Amphibole bearing mantle beneath Leningrad kimberlite pipe, West Ukukit field, NE Yakutia
Authors: Ashchepkov Igor , Babushkina Svetlana 
Published: March 2020

&lt;p&gt;&amp;#160;&amp;#160;&amp;#160;&amp;#160;&amp;#160;&amp;#160;&amp;#160;&amp;#160;&amp;#160;&amp;#160;&amp;#160; In the mantle column beneath the Leningrad pipe W Ukukit, the Cr-bearing amphiboles prevail on the clinopyroxenes. The amphiboles are varying from the Cr hornblendes &amp;#160;near the Moho to&amp;#160; Cr pargasites (to more Cr- bearing in the middle part of mantle columns and to K-Na near the lithosphere base. All amphiboles&amp;#160; from hornblendes to&amp;#160; richterites form nearly continuous range. With the inflection (Peak in Cr in pargasited and growth of K. Fe at the lithosphere base.&lt;/p&gt;&lt;p&gt;&amp;#160;&amp;#160;&amp;#160;&amp;#160;&amp;#160;&amp;#160;&amp;#160;&amp;#160;&amp;#160;&amp;#160;&amp;#160; The single grain thermobarometry for the garnets suggest the division to at least 7 horizons which from paleo subduction slabs. The ilmenite trend from 7.5 GPa suggest the vast range of metasomatism in the lower part and continuous trend to 3 GPA. Amphiboles compiles the HT branch from 3.5 GPA typical for basaltic melts and with the most Cr rich beginning and decreasing of Cr to the MOHO. Cr pargasites refer to 40mw/m2 geotherm together with the prevailing eclogites. An opposite the trend for the richterites also is dividing in to LT and HT branches. The eclogites compile dense MT branch in the middle part of mantle column with the highly inclined P-Fe# trend.&lt;/p&gt;&lt;p&gt;&amp;#160;&amp;#160;&amp;#160;&amp;#160;&amp;#160;&amp;#160;&amp;#160;&amp;#160;&amp;#160;&amp;#160;&amp;#160; The richterites in the LAB show the highly inclined and enriched TRE patterns with high LILE, SRSR and troughs in Nb Pb. The Na- rich have Rb, Ba, variable Th peaks and essentially lower REEE with the MREE depressions (created in harzburgites).&amp;#160; The pargasites and Hornblendes show contrasting Eu peaks (for enriched) and troughs (for depleted varieties in REE). They real subduction related Ba, U, Sr peaks and troughs in HFSE.&lt;/p&gt;&lt;p&gt;CPX are variable mostly showing TH, U Sr peaks related to plume carbonatitic melts&lt;/p&gt;&lt;p&gt;Abundance of unremelted subduction material&amp;#160; s suggests that in Khapchan zone the growth of the continents was accompanied by subduction fluids and possibly with nearly &amp;#160;&amp;#160;sub vertical subductions. Khapchan terrane as a collision terrane and contain anomalous amount of eclogitic material which was not hybridized with peridotites like in in common granite-green-stone protocontinents. RFBR grant 19-05-00788&lt;/p&gt;&lt;p&gt;&lt;img 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aFByDsQhQBYkH0Q5PWqrvJa26kribufII/mjeQt7RLm5LvvvsNZJiYmkLu3bt7acSA3cil3AzwT6bnYvvz999/Y+AsOM4jNvn37NkAcKl38F8skvuTn5wPlV69ejVho6IKhFoDEjdA5QDYk8UGDBv3xxx+oCTUC5FOoHbBDQoy0jIzM0KFD8d//BMQD6OSn/bgI0m1suh5JuCpkZGRcvHgRu7rGKmO3hwoYYGMVzMzMhFWwsQLlONZRuAMEBgbWqYP4RD8/v6CgoKburLt7sI/lXS89K9+7PIj7kZ+PoAcn/yDoVcjXS5DQKShQ7MTSvDrlGoU1/Ty9H/i+C7m09Jl7yfoRERHwQrl16xZUV9hCHj161Nra+tmzZ2iWU2SD8q2n7TGnBoi81anGI60P9QtYG8UpdiNLyqCCH0P0lgTecYHLeHWJo9j+Lgo9Xa4OrBxav//f0IX0K+Q5lpx+jt5C/g0OEE73UtpIX3J+mjj9ORk9pRVChZZa9l+wV+nNPEJ1msWuH6+TcBDKgTohuNjJwu8NushmOwP9AHbHUvoJNNvai1Xw9fXt2rXri50r5VnQxjZoLXhIA9SIe0SDpWxHqIZIAmh+W3TKf1h57Lix0j/DUAShq0eOn9Q6tRO6EahBsPMQP0jY5E2fPh0VsFDNmTMH2xpsNeA9IsSdoABnsHphrcJDBUVKp06dsEHp3Lmz5OR/+y0LTMFKgILW4IbYrl07Ozu2offx8cE+BgoZLIqDBw/GJYQVtFZx92+rOnlb4Lk2x38gT6/CM79+OfUo+XpTQMCl8R/IGFiN3H436pHliTlDP+kz3M3FOdrUipxtmgdx9qqvHIxPfklRY3fLz8tvAS34N+8l3m01NTUsd9g8AspBpQJNFkSzsQQ1PxvUMaq7EtpQWv0e+gZZDiQRIv95//Px+zeSDA3ZsgysAxvIU6j/Q5ThlTinuYG3oGFH46M9lazgtVivfESjU+XJa1RJyALahUWkkfKfg7hkv5r1E38l97TEYBkFNrqlq38JCIkojV0abw5ePyk7BjXxfwvi6OcrN2zCNQJSM9QaDJKOHLl69SqkSzhZ47gwLdA4de/ePa0wVDa3bU52HmoKlYUCTz4AH94dLHKZmZloqqCgACuB2JcUEhIqbNu2DUcgPwosF5LTCCEdFaDdglyPloV2oIUX2scrCZwCJuIg/qJxKW/Wi1WT3p0Run5cIt/HKGptd/QZvoaYPXHYBGg8IESjwtq1awUFFIB43rx5Yl0/NEuQxLHtANQA0Nu2bQsDA/Yikt1Gg/gv5gQzg9sB482yZcuECmIQx/3y9vaGgQdLSN0hu/sPcF3Rz3H5UKfVAHHy81t2UJ28vchRe+HvW6aM3PDjnvsx9w7suKxLDoo79hvY7N1AbnbSgfiKgdz6MctKHPod+mu93pn995niv04xsjICPPWgHi92J17VWWP7jNUiLZOGNCe4xNF6MTveITUgrvW7x3TXvxMG0GTnVX4Ta0D8ZLTtKA/l9WHGaAFjZChcRY6U1dNFVrLbXpS1kQ4Q16bwnaGlvNddfbxuTywIYib+vRnllYF4cgit56ioYcNRpdwgCjKSfsSAabwwQn1IssALCOOQaKCrBU3b+++/D3z54osvRo0ahZcELxWcvQBbULMgdAKi06JFi+AHhhcJ7gQDBw5840A89JH0U9FgTSg9+vbtC9cI/AqNBzb42L/DuQ2iH0AT6hTsSjFqzMC4b8YBKTAz0J8ITUHZDWzCFzQCjwswJgFl7O3t8SSIJ0rsSQ3FN6J8cW6duB6x9wWEJ2yMHj9+DG88cVchyULkhJoFZk8YThuQN19y/LVPbxrEb1eLaDgJKjg8SwZ6ekoKN+AFGBkZCTURaKMCAgKg3EcFqKFQAdOCycHDg2cPQ4PWCPFTQtQPrLh4DvEdKA/rMaR47FpgFRD3CIYEtGBqaooHFTIlVrvFixdjcwNFCkAcbi2Q6zE50GvBsNyQJO5+w0NxuPvfs933QvK3W96Z67Fi6+ErISc337UKtt844Ludtyf/OXXfbz25zv3tda8vXz6LXG2lAvHQ5JiI1Djc4yGnF3LrRu+9y9RqdUp5RfnsR7MF1+xXeo9a1hjCsW7r6OtQTJ4LeYwk36m1Tt9DfnWbK6WvSBST9viv53p/fQaUvpnlTomQ20UxbJllRdCMJ5fm41wRiBOdj3UY46myPFi0Di8sccSv+Wcwfu7L5P4f0Udz6XYdEO9G3cSTs4SaiU5s2bBftPYrA3GhAylhlFgApy74Hb5oj9h5AojjeYMCEWiF9w0vDDaqkAenTJmya9cubGaB3dC6AMgQ9oJwPryQeK+A6dB7wskXmA7FLuSdkSNHvmkgHrG4C9nsepn5AUwDVYG/aAQgjh06pGnIj9B6Iw4FeAHwBWTAqXnYsGGYFmxHgLbCFSFxCwEpkBnj4+MxmVCCA8UwjWImZ+AaqgGwoEnHigh5U7ymCo0ISgOslxoaGjA4Y9olwyMFEBegCuD4SkKrmpiuJkA8km7DJFD/XMEnR1wwhDoBq1DxS1bA0tgEzXUTsT9CI9iLSOsdC8Mm04CHigJ5fIMo0Jepwr18KDiEieTsO/76UkQE+fux757Q0PLxRVg2ceewLuF6gmoCx+srm2zCPB/62j5LDLKl7IkX1rRdWyssuJhCN8htNKbHKQ1pn1/mqW3RuTMVj6VSca4L+Y6qa6AIJVEglmSD03Q+w3/n0dxfth6MXb4/rf2C53H019PD0Y14w1cRM2yGF2XYZkfb58XZVCQjSnO4m4L5pdQrmlYnr3B95P9Ahc0UcD90ymMyu0HMGBiCf0TRx8m5L7RrMaBR/JV+XUWrhJ7ACbJFY3xVlZsA8TuRzMDQ0nKLRsIfwIuYZ9sLF9jQEL4MnweIQhBexo8fD+ERT+PKlSshdCM8Gu5f+C8ET/QfsjaEUEhMqA8JEQ/wu+++C1kSnhWjR4/GAtBgePQL9+0FTqylTskIo1g7SnB/gXbEpwCysVbBlY09VyEhMKZhPfP0dj3n/VkV7+YHdRMmBPoNhJ9g246wQyhPMJlAf/wKNxWAMsx3CDoFWgFq8RPERoC1IG/iRKizoMmFSgErIupD1QDvFHEHIM6jBag0ocYBumEfAPUCToHTIeqA2hoKGRRUg1SL5eRlBtvsuQKIy7nKPQphW5zZt2qcl+Bn9ZDgUNu2gkSqnmZb+48ruLs989AaGDjgiscB4Lj3mtFjF14mH68s3YtnD+xaeuzBroU7yoMCivXWndl+ctvefRTsT868JI5VF/cA90y407BZQ9JhyMITYDVYTDyfccv6t1k5yJDi0qslVtTMJPO7rnfPlpzdUe1onEAJcML716bmUVroyOd6uFy+G935Ip8+v1IhoZELawjEpxh8gvptqfWnMguo89L8H+3pr+ntr4zzGkOV9fgk3PqTs4hEq2ZM2sm+Z5PsCxRo/9VJmlzO1w9muA+l2UnGeKGe+RtY07OFtLBPbl+n/uT1A4UOIesr2po+hu9mjPwsbvZxOnWEjkBmD5CanuVlJtPAwEBSMm0MxL/S+P7XJzvOuet+KM8CJaQvd2kkYn886Rt2Sn6G9Ce+WE3AGXTBEDyb9hloqvGqqrjbsqlWhnmhzAQSe+tyVVlpjD5zPcpweVIQHRSpdgjfq8rL4u/JJZlqFsayxTjW8GJFUUGcIdtwpNreLk6KilQ9KL4KhFDJSX4Bnbh+eAM8yU1PkTPtViEulXzE1SD9YXffxFkAbumtCy92g17HWbCBSVJBCCA+TXva8pvLdz7cqeBeI2U/pun6TKQQqZJeR2deSZvlVOhG+1lT7iE9A75us2bMEJ+hAPHn8qp7VshUBAX4nzzo6OWleULjtqPf7TNbLddPeuYQq3Nsjcb2veTSpDplx8zDlNp8J29S7EUKcaGM7PycO56WeHwNzfSY2iGGQyjNGBrThbo038orqjHCTfG7MP2H+cEeSyrQhQxPQnYLcUmiogKYJGuzGhywnG9Cpu2o7dy/J+Z9feAcVu5FE56VRIcOI5felGJAWdbk8CFl21LWMwocQR5DS9IbejXMb0coDejju93Q/oNRUePoRx/NHk5X9NzkErRyuFzuA5fBBrM2nP/ThLv1SeBTNq3DArSPxtrOM56XXeriGLJ0a7XHyCuaiQaagUQGLzHJnV2DIG4a62ib5Mk968YldLCMb9y7IymP7OPqXAYgrkica4PEDDa19rCvb5gtahmPa7jcNpyS5cmIzyLkmY4iL8yzsrgwxdIg29u6PC8rN8ilsqw0QmEnfsr0YDbtcLmt+Jsb4objScaqucFupVmpeWHM3AptxtixY1sG4sHBEF9rPs9jZt3dmFWS9zSuhqqMwLclWace/ZZN2ATbsCnWYR9RWKyoZqSIO6hmQsDZJNlIWDQl1XPTrFsnjKrtpTXtNNeZur3FRet7kde/EB+8XqvUq5MUFobthdiIisr9evWSu7l5xuEBKzK/XRH57cRDX8Tl1DyWKtSKQqNqjzoMyoe6FwoNoefhFBlByk9J5gnFRFJqPeyr3+F8pmKtVerMDAYuRZElDguwNwgv3D3NPTQO+K274skkcbp/atVxA3UZFfKx2DX1GztLN293t7kjfykMfbb6xyH7jp9W2rCQ3B2b0olDpxzwFz3fR0XPqTiawLqBUlQ7CkSyhzPDDWH//GT31MMUzjl04FZ8W1iQjQrZlFIiIa1LMaiXqnIr2qM0lXIdKbwbR8MOBC2l9Ees/2UZlG1Bcpyz7qe1XEcS0sKx5IQPKnf5rBelhGp/HFK1bs6VFAdOdYD7ACpNY/K4cw/K96fojcRp9uaUmfoFIrnLl4QLFfFep96j6RerM74cszXd5G620hy9yOP+j4G63kVZtvY3OYW+k1S3FhYnU1UpJ9M/kVeinCKRx+hQL81RvlrdU2bkU71n4qVmooGToUgVgzjUoI25Z22wOMf5fviF5m9FFTVu8jXNXXOnrGLSCqF/LpNNtORlIIbHEveUVjfccRg/055TYsP+l696rFK157KwV1lOWmlWis/2nzOcHgcemwuxOvDEfIC4/fR3IYCn29+PVNnvPL97ZUlxaWaKz46JyU+1w2Q2FCdHBxyeVVVR7vB758qSouSnOjH6Zzz+HoGrQoMvgDj8Nz799NMPPmg0Yq7BLn57fxl3ZxCnwqukcngZJIe/C8iW2HjRps8QxiUpiTc7fkta9Zj+bLbam1YBWn4BxPH3k08+EZ7hvc8OfCDzyUeyn4fk1SxdSDAJfJSq/+G5ZBhMKj7sqT6gRxr/3iOayqIGOCXisGkgd3+G3UzTXU2fAiW4cMTHW9CAU0ioqIKPLwWy6PymRug2iBJ44akoknwnk/fP5DmOPMcwwbvB4vjct/2mbysFsOeLMiUapy7bpr2htZRTKdV8N1NJ8Ou0jHPi1EbJveNBSQmha8iVZ1XzLU3W5QKuQ1KUKAKIc3pD6Yt9T/5kkPy4/33q/jWnNDyhJAWmyJiT5DC+KHRLJXdjIH7NKyvgZJkt1Oor5rZVnkvuw8h3JD0dxTnP1GQNH5nx7o0J5Zl0mNeQLFyhXshNUOE8Nd/xV+Y8y7nh8jmP4vYjWKiGynKgt4a394M5VI+X8lVMiGQbeAGalcSF+ue8WSaQbjpT6nYhq5R56Cg4k4on+8jVSjGBZzGcOLfq24194qsewSttD1jL04G5LeuPv5VlTH3m8ffIqvLyytIS/JjwUCFa4ygqCdXcVzDlklDNfRXzTK0sBbxWxeqfS7h7rapSVA3+yC2TxKvHVF5ZzimMbqUyhnv+AXdjXBuVcV9c/57KKuiKHYvGvurQxODLqahFJDbG9AuwA587NOaVzulrbwz89bUkcV6dsuHxhsehj/Gl09lO4h4E0o3HxMHSXk4NySKSPV15hlS9RI+0vBNdqwURr3tI2LzWgLi3f6XuPBGI+/hM2yAD58TgCys5rtPFo8tKnS6915Y7bnCfVfDxdz+5rNzVuSkQ9xlM8dcp25p8fmafSt7T1GcAJSiSa28qb9idrO54ubUjOm3/pqoceCYtJffLTFn4BnIawlbp2C+edn7w50XOmtNmz6grz3GS6VQ02l3Z5sdinU9qCeOCz4k+9NJ8eX4/l4Ye4JSHROUmjL2/vM2N8Zzq6An3mb+n1yTyHc0iP/+2OoqD3KXRVEQhw4m70ZdmTnY6wzArPaCsqD1nO5J9NztQunXxO2f63wspP4n/VpSQYXe7Zdu66h6pEbrzK0ryK0rVKfZ7y7pJKoT+IHD0ZeakiXObMGyWVDRuCwJwq/vS8duk7MG+SAjjd2ioBv9EmtPsfIpVJq74DQ5exe6yorDG1l1RUPNMVxTlQ8oWpg61JKuV16lWzQqJ+jir/my3TCeuHcKpDudUR3Lqg2bqbaZ2HUjZkzq8R9pBdLUZ0hUtej9dQife9DNjQtOB4LbE8TQM/8NF7J1SVlGXvAViOEAca5sKvdfMCKOz6ao1A3HMtpx9HdHkdc9OHkXhTUlDYAq8UyzOhP76DvmGAaYd1v40fqMaDJsUZHx0nmzy5SUm80YVevivW7lISR2x+P7eB3/cdtmyqfv3h+YanUgWu1XyjCJG86rkRGp9fczJtSwQA+4fHsObgXLEB3HzundeM/zszWNplNaTmklBIM1kCZy/jdX0/4s8eMOj6hibsLx4iFABX0f8fm16W+1ReYqU4pUXRhkHgxjLoPWyqFv9GWojit5vMOc+pjTqtog/wJ3yklceg2FXfBXHZAb6pdAfMrTn0AqKE3/QIcW3jUIfTn2gKV4HnmMrLaCUOr0z5MqKylz6bvtWmvKD4cQaoTs/scKV+2HDrgayOZtTrjk9nkwsrkyycPld2+f2BhOANPPTojpiEC+tJOfTjNDDLjj61sxDFrtV3WVuPVzZyJ7rLjaeEMO9SM2Hzj4mJQ96JtrD5lM83hk4qETSu3dpOGDiITEht9GS9AYzPrZoKhuv3AIQh5lB2StPxeUv+aW05HzgHXe2r8dUawaQrA08MBq8iD59ieN3aBhm/qbUiGxEY3F3HIiTVuHwimbjlTfThIuhLn2iTlwiTxaUXYcOSOiHSSxtlaHKKpLzoq8Hs6lW9aZrduT2apjrpR9sOnmVw+3Nw4vsjMjhPtkzWTvtgeHoZVcunblOYY93/3E54eycgqf7+3X/7KjB5evnFMk3wGP3mC2yTk2B+JR/ZhnEmisG3TniLveO8tf4ohB0WzfcRDfqyVSzf6ZtOBI1jHLsKYKZghotaXnMcuJGeQYl94B/x+m49ANrsCZ2UnCxaCDYqbo21CnZHqQ/9GccgGbS5lNLGtV/5/m/8F/FdxipIWyw0HWkuRWYzQt/9EMoFNGczjC9biGleSKibXfKrzy0FWDtMqCgJJnS71PESYpa7kublshwYTc4H1o4M82Woo5QYjUHRu72LUZ9a3zyFDm3d9S/SP+cBufp+3B1lSRh3IQ1yvej5tUd35Nox84pk96hd36jXyEETvIw2hsfwFEfGbqkV3W3bdUwYyqa5GEA18Y6ZxqkvKAKTwziKf7RoTfZbv2Re7Dx2kuPT2uHP3EpKyguyqqXA6SknC7bUXAK6fmRvBuTEOEqqVjjM3ebxsO1ix4YebtuUQUJgtSwQpdeJP/ASz5O/8Lp0oJ4cQXb0xgE0aWn9PA5aQTQunMk58C2OwAXnWBae4bM6pqkYujRXeJMaA4QGSCuK/1s80xn2DMZ0th/YRJe3yWaAHFrWgYJ9xlxVsSVNmhwSswja+apSR4JJO9DIRmk4Uen7tHtJhlOXt9gRH7iEjl9QJaCsHswiYNEBVQqnt4UFJRleMX+tjHzGffxB/84hxhQuOw0GBDRhIshRrHY8sDfHicXTZavcqboEyLteROjG7B1Ard8/LBbU+/SS+VMgCMwgqAQ4IBrIbYVBTFjICxFMDHcYOG+ivCqDH06uqG30BnlroE0pNuShR9EyzFnQ+eelKpHuTk1zNRW3J+/zj1xv2uNRfseshcVpHly8wK4iW7c9NxPNzPp+4cN7t3MaZSy03umrpC5d86P/fiKFx96mXqLKtt+GmFSE9mswFkdWfqI0+5GP8xzlhDDhS49WVPisWLIpSlW6cxtt1ZZHHb4TBxzXOuczPgDhvFUyLFFt1S9WU6pTbSqbdEncyNv3KHEHo4y/VzljMqjDTODvw83mOn3IsR4YhB/pmxsf+VOgpP/I7egrJBofwdfv1u2bpduemnV8DjW7atBMD20o+supB1Mat4k7wriR6HO7YT+tMuQvLOdwteV+oocDXMoTIWnyvIn2VJqJDeKygJ6wFz6/i8VqUC8oJQOGNFfm8grlYZNoqIqpgTHGsngO4Tf93gwZK9XHtB4gDjgGzQpkDpbZNiMoYcOeKb+x0sTIJ5OnthnYIwOCNtoovil08JDFJbBRHJ1P5q6hNZdotTm1OivYt686rhfs6QQbuzj7ca03mYa+09p8DE+tjoHt2a4+FIQ1NJ+FGSvuHWVkd4j8vMlNxeuiVSBUV9HhB1gPYXmJM+Dqng5NdeNSmoLZ/2s/zRQcUYqNJ/J5DeqrgOfeKRR6Ync3C8Vi0LUc+4CnpzISfgpIVtEaWIfzsTkZguCicGaIqw6cOdCbnvE9YEMC+I5vIZxUPWmYmiXtHFWojgaHDHBhp7rMnoncwsLWUWh6+AmKLpOpWFWT9tvdX4wCV5ZY/q/RBDPs6hUxHYm+36iM7f79qQIygsii4v05AQcBRxP5hH3MU0dTs+ehfUyB8onuddkzCnNryKu/SjXHZUfbLXQTKwzqIdXs6jXRk6nu9H8sBzRNIiqlFBccWnJydsLMhOe96F2GQnxRwz/UjDfHFF+1SvKGpU6Ukfww7iRY4/grQPCdgs6lm8DL5xKrcXh0Ow0ChUEEMeCFqDzCH9dZR84BkdlhjIHLG/FR/eWny/Nq9v5mpbto0nFn1ziGcScfsCU4zE5FM/QOQS0YvAWg2jZox9tuSEcdKKtT2A7oA9UqHVk47RzrH2tlVL2/3+imlQgHp/HdCb2qZRWSPs0ycKbLjmSfzSbVcGMrORDAPp6JZx0THj9FUTO+8RYDB/Upsj/n5iil+lkv74In5O2xFEjDvhqgWzHc92VtsuTXjgp+1N5U75A0l6vyXpFlIKAUn3JnZCXC6lVRq3LJ61igHjojn5PdJ/CIyUEfOL2TltPGEyZuuHUxk0ue6c4WsdoHV1w8Z8jzE8cpFyI3G0wKrQCT0+nn7KN0/2GJ/oNT4Zh038W+Q+PjzlP5dkiTBd3ktPsl+VR3kF5JPQPAtw3WB67PjB2teFKWnM5bYMpeMi+GdyyL0upysDZmFs7MjmHMbj22yPKZBqfVeOqWVwmeoIRq4aIYURgN9g+mJENHupEd5b51eWYuIJl76zSLruWWNek5omcBwNQNipc/ppjhIOKq0jCjge3d3auCjIxim6kEiiLCyRsoQ8ukIz1eS64rCfPQFBJBVxryf6U5VeWca38/6gy5Q7dhyWhdgErgA93gFOd9qneL8mU6tq/0qVeJoo4urpCbmge1RKEgyQch0HDgrXwPXoPHxC7b6EtL/BgwT0r/2FkRf4LxbPdC6bB34kM+sDxi6ZMS36yNjGIri+pi8zFQBmAOOAGW/7b/K6/gM/XWiRNMELtsWGPiBuNMEUE3MOHD6EfCAuEP98LzMDrPsXd3b0ZF0MIXKbetFOBuvclLR+66Uc6QaTmyyZ2lzJdsyHdUPbBy3jFigwgqflCeJHsNlyhBT+TUl/HSncX4IJT4l8NjAusYd7eNR8IffULz2Fd88F/6xQIT5IV8J2P0qxV0LJknQbZyqTpDDzqmutMj88/Zy6GcLQXagbU856Q6IxxzgTMUoUEL0gBaLTPWZKeFWnyE44PtpVXLOlygBnIUJVEShWGArU6g1B4r7qjRj7xOjNTn3VWctTuz6HOCibDNEkNGOMTB45DPnUB/azD8sX/TNqX7OqSpHjCQE194iyZp55u60fPjJefr6xkcvrQevM9K8nVjkNmCsTdNvgoP5oQ6nsp2WJZLH0JXifBg4P/8Hkr3AaQFx+XJy72yd6c8ii4Wfn81MyrYZQ8r+Pm71FJTEVi4evG5bfaQF4dd0/kkjpwc1mmGG5p3493M/aTrw/+CQ/0i09ZBmQUsKM1lmkbcRanvtb9e0m1rpqvb/Tdc/vP7OW+rWUAcB9CM9aerjJD4pNa7IZ3xZmgFddQMR/uKb+CAbqxTJ1RBfwOkZzkOXe4D8pBUe4ULVlBtVMQ5irEsKimweqfrQBb52royD/Xm85p9y1gcabNl+Mm36dTU2F4zTchUUOQxJN1fCO2tThEkHRC6e+zNSAu8jhs1DcrmJTxCgHKcWPh9fWUZgrQg/igFvUZlUGNAtMIojTxAuOO4wh4IwQOozewSCWJx+awmVTj38RbAeQUJ5pY6MfxxsHaVu3NaUh96owxCvSxTJ3SEcfv0SjMrV9LNONv4Iy1qEvSsxjCPONDHNZDcfvMeLPsPDNjxmTTyXvMy1AriPaq2wXPcmdP5kTUVKO2kDwkuwTlVUWzPotSjMGF9uD5vyfp4llfJy5F3mQOkoKQHr5+EXTiWHpVOFvD9s6UX0TjlWn0JTqNtUu35J0vS9/92o8R8NaUhILUuPzk+IqU4D6ULOKha6Dl7MrA4vLMotIiBAEhu0IMxegRC/JMoLgsyhQjOzd7ALdsTFpVcY9tP3GrBl+szlABdQpU4Q1S0uDd3v3prdMzansU/f1QDr7hRmo/2+8T9+ZEkOen92aGAgFm14LPGsxVWktXFzC9CsrZ3xoYxsWZVML8CAuTyxKs6yp5Szt9itev3PAucp4pSFjGr1AojpT6Oee3YZtfVvLoWf/8g8sbny+Ja3sXnygqLXAMNnYp/mer1ri9BpM3KH1/w2lGOtXTr0vxGIl14pXF5VmpIQbVXGANnKq5jNZ1JfWlNT+VV4IEhv1XcLC94UStWpOiT61z70kEDap4F1Ea/z5whZSBxzeE92+7w3wqWsB5LaSDQGi7+LmFFQQUIvgrxYj/gyrNgLhjDNPDopx6zNTf2j5MMwsDprAoKnsbFHxe0KMVqWUAnZGY6R5xt2iY5DBkGNyIQBzgghl2JWwi/38pyOwj5VAf0iQ8cg9pIeqXU4EytcqEMFHMiRJ955ZUKPiXXLpPn45TorZObLa5EsrBg4qnNIX46FlrudRjnDbhwyL+Xr6cr7Pcurv5xe6zToWfOJ8fmSWF4PO04b8BQSzdD9IoC7DuG0ghwUJeCA6sNyD/bbA3YsNmWVJq/M5zMY+yE50KZTjfwDFPSNWd7upT/+00gsW/lNTWbTgk+3KaPRWm2QWy6Wq0+Mf6R1ZpmsbypAGYH/yTKCZkAjSHq8ZoGl1A+X3yRJ5q0PzgNQZDZoPG2Dhg5DDabFCLI/DWhOBrnGv5juf9TRaLrzDi0LuGc7LK4VWoU0sRUQPiMb5U1ABhVk0f82vyRdQfZPwo4wfQAJsyd4LF+SIP372RFiuLRbHU5txxt2k154U9j13/N6PKkrJUUmlBdbiQXcbe8hdKedqnT097e+JZlJkQh+e1sCHWdfbzsWF0maPc2kPO8KFHUfTDbLrpzxwN4anSaxiZRYuGcDOFSZGGPLG7XTp1+pA8siLIEKCDA/fpGyhVsPePQRgsdTWl2uJAg7NwhGk/oTyBBRvUS2A6BdUnpBCBYkkghHrJArM5cpuBJvQl25E8vRkQN4mn8bMoPIPOm9Dmq5SQRaN/Y6o+GBs0/EqG9AaC3EwfalwyHa4+wHEwOmnQh5LtR9BdmDQTyFY4aEgjC+jf9pB7BdNlepZkp5FRk75u9S5jQfORY7N+Zh8Vah9DLPanTjldDZpVVKFI7eGY5rkPeiq2ASpUewIR+xIqqIZZBc/2ZLLF9FvUDy9FGXHnhBM1NwYZMBCHEeyVBLIlka0RDa/ppEPiZeaey5FzPNDZf9PyaSuv8H7iXqeHf7L6/L11sh5gNNQ6cvXU5hV3T207qfb4yv4b3J07d0CYi2cXLwPAEW8IaM7v3bsHOffWyW0sSBrFQplUN5KNFtnpRa07mqai7DrPwKn9A/qeD0I5epS2bCk4rht1mZwGiaLzjeysLgVrL/HbH/0xhQxoVEueC8trrqK8WcMZj0CepUTsJ/yVpHUFdzu2zw0+N3nyd4OH0Fqv43V+TfcpyDlqbysrUouf8lSxWZnk3Z+sEu5J1twabjo0oAXpC5p6dicpX0PoIvxhcuO/CdAc6aaoRdE/+GoOdr0RWsgvehxXwbEtcHl1gIjxgrDj5rUUQUL7ZekU3wCF+yt4cSSDfYCn8HAATKDdBEX3DHhHSJaAp5QYSG68ytsFq345hY5JuQ5YJzpwmxnlfEuZ5PgwnbbKw5KZS8+voim1pDJsNGILaJMSRfIBrlSIjQi+yKv8hncGH7xIyoXtVVaesF753H5udjOjenyc1F8jiy84/8CkipcCbKtwYwUx9MvPcjMgjpB6R5D6VNJlJ7anue5Gf5+jA7qk4E7HHjzNnEmTjyNGls8VyZJJAkGe1/PvCqAG2KFfvuf/agv6u8mDo0211qemOwAgVqU2X/T70qK2PGtIn2Ou3AUWtiYLw3R+vcu0fmIbOoPXmHMJD7Tpaqg7n3wZArsqtYY3fVy1iAkRBEtmKDXwnoovpV+t8qqiSrQgHE+gBmhBH9CPkrqamPAr0PAUEhcYcwQgfnPqqBm/H64AVeHTG5981O+LD6fuUA+lQL+nR3ct2XWSPG/O3X0ncv9iDjxnyG0GWQZUk3DwAIshNqrwO8RVbTdPoltHyUyOzORJmSVUZeW8iGzhyfSwp4tjy7eakK8zZSWSiWnRj6squfaIr5GcN06jcyeNganN2ZzOPDxo9LxusqLGpEuQR6OTINKsf4P85tOzUfPP6jawCBfGwt37x3vxzBt6sf6anHsUcYpSZ9UQbOL49nCzwW7yq0IeNHf3m//d8u+ExxNDhXoLA2/L8+yj52IcjkZZe+WxmE+Ln+yfbskL4sZFf3QlvJ1aMW/EXb1Y/kOVumHQ9u8TaBElmbxY1ZZbI7EwI0OuJHWyJIib0K9iSdzWhs4sj0k6Yy2G8sgtw6jEitLmUkkuXe9n7d8mw3MXuVwPm/0+qS0toyK5Cq5SzZW+/Z0MnpOsCx56YR8KH68w+KLE1o2/16Bu2LHiCQbWC8pxJFyGxtwVnk7wlgFlK5HjnFoSpf+11CDFtABtEJfXCrht/mZIXQMU5PBY/fPPP8GyjdQKTSQYaqxJcE+DyFuSZq8pEI/Jo9v2lFlEsbakNZlUFFiQ/YMQ2ibH/FJO3y9VD8Qc4oP5gUrXGK83yWPG4NQp7gCcHHDkOq8T/x8uOhvoL47MG4kvqx4YJhYOaeJwPyRKZjk2M0RuqQXYnRJ1PdYdPCT3U6XV0cGZyon2YCXAJF8ErB9+JBlXZUMrmTjCl0Syxl2A4/mTxl2AMsgHkpAdryHEjUOD8cRIYS1oiSPx7B98iSUWR3mfvocqTE68tXIN1Cn50qfsI/LgSVQentt12lDnmka8ypWgwMRU+bXzf/5h89kHVw9venxm48+T50Y7PFU4sZ0DCS38PRq+9+byFMpyHTRR7o4MirhXXGR7l+aeZel0uK7k5Q7SKHF5uiQscnaZa6mP789U2Dh5FurH0JX9+vt3ae92zj0aUXI7OjnJKH6ON62JTosurEy+mzKjqppF6/Tp0/AKl3xPaq537Emf9Ssb7fDF0+0UxvY5xCjtA2bhTz6dd9lMIrsuOHW9eZeVf6l8cZnGq1FSZsIg0zLojW4wXcrDkeHDT6wJ+r0KRAUopSmUpI5ArpKA3Ii8Op4CCAzpc52C0iggjZbfp8Lm4zlhSwBlvDg/ANqXBPECSqxlY+FnoayM3ARylEcLSH+azUj2NKeX+hnktCeDry0dOuCZLqGySLrzIKNfxmNV0glj1s4LJnQ3DqI9NADwReFjf9i6VafgEQeIQxIXQBz/BYhDx8IpfmYe6+adGvaZ7i8N3gv19jWm+OL08oqyGrqekozyVDcJ9uEW3ksIMZgTcGEjyYuQcbGlBew0UFFK5sltCsQdUmgrE5gS179/u997aYeGkMpQUvJl7ihagTT0ewRw3ssaIswPPphSAMS9tJ6Ypcp0UYAxDJuI2anEjUiPRE7SWp/6vQc5n2Sd+lx9yKZWp5H65ILZ2XXr1G8H/mMt6kwOlKY10RuijsNpuHYjWhcu6OrpQYZDBWzpdOh96MSt8YCBZC8tLTU2jNvPccc57gh3N1giHqVOTyR6W1KUgVmF5F7CP37p9wzS7unRdXfKrOXvwPrDOlOgndUxtbJVZVoc61j9mcnMNC2e5EqnI0q5/Ex/QbTHQx5Ml/EX9y4H5rG0bErNgYO/V/7J0Fz1WlZTGDbdA8iN0VpJ/+EwHdg/NvikNh3sI3mK1eIoJn77JNMYFfpenaIDXPvC56FWq64Ffh7SLY2RdD2T9yLPh792dfGmleLvkHSaUID+9UfnBocDUlkKyuA0hrfSYSDOOnyJAXkMFZRRZXFFWfy/zNY0TJHm3EIHbg0IVOD8/TlmO/UYRYF/Uju18QG/UfgWSmQhTZBme8Ltp4AK8yXdiPrJsTHw/HYVA9WqLkhF2YOcgeLJgetbq1ZSpZkFc2dlYVl+dURryfnBFfKjwGxA176B6tCUliuVQrHopJPXteyRFw3/mW5GkZK/MrUGiOsQl2SsROOmk3bN3RT64EHH8P7AuCR4rQg4fsrtC07uG2bcrmjFyQ/xSOVV6o2V8IbpREA0pvaOV2ZAjfhfklPj91pWWFmc1bgbLKK3UlOB5k1dt/HfsN0ZMmSI8LuWlhacID/8sEkVAWJMiEZf7+uhPKZIc1wn7MNUbtHoqaQbRttuZD0yLXlPNDmYH+xdMEWYtGIWRy4yGkP5CxBX/l+XxKWebiQbEuxhJSWlrdviAa6JCuZOcOxTynFHOe6gFAbPyyHAULjiY7+YXb1SYjIpOLux7qSRx80m7P/8abhBljQfGkXcsgJeiHHmn3BN/sN72X4JQHflBfxakhNvqGzphwX7rFu3rkFPD+lBXBiwPOd68wsfpkdSXo13MJEBlEQBRalc37xXobtDVnv4kzWWdmt2r0uN3QCmoLqxlMBYdG9n5mgbGnRNqDnMU2mo++simWr04ZTQO5UXVj5bEE66sqwyr47qIjsl+Es6Fqi4xO2A7aBil4nF76iPx3HXagezsLE1qTbm/H12h33DRgLJq4OQAE88dqPig4IkLmS4bRpqKksrUi9Yc21p/DgvxSpOo7x19s3+JDdesFJSVhTdcKXCblfwX/kg+nM9GUTk3jQW5MdkKyOat4MceFeW2iWE1CDL4/mG7QgvDyp7V7ZaE92FUxrDqY7JKsmVJMVsdCal+KEcSufqUlHKpvgG56ra2lOtbT1XaClaa6IKLEyYZMkYOmlcDI2vqnO57ZHbL1N5GCl60ajJpBdGCoE8eZNIl4Iv4KtK5ueqjtMbfCdAu/pyHf/fOBtPL0Ntnqm0gkowJ5/0E/xWRaXViVbcGQ7yuJTjsQibCBAH7OI5RGuYcEQzBFvyUY4vWpxoO07F8wwjkxYvgDvyjUOZjg9kc1wFi7EA4rUKVMQvAOKQarH7e4Gw+/oDrCyrUuzonu5TqPtlcBI3opRrJ5kYJz4/FS4rnNIgLD0VjehvpJw0JycneKcIlZGoFG7jUBHAyQwBnMVUsc+nUTiL2FpBV+dTagyBoG7tI/palvJKggrSEL/+lbOslFd/fdXcLkK1wAlomroCznfvReoUlwQzPneBtXzg7bn/6F0hVXrv9g9fyI5pq9U3oDTszoqQcRc2RcjWy0IkRUcl1SmAcgQrlNfZ0YJY+OQwWoLc0FUUoF9pfjzz0vdGn3aAQCETPbdk/whS+OYezaa0MMPMLwEupJYQZn2CbjjSKKYJySRosD+EJBIFJoSGSgllZhDbdUIbALEdX/B3f+p7p7M6GFRxnBwLF5C2yIusNdLWr1evKLUWDmaHF2t19dH7wu/J1No23hZeoFkQD8iL1roixzYfue1tNM3zL+oxx/C5x7Spu4DggGw7fqkDBOARAeIgIDiTXqpXLRzEm1gd6hQQN0qCeHxOfOuTrbte6DpNb9o1B5GI1nTXq76dhvkU9HiCfg/Eh6HEeJhfskDrjYf5AXF61LeCytzpoHA38TrgTcFFParTn9VcqKKCnJxaiuOci4sLsr002N2WSuI1jZRUxp9SsP5el1YPS2s7L+395YKGt+gh+6ufYsJd/vD33Uean6MNDUS1IKMg9JVIvSjoxOE/ANsslEJwlET8/cFx8tG6jfoF5sBmhjj1qqpMc/7iz5vyEWy+e6+8RmCCHOdg0/Y04V4iat2EiqJrrpHBO4Jz13v/ZrwCXwK+TinqtDL1GUWrIl70veQtL7KTaIyKVk+PRozgL52dxBB8GUePDtHf7WhnB0LqevXx0VUisQUuWcwjKr80jEzvRw2nxTeNk8eTXBzN3EiagXjNECsBT0NbqheTKjF7IaRlRpwB9RKechiOlKFLufENd/U7TuvDOGIKUKmKiy6dAfPDm1WaAXHTuDOPrnNaX96T++a2wrjRasNIcyl9NoRUMwQjgaAKx/zgC4Q72DZxHI5ob9YgX743G7rRPun0rdXXwuZDldp+0I/JzuLrtzrZigvmOJnm5+cZ7zCunt9RmGE8xlbhv2PC8R3O+C8/IDC8406FIqsCXwopCUobIdgNOhY/IR8biEwoErbTWpfLzKSsrPqflJCQyoZ+4uTl5cEe9Uok8Vr9gM9ZTLb1tjzatoy5rJTWCHiptyn2Rk477SEJjOipydL3Oo1QZDKgUSAl1ETTwFVcSMlavyTcKXk4OryxRnNFLtqMNuBNLBFpMYPs3H5TreJaSXYv4XJWkhYJOXDP77diutBtmxPabk767GActy+g/Y80dCBZsLRhLS3NZrvPTc3dA/4CUC7s7EHnOQqzSUYikspWbj931ylraxb7for7V+Fh3ci9U+U1RgEMcHlCo52TRoU9u+YRuIHUg9TLP4a20ZTWnm38xUCICrAez7egUYFM9J3dV4yunbip9l+Nt/7ckba1YGgPpZAPmmwO2kXkDYdiBNxwSOhubi6s+S9YmgLx4JLuapOnLvlsh53MFg8l8tUh5UFef31Et5T9bI5iKgQVKnb6t/iZuc8mZyzcNCsZ4c3/oeKqx7yI7X+itR+TJbP0Slmwz/uwHzx2Zgr11z9ez3Ti9hx3idti2hQRhTsdwcOG6DMzmivIDVAMuldyXq7Lof2AK6eUHWiw2h36JhqOJ/VKItngIXfh91W5JKJmggbSgzoi7KPZK8Ifr0GgbqqvLy6Jozuw2v2oyUCHc5Zv60O3DMVdzPNiIfsBg0of5Ftm3GcZzuqUvAkm5B1H2r609iEhHHzlA/pWjXpdJ9Xm1Zdr166FNanp6QhZ2ex0/XcVLDzIJ+1qmwhSvZ7tRKXJVOiX7da/MKLPk0qDu2SJh41tu/NyKcOU0R4k7j2cEVBOQS+IMn379oSNvdmSkklRiPQJtqOHLM+kWdkvZL/LIX9evHU//zk9SW4MWbBQWCXqgv4dvHcWG0ZAT+Zdo6peQ0jR7HZBW5+b3WHb0SMWA9xg0aCOOMWUPxF8BWqZHYea9uVkx3Oy3+IdQ7R0s518hRWgr0OKdySMR/Z3WIxesuUmQHyIzhRObgRX1JaL6wrzNV3vS3q3ab8+yURiOeQ9fxAryOZE2KPAsKlPY4Dggjv//52it4EUZtECjpI52vqx9OMCiEOdwtyffB7Sg5Vx2fFD9Fu9c/Ld8Tc5WdtG7W9llM8TzrQNonNIWoLpfcRPMpRUJZbemiUdA15CnQJ7JmR5B2pgR5hFgTwzM5dXze0RSBpYS6BdQZeaHfW/DuLfifxY0z0LK0oqGZPVpskk85e4o5XF1OPE7MCFlS7dqZyPbC/hndAQ2OI2hFIlvIPY0XXGZS5ZpC+Vw4Bg9GiswOH6jS69ZGkk4puq4k9eif5CNXXhjdLF31e2akfvfAZ1dZGGQvmYkc4IYniwvljjtOPQ4pLsl5LIIIlv20bHjzczJZrUA9rYg4cqN26sVdOU1lSqjCDl0fA+hHgIKSODkaIAhVXwsFbxRNi6XfqR3rjnC4a6Vna61TiI36ah+oXtkBUIwSx4ndJh/Klo1VlnOBx+oVj0pVr8Yi24g9mNszA23grMkoiZAKPWnj17XlIMx0WaVqfMfrSP8/qs67VhVbmxpDJGr0tbSrTCWb52m4QXHsMHlAsGAyWk/SUS8uomNhQ80oKZecmqJfmUK/JxfMmWak7f9RFT3EldKqgU8wAXQ0QYkMwQkmNe2DepV3clrHyNZEHKFVGw6tEXODeDAixoHr7gwcMMK1S0o+Iq48qJrAvIk/JCxZl2QYvCZ6JooOjQx4B4yR/UqXMWtRLHBDVxzX8dxOv1JZv7wH0MJSqUM9tZtfls5L0FWuEsCBBOF56jyZOnpy+vKo89S8/PlNskenysNamysoJTGMXpfo3VU5rSBIgXwIN+DCEB9BtdsoupmEEzDHv23CZyiCAkfAFDyTtwMKxyHyyibkemUBBvFWe+FIh/+SVLCiMUuIQ3VoDO8cR741YX3EDeywt+girkcNB/+i1BWuRzbOriMJ5U5rys5lqkZcqyKsu7M57PxosyddDv1M46/iOQN92gNoIpH+6J+AK3JhtiO4D/0dI0iGtE2+6T608Wez+Tm0yKo4DjlOJvQ2sE0Rte9gKIw58BoYN2tBYc2dr0EeiuDP5DYfzCD7S0BWj7mm4cvFPwZH7ct5Z3CoIk66Ck5NVtfngXjyt72ilfnK6E9whkeYo1qD1TAFxzYQRkf24gixdkL8DNMqUZjY1ajd6R3Eghp48uSbX5+O9BXKONP/QAjztBoVvEdAJ86Xd+Nqcx4DDv3ve1IvPaRuGuD+ZURiPC5cyvT11/LTafkOE3ju6OjE7RluphaFoSR06f/4GSwSLUH46qSxZq0MeXxmuQgS/4vMpLqorSXgrBcYnPP6+xNyIA4t13G54bVepBUZyFueiuwaKMKAfRQlyYQYUZWSzhA5Ogxe9PHFkwd+aqVLpkTpklpOBBJv6ErEBCqacZQ5oI1WLOsqKVO50S8AsgLiiC8aL+T9PydezYTCxlvkwPutaLsB+9bEbaYyklHusfNCcwrwl+b/BUe0TTfEikLM6mUBzMpkZtP6/9CT/1Ha3470Ecw4Q65aOv6jpcFjWS1tXKhYUH01URgZI6tUMLgulYeNi0qF2Vro8oXBPsJbWDz6Wf1cZ0I4lkVUo5eNSzmFRkiwZtabX0zf73IE6JWfG+lBZYatDJWKdTPHVsw9bDICoPJPdrSRc8VTmlEc8S3M1+2u1fkpzEs4vk3/HP+/LP/BjymkuJ3OdlteL5Gx47AgG0taUDe+kn77+qOUGdsZHULrKcu8mCJiNfW9LbBg2bixeTkVFNK1epdRXErhzO5TGL65FsPsyUTm6l7dvZMbwe4Gay3SiyuddUg7ecSzhC3SinBLmlBg6iSqMg6tKNMupactSpO3JohZEOIAxKFcHIKawNbjQHDRrRYCVer/KAJhhQHwSgW1FLeFROiGJwWjJDr6Busy6GNdeQnZa46wu62o8fMvNO0yj6ULWqFSQ7K+JTH7gz7RC8MkCc9Ap69sJNFOVSbgrFv2BSwBe+bP0TBZ34ffoy9CaFgVZaovjTNV8SBfE/oamYQ236FCyGZrTKhBbwanH4ayZA1MAXLJZMMIdT2OcjMm7dErbCr7wYUm/hQriz+tQzgvTEAf3SXOsNAPHf9GmgPN1gQdxuk+WUOW/KyRZ3PfkG6SZVE54s+J5WrqJFc5Lab4r6UjOyzWX7j/cw4b0Rj5Q6429aEpdmst6IOt+pE2IyJXJXCr2KfVIzaS/fz8a8U6ysSIVXXpUVJ9FcbtPlHkna3Ay/7oE0LB5ZZOUp2o7Ki8l2ByV6USAfU1lFYIRkzAExp+wyTGsLiRDdA/gdkLoZ+SWScxwZBnnwBo4bgUbuqQIWLKcCtnJ70nG8b+AAEl4taFSgxkE6cBjxcUTw5BU73vGRih2kddVAkJeFDKW+siVQyvlvAYhDTJHz9Ys+L0SFQJECiy6GjLGzNBqGKbRwP7m/4B5fyt7+G9XWf05IuXCmYU4F6TsAdQr0El16Mzbj7ACy2Sw6dbvZdnz704EbZvAFvsx99DueGescbrA+uMOYMA4duuDzg0l+RiswwzDkqGcx1aJb2Nb7sWNoyUlyeZUa/xMs8l4fF0KHg0gZf8FXjj5gv6UnySfe5OCbB3EwcYeFhcH5GglTUPDlpbxT6vdG05v6ytFK3lfc8prN2kRGGFJd4IkR3lWblGRJ/Wo5936h8i0qiXHGFtOsNMwwtQhvN1yApSgg80L4khQV31ZhM9Csi+G1/rPIk1th9el0557c3UHLTU+V5tHzpxRbK+MQa6qklOYtZHwSKNnWUdnW0TVTrB5Gqy7SnSA6dZelb7ePoaKy0xdp6Tyaar7knJsuZ9OpUC6CrjCjswDiAuUTPnxMxER/iYQSDrRdENLhqoW3F+9kAMm34Hbe308hzHL4r5WGQRwLW2RkzScmiiy90aV4MoQefKnvZ/N8PnS013weey4y8kJl5IX850GUnUqrj9btdkRErXbw33ol8+nzDPPINJPI4IORFBVJ9Znj6jSCjsXVpJwVtRce3uyFSIrOsDrPbpL2aXqkQFGgZ9hHVrUZmOt3Jr5etu6aztAj+bN5sS7oZGk+ZfBMBBcdL3JK3N20q97OFyPi9qQlXdSKuKCfem13CPckiGE3PDXxF09R6fNoisnKtr8QFnmhPPpsxSNbyAfIu+jjfYU2yLJ0g/U7kyCxiMIlBqXOzOC/fIHaJIgUsBtQp8+iIq7mRx7FrYyJvOAfuSk2QhaWTyhw4BXjBb9coeC+SD4SmJzapXkQz83NvXv3LnAckiy47srKyvr3F1F4v/rH/XFYhV9q7JErhUZeeT588+fPV3FtaLRuyLbC9AM6nj8QAnOQfCdsQdSD8XyyNKnL/xFJXOrxvkzFZkGcFEbRhYkf3u7Lxb/P2fT43nj1HPM9uCKEcbuasH8CsrtcI189CrhFNocoTtIlBD4qn/ei5zwplWEAI+dLzqekfLr5z6XN7312AZT+HHd5Qj/53yJvuoIIG9FD4dUIDjTXpPcB6EL0uRAoIYC7IW+Mul3ZOmvjMOXKVuF0+2Xm4bWeK5Uk7plEezVIyWvI43F/h3bjtEewWCfNkV3URsNxIo45GvKKtRcVw+9OoKxo8nxz0maY8Oyhu5BaAfSzL65eV4FiDgRYIQetd1NZEel/Sf1v9B+uNJyL4zgzru1Z7ssbXT67wYHPgNPhul7hFnix/c1NoGdcZ5VSno4KnE90nm3yyttWZOerVsC9l3vuqkRuzfne7u5LR5HCjUXeNVgEek4sGFgtcBPBMiREQqAyvkCx408nhf9KWZoH8foNvWJJXHyBpxE0Wpm+Z4GtKdyAqF4ws3MVBSnOEs5/EdtZ7crE8KwT++pw29bpJ/ImIzSjsLAQqw4Kfn0L4o09EwkJCeCdSEysgVhJEIe3SXkRldeljCVNei+3IvVdlcGdNX6eM3sLo5JMIT8Dpk5xPEtg2M18Tk7nyeWyKE2puwK7frXpmu+LWQz76xlN265Qpy5M0a8aDC0Ns2Hv+OhDtV+66UyOLma719IsCNUs8kKej/0BFzngO4o9+u/hv/jAJg5eLbwbeNMA7vfS3i03GlWuPho6dJzuTHtNSGQel/LFeOXV4GPepk0bPJDiluuC+PmuDVwUuaS1Q/K6cAy7U97jrHpxKmM4pbHs741v1Kl6z4ocI1gCW1hcr5NbC9KNtLB1KasnhTBbaEptqoCcRNr6KR3uLWUbqJaUlIRnOK56o6BB7bq//x2UEu689tv/JnuGPzv7+fvnuc6nuFX3tmhQG24f9/HZjzud4Rb5QOxlSoxcOPxojSK1ycJ1IZXjMcNBJIm9ndkbGX/obHVYYJ2elRVTbhrl8/kAjvSnoPb0oBaXtbh6DJkI0gZ8wOESKhBg4cHGtQQ/LvxXbKmWcvhvEojD5gvdH3AcilQEd3PwsaccR+b8hw/8xz1HUTof7gQvOu2PfZoeIehVkeEFBOj4gnQW7JY06Scu5Xz9X622atUqEF6LR1dHEser7tjQM6lQCc0dxw0FK3wZCxWE/ac9y2kfwt+mrEgKvMVgQpRrWsL+DJ2BzQCjVLJJUYohtWBaBbHrA1LxpvUcrWtFa7ky+zR3nqewHORkRE8rFuD5xrOuSwOh6daiLsKbAO86/BWLLby/nUhpXl6tdbFkjomt6zBD/fv3EXpIJJQQ5Amh1AJxOGIpjaDbCxroWGYpXmzwJXGKYzlQgN0Yz5n2fV9zlGIlH74LlPfPpdGT6aAWaQdivqQfWuhD8lQhLzXyrKE+k/7sV1QT5A1AyR0cRQnUxi9eEH6Vk5MjPr9bX87GQzuOpQlgBS6v5XkEU4qcHWdW+XcquWpWdsPxk+mcYqXImgJvHzxOpUhXwhdvOoP/GuT24NOc+lSpIO090880UKy12Ci28rSURwfQ361I2FLAZ6N2ia0GceFawuMqfBc+iITwFCtSpJuMNwnEJXqsPzL0GrbFELpdkivHiHJdKnLuXieSs4KKECXU7OiQ9h7CODITIe8i3h/8VVYWkRU0e+7/bxWwvIFPHHmRhIFDdfbJJ5/UmQSR93fto4hqi6pOdiWZJB1aSKFgM+ulznC8/umXIr6DJOK+NDXhuDyd5WhDF9r0PsVyJPcJi+yw49UsOO3IUDr3AeLvEX0HjE6FSwxVCkQWVtXPPbZs13nvFLgW+NEVSOLgKhIbPFFTlz4Dz58mjfgX7mxJHqm/R+X1aMe2bduGDM7gYkMfgDV48d5tzHOzXi8x9lM57QFAv7l2n+H5+Vf3B57LbZsDV0KtYLa10Qymq1aMXAwstRXNu2ohQUIw4FuZfVL8KNaGvF6EX+cVzSUkceD4/HraA6Tc29WrgeONXBYshsitKrBnIwb9XEjnD3py1k8em8yjCAuyP0keylSWj9RHEwTHj1RyQfYfCNdY3WFO9K722oR+4xYcZ6sLE4pVIiizmM6Z0CE9hub1fApYXTsN+ptjIghE8iMD4DNHWpvJw4iOcLSaowI+apEvyeQgmN8F4QN/7fm9IwweApTju9//DRAXBhx5L+t+Xy8lzvPBtyHP72TGP2nxhlHyjr+VxBt77aB3AukjmGfEFZrXiTfUFlywBPZacYEYnRNHOUhyCRdElnVVVAQghldsQPypLX/FBF3NSQklLxC7r+pAW4bSA44W8YoCkEoua8cwPT/dhY7jFBvqbmhIF/PexbMO6k5BvQgQN2fkQSy0Fy8kjsAuBPIjfEE4DBwcgeMP6IfGhv9qj1dC15PSQJOQJ5DjTZLjQiqdON9SZWIxxg6XibO57U7ntTNLeQ/acIbWKfkUkEUG/iwPp1EstXmH5eRsrsAZx3IDk75vj6WoRgIYm2vjtf2el0p7htP6jrSOAykwQ8BsqbxuIKhJPsMa9G6vfsMdYB6UZV1NC6YcXnWHgvD3BLK8RUMEX3s8IYIxE8u8kK6kgZBXKAnUgefWzImuQS/DIAs6ARB/h8pLKcyWvE2Ys5OLIUN2LFEFNUEocIfFrUT+WAgZRZQKuQRWHDyr2Gml8roU6MrzkSmoJeUNlcTpGzX6hBln8+NKFdq/7D4L7cA15Y3Net6S+/Uv1W0piIMQav369atWrQRIQQviLEN51Y5Y8a5MP54Maz9sRduJ9hL9Q1Wbq/CawUcwk4IpI3PLLjauh0gPrR5MZ4/SxsF04h+6Wf3a5YlMSedZRjctYQogxcOACQUL3kOwQeEv4FuDPn1AP+MglDyCmIPXGLFkeDHgAvUvzZ3Ul2kBiF9BJo0atxxoiiC+VcmwBCmsIOr1oC4t2E16ddNrNNYXTyVylSW/GuIiqTv9Wit6GdEMbMI4WtOVrdz4hL7gIhNAclCnWDnrhvLJX+uUBzQJnnyCOCyk7wGM3qEx6vQx5vmi2KjoUc3fhB0hnOhmrEeKarreCFOTynJ6dJRJ4pIFXvO1yzNaxCKWWfqOzLvE+H8EkRxxobzH+keo0NI5flNBXNaFNvMUq6+oYJ/11sVQ+rlsKYhDHYmsN9DJCDzAFua6oCAXSrgZgYbv7njK5D2jygooK5exaT7yX/2Efs27EUc7FCMN8rNjkO8kK08zhFZeJu0Y0ouh72plQcugavWist8N6oJ3T7PgK8EnDJK4YN/HXtiE5gRQLw86akK/CJtTSOV4PYKpL0tM8SYVKUG8XMZK2F6IP9CuPKf2TBKPzSV9f4Ys+7Vo0zXpBxdpSS6XKOgO2SO19RtVNFbR4ldzm7oO5YKUCLYGl6s1YjjGCs8TwVdVndrDpgJPcDxL+BtAN9LJF5MMuqsUeKYgH9nPS5iqCgVKqo1XSC+c4FK1+hSpNRfNBAtnjEeD85pBfrg03NLDkGGPzuDSeD616QscNKfZuvRJQnXmZelvS4Mgziy9TTTxurxTpO91y2v+/vvvUJm1/Lz/T89oKYiDnRWk7X/99ZeTs/OCGx0vZ0LXwRgCgoNZuqTA2hKfny6Dda2PmB+L3njKuZVktZ+eGxbSEQNC0ObhCWxnOoEjnVCR/jEy14Tm2ROfLxu72g8+IYXnpJFGM+Q8WHLCcEHoZoEb1Bd/vfh85KD3xHE4jWVQMJj/QskAEK9A7/LW8zeiNA/iFs8pPDPfQOTPgDEK8jj+mtB0xjxz5CZzzQSybL7KEt2pSKbpa2qM8EuBSRN3Af6F/ycLXAw/6Qt3vZNu10lwi8qo8o/lExM70VZhOYTYCxyHXxO+hyFQn+F7GOY2jW0QeZ/uUJ7m+po7C7j/ajBsm0wnrlEtnjQ2cVt7MH+bqkbz/Anp2SB5lFOZHa1Ro54pvHgBLkNgOvaRYsuqlLemPohDd4cc9//XQBzT8VYnLuUzgWpSgbiEtxxOEZJPTmjVDjLFfTtu3kyWL2706N/huejm5lZSwix9kNOxMYWiXGznjLKinKQynS8qfdXLmUTZ6X3aAlpajrb9TkoezNdC2RXJzq3C/4D0hBYAweVqDvRuZzqqbhH5mwsxqls9+hzvHjA6SYKjTtilwhgojJr1ihfJy6ozpkrD1Cz9jL1AzbogjpgOZMir+VgyyNh4ibTC1MvfEXAnWiRCclqF77PYWczYlwNIJ4TV3K9JmgHl5flVRrdqt6Nax1JRmZXL5NNL5A73cFUFVlkJBJm1CyJTanVGleTrRU7Z2NStk1Qv7TUsGJLtoM91CNWQW7nOhep7kSHUZgM0zp1ravLZw2uVZ8/Ev1aoK+J5AIshlGk5gRTO0scTOGZZPME1Q3G8GB4YTGkxS/tQvelPy9akd7TguKmszlpTxgwjEp4jVS82w/JO7K/607odrtMZeKfA20pNu1Y1iaTzAojDxTDh8V7H4CnYZiWhY4rampWdauWdQEbpZmeGn4I3VZ3yAu9Ec6e8BfHmZqjmd6lAPDeX2rYlS+ZEJJTSipy/fTjZm5zpc273nDWIEQsODvrpp+nfffcdXNFRAYkUilOYnwD8IuC3KxR3tZJglWwPLciGVaTqQTdsSMuLhk0AJJFqEG1sj6gBmt8WSsxHtAhvYDmVqFa2oeSRF/Dow0ORJc6OF96KQgLtv6hZ8PrjoFgJE0rqvO6lk7i3jGz6Py3NS+KuCQw1lNwrFV0FpT8cn/Geg9cX61MV5gq/avrTDzNp/UW6FVOibS2kiWh6WHaHCTpxpzdNkSLZ6aw4Qv4/cbGAC2QL+MRBRQszyaf9mLEkQJ2ZcN2M2BNSyjYxbDkUiErwwAhLY+3pgoBRvVdTcietAKb2YPMcQNft2Zdm46q29mK9BQd6IwVeMRAm4Isi/I7b+oAmCt8N6KtopKlsYXkL4i2csP8/qjeTiL16EhYsW9aX4zJMTIplZFK++qqET1ALlNEI4vKyyhcuXDhgwAA46YOAu1u3I/7+joqqimPHjg3WIm8VtskN4Om0TE3W0EHVSrVAkgunEw+Zda5NW7qVBAGcuSjIPaKTHM3mnE+wvDxZFCI4FbBEzObF9P2fdDMCwZzCKxoEgRub4GrzHhKQi28XcmKp06c1sEBzAeKh1OG/up/FxcWNuhgah5JWiMjPZLsq9R13l8ZATQQuAcSGYHqx3882fMAABZ8e/cggkk4/pEN3dOkrIZNADDWazgm6rOB7TJfC1CmKLFYzAF7+b1SBpwfcxs+OYSkAhZKfRhEeFO8jdTerjrl1ff8z9lS4naJw5JLRLgduYnmzpPVYCPEFTxHsw7x6uk6OguqLFJWTnDudeUC9hrJ5PqjDQFw9hNa+TysQDdF4ufwznZpIfzdcJ4VcBDr4ODIVmiiE22F1SYcuvuXlLYi3fM7+x8/w9PScOHHir7/+CjsBcBYO9fUHJJUkDuXJBJaRB1mTDIyMWCSiiurzCgPATQGlwE3Fw4NhKLzOMzMzlt3qP3HscbNLFycuejJ91oNlW1M95MlyO7syqFODvNflhifA4YRKKgIV8kknkK6o0GF4KfBOZhdlsuzKwiI9KNaL5FaH6LC0h/48XlM4C+7I94zE28hOlyjYpvMZSRsuutTvAf3oQsNfx82ERnLOnDmTJ0+GkeC3336zaCRDXiPcKVUsxeuK46QEF+4cOmdaNH0K9ACYVWTRBEZjpGEKa+nmbkLsiWysWdJUUvAj7WB4MRd/yLCJKQ0aL3D3FBAcHzjema4kOLb/G8VJl8Xi/tOl1rWuTiX1enyT4DuDThkEmdmNUk1t3779559/xiRPmTIFHuJ1+l9FFer0LtQpjljPTMlnP90eT14KlT8YYw4/32/DbYuAofuihpitG/FODZasInYvbjiTfgSTxC+Ykno4GXIU+OJ7OGwQsZxYU5tyqu3H8hL34C2Iv8Tk/W+eitRi6DiARggBx5cXA/HY2FikuUGg8759++bNm4fspjdu3HgeEaUa8lNhLGWGsLB7RAMJjatXIfKNO3xuz6ZVB7fP2Per7OEMzwJwp15GLBDR0EtbLrjr7bnydJrcEXewJG6+TDeT2Zv8iIOnrb/TdqsVFJZtRu4P2UZ1XSv7kjaecFTkS0ScBv24INT2uCZ1sqG/Jceydq2IeKvBGwVPsnDSfx33EFI2nO5hBsAMI+JMks9A8nJ1QRzzJS7aQbRVkUXS3/AoNnIX7JlAcGA0cqVTutetH9+rVDluWPCZOWL8Hj6mJQdo1ia6F6tIbYuoKVfxaGsewZUJFj94gr6a8vQSzUOcS7WCrMFGj48mb96TGr7/5gp0bRarZbmRDDgyYRE6tUphTXRM/cYQ1oCs6Pibn5+PsKn4+Pj6GSZBRQt1ikniOv2r3twRriCC/jkvs8SDm/qQW6jL9b0yyp928K5+5RTygC5/QmlBjU6FUzx9+ztds6U/15FeMvP73lgTDfQCE2hJi12Id6p9ReX/LIjjzQH/YnZ2dlpaGl4kTNdbnbj4mYF+o3fv3iAyQyBrgw+SNJI4pnfLli2jR4/GJO/YsWPYsGGDBw+eNm0aWNJmLl6w/WdNqBZ3P4fRxkGB3sMLA2Yfd1qcmpI68tthhjT5d7PtGsH39rrIcZe6HFd6wmV3AOPVMQXjWCVnevCclh6jw9/R4la0ayTJPfe9bx4oW2G134kuTKYd7enyd1blotghOA5mml0DzBmbT8M2uYjlUGBFklk7rDYzxyt6d5pqBjg+aNCgjz/+GAtbY/VqgXhpduySdi65UXmlBfg45QdTXB4VltGa86QT/shGpL2FS0MVZb+vN9FY8baV4qMu+kOQbNrTZSeTE6FZ0m8cifhOWO0iLw2RGO6tTe6XGcNfXiLlNxSd1IJZUviG4jg68HVTp0BJIjOJbvzJ6gR2JGSd97hFa9rQkhdMsIen97333ps1a1aDOYIZn3hfpoD64tAwTpkDeSFiarhdHBfL56LdzfW6zoIk2e4tHaFoTZaKSlJwZzN8WJ/2LiS/h5TQnIthC+buFVRtHsSBhpcuXYJfweHDh3ft2gX54n/CxVBBQQF6g+vXr+MtAlRNmjQJ78z7fGnVqpXwpUuXLsIXlM6dOwtfunbt2r59e/FBHEe1Dz74oF27dpIHhZrvvPOOuAXxF1xI3HKnTp2E40jjIj6Ih6/+QWhIxR0QN9W6dWvhLPEp+A4eJeEgGhe32bZtW/HB+l1CTcmHxdraGukioZ4WEwbVeZSkAfE6p1y7du2nn37CS4XFMjAgYPuuPZ9O+HTf6S8eVXLns7irFYys2eE6VzDhJ4qN9tKu5OT6cOqjOZ/POOXRnOJorrDNpzf+9M+PpPMWpAQfAF+mLrhoA7e5Sq1AWilDss/IgoGxwBadTix+HUWVp8RCoB2YtROIC9yjA54i+BTioJhP/OhRWt2CTCmv4L2CnIiUytOnTwcHslQg7qNNt3/ppDuN0+zDafV+7zqfkBBFw5fUfPO+EjkXgvPrIf1teEmeq2BgtC/5vcjyVh5ea0nZmzlofvAZqTflZZgaxFuVq9Up7vLkrUHu9TxTWjz+DW1ofw+qjslq/vTdn9DW95qv1mQNGMmXL18+fvz4xkD8q2FcZxmuw8F3GWqf4j463+NCLvfuae7dk9z4+yy7CJ6QYsrAo8Jof5ooV50J+nFlT6ZOgXLcMQ5Kv5fs/Ks9vXkQt7e3h+AGvR72zgBxXB5sYW9OaUzhWGeaDhw4IMjj4gJk/+effyRZ5YSfELwL5iwhaEUokZGRy5Ytw986bZ46dQo8vXUO6unpQRStc9DGxgZzWOcgJhazHxUVhb/in0xMTPbvr5sE5+nTp7KysnVOx17SxcXlzp07kse9vb2jo6PDw8MhJjf2oKDPiK6s8+gfO3YM0TriU14AxCUvB59COTm5USs/vWjCyUVy34weO+wzbsllbuUdbtsmNjqkCQ1i3D/DwMb3j8tZuC2bq2S4q1R+oPsrbbohMtkJhjvJDwQiEJSXEPTdkkWIlkbMm5CiMJg53zE5q57jQWNT8oqPY24h8YSE1KVKhhoXErr4YnXUKdz1foyeEK+X1ihMy02ws6Mo+eR2rwnzAYhbXeastb/lStpwVdz5vHaCywqzCWOitH2aHglIbMQIji+uvFnhf7Eg5qN+2MeZM2cQ4SIMR8js4+XxmDvGcSc47jhW9AqgNh6SWfbcX84s2l6XPtWgDnAxfE52JNO9gXlw4yP+ERAr+RAiMrZPAxnr/8NpbB7EG+ucoaEh4juACO7V1EfJycmLFy8GceCVK1eAg8KJCMiOiIgQFKYAF+Ggvr4+fM6gzFq9erUAN1Cwgm7w3LlzEPzFdHqoA/CC7I+fxKiKLOMnT54E616DK3CDvdXS0sLp6BuAT1zh9u3be/fu3bp1q8BxKC5A4TrIiJ+AwmAvknxu4D8HNcLjx49hXZFEfOAjXuBAIatNdcH7jHAYgfxIXBBEivHWQXwcMTMzs7W1leQUxK7iwYMHgEVJehO0g8qSl8YRWBFxOmJTT5w4AWGwwdnAT5h5zIbkr7169YLeSXzkJUFcaKcwp/xIPOfsarcijev9K/erEnf2CHcwU5S3Jb4whdJzroUZKM1KCHuCtIXMr6vqblSoSh6puDFJXCuIKSLB64RgFnXPBNXkyEXH6NFaVIu5HEDaYaS3SrjQbRqK97OQUiogU2kEwCcPvisA8fqJcYOCqH2TngUNzlhLD2J/4+zsDDuB5N2B0NCjR49GQdxLvVJhVCAIZvX7cdq9Ai4a0HUH0n9Og36FJRPuaEJuaB/XrqQsP0Cln4fyk1hlyw/kfmK+hldtaMl+GjCapddostyfSj56IhwH8/v/aAFi4MnH+1hHAuvTpw905cKgDOmDD/oxcgIvTN8utrQbK8TkFACUy8+XcjrFbc1oXAb5iPzEnw0rOd+Hnm6vNSE20TR7A91+ToqudO4J2xci3ud2Ap39m0zrJaP4T6fyxUH8/Pnzx48fP3LkyOnTLEAOBUgHmAMAYYrFnJAXL16EwItqMjIyAQEBQk3gF2TbjRs3btq0SThy7949ADrAbsaMGeJHH4RBqAbRUvAyFgraB05Bsm5C2KwzpXh/wOaMJQRf0G0s15BYgXeIT8EXgBdWBQiP+I4T0QesRkBAnGJnZ+fl5YXVApCKzuOhwU9C4zgCQRjDRPfQIBAW2hscxyWwsOF0eH0Ac/HSogKuBVjHuLCkidE5MzMTl4aZEe1DYeXqypK+4yroAOrjOyQLjBF10A3sD8DCiJZhh8SCJ/QBq6PwBWI+1iR8wSqFK+J07BvQvTrzIPx3z549I0eOhHoH6hRBcoEYjv+KtbdYJqEpavDclh6EQkO+imk5Vodzy1ZzH36P2OIRko3EFSYn8d28S6Oq4irha8hcxeduJzk72qvCgiwQz3LOmE4/8lEpj1BNClYOgIcc6ScwVwc4IG790iZ2inwxAI5Xrd6Ko4P3SD74dlYfwPoTqpfoC+saHGrgk9KoD15Lh9hAfdzxIUOGYEpHjRolnlVYC6CmQxwdTsAiih0kVGQ1J4c8KD72hbH8dwUq7gWmIY+CLSm9GF6DpWq3sCABa8BQyhg2CtqQ/EVSDypRdqliLuQBcaZykNbpgglB6WQQ0XQOXyS8Y+SFvDrF+corGClrwnAbKcx8RW1J1QzofLEcouAxRu5cQZgDCkEhKWxYEVK2y6Tzux9zDsHH3fndBhKSYOBCiJk3ncVMQvlmRnNhsLkLDqykevmohI64JJK6H+mDL8WV+XHKOZBsAmWD0+oDkpnywumSpRpkSyq1GMShZUb7gDxJURFIDRSDErDpSx86dAgAUUdKhdgOJyFBIIVsC0kc2AosQ5tisxugEwsG9vtQLED8F64C0EQf8MI0Zv2v3xn0ECvKw4cPcUW8SOIKEHXxZKAnYh0xfl2yZAmqgTZLvIFAfaz/+Lt582ZJ5QMeHaCwmGhUaBa7B4j52K9gyMIRIDv2BGgZHCMAaMFLRCg4FxsCSVEdNbEoohEsMGKJA3pArIXYK0DWlpTKwSKLBQ83RXLIOBcbICMjozoiOXY2WBSBJli0xPTWWKtensWw/oRnUggkIdD9YNdvRxsuVTTgm+Wl//SaYQa8thFDH6+RVawZmr3/XohyToZaOn3zKym6JKinx9uUMqdmuDYrUxKWWndt5tUAEIcD4lXmjhZKrUooB0SjwZYXgjORCfcSHDlw6RyKpSV7yb2e5c6YdMYRi/dc1pLXRbq6mFUsvXjOsTBLKvEgqUjK5nW9U9KZ+qXUK64ksJrELrWAorPA9SF43+MvYrLtQ9bRkCUsmx2oPIDjc7cx/sKFe0jNm2b+Q4gPaqRkhhPYoMTqFHGwlXRjaqjW3d10cAzzBbQC8+oO0lj54k215Ew8zwAKGHXqoBBwQ3ieeRfDDh/2Y7Qkz3kvcAQJJ/vRne+oLJkF1+DZCGTEgR/jJx/3L+nO0gaub5NIFjFkYEPhvJpx/lY24UYzmfRg9yVddSfHGCp5LXmTWzIZrG6LQRyKYIh7O3fuhD5BfDHs0IFikozsDfYDPgzQYKCy5K+QyiFIAkDFIAKAgyyPAq2LUBMCKeAV6eqBqmIeKyjogeMwo0Ewl3LYAPGMjAyAMs6S3NhCLAK0QcIV+9thbUDBEeC7pOIbGIrewognefqjR4wqDTUlfa7xxgKa0WHxNgKNX758GQI4Hj7J9xnHsTQCoCXfcDyRmBNUAxaLR4f/AhcgYsvXjoFGfyCn11GtYBXEalGf9gtrGG4WFCYjRoyor9MXrlWjTgE/rbMzYZfwgh8Pco2o/niRayS51mvNy5eM9bIT8T5wztqpLmoUqZLloU7hq49l6GdWwVJ37kG4Wg5cD0UApFxRqbqMNiIo7geWV3cuF3IXAdYMQeBl6IfFwOoKRSM3M1cl/618IUczd9A9tmVBbgrQbElGAoomFkRbolwuUj5HzVTDs4ENJZzxIX1Du9hY7VogXhDvO601pXhQWSUpMgIDVqLY5gySI+Bb8DKEThzjMkr6juZspWE/sJ3K7K10SomU/MkumhxqxIL6F7X8h2z31YB4Wb1UTS0ePNwKbeCU0oMWwtUETAkcJdbSIra4QalPgP0cLxe26TAdN3gSdOIAcTO47shSVhRlhDExHA6NakkTMI1wugcNshNta/SCsF4u3UmbzpD/Q9o3ny1U6i40bT6pmDB22bX4bzDZN+fWgtYzw4MXfUoVNZlApB5iCyq2GMRb0Pbbqm/kDMBfAigD7SGWNMntiGRna0DcyQlbntf+8XPX/KzyZtUY75tks4sRM7kiLl/P00Olyl+9isVwrjqWqBbvq5kO72YPxaqKRZ3pHEfHljt49DRI4EyDuV5tvZLLvZ/RYrpeRD+tpEO6zNanPL9cl9/py7iCssPlLOl2Z27KkmXoULZIvdoCgQN7IMwwhI86IovkhWqBOBgFzVfR3R2k5Y70kHSf1xdt4RJzDG5RP7Gd1penUE+GJVOL5/FgGWd8GZSjAP3rFUigRVkiWmAPNfJi3AaizysA8TOjyOgY6a1jnLFpHB3u19Q03txLCc3s1KW8CxC3IQxB9IHYh5i1xrxTkGMTZkzz2eSpgajI2NQqD3xBEbhnweidSfAUbJwNzcKJgrIoEkrwx6QZQQe0WV6I9cosAG3X97RHjcC02mzJjSezlYQ0HK+zvAXx1zm7b2Tb2BnAfxmGTRiC6gjv4v7WgLirG3l68Z/XCeXe7lDRQlYKukcQGONgXIBtE1ZNWJPatqsCe5yW3eOfyCBhIjSbFZVcyXZekUIURIqPgznaz2KCdPO41Ao3EKr4O+4lxTi6bEHqHpRbSpZRNGkegeQWLF0tJbLERQD6TYWeNHCPMat9+/bFDGOeJc05darWAnHraPYrpqC4jJTd2X7hxkp6yMYocDRCEgcTiBC6mQgDgMKfDMFhLfhqEAWxsFW67IipEV0CvlUwa1dUlGRVqLalytIKtAyuMUnXlLI8VqHWp07/0Jk6FQRTeWkhgSZ7JUeOOiI1M4TTre8zHbFQv05BZ+7uJ02OnvPKNFSon+epwQtJtiPZGaLVy5dPnzpl4MCBjo6ONbWqR41LCN4pzzzUMeRIE4KyTluwmoDF0Hsx5hOpQgDlzPRdH8aFzpjvJkfebnDZmk01TA5gOMDfQ2so1p20I9k9kux2/VHXGVT9UUt0uOGpE6ar6dv0AuqUNxKX3naqBTMgafCEUNN02L2762Bvz+/wKfe0EeE4THNiQPfxIz/fWvju7Uv+/uTNgz5+9fImX+/mFwBvd/DqCYCVH03xLgR1Csnbkiyyjrn6q5SSvKOb/yLrZeSrR+4ahRWl70OwIlrDckz4PtXJ51QruYpNXMU/nK0tMwA+TBhGKr7s/czlXfpc40kp7CY1KSo2NoWCFAX8qWFeaWa2oaSS9IOCvaHBE2pAHBm/Ji0kLZ7zBS+28DEPp18Wk6ZfDkUJdDE5jDGV4Y5x4li6aMa70vMO9fI8Rcw2FdKr9k4RN4L1BIsQ/iuAONJp8pI44swD9Cu91SvTAqovJ+FTK+otI5yU+FX4jgIQB4Kf58hJYkmUrFkfznBkDkfxvHdW/QtJjlrcTp1GJDpTXlrqz1NmCgUKRpEwLlEHII6wezhf+twgmydWWPzAEo5UIQEKokUR84lMSbiv4cjDdIOFDdcqGeGMoQ1qkKgs3j8KIO4DryfSiOIz9fAJv1W9GY5L0WFRnQZBvM4M139QGrwFtau9lcSbeSH/7/0MazAc4GCbhYeP2BZUZ5hiSdzZ9atKTycPz1ECiOdrXZn07YLsUHg5eJKX16QVh50P/NVj+KAf/ljneuRP93+mh+8a6njHfNHWC7orf2zFfW5xf8vwUXvW9vnikqoZeTUuy/NeqqF65HDb717ajJWLKeAGs2F6q1SSyjc+KtH5imH0x4Yn+pZfyP0VrkIf3xymjkSIJwbSug4+RmDk4FhyTigukeTQlPPSgqJ2LC1rnQFe8sNfU2olPblMSzpmXGDsuI0VOAT99VeTdxtoCJsqkLa5bCWwvMFxCKZ45Mp49uwZzDANtltLEn8qEXMv1HaIJQR8Q4gG7lE5PCbxaaM9AvkE4so4looOOPL1EFpzhiz8KK+EkpvZs0fbkPN5kXEYqTkAxcnS0o9LdP/sWDo5nAozyfcxO/r0Ipv2dW3Y9/ymwv1f7XsEYxU8KZYuXQq7fX2VIFgMQTwLnTiysALEfTTL2l/mqqo4hbRe329bQ0GWjKONj9v8TIYbeGXg5d4c6UskRTJelbH3M1GHU0uoXUe6ybvVXTMli3Z0n6N941heCDxsmbXV4kU5tKQVLXpxZpUXm6X/HsSf58f/ZbHbNr4ZqvWKkiqXNE+E692OfaYcIkE8Vk5GILmpXWyTvYyiGrV2Xg0SZV4WnxSVlRRVWDeWR7LJqIIkn8zIuIKUsz5aLZ3opOLEpzGu6WU1oTSNtXD3udXTJLf4orj0kpQLfrqVjfPKt7QPkvVhhoVvVtN5jsQEe4ZWIxbenLvs5iKRJO4bpLdjY3ZYEPl5AcSn77tP+hs6zjxieXZbsM35Dl23Ru8bpXZBbtrGiyf3Hny08vOfevfaPHTbRo3wXn8dIH8JEb6OcoYHccRAe4NRlQ/YCTJiRkg3lfLnKpaxiqYOd2JLlbOHKc3gnHpwER0Xq4xx1HgQ9/NURA3FIIAbhjUlSEbIzMlLiPgLxWUp07HQPj7LF4AGuWv/hkJZFLmKlBH0PIv+uUEWyRY072Xms/65UNd+//338INqoll4XtVyMUSoxMqO5CNfVF7yp/mOEWozjH8Z+60hawFgi5wv/8R0GfCoP3flu4/1QVrQhSl5EopZ4g2LAMpunkoJYT6wNAhiOJjE9fsyEG+gGGygK3PJjwdocbkyi64jdR5fZKYR9FcwaUJlj3JjDsuECTgDgzaW0lcej768I4Va1+/nH3/8AdNxE9OrSx+268IZ8SDup0iKRRwXynHu3CWnq16Fi6CY6qnKzdDhuEqOu88NO9H/tvUGl996ihrEchfJR1oJJZjXVqHoGbAtCHjZtp5mzqwBD+sGqVrJkTpHIIqsA+5NdPRV/PTfg/gfpsi6SE7pAXOe7U8tTskrK/zb4VxoRsx2N9kdtnI7XeRW2Z9dbHssOi3pvKeeov99OZ+7v5hsX+14Niw3Zp+d/KMIxwueuptcZC77a8y03G+SyNzsfn26Y73zRYOox+sdLu12v7HG4fzMZ/vWW1+qKi4vKS2b+ZQFDR7zVtvheuGK/62zHtr3w+08E8L0gp66p3gf9VHf5nB1v5eSftTjq8G3Lvir7fKQ/91kZ2ppwgFPxWO+anIhN7e5ym52lMkuyl3ndGH5s1MrbJmn/AbHy7OtD2yxueqbEbHe8VxQegwavB1nfdpT66Sblkmk4xaXy5VlFQm5aSec1K0TXf5xvqIacnuZzalF1ke3uV7b6iy7yV7mZtAzXT9z6zjvHx5vWGx9rAweFa+6wCscTSJkuYmGxZJ4otvOLJ+D+FR48hZOLx8fNeUCJzM5DVv81/rk6jWbzy9dOPHCYfXnyseL9Q9kaB3ZNG+OiqKlpbqGv+p+0y0nHx3W1Fi5yOw+q9/opzpezIUx9FtQVmDEtpHOV4uqdIe4q5QjRaf1Pgq30f5rWU9Opw/n3YlTH+avfMbFdA0tfzfm7scelh8AR6rWc0jCyRBcg8/TCCbb5Rxj0TpdjePbBpMfwzu/5ycf0hQ2/CeRUFYg2tOdpf4UFYjkfM70lpctJGQAhfMoPLXWrIG2p6lSSxIHcMCZOYhJJ/KBtzmbL7h7fbVT54bTNaxt16u4X1x6fKw6GvGcfYyGfO/MfOPIO5n0J2Xpb2+2owmutaLtwa+d0lhU0PaeFIndTG1mrCcc6XIs+2WwNe3mV0QLjnZylBxCEaDYXszmGR8spdkty/DbTM8trzBKlhM/1akGszwc1RDb3NjpvIthR0jij3kQNzgQ/e0TjnvGiApW3fl7zAOmSEF6+7/sOO4pxzlzJqEmFOdC3k0GsHol0fLddNmALVem39PkJeQSV7cDWBgfHCJdFo/2b5YGQRy7wH9vRzDL8qBSyL1/nC9YJDGHqtVOJ380Xrfd7YpK+P3Lwbf+sNj7h/nemRZ7rwcb2kR6bXS+fDZAc5nN6flWh2RDDG+FWC63O3nST+0flyuOqd6nfDWPIUke0SaXq4e85ZOK0jc7yc63Onw5SO9vp8uog58Si9InmWx1SPFbbn/6cbztNvcrOgFPLwTqnPXX8o4NT8vNOuF3ba+94la3y+nF2ROe/HM5SPeY75XF5icg+xzxVt3pLgPO+FUO51fbnlUKM1IOv7fXU3nBMwaLF4N0NzjLHPZWnW9zcPazvUKDCqH3HFJ8zgdor3M6fzWIpSlzTwyaaLpV5/njLa6yj+JtDnrIz7U6strhwibHKyf91C8F6p4J0M4tz93senGRdS1fzFf1WCD85Msvv0Q0ytdff908d4qzr0W4ArkHiPDXz8Va9kq8o5/w3xS96zcVbj+/qXLr/NVMpyDyZWqWMjO9WDv3MN3r969ccjd1dLh8MdLeI0D5mscjKGUbwfFqEH9CCzDMYveHqYf2Jpu8b/x1Z5IbkEURtjsz8vTirH6ZaKuSGKZCfTdstH9i66EdG3bqlsPYziZ+HClzT93AE/0t7epLF5ioWBJve7WK89OBbP4R850A9Jy7RDIqzKrWuRtdrrAuYi8bDKHmSVOVK1/RA4+okXGUovIcRmPMMOYZjp6N3bjaLoZpdOkzuMKNurtksvEGLrMDZ9m39+PuU5x7QMUP1QkMcVxUN87hyyGP++djPxGYRxsu0tX5SfsHZOvvaPrZAMWVWAyHJN5U0VpJV38nbz6GWaASvP4rI6vCbga6KSyQBn8y5cmGdkzk1FnfcFNKKyi8AfG5xQ/wlYmkvZ1Mz9Q5EYacoUOHggDrq6++AtNvfe+USipTpXfAYoipA4jb6nov9uSGqnHTFTluL3eX+sA4HErcaCMOQkNyXupAeRGZWgM9LJSQogxjyG8rmwoZCxr4DYsAejPKfy+JNz0P7vEhiUVNeb++2mksL6pUCn90xLsRfuFXe7E3uDWxJD4tY9wH5Z0/K+tGHsxWWai6Tevy9bE7DQWd+MTdRmmX/hww+59cvfNtfp6gOH1MmbtH1vnfRi+SuXx03sWfjpVa3p563HrMFsM/92hv3rSH/BsxclaDuDAlyb4U7UBp5KNQ2uV6eUe63Sd06Ts+amUl5zr5qmTlnuzja1DlepIMo2Y8CDzsfokCkYAc5iaBgAlAA4flyxzb+eJ9Q6zvxqm0qTPBoQXJJSBGpRcmP9aPrGztAZe+R2GVaSXUoRPd8GGoxTTNNaWaJOJ13adaII4oeKWRZDQXkNRRYUh7pR+66A793rI3Au5hlINJ85NbQyNHteMUvj8Y12X6078ZwSFIrkEFrjGCtL9vuosh90WBmj46ZDiUUcYiuU/D6hShodxUMr3MvKGFlPOQzTGZD3hxG/N8ZADTUyGdsb8x5aVSRjyliOg02Ln3wN6Ns3gt+X9UeJ04S88GjPaRI2tTC5gTlKs4uTxRAj/oyhEIhoPwQcwlUdhzA50tLievaNLiLeQPYYyAZ2cAXbxEO0exWHy4TuW/+o3yC8zZmw7iLzCkt6e8/AwIIH6JLrWiVtwFDn9TfS0ZcAfbH1uwjjzdK9w94Hc4eYtq/tVFX8/fScGBcXe3vPve0kpPz/STP5kcXdXpu59OfL+/7KnRhqsuk/be337m9pbN+6UBcfhtifuvWMkpVbbVBy2h4jdVKqOr1MeQ6ljSGK3RJl+rOz2L6hCMfbGsqDo8BYzoR6ardeeDOaGoxWdrq0okET66gh3BBy+eosNN6k03Apl3AVw7OnVlPh43mBbOllY7Ui2pVpzsTdwlwSkTpssmqHskf0L9xkhsmkjPNuL2ogfXbglOKcIHaA7WWYiWjHQXsUkKHrgzpPoL6X3jOfXdJu44ZHD24eNd8RGyBvtoNveMAK+FOQSUH+I5Zo1PMCjP4S0NCKE6yO9d7l+kiNqbGP2NrFpcMyau5i7/sr8LLoZqK7T8b5Pi98+EOQRwC+3iCzQtgssm+38DAWDVHUBeDn0fUYT9faRq86Dj60gjgoG42gvYhV92XA2e/xbEX8u0/m81iiBScN6Cn1bcbbEkziw/EGoqOgmu4lWujinmTzPtHbOc3PHfEttnSc/s8+Gr6+VV4mhb4WRd5elZ6WQLeTzPzqbAFmp0j0xz80I3jzwrixxHl2bVKegAHxLNyJnw1mnn9FNrR0Z5o3wtepcpjYUsFKhGTvpxbsoldHdg5blvfZA1PGZppfK30HHl6EwIVgvM3L2BuZALCI5PRnTJUzf6fiFdPU+3fRmnqFCuujDxCnSIW1RIyYuySkwqp/k57fRwX9f0vZs7dy5cepC0SMxYAJUUosAB3GKnewTfohFUAHzjO0h4oCIHkwQ4hMU0e6jQVI5N9O1ClOAVnmV0F1OBXGKZ/H/x3ZgmUWEG6XxDqpMqrg9g2NxkgTFe/UPKiKAkD5arTKoCWwKwGGGxm/H3HXaK4W42nwKyC5l3UJ6cYfbMsuYtq1Jd9CUq4RaAjbma07RKi7p25QmwIIk/f4Lnic2bmBBN4BTD9JbcHkrm66LW86tUgyU8g65Yki4fprS5L214hz1diP1RtH2Jzr7iU6UCcVgSEMANnx7QKoGJCRyqINVDFMMbmGYB40EMOmxKiFAHGxci8sHKIvSzPhnsK57L/9nmwO7SrVs3SdaEmmAfZ5+I8PvkIVKCM6VKaDgh75qg3Q4KI3iqeNTWdIeHALv5Ch7kF0SevmDqasq/EDWr1SlwFMEL5kofYC5DSVOztF2l4SrQXlepDKOLEx7S7x6n6Wb6aPiHmdhpWD2xS1S7+3TEV5VXx9zq1prUvys7PwJ0GUXPeGMmlACAG+SrjQp3Mu1Cf79PQ/+sMk8iRfeCXb/Qmp9Ju9o/DIhZWaVLA6t+X5G/cA5Z1zVYqVe7EYOxwNLSEn7f4EUROCFgYEBwJogc4O4GDjIwJYCgDQw/eEFAZgk+HHCngKMCNfHTuHHjxNDfDIg/i7JM+APQE1HWkfRCADcVPIIDhryIu0fT6dK3Sbu7050AujY/YHnDKt38JMLUCTI4Eigh0CnFj6BakaognAdql6I8pj/ZypH3Q3ZWegyDb8zqJY4875LZeaZsuVaPZUyqC7ziSnDl/OijjwS2JV4n3ubjfkxhAp24lzwL9hHIitXjh5RRnjCTKiPbJO3pz0ho0xpnC4Drfe/htEeVFD1ILYDt5OD4dN0FNPdkKKLze8UjaXlzUoE4HkTEuYL/D39BqQrvtIMHDyJWCowfs+fMKQbB8xtT0FWIPOBUgXwEihK466KfWHXQQSR2eGO6+WZ1BEsd3gFQ1gjdguMK+OKF78H25px8v8339wiSeOW9IxMnDNcwC+Mx2mv13KUbfx62YfXi7dtOhlzfFnl2c4VnwM99Pg2yfLjxpxl+JpZb5/4RdnuT/P69Oc7VuN+gbbMaxLXoa4C4A7/JBdOJYikX+udXBnlcZPAOV9CxZnDGNk8srfQhRjnpJUKN7GX9V5Z5v5Did6q0x5VcHeE89ZOUB0MhnjNXivk83GDjD5kRinIf5N6VYUwjIyfSyr4UwtHuuvKXt+dx8q32J6t9i3jZGmFM/pglgLVAhSqAOIRrbGVwEFSdYIjEdzyEeOpQE3FVsLyB1kYQyYH7AoshCpzkkLuj0efAIOTp00+hPHGjQaX+4QBxT5cPtXPbY3JAhO1lv5p88gg+sQv3ksaqwOVfk+ZWMqibvigzgsE3SMNFgZoaLINPdnSTz979g7S2G+nU9qvZ/SkTPxGtc+Y7NqsOvIRudoHSIugWpnHAm/A0QwYHBxzY4tiTU1Yyeh5LeQCduJ8yPZhGRR7HIIlj7cdTlERuJjTPhfqQxihSHVPw6BjZNZq4g2Ly6botqYaSohedvEOqfqQTRX9tJMOm5/FfnRKpQLypHoGJSabaIcmW32KAsxsQIEF+/68OqPGL1clu84b06k3oBig+ECMuSe0rlsTn31zDqY9ppTIm182ReZ5Y3FXYveGqui35MMPm/OPG5PxwwcZj8BMPs5Xt0HNfyYN/9i75UWndjF+W73tm7h2lscNk64CVI0cEP0P4fvMuhpgNPfrUnWo8OmxoM5Drmdldq82UJytXIfeTIEbZeR8sM/jrucOXnhN7FJ8ai7cx3KFnwd1RpDIo7rr/vcy2kfmtaO+n9HfHHATlX+ISwLWy+lM6e5w0QijQmDZ+RXcPsclHgIadMlnzSdRWn6GNIl5l9t9162j+fFD3vqjLYa17C9pLkC03xWIorg4ma7Cib4RtEU4UGu50lNFeuyF08FsQp3gVdgie3J3UFUiVF8Bt1cnzAu1cS1/0Jee6Hn7ItgFnHHAVeOuS8QKyasaNhehAT4qp9gGHj6ZGR9JeRSeGMgE8FKqVbpQRx9w3oShHeXaNQp1J4zXwQLb8rSirrFyyalUJDzuINL1FnaATh5+4ww4KhNe703k8NlgLwZTpCx5DoSh8TSpjSH1oyu7PKbuRMBG73aRwhVQR61tOV5Ro+xS6cIRmrqftvJenZLFVpGWdyL5u1uaWD6XFZ7w0iBeDb+hnGjSIhg6nAb1o2HCa8A3pbqEBA8nyGSX/68kNG5+B4cOHt3h6/n89QQzitpa64/TmTLy5WESf4nF/wieDvPRN1154BlC2XTmu+4/7184fNWPeWc+Ty7NlZ+vOmFPwPGHD8Sv7xo4wNw9PNDiTaHZxYK/fClwaj/SRUKcwUGLB9HULwCvoXjjSaYJHFE6+VSnfp6SPL7wzIyxwiXZhG4p6DyDOoqhv9SWV0aHLv858NhgBMgrUNpxsq9Z0ogM81wo2whtaWzqUUK4EX4a9BsnyxrqS2tEvSrVNc9270/hvBnOWVNJkOuCWPDBN6cRtowV+pSSyN8j7AKoAbD40urYJ9PrKz7kH3MOLL/Y3+qQ1FVS709x7Snq+dNuI7hqxv7q6OBeJl635fLyRlqTWkQrMXOi+ERlVfwwM6nYWlPQyv9HqTtDV0ANztoMBcOOvwNt3qDeZQpllSMZm9NiYLh+kv78mxasNjBiKJvFV8IXvTN2CRFeSdep3RvJX4ftDXqUjWepcqJr0FAn8gNdICgHmXl9lClZKKbimR4oy+kUfYzn0z9yNNrApebaPKlW+ozg7emBG9x6yS9y+Q4pHkMim5iI3eMebR0/ZTwp/UPQZ5qKzrgNTp4SIKKZFlVmqaN5mgJpoSq9uRCGrVqfDDdYxNKw1M/hvnYLu1Z6c59evN2hml9ptNi+dri2hkgIyuU6Ka0hjC6lvIpX1pMznHZeZR4X/vdFDmATwgtZ/looqpHonsylbdC6MeJmZhAQi+CTXY6mGSq5QqgYbeKzfpEMSBFiudQiwShzsSnh3Q5Fh09IWmSwE7Qpk8wpHG1g+8xzcmBLcwVj2gHGKhUXK06flOMXFodClEaVKbRfD+jOBd9KfR3AkuAGc+Wkm0vVBYXTP1f+dW18yBC+8PCJAvjwvj4w0/nKP/OTOp23zyvJ16GOYSXP3/FmG7b8KryXHOwZLHdB8C+8wp7qQXQs4BUlTssBf5Z0OLNVn/fLFF6/qRjUF4rjGbdHVkURUIMBKtRsYuOhLJjw+Fq1zRVfHSHamvJiczlFR9aOKnwJuMwqQ8lKGWQIXSDMFr3NZCXud4WX43Ik2cLSH10rt4FVSkuXaNIJ7PgJ83siiRR9AJ66FR0WJrLZQqFaoZvtW+oXv4BGyxWJvfqZAdpp2N6rUkmCyLcmjrFCtjq1EpIOmq8rkYYDgyKjaB1HVjf334l46+IC6dSd9CcdKTEKsF3uKdtbW2VZW1Lofr2euXloSLy2iGytY3yyUyUWU71FNpTrNq/wK0tzIRv4GFGgn6/RiYdDC87HnpekaPDSOEq84a8vTnoFlG6V3rezD7MjDyzRxiGi8UFMKpRkvXmmu/2/XkQTxEmdLb7VvRZJ4qOsv7TkTe5guGWrDxTB4z9gPvvy41/i5trt+MJs3Nnz3iGgH/x+///T8hrVzV296r9OIn/c/Jk/vdb0+mPvTgGsajRDbNgfi5jRX7GmHL6VUTNmtTSI/ohvjKxVHk8rIKsURJD8u8IkfqQwl9+6F1zfxMTJVzJmsZ2eXuC9EzCqCywrMcfgVf5VmM3UD2GnFBLU+fOamglICdWJBo5h3+PAruCNNgfgT8FkfZNkdiYSkENAGQDlACgd8ZnUnvfHM1bKqUrNDK0qttdLAjClZEG0Pris4j4SZ0BNpyAUgcWNJgzehPj8/mCs4n+Av/AihE5csB78m/fX8TL6JRXAxxObMR17wqiyD8xAWQlg44bJCct9UKY+uUhlXi5j4Oh92zwjD+KIwhJQHk0Ykdf5QlH769CA6NJP04ujL/jz7Vb2B16E5Jso40Iu0f3zdE/SyII4EZJ/oTzcezqgGnFwuxse5qD+ckfdRO1WNb3FEVaYXGwCYcRLDSXsHJSSSGa98/C/K77//Xu+ylR85Nv9o47We+XTwIShqJ08jxZWk9DcbC5auG/W0gcYypAUT0146/herhnUYtDmcq9+ZejL7fzED0l+zBsQ9/J6ojQtRGFLmDgdBb9ftv3Bcq+9XKJGvEOxzC6qzgYsPPzu1JcDqWPv3/o7aN9JG716x/8M+XPdYe/VZh2+P32qQZeuw+ZLpqpm9lXWcG9aMNwfi6LmbVraJnTJzna5oTXL9K670I7WhJefHxG/vmyf7e4naX166PlnKu0hrTNHFkeXHRkFvjpcWH8P89oqlbQqCljGdAPAIAjj+QkUAAFL8q9acPIuk3/4m8wRKyqPj95rgmpZIR1rdwMqVSBEm/QyjZlMg/jiURk6ixfsT3e5hyMJYkKD98aj34RhOht+qteaqEDypbsckhuc1mWMlOwCFODNsyjBJXCj3plKkTeN9TI9ipL4QJ+9KONpjuqJcKD9TFMDZohH+d5UhiSPYBxZyeKeEPIDVIxkTCB/NeOJsEJ17YxA9XlYl05NkeYBCcblceLya9Ar/vfkHqY0tujCA9KaTYbW30tEBpLuBkLHzxiM6+1QayhrKTSDEy/I48PrKy4J4ZBcudXCX3L7tovtxue255B7vkzYYHzn6dsJzr/uJn3KGthtreh8XQIqrwR36+sbTRMv1QXySj/b5WFFC56a65JDbw2DShkurycGSon2rUhNMJ/Msxir1sjqdXx0WyvtwYU1W+Jt+/Blfg4+lRdzMZAdzazIR/yczIP1FxSBe7mjloThU1WhemtlVJoz7+OVbmqQ6Odo9ZjI1wu5vqT5Zu2Smo45x+gPdMhON/Meaha4eZWY3Y02f+D6xMpFVeXzl4t0LF+yvy3rqqkdbN2LebBLEQTKOEEXIU+4adHMoeQh2Kf2NZrQOTmP2fpOfDHSpUh2Vmjg53fDH7JOD/dx6gSoaUhhUyYL8/sRJlUUYOvHYhHcYaA6NChiuTzNRo1bJbyjhFlhKpClIbw+97YgRNAF5PJsvzahTTCLprl2ssRzQx4KXxO8Tl2AQ4TOza/iar0l7HKXyLm5e6Q1eKfwJH2qvSs821ZC/IjlBQdM8bElBtK2zaLUTdi1gFoPO5C4jlmBFZiJzULnKM8+8qUWsE2eZfXivi3yKx2MAx55olpWtD9TgYYb1aCPrDCfFn3LiKNGTEvmkIepLaHtXtk1JhpeOAgILalUP0voPJ+NlQbystKj01AXZ2CdPtZ4/sqrNpQD3WqD54BGO0fr2fgoi1fvNw+Rv+Z8M+MMPP6xzXfsC4xNxf9plNcPaowJ9qvlXl8wO/ES/eQ3jXMZykb++7zK+NRudyoVabXJc9Jec6xDO1eGy54L+IG2ifYvjd3g7HuYlcWsNkangPxl/Sy4qdjEkN4+ER0eTjE9XGza9CdHoPtU5IoJCKSSA/PxquYqHhlFIMHn71VRrNqFEkyCeHsZsdLl2jrSnR8x5ZTaOlV3IGe/SgjvZ7eULupv5rmHyqffXrqGfpe7sHbO4HwyhAnwDASHGQhNKf4L3g0clvIf7OX81pBbTYMheR0tQe5ZSw6hAMYQWHKTABhZgiSSpLZlcvi7IVDt37tzAaRVVLPUXUkOgJOTGkpkQaggQhwu8z3Y/slxPN/rGBFDCDblySSR57kp39tKd3QAf8BbAMdxNgR5OZ99bUFa9Qy5DREbgR/x0gf0KYfTgvYrmM7jCbRyrIOKA/uWS1hzm1u7PjL0fcm3hUM95XSO4WlJpkZ/7+9Cl4AOazMrQpEA8D9d6QZnmOqE15TeUvf7yJ/R0I+n9Stan6eF+5lUJ/kI8PGsG07lnZBBdc0H7Y2Fz/kuagZcC8fyKghXh33QL73qf7kymiVAc3w+3l/HVaaPUu6RSQp84ehTNWWI8v2NgrKnGw3kFv3z1Lz8AwuXqSOLOOXFP3TXDP6KDWVZN96cX9Zyx6OzxHdY9HvSz/7WNNQUvcpdRJtubv4ADSEKl3vUjGvg5Wdmw1r77DhAfFmOh2iu+cpS9RRd7sr1AJteYP680JcpHmlqvr06NOsXNPd8DwZnVyX28tEd92FtRh7kb4nN46ug+fcYZKcg+UNZNvaOSaaBY5eXz5df9xgwfYae4a+1lu6bcCiWRXQp1Cm3+gszB4LHF8SIFnbUB/gZuOfl89Rd0by2FWJn17mI2rAupDSZd85wTy72MElVKWilXtTKAYTP6fX0ajpzxYRC9QduEtxEaA8MjpH2GBa248Jrxxksg9o2OtThVJOtOnfriN6GuJF7Ab7ofhDBypTuiTGYxZIJ1KIFaK1L7Jz+0I63hpDCUtMeXKX+LpKNUIJEWOcaT2Ww3cUHaiXYHyGw5C+oMrufQ0VR3kbQeOxXoT7BTwV/NbST3B0ueiYNA7XvH2bk3fqf5rUi+KRrYF5+Rxs7MimPqr9WdG04oUe8sWDlu0Xsf9YMvEeerSBYbiAK1nBUoWr4ElhJbktAN4FyH/ZRaj9TR9iTdnBG8rCdpT6br/rR3Im1+hxHwMrMEdHF96WiXBvITvfDI4x1ZJpQXLS8F4rjop9QT2D1Qe/Fww+XtHPtGP40kz0Iaqj1s3083g01802sbcD/vm969fZDhOvplUk2H9fZSn/detP8NnIegOAQfInYLCVaQ/hixGCjYB9QB8W+91OUfbPYcS98/nNj01fvQ17uHn/Xj1llP7oHBclUcl8FxWe/gO/04oubc+8cHqI7a73rFI429gYFVWdRv5PH+tzjrjo/7xZdmV0ZEWJAuC95rpljeo4tLmqv0en8Xg7iNqTJ3iPO3uZXixDgIi9S3tm798T4Y/byZTnzVaWMQi2/ecujZ6W3hz+Q6DDlK3j7TtqrQnZ2bVi3fds3+VYK4xWWkc6w8PqI0jwoKKF3lMN2Z6jy5G6kML1P9U5f6xxv3I1WNwtHTESRtSMMNqCfg735ea4tBnUMDhuD73Vgucy8ycw6i5x0YC7agIt8EhHqHcosI8ZsrW9HsxmXMhDwRh8YrmvtaII4MmXMO0DXQ8BaJEVy4DsRw5idOvEZO7fuSOyNUW4OJaSyp96er3RGeKCpxPlRWSieGBMhHQhWujPAmHYqo7QXXaMdtVFhSZhgJBDPm4+M1jNhnRtPq9uBt/y9tmNApy3WjsxOaIjmpNTYWdg/vFCh2EXaPbFAoOVUB6QZmhtQ3HOG+1AC5QrG1LBXzk8yX3KNfke5Uuj2TDCMIIik4HZVt6cBOtqQdXkTKk4l/zV9JSVz3Hhm8uDjwsiBeWFhYXFg82OIU7bei4Sqmu3d9JfNT+SgVyiqmBU851VEbrc8US5JiT/rNPfIuzRspGnyHDnRyAfVsPHSt5ZOUmJiIgDpESCNPPKKf9fT0tLS00EyNioBFWVflUtWzX3y3rTM4+u3qpi/yZPZzvW86pHc9Jef37NjXp0HQNNLpCs2z4JK70Zi+YvNXhezyMbu/oh7M25+T68upjOHkRoH/GVjfLeM37UHYELct79iWuXBJFPxaiuBEFMQpFBbSiRNUmkEXlrDv/12p4U7Zz/XZxnGnOO4oYq/9yE33A669mfLDaUeeAqBvT/uE67l81dzBfcfvst01NerAuDIP74HdOnCfjo29e2KP3CsF8erZgKoXhEXImGw4jB6HHvWSgw9KH3CnMGYMhbGkJkfyA+/Qj3kUwzuoiAq05NhcaxIfowGFuOB3AQTHuIDmqlZMr4IwFjBly0xuYOJTC1jSTkUXlkOnXuHpwlpc6krikdmMkEvOgYrKWLZMPi9XbOWTWzQAIA79PrvA1UGWzz8g1XGFl4arggBLYTRd5WNJxbnT+F4IxLPuCoxPAHGtCNpkseh8kra6vcRBBDqJqWYEahRMi/oyxh4uMEOdGiHSnzSWiqx+CrH6Odjq15EmXZk0deoMib+Q4J2CEE2oU5AiytkgXgi7V6I20KiwlU/cH03ee8T5KhxVSWlETWOqo5lCSnLIqj60/3c2OdtVWLJN8bQ3nZqu2fxq4rkS15Rm1BJ1XhbEOWr9Pr0/X2eB3qF11FcPkNSqslXHnI7plM7SjuRRCZU//A5s+TXl2ZRWlAw6X46+/JLUN983WhAb70zWDUUEtPi9ECa2EgI45HFQvuAvYqBRcFwSxH/mE/T0PL7UOaK37Yfpl22a4nHnLIDFes7n4+9szB1neb4NdVihPNht5SHqoz86qhPduSTqZsf2e4acDZNjWzPmhThQQbWVV+fnn+HCG+Uvz9z4HY6XdOSoQ3vxsEzIBDOGh44dGT6KxvYhB53kWBd9oz/p8uIXGv2rOUkM4mbGstwRLtvFJsXJghervSkosEa+9g+kQP9ipItHGklB5YIjAUi8yWfX9PcjpNwMDGRfAkA1DioV/m99Fbk06pTqkQGhoPD1Uac4M8aJ8VwmtOTKoCqtiXB2zbTo6zP7ixT1qyX6K121slw1a2Low8kQbh6iNg4PFkEVAAu0fHximgGfI5OQMtsyxzDHvgZKTnETkvjPP7d45uuCOBINpxTQVWvKx0sjTo/LEh4BxFmU/b11GALT79/dTRpjqTSflB0pMoPK+MoSuKnfh3x0KcKUZS5GVns4QIuS7dbHVpxoJV8D4gKaw4kesVFneeZewbUFi0oTSYHrJ/Otny65fp0GO9NscuFmEwfzFQDikMTtXHXBHuOtTIgt4FdBmBZa+4BDniVrrvBSqfAGK47KKOayAzdMzCcmCx/B1FD3QkR/t2ViOIiOd1S7UEvXmVpNSTNqaeq8QhCngSq+cw8hJPW07RmFyFM/e+mlUgKAaU//PcNpOBNCqRsmJDw14SuDP5OWGtJsY+r5q02cAV1dTKeWQjTQezQ/EtZixMvp72vxe9CSE8QgnlmWPtZTx38w3Nau0Kbv9s6486fV8cZa6kgduSfD6eltFy4u0iueRlyn0RAFKWRRckL/CqZR2alEcF7oRx/eG9/H+SsuiUunDPtwV81FHt0ie/5J98J6RS1+vD3uTuGAh7OpbesyVdGCcYEu3Cv3oaUugeTFgokeXyTZ+ejGw8s/MOpAlD51yT1aMtyXqiuZ7b4EOvFqS2ax5o5Lezdvu8Yru728Ji8/8Gjdt0un/LhgztmI07P79Vjxw6ozFpu/P/JrH71zB78YNz/g4M9eBrJTv2nlc3at5dOQC5M+Oa76dNanPbSNq02jAqBLB+Jw1oK/s8s15riFkuBBPo+TY8C9WJhq8GG7IX3zgnSCsjV2Fp8YnnWkr8tZ8rmKaa1hi86lap4jvKVXJ5Mh8rXzrheALcTaQZFicoa0OXITpUV/qRmU4uSGvVMy6u7A4CcuT23RXuHmz6BacYe1NnWS2rvkL0Rl8Ek4JYteL7I/TCqtKFFKqlTveyyQB4omWAswFQjhgUJ8X3+WthSYhZ/e1IieJuYY6pSP+nWCAyZcDB0vkKMGk8QR+xOiD7FS5O+bHUv51+dUnPtEsp0qmR5Vl2vHc4E0/Io9nbUGhQMf8cTPCcTQFyihRi9wUrOnSCuJg1jj6NGj0E6AAAtJGkFquH79eic3p8hhYZFDWWx96LekM8ch+SC5fEIxPen9x93/8lnx+/2Vxf+AquCqHF1dQPOMkqw59QFWvm6x3/Ukxb8FV430T9u4fsNjFpL76bPEaa+piHXiHzh8NSjo6/hMwxObu0NMTpBT5O7/kkm6oFyof+k21Kb75b/obmL2r8Wmf/r7jitxG0thGylkFfkPoB/Kfpli+Ykll7pc+6fStoa7ZWTtRseecDzwk+O8qZbzjyg9Cx5D2Y509rpju/h286ac76Q8msL9jkcvHkfjgF7BCTCrcTIbQ36l9bTvd4ryfHbgOzK4S9flZLSGEfy9EARbvxgdf7VTZGpqOmXKFDs7pKURlVoRm4i91IkQEtiHHP1t06qdv54wFeXYPPDQbvu8cb9tWLroz4Azi8jP+dcTdqQ00+z6oS5dvjVWPDhh5LQ70wZknJx0etG421f39frw87H9pr37x659ckwbU/ORDsTh8WUlkbeyOJdMVvIdRqhiLFKqljz4hdyUKONe91KVMbAEIrMPfrR1vJcXwyj5gP4eYtLW1HCaxdvr4HoBo9lTBSrg8/zK/0HmPOX2CxWer7DhAra4b7/9Njm5xluxGRfDes3EmZNhNi+JX/3RUxsi5D+Ft2CzExXXa0xtAtfWoPtks59MpWc0kZnFeKwECwGmAtI3ck/jLwggcQSJ2fA9uyH/jReaotd0Epgjp06dKqZTTiRbSOJxpBvAh9Cb0x/YzQDEU5yYpxOcVl1kW9IRQQuFiF/MhpDBVSj2MS1phVI3dqBH0t8YaduWFsShowA7IN5zUHGCHxkaZ7z5uEjwYAoexC4WsYti1pBvkVt+VW7XW321UwLvfvoACGXpbR0nT3GXWZ0dxTuWHDq7fe522qEaqjcfIoT1lNaUkkbKutYXfqXnXuR6lzyNmSauKFfaEUhdTyyJa6Z4BQ+suuKpl/DnKO/enPvDB3G2SQr2kwJbf1OSUytIL5/yMYQdCz6le6F0I02WM/P+hry+oVx9ilpIEX1p095ns25yelzIT/NPrdf8a8GDh1+Hy8hmu1tsfjxJcYkBRftNYAuD0m8y02m9ARf2jtoIuxkfHNc4sO38lUt0eprW+uW3du+VkaUO7QxnnwjouZBMHlFKPhkG0vqtLt6qpLye7vHkggV8riwUBBmprSeHV5kaavfu3ch8D+2TcAVYFNq1aye6nJ0rGSJQGUnOLMkFsGt+bMGs5w+eXVJhOTMDjixduPqg3I5lF07cSNK7BFash7tmL1pzhMJ9ZPcfJkvDUypPbi66TE4Gq1Ye8Lp+MSE00f+mjMPmWffu107xIx2IP9tFwjvZWHkwJzE565uzxGUQGOz2QJsA9rlNvzgdMJkzQ27PYZWHCQqx5BnPFuv1n1MAz3QITxXIm+Bc5ZPbmlrS/Xui5oNJtYBaDF5baukOa3o6ceJEWVlZIUGEt7f36dOnpWRkyywRvQsGud9CneIJPnFLk0yNWHK5So41zlEA7iQfdjksdSzEpFGHmoYmD1RWWM8wD3AlVFnCEmvA+dLsItP2AcfzG3ZFl/rN+zcq4gHev38/THS4WEV5xW/H27fpCKoGkd8RVFILXLmu5zivVA+NK25YztMayzLaRGc3f8IHiFW7pSLr5qLtZBH1bwyvyWtIC+INNlJQWtR38aI+ixb6UIr6tBD5Ue5nQ3U17O8P/n15bkHuO95zbnKPjeiWNUt9y5A5HyRII+mskfIPJzp5rZx4f9cEEtPYqupZyM9KTOedWhGsf+HV+zCJJfGAT8lzGHVCOOzgCcDomEmtY2dTHw/tGw6bTOfYJ3Bd85aIjNd5lBc8qNxn1jhS8qG0fFlOI3AU+YytuljgNsRPrk+w7O/mx5TWf8lZ9Hw6k9v86z0NzvvvuY8LLUtPfeWq0tqTYvNc1rCXKUWZ/l66XnemR3ujMfRuu69iBuK6LqklNNpRhnPsb/lT+TFDTmdEZ8X5FsM3u1hbWf3Jh/h3/cRF49d86KpuHSXF5SS3nO6eSiyON7w4lJZOodLsV/X0wPZ76tQpdTFtNqwFYlOdmyscTmjQD6RqwzxSoOMGU4rYTxxJNf196+q4oRMXS9k+/HecBXHeF7pyX5aHU9yCTzWUSwfifvUom+rMwB2a4AzzRezvxqnbhJ9caeMsn27c9fGcwtBtFtfpYQjd96fcEnoCbRazUlBqBDNVQbaqzmywgZdusS0DYoZAf/qKCjayO3bsCEMa5uoilsQBuNVAXXOxu/RjAF3oo/OTRtDjpzEufQ3/8qQD8H8PgNtcQ3mci6tXef1+ok1FyzqOxQx68Is/1Jx1egyjZRdLnS1r7t+ujWwBWBfB+itc2JC6fNSXs6/sWRhHhWnwHMgYbshxGhx3jNO//6LBhufHM0Jj5mhYXXQQwvBfOiAI/XgpEMf5HkPIYxjjd+CWD+XWjVqlcWz7joMqnJcW5yvH2V/oZCnT3u4xl9A15ENtzrekuFSjtX/KTUS1hnF3hqV2bl81QYum69MnTFA3Xdilsn/fPEw5Sk4qHfuVfbl58FU9DmIQd4va60fb+txfQv2Z1p7kNYJXFpDS2rYqA36S/dpu8ZOgC07CRfFrwWhFn6IoCmN77RucznDPYcOCoE2vIpPYxzrm5w77RPWCTwNX3vWTw2XhZh+6B3dm+toxXsqDgxXS1cyL+cQDYfL5QaZB3cMHXvrC7P3ynvE/nf3WnKXxfPwuG2xlZ651SftSbuT9TgX4r22QL/jqmY2L9YBTVBxejMv17l5152R+Ubr6teE4yCwv/nZ0YyklvpaA/trqFB+212amS884mcXY0EzYjw0TU4Zs/akb98mURDurFEv7MjvL2CfW5OXTs2OPSBf/QhuLZGtn83VDk0xNA2VmGd2xVZo+qsfEVbdmffRBp/d+3W8U/9T2l3XnmFpGap24NE9CCN1wvcEcEsAZggDFYXcWvK/9LefzGff8g/fkJn6OKGq+PEBynAIqEeLV93zKJKz8bEqPFn4Ff4YQX3NXwr8ljbzySCqxC5IJZqvZIgZxg/6UUTuWpYKKITyaFXOXZb244rZcURuf9NCSilJQPNpSI6I+QsdlCaH2SP7wagpkcySY/h8B8bpDzqePx3IwcMDAG/eU2p5syx3kuESOM+I6nOiwzUy0xrdsohRns31bHa60ljXxWmq/LIgPcx821H0o65pt6ro9W6KNi+1p1Ua19eWU9+2FVdz6MT8MWyR0vDW1jqf4e1ywKxeXeIlUJ/i5jivn1EYOPT/14RSeMVMHqUdSytu1VlYZIycHAl9iAfoKzfj/ST8rAojbF8XY/ZAB026C9roJO/pycuM30I48bjBprmTkiyrrI2LXJ69jLmM+5PNuYSctzt9XQUTsdbz3lssfssggdWr/cOxzOWxtfeNKnBjWe46hrVoTyDRaXa7aBbW4YoPqmNLq7DFW7eOYj3lZ66vtPWnwYRpz/fZ7DME5uf5t1b7ZT2Haa50i72Ve4ZzLu9DZzhY0RiWBEgn0uQcP0oYtd7Z8pn7rF2rblmXJYafx4oDcMpJbLfouIUdLPyeN1awF4jaP2Z4alANAW/+QSxsXiVJlenmtu2jxe+93J06c3bbfpIDTC8nPm3xu+Ons0lY1P7jgF+MHzjZbvw/ZObz4/l7zx86z+rcb+MvpW7M/wTLw+w+tSXHVJ4svke8rBvFEH7o9hjnYuVwW5ZP8w2w7c/dUGdNPqcbhB5rlJz+zdMw1BeHUz0QpfPhQzEr4LIpBPIVcoFSV9Fl8+UluQid+m4YK6cSsIkO5wncQmpBRzDxtoqHEUqEw47oXdxNnflBh2n9QFCRJsYo0PATI42Jaq00daON/GYv4MpPco1u/0Nt09zsCA0Ehxbc6yXEn2Oc6FroXK5DEvWtL4i/Wzqs+62VBvLiyOKEkNZ28HNZGXuM8qq64V2l5l+rb5RXnp+dnJ+WkHwlW0fjZFLH26Dm0EwAyNVIrySpT5rx1Ogb4T6G+D6edXPiMNKuVvFVVhV06V7bi5HS/YYO9eZzSwJG/leRXvuTYBZ24TWlU8nj6VGN60s31c60/QH/UycDuEecxPe2CyhgV5dGhVYqxjgvJQM9oRSJAvJXcWNJhnQ87H/CT9U73vqT3uV92Rqmt6eShXmPIozQHLg8cA3Fm/LjmQvIeTxUYEVK+lr37qBoijhtzwkd7KY3xUONUR9LAXipYAMIt6NS8rsj/m5hY1Yr7gEZzxayHdgkOX3kP5HQH51NJa6p+hdD5rl2FGWC7BxjzbtzIHNCF/R9vrdwKGtubPuxGP4x8JXuXGhA3kmF2rZ2fsL9PtCj83u7ph+mp/ozj5sB0+Z8+4b76cUT/zmOmrQg8MRtitfzwfgFP7cYu2B90cnaXIX87bB5dfuXP4rs7jO/aHfuxz7eTj+rP/LDLe+++M3Hqu1z/UX9ferWSOGb08SzRYwJXMcFT65ly9lq9K4uf7U4pEIVy3KYhAHHfKq4omvz0KOAOVfzzISM2elLtLUoUn1AJGGU+xXwBiPNJdZF4XiSMR9PDJ/TiARpos2kQRw+jiOtxa/DupE4Jee9wSiLWWbvjtd6DCNiY9chHm/w0CWFQzHeuioIMmOvOCxakmYYE+79fBg7pF3aHXHjElqnkLudzX1zgdiZxZlcK/FlmvZaXE2PZlvTBiZaf+XrPeFkQhyUhLy9PZ556XCfE4jIVARSOVdddTt89Je64jKee5c/mAZSjQpncxa8+9WRS9qjVmwdtW6rJBfmOKNMdG6xhf6cnDVxJK0VnWVnRvCXm4fI3jH5mR6BQB4ibK5G9Ml1lfnisjP+ekmqZbxCWCQ/xxiZMkMRPaOMhBSK2MpnVZea080NNvz3hojm+jMt/bx7sXXFlhfGrfklXh/JU43Ma/k5RB05xDGUyV1n/Q/5HvLY++SgjicuvMKXo4viT0WeSyFov/iOvQcaa/qMpokom6apNjk1Baa7q+dUnlH93H1MD4tnqtPGP67ElJU4pfk9HmxqC1aOI7t68Q9dW3rH8hzKzR4Ue65Ww6+q5i1DWdqOP0syLf9zxV+DSPV3p42N0zDfblk0ajdI9stpz6eGDAi8ux5V3fOeOzZYc9Q0UYEPwuPA1adihpYVPkWTYPRPAIYnD75tpVHwpJpIpuAW1eHg0RYUxZbcvYjh55TiE2NAgCg5kmvTAEIqKJm9/Qk4ybCD8Aik6iiKjKTaGadKRnzOomnRFOp1404Pw0iK7QxRWbZZE9gIQBoNQ23YPuZ6lAB0KN6Wwx2RubGVtbKkVPy246BDcOSCWWW6kqlBbFrIoUR7TzxCEnzAec8a7WU6FCBdCVgpzmiPUwvdo6tB0l2ZVrygNVmsaxCH1g+WDOYaXw+WRRWyGmdLTlQTGtpCH9NxC1GS8E9MdeWvRzcEtNGY21vXn7qTwHwcMt/Bpbbj6wKH9zKZT4D0W0A4DNcu7DeoF4h7aX/fhA6RepCS8KXk1JTsvFYgHBTVqyn32T9SddrHFe8qu+M6bESp6vmVSrlFYSZCZo+CCk1iQttHs7LksZw2be9zqoQvO75pbPGv2yT86KbPg+yc9E7f2V7N387/309HtIAskZleKZUHQRD/+CJxymfKhje+1Z3p/sCPHztKdHdSnE03qRTqbaesmWrqSEkX+vzD9w/cRKWsR3YN0iChpaWnImIx8teXl5QKIH7dc9Vnir1f2hB2b3/32jDBjLn1gweg+6TywXzlGp86E9/gQ31Xyru9xXlfZK6K1XG8qYUK23+HAC1qb0hHCe52SdShOlkoDKceZoteR6xBK/LPAE/yzwROOpUwLIfUCCpeznpGsV+OzmGlG9gvujfAZiKa8jy3HJUJ0ZX60/cciGODAHJNXbDrXK0BB8Zkfvp+PcdxJO9X8H/6x7VK5BtybA9G/DtSBhQXN10n4MtjaxOYwHdoGKC+tovOaQb/19jI6aO1z1e/pFVr6ChLX1k4K4UNqJwQleJXRgcljJ+3XEMgIvWbOnLl52vcyOzdfPqCepLL/75mHu42bt33mj8NXHqfgEO2t351cs2LmOZX96p4ju3IOCkd/mbNyfCduwdw9K2VtUg5OnLAN8GOyb/pcf0c26pcvTjKMdS6dd+GtKCFYkdNCKfgmuZ5k8RzRFpSuHkN6wb5QPsDbjLwkdQ44Mc6FMqt5IvxIBiD+gKGnKLraly4hzSLuViaF2dJefMmV0Jg31vkHDxodVl0QNxMRoTjQZl+6YkMc1OLJsNMSh2tBMA/UI3Pe6AovHfjJiYvzFfLSoIBqF+REb8aa8rYMHt3P+QDFIGeJIVOnCIRoWWxpnEIzD5DvazEm/SfTLhWII4E3XBfykTyzXinhSi240AIe5E9GXXhCk2+W/DbOc1xpZeltv/vJtxHCxyYrqzxv3dCdJ6Ltv9P9w4piDu03mw83XY8uM6pmdKJOJmRs9WUGd/8L09UXS6i0Lcu8UL2hO3mZ0tJpwf9r7zrgqqr++HNlWVlWZmpWmmZm5jZnOcuRIzVXjjI1R44S7e9M09wrERVwgAtBxImCoggIyN4bwT1RRAGV9ft/77vwePAezws8S0+/kx9649xzz+/7u+97z/2d35BYL3ne5MAHbndlczCC183Hk6cVBTnQuqF0bJ30WUYGarBhh/r27duoVPvXX3/t3r17zZo1K1asAL/XqVMHaTgjP0h7OeWNiM+yf/Ca7lTxUlg7GjjW5EjCdhwej9VtBsXsCdhhu8S5X9n/Ld22omxg2vpc42L4nIi58/IDO8HjZ6vSHcnNEjl0JJeD61aUcZey4ugKnXTKmGBxZUSOVlrTS+ERl76PHrRA2nVavseC5uyfMbNN5rfdcy3aG/3tRp2KyAxof2phl+tHm/tbjFZXKVNZfPj51DFk9zinql+OI9FGmthhs2rXm4/sbwRQMFD6lr7tTd+YLap1pDGCMv53qa+KKrxU+iupYsW8sNJz5yjIhXLKk5/kSZJuP294w14bd3jINTYHLjy2uk/Ldl//8HmXbmGLh1JsQAeUgNg28s2BCyg2bunA5hTsWq73mmrNO9lsX9K75jt7l875w3R/4zqtXh1q0bFG149qdKNDixsPmnHsiDq1rzEagjnlBiOT82iam/fYlhQjrVijXCfRx91C15I7NdR0Qw4FrNDRQrDlntcQx7+ZXnShLx1yN0SkL9RFdl6TijMQoQBmJL1W4iljeVHAxfDKQ3r5LbLKDU0CfaPIL+4ih6ifI/UE+6Da/VXySs3LpYit17uJdDOabkdJDoUnf87PdYVbFxwm/+Nt89atr71ROeEo+W6Unlrct+WSOJ6fpDLce4W6yykicfiGIyGJ7OJaqGWnZWffz44ZR1l5nja3Mm6NiPz+MoFyyJPUxXSQmO12WguH4Tuq7Pg02qT5yYbfNTVRfV//pVFtsh9JY7bHf6jRWvVgTZN+gSl4Bkf6egK5J1DCR/SRfMYDJyZJ/6vdAKy3ffqbew4MXrulSdx59VOlR245O0QkmZubI/WV3isYNvHz9PfxIfTW9TdVO+tSX7OzXR9EtKJ1G/a2Wt2N6q6h902xS7l3/zJLi4mL9jV98Xz99IqqNASSqFvvsUtCRuQ9xBbxE4kYQl41KBNhgg/jvt81PqcgYKeqJ9H+sEjzUzV3Sovliackk0hodVVoerLH46iEM4FZyHtM9O6RuV33wJ85HQhcrU132lF5u9Z/Dj9k2Suo9vE+MSPvlbVu6NDuduqAg5pZ9KMOTjlHvqWyNajRqtM6ObKL/4POX4n7npEi93BXjf+bAt3ppGWL1+rs2+E4Yom0z3n6+8Zvfz7opx6Nh/wwO379FPL3aln3vRpfjJ65CGmHguNtf69e66Po6NBjgxvFuoUNGTMlaM6CC7GefWu+HxjquM8xgJwW7bI7Ma1hnX2HSuC1W6RUIGssvtCQ/qkNYqqPEBIfIjIIoYxnp9L6nLI7LnyBuD1Ng60Oy3Yl7SC1hmU8QX1tXybnU6QoNYK7u+RUqdsKr8SvPyL73YTik3t2703+AO4xAY9evekimQJwUtwzMAJEc5tLp0woe88+q6qUc9A+dK+UKQVUpWnYGKA9O9Xj5P3L0ClRpP0tXusWe0xMLDAC+sDvoFDz9i7c56ZOtvLDhwv0QS1N3cngQ+356E4GtrhCE7ZCsFPBhrqJ2n2OH69XteqDi1Iy3jO/U9R+2nW3xY7bTYCqJ/Ln7D4gdcZ55RJd2q3QZHQLhEZHP3kyKBlfaMK6pOTgUBgZ3Wh71OTUHkdvtVKFLoaLFy9GgM8d1JbUabJNHB/HTydUOsvWKjB5lVxvkKvFSXWQHCpdPcx88/CXO1TWbQcNDcw4B3/EF2d0Wltxc0pGKp52JtLEZGcY9R5urxx09IvrZz/EZZf1N/2NgMkyVAZR6Vh1pkvZWHK39aQFLP7FXV23oAqNmSjPCyvxWbNmoaa43vtNr569cmypNS090Tw1s0JZ88q5lXCxm6i6o4ptSBXSy5Kj+wiLaZNGTho47HfyvXi/YlkNiR9VBa86p8hWmHSYosdSgA6XhrV7tKmiRWe1C5hqmZTc3C3Zrbl/81YBTV+x+cLrrMnm4C/x4SW3y7ur7+oQsHUZXXs1HmeUjDkzqtgfeCURL74O6d4kcNtL++pcdUgzVflkPc6Gscfu0WCbxAE/rfl8sX2XafKGcOlaPol7hUok/qaKgj2kxCnqaPt8N3C8hn3cQLpwfKvdv6iexrCJayS+lRddj09C95CfWW75BLwF9tsevxFlK7GhOi2UoYa8bXICqLVr87uptzeN04qyiUv54nKklCm3cz1dKcgSiQKkxSMM4sgPDpu4JIsVoSfKZl4Pod3weuVWEIF69aS9NxSoC9wm3eQsK1CABR0idXCAWE3RShzkuH79er17hhoSBywJ8yj5NPm3pMC2lKleDdfAuhR7ifvU+7mZ2WQWMK3W/CVR2/EuPTv9dkZakyAL1dgmqmEf/kFzZWCzH9IrG9qorFF8C9VbQh41l8ppy5GTSGyD12ryxr9yUkarRyp8Ftb8xeMeuUUPfXx8tINWtJXVv+cIp4MmJxBes75JeoVyKefzlifL6SuyqL6obw7oMCXrxz6Lh/92tN3ZSgE9qYpZS80IZr2tXUiyqitpD5AASitsQj7kYRRZVJL2fl/e8ZVq7ft44Z58+ROfuhk5GZWtOsVdCfj79FTyvnf6qt9bizri256B+yBp1YRBEiy4f2UQ0ufeychySXLJoEyTHvY2qtjNqpC0NhuDPnuU3N7RW+Wfqcqk8nnFuJRMtIg+BWzioYcpp1xuUQjHna+/UM3ZLUImbimL4fsjZs2cQVHYvQym0CBUO5phelRKgBUUmO26572us9uqyiy3yc0/XiTdG5XEC8nkme9yQj7wpF4nVcuKd6bLWhuZAXspfGWBhM7w8dhamVwm5w6mJgQjt6JIHKSTfgfaVgcKqBvuJVKRh7zKhnAoDNwqVe2Bu6HXWqlDzCEjz02A4bCxGb5dXaBuvZTVyndTqWVa0Ih2qOu/P2NNEYmjE+zLhlfi+RdcJj2E55bajhKfnuBDM7EbN8cml2TJzI8CC2wpzK+98KXt1dwoFa6H8iDBTehcg8xVlc9OH2fVeWqRWbEO0KArlP4+qRrE1TChGTgQu5dmZmYI3NIL8oizI20Xpb3o8zrdTt5RxkVeZEntEaHcmnSTeJi5rVJQ9ARKWUtd7L737ptdwTqXxC+thk+2aY6m5n2JtBjc+kHEUMlgMjjSyePOiYWJZ65J+eWkNnxL25nxM04nu9q7raYrGW6bbGzrSxtVNQMmdbk5uxX98lXk1y28WmKBVu7xq5iqdUCnI/S+yqxxVTukWCGrcuGeddLD+58K702RucbeEk0x76ACJA63E1Q9h3cKiNv+j/rlX+gww05ekv+IfOJ+XuPHTTQZ0j1q4bfnDzrNajWtV48FPTp32GfnmnV8a8eGI39a51dpwCo59cq/QuJYq47V+O7fJU1kYz5AWOYiguNPFblvuRlJNp/QdnUNKH9LY+b9x4B16hRQSlEk/jBZj+5QAVmTt85zJQWqbRsaWi+Vsot7MJxNhyERaVRxj/uH+4PEj3QgbPOG7pYeyErb/viUQlVSFZFnryki8aioKJgpUlNTb9y4ERAQgNWus7MzXiNcG34gsjlFt8WbUKw6uAzeGic&quot;&gt;&lt;/p&gt;