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yimFZKvdsfGz7rVCuyJI2Xw9veq+fPX79+lVulwiqX663iiSpFoRCCMMLIz1tNFUWWJOvV/Or8/NWL1+usCNvdqLPTaVQNQyDVkGoAAAAAv/tYU7JIk3g+Hfevepf90dV4MVxsPvT47cVohBJNCNGaUUqJjkol0wsrrR3PCzzXD8NAUSYJZYx7tmkKLrM0TdLNapMXihuW6SjLsk3TMARnWAHys/8EyjzL0818Muydn/zw3bepVcrMUrU9K3l2t9mgjLmWIfjP72hUShV5lmw2o37/9PXreZzXcl01HMex6uUQJxapBgAAAPC7RylljAnDsGzbdhzHLVz5vocRQijljFFGszRbrlarxVJpTYjOpVqu13khKWOGYbqOoynVhBJKDEaILDbLxe3NzeC2P56vCyuwnZJbrkZB4Nq2ITAk+9xbTSupijzZbKaT6fX1bUymG2ItF8tuNep02pqQeil0frH4jNZKqaLI0+ViPuwPppuURFXRWG+StCgkzitSDQAAAOCPgHEmDMO0Ldt13VR5ir6v6LbLh3DG2HKxnE6y6XRaSKmUyhVZrjZ5IQllpmG6rrOdfdNKaZmTIl8vFv3r2+Pjk7hghRW4UeSVK2Hge45lcI7z/7m3mipUkcXr9TbVVplaZXoxX3Tbre7BoW3brm1VSfC+VJNFni2Xi2G/P14not6xl+t1khWywGlFqgEAAAD83iONc8N0vKDW6uzHsddY1ZfxIk7fm2paay1zVeS3t/14uexr7Tiu6Xj1dqdWb1RKpdD3bMvinGsllZJ5kixms+Vs1r/t94eT2TJ1wlKtVqrU69VKxbEtQ4iPXACpf+Lta6DbOcD3PvLdaoKEEMbY9sEfTQT9bhXMH4+Svvt7238RrTWldPu3PrQa4Yd+wPa/ldZK6e3zUPbjU/zsebRWWr09WPrucOmn7hKut/cA/u1Je/c0bxZc1Prd33r7wz5ylt6cYqW10prRN2f3b0/ZT94LpdRPn/99B/uec/X2B8g8z5J8tZjf3ty+Pj51TDNy7cycwnMAACAASURBVGYl4owx9rN3X2tNlFJSSllIKeWbI8cNkEg1AAAAgN83ShkXlFC/VOkeHHlReZNkcVakefHeVJNFsVnM4+X02LIW40nPssJas9Le2X3w8PDwaKfdqpVC17EIIbIoijxdL+ZXvV7v7GIyXSw2Wap4PYy6u91Wu1kph5ZhMEYp+dgIfjsKV0oRQjUhnL9dd/KXqaaU1koqrZTabh7A7zFft80K8mMbMUIopfptWymltqnGtnXCGKGffnOdUqoopFKSbheSp29a530vRspCErqdxGScsfc+8j4HJaV8l1Lb0/YuQ5XaNhdhjDHG73z6bQ9JrQqpCqkE50Jw8YHTq7WWShZFQcl2mVBO2b3yljNmGaZrO5micaGlLIbD0cvnrwLbbtfKSbdtGNwU4m/f/W26c2EYhiGFEHx7hS5ugESqAQAAAPzeMS4IF75peWG5vX/4dmD+fnmWTm+vp7eXrCh65z3HtOr1xt7Rk6OnXx0+fLTTatZKEWOUEKJkUaTxaj67uug9+/b7xSZndsDd0Aujvd3u/m6bCS7Y3fNFatsuUmlCNSGakA/Mwr3LEyWl3JbVPVNNK/V2Gosytp1Ae7PRl1Lb9tOM8W3YfPoU17tUK4qi4EJzKghjVGvy3lSTUha53s5EMU4JYZ++P5jWertH2bse/9lU5PYB23mvez39m/3LZFHINC+0YTBGyYdPr5KyKHJKKCc/Pal3phrfplpcKCMrMlmMhsOkeFWJoqMHe3GaEWq+pw8pZZwLIYRhCCE42y5Ug1RDqgEAAAD8nv10BP3x0XSyXiXr1Xw6OX758vjVy7OL3qZQrYPDw0ePv/jy8eMnR91W3XUsolWRF0oW0+FoMhyOBqNNnLtR1a2afqkcliq7O+0w9IXglN19aZ9Sar2cL2aT2XwxWcbT5aZcrrRbzWajZhqGZXBGiZZSyWI8Hg0Hg9l8xkyHm7YfhPVKuVYpf7zWijxfzSfL2WS9STepjlPt+2bgm4wWo+F4PBqt4yTNZZYr03QN0/H9sNmsNho133dt27Qt687AIVoRrRez8bDfH08mORE5FZ7ndxq1drNuCE4JJUTlSZyl8Ww2HwxHg+HIi0qlSjUslQPXCTzX/GhOvb3gUOVJuphOF9PpeDodTWej+Wz7AMuyK7V6uVpzLMNilFM9X24Wqw1hotao1xoN17Ysg1uG+NDzF0Uu82w+n17fDm5ubi3Xd4NSEJUqUVCJAsd+cx7Wi/lqOV8u5tPFerJcOY7XbDabzaZpGIbgjPE7P46EMsZEqVz1a23FDcYtzmS+ml72en99Vtpp1bqthmn47z6xH4FvN1INAAAA4LOQbNbTwe31xfm3f/3rf/yf/ztZrgw/ah0eHX7x+Osvv3jy+GEU+LZlaa2KLM3TeDQYXpycD4dTzQ2/0iiVy41Wvdmsh6Ef+i5jlNxjMK21Wi/mg+vexdX18dXo+Gp4cHDwp6+/Nhw3cG3ObYMSladFng6uL589+/68d+lEdadUbbY7gotqufTx55dFPh8Pby9OhuPFaCFH86LV8FpNj9H05YtXr168HE0W6zTfJNJxy45TarY6X3/9+Kuvvmg2q2US3plq23kyouRiOj4/eXlyerIsxFIatXrz37/6olopc8YYJUSrZLNezcdXvcsfXp08e/m6vXdwcPhoZ59RQh3bNo07fsx27nGzXt1eXPROjk/Ozl/2eseXl9u/6wfR/tHj/aNHFd8NBHWYvupPr4ZTZjqPnj55bNqVUhhS60OpRrSWRZ6mm8lo8PKH77/99js7rIaNbq3VfbTf9Rz7x1Rbzvu985vry4vB9Hw4rVTrX38pg6isCeWMEvKRVNvOmG77i5fKNa/WEKaVLpfpalmsZ5cXFwUzlDwqR0Ep9PF9RKoBAAAAfO62C10orZbzWf/q8uzVy+c/PP+vb58pwzz6qrF79Ojho6PHjw6PDna2j0836yRebRbz/s3N2cn5aDSvtDuldqVUqzWb9Z1ug1JKiE7TjHPOOdsusvGhORCtdZpslrNx/+by5Yuz//v8fLmO/bBUqTe0Ch1TMKrTzTrdLPtXly9/eP789XG5vV/uZsx2O836nUtLyCJfzafD6/Pz3vBikJwP0oPdcLWIBE+///abb/7rm9vBdBnnyzh33arjVro7e5pIx3UI1Zxz13MZpZTRj24Np4lW8Xo5HtxcnL7ur/VgTZudWa0UHT04oISaghFdrBfz8e3N5dnZi+fP//ObZ48yaQXlqNaMfPftrXTvPz/b9yjPsjTezMajy7OTH7755vsXL787OX12erY9t6VyZbzcrHJVC7xQKI+qk8vxyfXI9ELhh9WdHct2XONjObi9LHO1XNxcXrz4/lsjrPnDZX2eupbZadQ816ZaE6IX08nNxdnx69cng9nrwbTdjZvNdpYXpimUFvf4sL1ZESaMyq3dfdf1VoOrVT/PiqR/czOOi2roPdjt1LaJyzBvhlQDAAAA+IwVeZ7G62SzOj89/u6bb1788Hy8TsLObrlWf/r113/689cP9nZD3/uxSTar4c11v3dx+vr8/PxiMlslRGdcSxmvFsPbm4vtOhOWbVcqlXKlYluW4NwQ759voZR6Qdhodxbr+Pp20rA52Sxve5fPbDfd71pcW1RNri9HV73z0950nkji+lF1Z2dnp9OOwvA+V8FpJZXM4/ViNBxdnI+zNFiuA9cTiWT17qFXzfJcprmUmSzygsv51cXr/ymz0WT89Ksn2rR82/Js84PzUYQSygknfhh1ut3NZlWc9sfD/rp/fdO7enF83qxG1cA2mbq6uDj54fn55U0cq1KtW6t3mvV6o1oKPFd8+BrONzfUSTnu3wyuer2z0++//+HZ8xeD2dzww4dPv7IEMwX3PLdSDmm+mQwXw/Uy26zHq3y0yiNhJXnx4RL88W0QpmkRL4rKnXb78cP96VquJuOrTdEp+d1WQxNlqEzo7Obi4vXri9PTm9zy2529vf2Deq3mu7ZtGJzf6447rZVWyjAM1/UrtVrFM2irMpwur0fLycVZf6fZu96xXS/0ndBz8PVEqgEAAAB8vmSeb5bzxXRwdnr8X998892zl2alGbZ3Do4effn11//vn/9Uivw3qaaVViper4Y3Vycvfjg7uT6/uJ6tkoJpbZB4PevfCNPkTBhcGFEU7R8cctOijFFKjQ9cGscY8/2AtdrxJr4869UdJjer215vk2mLkXrZt0hxeX5+9uy7i/58OksL6gVhbWdnd6fbDsPgHqmmtS50kceb+Wh0dX5xvlj5o1lQqkRhUK7vHBpCUE2IVrPhzXR0s1rOri7S04ur6WpNHTdstOqRbwr2wVSjlFJGNA2CsNPpapmPh8vjzXK1iW96ly+qjTSu0WYYGOT6vPfsm2f98VJ5UbnWqdfbzXq9USk7lvmR2+20UqqQRZFP+jcnP3z7/Nmz716dfvfqhJhOtb1z1Gz5luHbpimYVFLl68l4Mry5HQ5HGXdz5rCwlBbFdleCj5YaFYbJOA9LlW67FR8evDy5Ht72p+tBt1W/PthnTNtybcv1Ta93/Or87OK29fhxu7O3v3dQr9V8x9pOoN631LQSwnC9oFKrB6IUCHn86nTYH8965/3LncvrvhuVCSW+a+PriVQDAAAA+OxorZUsVCGX89nN1dVN7+Tk5OziajCcrw+6/u7hw0dPnhw+eLC30zaE+MkoXGutikLmeUYYMWzTVsSwBGNayrwo0s1GccMUwmSMJ0lSFFIqrT68Bxal1HIcIWitvuo0GwftxmCRzuez+TqtBWatZBtEnpyen5ycLTNOhVspl2uNRrNRr5XLnmXemWpaE62UUkWep5vNcrGYmA73Cp8aTrnW2t05CFxXMMqIHl0Fwxtxc33bGyyHt5OgVLq6enB9OzIoiRyLOB98/YRQQont+pV6QyvZrF1WA2eyjBeT8cnr13Iz05tyZPGLy+ve9WCTkVqtU989aLfb1XIl9F3OGP/wmiJKyTxL0iQeDW7PT06OX78ejOYbScphqbO79+iLJ4Ft+LbJiVwt56vVPFsvb4tsPp8VlioMGudFLuWde5BRSjkXnAvPDxrNpkzXs0XaOx8MV/PJsH9xfp6uZo5aO2p1dXM7nq/igrpeuNvt7nTb5VJkmcanLPKhidaMMUOYrufXIqsZWetVHL08FkWymk16vSvLCyxBK6FPpdJa4zpIpBoAAADA55RqSmVxnGxWt5e977/57ttv/np5O8mUWe8cPnz4+E9fffno6LBZq4jt7WZvBuKUUua4fr3dyfPMqy8au8t1mnm+5wUe53y73zTjggsjCIJyFNmmadyxqxdlXBBieWFpZ3+/SJPXZ1evL26mw6vea8bkhlFy27u8Hc6DaqvV6bZ2D/b3dqph4JqGcd95nDf7qgkhLMtqd7pffPn04aOjbrvTbbVd2+aUUqIXrcpi1L6+7HnPjmVyYql8NZ72Tq8CwVul4O5Bp2E6XhRVZHdv/+lX08vr/irf9F5+vxmG0+vId6zL68GKcKcSdXa7X3x5tNNtRaEn7tpTTRb5Zr1aL6aDwbB3NRiMV2ZQfdQ63Nnf/+rJ4yePjyzBLYNTotJ4nSWbShhxpWQSTwtjWnC53aj63q1jmFZUazDGRrN4NJzlWZqv56+/+/bKNkyaWTqdLjPmB61Sfedg98Fep9uohv7fc5miUloqSQizHC+olOvNVrfbGd/2mcwvz86kJp4lWvWqzbXShL9dnh+QagAAAACfQapplcab9Wx627v87pvv/8f/+J/K8Ay/VmvvHB4+/vevv9zf7Xq2JTj7ySCZEsps16u126bj1ON0vUmSPCd/O+3BGGNM2K5TLkW2ZQp+xzCbcUEZ98PSzsGB7zip1JdXV6vB5YVcz6YDTfl8uV7MV08ae+3dna/+/LTTrFYi37EMdr8E0UQrrQghnAvLstvtnadf/eXP//bndr3aqlcc06KUaK3TVTtdPrg8P5Wpml7fyDepdtkqh9le6+5Bp2lxYTBu7OzvF9lGCPbdi5Pey9OBbV2XAsd1k4IlhJcr1fbeztdPH0WhH3j2nVcNyiKPN8vFdDwYDHvXg/5k1W093P3yz0+ePPrzF4dfPzp4uw2cUnmmZO7bVr6arycjMs+X81wqrT/lU2FadqnaCKLyZLacDPrrxXi8nB3f3mRFIbjmTLvlhl9pNju7u/u7D3bbjXpF3GNru/d9/IiSihBqOn5Qrteas52d9nxwdTXPL8/OlpukVa89OnpIHcE12e7tje8sUg0AAADgD07JQhZFGq/7V72r05OXz1/c3g7XiayUo+7BwcGjxw8P99r1WinwxE83hH67obMwTc8PuTC8XGZ5kReFlEpJ9e4qO0opY9wwTd/zTcPgH5022l5ASCkxTDuIKoLz5vV1s1qqBlaSrK+vNgUzqemwoOzXavVWo9tulELXNk3xadtGUy5MxwnCsFavtnY7O3s7O5UoKEe+ZRhke0ObyQvPybKsXq/VK+Ei40W2mYxH69Uyz3Ol9PYgPnQsjHHCuGk55VqtyB9sNvHV1bWRr+J0GW8WzPaiejuqd5q7O41mo1qJHNs0jbvniqSUaZKsV8tVnCyzPKXcK5V29vZ2d3ebzUbl7V4FWisiJdGyXqu3ms1us7kii3G8NChhhGiit5eC3nmaGOcmt4llVWq1nd2dzWKevDq76I1nyw01DWIYB+VOpdE8OHzQbDXCwHMs8+/+VcF2MUjGuGFaYanU2d2Jl/Pk5Ko/vV5PRsN+/7x33az4JYe926EPX16kGgAAAMAfmcyzLNmspuOzVy+/+d//cXJ+OVukfrW1f/jw6z9/9eTLJ7s77cBz/nY+7SfNw4VpOYwLS2qplFRKKaWV/ll9ccFNwzRNcc9V1xkXpuMyzqu1+m6nOes3Tm9HN/1xxuzKTqXSPah2dur1arXk25Yp+Kd1GqHMELbnlislUa00GtVKvRw6lvXTm8SYMARxbS/0S1G5WioW6UZlq+Ukjtd5USilKSN3lhXjzI9KlLHlYtmsvWp4vL/YTJebLE6r3YPu3t7+g8NqvWpb2w2j7z4KKWWWZZvNOpUy44K4nl+KWs1avVpyHftvjpExoqnleOVytd1qjxIWzDLBmKDbVtOfcLoICYJwZ2dXJkl/OGFFlm7WUvlSW4YXtrvdo4cHtXrVvHMzuLtajeg3m615QdDe3WOUzBJ5fTNYJuvJoP/i1XG602CtUskRhDHK6P326gOkGgAAAMDvNNWKPNusltPR+esX/+d//X9Xg4lZ7gaV7t7h4V/+8tW//dtXtmU6lvWhS/MYFyYXpuW83fTrw0P+TxlWM85NxzNtt1qv73Zbq0HzdjKdz2YxdyuHdqm7X+t2a/VaNQo+fbBOCaHCsD2Pl0thrdxoVCq10s8X+mfCYMKw/CCIwkot2qjZep2ultMkWRVFrrRmmt55xSVlzA9LXhjFy0WrVmr4fLpIV4vVkiTcsrr7+3uHD6q1im0Z/H6zgkqpLMs2m00iZc45cd2gFLVa9VrlZ6lGCGWEEttxy6VKu9m+nqahNVeUbkfD+hPPWBiGxs4O1+r5Dy9okSbrVUqsnDHDDTvd7tHDA982DcP4hz+Mb16XF4SmYEHoX98OXv/ww2oxnwz76SuHE1nxzcgtEYp5NaQaAAAAwB+UkoUsMplnt1e96/OTi9Pji5vbmJl+s9t58EXnweOnTx41m3XXtsV2Qu1n4+K3/5P+nS1296hdK0W0LvI8SbJ1nGa51JoQKYtNnE5n6WKVJmleFIwx/sn3Lum31DYPfvbSKX17ZJoqpWUuVaGIFoxx9ubqu/veGFcUuczzNI6TNI8znRVEaaKJzpJkNV+s54us5OlPuYOMUsoYY4QyQtl2iRD98/z6xTuhNSHqzdHST/pZ2z8p8iJJkvV6nWaZ1EoRpfJMJnG63qwXy+ViZRDPMwUh/Fd57xnnwnJsT9aazcOHB8wwVkpOri6uDB3ZtEg3o+k8Kwr68TVYAKkGAAAA8LtMNSXzNE43y5vL0++++c/nz54Nl1lmeeVa69FXX/753/69027UaxXTEJT9M+YvtNZKaiWzNF2t48UqSTNJKKVaF5vNZjTaTGfJepPmhSEE2y6R/2mlprSSShVaqY+UktZaFTLPcpkroiln21q775SO1rrI0myz3qxW6026ynQqiSKUEJJu4vlosphM00Zpe5vWfQ6AEsq2qUYp04QpTZRWansQ+kNHun2I1FrrT51PeyPP881qtVjMkzSR20sVi0zrTbpaLqbz6WRuC1b69baopoxzwzQdt95sPnz8UFP6+vy21+uZJHdNlibxcDLL8oJQRtBqSDUAAACAP4Y3A3qtiyzbLBer2fDq4uz5D8+++e47EXWMcqux//Dhkyd/+fevfdexTWGIf87wSSlV5GmRJuv1erGK56tUEua6LleC5Xk2mcSz2XKxXKw3nm1zZvFPuF1NE6K1lkWR5VmSZWmW51mec/bjSvnbwFFK5VmWxGm8SbKsIMwxTEtwg1F2Z71uz7PWKt1sVtPJYjZdx1miBOG2bRNKuSryxXg8HQ5XnVqW5YRQzii/a/nE7Y5nhmEanBmUcKVkXiRxmqZ58bMN07TWRMuiyPMsSZMsz3OlKNGavLl4kNwvNbddFsfxbDYbj8dxmlHTtGybas6Ikkk8n0yHg5Fvi6wUWJZB360M8w/YLspCCKvU6vLwQZ7lN/1RMhuNqDQtY5Uk/eF4k6bMdN4dDoINqQYAAADwuyeLXBbFfDq5OD6+OH718tXFcKGU02zuHu0+fHx0dLTbabuWaYh/5uZVWZpM+jeTwc3Z6fnVYDZNWaW1W9t/qBTJ4zyP4/VkcHZ2xm1rt93Y6zRM49OGeXmeLFfjwWh8dds7712WqqVSGEShb5pvki9eLTeL2c35aa93edzrx8pwqtWoUnN9X9zrpixNtC7ybHB7c/765enJ6WxTmJXd3Zp6aAlucE3M9bh/eWJWSm5UiSqlqBR4gefeMZY1DM/zy+Vq2ffKFk8X6WI8enV8QhkVtFMOPMYIp4xoVeSpzLPpZNi77L08Ob4azudJ4jiB/KRglkWeJnmW9q+vXrx49frF61Tx7sMvqzsZVZIqFQTWpH/1/TeU6swPPMq5ZQjL+HWG3JRS1w/KjU5rnezdDsf9wTLNxoObm/7tcjpdTWdeVK7kBSGYWkOqAQAAAPz+aa1lkedZMpuMT18d//U//vfVeDlcSmk3GjsP//KXf394uF8vlxzLFJxT9k8bAadJMuzfnL18dnp2dTWcT1P+aH/v0RcPhJa9V696L1+vp4OzU29DGGekUS2Fvnf/c0CozvN4uRoPhxfXNxdnF5elWl11tec5Jtku1k/i1WLSv7q5OLu4uDy+uBV+ZadhRtW64/vCMO5OA62JVjJP+/2bH77/rte7XeaGWd1pVv3dZhg54sWrs5cvzy+zLKqUvFq9UMoyjPukmut5qlKp+F7F5DOVLiajV8enwrKqkbfXbRqaUa6JknmaZPFqMh71rnovj4+vN3qeaEZ0QQih971aVBYyTTbJcn57ffni+csXL47D1k7n4ZeeZdpqY8v1zXR9dXs9GE78wGl12o7nEmL/aqnGmOOHwjTzXO73+4vhzavz3uvL6/P+SBVKFbJm2FlREEyqIdUAAAAAfu+ZRgjRWiWb9XoxHVxfnp2cPHv2YpqQNXN54BAqTCGYVqvlvEiWHx/+MsZMyzYtyzQMwxCGEP/ocHl7YSbRRZ7JPJ9PJjeXV8cvX98MV3GhzbDS3Nl7+uVXps55usnGt2udjwf9ZaHqobfbrDuWZRqGaYrtPV8ffC2UUEoopUrLNN2s1rPBsH9+ceaHfpGudZ64rk00kUoNLk4HvZPXL19f3Q6nm7wSWX5UarWbUSkyTeNDB/vuEsQsTbJ4M5+Mb66uT896w8nSre3VWrsHO9Uvdmtll60Wq97JWbKeDW5vzFcngujAtkPf5Yxxzj60cD8XwnE9qlWlXG7WSrPpJN2sLs9PLZNXXCNyTZMzU3CiimSzTNers4vz88ur3m1/TpxM2eRN1NC3f3yw57drrqTxZjYaTfs315fX1/3RaLGuHvq7D44aldCTS1cu9fOTq9vReDTpX9/0Lm8M0yTVsmsZ7Kdb8L3vrX77E5RSSkq53eNB6bfbq23fK0pNyzYtu1xL293OZro3XS5en/dmw1tNBKHcTZOsKLTWGl9upBoAAADA752ScjEd3faOz17/cNY7Ox8MNjkrhGtm+cnL722anL6MOKP8rpuxTNOqtzv1VrtaqVSisBIFv87LU2qzXCynk+uz09OTixevrwrhhLVGp97eOzxoNOsmKZKHB1TGvdtJbzgfny2vKtFJuaIUq1WiWjW6c9M2SjnjnDPBuGBMLGbT89NXqoj7vfJJtWwYhtJEKjW+vR7dXA0Ho8EsdqJ6s7u7f7D76Gi3US/b9kc2en5zc9dyOh1eXd5cXFycXQ/mac6dbqPx4MnRbrPcrke+oXf2dx+NBoPxIl3OX37znalkaNue63qu7Tn2B1ONc8OyCSW1Vuvg6GEq1flk3b8+fx0visXw5uLYEtwUnBGd5mmWpZfn5ye9m/kmLQzTMrgnDINxctdi/dupV1nk8+nk4vjk9PkPvct+SoTX6NQ73QcH3XatbKnEUvFonV0PRnmarCajF989z+OMPD6IAtcwhOBcfOTWO62JUlLKPM+zLM3zvJDbZHvPSzMtq9poykdfDOfLy6ubm56zzuQ6k3mR57Iotrv5odeQagAAAAC/71RTcj4dXp+9PHv9w3nv7KI/KBQXpmvH8enLZD29dmxLa620/niquZ5/9PTro6dfHRTKEOLXSjWt1GYxH99cXZ2dnZ30Xr6+qu7uHT2qP/z6yd5+t9FsWFRSGTsOSdWz3sXVqHd7VS6HUZ0ZthC8Ug7v3J+MUsYY33YaZWI+n16cvpyPb1zHcR2bUVYoUig1G4+n43GaFk7UcKJ6q7t7cLD76OFOyXc/mmpv1iRZzqZXx8evn/3Q6w0G88Qr18qNxtOnD5u1UtV3TSp39gebxZCxi5PL2enVuWua9XqtUq8RQmzTMD5wDSHj3LAdbpq1Vuvg0cMkz/qLZ/Ors8Hlab93+n2pZBncMgRjrFAq12oxn8/Go+U6tTzPspgnhHm/DdykLPIsWUwnveOTb//3f45zmnDbazYb3c6D/W63WRVacVIMJtPri9PF6HY1Hc8WRZYWUejt73cIpYyyO5bu11pJWRR5lmVvUu0Dq3FuU811jMFodPbq9YXvDFbxOsuLIi9kUUgpEWpINQAAAPjQ8FopqaSUSkmlpSJCcMEZISTPsiLP3g3BuBCcCyGEIYQwBMMdJv+kt6vIc6kKbgjb8wpFDWGaJi2yeD7Ta86k1u+d3PgpP4ir7dlqEydpVkj5K7wsoreRkybJcjFfrVeSEMsPyrVat9t+eLDTrFV8zzWoKtcbnJP+YF6/uJnPl5SS5Wo5my82cUUqxTT72AqEb9a/JIwJ03I9v1SKgmol8j1b5vlmMc8LmUmVSZ1muTJsz3e7uw/a3QdPn36xt9uplgPHMD4yWaS11koqWaRJvFguZ/MF4bxcq1danVa72WpUy5Hv2RbXstZopIcPslxP1+rydiKLbLPZLFZrz7Hlh7uDUkY5oYwF5Upr9yDJ5HgRT2eL8XyeKbmajWPGOGfcMIXjCtuxvaBGSMlzJXEkMzghdHsbndbko1sUyCLPkiSJN+s4Xsax8MqNWqvU2et02pVSFAY+JZoRVas3dvd24/VmsFSDRbpZr9bxZpNklHHjo6tZUsYYNyzbDcKoUq1GUeS5jm2ZQvD3BaqwPd8weLPTPXx4OBuN3NGMjmZWVAkD33UsyxD33EMckGoAAACf3dg/z9I8TbIsTwqdFsqxbdexqNarxXy9mKdZnisltbYc13Zcx3F9z/G5yzjH2ftvRik1DNNy/SAq9Kj+YwAAIABJREFU1+qbnZ08K9R29XkuuOCMMUo0YeyOVBNCcM4Z+xX3XNvu0iyzItskcaFVWCnvP2IHR4eHe939Vj30XNMwONVeEHEu2ruzB8OpptwqR1IXm2ST5VmhFFOKs4/diLW9O4ox7rpBudzY2289fNAphc5kMBwPh6t1THOpcumVqrYfVWqNo8PDo4PDnZ1Ot9PwTHN72B8+CL3dWzwv8kzKnLFyvervBI12Z7fTLPuua5kG51STqFyl6mEm+Wyjpot1ELhSq9Vmk2aBUurOt9ENolqHEG5KyoPAv7q+uRkO+8NRoYnUVNhu1GiVGi2DSBavaLK6ncT9WUykImq76/dH31+tZZ5nySbPMy2ECMKw0aofPGwfHO60m65tbT8llNCoXN0/fESZYVyO0quRMKlUcpVkQgjHND7yIWTc4KblhVG91do7eNDqtCrVcuC7lmX+8hJWyhgXJqWs2ugcPf2KUBb0bszerbb8VqNeDnzPsQyBf5gg1QAAAOA94zpdZGm6Xm2SdJnKVSpLYUCJZlrNJ5PJoL+O46SQudZeWArCUliSnDPPdXDq/imxJgzTdr0gKtfr+U5GkjRVUilVFIWSUmmt7zPm5Zy/2wv6V/woEa3yPF8ncaF1UCnvlWqHDx8c7u8ctOvvlqlw/ZLrRe3d1XK5YoKvJFsVMk7WaZ4VSgmt2UcXONwuZkEZd1y/XCH7ew++/vpRreydvnxF0lhLpWheEFZttup7h/sHh3/+4uGfHj0sBZ4huDAEvfPLIKXK06LIUyULRsu1armz1+52dzvNku8ZBieEaE1KlVoY+IoZ08VmNB17oauIWq03aZbdZ5kML4hcP/SjShgEe63G8etX3//wXKabTaHiXBmuW2+2uw+/CA3iZCuRLL97fbWKr4lSRN/VaYQQsp1Vi/M8I4JzP6i1m48eHR4efVEOXdex3+05HlWqjBLH9VP6arTcGAaRWq6T1LZM+bGJWUq54KbtBlG92d4/iOvtdrVS9n1vuzPbLx7NuGFxw6w124yoKIrMyqlyT1MtmvVaOfSQakg1AAAAeD8pi3i1XIz7/f7ocjC5Gs7CMAijgGoyGtyOB4M4SXIpc60dL3T8oFqrHezvH+zvl0uh7zqeY78dkOF6yN8cY9yPKo3uA2K4Xm23uT/P8kK/WYfvzRp893key3Y6e/udvZ1mtez/atVNKeNhqdLZPfDCSqZFTnir1SxF4U+vOdx+ToKw1NnZNUwrlmRTkDCKapWSwd9uYn1HEBJK3swtWbYblWutbp0zI4rKy9UmLmRSqKjeiuqtRrPVbdYD3zVNg1F69yW7lFIuuGGVKrX9wyPbC4Nq3a/Uy5VqGPicvytbSrmg1A5Lld2Dg1wTywvdUiUsVUqh/7HVON6tb0kpJcQwLT8qU61yQonlhvVGWuhUam651Xa31u7SdCOng0Qm2+f82RKLHzkKw7LdIKo28gcFMdyg3up0261y6Lm2+dNzbJiWG0RlpQ9SqQ1b2Han2y4Hnmdb4sObklPGhGlrpSr11sGRtrworDXCaqNULfmu88tJy3cnzbSdoFzThB1R0/BLuWbVVrvabNSjwLFMfLuRagAAAPBzSsp4tZgPbi6OT759cfrs1ZkXhn4UakLHw+F4NEjTVGqitRa2Y9hOo9X505//LZFkr9vuNmrvUg3+O1KN86BUEcKIqq1Okq7jTCmpf0TumWpCCD+M/DByXddzrF+l0whlnBtRpcoNs5FmilBJmOe5YeD/8tF+ELR3dkuVaq5IoYhpWWHgm0Lc95JMpbSUqigMw/KDUqO1WyrV9g8O80LmSkulTdezHc/1vND3LFNwdq87KyllXBiUsXKjxS2ntbNnOI5pu7Zju7ZNKfvxYBmjVHhhtHvwICxXuGEZlm3atuc4xr33JeOC237ADcEdP6y39x89KbSWijAhbC9wPH81HozzdTp9U6haK3X3lBphlJm2wxhnhu2E5dbOnut5fhh5nm0IzviPJ4Kbpk0pFcaB6ZTrTSaEHwReGFhCGEJ85PcF3LQp4+UmN9yg3tmxHNd0XNtxbMtkH248w7K9sGRYtuGX6u0dSajj+o7nuY7tItWQagAAAPC+Qa9MN+vldHRzcfb827/+r//81o1KXqlEuJhPZ/P5tMhzQgjRWlGmGau3upoJ0ytxIULPqVdLbyca7tir6k1JaK0J+Tv2Unpztd5P//15odtRsh+W/bD8L/fitlNFnIWlSliq3Pl41/Ndz//Un6J/SikppRCG64WVess0hGUIzv+h1SkoY5QxRoxSxS5Vah87WMoJ4a5vuH7Y2dn9e8Nb2J5ve35Qqbfe94AbWmSj2yEhhGj1Nwf/kVVFCGXMtBzTctwgqjY+OrY2TGGYluuF5crOp5wlwSxiWKbjlz7+A36Waqa1nccr1fDPXaQaAAAA3HvsxTgnlBVap0VhM8FMPyhXdvYfBJ4tqKZKKln0+4PhoK8YW85mz1+dWJZdK0WdZkNwJj6+xIhWWussTZIkTpM0L2Re3HeB7ncPMgzDsh3bdkxDGIaBm1s+T1opJYvtGvFZmmVvl4n/Q673vr0xryiKLMvTNCPULAqpNMHS9oBUAwAA+FwwShkXhNFCqbSQkgpq+aV6++mj/aePDjxLUJXLNPn+m2++/+t/3Yxmi+ls8fI0CMKHe50kyy1TMMY+tl2u1lrLNNksZ9PlYrFJ8k2aFVLd57W9G5U6rhdGpbBU9hyLMYZU+zwpvS21PM/zNM3yPM+LotDK1OqPFzBaayllkRd5nmdZRlheSKmVxjZkgFQDAAD4LFBCyZtrCxmlnFLuuH65Wu/s7D3+4un/85enkWsRlRfxWieb9fA2i7NRno8G48l4tlptsqIQnGmhP1pqSiuVpcl6uZhNxst1sojTLC8+KdX8MFKEcdMRnNmWhTfus/ywUiEM03Zs1/N8GUbKcWzxx412xpgwDNOyHdcLg4DYnmPbhuCcYREfQKoBAAB8HrTWSmlOuS2c0I66jfbTo4dPnjza67bLUeTZBlGyMK1qpd6pN5ezWK1IvCImIUSTYruuxV0/gChV5HmaxJvVcrmK5+s4y++18/K7Z9aUOV7oZ1leWPfYugr+gDgXXliutnd3lKXdtV3Z7O3vRFFgcs5/uZ/X759h2UGpUu90H0hDmh4x7b1Os+TbjskFx57RgFQDAAD4LFqNaKU54bawAzvcabSfPjr66snjdrNSCkPbNAjRRZZVK7V2vbWcrBMdz+LYIIRoItU9rjzTmmgl8yxN4vV6uVzGi+U6yT5tVo1w4Udxmm9vc8MVYJ9nqnEvKFVbu9oM7HJaaaf7e91SGBicMfYHTBfTsoNSuZ7lhelbUYUIc6/bLHm2Y3DBMK0GSDUAAIDPIdSIJkRTSjkzLGF7jlcKg1IU+q5rmeZ28XFKqGVatmXbpmXyXFDGCaXkfiscUEoYMyzb9cOonFAzMRw/Kz5tVi2ISqUw9BzbMgRnmFL4HDHOHT8s11vCDr1SXonzZrMe+J7g22sC/2j1IkzTC0KlCXV8N6oQzuuNWuDatiEwqwZINQAAgM8JpYxxygzKOKWMkZ+PfLcrpG9X23+zXj6919NSximlXhARytwgSrIizXKpPm0FSMu2PT/w/MCxrPtvXQV/sFSzXY8yanl5kKssl77veZ77By01YhiGGwTcMKwgjCoZYczzPNexTYHfVgBSDQAA4HNrNcoYE4zyX3baltL601dFp5RxQrgblBw/rKp/aF81StlnuakaEEIIY9x2fdvx3u31/fZT8cf8PAjT5IbheF6kyXaJ/ndfAQCkGgAAwGfSaNuFIH90Z0jRn7rz+bXSWiVxnGw2cRJnucy3+0N9CsO0HNe1HdcyDcs0DPE3AwOt9Wq1Wq1WcRxLKaWUv939bD/ZgfvHg/9xc2KA3+bj9u7T9nYbbIIt1v6V3zbDMIQQjuO4rut53h/+F0xINQAAgN+a3m5XrbVW5FfKDq2UlETJzXI+Hg2m4/EyTpebNP/Ee9X8MKxUG9V6I/Q9RunPUk0pNZ/Pb26uJ5NJmqZJkv5G1bQdOLNfTG5sdytWWhPUGvwGHzf2k9+KvP2wKfJ3TVDDfwPGmOu6ruuWy+Vms+m6LlINAAAAfq1i+3WfTmlVxOvldDS4ubocLzaTxSevAFmu1dOCUNPhnHvOe/ZVW61W/X7/6upqs9ms15tffUH/dyMtytg21QghP51Ve5dqWv/6pxA+w0rT+s1FydtKe7fKpdZaKqWV0kRroinB7wf+5XDOoygKw1BK6fv+53DISDUAAIDf66iTUCa2e/n6QaaFpIb9iVtgh0HgOo5lGkLw9/5+2jAMx3GCIBBCGIb566caY5RSrZSUUsmiKGRRSKkVpYwyJoSwDcMwDIIrIeFX+b0ApeTNhY46y/M8y4oi14QSQoRh2JZpGMa7rwE+b/+CqRYEge/7tm0bhoFUAwAAgH/hVGOUG4ZlO57nF8RQ3PzkCyCDwHUdyzQMzt+7iZZhGI7r+kFgGKZpWr/64JVxThlTRZElSZrEsU6zPM/znHPBCeXc8DzP832ynVzT2KQb/qFUo4xppZSUUhbr1TpP0zzPNaWEUMM0bcfxPW97USQlRCmk2r8WxpjneZ7nOY6DVAMAAIC/k367SoHSSikl1ZvU+PnM0Lt1M9SP7jV/9GY4yQ3Tcjw/LApmZaabFVLd8+VtOZ4f+r5rW6Yh2C/2/6WUmpbp+75SKkuzLMt+3VTTWm+vQ0uTZK2VTGOqlJayKAqlidLa0rZhWJ4fckb5m9uKMHqGv/PTtr09rcjSNI6TOE4oUUoVRbHdA1EpmzFuWI5tGpZlCs6UxkWQ/3Kx7TiO4zie55mm+TksWotUAwAA+I1Ghnr7+/tcFlmRFVIqpX4ZGlprJZWUqihknheFVPddxZEyyohlu2FJm5bj50WWS/mJFygaluU4nuO6lmlwxn/5ANdxq9Wq53pFUfzqK0BqrVReqCJfTGfZfCbXG5mmMs+llEUhtdacG5nUmhmu70W+69gWUg3+7k/b9o/lbDrN0jiOZZoVeZHnhdJSK5UYZpxkZibDMKrXq77naKTav16qGYaxvSrbtu3P4ZCRagAAAL9Vqm0vtMqLPMvzQhbbGbOftYZWWkm5jZMs2waR0ncXyXZWjVq2KwzLC6RSn7A527vHMco454xzxiij7Jc/4/9n7z2f4zjSdN/0Wd61b3TDkKBopJnZ3bPnnP//3r0R58SOkSFFT8I22vsum+Z+aACiRjQAR9JoV/ULBckQGt2VWVUd+dT75vNYlsUYu671/bxTpKTIN3GRxCjL5hqITSxEIaWSShV5UQhBqFEIpRGzXb9ej6LAK6+rks+8H5XSUmgpR0Cl04lOEpllIi/yQmiZK1lgymmas0wyw67VG9UouLwLyrn7jak1hBBCCGNcSrWSkpKSkpKSz1tPIMoN0/WDarW1s9pfq0az5nkOZ5TgHykibppuFFUbjTVJMiNuNiqea1OM8Eebe65+CDFBmJBfbBSQEELeef8rwXap2m4t3t6JsoIASFEUmziJkyRJpQKQGI5pu5wpjNI4SdOYUkPn+WI0ihwLgAozDIQQ/tx05ksTya2TpAYa6B8S7K5+thXJ8GahyD/I16uJ+C2ER18f0vaArv+EVydrG3WttIbwR8nnv812sn/0krs6KVKIIk3yPC/yIk2LOBOMmzXLjSDYSjWlkVQymc+yuCaEBAgzQiglZTZ2SSnVSkpKSkpK/luBCLYcL6i3OhkssOtW2/ce3Ws1qo5tcEbROw71ThA0dvcAM61lVlvl7d2dZi0yKaUY/QaXztfb6vSlqfntpdplnhVACAhRzBeLXu9iOpnGAlC/4kd+WA0t24yX881yuV5tVqt48GbimaRa9f0oYIRAgvHnzszVxsDLvxBCCCOEkNJaS7ktTCoA8PaZ/ace21/vMtymCQAIt+/3Tz9x2xFuL7CfKDCtlJZSSqW2w4QQ/abvpe0kX5WNP0eqIYQQEkWxWi5X8/loMpus4mUO6u1qvd2wXUcrobUYXQx6p+ez4dmi6o9rVcq579getgEupVpJKdVKSkpKSkr+O0k1TEzX0wAAZlths72/qTVqtWbVsQ3GyQ9rZwidIGjs7lphVE3FOpN+GNRrkUEJxT+1+fhNrJuVUlIKpZRU+jOkGkIYIrQtVUhRLBaLs/PeYrXB3CFepbazc+dOpxb56+loOR2fvT15Ppn037yIIn+1203yAkJI/4HGJ62BUvrS5kVJjDFEcCtftnEBSgOpgSYYInSDj9maxlzJCAgJIRih38Jp0ttdi+8r8WmtpJSFkJpgCBFCv/W7aXvJySvPndvfjBhjnBfFarUaj0fjyWy8TBYZOAiq9+4/aLcbACig1dNvvl6cn52Pzhej6njUYLZDMXFtq/w2KymlWklJSUlJyX8vqYYQZYbpaI0oYY7jZY7vOo7NGCX4h95GCCEzTCcIiGGahfKEMi3TcSyK8VVC729EoOlt31y8Xs5n0/lsOlssp4tVnKS3svmgpun4ke2HtdCvh65Jie16tWbTDjJq2MSw642q57qc83TrSAkBUFoJrdU/tFVOKamVEkWxmC/ns0WeC8I54dy2LdexTA6Ws9FiMpovF/N1NttkfhDWavVKpWKb3DY4pe9fL6VxPJ9OFpNJUqhEakBorVqpVyuWyfFlxPKvcwYvJ2a9WK7ms81qpTRQAHLT9ILAC/zLXT1aa62Akkkcz+eL+XxJOWeGaZimbRqWaX5omP88hSa1VHmWTIb9ybA/X65WcbZK8hs8EfjhD4RgVKtXqzXLsoTUlutVmwhwy69mzXbT81zOmVZCKYEhBForofQPvj6lp0hJKdVKSkpKSkr+2wEhoowjjDE1DEt6hWScMc7IZWPjD1KNcg4hZKawlJZKE0oZZ5j8mgv9m4kBpQFQ69Wid/L2+Oj1m6OzV8fn4+lc32Y56wSVxt7dxt7hwzu7jHTdRiWsRAChQijKGGGGa1umaWigpVSiEFIIBQDCBCGCEELgM2dESyVFnqfJoNc7fnO6jlMnqthhtV5ThBBG4Ww8OHv95Pj07E1//naw7Ozu33/w6PDuYaMaUoI/pGGSzaZ/enLy8uU0FbNcA249un/IDQMTwghg5Ne2PVjNp2evXw3PzgSiAtGgUuke7NuuCyHa9txqKZQs4tVy0OudnfWYZXPHczy/UYsYo781qaallKJI1svzty9fPP7m5KzXm6560+UnLzh4KdMghAAjfP/Rl/cffdXd3Q0dK4gqth+FtTwrZLUSmJYJtJZCKJFJUSgJAMAQYoy2tyAqv8pKSqlWUlJSUlLy3w2EEGKcAM7Njys6SDmnnP9XGJMCSm5Wi/75ycvvv/3Lt8//8vjZ2cXo0pgC3sgoL2jsHHy1OEigaRrdRhUT6oeR5XoAQoIxIWRr8VFkaSGKNMtyIQFEhBqYXDqt3ErAXtfhpBRFniab1fDi4vXzl4tVUunuViRmBvc9W0mymA7P3jz7/vunf3s9+PrN4P6jP6aKENMjBIeuZRn8+nz9SKrF8fD8/NWTx71N0U80sDzTsnd22o7j/AptkNej26b3aa3m4/HJyxdvnz8T1FLUbHR3Hd/vdDvv/IrSskg2m8loePL2LbU95gVBJWWUhJ7HmXrH9uU3INW0UqLI4vXg9PjFt3958uzVy9745cVEv1ed/Xharvs/CSGT5VoTg9uua9teVOGcaw00gARBQpBSQhR5nsZFXigNIKKY0K2bzmVdt6SklGolJSUlJSUlv3m0kjLP0iSJNQDcNKNq1fe9MPAxxvDHK+b34ka19uHddqdVj4Kt/kEIEYIBgBghCEGRplkar5bL8/N+77S/mMfI8tpf3K+2267nGpQQfMsdfFoDoOL1cjq8GPUvRsNhnBeQccdzGvUoClzDYOA63a4oRJYW8WY6Gh8dHVu2xwmshp5hGhShv7Pu3P6WlKLIszwTWaYBKYSUv2YQl5ZSKZls1vPJaD4Zf//4yXePn7x989aO6k6l7hZCKP2uuIUII8JN26pWgmSnvoiLxXwar2OTYtuyCqUsg5uc/VYuNwghwpSbQbXe2b+XQ4NX5157od8r1C69LKEo8sV8vphPkzTLC6E0xIQahmmaJmMMY4wxAnp7XQiRiiRej4fj8Wh00Z8IbHg7e36tEUSB51ics1KplZRSraSkpKSkpOS/gE4DQEsp8jxL4kQBwAwrZPZet7O32+GcoRtINcv1o3Y3ajXrUWAaBoQQY7S1T9nWy/IsXS9mk9Go1+u/Oe4rgLxKpb1XrbZbrusZ7EftozcSaloBLTfrZf/s9PjN69E8i/PCsC3Hcxv1KAxdgzMA5DYCTwhRZGmebKbj0fHRESRGNfIPdncC3wWU4p+oRK2UFCLP8zwXaaYBzQsh1a+m1bb2ICJfL2a9o9fHr1589/jZ3x4/fXt20d5TbW7Xi6JQCqHr1AGIMNEIWZZdiUJYJK+P+72L4TIpbMt0PB9gAgD87Ug1CBHChHIzrDZ2Dg6R5XvtVX2xeZ9UgxACiBCEMInj0+M3Z0dyOl+u4izNJSGEG4ZpWYwxgjHBeJtXIIQosng1m52fnL15fRznUhDDbwd+vRGGoevYnFJYOvWXlFKtpKSkpKSk5L8ESsqiyPM8QwiZtu0azv7BwVdfPrAMA4JPd0Ey03aiihNUa4FvGuwq1QsqqaQohJDLxXw8HA76g/FkvlglhuvZQdje26tUfNu2brv7SyslilyKbDmfDS4uTo+Oc+wgZjth4Id+FLqubVKCVC4uPTekAkoBKeP1atjvY2pc7O2MxtPAcwPH4hTrbf3mnVFuzQmFEEJoIKRSSv8qZ0FKIYpis1pt1qvB2embV6/ePPv+1es3b0/PTkdTFlbdNMulugxP+6GshiHAzDD8wKdADEYzUGSb2Xwynlj9EaKUURy41lbc3ValvNOQqbXW4PKjEfjc3LZt9gFl3K9U23lhepUoSVqb9H2vhBBCKaWWcjGfFfFqMexnuUDEMDQKwijwfdexTcPYln+3rZXxZr2Zz4aDwaA/7F2MqWV7tUbUaEa1mue5lsHRbXIXrnPf5GWahYYQQXQVT3F1Fn6Ypa0JqVJom16BELwayEenV18lZYB3wv/09lJ8xyIToquo6O3E33Ag1+dOaaWUVkqjS67u1R9Goa+jL5RW6PLT0K3O9dXvX8VnXF2u1znXYOsodHlbQQABgug3ZblUSrWSkpKSkpKS3xDbpRwzDM8nTlDd29t/8MV927ZuItUwZdyyueV4tmWwH6o3eZ6tl8v1YtHrXZyf9caTqQS00mgElUq71WjVAs+2GLv1okVKEa+X8Wo+7vcH/fFotAw7UbvTaXZ3a7WKyRnBEEGgLp1REEaUMdOyXYCxzuNkMRr1e0dvTwxKYavuWQb4iVSEAF4tUjWAv9LepjxLkvVqtZgfHZ0eHZ9cnPdm44v5aLTcxAAC2zIY+1jWAyaUWy6EyA9H1chLkzhL1ienpwpoi7N6FBKsMUafE16nNdBaCikKIYUkjBBK8Wfbq0AIESKMOX4IILKCKCqKNBcfevlqPtvMpvlihqTKc2mYbrVd82qNhw8f7XV36lHg2CZCaLtvMY03F+cXF2fno/F0uU6p5YS1arvTau20o8gzDX77eLxL1ZGk6bb3kjBGCGOMcELYjyxbNNCqyPMkSZI0pZxTyui24ne5XfPDMkrJLMvzLFdaU8oIZQgCBBXQMkmzJM0LIQCAGgDOOOcG5xxjhG8e0qi1FIUURZYXaV4keWEahsENzhlG6N3CspJSiqIQRZYXeV4QygzDMAwTQoBus51U5FmRZnlRFFLmQiBMMCGEkO3RA63yLMuzTEEIIIIYc0o5oxjj38n3bSnVSkpKSkpKSm68srp6lM4596hbbTb39vfv37/vOs5NVmcQIoQxwphgTN5ZwRdZtpxNh73eycn526Pz6WLT3Ok2Oo1Wu7XTqrWqISWY3H5xJoWI18vpqD8aDIaD8XC8qB7wVrezd3hQ9R2DU4IQhBoABQAEACNMGTdNyxVS6DxOF6Nxv3f05tgyLM80d5q1nx7C9eN/hDT8tZ72F1m6nk9GF73vv/v2P//6Xe/iAqgCgnwRJwAByzT4R6UaIpRbLjWsIAxrobtZTCbJ+mKVSADrlTAvBAAEQohvb4yitQZKyaLIkrzIcm4bCGH0uWHuEEKAMYHQ8UPTdqRUUn+wbKm1HpwcjYp0gQBWKs+k4Xvd/cO7j756+PD+frdTr4QUY4xRlhVpvF7NZ+enZy+evZrMVtzxuONH1Wq309rf36GUMEpvawyzrcoqJZI4mS+XcZpxy+KGbWkDAfgjqaYVULLIs/V6uVgsTdsxbMcEUDOAMQYfrqptG16zNN1sNkpqblrchAQBDAVUIl6v56t1muUaQA2gbTmeqxFCANCbRzRqraUo8izdxMlykyw2qe+5ngsgwoyCbW3t+jlIUWRZmq7jZB0nBjcBgIxyiLZlxJt+XJFl6XodJ3GcF3GeY8oY59wwXAAYJUCpLE0365WCWCOMKAUmIASXUq2kpKSkpKSk5INgjClhpmE6jhsGgee6txZ9ACil8iwrsmw6Gvd7g95Jbz5fK41sxwsrUbNVbzSqge9ZBr/VUv+6Fa3I88V02j89HQ/HqzgvkMEsJ6qEtUpoc0IuawTbXi6gtUaIGIbt+xGEihNgmhyKvH9+ZptmNXDa7ZptmYz+UCGBPwLc1qDys5FC5Fmaxps0zbJMAEjcwPFcw5rPCKPrTWIaHEF4lYb3E6mGMEAYA+B4XrVWWa0W8/5iOR5PGJ9Od+artWMatmXQ27abaq2kVFLGq3gxXcTLjVcLQAWa2LwKmbttAyQEAECMGcbgwy6pRZ5lSZwmyWo+u+hd9PqDTGg3qtbancN7h19++Wiv247CwGBUCpGn+XI+mwyG4+FgMp7FaQEJc30/ajQbzXqlEnjQyDTJAAAgAElEQVSu/e6n3278Wmop16v5oNebzBfEdDB3o8hv1yomZ9tWUClEGq/S9Woymw9Gk8FkWm82a40mIgxj9JHsQK2kFHmRpfPxaDAYpmlhOp7huBhKpBItkuFkMZws1kkKANQAem4Q+FEYhmEYhKFnWRYhmBD88XFpraUQeZosZtPz/vCsP6pU65VavRJVAs8JPQvBS9G4ms/mk9F8uVyn+SotgiACmNq2i+H2BvzE7OVZlqdpEm9G/f64318slps83+Q5poxyw7Sser1Wr9WQVsvJZDmdamoAw2S226yGjFFGaSnVSkpKSkpKSkret4YGEOhtv9c/EkwNpJSbxWIxnQx6g9OT3ulJn9l2vdX2wqDRajZbjcB3TXPr0AhuqdaU1ipLk9lofPbmaDRa5JqwsGG6oWPZtkH5ZRD5jzYOIYhMyw4j7jm8FlqezeerfDbsHSNQq/r1dqMaBaFns392/pjW2wlBYRjtH9xtd2WzETUawenJ0avnT3u9c25wCKFU+uMeJ6ZtR41GnKa9WSLXq810PJtM+pNZLfQoJbf1F9FaCylFni9m84uji2l/0rrbIYwRg25b+36h2UjjzaTfm/bPn3z35NtvH5/2+thw2nfvHdy5e//+Fw/u7kaBZ5pcS7ntexxdDI7fHJ2dnEtIbT+qOG6z3Wi2GpUocGz7HzkrWmktxWo6OTt6eXx6JogjqNvZ6eCHulEJMUAAQlHk0+FweHZ82hscDSbHg8nDRw8RsxzXZ5R+5HQpKUSepPGif3by/OnL2XxteiH3A6QSXSxEujjtT8/7s+U62W7r8rwoChu1euPw8ODw3kG9XrUt08bGJ6WaEHmRpbPR8PWzp98+eVrf2at3Dtrd3Tudpm0ygpBWQhbF6OLi9YtnF/3BRuONxp2drmE59VodQnSTemSy2czGw9HFxYvnL168eDEYjpJCxEIgQgmjlu3s3zk4uHOHAj27uJhf9KATYL/q1hoA6MhzbdMopVpJSUlJSUlJycdWdVopAD5fqikp14vF8Pz8/KR3ejI4Ohnu37u732ztH+6HoRcGHuf083Z/bR/851k6HY3OXr+dpCDnEYsalhc6tuVwBn/8vlprpRREyLKcCLJ2IzjcrYYe//qbZ29evY03m0ar0djbQxibBvVs658++UoDAFAYVQ6gzU3r4GDnYL/99PHfYBGLZCUNLgGQ6hNulKbjVBrNPM+tl6dyvVxDOJ1MB5Mpo/gzxnhZkMnz5XTRPz7vvTnHBvXqgRXY6JcsNabxZtI/O3n+/ZNvv/k/f/66P18/+uO/Pbh774tHDx88uPfg7h7CCCMkijxL4vViNrzov3119OrFUWNvv7m/1+p2u516d6dhcIb+wTQ8rbSSy9nk7O2rZ98/3UBnDd3ZIm5Wwi8fHEIIMARFnk+Hg6MXz5+/OXl6Pn7RGyNuNZo7rZaU2yy4D763EHmSbRaDs5Nn33530Z8YYZWHFS2WMhmkm9Gbk/Gbk/F8lWxf7/u1KGrvtLtxkpq2xQ0DY2xbxifPoiyKPEumo8HrZ0//8//7f5t3xu15usqhbfJOswoYUVLIIhv2e8+/++7V2+OU2TF1ckVazZZU+oZ9s8lmPe5fHL18/tf//PP//c8/H5+dZ1KmSkGEISG26335pz9MVisTgvHR0fToCFearLFb3csi373baf9+vmZLqVZSUlJSUlJyUxBE23TgbJnM1os0Lf7mmKBILfNjUd9bewiEiG07lWqlUq1wigiGIk+Wi9lw0Bv0zyfT2XI9n85G/YGDGJiMDcvinDFMKCHUdV3Pcy3TvDLVgx9fbooiF1m6Xi6ns3lvNMmIZfo8qFcc32GMXpsj/GDHB7aNkJcH6zheo9Vu1/3RcH5xep5JvZxNX714jbWyDeo7DkYQ/fIh1x+CMm57vpKKusKJJOO82az4vmeZJqMEQgDhjYqQlDLTdh0/9D0ncg2BdbJen58PHc4bQXA9OfC2BU2lRCGKXEgh9S/miCmFyJI4TTenJ0dPnz1/8s13vekCO0EzaOwfHj68f+/OXrcahZzR69dvVsvZqD8eXozGo9F0gl2buCZiSBar9XJMCYEIYoxd13c9z7IsgjH9VMfgj65yjBFhru+3Wq3lYnk2jufj2ax/cX7We3l8ZlNsUpiuFqcnZ69enY5mK8atvf2DZqOx7fJlhHz6o7QWIs3T5XIxmqWxnE4MDmxDccOvtUxq19O00EooJZUASmTLae/stGqHXqr0nb0d0zQYIxihD+3EgxBSZpi2GwRRs1E76LQgQYvR8BSzRmC269FmRYp4WawXvdPzwWixiqXru9XWzk676XsOwQh9VJeLIs+TOEvi06M33z9+/PT7pyfDcYKYVWvWLMOyTIQxQJBSFthmspyt4qR/0Rtc9B3IPbfmCiGk0r+nr9xSqpWUlJSUlJTcFIggwYQSmibzUX+ciV68nB69fsEYAx/engIhJMQkxGq1219+9fDRV9SzmcmwypPVYjoc9Aaj3mwRb7LNcHKhsJguRgQjgpFhGKZpG5bd7Xa63S5lnAB0E9MCUeRpvF4tFpPZ/GI6pz7xLF5vRq5nU4o/vAy+NCnnphnVmp291vB8ODk7HU4X8WL+/OkLg9F6NWzWa4xg+s+zC2eG4YUVbtpeoXKhMEK2xSnBEG678NTlLrVPgQnlpm27fhh49chdpCLZxGdn/XrgZ+38M6+Qn/BLSTUp1svZbDI4ev3q2++f/t+/fMeCqt/s1ne6D7/86ssH99qNevDOFkopini1GA8uxqP+dDaereZ4zBXV63h+ccYMTgkhCCPGeXd3v7O3VwPQMji5sSfKNgUOQlSpNQ7v3SeIiMevhr1JPBqcnZ49flGrmCg0gVgvT94ev3x1Jimv7O0d7u7fu3vQrFVc26CEfFTmbK35EQAK6CzPFvP1Yp6Bar1idJp+o17fNQ1mIQhkkcoi65/1zk9OptPRRe84JXQjAGWs2agBCBkFH5RqCDHTRBjXmq3Du3eKzfJstD4fT882SbPqN1t1h4J8Oking/PT8/EsKbRZqbe++PLR/m6nVo0owR/31hFFvp5PFuPB25fPvv7mm68fP82JgYJqZ8/fb9f323WCkAZKCLFaLdfr1Ww8GE8mF7NZ1a9xKQFC4HeWdFdKtZKSkpKSkpJbLMQxJgSTLEmmw8FwMuudHn971Tn2YamGOPcY8764/4Bwo9ntYmhhTUCRbDbL2XQ8nU82SVHIYrGc5iIZjS+UVEopwzA9P3B9HxMcBGEQRugGzoRaa5Hn6Wa9Xs6n80V/tohMn1lGrR45nk0/stNMaa2UkpJxM6jU2t39Ued01q6rPO+tlr2LeRT6dw+6SZYDcGuHwJ9VqpnMMK9ViFZSywIoAeFVzBW4jqH66CqQMkKZ5XiB79ZCR0zXyzgenQ0OdlpZlt+2qnYdC4auufJbAZf//TxsPUhFni9mk/7Zyds3r548e/nnx88f/Jv/6EH3wR//9cGjew/v3Q1cZ/vqK6kmks1qMR0t5pP1ZhVnyWI1A1St1lMlpJQKIYQpMS1LaGh6vmW7hGAT8Bs/xbgsVUXVGifIZGx4MX2psnQ27p2fK8dvOajlAJ2sT07O3p4Mwmb7XqX+L//yL51GVK9WXMv81PRCBCAECGipdZbnq9k86c0SbLIOuxs2DzqtRqfZdAwmsnWRxk++/qtcj2aD49Gw14t1qmmrUX0Y3yGEYAQ/pAAQxhxb3LBqjaaIlwYoir8+PTo6Hy/75+1GrbtjI5kOjuP+Sa+/ma1ybPnVeuurhw9azapjcPbB5yCXZ0Hk+Wo2GZ0dH716+fjJk79+96x++KB+d7d7796/3D/4H/cPKIZKFpv16umTJ0+/n6zns9liPlwsaJJESmqINIRlVa2kpKSkpKSk5GMLZYgR5dxyHM/zfM/dmkZ8RKpRalPqVCqh41gUI4wxpoxQ1Oru54Wq787iTMSZxJRQSjDBWmmtFGXMNG3Dsjo7O57nUoxuaDteZGm8XmxW8yzPJICYUts0Ate2DI5vIPWul61hrbZ//77AND666E96q8ng5PjUdrxWI2rVKr+1E/PZ8ptSYlqcLmORZKtkHi9XWZoVQmKEbu7zfv1uv3RhLY03yWY9GQ6ePP7+yZPv3h6fS8APDr988MXDPz784tHhXqsa0Z+4mFDOw1pzt8iZV63s3L07XZi2aZgGoUQrpaSCCCGMGWed7l4tihzT+Dz/GEK54bheVNvZ6z58dH84XRbx4uS7v8xNemYTDPSiUFG3s7O3t9NtdxpR6Dn8Nh+ktZZKY8ortcCoG/fuP/jq0ZdfPXoYBl7k+5wSVXhSZPFqVSRrg7PeQvcWWTGfbeaL+XxFMKYImZ9SoNwwg2pDa9WdxIPxHPcGyXz89G9/xkAV60W+WQLiNva6lUa7s9PyHctklNxgm1pR5LPZ/PTsfLZcA2pFze7h3Xv3//jVvcO7d3fqtWqVYKiUdB23yDJOsWWYQIPlfGkbHEOolQL6d6XUSqlWUlJSUlJScjtFoLRWCGPKmOU4UaVSr1YopR+XatsGyEoldGxrawiICWPUaHX3HT+Mk0xIlQsFAIDbAsylez6mlGBCPd/zXIds29FusPIv8myzXmxW8zRPJYCEMts0Q8eyOftEPtuVcz8AAGMS1WpQ3c816E/nKF8sJ4Pj41PEXQxhxXd/kCa/BZ2mP3MVixCkjJqWQQgSabqaruPVOs1SIQQgBKFbWPZva2oQbStr2/IaRAj9vDOUbjbz0bB3fPTk8ff/8X/+vIwL04kupdqDLx4c7ru2+VOVRZkR1RqmZVXb6UGaxWmGEdpG4V0+fYAQQogxdv3A8zzLNAjGn3HchDGIPL+iOru72WbFXr19c3x2cnSGDIYNg9mO51ejbqdz96DTbe/UI84oY7ewnldKS6kJ4ZWo1QzbDx49+urLr/7w6D5n1GAcI6i1VEqCIudQepaBnp5NJmf5fLqZL2bzpWlw1/x0qZAZZlCrm44zHM3Hw2GRrObz0UX/vJBKAaggOrhTOdjfvXP37k6n5Tu2yW5SZ9Z5nk9n89PTs9liDZkdNc27d+/9zz/94d7dg4pnR56NIQRaFUXOCa4GnkHpcr44PzmzOSMIKaX0R81XSqlWUlJSUlJS8nvWaVpprbQihJiWTUy31W7vdzucc/CxFjeIMcfYqDcaUegbnFJKMaWUs7BqBJXa1vVfqa1nvnw3AGAbWLb1MiE3c5fTQIs8SzerZLMSRaEBJpSZBnct07jRgvKqcoiQEwSckXUc1968CUws082g15fIjDxrd6dWSKm1hp/KDNNaKyW1kkJIURSFEPqWNTCIEIQIY0wpIYRuOwt/DltFeHV2EGMEIyiLPFmu0yTO87yQEiGkNb4exeU/lBKikEIIKaVU176FUsoiz0WeL5aLVbzepPFqs5rP58RihBBKydUcwW0MOsaEUUwIgdcn+hMSRWkplZKL2eTi9Pjtq5dv3h6/Oe5R0623o8MHX92/d3i4v7vbqv+dfLxc8lLq+KHj+RWtNQBqe1ak/LtMbQghIQRjgjH+vAnGhGJCLQUa7ZYWSbJZnbx9PTt9nVIjp6YR1R769VpnZ2e/22jUKsFNAwkv0+eBBgBqgAg1w7AW7N7Z27uzv7e33+38/aktUgYKhlRvsGb6rdysktVqsVwFnlMI55MfRxmjjNqe32i3up3majqcvjo6ff12LTQ0fWT7XWbUO+07h/uNWmibnH00jEHry6cgQhSr1ao/Gq/iFDEzcNzOTuf+nf3D/a5BCaN4e1UrKSxGIt/NkuTNy9eR6xCDE4x/byW1UqqVlJSUlJSU3E6qSSmFlMwwgkqV296jRw/++OiBaZoflWoAIYoQcV2v0az7rmNsF15XS3SEoNb66h/o76UaAAjjW1VmpBRFlhZZCiSgiDPMGWGUYIxv2s+nFFAaIEypYftRpbu399VXj4bLYrqcn7x+2W0Go702EkkuJMYYIQmA/OBbSZmnmzzZzBfzyWQ2mc2EAlLd1BwRAkAYJ4w7rlutVCrVisEYJRhh/HOe2G1jnSykzKUshJTvi2XTQKsiSxfzyWI6Wa7Xy026irPrYYqiEEUxOhv03pxPLyYJLybFIjgOMcGEXEo1CJHhuIbt+b5fC/1q6N/wpMgiz+JVulmfvH75+JtvXrx4td4k9Van3tr5wx+++uMf/rjbbV0HWH9gKiEACEINAYAaaAgh/PvU6au9dv+oDMYYO65Xa7Rq9YvAsywGhFapEFpqx3ZarVa9XrdvmYiggdZAQ0gwNjkrLMPzbN82LIrpexWjYVqW6xomYwwIVBQijeNNlmdSypuLecdxmq3GfNo66g9zKRIBCKbM9CwvqFXCZiVwbRPf6BmKBkAqJTNZxHkmAKAm565j2qbBKSd/dxVATBkzLdNyXMsJLEfzy95l+Dv7yi2lWklJSUlJScmNF4tKSSmFFJybYeRVGs0vv/zqf/+vf3edT2QHQwgBQIQQzjk3GEYIIXQlxC5VmNYaAPSeTG0I4S0t45UsijwVeQYUIIhRwhmhlBKMbiT5tAZbdw5EKCbUj6q7e3s6T759dnQ2OBqf93v77dH00ETqUqphDOEHlZdSMovXm8VkeH7++uj4zfFpIXUulLhZJxeE0LBdbjvVev3w4A6zLAghgoD+fFJNXwbLSamEFJmQQigp/q6+CQDQCihV5Ml8POidvOkNxheT5XC6vBqmUkIIIZaTxWwwWU1XU7E4n/dt30EI4SuxjQjxqk2/2my1WgjC0Hc/4e9+hSjyeLVYT4cnb15++/Vfn788MqNWvdW9//Dhv/zpq//1738wTcP8aDLytkILr4YMNML4/ZfbP96xiTB2XJchVK3XA9e2mE5yqYTQSjuO3Wq3GvXabRO3L6UaIhhbjGrLdD3Htw37vfHihBJuWbbrGhanHEhZCJHEySbLbi7VIADAdp1mq7GaT6xnr3JRxAUyEMWWa3p+tRo1qwElBN+oS1YBraQSuSjiPBcQE4uZvmM5pskoo/hHkw4hJhQiaFq2Y9uBZRfMgBgjWEq1kpKSkpKSkpKPyRittUYYc8xtx42iSqvV9Fz3H3/nn3nPlwbbfrHrmDEIbv1MHiKMETJtp9poAFUMZhv37flkPFlMx8dHxyaF8+kszfNCyssl/kfGttUJ2+1RGsAbB7Nd/d620RJcGir+Mvvj4KVTn/6o1f91x+LlrrQfrowfekHhlb6G17aQl1INInQd/XYT2ayUlIUUYjEd906OLo7fHJ2cDGfLTKNmpbZ//4uHD77Y399tNWsfv4r+7v9D8Iuv+pVSUggllQYQYrL18idaASFllhd5IYSUSl9aZN7whL5Tb0YQYYQQ/IB+uT6TSmuptLy8HW5897xTahVKSg0ARIRiCTAAREgghCyKohAIwhuXu/SVGShEEAKIMEL4anvj319hCCJwbSV6efHo39/3bSnVSkpKSkpKSj5HCKlL1fZbXD5BhLfZ2RABpQqpCqmkVEorddPl6jv28pRxJ4gghO32eLd9nsWrbL14/vQpgUCuJ2q1TnKkFGYIvrdxDkFEuWk6QaWhJWaWFwkF5M3ToSGg3KDMcD2vXqvaJmfkc/dRfVhIoks1RRAiCG7TsX6qpBCAgFDuBpWGVNyNwkays0m3P5NSiiIv8mLcG/Vpb8amzf2d5p0dvxoQQuh1AyRChuubjh8Ege9YnyypKa2yZJPGq4uzoyePv33y7TfjRaIMt3Gnce/LR3/84x8P9vdq1ei3dgUqIdaL5WxwMRqMFps8AybE0ASQI50s5+cnp7bBLIqqoXstwm9wIUC49fVRuZRpIbKsyApZKP2e+qwUMk/SZB1ncZ4nSkGCITW4wSi90UMCrbSSWqnVYtnvDXrngyTJTdNyoaKq4KtpOhkPLoZnlagSeJXQv8EWUAgAgggzTCzKcqXTQhVJLgqhldZa/51a1UppWShR5EWeFJkQBd5uaf2dybVSqpWUlJSUlJR8lljTSt1c+fy6IIQJpZgyAIHShZSFlEJKpT5roUcpc4PIctzWRX+3Xd1M+9P1/Pl0oZWysbCRTKChgYk/IDsgQoybGBPEDNML662O1kDd5kAQxggTSpltWabBMf6ZpRq4rH8hhDBCFCG8VZ3wPWIBE8q9oMK46deKohC5kFfaQORZXuRZzzm3JB8Cc2//7t7DO1GryihljF4vxTHjmDLODdvgn9ynppXMk81mPr44P37y+Nv/5z/+w6zs2LW99v7hvUdf/vv/+FO9ViUE/9auQCnlarkYXlyMhqPlJs+BCbAyMDCgiheL3vGJa1vV0BOqhdEt6skQAKClkrkQaV6keZ7lIlfqvVJN5EmarDfZJi9ipRjEkBncoDdz1tluS9WyWC+W/d7g4nyQJLlh2QoUWBZkNbuSalWCsO85Nws2gAhiiqnF2CYXaSGLJJeFUErpn1bltNSykKIoijwpMi0K8pv9uimlWklJSUlJSclvg8sevK1jo1JSSlkIUQhxq+1kl92AV6//eWUHBJBQZliuYTmYYqmKrMjiNFsnqcGZlOoGhweuDhACCCBCmFKMcVit7h4c5FmqT/uTs/5qvY61mGgJrEjbxETocnp+MliEMYCQQ4QI49y8vQMkRBAhTBijBOOfKyBgW6HQWhW5SDZZnkmIiGHZ3DA5Y5T8yAXxumMQYkwZhxBRJaXatsZtxYkosizPso2/dm13Y65c1w2CIIoiRimlP0g1hDHEmBBCCf3IWKQopBTxenV+cnp29PrF09cXw1UseORWu7v7h/cO262m69icEg2A+qiH+7t7In/pbAVR5LLIV/N57+z82YuX54MRNJzO/a841pwASpAiZNI/P7dZJXJrjapjGa5lmpx9UqRtr0oAFAB5nq8nk36CuGXReuRWK95WDyMIlBBKiMlgcPr6zduXz/ujSayQaTjcdjzPtUyTkE+v//Ms2yznyXpx1usdn/f7s7XphQ+jmswLncQ6SQwk++eniGAKVRC4CCKC0Uc1MwQQUUoDz2s1GrmeLKeb5TrunZ29PDrVGPuOHTgWQhBoLYtiMRstZqM3b16fXlwMZwtOPVdK+PvbrFZKtZKSkpKSkpLbr/IvjSiUELIQoigEgjdaBF9uWLqKtPqFDo9yw7I9y/ExpVIVWZ6u02SxSR3LlJ+RywQhBAgg6IfR3p07CIFVmp2fH03WkzjJNklmVZFN3HAr1d6v1RC6yu0ilILbSjUIwbZHEWMEf96NaloplSf5ZhlnSQEQMVzDtCzODU4ofl9DJ4QQEwIRwtuIBf2OVMOYYGIZFuecUWZy07Is27IpJe9KNXiZNoDwR50WhSjyNFnOp8dv3n7357+9OemNZxmyGpXG3uHhvUf3D5u1CsFYbcX3hyf03Z1yv0IGnsjydLNajEcnx8dPvn+2jHMrat7bux8aMDQAKNJXx71Xx2cI66gahY1GsxoyjD8p1a43/gGgACjSdLnsn+WTDeOkXg1q9chzHM+xCIJFGoskGZyfvnj69Onj786GaQyIbfum5/uBb1kWvUEFLMuS2Xg0ujg9Pjl5c9YfLuLuvXu79+4xIPLZsJgNx4nsn58s1pvAsXZ22owyk9NPSDUAGeNRGOx22st1cnI+mA6mx0d1t1LNATrYaVicEgyBUlmaDC4ujt++/P7p07cnpxeTWeBUuJTbbW2lVCspKSkpKSkpef9ya7tcvHTtF0WeZ0mSUkx+6g3w3t9H6NIKEpMf1s0/8wIaQsq46Xim42FKlRZZka2TdLFJIs8RP6mq6Y8AANDbvUQYAOCHkckoN9j52YmJhIhn09mmP4sr2GkEDQWh3grRH9cJtxINAADwL7Pw2mZ2f3AI+sO/pwHQSqoszdfLJE0KiAzLdQ3LNjhnlP7otFz9e2v3gN+jrARBmGBiGAZnnBHGOTcN07Ksba7aTX1U3pFqWbJZzKZHr99+/Zdvz0eLwgigUQsr7b3dvXv7uyanQOssyz6+hwlfgbb2F7+MWrs+gCJLk+V8NhqcnZw+ffYSmt6j/Yf3/vTvOy5qOVCsJrPZ/K/jfl7klWbTb+0wjALH0tq+2b0AIVQAiDxfj+bJKB5YjtXZae3stEQhMNIMwXS9zFfLi9PTl8+eP378ZAGDDPnE9U3P933PtsxtYP1HR6HTJJmOh6dvX5+cnh73h+scfFlp/Onf/qdHVTJ4u7l485/fHz17fZz2Bt12696D+5ZlYwQNTt87Cnhl68MYC8Og22n3ehcw3yz6p6fHNeBGkjBOcTP0GIFAiXizvuidP3/27Onz529Pz/uzOawlkVIIY4gQ/D2JtVKqlZSUlJSUlNyaeL0az+PZfIlkMer3LMOAN/DUI4QZhssNZ6fd6HSbjUYFQoQR+tmbmgjjpuO5fljx/Lrn2pjkSTYez6uuLcR7nMq1UlIIIYpC6LzQ4ifJyJcqBRPCTcsLmu3OF/cfZhJkb8/68yRXcp0XyyxPhVT/vM00l6MoCk0KTS+j0T7yeqWkEkWWxOv1ZrrYpIU0I8sJ62Hk808Xed6/0L9sihVCFEIKqZTaCsLPeLdkvRhdnJy/fdHrn/Znk+F8IWkq6OrpE6zF/O2L7xjBjOJtKN+HlBqEMKrVo1q9Uq3WwrAa+eyWivHGY1dKCinFsN87efHy6PXr8WxJvWpQa3Q67cPdRmiigIPcoDu73YdfHKxztZxMvvnPv+k44QQTykxODc4+uQsRQoyxQajFGDQUSjaLk9fPqI4Z44wxqHWRJkWanB2fHPfnG+gE9fZOvXv4xf3dnYbvmCanH4lBU0rmSZIlcf/09PWL10++frpIZFhrNLxop7tTCz2XwwznmYnbi7w1mEwW8Ww0/Ppvj5fz1cFem/MWvjalea9spswJK0qKzmj+xXCWZUJDNTp+la+ms5MXr7+tYQwh0EVRDIaDwXA43mQaQN+yHM45xrg06y8pKSkpKSkp+ehKEW6l2qg/XCAiIBIAABGPSURBVCfFuN978u03lBAAPt2Xx7nr+w3Pa/7rvz4ilESRTwhGEP7swbaEcsN2XS+IPL/huoCQLM5G4/lONfyAVJNSFKLI80LlhS6uNcaPh4QJhRBZbtDc6Xxx/+EmzfvzGMDzQqpNkS+zPBFCafDPyenVQEslhSjyQpNCi0II8fEdXEoKUaRZGq828Wy5ThWp2Fal0wgij3P6GbULrbWScjuXoiiE2Gpe9Xm2ffFqOe4dn719fnFx1p9Nh4uFRiuFyNN81j977boW2qqCSyGoPyRs7tx/eOf+w7v37ql9EHgO+3BN6R/UyULkIk+HF73nT568ePp8pgjzKtWd3U5n5263YVLEMEgN3ul2FpOD4/PhxXT66s2FSUgYBW7gh45NKfmw54cGWgOgISQIm4RaTAETgHS9PH79bD54m+QyyWQhhBJCSZllKssVws5Oo/3Fowf379/rdpqebXBOyYfFqpIq2axWs0n/7PTV81fffP29294N2nutO3c73Z1q6LomETYpQrc1nLZPToo4ng0HXycgTVLToM1mlVECIUQfvDGZHUbMMDrz1Ww6L+LkaDw9On51/LJ4ZRq2yRFGECKAkMJYE5zHmQLQtyyXc062PyulWklJSUlJSUnJ+8CEMG5Ypk0x0VJsVsvNanl+enrDZb1pBlFlEUVpvVF9sIqlVAgh8HO790EICaUQ2o7rRWHQqkRrwEWaTYbjVbuWZbmQ6sf26BBhQhlj3OCKGIpQ9v7KA8IEYWJYTrXREmm62MTHg2nl+Bx5DjUNTAnG18rz11drEGFMGTdMUxuG5pwxij8aky1EkcabeLXcxMkqLSBntue2O40g9Bhn8LO0Gtja/BFCGEUEQwg/215d5Fm8XqwX0zRPBAIaIwAk0nI5H63mYwD1zS4GnEOCbN+Nqu1a7XN2Kt5YqklRFHm2Wi6G/cFgMCK1nbDRanV3W61Gux5u+z8Jwc2ddrae5UIPpqfj/mA6mS6Wq3WcWpx/eq60hhAhRAkxTISVgTEosng5Xmfj+WY03yRZsR225VQcv1ar7bR39x88uHfv7n6rXrFN/vFLQmtVZGm8Wizn89lsMR4vvC5ttNt37x22Ws3As2yTaduQntdsney06slqPcmK0UU/CP3lcl0IsdXPH7qpMaGm45mO0+x0N/OlTNNYPjvtXyzHo7EQhZAAIYQpNnhQbwT1GuOWadrMzhzDYDeObyulWklJSUlJScnvDQggNi2n1mjt3b2nmEudcDJfXe2GutEKyjAcz2/6XnOnXXddG/1iziIIYUCAYVlRrdq5szuYpbM8XfTOl936ch1vspwTwiiGVwrHDaJmd19iy89wLcW73ZbnOvgDR4cxcfyw3hF3snyeFBpTafnArYSNdqce2QYn+Ff3PoAIYOz60c7uwSYvAPe04e10dgLf+8gM5/FmOR1NR4M4y6Vh234UVis7jVrou5x9TukJYUwotV2n0qpppcNaaFgGxvjzzjI3bT9qNDoHdzOWIXex2lwaVmoNbmzajhA6+OJwt9OuRaFjmwj9klUZrYFSpuNUOzuJAk6z6zY63b1uNQze1Sp+VG3v3001S6ENuN3tNh3HRjc29dRKSyEwwoFfidyKZ5HAQBZV/cmiP16s0xxiAhEOK41avd1o7Rze2bu736lXA8c2bhbfhiAmju/v7O89TPI7jx7euXew12lWQ5cSAgCECCNCw2rj4IsH1HQHy8xb5PV6ZFpcqpukBUIAkOOH7YM7mDLsel6tcjEYLuNkuUk1JohyZpn1ZqveaqgkHr9+PVKCGRxDJKVUv7NgtVKqlZSUlJSUlNxMDEBg2m610c5zwezICevz1UbrW4SVMWbadmTbUbtdc10LIfQLLZ0RQhBBw7KierVzsJfD/ux0sphOF+Puar2JswIASAm6ymQmrh81uwfMDqsF2uSo22n7noM+4E+IMHb8gJumJgwg4vtehnhGTMMNOrWKbTKMEfo1tRqEACEAiOuH7d19QCmgNmBWVKkFvvcRE4YsiZeT8Ww0jPNMGRYLwrBaaTdrgWsxTm9/FBBhTAixPLfaqjHGwnpkWCbG+PPOMjctv1JvZnmOXeZW1nG63ZOm9LY79YZVNdTq7jV32rUotK1fVKppoLRWyrSdyk4bmnatvVvb6dZq1UroX2skQqgfVZnBAbMlNallNbvNbTPnDaXadjcgQtgPK/7OnWbVbYdWZJOz4eRsMF0lGSIMEdZo73S7u+2dTiVwq4HnmAal5EYerQghjG3fbx/sadM+uHt4cHjQ3mmaBiMEQ4gAhAjAsFY/ANoNK95obo1mUTU0LUMqfYNvAwgAdPyQcjOo1b1aZafT7A+Gg9lyOFtqQhEzDdvpdHY6nVYynTxXUo1HyuQAISmlUup3la1WSrWSkpKSkpKST66tttv5kWFYYaUGNDSc0K/U13Gqgb65VCOEce4Y3Gm1ao5jY4x+roiwv9MM2x11lHM/jFrdzjIuBqMFzDfpZjmZzoJpWPVdi2FEMAAAIWy7frW5YzhBKlEmUVSJHNu6VHLv04GMG4zzitJCSNM0Uo0zgDE3m5XA5AwjCOGvKtUgRABBy/XqrR1mWIBwQJjjeq7j/PRItFZaKaDkerUaDUeD4TiX2g6jqF4LK2HkuyZnFOPPOAqEMdDacixZC7nJndDjBsefGwTHDcsNqwogZAZOWE/zYmtpuU0yv7FUg0GlFlRqlShwLBP/chIaQoQxJswLwmZHuFGtWm9WG03PdS2DXc8AwphbNmWsUChXkHLuhRUv8CyDU0JuZLCjtVYKQsi54bpetdbotKN2xXEqs6A236Q5ogwSVm802+1Wvd4wObEpoTdLCYcIUcYMyw4qGjDTjqrtVrvZqIWegxC8urAhQNB2PIQQMyxse9x1bcfzPee6A/hj9+b2qY1hMMMwbZtg6NlmpVavzZej2QoQCqnBLavVqLUa1SmnI9/jlOYIKQC0/r0lYJdSraSkpKSkpOSGeg0Ayg3XDwlhth/9/+3dSXMcx4GA0azMrL2rV7AJiItmbN/mYt/n//+COY8nRMnmJgoSd7C7ag7dpq2gbREc0QMC7wUicEN3LR1RHzI7c3P7zcXF7rBI/Ef+iZhyzlXO9XyYzWZdOizw/9kennMuh8VyHO+e//jq8cMn598/2V+8evzwYd22ZZhW8y6HQ6rFtp+FENr5xW4sdmPR9V3bNsUvnY2qblbrk1yWuxB3IcaUF8OsqcoY/8ULihehiKGY2r7fnNzu+iHEHGKq6qbv2r+TauN+fPd23F38eH7+7Z+fPnj4bGyG07OzO3e+Wq+WXVOVOX/C6NNx+7Kc664JoWj6tm7rqv70s1E27WyxzlXTDJvVrTe7/f6wecJxRO0j77qiaLu+7Wdd133WUbUYUy6booirTUh1e3Hxrh/m/WzWNNXPtpwuisPs3H423D6d2r5v2q5uu6Ztm7q6xNs7rrY55lz2w2K13eZ+udi8vtjti5SKmGbDMJ/P+/qwS0Lx0UcR67YPRVG2s37xbv324rC+/4dbceSybLo+xFRU7Wy+rOpmGIauKfNlBlFjjE0/CyGU3TDbvNm+fhtiKlJOZTn07dC3r3KMYXq32+32Y7h5nSbVAIBLPI1XdVOW1WxYXGoS2s+f5w+7H8eU4uf94lAIuSyHxbJuqh9/OD/ZzJ8Maf/u9aOHj2LVrId+/9X2/cNz2w91203TNIVimkKMMab4MWdjuSnny9VhNfrjcX3Orb3/yXkNoWi7WdV00ziG43bPx423P0y1/e7t/s3LH8/Pv/3zkwePvj/9enX77OzO3a8262VbVx+1Q94/ePIOMTYx1U09jVNxTPFPPBtV3ZZl3Q+r1TSO4/TJYyqH/dbj8dfnujRFTLmKqaxWdTdfbaZpioe7/IMRxSKmFGM/y03b3dpuj5fpL5ukX+Ilx3HajzlX3bBYb88W418+ksdd5g8zTy93AWJMTdvVTTObpmmcxml6/2c++HBVKZdV083m4ziOxx3NL/lyRTx+9IZxunW8ysf1+GPYF9P4LMciTIelRKNUAwD4ByUQQgixKP7u9sdX9V3HXNVFjIv15uzundcvX7zcly9evvjh0eOn6+XjW5vlYtbUVVtXRUrx46f8/c3ZiDH+vz9M/XUn8X96FNN0mKw6vXn96vmz75//8PTZ+U9vxyJ3w2K1Ojvdbk82s7775NT8m7dRhPArRPgh/L6cm+047TamlH/5LBUphXSZWabTcbX+aTyMpu3343iIs8OAXpV/paMoUgrhF97ZXw/213i5D2/aaRrH3cW4uzgMHh4ONYzjOIZpmm7UNEipBgBc18AsYsqhKIbF+s69r1MRv/nu6Yvvvn/++PHT9eq79Xq3HzereftJ2z1/eaZpGvfjfvf6xYvHjx796cE3z85/msp62Gw32+1Xt7e31suubdw2V/oSvp/4uD8ssTFe13KZpmmcpnE8/BxSbfqkkXypBgBwBVMtxiLEmPJ8ucpFmPX9i5f/9c0f//T8/MXTx0/b1Ukuq75twuLGPOmP47jfvX718snjJ3/87//5aRenslks55vt9ux0e2u9rMrktrnSVzAch5WmaZym65wu0/taO+wGMoXDsOJNmwUp1QCAay7lsu76fj+e3b//+iK8fPNudXq6Xg6ztv7IlfGuS7wWRRGrpl1sTk7v/9s65F2q63Z25/atvq1z+hevhsKl/u+QUtnU3eLs/m/+4w/Pz85fzLf357fv3TnbzvruOt6qMaY8LJZf/+53vz9/PnbzYnky256e3Vp/2qZ/Ug0A4IqmWtX2Rcpn98fczN68fVe1Xd33s66ubmiq3bqYYqqaXDVN0y8Xs1nXlDlFpXZlL13KqWrrPpzd/81UlC9fvW2GdTtfrTfr2ay9nmlahGGx+vq3v825Gqtmamf1MJxKNQCA65VqOeWcq/qkKLthcXHx7jCpqm3r8uZM+TssMBhjVTfDchXKpm2atmmbpskplWX63Aty8n8RYyrKuirSydmdth8udvuybFLVtG3TXsNvGBYxxhCKbhjO7t6bzZdjjFOuUlXO+74qb1C/SDUA4MY895S5bZuyLA9feCnL/LM9r65/rcUihlxWbRtiymUuy7LMOSWR9mWkdowpN01bhGK3H1MuY8plVeZrOzJc5JybriuKOMYYYoo5NVV1o/6nINUAgJvyqFuWOaX0fmmCw1LhN+kMxBCLXMYu5boej9tgxViEwpfUrv7dG4oYi1g3bVlV03ScznrYLe5aHnEIIeXcdH1VNyGEqSiK4rB5m1QDALh2D7spXWovq2v3rB9CKIoUQkqpdEN8eZfvMIM1hlDeiHs1hKJIMaZQ3ty71Xg3AACAVAMAAECqAQAASDUAAACkGgAAgFQDAABAqgEAAEg1AAAApBoAAABSDQAAQKoBAAAg1QAAAKQaAAAAUg0AAOC6K6ZpchYAAACuFKNqAAAAUg0AAACpBgAAINUAAACQagAAAFINAAAAqQYAACDVAAAAkGoAAABINQAAAKkGAACAVAMAAJBqAAAASDUAAACpBgAAgFQDAACQagAAAEg1AAAApBoAAIBUAwAAQKoBAABINQAAAKQaAACAVAMAAECqAQAAINUAAACkGgAAAFINAABAqgEAACDVAAAApBoAAABSDQAAQKoBAAAg1QAAAJBqAAAAUg0AAACpBgAAINUAAACQagAAAFINAAAAqQYAAIBUAwAAuMqK03//T2cBAADgaqXaNE3OAgAA8KW7d+/ugwffXpvDMQESAABAqgEAACDVAAAApBoAAABSDQAAQKoBAAAg1QAAAKQaAAAAUg0AAACpBgAAINUAAACQagAAAFINAAAAqQYAACDVAAAAkGoAAABSDQAAAKkGAACAVAMAAJBqAAAASDUAAACpBgAAgFQDAACQagAAAEg1AAAApBoAAIBUAwAAQKoBAABINQAAAKQaAACAVAMAAECqAQAASDUAAACkGgAAAFINAABAqgEAACDVAAAApBoAAABSDQAA4Eb5X8pFL4KEbG0eAAAAAElFTkSuQmCC)
INTRODUCCIÓN
El sobrepeso y obesidad ha tenido en las últimas
décadas un cambio en su comportamiento pues
aumentó su incidencia a nivel mundial y Latinoamérica
no es la excepción, este aumento de características
epidémicas se manifestó en todas las razas, etnias,
culturas y ciudades del mundo probablemente atribuido
al efecto de la globalización que provocó que la
gastronomía se desarrolle en todo el mundo.1,2 “Su
causa es producida por varios factores, por lo tanto, su
evitación, diagnóstico, tratamiento y control debe ser
realizado por un grupo multidisciplinario, preparado de
manera satisfactoria para tales capacidades. Uno de los
puntos importantes a considerar en el tratamiento de la
obesidad es que está fuertemente relacionada a las
formas de vida, costumbres y autorretrato mental que
cada sujeto tiene de sí (1).
Según ENDES 2014 la prevalencia de sobre peso en
mayores de 15 años en el Perú es de 33,8%. Y según la
OMS 2018 en el año 2016 alrededor de 1,900 millones >
de dieciocho años tenían sobre peso, de ellos 650
millones fueron obesos, así mismo indica esta
organización que 41´000,000 de < de 5 años tenían
sobre peso o sufrían de ser obesos en ese mismo año
(3,4,5).
La obesidad y el sobrepeso según la OMS en el 2018: 62
por ciento de adultos con sobrepeso tienen obesidad. La
epidemia para nada es ajena a los niños y a menores de
20 años, pues entre el 20 y el 25 por ciento están
afectados por el sobrepeso o la obesidad (6).
En el Perú los géneros masculinos tienen mayor
proporción de sobrepeso u obesidad que las mujeres en
los departamentos de: Ica (24,8 por ciento), Tacna (23,3
por ciento), Moquegua (21,8 por ciento). (Citado en
Pajuelo, J. pp1817).
La obesidad se desarrolló al no consumir las calorías que
ingresan al cuerpo resultando en un balance positivo de
ahorro de energía que se deposita en forma de grasa8. El
sobre peso y obesidad de los estudiantes se ve afectado
por múltiples variables relacionados con las costumbre
de vida, los estatus socioeconómicas en que se
desenvuelven los estudiantes y en las facilidades de
acceso a alimentos no balanceados como los que se
expenden en zonas cercanas al centro de estudios, lo
que ocasiona una modificación de los estados
nutricionales que se esperan encontrar en estudiantes
que a sus edades deben ser en su mayoría eutróficos, sin
embargo, la realidad que se observa indicaría que los
estados nutricionales de estos estudiantes están en gran
medida aumentados con las consiguientes
consecuencias del estado de salud física, mental y social
de los mismos.
Los parámetros utilizados en esta investigación fueron:
Clasificación del estado nutricional según IMC1
Por ello es que se estudió este fenómeno para tener
datos reales y actuales de los estudiantes de las
diferentes escuelas de esta Universidad con la finalidad
de poder influir en disminuir los riesgos a que se
exponen estudiantes con estados nutricionales
patológicos pues ello les expone a enfermedades como
diabetes, hipertensión, estrés, así como bajo rendimiento
académico, baja autoestima, entre otras afecciones. Por
lo que en esta investigación se obtiene la prevalencia del
sobre peso y obesidad y las características de los que lo
presentan.
MATERIALES Y MÉTODOS
Tipo de investigación
Investigación observacional, transversal, retrospectiva y
descriptiva.
Nivel y Diseño de estudio
Nivel descriptivo
Diseño Representado como:
M___________ O1
Donde:
M = Muestra
O1 = Observación
Población
Está conformada por los alumnos de dicha universidad
que son 3500 alumnos de ambos sexos y de todas las
escuelas profesionales.
Muestra
Fórmula de proporciones con población conocida
65
Rev méd panacea 2019 May-Ago;8(2): 64-68ARTÍCULO ORIGINAL
Prevalencia y características del sobre peso y obesidad de los alumnos de la Universidad San
Juan Bautista filial Ica
Estado Nutricional IMC (kg/m2)
Enflaquecido < 18,5
Normal 18,5-24,9
Sobrepeso 25,0 - 29,9
Obeso > 30
Obeso grado I 30 - 34,5
Obeso grado II 35 -39,9
Obeso grado III >40
Fuente: Federación Latinoamericana de Soc iedades de Obesidad