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NATAÇÃO DE PRESIDENTE VENCESLAU CONQUISTA 42 MEDALHAS EM ANDRADINA 13 MEDALHAS DE OURO 18 PRATA E 11 BRONZE

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/wsLWbyZEtbK2jjdwokcMQPmA/9mFY2r+LNdiuntXe0ZI5GjDLEcEgYPv/APrq7ptrc20GnCeBGiBk3x9wFDn9c/oKq2tq97rt7cLCJY45mmDHuAQR+Hyj86VkFjOl1e9mmaKa2t5IirPuhJAk+bBYY/L2xUF6kF4Guh5kIkACp1Kng8H65/yag1ENFdW8cRi/dxKD5eflB5Kn1PPNS3ZJUKOy4H9awqTe0RpKxmT6bHApeNm5HRiD1H/16z7WbYyhwM5yR6/WtaR/Os1ZiRgdqyI1jmulVWZZGbOARyaW2rHDVtHRi8h1Ka5lklPMTxBjHnG0hifY5ySTxhsD2s6Vo9pIsPm3CQzRztsG8fMA456+mfyq/oOmeH9JsP7a1VmimcMI7aRSQeANwB+9k556DPtmuc1W+tdQ1EPDhQQQEXnAySBx3/rXQpaIzkrM9R0Xw5Bb21yAPkkRUyOCxUn5u/bafw960LDQUitQrjc8Ekmw9yrdj68HH4D0ryKy17UtGmUQXEkR6lVbj8QeK9B0D4jW8+ItUTym7TIvB+oq1LuRdHaw26xXSlRgHJHHA6n+v6VdWJfLCEDAGKr2N5aX0Ky21xHMg7o2au1V7lCbBjpQcUGopC/bApg3YkwDSGNTTY9/c08sB9aBaMTylprQrt6UyOWTzJRKFCAjYR34pWuEHfNAnYQxYU4/Wqu6WRAQQmTk8ZwP8ana6ABwKzHuSFBlKkbsgZI5z0xTdyVY0gjnAzjPfFRkOkpBkO3oFA/WqqX7su5WJGfWoGnAus5bzm9D0/wp2YXXQ1cN/wA9cfU01XBbazjHqKoqsjc/MB7tVhLcfxSkH0BzTa7iWuxN5qgnCkj1qJnJPHFTLbRhclnzjuac0C5pJobiyryepoA96s+UnpTgijoKu5FiuAB2p4xn7tTYpQKVwKlxt/djafv+nsaeS+Pl/lT7j78A/wCmn9DVgGlzWHYpD7R2XNBMwGWQ1eyKa1HMPlM9mb+41RM0nZcVcd1XOWGarSS5GAKpakNEBaTPWigtzRVCsWRI2anS4IGNuajW1Y854+tS+Si9Sazdi1cGlOfuAUwyE1De3MFpA0srhUUZLMcV51rPizUZrh4rCcwxgnOFAPHpmspSUQ1Z3uoaxZaXFvu51Q44QHLN9BXBa/49ubiN4bFRDC3y5xudh3z2H4fnWAtvcXu2aWV3Ekm2SRycj3z/AJ6Uh0eWdmjstsjrne/OACuSPwww/EVk+aRaiVRLcfaYb4+bI8bDeCS2xOx9sVqeKbCW6sbe/V4gIxtKpgcszHcMcDGOfrXR+GtEjtWhc/vIpFZJgRkEZ4PT3H61h+INZtoZEFkFaFGKqvYhG4z7EgHHfApuyWpeiOb1CzaGOz2sxDqyyCQ5IZcDH61U89TIo+6AVwcZx+FW5ftN5BbYVpHWR5W6cg7Rn8weKx5ztfbu438j1waz05rInfU7ey1RtK1BoY5xdWuQdgIKScDIx29jXor+INBudL8xb+BFdMlCwDDnOCPXrXh1tOxXy9y7C3cc/n19K6HS7+SyvI5fs0dzG6kTQyKCHXGSQT0OB1FNPWxaZ6JDqVpqs0Gmu0LvcQM7srgFTxgbe5IAPWt+5043EOTkOSCSP1rjtJtrI679u0KISRy2m5FYrujOSDjPRhx1/OvRFPTrWttCrnKrZ7o2tLyNZACPvDPJGf5mtzS7cWluqRM3lnGAWJAHtnpTmiiuLpypG9dufXvwatQRCNdvYZxUoRNzmlB9aTFLVgLRRSYpgLSE4FGKhud/klUOGbgH0pNgc1rF5PfPLDACyYKRhR36Fifrx+Bq3JYeRZJZpGCiwqOe5ycn8efzq/Z6d9nYMSTgYGewq+UUjmkkByEunvJPIwiVQ4iRsjORvOf0JrO1O2R2s5rrbGsaeZvJwoIC4H5k10mr61Z6c4hULJcHAIzwnTBb864COa817Vd98olgiwHTOAoY4GPzB/Cocuw7j7rxRa26pb2sAmlAYOzcKSU2n39a5u41u/upXzMY1I2lIRtz7cVuyeG3t7uUSR5NvatIwC5Du2c49xuGPdK5/VLL7JOqo+/5OT6AKBk0nEUuYr2sjCVlxzjAJOamuJdtyN3TcR/n9abZwZImOQobuvU4z/j+VV9VBbLQ4ZifkPTJzwaxkveCOxG85VZINwEbMSB6Z6GsW1z9t3dAD1qxezEuMEYUfMR69Dz+FR2+0XG7+Ac59aro0DNjWYjLEZ1LYeMF0DHDf/qOTTPDccs97sHkrMqhVlkPKg/xAf7P3vwp7TeZYoSuRkoV9R/k1HBGpieA8oeUY8lT6VnTnyr0NL3dh9/FaAhoZgd7F16khcnCn327f8iqsEnzHn8aqlmjuWifIZGPBqeNsNkA4wAePc103uc8jc0zU7iymElvO8T/AN5DivRdD8fCZEi1BBu4HnKR+oryWM7Uwg+bGP51oRXqpGYFiUEuH8w53dDx9M0X7Amewat4z03T4hsmEsp6KvI7dx7c/hWTp3jqSaWQXNuWLHEKQrnPPJJ78fyrz1pfPhyMAjr9KsaXrE2jXQe3eISY/iGR0q1K4pHtaXBkhV2V4yRyjdRUZfJ+8T+Nebr8QNQZV3RWzYIzzjjv3rQtfHpk3LJYEszAIsTZ/MmtFJEtnbiTB5JPtTd4GflH41nW+oxTrGrukc7DJhLDcKtbh61aJHuxI/wrMeWONWUNuYsc8j8z/n2rQLYBNcTqWrnTXYYlMsjjaVAGF7Ae1EnYcUdE97BbQlmcHaB8qisz+15ZE80W8Z6nDDB5rOutUlSWSLZcllXI2z9e/HHFRHU3a2kD2siPGqndLKHLA98gf5zQpLqDi7XRqt4iaNyGtVGO5TIP4ir1rrtncOiF4lduvHA/WuPm1mJChkjYBlzkc98f0pBe2Nxx5iZPZhj+dbqnF7HO5yT1PTreVGzho3G0/dArSY5UYFeRRSGG5gEE7qDIudrnBGa2313VrW+nEVyGRZGARxkAZ6VnKg76G0K6UdTviDTSretclb+NXBUX9nx3eI5/Supsb221G1W4tZA8bcZ9D6GoalDdFKUZ7MkztpN/oM1IQKbjHSle47EExJmg4/iP8qmyailybqAf7x/lT5Djg4x7mjqFhS3v+tQOWP8AEcUu6IHO4U0zRZ/1gpoVyMqpbb0o/cocNyahkbJyjKfzqEpPIeAPxq7eZJZLw54AxRVQ2Vxnl0H/AAKilZdx2ZpxsrDv+dPIA5Bz9azLSXMKEnnFXVfOOahqxRT1lBLZSIEBZlKj2zXl2px/Zrm4CKxzHuDH0JxnA6V6zcMHwuB+NefeKUVNYZIU3GaPyQv4jn9TXPMtFDTfMk0xtPt223AkMvmrxtGAv58fkTXZ6TpKWlvBGFV1JyWH94AD8uDWP4c0t9NScLIkpR0+YjsxAH8/0ruoDGIAuMEcdKa0VyvU4/xLMuiaNO1u3ltckICf4QRzj9R+Iry7UDs8sKRhxx34zwa7z4kXge/t7NBulWLzNoGe/A+uRXDXUe9YXaMqowpyRzgAVEu4PYbEClreOzhIvM8kt/cJyQT7Hbg/Wsm8XZ8z4JOCNpzxXRXEUQ0G+jiUeY8kcrY5wAQv/sx/KsK7iV0QAYG0EYodRLTuZcsk12KkVy0ZXADc/wAX+fauqaymGixXKZlhdMZKYKnuP5HPuK5MRE5PdeenevUPB13ba34SuNMJMd5brlVPIPIIYevbI/pRZSWhqvMy9JlvdD1ZlguzETFlykQZlAIBG08Z716TYWer6hZRXUXifzIpF3KyWqYNeYw6n5GvTXdzDllXaYz2bGD+ua7fwZq1pHLNbwlkid/uHpz0b27g/SiMkxo39CjvIdTv0urw3BUKNxjC7uuDx7DFdDurntBnimub6aJzKGkPzdvvHj8ya3d57LWm6HLRkwNLux1qDe1GSe9BNyfeKNwqsT70oNMLlnNISOpqAscdaYcn+IUBctbh6isDxPrjaZZGO1G+8kXKgc7R03frUmr6rHpFg1xIwL9I07s1cVaRyanJcXt5M32jiQj/AGPQfT+tQ3d2GmY/2i4n3yKokMmS2/nOAWyfzFdFoIAa8YRgebcRRYPoOv6HNOt9EKRqIiwKblYMMZ5RT/jXQ6bo4jDk5/14fkdfkX+q01YYSWRuZ53bOPO+X2AB/qxriPFVq9lA5LLy+Rnu7E4/JUzXqPlbc7SAPpXn3j7ZEYUDb52b92D0HqT+GB+dEmrCVzi3vtll9n2EFHYEnudx/wD1fTPrUcNhcagEjgUs7HKsOnXH6Z/Ks66uPn2biRz8x6k+tdD4bvpdJfzZfLSN1ZgWP3Sozz/vBWX6/SsV7zuwbOavfCOrQKzsEMEdwLeRw3G7j+px+BrOdDG8cbqVZPvA9jXca54ig/syw00SM6/8fM7RjBLnfnnH941xuqPE2ozyQsXR5CQT1PTn8Tk1pNKwNliP57JUJ43t04PQU23umjuRG4+bjn1pYmCWqk9Qxx+lV52SO5Vy3AAZT7d65o63Gy3rkJ2rdxghkISQD9D/AE/KqNreqMRyEgZH0rVt5vPZln+5KNpX+Vc7cQPbXMsJOShxk96uk/ssJK65jbimjH3jgqeRmpWl+ct3rKjmMnyp/ro+n+17fWr0ZWa1SVZEJdyoBYAgjGc56dRV6mbRct5ysnPRugpl0p8tj3U8N7VXsyHcDzEKhtuAckdyT26mtK4MP2ZtxKk9gc7vQ00+VhurGXE+Dgk4x+YNaaw3UdsJ1TzIcbiUIOwZx82OhrOKTTvJJbiSdY/mchfuj3rf8L6pp9pdGLULUTJdBU3FuFGc8joecV0KS6mRo+HPFMGks0dzahhI2VkQfMP8/wCNdvD4iilMW2xu8SuUQmMckfjVLTvCum2duyXCreAyGRTMoOzPpWxBcWWk2IjjaOG2jyMZ4FaWsCDVdS+waXJdrEzsF+QBCTk9OK4XV7mWfR5rq4+aZ5ISGxgrlWOK0PGHi5ZdKFtpkwZ5nKuyjkKPT61h6gufDEIZ2GTATxyT5Z/xrOTuXFFy3cXc1pOUVFmiYMR/DgEU13ZdWa3eJT5tpEpfPQiMcVBocY+xhGIkMRfn2KnNO1FrYaxDdSPMsqxx4G3jhQKI+89B3sjO1FQLCGXaAwlZCMnjgEf1qvYIrX8IkiDozDeATjHfNb+oCI2UsEWxWYlvn5Bxg1zTW93IwxmRPRGBH5CuiFPmV7mM5WOlkuNEiuom8sRSxSk7UBy/Py8Zxj/PNUdU1Wb+2boxDy0EpUKeehxn8abNp0zX8fl2RlDKjmTJABwMjrjitj/hE7i8vJ5plgjiklZgdzMxGfQcfrVxaTuJxbRmW2rF+JY+PVa9O0hF0+0SCONVBQO3PVj1P6Vz9p4W0q1RWNuZGH8TOwGfpmtgSBZ2POAijH51NRuWjCEVHVGyLliPurUbTuP/ANVZvn56ClEhPOMVnyWL5mSyzu1wh3dFP9KheRySSTTWkBn5xwv9f/rUhkHtVpCYhc+9N5PUGjzOe1DPkdaoklibYeMipjNIP4x+VUvMC/8A66Q3I9TU2GmW/tD/AN5fyoqgbjnrRRyj5i7CqxqBnpVpWFG+I9Qv44oLRdsfnWbkVYSQhhjtXm0939r8ZKWZljLFI/YYxkV6K+Np5yPrXDfYzB4jhlC4+8f0rKSu0XA6mztWjn+WQMGXDH3BLL/6FmtZ7hYY3klO1VBZiew61StXKAkZweRz09qzPE18RYiBuVmOGXJ+Yen06Z9Rx3otZA5XOMmkk1rUrvVZiA00gSGNh0iXkfn1/Ws/VrMrbmfZgK5J3EZ5KjP64rSkimjslMbsZg5fceu7/wDX/hSXuy70GecgE5yFycoQVyP0P4VnJaMqJzMlsxklcgshbr6Yz/8AWqqq+bGgI5xj9a6WEqttOudyy25kCnpu+6f1xXNxBvOiiQ5JfaCPrWE03ZF294J7RorU7lwxyT7jtS+HtVuNG1H7RCgfIIYNnj8q1tbsmhhjjC4zy5/Dgf1rJ0qOZb/EHLkbfXINVG8XYTRp6lepf3j3nl7C/LKB0qXS79UMKh2U8qQvfuD+fapLrSZYZ5IppE3CIuD09/6Vb07QlOlR6hCZBO6EoA3AcA4PtyBRTg22Jrqd54adpN6PNdeYqhz5yCNiMkDKjoOOB6V1AkwOtcL4MjWJ57iO5kuFljUO8rZffkk5z9RXYCUmurlJk9S151AlzVcNmnZ4osK5Y3Z//XSFiKhB/wA5pwBbvUsY/eTSO6xozuwVFGSTTgoC8nAqnO4kO0fdH60vQqxzd/Y3OtXy3U4KwocRRN2HqfepW08Qqdg7EfhjFbe0VDKAah6FIv2It72EzYAbd8y/3Twf6Cr+AFwAPzrlo55dPufPjGVPDr/eFdLb3cV3AJYWyp9+R7U07jZHPN5MRdj+A5NeOeI9Y/tTVp7s4AI8uIA5G0E5Ofc5rv8Axzq7WemLZQsRNd5Ukfwxj7x/I4/OvILyXc5wvC8KB6dKyqSu+UErK5TuFDvkPxn64rdmlWHwuJmQEmQIA3VSeo/Un/gNZ1nbyecJDFv2uu5NuT68juODV/4iXUFqNO0q0j2rHH57EDGQSQn6fzFXHaxNjj5ZsXrbXBCALuIxnnuKC+92fp06VTjbe7s3Un+QqzGMKD6nNKT0HbQ1gMWSZ68sP8/hVSQBoEZh/q2xk9Ap5GfapZJdiRHOAAM/Sq1xkwYwMMcEfQ8f1rniD1J/tAXyzlsDkD/P6+5PpU2qR+fFDdgdRsb69qzDJ86Bc4Bwue/ua2LVxc20lue65Udsjp/n3pTfK1JFRV9DJyqETqcZbB+uetF5AJM3cbbQcGQds9qjclvkIxsIBHvirlnKY2dGYqp4OCfbpWyk7XJa1IbSYwAksMk564qz9pYwFQw5wScjvUM8rwyFHkIXPP7z/EUplh6KQf7zM6Y9sVe+pFiMebcXaxRPGvmMEyzgLk+tXJYbizufLeJi6qD8o3L74I49vrVUIFbC/PHk4IVOtdB4b15dFvZXvLL7bFIoVomQErznI5I9K1UkS4ofbeJtUghkiW6m8uQjdvGcE88Z6fhVG41W5lRYppXYBi3XIyf/ANVbniHX9H1yOV49NnsrsAkSiPIk+XGCBjnoM81xQfbwRtP0cU7eYuUvteuqj24713C26apocUJu4YAPJLGZtoPyHjPrXniSB3Ch+T/tkfzFdjqIWLw9Fkj5mtwTuA/5ZHvSehUUbWm6Sli0wS9tJFlTYQkuSOOvSs7xLn7XB8hlHlKm9DgHCj1HvWf4WKy6067wyCF3A3KcbVJ7fStbxDbo7PGQQsaxHPX+EDinCTiDSaCW4RrezlkUjepVs/gKyf8AR4pSkoCkH+JSKvQWhGlGCZyjRSbgSMnaeM8djiqmpwyG986N42HlK20qckAcn0raFZxMp0lInheHzEMcv8Q4V/etw3l/BdTGG7cDzCQp5HWuUhmSPVISVj3LIFAK59umMVHe6tONVuHjcoDKwwoAHBPYcV0Rmpy1Ri4cq0Z30Him6h4vLdZEHV4uv5Vv2d3HfRC5gYPG6jBH415fZa2zsqXChgTjco/pXRaPr6abbLGY1EbSP357H+tRVcVsVSjN3udqeB0I+lNL9iTVW21aC8UGKQE+h61aExx0FJSuW0RgqZn5P3V/maXC5xuNMRs3chIH3VH86kWRSSfL24OOe9JSBoTZnoTSNEwqcSgdgKRpB1OB+NHMFisB60GMH0FSGRMcYPvmm+YncUcwWIvs/uKKcZkB/wDr0UczCyNMhT0FN4XvVSOYkBXz9anC55B4qE7lNND2clcAGsb7A8WpQO0geHlVLn5lPp7jr71sYHrVS/TcbRlyStwhOPTkf1osmxJtbFlYyOhrM1Kwe6uELNhFXGa1dwH/AC0UD3NMaSM9ZU/OiyYHPLZwm6aEqCigAj2qrqekxppd9HGAMxPID6naev5V0AWAXBffHyuCdw9c/wBabOkMz+UWUxyKUOD6q1S1pqUnqcLFFjRFu/J3qkREgz2I/wAf5VzF9G8es+SvyuCpGOuSM/zr0TSdPzp09rMMI8bKQo+79PzNcnqtuI/G8PlqGY+WdhzyaznFXRrF6ml4ntm0zToLqXE5lk2qdxyCVJz+nSofCNgkmppK4GWiDgeqkkf0qfxxLczaDZxPZSQItwoDSEZJ2N0AyMfjWz4Pt0TSLS6EZ3bDHnHUbzVKmvaXXQjmfKQ+JUCas21f+XQ/yatbwukc3hbT2wOYv6kVheKpgdTnLKwxaHAPcYbmtvwpIqeFtPUI+PK/qadNasJP3UP8OW7wvdySWotWlcN5I5x7/ic/pXQqeKyzIRqaMEk2tC2eOM5XH9avLOo6hv8Avk1drIhu7LatUgIqoJlPA3ZHbaaq3+swadD5socqOCQp4/SokNGsrc1MMAZNcXpPiLUdUv51trTzbUHCzsNqrz3PrjsK6hpmYAfnioepokSTzFztX7v86hzikBpC1Syhd1MbnNKT603NIZDIgI5qit3NpE5ni+aI/fTPBH+NXLq5it4WklcKg6kmuG1rW7u9eSK2ikitl4YuuC3/ANapbsOxX8V64uqarLcxk+UFEcXqFHX8yT+VcpJkudpIIHX0PXP6VsvZ+aIlAO4kDA7ZyM/n/Os2/t5bCX95GQGAViRwR/jWCve7LsdnpdnbXpsNWOFjWNkuVAxt4Pb2ZWGe4rzLxNqp1jWLi8OAmQka+iD7o/AV2tveiz8K3NyGV42Xyyued+7ac/UbT+JrzacZUkY5JOBXQ9LGd7kIbap9TwKv7THlOpzWYJChRgOQ2cEZrUTIAJzyMf5/OomaJXViZiGgUt90cH9P8ahupAIFU9VyPxqQgizZgCdrAkfUYxVW8Ev2eKUAbHJGO3A/+vWUFdiashED+SZmAHOxeRxxycfjWvpjHzByMgA/1rDtvn8uNz8o9ev+f8K19MdSznKhjgAeuSP/AK9KstAiNvIlS9ZFyASWpZhhBIDyMKefb/IqW8AedJMHnhvwqHc06uRyqcdep5NZxbshtbkd7h4oXkLAsvO3jBrPmkmtcAOHjOPmPzH3zx61elcyWzIDhlPB/pVMvujYMqgZCgE/eJ9a6KbZg9yFJ55YyI5kxnlGQcfpT7e6CxKzmPexOTtANOePkNGo3YIII6kUmmWK32oCK4cRkZdlyq78dApJHJreKvoSWBcOvyOiN2yAetI12h4MSj/dLA/zqARSWqxyMQrODtxIOeeuAeM1DIW27gDkng/0p2sBcS5PmYyyr2+c8/rXZa5IV8LW5DNy1v8AxYz+6NeeqHJO4Gu48RkjwjZjkndbf+iTTa1KRB4WuwNRuUVmybK4O4t0xExz0rqL+F5LUyF3+eNDkKDjGOR/nvXEeFg39pXW3n/QLkDPTPlNXaalcqdNZHl8rykhVmHbKIaaS5rMWvKWnji+2YaWUtNaxrs2jaMKOetZq2sc+qW4N26l4mSNPJHJ2kdd3HUVLc3MMWoWrm7mB8iL5AMgjbV5BB/almxGWDHaxQZGffPFapW2Ib7mRc2ttFr0URtyHZ0ZJmfh+nBA6GszYl1fTD7KCPMbJBY456nGa6CV1vbuJbpFO1hsYNgAg8D6GoIvKtbua8jd4mYkbGTgN6nGeDz2ol7RL3UCcG9dixa2GhQBXNzKso9bWUgGpZLTTnRAuqrHHkld1vJ83TPY1F/a97FFmKBL3uTHIuR7YxmoZPFn2eKEzWTK0oLbTgFcHHp7Vzv2z+JG8XTXwluKC2hYGLWrUf7wdf8A2Sui0e5klLI1/a3AUZxEzMf5DFcgvjGJjzZfoK0U8WRR23mRWjIc45x/SlBz5kmE3Fo7BHYyykDnIHX2FRxzMsRJGACTkn3NYun60JbOK4nkCedIwxtJzgAfhVi/1C3g0yd5ThNjD7vXPGOa6466nKzD1zxi7MYNOm27D80o2kt9OelczcavcXsu+4upJJDxnjj9azWZWOQNp7EAU8xqyAZOSM8+tZSlqI2LPXr+ygENvcFFDbtu0HJ/Oll8TajNctKs88aschc5A/WsTeoTBADgdcUySQ7CQ34+tTcZ29v4shECi6ZzMBhiqgg+9FcAZyDj+tFXzSCx7uk8D9JRUySovAkRh9a4S21+O7bIiMcRBxJKev4ZrIvvEF6sspjkjWJWAUqmS2fc1nzM2dj1N4I5hlWCn2xUE9r5UTMJH3AHHA6/lXkS+ItUeUL9qmB/2Qo/pWxp2q63cwzyJcytHBzIXGMflTTb0QrI9BhsgYELTy7mUEghev5U/wCw4H/HxJ/47/hXLJqutRKPtFtdbSM74x5gx+Gavafqz3NyiG53qc5G3BHFUp62E46XRtG2P/PxL+Y/wqF7f9+uZpPmIwd2CMBqkW4QIu6RAcdzUVxPHFtmdwEXksTwOKtshD/J27sSyHPXLcVwes7YPFmnXQfcrup37uo3Dp+BrobbxZYXFz5EkiJkkBieDXH+J22aTpNwrjfFM8ZweccY/lUtp6oqF7nU+OP+QZaZZiBdDgnP8DVb8KZbw7BiRwA7DAP+1WX4xlW50DT5eqyzK34FGq74PbHh8KOiysP1FNfGx/YKutRG58T/AGPcx82zYDJ77XrS8JTef4XsmLuNqlCN3TBIrNu32/Ea0Dcf6P3+j1z9pqzWdnqOmhmV4LpmUq+MA+3fkfrUxdtRvWNj0CbUo4YZGQyShWAOHI557/hWNpUGtaxJdyJrFzbRRyYiVwH9+eRnFcrHrd0I9i4O9stkffPauisfE6aLpTNNbytJIQ5CAADjuT06VlKUr6lwSsbyeGr5lP2rXZ5SSDuWBA3/AH0c1pQaPZooE73F4RyPtUpcf989P0rz64+Jsz5+zraxj1kl3H9MVnXXjvXJ7eWS21BAqY3eSqnbn6g0uZjseyDAUKOAOgAwBS14n/b2q3KAzave7iOdsxX9BUkVpf3ybvtVy4POXnJo5h2Z7I80SD55o1/3mAqu+pWCfev7YfWVf8a8lOg3HeZ8/wC9TG0O6HS5cfjSch8jPWf7Y03/AKCNqf8Atsv+NKNRspPuX1sfpKv+NeQtot52umpg0K86C6b8qXMiuVnsEsVvc4zPE30YVk3Hhy5vbrc9zEtsMYiQdfqfSvNP7EvQP+PhqdHpWoxYK3sqn/ZfFLRjs0elReFtlz50kqOQTtUAgAHrV2XRYpkMc0ULoeqsMivKbnUdY0ryy2r3oD5wBOTjFT2/jjWoh/yEpJB6SIp/kM0XQWludhd/DrTLrcUkmhySdqSblz64IrkPE/w//sLSZNSjvvOSMqDGYsHBOM5zWnb/ABHvowPOghlGcnYxU/rmm6z42tte8M6haCznjk2rjcVZeGU9sHt6U+hOt9Ty2RCz4UZxzxWlbMZWjQDkoQv6VDZsh1aEuBsDZOOmKkc/Z9ReNTgCUop9BnGaHG6HF62NKCIG0md+FZsAew4rLvUaG2UBip39c/54rakiMdytmp37T26ntUN74d1ma3VYtOuJMHkhOMetc1Lm52i5pNHOwXLpKqMC4YjvyB9a1bYubheMZO6tbSPhzrOo2bXb+XZRAHb5zHc3HYAfzxSTaJLpN+LVmWV1wSyg4z17+1b1YuxnEqXcxETFSASTknsPaobSdkRo2HTBx9cD/Cm3EXmIyGQKCx/KlW1dZvNDHZhc8cEis4UZOOoOaTK3mSiJzvZhuyDnp1qrLLMjRiV3LHlyGyOew/D9auTWU/7xFkGwtnJXrUAs5Nuxp1Bbg4OBXTCnNGUpxuP80t8qylXBOG6g+1JbyXa3EToc7G2sCePcH2xTmtsRyoH+cjAYc/xA/wBK0IrpUQIkXzewwOOlW6dRO6RHPFLc1/EOhWVlpyJprNJcm4CM0km75duevAxkmuVMF7HvRo1wmWICgjjr+la8d7MWVZVBTOT/APWqb7Ux2qyHy+h45IpyVS+w1KNtzMWyupIVbyI/m/vAcfWuuvbtbLRYVuNPgvizwxqkhZQP3ZweD+FYL3915mEEezbgD0NdJqL7NKtydnJiPzjPPln9ahxn1RcWuhn6TqkdzcXYi0i2tfKs5z8uWUqEbK/jkjOc81PqU228ug8DGEpCzBQCCdgxwc8Dp+FQ6RMrX14wCKotJifmHPyHmtDVJtv2zbsbaYFwGxxsPrSakugJpofqet2FvepA9tcOY4YhkRQEDKA8boyf1rUsNXsmv4EKtuwGxLFDyCOMlUG0ZxnnuK57WpVOpujwo6KkePmGfuL71LZTXcmoeRbW8b7lUgsRwAvOeemOKfvWC6uXp4jDq0Ssx+zyOCgZctnPKn3BqtNqduHeRlYx7/LkIGPo2Pet9bCW5iiadAzAhy/TDADDYznkYB98GuVsbFmvJI7jMce1lkz3/wDrg81pGrNakSpxehLK9oZSjOodTxuGPxFK28rjzfMT0kxIP/Hs03ULKCSKM7zuhXaSFHzqMc/rVRbDEAmjkbAG07OMHsTW8cUmvfRhKhZ+6yx5EDQpI1qm4swzE23pjscjvRJDC0e1ZXj6n94nH5jNWIkWLRjL5js8ZP3wMMxIFVF1EY/ewceqnP6Gqi6MiZOpE3LUzW2kaeIgs3zSFgD15HSsrW75rqBbZ1KbTk55zVq8ltnsNPEjKpKMyhuDgsf8Kq+YQ6KJmZSwGGw45PvmhUbxvFjlVtKzRz7Mi4HmHBGRkc0gQmFn3Hb2OD1rop7WEzuXtIX5xlGKHH6j9KgNlYsyq8s0IJ6SADP0YZH54rN0JroCqReiOfJAyGcbsZ6UxZMvwwNT3NmvzeUxYD161QJPVDg1krM1SLJKKcbwD6ZAoqkAW55H1oosFj3keH9IC7RYQbeuNvFH/CP6P/0Drb/vgVQXxOgUD7Mf++//AK1H/CTL/wA+x/77/wDrUexn2K9tDuX/AOwNHHP9mWufUxikn0XTfKcLYwJuzkqgB6Vnt4nUA/6Mf++//rU1/EqsAPs+MnGS/wD9ah0p9he2g+psx6bYxlSlpCpA4IWquoWVubiyKRIpM3zEL94bTwfXpVH/AISZRwLfcBwCJOv6VBceIRLLbn7Pjy5N2N/Xgj096Xsp72Gq0NrnQiws1XC20QHoFGKry2VpHIiLbRBHPzrsGG5HX1rO/wCEjYLk26qB3aTH9KgfxCJm3BYg0eCoD53HI4/Sk4taMpST2J9Y1HS9GIifTEfMZf8AdxJhRnHfHc1xHjXWLWQNpa2zJMjRyhuMdD/Qj8ql8Uay99OS0Sr+4ZeD/tA1izAazPe3UynzIrcMgTjoAOa0dK0bsiNVN2RlS6gv7pWmk3IOF25A4pBqiI7YuJlz2CVf06zt7i0kcwv58KGQSFsLxzgjFW9L0O11i3e6uJnSQy7CqAAe3aqi425hzTvymONWhWQlppyw7hOR+tOttTtEvHubhrprd1wTGo3lvxOKZDpjvqclukgT5WYN6gdj+VLNpcVrcLazSgIBlmHbPpxUzmk0OEDch1PSJdFu5I2vhGsqZLqpYEk4xitVRFNouVZmU28hy/XhW6+9cxYQW66RqEPmZZnVowDyQvOa29KkJ8PRhjn/AEaUfo1Z1Hc0irHn9zO8h/eEHauBxXTeEdk+la2Cp+WFG/U//WrmSnmLIfRf6ium8JER6VrMeOZIU/8AQqdRWTFTeosIUDgjHpW/aXfl26qD/CK5pg0NwiZyHjDippb+WKa1iQrtfG7K57VyQTbO2t7qR0L3r9c/nTDeN/erFmuZVZQrA5P901XutRnihdwE+VSRkVpys5+Y6H7W2eSPzppu2HGf1rh38T3isp8uHA7YPP61IPEV45LBYgD6A8frT5GHMdmb1j3qM3jH+L9a5KHX7qW78vZCBjuD/jVxb+6MwjKx8rngHn9ankYXNW9in1HYsTJlCc7mA6/WmR6BfFetv/39Wqs8AvLRkmY8fMNvHNN02y06bSA0ojFyTgfNyefTNNQTWpSqNaIvjw7f9jB/3+Wpbq0e2tJ7cMC/2VdwVgRuEmR+n86xr7TreCEMo5bpg0aFKItPvSSflyf5H+lJRVtAlNvcrxWMv2nKxnDAYqpMjwTRhwd42k575AIP610VpfeYMi6UydQq5z+orIvj5k8DMcs0cfP0GP5Vq6birszhUUpcp2v9kD7dBdBRnZE3Bx1PP9K6XVrS4vLS3gt7o28asDLtyCw6Y4/GuUtdTuBbxDzm4RQPoOlWH1e8KnFw9XDDtPmTMZ4hbWJbvx1qenbbK5s7ZnRByHY57Z/SspL1dQb7S8v75zubHqaxpPM1PXYonky0hChj261WjsLhuIYmlwduYwTyK2jQSejsyHVurtXNS+tbC40ue5jkC3MEgR42H31PGR9CDWAI1HA4HoK0v7K1A8fYrjP/AFzNUJLecztAAY5AMtvGCK2vGELydzNKU5JRVi0lstr5VzOqTRuMiMPz078VVltJo7XzzGRGwwH7Gqb6ZeI25HDe4bFbbzS3PhuK3aM+fHJsKqMk8Eg4rKnXTdjWpQcVdlC2J8hMnPFWVbHNQw2tykKbreUcd0NLvKkqwII7Gu2LVtDiknc6fwcEl8RQqyhlCMSCM9q9QWMfKhVRgHbmvCE1u40eQzWkmydkKhgOVB7j8qy21K+uZzM800kjHcWLEk/jXHXd56HbQT5D6QFtD5hzbqTx1UGqVgsckt0GiRl3nAIBFedeAfGV42oJpN/PJNHLkRNIxJVsdM+hrvtImjZ7g71wJPwzXM7m9jmvFmmNZavfX8axR20+nzJGicEFUGTjGO9c3q8nz6tvUOgltwVPc7D3H0rtfGaTXaKlupkX7HOu1Bn5iUAH5ZrhtX4l1kEEH7VCD+CPV3uS0UtbY/8ACUTM3CgpnngYRRTYNUW01pbyNztHGAcZGMGovEZeXxFcwRKWcvgAfSoU0G6ZN0syox/h64pOaSsxqnzO6PRdO8R6bewCG2i+dfkxIoBdCfuj9a0YPDrPeC6mw5dMMp3cn16dcdffPrXlMtvPo5iuFn53cFeMV7Vo9213plndOFRpIlYgnpxUXXQbTW5jazoZigjWxg3TIQUXeRwScjnHYVcttP0fT9NilurIvcO7IB5xGMdVJBq9qd/9nu9oXfujXn05Ncx4hna/0RI0Ko6TM7EHksScf1H5VcYuTV9jKUkr23LtxFpsyNGLYJEzZCCRj+Oc5qp9m0u3UkwRBfV+f51zL6jeW8Vt5cpbKZO4Zz8xrOupJ792MzsSe2eB+FdkKStexyzm72Z1esXttbQWhCoUEZYqEz8pZsVzlrfwyazbtHa4RpVG3dtHXHAH51f1MEpBGB832ONVO0EZyTz+BqhZQSpqNsW2EecnSIDv9KmKtDYp2ctx7a3OLuUKFCbzhG5x+PWuj0G2XxGk0U0TpFGFLsOQSWAAzWfpFppkt6Eu1jkkZiwRYwSyjrz0612+ni10+2ljj3xpJKjKiIBtAYHHv35rOVWVrRTKVKPNdsg/4VlYA5XULkduUU1VPwnsicjU5x/2zH+Ndl/bNmf4nH1Wl/tez/56t+Kmua0ze8O5xR+FVvnjVZP+/I/xorq5/E2jW0nlz6hFG+M7WyDRS94vlR5p/alrj/XrxS/2paf8/C1XtdEj1u4ka3u4oyCxnLKFUL6gDoQeMfjXQ2fgywtrY+bLHdsWwzZwV44wATXoe1ha7OB0ZXMV9UtMH9+tRzapbbAPPXk9s11j+H7S/smjuI7eGN2wm3AbA7j0qlo/hzS57y5RbRgthOIzNM/+scHPAz9KXtoj+ru+5gwajbxwIrS4KqAflPH6VbtLm3uWMiyhhEc455PQV3gijtoo4UeHGOBgdPavOfEVjq+mSX2qC1jSwurkqpDfMRk4OB0HFYyr3TTRrHD2kmmU9QvPMuXPmjA9+BVaHUYM7fPAaqk8EartLMHPUrxmqB+yWjgOznP3nHNcb1Z6UU0jp/I/tyxle0ZJLiBTuw4AKH69+Kr6PssyJZ5kVLq2bb3/AIiuD+RqbwTZRT3s6W9+IWeIhGm5XOR1GRT9Vgfw1Pa292UnePzVLRcA5YOCPTh63U5OPL0OSdOKncztKuVjsb63aQgSICBg8kA//Wqzot4bfT4hCEeSSfAViR0xjsaw49XhspnkVh+9VkKjqM12Hhzwtaajp8M6eIrTzZBkRKRlDjocsDn14oh8DTCSvJM5i8M+lajI7NG7tE8i+WdwG4Y6+1YKi6vpMA7iepJrqr3T5YLueOXDGIvGzKd4UYIP0Fc/p8MiRzHG5l4AHes5TTRrTp6+Rag0qSLDC8QNjoBkV0VkDHp6RYwBE6/jzWBb/bpY5BGiROBlQRyRXX+HtNW/QR3N5FB5aFi7fxcgYGSO5rNNvRmtSKSujzNGVg8bZ+bgYro/DzW/k6ksJbd5aBgen3hV288CPaa7pdrZanb3kd+WCTLgBCuM5wT69q7jS/h3pulWE7SXsksjR/vJMqq4BzkDn+db1Fe5hCySPLF3tLvLZwNoqa7byZ7OcKW29R7Vr65a6PoCbobldS8+MGEq2AhyQc4PPauTfWJWY/u1Axt49KxhFp3N6tRTVjVuNUjkT5WUNnOd3SqUt7C1tMjvmR1OMc1Po8Om6i0pu7lrdYYzIVVcl8Y4H4ZrVsNL8PXmqQuZ5IrJI2kk8xW/eHOFA7/3v++TWltTGxwjL84z0pUDgM6KxC9eO1eq3+h+F7uyxaSQCVoyy7ZFRlz0JyR+RFV9K8E6abBVudWCXkgG9YmUhCegHr2rOVaC3ZSg7HmsSvuEjKQp71tR3Ft3kSux0DwdZ+dOdYvrVYraV4kWVgPOb1wT0A/nWT438P6bp9zaXGkywvbzghzC25Aw7cE4PWqupK4utjIkvYIIZQsmDIm1Sg5Bo0+8s1t/L81i6kMGb1Haq9lax3jmaTiBTtVR3p17pUEaGe1ZkkXkDtU3S0NFSk43LGqXkqzZ2EpuKjCnGKXTwy6fqeQRmJmXIxkbTTLLUDM9qzAFfuspPQ+tbKRR3jzxJKA8sbKAMHPykE4H1FJNpicVbzMKyneEhwoYquACccGia8jZ1ZY5HVAFyAcce9X9YtLW2trazs1JuJnEZlJPI7mtO1v4YVW0tx8kS8YIP4nHetalVNabEUaOt3uWLHxBDdaQljBaWq3cHLm5Kx7k55DHHOSKrXmrJb6nHDHFE6HyySku5ckDcAe4zkVka7cRXAhu0BDo+0tjG4VqRaHCzwymV9ybWAz17+lVTrKK94mrQvLQ6DUNRWDWIbUWVjmNElL7CHU8Z6EDGDV/TJ7WDw/a6ktrFE9zIS4QEjcT1AJz2FY+qR21xdX17GkhnnSNIywwowApz/ntUyqn/CI22m+Y4uYH3KQSoyAeSR256Vk6ia0ZSpvsdCyQ39rcpJH8vlM42kg57d680uZZr17m5XEVxKVXBJ+UKAMfpXT2Q1CJr/zL1gtxbyJCOcoxxtrldRiltJlWaRZJT8xZT1qU+zNIRtuiu8WpQ2W/zRJJuxjrxV/Qo7iXU4JTt8wSLuXcAQOf8Kx/MbzCw+/6ciutsNLuINPTYYluDcJMz7+doUgL+bGqi0nqOtG8bI6C5tGmZJWeUIhWQKrDb1OD+NcNqlvcnU7lvs8pUyHB2Hmux1A3E+iw2sFxEkyJCrSbsFsA7sn6gfrVvVSlxp8n2OWGKd08sOGxsDfeH4gYrahOFN3uclSMp2VjzD7OJLuNpkKooOdwx0rSivrcxuVDEJxgAVs3GktbaTFNI6TyRK6MARjbnd+mT+dY1tcPtYR26BW+/wDLjA9vWs60ueVzpoRtGwlvJnUbO7situ8b53lRlffHeup1DxDqek2UT2lwqPNIysxQHPSs3RYVu0lnuY4xHbEMEPymVs8LntnnPsDXV20cd/cEyxxltzsBIAyqcjtj349KKb1sya6tdoxdVv8AUbmfUItQnjlNralY3SPZ95o89+tdEIYXSfevO7jjjOO/rWEtrOmu6lO8yPDIQAjDIA8xM8fQGptRbVIZLryLhPmljKDA4Xac/rTmubW5CdnYzNesnfxHJcblUiLarKgHf279eayUtJgJCLnLdByeK62+tZZLG7uJirNHM4Q45C54Fck8eZV+dPl7ECokmkbUmpEE2n3VzHDBJMH3ygA9cZr0p5ZbK0jCsWgjtzgrknKgY6HGPyri9NRmyVIJAbGTxnBqewW+s7pp7i6C2vltvDNuXHXGPriqgr6tmdWVnornQm7a6iaVJFkYMBjknpkj8uR+IrNvJ0uNPmtVLrI4DJkAAEMT1rjdW8XXc9w62rmCLIwE46d6dpPjjVNPcqXE0bH5lkGc/jW0G46MxnG+qNTU4JitvKU2ny8NsOcHJP65qpC9znCuW9mXNdAb2510m8tZQInj2lclcMPbtVaaz1JoFUgnBO4rKP8AGto4iCXKYSoyk7pEupPOt3GqwLIqwxjkEH7oqK3uAAl5JbtHBHIAWDE8+wIBP8qTVVmXU5C7yqhCBOeOFAOKrTfZ20siMuZAxB3HoAe3+e1T9ZSSgi/q282aen3dnDdLcNuTJ6uh4GPbIrpU1C0uFTybiN8MM4bpXEm78p/Kkg+4ANyHrx1pwuLST7xCn/aXFbxhCWqe5zTck7Pod21/aqcNcRA+hcCq99qUcVjPLBNC8qoSi7wcnHpXKIz7f3VyxX03bh+RzULzOYGd1iwM4ZVwcfnim4WVyYO8kjIuVmvZmuLoO8j85x2oroLSE3FuJUlRVbkArzRXme0b1PYVP1NyySO1ik8mKOMyuW3KCcnJznnvx0p6i5CNtu8fMCcqTx9CTWfHc7okV0dgCTgcDnFSeftRgiShmyPmYEc4/pn86rnMuU3DfRl84jMYUnDR8gYxjmnNf2sUsMj3IDx7iwMZyc5HXHGKwll3oFdcFiN7DP3Qc8c/T8qUC3lkLSQt80nmHBPXg+vqKOdC5Do01VCkrqxAjbaQO53YP864PxNq1mtyznWprqN0ANpHISgYd8fdBzWd4p1uSztH02FpkaRy8pY/eBx/UVwjOzck0JdQOkOrRXLJuyjj5ST0Iokt1lYyD5k7ENxXOL83r+FaOl3TJPtYFkIztNHJ1NFN7HW6ZoRnspEaXywccnnjOaxvFt4IdUbToJmkhtQqc9mCqGx/3yK77wa9xJZz3LxIYm+VI24BwPX615de2k8+v3qXSskgmcyLnOCT696vWNuxD96VupmPLn73NXNFnSPVIBKu6FpFDK3TBNaFpYW0TZKgn/aqO/t4iRcW+zdGQWVTUKormjptK53kNmYZb/K5SeVmA/E1g6jbpp8mEDIrjIBPNd/Y28clpFcyLlZVDomeTnmvOfE0dzaa3PFcEskvzRP229h+HSk6Ut2OM0nZFUXeXXAfdnnDYBrrI7eVrK23EQyAlzlSw69OK4uykW2uVmddyowO09DzXqd3DbR2Yu0lQxRxbjvOBtznOQfekoPluiqk9kzk9L8PtBPY+XKJlSeUyFkIGCqjGO9dnBfSppUUd5cIoCkOqxnJyT0z049a42Xx1p8TqsMMjKvVlGA3J9TmodX8a299p8628ZV5CQAxwVHSm5O2pk0tkcVeyvPd7IyWGdqfStmxsba2ULdLHJKeqlqytMlVr5C4HynIrdYadd3SzOdm0gEngZqJt7G1OKepSkFvp+tWs0CLtd9jxsMqVPBGO4wasa/NHZ3MVraMzCRQyr5QTaOQF4J9Wz0zWWVI8QWyGTzFMoK89MnipdYLt4tKSsAVdF+gwDVJ6JESS5jZsdAiVN9xcEysOVH3RUNvbvpurRxkSzMXR4mRscKR1+nFXoILlZQZJ1WM8DD5zT4bKf7VBN9oR5VZtpHPGDnrn2rCTbumzfkSWho+KLWNtRM5My7Xkc7EDhgQFIwWGM8/nXI37tb6L5cczuvnSo+6JY/mAQdAT7813uqFbo48gTKSx+ckZzjpgj0rivFLxRWcNukKRNvaR1RiwJOOeSeeKqg/3aTMZLVshtlH9kQBJhGdvzA96fJDICirOpyvOaxbGZHKpK+zaeD2qzfyRQQqUkUtngIapp3N01yk3h+yhv7+azlmKOoZowDjeR2zg449q19L0y5stekdYZzYrI8S3GzhsbvwzWR4PeL/AISGP7RIEDKfmPYgg/0xXo03h/aUa21FDHGjl1dNvzEsScj3b8q1tLocrabOZ1fZaatBDdlQ6Jz3BY4wufp/OmJdOGdltox25XAI9c965vUrgTXyyE70V+pzhuc5rWh1Ce3Aj2RyrngsORWTjZG9OYl+UlsDGkQR3kAGBjf+Fdsti9tZ25YSBiAD0IzjpXnl/dO99bmRsYcMSv8ADz2r1E3NzcW0JnhCAgMBtIzx6mpnF2QOS5jN+yzSpj5gVGTkDoOf6VNskQAqcliCcJ05q3ErbX4/gxweeta9houVEt05Uf8APMHn8aUafPoiZVOXcwo4pXhnk+YLGpYkx/KFA7/lXnmrXgv72SVOmcLgYr227SKW2ktFULEyFNq8ckYrwZiljI5fmYEjHpg10rDxhBy6marNvXYkt7a4Vg7ZxnPJr0CK5Ep+Z0C5xkJ7ZBwPp615ub15ZOW49Aav6dq01pOksbHAPKE8EelYyhfcvnZ3T3OwkJKCEPaM/NTGuyZCCO4G4IcYz+nFbaWq3enwX0HzQSoHHHK59amXRd0avNKFB/hC5NSqMm7D9pG12c5LeLCGYvkFDxt/vcH8a5GWUxTKAin5sdTXZeM3tNL0IQwFRPLIAxZwW2cnp6ZArj7UQXaoftEZkxyvfNayo8kbsUJqTNWym8uObgM5G4L6jvV+y10RyLK6xgq5LKTkEHHH6Vm6JEZfF1lCGbajgkr14GT/ACr0e+0HTLyQs1uInfncnGfw6VSoSSUluROpG9mcR/akX7wnyy0n3m7nkH+lbSWs+tQieKJY0LDDnjIAOcevJqR/CyW13CNyS2zH53C7WX8M4/GtfzFII+WOKMYHYKO1OnRevMRKouhka8htdHuDErcyB3z1IJ5x+lcLMN0oOSB0r0S9T7bZzJGhEbIRvc9foK4688T26bfKsoGlAG6R1B5rSpTTSsKnOxY8OiUaxAnlt5RhdjuHDDp+NTePIUtNHSSCFU8yXDsnHGDxjpWfZeMB/aInuoAf3fl5j4wM5q541vY7zSrWCBjIk+JlkHTg4xj15oioqNh3lKRxNppTXUYmLBVPTPerDaD8vyTDd24q9slhgiigWRVA9B+tBa4VkIZiCMkKAP51zucrmyhGw7wtLJBdXMUm8BFPC9M4PvXSxyxSoSrPnOcN/LrXP6ZGI9UnUgr5y8n0461uLbmPkOmOvIqJu7CKsrDr60vtQuFkshDuGeJnKj+VWW0i/i0hI72MNhhl0kBG4nrgDoM/pWFqWuG2/cxbdw6k9qyz4lvvKMP2p/LPVQeDVwTau0RJ9EdtJ4fu5yJZbKViQPuEYx+FU5dKFlIhe2mj3ZGZARnis/TvFU7xvDJLJ5jKFRt5wOfrW5LdTNo8E0oklcXBwNxParU5LS7M3CMtbK5XGgLdbT5XklujFypP5UX2hSWNkXadSmPu7wc/mM1LFeTtdoJZ4og4+47nK+2MYP502/iWaGSQztOQ2Mr0RR1AwTT55W3EoRutDOtUaK3QZK5GcdKKtxXemCFFmtprhwOXQDA9utFZeyl2On2sVoM84HH77/x6l81Tx53/AI/VcWcGf+PIfnTvslvjH2Jfzrr9nL+U8r6xD+YmDqePN/8AHq6rSNJjtY1ubrLyMMojHIX3PvXP6Rp1rLehms0AQbueea6RrlvnzlhnvVKCW61NIz5leLOG+Kqx3D2FyrAyqGR1zzt6g/zripNOjiskleQ72XIXHGTXdeM7JJEjvy4WPhJN344/nXOoYkt0DjcuMBTXLOTTsdtGCaRh2FoDFJI/IHJA9K6Hw/pltq19GkbC3cA7crkO2On86jiuIomKrDEVb/bxit/wtELrVozEqqkGXYp0PYfzpQfNJGsoKMTuba0+x2sNtGpCIuM9Mnua838QaS1t4g1FtxCz4dGJJ69ef0r1HzC3BNc34ntZ7q1mWKNsDDAAdSOpz9M/lW9VaaHLSeup5raaeEd/OnBXH96rlhp8PnG3icPJMdgDE4rN8tsnkMAfyre8NW3nat5ruS0UZcfy/rWEY3kkdcmlG56Fpa+TYRWrnLwxqpP0/wD1VieM7QXmitcqg8y2YSKfboR+X8q07aUyXbqeNyZ4qa7ENxbPARuVgVZfwrrZw3d7nFpotvcaE+oJKPLMJfAXkEDp+Yrn/EWvSXGmafpcTkRxwq0wB+83YH6D+dbWn3L2Wk6zpE5w8KsyD2PB/ofxrhXUy6iyj++R+VKUVFWRfM5PU2NO0mCaIvcyEEjhR2qpqOlPYgzRyB4c49xWrbpOMIoPTutOltrqa1mRo85B5d+v4Yrk5pXudThG2hzETN5uUOMc1futVilgCGIiUDHXiodGNt/aCLdqTC3yuQcFff8ACl13Txp2rS24ztGGXPPBrRw6mKnZWRpeD7CDVdejF3KqRofMYs20ce9VfEdzDN4ovJrQAQibEeDnIHGc/hTvD8MkkwW2RmnJIbjICEdc9iDVK9tZIry4UoFMbncoPC81Vrqxmr81zZtbgXLASMNo6q2P61NBqCQ63HGsheNT85X37DHpWfbwiaFHCnI61Tt2K6sCAM7+QeM89KwUdTrlLReZ3N7dR3MTwxfewArEc5PSuDu/MMrB3L88Me9djNM73jTGIxEKWCHtxx+lczNbGWWVgPljRT17f5BqIP3nc6KlBcia3ZRtIC8uwjrT720MO3I69KktlYfMFOAeDWprrW1xJaNbLjdEGYZz8xNdDi9GjmUVytGLaHyLhZWXKr1FaFz4iv7pBEssojAwACcYqjLDNFKsbIwZuxFaVhBFZ/66RS5/hxnFJysiFBt2KCzStgzx5X1IrsNC0ux1uzDJO8c8XyypjP0P0NYt4lpcyBXdkIHYVf8ACTf2bqt8ZP8AVrblifUZBz/KiFp6NBNOGqM3XrBbbXJbaJmkCFVyevIH+NeqaPMP7EitbtS4VdrA9R9D/WvOtJhOtX1/cz7DIcSIG6btwIH0wMfjXdLdbrPzChRscqRiulxSdjnbb1IzHFBqrW8cjMqEHn06gUupeJprIAR5MmPqKjhNtcXLXYVvPxg8jHp6Z6V5/qNxdXmrTx/MSshAUHAGDWUk4Rsiormka7eL9SNwzeew3dVzWDqEaahI1zb5E7H5oz0J9q0odLjaFd4w/emXOmpbRefA7M0fLZPasPadDf2TtcwHsruBwJIyCT61qWFmq8XMqo7DATqa0DaWlw6XBd87QSpPWrBWxllSfystHgZIwKUp3LjTOs8G6ljw/bwFuYGeNl99xP8AWr2pau1jY3t07AtFGSAT1bOB+prJ0uD7JhACpdvNcH1PP+FZPjGSQ2tzCpOCyMfpxn9a7IfCcckuaxwl7eT3l1JcXDl5ZDlie9QKzq2RwfWtKG3hXqm4+pq0FhdtrRp04rBzN1SdrnWfDgfa9SnuZSWkiTqfU8Z/Q/nXpVw6mAnuORXkXgW+Ol67PFKSEkjxgc5ORjjv3r0i4uh9n8wNuQgHj0rojK6MJQa1JUfzSyA5yCD7VkeduufLlI25z9SO1X9LbLbm6tWPq7CDVQOimT+dWiCXxJf/AGbw9csjFWYBFI9z/hmuFtLSExh5sMW5wa3vE8ktxFBChPklv3g7dq5e+uLi2l2ImY+3Gf61zVW27I6aUbK7NJrO0bJ2KCfbpV7SrNb2wnsZG+WBxJDJ127uCPpxXMzXckKKSrZPQVs6Jri6bbXEkts0jSKCAvQAZ5Oe1Z0otuxpVsleO5HcyC3d4mbJU4yB1/Co0uWcjzJGY9Fwm2qt1L5zGYdG5waS1JPYDmolHsWnodjp9hDHD5znfK6g8jOBUs8FwYhtgicbSx2yYI6noevAqnaG6v7Bp7GISKo2hlySp9x/+unSaleBDD9nhfcuGZnKbWwQcDpjmt6VJWbkcVWrJySTOLNtcandSeUP4jz2FaFt4WbGZp1HsKemNNWbqFMh6HP0pBqhkjLozbR1rJt30OmME9WJe6P9iTzoZAQvOK7DTYjeeHrY+YAC5PJ9hXJQXf29JIgHPHccV0Wlm4tNJgiF2Aq5PlGEH0Jy2RjO70PSnFSlp1IqNR1LTaOgIYhC3rgVG2lBRsRU29cZwCavfaiG+ZCV9eop6XKPzhSMf3azbezGl1Rjf2LEetuv4EUVtl4M8rRT5mFkbNtZRCNYxZxSMuF3eSxLe5561P8AYYy5QWVvuHbymz/OnxSauXk8prILu+bfGxO7AzjB6elWrd9YkD75NPyw+T92/De/zdK9BpnlJIz5bdbeMt9mjiJ7qhUn8zWerfNj1rV1P7bzHcvDI5PyCBSBg9Op61mmBYTmVxu/ujt9ak3grI5/xAsN1pzW08qxo8iZ3dwGBI/KuU1WSEX0gjAEZOVxXY+JLE6ppMiREGVDvi+o7fjXnTLcToshRueOR3rCstEdVDdl6Fow2Y5hGG4IC16F4Ytra304SwOkjTHLMvbHb8K80tradmISNi3U8dq7jwQzJpRfcQ0kzMOfoP6U8PFas0rydrHZ+WwXcxx7Vy/iyHU57KQ2bKYsZdFGHIH8xW+ZDIuTyw7VAvmy8tiNfQDmt2kzlWh4xHE9zIQgbeOSF71v6b9u0SMai1qxtQRHJvGNwPpUms203hvxKLq1ysbnzE9CD1Wup1y6hvvB091EcpIisPY5HFL2STU1sae0fLY14LKOQRX1pMGSSPhW9DyORUJjliYB1IYtmqfhm+d9KlhjwTbyso/3T8w/n+lTTai/nKJMEZ59qqSszM4bxkrW2v8AmoSizxgMRwD2P8hXGtLsvzJ0G8t+Fdp40uYrz7OQsmIwfl479TxmuFchmJrGUuZWNeVxZ00eoSMVKuwbH3gMjFSz3rxRux3IrDPOPm/KuXtruaE7Vbj0NWpLmWdw0jk7Rx6CuZ09Tp9rpcbbW2AzyuEOPlHvmrmoySai9uQQ0scSxE9zg8H8sflWe0hbAPahW5Bya3Unaxzs9k8N6BZaNpaoVEsj8uzc5asrWPDX2vUTe2ECMZxtkhbhc9Cc9ql8N6hLdaDBM7ZYDa3vtbH8iK6XSJvtFuyKuG3nJB6Vs0mRexwWk6MuleIDpeofMkyboWDYDHt/IisvVNG/4nOoJboA8Mwwo7qULY/8dr0Dxppry6V9tgG25sm85GxyQOo/r+Fc9p12uo65qV3Bt+a1SY+xCj+pxS5U1cpN7GRql6sUsYDEusKpIpHRgORWCbwgtuUbWIzxxUIkknk5JJY5Y+vrWpHbQmMK6cYrkfKnqjrUpzS12H2jW1zpd7H8qzRoJY+fvYPIHvg1S0yP7Vq1rEBndKq/rVSZGtZyqkgdselXtFtpk1W3fBVQ2d/pW0GlBpicpTqRvudh4nsbVvIuYlUNCdjEfxdefzrmpIrEuHQMz9SM8frXVTw3lxEwQyzkdVOSB9c1x0wjin2MVYA/XBrkpptHZiuRS0LRktGlWWSAbs4xuBqrqNzhg0LbS6FGA/u1LJPCygKd7+uKtad4ZuNeimntLiMNGQCkgI/IjNdNCNpXZxVpe7ZGz4StBHpYmIXdK5PzjsBgf1ra1aXy7KRI0cvtLZA69yaz47W90W18ueymEKYw0XzqOOTkdvrTdQvJNR0WZLV2UmMkHuQR+melb3uzmkmlcb4cke7s7m4QhkEmxQDzwM5+hz+lc5FC8mqXc2AkjsSA38JOeKzo4L7TWL75LedlDYRipCkZHT2rbsUlutIe+kctJ5hUkjJbpyT+NY1LyVkXT5Y6y6i2llIlxm6lADejVNDpsazSSNPmMg4UVT3yzNgqrgdiM81ctYZpruGI/KGPKhduB3rls76HZolqZ0kRidVyRt4A6YFWLS3W4uYoy5+ZueT0q9q+i3EczSRAywnoR1A96q6VaTrdoUU7weBitOXleplz3Wh0Gm3LXDmR+CTnHoPSqXiiJpWiWPO+ZSq++Bk/pW9NoVwIfM0u5jhmxykqFkJ74I5HP1rFhsdbN+/9s5Y42QhQNnPUjHf9a7d9DhbsrnFfZX89fmwCcHmrAskS4/1oK9SB3q5rtgbO7DBwyvyw7g96zWdVA28KD3ArllBp2O2MotXN/RNGfUNQMsSErCMk7sDPbmuzv3jsdHQXEqgDAZzwMk1y3hW5nLBbVyrPlWBGQSOR3/zzV3xxLJ9kgiPQsCcetaxjyq5jOo5vl6F6PxbplsdsSzXDqM5Vdq/r/hWZqOuQa1eqYonjkJBCkDHy89c+1czbqxUkjjpXQeHtBvJrlboJsgCkLI44JPHHr3pRqSbsKpTjGNyTUJpd5jOwRsm75lzznH8q517yZptrA7F9utdb4pt/7N0pJYv3hL7Gc8bc9MD864n7SsbHepZTSqx11NaU1ypImnvvMAzAoIPTrmrd8s9tpwEiBEvIsqAOcqc4/Ks9LxBKjJFu2sDh+c+1d9rOkvrGhjEYFwFEiL3Q46flmrw8UpczJr1L+6cVpul3N7YGaDEgRipQH5h+FTS6XeQ2cszRPGka5JYYq54MlMFxd2koKvkHaRyCODWh4uutulCFfvTSAY9hzWjopzuZKq0rGh4IYQ6Ftf5BJMxViODXR3FvY3oMdzGvmkY8xeGH496zdHtFg0eCzxnagP4nr+tTSWkylWY7cDB7mq63Rlo9zk9atBpszxzDcnZh0I7GsqC4tY4GUooD9MDP51ueMb2WCC3jKKY343Ec+4rlPtEOFJXkdOK5qsLO/c66MvdsX7G5RnaKOMK/qOlaMt5qDO0caxCAkEBlG4dM8446etZumzebqtvFFECZXCkMO3eu4l0G2kJ8lpIjnjPzD9ea0oxsrnPiJNyVuhki5cn5Ttz6mphM6gsQh98ipZ/Dl/DGXjVZlH9w8/lWQCUJBHI7EVMqD6EKulurF8XJ/vUVRYoxyytn2NFT7GXYr28O56Ta3EUnnr58OTKQB5g56e9WVkRfl8+AY4/1uMf5xXDx7LWSOWKxsg/3w3lYwc9uenFBuQWJOn6ec5zmEn19/c/nXc4S6HlqrS+02dBrGoNa3G1GUnHJzn9ayhdmUo+PlbOfr3qrfthIiVChgeFGAM+lUra/WISRN99DvAPfP/16wv3PRgrLQ25CoULuwTyOeawrQm21e8sJFUq+LiIMARg8N+tXLO/tZiZJEdpOuSOKx9cma11Wx1UnCBvKk9AhoW+pRo6o2y3+x24VZrk+WoVQOO5+gFaFlZxwWkdrAdkkA+Q+tY+lsb7UW1J1IjI2QA/3e5/Grs2oYlX925Zm2jA4xRtoBp/a8ndja/Rl9DU8c+EXPesVJGlddw+YcE+tX2BNo23ll5FCYWKXi60S+0N5R/rbf94p9u/6fyribTWwnhq902RvvMrRj8eR+ldpcu01pcxnkGJh+leUE4OO9aQfQR3/AIUvJUW72cqSjMxz/d6Vp3VwJLnJxgdRWD4WAFjcSbjhpcAZ4+UDFXbmTBkPqwqZO8hmV4umhg0uK3gjRFZtzFBjJrhj611fidC9pHIDkZxj04rk8+tYPcu7epq6Dp0eoagtu5271ODjPNX9Y0lLC5SDz1ZipLBQfl9M5pmjAWjWF/yFE5Rz6dP6GrF88msXl/fq4EcbLGp9uQMfln8adSHu8yKg9bMxmteQEYH1zSm3CRFt+7jkAVYS1uPKJLLuz1qSG3lKYk+Z24CqOa5+Y6ORPodr4Px/wjKZZSfNfKg8hTwM/iK1dNuZIshGOC7MwzgHnqayvDdrbaLpks99J5f2jCgkE7RzgcfjVq2k+QnJAbk8YIX3rri9NTlmtbI6BtRa5geOVAUdSGBPavOvC85tby8CMw3WzoHUZAJIwT+Nbq6zJcwkw20gWQgIx24x07+/FZWnWk0eoJJZAM06kOgHAz149Kn2i1Rr7FxtzGHFYMYzjAkU8hu9WBp8hssCRd27v0q1rdxbm5jFsw3pHtlZehbJ6fhiqcZYjOecehxXLJO5vG3QlGlNPNbx8FycnA4HGa6zQfDaSn+0dVUxDOYrcN6dyf6VV0W2aKGNph80nIJH8NdIbwecAFJJ5UHgCrormbv0DExVOMbbs0GkQxhIcBR0VF4/lXm9/oZuvE1xZRMsOcugbOOgOP1NekRSlxtLc/kK5XxQjadr1jqcYzx8w9dvX9DXXGKehw8zvcw7rwnLp2nzXM9wgCDhUBOSTjviul8B2zJpM8nPzzY/ID/Go/F95G+k2scTblnbeCO6gf8A1xWt4VaK18OWwLLubcxG4Z5Pp9MU1FRh6jlJyZt5kUdD+dYWqWqKrXdsgVwMOoGQw9ceta9xIvl7sAjHUVFZLHJFvlAKdQDUiPOpNNvtX1GcwW7tkgb9u1RwO54qe+t59AsI9PlCs0rfM6/d59PWvSXlCgAbQvYYrD8T2D6jokqIi74/3qHHcen4ZqYx19SpO9rrY85JmiY7Cfoa2PD90sOqW32oEiRvLHsT0/z7100Xh+zu4I5kMke5Q2OGxn8qp65pFvp1layJueY3UaqzcY78D8KyhTlzK5tKpFxsjoZLVnbJX5R0A7VF5Sg9xWwVIG4dqpXgURtMowVBJx3rY5yFAF4DbH9jgN/galR3kjMcrZIPBwCfrWD/AGkZ7hLXawkZsHjjH/6q25nWysJp2+7FGXI+gzTQmjgPEls+o6m6WFpJ5MTsrShSxlk6Nz7YxWdpXhS91XUZLbmJYf8AXO4ztPpj19q7Wyeez8OWNtBg6hfAupY/dLHczn6ZrotK06HSbKKCLnBy7nq5PUmm4K92Vz2VkU9D8M6fpUYEaGSXHMkh5/AdBWZ4202QacJQNyo+7d6c4xXSyT7fnQ5HbNE7x3dpJFPgo64Ixnik0SpNO5yPhLQoZYP7QvovMTP7qJuhx/EfX6V2TFnfA4xwAKqjy4bRYowFWNAoA9AOKkhnWZY41bllBY+g9KcIKKCc3J3Zh+LoC2jyOgD+SyyNnkNg9PpWNN4PgvoY7mykEccihgrgkDPoRXb6jZi40y4txjMkbL+lY3hm5U+Gonc4EIZWz2AP+FVKKnHUIycdjj7Pw6IPFUFpvWXyVEkmAcA9QOfwr0OGAgZyTnrmsfwxF5q3er3HDXcp2Z7KDxj/AD2rpCVQb/XqPWhpR0QNtu7M2fR7W5m+0eWEulGBMByR6H1rgtZV5/ElvZOp/wBHG9wPz/wr0t5FMYZejHisPUNNh/tiC/8A4yvlvjvg5FUmTcuWIaC0RnH75l59vapmL3HA+RB1Pc1DLOu0E4BzzU8F0ki/IvT1qbAcp44sN2mQEFsrLwDz1H6VT0nwwl9psE4kA3Lkhk5H610Pi2F5NAnYfeTD8diDWVpGsrF4YubgAKYSwUe56fqaqUFOKuVGco7GboNij+MZRES0Ntu+bGOnFeiLACowR9K4nwMFUXU8h/eSsFBPt/8AXNdkLhVJTncoyBjtSkknZE6vVih3hLbScAZrG1zTVuh9shULJ/y0A/i9/rWlcyN5O9hjcQBnvUJkDxlRyMc0tiZK6sci1rJnp+lFaU/7mZo89Dx9KK6PZp9TzXXs7NE8zqyQhTnCYP5mogpY4p99YXreSlvOsJVPnIhB3Hnn/PpSQaNrcr5j1IIPeAcdP/r/AJ0c6sQ6Dbtcnv499vsI5QVzOoQCa6gTeVcnkgZ3D/OKhn8VX1nfz20scU6o5XcMqeDTIdXGo6mAsPlbI+5zyfwrh5oyeh7Sg4xRsxACRYk+4vLH1NZviS4kW2VAilW4+cZXP07mtOAbU9zTrkAWzuIFmkVSVRhnJolsCV3ZBokzT6TbSkYPK/gDU9xDIJcptK8FSwyV9cVRsL+5nsliMCxXJJwCuFVf7xH8h3rSjuC9ufNwJIztcdh7/Q07p6mkqcoXuQ2ZLTuT8uGIOT2FTtrNnaSmPzBLKRxGvb6+lcTqGpXA1K7hWZljEhGBxVaC2eS2uZoyd4xjHXrUe06IapXs2zrptQj8iTjIcHO1gNv4n615xPE0dw6L8wDYGD1rqLa13wNstmaUptDSNkA9zjmsa6sJ7adUkjwzHPrkUKo07l1KcYqyN7Q721ttJggZgJixBUdck1dmZHmaMyLvPIUHk4qjpujTQCPzgMI/mDbz2x1rMvZDB4nEikg71Un2IxVKb6mcoR05TVvYUubbYy55yKw5fC11JIJEC+WwJJz9056V0d0j29ksrQtjcFwOuScdKW8MUcvli7KDAJVRkjPqaJWIhFy2OajaKHwxLC7L5v2rKgdemK2dJtbeLwuZpwVadny/oo4H8qyLbSTPGWuJmEBcsiqeTz19qtXUiRac8UXESLgDNdHJeLTOaWJUZ8sdzNE7glMkp+hqezvUgukllDFAecdaz44ZXjDDOalaB44g7EDJxiuKFN8+x6E60VGzZ3N7eQXekRiM5VyMDuPrU1ugjtTGeWcYP0rItWRBEr/KJEDI3Yn/APXV6K5Xzo0f73A44+ma6fZp+8medDF7QasbWleF4ZIQ1xKfJHSMDk/nn+VbK2sNrF5NpAscZ6hVPzfXjmsiDU5YyOQdpAI9RWoty1wSI22oOrE5P4VKSWx1ynOW7PNPEGiyafq8kUSs0Tr5qccqucYP0rOjimztCuT2A7132vq2n6hp2ogkRpL5UhJySrdc+3WtWeGK2gnnSKJHWNm3qgB6etRKnfUuNSysU/DGJfDtp5uHxuHzdvmNGqhLKWKWOQeW527c5waf4WhRPDlqxGSwZjnn+I1leKLnfJDGnRWzgfWrejsjO7e5vWlzGsYw3XnmqPikC40fzV5aB1b8Dwf5iqumyEkFhkAcn0qXWZZBp0gjiMnm/IQBwAR1oUuV3HGDk+VHJxySS2sqyMWjtIiIwe25gB/Ou003y7eztmMLlxGuBgbc7R/hmvP8XEUZ3h0WQmNsjuCDj8OK9P2qtlHkjCoB+la1XdKwlpuhstz+7ihD7s4XpgiryupiIAwBhQK522YzaqP7qKWx+g/nWw52NDzxu5/Ksugt2aSvDGwLn5iPlHoKklUTxlQPlI6etY8TLcXRkbO0cAZrVM0cSgbh+dJMdjK0W5/4+LJ/9bauVx6qeVP5cfhVTxG32jU9HsV5L3HmMPZcf/XqO7lFh4vtLpeIrxTE/wDvDp/SnQf6d44mk6pZQbB/vH/9Z/KtUtbknRf2jCFYZXIP3SeT9Kry3MLLgNxICB+NVpgqXWGgeRVyy7B7g4P+e9VgymfarZ+ZeB2OKxTLcbGJp5ZPESowAVFYswHJPTH8q2vEUxk0OSBDhrh0hH/AmA/lmshtkfiNlU8lC2PqRzVPxHqwurGCK1LK4utgZuOQOo/MVomri5W7uxtWMoub972OdYolxBD82D5a9wO+Tn9K2IbqNI2Z5iCzZAdcZ/8A11nx2kVtDBDsBWJVT8AMUreYu9CvmBfvJ3x6ik27i0LDXisAi/eDcn8M1aR8FHPcc1h4jFxE0Rcg5U5GNvsa24z+6DYyOhoER3Y8lty8IR+VWLB0VATgHgDJ61U1DCWgJYkA8fjWfa3ZkSIg8AGqT0EdT56lSc5Arz+S8+xaZq1hG3zPdmNB7N/9YV0kMhEZZ3wH4H0rg5UYeMWU7iDOHwD+OauDte40r7Ho0UEdrptvBtDLCoVlzjPHNRwlAAI5Gd2AOCCAPeqS6h5ilVVlGNyOejgdaZFfvuOeCDg1k3fYrla3NBZXDGIHgOTTL0loBg42MGz+PNVreYySMx7mrEw8yF0/vDFUiCpeTFVZ1HQVd06VY4BuI6ZrHnndrfJwQy89sHvSQXHnWiOrcMAARTEzfvXiurGaAnIljZfzFeUrdmPSbmyB+Zp149hnP9K7+R3RSw3N5aknHfFee2cch1tZWjYqZw21eTye3rVxmloNRdrnb6daxWen28BJw2G8xVyc9SMVrWLQo0TRD5Y87mI+8cYwPaqlvIJYlO0xuhKuh6qaQMUZgD0YVm9dQ20e5JqV1uuoQspZBuwpGMHirFs+7I/2aytQybuDPBGc1fsyeTSbESTWMdywdyQQMcUVYDgdeD9aKrmZk4RbNFEDNliMVeMiQW7PwERSx+gFYUd2CivnrTPFEtwnhK5kiyPlXd67SRmrq+7FnFSfPJI8ku5fMu5JD/E5P51oaVbSBxcr0bIz9Ko7A2TW3pEytZKgQhlJH6159Pqe9V0ikMh1W+mjM0SxhFyNpPJx36fQfjTf32cyxWwYLvOVJzzjHA65qddIjz0TPpsqzFo8QI3xryeyjp+VPlkzRVaSehWE95b70WSCJcByIl5HUY6jpilkmmlXBvC8hC5SMg85IP4Afzq5/ZyJgBFX/d4/pVg2caAgj5scAU1FideC6HIaivmaxclTwzBgfqKvaS2yV4WwVdckVSmL/wBpTCQYK4T8hirmmjde5/Cpj8diX/CudTDDGsBwijp0FWvLjO1ii5x1xUCnED/QVOjZhU10pHK2Nl+4a8+19mttaMo4I2uPw/8A1V6DL92uE8WxYuon/vIRUz2uODsw0vUr/wAQatFBI7eQh8x/w6frXSalp9yiXc1qWBIBcDHOBjv7ZrK8E2Rj0+a55WSVvl56qP8A6+a6HUrow6XcliNzIVGBjOeKbjdagp8l2jivt7FdmcADirEccd1pj7jggEdcDODj+VYkwKk4rSsLySK3YJtAJzyM1U3OUbRep5/JFPmE0EJOHjlGcMCOSMg8UzWlSKeKOPGCu7g8VWt7iW3uMI+35yB0HXn+dMvLiS7vw0jbmGF4x29MVjHnVTmvodipe9zM6XzSbGNMFgV27GHzY9QfqT+VV4Z3Os2iHJKyoGPrz1/KpJpg1skI5YnLZPTA4ANVdAaObWUSV9rDITJ79BTw05SjqKvQjCqlE6uZjBOc8fMK0rK6ITgfKDwT3qlq8X+kQtgHzCAR75qWFCXxnt8x7AegrQ0uWfECLe6BdR8Flj8xfqvP9Kr3Go7/AAc9yx5e1AJ/2iMH9auxgPGwI+Vhtx7Vybhz4Yi07JLrd/Zz/wB9VSuNHQaZqK2uj20JVgwhBX5eOmetc0mtw3OtP5yOTuIBxkACt3UIfIhnkCjYkRZcdcAHgVxujBZNVeVhjIJx+NZ31KtodEuoXYnuIYY4THGeEY4LZHH+fep1nkU4kigHbhiewOc/iKkFpbXUm8RyBj3BGDU/9lQFMeWA3rgf4cVm0zphVglpoYjTmS0SJ4Y9quzqsikYJOc1qPqN5DZQhljSMERqDnPUjPTHY8ZqymjWynIj3k9d5B/pSzaVEi7o1QvnCr5Y60e8TCUFdz1NGxtkjZ3B3NIclqlv5TBHG68lWz9eKuRW5iiCgE7QORWVrDbogAQD2+taM5tLjVlmltVlkQRtLjheBn0q4Rjao7DFZmmwMoUTAloxwd3H5VLeai9ncQxpD5ry52D3H/66Tdty4wc3aI3xRas2kJcoTvtWEmR2/wA8VW8I3b+XqFxKjPNcSgqR/Exz8o/X8KfLd3OoGSJ43gVlCkliRyM8rux3FLE9zYRw/ZI4yqoYw7AjacFjgc8YHb6UOtpyo2hQXNZ7nQs6tF85WO5jOHUtwfx9D2NYkKmPUGBP3mDfhis+8kvJ/LeaWNHkcKSBhvvY7/n0qxDPENRbzJlU4XO9hxwPelF3Iq0+Qz9YEsHiKKWNSd8LA4bb0Oev41W8/wAzV445LXzChOEY7myf0/GtTV5NOur+2WO7SS4G75UbOBjPUdOnrUa2sgkQpM6MOA5GT1zySDQ77lwcXGz0LSa7bC3jEvmYCAbyD8xHX2/KtZH+0W8VxF/rAuOe/HT8q5e60+4liERZ9qkZOwHJAwM49q6O2YIVizhWUKD6EdDTg3fUVeNNJOG5DOsTMJo32lSCUPWtizSVchkzE/XHJHvWTewCZHIGyYA5x3NcHrL3sNyuby4aN+AplbAP51bZzJXPUdStyLKRSwIAyODXJQtLFaybDg7TsB9TzmuSD4iG7J5BOTya7C0igmtluYJn2MMFX5K/WlGakrItw5GrjC19NErTm2miiTfjnn6Y7gc1UjUpqZmSAyufl2bSAeQMZNa8VnZSEbYVlPc7AMfjg1OdKiVt6oAoHG0AHPX271k4yOr2tPSxWOpXc5JW0iYxkEFX454wPzqrZ3VxcX8qyqioAPunPJ5H6VafTTLKzM0m48/Mxxn86kWzFpDIy7dz4JIHcepqlzXJqTpcrSWpbshuX3NakcRIBwcDknFcVD4nvYneOKCIKpIDNuP9ap3/AIy1iI4iuIo/pCv9c1ftYJ2Of2MnqdJfoYrd2TPJPBFY7C7s1soYGBLsdwboCeagt9Vu7vyluZd6scnCgE+3FbU1ibqAeaUyeeVzT51Ne6OMfZzXMY7G6bfNLHBlgXLAkEAEDHA68iqz6pFHPbG3hYSRnDeYoA/PNbSaGgwowuecquP5Gq7+H4w4fdIGznHPH4isuWR0TlTlYlOsSGRZ/sb/ALxMYHfHfr+tSW2o/bprlPLeMxgbg3r/AJFQvYXJTiWRhjG0kEAcdmHsPyqaysWtWlLbjJMcksQSTj2qouVyaqpcrtuTXbNLdREkZ2jFaVgFAO5gAOvNc1qc0u638qQo3IbA9P8A9dVjLc3EkcHnSOXYKAW4JPFOVRRdjmVJtXPQgrMMrCzD1x/9aitpV2qFJBIGOtFanF7SXY4XS9ZsboyuHKxW6F2ZxxgEDPXqSeKmv/G2h3ujXVoRcZlgZRlB16Dv612FvpVpbW+2K0hGRzkAk/WmjT7Ynmxt8f8AXMVUpc2jMoQjDZHg0T/MQa1NPt7kDzYZUVT2bpU3jDTP7J8UXCKu2KY+dHgcYbqPzzRpUdu0JkmSRvm4wMiuKmrSsz2Jy5qakjVgvWiGJ7dR/txtkVZSdZX+Vgar77ST/U2sRYdmO01Ey3IYGO1SP3yTmtrnOX5Msm4dqedzrHKiluxA5qpFDqEv8cS+22nI1zZs2JkJ/iAGAPxoA53V4vK1iXPUqGP5VLoq7pS3vms27mJvbp5Jd7s3UmtfSAFjyPpWdNXk2dFR2ppHQKcwSVLbNmNlqvDzA/0p1s+1/atzmJycr9K4vxYSJIO4w39K7GX5WIHrXN63bC6uLOMj704X8O9KSuhx3NXTkEOnQKmVKoDj07067EN/AY5vlOeDnAzUsg2bWAyuO3aqczZ3Ajg02ydzlfEFklgYnhYskmc7jyDVbTWUxoWOEBO6r2uqXt+v3G5rM0whYpgQWXI4H0rJtttGkVGKTE1C3ZLxl9FJ45H51Wt2Ec8bsNyqwJB7irWoFgsbhAm0lcbMVHp8XnzhcDGDk/404NqnqGspeZuQxobdLhSAMYx3rn70sk8ijj5s5roTsErGHgMOc96xtYQq4fA+YYpqNqSMnNPFSTdy7o13fXmo20El1NJEh3bWckcfWvQkyECc5P3v8K4bwlbny5rornlVXPp3P8q2buWcart+0tDCUDFsZGc4pX5UrnTCHtJtI6ZrlIlcKUMiqcKWA59K5XT5Lm81YW7bY5jcm4bK8KNuM4+uKSSdgoeS6gdyC5wgY5yPlzn3/nUUaSLN9tScLI67covB71HtrPU6fq6irXVzrJnS7s2hmAV+UZfXsce1cJoygagy7wPlPJ6cGtlopJZw8byMwVmLsSNx2kYAPv7Vm+HrbzLtnbokY6+pNCldmU4KCdmdTbTADEfPq5/pVwTN0qtGjH5YYyx9SMAU4/uDtLhpD1A5x9TWjMCdZSG61T1O8aKAsHKMOQQeRT2fFZeqRmVcF8eh7GkBBbeLdZjLBbhZV7CVAT+Ywf1p8viK41O7srKS2jj3TKSysTwDnv8ASsOEbJGX0OKmsXC+I7I/3ST+hrNTfNY3lCPJc9AiY/MpGMGq9/Z/axC4ViU3DKtjrU5ZC2VIIxmnxsScdhWjV9zKMnF3RnHTpZGIkaU55P7wnn86kXSREyMu88ZB9D+Jq6JSJRzVh+YqnlRft5mculRRjfgIRzwBzXDa4g/4SKcHowU/oK795G24J6V59r7Y8RMT3UCk1poCm5SXMO08LDqUZxj5Wx+VdjHJ2/KuELMt5bsvXeB+fFdlE+4cU6ewqqtI2Hz5aXCjcpGGFMkj+TzIzlOvuDT9MlWTdA/Run1pz21xaSEpGZIz1xWpkBlWWHefvAYauM1/Zu29w2RXUyvCMsGMe7hkk+X8s1x2vSFrhdpQpnAO7JP4UpbMcN0ZrHiug0W6SeHbNI4ZDtZFHX0Nc0zYrUsJVtrgSnfh1wdp/nXPCVpWOirG8Tt42k8vCL5Mfdn6mjz2b5U3MB3IqK3aK8gV2usKB9xsgiiSWzhGPNZz6KK6TkuWVYkZz0/WqurXLwae8hj2noCRjNELXFw2Y/kQdzWDr+oefcrbK7OkP3mJ6tUzfLG5pTXNKxlSTBQaqpZfbbaec5LL9we45qKdy7hFGWJ4rW03fABGyMV9hmsKUb6s6K07KyILJ/Os8A4densa7CzvheQROBglBuHoe9cZj7FqTxj/AFbHIrc0iQQ3kiE/Iy71/rTpvkm4smquaCkjpt+1c+1QmQt1POap/bd7jkFG6e1LJc+UQOua6tGcupcLAx5zgimuT+7kHTgVUaUkBQRjvVTUbzyYgqHMjjApNpIEm2U76cy3cjYACkgYqxoGkNrV8+ZGjhhGWcDPPYfzrJbe7x28SlpHIVVHUk16bommppGmR24wZD80j/3mPX/PtXPCPtJ3ZpiavsYKK3Zn/wDCIqAMardjgZwBz2orosiiuv2Uex531ir/ADGhFKki5GB7UpPOc8Vx2na9bABZLgg9yUb/AArUPiTS0HzXRx6+W/8AhV2iupklNr4WYXxN037TpMGoovz2z7WP+w3/ANfH51xGhSOJSizBVPVSAQa9F13XNIvtAvrb7YhMkLBQVbrjI7euK8ekVJrZ4lBduq9ua46lo1Lo9LC80qTg0egtavIOVhf6rj+tRiK7hyI1QL6HLV5KZZkYqXdSOoyeKQ3M/wDz3k/77NVzIfKesSM+0m5njhTuS23+dYmo+JNKsbdobSVrq46KRyqn6n+lefPIz/eYk+5zWjpMKFvOkwcHCg+tTKVkXCHM7FqVJeHeXLyHLA+p966/S4W+zocAcfWuL1WVhjBwc8EVQOpXpG03c+OmN5pUpWWpdZa2R6s88VjYS3Fw4WNFyfWsmHxboZOXkkX6xt/Q15y0sjnLuzH/AGjmmFqvnMuU9Nn8a6GowvnS4/uxn+prAvPFjT3CzWVsESJt2ZcHOeOgrkd1dB4X8Pf25cEzXUNraRsPMkkcA/RR3P6UczeiCySub1t42gkj23dqyN/eQ7h/jVkapp14mIrtA/o/H865PxDZW2na7dW1m4e2Vh5Tbt3ykA9ayWqriSTVzvbixa6iZSyHcMZ9aw7S3ez86KXh1c9s5rAinmiy0c0iEdlYita0mlmthJIzSNkjczc0QSbMq1+SxZukD22wtuAPTGP1qCBY4rklBhcYznv7U6RnKYYYH1qNEwd3P40lBqXkL23uWe5fExJGBUGpp5ti3GWUgjFOjB9am2krhSN3UZ9e1b7qxxxfLNNHV+H9K26JBAxVbmPO76HnH61ovpQHzznBHG5TVaMsqx/aGaGXYCGHIb24qV7ySZQhYlR39aiSR6EG73RXezjZiCcpnpz/AI0620uKMfeJxyAe1Sg1YiPOPUVjyo29pLuKghgjOYlJHQ4Fedyand6NfyPaEqyM0b7lBU4PpXo8a7iztwE9R3rzW8KveXkUvLPK4H1yaU/dsyqfvXR1Wm+KYNWRY5bhbaYjlCMAn2Na3krGuRufPfHFePn5WIPUcGr9nrmpWGBb3ciqP4Ccj8jVcyZnY9NYqQRnH1rNu22oQWDL2rEtfHTEBb6xjk9XjJB/LNLd+MLJ1xb2LZ9WwP8AGgLDEH75+e9Lpfz+JVz92NCf0/8Ar1BZ3f2tfOZQpYngVpaLbq2uyMcHdGAM/wCfasI/GdU/4SOrhkJb7pCnoavEiOL3NMhgKfKygr1B9KbK+TgHgV0HJcM5qyGJhBqmDU6nMJ9qAIZDneB3Fed+JZHXxCv91lUj+v65r0BmxJ9a4zxTbZ1OzlUeoP0HP9TUPYuOrKLuI3ikP8LA101lNvUHNclfSMkLcdK2dCvbW7jWNZhFOONjHGfp6/hU0tjSvudMspidW7Z7VrLLdXCfJe8Y+6B81ZCW0pG1yMVYh+0xABQCB0JODW1znYt3ZpJkyIZT3Zzk1xesQxROFiQDaeTiuwvLqSOFmnlREA5Of8K4vVLyKdyY2yM5qZtJF04tu5nTNhGPfFaOnTKVQuu4DqPUVizP5i7R34p9vM8GB+Vc7TtdHVzK/KztkSCLaz/avL7ccY+o4q/BJj/jzjX3MkgOfwrmLHV5EX93KUf68VZg1zUftO24sbOWPtI0fJraNWL30MJ0ZLbU29QN6LV3mvo41UZ2xnrXJyvtQljljySau6rqhuQEEUMSg52xrj9axJb3ZKhMYcA5Kk8Gs5y9o0omsI+yi3LcvCI2mlXF/Kp8wriMHtnvWGmt36jHnA/VB/hU+q6xc6hDsl2JGvREGBWODk1q1yqyOdy5tWdhFE95aK7HMpAYHpzU1tcpKgSRzHInGadpIb7PGCOqipNS0ozDzoRiQdfepnDm1W5dOpb3XsTRv5MRj84Mp6Z4INWDelosyKQwwc9RXMq95GShVsg8g4P86mFwCGRzGN3DKCUz9cVCqSWjNvZQepupdFp3dXUqexNVriTDebK6krnAB9ay/MmJWK2gVRjA2EH9a1NK0h53E9ySwRhlO1F5z0JahTNPw/p4eZL2YkMXGz2HrXem7gHWeMfVxXPQxrbsY24XqKrSNEZGQxjgkDK5raM/ZR2OKpS9tK7Z0x1C1B5uYf8Av4KK5V9Lhc7gpUY6KxAop/WvIj6ku41bhRkvMit3JpP7Vjj6xl29QOKx1hkZQZj5adflGTUyWvmxbrfDAHBZmxXMdehLqmqedZSqE2lkYc/SuHhY4Rgeqg12Fzp8eCDKoOOcEsa4SGciEJxuTj6Ui4S1Haoiyfvl++vD+49ayia1pjube5AikTazdcGsg1cNhVVrcQmtayfZDGSMKgLHPc9qyDTzNIU2lzt9M1TVyYS5WWby7Fw4wOB39aqd6B0xSHrQlYTd3di5pM0ZpM0xDga9J8LPHb6DbCRE+fcwyBzyetea13ehTqNHtyFnZlUg4UFRyamWw0VfGsKLfQXEewLIm0hR3H/665Y11XiKQXNnuKksrghiuMe1csU4zThJJWBxbGqCVc46CtmyU/Y48Ejjtg1QtIw9pdeq7W/WooriWLiNyB6dq0pzXMzKvTco2RsMADlssfpQCSckYHpWf/aU6jkRt+FJ/a0zAgIg/OtedHL7GZsxgnpS3EiQwsZHCgj8TWC2o3Tnb5m0f7IxUTsWyWYsfUnNP2mmgLDu92zsPDPiXzNumajl4TxDIfvIfT3FdgljI4zbkSJ6g15DCxQg5rqdM8TXVqgE2ZMdHU4YfX1rNSvuddrbHctaSx8yIw/Co3cQjccqR04rFTx1hMPcyIMfxx5pieI9MnfzZruSV/VlIA/DFDa6DVzda6mmTBO1fQDtXnOs/u9Xuk/iZw6/U12EniXSY4SUMsz+iqRn8TiuO8QzJeXK3KLtLwKzL6HdWdTVFwdncx7h0edmRWUHsxyc96hz2oJLNknJPekJpA9WANOzUYNLQI6DSgPsSk9SxxW7bybHiAfYdwwR1rk7S+EUSR55HY/Wt5FuEdZJoygTnPXj14rB3UrnWpJwsegpds8AyR0wW9TUSuD3zWfba3osq/8AIRhC+7bT+RFTHXfD0PJ1GIn2Yt/IV16nEXjxxU0RyCKwX8W+H1Yhbrd7+W/+FTQeLdAXc5vVAAzja3P4YoA0JUZj8orlPEUhS8iB6hefxNY2p+MdRuruVrWYwQEnYAo3Y9z61kf2ncOzvM7SyOcs7nJrOexrSspamlfMrIw65FYx+UgipHuWkO0DHqaZIMLSpqyHWd2aNhrGo25xFezKvYbiR+RrRk8T6wq4F82PZV/wrn7Y9asScJmt0zBklxqt/esUlnllYngs5IH4dKZI+FCg5IGCapM7BjtOAa1tFtYLrzWuQTtAKgHFc9Te5vTlpYoh8MufWrrFXTjGak1q3jjaKSFNq5KmqKYxg0lJW1G4Nu6HmUp/Fira6jthVUJJ7nNZk0S4yCadBZs4BD4qWolqc1pY0UlM7gDkmpLqFYY+QCe/NQw288PKkE02fz2B381tSUY63MarnLdGdcAlDgVVHWrM5Kq2TjjAqsOac3qQkdDo+vPaYjnQSR9Ac4Irp4dcsrmFmEM2F+8QBgfka8/ijZo2ccKuBV22ubmAYUgr0wSanndrIpRvqb9/f2MrbBC5PYMMVleYktz5b24VV44OSaPtEyW22d0dP4VABYVWhaL7Q5LMpAG3B71Em+pcEzrNIjslIEUo3d0bg/ka34QYmPlDhhg5rz1HacE3Ny4VeR3pgvriHKw3N0B2xIeK2i1YynHU9didGh3TFRsHX2rmpNRzO7BM5Y4PpzWTpV4ZbXy7y5mJb1JPFXpILZV3R3K+wJJP6VlUqJ6FRhbUnN+c8uBRWeZT2349o2P9KKzsVqMkkuSohPluMcDGCKntdRa1HkT2bOPRTx+IqxDYGJgztkk544q0FRRwCPUZpNsehSe/+1ARrbPCp7KnLfjXm98rwX9wmGUiRhg9RzXqouIIgcyKT6A5rzXxGB/bt0y52swYZGOoFOD1JehmmWQgjecHqKZRRWpNw2nZuxwDSVrPZbdBeXGGV0J/HP8AjWR2oAUUN1FFIaACipEiLQSyjomAfxqOgArs/D8y/wBjnzMeXGxz6nviuMrf0HMsxtt6pv5G7pkUpbFJGlrlwX07YGABb7ijgfjXM5+Wt/XLVrdQrMrbcHI96wpEwOKhFrbQ2dAsFurO8Z8Dd8in3xn/AArCfKyEd66DR95tEjiBySWducDnrWDOpWU5IJPPHvVw+JkT2GZz1pucOAKKZn96M1oZkg4OaeWyMd6aRtoHzDimA+E5NX4V55qhD97HpWrEMpmkMqXIG3B70QnjimXb/vQopYaBF1RlKR183kZKGNFGfY807hIT6kVVjuogBG5diD096iRcEmZrDDEehxTSatXUarcN5edrc4Pb2qAxmlzIfKyOlq7eWX2a4EXX5FP6c/rmqpQA0cwcrNrSNKhurZZJUJJJxzjiun+Qgguu3pjkdPwrGjJs4AFl2BP4Wxgj2q7bCC4dmYM4/wCem49ayb1NuX3Tjc80Zp1wnlXU0fZJGUfgajzW1znBjxQDTWNIDimA/NOXrTB0p0QJJxSb0LhuSDhgall+6KuadpsV2peaYooOMCqEpwSvocUQYVbX0HWx+bHvVmbhQM1Vtf8AW4qSZ8k1qjFkWNxxXSaDYvPBKUfaFPPSubVsODjOOtbul6gLR1kx+B4yKxqJvRG9O1i5q1o505gJI2C/OMDng89655GyK2r3ULieQsloGibkbeqn3rAYlJGUqVIPQ9qzt0NE0Pkb5TVu1OEHrWez5HvVuBsAUmiovU0N5xUEznBpd/FQTPwTUrc0exmXLZmNMXJ6USg7ix7miLlsd63OJu7N/TdLluNEurkEAR5OP72Bk1Tjb5a6TS3VPDrR7CGkR/m28cgjr+FcuhytZM3p7CyNUcByWPvSsaIRgZ9TT6De5bU1JH8zgDvxUIPFaGjxCW/j3DKqdxqXsU7WNqOGSIKGjwFAzg8/gatxyWoCbflfn5X/AK5q6toJfuygBuBxgVA9gApBiDH+9zkUmYpkEuGfIZeR6iipdroFVw2QPUf/AFqKLsoikExX/WyMCemMUrWkaBWPzbuuefwpy/MMnJ46U8c8HnHT2qzC7FAWNVCIoBySeBxXCeKVJ1YybSqyICPcdP6V2s0yhfLyAWOOT2rl/GUY820lXoUK/lz/AFoi9R2drnLClHWkozWojoL87NMkXj5gvHfHBFc92rbvRvtYfRoRzjrgVi0dRCUGjvSHrQMupE39kSygjb5qqRj2PeqdWzJjTVhBHL7jyc1ToAcoywHqa1LYSQzJInysCCKzoMiePC7iGBx61sGVZRuWMjnByelJ36FwsXNakM6iYE4ZQSM1jucpVuRzLH5TkhQPlOelU+qVEioqxsaTdtZ2LOY3dDkN7D2rngS7Hua245jDop+U4IIz25NYq/IeOtXDczmDccD8aaELbm/urn9RS571e0y2NylyMgDaBz65/wDrVUmSkZ+SeKdnbimn5Tj0p4G7OfSqQh0JIkzWoJQsfHftWTGdsgq4SduBSuMjkw5dz1BFLE2KjIbJwDtOAT2py5BoQFtnymKljgCxow/jXd05zVJWx1ya2TC39n2afxtkEegNZzZpTSuZUsbLc4c5JAOajlUKOK0dThMbwyFccbTzVCUZIHrxWaZsti5rCldQXJzmMEH86zpQMVq67xfxf9cgPyzWao8yZE9SKELdHWPFFJbxs0KsQg5b6VNGcAYwox0xxUAmZ4woiUr7mmzTtDCzEKuB0zUk2OSvyH1G4YYwZG6fWoKknheNyTyDzmoTW6ehm0w2Mx4Gakit5ZX2IuWqa2XpmtSyija5O4hQF6k45qXItQ0uZq6ZcFsNtX8c/wAqakflsVPUHBrdBEcuAdx9Qcis2ePbcuOuTnNTzXGolrTS/lvGQfLcc4POahn0qZpSY2Dg924NXtPVRZknrk1aBAwuQPfNNNomS1OckgkspQHxkjIxULtuJrY1vYywEH5xkHB7VjsOa0jLTUhxJ7FA8rZznacVaEUsKkrGJYzzjPIp+m2hePz8joQFxzWpCqx5QZB7N2NZylqXFaFewluYiC6BEI+u6qesjdqJbaASoJxWtzJEA7HapGcCs3V2DXUbBTt27QT3pdblLzMt1wM1IjgYokGVqJPmX6UFvQvhgR1qvOf3b89qj3H1pSu6NgT1FKw27oqyurRRAAhgDn8+KYnDBvSrF3GIxbj5eYg3Hv61DGu91X1OK1vfU5jtLaW4TQVykYjWMtznOOtcum4Cuu1XbHoMoV1JAVcDsMgVzCoCme9Ypm0FoV2Uk8cnsKmkha2ZonHzIcHFX9GtxPrEC4G1DvP4f/XqfxDGo1dyBjcoJ+vT+lO5XWxlqciun8OWgMDzkElm2jHpXMqpyBiu20AKNKUk4IYg4pMJN2NBB1VeMdSRTvJlY8Sk/h0oeVY0Gw5PUcUxbslgoUL6mpuZWY1hMhxvc/iaKc0MrsT5n60UtR6GOLybOWjXJ+6af/pD5ZnQeoHepBJbRxF+A+Mctmqf2wBtsabnPRmPerbEl5CMpByw5x/EOTWb4ptIxpkcy5DrJ69Qa1GSVzvkf5uvrVPV7eJ9Mm5LOEyMnpihJ3uEmmjh6KD1pK3MzUiJmtI0UncFKkZznmsw8HFaumW2+Iyk8ZwOaoXcYiu5EByAeKXUCGkzS9aQggmmBqvHv0cOFGABz75rLJ596vWk881vLZrtMfls/PUYGTj8qoUhss2ETS3IwwBUFquvAxfGSrH9ag023uzKJYIZGUcFghIxWlc20yCOUyK6N0IODkdQR2qZXuUrWIVsLhf+WoGOeKryxGOVkY5I71oRtIp5xVS63PdZI6gUnqVHc0AiTaB5Z5IBIHuDXOcg89a2bedokaMjI+tVWtkkYtyCfSnF2FKN3oUDyK1NNhkSJmOVViCPeqgjCkjHIrTgnVYFUgcLim5XBQtqZF1EUunXGMnIph6ADrVy7AebI544otLQSAs/IB6U1NWIcHe4y1snuQWB2kdM9DSFzypBypxWtHNJGOAOmBntWbMv+kyH1OfzqeZlqCZPKQNKjTZgswbPrVeGIyzxxr/GwFWJ3L2sKdhgY/CnWMTm4LqQuwdSM0lJlcqsasGmW9s4dg0rZ6nt+FWruNRbtuOeOMCqRuJjiMNknuq02aOduZJz/u1DVwSSKU8r3FmC5TKYIzndVNjkKfcVqCI85xg8c1mAfLjqFNBaJtRYvNE252+U/e+tO0lFa7aRiPlHAPvRqPNwoDFsJyavaPBHLZNvTducg+tN7EmkH3Hjt2qhqcp2Rx4xk5/KpXsjDkxMzgc7SeRWXcSM/l7k2kA5B9aSGlqRvhlwelKtsi2UsxAyTtXj86aoZ3CKMsxwAPWtbUNMnt7REQo6qMkA4Oe9A5WMOAc1p2MZcSYK88ZPUfSs6IfLmti2hQWqhhhjzkUMHoh5gSJywHX0qhdAfaAR3Wr22QNtI3e9TDQrm6fejxg+hNO5KdnqU7XItlIPc5FToufQe+KGtWsQYroeW+eCTwfpUf2hYgTnevqDQLVvQp6qNrRDOetZzdKuX1wtxIhTsMVUbqBTH0Ny1QJZx7em2pDIjdMg/WoLM5tUJ7DH0qRlQj29aTRN7blmFzIrKx+brwOAaz9UG5EwSdpwaniYorKGPI5JqOdEe3lBb5lGVyeaBrcy2Hy1DHwzfWrBHyZqIbfLbnBznHrTRoxcU4nCnHpTM0kn+qbHUjFITehTZWDlWBDDgg9q1tDsHuroPkBImDHPf2FUbWLcwMgOwnGc963dOkNqzLbSbg+AR1xVyehgotl/XGjFm65xISuV/GsFeFrW1RJxakyICCwO7IyKyQPlrJbHRFWRt+GIg13LMWC4XYCfU8/0pPEsPl6hFnPMfU9+TV/QTBHp6RsV8xyWYEj/AD0xVbxHbqgtplJIJKkE0k9SV8VzGTsa6PSUY2e7Py7jwBXOLyK6vR8DTUBB5J5FJly2LSJlgQGB9TVkGMn5159agZxDyJAR3A61DcTGZFCgKMZLZyR+VKxky/ti7g/gaKywhIBN4OfWMiinZhdCRWaImGUE+tSSWluQMqBjvmskCedisavgcEk1NFYKhzM7SH0zTBoln8qFS8cgOP4CetZN3fwvHJHx8yleDVxtNQsdrYz1Dc1TutGhhiaUH5gecA00xNI5E9aSpJ0KTMp7E0xRuIGcV0GR0ej2ch0/zXwqYJXPfmsG8cPdyEHIzjNdMLRksRGZTwvyqOlcmx+apWruNh9KTBJxS9SK6ew1BbW1RYEiwVG9ZI1O768Zptgk3sZWmWlz9qDxo2QrHgdsc1I1rCZN3lnr26VuWl7BH9sl8sRTSQskaR/dyepyTkfSqSwN5asTwc4OPSobK5RBJcOirFduoA4jJ2j8McUshuvJMUq8MQd7DJ/OkeOQDajDb3wMU6OGULgTN+tK41oQKWA2Z5HekKgsGY89KteTtH3FJ9c1CZPLO1wVPrjIobLjqyKVNrcdCOaiWTYrqMAj1q2iNOAFU7c/eYYFLJZrvBIU0rjas7meV3SHHfnirkEOYQTgAdzSeTtmXGPwqVGZWKcbc96VxtaXKt2iiZQvTb19amtkK24/2uaJFMhduOOBVi3DmJRsXAAouJrRDQmevFUbgf6Xj/Z5rSldokZmA+XsKy/tSOWkcbX9KauxKyYqnfgdk4q3YorRklurHgVStZoyJGZgOc4NT2VxmcIuVU9CR1osxtq2hsRoA2EHy9zinuoz8oFRLI24LkfQ9KtRoXU4UBfWpuK1ilOu1cY4I5rJVeH9zWxqChItiZMhP6Vm+U7xmJB+8AyQeKpK5SKinzHbPYAfpV/TZRboykHJbK4qlZIGPzHac/eI6VKHCHeevbtVNIlX3NVp3ySvyk9eazbnJddwG7ByfWrSuzDB7+9V3UyOSMntUbFRd2XtAt0e5e4kxtiHAPcnNWdWvUAOGOTj5fSsgST2+5IuAevOKrtuc5kJyOlNEyV5DlTbECauRSkJnt6U1oz5an0FTQQIyh85B54pXKkiN7uSP51IyOcdq39GvBLHEvCs3Izx+tY8tsmDhKpLNeWEpNu/y/3TyD+FNNGbR0PioZtFZ03bW6r1XNcg0xSPZGzfQitMarJMHHlbGfHmYHDYqN2TbnaM/Sgcboz4suNzDFJlfMwc1ZADKTRBGoPzDJzxRcrZFq1RigC9D3q2kTDv9DiooZQq/KmQKk+0SLwAB3GBU3YWuS+VkYduT6Co5LY4IzuGO/alMs8udoA9yKgnNyiEtKcegNNMSRn9UI9KlhsEmt1kIIY55BpojKxknmp4fOEClWwAKZUkZ20gkHscVKsYaMkkUMrFmJ5JJq9p8SSKwcZINDdhPYoRNGsJidZMlgchc55rZ0xy0i7EdVHquBVyO2XHCLx6Cpo4mU5wKlyuLYi1YltOIP8AfFYZjLMqAcsQBW1qhYWYXIOWHFVLNFN5EzDheaXQuOxrfZrcRqpQfKO1ZmqoqwrsLbQ/TPFaZfcccAH1NZ+qDNttBUkHkA1MdxmaldNYJts4855GSCePyrnIkyBXUxAeSi+ijjNMmpsTgKnAH4CkJ3E5A+hFM6dz9DRkbueR+VMxsO8sdgv4UU08/wAJooCxQizHEE3EgCniXHA6UUUygBPJAzTZ1Mlu445WiinYlM4G4Lec4b7245NRDOaKK3RB11oHhsYkkwzquK57UoPLu2KqAG5xRRUdS0VYhiQEgHnpWm6yusZZVUZGCtFFDGloW9qggquQOvNXFuFKKpBAHI7/AOelFFZtm0t7D+XwAv5mnC2l3csFHoKKKzcmJIbLAwGQ2aiSMPKCcEDk5oooTG0XH2kAjgY6CoG2sD149aKKaEVgpaYZ4HtTdgMjnPTgUUVY38I23Xe8i56c1Om9F2jFFFLqNaxuVZ5vKlXzMkE0G1ElwGwvyoXPuOlFFUKK5typHbpLAZgvST5j7Zq9KywrFuUD5htA+uKKKFq7DslG5eUjPtT1kaM43Ef1ooqGQilrCySWqToxCE4PPNZqXCiBk+ckkHdu9BRRXRRSa1MqjaehPHbNJBvhcxo3Vc5zUgs2aTfK+4j8qKKzcndoq2xK2UBYemauQ2/APrRRUTNaW5Wv4jDKkpbEZ4YCopYgyKYyOemaKKF0HJaii4uHY24gXzV4LbuKnty9sjJKQW6gDpRRTkrEx13JTNuA5H5VA5JIHc9KKKhFWESGRjzgCmTxbcgnmiiqRDGWNv8AaYWKnDKcEGk/1d21vjIzgmiipUnztHRUglSUupdSLaoIPFSiMsMDiiiqOcUq+zkD61Vk/eHDdKKKOhpTV2RzKoiIXOfWl27YMDBwKKKCqqSehFbxFyT71biIt974470UUMcYp7l2GbcMr0NWlCkck/SiipMWihqLhhHEo77jTIUAmQk0UUy1sWpZ1UVBd28jWrzyKAAvGTknNFFJCZWt14Wt7lBgjIz+VFFMmpsiRQSM07Oep4oooMyOS6jjYK4JIFFFFA7H/9k=
14/04/2014

3º TORNEIO REGIONAL DE NATAÇÃO PETIZ A SÊNIOR e
3º CIRCUITO PRÉ MIRIM E MIRIM DE NATAÇÃO
Competição Oficial Da FAP – Federação Aquática Paulista.

No ultimo sábado a equipe de natação de Presidente Venceslau esteve na cidade de Andradina onde participou do 3º Torneio Regional de Natação. A equipe venceslauense mais uma vez fez bonito e conquistou muitas medalhas. Parabéns aos atletas e ao professor Claudine Pascoto.

LOCAL – ATC Andradina Tênis clube de Andradina SP.
Data. 12/04/2014 – Sábado
Inicio as 08,00h
Termino as 18,00 h.

AGREMIAÇÕES PARTICIPANTES
Abda Bauru
Acqua Nad Jau
Andradina Tc Andradina
Apan Prudente Presidente Prudente
Ass Ce Ourinhos Ourinhos
Assis Tc Assis
Ial/Sabesp/Pml
Mvc Objetivo/Apan Paraguaçu Pta.
Sert-Pv Unisanta Presidente Venceslau
Sesi-Sp São Paulo
Tupã Tênis Clube/Sp Tupã
Yara/Cristo Rei Marília

MEDALHAS
13 ouro
18 Prata
11 Bronze
42 Total

Nossos Resultados Individuais

6ª PROVA - 50 METROS BORBOLETA MASCULINO - PETIZ A SENIOR
1º Vinícius Rodrigues Soares Fap001684 1998 Sert-Pv Unisanta 00:32.52
1º Lorran Caio Dassie Lima Fap012558 2000 Sert-Pv Unisanta 00:34.85
1º Nicholas Galhardi De Oliveira Fap012561 2003 Sert-Pv Unisanta 01:09.88
2º Allison Da Silva Pereira Fap012544 2002 Sert-Pv Unisanta 01:04.48
3º Jhones Da Silva Gomes Fap012553 1999 Sert-Pv Unisanta 00:37.99 00:36.59
3º Rafael Massao Massuda Fap012563 2000 Sert-Pv Unisanta 00:40.90
5º Pedro Henrique De Al. Alonso Fap012562 2000 Sert-Pv Unisanta 00:45.69
4º Leandro Ferraz De Andrade Fap012555 1999 Sert-Pv Unisanta 00:45.42
5ª PROVA - 50 METROS BORBOLETA FEMININO - PETIZ A SENIOR
1º Jaqueline Natsumi Fukuyama Fap012552 2001 Sert-Pv Unisanta 00:49.52
1º Ana Laura Pelegrino Jerônimo Fap012545 2003 Sert-Pv Unisanta 01:08.63
2º Lívia Batista De Oliveira Fap012556 2002 Sert-Pv Unisanta 00:59.56
2º Maria Eduarda De Ol. Carboni Fap012560 2001 Sert-Pv Unisanta 01:31.55
3º Larissa Passos Xavier Siqueira Fap012554 2001 Unisanta 01:40.87

21ª PROVA - 50M COSTAS FEMININO - PETIZ A SENIOR
1º Diana Akina Maryama Fap009928 2003 Unisanta 00:47.24
1º Livia Batista De Oliveira Fap012556 2002 Sert-Pv Unisanta 00:57.98
2º Sofia Oliveira Munhoz Vezetiv Fap012565 2001 Sert-Pv Unisanta 00:44.40
2º Raphaela Nakai Chrysostomo Barbosa Fap012564 2002 Sert-Pv Unisanta 01:00.69
2º Ana Laura Pelegrino Jerônimo Fap12545 2003 Sert-Pv Unisanta 01:05.02
3º Maria Eduarda De Oliveira Carboni Fap012560 2001 Sert-Pv Unisanta 01:20.73
4º Larissa Passos Xavier Siqueira Fap012554 2001 Unisanta 01:38.10
21ª PROVA - 50M COSTAS FEMININO - PETIZ A SENIOR
1º Diana Akina Maryama Fap009928 2003 Unisanta 00:47.24
1º Livia Batista De Oliveira Fap012556 2002 Sert-Pv Unisanta 00:57.98
2º Sofia Oliveira Munhoz Vezetiv Fap012565 2001 Sert-Pv Unisanta 00:44.40
2º Raphaela Nakai Chrysostomo Barbosa Fap012564 2002 Sert-Pv Unisanta 01:00.69
2º Ana Laura Pelegrino Jerônimo Fap12545 2003 Sert-Pv Unisanta 01:05.02
3º Maria Eduarda De Oliveira Carboni Fap012560 2001 Sert-Pv Unisanta 01:20.73
4º Larissa Passos Xavier Siqueira Fap012554 2001 Unisanta 01:38.10

37ª PROVA - 100 METROS MEDLEY FEMININO - PETIZ A SENIOR
1º Sofia Oliveira Munhoz Vezetiv Fap012565 2001 Sert-Pv Unisanta 01:37.51
1º Diana Akina Maryama Fap009928 2003 Unisanta 01:40.34
2º Raphaela Nakai C Barbosa Fap012564 2002 Sert-Pv Unisanta 02:01.95

11ª PROVA - 50 METROS LIVRE FEMININO - PETIZ A SENIOR
1º Diana Akina Maryama Fap009928 2003 Sert-Pv Unisanta 00:41.36
3º Sofia Oliveira Munhoz Vezetiv Fap012565 2001 Sert-Pv Unisanta 00:35.90
3º Ana Laura P Jerônimo Fap012545 2003 Sert-Pv Unisanta 00:52.14
8º Maria Eduarda De Ol Carboni Fap012560 2001 Sert-Pv Unisanta 00:58.05
9º Larissa Passos Xavier Siqueira Fap012554 2001 Sert-Pv Unisanta 01:00.16
10º Raphaela Nakai C. Barbosa Fap012564 2002 Sert-Pv Unisanta 00:43.17
11º Livia Batista De Oliveira Fap012556 2002 Sert-Pv Unisanta 00:45.52

22ª PROVA - 50 METROS COSTAS MASCULINO - PETIZ A SENIOR
1º Nicholas Galhardi De Oliveira Fap012561 2003 Sert-Pv Unisanta 01:00.77
2º Diogo Cesar Bomfim Feitosa Fap012551 2001 Sert-Pv Unisanta 00:54.23
2º Bruno Gabriel De Souza Pereira Fap012548 2003 Sert-Pv Unisanta 01:03.86
2º Allison Da Silva Pereira Fap012544 2002 Sert-Pv Unisanta 01:09.74

30ª PROVA - 50 METROS PEITO MASCULINO - PETIZ A SENIOR
1º Lorran Caio Dassie Lima Fap012558 2000 Sert-Pv Unisanta 00:42.30
2º Rafael Massao Massuda Fap012563 2000 Sert-Pv Unisanta 00:45.48
2º Diogo Cesar Bomfim Feitosa Fap012551 2001 Sert-Pv Unisanta 00:52. 0.
2º Caíque Rodrigues Dias Cação Fap012549 1999 Unisanta/Sp 00:58.27
3º Pedro Henrique De Almeida Alonso Fap012562 2000 Sert-Pv Unisanta 00:51.27

38ª PROVA - 100 METROS MEDLEY MASCULINO
1º Vinícius Rodrigues Soares 1998 Sert-Pv Unisanta 01:16.49

29ª PROVA - 50 METROS PEITO FEMININO - PETIZ A SENIOR
2º Jaqueline Natsumi Fukuyama Fap012552 2001 Sert-Pv Unisanta 00:57.72

14ª PROVA - 100 METROS PEITO MASCULINO - PETIZ A SENIOR
2º Vinícius Rodrigues Soares Fap001684 1998 Sert-Pv Unisanta 01:29.84
8º Jhones Da Silva Gomes Fap012553 1999 Sert-Pv Unisanta 01:35.46
5º Diogo Cesar Bomfim Feitosa Fap012551 2001 Sert-Pv Unisanta 01:55.33

17ª PROVA - REV. 4 X 50 METROS LIVRE FEMININO -
2º Unisanta "A" Unisanta 00:00.00 02:42.52 0.0
Fap012565 Sofia Oliveira Munhoz Vezetiv 2001 50m: 00:35.94
Fap012556 Livia Batista De Oliveira 2002 50m: 00:43.51
Fap012552 Jaqueline Natsumi Fukuyama 2001 50m: 00:39.67
Fap012564 Raphaela Nakai Chrysostomo Barbosa 2002 50m: 00:43.40

18ª PROVA - REV. 4 X 50 METROS LIVRE MASCULINO - ABSOLUTO
2º Unisanta "A" Unisanta 00:00.00 02:02.95
Fap 012558 Lorran Caio Dassie Lima 2000 50m: 00:31.26
Fap 012553 Jhones Da Silva Gomes 1999 50m: 00:30.35
Fap 012563 Rafael Massao Massuda 2000 50m: 00:33.80
Fap 001684 Vinícius Rodrigues Soares 1998 50m: 00:27.54
24ª PROVA - 200 METROS PEITO MASCULINO - PETIZ A SENIOR
3º Jhones Da Silva Gomes Fap012553 1999 Sert-Pv Unisanta 03:23.80
3º Jaqueline Natsumi Fukuyama Fap012552 2001 Sert-Pv Unisanta 01:54.66

12ª PROVA - 50 METROS LIVRE MASCULINO - PETIZ A SENIOR
3º Nicholas Galhardi De Oliveira Fap012561 2003 Sert-Pv Unisanta 00:50.68
5º Vinícius Rodrigues Soares Fap001684 1998 Sert-Pv Unisanta 00:27.75
4º Bruno Gabriel De Souza Pereira Fap012548 2003 Sert-Pv 00:51.73
5º Lorran Caio Dassie Lima Fap012558 2000 Sert-Pv Unisanta 00:30.94
7º Diogo Cesar Bomfim Feitosa Fap012551 2001 Sert-Pv Unisanta 00:37.83
9º Allison Da Silva Pereira Fap012544 2002 Sert-Pv Unisanta 00:47.14
13º Rafael Massao Massuda Fap012563 2000 Sert-Pv Unisanta 00:35.04
14º Pedro Henrique De Almeida Alonso Fap012562 2000 Sert-Pv Unisanta 00:36.32
14º Leandro Ferraz De Andrade Fap012555 1999 Sert-Pv Unisanta 00:32.71
15º Caique Rodrigues Dias Cação Fap012549 1999 Unisanta/Sp 00:39.38

31ª PROVA - 100 METROS LIVRE FEMININO - PETIZ A SENIOR
3º Sofia Oliveira Munhoz Vezetiv Fap012565 2001 Sert-Pv Unisanta 01:22.62
5º Diana Akina Maryama Fap009928 2003 Unisanta 01:44.29
6º Ana Laura Pelegrino Jerônimo Fap012545 2003 Sert-Pv Unisanta 02:05.78
6º Maria Eduarda De Oliveira Carboni Fap012560 2001 Sert-Pv Unisanta 02:07.23
8º Raphaela Nakai C. Barbosa Fap012564 2002 Sert-Pv Unisanta 01:42.24
9º Livia Batista De Oliveira Fap012556 2002 Sert-Pv Unisanta 01:43.92

32ª PROVA - 100 METROS LIVRE MASCULINO - PETIZ A SENIOR
5º Nicholas Galhardi De Oliveira Fap012561 2003 Sert-Pv Unisanta 01:53.29
6º Bruno Gabriel De Souza Pereira Fap012548 2003 Sert-Pv 00:59.51
8º Allison Da Silva Pereira Fap012544 2002 Sert-Pv Unisanta 01:53.46
8º Lorran Caio Dassie Lima Fap012558 2000 Sert-Pv Unisanta 01:15.76
11º Pedro Henrique De Almeida Alonso Fap012562 2000 Sert-Pv Unisanta 00:39.32
11º Jhones Da Silva Gomes Fap012553 1999 Sert-Pv Unisanta 01:10.81
12º Leandro Ferraz De Andrade Fap012555 1999 Sert-Pv Unisanta 01:18.07
13º Caique Rodrigues Dias Cação Fap012549 1999 Unisanta/Sp 01:29.80

13ª PROVA - 100 METROS PEITO FEMININO - PETIZ A SENIOR
6º Jaqueline Natsumi Fukuyama Fap012552 2001 Sert-Pv Unisanta 02:04.20

Obs. Resultados de Pré Mirins e Mirins 1 e 2.
Regulamentos da FINA (Federação Internacional de Natação). Para os nadadores Pré Mirins e Mirins 1 e 2 os resultados não são pontuados , pois os mesmos competem na categoria Circuito de Natação.

2ª PROVA - 25 METROS LIVRE MASCULINO - PRE-MIRIM
2º Vitor Udson B. Feitosa dos SantosFap012567 2006 Sert-Pv Unisanta 00:20.23
4º 2 5 Diego Yusuke Rodrigues Fap012550 2006 Sert-Pv Unisanta 00:20.84 00:21.21

4ª PROVA - 50 METROS LIVRE MASCULINO - MIRIM 1
5º Luis Felipe Santos Azevedo Dias Fap012559 2005 Sert-Pv Unisanta 00:47.91

6ª PROVA - 50 METROS LIVRE MASCULINO - MIRIM 2
4º 2 1 Thiago Marques Leite Fap012566 2004 Sert-Pv Unisanta 00:44.78 00:42.44
7º 1 1 Arthur De Souza Alves Fap012547 2004 Sert-Pv Unisanta 00:00.00 00:44.41

12ª PROVA - 25 METROS COSTAS MAS - PRE-MIRIM
3º 1 2 Diego Yusuke Rodrigues Fap012550 2006 Sert-Pv Unisanta 00:28.56 00:26.18
4º 1 6 Vitor Udson B. Feitosa Dos Santos Fap012567 2006 Sert-Pv Unisanta 00:26.35

14ª Prova - 50 Metros Costas Masculino - Mirim 1
4º 1 5 Luis Felipe Santos Azevedo Dias Fap012559 2005 Sert-Pv Unisanta 01:20.38

16ª Prova - 50 Metros Costas Masculino - Mirim 2
8º 1 3 Thiago Marques Leite Fap012566 2004 Sert-Pv Unisanta 01:01.34
9º 1 2 Arthur De Souza Alves Fap012547 2004 Sert-Pv Unisanta 01:16.74

18ª Prova - Rev. 4 X 50 Metros Livre Masculino - Mirim
4º 1 5 Unisanta "A"Unisanta (Anterior)03:28.24 03:15.72 0.0
Fap012547 Arthur De Souza Alves 2004 50m: 00:47.50
Fap012559 Luis Felipe Santos Azevedo Dias 2005 50m: 00:52.37
Fap012567 Vitor Udson Bomfim Feitosa Dos Santos 2006 50m: 00:49.37
Fap012566 Thiago Marques Leite 2004 50m: 00:46.48
50m:00:47.50-100m:01:39.87 150m:(52.37) 02:29.24(49.37)00:46.48 200m: 03:15.72

Prof. Claudine Pascoto Gonçalves
Bacharel em Direito
Profissional em Educação Física
Coordenador e técnico em Natação
SERT-PV - UNISANTA
Cref. 018593-PG/SP


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