YvualdU3okqlT5nAg8hrP1eLmnnZ8dG0Rv/72bfzbz95mjZh8xATi3//tB/h/fvNj1oj/7ec/Y2mC8iZE18Snv/sl/vD73+CzT3+Hz+hY6B8/dXmHRT8xPclPLPqI//SnzyDUf4GPmMBLmQ9aiwaatCQevpFeTFqxWCZrCsNZ/Jg0ZZYtUhOhWNGFuVvWxbMkQbIElz4Osfo4xCUrIEt5CWONWcvbdOQfpuB3Raoe8akmRK+AOEBnYn14s94CP4MV7qYCbMyoQEhhGxJatyNj6jiD2DR+FPLORXgVO+Fmb4KbiUCcL0gRapIiSBPOxxpNBjx0Nmww2BGQWogIewXiCpsRV9SA6Jw6hOdWca5xqKMC22xVCLOWIzKjAjEZpZBYKiAz5UBmcECut0JnykFeYTWaG7rQVt+G+uJKOFJMcGiTYVMmIlUSA21YyBeA2B0hBGLqij09GMQEYSr/da/zxyRdBHu8hqC1bghyd+N7YmlxYegttmCxsxLHJzpwfnsXru7oYQjTkO7p7kG8e3AY7x8YwYcHh18psqKRE4IA/OGubgHCS04GMQ3lGMQ7naBhHDkiqN6a7cTT+U52RzyZ68CzmU7cHa/DveEafpIe/GJHO0iCIBg/Gq/nbvit6RYGMXXCVAKIO/Dhji68O+9kEBOEP9jZzyD+ePewC8Q/PDn3F0FMYF4N4m8emuacZILw+zsH8M78AF7M9jGIyetMIKah4K3eWgHGXbUCfJ11DN9bznpBeuhtYPmBFjZIz6WlEwHCnQzg51M97DMWQNwDAjGtNn+4NMRdPYGYinInPl8UCCR+/sOFYXxtfpC92PR3XO6oZNmEumNyVZBzg3Xq4mzuiPeX5mKp0IYZRxprxARiKgJxu1GLKpWCrzunhPiDdOJoz3UrIBZu07E8wXfrNvynQEw68VYvLwZxlPcmtrCtBnFyyHpkRvmhTBcJp02N2dos7ogvzzTg9nIrHh524uHhTtza3SiAuM/KiWvkiKCul4ZxtD1HvmHqiEmWIPsafUxdMn2eoEu2NcG6litY1ybyGcTkmhAXOj66vpOlCQKx6Jr4qwAx6bs0lFMZyIKWwK+p+yVJgopeZ9jNXJnZ6aCij010xsiQhAStgrVf0n8lWtKG4xGjlnJFa+NBFaWOh0RL+jHBWI1EsxaqNB0S0/RITDMgwZzCII4ymtgxQSCmIZ1vSgb8jXastZThDVstQkq7kdg+xyAm+5ph9DCkbfPYVNQNN1s93EzFLD24aQnC2UJpcrBOY4GP3o4gcx6HyUvya6EobkZ8YR0i7RWgM0shliK+9rE1rQjBplyEJjsQqrEiNDELEQoDouQGRMv0UKrTkW0vRmNNC1pqGlGbX4IcndEFYrM01gViGqS87IgFEAevd0fQhteFwd2Kg8Lv9TUgN0WQxxqGcOAaNwSvceOpdVZCFIarbNjdV4tT0524vKMXN5cGcG+pH28u9+Ot/SMCiA8N4YMDg1x0sfmD/QN8vfn9vX14d2cX3lnsxNsLHULXu9iF5wsE3HY8nhXqyUwnHs904NFUO+6T9jzailujDaAYzKuDlbjUU4qLvaW4NVKLN6caeSj35mgd3hypBcsXM60sZ7yYIVmC5Il2vDvXifd3vNoNfx7E3z0yjS8DMd3HE4u6YuqIv3N8BnTW6YO9AoTfXehjfzPZ6p5OdvHSCQ0E7w02MowJyNQd0zIJvSYfMz3v9jfxcgo96WvJ6vZgpIW71icTnTzwow6brHYvtnfi7VnhBwp19eK/A3X2VPRDhTp8qm/uHeUnvffRLgL2IJ9S+njHiADjyW7+e2kzj5ZDDhRkYX9+Jg4U2NjdcbDEgb2l2Qzi7TnpmLAaMZghFMkTneZk1KiVyI2NQHKQL+Renoj18uSBHclaok5Mm5t0+cVr/eucM8GhP16kE3tz+FSgj6+rIw718UbYG94I894IAjEtdcT7vgG5/xtI8HsD2iAPpG/zQaEqFG0WBcbLUjkWkwZ213Y0gMJ47u3vwM1dDQxiOhRKiWvkjCDgkjRB0CUoE4ip6HN0OJRATMM6ck3QQgcVwZg+pi6Zg4FWXBN39nfhGzeX8dvv3uWOmBY6yDXxVwFiGryJPl96kmVNtLGJlrbUDNqGM8Jio/XkdH4a05NBzgdyQ8RrZFyrIUwwjtIIFZEoQVRSnAvGylQNg1iVngKVxQR5uglSswkRJhO26FPhl2zia8y+BiuD2COzAj7Z9Qgt70FS5yIyp0/AMXce+uGDiGnejvUFnXDLrIWbgQZzuWAQJ5EmTDB2wFNtgV+yDVtS8xBlKUa8vRKKnFrE2SoQbilCkDGH4csANuQgSGtFsCIdfhIDfCN1CIlORGhUIrZFq6BQGeGwF6O5phmtlfWoySmEIzmZQWxXqZAmlUAXvoU7YgIx/0eykaQJdxCEqcg5QTAmSYK6Yd+17ghYtwYBr7shwN0NJE1sXefGhvr8ZDmmmwpwaLgZF+ecuL7Yh7t7hvBwzxAe7RlgCL9zcBDvHRzE1wi++wdA8H1vTy/e2eXE28vdeLHUxV3v49lWPJxpxoPpJtB5pPuTTbg32oSH2zv4pNKb05182ePmWCuuDTfhymADLvXX4fJgNc46S3GyoxCnu4pxwVmGy32VfG7p7ngD29fIW0yWtrdmOgQgz7bj3R1deH/RyR2xKEuIEBM7YgIxyRI/Pr0DPz63+MpZJhHC9KSOmC6F0Pmmjw6Mgm7tEYTfnu/hrp0WTQigD0db2ZlBXTEBliE71MxdMr33RUXbgvR1BHCCMckbDOMpCvNxvgJikljEzp7+XagItgRd+ncSS4Qwf25hAB8tDIAOjZJEQX/P1bZy0MrzgUKLUAWCP5msdvuL7JzjMZ+bhil7KoYyTVz9GalwmlPQnKwGJbEZAoXFDqm3oBNzCJAod62A2HvDfwLEvt4IJ/ukz6ZXQExxmyKIzWFeyFUEocEgwWBBMpaarDgxWIpL07V8wohgTCA+O12CgwN2PhRKXmGG8ZDN1f1SNyyCWABzjmvFmVwTNKgTvMSlbF+jTApxWHf3QDe+dWs3g5jsa3//4TWIGvFXXpqIV0vYokZ+YQoAErfqKH+CipY66IxRilEDo0mHVLOeS29QQ6mRIy4hBnK1jGs1kFdDOTwhBgxjdTykyQmQGVRISNVAaRFAnJBhhiw9DZGpZgaxr84Ib10afPRZ2Gxy4HVrNbxyGxFW2QdN104GcfbsOegG9yOyYQqbctvhZqmGWwrpwwRiB9yS7HBT2fi5SZ2GAF0mglNs2JpixzZTDqLTCxCVlo9Qk4OL3otIzUWkwYFwnRVhijSESFLgF6VBWKwKETFJkEh10GktKMmvQmd9O4O40p73ORDHQRceBkWAPw/rojdtROTGtQhf746Qde4IWvcaQ5dgTBD281iLzWvc4O/hDv+1bqBuOGS9G2i92RhDR0L1WOwoZ1niykIfd8P3943gyf5RPNk3xNrw2wcG8O6BAbxH3S8DuBMvltrxbKEFT3c049liJ3e+96aacHu8XqixRtwZb8Kd8VbcI/lhqhO3J9pxY7QNV0dacGW4GZeHmnBpsBGneipwvKsUx9uLuI62Cc/zvVW4NlLH34e6aOqo6dQSSRokc7w9TwPAHrw918FQfm+hG1/b2YMPl/vw8d5BfHJoDN87NoUfn57DT84IF6N/ekE8VkpasVDUDROkv39qDp8cncLX94/gvV39riUThvBUOx6Pt+LhqABTgp1Y5NZYXRTSs7oosIecHfQ19OcpzOfpZLtrwEg/XKgrJq1blFnoB4tYIpCpOybwikUf0+c+muvF12cpML4X701348loC252VeN0TS6OFGXicIEFh7krpqWOLOwrymIQ78hLxyzFnmaZMZopAJkcFO3GZJQq41yLHRSLSX5itrC5QLwytPNc9x92xGF+Ptjm4yOA2MfL1RETiMmZoQteBwJxdrw/qrURcGarMF+bzhc7zk9U8XVl6ohJmjg3U8qRl9QRk1WNilwT1P1SVyzKErRhJ3bE5I6gwRxBeDWI6b3LsxUQfcQiiH/3vXvsIyYQf+Pe4b+OjpikB5ImqBNevd5MEKYNON6C0yqh0yqh1b2sJLWlyzgYAAAgAElEQVQCcpUUUkU0Q1ihkUOuU3BJda/KFNuUsQKIk+IQq5UjTq+E3JgEuVnHsoTKlgFZZiai09IQnGKGj9bAjolNKZnwMWZjTVYVW8o+D2LtwD6E103AI7sJbukVcNPTgI50YRHEWXBTZeGNxFQEqC0I1GQgSJWOkCQL370L01kRqslEuNGBKGMOYs35kKYVQGbIQ3yyAxJVFmKUGZArTVAmmqHWpsOWUYj6qmb0t/UyiIsz7MjWJSNbowN1xOnx8a+AOMrTkx0QBGLWf19fga6HO3xfX4PNa91fATHpwxGe7lAEeMGuioWz2I7dPTU4PdOFazv7cGt5EA8OjuLpgTE83T/AIH6xvx9v7+vDO7t78GK5G88XW/FknjrdejyYqcP96WbcmWjAjZEaXB+q5aJ7dtdGGrnzvdBbgzPOahxrK8XB+iLsrc7DcnUOlqocWK7Ow1x1JhaqbNhV78CB1mIcai/G4bYiHO0owenucpzvq8bV4QbcnmzDg5l2PCKdebYLj+e68Gyum/VkcmG8M98JgvEHS70M4m8fHsf3j0//RRATmAnC4qCODpt+uG9YuEY93y1o2tQN/wUQE1zFEoG8GsT0WoQwwXw1hCniUgQxyRMijAnIYlGXvHoYSfClrpmKYP2NHQKMCcTvb3fi+UQ77vbV4nJDEU6W2XCYNg8LLOw1JpmCNvVoNXwx1wLqiids6Qxj6oz7M43oMutZnsiOjkRyyIqNjRaBaFXZU9CJefawYR3LE6484i+RJsL9fRnE23y9EfUFICaNOHXrJlhj/FGu2or2TBmmK4w40JWLM6PlHE9JHTGDeHsZ36cjENMWHS1w7Hem8X06EcRkYaPPiWeSRBlCHNaJK86rh3UX5usgShMiiP/ug6v4+O6hvw4QOwoykWE3wZyp5/wHCgGi1DWjWQOzJRnpGXqkmpJhSNEwjNVJCihVMigT4yFLlHBHTDpxgk6BBL2Si7TgeL0CIpC3JUlBRfJEjEYGiU7BMI4zqiGji80OKxJsVsSkWwQQq43wVJvgmWyBl8EG98xKbHQ0IqSqF6runUjffgJZs2eh6d+LsNpxeNgb4ZZWvgJiBzsk3NRZcEvMhHtiFrwTDPBPMiNAnYZAVSoCEk0ITkxFiMqMIKUJweo0PscUmWJDXGoulOkFSEovhMZcCF1qIQypOUg15yHDWoiyonq2rI10DzGIc00W2LU6BrGVpAmZHNrIcMiC/Pn/1PQfB1nRPg9iv9dfY0li85rXXCAmaYK65lifddCGBaDEpMJEQzn29dfg7KwT15f6XSB+dnCcQUyDuud7e/Fibw9e7O7A8+U2F4TvTVbj7kQVrgzV4NJAFS72V4K62LPOCpzsKMah5gLsr8/DZK4BIzY9etNV6DQkoF0vR5tBgS6zCs50DVrT5GhOlaMjU4mJwjQsN+Zif0sR9jUXYl9jLg61FuJUVzkuDwkwpg6bZY6ZTtyf6sDjCcFnLMKYumLqiAnEPzgxw90wdcQ/Ob+A1R0xvaYiCFM3LOrDIojFtevPd8QiZEUZ4uFoI6gejFDX24A3h+u5aOmE6u5ADe4N1vJr+vyjsSY8mWjBs6k2LsoaJusdQZnsd58vcZhH4Ug00Pt8fXthAN+c68UHM914f6oTL+j0VF8drjYX4XRFNo4VZeBIngUHaXCXZxbWrvMtHDW6kGvGVHYGg5i0YgIxLXc0pWhRpIiHJTKcnRNxvm8IVztWgZh0Yv8Nf6kj9mPXBIE4YrOQcxK92fsLO2LjFk9kRPqgSB6CxtQYjBXrsKfNLlx2XqznU/fXl+v5UvPR4Twc7M/mXAnuinstLs8weYhPDhewZEFg5gQ21oeLXfowXfmg7Amu0XwcHSvA2e3VvNAhasQkTfxVgbiqvgSFZQ7kFGZxPCUlo2VkGWC1pyLbkY6cvAxYs8xIM6dAn5yEJJWcIaxQShnEBGOCMK0ti8saZFcjGJNbgmAcoY7jIhDT4E6EsSRFBSkBPtcOpd2GWEuGC8Qbk8xYr0uHl94Kt8wKeGY3MIgTuxZdIFb37WEQr7U1wM1MjokVWUJrh1uSVQCxMhPeihQG8RatBUFJAnwJwIEJRvjLU+Aj1fJzqyoNEr0NCWn5SLaUwGitgNlaiQxbKWz2cuQWVKGuqh0DzmFM9I2hpaIO2frU/20QE4RFEPu4u8GXXBIeaxDo4YYt69dwvoQhKhTVmXrMtdfhAMVd/iUQ7+vBW3uceGu5HU8XW/BotgH3p2pwZ7wSt0bLcb63HOd6yhjApzpLcLgpF8vlmZjI0WEwMwnFMQEoivJDQYQfCiP9USINRX1SLDpNKvRn6VGsCkO2xA+OGF/UJscKMK7Px+6GPOysycZyjRUHWwpwrrca18dacGeqnevWRCtujrfgwWgdw5iGeiRTkG5MIP7OkQn88OR2BvFPz+5wgVgEsPgkCJNtjWQJcVD3zrKQf0HyBzk7BI24jTtfArGwRCLoxF8GYYIv1Q1nOW72VOBWbyXu9FfzewRrgjL92dUgFqFLMKbXVCKkxc8RkFfXJ9QRz3Tj3Yl2vD3WimcjLXiTsjmaCnGywiqAuCCdQbw/18yhQZRrQZnPi3lpmHZkukDMMM4ycxob2djs0hgGcbyf9/83EPv4IzzAD5G+fhw4xUtIvl48rBOlCRrWGUI2IH2bN/LjAlFniMRwgRrLzVk41l+Ii3NVuLazAdeW6gQQj+Tj8GCOMJDrzcbRQSv7iIVLHFWcvkYwJgjTe+QjZhlirpgtbBT+Q04KEcSH6abdTBXb175xY8mlEf9Vgbi02oGsHAMyHSnItBu47Nkm5OVbUFxiQ1m5A6V1BcgtsyHdkcoZFKQnU5aENFGCeBXlSJBGnAC5KhEJ6iQoNWokajVQ6ZKRlKyHLFHJFaNSIjJBjjC5HJEJSkQn6zhfIslug8ychQhDOkJ16fDTWOCVlIGNWjt8UvLhnl2DDfmNCK7ph7JvAabtR2GcOYL4nh0IrhmEm73OJU24q7PxmsqCdQnp8JAbsSEuBZvj9PCXGxGiMGOLMo2fwYpUBCkJymYEarIQrLNhqzEXUelFkGSV80BPnl0FhaMaans1DI4GpBfUo7y+F0OjcxgdmEB1cQWsuhRkazQo0GiQo1YgQxIFU3gwkkP8oPLfBAWdLPdYg/C17gjzcMfWta8h6HV3BK19DYFrX4P/GjcGMA3xSBumkgWuQ7Y2Gs6KDMw5K3Buqg2X57pxe7kfj/YO4+l+6oL78WyvUwDwUhfeWqnnOzvxaK4Vt8drcb63FCfa83CyswzHO0qxpy4XU/lmDDtSMOIwo8OSjMpEOTK2BsEY6IcCpRxN6ako12vQZqeDjyN4evwYFppa4JDKoPR6A/lyOUZKC7HU1oSlllrMVpdivq4Yu+rLcKCtEie763B+oIF15lvjHbg90ekanhEgKUidftUn/fQ7h8fxwxMz+PGpWfzk9Bx+emYePzu3gJ+d2Ym/PbvET3r901ML+PGJefzg6HZ899AUL4OQPeyDnYPcfdJwjYZs4rCNnjSAo6LXlBR3j4Z3K3Wrr54DiugCyaWuKg6yp3NRl5x1uNxTz8+rfY24PdKOu6MdeDTeifvDrXg41oFn5Aee6saDiU4+qEpHVZ/MOPFs2sk/EAjKb0934cVUJ0sQJEPQNqF4wePZZCveGm/Bk6EG3GwtxtnKLBzMNWCvPRm7rXrssaXgQHYqDjrM2Jttxm6bCbMOI6ZteoxlJWMkKxlDWXp0patRq5OjKEEC/RZf3oQjPzFlldByBi0JkY2NumJa7Hil3tjEW3a06kyRmcF+3gjx80YYwdzXB9G+3pD6eIO6bHJPJAZ4QB+yCWlRm5ErDUGlOhI91iQs12Xj1EAVrs004uZcC67PNeLcWAVO9ubjRE8uTvcVcJ0ZtuPiRC6ubS/CjbkSXJ8txpXpAn7vwngOLk3m4fJUPhd93bkxB+jPUJ0dzcbpsSKcm6zA9aVmfOPaTl5x/r++/wh/8+5FfOPBCfz0g+v4/d99hH/79Y/wp5//BJ/96u/wr7/5H/jTr3+BP/36lxBziD/9w2/ZR/xH8hF/9gf2E4ue4tW+4tXZxPT6vySPOK8kAxZ7MtJtOlisemTYUmB1CCAuKbWjvCIHJbX5yCt3ICM3jfMoSE9mTZiHdHJIlfGIS5QhXpnAwCUgK5JUSFBruKQKGuopEJ2YgAiFzAXiKJ2WQazMtCHOlMHWtRCNGb7qdGxSWeCpsX4hiM2zxxjEUuc8gqoG4GarFUBMHXGSfRWITQxi7zg9/GQGBCakMoRdQF7Ri0OS7XycNDw1n10Vq0FMMCYQ03XmtPwGlNb1MIiH+8ZQVVTOIM7R6VCo1SJXrWQQG8OCoA3yhdLXE3IvAcQE41dA/Lo7g5hgTAO84BUIh3q6QbllI/INcRiotWPnQO2/AzEN6QjE1AW/vcvJECYAUz1daMeD7c24OVqNcz0lON6Wi4UyC3aUpmHcoUePOREDmRpMFWZhe2kORgpsaNRrUBAXi/KkBDSmmVCVokOHLRN7urtweW4OIyVlyI2Xw7w1DM0WM0P4aH8PDjhbsbOxEvM1RViqK8K+plIc76zChf56XB1qxrXhFi7RvUBDMdJi6Vd+0k8/OTiKH5BGvALivzm7g0FMEF5dnwfxJ/sn+V4ceXqpMxWD60X3Az3JskY2NZInHo13MIQJwBTbSSlx51tKXMdRz7WX42x7Jc53VuNidz3OddfhYm8jrg214fpwO9/kuz3Yipv9za6iyyX3Jsnu18VWP7p0/Xiik/VlAi+B+K3JDi76mOrpRAsejzXh6UgjX3i+0VKEMxWZ/w7E++2mV0C8PduAKWsyRjN1GM6k32KSGcR1yQqUJMYhJdTvC0HMoe8bKX9YOBzqgvH/JohVgQKI06N8kSMJRkVSBJxZKixWW3G8txxXpupxY7YZ12YbXgHxqd58BvGpISvD9epMoQvE9JoATCCmIgDTx/Qk+J4ZsoH+HBXJGecnK3FjuQXfvL7ECx2//8Fj/Oy9S/jmw5P4mw9v4A9//zGD+M+/+Cn+9Ou/x7/99p8ZxH/+za++GiBOd6RweDsFuFOlWjQMZFtOKnILM1BYakN+RQ6yi62w5JhhsKS4/MPklqBuOEYu4YqVxYNKIldAqkjgiqPON06KmPg4hnC4PB5bZTJEKBIQpdNBajRyBjGlrm3RGhGUZIK3ygxPZRo2qLPgTQM4e7WrI1b1L4JAbJg+DEn3HAIr++FmrVnRiHPZKfGyIyYQG+AZp4W3LBn+ChN3wMF07l6VzoM6GtiFG3NBEA5LL0JEZgmibRWIt1dBbquCwl4NdVY19PZamHPrUVbbh4HBOQw4x1CZXw57sgl5egOKdDoGsSU2GsmhQUgM8IHM1xOSVSAOX4FxMPmFqStegbFgaxO64bBNbtBs24zyDBXGWwqwd6wZF2Y6cGXeyR3x473DeLZ3CM/29OH57m4ezj1b7MDzxQ48W2jHk/lW3J9uxPXhSpzrLsLxFgemcnWYsGnQl6pAR3I8g3iRsnc7G3Dc2YoheyZKZPGwRYRxslfalmDYIrehIlmD1nQzqjRaWCMiUaSQYbK8FKdHh3B5egJnRvpwoKsJO2qLsVhTgOXaQhxqKcW53toVEDfh2qDQmbKHt5+kgHrWX2m49c39w/jekcn/GMQnF/Gj4wv4/pFZvqD8rX3C3bj3dghLEmRZo+9PW3QULETrzVQ3umrZN0wdMcV00iLFxbZyPv1El6xPUGRncylOt5bjVHsV1+n2WpzpasA5ZxMu9DbjUn8bbg6+rOsDraC61t+EywONuDpQj8u9tXzrj85DUddNXTj9Mz0bIxh3M5xpAEhuiYdDAoTvOStxranABeI9Nh12ZSVz7bMZuSveY0/FLqsR2616TGZpMZyhxVCGlkFM2n1DihLlajmMYQG8kkwdsXCAYKOwtUmJbCsHQ0UYc/bEG5t4zfk/2xEnBa5HyhYviCAuSwxHp0WBOTr91FmESxO13BVf3V6Ps6Pl3BEfd+aCQEx1vCcTZwYduDxRhOszZbixvRxXKWN4vBAXxwr4Nb1/a66Si15foascYwVctBJ9cZpu1rXhWzeWeaHjDz984gLxz75+E5/+wzfwP3/zYxCI//ybf2AQ//k3v8RXBsTJ6YmcJfz5yxoikEmuoE443W7ms/eUIUx6MAFYqpRCkhCHSGk0IiWxKyVFlDTulYqIjeHPhcviQBUaH49whQKRWi0H/UiMZkTqCMJ6+ClT4KU0YUOCGeuTsvAGdbkrIA6pHcBqEMd2zcKvvBduWdVwSy0VHBMqG9yVmSvShAnrpCnYINVgY7wO3gojwzhQaUaIOgPhyTaGcERaEUsSEZmliMwqZxDH2moQb6+F3FYrgNhWh1RHA4O4f2AOvZ3DKM8tZY24wGBEid6AvKQkEIi1W4TVU4opjKH/ODzWchGIqULWrcVqGFNHHLROAHGE9xoYJQFoyE7BbHc5Dk6149JsF67v6MX95QE82jPE23TPl3u5EyafMAH46Q4a0rXi0Wwz7k014NpQBYP4RGsOlissWCo2YyZHj3GrFnNkl2osw/neVlwZcmJ3bQU6THrkRm9DWlAAkjZ5QuXpCb2fD4x+fkgLDuKqVquxs7EOFyZGcX37BC5MDOBEfxt3wzsqHNhRZmXHxamOClwfaMYtsmmtyAQEylu91bjTX8u6KzkQPtozgG8fGnOBmKQJ7orP7HTJEiRNEIR/cHQe3zu83SVLUDdMGRDk96UO+FpXJcdsUvg8xV9S0VkjAvLVrirugGm1+GxTER9EPdNcxhA+0VqBI40l/L/HnqpCLJQ6sFiWj/niHEzRdltxNnYU2bC/thjHWqpxpqsRV4Y6uM71CN3zGfr+ndU431XJMsfljnL+oUC/CTwZFWx15MZ4PNKMe/11IAjf7izD1cZ8lib2O1JAIF7K0HLtyUoBwfgVEFs0GElLxFC6GoMWHXosWjQZVajSKZAWGcKRmGSTpAAgyizhlXlvL1Dwuwhf8emzkjdBsgStOpM0Eer75dIEgdgQ+gaD2BEbhJKEULSmxmGqyIg9zQ6cG6nE5ck6XJmuxZmRMpYlCMQne4Q60pWOk31WXBjNZ+hemy5l0IogJjDfnq/C/Z11eHOpHncXanBztgLi19FZpUszNbi9px2f3BR8xATiv33/MnfEf/vRbXz2j9/E//3bn+BffymA+H/+7l/wlQJxklHBge+JKTIo9UIo/OobdnRJw5hB9+VSoDVpodKroNAoWIqIUUi5E46QRIFgS7UtJnalpNgWI1R4tPD5sHgpqAjEpBNvU6sRo9cjKtmAMFUy/BQabFYkY6PCgPWKVKxPssFbl8/2tU25DQgjEA/s5I44ZeoQYjq3w6fUCbfMSriZKADeAbdEK15LyICHIg2vy4xYE5eCdTItg9hLlsyDOx9lKlvZwgw5iDQXICajhAEckVWJSGsVYqzViLXVId5aD7mtAUm2emis9TBlE4gH0Nc/D2f7MMpySpGjt6DImI7SFOMKiGOh3RIMpT/lxXoh1nM93xejG2Pb1q1lEG+hleZ1a4VNupUhHQ/qNrghNmAdMinpqjgDi/01ODbTxbkSNxb6GMSULUGXOJ4t9TCIaVmDQLw6D+L+ZANuDlfxNtyZ9nycai3iX8OPNxXiaH0hTjSV4UxHHc73tOBCTztOd7ViriAPLTo1iiRRyAjyR+rmzTAH+iI9OBDWsFDkRkeiKz0Ne5rrcGaoF5fG+nFutBcnelqwXFuEHaV2TBekYQf5YhsKuUu8PdbKB0hFzfZ2Xw2oaBD2fLqdbWzfOjDCOvErWvGpBdaFSZKg+v6RHfj+4Xl8+8B2znL4+vIYB/wQhOl7U9La2foizh6m0010J251sM+55mLOdzhVX4AzjSU4TRJKYymONJThaGMl9tUUY3dVMSZzrJx01pueig5DMurVSjTpktBnMWM8x47R7EwM2yzYUZGP/c1VON5Wi/P9zTjZXYNTlPbWXo7jjcU4Vp/PwKcfArSx5/IoDzWybe1udxVudZQziM9X20Ag3m3VYqdFjcX0JCxlJmO3zcC1nKXHbHYyJi0aDJuV6DerQFc7qCNuMyShNlkJm3QbL158GYgpn9jXa5MLyARisRumvIn/CMSqgA3cEZNGnB0TiGLFFjQZYjGWl4yleitODZTiwlg1Lk1W4/RwKQjCx7odOOHM4TrUYcHxHhvO0r26sSJcGi/motdUV6eoS67E7fka3NlRi5uzVfwefd2F0ULQ4dDLs7Q40oFv39rDw7rVIP5vH9/GH//pW/hfv/upC8SiNPGV0YgVKfFQmRQgIItrzvQUrmgkgm/amZP5pJGaljh0Kh7MxavkDGPSf6OkEkRKpFwRsZJVAJYgPJpKADF1w2HSeAYxyRNhKhXLE9s0yQhJ0MBHngRvmRae8hQXiH2SC14BsXaA7GvHQCCOap/GGyXdcLNUwM1IVziy4abMYhCvSUjDGrkA4jVyLdbLdVxeshTujAPVmWAQpxUxhKMyKxGRVY2IrFpEWusQa2uAzNoEua0ZGlvTCogbUV43yCDuahlGqaME+cYsFJssKDOYka/WwhL7EsTyzd6Qenkiat0aroj1axnGBGIqSmIjWYK64WAPN5AskRjqhQJ9HIZqHdg30oTj27u5G767cwAPlgfxeHkQT5b78XynE2/t7OTVZcp+4MzglahK2pyjfIjrg1W43FuGK/Qru7MaN6grHWzCrYEWXOtvwdWeFlzsacXp9kbsrSrDeHYmuvTJaFTJUSuLR71KznDuTjVgIDMdC+UlONrehFN9HTg/1IVzg5042lmHfQ3FWC7PxnxhBhaLM3C4LheXu6txb7QNTya7WcOlYdrdgToGMVnGnk62utwTJE9QkV5MQP7R8blX6jsHZ10QpqSzr9G1aboyPdzMeRLUBdMpJoq8pLQ1MdaSYEw350gPZgA3FONEfQkO1RRgb2ku9lQUYH9NGY401+BAUy1mCvMwZLNiqqAA44UFGM7JwXRJCS5NjOPUQD+GHHYUSmNRFBeDFn0SRug+X10xDrVV42h7FY61lONQfQEOVOXgcI0D9AOAJRInuTFquRu+3VONG10VuNlehsuNeRBArMeuLA0W0pK4Fi1qEIB3WVP4OZ+TgqksNYN40JiIPtFWaFKiTp+IvIRYJAX7IoZjLIVITBrY0YVnGtgRiKkIwGI3vBrENKijjpgOE6we1tGgjod1/uuRHOwF8zY/2KMDUCgLRYM+GsMODXZUWXC8twRnhytwYbwSp4ZKXCA+3u0AFYH4aHcWTvZl48xgLgOZoHx+pIBBe226nOFLIKYiKBOcL0+QfEFRmOW4Mlf370BMGjEN6z4PYtKIaVj3x1/9HH/81S++GhoxZU1QqLtYnDeRomIdWLNyzkhrTIbaoEVichI7I2got7pI/42JlyE6Lh5RUhkiJfGIiI1zAXlbjCBdkD4cHidbAbECWxMTEaHRICxJi2BFErzjE+Edr8FGmREb5KQR2/FlIDZOHkJUy4yQM5FeKaw30zZdQibcEixYozAziF+LT8EahR5rFXqskSfz8I6+v68qA1tS8hGZWo6oTAHA4Zm1iLDUIiqzEZKsZsitrVDY2qCzNyM5qx6pjiZU1I8yiDubh1BqL0dhajZKTFkvQRwjRXJoKFSBgUjw84PMx8cFYtbw1q9F6Pq1bFPjAKD17tiy/jWEbnDnk+b66ABUZ2ow3VaCQxNtODXrxO2FPtxbGmQQP10axNOdvXi2SIsbHa4MidVB7hTY/niyCW+ONuDOYA1fzaCh1cOxdgGME07cG+nC3eFu3Bnuwc2BLlxwtuFoYzX2VZRhV3khdpULXeL+ukocaqzB4aZanOpswfnedpwd6MDV4W6u0511oKJf8akTPtZYwBosDcZoSEbApKLulTpDBtJgLevEtAL99V39PLQjieK7RyYYyN8/MoPVJSSaTXHc5IdLo5wH/GS8i/Xfq6Tt1uTxXTxahKDMYTFbmCDM1VzGID5WW4CDFbnYWWDFvCMDSyUOHKyrwMX+bpztc2KpugpTxcVYrmvE7qYWLNU34nCXE18/ew4Pdu/BSEE+TIEBUHt5In1LEEpkEg5tny3Nwa7KAuyvLcL+mnzsKbNhT4kVhyscOFFbgPPNRbjaWcEBRLRRd62jDNdainGxPgenq7Kw36HHcqYa8+kJmEtNxEK6GkuZOoYwAXkpx4jtmRqMmJQYMCjRm5qInlQ1WldATDqxfos/D+xImqBVZwbxintCBLH4pBhMAjF1w1SrQRy12QexK64JEcQKXw9oAzciNdwX1ih/FMSHoD45CkPZasxVpOFIdyFOD5YJ+vBgMY515+JoVw6Od+VyHe7MwtFuG4457Tjek811si8HZwbzcX6kCDfIIzxXi9vzdfy8PkMdcQWuTJZzre6ISZr4zXfu8BVnck18/OZxBrEoTZBGTK6JP//6v+OzX/4LPvvlz78aIBajK8VMYc4M1gunjAjEVAxhrYYhTO4HiVwG0QlBQKbhHFWsLAEx8YpXYExAJsmCdOMImQLb4uUIFUupRHiSFltVGgTJVQxirzj1KyD21RfyQgeFtZM0oe1b5o7YMHHwJYjNtFVXLKw1J2StgNgCd7kZAoiNWCM34HWCclwKPOON8FFmYYuuABGmCkStADg8ox6R6Y2IsjRBmtEORVYnlLbuV0BcXT/GIO5oGkS5vRzFaTkM4nKjGQVJWlhWQJwUFASlvz8UmzcjesNahnGk5xpQV7waxARjyqEI9yL/8DqkxYWiyWHAzq4qHJ/qxOnZHtxZ7Mf9xUE8IgivgPj5wksQiyeNCMYM5PkOvqZB1zIIxqxPjrfy5J50VQqyeTzhxJPxPjydGca9ESdu9XXhYmcTzrY04Hx7A850NOBUWx0/L/V14mJvBy73d+HyQAeuDHbizmQ/7k4N4FJfEy5sT+YAACAASURBVG6MduDGYAsP5m70N+DOAC1QtDKAKSPYlRM8QkE7dezTpYUJAjGtO9PQjiQKgjFZ2siitro435djJcc5hpKygcVISdKBSY6gJDMCMQW/E3wpa5iuMFPu8Kn6IpyoLmIIL+VbMWM1YzorFctlBTjR2ohrY8O4NDSEHVVVGLA5MF5YitH8YvTaczFeXI6rM/M4OTCCJlMqEjZ4QubhAUOgP/IkkXzmvjfTgPHcTCyUZ2N3eS4Wi7OwI8/MHuDd+RacqHGwfk06NtXV9lJcai7C+Vo7TlZkvALiWbMcO9KSsDNDyyAmmWI514S5LK0AYqMcvSYlnKkqBnG9PpF1YnLqUIYwZRNTJGaoJ11m9hTW6Fc64i8CcbCf738MYp/XoQnwhCnM5yWIdbEYtGt4YHe4qwCnBsq5Kz4xUOQC8bHOHFAd6bIyiOkpFgH59EAezg0X4vIEDecE6F4aL8WF0WJ+nz5HoP4iEJN97afvXGAQr9aIRRD/6Vf/hE9/8c/49Bf/8tUAsVQXz0sXtHhBCWqUFyFkR8h5IEdDOYItuR/ICSFCd7UzQnxPBHF0HMkVQmdM3bHQKcdxN0wgjlCQnzgRWxPVCFUmIUCmQJBMDV+FBt7xOu5aqSP21GSDQOyZWYOA3BZE1w8juX8XTFOHoRvej4jGSaEjTqWtumKXRkwdsbs8DW7xRrhLDa7O2F2SjDWxNLwzwUdhRbCmAOEpZYi21CHa0sAAjrK0IDqjFdKMDigyu6DM6obe0YoUWyMsjmZU1Q2hp3cWrfV9KLMVo8RsR21GDqrMGShU65AVI4EpbCv0IcFQ+/tB4eWFGM+1DGM+f+4hbM/RurNY1BFv3egORdAm5Gql6C23YXdvHU5Md+H8fA/u7ujHvYUBPNw5wCB+a9cgZy28u7tHiLSkaEvKcVjoxvs7uniVmBYnxFjLt6bb2U5FlqoXU068mBRCz+mkz7PJATwY7sb9wW7cGujAjZ4OXO9txfW+Ntzo78CtwS7cHuvDrdFe3Bzpwc0Rp1Bjnbg13oV79Bxu48HcnfE2PJzsxFuzlMkgLDW8P0fPAYYyeYjJS0xLEiRNvJht539WWu4gGJOdjbpigvB3Dk7i2wco35fiJMdBnTAFs9OZJbqUQXGS5IogEJMcQdIEBb8TfMXsYQp8p48JwgeKszFrM2HMrMN4egp25GRiX3WpC8QXBwexv60VIzn5qErSwRElgS1CgpwYGSq1euTFK6APDEKcxzooPTewq6TRqMWgIwvDjnT0pOvRZVRiKE2LSbuBMyLI7TCTlYy9Rek4WpWNs40FDOSLzYXgqs/D6So7lqwqLGYquSMmEG9PS+RjozttydhFP5TtKZi36jCRocJQagJ6jAnoSklAu0GJllQtKjQymMND+JjotvWvI3S9B8te/h7CEQI6nSSeTyKtmIBMN+sEfVgAMedN+Pkgxs8PEv/NiPfbDJmfN2Q+byDRfz3U/ht4YEfSRLEiDPV0OikrCdPFqdjTbIcA41LujE/2FnBHfLTdwSCmjpiKOmLqhKkIxCd6HdwV08cE5bNDBQxgeopFMKYEt7Pj5TysI42YOuLffe8hfvL2eQbxP3zrPrsm/vzLH+CP//Jj7ohFEK/WiCmPWPAS/559xOQdprxhev7/7iOOTZZzdCWF9MSphaIlDaq4xDgu0YomdL1yliFIioiVyV8p6oY/D2HqiKkbJg2Z9GGSJsIVCQxigvCWBBV3wy4QywT5gEC8UeuAX0oRgzgorxWxdWMw9O+GZfKYC8SehV1wE0FMQfCJVkGekKe7QLxWZsbrEiPWxBqwPsYErzgL/JQOhGiLEG4oR1R6/Uo1ItrcjJi0FsSltUFu6YAqvRvJ2U0sTaTZG1BdO4g+53Z01Peg0laCcksO6jIdqDFnooRsXhIpUsPDkBK0AmLPjYj2XIMourqx3h1h5I5YJ+ROrAZx+Ho3JARtQr5OgqEKG/b21XHsJYGYIPzmziHuiJ8tD+HF7iFOH6OENb43t+TEB4sCjAnE1GlSrgNtnRGMX1BozUrRsgElgL09LXTGdIGCuuOHI07cH+zE3f5O3Bpow+3BdtwZ6sDd4U7cH3fi3mgP7o52raoOhvB9gvFkB96kpYoJWngQts1ozZcgTPX2bB+eTXW7tt4IxOQlFsOARBCL8sSXgZjsavS9nk7QD44WF4jpQCh1xSRJXG6t4qxhCnqnU0cUAn++qRLHqwqxu9DOp+rnstP5Csbh+kqcam/GlcF+nO/vx6HWNoznF6FOrYM9IgbpIWGwhIQjM3wbjEHBSNzkBfk6oRuuUqswUujAzoYKzJblYtBmQFuyDM3KWLSqY9CbLMeYWcXWM+poD5Zm4XR9Hs41FeJCiwDis3W5DOJlWxJ2ZiX+OxAv2fXYnWPEssOIRZseMxlqjKYmYsAoR7dBySBuNiWhUi1DekQo4rzXc0g8XYOh+UPAOjrN5cEQFkFMt+wIxHShgx0TPoI0Ee7rg0g/XxeIZZsFENOcg0BMHTE5J+zRQSiSb0WdNoZBTM6J3U0OHOrM56EdSRSrQUzyBMkS1AmLXfCp/lyGMAFYBC51vhfHSBMu5Se9Fj8mHzEN69486MQP7h/E73/wJsRh3SePT+PLQEzSxFcGxNQJRydJEKWSIjZRKEmCBKuLgPtSA35pTaNOd3WJtjWCLg3thMEd2dqEj7dKhGFdmFzBXTFBOEShZBAHyzXwUwh+X894AzwV6fDS5MLfUAKfrDoE5bdB2jDBh0MpGN4wJHTEAogrhY74C0DsFmeAhzQNr0vMWBNrgqckDd6yTAQl5iJcV4JIQwWiU2uFMtUjxtSImNQmSFNboEhthdLUBp21FrqMKqRm1aK80gln5wTa67pQ6ShBTVYe6jNtqDFbUKrVwS6RIG1bKEzBgVD7eXP3FOW5BpEkP3wJiCnykkCsDPZCoT4OI1XZ2D/QwEE/lD9MEH6wNIwnu4bx1u4RvL1nCO/vGeS4yw/39OGDpR6ur7luz9H9uW5OJ6M8hndmO/AOBdZQpu5250r18cn5d7YPcvg53VYTgfxgtBMPx7rwaLxbeI9APdGLB3TyZ6yLizbLHk52cdFSAxWlr1EusCsYZ66b/07xcgYtc1BH/Hi8mbfrxDS21dLE5zviT+gSxzJt0Y24Omta4CBrGHmGL7WVskuCziJRxi8Nx+jKxpMxJxdd2rjpbMbltlqcrivF4apCHKgswJHaUpxsrcfZrjZc6Otijfh4ZycWK6vQa8lApTIJhZJ45EdLYY/YhozQUMHKFxKIEkU8d8K7m2pxrLsFuxvKeUGGOuIGeRSqpVvQEB+GHo0E42lJ3M1SV3y8hn5YFLJmfKGxCATik1V27HFoQTDeYVFC6IgV2JGpwnK2DnvzjNiTa8KSI4XlCfp+g0YFeg2J6ExRsnOiSiNHZnQ4En03rYTEewhdsYcHgj08sHmDJxedTyIQU1e8GsRb/H2wzc+XQSzx9+eOWO7ryx0xgVjl5+kCsTUqkEFcq4lCT0YiJgoM2NVox8GOPJzoK17piEmeyOdu+ER3HkOXIEwAJvCSNkwQpo+p4yUpggBM8oSoDa+WKy7OVOD6QiMeHenDjx4cxh9++ACf/ugp29f+GkBMF0HcCMSRiRJEJ8S6KkYeg9UlSgsiUMmiJoKW3ltd4vsvbWzC15KVLTRWiq0SGbbKFNwVE4SD5Qk8qAtRaOGfoIOPXM8a8UZFBry0eQxiOuIZVtABReMkUof2cQymcfgAtjVMwCO/A26plXBLIR/x5zpimREEYoLwhlgzQ/gN6obldmxNykd48gqITVWIMlYj0liN6JRaLqmhDnJjExQpTVCnlUNjKoHBUo7SsnZ0tY2graoDtY4y1NsL0ZBlQ31aOiq0WuRJJcgMD2MQaze/gYQN67AaxARdsROm3GFyS4S87oZt69yQGLIRZSkyjNfk4MhgEy7MdoOiLx8uj+DRrlE82zOKF3tG8c7eEby/b4iD31eDmIAswJiOgTrx3mIvx1C+N9+Fl+XEe/NO7lRJMqBDmFTvzg7hre19eD7Tz2u8tMpL9XymF8+m+/B0qhePJoX1XlrxpXo87eT1XlrxfTzdzXkPlPtAkZFUJInQSi8N6uhyBkGYYEyyBMGaUthoWEf6MMkSokZMsoQoTRCISZoQQUxQp+9F3mERxOcaikBF3mE6RfRwpJ1/uNC/E9WjsR7u9gnIV9rrcKG9Bhc66nHB2YJLvR1s4aOB3cW+HhzraMWumhpsLyrCRF4u16jDgb4MC8dPUgTlcHYGdtaU4mBbLQ6312F/cwWWqnIxlZOGgbQkdCbFokW2DR3KSPRqpdzJ7spLZXmCLHQkUdAATwTx/jw9dmdrsJCRyCCeMcsxn5HoAvG+fDN3xgvWZEyTn9ikRJ9RCGhqSVGhWquAQxrB25xSL6ErJp14C53gWrfuS0HM8oS3Dzj0x88PUf5+kPr5Q+bvCwKxwteHi1b1NXQyaQtpxIEojN+KGnUMutMVGMszsIVtf1s+jvcWcVd8srcIx50FIAif7M5n2YGgKw7nCL4kRYgaMXW+IngJxPSawExPKtKIKYD+waEefP/eAbavfZE08a+/+iHEFWdxWPdV6IgZxHQ5wwXhFV+wa1MuLhaxcUJHuxrC4dExoBJhK3qIBR9xNMglIZZgXRMcFFtiJC9BHJ/I3fAXg9iETYqsVSBuRHhhNxKapviCMwXDU0dMEZiv57TDzfyXQbxOYgSVlzQdfvGZCE6wI1yViwhdIaL0pYhOKUOUrgzb9GWI0pYiRlcGibYCUl0l5LoqKJJzoNTlIDm1EEXFTeho7kd7VQtqHSVocRSiyWpFoyUdNclaFMaTthiGtJBA6DZvhHKDB3fDrA+vd+fAd4IvQViskLVuCPegIHgvVBgVmKrPx/GRVg6Cv7YwgEd7x/Bkzzie7x3D23vH8O6+0b8M4qUevL/Uw1GRFI5Dh0EJzFyuHN1+1lxJd6XDm+8tDOPdHYN4Z34QdP+NTg+JJQCagExwfgnfp9t7OOZSvO5Bd+6eTguJZSQ9PBlvxKNR2qQTQExRlDQ4JEjTivNqSYKGdK5aBWLSiT/ePcrniUh3fj5N36uFN/Rok+5KRzkutpYI2mvrSkc81Ao6cyRcWx7iHy70g4S6fJJfSHq52d+OmwOduDbYhct97bg66MS1oR5cHuzB+d5OnHW242xvN8719+DSUC9O93TgYHMd9tRV4kBLNY51NbJ172BzGY60VeJwUwk7JpaLM3kLrk8XB6cmCgM6iSBPFGYwiE/W5eFMQz5LFOfq83CqOhtHilOxLzcZC9ZEzKTFYzpVhjmLEjuzddhTYASBmLpi0orp6ChJHv2mJJYn2lJUqNUloFARCxrYUTaxeEyUg+LXv+6SJkStWOyIg7x9EOyzmUN/Ivz8EB3gjzj/AD58q/DzQ4LfZq5XQBwZgIK4UFSpotBplmMkR4+FmkzsbcnFUWcBTvaXQATxSXJT9AiDN+qERfmBngRlEcyru2GxI6b3RBgTiK/O1+P+gW585/Zezpr49bfv40dvncXX7x3FP37yJi90iCAm+xqBmOxrqzfr/k/ViBnEsRoZYpQSLtqSo+JFDYUUUpkUkvjPe4RjGcKrQSxC98ueopUtNDaeQRwWl4DwVSAmx8Sr0oQRnopMlzThaxVArGyeRsbQQe6IUwb3YWvNGNyzW18FsXLFwqbIgNtKR0wQ3iQxwVdqRlB8FrYobQKI1fmI1BQgQp2PbUkF2JqUi3BVPiKU+YhS5iM6sQCSxELEJFggVVqgTnGguKABnQ29aK9oRF12IVpzChjELRlpqNVrUCSTwh65FelbAhjECesFWULUh6kjFgHseroLIFZv8UJVqhLbm4pwcqwdV+Z7cX1xAI/3jXM92z+OF/vH8c5+AcR0iYM6Yro9R52wWATh1SAW36f4Sa6VrFzaTiNPLoFYgLFwiFMA8gADWYAygbkfb23vxfOZHjCAZ3vxfN7JRZnDlD9MVzr4Ugd1wlNteDrRxCAmfZjOGFHgOoGU1pvpggV1weySoAHdkYlXQEwAFotWmun+2/sL/Zx0Rt+HrHB0k466YrKGkURxoaWYwUznkB7TevF0L+ik/VvbB1wwJvnlzTEn7o92C3o3DR8HOnFjmIaQPbgx3Itrw924PtyLW2MDuDc1gofzY7g/M4ybY73sGLk61IVrw124MNDCixxnnXW8Hn2iqQRHKMu5MIOHdKTp0pCNUtT2ldlZmiAQk1ZMXTGB+ExtDjsnDhWSDqzCtFmKCYMU1BXvoGCdHD1DmLRi0onJxkbyBC12OI2JaDckgTInSlUUibmVFzvoKgzDeOMGPlbrt3ETw5ieXCvDOoJwiK+vkL7m74+YwADEBwTyUYMEf39eSqLFJHWAF7SBKx1xZADypVtQmRiJjlQFhrJ1mK9KZ52YbGwkTxCIT/QU4pSzCGd6S1h6YPfDigRBUgRBWOyIRUmCbGvXpslDLHTFYpe8GsQ0rPvlt26CQPzjF+fw0f1jLhBT6I+YNSH6iL8KIP7ss8/gJk2Kh1QlhyRRxgsaFN4jU8S/UuKwTdR8ReCKnbD4sespicQ2SSR4404S5fIViyAmCG+TqXhQJ2rEQfEa+Mp08IlP4XyIDfIMBrGfvhgBWQKIE5u2vwRx/z6EVI3Azdb8l0FMenNsCrykRvjKzQiSZ2KLMgthSjvCE7O5QuRZ2CK38eeC47NAFSrNQrjUigiJFWExyYiKM0KttaEgvxYd9d1oLa9DbXYeWrJz0GrNAoG4LkWLYoUEjqgtsGzxg37zBijXu7s64rD1btgidsMUfUm1crE5zMMNmlBv1KSpMNdSgtMTnbi6ow83dvYzhJ/sn8BqEL+3V9CIaVj33lL3K/V5EBOouVYA/f7OPgg1wMc3RRCLMKYTRO/s6OUzRC/mhAvGNCQjEHPNUiB7N0P4rR09eLGzB28tOnk4SANCHhSSa2OmDc+nWngVWfATk37cw8lr5IYQfcPiQocIYxHA4pNkCroFR4HrtBpNuQ3UXZMV7mZPFQOZYEydMRXBmTRkkjCoGxellSeTPax5k/ZNcsWDcaHIU03DyPtjfbg/1o/bY724M96Pe5ODeHN6GG9OD+HBjPC8O9EPrqke3BjrxJXBJs7VuNBbh3NdFbw+TZt1hytsXMeqHThY4QB5mGnFmqQJEcTnqTMm50SdDYfLzNhpT8JUqgRjKVGYNEkwm6HEol2DPXYDlrNTXCCeSFezBNJjUqHDqEa9PgEVGgWssZGccUJ3EuliB687r/dAwCavV0rUhwnCW/z8sC3QH1EBAQxiWWAQg1gZEMAgTvJ7FcSZEWTbC0GFMgKtRhlb2GbLzViut7Fz4kRfqQvE1A2f7aPhWxEvbtCTljRoW44WO04P5ODccD4vbVyZLOUlDnrSEsfqP3Nuki511OLuvk7OmvjFN2/gV5/cYxCTj/ifvv2AN+tEEFPWxFcOxBJVHOKTFFwyeqrkUCiFkifIQPV5jVgEMD0pY8IF4BVJQgSw+BQXPEgfDpPKuRt2gViWhEBZIkQQU1IaBfUQiDepc+CbXMQg3pbfBWXjjADiyRPQ9+1FcOUw3LIa/z2IlZlwEzvieAM2SgzwWQFxsMKC0IQsrq0JNlAFSMxc/rFm+MWYEBhlQlCUCcExZoRGmRG8LQnbYvVQaTJQlFeL9oYOtJTVotaWi2a7g0HcnpGOeqMGJQopgzgj1B/6zR5Qrnf7yyCm80hubhBBXEfDndZSnJnswrUF4VAodcQiiN/aN4a36VTQ3kE+i0TOCToOSuUC8k4n3tvpfClN/Acgfm9B6ITFpwhigvBqEJNUIYKY3qeOmEDMZ4tIAlkBvNh5ky7Ng8I5AmgfZ/dSV0vdMEFW3Kb7/rEpfv1lICYXBYGbojNJW14tT9DKtKgXixIFQZnS12iJhTb6RABTN8wQJhCPd/MAkoaQ1CHT89HUEB5Pv6wnM8OgejjVh6ezQ3g2N4zHMwO4P9OHe1O9oJhPSpij81IUAnSlr47Df647a3GpvYIDhuh5vK6Q16op54JAfKouV7CykVbckI+zDQ4cKU9jEBOAR/SRGDPEYDpdwV3xLitt2elBGjF1xJ8HMYX/VOmUsEujoAr05YO1XwbiQK83XNY1gnCov78LxLFBgSAQJwQGIDGAyo8tmKs74qzwIOTGBKNcsQ0thngM2DTYXp7KOjE5J2jLjjpiKpYl+knvFcBKTxHEBGEq2rAjGBOcRfjSx/S+uIVHMZgXpqpwc1crPr66iH/+6Cp+8c07+OHzMyxN/CUQ/+tvf+3yEf+fKk1wR0xLFtLExJVKgESpYPcEyRVRihhEyqNBG3Fh8VJskcRyhUskECss9qVUIWrH4lPUkGNipYiVxCE2jqQOYQuPFz/i5NgWl4hQiRJB0iT4SrTwitXzwoWX0spbdYHGMj4M6lfUhdj2GejH9sM0dRTK3mVsKR/AOgKxsQyv6VZ8xCobrzi/zsscerhLkxnC3hIDvCU6BChMCFdbEJpoRmCcGoESFXyjZQiMkSMkRoHgaDmCI2UIiZIjPCoBETGJiIyKQXR0LHRaNaoK8tBVUwVnaSE6HFZ02zLRbU1FV6YRbQYNKlc64vQQX2h91iNhvTskG9wh8XBHlIcbItzdEbrGDVvcX1spN2xd64ZtHm7QhW1Gk1XDN+pOjrfgykIP7u2l23QjXM/2jLBr4vnuQby9PIC3d/UxbD8PQJcUseKioNxeKkGKGOBf8QmIYn3+c2Q9Iz2Wulcqgi4d6aQu+b3Ffu6iv7Y0CLE+3jsGqo/2jOLru0dAZ+7p68Su+t2FTtapaZj48d4BfHJwBN87OuHKIqa1ZoIxAZcATQM6eopDu+8fnMN392/HJ3um8PXFEbwz04unYx14s78Rd3rqcKu7Bjc6q3CtvYKPctJhTtpgo8/R1zwaasPj4XY8HevE8/Fu9iGTF1kski8ECYN+0JA2Lkgx9Hx7boAHkjSMpCJ3CNn0KPaS6v5YG+4MN7uKrl7fpEEiXeDoqeb1ctKxL7eXueST8xQ+VJePM7V5fLfuVHUODhVnYDkrGTMGBca1EkzopNhuVGDerMKiNRlL9hTsdBiww5aCGbseU9YUzpzo1CegVStDpTwKjm0hSAvxhz5kM5SBbyDWywP0W1jQpg1CeXki2HsjgjZ7CUscAb4ChIMCwBAODkBicBBUIYHQhARxJQcF8dZeSog/UsP9YY/aImjEikjuiIesOixUWLCr1o5Drbk40V3MAD7rLAbVeWcxzg0W4Mp4GW5MV+HaZAXODVM3nM1PCv45I+YOU/wlZRGP5eH0aC7XqZEcDpAn58SdAx347r09+Pkn1/A/vnED33l0FB/dOYh/+tZd/OkfPsb/+uUP8Oef/xB//tV/wx9/84/4/a/+Oz793S/x29//Fr/7w+/w+89+jz/88Q/49E+fcn0+d/izP/4ZX1T/JXnEcWodJCq1UGoVpJpExKoViEmSI1olQ1RivBBfKYtbAXEMtkhiEBYjVGh09CuDuy9yVETHSEAwjpFKGMaCFU6OqDg5wqVKhEiVDESfWM0Xgtg9qw5fBmKPzAa4GUpfgngl9IdA7C5LEUAcZ8DGaB18pMnY+v9y995fdd3X2u+yJCMLCYMQve7G3pRN771XUQQC1HtBCNF7FRICSSCBUO/dJU4c18S9yF3FPY5LnDg556Q4Oe+4495/4LnjmYu1tSXL5b3vDzfHP8yx1i7Atof94eH5zvnM2CwEJRfCLyYdbuYoLDJa4awzw81ghodeLU+dGV56C/yNoQgMsoKfPygoCAnxsVheXoqGFbUzIM5FXX6GgHhbbqoK4nBVEX8HxHMVG4j9Zt0bxHG+LjYQH+vaiIs7/7+DWD2g4yHdNoHwD8FYAzSvhLMGYm0og0ClSn5xd5NA9pXRVgEuwct6Y7wL1/Z3Cow1EPO9hLHUcJ3416/sacC1/c14+2C7DcS3jvZLxoQGYq1b4vtA/Nrudjzfv0MiJh/nVubGNXi0YTUerl8p8CWQWXxMCPM9hDDrybYtAmOOR7MX+aeC+OmBBrDojWsdIgQyh1dYhDHrF+0b8WjbBoHyQ81rJdvj0oyPLRN1W2tUIK+vxNl1S0AgswjiycocUb2ELyHcnRBsA/Fwbjx25ydiuDDpOyCuS4rAhtgQVIfqURjgiXQvFyR4udhAzLbIHwOxydMDZi9PhHl7IMrbC9G+KoQZXmUP4swAdxQafQXEy8MN2JQahta8hB8F8YnGxTjXXikQJpCpeI815ks0JhPZtGD4Mz1lOMvA+N4lONNDFVyB093lssXj0s5V+NWh7bj5+AT+8t6j+ONbD+PG08dli/PPAsTmuGToI6NhjIqBMTp6piJh4DaNqDDoItXsYKal+ViCpQWNbWjSAWEIgq/eBH+jWYotajyYM5qCYQoKkQoyh97R6ka/We09DoPeEiog9jKHY5ElEi7maCwIihNrQlPEnmlLoYE4dGMfUttnFPH2EVHEGoiVuAo19OceIBa7wxAtajg0uxxR+UsQEJeOhSYrnAPNcNIZsTBQj0U6A9z0RnjojPCUfy4LdOYw+eURHByMtMQErKgos4F4c1EOtualoz4/Hdtyk7E5JQa14SYUG72R5eOC+IXzZhSxAvNdIPa9SxGza4Ie8drcWOzeWoPj3ZvEmriXIn52bwueG23Bc2ONYgu8NNIIKe0wbkYJazC2V7wabDU1fPeVENZKAzEVN7//K6PNeH1/G66Nt+PNA522eutgF94Y75DX+B7b5xlpxMt7mgTCVMOv7W3EG+Mt0qam2RJUwwz7uReINRi/NzFgU8Svj3TgxcEmmRBkxOSvW5jxux6/al4vQKYKZhHQAuG2jQJgQlgrHuQRxj8VxM9yMnCmnuFkH4dK+gnmBjzZt93WT83eag62PMb2uraNYHj81aa14mHzYFHLyGBnEAAAIABJREFUS9aU+4WNS3F+Q5WAeKoqF2P5SZI10ZMYAhbVMbMnhrJjRRUPFyRiiNN6BYnozU+WOMxtyZEC4qUhOhT4c9PKg3KwFu7uCPODcxHoOAteC+ZKec4oYm/nBWrID5eGerjB7O2JYB9vWH08Ee3rjRhfLyT4ekuudpKvB5J83ZHs446sQHcUm/xREeqPlZEmOaz7KSA+vqMEZ1orRBWf76gS2+FYY5FNFTMknnW+vwIXuL1jYCnO91fhXF+lWv3VuLp7LZ440ogPnpzEf954DH96+xEB8Zu/PHRbEf/pJv7X1x/gv//8Gf75H19+RxH/9R9/FUWsqWIq4n/881vYlPH/n4rYLzJRIij9oxJmrrHwjoiGt9UK97AwuAczOzgCfmFW+IQQxqFS9Ht5+ObD/mC9WcrPEAR/A60KMwxGi62onjWlzDY4wlhnDhG/2NdshWdQKBaZI+AcFGUH4hwJhRcQ562G25JtuBvE3ksbcX/2aihJjMAsvyN97Q5FHJaIeaYoUcOJ5SuQXL4MuoQMuJhCBcLO/oFw0euwSK+Hu0EHT6MeovTNZuiDgxESFoywsBBkMBqxohw7VtVge1UpNhVmYGteKrYXpqE+LwVbUmOxLMKMEpMPsn0XImHRA4igLTHPDsSzFVAR3wvE7JpYlxuDkbpanOjZ/IMgfn6sBc/vbZIJO8JOaqRBenNpTWgQlqu0rNGK4Ap4Kl5uHab9wE3EHEG+86q9rl35vTUIE7gE7ztTPVLvTvXi7cluAfFre1vlc2jg5te9urcFVMKvjrFdrckGYvrBhK8GYYLZfqJOsyhoU7yzvw9v7+vFm2PdIIhf3tkiqpih6wxfp03xRNtGG5AJZRuE2zfj6Y46KVoThLE9iNnm9mPWxG92NoNlD2MNyISy1lfNK4dcCGMmzz3SukFgrIbirxbf+ur2FTblfnlLrdgptCimq/OxvyhVAn8IYIK4NylUVPFAZjR25sRJBwa7MDQQt2UlgAd2VMQEcb6fO5LdnKTnl0MYFk7azZ/9oyC2+HgjxNcbEX6EsA/iA3yQ6OeDZD9PKYI41c8TOXpPlJoDsdQaiFVRQdiWGi5LZ+9lTchB3Yw1YQ9iKmL6wfSAT7bwsK7k9pqk3jKc66sQ+Nqr4rN9S3F5eDUen24QRfzndx/BH964inefODJjTfxStSZ+Aog1e0Jg/M9v/31AHJicD2N6IQzpBdCl5CEgMQOecclwj2SQupqI5h8eB+/QaHiGWuERopa3xQqWT1AY+Ke8j5QJfoHfLW9jkCjmAOYTM5UtKBicsiPM+fUephC4BoXjQVMk5ptiJWvCKSJH1iR5pFdibu5qeFZsQ9imflHEmV2HZJuzZ9UOFcQJVMNlauhPRC4UaxY0EM/mmqTwRCywRCMorRDZKzcgdcly6JLS4BpsgZNeB1eDHq5GHTxMBniadPAO0sPfbIQ+xCwbR8KsFoRbg5GZHI/VlYuxY9VSbK9ajE1Fadiam4SGgjQ05idhS0Y0lkeb5DAjx98Fie4OiHT6aSD2n6Mgyms+1uaoID7VWy+ta4/u7bB5xM/sUwc65LBub6v0Er+8r0VgR+BxOIIhOtpghwZkTrAJVGeuHIEmfNndwMMv7ao9z/cLtNl7PNwg35+QtYcwAayVpoj5GaiGNRAT3nyOSph1bX+LLVPCNs48ky2hQVizJghgHtCxW4LeMCH8xmiXgJg+8UtDzQJj+sUE8jNddTYgUyUTzFTMrGe7621l7xETwlqL2w95xISufRG+9sXBFg3GBDGVsT2IeZjIIpB5iEjbhL42fWzaKLQnji4rwmRZpqSuDaRGCIhpT7D60iMwmBUtk3UM/yGI+wpS0J6diIa0aGxOsIpHTBAnLpqPuEXzZU0XQWycPwfe8+eqJdGY83FbEbsg0GMRgn29Eerniwh/H8T6+wqIk/x9keLvpZavB9L8vZBn9EF5iB61kQasibGgPj0C7YVJ97QmNBCLV9xUgbNtVbjYVS32BA/seDB3um2xhMVra5I0O0K7nu5eglNdDP2pgmZN3PjVOL5552HxiN9+fBqvPjyBL978Jf77szfwf38PiP/jr/8hPjEV8d0g/vu3//j3UMSxy7YgZtlmRNduQnjVGoSWr4CpuAoBuaXwziiER1q+wNknLlU2aHiGx8PDGid9vx4h0fAwR8pBl3bI5aULESh7B5rhFWCS8jSZQBjTzqCtoVYIvMwWUcM8LKNN4GSMsIF4fmQmFiWWgCCel7cG3kvqBcRpHRPI6JyygXh21ioo8eVQoktlTZLEYN4FYobNu4TFI7ygDDmrNiB2cQWYgewWGgoXowFuQQSwEd5mA/xNBvjPtN4ZQoOkpzrMGgRrWBAyk2OwZkkxGldVoaGqCJsLU1CXl4gdhSloKiCIo2TiaLHFCxqIo5yUH1XE7Jjwm60g2sMRa7JisWfbMpzu244ru1tAED813i7Fjonn9nfi+YkOvLS/Ay9PtOHV8TaxBGgZcECCWy+oPqlCNSDbhjlmhjoEzMPbJJOC8NUe833seODEG4FOsLNoRXwfhAlj2hSaNSEKeLRZFLQK4VZRwlTDGog5SadN07GXWDucowrWlDABfG1vG14fa8W1PZ22oiKmT/zKcKvAmDYFYcz8DAYaEciaSqZSZjFX47m+HXi+vxEvDDSB6W3P9TeqB3QzvcY/BGLNhvi+K0GsFYFMEGv2BFWxtrNPg7FmnxDILNoTp1aX4XDlbXuCAO6IDUJ7jAndKaESBDSQFSNdEwwT4h67zrxENKfHoj4lCqvCg1Dg7yYgjnV1FBAze8IexGpG8Xz42qwJF+jdF4kaDvf1sYE4IcAX9iCmGs7y8xZ/eEmYUcQGVXhDZhQ6ipJ/FMSnmlUQ86BODuyYLyxtauqqJM0jpgq2rzM9lSCMCWJRxIcabYr46zcewXtPHsXrj0z9ZBDzwO4OGH/7D/zbgDi/ay+y20aQ1bIL6Y0DSK7vQcymNoSvbUDwiq0wL9uMsJIaWAorYcgpRWBqIbyTs+ETlwGvyBR4WBPhHUrFHAdfSzR8zFFq94E+FISyR2Aw3IwmeJqC4GkyC3wJYIGw2aKqYUMIXAx2ILYkQgOxd/oSOOevhf+SeoRv7EdG2wSyOqYQW7cb3ksaMCtzpQriqMW3A3/uAjHD5rmCKbqkEhnL1iA4Kw9e1kixXlxMRnhYTPAONsLHQiWsh78lEDqLDoYQA8yhJoSGGRAepkNWUiRWLylA4+olaKgqwJaiVGzLTURLUQqaCxKwLTNSQFwa7I3cQGckuTuAIA5xUBDsoMDIrol7WBMBc2hVKOAmBIJ4tH45zvQ3CIh/MdaJpyc68MwBdZjj+fEuvHCgA69MdOLVgx147UCHDYTMbCDsqD7tYUyoakXIaqW1mdmDlyC3B6YMXXDYgsr1UDfem+7B9cO9cuU9n3vrID8DfeN2vDFBD7lV6vX9LZDa1yy/JPiLgt9b+/6ErVZUv7erC9zSzCGOV/e0SqcE4WtfVMWEMW0KqmMC+YWBxjugTKXM4uEeX+d7+XUcl9aS3BgLqpXWJ61NFPLKgRZ1olAd9+bI992lvc7rUz31eKKrTjY+/7Jtk2x/ZoA9W+lYhDIPEelhaweNtCh4eHe8plDsCcZg8sCuNcqA5gidalOkhaM/M1rGpTUQd+UnSdpbY0Yc1kYFoyjQAym0JgjihfMQ7OwA04Oz4es4V4qTdlyj5Oe8AP4uzghcpIHYE1Zfr7tAPKOG/b2Q4euFLH8f8Yerw4KwOtqMTfFh2JEZje7ClJ8MYiriq33LJfidYfDcYcfDOu6mY/eEpoQJYA3CVMRclXRxaAV+NbXj9mHdm4/i+lPH8MYvpn8SiKmK7UEsyvjfCcQle08if+Qo8nYfQfbOQ8jqO4C0rn1IbN2NmMYhRG7vR9y6BkSu3IbgpetgLF2OwLwq+GSWwCspX1YOecVwGWc6vCKS4R2WCK/gGHgHRcHTGAEPQzgWmtSuBHejBZ7GEFHB9IVpSSwyhcHFGAYnoxXzjRFwNMZgniURzhGqItZAHFC5HRGbBu4N4rgyKHeBmMHw7JqgNcGMY4+oFMSWLkVy1XIEJqbC1RwqIF4kIDbAx2KEb7CqhgNMATCYAmE06xEUYkRYqB/CQ/yQlWjF2op8NK0qRWNVHrYVJWNbXjxaipLQUpgoIF4Va0C5xcMG4ugH7wSxgVN099l7xPdBAzFTrlZnxmDfthU4178DD+1uAUFMCD97sAu/nejCCxPdePFgF1490I3XJjvxxmSXeLZyeDbRJn/6U33aw5gA1NQyQSuqeUbtUvHysQZJKlUt80EbuCB4WTd4sDZT9jAmiN+e7JQisHmvwZlg1n7+d65jrari3dsm6pdQVu2IThlrJoR50EjgsghRDca812CsXQnaewGZICas+bW0N+yzKzQIS07zzMDKTwEx29zuLjWX47swZi+zVoSydrhIL5tQpkXBg7uTy4pxYHG65BETxITwjjB/WwcFQSyquCAegwUp0EDMHXbrY4JRovOcAfEDNhAbnWbdAWL/+SqIA2ZAzHyJEF8VxJF+3oj190Z8gBeSNFtiBsS5Ab5YHBQg7Zm0JQjixoyfBuKTTRU406paE1TE3MBBEAt82xkOr1oUJztLcaqrTOyIk53lYJ3oKJMtzhzo+MWBelz/5QF8886jUBXxMVx7lId1j/+gNfGX//oL/u1BnDN+Dkl7TiF+13FEDx1BbP80onunENEzgdDOfQhuH0NMQx+it/YgbH0LLCsbYKjeAn35WvgW1cA3pwoBWRUITC9DYGoxApLyEBCXCd/oNPiGJ8PHmqSG+oREwTskCj7BkfCQdrVwuAVZpVR/OBxOmkdsSYSTNR0u8UXwSCnDovx18CjcIFkTBd2HkNk+idB1ffCq2A5HTtZpHnFU/swgR7qEws+2puD+8FTJOPaNz4QuJQe65EwEJKSIInYxB8E7JBgeFoPYElTEAdy/Z9EJhE0WA8wWA8JDfBFh8UZWXAjWleegdVUpmqvzsL0kGfX5cWgpTpYJo7oMK1bHmVAV5oNC40JRxOGOKogtDgoM97OPWEHALAX+igKfmdI5zIK3osgo6frcBOyvX4mLQy341f4+qd9MduO3Uz14YbIXL0/24eWpHrx2sMemiHlYRp+WAKWCfXOCfi6VJwFMyFLlUo0y97dFXmcvL9vItFYy9vWyrk9zZVEPbh7hmvt+fHB8AO8fH8QHJ4bw4cmd+OjUsBQf3zo2gJtH+20KmeqYINYgrClkDfJa5rBmRfBqf89RZiphZksQwq+MtAiINTuCILUH8N2A1t7H5zWVzKs9xGlzMM2N+cYy3j2TccyBE+ZoPNG1VerJ7jp5zJFudbz7NnjtFTFVsPZYU8RUxVwRJWuiujjavRVMjOOkH4vWiWaf0MumVUGv+OK6SpyoLcK+ohSBb1N4IBpCfEUZE8w9GREYzI5Fb14senMSxJroykuRAzv2Ei8x+yPd0xkxLg7gVg1NEQdKWLyayMYwICpjAlm3yBkWb3eE+XuLGo4J9EF8oC8Sdd5IDvBGaoCXVJavF7L9vFFs9MVyq0X6ltmtQRC35SZgZ1UGRpfnYXxdIQ5tKZNpunOty3Bmx1Ic3VIqS0RPNJbP+MTLcHuUmYHwDPfh3rpKW6cE1TCVsFYXBpfj0dHN+PV0E24+Pom/vf8Evnn7Mbzz6yMC4q/ffQr/1xdv4//55gP8r68/wr+++Qzf/uUr/O3PX+Pv/6H2EWu9xPaqmB0Td9S3/7qjj/if//pfYP2f9hEzS+KHit9fSZy8hMjxs7COnkXI7lOw7DwG0+AR6Pun4ds9gcCO/QhpGoa5fgiGzd0IWNsGvxWN8Fq6FR7l6+FZsgre+bXwy62BT1Y5/FMXwy+pAH5xufCOzpK19V4RifCxJsA7LF61MUJi4BkcrZYlCouCIqVjwikoZqZrIgnO4RlYFHcbxJ5FG8GsCXsQe5TXwzl3nRqBycO6qAIbiJXQVNnKQRh7RKXBlFECS85i6FKyxet2NYfBib5waIjNH/Yz6WQ022DWIYhq2KwXEIeZvRFu9kJWnBnryjPRuqYErTV52LE4CU0FCRJ8wm0FKoj1AuJi/UIke85FxPx7KOIZEEvnhKIOcxDM8Z7OqMtPw0TDalwebsPj4/349cQAfgzEWiuZCmH6ryqICV2t+JwG33cmO2zQ1cBL+GoAvnW0TyD84YlBsDQIf3x6Fz45s1uKQNZgTJWsKWTC2F4Ri2VxV7oaD+buLvWQjhN0XXhjn6qINWuCgNXqXjAmnPk8Icv3aQrZHsB8nmqYh37X9nbL2iUNyLQpJLyeLWk9BGidXAlmglgD7U+53gvGd4OYvjVBzINEgpiqmId3lzcsxekVizFekiata5oi5pV+cU+qFf1ZUeITE8Q9eQkSQs9lolsSw1EVHIgMrwcFxBEuKoiDnOfAMH8utMB4P8e5AmLCmCAO9nQTCEcH+CIuwAf0h+8GMSGc6+eDxYZ7g3hwSTpGanOxb00+pjaX2kB8trEax7aWyd66Yw2loFd8vuP2CiRt4u6ngPgXY1vwxOEW3Pr1lID4z+/8Cu8+cVSsiZ8FiKMPPYLQyaswT1yCbuwCfEfOwnP4FDwGjuPBnkOY33kQAS1j8Gkchfu2IXhs6oPruk64r2yGa009PCo3w7NkLbyK1giQfbKXwjujHL7JJfBOLIRnfD58otPgE5UqpapkOyiHxmGhJQoLLTFwscTB2ZIA5hGLNRFXBK/kCnjkrYN34UZEretFUdch5LZNInxNL3xKt8Epe83t9jUNxCHpEn95X0ii2BPuMVkIya9EbFktrPmlcvjoHhKB+QY93Ewm6ZZgp4SvKRABJp3YEqYgHUzmQJiDdLAGuSPc5I7sWCM2lGeiY/VidNXmo7k0RWyJ1qIEtObHoj49DKvj9Fhq9UWJwRUpng8gkh7xvNsesVgTdiAmjEUhz1KQ4ueGHSXZONSyAQ+NdOKpiZ1S3wdiWhP0iHmYJr29M4dgGnQJXg2+VL7vTnXaFC9hS7UrivdYv0398jHh+9HJIXx8aqfUR6cI3z343bkxfHZ+r9SnZ0fx8ekRfHhyF24eHcSNIwN4b7pPWto0hU6VLq1uB9TWNO6hu3GoHzenB2zFx9enBqTePdiHdw704q3xbgEygckiQLUDOwL1bhhrILaHNd/Dx/w6DcBsgeOEHrdBvzXeJxuhuYbJlnfMNrUBRoGqKXMqhLeD0Zssbf+edrW3NcTamNnPx9e1r+FVDTxSE+ioiLVDRA3E7PLgUMpDm2txbnU5JsuzpH+4JVIvirgx3BctUQHoSLSgJz1cfGJu/pAJu8IUtOclyw67ZVYjcrxdEPOgA6xcveXsALPTHBgcHWRFV8DcOQJkwpjKWO/iJCCODPBFTKCfqoYD/ZCk90VKoC/SAr1l8wchzE3epUZ/myLmIAmDh9pz4tFXlozhpVnYuzoPk5sWC4jPty3HuaYanNhWAW7qYCQmVfHpFo47q6HvbGPjAlF2UYgy7q/Gub6l4g9TDZ/kyiRGZNKWGNuCJ4+02kD8zdu/FBC/+dhhqCB+53+2IrYceQym6UfhM/kIFo1fgduei5i/+yweGDwJpfcolK5puLQewLym/Xhg+xgcN++G46YhPLimG04r2+Ba0wSXsi3gBg3C2Ct/JbyzquGVVim2gmdSKfxic6R8otXRYp+INLEs6CezFoXEYVFwggT+uHAKLjQVzhE5cI0thmdSuWRNeBVssIE4p/UgrKt74FWyFfMyV2F2IrOIK24r4uBUKJYkKMEJUouiMhBWWIO02nVIrV6FuLKlsKRkSY+0sy5QQOxr1MHfFAidUQeDMQAmYyCCTGpZDYsQYXBDVowBG8rT0b26FN3LCtFanob2khS0FyagJS9GQLw+1oDqcH+UmtyQ5uMI8YjvAnGgnU9MEFMN87lsoy86qopxrGMbHh3rwTMHd+HZyd1iS9hbE68c6sXrk73iEV872GkbstAC1jX4UvlqpUFYsxw00H5yeljAaw9fPqcVYUwA//7CPnxxaRxfXTmALy9P4POL+6HB+PrhfhuECV6ti0JT6toiUAKYG5rfPzJ0R92cHsKNQ0P3gHEvCEqqWK19TVO93wdjPq9BmABm6xsBzF5kDobcnNyJm4eGcX1qJ65PDklxOSmB/8qeDkmhe25ITZ7TvGINvLzaw1fNz2CGxp1l/x7ea+lztCdYmjWhgZiqmAd3D29Zhgtrl0j3BA/seFi3PcQX20O9IDCOMaIjJRS9WdHoL4iXzon+wlT0FKShKTMeqyNMyPVeiGgnB4QsmAWL42wELeB2GAfZHu7vMPueICaEY3X+SNARwv5I0fsiXacWlxzkB/ih0M8PFYYArLIGY1NcKAjiHWmRaM2OQ8/iRAxVpmN0ZY4NxBc6VuBCyzKcbqiyBcQf31EmqphJbGpxNVKpDcSEMIudEuIRty8RGDNn4uE9G0UR05r4r5uP449v/kKsiTcfO/bzAHHgkV/Ae/oXWDT5COaNX8GssctQRs5CGToFpe8YlK7DUFoPQdlxEMr2fVC2jELZtBsOawfhtLIHrrVtcCqvh1tpHbyKN8A9fw28spfDK70a7mlL4JFSAb+4fPjH5MEvOhd+UVnwiciAlzUFnmHJ8AhNgntIItxDkrEwNBmuoalYEJYmIF4YUwT3+HK4Z66Cd+46RK3uRnHHFHJaDsC6qhsexVvgkLbiNoijC1VrYkYRE8RUxZ5xObAW1SJl6Rqk165B5vK1SCqthCE+3qaIbSCWgzp/mIwBCDL7wWLyQ7jeDVEGN+REG7CxTAVxz/IidJalSzB2W0H8HSCuifCXA7sMvwWIdZmFsAcUhDoo0HxiDcR+s2aB5auo489FoQYMrqrCmb4m/HL/oED4uakRAfFzh3rx4lQfXpnqx90gtlfEtCcIX4JX8305LKENT7x/jIqXancYn57Zjd+dHcFHJ6l8Cd9d8hyfZ/Exn9cg/IerB/H1Q5PgVQMx1bIGX34O9huz7CfwNBWsQfiDozvB+vDoLimCmEVl/N5kP945MHCHaiVIWVo/8d0wpg/MgzrNM9YsCb6PX/PueA/em+jFzckBfDA9jA+O3K5bh4flZ1KNvznRLWPaHOFmjgbHszna/dsBdf2Tlr3xv3vVFLKmjO1b7Ahhloxpb1F94mPVBbI8tC3aiHqLN7ZbPAXGDRGBaE00oyczygZi9hMTxC3ZiVgbZUa+3yIBscVRgdlRgdFRgclxLvQOcwTGXF4b+MBc6BwfgMHFCaGebojV+SJO74dEgy9SDP5IN/kj0+Cnls4XRf7+KA4IQIUpEKsjQrA5Pgz1CSqIW7Ji0V2SANoTGohPNS7FxY6VIIx5z3D4Y/Vl4KEdFTFjMNVSFTEtCmln61uKs71VON1ZJQCmImad6FiKK8Pr8PihJjms+8t7j+Gr1x/GW7+axhu/OPrzADEh7HzoUTgeeATK3itQ9lyEsusclKHTUHqPQ+k6AqX5CJQdh6Bsm4CyZQzKxj2YvXYYysp+ONV2Y15FA1xLtwkYPfPXwyN7JdwyasDAHvfkKvjHF8IvrgC+sfnwjcqBd0QWvKxpMyBOEQh7hKbBNYyVDidrJpzDcuESVYxFsaVwTqkVGIev6EBh20FkN08IiN2LNsMhdfmdIA7PgRKaru6rY9dEWDKCsisQVboc0SXV0kscV1aJpNIKhKanQRdhhUeQTmwJf5M/DCZ/GE23IRwS5C9qOMrgipxYPTaVZ6BnbSkI4o6K1O+AeEOcGbWRgajg4V6AM+IXzbkDxKbZqvpl5wQn7FhUxGbHOVgSE4rRTStxeWcHfr1v6HtB/Op0nyji16e6QEWsKc/b3Q4qhOn/qh5wry1g54PjtB12CmQJYZYGYN7//vyoFO81GNuDmBCmIqZK/uDEsFgSBC97hjlJx4EObaJO7JIDnWJDaBD+8NgwWB8d34UPj+2WIhgJRA3GVKr2MKadIJbCDIw1q0KzKdi2xm4JrWNCe0zLgjAmiK8f6MOtqSF8eJg/fzc+Oj4ixXvtZ793aADvTN4GMnMzBMqS28zs5tuBSdoYuDqhqC5K1UbC7V/jJCMXnlIZ06agOtba6jSfmNYED+yoiOkTn1peIuPO9IVFERPEFk9sC/NDS4wRXRzwmBns4KhzT2EKWnMS5RCtWOeJWGcHhDjeh6AZEAcRunNVe0JPm4K2hOM8GBc6I8zLXYWw3h/JJn+kmgIExFlGf0jp/VASGIjSwEBUmfVYY1VBvC0hXLZJt2TG3KGI6RGfbqrGpc5VAmPen2iowMnGJSqEW9Utzao9wT11FZLORnuCatgexCfaVHviaOsSXBpci19NNeK9XxyUronPX7kCjjf/bEDsPvUIZh24CmX8KpSxi1B2X4Sy8zyUgTNQek5C6TwGpfUYlMbDULZPQtk6AWXjGJR1u6GsHMDc2h48sKQJD5Y3YNHiOngUboJbzhp4pC+HZ2otPFJq4J9QisC4xQiILYFfVB68I7LhZc2cgXHqd0EcliEgfjCiEAujS+CYUAWX1GUIrW1FfssEsprGEbayCxqIZyVUqtYEFTEn68Iy7+iaiCipRdyS1QjJLQMHU/wTUxGSngVTYgL0keHwNAfCzxyAgCBC2BdGsx/MZl+EBPki1OyHCNMixJjckBtnEBD3rilF77LbIKY/3JIbLZNGBPGyKB2WhPgiO1CdrrNXxAQxe4l19IbvU1vZ/GcpCHOai9qkKEzUr8fDe3rwxP6deHZyD357cA+ohu0VMUF8baoPBDHb126PG6vRkrcBrB7AEb5UwXcrX8L2s3N7BMYE8BcX9+LLS/ukPr8wJq+Jaj63H7+/MIHPLxyQ+t25/Xj/2C6BFsN+qB61kB8tHIgQo8Ik2GhFiAKeAfDHJ3bjk5Mj+PjEHqnbQB7B+4d326yDdw8OgsX0NS0HtIhUAAAgAElEQVRvgspYDtxmDuZoQ3Cgw36og6DjgAfBTHVsD+KPjuwSAGs/m1f5+Ud34dbRYdw4PAQC+e2DvfL5GWjEoRIW4ztf3cMku0bZMKKOjGsj4vUzo+PbZRqRG0i04tJTDcZUx/bDJ/SLNRA/snW5zSdmGxvHnButAWgI9kK92QN1tCii9OhkT3FOLHrzE9Gdmyggpk9clxyJ8iA/GXOmR2xZcB9MPCx2dITZwUFgTJuCEDY4OiLI1RlWbpIx+CPJECAgTjcFIsMcgGzTTBn8UarToUynExCvDQ8VRUwQc5s0QdxbmmTziNk1cbq1Bpd6VguMzzTXCIRPNVXidHOVtLFRDRPE2hYOLR6TEGbRFyaEtTrSUnEHiJkzoYH4h62JP+Lv//EXmar7t++aoCWhjF+GsvcSlJGLUIbPQxk6C6X/NJTuEzMgPgml6RiUhkNQ6g5C2bwXyro9AmKltgfzl7TCpaIJbqXb4Jm/WTxdz4xVcE9bJjAOSFqCgMQKgbF/TLFYFFTF3tZ0gbF7SCpURZyORSFZcCKIQ3PgFF4gqtghtgJOSdUIrm5GXvO4DcRuhZtwf8oyfAfE1izMDs+AQ0Qa5kamQwOxJacYLmHRcAq2wjsyAj7hVviGBsHLolNBbFEhbLT4CIgJYVZUkNt3QNxTU4j2shR0FifJQd2dIDagMtQPOTpXJLnPhXXebWtCA7FmTxDGBHHEg45YmRaHqcateHS0D0+OD+OZgyM2ED8/3YeXDvXj1UMDuBvEnG7jQRntB9WCUAGsdULQXrC3HjQAE8KaAiaEv7q8H19fncAfrozfAeOPT43h0zP78Nm5cRDCH54YEVgx+tIewvYpbUxle+tAj7xPg7AG4E9P7QHrd6f2SmlQ/PDYKD48ukdgfGt6lw3IBLEWhamBmKpYO5xTt1Jvt406U2nyz3/CmTC+F4g/OTkGrTR1/MHx3fIL5uaRYfnc/CVCILPFThu3JpDvhrGaycH8jjshTGCztK4MeslUxtovDf7C4GfVDuserVsBwphtbDywYxKbHNjNgHhriCd2ROrQkRomB3bsmujMjhcQdxakyoHd0lA90nweRORCB4Q6z4b5wVkqiB+YKyCmTUEIGxfMh3mRC8J9PJFgDBAQpwRRDd8JYi4lLTXoUa7XY6nFgLtBzB19/dwuUp0lXRPTW8txpq32DhATwjYQtzBr4vaBHWFMVSxjz71V6kHdPUB8eWjGmnhs0qaIaU28/asTP2BN/A8CccD+h+A0/jDmiC1xGcquC1B2XoAycFZVxF3HobQdh9J0BErDFJS6A1DqxqBsGIGydgjKin4oyzuhLG2FUlEPpWQr7ivagHl56/Bg1ho4p6/CgoxquKQthXtKpXi+XEnkH1EEf2s2AkKzEBCaCf+QDHiGpc8A+bZNQatiblQenOKLoS9cheS1bUjf0ovoFY3wLVoB54wKzE8uxtwEquE0KOGpcIjMwKywFDhEpMM9tQTxNWsQWV4LfXoOXMwRmBegV9PWON6sC4Cb3hdeej94673hJ+UBncELJpM3LBY/ROvckGzyxuJ4M+r5P8iqxehfViDWRGdJPJpyw9GcE44dmaHYmmzChlgdVlq9UGZwQo7nLMQ43ScB8ZywM89SYJqlwHifAh0P6RRFPOJ4N0dsy0/B8ZbNeGRPO54e78PzUzvx24ND4gu/OtUP1hsH+m1DHNpIsG3a7Wgfrh/rx43jQ7h5YqdYB+xqYMcDOxzo59p3QGiWwx8vHwTrT1cm5cr7P1ycwB8ujOOr8/vx5fn9+PzsXoEnLQZCiWqP2zKe7dsiV2ZXUCHyeQa4czyZLWk8qLt1YhTvnxzDByf34cNT+/HxmQl8cu4APj1/EL+7MIlPzkzi07NTUrz/+PRBfHBiHDeP7sX1w6P4ZHoUH02N4P0Dw7ixfxDvjvXhzd1deG2oDS/1NeGFnh1Sz3c34Dcd2/B06xY81bIZz7RtlcdUzQQ3uyVoexDyBP4nJ/bis9Pj+PjkPqmPTuwF64Njo3j/6B7cPLwbN6Z3CYwFyAd6bqtk5i+Ptkmvs2ZPaN7xyzsb8equZlu91NcI+3qxtwHPd9fjua56/LazTuqJpvX4VcMaATE7J+gTMwyeB3YNIf7YavKUarQGoiM+DH2p0RjITsJwfhr689MxuDgH3UUZ2BhnlVHnhPlzJPnP+sB9MDs5wCibxHlwp7azmZwcEea+UJLWUgyBSDfokGkyINdgRKHRgEK9HoW6ABQE+qPU4C1Va9FhQ6xV+pYbM2JFDfOwbrgsFaNVWRhflofD68pwbsdSPNy5Go90rcGVthU401Y9U0txpm2prWuCAGZdGKjBpaFlUhcHa8HsYW7lONlVKXW6axkeGdmM3xzrwCdPH8U/bj2OP157GO/8+jDeeeoUvrn5HP71xbuyJum/v/4E//rL7/HPb77E3/70Of71lz/hP5lJ/F/f4L/++mf89W9/wd///lf84x9/w7ff/v2u+hYMab+7fqyP+Id6hH/qawpB7LrvoZlDukszivg8lH47a+JuEG/ZdxvEK2dAXN0OZcl2ATH3yHHQ4l4g9kyokN1wBHFAeC4Cw7IRGJYFvzBaFSqMVa84DW7WDKkHovMxP64Ifjm1iK7djoS1bQivqYd/0QosylpyG8SR6ZgdniYgnm1NxdzIDHimlyKuejUiymoQmJoF56BwG4jdDCqICWGWr0EFcYBOBXGQ2QfBIf6IM3oi1eyL0gSLDcR9y/JFEbcXxaI5LwItuRFozArDthSOfxqwOsIHFUYn5HqpII6cp/YTayA22YGYHnGC23zUF6TiROsWPDra8b0gfpMe5hQHJ2734rKHV/p4fwDEGowJZHY7sA2NB27shPj60oE7ihD+6sI4vjy3D1+c3YvfnxkTCFPZsv+XipDglU3NfVvknhCm+uNr/BOesOZ7pVPixKjAmCD+6My4DcKfXZjC7y8ewmfnp/H7C4eleE8of3TqgMD41rF9+PTwGD4+tAcfHNyFWxM7cX3fAN4Z7cW14Q68OtiKVwZa8HJ/s0BZgzEhzHq2vU6GO8Qv3tttgzEtEA3En5zaD/simD88PmYDMq0K1rtT/WK12GyLmX5nLWZU84ZfGW6yQZj3rww031Ev9zeBMH6hRwUyYfxk8wY8vmMtqIrZOcEpO/YTc5CDIK4L8raBuD3egt4U9hPHC4gHCjIwVJqDnuJMbEmMkgm7ZGcHRDnOlvQ/y4NzYXKcA73jj4M43xSEIpMBxUYDig16FOkDsVjvZQfikHuCeE9lpoB4eu1inG2owkMdq+4J4rPt1d8BMb3h8/3VAmTeE8LcynGsvVyuBPHDuzfh2aPtd4CY6Ws/GxD77rsKp7ErUEYvzajhc1AGz0DpO2lnTRy7UxETxBv3qIp41YCqiGdAfN/iOswp2gTH/A3S47sgYxUWplfDNW0pPFMq4RNfAf+YxQiILBYQ66y50EXkICA8G97iGxO+6TOlgnhBdAGcYgrhnlyOoKI1sFZtRmjFBugKlsM7qwquyYvxYEKRAPj+cNoRGXAIS5W8Cr+MCiRUr4a1pAq+Sel40GTF/ECDqoj1elHEooYN/gJif4M3AvWeMJhUe8IaEohEsw8yQgJQnhwiIO5bWYKemly0Lk5Ca0E0WvIj0ZoXieYsqgULNicasSbSFxVGV+R6zEHcAgXRtCfuV2CZUcQC4lkKdLQmFAWJ7k5oKErHqfY6G4ifmxzACwf6bYr4tUN9eGuqH29Pq1YEIyQlRvIuEFMN3zo5LD2+VMQEL0HM4r19OxoP3kT9UgHPFFUwAfz5mTH8/vQoaCkQwu+xZW6Uww/sqd0iRRhrAOaf7VTChDDVuqjhw4O4eWyPCuJTe/Hx2XF8ev4Afn9pCl9cPowvrx6R+urqUbD4+POLR/C7c4dEGX94cgKfHNuLj46M4oPpEdya2oUbB3fi3fEBvDnWg9dHOvHabg5xMAioDS8ONkvADxPXtPhLWgC0A9hZIZ0U431ie3x8fEwU8e/OTID12dkDcuU9wUwgUyHTO2bRsqCHfH16SIXygV68PdFjmwTUgKypYUKY6ti+m4P3/Bza5B8PFvn5aE9w5JmHdhx3ZiIbw+L7MyJlzLkuSFXEO8IC0BZnRk9yJPqy47AzLxWDhZkC4t6SLNSnRqsTdoscEeM0C9ELZoHhPwQx1bDR0UEGPOwVcbIhQBRxVpARBHGJ2YTFQSYsNhnU0kAcHCCRm4ze3JGu7s2jRzy0OBkjSzIwUZuH6dUlspWDSpiqmNdzrTVqtVfjnFSlBMXbFHF3lYw8E8bSvtZZJf7w8dZysE511tpA/PFTR2yK+GcFYp/xK5g3ehH37b4AZZhta2ehDJy+DeKOo3ce1tGa0EC8ficUgnhFJxSCuGIH7gBxzlo4Za6+J4gDuc4+Ihf68FzoIlUY+84c4rmHZ0DKmgl3a6ZAeH5UvlzZn2wqXAlLyRoBsW9mFVySimUc+oGoTMwLT4djRIasW3KJzIIxq0oFcX4FfOJSBMQMgl8UqId7oB6egYEzatgfAUZf6PS+0Bm9YTL5IsziL2E/aWEByLbqsSQlHNsrstG7ogRdVbloLk5Ac24MWnJVELfk8CQ5BFsSTSqIDS4C4gSn+wTEYQz/mTVjT1ARz4A4QFGQ4u2M5tJsnOmsx+OjnXh6fy9ePHgniF+f7sfbVGZH+qVb4dZRDmIM2HIgVFtiQGyJu0GsAZhKmJaEpoYJYk0R2ythQvgz+rgnRwTChCqzIOiDPjOzpZkwZowm4WwPYFoShDbb1nhQp4H4w9P78Mm5CXx2cRJfXj2MPzx8FF8/chx/fPSErfiYMKZCpjKmTfHp8X34+OgYPjy8R2D8/qHdNhi/tZeHdz24tqdLgEwYvzTUIjBm5CXzhwk5HooxnY2eMQc42JVBe4LWhD2ICWMNyJ+eHgeLnrhW9JG1Qz2t3Y7TgNpYNmFMEGsQfnGwwTaWTVWulT2Q7UHMNjYGx59bX4kjtYXYlRcvB3bbzF7YYnSXAQ/pnEgOQx8XzeYmYLAgDUNFWegrysCOjDjUMqDK80HEOd+PWKc5CHFxRNACBxuIjQ86gCAOdXNBrK8XEgP9kKILQJZBjzyjCcWEcJAJpUHG74CYo9SM3iSIOdDRyg6OkiTsrkjHeE0uplYW4MTWMlxsrsXV9pUC4vPttZDqqLkniC/31Uj+BG0J2hTnuqvlwE5rXzvZUYOHdm3EM0fa8LMGscOeC1B2nYey8wyUwVN2ID4GpfMIlJYjUBqn1a6Ju0G8ehDKym4oNR1QKhuhlNZjVslWOOZvxtzcdZifuUb8YXtFHBBbCgFxZB50kXkIiM6Df3SurbVNA7FmTThHF4IbO5hR7BZfDENOLYKLVsOQvxz+6UvgmlQI1/h8UcDsQWZOBReGukVkw5xdjeQqtWPCMzpR4jZddSbZxuGhM8BLp4M31bAxAIEmP+iNfjNq2B9Uw9FWA7LYKB9hRGVqhIC4Z3kxOitzZZV4U040mnMi0JYThZYs9laGzoA4ABUGF+S4zwZBHOOowB7E5vtUn9gw4xOn+bqirSIP53t24NdjXQJiqmEWD+heOzQAgvid6UEBMafZCGF2RNiCeMQfJogH8f6pnaKINU9YA7E9hGk/EL4aiL+e8YWphgnhT0/sxsfHhnHrUC/enejAayM78Nv+zXiqax2e7l4vi0FfGq7HtbFmvLW/Td5z/WAXWDcmu+XrPjjcjxvHduHWiRF8cGoUn7AD49JBfHn1EL5+5Aj++ChBfLs0ENO2oI9MK+Pjo6P46AghvFvq/UO7cGtqWA7wtNB49gtrbW30hAlcAk4bIWbQjgZjqlG+n/bEpyf3CYw1IGsg1mBMSNt7yJplcevIiHjNHA6h98zBEy1MiLAlaPlzqHg1+PJzaaW9h+qYh438nPyMHOxgGhtVMVcocXtzc6Q/tlk8sNnkKn3F7Jzo4BaPtAixJwbyU8UnZj9xc3aihLbneTsj0XkWEpxmIdzFESELHEQVBzk6wLTAAUFOcxHm5oIYX08Za04JZO9wAHJNerEmSoJUNVxi1IvVQZ94WUigtMgRxFKpEWhOsaK/KAG7y9KwvzoHkyvycWxjCc43LMWVtmVSFzuWQa1aXGirwfm2Sqlz7YzHLMflnmpc6VVhTCif71J9ZK3f+ER7Na4Ob8DTh1vx0ZOH71DE7z79M/GIvfZdxuyR81B2nf0uiHuOz4D4sNpHXH8QSt242ku8aRTK+mEoa3hgZwfisu13gNgpa+29QRy9GIFR+WrFqAMf7DH2jMgSNazaE6o1oUJYBbF7QgmMuctgLV0Pc8FKeKeUC4Q94vJlLNo5NA1OIalwCkqCZ0Q2wnJrZJAjNLsUzFJmwJDsp9MZ4aMzwk9vgK/BH4GGQLWH2OAvajjUHICoMD1iI0zIijQjL9KCqrTIu0CcKG1rVMQEcWt2JBrTw1CXHIx10TqxJuxBbHVQEDJLtScIYtoT2qFdlq8buioLcaW/CU/s7b4DxK9ND+L16UFcOzxgAzFHijVFfDeIb50cEhDbH859H4gJY4JYbIkZX5h2BCH8EQcvDg8KYN9g6PtwPZ7p2YAnO9cKiJ8f3IpXdjcIiN/c1yrve+9AJ1gajG9O9eC9IztxnX/eU1meHsOn58dtMP7qoWl89dARW31xZVoUMyFMT/kWvdrp3dDgSwBr91onBVvbCGTCVRv8YEcFU9cIX9vuuraN0qXA52lRcLqO9gRh/LtT+232xO/PHQRLg7KmjO3tCh7ofXBEbbejuubI9OtjXaK2CVuCVrMgeM/ntC4P7aq9j7802OVBGNOekACgTdWyWHS0KFnGm+tDPAXEBPKOqAC0xQehO82qprHlqauT2E/MNraN8SEo9HdF8sI5SHKZjYiFjghxmguLo4MoY8LYHsTJAX5IC1BBXGDQo9CoR7FJb/OImeqmgZipa4RwY2o0GpNDpfry47CrNAX7lmbiwLJcHF5XiDPbluBSS42A+HLHcrAudtRKXWivEhATwqwLndxntxQXe9QQILa2nWrlFo8yqeNtS3Fl53o8Nd0iIP77zV/JYR2tiZ8NiF32X4Yyel6dpqMi5iAHVXH/CSi9M5N1LYegNE1CqZ+AsnU/lK17ofwEEDvmrQdBTDXMwQ56xL4JS+AbXwZdTCkCYgrgH52PAA56xObBKyobrpGZcAlPh7M1DS5h6VIy4BGRg0VUzinlCCleg+jKLTAXLYdHcjHcY/OkGBRECDtbkuBkiJfBkYjcGqRXr0NI1mIJtHczhUsUp9fMvj1unBY1PANibaIuzKKq4YSIIIFwfpQKYnZNaIq4lfGXudFoy49GV34sOvJiBMbb08OwMc6IqiAP5HnORaKzqojvADG9YjtVnOPvjp6lxXhosGUGxN2ihmlPvH5kAG8cGZTSFDHHirnvTXa+He3FzWN9uH6iHzdODuA2iNWkNB7Q0R/WvGF2Qchh3ExHBD1hzRfWIPzhkSHcOtSPG5O9eHO0Ea/v3o4XBzbj2a41eKp9pVz5+LVd9fL623ub8d54G65PtEvZ38vB4hQPFPtx6xhT3NRODrbDsT/5i4sHbUUAih1wfEy6Fq4fGsaNg/0ykMGhDN5zQo5XTsu9s79bHvM1Ptbew+dpD/ymR20Poz3B4lgxLQrCkQD/8PCIDcS/PzOBL84dxOfnJ+8oDciaSiaQ6R1r7XYEOmGsjUprypzA5c/hleDn8/bj2vbv4y8HTcEzAIj2BFcojRWnoDXaH/UhbtgQ5IzNFndsD/dFa6wJnamhklE8wKGOvCT0FqWiuygddSkRKNe7Ic31fqS6zEGUywJYneYi1JGjzw4giM0L5sLq6oRYb3cZaaYazjYFSseEHNbdAWI3lBo8RRHbg3hHYghYTIMbXpyMvVX0iXNwaE0+Tm0tx6WmalxtXYaHOlZIXW2nQq7F5bYqXGqtxLm2cqmLBHFXlcCYUD7bxuGPctn+zA3Qx1qrwPY1gvjDJ6bxswSx0/hFKKPnVBDvPn0bxAPMmjgGpZvWxCEoDQfVyTpCeIsG4l1Q1tCa6LltTdgp4nuB2DNRBTHtCU7bqcVc41y4Rasgdp4BsYw6h6Zhbmi6jDwzjS0gowrhZRsQV70NluKVcEsshAu/NiYXLtYMOFlSZBM0QcyhEQ3EoZkl8LbGwS0oAt6mUPgZzPDTm2AwBiFAHwC9PlDGmgliTtOFW3SIsxqROKOGC6KCUJUSIYd19iBuzYtBR2EsegrZzxmP9txoNGZGYHNCEKotHijwdrwTxHNmFPFdIM4N8ERfTTEeHmrFU/t68PT+2yC+dlSFMGFMEL9zmGln6vZjObD7ARAzMY3KmDC2BzFhzPpipjNCO5jTlDAhfJ0paRNdAtuXh7bi+b4NeKZzNZ5sWyHXF/o34ZWddbg20oC3xprw7v5WgTEhzHutOPkn4T9Ux9N9EhLEqbyPTu4Be5QJYxbBzH5lOSA7MoL3CLiDHOZgWM/tUWXClsXn3t7XhfcPDQmMCWjec3qOoH59pBXP99fbViZRcRLEBB7VKqf1qLaphmlNfH72AL48P4kvLkzhy4uHbGUPZv6i0A7z2HVBRc12OLbF0aIgjDVVrg2eaADWFDtf196jPcfPwwNFKngtFvPkqlLsLUm9E8TBrgLilhi95E70ZUaCS0UZAjRQlIKBxRnYkR6FJSZPZCxyQLqrA2KcFyDCUQUxYUxlbA/iDGOgQDgvyCD+MG0Je0VcHOiGCp0KYo43Uw03pEYIhBsSg9GTG20D8XhNNqZW5eHkljJcbFz6k0B8uXsprtKa6K0Rm4J77QhjLhxlaSB+8lDzzxzEI2eg7GKdgjJ8EsrOE1AGj0HpOwylewpKyxSU5kkojQfUvIk65k2MQNkwjPvW7YSyug/3rejBnJp2OFY2wqGsHvMLtkBAnL0O7pm18EqvgXfaUvilViMwpQq65Er4J5XAN6FIVcFUwjM1PzIDzjxwi8iQOMw5oeniDzOb2Fy8GlHVmxFRtQH6ghpRxAuissSW0JS0U1ACWIFxBYgtWon40mUwpxUKiL2DIsGFpYFBoeDWab3BBEOQAUFBRgRbDAgNMSLSakJchAVJURakRgUjL9KEohgLliSGYWtxGgZWlmKgukC2clARdxbFiSLuyY9FV240WjLDsTnOhBqLOxb7OyLdbTZiH1AQNls9rGPnBNvYgu6bObhTFKiKuNAG4if3duL5g7149dAg3jg+hDePsvrFH373yExQ+0xu8I0ZEIsaPj2ED8/swsfn2Kam1u9Oj4LFNjT2A7PkfqYr4pPju6AVPeGPDw/h5oEevDXaiteGd+ClwS2ihgliKuKnO1ZJ/aZ7rcCZkKYyfmPPDlHHvBLOWnE7CDOJGTr/zmSntLVph3nsS9Ym6zhYoY0cM3OCKWzMJ35jpBVv7mnDW6PteHusA+/u68J7+7txfbwHNyZ65f6dvZ1g8bkPpgbx/uSAPH59V7O0hj3dyr5itThEQV+WapUgFFV8nP9eDuCrC1P4w8VDtvr60jT+cPkwvro0LYDWFLv4xsfHRBXTaxYYT7G9b1AAT6tEK8L5h4r+Mm0NTuAxj4JbPC5vW4YTa0pxoDIb/ZkWbA1zxRq9o6jiLcEeaIwKlCS2gexo7MxPgKqKE0QVd+QnYUWoHzIWzkG6yxzEOjvCOneW/DdndpgFqXm0LBbIclCq4SxjIHJFEc/YEiY9SoyBKDUGYqnJF5UGbywPC0RdUjg4xKGBuDkpDEPFidhTkY6DhPCybBxcmYnD6/Jwtr4CD7evwNX25TOqeDmoijVFfKm1ApfbluChvlpbEcq0Ls62qBAmiLU+4pfO9OHz507hP999FF+8fEk2dNz4zTn8+dbz0kf8z6/fxz+/+gj/5Bbnb77E37/54p59xH/723+B9fe//1Xqdj/xt3fkBmv9wz+1F/j/5H2K88QFKPvOqap4z1lVGRPMw6dUGPcchtJxCErbFJSmA1B2jGNW3V4om0dw/4ZdeGAdPeIeKMs7MKu2RUA8t3w7Hiyqg1PhJrjmbYRH1rIZGFfDJ70afmlV8E9eAp+kYnjGF8AjuQjuSYVwTsiDU1wOHKMz8UBUhrShEcYPROdKexojNtm2Fr2sDhE1m6ErqMGi5CLMj80BYSwgj8jAgpBkMMVNl1SM+JI1iFtcC3NqgezZ8zRFfAfERqMeJpMBFrMe1hkQx4abRQ2nRFrkoK4w2owlSdYZEC/GYE0+JP4yLwbdBXFSBHF3XoyAeEu8EbXBbigNmC8gjndUYJ2jIGyW6hNrIJZ2NoLYzxXdVQViTTy1rwvPjHXihYkevDI18B0Qv3dU3ZTBJDXW9SM9Yk3Yg/ijs7ttILZNss0AWQOz1hVBCBPAmif8/mQf3t3Xgdd3NeKlgW0CW6pfFmH82551IIR55WOCmjBm0a54rne9vM73yPsGt4i/zE0g9JLZ2vaeNuxxqF9CeKhiJYxnmsloA6J22Ynw2u4WXNvdgjeGW0Covj7UhNeGm+TKx9d2NsvrfJ6P3x5pVyG9t1sA/urADjzVslEg/Gw7+4rVUHYNxFStVMWfHOMvKRXEhC/rj5cPS2kgpkrWFDFBrClizSuWVLfJIds4tpaR8UMQ1l5j+hsn8AhirlS6Ur9cQHywKgcDWcGos7pirWE+NpqdcS8QiyouSMRgcYpM2q0OD0TWIgekOc9GgqsTIubdj5D7Z8EyRy3CONLVSZaDEsI5xkAUGALvOKgrM+nAqrH4C4xXWfXYlhwhgxxNyRFoTAhBc0qIHYgzBcQHVmRgem0uzmwrtynihztX4pGulXioYzmutC8VGF/pqMTVjipRw6KIe6rFouBh3plmRmaqdbZnBR7dswUvn+3HF8+fxl+vP4YvX7mMG08fx83fnv9eEH/fQMe/JYj9DlzCnL3nMHvknKqKh0+rynjoBJQ+NQZTaZuE0noQ9zVNYCy5hbAAACAASURBVHb9Xszasgez1g9BWTsAZXU3lGVtUGqaoSxthENFAx5YvBXORZsFwotyNsA7j+lpK+GfvRz+Wcvgn1UD//Sl8EpdLIrWO6MU7qnFcErOx7z4bNwfnYE5UelwiCKQM+GcXgL3nAroSlcifPlWxK7dIVduCHFJKoRjQg4cY7LgFJ0F16gsONFfDk+HLq0E8WWr//dAHGxARJgRMdYg0B+mNZEdFoCimCBUpoShriQdg6tKsXNZoYw3txfEoKsoFr0FsejJj0F3XjTYxrY1wYTloR4o181Hpsf9SJivIPx+BdbZKoi1NjaC2KgoyPJxQUdFrhzWUQ1rIH55sh+0JuwVsQZiZgqzrh/pws1jPao/fHoI75/ZiQ/ODttC3JnroMGYVw3AtCE0CNMTJoBvMB9ib7tA+MX+OvymayOe7ViL53s24uWBrXh1aBteGazDi32b8ULvJnmerz3XvUHe90TzcjxWvxSPbF2Ch7dUyPXxtjXyfV4Yqse13U14c2+bgJ62B5W3pKJNDUooz62DDPihGlcXhHL44ZX+Rrza04DnOIXWsglPNW/As00b8HTLRnnM519o3yqv832vD7XgzcEWvNy3Ay91ctJuswCYgxO/6eC03VYZpmBnA0HMA0B2Znx+egJ/OD8lEP7TlSP45upR/PmhY/jjlaP4+vIRfHXpMD4/P4XPztLHnsCnJ/bjk+P78CF7nA/vwS221U2ym4MwpqWiFg/yfqyoirkxhKFAXKd0dfsKnFxbhsmluRjMtqI+whPrTU7YHOwKjjrbK+KhvHixJ2hN7FycKap4Y4wJhZ7zkbZgFtLcFiJ2wTxYCWL+JUYx4DAb0a4PItXPSyDMbgk5pDMbsNisR5nZgIqZWh6qE394baRJhjnYO6yBuDUtDMOFidhbTkWsgnhqWQaOrMrB2a0luNpUBRXCq/BoN4c8VuKhzhpc7agG1e+VnmobiAljesXn2ittECaMz/WuxGNjdXjl3AC+fOGMgPirV6/g5jMnvgPib7/80KaICeJ//vmP35ms+7cEsWHyIjz3n4fb3vNwHj2rZhHTphg6CaXvuHjEczun4Ng2hfnN45jfsBdOW0bwwMYBzFrbizmrqIbbMHtZK+6vbsb9ldvhWFp3B4h98lfPwHiFwJgTcoQxA+QXpZYIgB0Sc3FffBaU2Ayp++OzMS+5AAuTi+C5eBn8K1bDVLsJkesbEbe5FeGr6uBTUgvHlEI4JORgbmyWwPjBmGwsiMoUIOsySxFb8f2KOMBkAQ/rDCZVEQdZ9AgJNiI81IDoMBPiw9XKDPFDSYwZNRmRqC9Lx9CaEgyvLERPWZIoYYKYENaqNTcCdUkmrAjzwBKDE7I8HZA4/z5EOKggDp1zu59YAzE3K3SUZuBSzzb8erQdT4924Pnxbrx0sE9ArB7W9Yk1cS8Q3zjaLYd1N08N4tYMjLW1RvYQ5j17g7XWNKpgQvjmVB/e29+JN/e04NWdDXihbyue7dyAJ1vW4MmWFfhN5zoB8LVdDWARxgQxAfxM+xo81bIKv9xejYc2l+PC2iKcXZWPc6sL5P6Rumr8esdKgfEr/fUC+bd2t+DtsTa8O9ou9sLN/b1yvb63WyBMhcvJM0KW0H1i+xo8tnk5Hl5fjatrq6R4/+jGWjyxbbXUk9vX4jfNGwXKL3bU4fm2LfKYlgThy5FibayY35u+LA/RbhykrzyCz07uFxBTCRPEhPBfHj6OP169DeMvLlAVTwqIf3dyXGD8EXucj4zi/ekR3JwZOCGMtaJ3/GNFZcylpkxo4367hxpW4tS6ckzV5GEoJxzbI72xyeIiapiKmJkT7Jrg6iQmse3MT8JQYTqGSjJEEW9NCEGZvytSHBVke7ohxcUJEXNnSx87LbFQhzmIdXNBmr+3DcRFHOAwG1EWYkRFsAmVM7XSagBrY2wwmtL4F58K4qbkYLRnhKsgXpJmA/HB2nRMr8jCqU2FuLi9/DsgfrirVmBsD2HaEwQx4UwQiyXRUi7Xe4GYipjLQzVr4p+fv4Nv/3ALBPG33/zONuL8PwbEIZOXYZi8AsOBqwjYfwl++y5Ct+ci/Hadg/vgKTj3HYdT1yTcO6bg1jIO94YxuNbtgvPGfsxb1yMB8XNWtGDW8mY4VjfigYptcFq8Ba75G7Awdx1cM9dAy5pwTq+Ca1oVPNIrpQjhBSlFmJOUK6Uk5UBJycP9mcVwz18C38XLYChfDdOKLTCvqoN1fQNitrYhflsHQtdux6LFNZiVXgglWYX47LgsOCbmYkF8FhYm5iAwrwIxlWsRV74MQWmF0jXhYY6En8UKnTkMgUHBCDQF2Tziu0HMwzrCODPEB2UJFqzIicaOJVkYXleKPWtL0L8kFT0l8egoiER33u1qzbViW3IQVoV7odLohGyvuUhi3oQGYk7Y3XfbI6YiTvVYgNbiVJzv3ILH97ThqbE2AfGLB3rx2pEevD7dg2uHe+Wgjh4xW9bsFbEK4l7cONkHDcYfnhoCS7Mi2BGhqWEqYQ3CH0z14/p4F94YacbLg/V4vneLQPiptrX4dfMqPN20Gs93bMS1ge14Z1ez1BuDDXiltw4vdm2W15/csRK/rKvB1fXluLCqCOdXFuLi6uL/l7r3fo7yTLd2Zc8Yz9hjmwEbEBgQQgHlnHPOOXcr51arc1a3WjlnIQEiCZFzRhLKImPsSR6HscdhgvP+6tT5C9ap+2neRni89+yqr+rU+IdVb6sFlEWVL1avO+FESQpOV2bikiAP16XF7NfP62rYn0Wxwv0mKR60K/G4TYkH7Ro8aFZimdysWoCblOnWl+J0URZO8jMwmZeCI9mJOJSVgKM5SZjKT8UJXjrOluTgXGkuLlYU4Ep1Ia4LSnCjrpSJXlMcQW6Y9jtwOx7oSaPHq80K1o/Minb7u/HJkUF8dmwEXxx/BuIvTplgTK74L8dGGIj/fKgf/1sQU0fF/ySuyEd39Gg72yVFOQPxwdI0M4jrPbaxjglywwTiOpcd0AQ6ojHck3VOGKP9GIgN8cGgO3b1ge7ItrFkjjhy0waEUofEK+vMA0Uuv14Hn7c2sAsctNgn2nYXEuyskWxvg1RHG6Q72CLTYTdTketukCp9HCEJMe2YIEdMsYQ6wt0M4sHccFNGnBMMcsXjpdEmV/w0Iz6tomm7AhxX52BKZXLEBN9jTzsm6HlUaeqYOCBOxn5REuhJID7XUW2OJigj/mj+GKh97dGNQ2zXxI9B/N3nH+Orzz78+Thi98ETcOidgl3XJGw6JrGr7Qh2tBzBjsaD2KLbh43qvXhF0o3f1Hdig6Adb1Q347WyBrxcpMGveEqsK1DAIqsOFukCWKRW4xeJFVgXW2oeb349mIdXQrKYfhOahQ3hOdgSmQvLqDxsjs7Axuh0bErKwebkXGxKycPWdB6sckrgUFgN9zIx/CplcKyRwqFaAqdaKVyFSib7kjpsTM3Di6HxDN4WfhF40ZdcdAzWB8XgraA47IrLhGduGXzTCmAXEo8trr7sTt72PS7YsYdg7AArWzvsttsNG3sb2DmYinVOztasYOfpYgJxhNM2ZAY5ozzOD5KsSLSWpaKjNBHGrBDoknwhj3aBKtIZ6ihXBmQTiK0ZiDNt3vgXEDv80gJ2FhawsTDBmIY6At98GeJYfxyiG2atYgbimR662qzF4ogay8MaJhpvfjBqOmn/LCNWg0D8aB/FEw0soiAYv7ffwMSBeC2EWRRBFzOoRa2PXKgMi8Y6zGgrcUNZiuuKEhCIyRHPKMqwoK3GXWM9HrZKme41iRhMlxtqcUtWgpvSYnAwPlORjtPl6ThXlcngfLE2F1eEBbghKcK0vJRBnQC+pBVgpUGIu41ipjsGCZZ1pjiBXPDlGj5zwZO5yQzABzPjwWktiE8VZuJMcbYZxpcqebhcxWdQvlpTZAYxt9uBXDGBmBbxLBulLNOl3uT393Xh40P9Jld8bIS5Yoon/v8CMTliAjHniNeCWOT5NgMwgbjCzrSbWOXnCEOYB/RhXjBG+jIQ66MDoYkIgDzcFxQlhK9/CRFvrUfYxtfh++qvWDS255c0+vwKAje/aQYxFep+DOIsRxuQCl2snwOxPNQT4kAnUCxBrWstiT7oSg8GB+L+7CAM5ARjtDDC5Iol2Tguy2Wta9S+RsU4Ete2RvDldEhGC+STsa8+EePCBPZcC2KuWPfh3CRb+sP1EX/34X3miL/9+Hf49vP3wYH4uy/++vOIJnwGTsCpZwoOXZOwb5/EnpbDsDMehrV+Ats147BUjmK9tBOvSzqwsb4NG2qbsb5KjzfLdXijRI3Xi1X4NU+KlwskeC1XjI3ZImzNqMP2dAF2pNbCKqUWu3PqYJddB4e8erjzpfAulcOvXAW/KjkDbYBQBX+hCt5CJXsG1GsQLNYhTGJAuLQRHhItXOuVcBGa5FynwO4yAV5Pz4dFVBIsQk2u2CIwEq+GxuG3EYnYEpkMm5Q8eBdUwi+dhz3UvubmB0sHT7zt5AorRxfssneEtf0eBmHbPbawdzSB2NnZ1DlBIKaBjiiXHcgL90BNcjBUOdFoL0tDT2kymrJD0ZDsA1mUA5RRDlBFOUId7QRFuCOE/tYodNmELJtXWTTBOWIq1lE+bGthyoYJxgTigI3rUBflgwmarmoV4WqHDByI54aUWBxUYWlIzRb+3B/R4NGo6doyrbqkjJgD8eP95IoNprx4nx7v7tOzKGJtHMH1CFN7GhXNKBOm7JbiCIIwAZhAfFNeyrSsF5gh/LhdjkdtMgZjzh2TMyZQE1wJyuSgr4lMTpoAfUtchGlJMaYlpWbNysoxr6zCoroGS6o6pgVFLW5Lq3BTWIpLlQU4U5yFE7w0TOWmPKcTeWk4xcvAmcIsnC3KZs9zxTm4UJqHi2X5TJfKC3Clko+rVYW4pahiEQcHYm7jGYsn9GIGYsqJWcHuYB9zxZQVkzP+fGrUHE1QRkzRxI8zYoom1mbEtAtjbU7M7VX+757kiCkjXhtNUEZM0QRlxEYaFHLfybJhAnG57VuodrAELf/Rh7rDEO6Npig/NMWHQh8dzEBMG9nq/NyQsOl15obJEfu//gpcX3oRTut+Ce/1ryF062aEb9+KaKvt5kId54gzHO0YhLOdbMFzsmIwrvYyOWJZiAcDMcUShjjffwFxX1YgerMDMFRgcsWHRBk4LM7EEWkmjkpNHRHUFUF9xJPKdNayRtN1NNRBfcQ0UccNc9DzaAMfF7pqWUZMxbq1jphA/Pk70yAQf/vJO/jZgthv4ASCRs4jYOgsfPrPwKv3FLy6TsGtbQqOTUdgZzgIW+MYHA1j2KMfhaN6CHaqPuyRdcNW0gkbcQfsxO1wErXDWdwB9/oO+AnbEVzXjhBhB8LqOhCp6EKUshvx6l6kNAwht2UveB37Udg9Dn7XGDLaBpHeOoCkll4kNHUhrqED0ZoWRCmaESlvgrtCDxepFg71SiYngRxWpQK8kpkPi+hkWEQmwiI4FhYh0XgjIhEbo1OwJS4d9uk8+BTVwD+DzwY6trr7w9LRC9ud3bHLyRU7HZywe48DrB1tYedgBwen3XBytAGB2N3FlkGYQBzjZoWCSC/UpYewW3Ud5anoLUtBc04YA7E0cg8UkXvMMP4pEFNGTMW6tSAmAFMsQU+/DS9BEOmNA5ISnGuuN4OYcuK5QQUWBkwwpkXwd0dUeDiiNh8C/TGIabCDRBAmca1pXBTB9Qg/6FXhfo+SuWHKhac1FWYXTCCeVpZjRlXBoEvwfYfy3A4FCMac6Ov7zWImLq64rapgLpriDHo9pyjHbXkZCL63xCW4WU9wLmFfE4wJvqQZcQWD8JVqPs6WZGMqPwVHchIZdE/zM83gJeieL8k1g5dgTF8ThAnA3JMDMUUclDVz0QQHYs4VU3cDB+IPJ3rxl8MDZhj/dXL434L43xXr/jsAc+9TIY8r1lFGzBXrOBA3hrs+B+IymzdRab+ZLf9pCHFjbrglJhjNCWFmEDclREAW5ovUbRsRvP4VBuOAN16F+0svwvnll+C3cT1Ct20xgzhm1w7WMUEZMRdNkBsmEBc47gR1TFR6OrCMmPZLkCMmEDfG+z0HYnLFBOGeLH8M5odgb1Ek9telYqI+HQfpSgdJnMJ0SJrMYHzWyAOnU/o8TOly2ZgzjTqTjhmKcLFbgOVJIz6ZO8yKddS+9ujqGIsmfgrE3372EYsmfjaOWHxhDqLzt5nqzs9CcG4GVWduofzkdZQev4qSqSsoPHoRvMPnwTt0jqlg/0nk7z2Ggr1TKNl3ChX7TqJm4gwEh85AePAM6g+cYpIePgvF5AVoj56G6tAJyCdOQHbgFEQTpyDcfxJleyfBHzmE/NH9SOkdRGhHO0La2+DX0QbPliY4GfVwaGzAHoMGdhoFrORS2ItlsKmXYFtZDSzSc2ERlQCLsCiTohLwWmIGLFPzYZtRBOe8KvgXi9h1DseoNGzzDMGbdp5sqONtezfsdHSHjaMLbJyd4OjsACd3e7i62sLN1Qo+LtYI8rRDhI8j0kMcUZLkD3F2GNT5kWgpiUd/VRK6eREwJrpDE20PZag1lJE2UEXYQRJpA3G4HaoCrJCz5w3E73yDNda7Uy8x9RDTePNTCFPhhF5TIYXn44K9whJcaJXjcpsE1zplmO1TYr5fjcU+FZYGlGwwgs7V0x26d0aUeDKqwjujaqYnY0qQ3t2rwXtjWvxh1KTf79eDaV8De/93wyo8GZCz4YsH3VLWA0xtZ9cVRbgkzsN5ST4uKwpxk1rWmmtBwKYOB8qRKcYg0evHvUo86lHgQacU9zskuNcuxt020b+Islhu9SPBj6DIXKqsknU9TIvKcau+DDdqi3GVIgUCKoGVXG5RtlnnC7NAovcul+bhakUBrlfyca2Sx17T7yPR+zdrijBTV4rb9eWYlVRiTlYNctyLSgGokEeaUVVhVl3Neo+f9DewYZA/jrWyDhPqteYmED86TMMez8T2UtDqzKcDHVz7mrlrgrbD9TXiQa+BiR0qpWOlaw6WchCmJzeVx0UT1L42WZWNMV4CqH3NGOHFdksIXa1Q67QdFfbbUG63FXWuu6EOdGXRBLlifbgfU0tsCNriw6AJ9kKV4y7EbHgFkW+sQ9TGV5gCX/klQl5/GVGW6xFt+Vu25jJl91Z2gSPHwQZ5TnbsWnMBPR1sUOKwC1Vu9hD7OUMZ4gVlkCukfo5sss8Y5YWWWA90p/pjKDcYe3nhGOaHYLAgCAMFfhjk+WOsPAaTonTWykZDHoeF6ZgUZ2FSnouj0mycaSzGaUMRCMLkjCc16TiiSsUhVQImlPGYMhThQkc15vbp8MHVMfztzml8PDuJR5f34sn1g/jyyS18/+FdfP/pY3z/l/fw/efv4/vPPsQ3f/0zfvjyE3z/5ef44W9f4Nu/f4Hv//k3fP/VP/HD16adxLSX+OvvTPrmu2/x7fffMX33w/fP9RT/3/QI/29+r0XH8rvoXHmPqWv1d2hbeQ8tS0/QtPAY+vmH0M/eh+zaIkSXCNYzkFy8DfmlWcguzkBxYQaa87Noub6Ejpk76J27j4Hb99E7fQc915fRdX2eqeXMJRhPXIB28gzUR85AeeQ8ZEfOQ3joNGomTiJ7cC/iO7sR3NSMgJZm+Lc1wafJCNdGPZwNDXDSa+DaoIaTWgUnhQL2Iim2l1TBIi3nGYhDomARFY9XE9LNIKZWNwKxb2YxnGMy8LZXKDbt8QYV7LY5uMPKyQPWzq6wcXbGHjdHBmIXFxu4Ou1iIA72skeUnzMyQp1QmhwASU44NAVRaC1NMIO4MYGKdPZQhe02g1gWYQNJhD2qA3ch12E9EqzWI/StX4IDMWshepoRs/3EFhZwWfci8r2cMCIowvkWGQPx1Q4pZnoVmOtTmkFMU2oE4odDagZigvG/A/F74zowjWkZuE0QloDGkmkijqbjqB+YQHxZUoAL0gK22GfGWI351joGYYowWKsZtZs91Tt9NEChxMMu2U/CmMBMohx2qVHKimOUy7KIQF1rigsU1ayzgUB8XWAC8aXyZyAmGBNcCbwEZxK9JvjeqC7ErdpiJgIvfU3iIDwvrsSitPo5CFMMQi1tJILwbU0NG/ygARGaxqPjonRPj7pLCMY0efjhoR4GYnqSCMS0n4Km6mjMeS2IqWvi8UATHvUbzTD+KRDTJB4H438H4uYoH6gDnFDvtouBuHLPdgZigYs1VAEuaIzwYdGEMSqQrcXsSIxAT2oM21Us9XFm8UT0b3+FmLdeZSIIh63/NYNw7LaNPwliBmOC8p7dPwlieYAzGyhpjvFBW7wXetICMJQbgtGCMAzxgtGfG4C+PB+moaJwHBIk44Q0l409H6nPMIFYloNJWQ7OGksYjE/pC9h03TFtBo6q03BYnchgfKyBj/PtVZjf34CPru/DP+6dxV/mjuHxlTEG4i/eufkvIP7h84/w7Wcf/HxA3Lf4EAPLjzG48g6GVp9g4M4T9K++g97lR+hYeoDO+XtoX3wA48wKtNduQ3d9Di3Ty+z9rvlVdN9ewfjqE+y/+x4OPXgXR+4+wcTKI4wv3MPY/F3snbuD/mu30HXxOppOX4b++EVoT1yE5sQVyE9cgPj4WeQMDCOuvR1hBgNCGg0IbNbDv7kRvkY9k7deDT9DA/wNjfDX6OAklGAbvxQWyZmwiEiABUH4KYhf/xGIA0rE8M8uh2tcFnb4hOMtJ19scvDAdidPWLt4wcbVHfZubnD0cIaTqwOLJVycTI441McB0UFuyIlwRWVqMOT5UdDxY9BZlgQ6ktjLjwSBWBuzh4FYHW4DdaQ9CMQUV9QEWSPfeQNSrF5HxJsvsek66iPmMmJywhyInX75ArLd7DFYzcPZJgkutYpBIJ7uVuJ2rxLzPUos9itwp5dcsZJNqD0aUuDxsALv7DXpmSNW4r0xldkRP9lLebIJ3PR7HvUShOvZJBztkKBBDRrOoB0SV2RP3bCunEGYJuJo3wSJWtwo1iCx1wMavDugYa74Ybcc9zuluPfUGXMQpiftWuAW3HBAZj2+OiHrD6YeYIomyBnfqCvBtdoikzOu5OFKJQ/Xa4pwrbqQvUeOmUTv3RSUYFpYhpn6cvak16RZUQXmpdVYlNdiWVnHnDABeFln0iKNOKtrGITntLWsW4SKleT86eekaT+CMdd//cFB2tD2THRiyXTr7tlpJ266joY6qJeYAzE54+dAvMYVczAmEK+NJjhHPM5PZBlxe1wAtEEuELtbQ+C8A5V7tqLcbgtqnXdA4efwNJoIQHOsSZ3J4ejPjEVXchS74kHxROxGE4TjNr+G8A0vI2Ljr0AQjttOeyQskUrTc/Y7kOVgxVwwOWESB+JKVzuzI1YFu0ER6AIar26N80NHkg960wMZiEfyQ5kb7s32RVeGFzrTPdGdE4jx8ng28nxckmOCMDliArE8F+cMxTirJ0f8PIiPaJIYjI9o8hmIFycM+OTWBL56cB6fzE2ZQfz54xtmEP/wye/wwxd/xs8OxKNL9zCyuIqR5XvYu3oPY3ceYuTufQyt3Ef/0gr6FlbRu3QHrTdmoTx7EbLjZ6A5ewnt12fQMzOHnlu3sX/lHvYt38X+xRWMzy9hbHYB47cXsW9uCQcWVjA6N4+hm7PouXwTbRevovXcNRjOXIb61HnIp06DPziI1I52RDU2IEKvRVhTA8IMDQgxNiC8sRFhOjVimhqR0NKKcJ0BbjUiWGbzsC4mFRZh8SYIB0fBIjwOv4lPw/bkPBZN0AReUJkUQXlVcE3Mx86AGGxxDYClkw+sXLxh4+YDO3dPOHl6wtnLFc5ujuAcsa/rboT5OyE+1BO8WC/UpIdCyY9BY2EcOssSQUcSewrDWDRhiHUEQVgTYQttpB2U4bYsL64LsgbP9U22DjNq0zrQdJ3r0+k66ppYO+JMcE5ztEJPWQ5ON4pwoVWKK+0S3OyUY6ZbjrluBeZ7ZaDLyHf65Lg/oMDDQRkTB2Lu+e5eiieU+P2ImsH48YgKJILwgwEpHnSLcKddwCIJcsM0/UY7JAjEJFpxedtYA5qEu9evMMP3vRED28ZGG9noNa3H/B0t83kaUayFMUUVnGg9JFuA025agkODFARkJrpeoRexbglqWWORgayS5cUEZi62uMXa0UpYfEHOmb4mF03QJYjPSUw5MwF4Xl7DALyiqccdjQjLWgFWG4S4YxAxUacGQXmhwSQa4zYPmvSpzXuUuWvT3G09ej6DcOtz9/VoxJlN1hFoqVi3xhU/B+JBI9tLwUGYiya4yToa6KARZ4omCMTUR0yLf3TBrmYQVzlQNLEFNU7bIfWxZ73ELTEmCFMbW2t8EHrSotCVEsFccba1JeLfeo254fgtryPyzVcQ9darZhBTLEEgTrfbjsw9Oxl8CcCcKJrgQKwI9gSBmOIJQ7gnOhID0Z0ahL6MIAzmBGM4LxT9uUHozvRGW4obWpJc0JLqhUF+OBt5JldMHRS0mY1WY55QFeBMQyHTyYZ8HNfmYlKTyaIJzhEfVucxEC8fMrKBjq8fXmDta1w08dmj6/jugzssmiAQ/9eXH+C/vvzw5+WIJ5ZWcGBxEQdWVnHwzioO37uPiXt3cGD1DsaWF7F3YRGjy8vovXETquPHIdg7hvp9+6E/cRJdVy6j/9o17JufZ5pYWMDBxUUcXl7EkZUlTC4v4ejSIvYvLGDs9m2MTM9i4NY0c8gdl6+i8fRZqCenUDLQh+zWZsRpVYjQKBCpVSJKo0aEVo0YnQ6Jei3SW5qR3daJOJ0RHhVCvJWWg5cikkxFOoIwKSwWb8SmmkHsWVCL4HIZQgsF8KR+5JAEbPUIxjYXP1i7+8HOww97PL3h7O0NVx93uHk6w83NDu4uuxHgYYeIQBckhHujNIHy4Uho+HEw8GPRUZqA4cpkDBSGoynFHY1xDtCGW5sUacdyYuqgEIXZotjtLaTbbECMM50qpAAAIABJREFU5a/ZUIf70+k6ro+YYgpyxtRFkWizFW38NJxoqMP5Fgkutz11xV1SzHZKcbtbAjpdv9orw90+Ge73SxhYH43I8HhUbtaTUQVIvxs26dGwEiQC970+Me51CrHSWoPFpkrMN9JqSL4ZwrRLYpqW+bTWsd0QLAIZpVFq6lvWPyf23rCOrb2kfcX3exV40CUzueIOCe5SZtwuxiIBuF3JntQrS6I9D5w4MFOOPE8nhDTPclwCMw1mUCGPhjWoo4J6iwnC9DW9T46aMmD6tSwH1tSBILzSIMIdnRhURKR2O66ouGKsx5KhjrXrUcserffk1nnSz0D5O/1s3L5nulCyVuarz6PNeDJixDvDJv1UBkxul6C7VmsjCfo+dU3QrolZoxhX1dU4IyrE0cosM4i7kwjELmyIo9bpbVQ5WqLcfjOqnbdB4mnDQNwa64/W+AC2d4LGnTtTQpha4gJRbG+FpDdfQ/RvX0bi5tdBrjh206tI2Loeids2gPZIZO62RJbNdmTb7UCO3U7Qfbo8O5NKHa1ZRizydQaBmCC8FsQ9acEMxAPZJhj35QSiM90HzYmuIJNiiHdFZ6Y/c8VsI5uCx5bG01a2M2o+Tmr4OKnlMQgfU2ebDokq03BIkcxEuyaoj3jpaCMD8T/vn8MHt4/iwcURvHNtAp8+uIpv3l/Bd588wo9B/P0XNF33M8iIJ+ancWRpDpMr8zh2dxlT95Zx9P4yDq7OY9/iLMbmpzE2P4uRm9dhOHEMdQN9qOruhGLfGDrPnsDg1QsYuXEFe29dxcTMDRyZn8Hk4iyOzE/jwPQ1jF+5iIGrF9F/5QL6LtPzEnouX0b7uXPQHzsG5aEDKOtuRbZRg3hFPWKkAsTKxYhTSJCgUiBZq0ZBUxOKOjtQ3N6NNG0jvEppqi6LDX68EBRjgnBgJH4RGss6JnYk5jJH7M0TIKRCjojSenhllsAmPJnlxDvdA2HtGQA77wA4evvC2c8XHn5e8PRxh5e3I3w89yDY2wExwe5IivRFdXoo5PkxDMT6gki0F8ZgsDweA4VhaEvxQFOcI3QRNkwNkSZnrIlyYBFFqcdmZNm9hVjLdfB/wwIe6yzg8ksLOL5gGuqgnk6ucBe7/U005SWx6bpzzWJcahUxGN/skGCGThR1ibHYKcJyjxh3eqUmqPaJ8XBY+pweD8tAendQhveG5HhITnjQBO47PRRJCLDUTIt8yjDbUMK2qdFGNQIyRRS3jdVY6RCx+IM7x0RgWgtj7mt2qmmAdkeoGIhplwQtiucgzIGYYLxWBGZONNpLU260l3ftYU1uCm5WXctgS90PBF8ababnDVkFZsg9q0zFNwL4ooZcrgnCNBhCvckEYOp/5tru7rBdFfVsoRG5YXL/BOPldhHbhUGLiejnooGZ98b1LKagqIJELvn3Yy14lza8DRvZXgxaUETiAMu5XIIs6afeXztpR1N19HdBV565YY7D5RmsWEeOuCuRogkHNsRBbWsE4oo9JhDXe+4CLf5pjw9k4CUYkwjE3Wlh6EgKZhBN3bweMRt+hWTL9UjatgEJlm8g6e2NTARhDsQcjHNtd5pBXOb0DMTyIA8WS1BGrA/zQEcCue9gJnLF/U9b1zrSvGGMd4Yuyh66GCcW4fXmBZv2Tyh47IwSN/rMQKzmYUqTDw7ER1R06TmFgZh2TdCIM3VNfDy7H3+7exJ/vHUA984P4fHVA/j47iV89cclfPPxA1asY9HEFx+wYt13n9NQx88AxAeuX8HR2Vs4NjeDqeU5HF+Zx+TKHA4tTGN85hpGb15G16lj6Dt1HIaD46hqMqBAIUV1cyP046PoPj6J3pNT6Jo6ivajh9B6eAItR/fDeGgMDfuHoR3ph3K0D/LhHihG+qHaOwjN+DDUY0OQDfWivrcD1e2NyNPJkCyuRpKoCmkyIbJUEuTplODr9ajr6ISouw9Vnb3I0hoQUFqL7UnZeC0sEb8OjgPB+KWAaPwqOAYbo5JhBnGhACFVMoRXSuCbUw67yFRs94vAdq9g2HgHYY9vIJx8/OAc4AevQB/4BHjBP8ANgb7OCPNzRmyIB1Ij/SDKioCqIB4N/Dhoc8PQXBCGwZJYDBaGoSPNA80Je6CPtEZDxG4QiCme0EY7QhFpi0qvTcix34jEba8g6HULeL1s2jnBgZgWxVNMsYsW/1iuhz4rDpPqanAgvthSjxvtQtxqF2KmU4iFjnosdYuw0i3G3V4R0/1BMTg9GJLg4aAEj4akeDJg0r0BEUh3e4VY6arFcgst5ynDjI6W8hTiiiwXV+V5LJ5gS3yaa3GnS4KHQyq2VIi7Ek0HSs1L6Ll7eSNaVjgkeNGtOtojsdIhxTIdEX2qhU4VFrvUz2mlSwNO861ytmeBto/RRQvu3Dwt5iERnOe0dWw6jrotaGSZoMwm5p6OLjMXrROymIO6NAjCVCSkvRP322R4QP3P3XJWWKR/HFZbKY4wacZQyf7xoU8Bq50Ux8jxaJg6UbTs56crKEy0KH+syXT+acTAbvLRFrkH/c9EN+x+LM71cvD98d4JiiW4jglqXaPNazTMsbcgnmXEnQn+UAfYo8ZxCxvqqHTchIo9b6HaeQsIxLSXuCXWF50pwWhPDERbQgC600LRmx6BnrRwkJPNensDEja8goxtG5G+402kbtuANFpvufNNttCHNqxl7bZEts02phzbt5Frtx35djtQ7myDavc97M+RBbpD5u/EuiZ0IW5oiwtg0QTFE1Swo6y4JzMAHak+aIx1gSbcDppwByZjoif2lsbjhDQfZ5SF7MAoHRk9rS1kOqEjV1yAKQ1N25mc8VF1BiYbeLjcXYvVI0Z8OD2Oz1em8N61Maye6cfDK2P4cPUc/vH7eXz90V189/E7+OGLP+H7z/+Mrz75E4PxzwLEbfv3ovfoAfQfO4zBk0cwdPIYek8eRsfkBJomRmAYH4ayuxWNI31Q9bShUFqHxDIesoWVELbq0TDSi+7J/TCODUDa1YQqgwplOhlTuU4OUoGqDnmKWia+SoTSBjkq9UqU6RUo00kgbNOhRCNCrriSiS8XolyjQG2jHqLWZqj7eqHsH4SosxcFmkYElwpgm5SLDeHJeCUkHusCY/Arv2i88hTE2xNyTI64UIDQajkiq6Twzi+DTUwKdgSEY4d3MGx9guHgFwhnX3+4+/nAO9AXfsHeCAz0QEiAGyICXFk+TCCW5kYzN6zlRUObGYLmnBD0l0QyEPeke6E13gRigrE+0uSM9TEOLKKo8drMtrAlbluHkDcs4PuyBSie4PqJORBb0eKfza9DlxHNxpwJxARh0vW2Ogbi6Y46BuLFLlorKQa5W4IxB1p6EpAfDIgZjN/pl4B0p0+I1d46BuFF2mJlrGBO+Kaa1lkWMBBfU+SzFZdsxzDFEt1SBiOa3ns4rMFaGBOQmUa07GM8xRf3B5QMxHS7zgziNjGW28RY6taYtdyjBWmlV4c7PSaRU15oU2CuRcY2kNFHdNJMo4iJwErdFtT6tnZxD+2P4EaXqRODfg2DMAG4SW4Wg3CnEo97FAzGVFC80yYy61ZDOQjG8821WG6vZ582HgxSnGPq1V4LYrrBR8U8usf3mPZzDNIBUbUZvrS688f6MYDJAa8VxRLcwh/Kh6dqctkwx2h+3NNinQ+UfrZsoIMWw68FsdBjB8Teu02u+CmEW+P92RKevoxIBmNysXk732LxRPaOTaDMOGPnW8iw3oRMa/rERrGECcQcjAnEebYmEFe42JpBLA1wYxCW+JpONbXE+KE7JQRdKZQV+zMQd2f4PwdiVag9ZAHW0EQ5YYAXiWOiHJxW8M037c7qi3FGR8W6Qpxs4OOEjtrYctnFDrraMWUoxNXeOgbij2+M4a8LR/He5VGsnupmIP7z8hn8/Xdz+PaDO/j2o8f4r8//aALxp3/A15++//NwxGKFHFKdElKtGuIGJcQNaogMKkiMOkibtJA166Fo0sFAMO5pg1AjQ2YZDymFOSiqr4KsWYfeQ3vRPTECbX87ylQiZNWUIEdQBr60BsXyOvAlJcgXlqBAWIoiaSV49WUoEBSjRFYNSbMMyg41arQClEjLUK0RQtakhq6jCcbeTrQPD6J9ZAT63n7IOnpRrGlEeEkNHNN42BqXhTdCEvBGaCJ+G5aEjREpsKR+4ZgMWCflwZ1fgzCBCpG1UgQUVcM1NRd2EfHYHRgBe79QOAUGwT0wGB4BvvAL9ENQiC9CAj0RGuCG6CB3pET4Ijc+EIq8KBhLklihTpXuj4Z0H/QWhLDJIQJxc5w9WqJs0Ri2C9qwXcwVE4jJDUgDdqLU421kWFG1+gX4/fppPEFb2CxMIkdMohPoNWGeOCgrw8U2GYsmqHOCHPHNtjrcbKvFbEstbrfVYrGd3G0d7vTU4U6fgOlufx1I9/rqcLdXgPtddbjXKWAQXu6m31OF280URxThproABF9ywuSICcoEaIotCMIP+hRmV0gDJKR7o2omGiZ5MGxqo6MODgLRvV6TIyYQ0zHRpXYJFtukoGOai31aLPfrGHxX+xpwp1+Pe0ONTPeHjOxrgjLnkOn1PVqUQ/kpnSHqouOgKnYHjuILcs100YJzznRmiK5u0Hv0fboVR7kzFQhpKTvl1iQqJpLovh5FKOT6yQFTDLPQIsBsUzluN1dguVPAsncqcFLHCRfDcE+KLShHpk8BJgg/+/npwOoz0d+JGuR4SdQZsRbA9DW9T7EE/cNDwxxnxUVs6xq54eHcGHQmBaE52g01zpvA3/kySnb/BuX261HjshkCt22octoMqe9uNMd4MhdMrphA3JEchN70cPRnRbJBj2K7t5G2+TVkb9+ArJ0m5dpuQa7NVuaECcA5dluRa7cNebactiPX5m2UOVuhyt0GdV4OqPdxgthnDwjEqgAnkCsmN94W728q2qWHoiczCJ1p/mhN8kZTvAfkgXYQ+1pD4rcb+mh3dsXjSE0WTsoLcVpZzGKKM+oiU1asWeOIlaZNbOfbK3G9vx73jjbhg2uj+HD6AB6fH8TiVDtuT3XiwbUJ/GHhLD57Zwb/fP8evv74Cb79+Pf45tM/sn5icsQk6iP+7h9f4rt//oP1EdM+4v+YPuLywgKUF+ejrLAAxUX5KCrMR2FRHgrpdXE+ikt4qKwqQb2oBhJlPWrqK5HDy0RyRgIyCzJQWlMCbasO3aM96JsYQmNfCwQaEUqklSgRV6FMWoNKZRkqJEUorMlHblkm8iuyUSkqgVwvREObAgqjEBJVJcTKSmgMEjR3NKCjswXd3Z3o7+9F1+AgGrt6IG/vQqm6ERFPQbwjLuM5EG+JTGUQ3hGXBZuUAngUChAh1CJKIENgcRXc0vJgH5kAm+Bw2AeGwDk4CB4hQfAI9EFAkC+CQr0RGuTB3DDFEpnRfuAnhkKZHw1jSQL0vCgoU3yhTfZAT34Qa1wfyPJGe7wtWmKsGYj1ITuYKzZE27OIQh60CxUe25Fj/TqiNlqwbVjelBP/BIj9X1+HqlAPNuZMXRNcC9vNjnrmiNeCeKG9hjnc1W4Cba0ZxgRlgvCdnloG4bsdtVjsrMZCRxXmWsox3UhxBA/XlSYAX5bmMCBPa4vMICZA3e+lJe4mV/jvQMwiiR4lA9BKp4yBeLFNzCBsBvFTF8yB+O6AASQOyATnu70NTATfh7TXd6iJiSbfaF0ltcCtPUPPwZgublCE8WMQ068nEFNb3VoY/xSIyQ1zIF5qr2WFUCpwmnq0dSwzJhCzTPzpJwEG4h/9Q0QQpn+MTDA2gZgcL4mDMQdgeo86Sqh4Se6fOiaoUEfrLwnElA9TV4I+zJFtXsvf9gvTcni79ah23sRATPEEgbgp2oOBmNZRUjxBz77MCAxkR6ElMRzlTlbI3LaeOeNsq40gEYjz7CiOMIlA/AzC2xiECcQljjtQ4WoNgac9hN4ODMQ00KEOdGaXpKmXmNrYOpMDWFbclU7RBE3ceZlBLPLZhXpvK6hCHdCeFoR9ZSk4Js5nMD6rKQaJXDFprSummOJ0cymu9AgYiD++vhcf3xzHo7O9mDlkxNV9Bswf78X9y4fw55VL+OLdRfzz/Yf4+sN3zSD+7ovP/gXENNTxHwViQWYqSlNiUZIcB35yFHgJUciPD0deXARyEsKQEx+BtNggZCaEoiAjFuW8NJTwUpGfFYf8nCSUFmaiuoYPQ7MCw+PdGNnXg67+Fuha1ZDqRKiVVUGsLEO9rBhl1VnIL0pEaVUmVNpqtLRL0dQqhkJdBo2mHMbGevR06zA02Izh3jYM93ZitJ/+vD40dXZC3tKKIpWOgdgpnQ/L+Ay8GprA9hX/NiwZBOLtsZnYGZ8Ju7QCeBULEVmvQ2ydjLloz4w8OEUnYk9QBJwDw+AeEgLv4GD4BPshKNgPoaE+iAj2ZL3DSWGeKIgPQkV6BOsdNhbFQ5cXDmmCO1QJrujK8cdeXihG8vzRmWiP1ihrGEK2gQOxMdoODZH2UIfuRrXHNuTb/hZxm15E8GsW8HnZAs60c8LCJNZBYWEBn1dfRHmQK/aLylj7GoGYtrDd6hRhmsFYYHbEBOLlThOMV3pqGIwJyAzKPbVY7a7B3a5qrHZW4XZrKWaai3HLUITrOg7C2bgszcIlSSZzw1S0owIeOeLVbqEp8uiX4v6ADA+GFUzkhM1ueMjUz0yOmHOALJbolGGpXcbcMC11p9PyFE2Q213t1rI4gmDMAZkAzJ1E4hwwff3OSItZdCSUrl1wrpiD8Y9BTE6Zc8RU/KOuDHYvrlMCOn5KLnitOEdMcQQDcWMVZmnJfVs1i32o1Y/1ao9o2Dj546dPiiwoP+dATC1+dH3kDrUX9kgZiJ/BWMEgvBbGHIDJCROEKZagZT9XVFVs6xpd5uBiCQKczNcKhVa/QtYmC/B2rEPx7jdYPEGOuMbFEjI/Gxij3Bl8KRsmCPekhzEID+XGoDstEkJPW+RZbUTBrjeRt/tN5FqbQJxvv9UMZIIyfZ1vtx283dtQYL2VqXCPyRXXetj9JIhpuo5g3J4QgK6UYHSmBqIt2R/NCT4wxnlCHrAH9V7WqHXbAZH3bjRGeYH+uw5X5+CkuAhnVCVMpzXFprxY96yLgkB8ooGPyx3VeHDEiE9v7cNfZw7gweluXB1R4VSnGOeGtbhxtBsPrk/igzs38Ncny/jHnx4xV/x/Pvsz/icQE4z/IybremtL0FSUjYaiTGj56VDlp0CekwhJdjzEWXFM/Bh/dko+I8SNgUlWmgFZRS4kZdkQl+eguigNsjo+mrQC9HXqsH9fFw5O9KKn3wCtTgiZjAeRMAfVlakQVKZCLuWhzViLjuZaNDWUo0FVhDZDFQa75Ng/3IhDIx04NNSBQwM9ODw4gJ6+Xhja2iBtakaRUouw0io4ZfKwLSGTgZh2Er8WlIDNESlPHXEGbFPzmSMOr9MgQSxHZEUtvLPy4RKbCKewSLiFhMMzPBR+4SHwD/NHSHgAwiN8EBXqibhQd2RE+aA4JRR1efEwFMWhsTAGyswAiKOcII+xR3umD/byg3CAH4LeZCcziAnGxnBrNEYRiG0YjOt8rFC0ZyNSt61DxPoX4P+yBdyexhIMxk9b2DxetkCxnyPG6orN03UE4ukuMWY6RbjVLsBsaw1ut1Vhvq0aSx3VDMbL3dUgEZCZuuj9Kqy0VzIxCBsLcaOBjyvqPFyV5+CKzARigjFBmNrYqIi32lbLPppT7LFKGXSfBPeHZEwUR7BIgiA8qMBdAlC/yQESeDgQL3dQPEEQpHhAhmVyfuQKnxboCMgkLiemu3QsgujTm27UrQExHQ/9KRBz8QQ5YYolKKbgQMzBmOIJcsXUDbHSIWbdHARkTlwssdQmNIOYFe6aK0CumDJ4ahEk6JIIwM8grGS5+I8hTAMw9KmA9Ozv5Fk8sRbCVKAjCFMsQZc5aOsaXebYV5jEQExnkpqivVHrsgk5W15A2m8tkLf1Fyiyfp0V6+rctzNXTCA2RLia4wiKJMgND+ZEYyQ/jg130ABGyZ5t4NtsRoHtZhOMbbeYwEvwtd+KAodtTHybZyDO22WJAltL5opr3G1/EsTUtWEadfZlMG5NMu2faIr3QmOsB5RBFGfYoMZ1O4OxItCR/beOlaTgWF0+Tsj4zBkfV/BAov7iSXmO+W4ddVNc6ajGo8lm/G12Al/OHcKjE5041yXChK4Uh1trcW5Yj/mTo3j31ll8uDqDz969g6/ffxf/9Zc/MRATjL/529N44p//YGPOBOH/GBBfbpHitK4Wx3U1mFRX4rCiDBPSYuyTFmJcwseYmIeemnzI0sJRGuEOYVIgGsvS0V3PR2c9D82CPDRUZ0FdkQ5FZToaJUUY7VLixIEOHB4xor9FCrkwG4KyRFQXx0FRnQGDsgitqhK0qArRrOSj21CB0fZ6HB7QYmq0GSdGO3FquBtnhvtxdmQIXb1d0LU0QdRoQIFcjeCyKjhl8WGZkMmKdS9ToS4wDm+GJuLtSMqI07ArMRvOBeUIrJEiWaZEbI0QAXmF8EhMhVtULDwjI+AXFYaQ6DCERgUiMioA0VE+iAv3ArnhvFg/VGVGQMpPQlNxAqhtTZ7iA2G4Pdsl0Z7qhXF+MA6XhmE40w2dFE0Eb4Y+eBuLKBrDdrOIoilmD0QBVqhw2YLsXa8xV0zLut1feJYR01pMWv5DbW08LzuM1hYyEF9sl+BqtwIzvSLMdtVjukPA8uHZ1krMtVaxzJdgvNhZybTUVQUSQXipoxLL7RVYbivHdFMRbjbycV2XjyvqHAZigvE1RS7TnKEEC8YyBmLqLyYIUU66zMF4QIq7A1Lcoz5kJgXuDsifucCnEL7bqcRaUSxAoo/fbKjj6Ud0zh1ycObATE+KJ9jBULr/Nmhkr7loghwuuWEOwgRfgjAXS3Ag5p5cVjzfUo+FVhEoLqHsmgZVSEsdIqaFNiHmKCNurGI91NRHTS18BGgW09CngkGTTK2ABGEF666gDgtqJSSRGyYQc38+g3K3xJwRUzTBgZhzwnQe6ZZeyNrWKB8+Vp3D+odH8mLRmxbGinBlNr9F+noLpLxmgTzLdSjc9RpzxEIPK9Y1IfW1hTbUlXVLmOKIaAxkR2MoNxZ7eYkYzo6FMdIbNa47UGK7CUV2W8CzfovBmG+/BYV7LJ/qbZD75dtvY/DlWW9BwS6C9mYUOWxHtZvNcyCmjFgb7MpyYmpl45xxc6wvSARhQ4w7G4WW+dlBQBvkXN5GvZcN9JFe6M+LwURlJo6JeSymOCrJBemIJAu0sW2/KBX76lNwQpOL6x1VePd4G75aOIKvFyfx+HgXTrUJMCovwAFdGY53KnD9UDdWLx7G72cv4C/3FvDP3z/CDx/+Ht9+/lcGYw7E3/7j7ywn5u7W/Uc44uV+0+jsQp+cDQyQ86Iq/bVWAa621DJdahJivCYb+vRAqJN80c6Pwz4pDxOaUuxTlWJUUYQ+WQFaBRkw1KSjQ8bHeIsQEx0SjLeIoKhKQW1BNAR5YVCWp6BRmAVjfTZapbno1RZjorMOU4NKnNnbiLNjLTgz2ooLoz24sHcAF0YG0dnTCW1zI4T6BuTLFQzEe3IKsSkpC78IjceLflH4lV8MNoQkwDKcCnYpoPzYLqcY3uVCpKu0SBRKEFxYDO+0dHjGx8E3NgZBcVGIiI9AVHw44uKDER/nj4RIL6REeqAgPgCC3BioStMZiCmWkCR6oi50N6Rh1mhNdsUYLwjHyiMxke+DnnhbGEMsYSQQh25nEQW1szXHOkAeaoda723g2a9H6raXEfLaC/B40QKOT12x40um9jVqact1s8ZQVQHONUtBIL7Wo8Rsnxi3u0WY6ax7DsQLbZUMxvPt5VjoqGBiUG6vwEJbOZZayrDQXGoG8TVtHgMxAZgy4huqfJYXzzeWYrHJ5IjZoEd7DRYp+uiqw0q3EKt9IqY71IHBJMNq3xrwdEiZA7zTQZmsSSYga1i2y/UL/3dP6pggUfcEuWaCMRXrSKxw16VlEQPFDRyEuViCIExA5vJhrpi3FsazRgFuN9VhrlloAnJ7PeigKQGYRPs0OBBTB8UNbSnoyXVR0KeCe09jGopqCMIciO/2yZ5CWGKGMAF+LYwJwD8FYa4zhLJhGmumqxzcIAcV6qgbQRvigiKr15D6hgnE+VtfZtEEFelEXtaQ+NgwUQsbwY+Kc8N5cQzC9BzjJ2FvXgLr9xV526DUbjOK7S2ZM6Z4gkBc4rjtqXYw4HIgZhC22vSTIKZiHY1XU06sCXIxwTjcHY2Rnix6MEZ7MwhTcY5+BmWgI4slKJ6oddsJRaATWlOCMMSLx8GaHBwS5OCgMBsHhZlsU9sBYRqDMIH4lC4fN7tq8N6JdnyzeBTfLk/hnRPdON1ahWFxLsaVRZhsrsfF0WbMHd+LB1dP4IPFafzt3XvPgfjrLz9jBbu1IGZnk/4Tlv5wBQmqED8cUbKPoKtDMqwMSs1a7pbgpqEaB2tS0EkV0Zwg7K/NwEltKU7rK3HCUIHjhiocUBejvz4LXcJ09MnyMKTiY1DJg7QoChJ+NGTF0VCXJ8MgSEM7fb+hBPtba3BiSI7z4w24PNGMi+OtuDDWiqvjPbg0NoALgz3o6G6DuqkB1Q1qZEtlCCyrggnEOXgpJIGBmM4qcSCmXcTkindn8uFeXIM8XQNSxVJElZQiMDMb/knJCEqIQ1hSHKKTopGYHInUxHAkxwciOcob6ZGeKEoMQH1+DHRl6WgqioUuOxSSOHcIQqwZiFsSnLGvIAhTFVE4WhSIwcQ9aArdykBM8YQu6G3WQUEgpu6Jen8rFDu/hcydv0H4+l/A8xcmEFMbm9M6E4jtLSyQ5bwTAxV5DMSX2qUMxLf7JZjroXjiGYhvt1RivtUE3Lm2MhCM59tLmQjC860mCM83l+AWxRIGHq5qcnFZlY2ryixcU2UzCM/oCsGBmDJiiicoI+VATPHEco/IbmkOAAAgAElEQVSQiV6bRNBZ4ypbRaxNjTJhiiIoyyVxjphyWk4sKqC4YI3IFZLoozo5Z667gCtq0Z/zYzfMAZmDMAdeAjFBmcS9d0tfjWlDDdYCmVwyB2DuOdtYjZu6clxTF+O6poQ5ZOotvkP92n10hdoEZIIyiSBMWu3h/j5EWOqsNzttDsbcJwL6h4h+RvpZqThHTpg6JbhpOuof5gY5CMSUtxJgCcRp6y2YeNt/jRKbjahxeRvkhOX+9qx9jZ50u45a1kby458D8Vh+InpTwyH1s0cZgddhC3i2byJn1wbw7LagzHkHU6nTdgZk6rDg77Y0ueE1IK5x3w2htz0r1lHnhMyHYOzEuifMMA7zQEOEB/SRnkz0mmBN7pnGsetcrVDtsp25Ym2UJ9rTQjHIj8dwUSL2liVhvDIJ47XJbHXmAWEqSOcbeJjuqsbvptrw9cIRfLN0zAziIVEORqQFOKivwal+HW5O9GH17GH86fZ1/OPJPfw/H/2ROWJyxQRi5orXOOL/GBD/fp8Kf9ivBj3f26fEu+MKvDMuZ3qyTwHSu8NavDeiw0xTFcYLI9Ga5o2hwggcEefghJKP8y1VuNhWg+PGSuxX5GNQnIkhaRZ6RJlorU6CIDsI6rJ4GAXpTK2ibAzryzHZJcTxXjEu7NXg+sEm3DzcgmsH2nB1vAPX9/fhymg/zvZ1or2rFSqjDlU6lQnEFZWwzytilz0IxC8ExJijia3hqWwpPIHYOoMHt6JqFOgNSJfKEVNWjuDsXASmJCMkKQERKQmITYlFSloM0lLDkZoYjJRoH2REeaA4KRCigljoKjJgLIyBJiMY9THODMSyEGsQiMfzA3GyLApTpSEYSnJ4DsTagK3QhFoxR6yLdGB9lGVuFE+8jogNv4T3Lyzg9IIFnF8wgZj6iKmFLdNxB/rLc02Lf9qluN6rwtyAlIF4tktodsQE4rmWUgZcArEJxiYQE4TZ95pLQCBmsYS+gLnhS8pMXFFk/guIKZogEJPmWyj2MDliAu9Sdx0TuWPScpcJOOQqSfPNlLEKsdgsZsU5giwHXgLyWujSa4LqWpEzpGEOAhTBitwjtXlxLpL+jLUg5gDLud+10P0xoOnX3Gyowk/BmFwwrfmkp8kRm0B8VVXEYEwRBbW10d8BB2MOwv8TiOnvhIs9CMYUQ5DWQpiKc+SECcJUpDtdz2f9w4fK0lnHBNe6Rk6SQEzRRMaGF1C44zcos3sLta7bQR/36fvUR0yv6eM+gXi0IOE5EI8XJGEgIwryAMfnQJxt9VsG4nKXnWYYkzv+MYjzbcg17wAHYpG3PUhSLxOMlf6OZhg3hLpDF+7OYEwQJnHfJwctdN+FKue3mSuWhzizxfJt6SHoyAxDb14khoriMFwRi7GaJOyvS2EgvthYyED83rFWfE3HQxeO4snxTpxqqcRofQ4G6nOwT1OBqQ4lrox1YvHkAfxh5ioD8f/7l/f/BcTf/P1vLJr46qt/4D8GxJ8cl+PjY2J8NCnCx4fr8fHBOnw0IcBH+2vN+vNEPX63txrvDlVjuTUfh4r90BhuifZ4axyrjGL/g1NF/lZTGS5pCnBSkYdz2kK2WambHwp9ogs6c/wxWB6DcUEKDqlycbq5DNf6hJgelmJ6bz3mxxVYmmzAwlEDrk004srhVpw52IGJQT3ERh0qNArwNEqkKTUIqKrDrtxSbEjJg0V0OiwC6VxSPIspNkSlYnNsGlsMvz0pE9bpeUgVqcDTGpGn0CKKXwT/pESEpSYgPjMRSenxSM+OY444NtIH8WFeyE8MgTA/AfLiJMj4CdBk+UOW6IH6SBvUheyEOGw79DH2GMrxwvHKaBwrD8f+XC+0ReyCIcAShpAdIBBrA7ehLcYebNw5hKbsLJG7+w3EbHwRgb+ygNcvLVhE4fqCBdx/8QvWVxy26TVo0yNx0liHS11SnGkTYLZHitu9Miz0STHXJcJ0exVmWiow11bBCnaLHaVYbithWmwtBmmhpQjzzYVMtxpyQbqpy2G6oc3GdU0WrqkzmGa0uZjV5WFOX4hFYwmWmyuw2lqF+20CphVjOe61VuNxmxAP6XiovgoLqkrM05UNWSVWFQKmFUktlsU1WBbVYUUsxKqknumhRoFHWiUeGtR41KjBA4Ma9/Uq3GlQYEUrw5JaglWdHPcb1XjUrMOTFj3ebTWw5zvNDXhg0OKuToUlpRQLcjHmFVIsKGWYV8kxp5RhoUGFeZ0SM1op06xOAtK0ToibGgE7yUTb1uaUVZhXVWNOWw06Yspp3lCNOT3lw5W4oS3DVU0xrmlLcNNQzswH9RlTYY/6q+/1yJjoNdd1Qd+nzgvKlMlBE7wp1phrqmFaaKPoo9acQZPrpsVKV5RFoAvXF6R8nBPxWSxBMQKLFnIS2EpLgastMje+xJSzeR2KrNaj1skSMi9rKHxtmKirQulvDUOYC3qSgzCSHYW9uTEYy4vHvoJEENypFY6KagTwUptNKLPdjFI7SxTbbEaVM2W3Vqh0sUaZ404U2ryNnB2bkLltIzIsNzBnTHCuct0N6pwQeFLRzp45bIoYZP702tQrTP3Ccn9rqILsoIuwh54u10S6QxHuCkkwXa6xQ63PLgh8rVEfsBvSEHvQXpaGeDe0Zfqjnx+JsYp4HKhJxkFBKtN5bSGuGsvxYEyLv13Zi3/S9eaDRpxrKsWEOAN7xWmYUPFwvFmAK8ONWDo+gj9On8Xfn8zj//z5Eb7+7E9go85//xT/9fcv8e0/SH/H1//8Ct989TUr2HGtbNRX/O233+K7777Dd9/9wPS/2Sf8f/trLD49IcMnx6X4y5QEn0yJ8Jdj9fj0iBCfHqpj+uSgAB8fFuP9A0L8aX8d3huuwTVVEoaznNASswOdibY4XB6BM6I03GgqxnRzOa40FuNyYxmOKXPRVxwBbZwDA/FoVQIOSjIxSccA2yoZiG8NSTAzJsLcASWWj+mxMNmI6weNuHqkjYH4wEADhHo1SpRSFGgUSFWo4VslZCB+NfWnQbwpxgTjbYkZ2JWWi7hqMfLVBhRq9UiqqEJoRjoiM5KRlJOC1KxEpGREIyk+FATixAgf8JKDIeIlQFGSDDk/EepMP0gTXRmIhaFWz4GYoonjlaacuDPaBo1BW1kbG3PEAVvRGv103DnMBtU+z9rYgl6xYPEEFe3IFROMqYMieOOvIU8MwbGGalzoEONse91zIKaseLq91gxi6g9epKJc+/MwJhBzmjHkgzStz2NAfg7EqkyYQMx7CuIyE4hbanCvtZbpQXstHjTX4m5jFZY1tGi9EDcEPFyr4bHF7GxPcFEuLhbm4HJBLtMVXh6uFRbgehEPs9UVuF1TjYX6WqxIxbirkOCeRon7DUo81GlwRyvHA52agfqdxgY8NmrxRK/DY50Kj7RqLErFWBQJMS2owc2aGkwLBJgRCXFbIsJtmRiLKjmD8oJWhsUGBRYNcizoZbitrce0SsBWXhKEZ+UVTHR1hGBMR0wXGmoZhNeCmCC8FsQEWAItB2OC8FoQ0/d+DGIOwlT0YxBurmaFwJu6Mgb7a+oStnz/oqwQZ+t5OF2Xz2KJ0VzqH6aF8AlojAxAjfNuZL35ErI3rUP+1ldQunsjBM5bGYhp2o4k99tlBjEtCOJAPJ6fYAYxFf+oA4NGoivs6SK0JcrstzIQVzruYDCucN5lBnHezs3/AmICNXVO1HrYMBiLfewg83dgEJb42rI+4TrPHRB6bIPEZyfUwfZojHSBMsKNgVga4oT6AHsGYROMrdhJMUmIDYNxY7InuvNCMFwShf3ViQzCtET+nIaPK41luL9Xgy8ujeBvV8fwcF8DWya/X5yOMVEGDigLcKypFpeHDFicGv75gfjjE2J8ekKCv56U4rOTInx+Sowvj4vwxVQ9vpyqxxfHhPjrMSk+PCTEBwfr8P6BOjzsL8ZFWRQGMu2gj3gL7cm2GOV545QshcH4qrEE9K/YUVE6+vmh0MTYois3gOU+xzU85oYvddWyaZmbg2Lc3ifB/IQKK1MGLEwZcfVwE64e7cLJwx0YG9CiXC0HXypGnkJpBjEdGDWDOCgeFkHPHDGBeFNMMrYmpMMqNQehheXIk2lR2dgCnkSCJH4+4rNTkZybivScFMQlhSI+JggJEb5Ijw5AaVo465ZQlaRAxU+AMtUDknhnM4hlYTtAAxsDWR44WhqOk1VROFIYgN4EO3NGrA3YDLW/JZoidsMQ48z2FNcFWKHQcSMSLdch5DcmR0xtbFS0c7awAGXENF3HTibJi3GuTYTz7SLMdEueOWLKijuoja2SOWIOxD+GMTlkzh3PNRXjtrEIs4ZCTDfwGHhvqbNxU5WFG8pMplvqXMxpeVjUl2C5sQwrxkqmZX0V7hgqsagqxS1RPq5UZOB8USrO5KXgVE4KTmckYzIxBpNxsTgaG4OjsXE4FhuP4/GJOJOQgrOJqTidnIYzKZk4n5WFK7l83CouwVxlDZYFdbhTL8EDpQKP5So8livwWKrEA7EEd+vEWKqpxWJlLc5l5eJ0SiamElNxLCEFJ5LTcSojB+dyCnA+n4/pKoJzHebFYizL5VjVKJiWVRIsKkTsLh47ySSvwIy0DDOyctxWVGJWXcmAPPf/Ufeeb1Hf6dv/WJMYjcaGqAgCooAifWgzAwww9N577733Jl3sFBURsffeuyZqeu+bZLPZZJPs7ve+/4TX73i/R4zZ3e8vexz3ozy4js8MBI880BfnnNd1nVdjNqKuN2RxrV6o1TTZsBPWhJikEFAVKlcAWcBYKOHn1bD4+n9SwwLC4uevCwi3ZiMgLP5sAeEpNXyyLJHD+bEczI3WrzU/BfFAmB81akfS15kQtXQOMcvmkrhqvoy/LNi4SjboKl3WUO22VuZQ1LhY0KiyRuRSbI/yZijODwHi0cSgZ76zmPMVXrLIMc61WknmOkM5RZFlZYSAsQBxuuUqksxWIEActXKxhHHCakNS1hjJpRChikUJIBc6WFDibCktD+E/F9mvJtt6OenrFpGzYRnlLuY0eG+QJ5WqNTbyKQ6OlogJCofV5NkZySpwMpKTRbXeVnSEODEobt1l+svYzIniSHnZ41R9Kve2VvL50QFZd7dUMFEdx67CYD2IK5PY35LLma2NvwHxPz/9gyjiTybz+fxwEV8fKeLbYyV8d6yUH46X8tdjJfz1cDF/OVjIV5OFfLovhw9GM3lvOJ13d2bysDeB46We7Ii1pt1/FZ2BZmxPdGR/oR/7i4PYmx/A9nRPOiMcJYgHEt2YqIjmZFsm53ryubC5GAFhUXdGa7gzVseDg23cmezk4ninBPGhsS52DNSRVF5MdEkhkZWVBFfWYpdTiFFsGi+FxOqtCQ89iGdpAhDWxBKfIFnLdKGsCo7CMSqBqNIq8js3kd1QT3R2BkFxEQREBRIc4YdW54bOz4UQP1diAtzJivaWtkR1ahBVCToqgmwo97Oi2NOUYo0JlZ7GNPmYsTliI2MpKo7l6n3irSFWtGtWyBG2KRCLtedWnQ2NWkvKPcwRPnGY8ctoXpmG4yz9PLGAsCihiJ1fnkmq0pKt+dEc6yiSqngKxHcGK7g1UMb1p027G2I6ols/qibG1e53Z+iVsVDHz9XU9IQAsoCxsCEEiPUQjuZMaSgXy6O5Wh3PjboUbjWkcasugxs1aVwXx0TzYjidHsrBWB/GQz0ZC/JkTOfFbh8NIxq1rN0qT0SNqbSMa7RMevpz2NufI9pgxtW+7Ff7c8Dbn0PaEE4EhnM6Ip4LcclcSUjnblY+dzLyuZOWw42ETK7GpHAhPIHTQVGc1kUy6qJhyN6DrTbODFo7sc3GhZ1Onoy4eTOq8uFoSBQnIuM4n5jC5YwsbuYLe6SY1yrKeVRVyf2GQu6KMPiaXP3dPHHEtDxDHkaVd/nqMrhenykhfLVOKNb034B4KhRoCsbCipgqoYSFHfGvloQAsPg5UVeas7gkLqDUpSH8ZwFhcYpKWhKlCRLCE5lR7E4OY1diCNtjgukK8aXMxZZE0+WEG7xE3PL5JJsukUpWjKGJiYkq13XUq6yo9bCUMBYJbZv8nNga4SlBLGyJ3UnBEsRiSUSMwzV52lLuYCGbZtnWKySIhTIWMBa2xPMgjjZaImEcZ7JM2hXie2JDT5SAtvCMBYxrPDbIKQixtJGx1oAE41dIWr2AvI3L5TJHuZsVwg+u8dyIAHK5uyVFzmYSwjm2K8jcuJRce0NK3Uxp8N1Ad4SSHalamdQmYjPFeaWjVQmyWf3WnhbeGG3ibHs2I4WhbM0JYKgkiuEqPYhPbWvm3tFdfHTzFN+/fZc/DIjfG8vk4wM5fHkwj2+OFvGXE6X8eKKEH44X8dejefzlcA5fjmfx2d503h9K5N3tcby/I5l3tyVzuyOc0xXeDCdtpDvUjI5Ac7pDremLtmdzrJKeaEeaAixlbUvTcLQhiQu9+VzeXMLlrWUIW0J4xALCd/fVSxDfPdjJpf2bODsxwIE9XWzpqSOquIDwwnwiK6sJqaqTIF4Zk/oriFUBKDwCZCzmAu8QCeFF2kAM/IIwCgrHJiSSkPwSctraZZBQUlEuoYnR+Ifp0Plr8NYqCfR1JTpQTWq4lqJ4HdUpwdQmB1IR40WFzpoS7VoJ4nLNamo0JrRozdgctoHdiW4SxEcyPBmKtKXTy+ipNWFAnetyOVPcFmAjVXG15zryHFcRvWY+2oXT9QFAwpaYrrcnxPia/YvT5OTEpqQgjrTkc6anTB8Mv7mSu1sqpU9842nT7j+B+EFPJv9aDzflSs/3blsmt5rTuN6QiFDAV6qiuVQRw9micM6XRnK5Ip7rlcmyrpQmcqEwlrN5sRyI9JHwHfZxY4enC9vUSra7uzLopGTA1plBBxe2O7qxy0XFbhdvCeMJAV6NjsPqQMY9fBl385fPCfcAJj0DOaQN47h/BCcDYzgXGseZwDgJ3WNeYRxy1zHh4MPejSr2WqvYbePB8Do3tpo7sNnEnkFTB7aucWWHlSvb17sxbO/JqFLLuErHpG8IJ8KiuZSQyr3sAh4Xl3O/pkiWuNYhguNF2LzINb5cmiaBfLUyXR47vVaXgagrtekIIMskuqezxQKoQhkL4E5ZFVNKWAD6eV94CsJCUYua8oTP16RKAAsIn65IRKjh4yXxHMyPkf7w7rQwhpPD2BoXTKu/p4yvDDNcSNCiF4kyeEWuJwtPVyxmCBgLb1Y0xuq91ktlLNSxWHUejNSwK8GP0ZRA9qQFM5YRKp+iASg29cQkhgC5aJqJuWLhFQsYC9CmrTWSExMiJEiAWJQAsVDJqRbGpK01kSWU+pRVUa2ypcpjI8XOFqRbGRJtPI+oVXNJslhMzsZVFDibU+K2TtoTwi+u1Kyn1F1YFCbkOhiRZrOITDsD8pyNKNdY0Bpix2CShj35IRwoi5Z1SGSitGbJv/+XewvldY/t2f4SxMOl0YxUpzDZXsS5XZ08OrmXz++d58f3H/DPT9/+Y3jEb4yk8N5YGh9NZPGnI7l8dzyf708W8tcTefz1aA7fHcrgk72JfLInmY9GE3l/KIH3dsbz9pZ47nVHcLUphDNVfoxluNAXbkWrbjUtfmb0RNrSG+NES5A1neG2jOb4Sd/4yuZirgwKJVzGtR0V3NhVJSF8Z38T9w62c/tQNxcnujk9McD+0S76O6sIK8glpKCQyOoagmsa2ZhbzNKYVGYECY84DIU6kGkq/6cgDkJAeKF3AEt8AlgeEIp1UAg+6Vkk11aT29RARmUhkelx6MJ98PZzRevjLCcmEsK9yYnTUZ4SSE1asMyYKItQUeqzjmLPNZR4mlLuafoMxP0h1uyOceZYtlaWaNh1aY0liBvdDWWzTipi//W06NbLpl2x0pQEqyX4G8zG9UV9s852ht4jFqNsNrMU+K1aSF2YhgN1WZzuLuVqb7m8WycvOQ9WcLOvmJtdBQgQ3+rKlgscYolDAPhhb9azeq0vG1Gvd4tzQLnc78jmdku6BPHlmngJYaGEJYhLorlUGs+l4njO5kVxJDWUfTE+jIZ7s03tzKC7A/0utvQ6b6Tf0Y4BBycGHASIlQzau7Jd6ckelY4JbQiHdBEc00Vy1DdC1n51IPvVwezz8GfMPYC9bn7sdfOXT/F+XBXAfrdAxpW+7LHVMrLeg11r3Nhu5syOVc4SxqNr3di52ontRk5sMdbX4GpnRPUbOzC4xpEtlkp2bHRlxNlTqu+zYbFcS9CfU7pRms3tijx5yWPqPt7F4hQulaRysTSZy+WpXK5O5UpNmgSxgLEAsTwj1ZQlle2URfGvCvj5xtzzEBazyKJEY24KwmcqkxD1DMTFiXKbbjw7ht1pkQylRLI5NoQarZtMP/OcNwvvOTPQLXiBEIP5hK+YT+SqhSSbG1DkvEaCWIyKVavWyXCdFm9bBsJUEsS7U4PYmx4iS8BYbOz1h6mlKhbzx1MgFnAXMBYQnpqYiDNZKht2UyAWylzYE6KRJ6AsXgsFLWBc5mJDmYu1VMeZ1quIM11A5Mo5EsjxZgtJXW9Itr2xhHGlZgNVnhsoV1lR4mZOoXI1WfbLZCNb9FBKVWY0+K+nL86dkZxAeVZJXvMoi0bkF59qTJNDACIPvC9Ny5bcYEbKE+ROw+HuMq7u7eftywf59tENfvnoDf7ns3f+GCB+fWcCb+9O5oPxDL48lC1B/NczBfxwMo/vj2Xx58PpfLYnjk93x/LxSCwfDsXxzpZoHveGca8jlNutIdxoDedsdQAHckXQyAbaAyzYHO3IjiS1PJkyGO/M/uIQLnbkcHWw5BmIr++s5PZILffGG5Agnmzj1sGuZyAeG+5kU1sFwQW5BBWVyMWMoLpW7HLKWRydwvRAccU5HIUmCIXan9megSzw1oN4sZcfBlo/jPyDWBfgj0d8glTWYvoir7aE1Pw0wqJ1+Pgq0fkpiQ5VkxnnR3FKEDUZoTSkhVAV40VxkLOEcJHGnGLNaqo8zajTmMo15v5AK4aj7Dia5cnxHG/2xjrR7bNanznhsYJGj1X6dWedHsQio7jM3YwUGwOCV7yAx1OfWF7tEE07hX6kzWPhbIq1DuytSON4exFX+vQgvrNVXHKu5FZ/yX8E8f3eXESJnAkR+jNVj7qLeG1TAQ/bs7nbnM6NuiSuVMVJO+J8STRnCyI4WxDF6bwIjqQFsTfKm0FfZ9rEwP56U2rMjKgxNaHWbDV15uY0W66n29aZrW4ahr38ORQWw4noVC6m5nErr5z7xTW8VljD/bxK7uaUczExh/PxOZyOTuNoaBITfhHs8Qxlp5svO5x8GHb1Y1ipY9hRyy5bLTttNOy01LDD0oMd69QMWXiww9yVbaZKthi7MPi0Boyc6V/hRM8KB/pW2dNn5kSfmXjas8XKiWEntVTJx+IjOJsWz9XcNK7ni2vRaVzITZG38eSNvMIkLhWnSBgLdSxgfLU2nWt1adxoyJAQFoCdAvGUAhbvny/hCQvlLFSwALDwhEUJT/g/gfhEWSLHShI5WBDPvqxoRtIi2ZkaSU90IMUqBxng7jBdgeN0BW6zFQgoe86biferMwlb/jJZNibyo36TnyOVKmtKXfUKuTfcg52JfggQT6nhfZlhUhVvifKUG3Bi3E2AONV8MSlmS0lbs0wueshlDzND9CBeRMyqRcStMiTBZDlJpkYkrl4hX4tnylpjRGi8yCvO3mgmE9oyN6yWSyJiNE78P4Ysm4N4LRZHch1WSxhXqNcjqszDUlaRi6lUx/lKI4rdTanzXU93tLucnhCHRseKoxjJC2U4N4ShnGB6k7xoCnOiJUpJf6Y/oxWJjNVnc2KgjjuTO/j49ml+eO8+//jsHf75+ft/DBA/3B7HW6PJvL8vXYL4LycK+PHUFIgz+PPhVL4YT+DjkWje2xHBO1sjeWMghIebgrjXHsj9zghuNoVysyWKi/VhjKWJgOgN7Eh0ZTTTRx4S3JHizuHyMK705HBd2BKbi7m0pVSvhnfXPwPxnYNt3DzYw4WJPk7s38zI0CbaWssJKCggsLiEiLomghrb2JhbzoKoNBQBcSi8w1F4BqHQBEgQL/QOYqG3jikQr9AFstbfH6eocIKy00ivLqWwoZyc8ixikoLwC3Al0F9JfLianEQdVekh1GeG0ZgaSHWUmkI/BwSE5bSEykQPYk9jCdi+QAuGI2w5nK6WIB6Lc6ZXu1rOE8sAIPXT3ImnIBaXCipUa6RPHGo0B/X8aTjP1k9PCAiLpp3wicVtuxw3G4aLE6U9IUB8Q2xAbq2R9atPnCMVsVhr/k8QFilsoh73FPN6V+FvQHy5MpYLpTGcK47iZE4YxzNDOZwaKCE8oHWk3sacnBULSJo/m+TZL5L60stkzl9A/qJlVBqbs8lOyYhvIAciErhbVsvrtW180LmZrwaH+fOOvXy7cy9fbtnFZwPbeb9jgLdb+nhY18b1kjpOpeczEZHCsC6C7ZoQtqoD2OYeyDZXHTuc/dnu4stOZ392OvuySxnATiuVBPL2tSpEbbNSs3Wths3mHvSbutFj4kSfqZI+C2e6TB1oM7KmdYUVHWa29Fg6sifQl4NRoZxJTeRStjhMmsy57CTO5SbJy9Hn8hK4WJjMpbIUrlSkPVPGAsTX69Nlw01AVijfKQiL11PNOAHjqdf/CmLhN//anNOrYb0iTuZEWbJMWztYkMiezBh2pUWxLSWKTVEB5Cht8V40V/6dsFboPzk5z9b/fRFZJX5LZpMkbtZ5bKDJ35kq9XoJ4lqvjTLdTII4XW9LCCCPZ4VLKG+P1cqAHtG0EyBOMVtMsulCOT0hICzWn8UyhwCxsCeeB/EUhOON9WBOtjBCnFES4UDytbUxAsRi5lisRQevmIf/otkEG7woYZy2frm0KUrdLRETFBVqfZV5WMhRtgKXVRS5mcgJiq4oV3Zm+LOvKJKRvHC2pvnTl+jFphgPagM3yqgBMVLakVmAIJAAACAASURBVOzDcFUy+5pyObGlkQdHR/ji/gV+/vAJ//PFB7L+EONrwpp4tDOOJ0NxfHEwi5/OlfHz2WJpTXx3JIOv9ify2e5YPhmJ5sMdUby3NYq3N4fxpCeMhx3B3G0N5Vp9IHdaozlVqmM4wYmRZHcO5PozmurN5kgn9uV4c65Jvx1zqSefSwP6+eFbwzU8mGjhtcMdPDjcyc3JDi5NdHLuwGaOTgyyfbCVuvpiNFlZBJRWyDNJ2upmrPPLWRCfhSIwDoVXKAqVvzwiKpp1r2j8eUXjwyJPX5Z6+7LMxw+b4ACcI8LQJscRmZtKSlEGKbnxxCUFERnhSXKMHxmxvuQl6GSTrj4tgLoELeWhSgp9bOTscInKhAq18IfNaPRaTbuXmbQhBHj3xTtzKteHg6kebNatkQ27NtHQU6+gQWVIk3YdrX56VSwOi4rf/HHrFqJdMkMudoimnRhjk4dFnz5jrY3pTw/lSHOhVMQCxMKaECW27ETD7mZXLjKFrS+f+/0iNU2vhAV8RSaxqEeDRTzpLdFXdxEP2nK4WZ/KxfJYzhRGcDIvlBPZoRLEB0QGboAbjXYW5BktJmXhiyS+/CLR02YRN3MOYYrpBCumk/zyImrWbWTQy5+JuFReb+vi7b5tfLZrjD+NTfL9wRP8eOwMfz16nG8nD8mvfbf/GH+ePMZX+w7x4a49vN69hQuV9RzKLGQ0LoWx+AwOJudwIr2IU1nFnEwp5FBcJhMRqVyMy+FKQiE3Ukq5nlzC+egcDvomMKwMZtBGS7elO5ssXOkwd6LN1IHW1ba0mGykadUGGlZY02mzkQGlkj0BOk4mxXEhM1XWmcwEzmYlcCorBgHj88WJ0qa4VJbI1coUqYbvtuZJT3jKD37elpjyhQWERU1BWD+iJgCcqt/Sq0rhQmXyszpbJaaOkjlemiTXmo+VpjGaHsW2pDB2pseyKTqEFLv1uM59UYJ4Kq9aPMUvahGhKqJUg40XUOppS7WPvQRbtv0qOZHQHe7BaFoQu9OD2ZMRIpWw8IqFZ7wz3lfaE+ICswjhESCWa8/mi+XaswgFSjZfTorFCglkkTchACzgG2diSILpCpItjEmxMJElXosrHs/C5o2XELXaQJa4/hGy4lUCDecQtHwuIStfJtL0VRKtDMlxWkO5ZgO1vg6Uea6nQmtDjc6WxmAn2iPd6YrV0J+oZXOyL10xnjSFuFCmtSLH1YRUh+Vku5pQHeooD/kKf/jC9lbeOD3Gl3fP8+M796Ut8fPHb8vQn79/9yn/+O4L/v50jviXH/QLHWKOWM4SPw3/mQoBEnPE+vr701liMVP8v9f/6wyx+HnFO3uzeTKUxFu7EvhyMpdfzlTw05kSfjiWK22Jr/YlSAh/tDOa97dF8M5gOG8NRPC4O5QH7UHcbQrhRn2QBPHZEh2jCc7sTVUxmRfA7gyRAuXEeK6Wi00JXO/J4VJPLpcHiri+rZwbo3oQi2kJ4Q/fONDOhf2dnJ7o5+C+QTYPNFNVXYhHRja6kgqELeFV24xlfjnz4nNQBCag8ApHodKhUOvkQsc8te9TEGtZqvWRILYO8MU+JBD32FACk6OJTI8iOiWMqDgdUVFqUuJ8yIjzoSDRj8rkAOrEJl2shvIgBwq16xEQLvdYTZVqNbVqExo8TWjVrJKNuW61EWOxDhLEQhlvFZGYXkYSxo2qFYhq9rGk3d8G0bSr91qLGGNLWrcY3dLZUhELEIvsCXm5Y5r+H1q4hSHdycESxJd7y7k2UMXNbc+BuLuI6z153O7JR4S+/7cgftguFhp+BfGpvAhOZYdzMiuSQ8nBDId40+lqQ7mFEdnLFpG2cB7xs0XNJ0QxEz/FNKJmzCfPeC3t7l4MRcZxqaqBu23dvLljmM/2H+Tb46f54exFvj9/lm9OneCLI8f59tRZvj93kT+fu8DXp87w+eFjvDe2n0c7h7nS1sX1tm5udfZxr2uAh5s2c7+jn9tNXVyva+eNui7ebuzlvZYB3m3u51F1JzeyqzkZk8NkcDJbXP0ZcPCha4M77ZZKWi0daDDfSPUqK8oNLahcZUyDxVp6lU6M6nw5EBHMoegwDseHcyw5ihPpMZzJiZMg1qviFK5VpXGzMYt7bfn/BuLnVfGUMv49EF98DsbPg/hwUSIHi5MZSo9ma3IkW1NjaAzXEW29Foc5s+VRWREIJY7Lmj7dvhQHBQSMfQznkee2nmqds4RapoNojJnSEerKzpQAhtKCJIiFTyxALJSxaOJN+cQi9yHVfNEzVSwiMkUYkFDEAsbiKUA8pYCnIJy6djVplqaIpwCyHsJL5fmlEKNfTzCFrlpE8MpXCTCcQ8CyOfIpVHKEmR7GGQ6m5CnXUKiypERjRbnWhroAR5rClLRFuNES4UpzqJJqXzuKVZZkOhqTuN6AuPULyXA2ltngPRlBHOos4fb4AB9cO8w3j69KNfzLJ+/w86fv8T9ffcofAsQfThTw1mgqbw8l8sWBHH4+Xc5PJ4v44Ugef55M46vd8Xy8I4oPt0Xw3mAo7/SH8lZvGI83BfOwJZA7jcHcqg/mbnM0Z4r92JPkIhPJDueJjq0nIjh9Is9bZh3c6M2Vq4qiYTcF4vv7m7l/oI17kx1cm+iQG3Unx/vYv7uPTV31MpDeNT0bn5JKAmrbUFe3Yl1QzfyEXD2IPcP+DcTz1FoWarwx8NKyTOuLha+aDYFanEN90ETo8InWEhKlJTzKi9hoT9ITfMhN8KEkyY8KEXeZ6E11pJvMlijUWCBWmkVJEKuM9d6vxwraVYZ0qJaxO8qWM9laTmR7MxS+QSplkTsh1bCwJ/ws5Up0R5AtTT7W0gcTuRMBy2bh8pJe3YjsCbFpJ+aKRQUbL6Qtyocj9QWc6yrjSm8VN7fUcmuwSo6w3ewp5kZvPnd6C34XxI97C3nSV8SjngLZsLten8qFijjOFkYjQZwXyam8GI5nhDMRG8RWX3daHK2oWGNCwSpDMg1WkLZoGWHTXsBLXJue9iJJy0yodnRlMDSasYwcTlRUc7O3n7dG9/DJ4YN8efokX547xaenj/HpiZN8c+Ei31+9xtdXLvPFhfN8evYMH548wQeHj/D2xAHe2X+At8cneG//AT4YPyAh/fbwXt7YOcrHW4b5bPtuvhrazxc79/FB7y4e1G/iQn4VJ5ILGA2MY7tXGD1KH9rs1LRscKXB0pFKI0uKlpiS9crip5aKGW02tvS6ubDVU81IoA/jEQEcTgrnZGY054oSnjXtxPTEraYc7rWJo6L6rTmhip8fU5tq0v2eIr5UnYooAWNR56rT5EadUMQCxON5cXoQp0bRnxhFma8GnclKrGbqM0gEgEWJNXhx21CA2WKaAtWSF0lzXEdNgAsVPrZkO60mz9GE5gBnGaYznB7M7qwwxjKERREsYTyc5M/mcLWMzSy0MyFtzWISTRaQYDyfmFWvysxiCWNzAwlhGfyzylCqYgHdDGtzsjZYkLl+DSnWZiRZribS1JAw46UEi7t4yxc8uw4tXvsbzke3/BX8l83D1/BldAYv479iLmHiSoiFAXGWy0h3MCXLyZRcdwtKvTZQqbOjys+OEu/1FLivld9LtllO9LpFRFi8Stz6JeSr1tER7yPDx66PdvLe2f18/eCCVMP/8+l7/J8vPuSXzz7kn1+JK85/AEX85eEK3t2bwbsjqXw+kc3fjpXxt6NF/HAwhz+Pp/D5cAzvbwnj3c0hvNsXwts9QTzpCub1jkDuN/lzpz6Q2w0h3GkM50yRL+PJLnLl90iBP3vS1GyNdmCywIcrrQnc6cvhWl8eVzYX/juID3Zy/UAn58Y3cXR/L3uGemltryW7IANlaibeReX41LTgVtvG2qIaFiQVoghORKEJlcscCpUf01U65qp8mKP2ZIHaiyWe3hh4+2Dq5cY6PxX2gWrcgr3wClbhH6oiLFJFXIyGrGRf8pN8KU32oSrRm6oYFWUhjhT5WFOgXkOl2oxqlRk1KlNqVcYy0EesMre4LqHNdTEjoes5leklVfHeGHuZxCZB7LaMZk8jWnzX0Rm4gc5gOzk9IdLb0m0MCFoxC7FhJ3xiAWFR0qIQh0QXz6HKz42JyixOtRchTiZd31zNrcFaZAhQb4mcnhA5EL+niAWIRU2B+EZDmgSx8IdP50dyOj+KMwVxnM6PlepwPCaQrb4etDlupNbagnILKwpNzImZswh/xWyCZs0nYakRlfZ6EG+JiWdvdj6n6hu52tPL3R1bebR7mEf7Rnlt7zDvHT/G5xfO8821q3x1+RKfnD3DBydPyK+/c/QIU/Xu0SN8eOSohPN7Bw7y5tg4T0b38ObWXby3bYQPd+7lgx17eKN3Ozfq2zmZX85kUg57o1PZrouix92PdkdP2u1VNNu4Um2+gSJDczJeXkTmvMXkLTSgbKUJNWstaLG1oU+lZJfOS/7yOZoSyZn8BL1PLOan6zO53Zz7DMRTMH4exFONut8D8eWaNAniKRhLEJencrQkmcmiJEazYtiZEc2WjGjaY0NId3fAY/Eied1bwNdIocD46VO8N52mkN9zW/wSSY5rqQ1RSRjnuVqQ5WhMva89gwl+8grGWG4k41mh7MsMkR7xSHKAHG8T0xViASPdYilxRvOIXTmXqJXziTZa8CxAfip9LdbIQDbqBIRzbS3Js7OSz3QbC1LXmxNvaSwPjoYYL5YQ9jWYh8/SuWiXvCzLb+UCdMtewdtgLtqlc/Be9rIezsbzCTF5lUgrQ2LWGRC93pAUeyMyXMzIdjUnxcmEZLsVJG0wlAd4w8zmEblWqOHVNIR7sKcqhfNbGnj39F6+vn+On965zd8/fsz/+fJD/vnlJ/zyxUd/HBB/fayajyZy+WA0Xc4L/3C0hB8OF/DXiRy+GUvlsx3RvNcfzDu9gbzVHcibXQG80RHIo9YAHjTquFen415DELfqQzlV4Mn+FGcO5Wo4VujLWJob26NtOVLgy/X2JO4N5HG9P5+rg3pr4vpINUIRP5hs596hLq4e7NZv1I33MTzUTUNTBclZyTimZqEqKMezqhW3qnbWFtXzcmoxipAkPYhF1oSHL9M8xAFRLS+qNMxXaVji5YmB1hsTtRPrtO56EIeq0YapCAzXEB2tITnOS+YkFyXrKE/2pSrei4pIF0oDN1LsbSFDfmrU5shSmdLgbkyD2woalQY0KRfSrFzIdp0ZR1NcOZmrZX+CErHY0eG5kga3ZfpITK0F7f7WMjpT2BP6686GhJnMRj1PgXK2QnrFQhULi8JGbNjNmUa20pqduQkcbcqVR0Rl026g+n8FsbQnBsQNuyJeGyyWJQ+KCgg/vV93ryObG40pXKyM52xpNKeLozlTEifVoFCE5/KTOZEVx3hcMFt81XS6OVFra0+51XrSDFcRNXchkfOWkmiwirKNjgyEhLM1Kp49GdkcLS3jVF0tZ5obudjRxuVN+nqwdzfvHDnEZ+fO8MWFc3x69jQfnz3FR2dO8sGp4zw5OMEbhw7w7tHDfHT0qKx3Jyd5vHcvD4aGpNK+2zfIg83bedi/jdsdvZytbuRQdhFjiZmMRqew1T+STe6+dDh50emokTButHag0tSagsVG5C4wJGeBAYVLV1CyyoRqizW0OtjQp3ZhLCaAg8nhnMqN04+yVaf+BsRTAfLPw1io4f9WEYspDDEaNwViYU2cKU/lSHEyBwoTGcmMZldGHIMp0dQH64jeYInd3DlS/QrwLlMoWKFQsPwpkE3EIYEZClwN5pDotI76MA2NoSqKNdZkO5pSq7VlIM6H0cxQxG04AWJRQhWPpvijn5ywlVczxAJGzIo5RBu+RMSKl+T875QyFhc94owXIg6OimZczsa1FDqup0C5gTxHa7Icrch0sCTdfh3JNuZEW6wkaOUivAxeRrXwhWcljuJ6Lp2LatEc+TWPxS+gWfwinsvmoDWci6/RfHxXvox2xRx0q+YQbLGQKOtlRNssJ2bDcgnpMLOFhJsvJFlsFfrZsTUnggub63jjyA6+vnWCn0SuxEevy7nh//vVRxLEP3/+IX//4g9iTXxzvIovJgv4aE+mBPFfDxXx42Qe349n8c3uJD7eGsFbPf682e3Pk03+PO7U8bjNn9db/HjQ6MO9el8J4ts1gRzPdWcixZFjeSqOFWrZm65kW5QNx4p03OxM4cFgATcG8p6B+OZQNffG9fPDAsTXDvVw5kAvh/b1snPHJirryohNicUhKQv3vHLUFc24VLeztqyReWklKEKSUahDULjqULj7oPDQMsvDk/keehAv9tSw1NtLgthC68LGADdUoRp8wzWERnsRG6shJd6TvDQdJel+VKb4UJWgoSLMmRK/DfqVZrHAoTanVpRUwwLEy2h2WSYhLEC82duIiTgHjmZoOJDkKhc7xBibmCUW0xPiUocA8aaQjQh7ot53HaJDHL1mngwAchX2xAy9GhYwFqpYPKPXLmdTXCCTtRkca87jQrdYd658lk8s5onv9pU8U8T/LYhvNgkoxHGuLIYzJTGcK4vjbHEiF0qSuFyaIetUVjJj0SFs02lpdlZKGBeusSR9uTGJhiulIi6wWE+nVsdwXAqTmfkcLy3nZHmlrDNVNZyrq+VCfR3nOju5MTjI/aEhHo6M8GB4WL6+NbST6zu2cW37Vm7u2iG/J+D7ZGyM10dHub1tG1f7+znZ2MTp5hbOtXVwvrmd07VNHCmuZF9GPnvi0iWItwdG06P2p8tZyyYnTzY5amixcabRwo5yI3NKDFdTvGwVZStXU2FqTp2lFR3ODmz2cpe/dA6lREgQi7liAU2hiO+05PGws/g3uRJio05YFFONuv/GI54Csd4nTuVsRRqnSlKlLTGRn8RIZiw7MmLpSwinRKtCZ2qE1cyZUgULS8JAocBQMQ3DKVU8Q4HpLAUuBvNIcFxLXZgXjRFelPlslB/jy7030BfjzVBmMEIR788Oe6aKfw/Ecv7XaIG0KQSQ9QpZjLaZkG9vRYlyI0WuGylU2pDnYkO+60by3WzJcrImwXo1QhULyLrNn4nrqzNxXzQbcYtROW+W3Bp1enk6jnOnoZw/HZcFM3B9dQZuC8V/OwPlfAUuCxS4L5mG1ugFCeQIa3FleomsJBsjSrxsZR66OGRxZ28PH57fzw+vX+afH9znfz57zD8+eUtOSvzji4/56dOP/jgg/tPRCv50uJiP92bxxb4M/jKpV8N/2ZfJn0YS+HggjHc2+fNWhy9vtut4o82PN9r8efwbEPtzvcqXozlKJlLsOJ7vwclCT/amOLAt0ooTpQHc2pQqLwzf6s/nxqDeI34G4sk2xEbd1ckeTu3rZXJvL1u3tFFSWUhofDg2SZkoc0pxr2hEWd3GupJmFmSUowhNQaEJQeH2WxDPc1ezwEPNQrVaqmJTTyfMvZzZ4KPEJdAVn0g14THexMd7kZrgRVGqPxVpOqpSfSWIy0OdJIhLvc0p9TLTQ1htLmMtG92M9QlrLstodVlEu3IRvepl7InYwGSym6zdcY7SnmiSFzsMJIhFbGZ3mB3dYY60iJVp9RqS1i+W88TCnhAgFkpYAFjUBoVCfpyr0anYV5HMofosznUWyuWOqYsdYsPuTm/x74L4tb48HvXnI57iascNAeKaeMTh0NOlMZwvj5cgPidAXJnNtZo8LpTmcCQllt3hwbS7e9Dq6katvQNlVjbkmVqQYrCS7FVrqHf2YCQ6gUMZuZwrqeRSRS2XKqu5Ul3L1fpabjTUS5V8trGBsy1NnGqs53h9LUdrqzlQVc6ekkIO1VZxtKGWky2NnO1o5fymds63t3KqqYFjdTWMlZYyUVbOZEUVh8qrOVhcwURuMXvTc6Ui3peYyZ6wJLb5hNHvpqPH2YsuWxVt1k60rLWXFoVQxtXm1jRY29Dm6ECPuzvb/bSMhQdyMDmCYxkxnC5M5EJZGsJKuNGYzf0O4auXy0OqInVNBP0IdTyljKeadr9nTQgQX5LNulTOl6dINXyyJEXOD4/nJjCcEcO2tFhao4PIdLHH3WAhZtP0KlgoYgPFdJZPnyFBvGK6glXTFZhMU+C46CWiN5pSHaymKdKbcl8BRFPZ+BKxkjvTAxnN0UN4yp74TyCOXTmHmBV6RSxAPGVRiGfkilfkeJqYFxZquNTFlmI3WwnjIg87StQOFHrYk6PcQPwGUwJNFkvvWg/ZmQj1az93FnZzZ7HxpenYvDidDS8qsHlRwcaXprHxJfFUYCuu1sxTYDNHX04LFXgazSFo7RIEgDMczaj0c2JzWqi8JnR9WwtPDm/nk0uT/PzGdf7vh6/zz4+f8MuHb/E/n3+gtyY+/4Sfv/ryj+ERy7Cfo6V8vidbgvi7A/l8vz+b78Yy+Hoono/6Q3m700+CWA/hX0H8sMlXKuI79b5cq9RyOMuBiVRbThSoOFmoZk+yPdsi13KyNJDbXWm8NpjPfwKxSFwTGROXJ7o4OdbDxO5uBje3kFeaS2B08DMQu5U3SBBblrb8CmJ1MApXXxRu2meK+F9BbO6txMzTAUtPBxx8HdGGuhMe40lCgjdpid4Upfo+BbH2KYgdJIjLtBaUay0kiOs99CBucjeRIG4TgT6ui+lwWUy3x1KGQ9ZJW0Io4rFEJZsD1yJA3OiuB7HwiHsjHOiLVNIRZk+NlyVptoZEmMyTix0CxGKWWEDYcaYCMTuqWfACJRon9pYlSlV8pj2fy2J7qL+Yaz1FTIH4br9+auJ/U8T/G4jPVcRypiyWCxUJvwHxjboCrlQWIFTxeGwEPV7esjo8VDQ6KyWMhU2RscKU6o3O7AiOZDI5k4slldyobuBWbQN36pu439Qs62JjE6JO19dxrKqSQ5XlsibKSthTkMdoXg6783MZKypgf2kxkxVlHKwsZ7K8lInSYvYUF7O3pIT9peUcKKmQNZlfykROEZPp+RzKKOBAXCajQbFsVQVJEHdscJXTE41rbKlba0v9OjuaNzjQ4+zBFq03I0GBTMZGcSo9hWMZsZzKSeRscTKXKvQrziIa8+GmEt7or+Lx5qpnMBZhP1OqeMov/j0QS1viORCfLkvheFEykyIIPideNuq2pETTEOZHvN0GnF59WaphYUUIEBtOn8ny6bOegngaAsbCN7Z9ZTZhVkaUBrpLRVzqa0um42oKVetoj1TJbF+hin/PmogzehkBYwHhKRBPQThi+Tx5SFQsbRQ5baDM1U6CWMBYQLjcy5kCdzuynddLEAcY/wpit4WzUC99EYd5syWMbefMeAbi9bMVTJW4UCPgvPFlBetfVGA1Ww9jN4NZ+JkuINd1HRW+DvQlB8mzbrd2tvPW5DY+OLOPTy8d5pc3b/B/Pn4kQfzzB2/ydwniz/jpy0/5+9d/+oOAWCSvHSrm24l8vtmfy7f7c/nzeDpf7U7ko+3hvDMQwOMuXx5t8uH1Dj8etvnwoNWXe80+3G3Ucqdex62mAC5V+jKRbs+BdGdOlPnILbtt8XYMpzhzqTFBf1OtP5drfVlc31LArR3lyDni8VYeTHZy+0A758dbODnexuS+TbR3V5KYE49fTDAWaTlY5ZViX1GHXU0bZhUNvJBRgiIsST++JkJ/PPykT6xQ+TBb5cV8DzXz1B7MV7mxSuOEmZcz1r6OOPk7oglxJDTShaREFblpXpRneFOd7ElVnCs1YU7ySnOd1pp6TwsaVGukJywyhtvVq+jQGNOuMqJFNOucDWh2WkKby1J6PY0ZCrVhf7yL3LATFzu6vVbRqVlJs9qUTb5WbA5xZGuYK73BjjSqLSmwM5Jda41QxOIflkKBy6xf1bHqlReIs1xNV5yWg9UZnGkt5Fx7MeKs1a2BCq5syuPuYDl3+vKYgvGDgUK5xCFmiN8YLOLNLcU82ZzH6/36Y6LidJJQxFfqkrlcnciViiSuVKTIbOHblVk8rMzjUXUxjyoKuZ2TwfmEGEZ8vBh0U9Lr6EivozM9Gx1oMbOhftU6GlatZ0gdzOHQJK5klnCvuI57pU2yHla38KShk7sNrdyua5aQvioUc2kV54sruFBQzvn8Mllnc0s4m1XEuexiLuaVcaWwkmvF1bJuVDQi6mZZAzeL6riSX8HFtEJOxqVzJDyRMzHpHA2NZ593kFy17rNxosvKjs51G9lkaUuPtR29GxzYonRhWOvN/sgQjiXFciIrXgJYLHacz0tGrDyLMKAbdTncayni9e4ynvRV8sZgtR7G4kxUfzHisKoIzheXTESI/s32bFli+05s1YlMY/02ncgcTkMEC12qSHumhk9VpHKkLI3xwgSGc+MZTI+iOzmKYp0Gv9WrWDt7pgTwyunTJXznK6axcPoMFioULBae8exprJypYN38F/EyMyTTz5maaC8qw9zJcrcgW2VGbZADXfFqBtP92JEZIC9fjGSHsis1UB4WrdfYyrwKESQk7IfnK37VAkQlGC0g0Wgh6WtWInKRK5Q2VLvaUqm0o9bdkVqNkjpPF6q8lJR62JPhYEmU+Qq8l8+TloTrotm4G7yE24IXpDVhN3f6UxUslPA0CV8BY8untW6WAovp+vcOC2bhs3oJ4RtMqQp0oScliPG6LK5ub+bJ0SHePr2HN8+ISxxH+f69W/z40QN+/vxNfvnyfX740/v89av3+eHrj/nbt5/y03ff6ev7vyBC4X/84Xv+JkPh/8bf/ibyiH96Wr/w00+/8PPPf5f195/+zj9+/sfTmeKp2eJ/f/7/zRj/t99TfHO4XEZeChALCMvaJ8bWEvlwWxhv9/v/1yA+kOHAgQylBPFEjgcCxCOpSi43JUoQ39qsB/G1LQXc3Fku15sfjLdLEN+Z7JIgPrGvlf172mnpLCM+Kxa/mFAJYpucUuzLG7CtbsWsrFEPYtGsE+NrHoF6EKv8UKh9eUHtLZt1r2hUEsRGakdWaxyx1NrjqHNAE+xASKSSpHh38pJVlKV7UZmkoTraRQ6JV/tvQETy1WnWSpPH6AAAIABJREFUIJSwyBZu8jCiTWUkYSzu0gmPuEmpB3GL82K6VCvZEWTFWIwTu6Md2BKw9hmIxSHRZyAOd6EvxIlmT2tEdqtolvgtVOAyXYH9UxA7zdTbFMoXphOyyoDGEFfGy5IliM+2Fcnbgjf6yiSIxbqzGGETMJ6anpha6BAgFvWfQHy1PoUrNUlcrk6Wyws3qzK5U5XNw+p8CeLHlUXczs/kYlIce/192abyoN/ZmQGlKwMOLnRa2ksYt5rbyfldAeMTsRlczynnTnGDHsRVzbxe0ypBfLeuhVu1TdyqapRAvlFRj6hb5fVcKanmalGVhO/1wiqul9Rwp6yeO5WN3Kto5G5VC3cqm7lV3ihBfDW3nPMp+XKt+khIHIeDYzngG8FutY4djhr6NzrTs97hWfXbOLLF0ZUhtYbxoECOJERxOj2JszlJnM1LlhC+kJ8iQSwjMutyuN9aLG0JoYj/GxDfaNdHZorV5n8F8eXKdC6Wp3KuPBmhhsV9usOlqewriGcoJ05OS7Q9nZZwM1iM6Qy94l0xfZps1C2YNv03IDaYpWDFDAUW82ajMl1Kuo8D1RFaKkLdnoLYgppAezbFqRhI9WFbuk5uqQmrYmuCLz0hHtSqNsiTRQLEwgueKtGcSzBeSKLJIpJW6StrnTHFduuodhMAtpdVr3Km3suVBm83GrTuVHo6k6tcT5ylMTqjhWgM5kgIq5e9LJt07gtfxGnBbBznz/pNOcybie286djPn4mAr9Oi2bgZzMV/jSGJyvXk+bjSHOXFYFYEEw05XNnWxKPDO3nr1G7eOjvOxzeP8cO7t/jbxw/55Yu3+PtXH0gQ//inD/jxm0/46c+f/TFA/O2Rit+A+JvxHL7dl8aXowl8tCWUt3t1Ug0LRfxau69UxPdbfP6jIhYgPpjpwvFSLeNZbhLEezPd5eja3d4sbg5kcbU3k19BXMe/gvjoWCujIy3UNxcTkxaLb3QYlil52OSUY1dWj11VC2tKG5iTUoQiKPE5EPvLpQ6Fxo+XNFoWqD2Z76nmVbUbK1R2GGvsWOtli4Of/VMQO5MY50JOojslKRrKE9yojHGiKsSOKp0VNV7PWRIuhs9Ucav7KmlNCAg3Oi+V1eCwgHZXA7b4WTAaYcdIpJ0EcY+3MZs8jWjzWkOXn7VUxNsiXBkQA+taG8Q1A5HfGioOir6gzxQQiliMs4lZYmFTaBa8RLFmgzzeerqlAFFXuoq43lsqQSyyicVSx/PzxCJjYgrGYrPu0UCuDP+535Utj4kKRTwF4is1+uUFcXHjbnUOr9UUSBA/qSrmXlEOVzKSmAgJYcjbi0FXV7a4qdiqVNFn68omKwe6rJW0mjsw6ODFgcAELqUUc6ewjgelTc9KQPhedTN3aprlU7x/UNsqV54f1bXLr92vbJLQfVDRxGs1rTyp75BqWjwfVLVKsN8uqudGbhWX0os4HZuFgLAA8B51IKNuOoaU3uy0U7PF1oXNG5XPaqujkl0eKib8AzgRG8vZrBQu5mVwIT+V83n6zImLBalcKU3jRmUWdxryeNBWwuPeCt4cqP5dEEsIt2XKzbr/BOKLVXo1LCAs6kRZKodKUtibF8vOrBi2ZsZQE6wlxHI1G16aLW0HYT0Ia0I06iSIZ8x8pogNZgq7QoHZnBm4rlpIqpcjlSJDO8T1NyDuiHGnL9mbLam+bEv1ZTDRh95ItTwyWum67tmKs1jkeL7EyrOolNULSTVdLK93lCutaFDZ0ah2ol7lQKPGmUatK00+bjT7e1Dr40axyp4UW3NCzAzksomX4ct4L58rFbKX4VwJZwFoUeK95/J5eK2YL59ao1fRmS4heO1yomxNyfK0pzbKj03pUYgNU7Huf7A5n8tbG3k4OcgbJ0YkiD+5dZwf37v9GxD/+PUH/OFA/MPRahkAL62J8Rz+PJYlx9a+Go7ng8Fg3urx09sSndrfgFjaEo3e0pq42ejPxQofJjMdOZTlKkEs0tiEIt6f68m19iTu9mdzY3MWl/oyubo1jxu7Krg5Usfd/e3cO9DFrckezo23cWh3Ezu2NVBZm0d4agy+URFYpRZim12JY0kjduWtmBc28ELyUxDLOWKhiAPkmvN0L3/mevmyyNMbMTWxUOOOkdpegnidtx2OOnt8QhyIiHIhJc6VnARXipPdKI9zoTzSXmYPV/lZIlaRa1Rm1LmbUas0kKq40X0loppcltHwFMICyPX2r9CqXEK/t6m0J0T+hLAm+nxMETBu97aQIB4IdkCAeDDClU4/O3nHTqyZRpnMxXvuryAWWQJ24nzSNAHlaSTbGNGXFMixuhxONYvL2oWIa9tXugokjAWIRd3t1avif1t17s+RiWyiUSdu2AkQX2tI5WptMldrU2Xm8C3xcbw+j/u1BTyqK+FxTQni9NGtvAyORUezR+fHNg8NOz082aXyZouTmn5bDwbsNPRscGeb0ocJ31jOxudxK6ea+4UN3Ctu4G5+HQ+qmn9TwrIQ2RSP69olcN9o6JRP8f7N2g7eaeji3cZuWeK1+HNuF9RyPbOCi8lFnInJ5EhIIvu1YexVBbLLWcuQgze77DUM2WrYaefODls3Wds3urJT6cZeby1Hw8M5n5rClRwR/JMpQXwuN1nmTYjwHwHim1XZEsSP2kt5o6+StzbX/C6Ir7dlImoq7OdfFfHzID5ZnsLxsjS5TTeSG8u2tEj606LJ1zjjbjBfesNT0xECxGJ0TdgSi2bOZMF0BQunKVg6Q8FSMcr2ggInw3kkqe2oCPOkLFgo4nVkqyyoDnCgLcqd7gQNgyk+8gRRb7SGjmAXmdhW6mTOVB6xfq1ZrDbrS0RjynhM86XyrFKBrRmVrutp0jjIqtfY0+SplBdEBIhbdSqadO5UeDmS7WRFzLoVBBgvxHfFK7J0xgvRGS9i6ulvsoggMwNCLA0Jt15FpI0xsXbmJCnXke5uQ56PEzWRvvTmxLKrIovR0mT212TJ82FiZO3+eD9Pju7g3bNjfHr7xG9A/I8/fYgA8d++/lAq4p+/+/yPoYj/drz230D89d5kvtgVy/ubg3i7y4fXO7WyhCJ+0KrlXrNW7w83enO7zo8pEB/KcuJIjjvHSrzZneooQXyw0IfrXancG8jh+kAmF3szuLYtn5tDlc9AfGd/JzcPdHN2rI0DQ01s7q+lpCKbsKQYdDExbEgtwTG7CpfiZhxK27DIb2B+YjGKgKk5Yn0escIzgJe8RQSmTq43i9G1JZ4qVns5YOZpz3ofO1wDnPCPUBIT50p6khu5iW4UJrpQGuNIaYQNZYFWVPhYUKUxp9pjNbVuq6lRLpPZwmJ+WD9DvJwG56fWhMsy6h0XSatCQHdHyHo5viZmift05vT4mtKhXSutif4ge7aGu7Al0o3uAEdq1GsR200xpq+gnacHsXKmQsZjCntCzBSL9edQk1eoD3JjX2kSxxtyONuWL1Xx1e5CvT3Rncet7jzu9ORKGN/vFclreq9YKGMRjSkiMu+J685PQXy9MU3CWCaM1WToVWBjAQ/qCiWIn9SV8npVMXdLcjmblMT+4GCG1N4Ma7SMePoy5KZlu6MX2x21MkFtyCWQfZ6RHAtJ5UpSMXeza/QQzqvjtco2Hla0PqvXK1p5VNnG46p2nlR38JZYYa7ZxFvVnbLeqe1ClHj/ZlUHN9PLuZpczLmYXE6GpXPEP54Jr0gZqbnbyZcRe62+HLzYbe/FiKOaYQeVDJMXgfLDbip5OeRkdAwX09MkiC/kpiMgfCY7UQ9i4Q+XpSIsmnuNuTxqL5Ygfvu/APG11gxETSWuPQ/i8zXpXK7JQMBYjq1VpEoQi/nhXZkxbE4Kpy0mkDh7K2xe0jfkBIgFhMVT1IIZehC/OmMai6ZPkyBeIkbZRGCUwcskeGykLET1GxBX+dvTGunGpjg9iDcnetEV4UGzzp5qd2u5zJFltVwCN3WdAVMlLjwLuyxznQFZT0sc/BRXmJs97WWJA6ECyi1eTjR5O9Hm60KTj5IaL3vyXaxJtDYizHQRAUbz0C1/mSDThQSbLiXEfDGh5ssIX2uAyFJJcjQn3dWaPM1GeZWmSOcsG49VYWpaEoPYnB/LSFU2B+uyONKYy+HmPM70VnB7TzePDm+TIP7szsnfsSa++GOA+MdjNXoQj+dJNfznPZlyfvjznTF80B/AW5ueQrjD+2mj7lcQ3673egbiC+VaDmcrOZrrIUE8kmQvQXysLICbPenc2ZIrQXy+N1WCWBwLvTVaz52xDm6OdXB9fxen97Sxb1sDPV1VFBRlEJ4QS2BcPA5pZTjl1OJS3IpDaTsW+U16EAcmo9BEoHB9qog9A5mjFdc5AjD0ETGYYs1ZhZnWiXXejtj62KMKUhIS4yobdVnJHhQkulMQ40BppD2lIeup0FnKSQmxTVflZkK1q4kEsTh7JI6Bylt0wqoQIHZZJpt2wqIQyljYEEIJ7wy3kUsdz4O408eS3gAbtoQp2RrlTl+IknovK0oczYgzX4Dfguk4zVDgPFOBUMRyyWOWAqfZCrwWTSdHacFgWrBs2p1qzpGqWCrirgKudefqA4DE/boeEYWZz4O+gmcxmALC4nqHuNQhQHxThMM36utaQzo3GrK411TAw5YiHjQW8bCuhCcNZTyuK5cwvpaTzdGoKPZqdezx1rHPO4DdqgCGXHwZctHJpDSRkjbiFsy4dxTHg9O4HFfIrYwK7ufU8HpZC6+VNvOwuOlZPS5uRtSTkhbeKG2Vz0dFTTx+Wq8XNPAgt5Z72dVcjM7lbHgmxwOSOegTx0FNBBPuIexV6hhz8GXcScd+J53MMxaZxvucvX5TY55aDgWFcCYuXoL4YlYa57JTpUcsE9hE8tr/A4ivNqcjagrEIn94qlknQHyxLhPxPFOVzsmKDNmoG8tLYGtaBN2xIZT4uKNbvRzz6XoAT0FYqOGVM2ZIEC+cNQsB4sUzFCyZpUCAWDTs7JbOId7dhtJgFeUh7mSpLMlVrZOKWGQ1dMSo2JyspT9eQ2eYGw0+tvLGnPgkJlRv0upXZZi7CHQXlWEtrnUYysoR4TxWhvLOXa3belq8HJ6BWMBYD2ZHCWMB5DpPB0pcrUjbaEyU2VJCjOcRtGIeQabzJYTD1y6RW3Rigy5JrDWrLCnUOlAZ7CrztxuiPKmP0dIYp6U9RYA4mqGKNAlhAeKDDTmc7Czh+nAHrx3cwjtn9kpFLDziHz967Vmz7kfRsPvyQ374+lP+9u0fRBF/f7jy30D89WgiX2yL5v0+f97s8Nar4acgvt/iLRXxHaGGn4L4RoMfUyA+nq+WIB5KsJUgPlkZ/P9R995fUdhZHz+iYskaVFBAxIIUkV6HztA7M9SBGYaZYQrTYei92UuMSYymm8TeK72IGqPJpm822Wx6TLL7/f4T7++5dxhiyu7zfM95znn2+eF9BtTd7Nmz+/LN+3Pv+2LygAqzh7UY26/A1T3y34F47Hg/Rl8ZxoXjfXjxUAd299vQYFChtLoaIkkdBIoWJOo6kWQegMA6hKCGHrjVWOGUVwcnYZkdxIlFcBaWwC1LxJc5vLNz4ZmVCc+MVARkxjGII7OjkVoUj9KqJChq0/ihzihJhLEiChZxBKwFO9CYHYjGjG3ctNaS5IPmxI1oSfRiR+wAMcG4W7ABvQkbQZkxxRQkesw7kBuIp0UhOFS4HbtztmE4cwuGMv3ZFe/ODcEhURyDeH9JPLoygkE/IkoD3VGwzgXxLk4MY4IwibJiwTIn7qMo93dDT0kiXrZIca6rHpf6dLgxpAO5YrrqzE1s8yD+JaIgGBsXTihNDaswMajAWL+CwWGHsYpBfKfXiHv9ZtztMeNepxUPu5vwsMuGB51NmLNacFkqxYm8IryaU4jXc4vxSnoxXkzJxwuJBTieUIRjgkIcFxTjxQQRTggrcS5PjmvlOoxVmzGjbmFN1zdjpr4Zs+oWBixBmmBLmqtvxayyGTMKG6brmjAuNeNWlR7Xy7W4XKjA+VwZzqRLcDK1AieTRDiZUII3EwrxRnwBf54U0Nd5diVk85WPU8l5OJ2Sj1MFRXwvj4+ZKmtxTSXnnJjyYYokuALTLMeIVY6JZvrpQMuO+MFe238rmhjpVYDkaF37LYivd9TjapsSl5oV7IZprZmWOPZKitBTms1uWOC2aiEb3uhsjx5oQmKjiwtcKZJYuhhrlzhh/ZJFWO9i/32HI5Ykhi6AWJsWgobUILTmx6BPnIShCnuLGcUSA0UCtKeH8F/+5HipY4JWmwm+dhGIvfjdgt4udCGerKaorehKDsVARjT606PQkxqO3rQI9Akj0SeMAkG5Oz0KXcJI0E06KoGXBHrwaGaJzyoUblkJ2oyjroiqIE/UhNn7JYzpITwR0VOWiv7KTAzXZGNIlodheS72qUrwrLkKL7UqcapLi5OdGrzWrsKZfgNGnu3HndcP8uQERRM//HkCP358F//47CH++bcP8CPp84/w098/xT+++j/yWPfd6418IPT7eUf8zQsqfHPsFxA/HBL+WxBPtWfDAeLTWgEcIH6uOpxBfKm1BFMH6zF7hFrXfg3iiRftjnjk+V7cemkY54/14sUD7djZ2widVokyiRSlNUrEK1uRou1CqmkQiZYhhDT0YJ20EU4FCjilVthBnFSMpfMg9swtwsacPGzMzIJXppBBvCM9BpGZURAWxKOiIgkqWRoapMkwSRJhKouEtTicQdyUFchXOJqTt8CWtHEBxK2JG9CW7M1AphNIv0xSbGYId8a68wXnvdn+DGE6JLozi+oyfeZBPP9gVxKFw+WJ/GDXnRmCRsE2yIM9+MGOFjvIFVMsQRB2gJg6KHK9XNCUGY5j+kqc6VAyjK8NaOZBrLfDeLdmIZ6gCQpyxSS+ZbdTgd+CeKKHRtnUvLww22vkSYE7PWbc7bLifncTHvS24p3uFr77Rj/SnygW4fX8EpwsEONEdgleTi3ES8nFeCO1HK+nlOFEchleTRTj5aRSvJlWiTM5MlwuVOKmRM9QvVVtwIjEgLEaE6ZqLJiSN2JW3sTgnZZZMVltxmSlEaMVetwUaXCpoA4XsmW4nFOLC5k1OJNaidOJZTidJMbZpFKcTRaxTicW41RCEU4lFNiVnIczqQU4n16Ci5liXBCX4Wp1DW4parn+kh7rqI+YIDzeqMF1o4xh/DiI7wyZ/tuPdf8ViK+1q3ClVYELzXU4ZZXz2NozynIMlRegvSgThX5bELZyGccRBGFywW6UDdNq85KlvwOxx7JF8KDFDuoo8VyFqoQQWIpT0VSSBm1qGHRCAlwcekuTMFieir3V6dhdloK+gli0poVyHEZlP9QxUeqx7Fcgrg/ZwCDWhngvgLg5dht6UkMwlBXLMHZAmKBM6kwNszvl9Ci+X6eP8kVtkAcqfV1RtvlPKNi8AtQTwSDesY5BTH0R1swwtBfTVEQaBiWZ2F2bh711BdivLMJTDaU4bpPhRJeao4k32uvxMv3319uAW8/2YO7EAZ6c+OvEOQYxnUX651/ewT8/f59B/OivH+PHL/6Cn7/8PzK+9uOpFvxw0opHJwz45qV6/P2oHJ8/Xc6LHO/tzoYDxHcGhLjdK8RMdypmezIWMmIC8XhnNs41JIJAfNmShRPaBDxVFsSjazd7KjF3pAETB1W4vrcWN/YrMX7EwAdDp1/pwfRLgyAQjxwbxLnnunF0tw3dLTqo6+WolitRVatGqroD6bpuCI0DSDINIryhF15SK5yKVHASVsEpsRBOUdlwihZiaYK9i5jKfgjEW7OzEJwpQHhOAm/V5RYnQ1KVAk1tBoyyFJgqBDCLI9BYGAZzrv0unSVlMxoTfGCN90KjwIthbBN4oSnOEy2xnhxVEIgdMUVz+Gp0xnqAOoh35/hjb14gfw7nbMNg1lYG8XBWACie4OkJsQBHKlMwXBjD523UkT6o2Pok9044QExnlMgNc1exsxNS1zihLsKHZ4pfp3tnPRq+4XVrpx43h7Ss0cF6jA2pMTFcz4XxjszYcdF5ckiJcTogOqDkTJNyzak+LW4P2iFMI1v3+qy419eE+7023O9twds9Lbjb3MQHOS/VyPBmoRivZRfi1cwinMgU4Y3MCgbxm2kVOCmsZMdKX59Kq8TpDAnOZ0lxvkCOK0VKXC1V42aplnVLrMVIeQPGyvUYqzTw52hZAyZKG0Cf42IdbpSocb1AiUsZUlwQVuN8mgSXUqtxPrUc5+JFOBNXiHPxxTifUMI6k1SEcykluJAhwtW8CtwsqcGIWIZb8nnNg5iK4ckNXzXadcUgxVWCsbUWE21UfWnAfZoh3m/DwwO/zBG/ddCKO/tMmN2l5xlix7QExRK3uuv4OKj9AjQdICWp7bFEZz0utdKkRA1OGGrwmrEWxzRS9BTnoC4mjLPhIJfF2LLYHk1QJEHTEuucFvHcsJvLEqxZ4rzgiN1pamKpE3xXLkaI+zKIYwOhzoyGMTeeQUyuuLUwAb2lKegsjke/KBGDxYnoyYtFY2IgF/1Qt4TYwwVlnsshC1iH+hBvNERuZhGEKZ7QBntAH7YBHYnbMZgZid05MehPC0VXwnb0JO1Ab0owuuJ3oDMpBB2JO/gWHk1j0JVmXcQm1AauR9VWVxRtWobizStQ7u8KWagn11nqEvxgEQaDs+zyFOyRZeOp+mI8rRHhGZ0YRy1VeLFZhpdaavF6cx1ea6nDK211fD7s7G4rxo4NMYg/HT9rd8QfzOHnjx/gH5++j0effYgfP/uEQfzT3z7HD19+iZ+++QY/f/8d/vnoB/z46HvWTz/9xHPENEts1z95jphmiUk0R0z6pZ/49zPE9Hv/3Vnhf/fnnB6dtoP429f0+PpFFb54rhafPl2Gj6lpbVcWg/jeUAYeB/FMdzoc0QSBeLQ9E2d1CZwRXzJn4jVNPA6VBv4OxDf2yX8F4pkXuzH14gCD+MZzPTj1dDueG7Sgw1oPjVIGqUzOIE5RNENY34FUYy+SLYOINPTCt64Zy0rq4ZQhgVNCEZxicuEUk44l8ZlYk5oJz7RMeAnTsSkjk0Eck5OE1JIUFJWlQ1ojhL6WjoQmwyiOgVlEbjiEYwm6S2dO2vQ7EDfNg5iA3Jxgf7yj3JgmKpoiV3Nm7ADxntxA7Mr2Ywj3Z2zGQPo2Vr/Qj2F8UCzAs5I07CqO4Vtj6khvBrHQ1Z4RkxPmnJg6KKireLETElc5oTJwHbqK4vGCsQpnO2nBQ8vxxL8CMV14JhjzReedChCIKZogENMrP4GEtsKmh4y4PWhmzfVbMdffhLf6bXirv4VhfK+tBdNmI64o5DhVVoE3CkR4I0/Mt+lO5pbjQp4UF/PluJxXx7qUKweJvr9aoGQIXyupZwATfAm0JIIwOeCpKhNmqkyYlZhxu9rCmq40Ykykxc2ietzIrsPltBpcSK7CxRQJLqdU4EJiKcP3QqIIJHLH51NFuJBRiis55bhRXI2xMjkmq5QYqavFiFKOm6o6UD5MEL5mqMM1o10E4Wsm+4WOsXkQ8zLHPIgdm3X3DlgWQEyLHL8FMV3jcICYDoY6QHyxRY6zjTKcMFTyyNoLDdU4XFeOxqxklAX5I9hlCfxcnEFumB7nCMI0GUEgJlEsQSBe4+LEMCYQ0wjblpXOCHZbgZLoQNQLY2HISYA2NYJhTEsQPeIktBfGoaswjqsxO7Ii+c4dlcGTExatW8qfBMzfgpiiC82O9WgI9VoA8a7saIZvhyBgAcYEZYIwqTVxB1+Wbozzhz5qC2fOUn93lGxZySrdtgqSIHfUhnlBGbUJ+kTaXA3DYGUa9slzcUQrwrMNZXjeWMnbpATfE60KvNGiwAmbHC83yRjGZwaNGH1uAO+eP4q/jJ3Bo4fjePT+bfz00dv4+S/vMYjZEX/+GX4LYlrocID4xx9//M8BMY2vkSMmEH/1ghKfPyPFJ0+J8f4++8QEOWIHiGd70tgR/xbEt1rTuWeCpiYumjLwqlrAID6uiMdInwRzRwyYPKTBjb0K3DygWnDEBOKZF/ox8lwPrh/pwpv7bTjUrUWzQQZVXRWqZVJIZEok1VqQprQhzdCFtEZ7PBGk6YRreQOccmRwShHBKTYPTlHpWBqbjlUJ6VibmIq1iSnwTEpDkDAGcblJyCnN4DJ4VW0Wg9hQkQBDUSQsRWGw5gWDuiXoLp0pcROsAnLE3mgS2HNiWwJ97QUGcbw32uM3sjNui/NAc5Qbu+MBoS9252zHrjx/DGX7giBMVzp6U7dwhzFlzLRlt78kFs9VC7FXLEB72g5oorxRtW01MmixYz6ScIA4dpkTounRjs7jeLlAnxiIg3UFONkqx6U+DSieeBzE5IonhjSYHNby9Y6Z3XrM7FbyijlFEwTjyaF63gSjP0elNTPDJswNWVh3BhpxZ4AgbAcxwfit7lbMNFkxolXjsrSWT9efE0lwrqgKZwsluFaixA1xPUbKNKzxUjXGxGrQ50SZFiOlDRivIOCaMS2xLOh2lRVzkkbcrbHhnrQZb9e14R1FB95VduKBvA13JI2YKTdhsliH61lyBvH5pApcSKuwu+IUMc7N63xqKS5mluFKfhU74bEqBaakaszKdRhTKzCuVi6Mrd00KnHDpMQ1q1202kw9GzfognVnPWYH9dwpQf0S9w8081Ydff34Vh1t09FfZgsTE49lxHYIqxYe6U42VeOEsQov6MQ4pi7j2WGKJRSx4RB6rUOAszN3RzjG1RjEzs5Yt9iu1cvowW4RVi+1g9iNxtcWO2HzSmcErXZBfpgv6pIjoc8WLIC4OT8BnUVJ3M9AFzw6sqL4Tpwu3Je35krcXVDs5gKxxwq+VacO2QyKFEjkiO1TE+vYFXcmB/DcO7nizqQgtMZsQzsdLiUICwLQFr+dReeXSE2CAG5204RthHKHJ18tL/X9E0RbVqDMdxUqA1ZDGryeKzupEH6gLAX7ZDl4VivGcfrLylyN15pqGcAD1NnBAAAgAElEQVRvtirxemstXmmqxnGzBMebavBmrw43j/Ti4dln8cnoafzwYAw//HkWP354Hz9+/C6+//R9/PDpR3j02V/x09/+xo74x6+/Zkf8WxD/2hX/LzpiB4i/fq0Bnx+vwydPS7h7mBrXHuzMxIPBtP8SxDdbhDitiWNHTCB+pT6OQfyiKhETQzIG8dRBDUb3KXHroAYTzxgxfawV0y90Yep4N0aPduPq0+14bZcR+1rr0KStgKq2DFJpNaQyBVJrDUhTNiHT0Ikc2xDSm3cjytgHH6kZTxSr4JRWDqd4iifSsThGiBVxqVgVk4TVMQlYG5uAwIQwxOUkorAiBzW1RdDI82CQZcBUHg9DQQRM+WEw5wTBku7H1zgIxI0Cuyv+HYgTvNEcb1dL7DrYot3QEuPOIObzSdmB2Jnrh4HMLQunkgjANAJHf5YAvqsgFM9UpTKIO4TBfFK82n8tctY5cz8xPdQRiONoTnT+k2BMrpgeO3pFifw/1vPddld8fVCDGywVRgZU9niCILvTfkqJej5IBGK71Pb1XPr9nUbc3mnG7Z1WzA4TjBsxN9DMML7T34J7fc2439OG222NGDPrcEOtwhWZHJclMlwsq8aFkmpcKZHhukjFEB6r0GGqooE1U2XArMSIO7XNuFfXivvKdryt6uBP+vqhsgPvqDrxbn0X631NDz7U9eFj/QCLvqZfu1tlxUieikF8JqGMIczxRIqYnfA5IUG4giF8XSQDQ1imwYxKj9tqI8Z1akw0aDBi1OAWyVKP61Y1rjfV47pNyRtv1xvlXFM53qXmZjUq97l30MZaKPzZZ8LtPYaFWIIgTLEEj649BmKKJeyXm5WgysvXLZXcgnZMLcaz9WIclJWgJT8FooAtXHdJDWu0wMEAno8k1i9ZDDd+oHOG61JnPLn0FxCvmQfxpuVOCHxyGbKCfCBLiIAuMw7q1Eg0pEWCQEzxhDUjEk3CMDSnhsMsCIJqhw8qvVeheLULCMZlnk/wnToCsSHal6UL3bgAYnLFDhAPZESgPSEQtkg6CmCHcVusH1piA9Ac6w+6DE2iB2iaBqKog2BcG7SeJ4PEW1eihPLiLSsYznXhG6BP8EdXkQC7JBk4ohYtgJgcMEUSrNZavGipZLd81FCB1zrrcf1wN88SfzxyCt++dQvfPpzCd3++g+/efxvff/QuvvvkY3z/6ad49Nln/7dA/NWrOnx6VIYPD1Xg3X0FeLgrB28PZ+CtQSHuDqZjrt/uhqe7UjDdKeSJiakOISbbsnDDlrYAYoomCMSUEb+iScHsHiXuHTaAQDy2/xcQzx5rxczxTkwd7cT40W5cOdSKV4d02N0kQaNKBGV1MWqqK1BTI4OwVo8MpQVZhg7kNQ8ir2MfkpuGEVDfCo/KBrjkVGNJshhLYrOxMjoDT8Sk4YnoRDwZJcDaqHj4xYUhLjsZxVUFqJOXQCfLg0GSAZM4Aab8CJjzQmHNDOZrzXTO2wHipoTNaE7YguZkH364I1dMaknYyM7YFr0ejZHuaCYQJ3pz/LAzOxCDuYHoy9yGzrSNaEv2RKvADU0xq2EOfxL0r+nPCuCljt0lsehMD0FDzCZIA9ehwMveT0y1mI+DOH6l3RXTnbJc7+UwpQbhsKoYp9vluNirxtX+elxjKXCrX/k7GFPzHcsBYtqw29UAcsuze8yY3W3B7V2NDOM7w00LIJ7rawaJXPGdDhumbCaMGhowotbgRq0SVypluCiqwYV8CS4XS3FDVIfR8npMVWgwU6XDXI0B92rN+LOuF+/r+/GBYQAfGgf56/ca+vBhQ/+CPpiHLsH3E8MgPrfswheNe/D3pr14S2rDaJEaZ1MqcDJezI91Z5JLcTq5hHUhswIX8yQgCI9WqTAht0N4VmvEXIMZk0Yda8ysxphVg5s2NW7YNLjRrMK1FhXDkuZ8aeRstEfDIJ7bZ8Wdg024e8jeusZlP/MdEw43zCNrjomJ7jo4ogk7hO136c5ba/CquZzd8LNqEZ5WiDBclgttYhQyvdYjaMlibJqfG6YlDZazMxwgJhg7QEzRhNvSRRxPrKPin+X2NedUXw9IYkOgzYiBVhgNQ3o0mvOSYMuLhz4tHOZkOiwaBn10IN+iK/d4EsWrV0K87glUbVjDZ5Hqg7dAH+kHQ5Q/d1DQjDHNEWt2eKEtaTv6MyNAIG6LD0Bj5BbQJIUt2pc/GyN9YYnYClPkFruitvKcsjFyK/Thm6EK9+bTYBVbV6F00wqIfZbzEhMBWhe9mU8hDZWn4oiqGC8YKvGKpQavz4OYnDG54ecNpXiqvoAz5JfbFFwI//bpI/jo1kl8OXcNX741hi/fnsWXD+/hq3cf4Nv338d3H32MR3/5FN///e949NVX+Om7b9kVP/rhO7AePcKv44n/RUf83dkWfPemBV++osUnz9bwPboHu+3bdPeH0v9bIL7amIxT6lg4oomXVbHsiF/VpuLOfvWvQDx6UIupZywgEE8f68Dkcx0YP9qBSwea8GKfErtM5TDL81FXmQ9JeQnKy8uRLK1HSq0OaZpG5DT1Ia9zLzLa9yDK2Av/OhvWlyjhmlWNJ5KKsDo+F6sFmXCPSYNbTDLWxSZhR3IMUgozUCkVQVEnhro6Fw3laTCIBDAXRMGcHQZrxg5Y0vxBILYmboYtcQtaEreyHCCmUTaH6OHOEr0O5vA1IGdMIB7M8MOunO0YztuO/iw/dAl90J6ygUFsi10Da4Qrg7szbSv2FkVjZ1E0aHKCQEyTE8UbV4By4sSV9vE1csMkAjFBOHKJE5JdnfhuF/0496q1EuyKe5W43KvElV45rvbV4Wafwg5j2vgaVHMXNPVB22MJJT/kEYhn9xhwe68Ft/dacXt3kx3Gw02YHWpmGN/u/wXEd3ubMNtpwbTNhEmjnmF8TVqHS+U1OFtYiUtFNbhWXIubYgXGS1WYrtTijtSI+3VWBi8B+GPLMD4yDzGQCcwE4o/0A3hf28vOmOIIEkUTBORPTcMM5JlyI67n1OFUQineiBPhTUExj68RiM+kiXGlUIprYjlDeLKuATMaA2YaTJjVm1nTZj0mrHqMN+owZtPhZrOGdb21HiSa8b3ebn9gG+vV8k8Jj4OYIMz1l79xwzQtcbNLzrrRWcuHQq+10SkkOS7ZpDhnqcYpQwVe1IvwvLoYTysLsacmjy+vVOzYijjXlXzyiNzw4w90BGGPpUsWHDFFEwTjtcsWYd0ycsr2aGLjMif4/8kFiZvdUBodBE1WDHTpMWjIjIEtPwlNuQJok0NgSAiBKS6YT97TDTqxGznilShb74oaH/tJJGXQJgaxMTqA4UlbdwRhmiNuTQwEXfSgaIIe7gjCBGOSKcwHxtBN0Adv5D9Lf54cNc0pN4RtYtVHbOT/fVf7r+HlJdokJdUErIUybAOswmD0liTgqbp8HNdXMIhPNNVyPPGypcYOYVU+dkszcECRjxeaZbhysANvnTyM96+/js+mLuKzmev429wEvrg7i8/v38XfHz7EV++9j28//Oj/Foj//rIGHz9TjYf7RLzSTLnwPc6H7Y74dl8q58O/dcQTrZm4ZErAG9S8porm8bUX6qJwQOTPjtgOYhOmD9F1Dg3GDukYxLefb8XM0TZMPduOsSOtuLjXghc65RjUF8MgzUaNOAOioiwUFeZDUFqNmHIZBDINMoytyO3Yhdye/Uhq3oVIQw98q43YUKzC+swKeKaJ4JVaBO+kHGxIyoRPchbiczOQXylCraoK6royqCuzUV+SBF1BHEz5kWjMCoOV5ivTAkGnvRuTtqE5kTbrfHnN2T7KtnlhnI1gTCA2RbpBH+a64IgJxLtzg7AzPwgD2f587bkzbTPaE9az7FHGei6Y35kXxiDuywmHPnYz6kI8Idr8BDLWOv8OxFHLnUByZMWFPi5ozAjFc5pCuyvursPF7jpc6q7D5R4FrvfI7TDuU2K0X4WJoVq7aJmDMuKdanbEDhDP7Wu0g3h3E+Z22nB7uGUBxATju4Mt7IoJxuSMKS+e1BtwU65iV0xZ8cXCKlwukLCuF8gwIlJgukqNO7V6vKPpxrvaHnbG5I7p+wf1nRxT0Cflw5QVT1MeXGrgT8qP71Y34V6NjcfXTqdU4LW4ItYJQSHeTCzBWWEpLuRWYaRMhTGJBlMKPW5rLZgzWjFrtGLGYMG03ozJRgNrokmHcZsOt1p0uN6qxdU2mu+tB835km52U+arw9RuI27vt2L2kF2OCx00LUGPdLzOPD8pQSC+1i7F1bYaXGmRsQjC560ShvDrWjGOqgvwjCIfB2Q56BOngS6vZHqtRvCSxXx/jhwxFb97Oi3Cemc7hN1dliw80nFGvGwx3JcvxvrlS+DuYn+sc4BY4L0a4qjtDGJ9pgCG7Dg0F6SgMTse6oQQ6KJ3oCEyCModvqjctB4la1ai4MllDGLpJk9INnugLmAjGiK2gUBsiNjCPRQ6mqQI3YiWhAA7iLOj0JmyAzTORjA2h29hAOuCvKAJ9IDS352lCvQEOWqGebA31KHeUAR5QBbgDqn/WlRtc2UQ0ycd0aU7e3RVZI8kA8/UlzCMXzJJ2B0/ryvFQUU2N8n1lydhV00mnm+sxsV9rTzCRpebPxk7i08mLuMvU7fw6cwEPpmbwV/v3cPfHr6DL//83v8NEH97phlfn7KAQPzhEQke7C1ZmBv+IxBPdSb/KpogEJ/Xx+E1eThOKCJ5s+5YbQT2FW/Dy+rkeUdsmj+TpMHkQR2mn7XiFxC3YuRwM87v1uP5Nin6dYUcG1QXpaEoT4ic7HSE54sRVlSBiAoZUrSNyOkYQmHfQaR37UNC0zCC6pqwtbwBPgVSbM6uwKbMUmwVFmOzMA++6fnIKC1Cea0E9Q210CoroCrPhKogAZq8GBhzohnEdNLbKtyOpqQANCX7oSXZ3jVBlzkIxI65YsdsMY21EYgbQp/8QxAP5gRwPNGdvhWdSZ58zZnmj3n8LXkThnPsIB7Mj2IQK0K9IN78J2S7LUbS/PkkhyMOp3lRhyteTJt2TtAKfLnM5c0WKS50yVkXu+QM42vdtbjRW4db9GNzn5LPVNGpKhpdo6mJPwLx3B4bw3h2lx3E5IoJwqR7Q62s+wOt/HB3p70JMyYzbirrcU0i50e7CwWVOJ9TjrNZpaCo4EpuNW6JajFZoeJ8+C1F20I2fFfegjmZbUEE33FRA24VqnEjX/WLcpW4nqPAyaRSBvDLUfl4JboAr8UVMIjPZVfgapEMEzU6TNcaMKsx457BhjsWG+bM1AJnxZTRjKkmI4sgPNLcwCC+0apbAPENGjPrVP//ArHDDZMTvtJazbrcXINLtmpcbKrBWXMl3tCV4tX6YhxR5OApaTbnoB0FCagO3cq1kH7zx0Dt0QRVXi6Gh/MSdsPrli1lENMj3ZrlS1gEYo8VS7GO5oiX2KMJcsTR3q4QRQVCmx0HQ5YAxhwBWgp/AbE6cjs0dF8ucAvKvN0YwvmrXBZAXOGzDnJ/H9BDngPEulAfhrA+zAfN8f4M4qGcaHSlhaAlzo9BbArbDAeE6/3XoW7bWsh91/BVaGWABwjI9dtpY88TddvXozbQnUXO2OGKaauUfhq0JAbymB39ZUURxXM0xlZfwi6Z+jL6ywToLI7lCYtnzZU4v6cZM6/sxcNzL+DDW6fw4egFfDR+HR9NjODDmUn85c4cPnv7Ab54511898UXHE38+K19hO2H778F6dF/UjTx45l2fH3CiM+P1eP9Q5V4Z7iYzyFxCXxfNh70ZuF+fwLu9SZirjMOcx2JmKVZ4o50jLcIcatRiFOqGLxUGYoTilicrE/GkYpwPCeJwoXWYkzvUfBqM/VMUCwx+bQBM0ctuH2sEdNHGzHxTCNuHTbj3C4tjrVKMaAqhFGcAll2PKrSE1CRnoj41HTEpGYgJiMXSeJq5OmsELcNoqhvHwM50tSJMHUL/KR6bBLL4VsowfYiCcJFEnbSMrkU8roaqOVV0NaIoC3LhDY/AbqsENCVZrPQH03CbbClb0Nrhh/a0/ztN+qSAtCWFMBOuF3oix4uid8CS4wXGsLWskxRHmiJ3wxbnA9aE7ZiIDMEewqjsbsgCoNZoehLD+JMuDudilM2ozHOm+OOnswg9OSGoys7lKcm5MHuoMeM7PXOSHGlm3X2hQ5acY6lRQ+KK3jLbhESVy0CnS1vyY7Fi4YanGpW4HyHCpe6VDjfXouLbRJc7ZLhep8UN/pluDUoxc2BGv4cGZJhbKccU3tV/Jcjna9662kr7j5lxu399osf5AindpkwtdOC6V1W3N1pA2XHNFFxu8+CuW4LZtuMmGrWY8aiw3VFLa7VSHh77XRhMU5mF7HOZpfgXK6Is2OKLCg/Hq/SYLyyAaPlWtwqVeOGSIXrxfWsqwUqXM5T4GKOAuez5DiXWYuzGTK8lpKDE6l5eF1YgJOZxTidX4oLoipclkhxTSrHtMnMmjCbMWmxYMJmxmSzhTXVYuUxMholc4hWjknXO5W41qHAzV41bvVpcHNQh9GdBozvMfJhVjpFRTWj9BfX+BD1SdAGnRy3empxo0uKq+0SXG6txIWmCpy3VuJcI0kCmpJwPNDRFeXDtRU4JC1FV2EWpGFBSFq7EoF0ZYOWMpY4c5Oa5/yUhJuzM680U7+Eq/MiFmfDy53ZDXu4LObNuo0uztj6xBIErloOwSZ3lERsR21aDBqyk2EtFMKYm4z6lGgoEiMgj/BFVdAGPtSZ7bUCmesW8wRO8cYnUL55NSTb3HlyoiFsK4yRfjCGbYMh1JdFX1tiAtGaFMbbc7RBRwscLQnbYYzwQX2gO9Tb17GU290g93eFxNcVlVtWcQxBoJUFerOkARsg2eaBii1r+J9Ln1W+bpCRgw7bAmtSEDqzozFYnIS9FRk4VJOLw7ICdBXHwpZtv+68R5aDV9qVuLS/E5Mv7Me9N4/hnStv4oORK/hsdoyjib/cncZHs7N4//YsPpq7g+++/AqPvqF8+Af844dH+In06Ef8/ONP+MdPPy/ol3lix1zxb/uK7b3Fj88V/7vZYMfvPf7n/9XXTj+d7cA3r5vwt+NqBvG7O0vwYDCfzyK905+zAOK73QmY64xnEM90pmCmXYix5lTctKbhpDKaQUyl8A4QH62OBm3V/RbEE4f1CyCees6K8SNW3DhkxLlhNZ6zSdAvz4G+JAm1mQIGcVV6ItJzcpEozERUqhCR2QVIqqxFjqEZou6dKBs6jIy2nUhu7EOcrgURdQZEV6shkKg4W06XaSBXyqBUyKCuq4C2pgQ6cSZ0BfEwZIbCnL4dlvQA2NL90Jzh94cgbknZBAJxp9CXM2JDxDpogl2hC10D+pog3BizAS3xWxjEVPxOMB7KDkN/RjAGsrejJ8OPuyussRtgi9+MzvRAdOeEsSgjVoR68GhPnqcz0tY4sSuOX2GHcTTFEjQ94di2W+HEp8n1iUE4KC3E61YpzrTW4WKncgHEVzqluNYrw7VeO4AJxqQ/AvG9wxYG8dwBM59emt5jYhAThO0gbvwdjG93mRnGsy0mjDcoMaqqw3VpNS6WluNMkQhn8kQ4nVsIgjG5ZYotroqknCHfKFPwJ+W614oVuEoqUPIqM4M4nzbqanEuR8ZAPpMjwtlcMc7lleJccQUulVazE78pV+KWSo0Zs4U1ZbVikmKTZgsIwNOtjaxbXRo8rgUgd6kYxgThkX4tbg01/A7EDONdGgbxaF/dAoSvd9bgSlsVLjXbdaFRwhA+Y63Cm40SHld7USPmS8oHZaUYLsuDOVUAke8mvlbhv8h+7ohmhz1ppZlBvJib1gjCj4OYx9bm82HKiGnF2WuZM3xXuSDQdSVS/Hwgjg5mEGszE2HOT+Ue31o6XxQdhOrgjXy6nkp4Mta5cHdJ1volKNywEqJNTzIM6wK9oHWAeB7GBGFTOE1BbP+3ICYYkwjEisA1qPFbwyCmR7kSbxdUbl3HAK7x9wKp2m8d/zMJwvSXAAFZGuAJdeQmmOIDeMyuPTMSXTkx6MmLg1kYyG84ncUCPFVfwtt2CyA+/QLeu34aH41dYxB/PjeNj+cm8eHMDD6Yu41P7t7D9199/XsQ//DoPwvEP5/rXADxB09VgUBMV5rfIRj35+BhXzbe6kvCnS4BbncIMNsWj+mOZEy3pWGkKRk3LKl4UxH1OxA/XxODK+1izOy2O2KamBg5oAGBmKKJ2aNNnBWPH7bg+v4GnBpQ4hlLGXpqMhiStenRqBLGQiJMQFFREbJz8pCQloFIYRYic0uQIFEg02BDfls/Snr2oqhrN39daOtCgaUVxSYbxEYbSo021Kvl0Kpk0MrLoJUUQFuShob8WJiyw9GYFYLGzO18Wbk10x9tmf6/csStif4MYQIxAdkctx7qEFcog55gGBOIySGboz3RLPDBQOYOfoijxziKH+j7oewQ9GcEcZsb/9mYDWhN2YbOrBAGsSFuC1ThnjxfWei9FBnuTkhd7YSEJ5wgWGGHcCTFEzRTPD9XnLTKGZIgT7RkRuMFXRneaKzBhQ4FLnTIcam9GgTiK901rFuDctwcqAV9jgzV/c4RPw5iOkZKd/Cmd5sZwgTi27ssuLuTYNyIu4NW7uq922vhgqA77WbcbtZzS9ukTslbbFcklbxWfKaoCGfyinAyV8QQPVtUjsvF1TxpcaWkhj9p2uKiiFah5bhYLGcYXyiq4/Vm2si7mF+Hy+XVuFJRg6uVUlyvlmOkVoXxei2mtDpMGfSYtZox3WTBlM2C6WYCsAUzbVZMdlgx1dmI0R7dgka6tXCIMmESQXh0QIfxIT0mdxr5BBUB2CG6xEHLG+SGyQlf66hegDC5YYomLjb9AuI3rFW8vEH34p5VFGOPpAQt2Ul8bSV59UrQaSC6SeczX/LzRyB+cslirFqyiPXkIide6HB3cebHOlpx3rB8MbY96YKgtU8gK9gP5XGRkKXEol6YAEN2CtRpAlRGBaIkeAtEAetRsHUNyA2nrV2MVNdFSF+7BPmeK1G80ZVBKQ/whpbAGxEIU5Q/O2OCsDnCH41xQWhLDkdPRjSrOy2clzdMkZsYwKoANyj91/DGHjW3UQxBrrjYy4WPHhR5rITY2/7PqfbzZBATjB1yuHJai1aGeTOQqa+iIcYX+lhf1Mf5oCkrhPPhFyw1eKNHi/N72jBxfB/ePvcyPrh5lkH86fQI/jI9jg9mxhjEn7xlz4n/FYh/64r/Vx3xPy9045vXreyI/xWI7bFEPEN4pjUR022pmGxJwU1rIq4ak3CiNpxB/IYykR3xM5UROC6Lw7XOst+BePypBgbwzHONmDxi5pL4q7s1ONUjxxGDCN2VadDnxqBWGAFpWjSk6QKIC/P40S63IB/puQWIzStAVEEJIsVViK2Uo9DWgZLWXlR2DkDeMwRV7xCUXQNQtXVDZeuErl4KrbIKOqkIurIs6AqT+J9B0xLNOWFozg5EW1Yg2rMCWB3CAHs0kbINBOJOiiuEvmhM8IIuwhWK7StRF7iCQWyMXA+HyBkTePcVx7DoQW4wK4SBTJ/tqdsY2PqI9TynTFdAyBUbBVtBa86S7WtR4rMS2R6LIVzrhKQn7TAmR/w4iGl6gqYoaMFDFrqRH4FebCjF2dZaXOpS4EqnnKMJAvHlrmqGMIHYAWOKJqgRb3a/ji9rUyxx55AJ5IgpnmAY77FghrSbxtpozti8AOQ7w2aGMZUE3eu14G6nCffaTJhrbMCMQY0xKl6XSXC5qgwXyktxpkSEcyVinBdX4mJpFS6UVvHneXEVRwwXSu1QviiuxWVxLS6VyXGlVI5LpbQWrcItmZLhO6KoZwBPNOgxbTRgxmJiCNPjIQF4pqWRATzb3sgAnu5qAmm8T88a622AQwTnkV4NiyA8NtiAiWED/yRAtwAfl+OB7ma3bCGOuNRSwZHEOWsZP9BdsElAbviMtRqnrFK8bqzGcW0pnqkr5GIfVVwYn5QPpkJ3JyfQ7DDdnqNNOt6iW+yMtYuXsBMmCD8O4lVchbkIbsudYYfxImxYuQS+rssQ5L4KmSF+EMWFoTI+AtLkGKjT46FIiuYzQ3Tpgmoocza6QujhgpTVi5A8D+K8eRCX+65D7faN0Eb4wRQTBHPsdpijaSkjAJbIAAZxe0oE+jJjWL3pkehIDoElegtv37Eb9l+DOj83hjFlwvQwJ/ZZgTx3Z+SudUHBuuUo8VqF0o2rUbbJlV0wueEafw8WxRPyYE/UhXgtSBGygcHckOSLHpEAz+nLQJ0TBOLTw00YP7YXDy+8ij9fO4X3bl3GBxPX8f7kCN6bGsHHt2/j83ce8gjbD19/gx+//e7X0cQfxBP/MSCmjPiXaOIXR3y3O5Hd8HRLHKZbEjDdkoTJphTcNCXhckMyXqkJZRC/qUpaAPFLdQm40V3JW10T++sxvk/F9+qmDjVg6ogZ089YMPm0CaMHG3B1WIWTXVI8ayhGX2UqzDnRUKWGQ5EShbr0OIiz01BRkIPykkKUlBQhIz8fsdlZCM/MQUhWHhKrZMioU0NssEDe2gltVy/0HZ3QtbRAbWmErq4c2loxu2ENFaPkC6DPjkRTdihackPQmrsDHTmUT21HR1YgOtLnM+IUqsLcyi65KWULjNEeUO1YhVp/FwaxNnwNTLGeHE+QM6b8ty97B/aWxLCG8sPQnxOCQQJyXhi60gPYPevC3GGK9kJzagC7YlO8LzRRm1CzYx0/2OV6kSt25lE1csVxTywCxxPL7Vkxj7ItdkLyKicU+qzkFdbDshz+kfhiZx2udStAD3YOEFNO7BDBmFzx5O56zOzTzufEpgUQ22FsxexeuwjGtPQxs8vEIiDf2WkCleLMDRq5OvNuj5FhTKXy5I6nrBqMNyhwSy3DLaUU3Homq+FPii+u1khxRVKNS1USXKq0Z71XKqW4Ul3LkcO1aiVu1KhwvUaFm9J6jKjrMapRY1yn5Z5brRkAACAASURBVM6LKRNB2GB/hLOZMNNid8DkgqdoxK7LiumexgVN9BvgkAPK9DlKN+b6aAqiARODegYxOWLOyCkn323E5C7DvBtW8HTE5RYJLtrmc+HGchCILzZXcz582lLJID5N68wWKZ6vF3HOSTWX4sBNfKdt6/wDHV1h3kAgdrZXW66lFeYlSxjADGGXxVi51Jn1xKL5TmIXmphYwq54w3IX+LquRJCbK1IDt6IgIhiiqBCUx0SgLjkW0vhIlOzwRY7vBuRsWo0sL1ekuS9DyuolSF2zBJluy1GwwRUiHzdU+nlAsWMTzxlbBSFgRQfDEhXEaowLRHtKGPqp9Cc7Dv2ZdKEjHDaBH3dRUCcFuWL5trUMY+o0JtGSEpX+EIhJeW525bsvRbHnSgYyxRPkjCmakG1f/ysRlMkhtxdE4UBdDl5tlnMB0KsdKrw5YMXo0d3siN++eAIPr53Hn0ev4L2JW/jw9jj+cv8tfP3Rh/bNuq+/wU/f0b26R/jnox85I370/Q8LWbEjJ/5fBfE/znfh6xMWfH5Mg/cOVtgf6wby8JA0/1hHIKZIYqo5HpO2BEw2JWHcmoTrhgRc1iTgJUkwg5jyYdKzVZF4RZmEW72S34GYpiYIxCQ6IjpyQIfLg0qc6pTgqL4IwzUpsBVEQ58RDrUwEpr0aJRlJqAqJxVVhZkoLcxCXn4WhLkZSMrNRkJuLqLSM5CYV4BcSRUq6+shNzRApdNCoVFDoVJCW1PEENaVZ6ChKBmGvFhYssJhywlDW14wuhzKtcO4MyMAbWnbeHyNQNyYshkGgRc0YashD1gG6bYl7IobIt1hEWwAferD3XkdmkC8TxTLICb49mYFYSA3BARl+roxzgfaUDc0hHvCmuiLNmEIjIJtdhAHrefqwLwNyxdATDPEgiecF0AseGIRb9xR/wRt4HFXcew2nsMkV3yuTc6umGBMD3bkiCkndoge8CiiGNupxPReDbviuYNGkO4ctLDmDjTax7f2Wudd8fziBy1/7CFnbMbcsBG3hwxckDPXq8cdKpXvNvCFDzq5NN2sxZS1HpMWFaaM9Zg0qBjOo1o5bqlrcUMlxVVFNa7VSfmx77qijruCb6rsuS8tjYyqtaxbBjVG9Dre7KN54AkaR2syYsJmlz2GMDOEp7qtIBGIZ3qbWJMDRpB+C2MaVSMxhB8DMcN3px4TO/UYH27g7TmajiAI88NcYznOz0P4nKUC55skOGOpxClzFbvhk7Y6vKyX4ClpHoZKklETswPCDW72Bzq6zEyPdBRLODvBg+aDGcK0QWcH8SqXxSA5QLxqsRP/HpX/uC+jqYnF8Fq+FJtdl2P72ich8PVG1g4/5IUHojgiGBVxYaiICkbB9s0M4qyNrnyaKNVtOZLXuiDVzQVZHitR4LMG4i3rUBPkDWWEL8yCENhSImFLjGAY/xGIB3PjMZRjh3F7chCsMVu5j4Ie7MgRs7Z7MIjJ4RJciz3/BIon8t2XIWf1EmS7OiPPbQnDuNTnSYg2PAH6LN+yClR+Rev+tOBEEKaIgjqVj2iKuGviJZscL7bIcXLQDuK7p47jrfOv4sHVc+yIP7k9iU/uz+KLP7+LH/76Kf6fr+wPdf8SxD88+s95rPvqNTM+e16NPx8ox8OhItzvz8UDUm8O3u7Jxp3OZMy2JWHSJsBEUzwmGhMxakzG1YYEXKwX4IXKIAbxKXUKTtanMohfq0/BaH8Ng5he6B2OeOIATU6YWGOH9Li1X4sLAzIG8QumEuyVpaKrJA50GtyQGQFdRiRk2XGQ5SWgJi8JlfmpEOfZR9vyC7KQV5SD5MxUCLOzkFOch5LSIlRWlUImKUNtdRnkkjI0VGRCX5YJU2kazCWJvMTRnBvJ15p7CsLQUxCKnvwQdOftQBfBOCMA7UL7HDGBuIGccNhaSLcvQ6WvM0sWtAKaqMdAHLWOo4u+3CDsE0VhT3EEBnJ3oDvDj13ycAF9H8YPdQRibeh6mASb0ELXnON8oYrahOod6yH2XcXbc0I3Z44mKCOOW7UIkfNZMYGYfo3iCXq8owmLct/VoJ39I3V5/GJPOTGNslFOfLnDnhM78uKrPfZJCocrJhjfPmBYAPHdQ428UcYw3tfIzph+nyIL0hyt+e418qovXTImGFM3w2y/HjN9Dbjdrec+39kOHWbataxZmxYzTRoG84RZiTFjHUYNcowaFBjR09cKjDUoWeN6DSYM2vltOD3I/dI23LhVj0lbA6ZbDJhqs2u8zYixVgMmO8yY6DRhssuEiV4La7LPiqn+RtZvQUxAJkf8WxBPDhlglx4Tgw0YH9RhbEDLCxs0J0wQPmspZZETpkkJ1mMgpoY1ejylVeb+kiRYUkKRu80b0a4u8J2flNi61N6yRlt0HktoU47csB3EDGCC8GMgJoe82mUJ3Ja7wH2ZC7tiTxcXbF61EgGuTyDKZz3SA3yRHRqA/JAAnqAoCfFHjp8PMn29ke7pirT1q5DstgLJa5aDgJztsQpFPm4o3eqB2h1boYkKQlNyBFqFMWhJjkJjfBhHFDTOZo0NYEc8kB2L4bx47MoXYDg3Fj3CUJ4xpoY26i6mfgplAI2p2UVxQ+12L1D0UbbVHaJNq1HgtRI565bwmGbuehcUeC3n7/M8XFDkvYx/IqwKcENdmDd0cX4wJ+/AYEUy9suzcVhdgqd1ZVyPeWanDWPP78HMiWfx4NLrHE38dW6cN+u+/OABvv34I/z4+Wf4f7/+eiGWIDf8uCN2uOL/CEf84+lOfPmqCX89Wo8/H6jCg8FCBvHbfXYI3+/OwlxHCmZaU9gNE4TJDTOIdUm4oBTgxbIdeLEiHKdVaQzi56oicUKdyiCe3aPiUanJ3UqM71PjtyC+uU9jB3FXJV60FOFgnRC9ZQK05EXAlBXKkw3KfAFIisJ4yGkOsyAFFQUE5BQU56Xy4oeoMBPigkyU0wZdcRak4mzUleVBXVaABnEqQ9gqTuYDi81FMfzjTmdBBPqKItBbEMoiGBOIuzID+cGOFjpoxVkZSiM4K1G5dTFKfZxQvmURHCA2xW+APmodqynRGwTiPWI7iPtzgtCV7sdOmEA8mBfOUQdBWB3sBkP0ZjSlBEIbtxXKyI2QBK2DaOufOPslEFO3BPVNEIgj5nPiuCfs8QQtd1BEkfwnJ+Sud4Y6eiv2V6XjNXMVZ8U0xna5o5Yf7sgVO0RAdrjiiV0qTO1R/wLiQyYQiB0w5qWGvfbRNsqR7b9usWfJtO5LhUJ0Vn4extO0DNGrw2S3GpPdmgVNtaow1arGRLMC4zYlxpoUj0mFsSYVxqy0fqzm7TfagKPlCxI539EWPQN3ot3Erneyy4KJTjPGO0wYazdirNvEGu8x/wrEEwNmkH4LYkc84QDxQjRBrpj1C4RH+zW43iFjN0zwPWMWsxwgvtBYjfNN1ThtkeBNczVD+GVTDQ7JitCcFQ1l5DYkeDyJ4BXO7IR9XZywxcXZfouO8uEli+Yh7IxVy5bYnfBvQExOec2ypXBfsYxBTM6YQOzzxAr4P7kKEd7uCyDO3eGHghA/5GzfgvQtXsjYuoEhnOK2EnRJmU7bE4gpqije7I4yXy/UhfuhISYYzalRaM+IQ1tqDJoSwv8QxDvzE7CnKAG7C+J57ZlcMTW00eKHvSzIi2s1pb72xzjOgIO8UR24AVX+niile3UbVoIgTEB2QJlATJulZCpkwZ4MYVt6OLry4nh8jZY5hqQZ2CPPx3O0MLOvDeMv7MPkK0/jnWun8PHEDXz14DZ++NBe+vPor59y8xo5Ykc+/B8N4h9OtuPvrxjx6XMqvLu/Eg8Gi/FWXx7e7s1lN0wgvt2agtmWFEw1JWDcJMC4ORVjpjRcVSfgZE0EjokCcFqZjLOadByvisKzFZE4Z8jFRL8UM8N1GB2u5Zf60T32nJhyYYokru2px+WdCpzrq8Eb7WU4ZsrFU0ohdkoT0VMajca8EBgyglCbHYTazGDIs0JQmxsBeWEcaosTICtOgqQ4GbT8UV2UDllhOuRFQtQVC1EvEkJTkg6tKAMWURIsogQ7hIvj0F4Yi67CGPQVRWGgMBID5F6LI9BXGMYgpokGc8wGjhCU21ejdPPiX6ncdzGkQU9AHeEOY5w3tNH0Y5QrdDHr0ZMdhP3l8dgjjkVPdiBaUzejI80f3Rnb0Z0ZhJZkX+hjvKGJ9ARNS9hSt7MbJhDLQr1AlzjoEY76hxNXL2IlrFmM+NXOELguggPEDGiaK54/q0RbeS1Cuyum8alzbTKca5fibFs1zrdU4kJrFS522HWpsxJXe+yPeGPDCobx7H79giumnJgcsaNrYe6wBb8VzR6/ddiG+0/Z7J0Vu/Tskmd3zvf1zsN5ZqABt3u0fAfudjcd5tRiulOD6U4d6GApaby1HpOt2nk1YLK1ARMtOow3a3kl+UZrA2626THaZcTjsCX3S9+P95swOWjB9HAji75egDD/ugVTQ2ZMDpowMR9RsCPu1XK3xOSAHlODBhZ9TdWgdAiUuiOut9dxDEFO+LRJxCIY8/fmMpwyleGkqYxBfNJSi1cM1TiiFKO3KA2qmAAUbV6LoJXOCFjmxH3DG6lzmLNhJz57RAU+VHNJ23Orli/Fn5YtwfJli1nLXJxBIkdMMCYQe6xcgXXLXXjpY+NKiiZWI9F/E9L8tiA9yBfZ232RFbAJ6du8GcIE41T3J5HiZnfEBOT09auQ6+MO0RYPlG/zgioqEEZBGNrSY9Gdk4juTIJxJBrjgxnGtvhAPjg6mCvA7qIk7Cuxi5wxdVA0Ue1lmA87YvsChxfPJdsf4rwgCfDi+EMatJGBXLHNDaVbVoOud5BohE682RUVfqtRG+LFEG5KCwW3xuXEwJKxg6ebusqScFhbipe76nFmdwtuHd2FOyeP4aOxi/j73Sk8+uBt/PTJ+9y+9iM3r33OGTFlwzRD7BA5YYcbpsmJBf30E6iN7deNbD//j/QNO2aK/+iTZoudHp3qxN9fMS+A+O2Boj8GsS0VU9YkjJsSGcKjxnRcUSXgVFUkjouCcU6RijNqIY6XRzCIzxvzMDkgWwAxwdgBYoLwzf3aBRCf7avB6+1lOG7Jx2GNEHsVyeirFqBNHIGmwmBoCkOgyt8BRV4QlPkhUBZGQFkcDWVRLBTFAiiKEqAsSIKyKAH1RYk8FWEoToFJlIZGkRDN4gTYRAK0lAjQURSHzqLHIDwPYoIwPdbRrTqCqyaEto1WoWbrMoh8nFHivQQlGxfx1xW+yyDb4Yr6SHcYYr2giVy/AGKKNwjEu0Ux6KYjpCmbGMS8wJEVzNMYxjgf6KK8eFqCHDFBWBHuA2mIN8r81jKI09YuQtJaZxaBmMQgXmWHMQGZ8mMSLX1kuzmD2qzoCgOt1NII1enmapxqrloA8YX2ynkYV+BKt2TBGTse7jgnPmRayIqp8IZ052nr73T3SCPuP21jUWRxZz/B22yPLmjyYo+BH/e43Y2yZEeEQbWbFGP06zHdZ/iVZvrNIE33UMZr5aiB4oab3SaMdpsx0kvQtWKs38qfo30WjPXZoUsQpq1A0szOpgUo2+H870E80d8Ah8b7foEw9UbQ2rLDCf8KxOZyzoVPmyvwprECr5skeMUowTPKUuyqyIUtQwBp6FbkbniSQey3zJkvangvpgc6+4oyFfjQsoYdwr+AeMXyX8PYEU04QLyeQOyylB3xDvfVSA7cwo6YxthygvwYxBRJCDd7Im2TxwKICcJp7n/i9erCjesWQEybdw4Q0zVmOgTankbxhB3EVPbeJYwAgXhXQSL2Ftu1My+WN+4IxIbwTbxFxyAO8uZGN8fcsAPEsmAf2GHsiUq/dSAgO6Bc7rsWkkB3/v9Bg8AfBOKWzEi0Z9Pmawi/5/RUJONIQzle69Xi4oEOTL18EG9ffBWfz97AN+/cwU+fvouf//ohqBj+p88/w89f/A0/f/EFO2JyxSTKin/47ns7iB+HMH39L0D8r5Yw/id//VcgfmdfBQjE93pzcb8nB+SG3+rKxKwtFTNNKZi0JGPMmIQxQypGGlJxSSHAmxXheLE0lEF8SpkKOiVPjviCKR9Tg7Wg6xBjgzJeJBjZrcTo3nrOhW/s0+DKHhUu7qzD6b4qnOgQ43hjHp4yCrFfl4ydqkT0ywTolkTDVBkOfVkotKIdUBcHQ1McBm1JJLQlUdAWxUBXHIuGQgEMhbEwFQhgLUiArSARLcWJaBUloU0cjw5RPLpK4tFdEoee4jj0F0fb3XBhJMcTnbnBsKZshTbGA/IQV0i2rUCpz2IUezgj38sZuR4kJxR6O6PCfxXqQtZBHeUJTbQX6iM9oAhbzVDuyQ3F3sp4DIujeQKDpi2ak7Zy1EFLHOS2DbE+7Ih10T6giQlFhDfkoRtQvcOLb3vR5dt096VIdlvMSly7hEHscMXxqxaBRONtJFr8SF7phIINS7nNiq71UtHMyaYq1oIjbpPw1p0DyA4Y08OdI6KgMTZHPEGf955qwt0jzQu690wLHHrr2VaQ7swDmf4cwZm+fzzGoK6GxzW32wq77EVD9/a04q29bY+pE/f2dODu7nbc2dWG8WEbJodsmNjZjKnhZv6k70cHGzE+0IipnY2Y3dOMuX2tuLO/jT/pey4y2k1Q/vcgJvhS2c9EtwZjnfW41S7H9RYprjRJcLmxCudMYpw1inDGUMKfZ83lIPEDnakMbxjK8WpDJY6qRNhVnoWWLAHUMUEQb1sP4fqVCFzpgl+BeDE90s03qS244cdBvBgrlpMrXsQiN0wZMTvhlct5zZke67asXonQ9W5I2+HLj3WUEVM0QY6YIolUH3ekbnBjEJMrFq7/EzI8XJHt7cr5MP3nq/Dzgjo6AMbEULRnRKM3LxG9uXFoT4+ALT4Ilhg/tCQFopsK3PNjsbMonqMJiido5Zly4l8csRevNSu2e6PWzwP2mWFPPiRaGeAJyfYNrKrtHnzkgA4d0Nf0UyB90k+E9TFbYUjaDmt6KJqzI9GaG43W/Ei0FUShX5KGoyYJTg2bcPPZQdw7+Rw+vHUGX90bww/v38c/PnsP//iMeogJxn/FT1/+DT99+QUvc9BmnQPEC254foTtv3LE/5PA/Vf/Xr+A+FkN3tlXhfv9hbjbk423urMZwnc70hnE0/8fc+8VHeWdbfsWQirFkkQpq5Rzzlko55wlQBIKKCCUhTISOWNMDgaMARNtTAZjsLHJwTa223a73e52dvfe+9z7cu59uG/zjrk+lYy9u88+Z+xzxtgPa3wlIdT08Fe/mt/8rzVXfyre6SGA5wuEr7an4o2GBByrjMCrFZEC4tcbU7CnLAx7aqLwVl+xqGGC+MaqRVJ8DL6+sQX0hS9tXoI3NjXjzPpGHJuuxqGxUuzuz8JL3anY2jUfG7tSsK4jCatbkzDYEoOBhij01IVhaWUIusqVWloWhq6ScPQUR6G3SCl2XHBf11hxvOScTpYkYEVFLFaUJ2CqPBbTZbFYVRojIF5ZGAEWITyQ5oUlUfZYGKBBpYehKOBChznI16qQbadChrUKmTYK7BhsvTjcAa0RCoSbw+3QFGYjSnq6IFxAvKYsStre+pLdpFWN+cZMdOuLcxcINwfZyTQdIwL5OLYw2AHV/vYo9bSSFeScgEqx/S2I9co4yWoukqUNyUAa9Nk5wXyKVI1KpvNGMkOwu1lRxScH63BmsOpXVTxci3Mj1VJvjlXjrYla6aKgX0x7Qg9iAphF+4GAvb9rRAD8YPeowPfhnhE82js6W4/3jUFf/D7/nMBW4DyMhztm6uURPJQaw4Pto3jw0jie7JzC010rldq5Gk93rsaTHavw+OWVeLR9Jd5/aQIfbJ3Ae9vGcWfzGN7bNIp3N47g1vrlUoQuAczf9XD7BO5vG5Ov724aAou2hN6auKk/qJvqFFuCsZeEsFwJ4ZGmWQi/2VuNNwjdGQjrQXy6u1JALLZEVzVe66zCK22V0qo2kZ+MjvgQ1AW6I89VixStMfzMDOGpNgCXfVIRE8IORuwJVoJ9NCaEsAJi2hOE8ItFCHOLs4CY9oSpEXRmxvCzsUSUzhHZof7IDw1EYag/CoJ8kevrJv4wIZziaI00eytk2FkLhPOdtChysUH5jC1R462AmDGZY1kxWJmfhOn8eIynKSDuifaRLTIE8ZrCWKwvSRRFTBDzwG4qIwx9zB4OdQHzJViNfo5gyhsn6lhl7lpUeNGPtpOq8J4HFp/+CGEOJrEfnhBelsIt6uEC4PGieEyWJIL+8HRlEjYszsXBoQa8sXkQ7xzciKfnXsHnN9/4DYh/+eI5vv/yY+mY+PnPXwmIX1TDtCf01oT++l8CxIpH3IPPdy3Bk001AuK7k9m4N56FeyOZuDucgff70/Beb7qo4WsdybjanoLLS5JxdlEcjpaH4mhlFM4sTsHx+mQB8b66GFwaLBM1/O6aRlyfXoDrKzlq24hrG5pxedMSXNzUjrMbFuPk2nocnizHvuE87OhPx+bu+di0LBkbu+djw7JkrOtMxlhXAkbaY9HfFI6+RWHorQ1Dd3UIusuD0V0aLBs2BgrDMFAQgZGCSDmIEw+4MBYruSamPFoAvLIiBqvLorGqVPGGpwsiJe9hIM0PbbE61AVoUOJmJAq4wE6FfDuVTAZxyo3dCYRxkbNaHqFoA4iSDXMQdUyFvCzRQwC/qTZJ/jc4Ns1sYw5wsG+4J8YVXZHOaA61QYO/FvWBWgnNXhhojxp/G1HDhW4WyNaZIcPRGKl2hgLjeBtDsKiMWfO1RtKCRFhn2atlsSj/jUkmKlHu3PjB1ekH2orxWk81TvVX4fRANc4OVQuQzyyvBOvcSAXeGK2U1jZ2Uby7qUN8Yh7McdruVxAP48FOAngUD3eN4eGeMTzaO45H+yaknh6cAuvZK9Ny5evH+yflzx7uHcfjPROz9WTvFH5Te1bhw/1r8dGBDUrt34iP9m/Eh/s24Nne9Xi6ewMe7F2Lh3vW4C639+6YwvvbJwXO729RwHxnyzDuvjSORwwL37ECj16awL3NI/hg43K8v2Fo1hsmhN9mt4RAuAPXJ5eA2zT0Svj6aDOuLG/Exf46vNVbgze7q/BGV6Uo4VNLS8AijE8tq8DJrnIcX1qG19rLcaStHLsbS7CuLAN9qZFoivBFlY9OlCe7FLxNDeWAjhCWljWuOvoNiI3EHyaEpUznQmM6F2amhlI8nJPWtZnQH0czQ7hqjBHkYC2ta3kRgSiMDEJxhD+KQn2R7+eKTFc7pOiskOykEU9YUcJaFLvaz1oSVMO1Ps6iiHsTgyTnYWVBAqbz4zCeFg6uPGLGsF4R/wrieGwqUTonCOKeKE+JzOQKpgYvLXhQV+Nmg0o3LSp0NihxtUapu7UAmVAu9bBEmacVyr2sBcbNUZ7o4GaPrHAQvtPlKVhTnS77GTctysVGpq81ZmFbe6mEwl/cPop3D28REH924yy+uXcDP3z0QBQxrYkf/vhcFPGLIKYl8XuPmBbFD7Qr9BbFP7Em/v53JWPi/9SVKln1/XEe1v0K4gdTJfhgIgt3x2YgPJSGO30ZeLcnDTeWpgiEr7Ql42LTfJxeEI0jpcEC4tON83FsURL2lofhSH0Crg5XCojpE7Of+Nq0cjh0ZV2zeMPnN7bh9PpGHF+7CPsnirBzeQ4296Zgw7IkqfW9yWCtW5aEif4kjC+Lx3BHNAZbIjHYGIbBuhD0VQagu8QP/YWBGMoPwvK8IAznhmAiP0QAS9Ay3WyqLEoATAivKVUsCSpXTrVxzLgz0R0NoTYo9jBCtqMKWbZKUQFnMR/YXBmeyNIagEEp9LJoJRDGDaGOaAiyERh3J3mI2iaIV5ZwM4I3uhJcBMTLohwFwh1h7LG0RT3XxfjbysqYaj8tKrytQAgz+D3L2XQWxLQn9CBOtjHCfFu1NOZnOJjJyCptDG545gAIFTHzjBm+zWm9dWXx2N2Uh+PdZXi9twKnBypFHZ8eqgDrzPIygTEP79hJ8c56pYNCVDFhPKOK7+8YAYswfrRbAeuTvZMCWwL3w0Mrf1N6ID85sEJ+5smBKTw5sHK2nh5chWcH1kp9eHADPnplIz4+tFnq+eEtcv3owBZ8uH8znu3bhMcHNuDhvnW4v3f1LIw/eHmFAPnutkl8sG0M91+eFGVNdf1w27hAmF7x7TX0k7ukCOEbU50y4szsCWXBZwtujLUoSnioARf6F+J8T7UA+FxXBVh6COuvry8tw/GOUrzaVoxDzSXYWZ+HzVWZGM2JQ3tcMBaFeKHS2wXZTvOQaKkWNexmOAPhmUk6dksw9H22bY0dE3oQmxlCY2YI85li7zBBzP5hqmFO1XlYmki3RIqfh0C4NDIEZZGBYNtaAdvW3Bx+A2L+WxRf2EkO6Gp8XVDnq5ODtPYIL/TFB2E8KwrsE16dG4ex1DD0x3qhK1wnm8a5SWZlXhTWFsVjY3GclF4R86Cuxc8OC92tZA1Ttas1KpytUOJghWJ7zW9AXO5hMwtgWhO043p4MJcXh1WVqdi4MBdbGwvx0uIivNxSit1tFXipvQhbWvOxY1kVXp/uxNXdK/De0W14eO4gPr5yUkBMa+Jf//Qc//LVZ/jxq09EEf/w1Rf4/o9f4Nuv/yzBP/oJOyphQvi/FIi/OzaCrw93zyri+yuKBcQfjGbgg+F0xR/uTVdA3DkfV1uScKk1ERcWJ8tB3aHiQBwpj8DJ+iS8tjAR+ysj8driZNwYq1H84akFuLqiFlen6nBpdT0urm9WvOENS3BifQOOrl2IfZNF2DGcg439KVjbHSe1pjcerNXdiRgfTMJ4XwLGl8VhtCMGI60RGF4Uir5KX/QV+WAg3weDuX4YyvHDaI4ylDHFfIc8TrSFCxQJRirh1cVRYkfwz8eygjGSEYglMRwvtkaezgCpWkX9plEFa34NaWebWI69sXyq1/k7oD5YsRTEVgiyEyD3JvlgTWkieKCZkQAAIABJREFUNtWmSEdGf4oPlsa7Cog7w+3QGm6PxcHzsMjXGgu8NWAc4IJAW4FwibuZHNJlO6iR6WSsgNhGLRZEvK0BWARxip0x0h3NkOVkgXydBQrdrOTfRRhz1RJBzA+PSncz9CX7gn7xq51FOLasFCf7ygXGL4L47HA5WPSLaR1x2k4PYr0yvvfyKO7vGMODneN4uIvqdoWo2sf7V4CQ/fDQKqlnr67G0yOr8PTISjw+NIVHr6zAw4OTeHRgpdTjg6vw+OBaPHllHZ4eWj9TG/Hhkc348PAWfHRkKz468pLUh4e34dmhrXj6yjY8PLAe9/etxb3dq/H+jmnc2aFAWJTx9kkQxg92TAuIqYgfbB2TAzt2U9yY6hL4CoBXdODaZLsEACkJbOyKaBIVfGmwHhd66/DmsmqB79nOcuhLD+CTncVgHe8owdElxTjYlIt99flYX5aMyZwYLE0IQEOol9gSZb4uSHewRKSxAdzVKlkMyvB39g7bzlE6Jtg/zJhLesDSuvY7EFuZG4FlZ2ooWcR6EOvMjeBlbSb9w+mBXiiKCkZpVKBEYZaF+qDQX4dMD1ukO1sjxUGDbHsr0JKgGq7w0qHWzxV1/q7SwcCDtLZwT/TGBc6AOF6Ay9zh3mhGYTpgWZRO8rknMgnjCKzLj8b6whiszokSj5hh8Iy/rHWxkDVM5U7mKLY1Q/48U6UczVDobCFApiKmJUFPuCHMFU1U3DmxmCpTILy9uQSsl5qK5bqD04ntRdi6pACMvzyzphs39q3EB8dfFhB/eOkEvv7gmijif/nqY/GIv/38Q3zz/GP88aOn+PzpY3z+/BP88bM/4Js/fiVApgrW2xK8/pdQxN++NvzvQPz+eCYI4vephnlQ15uOW92puPECiN9qTMLrNRF4pSgAh8vCcWqhAuKDlVE43pyCWxN1AuLrk7UC4isragXEF9Y1CYjPbmz9FcRTJdgxmouN/UlYsywWq7pjFQj3xmNVT5yAeKI/UWA8sSwO4+3RGG0IRX+VH3oLvdGf54HBbG8MZvsqWRHZ/tJGNp0TglW5oZgqCpcDOWlVY5dEfjhWsIMhI1DGjFuidKjxsxQ1zA0Y9FtZXFkUa6hUimYOOJtPr4sgXhTkJP2OBDFhSmVM8OlBPFUUCYK4c2aSri1Ei8ZAayz0NUeNhxmq3U1Q5WMpQT/sHS5yNQYhnGVvKBAWa+J3IKYaTrVXQJyjs0SemwbF7tYC4mIXK8mpyLJRIZldFPNU4mGzi+JwewGOLi3G671lONVfgVOD5bOKmBA+PVQKqmLFnmhT2th4aMfeYdbLo1KEMUH8aPfkPwSxAuFVeHJ4WkBMCP8WxGt/B+KNeHZ40wyAt+LjV7dLEcYKiF/Cs0MvCYTv7lmND3auxHvbV+Dd7RNS9I4J49+DmLYElfD1FUtxZbwd15krMQPhq6KEl8hGDkL40shiRQXPQPhsZwVOd5T+pl4E8esdRTjWXowjLQXY35iN3QtysCI3CoPzg9EU7i6Aq/F3BUHMA7JQQ0ZdKrkS3ElnNwNiGwOOLc+ZBbHA+AUQ6yFsbaH+DYh5SEcQc5Ajxt1RDumKogJEDTOTWA/ibE87AXGqo+UsiEvdHVHlMwPhQDcBMTsbGEHJfAnpjMiNw6rsSLA/uCfKBe3BtuBTXG+sG0bT2IIZgtU5EVibHyU/N54aLCuV6j2sUOloggoHM5Q6mKJQq0aulRo5lmoJGMqxU6PAyUxgTBBTCRPCbXG+ooYZmE8bggCmIhZLYmGuXAlhKuJd3dU4u7YHNw+sxt0TOwTEzy4ex5fvX5auiZ8/f4ofP/sQf/r4If7w8AE+vHsHj969hWcPH+H502f48tPP8Jev/oTv/vrt/1LXxP8pS0L/e8Wa+O5YN74+2IrPdi7Ekw2l+GA6BwQxYy7vDKfhveU8pEvGja4kXOmIx+X2ZFxoT8LZxQk4XBWO3QX+OFARiVNNaXi9KRVHFsTjTEcmbo5V49b0Arw9WYNLU7VSF1bW4K1VNTi3qhJn1lTi5NpynFhbhn1TWdgxmoL1A3FY3ROJlb2RWNUXhZW9MZjuicbkSAImlydhxVAipvqSMNYVh4HGYLSWuKI+zRoNaRo0JVugJdkc7YnWaEuwRGeCDfpTXDCW44uJnGAp2hCs0awwjGSGYzArDIMZkehIDEClrxN4CMZwnQhjpcKMVPJGCudUm6UBUpxMkMdV5MEOqA3ToSbUEdWBtqgLmieKelmyjyjQDeXzMZYZhr44L3RwdbivrSiGek9rsDjGyUCUEneNHFqUedvKAR29X3ZDJM4zRIqdiVSyjRrxWqPZSrJVQJztYokCD2uUedkIjKk4OKVU4KgkXmVbq1DmYipBKhuqIrGrKQXH+kpwanklXh8sV14PlsuhHb1jZhhfGq+XIHlud+b0HHuEn+4aAVvV7u8awIO9/Xi4bwAP9g3g4f5BPD44gmeHx/H00KQUAayH8dNDa0T5Uv0+Orgej1/ZgCeHNuLp4U14dmSzlCjhI5vx/LVt+OTYS1Ly+sgWsSue7l+HR3vX4OGe1bi/ayXuvbRCDu3oDfPw7t72CTzYsUIO+egP39s6ivc2DOLW2h68vaoLN1YuldJ7woodsUSyiC8ON+H8YAO4U47rjFivL63Cic5KCXRnqDtfy9ctRXi9rQSnO6qkjrZVYM+iAqwrnY8Jbk6O95Ne3AVhXuAKpJIAV2S7OSCGSWtqbt5QViFxzxyLvcMsS7VSFuo5YGmMDeTQjkHwNiZGsDE3lJpnqoKDxgAO5nPkoI9LQ8PtrZAV5IXy6FAUBvuhNDxYxprLw/xR4OOOTJ0D0hxtkeFgKxaJWBOe9qgN9sDiCD+xT+gRc8SZrWRdiYGYzIuVbc/LU0Plg6U7zhutIc5o9XeQ9rTh5GCszI7BqsIETOXFSnsZ28x42EbPl2cbYqs58d41lCc4PsUlWM9FktYIaQ5myNJZIc/dBsU+jqgKdEVdiAc6U8PQlxOLidJErK5Jx9q6DKxbkImNizKxqT4LG1vzsKO7HK+uaMHF7ctx6/Aa3D22BY/O78bH117Dn+9fwrcf3sIPn97F1x/fw0f338aDd6/i/p1reHLvtgD4s48+xvMPn+PLP3yJb//6I375+V/xy0//hh+//zt+/uXfpH755e9QaqaX+Jef8DfW336bT/z7r/9ZJ4T++/qffxG8v+8nVnFp6J8OtOAPOxYIiNkx8SKI3x1KmQXx1Y54iD+8JBHn6uNxuCwUu/L9cKgySgFxY4qA+FxHloD49mQd3hn/FcQXp6vx1nS1AuLVFXh9TZmAeP+KLOwcS8WGQdoRUQLh1QPRWNUXKzAeXx6H8aFYTAzEYaI7Hsvbo9C7yB/NhTosSrVCXZIaC2MNsTDaAAsjDLEw1Aj1wcZoibTEsgRHjGUFig3BtLPRjBCwq2A4I0y22/ZnRkrjfamnrWQ6RBipwI0YhPGLII6x+i2Iq8OcUR3iICCu8dei2p/w98TqkgSsKo7HUEoAlka5YUmwPRo8rbHIXYMFbhpUu5sLhLkolJkShHGpp1b8XnZC6EE8nwEtdib4RyBOczBBlk6DfHcrSdaiKiaIObHEKrAzUOIHHY1Q42WF8VxvbKqJxiuduTg5VCF1vL8Ur/eXKup4oFIO8t4aWYDLEw0CY+60u7+tH092sj2tbxbEhPG9PX24TyjvXy4wfvLKxL8D8ZNXVguIaUU8PPCPYfwiiPUw/j2In+xbKxDmIR2VLyH8IojpDbPjQg9idlAQxDdXL/sVxlTDE20CYO6n42ZlQpg75U4tq5kF8IsQ/j2IT7QW4/Ul5Ti6pBQHFxfhpapMgdFAWoSouqYoP9m8URnogSI/HTJdbBHNUB6jmX10MxC2mYEwM4b/IxBrzebOwFgBsaOFAZyMVRJ/GaOzlZHmipiwWRBXRQahLNQP+d5uAmJCmJWj0yLfzQ5lzAIO8xYQLwz2FK+4zN0W1d726IjzAzOAhzPCBcIDSUHoifdBe7irKF72CbOfeDorWgFxQTyGMiNkMSlthhIPy1/PNuyNkGyjDCGx5TLGYg7irWit8YnORHIvclytUexlL/+mRVFeaEnkFvUIjBTGgrnDK8qTZLR5XV0atnUWY3dfFY5PtyogPrhaQPzs/B58eu04vnlwGd8+uYm/fPge/vjktoD42b238fzRe/jio4f40+d/EBh/8cmn+OqLr/D9X7/Hzz/9C3768e/4/ttf8PMv/yr1exD//W8/g6UH6T+76oH7z676v/ciiPmzehjztepPr7TgqwOL8dnLtXi8vhj3VmTj/fEMvD+qqGGC+HbPfNzsSsa19nhca03GxZYEnF0Qg8MlQdid6Y2jlTE4szgVJ+uTcaQ2Dm8QxCNVuD1RjVvjlbi8ohqXJqtwYaoC56crcGZlKU6vKsWJNUU4tq4I+6cysXMsBRuXx2FtfxTWDMRIEcZUx2ODMRgdiMZobzRGOqPR3xKGrlpvNBU6iSKuSTBEbdQcVIeoUBmoQrkP27hUWBBgiJYILdgVwRpM98dQWiD6M4JkYWFveogcFDA4O9dJI1m/IYYKgCOM5iDUeA5CCGUOTVgbIsXZDPk+iiImiKuC7VAdYIMqXytUeGvEa57Mi8JYdiT0aoJxgLUuZqh2MkG5synKnIxR5GgEWgg8YMtxUovFQCuCHRG8camICWLW70GcKDezMTKdLZDnao0Cd60o4iKdBsU65suaSw4sYcwIwkKHuWgJ12A40wvb6+fjaE8JTg5V4fXBSrEqTvQo3jEti7ODFXhzuBqXJhbi7dXNeH/zUjx8uU+m6kQVE8B7+nBvd6/U/b2DeLBvCI8PjkspnRMr8eTwShDEhDDr/r41eLB/LR4dWIfHB+kNK5YEQfzRq1vw6atbpT47ug2sT15QxATxrBLeOgJ2SLB4QEdFLCDevQKPdozj3tZhie3kBN1sh8T0UumO4MGcfqknx5K5yuj1peU41l46WzyA09eJzjLMVmsxjrcU4XBzEQ405OHl6gzJXBhKCRaAtcZ4oyHcG9VBbpKyVuDtJP27EZbG8GOrGgc4/gmIqYTNjJV6URVbmRpinqkBCGNbizkzilgFF3MDBNlZSBh8QUSgoohDfCRfojJCOazL83JFhpO9QDjTyU4gXOqjA+FLNdwY7is+doWXPUrZ3eBpi9YoHwymhGFgfih64/3RlxiAnjg/LI3ywpIgbqRxlS4K2herChMxXZgAjiBTSfPQjWKA93CavXKgzPs4UqNChEaFMBPlPRSlmQMKGv39neFkAT7ZMaazKsgZLTHe6EoNlNVlI4Ux0nK6qno+Xu4swZ6eShwdW4xzG7px7eUxvHNgNe6f2IaP3jqEr+68iS/vnMcf3nsLn96+jOd3ruHTB7fw1UcP8Nc/PMOXn3yEzz9+JvXVHz7Dd3/+Bj99/xN+/PFn/PD9L/j5579J6UGsB+ffBML/eRDrAay/vghswpjfVxHCf9rbgM+2VuPxunw8WJGNu3oQD6fg9uB83OmZj9tdiXh7STyutyTg4uJ4nKmNwqFCX+xK98Tr1bE4U5+CYwsS8GpNLM61ZeLmcCVujVZIMZeYdXGiHOcny3B2qhinpopxYmUBjq0qwL4VGdgxmozNQ3FYPxiDtYOxWDcULzCmRUEQj/dHY6QnCsvbI9G7OBAdVR5YnO+IhnQtFs43Q12cMWoi56I6xAAV/gao9JmLhSFm0hvMtrKeRG/xcPvpfaUEojs5ENxwsTQxBGVedtLvGaZWIWiOYkeIGjZWYBxp8SuIaU2UBzqhKtQJlUG2KPOfh3JfK5R5mqEp0kXsDv5+9gdzSy0Dssud1ShxMEKxvZGAkRCWljhrlbSo8XCOh3D6UWbeqASwHsZiTcwzQvw8IxDE+gO7bCeOqlrLChwe2lFdc1SUu+8Yyk2fOM1chSJHFRaHaCTYaE9LNo73056olMM7PYjlIK+/TGB8fqQGV6ca8O6Gdtzb1v1PQXxvzwAIYyrjRwfGZjokVuDxoWkoB3Or8OjAGtzbu1rqwb41eLifcFZgrAfx88ObBb4EMiHMr9lJobcmCF3W+1tHpPia7WqEsNKyNiE9yR9sGZIwe44xz3ZIiBpulUM5/VLP0920IcrxWlsxXm0tlCtfE8p6EL94pS3xWlPBDITTZKhhlBCK8xFfuCnCS9RwRZCrqGFGTyY7WCGUh2ozEP5HINZbEnoQizUxY0+wr9jaZI7AmCC2Z5mp4KaZi3BnrYwzM2mtLCJEsiVKwv1RER6AkkBv5HjoBMSEcLazA4q9nMQyaYr0B6s+1FsO7GhLlOjmSRhPQ4gblsX5ozs+AMtifNAd5ysg5pVbmVndUZ4YSgkRC2MyNx59qWFYEusj2z94//E+5hkGzzKireYg3FyFMDOViJlQ2immCpApbKiS9ZZFhpO5BNfXhbugLd4PPRkhGC6IFhCvrknBpuZcbGvOx65l5Tg8vAgnVrTh3LoeXN4xjluvrMeTc/tx79x+vH/2ID5441U8vnIWz9+7ij8+eg9/+vABPr73rtQnD+/hDx89xdeff4rvv/mzMmH3008zu+sI41+n6wjjv//9F6lfwfyPLYoXwfqPXusBrL/+/mf4+1Vf7luEL3bV4dNt5Xi0Nhv3J9NxdzwVH4zMx3tDiZIvcacrGbfaCeFYXG2KxYXGOJyuicQr+T7YmeaBkzVxOLMgGa9VxeLViii82ZqBm/1luDlchndGynFptAQXRktxYawI5yeKcHYiH6cn83FiOg9Hp3OxdzL9NyAmhFmrhmIwPRCFycEoTAzECIgHWsOwdKEPWst0aMi1R2OGDepTrbAowQwLYtRYEKFGbbAadYEmaIywRnu8K9pi3SRYpzPBB0sTfdGZ6Iv2eB+0xvqILUGYJVkZItRIhUBDFYLVys0TYmyAUJO58qkeo1UUca6XDcoCHFDBKTh/G5T4aFHmY4VSD3M0hDlLWlR7rLe0uFV4aCSPlVAssleDOawMOUnXcu+cSkrGmGda1GK1BqK89cBNsjUFK87GBLH0igljLR/7lEe8TEdzEMa0Nlj06TjDX+nFN5cl8mwMkGKqQoqxCqVOKkmRY/ve3pZcvNZbLv3F7DGWA7z+CpzuL8OZgXK8sbwclybqcHNNE+5sUroo2Ff8aNcAHu8enFXFVMfiHe8elAEO6RnePymdFC+2q93fuxL39kxL8fWjvavwZP8afPjKenx8aMPs9ZNDG8F6/soG6S1+unc1HrN3ePvIb4qDIA9fHhMV/HgHITyM+9uGcGdDr6SnMWP4GrMiJltxheuQRptwYTn94DqcWlYpECZoXwSxHsJ6Fcw/16tl/tyhpjzsqsvE5tIETOVEYCA5EB3RnmgMdUVjmAdqg91R5q8D1XC2hwMS7TQS9MP8Yb03TFviRWtCD2LmS0iZGEj/sH7AY3Z7s5kKdqYqOJootkS0zk62chSHB6EoROkdpjdMW6LIzxPZHs5Id7JDlpMN8nQOqPZzQUOYD1qiA0UNLwh0R7WPDrQlihytUORsIVNw7J5YGu0r25xlo/MMkDsi3NEW5ob2cGWV0VBaKAbSI9GZGAB+CFX5Och5BYHKjp4kB2NEWxsgzFyFEFMVgk2Ua6iZCgQyS6+SCWQ+CeZwf16wI5rjfdCdHgymIzKFkYMcVMWMwly/MANbm/Kwo60Ye3pq8OpwM06v7sGbm8dwbssEzr40hQt7NuDto7vxwbnX8ODiGTy+8iYe3LyAR7cu4dn7b+OTB3fw+YcP8PXnn+D7b/6kLBH9caaL4qcf8PPPP+Knv/2En//+s9Qv//LLf9qa+D149UDWXwXEf9xbiy92VOLTTcV4sioLDyZScW/sVxDf6o/Du52JuLkkBteaY3BlcQzeaojFqeqIWRCfqk3AqdpEHC6LkHqjJR03ektwbaAIby8vxcWR4pkqxPmRApwbz8PJ8VwcW5GD11bkYO9YCl4eTsSWgVhsHIgRr1gP4qn+SEwMRGKiNwrDS8PR0xiAlgo31Oc5oC7DGgtTLFGTaIq6GDPURBmjOswEVUHGqPBVoy7IEk0RDDVxQ2u0G9piPUFILon1ApvIG8I9JA8g18VaDhN4c9CKoCUhtsQMiMM1KrmxeFiX46lFkb8dSv3tUeynRaGnJYq9LVHobooFIQ4CeAKZIOTwBz1bHqLl2RsLhDPZgmY9B3EWKik+wlE98JGN9gdhG2ujADfRxuTfg3iekfxbqZbT7U1AGPPArtzHTtqCOLHEuX3CuJgWiJUKKUYq5DAu081YxqtXF8dgd1M2ji1VYMz+YukxHigXEJ8dLMVbo9XScnhzTQPe29wpnRQM+iGMf2NP0KrQH+btG5EhDvYW61vbHu+fxoN9q6CH8f1dU3iwe3oWxuwnFijLUMc6fHRAqWf71giEH+2anu3aYPcGAfz7urtlAO9v6puFMOHLpaAXRxulqITP9tbiZFeFKN4XAcs2ND2EqZL1pQc1/1w6JOpzsK0iWcZ6R9LD5PGdiXeLw71QH+aOqkA3lPg6Id/LUYYpEm01CDIxgMfvQMxDOvGHjZQDOrEjTNXQsGb6h8WWmNncrGxwVkCsMzeAv9YMce4OkilBCOcH+kjvMCGs9BC7I8vFUfGGnWyR7+KABUEeooSphjnxx6AfVrmbLQocNJITXOWuRXOwKzoivWWbc1uoBwhgqmN+4HCfXAsVazjfQ75oi/UXCC8KdZdVTHnuWhDEaU4WSHIwBYUL3zeEb9AMiINNFSAHzQgdPYyjLFUCcAqcxXHe6EwNRF9WmMCYo81cHsrilo6VlYp3vKY2FVubCrBraTV2LqvFjp5F2DPYikOT3Tixfgxnt6/Bm7u34K2923H7jaN4/8JJPLj2xiyQP31yF19//hG+/8tX+Pm7v+CH7/+CH7jd+cfv8eMvv4Xxf1YR0354EcZ6AOuvCoh3VeLzl8vwyWaGwetBPB93RxJxZyARt3picLM9FteXROFicxQuLI7G+fqYWRDvoCJekIjjNfHYVxyCA2VhON2Shks9hbjSV4Drg8W4uLxA6q3l+XhzOB9nx3JxajQHxyeycXQyG7uHk7F9eQI298fMgpgHd6v746RrYqw7AiNdYehrCURbjQfq8mxQMd8MpQlqVMQaoyxajYowNcpDjVAWaIRibwPku6hQ6GaIci8LLI5gv6IbWqI9QD+vKcpT3jzVITpU+OvkFJcHY1EaA4SZKkU1zOjCELO5CNcYINraCIk8JHOdhwJfexT7OKDAc574u4Rxvs5MRpQXR3rIlT3H3JbLth22veXYmYIQTtMaIdHSAFFmKskYpm8mj2wzsKfyjbFRiwqOtzVBgt2vijjWWg0WYS2q2EYtMGbXBVVJtY/DzCjpPAlToU3BLgpCOIt90Bz20BnJIeKaklgcaMqV/mIq4l9BXIIzA0U4N1SCt8bKxdt/Z22r2BQMBaIyfrCj5zfFwzzCmLkTnLh7vG8CT/etmC3C+OHeFbi/e0J6kV/sR366b1pa4T7cO42P9q2crWd7pvBk16SoXhmF5jj09mEZj5br9mE8eGm5ooQ39uA2ty9Pt0ti2sXhBuhX23O9PVUwwaqHKu0IvqbSZRG+hDR/jqUHtv7n6QvvrEnHhiIlg5dqmI/sbTHMkfYBYaQHcZ6Xg4A4zlYDP1MDuKoUFaxXwr8HMXOHrcyMlZrpG7Y2M5KuCXrEXI+kVavgYK6Cu5UawfYaJHo6CYgLgr2R7+/xK4iDvJDv7SIHhRkOPAC2RaG7ExrDfNAc6Y+GUG+JvSxzt5crQZxna4YcLZd8sr3SVdYltYV7oznYHS0hbgJmgrclUlH/7J9fGOyEhUEuspSUvjgP3Rg+n+pojvnOFkh2MpN7OEzD948K/mYqBJvOQaDZHIFyIC1AwtiUdoVy/9PS0IO4IyUAXenB6MpUajg3HMtzwsDrSF6EXJdzA3pxPFZXpWNVVSZW1eZiXX0pNrbUYHt3I/YOduDgaC+OTA7j9e2rcX7fZlw9tgvvnD2C9y+ewpN3r+DLj+/h268/wQ/f/hE/ffdngfGPP/xVYExl/MsvP0n97wDxizB+EcD63636444yfLG9BJ9syMOT6Uw8nEjF/bFk3B2ej/f6E/BeTwzeblfU8OXGaFHD5+sVRXyoIAA70z1xui5JbIm9BUECYyaxXezOx6WePFHFlwfzwbowlI/zQ3k4O5IjID42nomjE5nYM5SElwfjBcQb+mOwaTAOGwYTsbYvDqu6o7G8MwxDS0KwrN4PLaXOqErVoDDaEIURBigKm4vi0LkoDTZCaYAhiv3mIs9VhXTmQ9iokG1vgMZwnfQsUgUzH5brxReGeAiES32ckO9hC/ZbxlibIFKjRriZWiwJPYjDzOcgyspQQJzuZo1cHzuBca6XNbJdzJHnYSUnxqV+NvKmLPa2QboNV9IYIEOrFtVK9ZqiVcuGBOYLUw3wEY2HGbwhedNGWRvJDUwQx9qaIM7O9B+CWJSz9tcpuxIfW9QEOKHW30lATHuCLUkswpj+dLZGUcYEModJhtOCsKMuA0fainGSObucuhNFXILT/YUKjJcX482RUlxfuVi2GOuV8b3ty6Cv+y8rHrK+s4IZE48ld2ICT/ZPCozFptg7JT3I7EWmsiWM2Y/8dPcKAS6vhC+BzOLXtB0ebx/H/ZdGlFwKwvcFAN/bOgiqYUL41ipmR7A/eLFAmMs8uVmZpbcgaC+8sjhXbIYXYayHML1jlh7E/JnDzfnYsyATL5Urapj9tb3xfqIUCaglMf7yVFUZoPjDecz/dbPD/wjElkZzwNKHwFubm0DKQg1rc7VAmNN0tiZzpQhiqmEfGzOEOVkjyUuHvAAfFAf9CuJyBsITxF7OYklk2muR62wnIG6K8BMQLwz0QImrDYpd+MSkKOJcG1NkWatR7GQtyWgdkb4giLk6ibUkzEsUcGuUFxpCXOQeq/K2l3ZPihj64nwLUjOKAAAgAElEQVT/pDtrRAknOWmQ6GCBKFs1QiwNEGhhAN8ZGPuZqeBnqgIjQQMIY74HzFSinAnxsmAXNCUEoCM9BJ1pQehIC0B7qv/M4XoA+tKV6kn1A1tF+9KDMZwTibHCOEwUJ2OqPAMrq/OwdlEJNjdXY3tnI/b0tmP7UCsOTPXh9W1TOL9/C66f3If718/iy6d38MPXz/HjXz/H93/9Ej9++/UsjH+esSn+d7Sv6bsj9DD+PYj5tYoQ/nRLAT5elzMLYkL47kCiQPjdrli825mMd9oScLUxBpcb43BxUSxeLfbHzhSdHNZdbsrCKwVh2Jzsgb15IXijKR3XuotxvacYV5cV4OpgES71F+DN/hy8MZCDs8N5ODOSh9fHcvDaeDb2Dafi5YEEbO6NwfpupTjYMd0RicklYeio8xJPuC5Ti5I4Y+SGz0VukFL5QYbICzBASaAa5UHGKPCegwwHFZIsVZhvrUK6rUqCRRgx2RDuJp/itYHOqA10lU/yTGeNPE4RxPT1CONwjVoOWnjYEmahlk91QpI3WLqbFtmeNsjxsBGbglZFppsV8hl47W2DQg8baS3jfjC2o83XKB0QVLA8nIjWGEoXBuFOtTBblgYIn2eESBsTqShbU8TYmyPBQYMYrVo8YlHLWvWsjcHeTIbKFHnayhtjQaAOi4JdpVm+2o8BK/MExEU2auRaGgiMCWTCuMzJECOp/jjUWiCqmId29IhP95fgZG8+TvUVKKp4tAJXVtQLjG+tWyKdFPe2dYF1d+tSvL+5A492KZYF/eMnu4dnakyyKRgWxLHoJ7vG8Xgnfd1RKQb/CFRn4PqQanemqHT1avfBliE8YkjQjA+styHeXdeN26uZI7wUV8aaBMAXRxbi4mAt3uxV8iFOtBfi2JJ87FuUgQMNWTjcnIejjAjtKMGJzlJwVJmlf80MCRa/d6SFAE7DSxUJ2FAQg7W5kRJwQxBTEbOzgC1fBHFjhA8WhHqhLMgDBHGSk5XcQ15zVaKIbekNc4DDQAWrOSqBMC0HrYUxbC1NYa0xho2VKeysTKTsNWoBsI0JE9oUCLtZGcLP3hTRrlpk+LggP8gLJcE+KA3yQWWYHypCfQXE/N/PdNKCIKYtUentJv6w3pLgRg4G/pS62aJIZ408B3Nkao2R76hBpZcDGoO90BTqg0UB7ljg54qF/m5iQVDAsBYEu0uqXL6bVjp2irwdkOJgJoKBAiJCaywVaqNGiFaNYI0a3mYqgbH+SiAT0GGauYiwMJKnv2w3LarCPVAf44NFMR5YEOWGxlgPtCT6yOH6QGYohtJC0Jvkj6WxnrLVhivGWOxlpmfNIP6R3ESMF6dhZVkOVtUUYk1dKTZ21GJ772LsGmnHvsllOLhuOd44sBkPr53GVx/ewVfP7+EvXzzF93/+HD/89U9iV/zwl69BdfyvP/8gh3k//vgjWD/NHO7pM4sJUb2q5VUPWV71doQexPqveX3x5/ha9eW2Eny2qQDP1+bh6XQmHo+m4cHy+bjXn4w73fEgiG93JOH2kiRcaYjG5UWxuFgXj9cKArEryRW707xwYWEGDuSEYHOiK/bkBuNcYxqudRXh+rJCXF2aj8v9BbjYl483+nJxrj8bZwdzcHo4FydGc/HaSA72D6VhZ18ytnbHY0NXHNZ1xmDlkiiMNQRjqM4PjXkOqE3TojhWjZwgFdK8VUjzVCHTR4UcH0MU+RmiLMAMZYHGKPQ2RLaTCqk2KqRolStDRtjryEfIuiAdqv2dBVyFHrYgiDkKmuZkhfnOlqC3F2WtFgD/IxCnus5Dpod2pqyR7WGNdFeNQJmtbQQyW8vo4bL7IclKLZ0O8VoTAWqkJW9A5ZEtkDckVQIf3TRzwJuXII6wM0W0nZmAOPafgFjfBkTAs4Wt1MdR/r8RxHx0ZEuRHsQcOS3UGiHPWoVchheZKjZFk/88cGx1T30mXlmShxNdVMM8sPvVnnhzuAwXxxcIjG+sasLt9W0CX0JYD2SqYtoVD3f2i4dMH/nRTiV57d7OX1PXHry8XDlY2z6Ee9uGlOB5UbX9omzvbvn1em/TAO5t6odcZ5QvfeD31vfg9tplsvCTVsTbU20CYWYH/x7CR1ty8WpzDl5ZnPMbCBO0DO35R8U/4+TcwcZs7KhOxpbSWKzLi8KanAgB8XgKhx2CpL2LIG6N9psFMReE5no4IdHOWu4fPYiZK0EYiy3BgQ5DWg5GAmF7a3PYzTOHo1YDJxsLOGvN4WhhDHvZ2KyCrVoFZzPaEoYIsjNDrLstMn1dURToJYq42N9LAFwW5IViP3fkuzsh29EG+U4Mfteh1t9LuiT0ICaEWbQnCGICmCDOtTdT9tcFuaM+xFMgXOPnLHkUfN+wPY9FAcMPfg5m8L2T6aJFkoMF4mzN5d4Nn6eW+zjU2hghVmoEaozgrVHBx/zX8qNStjRAqJURIizVSHAwAycBy4PdUB3hiaoQnXQlLYzUoSneC90pAehPDxEF3J1Az9pdikBmLYv3leqJZzdUsAQvMQ96OCcJY3kpmFpUhPWtVdje24idw0uwZ2oZXt08jguHt+Kds6/gs4c3BcY/fP0p/vbtV/hZ6s/45btv8C8/fjcLXz2E9d0VLwJY//pFwOrBq1fC+q9f/Bn9a9Xnm0vx6YYiPF9dgCcrsvF4JBMPhtJwrzcFd7oScKczDu+2JePd5kRcWxSHKwticbEmBkdz/LA7wQ37Uv3wRk0K9mYGY2u8B/bnhOHNhgy8vbQUby8txo3OQlzoLcRbPfk415OPs305ONOfi5ODuTg+lIMjQ9nY35+GnctSsXVpEja0xWN1UxRGFgSiu9QNS3LtUBFngcIwY6T7qJCoUyGOitdJhXR3FfK8jFAaaIbyQEsFxj5mKHQ3QraTgaykZ2oa/VqGjVAxMhO13IcN6DYSU8gbKkNqHtJc50lsoNxUVmr5xA41JzQNEGml3DApLtZIdbMCLQp9pbpokOE+D9letuAnOx+zeNBGPzfBUul4ENtj5ndSDfhbzBEAE8JUCgEaAwRp1QLhCEdzRDtqEOVgLhVNiNuYiiqmOo6xMpIS0GuNwHFnvjloT/BNQxgz/1W/BaHKRYtSBwtQGRfMmyvKmDAutlWh3tsM07mh2FQRh4NNWTjZW4I3llfhzeEK6Z44N1Qma4KoNq9MLMLbK5twe20L3t/YLopYr4x5vf/SMjzY3jub3MbQIMk23tqLe1sHJDyesFX23vVKeDwXkXLd0ntrl+HO+qXQb/i4t74H99Z3gVdujn5vLRUwtzEr8ZVMTdMrYX12MCMrT3aW4kRLPl5bnINXG7KkqIIJV0KWilefJyyZwjORlnolzJ+jcqYaFgjnh2FNdhRWZSog5vbi5akh6E8KlEd2qsTFkb6KIvZTJuribTQIMzWCr4EK7JpwMJ4De7UKWkOl6PvaWhiBECaA3Ry1Uh6OVnCzNYfOygQc3mC7moOxCs4WKnhaGyLUkf6wA7L83FAY4CnLQQv93ATAhHChj6uAOFdnI7kSHGeuD/KRKbraADdUeDlJ8ho3c5QSxC4EthXSrI2RaWuGQp1WUuP4s+yq4M/TwuAEHLtCWBX+LnKmwik5TnnyHIMWGp/gBMLWxgi0VksFWKnhp1HDy3IufGbKT2MIf0u1QDpsnqmo5/k6KwFxoY8jCv0cUOilRbGPLdir3xDnJdGYfakh6JW+bR+0RrhIdUS4gcVuDqkwTzDAiPZKR3QQlsaFoCs+FN15CRguz8SaxjJs61qEHctbRRkfWjcoQL576Tg+unMZ33zyEH/7+g/412//hH/55s+zRfDq4ftieLz+tR7C/0wR6wGsv+rhy6v+76i+2FiGz9YV45PpQjwbz8Hj5Zl4OJiOBz1puNs1H3c6EkUNv9OUjKsL43C5Lg7nq+PwanYAdiV54mBaME6VJ2N3eqCA+EBuOM435OD60lLc6CqTqwLiQgXEPfk401+A1wfy8Vp/Lo70ZWP30hS83J6MTS1xWFUfhfHqYPQWeKEpWYvaKDVyA+Yiw3MOEhxUiLJWKtlOhRx3NYp9LVAZbIOKICtU+GlQ4Wclfb1FHmbItjeUft1067ngwAPhxOIUXT7/4zspIdk8aCBAZT7fTQv6XIQfH514yKAHMW84/tl8FwupFJ0FWDygSHO1EhgT5okOZoi1NkG0Ri3Fx7XweaYI0cwV4OrhSwDry1djgEBrI4TZmyHKWYNonZVyddQIhF8EMe0NFq0Owpj+Mx8Vq/0dBcT1Ie6KXzyzjqZSZ40SezMBcbGtGoW2BqKOCeIKp7myjYTh9dw+fWRJnvQSvzVaKzAmiC8ML5C6OFqHy+MLcX2qHu+sbsK7G2hVdEiLG68fbOkUODM0SF+zWzu4cHTTMmVzx4al4OSe7Ltb14Fbq9tm687qdrDeX9MxW4SvsjmjTWIr2Y7G4QweyF0cXCCZwae7ynGivRhHW/JxdHG2FGF8rDlXlK8ewLMLP/tqwA3MhDGv/HM9hPcuTMf2ykSsL4jAqqwggfDKjHBRxCvSI2SR5kBiiLR6tUQo480Lw3xR6uuCDJ0tYueZg4e9BLH3HLadGQiMbdXMIDaQ7AgnjQl0Wivo7Kzh4+YAP5bOBt72VnDTGkNnPhdOpio4m6qgs1DBm09LLvOQwnjNQA8FxASyjytK/D0ExkVeOrEjuAapxM0BNT5uAmJ2TbCFTQ9gQpj76vQg5mZngbGDhXyf5yb8WT4x8uf4tEUA0wcv9XNGrpsWyfYWcoAdrjESCEdozQSuhK8A2NIYvho1fDRq+Fqr4WNlKFc/azX856kRpDVGiK0ZImzMkMBwIhdF2FAU8QmTB+E14TosTvBBT1qwBMXzyq4nbrNpDnMWGLeFuaAz0lM6PNoJ4jBP8bXpc7eH+0stjg9Ee2oEhgpTML2oCJuXLpiF8f5VvXjz4Ca8e+4QPvvgBn769Cn+25+/wP/156+k/u9vvvkNhAlOPYB5JaD/V0Csh/Dv/47q8w0V+HRtCZ5PFeDZeC4eL8/Gg/4MPOjJxN2uVHzQloybrfPxdst8XKmPF1viXGUcDmcFYmeyF/Znh+JocSy2J/tjU6wH9uZG4Gx9Di53luDK0lKpC/0lON9bgnO9hVKn+wpwvDcPR7qzcXBZBrY1x2NjYyxW1oRitDQAPTmeaE6wRVWwIQq9VEh1USHJVoVojQrhJipEWaiQYjsH+R5mMlAhE26BWlT6W6M6kMlODJy2RpGrmXQuZFjPle2xDOzhQQP3iOU4mUuCWa6LFThuyfn3PC87ZLvZikVB5RlqPnPKSz/LWi12QZyjRh6l+DhFz5hgFjjrrORmoj8Ya2uGSI0xIizUUnxEC9YYI9BiLvzMDOBtZgBPMxU8ZsrL3ADeGgO5QUMIYpd5iHW1QYxOiygn619BPM9UPGweHLLDg2OjhDEPAamKqfTp4VER6w/umANb4axBib2J2BO0KDhYwgO8ckcDAXGF0xw0+VtgJMUL26uT8FpHIc4NVMuUHdXxleGFuLx8AS4vr5W6NFaLayuojhtxa00z3l3fJNu639uo2BYE8gdbumbr/Y1dyj679cqyUT2Ab69pB+vdlUv+Xb03vQR3VrZJXX8hMY0jypKUxrhKBvX01EoOxImWIhxrohLOkzreXICTS4olvEcPW/3hHa+ELwPeCWAWfeNDTbkghF+uSsLmEvrCYViZGYg1mRFSKzOiMJURibHUcAwmhcoARGuEP1qjA0AQF3s7I9XRGlEaUwSp5wqIfQxUcDaZCydjBca0HBzM1dBZmcHNzgruDtYI8HBAkLsD/Fy18HGwhKfWWAY3XNgpIbYEp+nMEOdhJ2o4L5Bq2BNF/u4o8nVDebA3yhiH6ekoU3R6EFd5uWCBnwcqA1wEpjy/oI1FwLIYXE8xwrMG9tHTTuP2Dh6+5bvZyPuCrZ2FXuwSchQI8/9jjoed5BzzPSI+r9YYtCKodKmA/Qhha2P4WKllHNtLawxPazV45ff9rUwQRHDPgJg2nHIwbSwqW5lg1YpPvCQlEH2ZkejPikJPergMkCwOc0NTiLO007GlrivaSyYA2ftMELeFev2mmAHSEOmLJYkh6MtNwERNHja11wqM90504dDa5dJV8fDSafz1yQf4b198iv/+zdf479/9Bf/vD9/OWhMErx6gegj/z4JYD2C9Ctb/Hl75PdVn68rw2apiPJ8swLPRfDwdyMWjvmw86MnG/c4M3G1Pw9utKbjRkoaLi5NxfmEiTtXEYX92EHak+uFgXjQOFMRgy3w/rIv3xJ68SLzekI3zbSV4s6NY6kJ/Gd7qq8C53mKc7i3C6z0FOLosFwc6MrCnNQUbaiMxVRGCoVxPLE12wuJowtQEhR4qZNOGsFEhXqNCJKdz1CpEmxHEcyVroZIJ/0FOkvkgEA6ylW0X3IjMlCdOm7GHl2u8BUpetih0nYdsBpAwStJNKxDmzUcQsz2NYdpsV+NBGlttaCXQz6J/q79peOOw4u1NBcyEcbKzNeLt6DGbiUfIx1N2YARaqGVdDjc1eJkZCIDdTVTQF0Gsh3GAVo1wJ0vEuNkIjKN18xRbwtYMsfNMZS07feYIttRZKjDmoaDST2yHmgCdWDBU/tyIQEumUmeJMgdFEdOaKLLjCihDlDkYoNR+Doq0KlTpDNAeosVkpj921CbhaHsBTnFJZl8lLg3VSV0crMaloRpcGKkGYXx1UlHHN1fX4501DXhnbTNur2er2xIQyu9t7JCi5SD2Azc+r+sQ+OpV8Durl+D2dOts3Zpqwe0VLbg12Txbl0db8GJGBAH8BpO4uipxZmkFjjUVzFQ+9AA+01EmmcIMeCd0qYQJYF71CphWBQH8WlvRbyBMS2JDYaSAeHV2CNZlR2FtViQI4un0SEymRmA4OUyiI7n9mGuR6kN9UeTpiBQbK0SYqBFopChiqmKCmEVl7GQ6F07mxtBZm8PN3gqeTlr4u9oppZsHX3uNAi2NITx5X2gM4GNrjHBnKyT5OIkaJog5uFEc4IHSQE9UBfkIiAs8HEBbosDZBiU6e1R4OKPG21UgTOuKg0sUHoSsHrS05ghi/Yc6LQcKE5beB6YC5vuDv1/a8zxsJeuYgoN2BC0Gig1CWFSwFRUwy1hA7GGlhr4IZMI4wNoMwTamCCOQtWqx/qK1asTbqZGqM0eRv6Mc3LGDgoFAg9lxAmIOYXGbB9voCOPmMJ3YEhw4WRLijpYgV7QEuaM50E2Kr7k7kF1SBPLiaH90pkdheVk6VjWVYf3SOrw02IIj60dw49VdeH79Ar599AH+7Q/P8f988xX+v+++xXfffYcfflAO7f4RjH8PVT10/5kVof95/i6WgPjTtWX4dGUJnk8W4+lw3iyIHy3TgzgDV9rTpc63zsfZRmWUeVdeMLZmBWBvcSz2VyRga3YYNmYEY295Ek62FeLN7gq80aPUW/2VON9XhdPMNVhWjGNdBXilPQs7F8/HS4sSsLIsBMM5PuhMsEN9kBkqvOeiRDcHOQxp16qQNE+FRK6RN1aKrzPtTMTnZf9sbaCjHMYRvguC7AXEXD3EVCgeWpW5WaNYp0GJC8d/tRLFx95e5ktQIfCAjZXraSt+cYKdMSIt50hb2YsgpsWgdDXwUE0tLTrRdiaIdTBDHH1hB0tRw8wYYP9xsIkaISZq+JgZSgmEjVWyRNJNrYKriVJUxnztYqySN1+wnRkiddZyQk51LLaELXszTeUgUQ9i9iDHaQyQbG2EDAdzUfpMkSOE2VMsbUZedqhysRIYM+uCarjY3gCljooiJojLHGhRzEG9pxrLIh0wnROEnXUpOLKkAMeXlsp/O/73439HgfFwFa6M1uLKZI2E/jNvmuH/N1YuBKHMiTxCWV+31y4B69aaVql3V7bg9nQzbk01Self355qwjuTjbg50YC3x+txY2wRro8uxKWBRlwcaMBbvYvwZvcCnF1aIyloJ9tLRQ0fby4EFfHJJSU401EuecIMd7/UU4vLvYr6JXxZVMdUwOyUoHfM7gge5untCCrhjUWRAmJaE+vyw7AxLxbrc6KxOi0KU2kRmEgJx8j8cNCe4NLNttggAXGhhwOS52kQZjwXgQYG8J8pZ5M5YOlB7Gyhhpu1GTztLeHjNA8+Omv4OFvBx0EDLxsTeFjNFQB7WRnA18oAgU4WiHazQYq/C3IDPZEX6C5quCTQExUhPqgM9EaJj5uoYQb8vAjiai8XFHnbgwMXzHVgWBQhS7jSkuOBG8fm+aHO+0nS/ZytkaGbJwfY7CbKdLJGltM8OZjLcrWRPmmuYWJHD4UJ1TC7IwhiWhEEsK+1CbysjOFhqQY7Plg8cGQR0lTN9JL5d4Os5sqhHUEsvfruVigN0qExzg/tqWHozYlHX3Y8utIj0BTlLV1BC/wd0RDghMZAHRZzECRAWdHEXXkNPs5SjX5cYqpDnb+bFL1vps8tjPJBS0oYuvMTMVSZidFFhVjfVY/Dq4dxZd92fHDmGD69cRXfPriLv3/8DH/5y1/w7bffCoxfVMB6VawHq17d/s+AWA/hWRB/tqoUn0yX4uOJIny0vEBA/KQnFwqIs3C3PQOXOtJxuTMDb7amyUqkowsSsLMgDFuzA7GvPB6H6zKwszgWWwujcGhhpgCYKuqt5UrxTcyWolPdZTixtBiHO3OwryVNIMxUsInCQPSluaIpzAqVHgYoclIh356biRUQsx+XSzIJYFaqlRp5jpbSRsNTXHZEELovgnhRiLIHi5+eTJcqdbUSGBPKXN3CbFRu2BW/eAbEbEljPyQ/ldnfy9HMF0HMT3+lPccIEVoqZAXGMfamAmJpNeOnvIVapqqC1IYCYm+zuaKEPTlpNQNi7i8jeAlgPn46q1VwZLuTiUosijBHjcCYQP6PQExFwyWVVPq0JwhhPYgFxjpLcGtCNWM3daao0Jmgys0MNa7GqHQ2RI2boSjiWpc5aPa3wGCiKzaWRGNvfYbAmDvbuEDzfF+FgPjySDWuUhHPAPjiGLNEqmbBfH1lA26sapwtAvid1S1SN1cpAH5nxWKwbk42zgJZD2EC+NrIAlwdrsOV5bUC4PO9C/HGsjqB8Kn2SklCYxDPseZCAfDp9jIwS5jB7lTBXHdECLMIX30RwlTCVME8lCOE2d62s2a+HM5RCRPAvBLIrM0F8diQG4M16VFYmaKAeDQlQuyJ/sRI2crREOyLAnd7JFtpEKo2QICB6jcgZmraPwOxp6MGXvbm8LQzk8d3dytFCRPC/vPmIkRnhThPe6QFuiEvyGsWxGXB3qgK85uxJZxFDWc5WUsIfKmrAyo9daKIC9hu6UroWkgRwHrFy+AdgpgQZqYKR+jZQcROIkKYwfIMuGfpv5/hYod0na14u+zq0YNY7wn/HsSumrlgMSeD5aUxFOVMr5hKOsTaSBQx29/4NMqW0PIQVzSwT3t+CLqz46QYl7k40gs1AQ6o9bMDYVzv74iFPlqlPG2xUMpBdubVezuBxQNHHj4SxOweqQljm5wfmlPC0Jkdi9bcOPRX5mBNxwLsHR/A6S3rcPPwfjw5dxafX7uKr7/+WmD8/fffi02hB68epvqv/yMQv/hz+r87C+J7W5bKCThPwe+t78QHa9vx3qpWeXPcGK/HtdGFuLyqGaeWV+PwslIcXlaG/V0l2NNWgp1txdjbWYm9XTU4MtiIE2OtOD7agmMjfN2EExONOD7egOPTzTg8tgh7eyvwcmcRtrZkYt0iNmBHY7QwFJ1JLpILUeltjCLdHBQ6K5uTOYyRrlUhkYp4ngrzbVVIs5+LbJ2xhISU+ztIalNlkJIPzNCQmlBnqQURrmC8Hou75VjcDcdAnEKdGYrdzH/NaPB1Qom3g/QGc0STHQ/0YENM5sgEUISRASLUc+WRM8rcWKyHaK0ZIm2UirLXIMpOg1A75XGLn/T0y3wt5sLHnH7wXHiYGMB9ZqW6KwHM03CTOdCZGsiBDA9lCGFmzdKmkJvU3kxsCr0lQuVN6EfYGSJMOwfhVspASAxb9ewMkeNuhnIfLepC7OXJgEtOK7wswPFVKRcrUcdUyLU6K9S5mmOBqznqnNRY4GyMJnczdAXaYjTWHeuyQrC9JB67K+dLBwI7EU53FuCN7lKcHyjDpeEqMPT/5vRC3GTu9FSd7CakMqZSvjxRjcvjdWJhXB9rwI3xRrw9QfA24Z0VzVK3JpeAdWN0Ma6PNOLq8kZcHqjHpZ46XFhWg/NLq/BmZyVOLi5UqrkIp1qKcbq1BGeWlOJsW5nU+e4aATAhzNfctMF6aybsncpZ1HNHCY63FcmB3qHGbBxYlIF97I4oisDmwnBsKgibLX7vpbJobC+LwcaCBKzNiRZ/mId1Y5mRUuxd7U2JQGusvzz6UmXy8JTDOkFGKgQY/v+svXd0XId17X0Jog4wHPTBYFAHvQ167x1E771XAiQBkAR7F3sTe+9N7J2SKMmS7SynOMVOe3lxbFWquMROXtb6/t7f2ufigqAkO+u9lT/2ugOQlCJn+MOZc/bZhzB+9QmIn4ICHRQBUbibI6I8nRDjrUO0twMiPe0R5mYDtQpWEOlug1gve8T7OKIwxISiUF85CspNuqrwENSEh6Im3IK6cIu0DMr8VUsZwcoKll9XBvuiNizw1a+b3FDoYxCo8sl+NpXlqUe6m5P0ttnfZo4ynR+04VG0pxGQ2b6LQIdDFi1rfu7IDHBHhr+rvO/V974OUa46RLBH7GKPcJ09wp1sYWah4aQWHiw+2JLj3wsO9ayuqu+YbTdukRL+nNdwUaQ3ORIjWfFiR1uWw6S3WLmvx4Ci1jAfNPHTHsXjpH6uqGNhZdLLk/fyeDevLcgbPAtFEHOtm08OHdtig9GWFIbO1EgM5CVjpCgdEzVFWN1eg01Dndg7NYqz29bj9uG9+PDxHfzq53+F33/xK9FvXn6K3375Ob75+gv89jevfMRfff1rfJ/mAz6Z0vkAACAASURBVPiPvVb+5uxG/N35zaK/PbcJf3N2s2xE8VDkj95ciY8OTuPZ3qW4takPF1e04PzKVpydbMWxpc04Nt6Ck8s6cWHNIK5uHMPNreO4tmkUl9YNiC6u75XourNre3BqZZuEOx8YrsTOnkJsbcnCmuoETJdEoT/FB12xbmiO0KExRIe6ECfUBulQ4WuHYi8bZLkryBbYKCgw2qDUz0lAXBfujcZoE+ojvNAcaxIAMziEwztCuTMpUEDMnImhlECZtvLeHPMYeLiQQTk1QW4CYfbQNOsZPb9/DMQcwiUa2CLQgZNikaeLTH85fOA0eD6EOZh7DcKzlTDfkNpHVr5J54OYvcEw+kY9ncDh3XwQE8ZJ3vZI8LQREFv1CpLcFDmlVGS2R3UIB5ae8umAIG606L8fxH4uAmGCuNPfSdQfpMNEtBfWpQdjV6lVQHykPgtn2/PFBnZ9uAx3Jmpwd7IGD1bU4/HqBjxd2yQQJojlNuHsU85jbeiQPvKz1Z14vqYLBPJrWt2D5zPdeLKiQ/Roql3g+WC8WQB8Z6Qe1O3BWlWz4OX37o42iAhq/jkNvHxqXxPKd8ebwCxhVs90VFzoK8OZriKcaMvD0aZsHG7IFAgTxBQBvL8mEQdqk+ZAvKcyEzvKUrGlOBmbi5Ikk5enkXh+njAeSYuSPiTbXPx0wpV1BkdFzsJYAGyvIJiDWme6BxwQ4W6PSA8HFcZGJ8QYnRDlZY9IdztEuNkgyt0Gcd72SPTVCYhLQghiP1SGEcTBAmJCmEM66d0GeElPVwNxqZ+HgJgtC+kd+3sKoLXq9jsgdtcJiPn+Zo4ynR9p7noRXUCEsTaYzjS7SjWcbnZFmtmAeKMeVm8XxHq6yBAu0uAobYoIglhnD38XG4nvZJFBcVBNGxurYbqJaH1L93CWfwdbIhwONsUGoj81GmO5iQJi/sAjiBnX2cVhdJiPfNIliJuDPOZgXG82gJoPYg3CXGahmMtMGLdYg9GSEIK2lCh0pseirygd49WFWNlag42DHTi4ahnObd+AJzcu4h9+8iG+/uX/wm8//QV+9/kn+M3Lz/DNF5++llf8fRDm9/4YfOd/X/n5vcP4+aOj+PmD4/gZE+/vHcVPbx3Cn1/fhx9f3oWPLryBJ0fX4caOZTi7bgCn1g7g+Ew/Dkz1Yv9kD95cOYgL26ZxZecMLu9YibObl+HU2iGcWD2AE6v7cGJVL45MtePNZS3YN1aPXf2V2NxegDV16ZgsjsFYTgg6rByweaPDakRXnAmd8erwTSxoRsY+suJTkG9UUOijgXgRuFLcEOX9yjkRa5RoyoZod7me0Z5gBivjkbRgMHltNC0UA4mB0uxnK4NBOYzv4zSZgwxaZ7KNql+XwzCuHstOvN1CxNnbwepEF4QTEvQ6xBt0sLqpivFgJayTAQR7X+yTWea1IwIdbBFgvxB+9jYw2y6AD9sQ9oqEfPMjKysGrWpQWxX8aGorfTQONbjoIUsePnp547MfzRXSBNcFiKOTRK8gxVVBvo8tKoJc0BTuJe2a1nAPNIe6fgfEvC1GEcJUT5Ae3QEuGAh2wbJYIzblhGFvRSKOsiKuTcfRhnScbs3Fpf4i3BytwO1xVsZV4oC5O1mF5+tbpDrWWhW0t72zuVtEZ8UzthlEnSCUNRfG4+lWPJpqkVYC2wna0c57Y4QsIcyKtxaPljSLCGhWypoeLW0F9Xi6Q+DLClgTq2M5ezRSh0u9FbjQXYYzHcU40ZKPw/VZOFCdhr1sP1SwEk7AvqokHKhJwaG6dLxZnypiNUwRxDvLU+VG27bSVDmuyZPzjIJcVZyMsYwYWXbg+4jOA8Y8MjyKbS3COGihglAHRX5Ac0DFGUC0p70oysMeVh9HJPjSLaNHvIlVsg1iPG2QYLJHhr8LSkKMKAs1y3VmgphLHGo1HCQg5pCQwe90QBQZXaBdbF4cZEJ1CL3F3iCYWSkTxKw62WaYq4i99Eh31wmApdDQO8xBmV9rmSeaUyjdZACVatKLxTLRx4AEn0VyNSSOqXMeamUcJU6hWeeE3lbe09KWMNiq1bCbk3yqZHsjy3uRDADpWmJ4Umu8BUMZcRjPT8ZUQSqW5SZhlLBMCJNtvxZWtxYT+GwLNqEl0IjmAG80+nmKmvy95Gt+n5WwrHRrG4XB3qgJ8ZG0vNooP9TFBqPBakFLRhx6C9MwXFGAycbF2DTUjX3T47h29AB+8uwBPv753+CbX/0Lfv/yM7Ui/uJT/ObLl/jmq69FXwt0Cd5v6/vjM18D8V+/fRF/+fw8/uLpBfzk6Xn82eOz+ODhSbxz5wie3jyIR9f24faJbTi3eyUObxzD/rXD2DMzhO2TPdg+2YddK4dwYvtKnN65CiffWIHDG5dg78wA9qzoFe2b7sGBiRbsW9KE3UN12NazGOsac7G8PBHDueHoTw1Ee6w3uhJM6E8NwnCmGk/JipZhOoU+tgJgQrjAR0GRL0Fsj8VBeqn+mAfcEOWB5jgvtFi95zzF2td8siImiMczIzCWHqZaYBICZQGCgda0frF/xlVNGVy42knQjwbiGPZ6Heyk32vVOSBOzymxKn4UYwVAS47WIyOE1SpYkcORhLD/LIRNC3lKXZUG5PkgZmXMr4NocXNeKBUUe2hWTwdZ7mAVkm7Wy4DQ6mEjII51VlsUGZ5q20aq4ghvtEbyvp7nXMWgDe1azLo5EHcE6AXEXQE6sCImiDfnhuNAVaoMXk82ZONIfRqON2XibFcuLvYV4spgEa4Nl+D6WAluLCmVyvjJ6nl94o2dAuEXW3tBvcvh23q1PcGKmNWxwHhFGwjjh5PNeDjJJ/vBBC2B24wH402i58s7QD2d/K6eLH9VDcvhzyWNAuCbw7XgEO9STznOdpbgVFshjjXl4lBtBvZVpmBXWQJ2lMbijZIYATIh/GZ9hlTJx1oycbQ5Q2DM9oQG4u1lyeDlYl4yfqMiAxt5dr4kTXKtmcLGjJE8Dr5c1BwR/hCngglkvQ3i2Vpiz9/sigRfPeKM9oj1thcApwW5IjPUDWmBegFwgrcd0sxOyAl2RWmoDyrCTFgc7it+YfqGtWq4PjRI8obZn6b1jCAu9NbLeaTyAKNUxeWEtNl9ri2hgTjfxOUjV2R7L0Kmh/MciGm71PJW6IdmDCthrDmECGFWwvS7q553N9Ddk+jj/hqM41zpLXYC2zCUZl1j644/kBI8XZDsRTuoXvKbWQ2XBbOwMqM9MRTDmVZMFKQIiJfmJKpD0dhggW9jkDeago3yujXUV2DcFuQj8CWQNWkgZiUsa91+6iIXXSOLgz3BFe3qKH/UxgShMSECrZlWdOaxb5yL5c012DDQicNb1uHp1fP4pz/7Ab78l3/Ef778Av/59ZdSFf/u66/+Z0D8Zz+4iw/eewvvv7iJFy+u4+3n1/Hg8SXcvncW1986gas3juHiqR04vHc1dmwax5Z1S7Bh1TBWT/VhZnkv1q8cwu7NU9j/xjQObJvC7nWj2LayH9tX9uKNVX3YuaIXe8easWe0CTuHarGlqxyr63IwXpyAvswQdCb5g6uM3Csfyg6XCLzBrAi0JvihwqJHnnEhik0Kighho4JiVsSmhajwtwcr5hqLHs1RHuiM90Z3olGq69Y4A9pi3dEa44amKAN6rGoU5nB6iMRUShZxSoisBFcGu4GnhySYnWE7rraQNWRmQcxWxFH2toi2t0e0zgFRekdR5CIdIvSOCF9EAKs2HYveHkG6hQjU2SDA0Ub6wBzK+c9Wwz726s0xLztFNq24bSWbUzob+Gpi35gB4DLEs5F/Fj/GsZ/GPlyqj6v05fiXgVUxk+EIYlbFzDMuMPKHlKuksbHq55HGtkB3GdYRxPQUN5uc5kDME05sTXSY1R7x0hhvqYgJ4tNNuTjXWoATzbk41ZKHM225IgL5Qm8BLg8V4dpoKe5NqX3jhysbpHfM3jB9xu9s7pVNPM0doT05oBMw0xWxugvPZzpFz1Z1gHp7VQeer2jH8+lO0bsruvD27OtnUx2gnk62iziMI7zvLW0StwQPf9I/TBvbha4SnG0vxImWQhxtzMOh2izsXZyKXWVJ2FmaiJ2l8aKDNelSJR9ryZGeMfvGfM22xcG6NPkzu8uTJW9CA/GOxZkC4rXFKZLLq4GYGSMpLmqyXpyTCmQG3XC4mxXkjsJwIwpCjcgIdkdqgAtS/HXICnFDbrgn8iO9kBviilQ/RyT72iMzyAWFoR6oCDOiMtRXQufZ82U7ggCmmvi0+MriBbfkSrxVEHNoxyzixf4m6RfT9UAAc/j2bRDn+rAXrJd2BHvEBDGtlzH2NnLqSRsWs3KVapitCX9XsVfS754e4DlntWR1zHt6rIzj3V3kU2O0hw6aYjxd5H3MVgY3R9U8FZ149+nIYIwo+8OdyeHSH15amIrJ/FSMZyVIcBEvUHM9m+FFXNVmVdwW5o/WUD+0hJjVKjmQFfIrsSImiKv9ae1znVvk0twjZSFGlIf6oIqhSAlhqE+OQWtmIobKCjHVWIPtk2O4fuQA/vL5I3z+87/FHz77FP/xxRey/vzvX32F3371tejXX/0a1P9TRfzhj5/i/R89xns/fITnHz7C4w/u4947t3Dz8VVcfHABF2+fxelTe7B3zzps3LAUa9eMYWbVMKYm+0SrVw1i88YJ7Nq6DHu2LceuDWPYtm4AO9YMYOfaAexaM4C9Y42iHYNV2NRZjBXVaRjJj0J3WiDak3zRmx6EwexQSVpi2lJvhgVNcUaUBTki32QzB+JCbwVUkdEGJaaFKDPbCZAbIxYJiHtTfSBKMaIryQvt8W5ojtGjLdIdXbE83+0rkZj9SYFgXCX7y7z7xmBqXsdgfgOnx4QbU6EIYjonOHBgr0t6Xi4OCHfh1pCqkEX2IICDnW0R4Pw6hKUP/D0gJoA1EcQmpwWvQKyzmWtVaD019pnnhhveLmBVzL8IyT7sH9vPtSeYa8wfKLzu3BjmLf5qhh21BXmgJcBNtbCZnOXaLqtiVsO8vksId/s5qcO6cA+sTQvE7rIEnGrMwaXOEgHa+c5inOsoEBCfas9Sq+OBAlwdYVVcjpvjFbi1tFL6x/dW1s96jdtlLVoDMG1qmuR7dE7Qrraud07vru3Be2t78GJNN17M9IoIYUoDMOFLa9ojDuYmmr8Xwhe7S1UIN+fizbpsHKjOwJ4KVsIqhAlWVsZsUbBSZsviVEeBDPD4PN6a+xqI+WeZObGzIlniMLdXpmJjWQpWFyVIy4un4Xm3Lc/LFmns2+vUTymSrmdQkG52RGmUEVXx/lgc74eSaCMKIjxFRTE+KI3xQXG0J/JDFiEz0BGZ/g7Is+hRFukha7/8uM6ttvpwfxEBTDWG+MkqMjfgCOJiL2cUeM+2J2bziLW2BAHMjTjCmK0JVsRSFZvcpTXAAR0HdYQxK2JWw7y5x/V+5q+Ih95HL+8/DurSA71e6TUYq5VxgocK41gvPag4b7V9wTYGB9wCdi+mtnFD1SCLIjWhZjTHBqE7NRKj2QlYVpSOZbnJGE2PkxhPAnWxySAijPk1ATxfbUEmzJdWDXOFu9SoF6sn7Z7ST5fQL4PEGxRbTLI2Xm0NR2NqHPqL87CsrhLbl43gyoGd+PHDO/j4r/8Sf/jVL/Dvn3yMX3/yK/z25Uv87uX/AIhffPgUb3/0FM8+eoInHzzF3RcPcfPZHVx+cB1n71zCqRvncOT4DmzfOYOZtWOYXjWE6aleLFvaicllXVi1ogfr1w7hjc1j2L11CXZtHsWudYPYvXYQu9f1Y++aPuxf0iD94Z2DldjYmofli60YyrGgO9UHHUleGMgKwFBOEIZzg+V1R4oJddGLUB7M/N+FUg0zUY3Rlvl0Tni8DuTqYHupgPvTTBjOCsBIth+Gsszg152JnmgOd4Uc+Iz0kBtz4juO8pGPkkW+XJJYIKJ3mJUlN+oYYs2YPirEyV4UqnNAqIujKETvCIuzAwL1jgjQ2Yt45tzsaDu3ScUKmNIM/dyu4tcahL0cFoCSTAFnFcZcbfXT2ahyVocctLxRtMFxI4kfA7P8veQvBN/M/MHBv/D87+DVXG3LjgFHEnT034CY/WE6JgYsThgL12M63ohtOeHSHyaIr/ctxrVedWuNgDvfWShiVcy+8aXBwrnqmFC+NVGDe8vr53zH9BzT7vb2eroruvBiU7eIvuH3NRiv7xYYE8SE8LszXXhnplP0jNXvPPiyZXF/SSO0XjIr4GsDlbJRx//7aKE83ZqPow1ZeLM2HXvLU7C7NAk7iuLxRoEVu4oTsa8iFUdqs3GiMR/nOopxvrNExNdn2gpxoikXh+sycKgmDfurUgXaeyoSsbsyFbur06Q9saGUxzbpIw4G7ZL8hFbgYSPLRynOClIW8SSQgmS+Z4OdUZtgRkt6CBpSg1GT6I/qBD/1meSPSqsJpdHuKLDokBXkgLwgBxSH6rE4ygM14V6o4Wr+ayD2B7MkuD3H/ierRK7tE8RFHi4o9tJL+A+jMBnMQzsaATwfxHlsTVC+HpKxQocEB3R0BGle+ChWxS42sp6vtcf4/mMVnBHkLdkX6cHesvXH6lgWkIwGcRGx9cAVZus8AKcYDaBSRbSK6qUaZqphRYg36qP80JYQgoH0GIznJ6n+4exkDKbEojUiCJVmT/nv439jpY8H6gJ8xKZHqx4901xgmS9+j8CumoUwMzXyPBxVeTvKZWn5hODvJsPQemsYWtLj0VeUiam6Kmzu6cDR9atw7/gh/NWTB/j0b3+K//j431QQ//KX+P0Xr0Cs9Yq//ZzfC/5jr5Vnb9/D47fvih48vYs7D9/CtTtXceH6eZy6eBLHzx3D4UObsGPzcqxa0Y+VS7sxPdGGZaNNmFrShJnl7diwskuq3/2bh3Fg/SD2runGPmqmA3tXtePgkhq5xLproAQbmzOwrDwCQ5m+6E52R1eSK0ayzaKhLBN6MoxoTTRIkM/iUFsJ9WFbgpUwITyXquamRlzy++V+dtKC6E/1w5I8CyYKQkWjOUHg97hx1xDuJieN2MqoC3GXE0dlAYukgtSOHGoQ5kbdfBAH6zh8Y5yfAwhgigAWOTvAz8VeRBD76r4L4m/DmSEwlEDYcTbcZR6IWVlTPBRJBdqrFijCmP1ofvxjNSJVCSMXGZ9JQ75cyrUT0z7teN8H4kYftSJuNakVMSHM3vCgRY/hEGeMhrpgeaQrNqQF4s3KZFxoL8KN/krc5En5wapZ4JXiQlcRzvfkq+rLw4X+fAGyVMhjlXhrvBq3l9YKkGl309oWGpDf2dAp1TArYi5vyALHmm5pVWitiWfTbaCeLGvF49nqlxAmgLVB3q2hGqg/HAjQAmmhHGvMFojS176nPB47ixIEwNvyYkHx64OV6TjekIczrcXSR2Yv+WJ3mcD42yBm64KVMytoQnlvTSp2VqZgU6kVqwtiMZxkRke0F6oDHKRI4BYoL7CkGlQxI6UkVIemZDO6sixozwpGc5q/qCU9AI3p/qhNMKIschEKAu2RG2iLwmB7lEU4oyrKVUBMh1B9uElCeZgboUGYIOZH7zkQe+tQ6OH4HRCzAv7vQJzl7YZMTwNSPdTtUKYP8soIWysMdeesgkNjrt1/H4j5Pa7ls33GilcDMVsVSV6G2SrYgDS214yUXtIO88yuEi3ANWq6JboSwmRQt7QwBdNlmViSlYT+pGg0hweg3McN+a5OKHDXocLoBvql6wNNskX4x2Bc6cuUuUUSbMRMDS5AURys8iAEB4RsidTHhqIzIx6DJTmYbKjA9oEeHJlehit738C7l8/iH99/jt/848/w/33xKf7rs0/x+48/wf/58kv8jnqpDuy+DWF+/cfgO//7yomD2/Hm7s2iw3u2zL0+tGsTDuzYINo21Y+ty3qwcaILG5e0YcNYM9aNNGLNcB1WDSzG9slmbF/WhD1TzTi8uhOnNvfh/NZBnF3fixMz7Ti0pAKHR8uwf6AQW1pSsbzMgsF0T3QlOKM9zgF9Ka7oTTagO0mPzkQD2qwuki1cYVmAYrOCUt8FKJ6FMUGcY1BkwYNLHhTbFDUWHboTfbEkN1TcGJPFcZjIj8JYTji6UwLF0sZsCg7/qAKTrXhv0z1s5bYWWxExWoC1g4JQewUWO1UEMRU0W/n66ewg1S8rYGc7GJ0WwocA1tnK1wSzv94BgbMVs8WgE2jzz2mrrhIE47wARme1Imbalp+LzZzxXbP8iP/SRoGfjTr4Y1XMnjFtchyY0GOa4auXgQpPLDF7gq0WTvC16MK+yNn2hDakC9BLW6IjwAkc0hHCQ6GLpBoejzBgRawXtmRacLgyEedacnC5q1SqYjoYxM0wWoO3mGg2WCIV8YXePFDnZ4F8sb8IlwdLcGWoFNdGKmS1nevttL2xn0zrm4B5RTOerGyRpQ0ubjyZHd49nW7Fk8kWPF7eLLo/0oB7w/XiGaZ/mKKf+FrvYlzuKsOplnypYI81ZIvlbt/iZGmt0Au9vTAam7IisDk7SmC8pzQZh2uycKq5EBc6K3C5p+o7ID7dWgD1n5WGA1XJOFidIpUx+8Uy7KtNw46KZGwojsWq/AiMpPiiI9od1UF2Mseg550DO1bDGQYFGd4K6uJcMZAfjsGCCHRkBaEtI2BO7dlBaEgyojxSj6IgexRa7FEaokNFuA7V4epQWk5hhamB7PUWHwEv4cs+KS8xU1xQKiRc3B1kYFdsVHOJtUUMDcb063L4xshXuhV46JQ94nQvgwAy0+gmwfbM5VZBTBjbiC+e1swoDwfEGV2Q4GuQXBQ+ZfHI7K6CmBEBPq9EMKeb3JDh6y5P5rWwEubwj20JBmVxdboxOmC2JRGPiYJkLCtKFY1mJ6MrIUJWyPM9XZCjZ0iRE0q8DbJFqG0SEsjNIbS2BYoYesSv2Rtm24Y/oHINaq6G/G9kclHXuYO8UBsVgPaUWAwXZGBFXQX2jPTi+rbNeHHiqGza/fTRXfzrj94XEP/hl/+KP/zqVwLi33/2mbQn2KL4+suvXpO2tDEfuN/3mr9PObJhOfbPjGH/zIQ8D6wcx/4VI2Jo3jM5gt3Lh7F/ogt7l3Rg10grdg43Y8dwPbYNVmNLfwU29Zdg+0AFdgyUYe/YYhyfqsfl9Z24trkX19Z34dLqNpxcWo7j46U4OJiHbS0JWFEagJFMV/QmOaA7wRFD6a4YTDOgP9VNgNyRYEBTtBOqLAtQauaATh3UsSImhHl4M0P3SvweB3j0z45khWG6NAGrKpIxVRKPidxYGQrSxlYV5gp6bXONNuK7TeHJ79lVZlbAPOkSykQ0LlWwHWCvWo8IYA3CbENoFbD2JIRNs1DWIBxgUNsWQYu46vk6iLWKWGtJEMIml4VzICaENRBzcCcVsa365Jo0e8YMEGJ1ku3vIUZ7mWrzDBMvQLvayvo3QczQcg3EtKy1+eshA7pAvUCYFfFIuCvGItyxNNod0zFeWJ1oktbEEW5KtuTgak+5VMSsRMXJMNGAu2O1suBBO9vlgUIRWxQXBwpAEF8aKBYRyGxXaH3ktyYWSy9Z+slLa2VBhEsi1J3xOtxeUos7ozW4PVKNW8NVopt9VbLQcbWnAle6y0WXOktxvq0IZ5rzBb4Hq9OwvzIFe8oTxAP9RlEMthVEYWt+pACYVTBbFITwyaYCnGsvxaXuSlzprZZKWKuGz7YXCdi5yHKkPlNaG2xRsMVBa5sM72rYL07AhqJIzOSGYzTJhK5oA+qCbFFmWoA8TwXpBnUJibbLcssCdKV7Y2l5lGig0IL+/CBRT24AOrLNaEr2QGW0ExaHOqAs3A5V4U6ojnBEdZgT6iyusqjDXBX2/hss3gJiugAIY0K4xt/9NRBrfeJCL3VDjhDmR3BWxQQxRfgSwhzWEcgEsQZjVsVae4JBVRQXlCTGkulpsx53boAyG4UwZluC1fJrEa60XM4DcZbJXa2Etd6wUc00ZkXKargnLQqj2fFYkpcoGstNQB/bEjEWMMwo191JMr7zDI4o9HAWGLNdUe2vZmv8MRBzSMe2DStiQpibqNwwZIZGdYQfmuND0ZuVhCUlOVjdVI1DS4dxb89O/PD8Gfz57Wv4u8d38YsffyAZFP/xq/8tIGaf+N8//fR/BsQX1w7hzMpenJ7qw+kVPTi1vEeWNI6Nd+DIWBsOj7bixGgLjg034chgAw4P1uHQYA0ODizG/oFS7OsvwrbWNOzszMDBwQKcWb4Yb61txt2N7bizoQ031zThwooKnFlegiMjOdjVbsW6yiAsz/fAkiw9RtMXYSLbA+NZXhjJ8MZQmqeE/rTFOKMm2AblZlrWVOsa39SZrurHPvbgkh3VAKAEB7XyKA/QoSs5CMtLkjBTlY0VFRlYVpyMwbwYyTWtjfZGUYAz0jxme8GzVTBjKXnOhRAOplththXgb6uAYmthfhVM6DIvQNP8r816BwiEDY4ghCmufHKgx94vlzg4oKN4lZdiJSzSK/DTK/B34dl02tdUhbIit1fXo9mesNgrCKE1yrBQBijcdhLTvaeDLBQQxEyY41FLXtkdjDSh2+KO9oBF6Ag0yICOQzrpDVsMWBLpAbolpuN9sCbJjI3pQdhdEI2j1ck425wtrQlWww8mGqRSfTLVhEfL6/FwWY3o1hJu3ZXj5miZ2NquDhULmAnkC32FAub5cNYgzYqauj60WDKErw6US2zl1d4SXOkpkUqc1filthJcaCnC2ZYCAe/ppjycbMjBsdpMHK5Mky1AVr+EL8UqmCKIqUNVGQJg9oPZitAqYYYF0eJGCF/oUnvLWnuDTpETTTmik40ZONGQjsN1qVIZ03/MMKC1+aFYkRWE4URvdMfo0Rhqi8X+C2SmkTu7gMT3bmuiHmNFQVhdH49VtczHjcCSklCMFYdguCAIXdkmtKd4oDHORTK1a6N4v02H2kh71Ibaoy5EPwdiVsb1rOBm4as+XVHtZ0CZ3Nq8ZgAAIABJREFUiT1q9RwXK0dZ3vB2VbfiuBnHpECji7xX5P1C766PK3LMjH5Vq2GeeKIExO462XyTRDUt0IdPXguZjbNkSBWXjghk5mjToscCId7TURY1VFeEKwhghmJR/HfxB0CO7yLpXTNagMPItgQL+jNjBMSEMdPS+lOj0BIbIhGjtODleeiQ48azY06Q/0ZvF4EwYz/pHmHLpiU8UMRWBqVlLzMWga4SWvxo9ZOYzxAfNMdY0JUUjaG8NCwrz8f6ljocm1yCJwf34S+vXcZf3buJnz+9LyD+zT/8HQji//j4Y+kTvwbir16Cp5W0W3e8Bk19XxU8/3tSET/ZMox763rxcG0v7q7twb1VPbg93Y6by9twbaIZV8ebcGm4DhcGa3B+oBrnGJIyTJXh5FARTgzlYV97Ag51J+P0cDau8grHmlo5PMnnWysqcXV1KS5MF+D4WBr2dsdga0MQ1laYsKrECyuLjJguMmKqwISJPB+MZflgIM0LnVYD6kNtURlgg9KABQLjPCaxcYtstgeX5qyAstopSHJUE9nYSxvMisZUaYb0lzh1HSyMRU9mJOqsZhQEGOQiM9sQ0bMXMlgBE8CEXADXj7n9ZqvmP5gXcvHCRhWTs2bbEFoVTAjPf/19FTGdFXRVaCDWAMwnM2fNzjYiQpgAZugLM1y17atYd71Y5VgNE8L0pQYvVO9/MQ9W1k65hmp0kp/2Goi7416BuCfEE51BrugKdkOPxQ3dwa7osxgwGOYha82Tcd5zEH4jJxz7iuMExGeasuZA/HBpI9g2eLaiZVaNeLaiEY+m68GEPUadctGDYL4xUirtCQL4XE++6Gx3HjSd6coV5wWdGFp+MIPcOQi80JGPc225ONuSLzpVl4MTNTk4WpOBI9UqfA9VpGF/aQL2MLA9J0xaD3PVb4kVbEFwKYVDOVbAGoBZAV/rrxURwoQxIcxhHa1uHPJp4tcc/J1tzcHp5izxUx+sTpIlkG1FURIbOp3uj5FkL/TFGtAS4YDaoAUoNSnI91JQ4KugLHABhnO9sLIqApuarVhdH4epynAsrwjFRGkwRgoC0Jfjja5UD7QlGdBs1aPZ6oyWWGc0EMRhC1Eb4iLzjfowV5lv1ElwlTuq/dxmZZC87VKTkxyn5f//Cax8bz3yPBepP6S5GTcLYamGjTqBIYd1uX78VKX2bTUIp3hwachFFi40rzyXlcQrPy/onYHvrI65pBLryYxhB/VCx+zZJG7NEcI5vp7I8/eUjArmVDCvgr1ZRmpyCKk6JSIwlGMFq+DhzDhJSmNiWkNkEOimoB+aNjxa86gSk5uICy11QbzXaH4NxBqQ2cohjNmioHOCHmJCmLnL9eFmtMaFojs5RkC8tCxvDsRPD+3HX12/gr9+cEtALK2JWRD/5ye/FBD/9rNPpCLmYofct/t/BfEHG9rxzuomvD3TiKerGvB0ugGPJqtxb7wSt0fLcWukDDcHinG9rxBXewtwbSAPV4ZycGU0CxdH03FuOBlnR5NxYSIF16azcGt1Ae6uLcW9mRLcXFmAG8tzcWFFFk4vS8GRoVjs7QrB9mYzNtebsKHaiHWLfbCm3ITVpb5YUeyDZQU+GM32khZFc7Q96iw2KAlUUOingGHw6e6vptHswfEQJ5+0C9E2xMWM5thADGZbMVaQjCX5aejJj0F7ajiqYszI9XdBotsCROkVUbTBRq2CZ2MpudlG2xnFhQsJ45mtXDWAsqWgtRW0Hi+fmg2Nzgdt4BbobCtLGVzyoL+Y/3xtaYN5s6x+5ypgVxuEedkjyqRDvFmPRH8DUgLckO7rKZ5M2udC7G3mQMw+NoPr1Y0nRzDHVY6Uei4EF1UExPFqRdwX5g3CuDfUE70h7gLjgVA3jEYZpSKeshqxLsUfW7JCsSs/HPtLYnGsJgWnGzNxo68ct4eq8GBpHVgN8z1CAD9f1SDvm+erm0A9m2nEE1rXpurmgMwqmTBWq+MSnO8txtnuQpzpKpDVaa5Pq/7kAgEgK1EukRyvy1S3+ujxrUjHm+UZOFCWggOlBHAy9hWnYHdhPHbkWrE1Nwbb89Wh3H7+3upMHG8olD7wmdYysI3Blsb1Pg4dq0U3+qvECXKlm79egosdxTKYZIDV+fY8XOwswOXuIqnML7bnyyeD4/VsfyRgZ1kMthSEYlW2P6bSTRhN8UC/1YDWSHvUBXOmobbSyvwU1IXbYkVFIDY2xGJ7ewI2NqmZ2zPV4ZiuCMaSQn/053igL90dXcnqjKQjkbMTHRoj7VAbsgC1IU6oC9VDAzHjXFkB89gBVWF2ERWZ1DuJtGLmeDiJQyKLCxNsQ0h+tk5eSxuLPWLjIqlOWRGrlSrbBq5I8Waq2ivR+0sfMLc8ZXPUMLstt2ihXN/gWjY3BHlhhop1tRHRO02ve4HZG0X+PihhTKfFV7Q4xCy+6JpIf9mi60qJEPiyJUEQD6RHoz1BtZjSV0xYc/mC688UX4tmt+QkzD5MBWtLhD8oSVuLDJDXHHA2hphAKHOrToMwA+9ZcRPEg7mpIIg3NNXh+LIxPD2wDz+9poL4Z0/u4V8+eoFvfv43+MMv/wUE8e8//QS/+1xtTWggZjWsVcKf//olqPnV7/e9lor4w9WVeLGiDO9Ol+GdqVI8X16MxxMFeDCai7tDWbgzmI07fZm43ZuKt/pScXMwFW+NJOHmkkRcH7fi6ngc7q5Kw501Gbi/PhsPNuTg3rps3JpJx/WVKbg6mYAzU7E4PhGOQwMB2NPlgx1tntja5IZNdW5YX+2KDTVeWF9pwupyE6bLfDBR6InBdFd0xtujMdIGRYEKCswKsrwVpLvOgniR1odbiDxvO2S5M5t3AXI87WVjhiuS/elWDGUmoi0jAnUJgSgO8UC60QGxrswYVhC1aAEiDQslH5hRlNoihgTxzEYXSh7E7LIFQUtpIP72U/t1/nlWvxqMmTHATTvNF0wnBFOoWPnyBA6vL4R7OyHW7IKUIHdkhhmRE+WLvEgz8qP8kBNokqkzc40JYg4RpSK2U+11ya42SHezQ+Fs2H2hp50kzDEcpdcahKFoX/SHG0EY89kf5om+UA8MR3jJJh0HdATx+tQAbMsOxe6CCBwss+JEXZr0iAniW4OVuLekRloST6bqBcYaiN9e04x31rbM6fnqVjxZqVbKDyZrxc5GF8WNsWpcH63C1eHFuDzIAPdSEStQLoywFUDLGdeqmeZ3uDJFnBuHKzIFxAfL0nGoPEPE1/tLUrG3KBn7KzJwqDIbR2rzcKKxCGfbynGxqwpXeln51stQjxAmfAliPvk1e98EMdsf0gLpLBEoawBmi+RaXxkudxbK/w7H6lJxcHE8dhRHYVOeBTNZ/phON2E82QMD8Xp0RDqizrIA5X4KysyE8EJxBW1qisSOziTs7knCtrZ4bGqOxcamGMzUhGJZKa2bnujPdEV3igu6E/VzQ+zvgtggbQpmbFf6ukiCIJ/lvs4iLvNkGRYiw9UGvGWY5cVzRvpXK8qzQzoeoaV4EozOBWkV+LpK1crqldYyDcSEMv2/9AETxlHuOkTMSf3UxnXtGC8HxMzCONZ9IeI8VAgzG6U0yIxyiz/krFNkEHhfj/Gd7Mu2JkagNz0aA1lxAmCCeCTLip6kcPH5c1uRm3YEMV0VbGHwa8KZot2N2REUq1sB67dA3BUXIueieKmEcObv4e/V/lxTdDA6E6MwkJMyB+JjS0fxZP9e/MXli/jp/bfwt4/u4J8+eBtf/N1fCIj/z6e/wu8/+1TNnfjy8+9tSfxfgfgnM6X4aEUBPlpRjB9MF+GDqUK8M5mHZ0uz8WQ8E4/GMvFkNBmPR5LwYCwBj8YT8WgqEQ9XJODBKkI4Bo82JuPR1lTRgy0puLsxCbfWWXF9TTxurLbiwkwkTk9ZcGyJGYeGjNjX546dnQZsadRhfY0tNta7YUOdB9bUeGLVYm8sL/PESK4B3Wl2aLXaoIjHQoMUZJsVpHspSOMwxFNBltEOuSZ76fvm+jog08se2UZ6j91QQ6dAUgS60+NRnxKCsmgTMsw6gXCEXj3YGTp71FC7lsEBGeHJina+KyLQwExVOiFs4eeyUAZrrIC1alirjrWKWIMwt+zYkhDIz1bcfM3eL0/HMPCbAE4IckNKqBdyo80ojg9GeUoIKpJCUJ5oQVlCMPICzUj2NCCKg7pZN4cGYuYZcPGEebIEMT3EJUYHCcHn+fOeOH8BMfvEgxFGDEUaMRDuJTAeifTGVLwZE1Fu0h8WEOeEY29RtDgm2Ja41FEwVxHfH6vBo4k6PFpeC8L42cr62aq4Ae+sbsS761rxYn2biK/fpn94pnkuX4LRqA+nWyQSlbGat8fqwQB3bsGp1zUq1H5tezHOtRbO9YTPNhbjTEMxTjcU42xTKc41l4n4mt87114hutBZiUvd1XMAvj7QgBuDjZLWplbCVdJm0XzRGojZj6Y08F7vL4cmgvhKVwHOtWThWF0y9pdHY3tRKDbmBsyBeCzRFX1xOrRH2qLOoshBg9oQBd0pBiwtCcKOjjjs7UnG3t4k7Gi3YmtrDLa2WrG2PgJT5QEYznUXEPcmu6ArwRGd8Tq0R9ujOdxGKmytImZVzH5xZQArYOZpvy6CmBDmEJpxlqyEtepXexLAPHogmr2FKCvGBHGAN7LpTze5SVVMCAuIfVwRazQgxlv/mmKNLqCsPkwJVPvDPPWVwLVtoxPSTS7IYuUeFiAB9ip8IwS+7clR6E2JxUB6PIZzEzAyO5xjb7g/PQKtVn/UhXhiMc8mhRrFY6ytJIufOspPXBZ0WhCs88VAH6opKgDNDIlPikRfYgR64sMEyPw+QczKuNpilMsq7BP3pyVgoiALa+ur8ObYIO7tfAM/Onsaf3n3hsD47188xWd/8xP8/t/+F/7rs4/xh88/w79L3gRB/Ln0hlkNawDWnt9XBc//nlTEf7WmGD9eVSD60QyBnIcPVuTgvaksPFueiafLMvDeZLroxVQS3l2VgvfWJuO9DWl4Z3MC3t4Uj8dbrHiyNR4PtsXj/lYrbm+y4q0NsXhrgxW3Nsbj2uZYXFoXgbPTFpxYasaRUR+B8fZWO2yss8OmRp3AeG2tO1ZXe2Gy3B1j+a7ozbBHe5KC8kgFJWHqsdAcXwU5vguQZ7ZHUaAOpcEGFAfqUeCvA5P9KYK4KtwsP3E7U+NQkxiEwlBPJHnZzTkj5g/m1KGYmpXKVgKtZ5TmirB46EAFuTqAUDYbbAXGdDtoQOZrrilrbQn+cwhhDum0Sxx8EsS8uhDuplbBkUy2ijYjzxqIipRw1GTGoCE7FvVZMahJj0RlSpiAOMljkViItGpYAzGzDBgsw9YMQUxTP3uF7CPyigFhzIqYICaEh6NNAuKBUE+MRntiOsEPy2I8sCLBJN7h7bkR2FccI/1hcUx0l+Bmf4W0JuaD+PFkHZ6uqBMQP11Ri+er6qUiJojf39iB9za04wWPja5rB69uMPqSMZjMmmDOBC8ua9kSj6fbJT+YgT3Mi2CyGiMuaVNj5OXN3nrc6KnDjd56vNXfiNtDzbgz3IJbA03yNWFLEbzzJdVw/yvbm3ihZ5dTCGGKiyqEMIFL+N4cXCzWPD759XwQH61NxL4ynk4KxabcAKzOCcDKDF6IWIT+KEe0Rdig0aKg2qKgOdoWI3kmrKuPxc5Oq0B4T08itrfFYEtLtMCYIF5e5j8LYj26k3TyKbAz1klA3BT2XRDTB08Ql5sdvwNifjIkiLnYw09IGnznP3neiKe26DvXNuZYGbM1kRtoFBjTZsaqWAOx1eSOOB9XxPkY5mQ1ucrVkASzK5L8aGNTsycSxbqmQ5rZBdn+rsi3eL4G4bakaHSmxqAnQ/20OpqbgrH8JFW5CTKg60q2qNVwoKv8N3KYx7/TXElmRCZbExqMWRUTuvNBzNcahAni4bRYDKZEC5C7raECZ1bDVcHeWBzoKYFIvDfYmRCN0dw0rKgqw96BbtzYvBEvjh7GX9y5LjD+2TuP8elP/wz//ot/xn98/jH+8PJj/PbLz/AbqYg//05L4v8KxD/ZkYsfbkkXfbglHdQHW5Px3uZEvLsxFu9siMGHOxLw0c5EfLgrER/tTsIH+2JF7+yPBPVoT5Do/t4gULf3W17T9b0BuLIrAOe3eeP0BhOOzhiwZ8IOW3oVrGlWsLpJfa5tVrCm0R6rauyxvMQOI7kLMJCuoCFRQX28gjqrgtoYGyyOskNFmBNKQ+xRYtGhONgRleHuqI3zRYM1ELUxfhKQwv3x8hAzMv1dkOrjAKunHdgTDjcoCFukwGJQq1MOyHg5gNcELK6OCHFzRpi7fk5RZj0iTDqpXsO8HBDi4SjnbFjxMleYLQ2K7QeKAfDzxUpaqmxe4nCxkexZvnGzwtyRH+mNqsQANGaEoTUnQtSRH43Oghg0ZoSgNNYow0Uum2jQZRXM11G2CsIXqOej0nQ2MqjjZJhWJpr8OyIC0BNjwXCsEUMx3hiN9cZEvEm0PMYoG3Rrk/2wJtGItYk+2JTqgzeyA3GgJByn6pNwpTMXb/UX496SUjyYqMCjySo8nqqWp/b6yXQNnjIOc3UD3l7bhHfWNePFhla8v7kdH2zpwA+2dgqQ39vQhfc3dr8mfo+wfmdtm1TPrKAptjbmiwdCqYfTbXgw1Sq6P6mmtWmJbXfGGyRrglW2tuxBpwelVbc3BioEtIQsX1/vLxHdHCwB9dZwqcxFbo+V4sZQAS73ZuN8ZzpOtGWDQUBMZWNE5o7FsdhcHI6ZnADpEfeE24FqClFQ46+gOUwRR9C62mBsa43G7p4I0Z7eaOztjcPu7hhsa43Ammo/TJZ4YDzfBaPZjuhPtUWnVUFLlILGUAX1IQoaQmwkGlbiYYN1Eg9bGeiExf46iYMt9eOqrqpckyMyPO2Q4m4j75lkDxukcuXaoJtTil7NHWaeBBc2eEmGudqEbrqvu2xscmOOW3K0oknE5axFjYtEtKhlmD3k9+UEeCI30AsFgV4y8KMDQzb1ZtPdmInMG3fadfGBlHAMp0eJmOFMDaWpz7GsWIznWuVr/n72vYu97UXZBh3y3PUo8naX46g1Ib5ojORVaQvaYkPk2RQVJK0GVrisdFnxEsLtcRaJ0+xJigBbFOwd11m8UMkrJSa9nEzj7T72jNus4RjISMBoURZWNywWC9v17Rvw/NxJ/PDmFfz104f45U9+hN/+73/G7z7+BX73ycf4r19/JSAmjL/6WtXLrwnlV/pu9oSWR/Fq2UP58Z4M/Gh3Ovj88d4sVfsy8MM9aQJdwvcH++Pw4QGr6AcHrPjgQDTePRiBtw+E4/lBCx4dCBI9POSP+4ctuDer+0dCcP9IBO4eCcOtgyG4tscfl3YE4sxGX7y5woAdwwo2dSvY3KVgS7cNtvbYY3OnC9Y3OWNllROWFttjLM8GPbk6dGc5oS3NAc2JTqiOdcTiKEeUhTqI8Z0grgh1RWWUN6oiTSgP9UZR0KsJbZqJVhp7sHcVqVchzKvJIXq1OhUIG1QIh7nrEO5pQISX65wIYlauEcZXMGaaFN0QWsiPBuHvAzHPxBDAHM7xtDizZ5m2RQiXx/miLjUILZlhaM0NQ0uWBU2ZFjSkBaI0xgOZAXayMWd1noXvLISZgSHh4zYqiFN16skk2nM4TWcYSmdkIPriQjES5yMwHoszYmmCr2gy1gcrEtQBHSG8LtmEzWm+2JEThIOlETjdkIyrXXm4NVAiIH64VAUxwUsYU3wtmqkXED9b0ygwfndDi8D4vU1tAmQCVwPxB5t6QBHK87+vQVr7Hp+ENPVklarHKztAaVDWEtsIY4rBP3fHX60+a0AmdDUIcxGF/mQ+3xpiBVwmACaEOZjmgPrbID7emiVpbIzEZF7xGxUx2FAYgpVZfphMM6Iv0h6dkTYC4vogBV2xijiBtrZEYVdXPPb0Rs4qGnv7Yl4D8VSpJ5bk6TCSxcUmG3TE/WkQ1xDCAQ5SEZeYdSj2dUKBj07Etty3QZzi+d+DmOHsAmOjQWCshfgQxMyFoEdYljfoEeYNRbM7Mv08kRXoIT72/AAvscBpIKZnmaLLgW6H9hgefrAIZEcyor8XxPw+1R0fhDqLB4p4u87NRpTjqkO+xyJZ2WaIUV0YK96gORA3RwcLmAlTaTVYjK+BmBDujA+V6xwNFpNYO7n8wgPCvF3JA6msjtkr7k6Ow1B+OlbWVmDvaD8ubpzBvaMH8eLSefz5gzv4lx9+iK/+6e/xzS/+Fd/82y8kDlOtiF+qIJZh3SsIE8hfffXNH5F6s45tCuXDg0n46FAKfvhmKj46loIfHk/Dj06ky/OjY4n48GgCPjgWLXr/aBTePRqKtw9b8PSIP54cNuPRYSMenwjAoxMBeHDSFw9PBeLB2WDRw3MWPDwbiqdno/HoZCTuHQ0RIF/dHYjTm7xwYNIWb4wo2DmiYPeIDntGXbF7yAvbe7yxodUdMzUumK7QYcliT4yUeaIvV4/2VGc0WJ1QFc7tI7Ui5jZSabDLbJvCICfu2R9j6j8DrnkLK4EbQS42iHBZAEJYrmdoNhyDetAw3MMZEV6LEG10RYyPK6w+nqJok06cDJEM8PbWiaI81aEF7TwcxmkSixnbD/MUoFcQ6KIgSM8zSDZIMDsiJ8wdFVYTapMCBLptmRa0ZgejNSMQdSm+qIx1R1aQLRI91PAYgpjwpdgTFtE1Ya8g3kFBMr3U+gWyWcVJekuoET1xgeBZ8bF4X4xaTVhiNWJZohnLk/wwbTVjVZKvtCM2pJqxMc0PWzP8sDPX8kdBTOg+W8mWRO2c+PWTmXoRq2INxqyMCWSKa8wUcyWYLzE/Y4Lf/8Hm/jlpv679Hv6Z52uYadwtejrTJWAmkF8FyrfNtTkEyrM5FAQxpUK3UpZEuCxyd6xadIfXqkdVd5AAmBCmU2i0+LWKmNXw4cY0CYvnFY+txdFYnxsq1fBEogf6Y2zRHr5A2hItYQqG0nVYX2fB3t4EHBxMwf6BKOztiwIrYkqtiEOxptqEqVI3jObYYSjDDr3JNmiPVdAcqVbErIobQxeiMcwZ9aE61AXzsoyDBF2VcTZickChjwPyvFVleTlKjGuKu6388E5iZexhK0E+DPOhGPrOwwbcmovR2yHaZaEsB/HmnFxV9lkkW3K8lchtOW1rjq8pgphi9SzhU7O+YG1dWTb1vF1keYT2NKbGEa79yaEC2tHMGAExq2NKq4pZGfMeXXOEj7QjcgwL5Cwal7dy3VxQ4GkA7/HxLuB8ELMqZiuCrQZCmEDlk1+zPcFLHKyEeSKJEK7y85irhFm0MASIIKalrS7cH11JsRgpzMSaxmocGh/ClY3rcHXfLjw5exI/unMT//SD9/HyH/4ev/7XX+DrX/wC33z2GX798gt89fJLfPnlF+BNuy+++uI1ffPlN/hTYmKb8uJIDJ4dDsfbRyPx4kQs3j8dg/fPqs8Xp6Px4kQU3j0TindPh+D5ySA8PW7Cw2NGPDhqwL2jetw7ao9HZz3w4Ly3qgtGPLxowqNLZjy4bMbjy0F453I0nl2IxOMzoXhwPBy3DgXj4hteOLraFnuXKdi9RMHecTvsX7oIBya8sW/UhB19PtjS7o4Nza5YXmvEeKUXBooM6Eh3Qn2cHSrDFqI42A6FgfaiAn8HFPjRG+mINE81e8HqZIM4x4Wg1zaO54dmV5i5lSanv3lR1sCLCZz+6hDu5YwobwNifdn/8kCC2VNEEMf6vFKcD7NkXcQ7ySkyrWlcPValbr5x+02TRSpvtRUS47kAqYGOKGaYS5Kv5A00pprQmu6P9kw/tGWY0ZjsjYooHbIDFCQTxAY15pLXOLiKTfEcD2MWCWEq0V7dNCxwXSi3+TrCTBiMC8RYUijGE/2xJMGMiQRfTCb7i1bE+2EmWV3e2JIRCGpbpj925VlwqCwKZxpTcK07H7cHS3F/vAyPllUKhN+eoWWtQXrC7AvztQZiPjUYa0Bmu+K/A7EW/KP9Ph4PnS/mF6swZqg8QdyuVskr2mYve6g36h4sb5LK+P54vZpHMVqjtilGqmVb796SOvDXaMObr7tLFuPOWIVaDc+C+Ppg/lxrQssmZjVM69rmwkjMZAZhWbIXRhMMUg03WxSwGu6MVTBZ4i194cMj6Tg6lolDI7E4MMRqWIXxzq5wbGm2zIF4OMtGWnDdSYqAWFoTEQrYI25myyNcj4YQ/SyIndRq2GiPfG87yT+mU4i5CTz8ySEdXTTMHUl0swFhzGsyBDCfFEEsW3OzMGZoPTfnGLXKnGC+t7ktp0mDsPZkpaxt0Mkqsxf/uWpCW5q7apFjuBBjLQliQpigZfuBYnuCEOb3+SSc+etcQGI1TNcPb1Nye5bP+SAWz3CYn1TArIoptiIIYHqD2fPVPMIENNsThHBTqFmiQtm64+FhiiDm12xNMM+Z8aK9KQlYWlKAzR2tODm9HG9t34JLu9/A47Mn8eO7t/EPH32AL/75n/Dbjz/Gbz75FL/+/HP8+uWXsyAmjL/Ey69UaUD+UxDWfk15dCwQ94744MExM56cCsazc8F4dsGC5xcseHIuEI9P++PxOS8VtqcNuHdyIW6dtMGtk4qqUwruX7QVPbjkgHtXdKL7Vzxw75oH+Hx22YKnl0Lln/fotAX3jgbh6h5PnNiwAAemFewcVbBnXMGB5TY4NLkIh5Z5Yd8SL+wa9MQbfZ5Y1WjCZLU3xkpc0ZPphKYEO1RHLURFiC1KgxZKQluh70LkmmyR6WUrgwqeOop3spFLCYRwLNeCdQukKuZGGgNM6HmU+3Ju6v58NE3pxkWwcmXT5C5KNHkgzuQoVxTijNwgUifE/Mim3ahjdR2hm5XLAqm6WXlrojsjnL5lVwUJXguQHeyAimhXNCb7CIA7sgLQnRWAnhx/dGX7ybprRaQ9cgIUMDAm1f2Vkg0KGFIUz0UWRi06qtm3XGj2TLKXAAAgAElEQVThG7fQwwa1/nq5cDucFIjxZAsmkgIExksTzZhKCcB0aiBWJQZgTaq/ZEpsz7aAYn9YAzFbEwTxnaEy6Q8/mawW6L5Y2wzq3TVNc9J6xPOfBLEmLebyvfV9eH9Dv4ivte8zcW2+3lnTDU3MK37KI6IzHXiyqhV0Xjxe2SLDvkfTTXLh4+FUo4TLP5hskOvh98drZQVbrXhrVPhONODh0nqx3z2ebATF7UDq/kQVCOM53/wgh3eFuNiZg3NtmTjSmCXrzdyoY5j8+gKLDOnGE9wxGKNDW5iChiAFjSEKhlIdpBpmJXxiIkt0dGk83hyNw76BCOzqDscbHaHY2OiHVZXuWF6iw2CWgv5UBV2JCtpmWxMtUQvQEmEj3mSmBzaFGVBvcUF1gBOkGvZaiFzPhbLOTt8wAcyjtwxxT2I4j8FGlGiwVc8RzTvtxfNEbEfwVBErYS4zsWjgcgY35pglwQUNfvqjKyLe16BKg7NRJxt0iXRIePHKBv+dBLE6IOTiCGMtGfLODAdWvWw7LMnmfcpYgS4hrIGY3+PvYQuDF3Py3RdKjAGrYVbG3KTjyjYrYg3EWhwon4QvxapWW9YgnBsizGiS48IBUg1X+7mj3KhHsYcjSr2c5DUjNav8vOZA3J3E/YMcbGhswKFxnn1bi0t7duDp+dP48cN7+PtZEHOj7neffY7fMJeYFfFsNUwIawDWnqyW/5SYUaHcPqbD3RMG3D3liYfnfPHksh+eXvHHk8tGPLzgjvvn9Lh7xg53Ttvg9ikFb51U8NZpBbfOKLhzTsHd8wruXnlddy4rmNMlOzy+5I1HF014ct6Ix2cCcP+EP64fMODMFgWHVyvYxYp4qYKDkwoOr9Dh8LTbLIw9sWfUA2vbfTHTZMJkjQdGihahK9MZjfH2qIqwERgX+S9Aoa8Ncs02yPWlpc0R/JiWyjcHgay3g1W/UKL84gzqtQuuYPImGDeBxIjOHrK30zzQOoslR9Y2fRzliCOtOVzhpPgmJIitbk7yZuYbmoDXFLvIRgaDfMYaFJGVtjsfGxRYHFDFG31J3uhM9cVIIVddLRjKD0B/jhmtSa6oCFmAXH8FeSZF/rvy/BaCyjYuRJqHGihDp0QyF1l4fddJQbZeQZmXLVqCCYgALEmyCIiXJgdiaWIAlrElQQgnqyCWBY5MC3bkhuKNnJA5EM/vEbMi5qDu6VSNWNTeX9+KDza0gc/31rWIWPXOlwZg7alBVgOv9tS+/+2nBmE+CWKCV4VvMx5ON4keTDWC4NV0n0BdXo97y1j11oroe6a08CB1GaVZllL4WoPxg6WvFpjYK77ez0WOfFzoyMaZlrQ5EPOkEi96rMsPlt6wuCVibNEapqDJoqAjhr1hb+zutgqAz0xn4/RUFk5OJeDoRBz2DYVjZ5cFW1sDsbbWiKkyPZYU2GEgU0Fv2isQt8UoaIuxEedER6wOrZHuEuXaEGKYAzGrxhzJFlFztPleJ4RpT9NALPGoBhsBMeGr3Vjka15e1kCsfXILkbmJei+Rx2u1m3qaTY2VMteZ47ycRPw7xGhM5hRzgy7V01Hu2kmaWrCXZDi0JITP9YYJXFa/hC7bEBqIWSHzOjPbEvREE8QM8yKE2SfmOjOvjjBrotqi9ogJYLYoakPNcxDWquFXrQl/tMYEineYFTFzOZjEVm50FhHC/JogZlZFnSUArXFR6ElLwdKSYmztaMeRiXFc3r8DTy+fw48f38XPfvAePv3nn8mg7pvPP5HWxJcvPwf18uXn+PzL7+pPQZi/JiC+8iYrW0fcOeMqLYUnV014es2Mx1e8cP+CC+6ecxDoEr43T6kihAngh5cVPL6q4AF1WdX9iwruXVB/naCmHl3S4eEFAx5ddBMgE/g3jxpwfoeCYxsUHFih4NAqBcdWKzixRo/jM944PO2NAxMe2Dvmjq3dJmzqMGF1swnLKj0xkOeC1iRbVIcrKA9WUOCnbt4VmReiNNBeLnsw4pLTZMbc0TMplh2DrfSLkwlpHuH0sRfPI32PVqO9eqLGxIONjkjmHTGTvfyeRG/Hud/H36tVAbwlJ2B35TVaauGceE/O6r5A7sqleC1AqucCpHsvkB8UZaHOaIjhSqsRnclGjBYGYSjPHwM5vujLMqIlQY8KiyKLLGVBCqrC9GoKV7ge5cE6FPjaIMtDXW7hujfzN1g95LspqPLVoSPcEyPxASqEkyxYlvSnQcxNOsJ4W3YgduRasL8sHCcbknClOw+3hkrxcGklnk3X4cXaFvxgYwc+3NQpT25lvj/rG6Ztjd5hbbGDSx7axh1hqsFVg6729fxf08DL71Ha5Y5HK5pBzYfw/ckGAa8G4PlPVr7z9WolW13NfjqtwliriDUQc1h3Y6BYquFLXblSDZ9uTsWRJgb+pGBXlRVbSyOxJi8Iy1O8MRyvQ0+UDdojFHREKhhJd8TWxlCcWJaOi6sLcX5NPs6tzsPZVUk4vtyK/cMR2NEVjE1NJsxUuWOiyB7DOQr6M16BuN2qVsUdcQvQabVDl1WHdl6biXSXzTpmHrMiJoi5yky7Go8ZpBjsBMIpro5iS2PxoYnQZcEgYn4EiwcPJ0nw4ydCVsFs0RHEvCBOOyctlvS6s23Ho6aUdmePixuUvP8Jfk97OVCggZhpaiW0mPHIZ3IYBlOjMJJBCMfJcyAlEn1JbE3QMUEIh6E9JhC1wZ4o9tYh19UW2Xob5BgWIs/NVqphrjNL+2C2LUHXhLaUwbaE2hv2Rm0oHRMmNEcHoD0uGJ3xIehgeyLCfzYu1FOG2VVmV4GwRGSa3AXEvHhCEHelJGG8sACb21oFxNeO7sG7Ny7iJ8/v4WcfvouP//FvBcS//uITfP3Zx/jy5aeil19+Curzb0ntHbN//G2prQy2M5RLBxS8dUrBnbN2eHDRIAB+cs1N2gu3Liq4eV6tgDUQ80m43r+i4PENBc9u2eHRNRXG/J6AmJXyWQV3zii4fZogthE9vuyCJ5e9BMZ3Trrj8h4Fp7YoOLJOwfH1Ck5vtMPp9Ytwcq0BR1d64MAyA/aOLcL2PpPAeE2bCVO1nhgqcEZLooLFoQqK/BQU+Cso8lekTVEZ6ozaSDfURHigIthVsnlZJdA/yWcak6d8HJFudgLdFClGe4Eu7W0pZgekmVSl+tgjxWgnSvWyQwqN8B6zIKcX01U9U8QQeckDNtiCN+TYl+MKtchdQaI7F09sRGydlATYC1ibYt3QnuiJ7mQPyWbuTfUE1ZPiIVkDlaELsDhEQV2UHRrjDGixuqLJ6o66SL38sNFyN3Jc1US6XIOCIncb1Pk6oy/KBxOJwViWHKo+kwKxLCFAhnSshmeSXq+Ivw3ifaVhOFGfiMtduXhrsGQOxO+taxUIf7S563UYz/qGVe/wKyATxgLkGfUkkgZf7anBVjuRpD2frmyHJkZjzgexVMJTjfg2iLXKmG0KVrqseDW9vaoNmp6v/P9Ze++/qvf03PsrKsKCBUhb9N5BBBsKKiiKCBYUBaUoiA3soiAqYENs9Cq9g4AUy97TMpkkT145mTnPk5PkyUlmMn3vPTkn7eQ/uM7rur/rg0vHmeSUH+7XZ7HAjaL7va51fe77uvWsDH5Ogosu0DPWFTFBrNQwbYmXOQnozN7weRBvckVJrA0KwjXkR2k4sUbDpWRHPC2MQf/NZIzc3omBqu1SvRXr0X45Bs9Oh+B+vi+qDrvIJfS5ZE3U8BKI12s4vlYDYZwXayXJhIVxRhyPcUFu1GocCnPEvkA7ATH9YcadMvY0nuHzRl7K2UixP1i9C+Q7QYJ4CcbOXHT7MYgZ3EMYE8QcbvKXnYl6aye7fMKclyPMZaVsmOY4sxplViCmAFlDT9pxhURb0pZg19K+SG8ciQ8GwXs6IVogzNMSxCWbogTCh0PZsuYooUWEcKJxmcCYUOYy1DRvF1HDh8I5pBEoxf5hNZhBK4IXdLQjFITz40JkQi8vOkBgnBPmjcO8yPN3lRZPwlgFxlMR02/mZV3Rlo24sicNj0+dRP+tm5jqasAfzI7gP31rHv/lB1/iF3/1I/zLr3+Kf/76ZyCM/+Grn38EYksg8/FvA1i/1COAVWmDzRpGaDn0agLfuVFnvB5dhVdDGiYGNIz3axh9qWGsR8NEn4apAR3CooLNani2T8MMf70qgrpXw0KfhsV+DQuDGt4MG/B2xEVA/LrXSVT4WLM1RpvsMPB4GQYer8TAI0f03nNG110n6TWmX8wLvLoSP9Tke6I8y4izO5Yjf6OGrEgNe5hBwZxiRmX6akgPtML+MINscs6O9sDBCJOEaqcFumKnLzcUGJDkaUCyrxE7g5xl5Jljz9uDnCSDgutptnivxGZPc5lWYJObFRLcqDY+XILwMkSfTtIvRWLMyzvZKrTZzRqJngziWYVkv1XYEWgQcHLtU3qQAftC7ZEV6QDu1cuLZw6zsxSzmNV4K7MG8pjNbK4zKT4o3mxC3gYX5MYasS/UGru8NGxz1kAQUwmnudEb1tWw2BJrg1AWH4KLcaG4Eh+Aa+uDxJa4vs4P1+N8BcZMWeMmDtoS9xIDUbvFVxRxw94o9OQkSG8tM0feXcvClzeyQRBTBSslTDXMx2qa7neet06IB6wUL5Uuoatgqz5Wz6lcYrXlmTnGnyuGDLFmLu6TkxkXC9cO4d31bLwvP7JUX9w4Chaf4+eYlcGBFKbHCYTP78fUWfYW78bwiZ0YyKctsQ0vcxLRdWQzmnMS0ZC9CY8yolGVEoBriR64uNERZ+JW4WSU3q5WskkT37e3fBsm7qdh+O4O9FclYriaMF6P9ivRqC/2w90cF1RkOQiIS3csQ0mShpMJnMLTkMseYtoSazQUxltLPOz5re4oXOeJYzEuyArVQcxN3WxbI4jFnnKwEkVMEK9zsEasvTWibXknopfaeUgAszOC9gKDehSAaUOwlDKmVyzq2JwAyDZPywpzsEI4LTdmSjjr7wKZK8H4gO0+RuwKckVmhBeyov2QHRsoUaxUvaoYz5q3JhC5UX44GuG91NdLNUwFTCVMADNbmc/RjqAFoQY1cqLZuqYXL+PEfoj2FwDzcW5MABgWRBAXxIfK9+f34/fKCnaXqVNmdcgGd9/V0s7GVVMEOzMnTibGoWz3NtQVH8f4vTuY72nFH78ex4++tYi//KNv4Zd//Z8FxP/467/H1z//Cf7b179YgrGujn+Ob77+Bb75zS/xD+wn/uqrz9Q3+OqrD6X1t2oY6dYhO01lO26F2TENr4Y1jA3qIB7r1TDep2FyQBNATysAj2qYG9EwM6BDeLpfwzTVcL8Gwvl1v4a5JRBb4e2IEW+GV4tNMd1tIzCeaLXDeINBPOORJ84YrHNHT60b2ipc5OKu/rwN7hx3QnmWLc6masjbqOFQtIaMYA1pfhpSvTRRjpmhVhIbmB3jiJy1JuTEeuBwjAcORjLdyRMZQa7Y4++MND8npAXpe8D2RXviYIwv0sNdkRbqjJ2B3JBgJ1N67MBIkdaglTJKneRCb3YZtqxeJr2aHKdmsW8zwZ3e7Ups97UW8KYGGbA7xF6CvvcypzbCKJUVaYfsKHtJ1spbq4OXY60nNxhxYqNBqmiTASc326NoixHFiY44leSE8ztdZfqqONEZhRudcHQNF4RqSHHXsN1Zw253K+z3XIkjgQ44EWHC2TW+KIsNFggTxFTDhDEhfC3eF+yY4GUdt3AwW4IXdbVbAgTEj7YHozEjGr25W/7DIKYS/n1l6Ql/CmPCV1kQliC2hPHnIMznFIh5MtOCKXDMuFAgVvBVpyWIOaZNCPOijpd67CkeOZmKocIdvwXiF4fX4+lB9g9H4FayP65uccXFjXY4G79SlPCJeA0XU6zlIm6gYjsmHqRipGYbBu9sluq/FYe2y+F4XOyNuzmOqMgy4Opea5SlakvWROFGDcfNl3VUxCfWLcfpzQ4giE+s9zKD2A77Ag3ggoNd3qvAf5Mb7JctWRME8XpRw9YyqBFuYKfQh0B3LhNQIOZlHC/lCGPLUkAmlGUMn/aEIy/y9PoA4ZWSJ0EAc2+i2BImWyT7OiItmP6wDuLDawIEuvkEY2yQPKYNcYSfDzEtQZjDFQQvQcxiVwOfy2BcQbCX+MGqC0JBmKcCMeErADbbEUsQXhcm33fpexLEgc4C4/0Bq8Hix5lBzsiK9Ebe+lAUJcXiQloi6kqOYqjmOsaa6vCt0V78yZsp/H/ffYdf/9Wf419++WP80y//Dr/5+d/iH371E/zDr36Gb371U3z9y7+Xk4+/+fVPBNC/+c3XsulZxpq/1nuH2S3x9de/wW+++o2cWn+HhhGqXUJ2TMPMhIbpcQ2TIxpGCOMhDWNUxoMaJoY0TI1oeDWqYXZUP2dGzIAe0DDRr+GVGdiE8+ygXlTPiyNWeDvmiLdjbkuqeOalM2a63DHd6YGJVneMPHPAYN1q9NQ6oeWmQS7x7p7UcGmvhjMpGvI26BDeH6phH6eYwjQcCNOQt85WV4/xjshf5yy+6/F1HgLkIzEmHI3xQXaUF7LCTTgQ6oYD4e44HO2F3PX+KNgcjpx1/jgS52MBbhdwJT2VR5qvAezISDFZYbtpmZw7vXWLgTYDi9sUuElhf7QjsmKdcSh+tXQ+HGW0YYKb2A20HJg9wGCXwo1GELhFm21RstkG57YZpan//A4HlKU64WKaKy6nm3A1wxPXMr1Qvs8DV/e64kq6Oy7vNuFMkhNyOGHIFyKThkzvZTjkZ42cYEcB8ZkYH5yP8UPpmiBciAlCaYwXLsT6Sq4EsyWkhzjeT0J+uIlDV8M6iOuSQ9CYGSP+KKfNdEV8GF/eOIpvVx7Dd6vypL5zKw8sfmw5hPHZx590SCgYKy9YnUoZK6VMGLO4aulzRQWsSkGY2RZKAatTqWMCmqlxzMmgGlbdEhzq4JSdgnB/3nb0HtuK7qNJ6MzegicHYlCXGYnqtGBUJHvjSuJqlG6wxal1ViiK13AuUcPdLE+0XYrHyF2COAXjD7diuHYj+u/Eo/dWFFouBuHRSTfcybFDRZY1rmUsx4VdGs7Snkj8oIrz4vRLu6IN1rI8oXSbCSc2mATEh/hvLMiAvXyX5WOrb5ihJcCt0VyVZW4hY0cEe4S5VYMJfVS3VLmE7FJkJfvh2RlhLj6vioC2LAZjqYpkt5HLcplS5X0J71to8SV6GUQN7wzQd89lhnnigDkPQqWg8WQKGvt5qUAZ1r6UEexqQIrzKglu5145btRgdCUT01RSGvuCCV/2BrOUEl6CMEFPTzg+YKkkwS2CIT+e+v/7gc6y5JWLXjODHOX/8wNhLmBlr/FE4ZYwnEuLR/nhZDwpPYq+6lIMPavGm74m/OFsP3747df45V/8Kf7HL/4r/vXXf4d/+fVP8G/f/Az/8s3P8Y9f/wz//aufLtU/fvP38hxzKFQ6m+qwUC1v/+1Xv8FXv/wKWn+XhhF6wUNmEE9qmJzQMD6mYXRULwXhyWEdvgSxZU0OamARxKqonqfYPTGk+8f0k99NGPBuYrVYFAsDLtKVwf7j2W4TxltcxZ7orrFC2y0r6S+uKtBw6aCG4q0aChI05K7TcJQeWryGEwkaTm014EyyEy7t8ULpTg/zzL4TChgpuNEFx9e76D5sPDc4e+J4rCtyolxlh93RWHfZHs2t0WeTI3B6WxiKE4NRvMkfJ9b7IH+NB3IjuXjUGXuDViDDfyXSA1ciM8BatiYcCGeIt1F26x2Jc0Lu+tWyheFEkgmF271wItkDxameKNntjdJUF6nzOx3BKks14sIuB1zebY8raXao2L8atw66ouqIK+7meqC2wBcPTgbgUXEQ6k6F4NHJQDw8EYwHhUGoPRYsYC7avAqHIjRk+OmtU0cCluNYsBEnQ10lU+JMhBekwnwk6rIsykPC3zlRp0DMrgmqYvYQ303wE0X8OCUUzftj0XssURQx27reXfs/B/Hn2tWUV6zOTz1jBWSuVvpcEb4s2hFUwoQwR6O//KQIYEsIUw0rCLNlzVIJE8K0JXpykySDmKHw9fuj8XBvOO7uDkJFsgcub3HEufUrcWq9hpINGm6kO6KxJFog/OrBTkw82obJuiSMPdyEvjvReFkRgeaLvnh0cjXu5KxCxaHluL5vGS6laTi/Q0PJVt0rpkVxcoNeHAo5m+gEAfFGd9lIfijCgP1BNsgINoBLEPiOje/IuDhWz45Yod9drLZGjNFaQMyQKPq+hDEv5Kh+CV/aE58rdkZ8WipnmCe7JNa66QDmhTcjWLf5GkUJ7/BfDeZCcAmo2jrNpDR2LLCWYijNEGYfr75fz072yRHE/JjPc/CCwOZIMn1g2gbSExwTKGPLHF0mgJUVodQwzyMx3pJVoYTXXn9mEDvLdnNuOOfPjpeeGYF2yAyxw8EIJ7k8z9vsj7L0tajM3Y6HJRloKj+G/pqzmGitwRcjjfjjuV78xfde4Zu/+iP82y/+C/7t13+Df/v6b/FvX/8Y//r13+Ffvvpb/POv/yv+6Vd/I8XHrG9+8XdSv/nlj0U501f+71/9QnIq/umbX8uFnzbQrSteQnZ6QsPMpH5OjWmYHDXXsAZ+fooApm1hLn5M5UxQUzWzRvs/KGjCeWpIty8sQczLwLmB1aBXPNvjCl7cDb1Yga5aDc0VGp5e0VBzSsOVwxpKdmsoSdZQsk3DmWRNVMT1/QbcPuqJ2rxAPMgPEzjdOuSHy3tdcG6HA0q22aNkmxGntzsKnE9vcZHtH8Wb9L143JXH7FcuKy1LCcCNjGiUp0fi6q5wXNkZgkspQSjd6ofTCZ4oprKOXYXcGAOORNvIeWytnhvLxafHNzgI+E8mOeN0ignnUj1wfo8JZXu9cHG/Dy4f9EN51mrcOOSMm4edUJFtRNVRe9w95oTafBfcK3DDkzPeeH7eHw2X/NF8LQQtNyPQVhmF9lvR6KiKQee1aLRdjkLzhXA8PxOK6iNeOJe8XPzE/cEacsI0HAuzQn64AUURTiiJcMPpcJPU2RATzoS54FyYm+QOX4x0x5U1nrgZ5wfmTBDGnKpjVSf6oi41DC0H1krr1sjpXRLy/n8M4tuFHw1oqGENtTRUnV9UMnciD+8rjuPdzWN4eyNXSrWvfXpy353lzjv+Gv7ab1XkLdWXN49LShyT4hhStHBF94X5AsPLObarWSphQpjB9AyDpxpmBvGTrGg8yAjBnV1+qEgx4XKiA86tX4bTGzWUbdXw6Lgv+ss34fWTNMzW78Tk4y149SQRo3Xr0HM3Ai8rwpdAfDfXFpWHrXHjwHJc3qPp9sQ2TbxitrFJJdCWsMO5JGexJoo2ueN4nBNobXF1Ei+ked/AISa2asrwhoPqG7bG2tV6Nw9tCYJYEv+4gcbcJ6wsCmm/dLdHrLmYK8FijzxzJZbKomuIHURMVtvkYQfuSkzilo2A1SCEd3ETc4DrUl7wvhCTdDEQqCzZtRdgWtohp0DM6TY+5iojFlUyQ9z5ayRH2BLCscE4poo+s9mSIJDVu17aDAQuR8A5fZhssjGPga9Cqpc1dnlbI83XWrbEpwdby5QuxdSpnYG4eWwj6sr2oOnGIbTfOYbu2hOY7qzCdyef4Udf9OInfzaDf/7xD/CvP/1TfP03P8Cv/ub7+Nsfvsdf/+gd/uqHb6X+8s/fmB+/wV//6C3+7q/+ED/+6z/B3//Nn+Jnf/tn+OVPfoivfvoX+Obnf4nf/Pyv8fVP/xLayEtdudJymBnXMEsYj2uYHtMtCtoU9IvpH7NmRvWTzxGyLEsIE8QsXvLR7iCM6SMTxG8mrPBmbAXmBq2k/Y19yRwOGWu1Qv8TDR3Vehtb/UUdxDeOabh4UMONQxoqszXcPaaJqnhRGoDWy9Fovxon9fxsJOqKgqTFrSLbWYdelgkVhz1QedgbNzM9cCPDC9f2uONSqjPEAtjhgku73HF1jzfuHA7Hnaww3D4Yjjv7wnA7MxSV6UG4nuqPq8k+YgWUJDpJRjJzkgXsia4o2bpaPNzibQ44neKM0jR3XMr0wJUsT5Rn++Jmri9u5QWiptARtSeccL/YEY/OOONZqRsaL3mh9ZoP2sv90V8dhv6acAw+iMBIXQxGnsQu1XD9GgxVx6D3ViQ6rgWj4XwAqnNX41yKhpw1+igsb+0LopdJAtipSAecjnCWrGHC91yoCSUhq6XOhTjhQqQbrq/xQkW8v4CYMK7a4AWOOdck+aF+VzjasuJlmOE/CmKVCfG7z48n5RSIPz0tgaxgTLhykONzxYWjqgjtT0FMCLMIYAXhuUuZS0sPaL2wXY0gHixIAdWwroiTxZbgeqSWAxvwjKHue4Nxe5e3gPhKkh1KN2q4uN0KlRkO6LiwBlO1yVhsSMfcs52YqieIEzBaF4e+mnD5u2u94ofHp5xQfcwaVUdW4GaWFa6kfwDxaTOMeXnH3IkzW+wFxOeS3FCc4C5LdbOiVmF/mA32hRuQEWLErgCDTJNucl1hDoZizzz7hvV2So4vhzGUSqX+MX6VFgXH/Z30KTp6xpYgVhCWyTnzOPN6DwNUUQUTwomeRtkMw55hQpjpaGlUnf4uOowDXJEZqBctBtZBjicHmMSWoOKl/UAI8yR8+Vh9TBDza6midR84QJQwMyNYAmMLEHNwg7bj3gAnATC7Sra6LEeSs5VklG9zW4FkLg72ssZuH2vsCbAGIcxN8fvCVyAnwRll+yNRcyoJL65loL3qMNprctBRm4uxplJ8MXwHf/6uET/+s2H85v+fx8/+8yv88Ls9+KP3HZgffYj5kUeYG32EueGHci6MPcL8RB3eTDzGd9524nvvevD9L/rwR98exP/zvRH8px9M4Yd/PI0f/cks/t8/nYM20a37uPR658b1ej2me8C8tHtNOA9/XDMc4KDtQPvBbEfwMs+y2GHB9jd2WcyPaVgc12t+VO8zZk/ySLOG4SYNoy0aBp9r6Hqgofm2hrulSm8AACAASURBVMYbGp5d1lB/QUNdqYamy9ZovmJE2zU3dN0IlH/Y/bfXoLcqFi8rY9B0MRANZX54UeqLhrJANF4MR9OlSDRejEDDhXA0nQnDi+Iw1BcEiHqpPe6FmqPeuJtNCHujNidQr6PBeJATggdHw3H/cAiqDwagOsMX19O9JLD+UqobLu50WaqyHS4oTVktKvzCbheZ/ruR7YVbub64y8b9omA8KAlDPdvwLjnhxRUHNJe7obPSE313AzD0IBgjdUGYbojETGMUZlui8Lo1GtNt0ZhqicB4cxjGmkIw/igKA3eD0XnDB8/PueFu7gqUpvJCR8PxGA15URryIjUUhC/DybCVKAoxoCjEiFNBTh/VmSAHlIW7ojzWB5XrA0QNE8QM/SGMBcS7I9CSvQ69hdtk/xx30f17iphRl/87pcCtfGX1Mf9blolsb6mOP1MEL0spZwViBWCeX9w4JhBevHpAV8MXM2SKzrJnmJ0SuirmNF2KKGL6wwyCb8yMx+NDEahO90PlTpOA+Np2B1zZaoPKDGfU5wVhtGorXj9KxWLDbrx+kSwQnnyyHqP1azBwPxz9tyPQfi0QT067oDbPFrePrhR74upe/R0eISy1VZPEQSaxneU+x0QnqeItbgLiQ9G2SyDmnQTvJhgBm2jiIAf7hq0Qy2JrJf1gx+Uy3alArCboZBLUDGOqYypjVpyrvay832ByxCZPc54EIzE97aQIYEslrCyJFD8n6UpiTKXA2JfZDRwbdpaOBK4nIljpC1vCmM8RyDJmbAYxH9M7ViCmKqYvTCuC8M2PC5VuCHrB7IxgrzDVMNvWqISZRsdcZk4dqlK55QJhf4O8m+C7CubVEMLZGxxxapcvbh5fh7rSFDTdzERb9WG03zsi1fv4KKbaSvBu8Ap+MFuLP31fj+/O3sNM33WMd19Cb2MJehvOoLvxjJw9zecw0HIW/R3nMdxeirH+coz3VWJyoAqvhu5gZqQar8fuY37iIRYmH0tpHM7gpZpSrVSuBOfcqA7huQl9UGOOFgP9XvPgxgwh269hss98QWfurBAYs/f4d4GYl309GkbaNAw0aOh/pmGsVcNwg4a+Jxo672novKuh664BL2tc0HvPC8MPfDB8zx9DtYEYqgnDYLX+j/vlrQh03gxB02UftF7zR1dFGAaq12L4/nqMPEjA0L3N6K/egOFbm9BXHoeuyzFovxCJ5rIINJwLR31xIB4W+uNerq/Uw9xA1B0PRv3xMDw+Foq67AA8yPJF1cEAiSws3+spqvpqmhuYmnVxt4tcrpXtdhBb5Pohdx3ChQG4VxyCurPheFIWjcabLmiqcEV7pRuYPDdwzxejj0Mw+TwIrxpCsNixBm86Y/GmO0bqdXcUptvDMNEahLGmAEzVR2H4Xii6KjzwoswB1ceX4eIeDaf5VnajBgbN5IZoyA3SkBe4DPn+Vsj3X4VCX2sU+hoExsWBjrAE8a0NgQJiLgtlDKYCMfN2/1dBTGj+R+tTYBO+lkls/FiBWP03PwdhPvfvgZgQZhHCLK4Ae30xQ3Il1AQd138pEHMzx0D+DgExd9RRDTdwNdLBMFHDN5PdwLqebI/yHbaoPeyNtrMxmLm/Cwv1aZh7kYrZ59sw/XQzdBBHY/BBGAbvRqPjWhCennHGvXwD7uRY6SDO/BjEZ2i/bVsmkZg6iI1yYUcQ0wY7FK0r4v0RNtgf7oj0UKpiB2mVZL6KZJHYLZMhI4KYY/yRDlZLedgEMcOoOEmnYMx8CemkcDWD2M2I3wdiCXs3q2F2SBDCKV5G7PB2RKq3o2xGTvNxxB5fJ+l4YNcDFa+Cq6Uy5mPCWSlhngrEfJ5WBhUxL+YIYirhz4GYfcO8jKMaZlufZHC4rRAgSyiSt428c9jtb8BeTieG8W7HiINRdsiKtsXJFE9czopEbUkinl3ejYZbGWivPYSuh0eleh7ux0D9IfQ/PYLhhmMY6zyFwaYT6Hyag5fP8/GyqVCqp6EIvY1F6G8twmBHCYa7zmCk+yxGei5htPey1FjfFYz3XcdEfzkm+29KjfXchEb7gHYDgbs4reHNjIaFVxrmJ/XnqIj5eUtLghdwvIjjhZy6lOPHqtTz6lQTePNDGlicynv5TENjrYb2Og2jbfpQyXiHhqFmHdDDzRpGW60w0qJhrCEIoy8CpUae+2P4mZ/U0DMPWNbwczeMvDBhtMEDY41eGG/ylhqsD8Hg42AMPgqQGM6+ewF4edcfHbc80VLuhabLHmi4SJ/WB0/PBKC+xBd1xQG4X+iNmuNeuH1Qk6o6qEHV7axlqDysSd3geVTD7QINNUUa7p3RUFdmjfqrBjwrd0J7jf4C8/KRhv4nKzDYaI3RVkdMdNhistMO0z12mOk14tWAEdODjpgZdMX0oLPUqwH66EZMtFtj5JkBHXf0bI7qPA2X0tn4r+FQoIYDHhr2e2g47KnhuO9K5PnaotDHiBO+jshz1VDsbY2yICdci/LAzVgvVK71RlWcXjfXuOLuem+wY6IpIxbdRzbKMAffujMMR23i4G5DTtexn5g9xKr4MZ9nfcm1SeYdiNyDyHVKsgux/JDstOO0nVqtpKBsqYh1CH/wiQlbZT+ooQyeCrI8v1V+HF9eP7ZUX1zLBev91RyphUuZYIznbGk6Xp1h9CVziPXQdwbDc2MHQ+L78vUFou05m9GUtR5PM6JQlxaK6h1+qN7hjVspJpRvNeDqdg139q1C01l/jNxei/kXWzHfkIDZhg2YaYzD5LNQjD4OwOB9b/Tf85AXX7ZjPr9swKNzGu4Va7h9TEP5Qf3v8OJODRd2aLiQoqFsu5VYHpe2W+NyskHqwlYvnE1ww4k1DsgJ1fc47gtYiYzgVdgX7CChVxztZ8/7emcNsS6c6tSkuBaM2dsqf5sZ3EwBZBqgv51enKKTwQ1mrrhyzN8oSWvMJGYk5hZvJymGx3O/HZfVbvNxki4J9g0ne9pLcV8kK9Wbq+rtkOZrlNpN1evnhoxAD2SyY8Ic0sORZAbusFeYcZR7TLZI9zDIdOhBPwdkBzkjN9yE/GhfSRI8uTYIrBOxfrJ5piDWF4Vr2YnhjGxZrGqUgRfmNeu1CpkBttjjZyM/p8PRLjiyxlmGo7ioNS/BiBNb7XG3IAr3S6JRf2kdGm9sQEvVJrTfTUBH9SZ01W5G+/0EdD1KQk99EnqfbEVP/Rb0PU3CYGMSxtpSMNW1E6+6U6WmX+4CS33Mz033ZUjN9GdidmAfXg9kSc0NHgJrYfwoNHq4n4KYQFYgJqD/b4CY7Wsch2ZxBLr7qYYX1RpaHmgYY4BQl4apbisQxgTzeLu1gIrndHuQKMRXbYFgTbUGYLLFz1zeGGt0lxpvMoHFVriJZk9MtnlgssUboy+CMPwsAAyoZybySH0ABh/5iNruvuOH7io/dFb6o708CC1XA9B4wR9Pz/pKAlxtvhuqDphBfFjDnWwN1Uc11ORYiWdNdXo3T0Nt4XLcL9FQd84ajy+uwLOr9nhR4YCmKhd03tdtl546DQPPNAw12WKszU4gPNVtjdk+J5lqnBlaLSFJDEqaHXKXx4TyfL+rXGrOtntg7JknuqpcRBnzheDkej31a5+HhgxXDQfdNRz1WIYcjxU4ZlqBPA8D8t2sBMTnA4y4FOqKKxEuuEqvOMoV5dFuqIrzQO0mP9TvCEPLvjgZ5hguTJbLLLav0V8ljAlWgpbgtYTxvwdiLhVlfQzhHFG+yo6wVMKW/jBtBwViTsUpGH8KYgXjTyH87spRSY7jmPbM+T2YOp0mGcQC4hPpsqFDgbg3LxXduSloO5qAxoPr8GRvJB7uChYQ303xQsV2Z5Qn26Ni1yo8OuaBnmsxmH2UKCBeaNyM183rMdO4BlPPwzFWH4ShBz4YuOeJnhpfdNxyR8NVG9SXWUkONzO4Kw5ruJrJtDa9Lu3UcGmnFS6nrMSVFBtcSTHi6g4jrqT4oSzJE6cIj0hbHBIY20gHRWaQedLS21r62QniOKcPEGbOiVqEEOKoD2YsgZgwZlwr42CXUgj1Fjd2VNA75uXdRnMlcBGpyYgtsg3aHkmeRhmQ4pAUh6W4vJaxAju9bAXGtAlYhHA6cx7MIOY4MiHM+EmutZckNJNBIMwdfPt97JDl74gjwS4CYu5eZKQr9y+yuHUmL8oTx6NZJqljUe44wi6nSGccDneS4mNWdowr2CWVG+eO4+vcUJDgiuKtJpzb7YmyTC/UnozCwzMxeHI5Hk0V69FStR5tdzagvWYdOu9tRNu9eHQ+3IDu+o3oeZqAnqeb0P9iC4ZbNmO8Yyume5OlZvpSMNu/Q4qP1fPT/WmYGUiXmh1Mx+uhfZgb3i81P3IA8+NZ0HjZRi+Y4KUafjurK+P5qQ8w/l8BsaVCVo85Aq08Yl7WcQy664mGp7d1GNOmUCPWKt+CCpFK8dVLG8z1+EGyjeX0w+uXvkvF1jcGFqliB8ZUp0E6MZihMdXuJEAmnBWoqZSpmAm14XpPgfNQXSAG7weJd0sot1z1xtPzjnhUYoc7R3T41uZquHdcw/3ClXh40gaPSqxRd9oGj8/b4ukFB4Fvw43VaKowoPmWA9qqndBR6woCuPexht5nGgYbqfRt5UWGfzZmeQiAh414PeIITjbqZZKPXw+7ga1+DE16169nO796EYH+O0G4X2iNkkQNh4I07PfUQXzAVUO2SUM2gexqhRw3K5z0XCEgPutng/MBBpQG2uNCsAOuhDnhWqSLqOGHScF4vjsKHVkb0X88CWNFO0UNc+iBb+sJY6pbS1WsgPy/A2JmUihFrKtg3d7QN3R87P0qEPO09IMVjJc84evHPlLChLAO4ky8LtuL6VJ9Kzkn6LgCiWpYViYV7cVAYRp6ju+UJaYthzfi+f5YUcP3dwbiTqovKpM9cH2bA27uMKA2yxktZ0IwWZuAt82pmG9KwlzTZsy1bMBsUyymGiIw/iwQI4+9MfTIA333vWUzTXO5g6ji+vPLcb/ICrdzNNw4qOHaHg1X0zRc3c1aiWu7bHFtpx2u7XTE9VQn3NgdiKs7/HF+iwlFa52QE2WQjGK2shHEqoNiiwdH8XUQr3XUEOWgbyoniFkKxJaqmB0V+uAGBzj04qZmVri5LAODJEDehQE/BikGDTH7m4tKk0y2AmQdxlTGRuzycZAUtj1BJlnqy64KXujt8nHETg872TrOkB9u40j3ssE+PzscCHBAVpATDoc4idotjPTGyShvUcHcwZgXZcKxCDe9Il1RtM5P6mS8D06u90TRBm8Ub/TBqU2+Ume3+qIk0VtyXE5t80bpbl9c2x+IqtwIVOeHC4TrL0Sj4VosWivj0F61Fh23Y9F5NwZdNWvQei8MHQ8j0f04Cn1P16D/RSyGm9dhonMdXr3chNcDCZgb3Cw1P7QFLPUxP/d6cLvU3FAy5odTpBZGdmBudPdSafo0nQaCV4HY0p4goP89ECsLQp3KolAnQcyOCeZS8KQn3Vmv4XGlhidVGgaaNEy9pFrWsy7mh+z19rZ+R3nLPseMY3PpucdO0vrG9je97PG61x6zPQbMvFz1UVocOzOmOldIdwbf3rMIZ9arFhdMNrliqtkDU43emHjmjbEnfvKW8uUdd7SU20g0Z32xhienNDwt0fD8jBWel1qj4YIdXlwyoOGyPVpvrhb/t/2uGzpqnNFZ64iuew54+cgBvY+dRQXzMnKIF5OtVpjoXCYvMDO9Bj1CdGQlZkdWymj53JgB8+NGKT6W6nMUe+Jtvx/e9UdioX2NXOA9Oe2E89s15IRrOOyvWxNZHhqOeGo4YtKQ464h130ZijytBcSnfVbijK81zvkbcDHEURRxZawH7m8JRH1yuG5LZG9eyphgixcHH9jyRRhTFRPElqr4PwJjWhNKFStlrKtjfTWSWpGk1iQp2Co1bPkxHytveAnA5u4IAbPZkiCA314+IkU1LLbEuXSZoFO2BCHMLc5cXNpfsFtXw9lbRA0/zYgRNXxvRwDu7PbRveHtBlTuNuLxcT/0Xl+LmfpkfNG2RyA830wQx2O2ZQ1eNYZh4nmQvMAP13mi/4Evuqvd0VppL5tpnl2wkRfw6uO6tXUlQ0P5Xg3l6VYoT1+JG3sMKE+zx/VUo4C4Mj0E5bsCcGm7J85sckHBWiccCTeAS0X51psdFGkBBomBZbgU802WQGyvIdyJtQyhhLGDlawIox2hdjVy04xlhRitwQq114s9yTHGVVjjyG6MVeZYTWusNy8fTXC3xRaTARJ/aTKITaH7xQ6yZ253gBtYvMgTAHsZsd3dRtLjuHWanQ0MMWKYkSWImTZHyyE/3AOEMSFcuMYLBTGeyI8xoWCNBwpjTTiXFCR1fmsgSrcF4UJyIC7tCMHlnSG4khqGaxkhuLInABf2+OJKph9u5YTjQdFa1J9diyela/DkYiSeX4lC881otN2KRvvtCHTcDUNndTi6aiLRet8T7Q990PXEF70vgjDYHIKxjii86onF7MBazA+vw8LIeiyOxmNxdMPSuTASJ597PbwRrLmRTVLzowlYGEvE/ESS1Nx4IjSqYdoP9IWpht+9/kQVT30GxObWNQVeyyEOpYIJYXrJLHZKvJ3U6w2tjgENHfUaHlVoqL+l+8XsopgfWgH2GPMUGA/aylt25hxbFtvfPq3XnOT7JPmNcOdlJIthRRLh2aEHEUkgkbl97lWbNRgHOtnkiIlGN4w9c8PQYxf03LOWi8POm0awuiqcpBhKxOq8ZS/FfIz+hy7oe+yMvsf26Htsjf56Gww8t8VQgxHDLRpGWjWMtesWjIQm9a8Af8/8c8ywK4Xj5fTqx6wwP75CTjVu/rpvhby4MBd6oTsIc62RmHwciaYLJlxP15DPjIJgDVk+Gg57aThqrlwPDcc9NRSYNJz0tMIpbyuc9l2B80G2uBK5+oMlkRKChrRotB9cj96cJNCWYNgPQUxFzEsuwljZE5/6xJbZE0odE9bKL168ztHjrCWvWHnGb8qzl4Yw1I462fps7h9eArBFx8S7iuPSK6x6jtWpOiRoXTBtTSWsMdxn9sJezJTpwe/6FN0e2dgsEC5Iw+AJ3R/uOJqE5qxNeHEgTmyJB2mBqE31xZ10L1SkrsbNVAPuHnRFU0koRqo2YPbpNiw2p+B1SwJet2zA69ZYvGqNwmRzuNxrDD31kXdcffc98LLGhPYqR1AV88Wbo/u1hRqqjur2xLV9Gm5mariZYYOb6Qbc2GNE+S4HgTFbKW+mBeHqDl+xKIo4qBRjxMEQg4w87w93ksRBLtTd7LpcfOJ42hOMXzVqiFhtJSAOExjro8p6loS+3FZtGw82WIMVQgAbVyHcaCMVbeSkngEx3OzhaECck72sVlrnao+NLrQqHCCbOUz6iqQULyfs8F4tnRQMh2fOCy/zeKm33YOJiKvMgUUaVHogVfFuT2vZxXcgwA4HA+2xBOIIdxRGe6B4rQ9K4n1xep0fzq73xbkNfjif4Ct9/5d3BONqagiu7w7DzfRwVGZEonJ/FG4diEbloWBUHgpE1dEA3CsIxZPT7LSKR8vlWDRfiULD1TA03whHW2UYOu+EofNuADqq/dBR44/O2kC0P3RCxyNndNU7oe+FB0ZafTH1MhCz/eGYH4rEm9E1Um/Ho/FufC3eTcTg7Vgs3ozpn5sfXQNVC2OxWBxfizcT8ViciMebyY1YnNgAjRBWICaE38/pMKZPTDizfksR/w4QE8gKxArCzKVgJwZBTAjTomAWRftjM4ir9MfDrSpW01riNQkoHciE8odaGLYWn5mesypeBrIk/Y2e94D+PThurWrypX4hqHvRejqcSoibpGpu0zDZsgwTTdaYaDRK/gUvxwbrl2P8iQlj9e4YfeyKkToXDD1yxuBDJww8tJYaemKQ8eyRRkeMNNpipNFK2vJ40SgK2JzfzBcGXlTyBYO/X75A8WfDcXG2DLJ9cH7CXOPL5O+Fl6VMr6Pan39pxFynN7gL8NXzMHRXeOPecSucXKchL0IDt0Qc9ddwPEDDMV8N+b4aCv0I4WUo9rbCGb+VKA0y4HKEEyrjvfEgMQhPUiLQlL4G7QfWycp4ro6nLUEv9XMgVtaECvwhhBmNyeJjBWUFZEL7A3g/XNzpz2WDMFYQ/nB+6IiQljQOeViU6jfmyV5kNQRCRaxATAAzhY1FCMsAx2nurtNtCW5uHszfLaVsibbsLXJJ93x/DJ5khOHhniDc3x2AuxluuJ3ugjsHXFBf4Iuea7GYfJCI2eeJmG7ciNnm9ZhujZe2w1etEZhk22GjH4afe2LwqUm20TA/pfOOA9puGSVZkKr4QfFy3Dmu4fp+DeUHNFTut8Kt/Ta4lemIir1OAmOq4op0P9xMC0D5Lj9cTvbG2S0mFMY54mikvcCYk2F7g+2Q4mctKX+b3LQlGHO7S6SzlQ7j1Qx+1yfsqHipgmXLuKz6Wo4ggbCNQDjCwYBIR71iHA1Y48T4THvEuTiAG8U3uDnJpudNHk5I9HTUt0B76MtDCWIFYwKZl3kCYKpmNxskuawEw+w3O2lIcNREEbPTwRLEhDAv4XIiXFEQ6Y6iWC8B8PmN/ihLCMSFxABc3haIqynBuLYrGOVpobi5NwRVByJxJysC1YejUX0kBjVH1+BOrh9q8oLwqDgUz89HCYDby9eirTxSBqiabwShtTIQHbf90En41vigs8YDnffc0HXfhI46a6muJ8vR3+iEsQ4vTPcGYW4oBPPDoXgzFib1djwc7yYipPhYPT8/HoKFsUipxfFovCGoJ9fgzas1eDsdj8WptdBoPbAIXkL4i3kdxLQnFIx/J4jNo82qf/hTEBPCLMKXIOZJ+Ez2amir01BXqeHpHQ0tDzUMtuhtdOyqoHXBNjk+JmypFpViVKpRV47LMD++bOnz/BqqS/V91YsBAU04E8pTDLKncma3CFU0P6Zy7tTb6NjTTCBPtS7HZLONqOTZVlewZlpcMCWqWQf12AsbsAhe/rrxthUYb9OVLxU+VbiCLwHMS0r5c43oPwcFXQXgOfry7FjhC+CUBvmYPze2DvavwmKfA+a6TZhp9sL0ixBp52s454Tz2zScWqehIEpDYaSG4gi9Tocvw7lIG5SFGXAx0h7Xop1wM85dpugYfUkAdxxcj+7DCegzK+Hx4lQdwmfTZQyY1gQVMa0JesTKllAAZjYxYzE/jcZUQCawaUNYWhMfHh/5LUWsw/gDiHlx98WtfKkvqwrA+hYn9SxKgVh1WCwwv5jbO8wbOHjhyO6PSTOIh0/sAlvVaEewU6Ivfye6c7eh5cgmNGStw7MDMXiyLxx1e4PxcE8gqva5ihKuy/NG56VojN9LwlxDinjDrxrWYap5LabaojDVFoHJ1mCMNwditNkLQw1uGHjmjL46d7x84CrtmNzVyDbGhqtG1J1dKar45iENFYc03M5aiTuHbHH7oBMq9xHGRoFxZZo3Kvf44uYeX4HxhWRPlGxyRT4timijpPkx1Y+5Jxxa2OK2DAmu+laXDU6anpLmxFVIHOZgcpo1wsz2A9VvoMFaIBxsWIVQgw3C7A0INxpAGFMJRznZIXq1EWudjYh3dcR6d2ds9HBFgskFmz1dkeTlIsXloZa13cNBdtfxMi/RRB9ZX9igArP0FU/W0mbGCbh0bwP2+RtxMNiIQ2GrwQu4glgvlKzxwNl4b5RtDMClLQG4khSAq9sCcG0nX5yCZfiqKiMEtw+GoDo7TDZkPzgWCVXsfnp8yg8NpWFouxKNjnJWBFoJ4Bv+aK/0QmeVNzqqvXQA17qi654TXj5wRs9DF/Q+WYmex1bofWIl73AnO7kOLlDWwC0OBeHtSKDUu9EgvB8LxvuxcLwbDcPbkRCpxbGg3wL1+8k1eDcVK7UwtgaaupSzBDGB/H8TxFTCBDHVHwOAOERCED++peE5OycsQMzPCyDNipGesuUGEPU23hLMhLNlUWGq4qCK+r4EvPpvE878XnJSOXezU0OHMfuaX7VpmG63kXrdvQKvO1dittNaVkVNty+Tz/NrWPz6CdoOVNZm9Us7hOBfAr5ZsbNfmy9GfFFa4M/EogTA0xoW+SLINkK+K2EHCy2Mfg1v+p0w170a003umG7wx8hDP7RedJKLnrIkDac3aDgbr6F0nYaydda4ss6AqxucULHeA7c2ekmmBAPgn6ZGozlzLXqObMHg8e0YOLYNIwU7QAizvWvm3F68Ls3UbYlL+iCEJYgJVxUQTwD/YU2BlCWMLRUyL+ZUNrE6CecPCjjno8eEr2V9Ct9v3zkBy/ociJlLrPKGqYYJYiasMdxHgViH8C705u1A57FENGdvxIusWDw7EIWn+8NRvy8IdRkBqNpnxL0jLmg4HSiRloTw+/ZdWOxIwquWOExSBbeGC4Qn2wMw1uqJ4SZXDL5wwMBzeww8cUPvIzeJeGVvfOcdF7EouKfx/il9avTWEU0GPaqzDbh7yFFgfCvTTmyKij1uqEz3ROVeP1HHV1K9ZfT55AYn5MU6SqIfR5+5FIFLA7aZNB3Gbppsc2FUpURWWsCY0ZiEcaiyIwyrEEJFLDC2RrhBryjDKoFwjLNRV8NuTthgcvktCBPGhHCSyVFsCvrFvMCTSzwziHmZJzBmXKb7h9FjjiKzuyLDz14CeQ6GOEoHBCFctM4fZ9d5onSjLy5u9v0A4WQ/XNvph+upPqjKDMSdA/6ozg7EvdwgPMwLxaP8D8WFxGxNbb0ago4bIdId1XbdF603vNFe6SEvjPw7sbzf6X5gQM+jVeitM6Dv6SqBsYC40RFTXR4CYkJ4YTAAb4b9l0BMGBPCCsRvhoNBEL8dD8aSYp6MwvupaIHw++k4zI/GQCNwWcofVh4xn1OQVopYnWq8mT3Iklfcq2GsTw/8oTdMRWr5Vvv9tIYvZjTw5FRef4uG1kc6hJ/d1dB0X0M3Bzu6dDASVASWKn5fNWKtxqzV1N/cqHuBdQAAIABJREFUxDJ9+o9v8c2lfp8ypq2mBM1wJphZ/D2KlcG+ZqbGmbeJKLuCq6H0ssZMj4a5l5qc/Lwqwpul1O6nkCfo1Z+Bp/qZKAUsP9+pD8BdMAOYEH4za1G87By2wmKftf5i0GLEqxeeGLpvQk+FJ+4c1nAjTcOlbRqubtNQkWxA1U5n1Kb6yFvrhztCJEPiRVo0WvfH4yUBnL8N4yd3YrJ4l+ylmz69B9Nn05cgPGf2hqmG6Q1TDav2td8FYgL5UxgTyCoiU+UVf9jkoXdKKCDzso5DHLQclPerFLGCsSWAl1QxlbL519BXZv6EUsTc1EEQizVxPhPjZ9MxWrIXQ0Vp6C9IFTXcU5iMdu6mO7IOzUfi0JgdhacHCGFfqepsezw/5YveijhMP96OhabtWGhJxFzrRky3xYoSnuoIxGi7N0baPDHU4oLB5tXobzRKDT1z0S2KehcBMm0K+sW6V7wcNQUa7uRquJWtw/hejiPu5TjhTpYRFZkGVKa76JXpgVsZPqhI98XlnV4yan9ivaPkUByNcZAcit1+K5Fs0vQNLs4aEqSv2Eq2xbCnOMqRK7yWL633Ev/XRbce6AFTAUfSE7bTK9bAUHnaEgasdbbHOjdHbDI5Y7OXMxJ9XLHNxwU7AkxI8XaVdjZ2UCQ428gOPS4zFSvC3E1Bi4I+Mbspdvs6Ym/gauwPcZWUw70BRh3Cwc44Gu6C/DWeOBnvh1MbAgXAhPDFLT64mOiFy0keuJpswtWdJlxLNaFqny/uZnnjXm4AHheGyCaUxvMc3IpGy4WYpSiBroog9FSF4eXtYLy87S8qmH8PfHFk4qNcsD+0F/j21ztg6Jkjhp87YbhpNYYaHaXtlP3/U10ueN3ng8UhP4EwT6piXQ0HiwomgN8MUxVHCITfTYQuWRb0khdHI7AwEi7WxvRAKDSC1xLEyiPmc/SHaVsowPEk5BSIJXGNYT8cbzaPOhPEBJ2CDt9+v3ulg5inAnFLnYYXNRo+AjEXkZov9whjVUtgtci7+ABifQJQBk84fKJyMpiVYS6ljnkqEFvCWKlWOaliez4UobsUeG8OvpfMZeYuE978vNnm+AjE/BnwxYQvKuZa+pmY7SAF4nkqX/68zaUUsTrfjuogftO/DFTnM602mG50xchDE/puueL+MQ236TPu1lCRaoW7e4yo3WsSNVefGYoXe6PQmBmL1gNr0ZW9AX3HtsgaJAViQnjmzMcQXvhECVu2ril/2NKWIIBV8XnLUiDmaQlj1bb2AcD6qDR9X+UDE8iWlsTvAzGh/SmIqYppTbCmSvdh4txejJ3Zg+HiPRg4sQt9J1LwsmA72o8loOVoPFqOxqHpSASeZwXiaZYvnh3yw8M8RxneGKiKx+zTrQLh+bZNmGlfi+m2SBDCk+0+GG33wHCbI4ZajRhotkV/k4a+xhUYfGrEwBMn8H/u3jon9N53RMdtezReX45nF6xlwIN9xWxnu310GWpzbFF71Ii7hw24dWCFqOKb6Y64udcZFRkm3Egz4coOVxmDZpY1FwjkrDEiK9wGe4OssdvPCjs8rbDNTUOiMzeB69ucuTWG67u4TYMrvjh5x06IOBeD7LPjCiV+zFpr1CveqK9Zkn13Lgasd9P7inlBxwEPbuOQkv5iG2xx0TO6xQd2s5aLOfYXE8A7/RwFwMwE5xTcvmAXHAzXIygPh7rgcLgzciPdkBfjIRAu2RiIMwkhAl8C2BLC13aYcH2XB8r3uODOQU/UHvGUKdmnJQFoKgtF66UwtF+J0OumJzorvWVegNECfTV+6K1mJ4u+hKL3nrP8nSgVzMv2gafWGG4wQu59WowYbrbDcPMK6f9fWiunQDzsqSviMT+BMaGsg5hQ1kGsK2JdFdM7tgTxZK8vNHrCSg0Twr8F4qkPoPsciAljy4AfQvpzIKYafjulZ1T0NWsQENdqeF6joeG+ho6nGoY79M9zxHqB2RS83OOI9SeqlkBdghovG80ZGTz5/Kdfr4CsTkZ4KiArP3lJIZszlMXGIJQt7AWClupZFLTFRaACMX+NyuWwhLB60eCLBS9GxZenB8wXOloPnxbfjZhrgZ0sY1Z4N7oKbwdWYL7HFnPtRsw26xeIA3dc8LRYw32+td2noSbTgEcH3VB/yB8vDoWi6Ug0Oo+uA3ev9eSwR3gzhgqSMHpyOyaKUjBZvAOvz6XrVbYX8xczsXh5P95c0XuHVaeEUsO8fFMgVvYET/VYAVhBmed37hyX+m0g58FyoIMTdhx3/g6tB4vENqWGqYAJYvV59TUK2uyc+PSyTkB8cR+mL2TiVZkOY6ri4ZLdGChORV9RMnpObEPH8Y1ozY1Fa24MGo+F4fnRYDzPCUDj8RC8OG1C99VgjN1fj/mGRCy2JmK+fT1m2mNk0IgQ5gXOSLszhttsMdiyAgPNVuhrJIg1+Z+aE5V99VbSVdPzyAHd1Ua0Vlqj8ZoBdWf1aTuGWrGLgkDmGHR19krxjW/sYUub3tbGbopru42ylun0FlsUbTCAywWOxdricMRKHAhdjn3BK7DXbwVSPTUku2rYbLKSfYmcvOP+xHXO+kov2anoaCWZwhtcLLcxW0vAPEPmN3Lrh6st+HkuCd3kaifRl7QeONAhW29MttKOlmSyEcthu/tKfczYfHLSjgqYq8sygpyxL8RVAHw4yoTcGHccj/WQylvrgRNx3ihe748zmwJxfksQypLCcWGrSeriNg9c2s4XIXdRwoTwzb1OsgPwXp4HnpT4ovlCCDqvRaD7RrhEHjD2oLPKJNONPbWe0tPd/4AthZ7oe7BaAMy/D92GWC5/R4Qw0yAJ35EWo8CXvf9y8d5hKy2184PuUPs9F4dNeDvqg3dj3ng35iePaVfolkUIFsZ9sDjhJ0Ug06pYHA3B3Fgw5kbCMdHjo4NYdUsQyizCWA12UBUTHoQIgUJrQClilb5Gi4JA5sf8vAKluowigKmG30zqQUEKxA33NLAaH2hof6JhkJ6rOSSIX8siiD8H2N8FYvlaAtn8+5UXj88oZYGxeXRbFDd/3xZ2hUDVDGWqeCkL5auAzFOBmF/D/wYhbAli/l4UhC1BrABMIKvic3MEswWM309Y4/2YAe+Hl2GhdznmO50x12rCxFM3DFU7o+GsFR5zuu+QhgeH7PAk2xMvckLQkhuB9rxY9OYloC+f/cGJGC7cirEitqftwKuSVEyf3oX50gwslGVi4dI+gTAXhb6/rlsRCsC8pLNsW1OXdQQwH1t+bKmUaVcoEP/2yc/p9d27hWB9r/oEvnv3pJQCrrIglBpeet5COTP60hLEbF9TXRNqkwdXKhHGk+fTRRUPluzEwKlk9BVtQ3dBgvys2o5H6fDN9Ufj8UC0ngxC99UgDFfFYPrJBrxpTsRi50bMt8dhpiMcMx0hmGz3wmiHC0ba7TDcZiUXz7oaNoP4GUfb9SwVwpi+48uH9uiqXoX2KgOeXdQExrUFOoQVjDnByWGiykwr3NxrhRvpVri+ezkup1qhdKsVijdZoWDdMtnscix2JQ6FW+FA8DLsDyGMrZDup2G3t4YUvxXSUZHsuwJbvVfKKq/NphXY6LYCG5ytZMVRgps1uJuR4UGsBK4+cl6JJCpcDxtsMdnoF24mWyR52kr8pihdD07T2UjGwy7vVbI5hDGTuz2XY5cqP1vsCbRHRoijBLBncSt1pCuOx5pQEO8lq6BOrNMHMUo2+OJMgi/ObfFHaVIgypKCUJrohrIkF1zY6opLyS6yKVtBmJeahHBdkScaS/3QWR6Mvqpw9N8JRc+dQFHBuvXghr77rhh4aJItQNwExNVsA48MS+2mEj/wzArDDVzhtkIGr8bbjdL3z95/vf9f3+1J+L4Z8ZBiy+3bUS+8H/eV4mMuYGZRHVuC+M1kgNkvDsbCRJjUzGCwDmKlhAnhLxc+7pywBPGntoQCsTot/dsl4Jjb1uSyjps/+jT0NumKmEqYEG56qCvigVY9SIiK2BLEBLpSvUrxKhDzeQV89TXqhUMBkDnLkrWsbAuejPc05yp/ZH0w/N7c/6xOpZrVx2pQRZ3qefV1CsL8c7DU72PpZ8LuCJZZCSsIvyaQPwPiLyZtlkBMn3jhpREL7Z6Yeu6BkVo3NJ3T8KRQV8WPsu3xLNcTDceC0JYXiY78GPTlJ6C/gEo4EaNF2zB5egemz+0SFTx3fi8WL+zDm4u6ClYQ5o461QtMACsIsy1NKWIFYMuPLZWxUsXfvZuHz5cO3z+oOQnW92uLpP6gphjfqy76CMaEr2VRDX+7Ml9KQdhyoIPDHG8uZWPx4iG8ZtjPZe61yxRlrIN4N4ZO7xAQD5ZsR2/xZrSfiEVLPkEciBfHvdFc6IvOkhAM343Cq0fxkifxri0Ji53rsNARi9muUMx2BWKiww0THU4Y7bDGULsG/jvmPQgFB/+t9z3Xq/+pDmRRx4/t0XvfFi9rHNFSbiWDQ3UlGmrydb+YqrgmRwOnOasP2eDOwZWozNRQvkfD5VQN55M0nNqo4USchlObbFEQtwLZkctwMESTygpbDtbB4OXYH2EvxfjM9FA77Aoy6PkUPtYyBMIdi0wo42TeFjd2XayQ7R9Utkwy2+5jjxRve6T4Gs2lZ0ns8rOVTSFc3aTyHSRw3X8VMn2tkeHNabmVeuRk4CoJtGcQu+yVDHdAbqwTCuJccWKdO06uN6F4o0kywM9u8UTZFh9cSPSVOr/FCaWJzijd5izJh1fTnHEj01VfpnDYEXXF3nh2zhtt1wPF/x2sDcNgbQj6a/3FgqDyZVH50hpirz9tIvb6q37//hdWEkLGydeRFmuMta2Q6depLgdM9KyUmuxdhVcDK2XidX7MFQvj7uDJAazFCRPeTHrizaQvFie8Bb4fAOwtz7+dCsS7V0F4Nx0u9fZVFFjvZuKgEbwEsYLwtxZ1GFuqYgJEqWHlC1uqYCpkSwgr9afegrNDgJ0ThBKXlPY06iBWEG59rKGTqqFF/zy/jiqaMKZFwc4CBePfB2L1NQrI6mtV2D39Y/GQzSAmjFkKxOrkn4X1KWAVaNXzPAlj9TE/T8tDecKWIObP0BLE4r+bveElIH8GwrQmFIi/GFmON/22WOxxxGKHCa9euGH0viuayzQ8PaHhwVENj4/aCUSa8kLRnh+FrsJYAfFA4RYMFyZhvDgZr86mYrY0TVSwgvDbSwegIPxF+WF86+bHCpiw/V2lgGypii2BrCD8vep8qPqDmgKBrwLwH94rhqrv154CYUxlbAlfy4/pIxPECsJUwwz+UWE/arKOMP4YxHsxVboX42fTBMSE8NDZbeg7tQmdRWvRdiISzYUBaCrwQcepIAxciMF03TrMP9uIt62J+KIjEW87N2ChMwavu8Nk9H6yc7Xkhox2WYm9xnd2ljAeaNTQ/0IDN6Yza2TwmRUGnhh0NfZgNbrvGtB20x6Nlwx4fFrD/RMaavI03M/X8CB/Oery7XE/h90UVqKOr+9ZJpkU55OW4XSChrNJ9uBGD+49zI+zQe6alWJVcAFCQbyjLJ3NW2/CsQ1uyIl3l3Ve+6KclqBMpZziQ+Aul7xergZTAepcyZTGMepAfWiE6WUsjlazuLqJS00PhzjK2PXhUDs5s0PscCTUFkdCjTgUxRY7OxwIt8GBEGtR7AfDVuBIlDWOxdrL8lwOqbAlj2PcZUnuS1YE7QhRw9tWC4SZKV55wITqI76yEfthoScaLwSh9VogXt4KRX9NCIYfshhZ4C9Jh1S9g3UctCKAbeRnP/jMFixaEMx+GWqyAoPGJGSsbQUmu5bL9CtjFqb6DVKE8OywUeBL8C5MOAqEeRLC71754N2rADOMdStCFPCUvwD4/XQIvpyJwpevY/CtuTh8+Xotvpxdh+++2Qzt22+WfQThT0HMSzuClZCi8lWdEpa+8O+EMAHKrgBzHjE7B9i61vNC75qgEm5+pNsSXc8/gJggW7Il2OrF/8bEch3GZg/4c4r4t5Sx2TMmiBWMP1LG5ss87ulj8c/JFxx1uad8ZMu1UAzQZ8naKAvlrCCtQKwgzPMjCDPVzuwNq8s5gpiPlR1B+C4Vu03M1sTnQDz2wA1tl63wolhD3TENT3Id0Jjvh9bCCHSdWIOeongMnUzCcBEtie0f1HBZOhYuZuANuyIuHcC7ywdlWzMhLBubK/SUNSpgS9Dy8adAJnQ/Lctfo+DLUwdwAb5fWyjqV8HX8vwUxMqq+IM7J8H6blUhvnOrQCBMEDPwxzL0h6lrCsRUxrNXMvUSRbwX46VpGD23C0OnkzFwahsGz2wVEHcVx6GzOAptRYE6hC9G4lXlRh3CjVsEwl92bcHbrngsdEZh7mUI5ntD5Badymmse4VsRKcqtoQxEwUHmzT0M/b1hQ5iAUG9tbw9Hnrkjr5aEzpvuaPxihFPzy1H3Skr1BVbSz0vXo36Qkc8yLUTdVx10Fq6Kcr3OODqLjuUpRhxmUsOdvng8k5flG73xNkkD5zb6onS7d44v91P6nSyL4q3eqNgsydy15lweM1qHIxcjfQgWgcG2VihTu7FE/UaZMS+MN1SOBDmhIPhq6FbC7QXXHAkygl5a92RL+WCwlhXnIxzx+n1nji3yROlm/1wcWcIzm3zQ9Emk2whPxSxUvzsnBhr8MWiaIMRpzY54swW2g8m8YGvpnhC1aWd7rjCi7m93ridFYj7x4LxpCgML85z80kEuiui0Xs7Cv21kRh6GI6R+hCMPuGIeQCGH/vLZSkvTKUEvnZiP6gLOCpgApi2Eu+p+IJKFUwAq0REpiIyjGtu1LSkfgljKmKeb6e88H7aD++ngwTGVL+igKfC8G46BO9nQvHl6wh8ez4W31lYi+8urtdrIQHff78d2nfervgIxAQzYUyFrDoqLEFMALNLQtrVzN6wUpKE2Edq2ALEqpeXLWoKxIQwL+2ohrtf/DaIqYb5Nn9x0loHMafN+D0s+ob5sVLMnwMx1bECrYKxqGIzhHmB95oXkrQKzNGf/DVKTfO0BDEfKxgTvpZq2FIRKxDzz/ARiC0u6RSI1UkQKwAvvtawyACm2Q8gpkdsqYinG0wgiDuuamg6bYUn+SvxPM8FLScC0X4yGj3Fceg7tQFjJclStCSohmfO78ZrM4gXL2X8XhATugqyCq4KxIQ0S13Q8eTXfgprBWJLCP/hvRNLCpgQ/sH9U1J8TBBbWhO/D8RUwgrCn1PECsQzlzMww1D4CzqIR86mLoG4vyRBfk7dp+LRXRKDrtOh6DkXjokba/Hm3lYsvkjA+xZdDX/RvUlAvNihg3ihLxCvut3Am/Sxbv5PrF86K4uCypjj7RLvyou7Bg1DAmNbDNZby7Lc8ad+GKnzR3+tNzoqPNB02Q7Pzhvw9JwNnp5xQEOJK54VuYgyfpDjhNqjjqjJdsPdQ+64fcADl1IdcDPTDzXZkajJjkHFvjBc3R2Aq7uDcT09FJfSgqTKdgfjfGoQTm33W4JxdqwzMkONH9V+5vWGO+JQmKOkmBG8rEORLjgc5YrcGDcck0s2+ryuOL3ZFyUJ3kve7qVtASjfGYqq9Jj/Sd55/0dVdW1/jAiCxGAoIYQaQu8gvYgNsdfbrkB6o0lREGkiRWlJSO/JpNep6eD9vn/Y9X6utc+a7AwzCahPe58f1mefOTOZtJnvXOfaq+DCuxtw5csdOP/xJhx/cxmO7EgQ+H65boqod2Z9pG6bLhOrqXy5GceMiFOvJ4bihwPzcfrgQukLfvnzFNw6vBYFORtRfHITys9sRu0vW1B3aSPqr61B442VcN9ajqbfU+C+tUiCmQ/MgAhlQdydCvf9WPGA2QWRm3AMQriBhV1si+DYEB1100xTrrqZkAZcTfNE/RK8CmJVw8GOpWBQ+YoFQQi3LhcIBzuXo797HYY8GzHs3YoR3zY89O3CQ99ejPj3wjUcmAbCNzwIYhZ5ECKsBmtno3enZ0NThfFyubHGSR2EDTfVxIpw4CtK2CmRpgIk6DjfrqrUhcJbLty55kLRDRfK7xirgrZEXakLbjaY5+U+YUtrggUOrY4qtiwKG5a6OchzdoFE6Nj5OULpYgpcxy5QUEZbdXxUyNqwIE6Q26DWzAyu+vjOVhc06APbXrB6wvYGHWFMEHt7TATaYuBvNT6xv3E2/LWzZcOu9W4sWm68gNpfYvEg14Ub37pw86tJuP/9XBSnLhcQVx7ZgpaMPWjLehWd2a+HMiS6s9+FN+8jePM/RvD4JxLcoKMi5vTj/rNfiOLk5f/wmS8lBjnF+aevQjF87mtInP8Ww+PE0OVDYAxfPhyKh1eOIFLYj9GvG/n5WzD4Pewp0qMe8bfoO/0Ngqe/RuDUV/Cf+Bq+41/Be+xLeI5+gY4T76L92DtoOvoGGvNeQ33OftRlv4LqnD0S5dlbUZa1CUVZq1GUvQwlx5ag9txKdFzfCN+9HfCXbYa/bCN8ZavgK6MKng82n6JaYjRXT0FT1XNwl09GY9kk1JdMRl3xJNTQoihyodqJqgIXKu+bDTxJa7s7GXV3Zpiigd/myCYSd/MrLszEg7OxuHN8Mm7lucBy6N9zJ4MFINezJuNaRgx+PTINVw5PxuXvpuPCV5Px8xexEuc/j8e5f83Aj5/E48dPZuPsR7Nw6v2ZOPnuDBw9wKG105Dz2gvIfGUa0vZMkUniHLn12eoYfLzC+MsfpsQYxbp6mvS0OLTFqNYjW1+EiWkheHKuHr1biVfikL0vDnmvxoFDFC5/vgK3Dm3C7xnrcP3IKlz8IhlnP0zEibdfQv6b0+Vn4c9z9GAsTrw3Q2Y7nv10Nn78LA4/8Xf4Og7nvo3HhcOxuJQWj2vZs/H7sSTcO70AD84tQNmlJSi7nITq6wtRe3OBlJQ33llgOiuyu+LdedKbnFYog549OcOrFX5QNpSZaAobZNFG3nGDvp59YGJCe1AhnjQ/K+KQApHha4uDvz0e/vYEBDoSEexYhL7OJaEY6l0OxrBnJUa86yQeereA8ci3C4/8uyODmIqYHjF9TFHDLHjgD8vGOYxKk92g2QQEsSo/9YUjgZjDRqvLHgexQJifRuwHwX4V9Jx5Se8UO4SDWL1gW7XymOdDfyyrYk38WN0gI8z/AohtGNuw5XEkECuEuSqEuSqII8HYtibCQRxoe0E27MaA+F4cWm7Gou5iHErynxGf+Pevn0PBoUSUpK1AVdpGVKdtdUC87y+DeOTsV2AohEMAPvc1Rs5/My6EBZ7/wSAmhJ8ExM3HDkYA8U7YIC7OS0HlqRVourwBPX9sQbBwdwjE/vLV8JQvFRCzG6CCuKVmGpqrpqOpcqqAuKF0qoC49kHMGBBXjgExW6ISxCbHmD0pGm7OQ/31JOlhXP5zvPjG93+YLHYFiz/Y7Y9QJpBvZE6XDm6/pc/Ar0em4+qhOFz+bgYufh2PX75izJHgYAMC+fSHLwmMj7/9ogCZk8Sz9k9Fxt5YfLM5Bl9t5AzEZ2TD75OVMfhs9SQzKHc9/WczKcQMM51lNs32z8aJN+aBavXEgbk4+VYiTjiTa7iZdvY9gjgFN75bi1vpK/Db4WW49PUi/PRJgvlZ3ovFyfdi8cP7ceCcyXOfz8GFr+bg0reJuPz9HFw9PBdX0hNwNSMR13MTcDN/Hu6cXCg9IUovpKDyagpqfluG2ptLBMJssNRw27S31Xa32qdcAcyrEwLY2A8uuCtcIIR1pBvHuhkAa0uFKdIR0WaKsMgBsLd1KrytsQ6E4w2EO+eFQNzflQwGAaxhQLzeQNi7TUA84t1jQEx7wlbEBDFtCcKUdgMhzJ4J7nIXVA0TwpqmRVirJUFVqTAmAHVTiqqYWQo15S48uO3CvevGG+YnFf8wfG5CmJf6hBvBFwnE/KNEAjHVcDiIeVsiDMJ/FcTRYKwgtgEdDcTjwTgaiIPtkyEgbomFvzFOFHFvqel90fHHTDRcjkfZsefwx2EXfv9mCgoPJwmIq9M3oTaTIN6Ftqx96MjhJp3JGaYi9uR9AG/+hxMrYlW+zkr4ajx01KqqVnvVlDRVtrbajaSGec5+jH6dPmc0RRwOYlsNG0X8HtqPvYvW/INoynkzTBEbEJdmrUNR1gqUH1+Fxp/Xo+vmVgQKtmOgeDcC5ZsQKF8Pb/lqeCtT0Fu1QNqy0jdktFS/KEEYu8tfBEGsqpgwDiniQqOIJZPirulNTRjLJfPteDTfnovm2wvgvjkf4htfjkf5L9NFHVMhF56ehvs/vIC7J57H7aOx+CP/BfyRO1P6Zt/InIFraS8KkK98H4+r3yfg2uFEySgglH/+YiZ++nQmzn48Q0D4w3vxMFB+CRn7JiN192R8v3USvtn8LL7aOEni6028PVk2A3NeiZPNMvGiD8yWYbwcIXbhk6U49+ECnP9oIc59lIifPmQkyCxIVrpJqfHhRFz5LgEXv56F85+/iJ8+e8HE59Nx7osXcfHbmbhyeCauZMzCtey5uJ47GzfyEnDr2Bz8cWKuKOCCs4tRfD4Z5cyGuLYcdTeXoeGPFJnaw+ZKZjLPrNHBEOw/XjBLgvAVBVxirKMmssYC8KgCHgWwtqPlRpwKQa5epuG2ToWvbbooYarhQMesEIT7uuYLfAngge4UiWHPmpASFhD7NmLEt0XsiRHvTgx7dsM1EoyFDWLdrGMeMaHKjThtJymwZJMcNuVhzwQnPUs2uML9YapZB8TqgdKrrat0oYRZE5zafMtcMvB5Of+OHiuVLYFHW0J7L/CX1z+GDWK1J7hGA7Gcd1SwfEA8pRrm34A/jx0KWRu89rHeL2qYG4HOZuFEyjgaiPs6nhcQ054giL11CfBWJKD7wVx03Z2LxitxqDjxLO6kuvDHd8/i/vezUZy6FFVp61CXtT0MxAcExk8DYoWuroSvxqML3+Hhhe8jBnOCJS/4P0ER05Zg+E9+OcaWEBAf/wBtR99DS95BuLNfF1uiNmsfqrJ3oSp7B0ozN6Lch2tsAAAgAElEQVQ4Yw0e5CxH9ak1aP11M/z3dmGgeCcGS3YhWLFFQOyrWglf1XID4upE8Q7Z1L+tNh6tNTPQUj0LTZUzHoNxTbGxJ6oIYietjSqNqVLcrW+89wLc99kbO8HEnXlo/mMOGm++hPrfZqLi4gsCZGZXlJybjAdnnw9B+f7JGQLk33NNE6FfU58T2+K39FjczJqF33MScD0tUabNXPluDjhxhkC88OVsnP/XHFGotC2OvRWH3NenikpO3/u82Ba0LhjZ+59D3qsv4Ogb03DirTicfPslnHlvJs59NFeyFy59Pl9mPl79erFkMlz5ZgEuf50k+b08/uXrKcY++XISzn8RI0E75eJ303Dp+ym4dHgqrqa/gGs5L8qg3VvHYq0hC7NQeH4eHlygFbEAlVcXoObGItTRV7+dJAAW5Xt/JpoK4tBcGI/mwhfQUhQbCvq+6v02lcdICm1rdQwUwGNVMFvRmp7gAuGWeIGvrz0GEm3T4W+nFaF2RDwIXwFw90KBMAE82LNM7AhaEoTvQ996J8ZCmGp4sGcXXA8DMzDsm44h71QMeiZjoPdZBOlPtpnsAaZnUQVrMA+YapgQVkviMRArhJ2mNQQxN53oEzfWuFBe4ELR7y4wU4LqQK0Oer2idrmhRRVLkHOOHj+FHBjrZYI8zgHweBAWSD+hFxzNI+aHAiMSjAnbSBAe81gHxARyJBirTxwNxIHOqeYfLz5xPHwNM+Gvpk+cgN6CBWi+NgvVp6bhXoYLtw89g3vfzUThoUWoOLIGtZlb0Jy5C63Z+9AuitiAmBMrnlQRP/zpe2g8OncIjD/PH8bDC5GDG212qLK11e7fU8Qma0I9YskflhaYXxkQn/gC3hOfw3PsX+g9+hk68j+U/OHWnLfgznoN9Vn7UJO5F5VZu1CZvQ0lmWtRkrkapUdXoP7HdaKG+4r2YLB0u0SgciMY3upV8NakoKdmEXpqkswoq7qX0F43y4HxHDRXxQuMG8teCCnj2hIXbBjTimOwT7XMZmTnvoKpApHW+y+B0Xx3JpruzID7dhyqf4tB9a9TUHX1OemRXXYxBiUXJuHB+WdQ9FMM7p1y4c7JGNw66sKNXBeu57hwK/95mRp+9+RLuHM8Cbfzk3ArJwE3s+dI3Miai2u89D88F798Mws/fzlbfNnTH8fhhw/jcOJ949sef2cGTrw9GafeicWp96bh9PvTceaDWPz4USzOfzYDv3wxG0wh++1QElhe/EfmEtzOSsat9IW4dmg2Ln8zE2e/cIXix69cOPeNCxe+d+HSkRhcTnXhYpoLVzJduJYXg5vHYvD7DzG4fcaFOz8+h3vnnscDDlu4PBtlV+ei8vpc1NxKkM52dXfjpQ+Eu+glqX5j7q/EA5eMXOPYNQYhzE1UbsKpElYIs4mYhjYSCwfxKHipfl+SCHbOgUZ/90IM9CwS9asApgrWeOjfBMaIo4SHfdsw7NuJYd8eDHv3YaBn7+Mg7mdlHdOnWoxCpV3AH54gVmCqGiaICWQFsdoSVMLc6NPmNYSwl1ZHuwtNdS5UFhl7gpkSVAZ8bm78EcSieJ1WkOEgtmGstoNCmLcV0vIchK9mPzjWSUQL5QkUsoI4GowJ4nAVbINYUuaiwJhgngjEwa7p8HdMlg07f/NLEJ+4JgHe8iR4iheh4/e5qD3/omzY3T3iwt1vY3H/uySUH1lhgXgP2nP3oyP3DckhJojZT+JJrAmFMFcFMVcF8aNfjsAO5gDb8Z8NYhvCBHF73gdOn4m30JCxX9LVatJ3oDxzK8qzNgmEy3JXGTV8aYtkSYgaLn0ZA2WbEKxaL+GrNSDurZ2P3rqE0HzBjvo5DowT0FpjYEyLgjBm1JeZjejaYhdqnNQ2bhgxm4LzGRnuwhinjeok04JVe2Pf49DYSai/FSO9sas5dutXF8qvuFB+yYUyDqa94ELxzzEoOudCwVkXCs5Mkmkg7GchXcV+SkLR2UQUnJ6D+z+Ygbn3f5iPuycW4PbR+Q6gE3E9c14IzlcOJeDy9yaufDsLV7+bY0U8fv1+Fn47PBM3UmfjdvZc3Mubjwcnk1F+diXKz65A0YlFMrWaY8UIX8ZPXxsI//ydM2SXAGbedJYL13JduHnchT9Ou3DnrAv3fnKh4MKzKLo4BeXXZqLit9movjlbANx4fzbchQlg1ZtUvhVPFeBy8IIErU5C2GlFqxCmJUEhGe4FE8CjEOZghljJEfZQDbfORLBzbPR1JUCDEB7sXTJGAasVoSr4UWAzHvpfdmL7GAgPe/ejr2c/XI+CM8coYgUxwUa/llkM/OHlF6B9wCbsBKYDN4UwIUf4qK/L7mG+Lhf8bKnJqR/c/OswmRPVxcaeYMYElUEDW0dSadPuoK9rgZjHvgiq2AaxDWA95v26mWf/jI952U8J4mgwjgZiPj5U2RcFxhOD+FkLxNMExIHaRPir5sFXulBUcdOV2Sg/PgUF6ZNw/9CLkjnBqrCq7I1ozN6JptxREHfkHpAZbgSx5xg94o8kNGui7/S/MGBlTYz8+B0YCuTh899LPq/m9f55MRUMpp1Fir8PYpM/zO/LHGLNI7YVMXtMcLiomc4xqoYJ4tbsD9CS/S7cGW+inrnD6btNulr6ZpRmrEVZ9ipUn1gD9/mN6LluvGGmqfWVb0FfxUb4a9dKEMS+2mXSdaurPgGdjbNNNMyFgXGigFgtiqbyyWA0VpiNaCoz7ofohhGPqdgID65spcpgT2vpa82pLoQ13yMsNrgbI6lvLAqpuumSWYich1h21YXSK89IlHCqzOXJ0kmMTWzYU7fsSgJKL89G8S8JVsxD0c9JKPxxHu6fmYv7Z0w2wt1T82VTjBtjGvePL0DBiYUoPMlZjgtlnmPhyfkoOp0kQ3fLznHW4zLUX12Fpuvr4f5tDSp+XiSbi2zz+cthExePuCCR5sKldBcuZxoIX8514dejLtz8wYXbP7pwlx8oF1woovK/MgXlvz+Pij+mmU52BTOlnLypNB7NFc9LELT237aOf2MqYScrQjKxnO6QHFwh+1D1MSEByUk4jO7mSehpmYJesSPmwNs2B772BAS7ZzuRgL6exFD09ywCY9CTjEHPcgx5V2LYt1ZixL9eVLCo4eBWPAzskBjx78JgYBcGfHsw4NuHfu8rGPC8ZkA84o8LWRN9nNDB4oJmUzXGFxH9Ww3aEuEgVrgROgQnlbBCOMAULAKZ6XCdLjBzoqbEhdJ7JnVNMyaoiukRRwOxwphesQ1bPl5v26uqYSnOsFS7/qyq3p9o447ZDo49EQ5ifviMB2EbxLYyti2KJwexC/5mA+Jg3Tz4a+YjUL4EvpIUtF9PRMWZaSjKnox7R6ah4NAclKanoDp3gwPi3WjJ3yeKmCDm+CDTW+LJQawwJhBtGP93BnFP/qdoyXpfuq41pL+GurR9YN4wc4YJ4ZKMZSjPW43aM+vQfmUzvHd2IPBgO4Jlm9BXsRb9lavhr9NYDvag7alfiO7GxBCEOxvmgtFel4i22gTximlREBQEsbsyRrIpbGAQHHrJ3EzlVhIZxgSywplQJpDruNHnVOmxh0X5tbFRcS0GdrCijOW97G9RdsU0PGejejY/L7k0C5y1+OBCooSMCOKYICtKf2LnsgUCVwK24kKSdDCrubxAKtgar6eg+dYKdNxdjZ7CDegqWAXO6rv3gwtXM1z4NXNsUAFfzR6NSzkGxDd+cOGPswbE9wniSy4UU/n/YWoP2L+DTZXcJVPl78pcXwo4yd8ud6G+1IVaXnFwc67Y3CaMObhCh1aEINw4ZQx8BcCt09DbFhsCsL8jEYHOJIHwGAD3JgmADYiXCoCHvGvAIIhtCFMNPwruwqPgXjwM7Jac4UH/XoHwgG+/QHjQe2B0s0437FjyzI06Aoqly6yko21AAFNZEmQaCjNt16gr1TCVcLDXhT6PC/1+F/p8Bsa0J/i8taWmiIPlzcycECBTGdOicFQx1TVBph6xrvbGHeEbfpvnBOiaNRG2WaebduOttl9sQzjSsQ3iSMeqiCcCMYFs+8Ra3MEPIW4U0J7oa4tHsGkmgvVz4a9JQKB8AYIVy+G7txz1F+JRkOXC7e+fw4P0uSjPWoqyjOViT9Rnboc7Zzeac4w90ZX/DjhUk93W2GmN5c3+kx9Js5/gqc9AVSzFEme/lSo2VrIxqEZtCNOeoB+sVoQo4stpeHQlXeLPqxmhYz0XbX14OQ0aIyxzduLPi+l49EsaHl5IxcjPR+T726qYPyd9YipiNvthx7XOnA/QnvUe2jLfQWP6AYm61P2oPrxTqg1LU9ejLHMNKnJWoer4Crh/Xi8VdIEHOxEs24JgxUb0V6/FYO1a08qwYaXT8DtZ+gj0uJPQ1ZhooikJXU2L0NkwHx31SQJjWhSt1bFoqXxBgNxSPiOk4FTJ6SoFBHztazhzFnXeYkuxCwwbyCGVzLxk9rCw46YppaZyZnAzUIsa2GOX5dXstUBAs/cCAc1JFDKN4loCqn5LRNVv8yU/lzm67ltLpVKNVWomktB4cyHcvy9A8+3F6H6wGt6yDfBVrJeKQ2Z/0M8u/tmFgh9dKPo5AYXn56Dg3GzcOxuH309Pw42Tk3DtmAtX8124fsKF6ydd+O20C7d+cuHOBRcKrrpQfJ3T3p9FxT2TbcKc7HoWXFTGCFhba5+TFgNkBgvN6suNyKtiv48SF+qoiGmpUkiyPS9rExz1y7Wn5Vn0tk5Gb9tUeNunw9cRD1/nLAS7FqCPG289SzHQuwz9vUkhFWzOL8JA7xIMeVMw7FuFEf9qA9/ABlHBhO+fwS1ObMNQcPdoBPZhKLAfQ4HXMew/gGH/QQz6Do4PYmZMKIilM1kkELPYwmpobqvhcBAHeo09weflH40AZtc1WhT0irmhwU8veq6EsIYB0SiQFbzhq62I/y6IbaUcCb72uUjwtc8piDV7InzTThVxNBDzA0hhLOkyLTPhq08UEPsqFyBQngJf4VI0X01A6dEY3E+bguKMRJRnLUZ5pgFxXdbLaMzdJSBuzXsDnXkHoTCWlpcWjAXEP3wpublMDWMZsdoANowVyLoxRxgTxAQogarAVbhGW/k4+z4FsK5PA2LOqmMz+I7s9wXCrZlvoz7tdYna1L2oPLJVekoUp61GWdZylOUmo/bsKjRfWYfee9sRKNsmWRL+yrUI1q5Gf/2q0MgbM30hEogXodO9IARiKmMFscC4fAYIYg0FsK7cyWe0ljnBLCI7ZBJ5ZBgTyFTI4VF7xwUN+s98nPu+6SrGuYrsMFZ3+wUJtn2U3hc3p6H2VrwTCaj7fa4EsxOa/kiSggkO1q3/Y7ak2jFflxPQ2x8sQk/pYvRWLUNv2UK0FM1E4x+TpeMcPW0WW9TcYOHFPFReS0DJlRkoujgN93+OERuCKpiWxO/nXLj9iwv3r7hQdM2FkptmYER1oSmModc+CmFjMVDUaesFQpcCjxDmytuNTL2VYRWj9gMtCIYNYQWxv2v24yD2zEe/Z77AlwCmFWFsCEJ4fSh0U05UsMB4G/4MOiAWAIdDmCB+B/3etwjiSRjyuyQGvKbhjypiAtNub2lf1lMxEkaEpQ1imSzB8mg2E/K6EPS5MBAwQVVMm4LPwxJpqmBu2DGk8oUbGDTU2Y7S8ZvVIw6HsW7c2TD+p0GsitmGbqRjG7qRjm0lHA5he7MuGoh1ZJKmzwRaYk3mRO1s+CoTxSf2Fy1Dx41FqD0Tj5KcWBRnJKA8awEqso1PTBA35OxEc95etOa/FgIxYcz+w9qD2DT++VSa5/T98DUYVJtUnUYhGyhLrwc23jnPDmqmbeUQsyXYOY2bdQ6MbcA+ybHCV5+H6+MgPoyhc4dEofMDgj8fPWJtfcnJ05zI0Zr5FloyDoBKWCFc9v0GPDi8EsXpKSjNSUHZsWS4L61H+81N8BVuR7DiZQSrNsFXswb+uuUI1Kegt3GJhPSRbV6I3pYk9DTPQ1dTEjrdiQbCBHH9YnTULUJnTSLaq1h5N8M0jKmIR6sVVMl2aHcvboZHCgW0Kma1MXRzSn1m3tbNP24ESlYGMzIsL1q+RrMLZGWJ71Tpu8veu433Z0pwKoUGzzG9zqzsz/uSwJbNjtpLZkmvjY7yeHRWzkFX5Qzp19te9jzYMKezIhad5UvRUbYE7aWL0VK8AE2FC1B3NwGVt2PF/6X6LfzVhYJrLhTecOHBLRdK/nChjFW3tCOk/4MLstnGWgOqWyvbgcc811zlQmO58Ya5hoo12MRLWhnEoLttcih62qeit2M6PJ0vSng7Z8HXNQf+7gUI9i5CsHcp+jzL0O9NHhMDvhUY9K/CcHAtHgY3YiSwASOBTaF4SE/YiUd928SOYBkzLYlB/ysY9L+GId8bThw0IH7YNwXDgWdCIGZps4xJ4saS0+iHnzq0JdSKUEARwlKCbCliG8SEcJ8/BoNBA2JaFPSKWShCwPMPTCWsMC6/Z1RxIzcFHVUcDmICWS2KcBj/YyDWAhBnjQRf+1wk+I45F2WTTqvsJlLE/Bvw7ywfRm3TQRAzc4L5xNyw6ylJgu/BEvTcTUbzL4moOD4TD7JmojRjnqjiyqyNqM7ZhNrcbXDn7kFz/qtoy38TXflGFdMr1l7E3uMfwX/yE7BxTvDkVxK85CfoGAplqmQdZxTqkMZuaYSyA2SF6tOsNoD5PAzaEmpNDJ9XCH8fUum6SRdSwzosNOMAmtPZAH6XWBLlhzZJD46i1GQ8yFwiEK48sxQdtzaju+Bl+Eu3oq96KwJ1G+GtWx1SwgSxQpgNviOBuKNx/hgQd1TPDVXeURW3Vc4Sq4LHY2Oa9DVQv1M3xu21rfw5aIRDmXDmfXKeIqbUZAsIlB0wS/aAk0GgMG8tm+wo8MnSaayl5AXpIMd2nsxEYA+Gx2MSmh5MlsexyVFbuYEtv397xRR0VMWgs3oSumungj16/c0JCLbOk568ZmrFIpnx1l29AB0ViWgumwVuumnvZrUgmGvNIhheITP1T0uQo2U7cB9IYcwqOQKZayhFjXZEy/NQ8BK+CmBv1wxoGAgnINCzUEBMCD8O4uUIgZhqOAzCI4GXQxBWGBPCBsSEcAQQew7A9aj/GYwEXRgOuDDoM81+bBATwsZbMb5xqEjDgQPVsMDX6Y/A0lyfo4htECuMgx6T2ka1zQ06mupUw7QnSu+6UMkyxAqjigm7cBArhG0lrMf/CIgd+Nq/pw3dSMdU7+OFWhL2Bp1COLzUOZJHbIOYOY3B1jgE3CafOFibiO7i2fAWLULvvaXouLoYNacSUZw9Aw/S56Akcx4qstdJ9kRNzla483ajOX8f1J6gRUGfmKGbd4Qxm+X4j3+BwIkv4Tv5iYT/h0/B8J3+TIZ9csQRo+/CN6Hov/AtBi5+h8FL30swY8KG65McK4C5EuyPzqdj5Fwahn9KxdCPRzD4EyH8HfrPmh4TVMKEcM/RD2TgqcynyziAptQ34OYUjtRt4gsXH16Lou9X4EFasmNJLEfjxRXwFuyEr2Q7gpWE8Bb4G9bD27hOJu8SwL2ELycstC6Q6GmZDwYVMYMQ7mgwalgVMUHMqjstg6Y6Hj02PSrMbXb5ipFoqYmBCbNXQu9TwslaiqSWNSVL7uPIsnJHFXIzsMyIHa7cKKRKpB/Nx4gKZ0ZU5RRz7GQgNJe9iKbSF2RDjJtijNGNxRjpMMcNSNoq8uFROcX87NwQcwDIAgmmgGnVGXswSLTNly5lbJLT2zRPOpmxkQ49XJ0EzwwHzXJwcwwb96hCvR9Mmpmkm1kzKKUIzJm6o424xhRptMYIhKl8CV1P52QJb9dU+Lqnw98zy0Q3IZzoqOFFAmGFsb32e5djkJtzvnUYZnZEcLMTRgkTxiP+7VYYEI/4XoGJ1zDiHVXEAwrih30ugXE4iKmCCWFVw6H8YOYIW3nCNojZqIYgVluCipjWhIKY9gStD9oTzMRgVR0tCsKYIKYqruanOqdjOJt2Cl9bAdvQ/bsgHqP0nWIU+f2c3zMSfO1z40FY7rOa/hDG0SA8njXBDzxms7C4o69jBvqaZyPgTkB//Xx4yubBW7QQvfcWoeP6EjSem4/S3FkoTJvleMVrUZmzHjW5W9BggZiqWLzi3LdDG3ea0sY+vr5jbCfJS/6PJRTI3lOjMObgz8C5LxE8/7UEoawwViDbYI10TDjb5wlfOwjgEITPHg4BWKvpCGFO4+jOf9/Mpst8S5Rw4+HX0HDoVVSmbpIGSMWHV+FB2lKUZC9F1all4gt3/rEZwfJdCFRsh796K3z1G+Fzr4cMeGxZCk8LJykshKdlcQjEva0LBMTdzYTxIrQ3JKG9fpHYEu21C8Sa6KidJSAeC+OxAGZ/W8aTgthWyfYxAahB9cgeCgyC1w49LyB2bBB5nhCM2QDdpIRp6p1kfQi8TWtIhS+/jvDn92Pw+zBrgdCnGqVCZWfEnqZn5DXLXPi+rtlOmDxcFkSwSQ4zFrqbYkMbaSYpIEa6Jna2mI6LfB4JZwNes6IIYftYsqS4KUcrgrMi+TO0TxXrwdc9EwwCWIMgDvTOkQj2JsEEIbwkKogHPKstEG/Eo74tY0E8BsLMG94TKt5gAQdzh4c9r2PQy3hLwvXn4CSoKlYQE0K0HwhLWw3zPNWyesIEMNPUooGYEO4PTAp5xASyZE90OeXT9HUqjSomjAliUcX0hBx7gmpQQctVAWxvxun9eh9X+361UqKt0UDM35VhQzfS8dOAeDwIRwOxXnWw0IYv6P7OeAy0JqKveR4GGxchWLMA/uLFAuKum0vRcjEZFcfniD0hXnH2KgFxdd4W1OfuQhN94rw3RlUx+08ojPPel0IPTrbwHv2XwNhz/CMBce/Jj+H54RMoiFUZ+3/6QmCsQFYYK5CHfknFk8bghSNgDPx8OBSDZw+DMXDmEPpPfy+biOyyJp3WTn4pEGamhHrD9IWphAnh+u/3oyxtA5glUZy2AiUZKSjPS0Hj+dXovrUFzJIYqNqFvqrt8NVsCoHY27wWnrZl8LQtESuCapgA9rQtkpWKeCIQs/yZoaAds9aYwgJeboeUb5RjVcIEXKRQCEdbFZa6hh4XBmOFrDZC19WkfsXAZCkwU+E5+ZmpYrnXw80xFmlVFLrAjAVuxHOTXyf38P1JW41CItj1LPq6X0R/N3Ny50g2gr9rJrhJ5uucAV9H3Khn2zVDwCnFTCxokjDPRVGm73OCWEPBzNshBoRATPUbJyrYBnHQMxcSzI7wLHAgPApiKmA7VA2rL0wQ0wsetSKMGjYVdKyiiwxiwni41wIxYUx7giBm1zUbxObTyYA5GogJYwGy07ZRFbGCmN6wvWEnDYXom9aZQg4WdLAzUtk9B8RsUWdlT9iA1T8+/8j6x/8nQByCsaWICWFR71YOcSQQT3QukiVh+8L2cSRrQj/w9EU80DULg23z0N8yH0PuxRhsWIpAiVHEPb8vR8fVpaj+IRElObQmElGevUrsCQVxY/7jIJZmQBweGgZiwng8EAuMf/oCCmMqY7UqCGKGwjXaSkjb99kQluMzh0YhfOq7UE8J6Stx4gtJV2OmRGfuu2jLOihq+HEQrzEbdJnJqDqRgpaLG6TF5VDlXgzU7BZv2FuzCd66tfA0rZcRNt725QJitSQI4XAQdzcvCSliqmEG1bBENBBbEH4aEBOgE4HYvp/PLc8fDeA2iFlxFppEERtS89JLo+55tNdPQ0dDrER7PaFsUsYIYrYsYP+Y4jsulDH7iSXFVMpO73KqVAKS710CVAWFFkr0984Fg2DmOVoFVKkKyP6eGTAxFX3dk6UFA6Gu+0XKAXsNQZh1Bh3TxZIghCOBuM87DxIC4bEgFhvCv0p8YXrDDFoS9IZpSSiECWKFsdoSTwriIaavUQ0z6BGz4Q/BQwuC6pFwoipWZcj7GDpslNBm8Hb4OW76aTBHmcHnD20G8hLdUdxMNeGnKf+RDH6q8h+salxBG221Qa3/APufEvWYMOelzgR5xppGx1WhO6EKtnxj++t5TJWvwU04PeaqGRJ61aFqmDDmi09URbsLwfZYib42Z0OkcT7YpLyneBna7qSg4eISlJyYg3uZ01GQkYLCrFUoy16PqpztqMt/BU1H35KOZF3HPpZeDF25H6Mr51N0536G7rxPwEIIqkyGWhLR1sCpz6DBXsYafWc+ByP4478k+n76HP3nvgCnOXOQqI5QsoeK6qRnPk5DbY/gT9/Af/Yr+E5/Ae8praL7DJ4TH6A95y00pe+DO30X6jK2oyZtC6rT16M2cyNKM5ehPDtFfOGqE0vReHE1eu5uDWVI0BP2N64KecKcOSZzx1qSRA172+aB4WtfDG/bIgnZsGuaj253kgRzijWPWIEsUK5bFMEbNpYEvc/wiARPKtIxYVkRIXU7wTkCWp9bV57j19NP1dAevJ0NZiwQRwPRNuhoeE4q0rgyB5d7R1S+hDDhy5XvYSpjVs5qCpnk8jKbgVCm4q8f3Yjna1tFXKBnMvo8z2LQPx1DgRedmIZB/5SQiNN6BKbFslCMtQp6Rc7n4vuH7099b+p729f9rGRrMWPLVPnSjpiBoGcm+ryz0e9LcCIJ/b7HY9C3GBpD/iUY9i2TMPnDq/EwsAFMWft331b8u2+3BHsMs+k7O6s97DHxqHcv/vS8gj+9r+NP75uhrIlB/ztw0R9mMIVNizlsEPOXUQCHQ1hBOx6E+ZhwEPN5mDkRCcT8ZCWI+WlKEPP7RwOwnv/fCeLJj4HYU71UQNx+dzkaLyWPATGbnk8EYoFwBBCrRxxt1U08rpGAHDj7GRgEcjiMCWGFL1eFL1c+lkG1zfCd+RLe01/A88O/0HvSbNDRG+459h7ast+wQLwV1akbpfscYVzBrmr5q1B7aiUazq1C+28bJFWtv2ob+qo3I9C4HgH3GpmuyxljHAApQyCdzbmoIG6e9xiImUMsoeq4blFIXWrbzPba54TaSPIAACAASURBVCFhAdAGsoJS1zEQduD5pABWFc3nsr8Hj3mOMA6HMGEcDuLOxikCY4JY6wsooAhghbCCmO9fwjgE5HIXaukh00vmxhy/d4OpSCU4CVCC1N8dIzAe8E0VIBPCEk7WFa+qBcYUdBxyHAZkhbEKJhVYCmBdCWYq48dBTCCPD2ICWUHMlTB+GFiLR8GNUsDx774d+DO4U5q9a4tLgvhR7x6B8L+9+0MgZkEH1bCAODxjgpBUEOsvEq54FcC6qjLWVc8T7AwFMXse8zafj9+DIOY/lZ+a/CQlhBn8BxLEoU1Cu8n7BMf/exSxgjgewdbZ8DXOl85gvaUr0HFvBZquLEHZqUTcz3oRBZlLpdduWfZaVOW+jNq83XDnv462o++g8+hHooipgjVEDVuKuPfYhxgvwpVyOJj9Zz4FIxKQI4GX8FUVzdV79nN4znwmKpgA7jnBgaAfS+FGV96HUq7dmvU6GjNfQUPGbmn9yab4lalrUZ2xBjXHVqDp7Aa0X9yC7usviyXRX7EDgzXbEazegGDTWgSbVsqMMV/rIpgwKlghbBTxfFHGPNYUtu6muVJdxxJn7TcRgnFdolTamXE7HLnjhDP5QdWnglBXluFq0AKYyEO27YhIxwpgPr/m3/J47HkzjSIE4TBFLJtp7mmgLcEPBhZXELiEMN+740axC5UEc4nZiK9xKt541cv3uWZmiehygBzsnSpQ7vdOxoDvucei3xsD3segkiaUqZB55Rh+lamTbmSVvjcE8WQEPdMl+n0zLFWs6nh0HfQuDCligthWxaysUxCbQo6teMS+Er5dMCDe4UB4L/7t3Yf/43sV//a9gX/7WMxhCjoExLQkqIZZzEGQ0oYgJO1QsIavCloFMFd9jN5ng1jtCT7uSUEsHwZaqhxl/d+tiA2I/e4k+GqT4Slfhq6ClWi+mozyM3NRkB0nIC7MSkFp1hpU5mxBTe4umVTB/rztee+GrAkFcbg1wbSw8YIesvrIqprHwPn0J/A5EQnKCl0FNVd9HNfe05+i59QnooK7j38iEGZrS5YxdzBnOPsAWjJfQ2PWXjRm7wKLV9iLuTJtFWoy18J9Zo1A2Pv7bgQL9mCgfDeGandhsG6z9JHoa16NvublMvTRTOLlNN750vDF1z4KX/u4tyVBijoIYjb/0Q5s2hKTMOY5ljzz8n5MEHJWKBy5CoytWYgEMmE8boR5zqqkdbUBrJ3G9Hua+yJAmBZEQ5wEIcygKuaHgkC40FgRBDGBrKFApjpmCKgfuFBJaDsbenwMH6/2hVbAcYOPwowCjTDVvRG2SSBsFb4GzFNB5axBICuMaVdQHavNpyC2p94QxIHeqRaICePIQBYQE8YWkAljBfLDwEqBMS0KU133sjR952y6Yc8O/OmhJaEg3o9/B18TGD8KHMBI4G2jiLlBRwjTvyUgqYjVE9bNKhuqeqzA5WoDmLf1MbpSCduqmI/hxp+tiPlPoz8cyZpQlRtt/d8O4kDLTBDE/rqlYPPynqLVaL22DBVnE1GYOx33MxcJjEsyV6AiewOqc3egPnefTKvgaHm2iSTUxCfONUqTm19MB2MwG2G8oFpWGIcDmWD2nzIROP0JwiN45lNo2Pfp13BVK8JWwgph5gy7M9+Q9pb1WbvRwGbvWVtQnr4OldlrUXd0A1p/WQPvjW0YLNqH4bJXMFS9G8N1OzHQsEGq5wjhvhZO350v+a7suCXB3gPtCdIERjtxcTWKmCCeje6mWc4G1ktoq4sLBYHc0TBTYGxD1xxb+bC8RNcqMVaAEcZhIFZ1/ERrBN9Zn19bPTKti8d6XpW5/XN2sSmOA+LOxjj5HZnjzMpXNrhnmimjgnPgdC4fC7QIXQe4hLCAmorYUc1qXyiMbQuDV8bc5FMg6xWxApmKl14ygWvATLU8NaIyVhgTyASwHWNTbJnZNdWBsMJ47DroTcKY8C0IKWTaEwpiljsPexmbZUCogNi71cyl8+1yFHEUEBPCWtpMoNI2sL1gQlOndihYeS5a6GO48usYCuIhej6+SQJqQp4g5mWJek0coUQY85/Eyxb9dIy62eakrfxvAbFu2AVls44bdqYJUAjEDUsQqFkFThhuuZWCqp/moigvFvcy5gmMH2SmmEY32ZtRm70HDdmvCMTact+R3gzsz9CZYxrm8JJ/PPja96ltEQ3GNlTHO/b98BE0vCc/hAYBHK6EpaFP1kFRw+wxXJ++F3WZO1CfvQOsJKzIWovaYxvQfGYbum9sRN/9XRgp34vhmr1iSVAN97vXIthgINzXstgUHRDCBLAVBr6mJWIkEDOjoK3ueScMjNvrXxIQS6tMS/1GArGoYPrFESBMJfxEALbsDLUcdCVwbQjrFHSFsQ1gHguEHRB3N8bL78VUNQ73ZdVb2V0TBDFvswJOGt87vrDCWIFM5avAVeUc8o+t+2yFzPe/tlcIbb5ZlbwELTfsCGWueqy31aYYD8TahkFAPB6MPfPQ75kXFcYjwRSM+FdIAyDpwuYx05p1YvMj706B8Z/+3fg/vv34M8B4FQ/9r+Oh701p/ONSUHIlXAljVbh6nw1XBbA+Th/L8/bj+LUaNogJY563Qcx/AHdeObWDMOanJj8ZCWlJn2Ny9jjx/zuI5ZKKVypO5oQNYmZPyABDdxICjcnSqMZXuhZtfyxF9bk5KMqPlXHsd9MTUZieLG0fyzLXoSpjG+oyd4mSFFWc9Z50KyPgCGSJnHckJaw77z2MF+xpzGo8Dd+Jj2GHTIbmdOhTn0h3N/Y9toP9LezQJkTaA0NVuahgNvPJOih9JJozXgejIWMf6tN3yXw+qmFWElbmrkb96Y3ourQH/vtbMFy2B/+u3YOR2l0YqNmIgYb1GGhajf7WFKn28rXNNsq3PU46cbEJTChEBdsgniM9a3uaZ8glu4LS2AfMLhhN9xI1yaqvcYKvc+bcMqOA0Vw3NhTQf3ml+nW+P99PDL1NscMNOA3aDxpd7ngwCGGWGhPAD353oeS2UcOEsA1iG7gKXq4UWgzer8Hno8WhQcjzHEO7pqmHTIVMKKuXLNaF0+OG7wkNo5gNlHkcyqhwFLFOR+f7Sat/WXgWAjFhHAnIDojHwFhUsVHGCmJ2Y2Nf4oHeVRjsXYshzzpRxw89W0EY0zd+5N/nxH4BMSvs2IHNRXgSlISjQpYrb/M8wWkDlvcphHUTT7/OfpxCWJ+HSng4ME2C52wQ85+lICaMCWL6RqE//DgQ1vxEhbHaFxOpaLn/f0j6ml5WhV5wTIwXVWw27Ahilo363QsRqF8pQy4J4przCXhwdBpup80QGBekLTC5tBlrUZG+BbUZO6U/b3P2AYEbAce2kYSxADnnHfFgx4Mw71MA62pDmH0rbBBHgjEhrPDlqgDWlfnB9IJFBWe+I418mtJfhTttP9xpZoOuNmO7WBKEcHn2ClTkr0TTT5vQe203Bktfxp81u/Fv924M129BX90a9DWuwEDbMgx1LAchLCAWCD89iMP923AQE3bjhRY+2BBmZoHGXwawo7D1exO+NohD5yOAuMs9TSBMELMnOYFbdMuFghsuFLM/MNtvsoCDndEcRayQDV8JVoWxgLbUAJg2B5+bJc3aPF/AzMY9Tuc0wliPubFHIPPnJoztVFD1lBXG4SDWlrIK46ggFp94rDVBAGs8blEsgIA4wI5sKU6HtmUY9Kw2/Ym960EQM0Z82ywY7zflzgLiA3ARogSuqlb1crkSwgz1kAlahS5XBe9Y6JrCEHrP2tWNANbnUhjza7kRR9gSvPSGCWHNI5b2dbxcc6Z2MCmcyoMvSkI0UuoaYawg5mrDWM+PAbaVK81/rAZ3bzX4M+qlUbRVc4ujrdoAiF+vjwl/EenGglxKOdWLCt5IIDY5xZNllp2nZZqMdvE2zBWf2FuxHF33VsB9ZT4qf5yJ+1nxuJMej7uH56DwyCKUZqwWaPFSvi5tj0ytYF8GVqSxYxl9V4mctyQ/tzP7HTC6ct4dLfiwVLAN3sjHYxWvrX5tCBO87HehvS/YL5kVf/y+/P7tmQfRmn4AhHBj6iuoP7wHdYd2oiZtK6rSNqM01RRtsIS57uxa9N7Yg6HCg3hYv0NipGEzRho2Ysi9Dv3iCy82vnBHomNFxEllV0gJK5jb5sDTOkuC0xtUCWsmgapJe1VVyVXVZ7RVp4DrytQuOyYC8XhXi7xPgctVfwYFMlf+PgSv/sw8ZnYE4UjIlrJQw2k/QCDbDXmoZJlPPF4QxKJyLfBqTwl75fdTMEu/Cabqsd+EU8GnIOYHF7nBvxebg9nvL76v+F7i+4jvH/GKLUWsIKZPTGtC7Aln067PG2d5xSZrQvKMnYITLTxRKKtCHvIvCm3cmdS2VaEG8fSN1aKgZ8xMCuYXP/S9gof+/Y41ccAoYhu+4ccEqIL274BYYfxXQcwxSnoJqCqYMFaw6qrAjQRifYyuhCyBqwDWVSHM9UlAHA3Qet5+ofyzIGaBx2QZ7835Wr7GefDVL5JJw10FKWj8LUnsCWZO3M2Iw90j8Sg8Ml/sicrMzaCKrE3dbUCc/qpc5hPEVMbRQEwFzOo72hFqSUSGr21PPD2IQxDOfVumTndkvY22zDfQkv66KOGGI3sFwtWHtwmEy9LMtI3irGRUnEhB0y+b4Lu7D8Olb8IAOBzC1uYc2x+KJ2yDmMrYib8AYkJZYafwi7YqgHW1ISz5tmIfmFFifB+Ex0Qgtr+v/kxctUm6ZkUQyAwCmdkRVK9UvropRwirAh6jbDkKapwghAlqPkbBazf5sY8FwCxOcSBMBUwAM9SiIIj5oaIgJowVyHx/aWGUwliEjDYlc1bmFAuIQ9kTLO4giEfT1njMirsQgBXIYQpZQaxZFHazeAVxJBhrAyCmsYlHTPU6XhDEqn5VEetthTRX3fjjaj+fQphQ/ysgprK1QUx1zHMK3RBYrfS2cDWsj7GVNItKCFoFsK7hIFaQRlsVuNFW/Tre/1dA3M0sE6unh1bYqSr2tU03PnFzgvjE3LDrLV6G5psLUX8xAUX5cZJPfPfIDBQcSUBxerJkFdRkvIyaI9tFFfMyn35ra9absgHGlDCNzsy30ZX1jkRPznvozX0/NAGaw0cDxz4eN/zHPsR44Tv6ARjefD7ve+jJeQfd2fyeByU6Mt9Ae/obaM14Dc20Iw7vQ/3hXag9tBVVRzaj/PBaFKcul9+rIn8ZGs+vQ/etbegr3o+HNQcw5KYKNkpYfOHwLAkHxJ6OeDAEwI4vrJtzntZEMEzamsmWeEwRR/GBFbCh1e1CmxUcH6bRQjXsNtHC8/R0aSmME4+BmCXFVoyCKgYdTSY6m5/DaMSiuzUePW2z0NUSJz41CzDKeaV6z8BXVLDTcN0G63gA1vsUwlL2zNxhB7QKYL2thSuErx0KYJ4LqeH6UaXPDyuFsr7HxsBYKurY+Ifj2th5jRV27LxmCjtMld1cp8pubEEHe09wQseYCAPx41V3OrWDkztWiyImiEMw9uyQijttAMQNOxehqRaCDU8eK1gVugphtSXC4auP11WfLxzEBDKfgxDkH3Yia4IvQhvEvFTjOb4AbSArmG0I8zE8TxArhHX9nwTiiWBMnzjQPBdB9yLxiX1lq9B+eymaf01C2Yk5KMqNx/30ONw7HI+i1AUoy1gFFj1QUVIVN6buk0v+lszHYdyRcRAK4+7sdxEO44lArKAdb1UI9+a+G4JwZ+Zb6Mg4gLb019Ca9qqBcOoeNB7ZjfpD2wTClYc3oujwUrFcHmQtRPXp5Wj/bTMCRXsxWP0qRupeiwhhyZLQdLUxIB5NV1MIM13taUBsWwE8Dle4Cl1dCV87FMS6Pgba8fZMLAArjEeBa+DL3rwa3a3TBMK97XMExG2Nz0kbWub8lt43QftBwlK2hCzBylDgjrfycbQYQlB1GhwRvgpiKVxxYEsuMGwg67Hepyu9dYUxRQ9hrNYfbQp2WBvtusb+w+y+5jQU0r4WbPhD9etdOCbYhW0MhAnlcBBb+cVabacVdyz2UAiPrlskv3jIuxtDnr2yaTcGxASywlNhyjXcklAQ62MifY3ex5XgpeVh+9Dc8KPy5B93IhATwoQvrQndGOExzytowyFsv3j1PhvGPOYHwT+hiFXxTrTqpzVVsb5Q9JN7PI+YEA4HMf0vVca+jsmgKmYaG0EcbFiFQMVKdBekoP3mIlSfTULp8VkoyHxBQEx7ojR9pQFx6hbUpu4QEKsqVhizWo3Rnk4gRoex/+hHGC+CRz/ARBHIfx9+bvzlvIPerIPoyTyA7ow30ZX+BlpS90k0H9kL96HdaDi8HXXfbwYhXHl4HQq+XygfLuVHF8P981p4bm/HYPkrGK7dh+H6VzDQtE5itHCDtsRisEBD8oQ7E+HpSAiFDWDtLaGNf0xFnSriWbKhZXvD9FblspmvVydaG2JgIgzKjhJuZqYEMyYcICug25jeyb2L8cDL+yLA1z5HECt4uRr4EsAm+LtTDSuEy5jTzzxhbsZxGvI4tsOT3BcOYQWorgpn3ubfTP9+er9mk+ganlWif2daMLRc1FLUojTpN9ydYGDcOUsgPDqNY7QHsajfsGkc0hjemdasU5s5NknDLvYwM+xGy55NxR0zJ0bziw2Mt2CodzsGPbsw2LvbgJiqltV1WmFnQ1VtB1XCdqqaqmF9vK42gPXrCeDwY+Yq849G72ciEOsmnYJYL2F4m8pYQatKOPyFq+dVGQuErQ05tSR0fVprYiIA6/3/BIgjWRSEMgcg0icONC2QjIC+qtXwPFiJ7jtL0fBzMipPzUNRdhzuH3kJhamJKElLMSXAqVvEnmg4MqqKaVEQxqxWYxDE4TCmKlZlTHtivJgIwryfIPblvhsCMSHcmfY6OlJfC0G46fAeuA/vQMPhl1F/eDOqjmxA5ZE1KDy0CGXZi9FwdjU6b7yMYPEuDNW8guH6PRiq2/2UINZKOtPc50lALBtyTuYBQaxgUJA8KYgVxgSxWBdsAUA762+C2IZwOIh72mJBNdzuniIdD6mEi9mOllkRHEsfRfmOtzkXfh+V8GMbbfYHlQNgglTfg2QDb8vVheMBq7VD9WtDmY+JBGFv+7Oy+cpm7ww/YdyVBELY25kox7xtJnJwLNKSMe0u2XntSUBMKAuQPcmhZkAK4UfBdRjxbZQwhR6m2MOAeLsD4v3GI9Z+E2pRKEwVnpqupiCmQuZ9Cl/9Or3Nr9ev5Woraj1mZR3/gPy0nAjEVMG6c8zLF/WWeJ6qWEGrq/3CVQuD53i/DW39p4ev4SAmQMcLBe1E6z8N4lBWhZSljwVxf/VqeIuXo+v+UjRfWoqaH+ejODd2DIhZBixdyg5vE8/V2BPGKzY5utzAexVtaQdCMA63KBTG9I2jBSE7Xtgg9mQbNUwlTAi3H3kVrUd2STQd2fkYiKtSV6E0PQV1J1ag68oWKWEertqHkbpXMFS/U6KveR1MaCnzqCL2dMyXN6VRxPPB273t86TdpUC4dQm8rUtCjeHtHhOsqmN6F3OFTfXZc5JtQBATwnoprdB4bHUUcFOdC4xwELcTxLzUDveHG8ZW5tnqN9LxRIq4o2madEYjeKmEGSxJpk/MdrS2/UDIahaEpqSFbjvNffh1drDrGlWvrXgFsE5an9k4dKG31QXCk0E1y6tG3XzTY76H+D6j761g1q/vbn4mNBCUfY3Z31iGgfYuEthyFp2va5H8v72dC+WYtwM9yejrWSHQZdN3O/p7V8k0Z050VkXMAaIMBXBIHT8G4o34s2+TU/Zs1hHfFlN159khqniIndn8+03WhIJYVbENUoLTBjGPbRArhMNtDRvEVNT6HHrMPzRfsLy0eRIQqyomiLmzyjQXHoeDOBzC+iLW82NgzRc51YaVusbj/5Eg5ljw5jgpdWaOrIC4dIXYE21XV6Du3CKU5s9AQXqco4iTpR9DOIiZl8v0sHAQK4xpUXDjTr1iVcbjreNBmPeFg9hWwxFBfGQLGo5sQXXaOhDEHJDadHYt/Ld2YKT8NfxZ9zoeNuzFcMMuDNVvdyBMGC+3ekosFuhGArH2HSaANXRCx/9UEI8HY17qE5xlBUYN05rglBx2SyOI1X5QCCuANV84dLvMBTb0CQ/mQ/N7RAOxjLVvmwpabP6u6Qh2x8nKrAdadrbgoJUXDmV9v44+jwXh7oTQ6CN/92IHxAthgzjYvVxATOjaEObxE4FYfOP5znRnVtmZjmyEMEOnOo/2oTAeMftQhECsKpYgVRAP+l3o5wRm7WjkVKIEWOPtM63otNE716G+0VFIbFMXZAMhfq0zNknhq+XTVMP84/Efw8uW0numoq7w1mhlHf/5vJ+XHLojyk9B/kP5AuELhys/bTV1JfyTkrf5iRquVG11y/t1VznayseMF/bzTXRsPw9fUAy+uDQiecV2MrrmQZodYKd6iJdg9IjbXpARSpzc0Vc/XyY895QkoPNeMuquzELhycn4IyMGt9PjUZi+EMUZK2V6RZnYE7ukTFggnPoqmlPfQGvqW2hLOygWARUqg5Ckf0sfl0EFqyv9Xfq8NnjF9w1V3X3gFG68D+/x9+E98U4oPMffRm/+W+jOfROd2a+jPfNVtGXsR2s6Pxj2oSF1h7M5tw5MVSvPXCkjj0pyF6D6zEq0/roR3qLdYklQCZsS5g1iS1DhMnraEkPR3ZoADft8pGNmFDCYUaDR2RwLDSpKBi/vNei3auhmna2Ixed0vGH1hKOtLEXWUMXLEUDd7pgoMQ3d7tFod8ehs3mm/O6q+Dua4uW9RNASwBLsJ8wGPixVtjql1bG8mdV1lS7UMLe4woVqjjhj3wkWazjn9TZXnquvdqGBm3JO9odOMw8fF6Z58rpqkx7tCWHf1nMsyDBZDyYLQt8PptWlmUVnNummO1M32PA9WnAaB22J0WnNvM0pzkYtJ8okkT7OsyPYuxNEaVNtM3iewU09bQw0Ekg2hR7BFGmRyTaZ0iqTcA5uwZ/BbWDLTPYvZu9il61o9XiA05c9VuPlCUDMeXQ6k+5JQUzlSdDysocgZiGHFnRQIRPEvLTjJYxegnDlp6sNYvY3VVBHArFeytgwtmFJMNr3RTq2H/9XjyMB+J8AsbzwCOL2GAExW2KGQFw9D72lc8WeaPg1AUWnJ+F25nNjQMwRQgbE2x0Q70dzGIgVwtFATBgz6PGGg5hQ1oq70eq5pwRxxm5p+E71Xpm6QTI+KrJYPbdMpm00X9mInt+3oq/CsSQadkhDn77GNeh3rxQIK4wjATkSfO1z/x1BTCD/FRDz9+9qmY3Whmmidqle6QcriOkRC4hZkuyoW0JVIxKIbTDbEHbTcqk3PjcH6OqgXJ1Co2tU0DpFF3q/wNcRd5oDzC5qfA8Qyho6iUPX6AA2YFYAD/hSwOBtBTFhrKC1QWzDmMcKYrUrmFMsMA4kjwGx9i0ehbEDYlXBai3QliCE2URDOxhJOSAbbPA+prUFxoYNYd4/kSLWFpgELYGrIGafCVbYsVmIDWJbUVABK4i5kcBPdE1dUUWr4CZUnwTEfxWuT/p1CmEFb7gKVjXMNaIiZttQbsg5ocrB5EM6FUQhEMcZVdyQCH9NAjyVCeguSkbjjXko+XEa7uVOxu3MOLDc+UH6CpnlVp62WTIn2LOBnjCLJlrS3hQ13J7+tihhG8KqiBXAXG01HL45Nwpi7UfxuDKmIu45+ha68h5XxA1ZO8GozdwidkpZxnJU5a5A3elVaPl5LXx3d2KgeJ9kSTxq3Isht2noQwizgo4qUCMakG3whh//dwJxePMewlhV8ug6ZbRxT+MUtDXGggqYAKYyplKngKHq1QwJhXE4iMXrtZRwOHRtFcz7CGyqYAKY6Xey2Ug7od28fvnaVbByDb+tsNWqN656Tjik1XC86naCMNa2lmxtqe0ttd/wk4BYITzoX2bBeJmoYhvEkWCsKjkcxtq7WNpjskUmJ3lQGQc2h1SxNpF30R8OKWFnk42WRKhhBhs10+NleTPvt+bP2UDmeUY4iPm1ak1oi03m79Jy4E4qfSeCmACmKuYxOzQpiOkjy2UcP11rjRVB+BLCGuI/0fh3dle5qkp+EhArKKOtTwrcaI+LBmCF7hOB2IJxCMTO6Bd6aFJFxHlgLbEINs2UCc+B2kR4qxLhKVmOlj8WoOLn6bh/PBZ3smZIR7aitKUo5mV+2mbUpG+TpurNGa+gJd3A2PjCj4PYtiVUCVMNq9/bd+xD2PF3QVyfuR0NWTtQl7UJ1RmrUJaZjOpjSwXCPTc3Y6h0P2SDrn4Xhhu3mVS1phT0NydjoCVZ/EB6ggpjvTxXKIeDN/z2fzWItV2l2hPhMB4FsKayPQ5i2hMEckv9FAPhUqOCH3A8mbNBR1VMENOesK2JcBVM+NpRWWpu2xBm2p1aEDoUV221cBDbr+cnAbMCWFcFLldWx2mY/sIzxrEkjCK2IUwQj8LYyZpwCjpsICt8VRnr7cdg7F0IVtcxQkD2q2/MJvKmkbxLFTG9YvWFVQ2rSa4QjuQPE8YKYBvC6hEriG1/mLm7tBzoD9PoZ8MfgpjBYzYBIoh1p5WgVQhTEfPTnDBWZcxz9N8IX6pgG8gTWQ3R4Gufj/Qc9rloANbzfxfE6n89pogddaFXLhzM6G99HsGmWAFxsH6uqGJf2TJ03EtG7eXZeHAqDnezYyHd2FKT8SB1lfjEBDE7mBHErF6jPTG6QXdACitYYMFgxRsr31gBx2A1HAsyWLDBCrrg8Y/GhPfop5AIecWPK2PPsfdCirgj53W0Zb2K1sy9aMnYg5qMzTJ7rjZrDaozV6AyJxkNp1ag6+p6BO9tk/aWQ9U7paHPYCN94dUC4f72BRjomOfsko/NFWbKlgZzaMcLzbe108DsIgmtVrNfd3pVxtW+olOf+Gk8YgWxtrNUID8O4MggZvocv69eTYaUMPu78CqU7z/Lnqhg/+ASxTtDvQAAIABJREFUF6pKnSgbC14bwqqICWt6wrQjqIRtKyLckuDrWG0JHZyrt7nq6zy0elzweEfD63NBwvsMvN5n4PNNkvD7J8NEHAKBl0IxkSJ+UhDTA44G48dA7Gzg0aoIL3k2m3bMonhZghM9xCMmhNWS0A06di/SUEsikhpWCPMxGoTweCDmRp1mTHDnlfClEmawkTTP0TvWRO9wECuUCWNeOukcLAWxDWMbmHqsgORqAzfasX5dtNV+vkjH+rzRgDyRIn4aELNqUFWxv3E2CONg5QpjT/yWiNKzM3AvJw5302fjbuoiFB1ZhpL09aiWbmzbQXuCmRMEMS0KwpjVbQwbwjaIbQj3nfgYjP6Tn8jK478P4g2ozVqP2uzVqM5bhrqTy6TZu+/2FgyW7AIhPFjzsvjC7DFMJdzfmoz+9rnob58VKtRgiprCl+t48LXv+68GsT1hIxzGCuWx69gJIAphvleodmlDqAoWAHOCuhNUxOWcpvHABQJZoEwgczSSE+EgphLmZl4jsyO4p8OWBGyW1WqCx3qbUGbwPj2v5xTYqqAVzr0eFzQUyDaIbRgTyn5/3JiYCMT0hG0Y89j4xMaakPQ0RxWHw5hgJoRtQI+pxHNATBgP+9aONgNycosJY6piqazj5pythu1Gy32OLzyeGg4HsIJYYczUNSpitr6U/EAnY4K2hLbAJIwZ3KijSiaItdGHDWJCmC8sniOA7eyJSCCmSgkHqA1LheR4a/jXh9+2ny/asf38NpB5/E+AWK5eOISx1VbF8SCM+2qXw1OSjOZbiSg79yLu506Xbmx30pJQlJqM4rTV0jhHVXFjKgsnRmGsELZBrGqYq62EFcIDP3wqMCaQH7cmxipiz4n30Xv8PXQffQudeW+iPXc/WrP3oSVrN5ozd6E6dwOqctagOm8lak8sQ/O51fBc34yBB9vxqHqXdFZje8uQGm5NRqB9IXxtcfC2TkVv+4wxwSIGDUJWj6Ot/x1A/HQwHgtivld49UgI04ooZN9vdlRjP2ELuArgsiIXGKWFJmg9aITDmEqYnjAhrL4wQUxvmKsGb2vWhB7zPqpnG8DhEBYYs1Nj7yiMCWUFsqy87QShPArmWPh8sRNaExNt1oVKmrXpT+9c9PXMGROPNQbiY51S6CHvSmiEYOyAmHnFAmLJCXY26LS7vXa776dSdnxfWw3bm3M8b4M34nEYiDVjgiCmH0wVrCDmRl04iAleVcF8UemlHi+11CfmMc8rJO3LRD2nqw1LAtK+HelYvy7aGulrop2LBOS/C2JeuRDEfB6CWC0KKuOAOx79dSnwliaj5fZc8YkLjr6AO+lsGJ+AwiNLUJy2QrIR2ASIo+gJYinuOGJgPB6I2RtCQWxDmCDWeCoQ57/ugHhPCMS1+etRnbsW1UeXiyXRcXk9Ane3YqRyFx7V78GfTTsw0vwyBpvXY6B1FYIdSxHoSJRGSD1Nz4QgbINW4fo/CcQ2jMcq4NH0NnN+LIj53qFgIXgLbrlw74axJKh+mRlBG4JB9UsYE8IlBSaKKY54Hx9jKWNVxQSxQljT1BS+hCzP6W0FMFeFMO8Ph2/IknA2pwlhO1QdK5B7CWknxgJ5GrzeaROCmBkS46WvKVBldWBsg/gxCFu9KPg1CmFdx6hjn9m8cw0FTZYEIWwHlbCCmLAND3ujThVxtFWr66iKuVGntgQhrCqYMGbYIFZrQmvwWXnECiQ3N+1qXWjkJzFhzJxF9ixlF392q2IvB17+0Ivmp7LT6UorlTpYKcd0Glbu8BKJ1TrjBB87XvB59Tntx/GcVEZZlXkKYlsV66YdV266ycabNXnA5EayY5SJ8M0NvnBDX9dmQOxpmQz2KfY3T4Oveh685UnoKkwC09hKfmBbzGm4ncq2mIukWXzFkTWoTN0kvX0b03ZK7i67nbVlstfEG+PaE2pN0BtWGFMJa/hPfuRM4PhY1DHbZ/ZyIOkxquB34T35AaiKO08cRGv+a3Dn7JbNucbsnXDn7EJV3hpU56+VLInOy5vRd383HlXsw8Oqneiv3CRtLtldjd6wmT3HPhKjI4+0q1q0NZpiVlhH8oPpC+uHvfrB5urLdDfjsZ6neLCDwkKCDYG4ae1U1kVbbY840nG4V6yjj3QWHQFMC4JQZRCyhK36wGpB6KrKWFeFsIKYENYNPNoSmqYWDmIFMFdVw2pX6Ep7Itwnltez00OYG3td3aOhfVe49jjR3a3Hz6C391l4PJMFwIQwFTFLm7XMOUiflx3VnOY+A77FIVtC7YnRdQUGfCtC8+mky5ozRFSr6UJrmH88ZtPOkyzFHoMeNo9XdbwmZFWw6MPF4g2mq9kQ5vE/DWJmTjBrIhzECl9aEgzCmUqZtoRW4tggtmGsIK5lBgXTZtizlHmL3LGlL8VPXgfCXKOB2IbnXzn+jwDxGBhrdsQ4IA6pCKYJEegCYgPjQN0c+Gvmo6ckCe6bc00aW840sSfup843UztSCeINUvLcmLYdTRm70Zq5/6lAzI06glhhrMfaCN5M3zB9jAliQpjRc4xxEB3H30Tr0VfQlLsb7pztaMrdgeb87ag5uhr1J9eg5ecN6L3JIaC78LBqN4ZrdmCwdpN0V2NjHzb18bclw9duGvqMNvIx7S2jgTiSUp5oY+6fALEWcPA1O15Egm/4OSphprL1NE2S1DWq5yZWoJaPbsapyqXlQMiK/+soYYVwpFUBTFtCIUwAqzdMS4LecDQQ2xC2/WCF8XggpuiwQcxjgTFXB8BmfQY9Pf+FIGYjIAvG4hM7zYEIYA02BlIYqzJmSptLijdoTTiVdArkiUBsK+RoSljP0/6IBGL6wwSxQphqWDfqtJiD2RX6giWQFcS2Mq5hJY8DY6piPl6h+yQgVmUcbZ0Izqqm+Th9Dh6Hzj+FIrZVcQjGNoidxtZ8gao64IszHMS9LHmWmIb+xgSptKMqbr2TKPZE4bFY3MucgXtOf2J2Y6tMXTsGxC2Z+9Ga9ao0ZG/POgBGR/Zb0qhdJmfkvg02cOdUDU7XIHCpfu15dDz2n3D6DTtjkHQKByHclf8OWvPeQlv+m2g//ipaj+5DU/5OuPO2wZ2/BU1HX0bNydVoOrce3b9tR3/BHpk/N1yzCyN12zFcTyW8MdRLQkHMFLWejgUSo0Ae7bBmn9P0NK6RKuf+SUWsaljstbDua9FgHA7d8NscEkoQE8K9zVNARUwI19DrZXqao4IJYCphhXBI8TqbcgpmzZaoJngt+FIFK3yZIaGVc+EQti0IHitw1Qum76vwHc+W0Cu/zk4XughkJwje8CCEDYinw+OJg9f7koTPN/NvK2IDTwKUM+kMVLXfBFee09vh/Sj08bqOPtdKyaYgjNkgSEBMC4LgVRjbEB4MK96wAazHCtyoq9NrQhSxk7rGzTiCmBBWW4LHCmKqYW0MEg5ihbFaFFTDCmJVxbYCVhgrnAlIG5oKz2jrk4BYH6PPobfle00AYvWII1kUAmOC2LIq9AVqg1hhLJsbVMUWiAfcc9HfmAR/1Tx03J8naWzFJ5lPPF2mdhRlLJa2mCwdZvYEfWIq4qcBMeFKxaswJpA1fCxnPkZYvxcahSQTOPLfQVf+QTTnvCaWBCHckr9LINyQuwkNuevRmLce9WdWoePSJgTv7cJw2SuSJTFU8zKG6jaMVcOtnD+XDG/7YoknBTEzJCLBeBTKo03UNVXtryjiMRAOExh61RdpHd8PdoFgpj2hxR2ttOsocjjs85axIlQFqx/MlSAmmBXAalWosNH3lJY4c1X40hdm0JawlbCqX82I4GoDOCQYrBS2UHaEVbRkP44g1ogG456eaWD09v7XgNiGsUJZ4WuvoyBOCYGYMHYxW4IgtmEcDmLdnFNfmABmFoVGVABrSpsDYmZNaA4xQUzoEr66UWeDmIqYMJZoHO3VGg5h2hOEL2GsXjHVMuGrwP2PBrFCVyGsq563N+4iecQKYq6RYMwPMCmGcWAcArGjDAhhCXrw/Buzl0fbqCIecM9En1TazRefuPG3RJSfMfnEd47MgAHxMikdrk7fhLqMrWh4ChBzxpyqYoWx2hFcvcfelvAcPYje/HfQnXdQojPvIBgtua+jJfdVNB/dC3feDtTkbTSbc3krUZO/Co3nV6D7xiYMFO/Go+q9GK7disHqdRisXYuhplXGG25eDr8F4p6OxejqNGEXckQ61sIOrlrMoX0ouGpPCa7aV8LuLaE9JdhnQu/nsZ5XAHPVjWau+rpUoRFtnQjECmDaEc1s0kMVS4HDdpa3R1UwQasql6qXACaMbQUsEHbS0VT16qrZEYSv+sLhmRJUv+H2g6pfvjYJWH392rCNdKyA5uvZjl4+jxNm4gbLnNnsnT0mZoL9hwO9cySCnrn/gCJWX3elTGk2k5qXYaDXBG+Hn+N9et7uWSzVdmJPEMTLJAhnF/3hcBDzNrMlqIYlrF4SkQo4JgKxnb6mIGYxB0FMO0IVcfhGHTfrpI+pY0nYEFZ/mBDWDTv9BFd7giAkFPUF/x+liBW4/F7cJGTwWM9PBOJoKWwK5acBMZVDOIj7GuLQ1zBbijt6ixeh+Xdnll3ei7hzJA5FGQtQmh4G4qydaMna+0TWBNWtwlj7SQiAj5tSZgLYQPgt9OQdEAh35R5ER+4BCUK4JZ+WxB405m5FTd461OStRd2xlWg4sQbtv64Bc4aHynbgz9qdGK7djIGaNehvWIa+phSno1qyo4aTQQj/VRDbMCaU/0kQj4Gw9hy29jD0dRq+hm/Ghd8miKmKFcK0JAhijXDQErYEsp6PpIBV+RK+GqqACV/1hTVvWC0IVb8KX70dDmHCWOEbCcwhCNPGcN5TY2H8LHo7TBDGkaZuEMb/WSBWKJt2mUvHQtrZ4NOGQKqKx4CYnjCha8PYBjGzKrS7mipjVcQTAVjvjwZipqlxc06DYNaNOoUwga0AVl9YVTAhzGwJroSwftrzHL+G4CUM9YUdDcQhYE6QHTHe42wI6wsnBOMJrAnNoIimjB8DMVVF56hPZitiG8RUxdz572ucLCAO1s2Dr2KJVNk1XlqI4hOzcD99pgPilLGKWEGcvW9Cj5h+se0VK4x19Rw9gN78N6W7GkFMCHfmGAi357xp1HCeUcO0JGrz16HhxHq0nt2EzvNb0Ht7E4KFTFfbjn/XbcdI3UYMNqzGoNuUMY9mSqgl8fQgViWs8P2nFfFjEP4HQUwI045ws7qt1IXaB8aa4DE369S643uE0NXgbQbfLxKO76sKWGGsNoQNYgJYvWG1I6iGwz1fBbKej6SIFcQKZ4Vw6GsdEPN9pTBWCPd2TIen80UzdUPHH4VlSfzdrAndXOOqKlfBa6+EcF93sgSP9b5wRWzPuGNzIN52MWfYBrECWRWxglhhbCtiBe1EK9PWtKDDVsQKYgKYx2wwbVfUUQ0TxJrWQ6UbDmF9EfHFpf4XX1y2PTERiHVTLdo6HoD1vn8CxLYyVjXM9e+CuN89Ff2NL8mGXaB6KXqKVqDl1xSUnU5AYWZ8BBBvAZvssKCChRWcnjzeZp2CmKqYm3YKYK68bSD8pqhhG8SEsA3ixtztIIjrj21Ay5kt6Lm4DYFrexEoeBkDJdvwsJog3oqHjZsw7GYZ83IMtKTI2COOPhr1hp8OxDZ02RhHgw1yTDze8vJprAkbwmJJOK1d+bpUcTDeGq6Aw2+3MFuIlW1s5M65cqVmJZglc4KNsliFaoGYx2rlha4uLfVrw1hBbFsSCmH6w+oH2+pXYcrVPq8gVjXM+7X5z9OAmEAmhP+7gNiGcDiMJwIxYexidyMFabg3LBAOjnZa08057SmhX6fnVSmHvGOmxdH64NpjKuvYiJ2AJXQJXwUwlTD7SxC8Al8Hwjy2/V++oNSO0BeQfuITxqqKeY6J7Fptp3md+kbgbVoGT1LQwQ+P8UIby2uDaq7241UhR1v1U15X9b+4Uvnqi1ZfxKogtHmK3tYXMh8nbwTHW/O7YxBwT5PiDn/tbPRW6KbdTHDTjpV2BdkJeJC5BOXZq1CdtwUNebvRSKsgfy86xEYwVgI9XSpaRnfOWxK+3LfBYAc2hk7t8OZ9BG/+xwge5YSO94w/nPMWOnPfAPtJNOftRXPeHvGFCWDmC9ccWwH3T+vQe207hopew/+tOih5wiMNZgrzUNNycPBnX1sS/O3xEiYDwnRYMzDmhp0VYTPp7DJnLXUeb7Ouy52AyBE/ZkKHmdIRC86wk9l1nF/H+H/cveebFEe27R1CEhJICIS3jW+8B+EEAiRmkJ8zoxlZQMjgPQIJkEDY9t5739W+XHe1Bc3MPe/7b637rIjcWVHZVd2NQHPPvR/2E1lZWdXVVZG/XLlixw4OPLO2dl006Puy8BWDg9K6dfLRRRAInLuaX9ALGMjx8hqOn/DOkXeUcjfJ88XNv3dWQ/aKFzl/ZLBbxAz328+JAOLreSwf806zkbnPrA3epOBj/n17bHj7ufTrRK34u+L3Uu3ax0qOvCtOOJbSEg1Z1SPU9ioYenUOrtDhrNIxrA6Ef6HOcpBBNMl8SKR8B/yrMBhYHRPc19+1TEdf5xIw5HE/39+/EAPMqOBKHl1J+rHsG+RKHqFlOh6Fl+Nxd/LYQSywdSErA3Ec7PNM+JBjNLCdpZJoT7AgPDsROwsBzM5jq2GCmIqYz9shIGYrIJYOw04izwuI6X3xis8p0Bwg4Yy4pwGxDdh4208LYvuWix3QBrHeHgXGAmIb2IlAzJziYMU8dOTN08XiS668GgXxiSSUnFiJytObUHtmu4Zx/Zk3XRDL4JoNYv8Z1iEmhE0pzLGAmBDmNGaC2Hd2j/aFa89tRu2FDWi6tgHtt7cikr4Hj0vexv9X/V4UxE2rtAo2IJ6lIRxuZ46wpKXNd1Xx/0sgFgBTxJgVZcwCpQSuDHrzfBIhQ6HD5xjc5jnDc4TnhIR9Lnn3yTkmQkeA/Z8EsQ1jATFbDeOnALGeaOEBMVPODIzNoJvYD25rgXgouAYMgnnAvzwGxC6QHRALkEcCMYFMGGtF7ILTmk0nA3VUxcOUrgVhqmI7m8J7rIYxCzzTnG81V392nnggpirmczaMuS2glc7jvYK7HY2KmPPiucIArQ4HxgJhmenElvsIaHsgLdF2PPja+54FiEeCMaFqQzbgV7DDVsKuGmb2hBNUxKYi21QQxKHKBegqSNKz7MqvvY68M68h/9QcbVEUnViOilPrUX32DdSd3qWj9fQhMGwQM/OBEGYYCJuKbCwG5C6jdPpjBLQq/lBXaONr6A23OSDmAB1BXH9qC+ovbILv2lZ03tmOcMabGCp8G/+u+BP+/5r3dIqazJxjQR+q4d7W0UActSq4UGQU1rGFf8aiiGVNuuHtS+DCoXboFZ0dlSvpl7LeIpf1kuASXgLY0RSxvA+Pl77GfXJnybtLuaOUc4cFsaRCoQgUe4BO7hzt57hNKMv5JueZF8S2GqYiltQyaW01a4RFdGAt6u1G98VTxPZxcUFswXg0RazXrXNW1rBBLEq4tysJDHugzYUwMyIcEAuEh4IrwRgM8LnlWvEStqOFrYhtVUwYx4DY9ofFIyaQXVA7Rd/FkpBWQCz+sRfGMljHWXXsQOwsAmK2DHamsSpi6SAxLYHNATsHxJVU26Vmnw1g2SaIxwpjG7rxtuXksJ97EmvCvpWzO7EoYwGqC2RO4LBhbE3osI+VwQ4bxKHaWXrKs86eSJuDip+ngZM78k/NQMGJOSg8vgxlJ9ZqVVx9ahtqTu1Ey6k/62CWg1gTAmKdjnbqz3qFDpbHNCUy39f2hP/0x2CwTCZrUsggHUFsMiX2oPncLtSc3YTGK1vQfnubVsIC4f+uOoj/rnkHg43rdNATFhB3D5vCHFXFTFETv1i3fwiIYwEsMLbhKgB9WhDzPfleLA0gQVuCIOY5I8HCPhI8F1hfgiEA5hiKPXPOzhsWCAuIeW6JVSEWBW0JPanKsSRafAoMAbC0dh/mtlgOv7dlDn0MjAlhK8YCYoGxgFhUMGEc6VzgxGJ3sI0DbS6M/atiYPwotEqDWGAsAO7tnA9vRDrmuoAWhUy7wgYxt1UPPVyxFpx8YkLYDgGuDWR7W4M4/CL6negLjYOEnj5tKWJ2Kn275KwGyyu5fTXncwzvrVUMdGWU1+p47IDsfIQv662KKmZHlMESL4QFxomUsOwX0I7W/l4Qc6DPHuzzdmQ/84Pt4NROJwhkbgf4WPKIPTOXwj5TkY0+cbh+mlm5ozQJbVnzTI3ii6+g8Mx0FJ6cq33i0hMrUXFqIzSIT+5A86l3dPhOH9TpZq41wVl1p9/XtYkFwlzluePke+g89T66znwA/5kPdWobsyoIcTM497ZOVyOEGy7sQMPFLWj5cRuCD3ahP28ffqs4iH9Xv41/1+zDv2re0rnC9IZ1ectm+sOihukDyvTlWBATxuE2E0+viONA17EJxC6Q9klALP1P7tDoCYs/zFY8YvY7UcCiePV54izKyYJXDFpxch7YICZcRfnStpNBbUlfs+80xfITFcxWAMw8Zw4wUgUTwK0UVkzV7Hw+Jmw1y21RvIlaL6CHHWdPZuLgnrPKs8D4SUCsS1Zq9WvsCBvEPR0LIcEBNzfzwfGCqYC1Gnb8XSpZQlRA3Nc1B72ds3REOmZCQuDM40QVC4z5eg1iAtVVtE4am0CYCpnbNnS5LeCW1w10vwSGgJitgFi31mAdOxUna9ADlk7FbYFvzEQOZ0KHeFVs5SqtwewBMTuhVgBcMcBRxHwsCfVuh3fUsIBZgJuoHQ3A8vzTgjgRjLuYqsYBuAQwjtnPqc+c0OEER6wFxLQnCGKu3BGuStI+cePDeaBPXHR+GgpOx4K46uRW1JzcgcYTB3Q0nXxbA5kwpcUg2RKEsCka/y4I4vYTsTDmNGZCmIranryhIXx5K9qub9eWRHfmbjwq3od/VR3Av2v36Mpqj2p2YbBpiY4+DWEZpHMGY9on6/SlaB0JAfIsU/inbZYuDP9U1gShSwsiAXzt/X8EiPn+VMBUvhQa7NMy/iF9mGKDhYUEyHzeDac4Fs8ZQlc8YWnl/CJ0xQcW+FIB21lHvEAIgDlIRxXc1TU+JkYFqzP5QoBrHy/72Mrin/asUr3d9ryGsQB5NBCHO6a7i33aIBZVTFuCqpgQlot3dzv3OQq5Y7E7GEcYE5wCYW4TqkbtzoPAWCDM1gtigbFAWINYYCvwZSsWhbQRzqIjkJ3o47TnyEtx4hX09Uxwo7d7PBgEM5UxV5JgihY7jVzFmdkgITOPpHNJy86hr9DOVZ8dTDwwtrz6e2/JpMNyPzuovLeoELZ8f36WRACW/QLa0dpnAeJ4MBYQx8DYUsU2iPWxFoQFxFzhmSDubpisi8WzCFBXwQL40ueh7NpElF6cjsIzs1F4IgmlJ5K1T8zsiaoz21B3Yq+OhuP7QRi3nqTPG605QfAy2o4f0iHPM9ui48y7aD17SNeTEAjriRsXdqHh4jY0XN6I0MM9IIT78nfq0paPa3fjt/qdeNzwhh6oI4AFwkYNT0Z3+3hw+XWOjDOPNApiUchTtVqmYn5aRWx+93GuP+vtB380iAlFChCtap0VkplSxtQxVjbjb8wcXubzsvSkHboCGvc5s1Pdc8mpYCjw9QJY1C8hLCqdqZrsnwJgKmFCWKYXS2vD1AaqgNXbxgOxHMMFQGXZNhfIFoijECac42dNEMQCYwGx8YQXwoYxQRxqnYtgyxzdEsrcR3tBLAYvRI2yTcJgMAkDgQXo9xPGVMUzEOmYpkNAzDaRKlY2gGVbACytAJitQHigdyIkolCOD2JRy8xZ5qQFQlDKAhKQAkqCkc956/6yk+hg54kDYyoEAlcGJ+S2jC33EfTxQEwIc78AN1HrPfESPX7WIJYBvLggpjoWGFtKWY7lySlBRdzTOg4R38vobnhJF4unKmY1tpaM2Sj5aTxKrkxB0dmZKDo1Ty9TzwE7gpiDdrXH9+ggkKmOCWOCWIP21KEYCBPGw0F8EC1n3tG+MCFcf34n6i9uQ/2lTai7uhq9OXvRV7hHz5xjRbXHdcwV3oJHTet1mME5M0DX2zpVQzgKYi6n/lpcGBPCzw7E0YEy7++fCMQiJBJ5xCIKpN8nsiaoZLW9QEXsLEnEmW1S40EGa3kXJAV2ZKox9xGehCjfX4Bs17SQ88tWwTaIvbnyiQD8rEBsQ1hAbMOYF+BYAItCHhuIqX5tEDONjUAWEAd8s2Jh3D5Hg5ggFRATwBJDoUUaxAJjAXEUxnOHqWJ5rahrRdgKgIepYWZRhJQLXAHv8PY1DPS+hv7IKya6p0EW7tNtaJxbapNFzGm8E8iSw+vNXpB6DNKKX8YOK+AWIBO0cgtmg1hgTEhzm8fwtez88r723/fC334sJ54NWm7LfhmU4W0pT0ru5/N6wI4rcIw4Vz46hdMetIvZdqwJgeyYW0cZB5sUJExO8VRtT7AaW7BwsU5jq/xpOgrPvY6CE04+8anVqDy9QcO49tQe1J98Cw2n9mkI0zOmPeHmF596D60nDqH5+7fR+O0+XVSeyy2Jgm46sw++c2/Bd34v6s7t1INzhHDbra0Ipu7C45IDGCrbiYHKN9BfvdFMX65bhb76JTpCLdN0kXeuuBFu5cn2vC6CFFVSsSAWAEs+qa2ImSXhrbJmP2ahH7u2BLe7mp9zf2v+tjZ49bY1c5IXc7vvcJv9I6ZvsH84GTt8nv1QWwvWbFCCkJaBjI1o79YpsiOTKah8peYv1TAvvO6AruSSO1OECWMBMYErYQOZf1MuBvHuzOj38jsXFcwCO/FCQCqtLGufqB1JQevXdI1Dtx2dr6LbCnNnZO6O5De3Ww7U2WGDmB4xIcygFUEV7G+eofPDOxunoqtpOgLNkxH0TQX7IQeJueiArW4JYAmq4oHAXDf6/bNdRW2/xihpY3Ho9LWEIHYg/KxATK+Y06llNQmyc36bAAAgAElEQVTmA9KmEBjaalRAKVN/5daIENUdlgrZo45HgrGAmMqb78G/Zf9d74njfSzAHQnE4g0OA7FTpN6GsWRDSBsDXWs6p7v/KUEcajYgZhtq5uQOk8YWrJgFZk/UP5iG6pvTUHJhqs6e0PbEyVUaxMwprjm1C4Rx3em9aDy9H01nDoADd8ymIIwJYd/3f0LTd/tRf2wv6o/t0TCu+87A2EwMoRLejtrzW7QSbr6+GZ3330A4Z0cMhHtrTQ2JnoYl6GlIQk/DvBgIh9vGuZXoYkDsDtpFLQk5GQXEMpFDJm9IdTXv4/80iNknKTIEhIQjvVwZVJPBNIGx1HkQRSyt1HsQVSwz3rSv69gTBPBICpggFgtC+p/0XQGxKN94EOY+AbC0iQAs+xOBWJ6PgTCBbEGY2+GOiU5MQbhjeBDCYk+w7emY5yriJwVxuHWGC2PaFYSrgS8BvMAB8nwMBqMhxwmIvfaETl+jd8uaxAnj9yjiiGNRhKdoZSzWBpe/DgdM9SVeufVtU2t0iqR0ILmldlvn1mpYh3JgLH5zIhjTtuBzBDE7PEEr4PdCN97j0UBsQ9gGsahib4dmxxYIs5XnE7ZPCWIunxTwEcJm4I7ZE5G6aQhVTkegZDaaUl9D3e0pKLs0BQWnp6LoxEKUnFqBitNrTE7xmZ0axnUs2H76LQ1jqmJJa/Mdf1tDuPbbvag+9iaqvt6J6mO7UP3dbtRwFeazW02cW4+aSxt1beGOe9vQnbUdvQXbHSW8Dn01K9Bbt0gDuLtxHnqaZ+sQ709uR2UxVQGCv2My/B3iDUdX5hAQy0Cd5AxL2UsviG1lbMPYvvsZTRF7+5ZWyJ47JaphhvQ1igvdh5pNehjTzfKzFHIzTC1hGVQTIFMp296uVEITpUwwc1uK8wh49TgLzxlrUC7eYBxBLH3RQHhCzHTiQOfrCHZN0xHyz4A3WP0sNibDhap/+LYN4rjwttXw7wCxDWEBsa2KR1PEweZZkAj5uATXNBDIEpI1QX+YEQVyEmhbyPOJWj1Yp9esiwdjAjjshOUHD7cl6BV7rAkPiOkrE8Yc9OsORueWE8aMeACWUX/dWtXMYmDMKZdOyICfbVmIVcGW+3ksOz0ViJwEbPl4pBgLiO3bVR4fo54tlSvqwoaxdPpErT0YN+Zta0IH17DTa9n5HBA3j0e4fhLC1dMQKp+FtuzpaLw7A5zcUeT6xMl6ujNziukTV2sY7wRh3HDKUcbMojhxEI2OJWFAvEuDuPLoNlR+84aO8lOrUX5qFcrPrkTdD+vQ+usmhDO3o69wB/rKt6K/eh16a1dGIdw8Cz2+aW7YIOZtKEHMZaMIYkKBEDYgNhkTXmtClLAXxKKEva0AWmA8GojtvsRtuci7rWVX6X7hAbFYFxwYI2wJ4Ae3FVLvGiATzByok1xfAbKdQaS3nVoRUifCrSPsTIqizcHjCGLxg0WF87zyesHSV+2aDvTjBcReAMvjWAgTysPha+8TEMeFMF87CoijCnkaujuHhwtijhk4itgGsahipqzRmqBHTFtCrAkNXwLYN8cA2TdVWxW0Kxi0KhgmQ2KWzpwQIBu1HPWTTXaFmQItYKZNoQTErAfRz1lyFoAHuxUYvX3jEsRE9PZFIxKZBImenomQ6OW6eD0KPd0K3WGFEGHMxf44KYG1dFkYxAnxP23gUDWyUxBU7Cw2jMXjsoEsMBaFzFZATJ9YBkfkBBoJwnxuNBB7ISzHu+1oecIeD1lOALe1BuPs72XEbQvEupYx09haBMRKD9r11L6OcMUcdOXPQ2vKHFTdeB0lF6aj+LQZsOMsu+LjK7RPzOwJBtPZ6k8az7j++H7tA9d/vw+0IWq+2a2VcMWxbSj/epMbrHdMlV12YSkabqxGR8om9ORtR2/ZVvRXbtBKmH4wrYhuB8KhlknaktBt2/M6QyKqhM1qDLEgttLWnEG67rbJYAiIqYTtEADLPnnMVmDMdjSPWPqP9CcBsFhs7oW5ScHPsYPmqCLma6mG9TqOVWbV5JQ7Cr/+pJByW+nVlsuZ+8tFPlm6khM0OHGJUekEF1moUKgsV6hg8StPCMAJYqppQpgAJvhtK8LrC0fv2mKL64ykhgnjJwWxAJitDeiewBTo8I9HjxWRrsmIHzMQ6RoeLoid7AlaEwQxlTAhLDUnmDfMATtmTdAbplfMCLcs1BHyLYAJB8iOUrYVMj1krxVhp6lxWwbqpCWcFQEsYYOYAB7qeU7HswZxOBSFMYEs8JVWAENIM9wT0ANjdiJ2JnYqhgzk2eqYAGbIPlHFAmOeCNweKQSoMSrXGqyT5xO2Doi9Hd0F7Sgglu/BzZKQbAlPK8fFTIfuiFa+c0HMCR6c9lw3DT3VsxAsTUJrZhJqf5mJ0oszNYiLTizRs+wKv1umJ3dwgoeOk2+g6vh21Hy/U9sONd/uRc03e3TQjqASLju6CaVHNqDkyDoUH16LnG+n62yMmmvJaL+/HuGcbbqaWn9ltK7wcAhP0ANzHJyTwZioEiaIJzq3xzMdRZwYxALasbTxYDxWEGuoOopYIKzHOWTg1oGwDWKBMHPpOeuNqyw/vKVw94ZC+l2FomwFgtiGsQCZUGYIeMtLFcpKTHCb+wlngpgqWiAsABYVLHdi0h+jABYLzZSalHKTBLGo33BgFrwhRdmlteEab1tAbD/nQpgwtiDMbS+Ee/2vw0TsEvey0rI9UMdtUcMCYdYFZo1gzqTjgB1T2KiKJXuClf0kDJTnItwSDTOYHLUrZEDPqGQO3EUVsWzbcNYg7g88HwNi2hFRCE/Eo8ikBGrYVslGFUd6X4JET+TFWEXsUcUujINREAuAvcBxVy92ip4TaKKMh8HYXtfOylG2QUxg06IQGI8EYT4ngH1SEItS5ue1w9vx5QRI1LqAlRl0HgDL9+Ue5ykSxCnmrir2KfQwmscjUjcJkZo56K5cgo6cJNTfnoHyy7NQcmaOVrAF3y9B/jdLUHZqHcpObUT5yQ0oO7EJ5d9tQcV321H17S4dlUd3oeLITpQd3YbSI5tR/NU6FH65GjlfLEf258uQ8c1klJyfD9+ttejJ3oGB4l3or9imMyToCxs1PM+xIqiEJ0APyjn5ojIoJ/1AK2EuiaN9ShvEpgKbrOAsingkANt2hRznhfGoIKbdZVleVMQEsQw2iwqmT8/wgpgQZgW1gmyz1H3mfYWMe2Y7EYhthSygLuPyR04QwlTJVM22EiaEee7YomA4eKPix4ggk5US6pyi6/4KiL0AlscCYGltwMbbTqiEx6iIRwOxVF+TVlLXqIQJ4EfdK3Sw+hpVMSdzEMYMnUvctgQ9cSMJkfaF6GlLig3HqhDLgoN0iQbqCGYN4oHg+IQgJoT/SBALjF0Ayy24BRraF2GW0OTy2gSMlY7DK7rYFDHKWGAcB8QEslcVPy2IvR4iwS0QZmtD2D4BCGTCN96JELPPAbCAVsDrbeV5ryJmCVJdD9qZZafziptZLH4yemvnIlK9BF15i9Hw60xUXJmNorNz9MSO/O8MiEtPrgWj7MR6lB7fiLJvN6Ps2zdAC6Li2A6UfbVdR8nhTSj+aqOGcN5nycj8dDEy/rEIGd9MRNnFJHQ+3IjBwr0YrNqNwartGKhZj/7aVSY7olF84Umgp/3UIG7jNGhjTQhYBbTSimXhhbEc77ajpK9J+qJXEdsgFgjbIGbfoCJmrZWSHAPe3DSF/PRoFGQOV8MCYWkJYgK4tMgEH2sLg/nHzqw6DtjxrpHni/Q7ufDbfU3uPmPbKIi5FNGzBrEXzrYajgSnIRKYEBNR8Bol3BeYBhOz0RcYHqwvYYdtSRDEj3tW6uDacawxQXuCAGYQyoRwpH2pG70dy2DCzLjr7VgMCYKZ1gRDQEyFLCpZbAv6wwSwC+LBzjnoD81CPzMcel7Q0RNRsEMmbIja9bY9vS9DojvyIhjhnnFuhLoVGNwn24GQgj+k0BVUaG0z0cK2XaGNq7Uyu4Kz8TjA5wzyBblGG71kaxki2WYHozoWm0JaAtq1LJwZeuyUXp+MrxWPT96Lr2XwuScJvl5CK3f62iyOws/thJsRQhhT6VsRYKU6J/g/y6AmAWuXvLT3e+FrP/YOfHJhUT3Q0DwL3Y1JCNctRLB8IXxZc1FxexLyL41HxunnkXbieaSfnIjcrxch79gyFHyzFkXfbUbJt1tQ/M1WFB3bhMKvN6Lgm/XIPboGmUdXI+PIKqR8tQj3PpuNe19MRsrR15F7YRJqby9GV/4a9FauR0/dSscPfl3nN7O2rL1eH/PMOYuKSfwMUcSJWlepycQODiixaHjbFB1aIbNIUIIItc5EsGW6GwHfVNjh970E1gSWCyzBS0+X045lSj4fy6AbAcuLsxR+CrRM1K/3+57Xi7ryfVhLRU/SKFMozHFWWs5VKMpRyM9RyM1SyEpTyEhRKM1TqCyK1vDmkmKlOQplXBKJ69AVGUXN/QwWvmKmED8bP1NdrUIDxYlTrMfH2a2cWMWB8k4TsjQ97zZ0nnDHVAQ6pyPkX4BAcNaIEQzNgYR9rD8wEwxJc+PqyhKyyjJb2ZeoZbbViBGYgJ6YcLxlR1FHAvPA6A0ucKMvlIS+0BId/eFlkOC+3uBy9PiXINy5EKGOJHS3L0FPB1ffSEZ/YJVbDMhesYO2BtU0B/xofYj9QfXd07JCr6fIFcYZAnbCm6UzWcFNDXUtxKALYk5PfgHaVrBg/EeDmB2CAHZBzFVb/cNBzELoBJT31l5g7LUrBKRUvDr/2JPITljLMRq0kk3hQJ3P8ZgngTCPtSE8FhDz4pIIxPx/CVwbwl4Y29CNtz0aiLvrFyNUvQztBQtQ92AWCq+9jKyz45B+8kUN4qyj85BzNAl5x1Yg/9g65B9bj4Kj65F3eC3yDq9B3tdrkX14FdK+WobUL5fi/ucLcOfTqbj75USkfj0JVT8vQFvaanSXbkRv9UZE6pN1fnC4cTK6Gk2B76cFsTu7TiD8BCC2IcztGAg3T9EQFRBTwQqICToBMaFMGPN5glZAbAqYTwRhrlfWbp2gn6cdwTxhLt4pS9zr7XyFwjyFvGyF7AyFzFSFUq4/VxwFsV5w1wNiwjimODxz5jlrtNEUcmehHhbo8RZxZ60Irozs57kVeN5MV3bSAQniYNe8ESFM8AqE2f7fDmICmSCOBJaiu2uRhjEhHOlcFgNiu4i8AJlq2sBYymqaiSK97avBiLQv10E13deZrGsZE8IaxI/8rCA0X6tiPQvOrRUhQH5xWE2Jp1bEPQqBcFQRC4gJY4YpJGJAHHIG9nT+MW/R2WmswS3eVhF2dhCEAlFmVciAHKEqWRZsBcRs9TZPMkcBy+u5/0lA7IWwXBy43/6MvHhIeC8sw+wKx/MlgO1VOeJBN94+PQjqzLLj3yIcgr6JWhUzX7e7fj566pYhXJmM1qyFKL/1GrIvjkP6KQfGX89C+pF5yDi6CNlHlmroZn21EplfJiPjiyXI/HIZ0j9fgoefJ+m498UM3PtiGh4cew2ZJ2ehPXsduku2YaB2GwYaNiDSuFRnRwSaX4oBsSj84YpYPEumrsULZ2ado4gl3Yqtv20CqHhHChvEXgj7m6e4YwRiJdhq2IbxMBDzu6b11DoBVMP0mtkS5Cz7yiXui/OiqWm6RnCxQgn94lyjigljWg60ITgxiWq3LF+hJNcAmkpZIFxTrFBfZgpqsYgWi2pRGdcwW4IXCvbB1vFWpTSz7qHf/5yGMBUp1avkZeuUwK6ZMXC1QSvb/0dBPIISFosjsSKmKk7CQPdyNwhiquJIYKELYoEwIUvlS/DSxrDDhrG7Vp2s7uxfj37/evR1rXKj378GA8HVGAyt0Spb/RZYo6sJxcBY2xQTHGX8x4O4vVOhrcNA2AZxIKBAEAdpUzB7grfpnNxg5eUSZrYKJfD4mACVWUQarpIdYWVZCIAFzjKAJypZnhe4JmoF1PK8DdwnATH/L+9FRvt3liVhg1hqDMSDr73P9eCdlDZTPnCCTkznpIlw3Tz0NqxAX90q+IuWo/b+TOReVkg/pZB6QiHt6CSkHZ2KtMNzkPrVAqR+uUiDN+2zRUj9bL4Tc5Dy5XykH5mP9GPzkfnddORfmIeK60vRU74Vg3U78ah5K/oa12o7hHnCQd94M3jF/5vhfL6nAbFAmACWGAnCti0RD8IEMQEsEBY1TAUs1oSo4ngg1kq/Zbx+vQCcapjqlQqYmRIyjZmZDcxwoN9LVUx7QoO42Hi+AmJaFbQwCOOKQgUCuIq2RJ5COZUyrY4MhZwHChl3FdLuK+QQ6FxUlEspNYxDe8vLOtuE2Q/i+cq25GWzpSoW4CZq/4+AOAbAtCZi7Qj78e8FMe0JqmIBMQEbD8KPuldrKAuMBdbusaHNGAxuxGBwHQYCa3Vweyi0Ho/CGw2I/+nfrCvN6/y20LyoMnZgzGpqYk1423jKOK5H3KMQYkRMG3QUcSCo4A8oEMSMDhYtYTi3SwQxfWL6Q5wIolVxnMwJAaYNUMKVIJaBOUJWh6N++RoBMI/TClkyKRxPWN5PADuW1oawKF55Xbzn5Bi2coGxYazVsaWIxZYYK4QJ5GEg1ipN6TxdApHF4qlS+xtWIFSejMbU2Sj8cRxSTyvc+14h5dh4pBydiIeHpyHly9l4+MVcPPhsgYnP5+D+Z7OR+tUc5BxfipLza1DyQzLKf1yO+nur0JGzCZG6Tehv3IyB5vXobliCcOMMkyPc9rwGsP6/PXc5HCxyLzrOqtXRAaThqtjUwDX5rgJgaUNtkzFS0MO1gzaC+MKyXpyA2LYmBKxiSxDSfJ5jDXbWBK0KwpoKlTDVNbO5VBjLWTqDaWw52YK+MUFclB8FcQkVMSd0cNpzqfGMC7NMjjFhTHVdlquQ/0Ah87ZCyg2Fu1cVblxQuHpa4cophesXFO5dV8i+r1Cex7Kzr4KLphI0nHkY7pwHrnYc7pwZU8mOjxMBWPb/4SAeBt2RwDsTkq0hbSQ4G4zhHrFRxFTBVMW2T2wU8QL9vUg5zNFATIVM+AqACWgd4Y0auoSvHQTxUGgzqI7VP/3bMBhYa5b9oEwPzUNfeJYp2uPYFF4Ay+NnBeKOLgNiTuogiNnydlr7Vn5T8Y11kHuokB1rgiqXg3DMguDMOZlFx1sxhsym02lrngkdNoA1rBOA2Kt0BaiJ2kSgleMTPT8qjEXJWspYA9babytg77ZkV+isCr4HFyVtV06e7mSEGqZpz5b1HcKVS+DLmYWyX8Yh/ZzC3e8U7n2tcP+Iwv2vxusBONoO9z+bgQefz8TDL2Yh9avZyD2xFNVXN8J3dxfaU3egPXMbQkWbMVizC70N69HftA6RpuUIN8wFLQnmB/MzUDGKhy0XIN4FPAmIDYS59I6xIgTAXa3jwQi0Tho5LBB7IWyD2IaxANmFr7P0kT7GGfiViR0UAOyPtBUkCOP6alOyUq+S7ICYqpg5wMUFZtAuJ1OhMN/kBjMVjdkQ9IyZTZGXaqI8VyH7nsKdywo/nlD44TsTl79VuHhM4fRhhfPHFH44ofDzJYXUWwolWRwwnA6/LwmBlkUItpqBKanLwbKiIU6A+B8DYirekQDM54dDmPtGAzGtCBvCvcHF6PEnaQjz+xAQj2RNxIPw4561YAyF12oQixomeGlVDAQ26OC2+nfXDjzu3IDH/tUxFgUzKaSCmoA3UWsDmQN9w7ImLEVMNRzuVgiGFHTmBFUxLQdmSjggJow1iOkJ+80q091OChuVBgFM2NIb48BFcbZCYYZCAdN+0kzLdCA9guyMNst6eJK+JgCWDArCmYN6BDwVDU8iF6BSXcvjRQtYeZxss7XBym33fazXe4+xH3uVsQsqB7xyCy/7veD1PhYQu4pSQNw2TgNRTydunKUtChaMby+Yh+r7E5F1ReHOcYVbXyvcPqJw6wvGONz6/FXc/fx13P9yOh58NQPZ3yeh9MpqdKTtQX/p+xis+hP6KvdpO+Kfvj3o5RJHLcv07CRWsqJPqiHM35vfj7MKMO+EGC6I6Yk7aYvuZ49Rx0YZR0Esq/9O0ACOgniC9mnp1caNlvF6II2fS7xc+rkSVLQSBK033OecymsxVhirqFHpUtE6Rd2pinXpVtY/YW1uZvMws6HG2BSchFFKeyLfwDiPNgQH42hdVCiUFBirIeu+QuZdhZSfFa6fUTjxqcLhDxS+/Vjh3BcKP3yr8NMJhavHFX74XuEyAX1c4eY5hbRbCmXZk9FYnoTOxqXoal7sAjnQNtdSyQsQ8s8aMcKBOZCwjw12zQTjqbMmtO1AyCaGbSIIx4A4NBe9TvSF52l/mB4xlbJpF4MQFjUsFyWZiccMCDMJxPjEtvqVbdOuwaPu9XjcswG/RTZqhUw/mBkXvZ0rnViL3s616OvaiH7/JoJ4twfESSad7X8CiJnCxdFc3rZyxNe5xeOtWClvxVLNrVYab8d+Ubh/w9x+PbipkP6rQu5DhYJU459V04uTgQwnl1irZY58O3WJCWKBsFYzAs5RQGxD2AtiQvX3gpivpUqUVDeC14aw7PeC1/s4MYhNvq6u8dv8urYoAtUz0VE6C3VpLyPnR4V7pxR+PqJw87DCjS8Vbn6q8PNnCrc+fwm/fjkRd756FXnnklB7eyN6Ct/B/2r+K/675UMMNu7HYPN2/Na20825ZC4lfWH+lgQx/x+WcXxWIBZFTUUsEDaKOAGABcwt4zWAxwJiga7dMk1N55IzTdGpXSKZOlTDYkcQvjLtXsOYd29cGox3dlym3oExla9WxYUGxtmZRiETwjUVxuvNTlXIuKOQ+ovCtZMK3/9d4W/7FD7cqfDpfoVTf1O4/t0U3D0/B/evzMHtC5O0Wr78jQHznSsKefdfQ0XuPLTXrkJn4wr4m5NdGOulpjoXamVowzXetkCYrf38swNxfKU7Enzt51xFPAKIjW1hICxqmJYNc8y7OUHDqdgmIBYfWFoCOLodC2IZvGP6W6QjGT3tq9DTvhaRjnWItG9Cf9d2qP/u3I1H7WvxqH0FdCob84oD0zAQnK5zi5lfLEshSetVxlIIyKuMTRrci+h2VHCIdSYYVMRhA1nXv6TlIKrYUZU8saiI2MmpZOjJFWcayGbeUch7qJCfYmDLx/d+Urh5UeGHk+bKf+Oswr1rCum3o0CuKzVenUCY05/lBOHJI7eTWhE7t5iicIa1Vn6xqGJb2XKbYBYQJ2pFASdqBb5sRQUnauVYG8Y6Nc7xYPXgHz3iNkLYgDjQqBBueglMJwvWzEBnxUw05k5CwS2Fe+cUfv5a4eZRhetfKfz0ucKPf1e4/qnC/W9fQd7FJITzDyBSdhCP6t7Fv5o+wG8tB/GodR8GW7dhoHWT7simEM9kVwnz87d3mFxWpk/ZoT8jU/acoFcc441bzxn1HPWMRR1Hocw1zkzBcK2GHejqVLI4SpiAFQuCtgOD+8SKYGunphHCMp2ZLfsN+wnv2ti3xCKTqfa6dSqgaUuCk44cCBPEtCsIYnrCVMVUwunpCtmc6kxFXfU8Kko4WDdOT4H+6YLC6S8UPtmvcHCDwv7VCm+vVfjsAEG8GDk33kD+7Y3IurEady/Nw/WTk3D1u+fw89lxSLsxFQUPZ6O+eCV8lSvR1bQSwZaVCLUtca0Kesg2XLltg7c7OM99bB8nENatkz9s5w6Hw9MgkSh/WPb3+OdgxLAsCYGu9oQt8IoSjtfKYJ78DfHKqYh1tBoYMzdYpkWb+hTMK15ufGA9YLfWzYLo86/Q6W6Er6z4ofORmcLWsdqB8FZE2rahr20X1P/q2I3HbRtjQeyf/R8FsbYhCFwO0jmFfdihOTNJjzr7pqK19mU9KpxzXyHrrkJxukJNwQw0lCxAffF8VGRNR+5dhftXFX46pXDhqMKlYwrXjivc+cEMYpRkKlTmKdSWmBQfJtXzxOCAHk8c25qgspEYBmCmuHkmevynQCygfSoQu9aEgTHLY3a3vIwe3yTtF1MV+4peRsldhdQrCtePKdw4ovDjFwrXPle4+qnCrSMKGeemovyXJeitOIDBmrfxW8MhPPa9g6GWtzDQsg19vvXo860wNWLbJ5ti7o69IiAmjDtZ+MmCsQBY2rGCWCDMdjQQU/0KjG0lLCC2YSz7CGHuFxDLhA0BsUCYKph9iur3aUDMuhEEcRYnd7AkJjMjSk2mRUnOq0i/8xyu0ZL4ROGjnQp7khV2LFTYvUThkzdfxO2Tm1CV8iFqMw+iImUfcn/ZggeXV+DXc/Nw99IcZNxMQsH9RagtXIPm8nXorF+LYMtaBFuXI9i6GOF2kzVAmNqQtUEs2/bzMRCmPfF/EYgFwvTGBcScCCSKWKZFS20KGcAzitjYDwJhZlswB9lMlV6E7rZlWg0bJWwg3Nu6G70te6H+u3UX/qlBvApDXUvBmXaD/tkYCszVEz042UOUsLcVZSyKWB5TGYsa1p4xZ9lxdp2jiDlTjtObaTtQBRPAGsb0hqkiHa9NQNhSPQUVuQqEMEeGK7Ino7l0BbpqtiLcyH/kALpqdqA2dw1yb8/Fz2cUzn6mcPyvCif+ZoB8+4JC9h0DcMKY+ZayUjRVD9W2F8iErcA5IYwdII8EYq914X2cSAnLfoFvotaGshwTTxEL2LSK5GCdq4qVXn6IFoXOoqifjfaKSahIV8i6SWWlcPWwwqXPFS59qnD1S4X7JxSKb81GS95aDDbuxSPffjz2HcBQyx70+7aix7cO3c3L9UwiKdxNn1c+Fz8nIWyD2P588hlpYQwDsbyPo4z1++ptDtjFQljfVcmqv7yws9aDE2ayhTOhxNmnLQbvFHVLJdsgFgUsfZZ9hBd03m2JBTEWEFMJS4gipk9MEFMVF+QZEOdkmWyKksJxKCmYgvQ74/HDKYUv31c4uMlAeOtchW3zFP7yxkv49fh2NGR+iWD5YbQXfoq69PdQdGs3sn7cgIyrq5F9Y9n9Qt4AACAASURBVAXyby9DTfY6NBWvR2fNRgSb1iNEVdyyHOG2RRokAlYbtgJgtvZ+bsvxbPWkkAQz6p5aEVtKWKwIo4ingVOje0MzEkTUK6ZCltcSwgJiDlTKOoi6UFDXLPQF52MglKTrU9gglhl12nogfNuX6yB4dbQuQk/bMvS2rUJf+zr0tW5FX8tO9Orxk7fQ3bAf6t++Xfhn6xb8s20tHnUQxEkY6ppnQOxUmfcCWB4LeJ8JiB0IS+em+iAcmfZDJZvnQLiuYAE6q7cgWP8mwg370dfyPn7z/w2RxvfRWvIWSu5txO0zM3Dybwpf/Unh87cVvv5I4eJRhfs/KK2aSzNeQE3hODRVRmdGEcqykjQVjUBYtv8ngVhgJu1oINbTpa3beT3w5YC4u50QVujpmIBI2yREWmboyRZd1dNRl6tQeE/h5gmFK4cVzv5D4fw/FH76WiH9ikJD5mJE6rbicetu7QUPte3AQMtWRFrWawjzROZcfQ1iDro5wc8dA2JHDdsgJoAlRgNx9HWxEJYLGQvK69xpD4gJZIGxwJktYSxAphqWbUJYHvM4UcDssxQN7CsCYQKYQSCLDea2zhqMAl+7JYirq0zVNFoRAmP6xJkcjObAXeE4lBVNR/aDyfjpjMLf3lbYv05h5yKFnUkK2+cpvL/xRVw/uhk1Dz/FQN0p9FR+h87CL1Gf8RHK7r6FglvbkXtzA3JurkBF6lrU5a1FW8VGBOoJ4zUI8k6GU3Lbl8SA1YauwNjeJxDW+cfMQWawQFMCGI9pinMia+IZgliX7nTS92wIc5q8XnDUP8eAOLzIqdS2RNsShDD7uAnzffF7s6O7JRk9LWvQ27oRvS1b0Ovbjkjzm+hpfAuRhoMIVr0N9a+mN/HP1jccVbwCQ+1LtFf8yD8fjwNJOgS8CVuncLyAmW10qvSL6O4ej3D4BXe+uFcRU7XwpJFbPHZ2qlSCkQNsOXcNiKtyZmkIdze9hVD9AXTXv4uBlv9CX+PfEKz6EI25B5D38xb89M1sHD2k8JcdCh9sVfjrXqOOqZQzbk5A4cPxqMqdiMay8fBVGyC7EObUUK7s7GRPjAhgy6L4IxXxaKAd7fkoqGSGmqnlIBA27XidQWHqAE9DV8MsNJSMQ1mGwq3zCpe+VjjxD4VztCVOKRTefh4dZUsx1L4Fg20bdPR3bNBXfd0J2zg91Mzxl8LerBvBGhJyARmm3kXhWhCmak8IYnkv53W2HSEQZqtntzkXeqpX6WfcZtD+kpB9dmvDWUPaeQ+BL/uI144QCNP6cgEsRahGADF9Y4KYldPoExPGVMfMnCCM2TK1rbx4CvIzp+P2tZfw94MOiJcq7FyisHOBwnsbx+H61xtRl/4ZhuovYqD2PHoqj6Or6DCasv8LVQ/fQdGv25H3y3oU31uLqsz18JVuRFftJgQa12kQh1oWa0VHMEkqG2/ZRTnaLfdLyPHSStaEDWTbL7YhHW9bvNthrQvi6GQOXSQo+CoiwVfRG5rsxMjKmBBmMSNjRxglLHVK/K2TYkEcMpkTLBxEz1gWHA0x/U+iZbED4mSEW5ONRde8CX3NW9DftBN9jW+it24/IjUH0VN9CIGSP0P91rAH/2zdrlXxo/ZVGGpL1hYFpz4/DiTrSAjg7peMbfGEINZLJlnWBE8gUcKEMINqmANrnC1U8NDYEb6yVfDXboe/5k10VRHEH+FR6xfoLPsATbmHUHZ/D1IubsD5T2fg77sVDq5R2JescGizwpF3FX76XiH1x8nIv/c6KnOmoKF0KnxVr6GZC4syp9Mp4iIzpXiC8XONCmP6yU4KW7zBOu8+72MbGvG27UJBhK4XYGMBsZ3+JcuSC4gJO70qMteDa5mkl4AJNs9DS9Uk1OQppN00+amnP1O4cEQh7apCbfZkhOqWYqhjFfpalqC/danOjmCVKqMO5ugC4bxVtEGsi/gwG8ZRxfxfBMy2HWHbJqOB2AawXNTle+R3LVk3hKtAWFoviAXIMa1lZ2goO+9D24p2FoOwjRmQcwAsz8XAeBQQs2Kazhl2Cr2Xlxt7ghDOzzXTn8uKX0JJwVRk3JuF7/6h8MEuhb2rFN5crrBrkcIHm5/Dz99vREvelxiqv4zBuksaxr3VJxEq+xq+3L+h4iGV8Wbk31qN8pQ1aCrapIWOv2EdAo2rEPQt1UARoCaCsQBYQCbHy629DeJ4MI4HX3vfMACLQn5GINYQZo1lx46wIUwQizXBCm59LB7EQj4d83QRKQ7EmbrFCxBsWaBhLGq4u20FGL1Nm9HbtA19jTtcCPdUH0S44hDC5e/DX/gu1G91b8LYE2/o7ImhtpX65HrUtUrnFuv84u6XMCjQjdcmALFUc+vtHo9IeJyriGWmnHjEAmIqDAPicWipUahlQZRMhbKsSWgqWaI9YXrBHZVvoqvyILprP0Zf46doL/4ADdl/RvHtt3D39Aac+ngaPtqisNdRBxxF/vKgwo/fjkfatRnIvzsTFVkcLZ4BX9V0tNS8qv+erojFufycKppvbi1HhbCjivnZvalrhEC8fU8KYlkEUoAs4BUgy+N4kCbkbAhzW0AsFc5cReyAWJfta12EzjqjipkCeOuSwnkO2J1QyL+v0FoxHb2+RehvX6hL/HGZGKMQ5pkO3fGaWcoo8KoLYi4ca4NYYKxBbKlgWhJaCdMyGYMitkEsAGYr37MXxLQURgKxKGi3dSwNG9p8D7EivBOIZKyBfjFDYO1tJW1NsidoUXCbIBZVTDVcXKyQz0kcnOTBsRLHKy4vnoHi7IW4eW4yjnxoUtfe3aJwYK3CB28oXP92Beoz/wv9NVTEFzWMB+suIFL1PdryPkX5vf3Iub5Je8Ul91ejPn892is3oat+rQtiesUCVmkFvKKI5bENYoEwW6kfLUC2ITuW7WEgdgEsaW2iiCdoJUw1/CSK2Fu9jyAmgLtYNa+FC5OaBUmlwDxX/OBMTU6J16s86yLy8xD0LQLvIghi4xOv0hkSfQ3b0Ve3C311u9Fbsw+9VQfRQwiXvodQ0V8QLPwvqMe1BsT/9r2hsyeG2tYYEHeu+c+AmKPonNbsDNBFQfwiqvMVitKMGm4pT0awfjsCdbvhrzmAUO27CNd8DH/5XxCo+AS+XHpf7+DB2c049fFMfLhZYc8She1zFfavUvjiHYL4ZaRdm4P8O3NQnjkL9cVzXRD7qsfpqaKcGJJ+RyHznpnBRCUzFhj/kSDm6rwMKaXJzBIbuk8CYqYDCogJRUZPh/GItSpunWyWeulYhkDTXPgqXkFl3jjc/1GBM7V+PqdQnqkQaJqvIdzbyuXFX0ekY5qu+Uo/jR2bs9xkqjpXVTCqeGwgFjVMCP9eEAuE2Yq6FUVsg5hAlufZuvBti3rUro9sWRgCYqpgTtRgXjD9YMKWgKZaZiuWhRfCfDxWEBPCjKIiA+KMNFOdraJkKioLk5H56xKcPzwFR96biC/emYyPdozDRzuew8Uv5iP/573oqTiLSOU59FWfR3/NWW1RtOT8HUW39iLtylpkXU9G0b1VqMvdgPbKzRrE/oaVjj2RGMQErwxu2RAWZSkwJoifBsb/SRDr2Zmtk2JB3D4ZeiFaZ6klDeGWiehsnIiOBgJ5llHDDoQ5QMd8YU7Y0JM2BMK1exCp3o9I5Z8RLn0XwcIPESj4C8JFf4d6VHUAvzXtxW/NO/G4bQsI4oG2ZAy2J+ORfzF+Cy7FUIirkSZhKDzHiWkYCk8blk3RH1Ew8VJMfQqZoSeejbYmOFPOmW5LiGmQcYCOPhqXdSlhjENTySvoqN6gb5mohv01b8Ff9Tb8VYcQqPxAg7gu8x1UpxxE8e39uHd6I44dmoS3VyjsWqiwf5nC2+sUvjiocO3b15H642IU3FuOypxlqC9ZjqaKRagvnYrWuuloqHher4zw4wWFX66ahRu50GI7PWNrpQ4OJEoqEy8cMrjD21Y3CAAJJ4fXVm6JtkXJxWRWxKlhbMNXBsEStRq+hK5TZD/cpcCZilSoDC+YuTSRO8DVavKueXH6+YoCZ3PRurGPkayIhK0DfAG/t5W/n6h1B+0cNc/HonIJTwL2aULA7Cpe6/fi78GLCP8moU3AisplK6qYF2yBrewXEEvNEqmJwglEnNkpqytLy77GmhMsAsSpzrJ6s6SxMXuC5TFZDCg/29QwLsubitKcuUj5ZTKuHFfapjj8ocKxvyic/fJ1/PT9ElTcpQ95FH01JxAs/QatOV+h4u4HyPphN1IvbcbDiyuQ98sa1GRtRnvlNvjrCOPV6Kpfgc6GJXpyDCfJEFKyXJKtIr1TyjmJxj5elkIarZUC8ZxBZ2c9cE6DntcQmKbnOPT5p6C367UxR3dAQYLs4VRpUc1suXgpq/ox40bOP3MhH4fOlnFuJo6eJEQA+17Waxqa5ZTm6XXsmCHU51uDvuZNUR9Yg3cv+soPoLfsACJFh9Cd/wG68/6C7pxPEck5gt7cYxjIPwE1VLkfvzXsxW9NO/CodfMfCmICmTCmTcEvhickTz6eCDoSgLi9aj06qjajo+oNbUt0lO9De9k7aC/5M9qK3kdN+gE9+FDy6z48PLcZJz6agnfXK+xfrnBorfGIj76ncP34DKRfX4bC+8tQlbsc9SWLNYgbK2aiuXqSnhJ9/2eFq+cUbl5VyEo1NWPjgZgDegLj0UDMH3eksKFsdwQXxvQkeavthA1hbicCsOxPCGIHxgJAAaR+LJkGLCBeb6aQp9wyLf17WdperyfXwdu3EeJ/OIgJWIGwVsSewT9CmM9TLBCuBK0NWxvAsp/AlpCaJQSyFJuyQSwAlsI/NoR1NTYnjY15xCyPySjMNSU0S3NfQ1XhYuSnzsPda1Nx+bsXcPxThW//akD844mFyLvxJqiAw+XfoLPwCBoz/o6inw8i9cJW3D+3FimXVrogbqvYiq7a9QbEnPrMkJodDojt2s/clucJLQkbxrJK80itQJowFhALjL0Q/qNAzPNQzj9z7j2HDt9z7j7+bx3NL2oIc1FRrYSb5+kUzW7famdQbgv6GncjUrsHPVV7EK7Yi0jJfkSKDqKn8BC68z5Cd84n6Mn9QkO4L+d7A+KBsrfwuH4PHjXuwqPWbXjUugGDrcnOoN1CPA4s0fWKWSaTOcUmpmAwNAX94Rdjoq/HFOgRbzjasuB8NOgZa5/Y8Qx5ImhVwrxdKgum/XDSRfEENJVMRXvVahDGvG1qK9+O1pI98BXtQ3P+ATTl/gn1WQdRm/EOKu4fQObVrbjw2Sx8sosDFgp/3aHw1z0mn/j22bnIuZWM0vRk1BQko7FsGZqrFqClZj7qysYhN0Xh1jUFKuLb1xUyU8zqCSywTRh3cvCO2RRMb7NWZBAQs3UVMdWxo4jt2+R4214QS2dwj7VWuZaCSDIJhnnYeho4p4InCAEx23iqOB6IRXXKrTpnHxZmmwLlBAyVKI8ReD9NK38/Ucu/w7Cfl883FkXMY8YS/F/132I2hmOZ8bdg36Q9JRAmeAlcfg+yX6Ar+7Sd5cy85EAug0AmjL2KmFXX7FKYooQJYQ1iJ3tCUtlYr7iYNVZ0PeMXUV28EJUFy1GYvhwPr8/FpW/G47tPmOXyAi4dm4HsH5lP/AG6Sr5Aa+4/UHX/fWRe2YXbJ1fh9smlSL2crAfsqrM2oLV8Czpr1qGzbpVRw40LNVxtsFIZS1D5akD5DLQILgb3yWtGArD9nL12nQ1jzvRlEMAST6WIQ0qLQVHFXjUsv1e8liBmaVQD4nkINieht3Ut+ls26KyI3obtiNTs1gAOlu1FsOQtdBccRHf+uwbCuX9Fd87nLoT7c09hIO80VF/pHgzV7MXj+p147NvqAfFSbU9oCD8ViLkEE8tpvqJbd/DOUWRUG1qVsONyFNoD4rbKVWirZJ7jJgPist0axL6Ct9Gc/w58+YfQmPNnrYzzbm7FtaNz8NVBzi5S+PyAwtH3FS4dnoiUa4tQ9GAFqnNXo7F0DVqqktFSswi+mpl6cC71VwNiLmWedk8hj5WvckxGhV7tgDOraEs4IKYypFq07YlhMJZ6FSO08UBMAEgQvhLu5BdnSvhYQKwH6JwCOl4Y06YQwAlM+VhAJ3AifMQL5TbVIZ+j/yuv+72t/P1ErRfC9ud7FiCWi42GsKWG5YIoCthWvoQyYSu2WtzWATDVVSIQUw3bCtgLYYKYWRMVFSaNjYN3uhRmkQEx+2dJzmRUFS5DbfFGFKWvwa2L03Hyc4VvCeNPFTKvbdDWXWPW+6h6+CfkXt+NX0+txk/HkvDLiSRk/LgChXdW64kdLWUb0F6zEh21y9DZkIQuB8Q2WL1WhABLlD8fC4z5uvjF/KPT0uV5QtkLYwJZ4Cvtk0CYx4otwVZbEyOAmJ9bLphiKfGx/E+szqenLPsWIMz0vuaVeho/JzExK8KFcMlb8BcdQGfeAYRyPkAo5yOEsz/REI7kfI2+nOPozzmDgdyzGMi9ANVT+Cb6K3dhqNYU7n7s24TB1tUYbF2GwU7mFC/FQIBLQs/VPo3xa17DQPA19IXGxURvt4KJcejtjoZRymY9PKpkAXGEXwxn14nPJyDWHvE4VxG3VC5Da8VKnXCuFXHZbrQU74Wv4AAMjA+gPnsfKlN3IefGevx47HV8/Z6ZzHH0XYXzhxVunZuOvDvJqMpZi8aSNXpufWvNcviq56GyQCH7gcKd6woawneMP8zVE7iKQiPX/6p2lp6xQKxVcZ1kesQC2VbGrsWQAMYCXBvI9ratgm0lTAiPFcSSOSHqWCtj3pGMAcS8SBJGzA7goBRzZAklXkAlE+L3QpivSwRg7375G7JfADoWtTvSMfI+0vK7592IAFRSz/g/i/VACOu7uDi1JhL93nKCUxHTFxZLQuBrt4SzG/SMuRqzo5x5HJdO0it1ZCsUcEA7dxYaS9eivnAzcn9djJ9OjAfTDU/+XeH2qflI/2ENMn9cj4cXV+HWiSW4emQWrh6djjtnkpD780qU3F+BuvxVaClfjbbqFWivWYqO+vnoapznQlUsCLYErKhfucjI/2eDi8fZeeyJtu3+Ge56Ht0c4HXiScHrPX4YiD0ecVQRj9f/k/4/rMFWI7Se0zWruZCAnqjEyS6+1eht2oi+5jeMHaGV8H4ES/YjWPAOArl/gj/nEMIZnyCc8Q/0ZH2O3qxv0Jd1AoPZ5zGUcwlDOZd1qHDebvSW78ZA9XYMNbyBKIjNgB1h3O+fbcK5RegPvApGb1DFRCRMyR8/vJCmTywg5gmgTxQqCKb7WCBuLJ6CprIkNJUt0tOam0vWorFwC+pzt6E2+w3UZG1H+cMtKL67AXm/rELqDwtx7dgL+P4vCt99rHD2U4W7l6ci+9YSVGatR0PxOjSVr0RzxVI0lM1BTckLegDq3k2jhh/eMkqY64hJcAWEhnKlU9zELxZlbA/imYyP4YN3iU5M2R8PxHaHFRXshbC7anMCS0KsCunk0rowFhA7MLRBZyti8UYJYKpiBjMEuJ/Hyet+bytgHan1vjePlc84EmT5nAA2UWu/nhcX/i48GcXPlYE4sSP4fxPCPNYbvGgJxOX3ZSuw4nvSHyaEaUlIMXjCVcBLm0Ke074xi8dzII9lMp3i8ZX0jblkUrapQliYzjoqC3T/rs5dh6xf5uHG6Rf0jFKeA5cPK1w5Mh6Xv5qIK4df0S2rs6VdXawzJirSV6GhkCBORmvVMrTWzEd73Ux0NsxxgUuoShDC8j/xu9LwshbbFQXJ42xRkWhb+jv7qL5r63oeAuRI56uwQ0A7VoU8MoinOYN1xuum9SB2kwy2shwqFw4ghLnwJ6crc2COENZWRP0ORKr3IlyxH+GidxDK/xOCuR8gkP0xAln/hXD6F+jOOIxIxrfoyzqFweyLBsBZP2Ao60cdKpjzJiJle9BftR2D9dti7AmqYs606+M8a4br0UxAn59LXKuYENnvbTmTjvtsSOtj/EYRywnFpcY1iB1rglkT9ImZ71tXNBu1+fNRlb0Q5RmLUfxgCQruLkH+7cXIvD4HqVen4+GV13H30su4ftLMBPvxuMLdS8+j8OFio4RLN6C5bC0aSheipmiq7sQsrn3vhsJtlny8qZBHdcGlaUpMcZWyIrNaLuHDVCXxAOVWVPxDeSwnKfdLuF4vLZg44QWx3SnZMQXEooB1yxrOTghwE7UjHS8Demw5cUImT0iOL3OVCRv+XwQSvwcWNyeI+V0QPF5IPunjkQAsz8l7igJ/liDm/6cByv7nQMVWraKC+f/yeR4r8CbcXRhbucteCBNM4g9TDdvZEV4A8zmCmsfpQT2nZrGAmHYF+yhBzGWTmHLJusSsQFiaxbTM1dp+y7o9G7cvvIgznyqc/8LUKL7ECnrfvoQbx1/BnXMzda0JQrg2b6UWOvrus2oRWqpnoq12OjoaZjjWW7Q+M8GkZ57SI3esOT6WfWxFReriSk61v0QXQtlPDti/t0wE4vR7PQXfAfKTgph33RKGWRPQG3wFffSdA9PQ3fmqzhVmdT5ZCKC9/kW01Y3TwYUMuOp5uGWuhjCn8HOSRk/dVvRU70K4Yjd6ygTChxDM/QihrL8ilPUpurM+R0/6N4hkfI/+zLMGwlk/4FH2TxjKuu6GCmTtQU/JXvRV7MRg/Q4LxI490bboqUHMAj+EMUNgLCDmiWWDuIOj0lz40ElfI4hZF6Iq/wVUZL+CkrRJyLvzKjJ/fhEp117Cgx+ex73LCr9eUPj1osKdSwos8MNpuWnXFUpSZ+mBueaydWirWQ9f5TLUlczQy5HTjnjws7EkaEuk3zXw5YnAk6OS00udpWl4K0j48Cppw5YnpR6Y8fiFAmG28eBr74sHYlGvzwzEtDEE3E7BfQG3wDgRiHly8GTh/y61dQXE/C4Ekr+3lZMvUSvvy77iBbHbd8Z4sstJb7fyW2kIO5kNNiz5f3shbL+eUNYw9oCY8JUQhW2rYfYxKmEZqKMKZt8TAPNioAf2GhSa6o0ipkVRRd+4yLlj4/p12aYf3/rBVCZkWiarqZVmzEPqzRdBQcK4+p3Cz6cU7l+erIOTmyhoqnOS0VC4Ar6KpWh1IMxCW621k9FeP82ZZMU7PQNjQpawJYS9IBYg2yCWi1ai1v4uBcbR33ychrAN46cDMQXkBBfCfYHZiHTNgEzS0IvFNk5Ee/0ktNVN1OFvnA7ONGWKWm/zOjNTrnYnuqt2IlK+D+Gi/QgVHkQo/xCC2R8imPkJwpmfoTvrCCKZx9CbftqB8CUMaQjfwKPsGxjKvIHBDANj1flwFwLZO9BdsgMDtTsw1LQFg43rMNiUjIGWpTp7ordzhk7Y5+2B+UIUIp3P65OCVxr3BGFKmpWzJ+a4QFiUsShmUdT88nVn5g/MH5deHG/bilnqUqGGqxNwfn2Ome6c/otZFubmWYXrpxRunjGPU28o5Nwxx5RmvIyafFMms6l8OZorktFWm4y2uqWoLR2vPWHmCl87r3TucE6KWZCRHZyKgycJC7BQhRDCDKlb7IWxnMhum8ALpkoaCcCJbttiFLEoYatqnQD197YCYLb8/SS4TqBeK9BJP+NvRHXI78FWxfy/+Rvy5BGY8rflGALtK1E29vPclv1yIspJyPfgtuyXk1LeW1oeY/9dHi8nO7fl/ext+QzcJ0qYACZo6QHzrkcUKaFJK8FVvJYVIX9H91t7YNXyliVdTbxgglZyhAW6fI5/xw4BsLSNdWYVZm1LcGUagthZfJT2WW6qmYDE9EIuisCFEvJTxqMybw4aSpORe2ci0m8oPLiqkPLjc8i5NQOlKUtQmZmMquxlaCpejebSZWgupxKei9aaqWire12rYU5YEMtNACwFubwlAfiYYJa0Tvd1Hh9d7j6ktb9L/i4S8vtyotFIYatlMkpALS0HlO0giHv9r6PXP1NPWdZFfbqS9MzQcNt8nZbW2TgLEqG6hehuSEakcQMGmt5Af/1unZrGrIhQ4dvw57yNQNZ7CGZ9jO7MT9Gd8SV6Mr42Kjj9BIYyLmAo4yIeZV7Bo4yreJTxE37LvOEGH6vOB7sRyN6NnsKdrj0RBfHyGBDLVcnMxDIAflIQ2zAWEPPE4pfvp3qksmSeJtUBgciVZ0vMSrWVTNfJMOtzpd5UerYXF0nkrK8M5rjqQQuFmsIJqC+ZguaKWbpjEb6MltpZqC9/QS+p9OAXY0dQCeenx0JY+3XO4IguS+isNcbbcg5Y8YSVwRoXvpYVYd+WynY8AHuV8Eggdm0JC8Tcp31j2ZegHQ3Qo4FYLrT8jWxVTM+YYOZ3wOcEcmyfFMRy0nlbeV95b4Gw3cpzfK3uR44vzMc8jic699vvLccRsuIJ8nel/SJwJISpZAXENjDsbfkd+Rvz97ZtCFHAhLuAmDAW2FP9CnC1+vVAma9vYMF4xx+uLjd3aQSxjGFw/brshwppvyo8/MWsSccVnEuzJ6C6cAaq86fpMgHFqRNRnDoFFZkLUJe/DM0ctC5bZcZfyhfBVzXHWBJ1r2tFqCHcOPUPB7F8v2zle+XvIxHmkl4jRJRLE1wvWSDMlhd8AXGka7ILYdaOYN0ITs3nunQMDsT5m+cab7x+ts4cCdWuRk/tOl1pMFKzU0M4Un5A+8HhvEMawqGMj/SAnIZw+jfoS/sO/VTCqWc1hIcyLjsg/ik+iLsevomujN0I5+9Cb8U2DNZuthTxcp09IYo4+g+babE8QZ8liOkRd1EVMxmeJwVVKRdZ5Eg9b+HoT3IQjSPFqQq5D0yN4rwUsxgin2+peVFPO9TelnNV4wKJ7Q2z9cw5fRv3i5k5x8kb2WnmNq+K01T59ySnk60T7PxUIbQpuE04t/CCwSs9l0LiyWcH91khEJYTlm0i6MbbL4N07uAcrQVCV0BspbK5wLb2ifWQqB0NxIQqf2dCjdCiLUFVzIsSFST38QQSIA4HcfQ5L0DZh2xAxtu2XxNvm+8hf9v7eh4vllxg8gAAGddJREFUJ7ic2HKyiyKjGuYFhhcVnRlBK4K/r07DigJBXu+2Tqobf0+BsG1BELKihgXEXiVM+BL4DBvEfK28nv2NfZG2RAyIWYulwMywo5jIvK+QettEBisW8i4vg+fRFDSWTUdDiZnW31i6UNsQTFPrrFsDX8UCB8JiR0xCR8NLegovp/F2sRg+fV+mbzp3rMz3b+F54AQfMyiieAyPlddRYI01yABGsGXsQbUcZVMUxvYAn6uUO2eAPOvrmoO+riT0dS5Bb8dip2DVcrBkZaBhMbpqF6GzZqGO7prNCFduRahiO7pL3zRWBAfk8t7TVkQg4y8awhyU6007GgPhwdTzeJx+EY/TL+O3jCv4Le0nHf9Mv4F/pl/X8Vv6VSh/yj50pL3p2BPb0F+1BQMNGzDUvAL9vmXanmAdAQb/WXOLEAWxqCV9MozBmhCbQg/eOYN9PInohbJmLNO+CGNmJ/g4aMGTnelSXEnDqRlMKNdwOfLiaHAfb41khJOjnPR7uppYvGMWmmrG6cGNjHsKv94wkUHVUKBgQ1ifME7H5wnAcH25YqWXqeG6YVz0cawgTgRgGZSLB9+YfZKmZnu7Dojjgde7LxGAZf9oIKa9QBjzdyK8CCuqYYKYQYgRdgJJAbH9OgGlHMOW+xg2PAVy9r54r5HXshUxwG051n69vCcBzM/J/0H8YIEw/wcJwpTKVi6Y8d5Lv6cD4ngQtgHMPiXB/QQsla4oYbEwBMQCYHmNQJj9TgSBtiboEzswZj5xbpqx2dLuROulcByEd5K8q2yqmGBqq1TPRUvlQrRVL0F77UK01sxy7Qh6o4SwgFifP6NAmDAeCcQ8n8caAmwB8lhar20hUI4BscOw3s5ZMDFfQ7ivM9lZUzFZl3BlXnCgfik6mb5XvRgdVcsNgMt2Ili0G/68PdqK8Ge+i0DmRwil/82kpqUZCPemfou+tOMYSD0LQngYiNOvxgdxIOVttKXsQmfGNgQKNiJSvhH99esx1LwGQ81LMdi8yEC4/XXLpzHFxNnxxwTi7uhgXQyIeYLTQ3RWaA7ydsSBMf0lTpjQAHYKqVB5MeyTh9uyn7fIrvrh7ahen+wlrXQqi4z65USNVI4wO7PmmB3BkEETKhYBMP1hDpLwRBBfjicAVQkrZXHhS644bavfeNvPAsSuGpZUNUsVe8HrfdzlVxgp/AEFiUBQQYIrbTN6g89rEPO3JoD4ffMWnhCmMuY2wcbnCC3CkHAkvPUFOg4gBZgCT76Orxe1ar+XHMvW2+f4dwTE9t+S9+P78HV8zPdmH+HntxUw+5D0I/4fBCsvhBQHOtXPeT3fQ7+vM+tOLpZiR1DV2laEgFTg6wWwgNiriG0Qsz9Wsywmi8VzLbsKhTKuZ1eqUOIspcRVPDj9mXUostIV0lMUUu8ppN03wcwg3kXyjlEPwNXN1KlpbbVzXACbgalxYLZAdMBtHDqbxrlqmGqXwKVtKDEWRTxWCMtxAmO2BLH9ON62bVvYUBYgsyhVT/t06AqBHTPR2znfVcG9LM7DaF+tZ8iFm9bAX7dcA7itYgnaK5cjXLIHwaI30ZW7F12Zb6Mz/c/oSvsI/vRPEEr7HOH0rxBJPQJCuD+FED7tgvhxykX8M41xGf9Kv4J/pV3Fv1J/wr/TrrvBfSqQ8ie0PNiJttSt6MzdiO7SjeirjYJ4oClJV9fiP8N/0vzTURDbJ4Y7yGMN2FH5do8C4h6qLasIkD4hqVp4y2ZBmEpGFI3eJmw5SMTFJekF8kR2vCWtfnhr2WgG36gYWDsih35wnlHCTAGiGiaIRRXTniB4CWMOkjQ3xCpigphQJqRbmOrEz2nZEPG2n9aaIFg1iAXC0o5RFY8EYT4nEGYrEGYrIBZrgsAj1PgbEFxiUVAdiyrm905YSb8QeAoMBWZs5TmBsRfE8jxbCXlfAbDA3hYEPJbvr/uA4zvyM3shTCuCQTATwO6F3IawcxGRz60/o1OTQC6w4gl7ISwAFvUrwJVWFLC0PI4QtkFMmBPENow5005gTCDLIqOEMVfwyKFnnGGgnJlqCjUVpBtbj7W36f12Nc3Wg1HMinAh7BSzksE2ATItBrEkCGDOfGXYMH7WilggPBYQh1oVJATKMUBun65BbGA8F5H2hVEVTAC3r9ZLGDEtLdy4Hl01nDy2DK3lS3X48/ahK3e/C+HO1A/RlfY3C8Jfawj3Pfwe/SknLQifx28pl8YG4mDqn+G7vwMtDzejLWstQsXrLRCvQH/Dwj8cxBHCmiP2Vqd31Yv4dby98XirhLCM9AcJJQfGPFkIakKctgZnyBUw4yJHgXnBBKkEMyQYdkK9zGLiIAkVMW8J6Q+XM7eYlggnnPD2khcK2iijgJiKSWDMVk5gaeUCkqjV9XoJF34/hKGzqrHsH63t6lIYKUYDsQ05bhNKhBb9YSpiBu0KF2Q8MRx48reQbb6Ojxnclv3yu3M/gcmQ1/E577H8DAQxIcwQOHO//V7sA/xMvGiIAhb4cp/Al8cx2Of0ZxMlzO/bsk7Y3/gb8XeT35O/rTc/mPAkhAXAfJ5By4MhVoSAW+DrbfkejBrmb3tgTGXsApkDd86Kz6xDUZSvUMg+n2vAnJ2ikPNQ6UHqigJj9xG+JkXL5MpKKhoh7A0BMWFLAHPshiEwHs2akBotiVqvEvbaEfFUsL2PfrKAmK3AWNqe9jmwgyDmAga2EuYyRgRxqGEdOqtXoq18JVpKl+voytqHzowD6Mo4hK70DxBM+yvCGcyOOKxzhKmEe1MJ4eMaxI9SzuJxynn8lnph7CAOpRxC873t8D3YhNbM9QgWrXNBzBQ2AXF32+RhipgnUsxJkMgjHkURC4jjnUjadnA8O612HV+OJwXhSyh1sRYD4esoYp4oPNF468yOx5KBrFZFNUvIiudLGGvoWjOZdHqRcwxHqqmK3QGSEjPP3waxj2pqDCDmCZsIyIkALPsFtIlALF5vonYkCPO50UDM31h+ZwKQ2wQXLQnmFTOVTQbtuJ8gJTwZhJsAl48JOg07C8T83XkM93tBzOe8ILYhTNvE/nzc5nvJhZywpXJn8DPyMxPK3M9j+N78my6E+bkcAEvLY/Rn94BYftN4lgShSqUrAJaBP7aEMZ/jMQJtgS5bL5AJYoGxbVEIjLnSM0HMokB6nTuCuYhr25lllbIeGM+YA3n0jEtzjU3BNRsZAmFvK0AmiGlLELgEcGP5swWxDVUbwjJgZz8fb1uOSwRjG8I9bUlaEUe4rH37cq2EWbRHg9i3GaGG9RrErWXJ8JUs09Getg8d6bQkDsGf/nE0O8JJUYuCmGr4NH4XiHsfvovA3f3ouLUDTb9uQPvDjegu2IbBqp0YrNmGvqoN6G1aiN7muXphyZ7WV/Rik1zVQU58ufWVE1puayVfuDeswCBwJbQdETKrOYeCCjp4a+z4mVxivaPTRHOXAqO1S6GdfmbQwIOAYhlIARUtCuYuM5OBCpcrGaQ+MDnA4mPyJOQJyRNTBkEEztKys4sCYcv9VMUEMoOPbeuCqjiRTdHmpDTpk5bbcYIXEh1WPqqoZa2+qMD4HC80hBmh5Shk+Q2epJXfK1HrfS/+VnYQdoQXPXyu9ce7jgYqpCqTfhimQuHId7Np5QQxSzLJYqXMRTchheDDvLA70c3xBycErhqGlprmjCimI+kSnO3jXfCLCqZK529N64S/Nx+LEpYLhsCY7y0XDLbyt/SFg0qZd2MENi+oVLi0NQhNzjCkd2pV4+P4hl38iZ+HQfhTWPAz6AwNwpjfoSfq6xXssEEs/ZJ9dFhwsgfDKRBEKDO41l16qsKDewp3biuk3DHT+HknI5+lpd74w5xNxowlBv1iZk2IHUEAS1AN20qYuf/tdePQ2fASunSmBbMtJurH9JlHCs5mGzF40bQyL2xYe60L/Vzz8wg0P4+gb7wJuZBSFLRN1ksccVHUns7ViHRuRqSdC95uR6RpD0J1b8Ff+hba899Ca9ZbaMncj9Cvf0X4zj/Qc+8z9N47jIEH32HwwQkMPjitY+jBWTAePbjgxCU8fnDViWtgVsRooQji4L23XRC3PdiAcP5W9Fe8gYHqrU8MYoEw/UUviG0YJwJxKGAGlmwQN3YoNHUqtHQqtDmg1n5mhwGUDSaCiqoiP0vhHqup3TBTlHkiykngnqBWWpBAmK23gxPCAmK2NohpXVAVE8StPNniqGNRTvEgzH0jQfh/Aoh1EXle5JwgGAkwKibCiBBm1grVFVMPBcICYluxeGHMnPTRQGzfKRGQAk0BsZmiOlEraoEwL7z6YksbyVlJWfxgHiMqmP+HqGFR6hq+ljqXAk4yoYHKkeCl9cX/X5Qkvw9COgbEjjf9LEAsqjgRjPXySg6MdZU2p3xmYb4jSh4aEN/7xQxWcwCb5wKDIJYpvVymjEEYc5/YEQJhtgJiApiWBdsOgtsDYg3jZwBi2heJYDxsvwfE7m/cOgGB1kngpA2uoqFB3L4Jve3b0d+6R4O4u3ofOov3oC37Lfgy9sCXfsAC8RcJQfzo4TkXxI8fXoYODeMnAHHo/jvovP0mmm9tRuv9TQjkbEVv2Xb0V72h09kijQs8ipgzXWI9S1oEMtAjM+pkOrMoYhvEVMac+ixhq2IqNYJYYEwQM3wdCu30O50BJgKYKlEUDFUjIVyQbdLTfriocOWCmazBW2hRQ+IXMvOBypbKWEJAzBFqCQGxtPFATBgTxPEG71wQe2fcOerYVr/xtvl/iSK2VbFXuY71cSIlLPu97yO36KzUpoODhwQV/1+qN94lsBAQv+NaLqMUDUJZFIx4eQJee/FSvS+BIiaIbRjz9+bFgEpYIMxC9VS5csdDFczfnEEoE8Ly+/M49+S0getAmZDmMQJPG8B68JjwsRSwwDcGwPwbVNDPAMS1tQoMUcZeIAuYCWIXxtYq0LQsOJCXma5w938Xd2a/VV1XGD9VpVSNhJCgiCJoSiMSoSgOk62QALFBVRKl6SD60Ic+tWqitJSqDW4ZTD0PGEoNxEYFQ8HDHW1sx7MNbfjPVvXbe3/H+x77egiR+rC0fY+5l+tz7/6d73xr7bVbE2u5lFhns1/IhK2k8xODmNJRRTUQC8BSw4BYaniSslEp440U70a/j8rfBF19p6orYvpDvOxC/xaFPFPa5RZtzI2xn1yNU8PL4ydtqVRv87kGmx48bWP9pxyEc73vWaG7EsRLnb9JFfGz7nNGOAivAeKvuv9mLjaliLs+tpmO922i9ZQDcb6txsZvHLKZgaO2MFibghgYzxd3mbcmPIjdLWNIHmELSA27GuHQV4Kua4u0xwz2RAxjlbJVwDgo4hjGqOHceGIldvMQhKf8hQAFjEJi4uC3DdxKrK0psc//kNj53yf2l/OJ3bnhfUwmoiYX6rjAGn5WLtEJK9QMA2QUsUqF8OFkSUgN829kTeAho4qVuNsyiEO96loAdscCrGMYv6g9IeBWG7MgpiJFIRADQyADfARiyqOcPUFdMc3jR706jiePYOyTKpEaZmVeFRDjCQvEsikcjKniGXvJ2FOO9xFDmPyALAmOV4Owu6CEBCEAVsTfEylg1K/q2QExAI4tCClnAVgjrxW/Hu9lK9bE0JAH8VpAjuHMpqPpxqMICe0CTanbQGK36EnR4UEMjOm/TZMr2TaAGDuCiykQ5rMk5AujhFntymPsCkCMHUHEahgIx7Gu7bARhPl9ALG+R4yCq0CcPnaWhAewB/GO1KaYKW232dI+t7GnILxYqrOnY/X2rHja5h83uEbupb4TVug5Zfmu01boOGMzbb+02fZf2Xznrw0QP+3+xJ51f+YgnAUx5Wqo4a96LngIA+PNgni26wObaK233N+P2khzjRW637TJfx62uXvHnCqeG3nF5kb22lxhp80XfdKOW0omh5sgwZuNlbDaXrpexAHGMZBdgi40AqoAcfB/YxBjR6CEgfAEAKbWderbackak4fbq3tf+GWeF/+c2J8+TezCOb+C7halO3f9RNWEwK+jDlgw1g66ADYGMZlpknrAGBALwsCbyglALBhXU8VVFXFQyErKVYxBnaHcZGmspYq/jldcDcA6vh6IUcdOjVJNgGdd9B7xEIlPknaDiZUfJTY+5GGMPaEJpMkiGEsZp2MVEGchnPq3wbMFlK5CJvjBABhv2N9y++QYSTJVrFSc55DgjY9xAeQzU2IN6MYQlh3hIEyFR/CQNQrAGr8JEANjhYAcq2R3jORp2AU69orvkrTrT+x2X2K9PYm1X/UwZnk/S/1Zus85w46IVXEWxEA4BnGshKWGAfBUfntF0Ez9hSL3LZsMgfeb+r8kheUDp+PLNl3cZtPFnV790jGtsM3Y5Hax/ANbLh+wpfE3bWnsqAHh5eJxe1p4zxaHz7g2ltQKF6+dsFzHScu1NVip/cfOH64KYrzh7vOuSoJKCUDsILx1EP/MZjo+dCAeaTpsjy4ftKHW16zc+4ZN3z1kiw/qbHZ4nzkY57+/CsROrYS6YSnhCgizfVIE4hjGc1E1RQxj/F9BwVkUJOAI1DDKe8pntpk8TBjULbeg1ErSTQ0QN/4xsauNifW0JCYQo0IAsIKdkQVjARnAcqsnRbwRiIGxytxQxbE9wWIPF1lLIvM4hoBumeNRIGYUjFHFUsarwAkk1wmd22pj9rnAV4o4BvE0icOShyA+MYrY9W3Gjw8wxqaIQZz1i1MIr6OI5QsLwJwbZx2EDmBSqcC3AsChebsuhAA2Pte6C8keA9hAWGVmsiM0An4UOKDl7+c8cFFKFyQFS0IK+UVBHCfuBOOsSgbEQ1gYAcaxRYFH7DYe7fP2BAua8Inbr/jOgwN9iQ32r/TcRhEDZaliKeEYxCTq5AtLDQvCtIyMg1WuLxT575hvRYnSfcmmi99dFahdH7tstrzbKV/ULxFD+GnZQ3i5WLfS0P3xKZt9UG9T/Sds7PpJy3W8Y/mWeiu2vW/j7R+FRJ384d8GRXzOVUdUQnilZA0YP7/WaM97Lm5WEXsQP2lusKHLh+3hXw/aw6ZXLd910CbvHHL9JxaG9tvC0D6bG93t7AlK2ei+BoRdhMRc6gkDXgC84GMpA2PZFIA4C2O8YlVfpKD40oPYPQ41sUweN1mwF0KHtNvX/Tr7lsu+oQ9Xe0p3vrjprQn5hLpNVX+IGMhYFXypY1VMDbFK3VDMTg2HRt3ucVDGWXvimwIx71Mw/n+A2O3iEWDs/GItsAgg5hYdGA6jmO4nVkBd0Tj+sbcn4lvJrBrGJ05hXEURxxcl7n4Am7OWsIWwC0LCic83tiEEQECcVcNAWLXA8SglDIS10AJFLE84tiOAMPAFxIIxx5wSxnIiKRhsCd7L162aGKG/x2hlJUUM5PTnCMZYFFLFqGFATBURPjELm1jez1Jo5gg9KuhVwVJo7UYjCKOKBWCNWBOAWFUSStABYgEYRaqfSZCtF1QyrBvFnU7hepUr4G632fKOVaFSNV8r7OuFFwv7bKnwqi2X3rDlUo0tFY7ZQq7O9ROeffi2fRmWL4/dfMfyXcdtpPmE5a/WW7n1Q5ts/7mzJeY6VkD8rOdTD+GeSjXs6oZVOwyEQ2zSmviFzXT8xADx40uHbPDCa3b/0is22vG6Tdx+y+bv15oH8X5nTyzkd9l8eZvrcuQ7Gq1URwBitkhKNxGNQLwWjKuBGK+5QhVPeVtCyTuUIBMGoDIJua3iio4XDHgpz+lu9f2FaW/JppfcfmmiMlmZyIIboAPGNPKhhwQgjlXxRiCm3jhe4CGfeLMgpibaRaixVdZeoy4YsSJW0o5zkVWwGz1OL3ChAiX7OPt8t9iGWl/V12ZADGxQi0BYIAbGqGK84qwlIX94s8k6+baMKGGAJj8Yf1Pw5TPldwKw7nwEWilgjRyXWhaApYRV50vyN4awU7kZOwJvuwLEAcKoZiJ+P7zHrXrEAvGGMM6AWKqYEjZAfJMG8tcTu3XDl68xN+i9IhizDFr2kmqMGQVgGnDxczUQY0kAX4AZx3oQdlUMYztsZr0gwRZFDGBWy/nYY/PjftXcysq5A24F3WJ+v+ubs1T0m3yqqfv0YK1N3auzqf63baLvuJV7KeE9bqNN71rhyhl70vKxzXaczYD4d84fplZYSTpvSQQ1LBD3fr41EC/1nLXp9o9sovm0jVypcyC+27jHHjTttXzvAZvqr7G5Rz/yMM790Li6LJR2+MUdodeEVjgJxEA3C97YklDCTsm6eMSi0NJaVWHEYKa2GDBhJXAbSlKGLwtqDBijfllJdLPTrya60+t3McAjdj5YKOZnQqMuARkjrymbAoURgzhdhbeWTxwpY9QxiprX4nX12u7/QtVKFYXNCJn0BEAADig/wVejuw0PVRO8TyliQCwYx+V7MUSrHc+CVxUqOs5raAUfo8rWBGQlzJRcA04oRW5nUVQj7GZCjeq/vVcsRYwalvqNlXAK5EgR67UZY/iigPnclekHamuBmOcAbndOw0IMWRACsUYBWRBmgQYgVgBT5weHSghU71ohJczfS4JJK8nSzz1AmPeLKOC7Qm6CUT/zWFbEaC4xgu+6AqFA6DmM8TGerzs2vo8EiTrsCZJ1wJhl/nQdBMS0z0S8EOpiyNZgrtkWn2UoVQO+CpWuqWoCRRyrYoAsEAPQKayK4vdc+D3fdtvs2B4Xc+N70591bNUYLAYsh1TxAt0QrncE/SPSHhK+m9rCOCB+3e1K7/bhLBy25fwRWxg+5rqpTf6r1p4M1FrxH0dspPMtG245YoXmd63c0mBPrn5gk80/tZnWs4YaJlEX1xC7iolQPywQV44+aUfi7j/XGl38t7fR2RTPb1w0IlbK/wNVSqz70RjODAAAAABJRU5ErkJggg==" style="text-align: left;" width="104" /></p><p class="MsoNormal" style="background: white; font-family: "times new roman", serif; font-size: 12pt; margin: 0cm 0cm 0.0001pt; text-align: right;"><b><span face="calibri, sans-serif" style="font-size: 10.5pt;"> </span></b></p><p align="right" class="MsoNormal" style="background: white; font-family: "times new roman", serif; font-size: 12pt; margin: 0cm 0cm 0.0001pt; text-align: right;"><b><span face="calibri, sans-serif" style="font-size: 10.5pt;">Por: Ruth Mariela Fernandez Manjarrez.</span></b><span face="calibri, sans-serif" style="font-size: 8pt;"><o:p></o:p></span></p><p align="right" class="MsoNormal" style="background: white; font-family: "times new roman", serif; font-size: 12pt; margin: 0cm 0cm 0.0001pt; text-align: right;"><span face="calibri, sans-serif" style="font-size: 10.5pt;">Contadora Pública.</span><span face="calibri, sans-serif" style="font-size: 8pt;"><o:p></o:p></span></p><p align="right" class="MsoNormal" style="background: white; font-family: "times new roman", serif; font-size: 12pt; margin: 0cm 0cm 0.0001pt; text-align: right;"><span face="calibri, sans-serif" style="font-size: 10.5pt;">Dirigente Sindical del Magisterio de la Guajira.</span><span face="calibri, sans-serif" style="font-size: 8pt;"><o:p></o:p></span></p><p align="right" class="MsoNormal" style="background: white; font-family: "times new roman", serif; font-size: 12pt; margin: 0cm 0cm 0.0001pt; text-align: right;"><span face="calibri, sans-serif" style="font-size: 10.5pt;">Miembro de la Dirección Nacional MID.</span><span face="calibri, sans-serif" style="font-size: 8pt;"><o:p></o:p></span></p><p class="MsoNormal" style="background: white; font-family: "times new roman", serif; font-size: 12pt; margin: 0cm 0cm 0.0001pt; text-align: justify;"><span style="font-family: cambria, serif; font-size: 14pt;"> </span></p><p class="MsoNormal" style="background: white; margin: 0cm 0cm 6pt; text-align: justify;"><font size="5"><font face="">Recientemente el Departamento Administrativo de la Función Pública -DAFP, expidió la Resolución 245 del 02 de julio 2020 donde organizó cronograma para que los 96 entes certificados en educación hicieran el registro de su planta de personal, así como para que sus empleados cumplieran el deber de actualizar la hoja de vida y presentar declaración de bienes y rentas en el Sistema de Información y Gestión del Empleo Público-SIGEP.<o:p></o:p></font></font></p><p class="MsoNormal" style="background: white; font-family: "times new roman", serif; margin: 0cm 0cm 6pt; text-align: justify;"><span face="calibri, sans-serif"><font size="5">Así mismo, el ministerio de educación emitió Circular Conjunta con la Dirección de la DAFP </font></span><span style="font-size: x-large;">Nº100-12-2020, </span><span style="font-size: x-large;">para ratificar la obligatoriedad, tanto a las secretarías de educación como a docentes, directivos-docentes y administrativos, de suministrar la correspondiente información en el SIGEP, a partir del 10 de julio hasta el 31 de octubre. </span></p><p class="MsoNormal" style="background: white; font-family: "times new roman", serif; margin: 0cm 0cm 6pt; text-align: justify;"><span face="calibri, sans-serif"><font size="5">Al respecto quiero hacer las siguientes aclaraciones y recomendaciones:<o:p></o:p></font></span></p><p class="MsoListParagraphCxSpFirst" style="background: white; margin: 0cm 0cm 6pt 36pt; text-align: justify; text-indent: -18pt;"><font size="5"><b><i><span face="calibri, sans-serif">1.</span><font face=""> </font></i></b></font><span face="calibri, sans-serif" style="font-size: x-large;">El Sistema de Información y Gestión del Empleo Público</span><span style="text-indent: -18pt;"><font face="" size="5">-SIGEP, es la base de datos que condensa la información de todas las entidades del estado, los servidores públicos y los contratistas, ya sean personas naturales o jurídica.</font></span></p><p class="MsoListParagraphCxSpMiddle" style="background: white; margin: 0cm 0cm 6pt 36pt; text-align: justify; text-indent: -18pt;"><font size="5"><b><i><font face="">2.</font><font face=""> </font></i></b><font face="">En la categoría de servidores público hay dos grupos: los funcionarios y los empleados, de este último grupo hacen parte los docentes, directivos docentes y administrativos, por lo tanto todos están obligados a diligenciar y actualizar la hoja de vida y la declaración de bienes y rentas anual.<o:p></o:p></font></font></p><p class="MsoListParagraphCxSpMiddle" style="background: white; margin: 0cm 0cm 6pt 36pt; text-align: justify; text-indent: -18pt;"><font size="5"><span face="calibri, sans-serif"><b><i>3. </i></b></span><font face="">Quienes ostentan cargos directivos deben además diligenciar el FORMULARIO DE GERENCIA PÚBLICA y cumplir las exigencias de la Ley 2013 de 2019, </font></font><span face="calibri, sans-serif" style="font-size: x-large;">que les obliga a cargar su declaración de rentas y complementarios durante el mes siguiente a la fecha de su presentación, </span><span face="calibri, sans-serif" style="font-size: x-large; text-indent: -18pt;">según CONCEPTO 065161 del Departamento Administrativo de la Función Pública.</span></p><p class="MsoListParagraphCxSpMiddle" style="background: white; margin: 0cm 0cm 6pt 36pt; text-align: justify; text-indent: -18pt;"><font size="5"><span face="calibri, sans-serif"><b><i>4.</i></b><span style="font-family: "times new roman"; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"> </span></span><font face="">A partir de la expedición de la Resolución 245 de 02 de julio de 2020, es de carácter obligatorio diligenciar estos formularios en línea, es decir en la plataforma de la Función Pública: </font><a href="https://www.funcionpublica.gov.co/web/sigep" style="color: #954f72; font-family: "times new roman", serif;">https://www.funcionpublica.gov.co/web/sigep</a></font></p><p class="MsoListParagraphCxSpMiddle" style="background: white; margin: 0cm 0cm 6pt 36pt; text-align: justify; text-indent: -18pt;"><font size="5"><i><span style="font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"><font face=""><b>5. </b></font></span></i><font face="">Si nunca ha presentado la declaración de bienes y rentas en la plataforma SIGEP, consulte primero si ya ha sido registrado por la secretaria de educación. Esta consulta la puede hacer colocando su nombre y apellido en el <b>directorio de empleados públicos</b> en el enlace: </font></font><a href="https://www.funcionpublica.gov.co/dafpIndexerBHV/" style="color: #954f72; font-family: "times new roman", serif; font-size: x-large; text-indent: -18pt;">https://www.funcionpublica.gov.co/dafpIndexerBHV/</a></p><p class="MsoListParagraphCxSpMiddle" style="background: white; margin: 0cm 0cm 6pt 36pt; text-align: justify; text-indent: -18pt;"><font size="5"><b style="font-family: "times new roman", serif;"><i><span face="calibri, sans-serif">6.<span style="font-family: "times new roman"; font-stretch: normal; font-style: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: normal; line-height: normal;"> </span></span></i></b><font face="">Para acceder por primera vez al SIGEP, el sistema le asigna el usuario, que es su número de identificación y una contraseña que le remiten por el correo electrónico registrado en la secretaría de educación. En caso de perder la contraseña podrá recuperarla con facilidad con solo usar la opción: </font><b style="font-family: calibri, sans-serif;"><i>olvidé mi contraseña, </i></b><font face="">esto permitirá que el SIGEP le asigne una nueva clave, usted la recibirá por correo electrónico. Si necesita hacer cambios en su correo electrónico porque no está vigente, solo lo podrá hacerlo a través de la oficina de la Talento Humano de la secretaría de educación.</font></font></p><p class="MsoListParagraphCxSpMiddle" style="background: white; margin: 0cm 0cm 6pt 36pt; text-align: justify; text-indent: -18pt;"><font size="5"><span face="calibri, sans-serif"><b><i>7.</i></b><span style="font-family: "times new roman"; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"> </span></span><font face="">Asegúrese de diligenciar su hoja de vida en el portal del SIGEP, antes de presentar su declaración de bienes y rentas. Para ello haga un archivo digital donde se encuentren escaneados individualmente en PDF todos los documento que soportan su hoja de vida, así como su foto tipo documento en formato de imagen, lo necesitará.<o:p></o:p></font></font></p><p class="MsoListParagraphCxSpMiddle" style="background: white; font-family: "times new roman", serif; margin: 0cm 0cm 6pt 36pt; text-align: justify; text-indent: -18pt;"><font size="5"><span face="calibri, sans-serif"><b><i>8.</i></b><span style="font-family: "times new roman"; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"> </span></span></font><span face="calibri, sans-serif" style="font-size: x-large; text-indent: -18pt;">Es aconsejable hacer un borrador de cada uno de los formularios a diligenciar para hacer más ágil y precisa su digitación, puede descargar los formatos en </span><a href="https://www.funcionpublica.gov.co/web/sigep2/instructivos" style="color: #954f72; font-size: x-large; text-indent: -18pt;">https://www.funcionpublica.gov.co/web/sigep2/instructivos</a></p><p class="MsoListParagraphCxSpMiddle" style="background: white; margin: 0cm 0cm 6pt 36pt; text-align: justify; text-indent: -18pt;"><font size="5"><font face=""><b><i>9.</i></b> Toda la información a declarar en bienes y rentas es la que corresponde a 31 de diciembre del año inmediatamente anterior, por eso, tenga a la mano </font><span face="calibri, sans-serif">los siguientes documentos :<o:p></o:p></span></font></p><p class="MsoListParagraphCxSpMiddle" style="background: white; font-family: "times new roman", serif; margin: 0cm 0cm 6pt 72pt; text-align: justify; text-indent: -18pt;"><font size="5"><span face="calibri, sans-serif">a.</span><span face="calibri, sans-serif">Certificación de ingresos y Retenciones del año anterior.<o:p></o:p></span></font></p><p class="MsoListParagraphCxSpMiddle" style="background: white; font-family: "times new roman", serif; margin: 0cm 0cm 6pt 72pt; text-align: justify; text-indent: -18pt;"><font size="5"><span face="calibri, sans-serif">b.</span><span face="calibri, sans-serif">Saldo de Cuentas Bancarias del año anterior o Certificaciones tributarias<o:p></o:p></span></font></p><p class="MsoListParagraphCxSpMiddle" style="background: white; font-family: "times new roman", serif; margin: 0cm 0cm 6pt 72pt; text-align: justify; text-indent: -18pt;"><font size="5"><span face="calibri, sans-serif">c.</span><span face="calibri, sans-serif">Saldo de las obligaciones o Deudas (extractos) a 31 de diciembre del año anterior.<o:p></o:p></span></font></p><p class="MsoListParagraphCxSpMiddle" style="background: white; font-family: "times new roman", serif; margin: 0cm 0cm 6pt 72pt; text-align: justify; text-indent: -18pt;"><font size="5"><span face="calibri, sans-serif">d.</span><span face="calibri, sans-serif">Extractos de Cesantías e Intereses a la cesantía si ha recibido pago el año inmediatamente anterior <o:p></o:p></span></font></p><p class="MsoListParagraphCxSpMiddle" style="background: white; margin: 0cm 0cm 6pt 72pt; text-align: justify; text-indent: -18pt;"><font size="5"><span face="calibri, sans-serif">e.</span><font face="">Las Actividades privadas que se desarrollan alterna el empleo público y que le generaron ingresos al año anterior<o:p></o:p></font></font></p><p class="MsoListParagraphCxSpMiddle" style="background: white; font-family: "times new roman", serif; margin: 0cm 0cm 6pt 72pt; text-align: justify; text-indent: -18pt;"><font size="5"><span face="calibri, sans-serif">f.</span><span face="calibri, sans-serif">El monto de los ingresos que se obtuvieron por conceptos no laborales.<o:p></o:p></span></font></p><p class="MsoListParagraphCxSpMiddle" style="background: white; font-family: "times new roman", serif; margin: 0cm 0cm 6pt 72pt; text-align: justify; text-indent: -18pt;"><font size="5"><span face="calibri, sans-serif">g.</span><span face="calibri, sans-serif">Costo de los Bienes inmuebles que aparezcan a nombre del empleado.<o:p></o:p></span></font></p><p class="MsoListParagraphCxSpMiddle" style="background: white; margin: 0cm 0cm 6pt 72pt; text-align: justify; text-indent: -18pt;"><font size="5"><span face="calibri, sans-serif">h. Costo de</span><font face=""> vehículo(s).<o:p></o:p></font></font></p><p class="MsoListParagraphCxSpMiddle" style="background: white; margin: 0cm 0cm 6pt 72pt; text-align: justify; text-indent: -18pt;"><font size="5"><font face="">i. Puede declarar un valor global del menaje de su casa, es opcional.</font></font></p><p class="MsoListParagraphCxSpMiddle" style="background: white; margin: 0cm 0cm 6pt 72pt; text-align: justify; text-indent: -18pt;"><font size="5"><span face="calibri, sans-serif">j.<span style="font-family: "times new roman"; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal;"> </span></span><font face="">Los Nombres e Identificación de los parientes en primer grado de consanguinidad (padres e hijos) así como del Cónyuge.<o:p></o:p></font></font></p><p class="MsoListParagraphCxSpLast" style="background: white; font-family: "times new roman", serif; margin: 0cm 0cm 6pt 36pt; text-align: justify; text-indent: -18pt;"><font size="5"><span face="calibri, sans-serif"><b><i>10</i></b>. </span><span face="calibri, sans-serif">Recuerde que la DECLARACIÓN DE BIENES Y RENTAS diligenciado en el SIGEP, es diferente a la DECLARACIÓN DE RENTAS Y COMPLEMENTARIOS que se presenta ante la DIAN cuyos plazos iniciaron vencimiento a partir del mes de agosto. En esta última de declara la RETENCIÓN EN LA FUENTE aplicada el año anterior a su salario, ya que ese descuento es un pago anticipado al impuesto que resultare a cargo en su declaración o bien puede quedarle como saldo a favor.</span></font></p><p class="MsoListParagraphCxSpLast" style="background: white; font-family: "times new roman", serif; margin: 0cm 0cm 6pt 36pt; text-align: justify; text-indent: -18pt;"><br /></p><p class="MsoListParagraphCxSpLast" style="background: white; font-family: "times new roman", serif; margin: 0cm 0cm 6pt 36pt; text-align: justify; text-indent: -18pt;"><br /></p><p class="MsoListParagraphCxSpLast" style="background: white; font-family: "times new roman", serif; margin: 0cm 0cm 6pt 36pt; text-align: justify; text-indent: -18pt;"><span data-offset-key="8aq9d-2-0" style="white-space: pre-wrap;"><span data-text="true"><font size="5"><br /></font></span></span></p></div>
Blog de Ruth Marielahttp://www.blogger.com/profile/11845001705153091073noreply@blogger.com3tag:blogger.com,1999:blog-1460048734386228137.post-1912605994790547872018-03-15T08:01:00.001-05:002018-03-20T20:00:21.193-05:00Escuelas Atractivas<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-family: "arial"; font-size: 16pt; text-align: justify;">Incentivar
la creatividad y la curiosidad en el estudiante debe ser un compromiso de la
escuela de hoy, para ello se necesitan maestros reflexivos, que provoquen la
curiosidad y por tanto la creatividad, que enamoren los chicos de la academia.</span></div>
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<span style="font-family: "avenir black oblique"; font-size: 52.0pt;">L<o:p></o:p></span></div>
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<span style="font-family: "arial";">a TV, el Cine, la internet, los
simuladores, los teléfonos móviles, la realidad virtual, los ebook, </span><span style="font-family: "arial";"> </span><span style="font-family: "arial";">YouTube, los Play Station, Instagram, twitter, facebook, whatsApp y todos las demás herramientas de los medios masivos de
comunicación proporcionan a los jóvenes e infantes un alto volumen de estímulos
visuales y mentales, con los que la escuela y el maestro compiten por ganar su
atención, estamos ante una generación de estudiantes digitales. <o:p></o:p></span></div>
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</v:shape><![endif]--><!--[if !vml]--><!--[endif]--><span style="font-family: "arial";">Ante estas circunstancia, la escuela no puede seguir con la práctica
tradicional, no puede ser para los chicos una actividad más a la que asisten
por obligación de sus padres, o un lugar para encontrarse con sus amigos, tipo
club social. Los nuevos tiempos exigen una escuela creativa, transformada y
renovada. El reto es repensar la escuela, recrear la educación, la didáctica y la
pedagogía. <o:p></o:p></span></div>
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<span style="font-family: "arial";">Frente al gran reto de
construir escuelas atractivas surgen unos interrogantes ¿cómo<span style="mso-spacerun: yes;"> </span>iniciar? ¿Qué tipo de maestro<span style="mso-spacerun: yes;"> </span>se requiere para asumir este nuevo reto?<span style="mso-spacerun: yes;"> </span><o:p></o:p></span></div>
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<span style="font-family: "arial";">La escuela creativa no
propicia la mera cultura informativa, más allá de ello enseña ciencias como
pretexto para inspirar la inteligencia de los estudiantes, les guía para que
enfrenten sus retos y les estimula a manejar sus pensamientos y sus emociones,
a descubrir sus talentos y potenciarlos para ponerlos al servicios de su
comunidad, fomenta una relación colaborativa con sus compañeros basados en el
respeto<span style="mso-spacerun: yes;"> </span>por las diferencias, la
inclusión y los valores civiles.<o:p></o:p></span></div>
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<span style="font-family: "arial";">La sociedad reclama docentes innovadores
para construir una escuela que enseñe a pensar, que empodere a los estudiantes
para que encuentren el conocimiento más atractivo, esto significa darle<span style="mso-spacerun: yes;"> </span>sentido al proceso<span style="mso-spacerun: yes;"> </span>de enseñanza, de tal forma que le permita ser
protagonistas de su aprendizaje; para ello se necesitan escuelas donde el
conocimiento busque y le dé sentido a la<span style="mso-spacerun: yes;">
</span>comprensión más que a la memorización, escuelas que generen un
verdadero<span style="mso-spacerun: yes;"> </span>compromiso y transformación
social, escuelas que gusten.<o:p></o:p></span></div>
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<span style="font-family: "arial";">Incentivar la creatividad y la
curiosidad en el estudiante debe ser un compromiso de la escuela de hoy, para
ello se necesitan maestros reflexivos, que provoquen la curiosidad y por tanto
la creatividad, que enamoren los chicos de la academia. <o:p></o:p></span></div>
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<span style="font-family: "arial";">Cada clase, cada actividad
escolar es una oportunidad para que los estudiantes descubran, creen, recreen, <span style="mso-spacerun: yes;"> </span>jueguen y se diviertan aprendiendo. Cada
lección es una ocasión para ayudarlos a tejer sus sueños de infantes, para incitarles
la apertura de sus mentes y que echen a volar sus pensamiento alcanzando la
audacia del librepensador, para cuestionar, debatir, romper los paradigmas y
cambiar todo aquello que no conviene a la humanidad y/o a la armonía natural
del medio ambiente, nuestro gran hogar. <o:p></o:p></span></div>
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<span style="font-family: "arial";">La meta es una escuela divertida
con docentes alegres que contagien a sus escolares de la fascinante aventura de
aprender, del inmenso deseo de trascender a través del desarrollo de la
dimensión sentipensante, que planifiquen y desarrollen sus actos pedagógicos los
escenarios que ofrece el entorno, que incentive la práctica del respeto por la
esencia y naturaleza del ser y de la vida, reforzando además los valores
patrios y el civismo. Por tanto,<span style="mso-spacerun: yes;"> </span>al
docente<span style="mso-spacerun: yes;"> </span>le corresponde generar un clima
de seguridad y confianza, que estimule al estudiante y le conceda todas las
oportunidades necesarias para ejercer su control, desarrollar la
creatividad<span style="mso-spacerun: yes;"> </span>en la dinámica de trabajo. <o:p></o:p></span></div>
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<span style="font-family: "arial";">Los ambientes espaciosos en
las escuelas atractivas integran un nuevo diseño del espacio físico con
dotación suficiente, un campus escolar a la medida de las necesidades de la
comunidad educativa donde cada rincón se constituya en un “aula de clase” flexible
en tiempos y escenarios de aprendizaje para romper el esquema establecido
tradicionalmente. <o:p></o:p></span></div>
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<span style="font-family: "arial";">En todo los momentos el
docente ha de ser un facilitador que guía al estudiante protagonista del
proceso de aprendizaje en las escuelas atractivas.<o:p></o:p></span></div>
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<span style="font-family: "arial";"><span style="mso-tab-count: 1;"> </span><o:p></o:p></span></div>
<!--EndFragment--><br />Blog de Ruth Marielahttp://www.blogger.com/profile/11845001705153091073noreply@blogger.com0tag:blogger.com,1999:blog-1460048734386228137.post-46836391876232926942017-10-12T20:07:00.001-05:002017-10-12T20:07:31.747-05:00Cómo nacen los Bebés?<div dir="ltr" style="text-align: left;" trbidi="on">
<a href="http://www.kizoa.es/Editar-Videos-Movie-Maker/d143429914k4179280o1l1/educacion-sexual-">http://www.kizoa.es/Editar-Videos-Movie-Maker/d143429914k4179280o1l1/educacion-sexual-</a></div>
Blog de Ruth Marielahttp://www.blogger.com/profile/11845001705153091073noreply@blogger.com0tag:blogger.com,1999:blog-1460048734386228137.post-91230833337274862862017-09-10T10:20:00.001-05:002019-05-26T10:26:42.152-05:00Las 7 Claves de la Mediación Pedagógica Los Aprendices<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="color: #990000;"><b>LA DOCENCIA COMO MEDIACIÓN PEDAGÓGICA</b></span><br />
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<b>La responsabilidad del maestro en el proceso enseñanza-aprendizaje le exige que sea un facilitador del aprendizaje de sus estudiantes, hace referencia a la forma en que desarrolla su práctica docente, poniendo énfasis en su metodología y estrategias para lograr que sus aprendices se "enamoren" de los contenidos de estudio. </b><br />
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<b>"Es Pedagogía aquella mediación capaz de promover y acompañar el aprendizaje"</b><br />
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<b>El docente debe promover en otros las tarea de construirse y de apropiarse del mundo y de sí mismo. </b><br />
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<b>EL docente desarrolla sus funciones Psicológicas superiores a través de la mediación didáctica cognitiva, consciente e intencional, se convierte en un mediador cultural, siendo la cultura el código de interpretación que permite la construcción de sentidos y significados. </b><br />
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<b>En el siguiente video se proponen las 7 claves para la mediación pedagógica. </b><br />
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<iframe allowfullscreen="" frameborder="0" height="344" src="https://www.youtube.com/embed/hnU8m2Meqm4" width="459"></iframe></div>
Blog de Ruth Marielahttp://www.blogger.com/profile/11845001705153091073noreply@blogger.com0tag:blogger.com,1999:blog-1460048734386228137.post-28079642955245219482017-06-18T12:07:00.003-05:002018-10-07T13:51:59.796-05:00Horizontes 2030: la igualdad en el centro del desarrollo sostenible<div dir="ltr" style="text-align: left;" trbidi="on">
<iframe allowfullscreen="" frameborder="0" height="270" src="https://www.youtube.com/embed/IhlmRPIXUrU" width="480"></iframe></div>
Blog de Ruth Marielahttp://www.blogger.com/profile/11845001705153091073noreply@blogger.com0tag:blogger.com,1999:blog-1460048734386228137.post-16259697539700939802017-06-18T12:07:00.001-05:002017-06-18T12:07:27.865-05:00Horizontes 2030: la igualdad en el centro del desarrollo sostenible<iframe allowfullscreen="" frameborder="0" height="270" src="https://www.youtube.com/embed/IhlmRPIXUrU" width="480"></iframe>Blog de Ruth Marielahttp://www.blogger.com/profile/11845001705153091073noreply@blogger.com0tag:blogger.com,1999:blog-1460048734386228137.post-25397207858707358772017-06-03T13:30:00.000-05:002017-06-09T06:31:46.743-05:00GUAJIROS ENTRE EL DESIERTO Y LA ESPERANZA<div dir="ltr" style="text-align: left;" trbidi="on">
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<b>La pobreza en que vive esta población guajira contrasta con los miles de dólares que se obtienen por sus recursos mineros (carbón, gas, sal y otros) pero también con el gran deseo de superación de la gran nación Wayuu, la etnia mas poblada de Colombia, por ello acuden a llevar sus hijos a las aulas</b><b><br /></b></h3>
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Cada mañana los guajiros ven salir el incandescente sol por el oriente, el tren lleno de carbón atraviesa el desierto, procede de la mina a cielo abierto mas grande el mundo, avanza hacia puerto Bolívar, por donde sale el carbón hacia cualquier país que pague dólares por el mineral; atrás quedan las comunidades de la etnia Wayuú asentada milenariamente en la península, subsisten a pesar de las adversidades y la inclemencia de la naturaleza que le castiga día a día con temperaturas infernales, sus pies quemados por la arena ardiente, en sus ranchos de barro y yotojoro nunca falta la chicha para grandes y chicos, sin mas placer que el descanso en el chinchorro, su única esperanza es ver crecer sus hijos, que estudien y sean profesionales, por eso los llevan al internado indígena.</div>
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La pobreza en que vive esta población guajira contrasta con los miles de dólares que se obtienen por sus recursos mineros (carbón, gas, sal y otros) pero también con el gran deseo de superación de la gran nación Wayuu, la etnia mas poblada de Colombia, por ello acuden a llevar sus hijos a las aulas, aunque las más dispersas funcionen en enramadas o bajo la sombra de los árboles de trupillo, no importa que los pupitres sean el tronco de los arboles talados. </div>
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En la Guajira, al sueño de llegar a la escuela para mas de 30.000 niños se ha visto frustrado en lo que va corrido del 2017, ellos no han podido iniciar clases, todavía los internados no abren sus puertas para albergar a niños y jóvenes que proceden de las rancherías mas distantes, pero tampoco inician los mas de 30.000 que en todo el departamento llegan a la escuela a través de la ruta escolar.</div>
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Pese a que el estado garantiza el derecho a la educación, los niños de La Guajira ven violentado este derecho por los mismos gobernantes, atendiendo a la integralidad que constituye el goce pleno del mismo en el entendido no se reduce solo a una matricula en un establecimiento educativo sino que debe garantizar también el acceso, la permanencia y las condiciones dignas para el desarrollo del acto pedagógico. </div>
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Aunque el calendario escolar arrancó a finales del mes de enero, más de 60.000 niños guajiros aun no inician el año escolar, la paradoja del asunto es que desde el 21 de febrero de 2017 el gobierno nacional mediante documento Conpes 3883 de la misma fecha, asumió la administración de la educación para todo el departamento y siendo el primer llamado a garantizar los derechos, sea él mismo que llegue a este pueblo a violentarlo por la falta de contratación del servicio. </div>
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Ante esta situación padres de familia, estudiantes y maestros hemos realizado acciones de protesta que visibilicen la problemática y hacer la exigencia pública a los administradores de la educación en la Guajira para que los niños vuelvan a la escuela; mientras se hacen las gestiones los wayuú seguirán esperando que sus hijos vuelvan a estudiar, viene a mi mente la frase del canto vallenato: “<a href="http://www.youtube.com/watch?v=0xySOyLO7j8">Recuerdo las palabras que decía mi padre, que al guajiro hasta la muerte le llega tarde…</a>”</div>
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Con esa premisa finaliza cada día para los guajiros, el sol cae rendido tras el mar tiñendo sus aguas y dejando en el cielo una estela de ardientes colores, entre tanto el guajiro acaricia sueños de esperanzas, de un pueblo que lucha y vive por conservar sus costumbres y para que el progreso llegue a su raza. </div>
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Autora: RUTH MARIELA FERNANDEZ MANJARREZ</div>
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Docente de Educación Media- Lic en Comercio y Contaduría</div>
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<span class="Apple-tab-span" style="white-space: pre;"> </span> Maestrante Uniguajira</div>
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Blog de Ruth Marielahttp://www.blogger.com/profile/11845001705153091073noreply@blogger.com0tag:blogger.com,1999:blog-1460048734386228137.post-11637796461380857602016-11-16T12:43:00.003-05:002016-11-16T12:43:56.128-05:00DIEZ CONSEJOS PARA CONVERTIRTE EN UN PROFESOR INOLVIDABLE - RECOMENDADO<a href="http://wp.me/p7yq3k-2FP">DIEZ CONSEJOS PARA CONVERTIRTE EN UN PROFESOR INOLVIDABLE - RECOMENDADO</a>Blog de Ruth Marielahttp://www.blogger.com/profile/11845001705153091073noreply@blogger.com0tag:blogger.com,1999:blog-1460048734386228137.post-52791061662327654672016-11-16T12:43:00.001-05:002016-11-16T12:43:54.178-05:00DIEZ CONSEJOS PARA CONVERTIRTE EN UN PROFESOR INOLVIDABLE - RECOMENDADO<a href="http://wp.me/p7yq3k-2FP">DIEZ CONSEJOS PARA CONVERTIRTE EN UN PROFESOR INOLVIDABLE - RECOMENDADO</a>Blog de Ruth Marielahttp://www.blogger.com/profile/11845001705153091073noreply@blogger.com0tag:blogger.com,1999:blog-1460048734386228137.post-50857917333117149952016-11-07T11:51:00.001-05:002016-11-07T11:51:59.226-05:00PABLO FERREIRO: “SI NO TE DIVIERTES ENSEÑANDO, DEDÍCATE A OTRA COSA”<a href="http://webdelmaestrocmf.com/inicio/?p=10049">PABLO FERREIRO: “SI NO TE DIVIERTES ENSEÑANDO, DEDÍCATE A OTRA COSA”</a>Blog de Ruth Marielahttp://www.blogger.com/profile/11845001705153091073noreply@blogger.com0tag:blogger.com,1999:blog-1460048734386228137.post-24170693468576253502016-05-14T16:35:00.004-05:002016-05-14T16:35:42.284-05:00<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-family: Trebuchet MS, sans-serif; font-size: x-large;"><b><i>Feliz día de Maestros!!</i></b></span></div>
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Blog de Ruth Marielahttp://www.blogger.com/profile/11845001705153091073noreply@blogger.com0tag:blogger.com,1999:blog-1460048734386228137.post-4964745661287542172016-03-23T19:59:00.001-05:002016-03-23T19:59:18.485-05:00Kusturica dice no haber visto jamás un caso como Mujica: “Es la primera vez que un Presidente deja un gobierno con tanta gloria”<a href="http://www.lr21.com.uy/sociedad/1220190-emir-kusturica-pepe-mujica-filmacion-documental#.VvM71yMiP8c.blogger">Kusturica dice no haber visto jamás un caso como Mujica: “Es la primera vez que un Presidente deja un gobierno con tanta gloria”</a>: El director y productor cinematográfico Emir Kusturica, que rueda una película sobre la vida del ahora senador José Mujica, ha tenido durante el pasado fin de semana las escenas culminantes de su film, que lo llevaron a algunas reflexiones sobre el saliente mandatario.<br />
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“Para mí, es la primera vez en la historia que un presidente deja un gobierno con tanta gloria. Esto no lo vi en ningún lado. Era como estar con un rockstar (…) Generalmente todo el mundo quiere que el presidente se vaya de una vez”, reflexionó el cineasta en...Blog de Ruth Marielahttp://www.blogger.com/profile/11845001705153091073noreply@blogger.com0tag:blogger.com,1999:blog-1460048734386228137.post-42248016017523080332014-12-18T17:15:00.001-05:002014-12-18T17:15:14.817-05:00<div dir="ltr" style="text-align: left;" trbidi="on">
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<iframe width="426" height="240" src="//www.youtube.com/embed/45JSjwDoBfs" frameborder="0" allowfullscreen></iframe>Blog de Ruth Marielahttp://www.blogger.com/profile/11845001705153091073noreply@blogger.com0tag:blogger.com,1999:blog-1460048734386228137.post-8721802610342034752014-12-17T21:19:00.005-05:002014-12-17T22:34:01.068-05:00Algunas consideraciones de la Evaluación de Desempeño Docente de Secundaria en Colombia<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">Los crecientes
cambios y avances que se presentan día a día en la sociedad de este nuevo
siglo, afectan toda manifestación de actividad humana e imponen nuevos retos,
tanto a los individuos como a entidades. Una gran cascada de inventos
tecnológicos en las últimas décadas facilitan labores industriales, empresariales
y domésticas, acortan distancias, sobrepasan fronteras y mueven naciones, al
tiempo que abren caminos para descubrir, construir, reconstruir, producir y
reproducir nuevos principios, teorías y conceptos científicos, dan cuenta de
saberes que en otros momentos de la historia fueron inalcanzables para el
hombre. Todo ello abre un escenario novedoso que exige la modernización de los
estados, instituciones, empresas y de la escuela por supuesto, que a su manera han
sentido la necesidad de efectuar cambios estructurales que garanticen la adecuada y rápida adaptación a las nuevas
circunstancias que le impone la neo civilización <o:p></o:p></span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">La dinámica social,
política y económica de este nuevo siglo exige la recomposición de las
relaciones entre los pueblos para acoplar esfuerzos encaminados a la
construcción de sociedades cada día más globalizadas y conectadas, donde el
aparato educativo juega un papel preponderante y estratégico para la regulación
de las relaciones entre el conocimiento y la práctica, sin perder de vista que
la educación concebida como un proceso
permanente y dinámico, cambia y se renueva, cumple la función social de formar
individuos idóneos, capaces de trascender histórica y socialmente en todas sus
dimensiones, usando el vehículo de la ciencia,
la tecnología, el conocimiento, la dinámica de la economía y de la democracia,
cumpliendo así un papel trasformado y desarrollador del ser y la sociedad
misma.<o:p></o:p></span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-style: italic;">El contexto mundial en las ultimas décadas, se ha
visto influenciado de tres grandes trasformaciones, La revolución científico–tecnológica,
La Internacionalización del conocimiento y la cultura, y la globalización
económica, estos factores generadores de cambios no pueden ser desconocidos en
la actividad educativa. La escuela tiene el compromiso de asumir estas
trasformaciones como un desafío por afrontar y un proceso por desarrollar, que
integre el avance de la ciencia, el desarrollo de la sociedad, del ser humano y
su ambiente.<o:p></o:p></span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">En ese sentido,
quienes lideran gobiernos concurren a espacios comunes para analizar, discutir
y acordar políticas en educación, muestra de ello es la reunión de los Ministros
de Educación de América Latina y el Caribe, en Buenos Aires en marzo del 2006,
donde “<i>ratificaron la necesidad de
avanzar en la formulación de políticas integrales, intersectoriales y de largo
plazo, orientadas a mejorar y sostener la calidad del trabajo docente, como una
condición fundamental para asegurar el aprendizaje de los estudiantes. Uno de
los aspectos centrales, de estas políticas, tiene que ver con el diseño y
puesta en marcha de sistemas de carrera profesional y evaluación que
contribuyan a convertir a la docencia en una profesión atractiva para los
jóvenes talentosos y con vocación de servicio público”. <w:sdt citation="t" id="228650001"><!--[if supportFields]><span
style='mso-element:field-begin'></span>CITATION UNE07 \p 11 \l 9226 <span
style='mso-element:field-separator'></span><![endif]--><span style="font-style: normal; mso-no-proof: yes;">(UNESCO., 2007, pág. 11)</span><!--[if supportFields]><span
style='mso-element:field-end'></span><![endif]--></w:sdt>.</i> Se deja
entrever la incidencia de la “calidad del trabajo docente” en el proceso de
aprendizaje de los educandos, ya en anteriores oportunidades se había consensuado en la idea de que el
fracaso o el éxito de todo el sistema educativo dependen fundamentalmente de la
calidad del desempeño de sus docentes. <w:sdt citation="t" id="-1629312038"><!--[if supportFields]><span style='mso-element:
field-begin'></span>CITATION Enc03 \p 12 \l 9226 <span style='mso-element:
field-separator'></span><![endif]-->(Encuentro Iberoamericano sobre Evaluacion
de Desempeño Docente-Documento de Estudio, 2003, pág. 12)<!--[if supportFields]><span
style='mso-element:field-end'></span><![endif]--></w:sdt><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 150%;"><span style="background-color: white;">De igual manera, Organización para la Cooperación y el
Desarrollo Económico-OCDE, 2005 citado por Mario Rueda Beltrán, plantea el concepto de</span><span class="apple-converted-space" style="background-color: white;"> </span><i style="background-color: white;">competencia, </i><span style="background-color: white;">teniendo como fundamento</span><i style="background-color: white;"> “la complejidad de las condiciones actuales
de vida,<span class="apple-converted-space"> </span>que involucra la habilidad de
enfrentar demandas complejas, apoyándose en y movilizando recursos
psicosociales (incluidas las destrezas y actitudes) en un contexto particular.
Al manejo de herramientas, tanto físicas como socioculturales, se agrega su
comprensión y adaptación a los propios fines de las personas y a su uso
interactivo” </i><span style="background-color: white;">(Rueda Beltrán, 2009, en linea)</span><i style="background-color: white;">.</i><span style="background-color: white;">
A partir de esta matriz de información se impone en todos los países
latinoamericanos el nuevo </span><i style="background-color: white;">enfoque de
aprendizajes por competencias</i><span style="background-color: white;"> que incluye también la evaluación </span><span style="background-color: white;">por competencia que trataremos más
adelante.</span><span style="background-color: white;"><o:p></o:p></span></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;"> </span><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 150%;">En este contexto de cambios, la inserción de la
escuela a la sociedad del siglo XXI presenta nuevas exigencias, enmarcada en el
aprovechamiento de los recursos humanos y el intercambio de los medios
tecnológica, el buen uso de</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">La
escuela no puede seguir siendo la misma del siglo pasado, de hecho es la
primera llamadas a generar cambio desde las aulas de clases hasta la mas alta gestión
administrativa, las múltiples innovaciones en el campo de la información y la
comunicación y <span style="background-color: white; background-position: initial initial; background-repeat: initial initial;">la existencia de un
mundo cada vez más heterogéneo e interconectado, indican que</span> el maestro
hoy enfrenta el reto de repensar la academia, la pedagogía, concebir un nuevo
ideal para convertir el quehacer pedagógico, en la mas atractiva tarea para
niños y niñas cibernautas, que se mueven con gran destrezas en las redes, y
obviamente deberá hacer uso constante
del acto de retroalimentar su quehacer docente para seleccionar las mejores
practicas con las que pueda dar la respuesta que le impone este momento
histórico de la humanidad, atendiendo a que “l<i>a educación juega un papel importante en nuestra sociedad: en la
economía, la cultura, la política, la ciencia, la tecnología y en general en
todos los ámbitos. Cada día el docente tiene en sus manos en compromiso y la
responsabilidad de formar y educar a los niños, los adolescentes, jóvenes y
adultos para que enfrenten los nuevos retos que la sociedad demanda</i>.” <w:sdt citation="t" id="-772078197"><!--[if supportFields]><span
style='mso-element:field-begin'></span>CITATION Ala12 \p 11 \l 9226 <span
style='mso-element:field-separator'></span><![endif]-->(Acosta Almilla, 2012,
pág. 11)<!--[if supportFields]><span style='mso-element:field-end'></span><![endif]--></w:sdt><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">En
el ámbito local, el estado colombiano no ha sido indiferente a los retos de
esta nueva sociedad, especialmente en el tema educativo y en la evaluación de
los desempeños docentes, gestado desde la constituyente de 1991, La Carta Magna
aprobada ese año, contempla la educación como un derecho social pero introduce
una nueva categorización para la misma, la educación como servicio público, así lo
describe el <i>artículo 67. “La
educación es un derecho de la persona y un servicio público que tiene una
función social; con ella se busca el acceso al conocimiento, a la ciencia, a la
técnica,.. Corresponde al Estado regular y ejercer la suprema inspección y
vigilancia de la educación con el fin de velar por su calidad, por el cumplimiento
de sus fines y por la mejor formación moral, intelectual y física de los
educandos; garantizar el adecuado cubrimiento del servicio y asegurar a los
menores las condiciones necesarias para su acceso y permanencia en el sistema
educativo.”</i> <w:sdt citation="t" id="-1923635845"><!--[if supportFields]><span
style='mso-element:field-begin'></span><span
style='mso-spacerun:yes'> </span>CITATION Rep91 \l 9226 <span
style='mso-element:field-separator'></span><![endif]-->(Constitución Politica, 1991)<!--[if supportFields]><span
style='mso-element:field-end'></span><![endif]--></w:sdt>. <o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">Sobreviene
a esta norma, la Ley General de Educación que es la columna vertebral que
ordena y orientan toda la actividad educativa, incluida la evaluación en el
Capitulo III, articulo 80. “…<i><span style="background-color: white; background-position: initial initial; background-repeat: initial initial;">El Sistema diseñará y aplicará criterios y
procedimientos para evaluar la calidad de la enseñanza que se imparte, el
desempeño profesional del docente y de los docentes directivos, los logros de
los alumnos, la eficacia de los métodos pedagógicos, de los textos y materiales
empleados, la organización administrativa y física de las instituciones
educativas y la eficiencia de la prestación del servicio</span></i></span><span style="background-color: white; background-position: initial initial; background-repeat: initial initial; font-family: Arial, sans-serif; font-size: 13.5pt; line-height: 150%;">.”</span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;"> <w:sdt citation="t" id="-1864052557"><!--[if supportFields]><span style='mso-element:field-begin'></span><span
style='mso-spacerun:yes'> </span>CITATION Rep04 \l 9226 <span
style='mso-element:field-separator'></span><![endif]-->(Ley 115. Ley General deEducación, 1994)<!--[if supportFields]><span
style='mso-element:field-end'></span><![endif]--></w:sdt>.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">Hoy, fundamentado en este marco jurídico el estado
colombiano desarrolla la política educativa estructurada en torno a cuatro ejes
de acción: la ampliación de la cobertura, el fortalecimiento de la eficiencia, la
pertinencia educativa y el mejoramiento de la calidad.<w:sdt citation="t" id="965315638"><!--[if supportFields]><span style='mso-element:field-begin'></span>CITATION
Min08 \p 9 \l 9226 <span style='mso-element:field-separator'></span><![endif]--> (Ministerio de
Educación Nacional (MEN), 2008, pág. 9)<!--[if supportFields]><span
style='mso-element:field-end'></span><![endif]--></w:sdt> De estos ejes profundizaremos
en el último que es el que contiene y direccione la evaluación del desempeño
docente que es el objeto de estudio de este trabajo.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">El mejoramiento de la
calidad, incluyen tres componentes que se articulan en el llamado círculo de
calidad: el primero, los estándares básicos de competencias, que fijan criterios
claros que deben ser de dominio público sobre lo que los estudiantes deben
aprender y aprender a hacer en las diferentes áreas del saber a su paso por la
escuela; el segundo componente son los planes de mejoramiento, que procuran que
las instituciones educativas y las secretarías de educación desarrollen
herramientas de gestión para que impacten positivamente en el desempeño de los
estudiantes y, finalmente el componente evaluación “<i>que tiene como propósito proporcionar información acerca de los logros
y desempeños de estudiantes, instituciones, docentes y directivos docentes.” <w:sdt citation="t" id="275997595"><!--[if supportFields]><span style='mso-element:
field-begin'></span><span style='font-style:normal;mso-no-proof:yes'>CITATION
Min08 \p 9 \l 9226 </span><span style='mso-element:field-separator'></span><![endif]--><span style="font-style: normal; mso-no-proof: yes;">(Ministerio de Educación Nacional
(MEN), 2008, pág. 9)</span><!--[if supportFields]><span style='mso-element:
field-end'></span><![endif]--></w:sdt></i>.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-style: italic;">Por otra parte el MEN, afirma que “…<i>es</i> <i>innegable
que los docentes y directivos docentes juegan un papel fundamental en los
procesos de enseñanza – aprendizaje que se dan en las instituciones
educativas,… el factor docente es esencial en cualquier modelo de calidad de la
educación, por lo que evaluar a los educadores es una acción estratégica para
la política educativa</i></span><i><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">.” </span></i><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-style: italic;">En
ese sentido se hace necesario que la evaluación sea un instrumento de
mejoramiento y perfeccionamiento de las prácticas pedagógicas en las
instituciones educativas que redunde positivamente en la idoneidad de los
maestros y en el éxito de los estudiantes. <o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 150%;">Es necesario retomar la finalidad de la evaluación,
según </span><w:sdt citation="t" id="-1358042229" style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 150%;">(Sanmartí, 2010, pág. 4)</w:sdt><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 150%;"> “</span><i style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 150%;">La primera
finalidad nos sitúa en esa evaluación que forma parte de la vida del aula. …de
un juicio sobre la calidad de la labor realizada y de una decisión sobre los
aspectos a mejorar. Es una evaluación que si se promueve que sea el propio
alumnado quien la haga, está en la base de las competencias de aprender a
aprender y de autonomía e iniciativa personal, además de la de cualquier otro
tipo de aprendizaje</i><span style="font-family: Arial, sans-serif; font-size: 12pt; line-height: 150%;">”</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 0cm; margin-top: 12.0pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-style: italic;">Sin
embargo, otros puntos de vistas se anticipan en las formas de abordar la
evaluación y llaman la atención hacia la necesidad de apoyar el proceso desde
un verdadero sentido critico-constructivo que permita que se desarrolle en
forma diagnostica-formativa en la búsqueda de la excelencia de toda la
comunidad educativa, ya que se advierte que un tratamiento erróneo pueden
causar desviaciones en el rol social como agente formativo que debe mantener la
escuela. </span><span lang="ES-BO" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-BO; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-CO;">Es importante entonces que
se aclaren algunos aspectos inherentes a la evaluación de los desempeños
docentes, la tarea es proponer la reflexión sobre, ¿qué evaluar?, ¿paraqué se evalúa? y ¿cómo evaluar? Que en
todos los casos el ejercicio debe redundar en la construcción colectiva de pedagogías atractivas y eficaces, porque
existe el riesgo notorio que quienes caer en un divorcio entre la realidad de
la escuela y los intereses de los gobernantes. </span><i><span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-CO;">“Normalmente, los sistemas de evaluación docente
están concebidos para sobrellevar una combinación de las practicas previstas y
objetivos, a su vez utilizando la información recogida formalmente para
orientar la formación de maestros y el desarrollo profesional y para las
decisiones relacionadas con la mejora de la profesión, remuneración y
retención. Desafortunadamente, la política y las prioridades políticas a menudo
pueden reñir con el diseño cuidadoso y minucioso del examen de los objetivos a
largo plazo, usos y consecuencias…. Así efectivamente convierte, lo que debería
ser el componente formativo de la base de cualquier sistema de este tipo, en un
lujo opcional que puede o no estar disponible en el mundo real, al menos inicialmente”.</span></i><i><span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-CO; mso-no-proof: yes;"> </span></i><i><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-CO; mso-no-proof: yes;"><!--[if supportFields]><span
style='mso-element:field-begin'></span>CITATION Mar \p 6 \l 9226 <span
style='mso-element:field-separator'></span><![endif]--><span style="font-style: normal;">(Martinez, 2012, pág. 6)</span><!--[if supportFields]><span
style='mso-element:field-end'></span><![endif]--></span></i><i><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES-CO;"><o:p></o:p></span></i></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-style: italic;">También se corre riegos desde la concepción misma del proceso educativo
como un proceso social con un alto
contenido humanitario, al respecto el Dr. Juan </span><span lang="ES-MX" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-MX; mso-bidi-font-style: italic;">Mondéjar precisa: </span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-style: italic;">“</span><i><span lang="ES-BO" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-BO; mso-bidi-font-weight: bold;">Hoy persisten deficiencias
en torno a la evaluación del aprendizaje, especialmente localizadas en la
persistencia del uso casi exclusivo de evaluaciones sumativas, en detrimento de
las formativas y diagnósticas, y todo ello fundado en lo más tradicional del
enfoque cuantitativo, promovido desde el positivismo en la historia de la ciencia
pedagógica. Lo mismo acontece con la evaluación profesoral y con la curricular
e institucional. En esta, hay necesidad de que se abandone la idea de seguir
considerando la eficacia institucional cual si fuese un proceso productivo.” <w:sdt citation="t" id="1787618556"><!--[if supportFields]><span
style='mso-element:field-begin'></span><span lang=ES-CO style='mso-ansi-language:
ES-CO;mso-bidi-font-weight:normal;font-style:normal;mso-no-proof:yes'>CITATION
Jua \p 3 \l 9226 </span><span style='mso-element:field-separator'></span><![endif]--><span lang="ES-CO" style="font-style: normal; mso-ansi-language: ES-CO; mso-bidi-font-weight: normal; mso-no-proof: yes;">(Mondéjar Rodríguez, 2009, pág. 3)</span><!--[if supportFields]><span
style='mso-element:field-end'></span><![endif]--></w:sdt><o:p></o:p></span></i></div>
<div class="MsoNormal" style="line-height: 150%; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">Pero, ¿Cómo está concebida la evaluación de
desempeño docente en Colombia?, para iniciar y facilitar la comprensión
señalaremos algunos elementos de relevancia en los que se circunscribe el ejercicio
en este país.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">Existe
en Colombia dos grupos de maestros en las escuelas, los vinculados bajo el
Estatuto Docente 2277 de 1979 y los
nombrados desde el 2003 con el nuevo régimen del <w:sdt citation="t" id="-564184464"><!--[if supportFields]><span style='mso-element:field-begin'></span><span
style='mso-spacerun:yes'> </span>CITATION Rep03 \l 9226 <span
style='mso-element:field-separator'></span><![endif]-->(Decreto-Ley 1278, 2003)<!--[if supportFields]><span
style='mso-element:field-end'></span><![endif]--></w:sdt>, sólo a estos
últimos son sometidos a evaluación como se describe a continuación. <o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">El nuevo
estatuto de profesionalización docente, establece diferentes evaluaciones tanto
para los maestros de aula como para y directivos docentes. En primera instancia,
el ingreso al servicio educativo estatal solamente es posible mediante concurso
de méritos en el que se evalúan el dominio del área del saber, aptitudes para las competencias matemáticas y
de comunicación, pero además condiciones de personalidad, relaciones
interpersonales y experiencia de los
aspirantes para desempeñarse como educadores en el sector público. Adicionalmente de acuerdo con esta norma el
ejercicio de la carrera docente debe
estar ligado a la evaluación permanente,
por lo que se dispone tres tipos de
evaluación: evaluación de periodo de prueba, evaluación anual de desempeño
docente y evaluación de competencias<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">La
evaluación de periodo de prueba, se realiza al finalizar el año académico y
aplica a maestros de aula y directivos
docentes (cobijados por el Decreto 1278 de 2002) que se han vinculado en el
transcurso del año, siempre y cuando hayan estado sirviendo en el cargo por un
periodo mínimo de cuatro (4) meses. Cuando este término no se cumple, la
evaluación deberá realizarse al finalizar el siguiente año académico.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">Durante
el tiempo que dure el periodo de prueba, los docentes y los directivos docentes
que ingresan, tienen la oportunidad de conocer las condiciones en las cuales
desempeñarán su trabajo; por su parte, la institución, en cabeza de sus
directivos, tiene el tiempo para comprobar si el docente o directivo docente es
competente para el desempeño del cargo y si está capacitado o no para
desarrollar el trabajo para el cual ha sido nombrado.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">Superado
el periodo de prueba con calificación igual o superior al 60%, el docente o
directivo docente adquiere derechos de carrera y debe ser inscrito en el
escalafón docente.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">La evaluación
anual de desempeño laboral, se realiza al finalizar el año académico y aplica a
docentes y directivos docentes (cobijados por el Decreto 1278 de 2002) que han
adquirido derechos de carrera y se encuentran inscritos en el escalafón
docente, siempre y cuando hayan laborado en el establecimiento educativo, en
forma continua o discontinua, por un periodo igual o superior a tres (3) meses.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">Evaluación
de Competencias es para docentes y directivos docentes inscritos en el
escalafón, que desean reubicación, ascenso de grado y mejoramiento del nivel
salarial en el mismo grado.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">Esta
misma norma establece que la evaluación de docentes y directivos docentes se
regirá por los principios de objetividad, pertinencia transparencia,
participación, confiabilidad concurrencia y universalidad.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-top: 12.0pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;">Para el objeto que
nos ocupa, cual es el diagnostico de la evaluación de desempeño de la labor
docente, vamos detenernos en la evaluación anual de desempeños, para ello
tomamos como referente el sistema propuesto por </span><span lang="ES-BO" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-BO; mso-bidi-font-weight: bold;">Héctor Valdés, compuesto por
seis dimensiones, 27 parámetros y 56 indicadores</span><span lang="ES-BO" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-no-proof: yes;"> </span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-no-proof: yes;"><w:sdt citation="t" id="-1056467827"><!--[if supportFields]><span style='mso-element:field-begin'></span>CITATION
Héc \p 79 \l 9226 <span style='mso-element:field-separator'></span><![endif]-->(Valdés,
2004, pág. 79)<!--[if supportFields]><span style='mso-element:field-end'></span><![endif]--></w:sdt>
</span><span lang="ES-BO" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-BO; mso-bidi-font-weight: bold;">los
cuales en su conjunto vamos a comparar con las competencias que se trabaja el
Ministerio de Educación Nacional de Colombia estructuradas en dos grupos de competencias,
las áreas de gestión, que mas adelante se puntualizan.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span lang="ES-BO" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-BO; mso-bidi-font-weight: bold;">Mientras, las dimensiones
planteadas en el sistema de Valdés son muy pertinentes para la búsqueda de una
evaluación justa y racional para los
maestros “<i>y que permita valorar su
desempeño con objetividad, profundidad, e imparcialidad</i>. <i>La
evaluación, en sí misma, ha de ser una opción de reflexión y de mejora de la
realidad,…y situada adecuadamente para posibilitar el avance profesional de los
docentes.” <w:sdt citation="t" id="918746652"><!--[if supportFields]><span
style='mso-element:field-begin'></span><span lang=ES-CO style='mso-ansi-language:
ES-CO'>CITATION Héc \p 4 \l 9226 </span><span style='mso-element:field-separator'></span><![endif]--><span lang="ES-CO" style="font-style: normal; mso-ansi-language: ES-CO; mso-bidi-font-weight: normal; mso-no-proof: yes;">(Valdés, 2004, pág. 4)</span><!--[if supportFields]><span
style='mso-element:field-end'></span><![endif]--></w:sdt> </i></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-no-proof: yes;">para el MEN, “<i>la
evaluación de desempeño promueve el mejoramiento individual y colectivo, lo que
se refleja en los procesos de aula, en la gestión institucional y en el
desarrollo de la comunidad, todo lo cual contribuye a tener una educación de
calidad</i>.” <w:sdt citation="t" id="1816294084"><!--[if supportFields]><span
style='mso-element:field-begin'></span>CITATION Min08 \p 10 \l 9226 <span
style='mso-element:field-separator'></span><![endif]-->(Ministerio de
Educación Nacional (MEN), 2008, pág. 10)<!--[if supportFields]><span
style='mso-element:field-end'></span><![endif]--></w:sdt></span><i><span lang="ES-BO" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-BO; mso-bidi-font-weight: bold;"><o:p></o:p></span></i></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span lang="ES-BO" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-BO; mso-bidi-font-weight: bold;">Iniciamos esta comparación
observando que Valdés dirige su sistema hacia Dimensión, en tanto que el
MEN enfoca competencias. Hacemos el análisis partiendo dela
significación de cada uno de los términos: según el Diccionario de la Real
Academia de la Lengua el término dimensión hace referencia a “a<i>specto o faceta de algo</i>”, y competencia a “<i>Pericia, aptitud, idoneidad para hacer algo…”</i>, así las cosas
podemos afirmar que en ambos la evaluación de desempeño en todo caso apuntala a
indagar sobre los aspectos del quehacer pedagógico que desarrolla una persona,
teniendo en cuenta que la dimensión mira mas hacia la individuo, es decir a
características particulares de maestros para nuestro caso pero las
competencias propiamente dicha valoran mas las destrezas, habilidades que dan
cuenta del saber hacer y menos al ser. <o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span lang="ES-BO" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-BO; mso-bidi-font-weight: bold;">Hecha esta diferencia
señalamos a continuación las dimensiones propuestas por <w:sdt citation="t" id="1202595276"><!--[if supportFields]><span style='mso-element:field-begin'></span><span
lang=ES-CO style='mso-ansi-language:ES-CO'>CITATION Héc \p 83 \l 9226 </span><span
style='mso-element:field-separator'></span><![endif]--><span lang="ES-CO">(Valdés,
2004, pág. 83)</span><!--[if supportFields]><span style='mso-element:field-end'></span><![endif]--></w:sdt></span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-no-proof: yes;">para evaluar desempeño profesoral: </span><span lang="ES-BO" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-BO; mso-bidi-font-weight: bold;">1. </span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">Activismo
ideopolítico, 2.Competencias y
capacidades pedagógicas. 3. Disposición para la labor docente educativa.</span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-BO; mso-bidi-font-weight: bold;"> </span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">4. Responsabilidad
laboral. 5. Naturaleza de las relaciones interpersonales que establece con
alumnos, padres, directivos y colegas y 6. Principales resultados de su labor
educativa. <o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">El
Ministerio de Educción Colombiano habla de dos grandes Competencias a evaluar
en los docentes: las Competencias Funcionales y Competencias Comportamentales, la primera esta determinada
por tres gestiones que son: la gestión académica, la gestión administrativa y la
gestión comunitaria; es de anotar que a los directivos docentes se le incluyen
también la gestión directiva.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">A manera
de información las Competencias Funcionales
están estructuradas como se
enuncia a continuación; gestión académica: Dominio curricular, planeación y
organización académica, pedagógica y didáctica y evaluación del aprendizaje;
gestión administrativa: Uso de recursos y seguimiento de procesos y, gestión
comunitaria: Comunicación institucional, Interacción con la comunidad y el
entorno. En tanto que las competencias comportamentales están representadas en:
liderazgo, comunicación y relaciones interpersonales, trabajo en equipo, negociación y mediación,
orientación al logro.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">Sí, realizamos
el cotejo de los sistemas de evaluación de Valdés y MEN, encontramos similitudes
y diferencias: las similitudes están dadas en la aproximación que hay entre las
dimensiones <i>Competencias y capacidades pedagógicas</i>, <i>Disposición para la labor docente educativa</i> y <i>Principales resultados</i> <i>de su
labor educativa, </i>con competencias Funcionales. Así mismo se puede equiparar
<i>La Naturaleza de las relaciones
interpersonales que establece con alumnos, padres, directivos y colegas y la Responsabilidad
laboral </i>con<i> </i>las Competencias
Comportamental.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">Las
diferencias están marcadas profundamente en los siguientes aspectos: no se
evalúa en Colombia el activismo ideopolítico, de hecho es una prohibición
expresa realizar proselitismo político en las escuelas públicas, so pena de ser
sancionado. Como tampoco se tiene en cuenta el parámetro que enuncia Valdés
relacionado con “<i>Actitud científica ante el ejercicio de su profesión</i>.”<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">Para
concluir señalamos que: El sistema que ha propuesto Héctor Valdés para Cuba está enfocado al ser maestro, es decir
es una acción que permite reflexionar sobre el quehacer pedagógico y la mejora
del como persona que ejerce la actividad de enseñar. En Colombia esta enfocado
en como ser maestro, es decir evalúa el acto que determina como se ejerce la
profesión. No se puede perder de vista que el maestro también educa con el
ejemplo de su comportamiento, con su
propio testimonio de vida. Importante destacar otra mirada, el enfoque con el
que se aborda en Brasil que la <w:sdt citation="t" id="-1445526447"><!--[if supportFields]><span
style='mso-element:field-begin'></span><span style='mso-no-proof:yes'>CITATION
Ass11 \p 6 \l 9226 </span><span style='mso-element:field-separator'></span><![endif]-->(Associação das Escolas Americanas da América do Sul,
2011, pág. 6)<!--[if supportFields]><span style='mso-element:field-end'></span><![endif]--></w:sdt>
donde se proyecta la evaluación de desempeño de los docentes como “<i>El
Sistema de Evaluación del Desempeño Docente ("TPE") ofrece un
equilibrio entre la estructura y flexibilidad. Es preceptivo que establece las
propuestas y expectativas comunes, orientación, Así, la práctica de la
enseñanza eficaz. Al mismo tiempo proporciona flexibilidad al permitir que la
creatividad y la iniciativa de los profesores. El objetivo es apoyar el
crecimiento y desarrollo de cada profesor para el seguimiento y análisis y
aplicación de la información pertinente, preparado en bajo un sistema de
retorno significativo”</i><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi;">Finalmente
dejamos plasmado en este trabajo nuestro ideal de evaluación en el desempeño de
todo maestro, ha de ser una acción responsable, de mejoramiento, efectiva, y
ajustada a las necesidades reales, práctica,
positiva y armoniosa, contrastada por nociones de consenso, democrática, marcada
por la cooperación y el trabajo en equipo, poder compartido, entre otros; que
redunde en el crecimiento del maestro como actor que planifica y desarrolla el
trabajo docente, con la firme convicción que los maestros si somos mejores
personas también seremos mejores maestro y los mejores maestros formaran
mejores alumnos, todo en busca de laexcelencia.<o:p></o:p></span></div>
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CO; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;"><br clear="all" style="mso-special-character: line-break; page-break-before: always;" />
</span>
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<h1 align="center" style="text-align: center;">
<span class="TtuloCar"><span style="color: windowtext; font-size: 26.0pt; line-height: 115%;">BIBLIOGRAFIA<o:p></o:p></span></span><span lang="ES" style="color: windowtext; font-size: 11.0pt; font-weight: normal; line-height: 115%; mso-ansi-language: ES; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;"><w:sdtpr></w:sdtpr></span></h1>
<div class="MsoBibliography" style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="ES">1.<span style="font-size: 7pt;"> </span></span><!--[endif]--><!--[if supportFields]><span
style='mso-element:field-begin'></span>BIBLIOGRAPHY<span style='mso-element:
field-separator'></span><![endif]--><i><span lang="ES">Constitución Politica.</span></i><span lang="ES"> (1991). Bogotá, Colombia.<o:p></o:p></span></div>
<div class="MsoBibliography" style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="ES">2.<span style="font-size: 7pt;"> </span></span><!--[endif]--><span lang="ES">Ley 115. Ley General
deEducación. (8 de Febrero de 1994). Bogotá, Colombia: Diario Oficial.<o:p></o:p></span></div>
<div class="MsoBibliography" style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="ES">3.<span style="font-size: 7pt;"> </span></span><!--[endif]--><span lang="ES">Acosta Almilla, S.
(2012). <i>Pedagogía por Competencias: Aprender a Pensar.</i> México, México:
Trillas.<o:p></o:p></span></div>
<div class="MsoBibliography" style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="ES">4.<span style="font-size: 7pt;"> </span></span><!--[endif]--><span lang="ES">Associação das Escolas
Americanas da América do Sul. (24 de Marzo de 2011). <i>Manual “OSAC/AASSA”
Sistema de Avaliação do Professor.</i> Recuperado el 29 de Agosto de 2013, de
www.comunicacao.ba.gov.br/<o:p></o:p></span></div>
<div class="MsoBibliography" style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="ES">5.<span style="font-size: 7pt;"> </span></span><!--[endif]--><span lang="ES">Encuentro Iberoamericano
sobre Evaluacion de Desempeño Docente-Documento de Estudio. (2003). <i>La
Evaluación de Desempeño en el Desempeño en el Desarrollo Profesional Docente.</i>
(M. H. Salazar, Ed.) Bogotá D.C., Colombia: Editorial Pedagogia.<o:p></o:p></span></div>
<div class="MsoBibliography" style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="ES">6.<span style="font-size: 7pt;"> </span></span><!--[endif]--><span lang="ES">Martinez, J. (2012). <i>Combining
Multiple Measures of Teacher Practice and Performance: Technical and
Conceptual Considerations for Teacher Evaluation Evaluacion Docente con
Medidas Múltiples de Práctica y Desempeño: Consideraciones Técnicas y
Conceptuales.</i> Recuperado el 26 de Agosto de 2013, de
pensamientoeducativo.uc.cl.<o:p></o:p></span></div>
<div class="MsoBibliography" style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="ES">7.<span style="font-size: 7pt;"> </span></span><!--[endif]--><span lang="ES">Ministerio de Educación
Nacional (MEN). (2008). <i>Guia N°31.GUÍA METODOLÓGICA Evaluación Anual de
Desempeño Laboral.</i> Bogotá, Colombia: Ministerio de Educación de Colombia.<o:p></o:p></span></div>
<div class="MsoBibliography" style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="ES">8.<span style="font-size: 7pt;"> </span></span><!--[endif]--><span lang="ES">Mondéjar Rodríguez, J.
J. (20 de Febrero de 2009). Sobre la conceptualización de la Evaluación: un
comentario general introductorio. Maranzas, Cuba.<o:p></o:p></span></div>
<div class="MsoBibliography" style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="ES">9.<span style="font-size: 7pt;"> </span></span><!--[endif]--><span lang="ES">Rueda Beltrán, M. (24 de
Agosto de 2009). <i>La Evaluación de Desempeños Docentes: Consideraciones
desde el Enfoque por Competencias (En linea)</i>. Recuperado el 28 de Agosto
de 2013, de SciELO: http://www.scielo.org.mx/<o:p></o:p></span></div>
<div class="MsoBibliography" style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="ES">10.<span style="font-size: 7pt;"> </span></span><!--[endif]--><span lang="ES">Sanmartí, N. (Noviembre
de 2010). <i>AVALUAR PER APRENDRE.</i> Recuperado el 27 de Agosto de 2013, de
GENERALITAT DE CATALUNYA. DEPARTAMENT D’EDUCACIÓ. DIRECCIÓ GENERAL DE
L’EDUCACIÓ BÀSICA I EL BATXILLERAT.<o:p></o:p></span></div>
<div class="MsoBibliography" style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="ES">11.<span style="font-size: 7pt;"> </span></span><!--[endif]--><span lang="ES">UNESCO. (Junio de 2007).
Evaluación de Desempeño y Carrera Profesional Docente: Un estudio Comparado
entre 50 paises de America Latina y Europa. Santiago, Chile.<o:p></o:p></span></div>
<div class="MsoBibliography" style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="ES">12.<span style="font-size: 7pt;"> </span></span><!--[endif]--><span lang="ES">Valdés, H. (2004).
Sistema de evaluación del desempeño profesional del docente. 106. La Habana,
Cuba: Tesis de Doctorado.<o:p></o:p></span></div>
<w:sdt docparttype="Bibliographies" docpartunique="t" id="-531340599" sdtdocpart="t">
</w:sdt><br />
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</div>
Blog de Ruth Marielahttp://www.blogger.com/profile/11845001705153091073noreply@blogger.com0La Guajira, Colombia9.7956775828297431 -73.125-64.610046917170266 121.640625 84.201402082829745 92.109375tag:blogger.com,1999:blog-1460048734386228137.post-4342442285782603282014-05-12T21:29:00.001-05:002014-05-12T21:29:00.526-05:00Maestros de Colombia a la calle este 15 de mayo | Las2Orillas.CO<a href="http://www.las2orillas.co/maestros-de-colombia-a-la-calle-este-15-de-mayo/#.U3GDZOh7KCs.blogger">Maestros de Colombia a la calle este 15 de mayo | Las2Orillas.CO</a>Blog de Ruth Marielahttp://www.blogger.com/profile/11845001705153091073noreply@blogger.com0tag:blogger.com,1999:blog-1460048734386228137.post-37132577417287159892014-04-21T10:09:00.001-05:002014-04-21T10:09:14.946-05:00No hay profesores contratados en los colegios wayúu | Las2Orillas.COEsta es la triste Realidad de la educación en el departamento de La Guajira, que tan rico es pero para otros porque sus nativos, sí que los diezma la indiferencia de la dirigencia departamental y nacional! aún hoy estamos en las mismas!! y ni hablar de las necesidades en Salud!!!<br /><br />
<a href="http://www.las2orillas.co/no-hay-profesores-contratados-en-los-colegios-wayuu/#.U1U0EyiLus4.blogger">No hay profesores contratados en los colegios wayúu | Las2Orillas.CO</a>Blog de Ruth Marielahttp://www.blogger.com/profile/11845001705153091073noreply@blogger.com0tag:blogger.com,1999:blog-1460048734386228137.post-25397913644642300742014-04-21T10:03:00.001-05:002014-04-21T10:03:27.719-05:00FECODE: A puertas de un Paro Nacional | Las2Orillas.CO<a href="http://www.las2orillas.co/fecode-a-puertas-de-un-paro-nacional/#.U1UzMVg-ML8.blogger">FECODE: A puertas de un Paro Nacional | Las2Orillas.CO</a>Blog de Ruth Marielahttp://www.blogger.com/profile/11845001705153091073noreply@blogger.com0tag:blogger.com,1999:blog-1460048734386228137.post-85499273406290010422014-04-21T09:51:00.001-05:002014-04-21T09:51:43.922-05:00Novela inédita de García Márquez: “En agosto nos vemos” | Capítulo I | Las2Orillas.CO<a href="http://www.las2orillas.co/novela-inedita-de-garcia-marquez-en-agosto-nos-vemos-capitulo-i/#.U1UwYdkMYcU.blogger">Novela inédita de García Márquez: “En agosto nos vemos” | Capítulo I | Las2Orillas.CO</a>Blog de Ruth Marielahttp://www.blogger.com/profile/11845001705153091073noreply@blogger.com0tag:blogger.com,1999:blog-1460048734386228137.post-1998587956762626312014-03-05T14:21:00.003-05:002014-03-05T14:21:58.069-05:00ELEGIR BIEN, COMPROMISO DE TODOS!!!<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="MsoNormal" style="text-align: justify;">
<span style="background: white; font-family: "Arial","sans-serif";">Los retos del 2014 son grandes y diversos tanto en el ámbito
nacional como regional. <span style="color: #333333;">Este es el año en el que
los colombianos aspiramos ver consolidado el inicio del fin del conflicto
armado y alcanzar una paz duradera, que se traduzca en el respeto de los
derechos humanos, democráticos y ciudadanos, con justicia e inclusión social,
igualdad de condiciones y oportunidades, que propicie la conquista de la
Colombia que soñamos. <o:p></o:p></span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="background: white; color: #333333; font-family: "Arial","sans-serif";">En nuestra condición de Guajiros, somos
testigos día a día, de las inclemencias y adversidades que genera la
explotación intensiva de las minas de carbón y gas, la gran deforestación de
tierras que convierten las áreas fértiles en una extensión más del árido
desierto, con el agravante que los irrisorios recursos que llegan al erario
público por concepto de regalías, son solo paños de agua tibia para una
sociedad agobiada por los altos índices de pobrezas; solo en el 2013, 26 niños
wayuu murieron de hambre en este departamento, y cientos de ellos se quedaron
sin llegar a las aulas de clases por que no hubo como financiar los costos del
trasporte escolar. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="background: white; color: #333333; font-family: "Arial","sans-serif";">Por otra parte, el proceso democrático nos abre
la posibilidad de renovar el Congreso de la República, es tiempo de decidir si
seguiremos eligiendo a los que legislan en contra de los intereses del pueblo o,
si por el contrario, depositamos nuestro voto por aquellos que levantan las
banderas para defensa de los intereses de las mayorías, y entre todos poder construir una sociedad
más justa y digna para todos. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="background: white; color: #333333; font-family: "Arial","sans-serif";">Los Maestros en calidad de formadores de nuevos
ciudadanos y constructores de nuevas sociedades tenemos el compromiso ético y
moral con la sociedad de aportar nuestro grano de arena para gestar los cambios
necesarios en la construcción de la patria grande y justa que nos merecemos, es
por eso que en nombre del Movimiento de Integración Democrática -MID-, que
Coordina a nivel nacional el Compañero Rafael Cuello, invitamos a los
compañeros y compañeras a depositar su voto de confianza y respaldar el nombre
del Dr. ANTONIO NAVARRO WOLFF para el Senado de la República, cuyo plan de
trabajo incluye: Paz y desarrollo sostenible en el posconflicto; educación pública
y salud para todos; seguridad y justicia; empleo, apoyo al campo y a la industria
nacional; defensa del medio ambiente; rechazo a la corrupción y al clientelismo.
<o:p></o:p></span></div>
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<span style="background: white; color: #333333; font-family: "Arial","sans-serif";">El 9 de marzo, votemos bien, votemos por la
construcción de una Colombia democrática, con empleo, sin pobreza, sin
discriminaciones, con justicia social y en paz.<o:p></o:p></span></div>
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<br /></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;">
<b><span style="background: white; color: #333333; font-family: "Arial","sans-serif";">Ruth
Mariela Fernández Manjarrez<o:p></o:p></span></b></div>
<br />
<div class="MsoNormal" style="text-align: justify;">
<b><span style="background: white; color: #333333; font-family: "Arial","sans-serif";">Lider Sindical del Magisterio de la Guajira<o:p></o:p></span></b></div>
</div>
Blog de Ruth Marielahttp://www.blogger.com/profile/11845001705153091073noreply@blogger.com0tag:blogger.com,1999:blog-1460048734386228137.post-68581866646571877602014-03-05T13:53:00.001-05:002014-03-05T13:53:52.498-05:00Tan Natural - Felipe Peláez :: Diferente<iframe allowfullscreen="" frameborder="0" height="270" src="//www.youtube.com/embed/TbqmKe6HxuA" width="480"></iframe>Blog de Ruth Marielahttp://www.blogger.com/profile/11845001705153091073noreply@blogger.com0tag:blogger.com,1999:blog-1460048734386228137.post-16683988993651615102013-05-22T06:15:00.001-05:002013-05-22T06:15:29.037-05:00Reabren caso de víctima de matoneo escolar<a href="http://www.vanguardia.com/actualidad/colombia/208149-reabren-caso-de-victima-de-matoneo-escolar">Reabren caso de víctima de matoneo escolar</a>Blog de Ruth Marielahttp://www.blogger.com/profile/11845001705153091073noreply@blogger.com0tag:blogger.com,1999:blog-1460048734386228137.post-11807935005762039912013-05-15T10:43:00.001-05:002013-05-15T10:43:58.818-05:00Madres y Maestros sigilosos Arquitectos de los pueblos<br />
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">Mayo es de los meses del año en el
que quizás, celebramos algunas de las
fechas más significativas para la sociedad y la familia. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">El día de las Madres celebrado el
segundo domingo de este mes, nos da la oportunidad de expresar el
reconocimiento a la abnegada labor de la mujer, que con su amor incondicional
nos albergó en su cuerpo, solo la madre tiene la gran capacidad de dar todo por
sus hijos, hasta la vida misma si es posible.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">Todos los elogios a las madres que
de la manera mas amorosa se convierte en pilar fundamental de la familia y de
la sociedad, ella ama, acaricia, nos consienten y cuidan, se desvela cuando
algo ocurre a sus hijos, nos corrigen con amor para educar y formar los valores
y principios éticos de la familia, nos orienta con su sabiduría, y hasta podríamos
decir que “predice”, cuando se adelanta, prevé u olfatea lo que le nos conviene
o no, y termina con un simple<i> “yo te lo
dije”<o:p></o:p></i></span></div>
<div style="background: white; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 2.45pt; margin-top: 0cm; mso-line-height-alt: 13.5pt; text-align: justify;">
<span style="font-family: "Calibri","sans-serif"; font-size: 14.0pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-font-size: 11.0pt; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Madres benditas madres! como desconocer ese ser especial
que nos regaló el creador. Son las madres las constructoras sigilosas de
sociedad, alfareras de nuevos individuos, es ella quien mejor muestra el papel preponderante
de la mujer en el desarrollo de los pueblos, descrito perfectamente por el líder
Mahatma Gandhi cuando afirmó que <i>"Quien
educa a un hombre educa a un individuo, pero quien educa a una mujer educa a un
pueblo", </i>refiriéndose claramente al papel protagónico de la madre. Por
su parte la Unicef sustenta con estudios investigativos la importancia de
educar niñas no solo para luchar contra la pobreza sino para lograr al descenso
en la mortalidad infantil. Los bebés nacidos de madres sin educación formal
tienen el doble de riesgo de morir antes de cumplir los cinco años.</span><o:p></o:p></div>
<div style="background: white; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 2.45pt; margin-top: 0cm; mso-line-height-alt: 13.5pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">Y, es precisamente en este punto donde
se armoniza la importancia que la formación de las niñas, futuras madres que
llegan a la escuela en igualdad de condiciones con los niños. Allí en el
recinto de las aulas la figura del maestro o maestra cobra especial atención,
teniendo en cuenta que los protagonistas de su propio aprendizaje son los
mismos niños y niñas. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">A propósito, también el mes de Mayo
brinda la oportunidad para el reconocimiento de la tesonera labor docente en la
sociedad, todos los 15 de mayo se conmemora
el día del maestro. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">Para los que ejercemos esta noble
profesión, esta fecha se convierte mas que en una celebración en un momento
para reflexionar sobre el ejercicio pedagógico y el compromiso que tácitamente
hemos firmado con los niños, niñas, jóvenes y la comunidad en general cual es
dejar lo mejor de nuestro ser y de nuestro saber en las aulas de clases, en
esta fecha renovamos el compromiso de mantener el corazón abierto para albergar allí
a los hijos ajenos como si fueran propios, de preparar cada lección con el
mismo entusiasmo de la primera, de sembrar la semilla del conocimiento en cada
estudiante para que en su tiempo recojan abundante cosecha, de encender una pequeña llama para que en un futuro cada alumno
sea una flameante antorcha de conocimientos que ilumine nuevos caminos de
desarrollos en su comunidad y en la sociedad en general.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">Con estas premisas, se desarrolla
la labor pedagógica del maestro que en sus avatares se convierte en sembrador, alfarero, labrador, constructor y
edificador, así la sociedad reconocerá que ésta mas que una profesión debe ser una
vocación, entendiendo que la vocación es el llamado e inclinación interior de
cada ser a construir su proyecto de vida con aquello que le resulta inspirador
y le motiva a ser mejor, con aquello que disfruta, y que le ayuda a crecer. Por eso el ser maestro es una elección de
vida al servicio de los niños. P.D: Aun no entiendo porque las leyes y los
gobernantes en Colombia se empeñan en poner la escuela al servicio de la
generación de riquezas con lucros jugosos.<o:p></o:p></span></div>
Blog de Ruth Marielahttp://www.blogger.com/profile/11845001705153091073noreply@blogger.com0tag:blogger.com,1999:blog-1460048734386228137.post-41668993849677532932012-12-08T07:34:00.004-05:002012-12-08T07:40:24.204-05:00A PROPÓSITO DEL SALARIO MÍNIMO <br />
<div class="MsoNormal" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em; text-align: justify;">
</div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 14.0pt;">Por
esta época del año llega la navidad, pero también las expectativas por los
incrementos salariales, se nos volvió costumbre que la comisión tripartita,
gobierno, sindicatos y empresarios, se reúna en esta época, para discutir el
monto con el que sobrevivirán los trabajadores formales en nuestro país durante
el próximo año. <o:p></o:p></span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 14.0pt;">Las
cifras en Colombia dan cuenta que existe una población ocupada actualmente de
20,5 millones de personas de las cuales 6 millones y medio de trabajadores y
empleados formales se beneficiarán del incremento al salario mínimo, 10
millones de trabajadores ganan menos del salario mínimo y dos millones y medio
están desempleados y buscando trabajo. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<a href="http://noticias.universia.net.co/co/images/imagenes%20especiales/n/ne/neg/negociar-tu-salario-flickr-olga-berrios.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="negociar-tu-salario-Flickr-Olga Berrios" border="0" src="http://noticias.universia.net.co/co/images/imagenes%20especiales/n/ne/neg/negociar-tu-salario-flickr-olga-berrios.jpg" /></a><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 14.0pt;">Fijar
la remuneración mínima a que tiene derecho todo trabajador, tiene como objetivo
garantizar la satisfacción de las necesidades básicas de las familias de los
trabajadores formales en Colombia. Para el 2012 se fijó en $566.700, con este monto el trabajador debe pagar
gastos de alimentación, salud, vivienda, educación, vestido y recreación
de su familia, es indudable que pueda alcanzar para cumplir con sus objetivos,
puesto que este valor se convierte en irrisorio frente a las demandas de las
necesidades y no es posible cubrirlas
todas con tan poco dinero.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 14.0pt;">Desde
ya auguramos una difícil faena en esta negociación. Lograr una puesta en común alrededor de un valor justo será casi
imposible, toda vez que dicha negociación se convierte en una puja por el
centavo menos para los empresarios y el centavo más para los trabajadores, con
el arbitraje del gobierno, esta situación contraria el espíritu de la norma que
busca lograr que los intereses de las partes involucradas confluyan en un punto
que permita el equilibrio.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 14.0pt;">Las
posiciones de las partes están distantes, así lo han manifestados, ANIF propone
un</span><span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 14.0pt;"> </span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 14.0pt;">alza de 4,2%, (3% de
inflación y 1,2% de productividad). También lo hizo el director de
Fedesarrollo, Leonardo Villar, “<i>se espera
una inflación cercana al 3%, eso sería lo más recomendable". </i>Explicando
que “<i>establecer un</i></span><i><span style="font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 14.0pt;"> </span></i><i><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 14.0pt;">salario mínimo demasiado alto frente al ingreso per
cápita puede generar más informalidad y desempleo, </span></i><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 14.0pt;">advirtió. Por su
parte los sindicatos que representan los trabajadores tienen fijados sus ojos
en un generoso 10%, para garantizar una mejor calidad de vida de la clase
obrera de nuestro país.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 14.0pt;">Como
se puede observarse los empresarios
asumen la defensa por mantener sus bajos costos de mano de obra y su baja carga
laboral y prestacional por lo que ofrecen
un porcentaje muy alejado de las aspiraciones de los sindicatos.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 14.0pt;">Entre
empresarios y sindicatos están los representantes del gobierno, en cabeza del
ministro de trabajo, quien tiene el papel de ser el garante, ecuánime en esta
decisión y por ningún motivo deberá tomar partido por alguno de las partes,
asumir una posición imparcial es el deber ser, sin embargo, después que el
ministro Pardo gestara la derrotada reforma de las cesantías que proponía
dejarle el 50% a los fondos privados, ya
todos podemos imaginarnos hacia quien se inclinará la balanza del gobierno en
esta comisión tripartita. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 14.0pt;">En
últimas al gobierno parece no preocuparles esa gran franja de colombianos recibe
poco ingresos o que se queda sin
ingresos, que sobrevive en condiciones precarias, en cambio ha mostrado mayor
interés por generar grandes utilidades en las actividades empresariales, así lo
muestran las reformas laborales y
tributarias de los últimos tiempos, incluida la que cursa actualmente, han ido
encaminadas a restringir derechos, aliviar las obligaciones patronales y
recargar sobre la clase popular gran parte de las obligaciones tributarias.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-size: 14.0pt;">Así
las cosas, no se necesita ser adivino para saber que el incremento del salario mínimo
estará más cerca de la cifra que proponen los empresarios que de las exceptivas
de los trabajadores, para seguir auspiciando las desigualdades que en gran medida dan origen a la violencia y
a la inseguridad que convive en nuestro país.<o:p></o:p></span></div>
Blog de Ruth Marielahttp://www.blogger.com/profile/11845001705153091073noreply@blogger.com0tag:blogger.com,1999:blog-1460048734386228137.post-81482571203688040892012-11-28T15:21:00.000-05:002012-11-28T15:21:55.671-05:00Que Alguien le Devuelva el Mar a los Isleños!<div dir="ltr" style="text-align: left;" trbidi="on">
<br />
<div class="MsoNormal" style="text-align: justify;">
Los colombianos guardaremos en
nuestra memoria el 19 de noviembre de 2012, fecha en que la Corte Internacional
de Justicia dirimió el diferendo marítimo entre Colombia y Nicaragua, con una
sentencia, calificada por los expertos, como absurda e incomprensible, que reiteró
la soberanía de Colombia sobre los siete cayos, y quitó aguas territoriales a
nuestro país en el Caribe y se las dio a Nicaragua<span style="background-color: white; background-position: initial initial; background-repeat: initial initial; font-family: Verdana, sans-serif; font-size: 8.5pt; line-height: 115%;">.</span></div>
<div class="MsoNormal" style="text-align: justify;">
Así las cosas, la victoria
absoluta es del País Nicaragüense, porque llegaron a la Corte de la Haya con
muy poco y salieron con mucho, mientras que Colombia entró con un extenso
territorio insular y marino y salió sin el segundo.</div>
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Ante este resultado, preocupa el
tipo de defensa que hizo el cuerpo diplomático de nuestra patria, toda vez que
la canciller ya venía advirtiendo desde meses atrás, que había que “prepararse”
para la decisión salomónica de la Corte, no sé lo que quiso decir la Dra.
Holguín pero parecería que en ese momento tuviera un indicio de cómo se
fallaría.</div>
<div class="MsoNormal" style="text-align: justify;">
El “salomónico” fallo de la Corte
Internacional sorprende a los colombianos, contrasta la victoria de conservar
el sistema insular con la derrota por la pérdida una vasta plataforma marina con
sus consabidas riquezas y el consecuente impacto económico en la actividad
pesquera de los nativos, en estas condiciones esta sentencia es adversa a los
colombianos y especialmente a los isleños.</div>
<div class="MsoNormal" style="text-align: justify;">
En mi análisis, lo inadmisible de
este fallo no radica tanto en la vasta reducción de las aguas marinas hacia el
norte y hacia el sur del archipiélago, sino en la separación abrupta que se
pretende establecer entre los nativos y su habitad natural, porque el mar es
para los isleños la casa de habitación,
sin temor a equivocarme calificaría este fallo como un factor provocador de alteraciones
del orden natural, del mismo sistema ecológico del que hacen partes habitantes que
históricamente han derivado sus sustento de allí al tiempo que se han esmerado
en conservar la hermosura y la biodiversidad de las aguas esa parte del Caribe
que por alguna razón se la llama el mar de los siete colores. Los isleños
endémicamente han erigido su proyecto de vida, sobre los recursos que generosamente les ofrece el mar, de modo que
ellos mismos son parte del paisaje de ese pedazo de agua Caribe que hoy
pretenden quitarle.</div>
<div class="MsoNormal" style="text-align: justify;">
En estos términos los habitantes
del archipiélago, especialmente de Roncador y Quitasueño, las islas que
quedaron enclavadas en medio de las “nuevas aguas” de Nicaragua, a pesar de ser autóctonamente Caribe deben
pedir permiso (tal vez visa) para surcar las olas que por naturaleza les
corresponde, incluso para ir de un islote a otro que geográficamente
corresponde a lo local.</div>
<div class="MsoNormal" style="text-align: justify;">
Tal vez estas cosas no la
entendieron ni se las explicaron a los magistrados de la Corte Internacional los
diplomáticos defensores de Colombia, quizás les faltó sustentar esa estrecha
relación que tienen los nativos con el mar y, que les da posesión y dominio sobre sus aguas y
las especies que allí viven. Tan fuertes son estos lazos que estoy segura que ni siquiera esta sentencia internacional podrá
romperla.</div>
<div class="MsoNormal" style="text-align: justify;">
Con este episodio viene a mi
mente las sabias palabras del jefe de los indígenas piel roja cuando el
presidente de los Estados Unidos pretendió comprarle su territorio “<i>Nosotros somos parte de la tierra y la
tierra es parte de nosotros</i>”. De igual forma los nativos podrían afirmar
que esas aguas caribeñas les pertenecen porque ellos pertenecen a las aguas del
Caribe.</div>
<div class="MsoNormal" style="text-align: justify;">
En resumidas cuentas digamos que
el fallo de la Haya le quita a los isleños el mar que es su patrimonio
existencial, inaceptable decisión.</div>
<div class="MsoNormal" style="text-align: justify;">
Indudablemente que esto
constituye un revés para nuestro país, hemos visto al gobierno colombiano
atolondrado, el presidente emitió una alocución ambigua que admite el fallo
pero lo rechaza y le ofrece el plan de inversión social que por años esperaron
los isleños, los congresistas convocan a debate a la cancillería para hacer control
político extemporáneo, la canciller por su parte desvirtúa lo salomónico del fallo,
los medios de comunicación hacen los análisis pertinente, y entre tanto, <b>QUIEN LE DEVUELVE EL MAR A LOS ISLEÑOS?</b></div>
</div>
Blog de Ruth Marielahttp://www.blogger.com/profile/11845001705153091073noreply@blogger.com0