7. Zoutzuur productieruimte
Je bent aangekomen in de Zoutzuur Productieruimte.
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NE+X7r2rVynDdeeukJFaK8FgkIlTyV36JFi5Rk0wvAORMocI89dpZ8/5mWOyAgQNv2a6+9Js8ZJu3uQW2LeXmeePLJ69VtS3Izd+5b0h9ylWzy2iSjdNdbLVZs3bZVY/q8R6lY6n5+ZAls3w3SbgEfH3ZV1k+pXJveEqYvMqnQS8vK67N+eU22XyZbWq11mjtARc4kxD/++EMT/7g/ctw4rF+1SvteeHg0xowZofVRV9cLRx0Vj/feew/DxxyGyy48Q34bL/USJH3hUfzwww9yXxPtBQYRMEDCyYmuTBwYtIkInHzyyXjxxRdxzDHHiMVTKx3ZU4UYO1Pfvv2kE9oV2LPPPieK/TmsXr1eLNC1yvYvFwa+uWozspZnqQvVwyNIOnVPLPhyAXwjfVUQUomSEDA5aoYQBip8Zi0zbvG9WMIpK1dqo6CgouCjMKflRXZOBc2yUMFSQVLg2a2fQXptCs/Y2L4YMjQeebm5IqRErIpclWdV1jn3g1cxeeRkTDviEpTbkuEh11op937jnjcwa9ahGrtiZjVdyoyZJiR0U2ucgpP3oeVFodV9wABkCcmxVdtQVlOG2IhYZBdk4/PPP1fyw7JTOFLIbdu2QxSBi05cw2uUlnKs8w4tP70mF110kRwfI8+6STO6KYBpjXEoFeuQ1yLx8vHxw/LlGWLV3qtxaj4rlciDQhweueMOvS/j0jZbAO688yoUS70O7jNI3ttXqigOP/xwfW9dDcOGDRdl9yq2bNkmbWMKZs+eiN35gUiIrtQ2feqpp6qCYyiAivBdeYcZ27er0qdHhuSU9coseSovtkMqbrqy6zQPIFiHtvlI++ombYPHsf3QOqXFy3NJSrlv9zSEyDt1l2tvlev0R4W0gwwhKuwXbDOGYqWy475dOduJCd8j24YRTiBRsXsWavVYT09fIT11CAqq0u+ZwDeQHi8hkDx35szzRLE/pMSFxGDlyrWigHOUKFBBu/q6aN6Bn1yXFJp9is/LsuXm5ss3VPDl2i5tNov0TZYRyMjYqs/bQ+pgh9Qdy07iyvoiESiQa0ZHx8PTZj+X7ZZt2M0tTn+3WnP0OdnX+ewpKTXyfTEfUckvSTXLwX5IQ4IEgs/AvvH++19g7PjjET0uCjVCbBhWoPJ/6aWXcJWQnEVPPaWTSXV10LCgfDNJ0d6BXmT2lc6ENo0aYINh/C1QBF3qrp3IlA533ZVzURAGeJbHSAe1C4eFP/+snfbzzz/Vjs3x1bSChoQPwW8rfsOhYw7FVddfpjc9fObhalFQGe0SQXa0/N0uAmPTpm2iIGMc1j/QKzJMs4QTEiaJIA5W96WrazcRFOUiEOJEEUerRUwFGh7eTX6PFKHgLUJ8iCrpuG6xCAz0Q3lZFBo8y5GZn4lIEegLpPEzRJGybZdYZClCOrzRQNeuCJ9oEd7Z2VvoYMDgfv3w1VerMW3aeCTnZsBW5SEKJBnz53+rAmzJ8uXoLwpjqygI9US4hIvQ74/0zHTUWt1w5BGHY+roqRgwfICOjw4Sq/Hss88SpX4oRkwYjROPPQ0nnXS4WC8niKV6jpCuozB27EhMnDhalT0tOI5JnzjxfCE9JBDuOuSK1uIvvyyWBhmn74jPSsJAX8Lubbvlcwx6d++NxUvWosfw8Qjyqsehx5+KqEDWTR9EBYTC1cseVuhKoEJasaIYo0f3xAsvPC/v6iRpozsR5Ful3pYFCxZgaL+hKCgJkM/zxPL8E70nTUIPIalRomwscn6+tI95n3yiSpHDDFmf9DBU0GskiontmogXRU9PFxUaleLn332HPqKUaHVfcskl2m7ZP9atWwkPUbSvvvuWtkFau+wjjMMzN4FD90h4qdhJmEmQeT0qVt6b5aaHiOTlnXfegYso0roqm/TZo+WYNLzw6tP48N23NYmP4aMfvl0hBHKhnv/NvM/EXo/AY4/drd68V155Sa3o0SeeiBOmTsbxQoLPF2J68dlnS329gBvuuAGD+g7CUVddhb5iga9duxp333231sNpd92JKWK5f/vt53j44YeV2AeKYr7quuuwTp5ppZRvjRAkkv0PpZzbN2/QiYLYnhnCuPv5J1CavQsffviqkhSSYHrDJk+ejIsvPlOvt2hRkpRvjhoEHE44TYyTa668Etuk7w2Ruu0m5LpvQk8UVnrg7S/ewBR5jk/nviv9pD9GyXXefvBBXHbZZXr9vQUJP99lZwBJFydqosw1sXcgcSLhNkJcnQFtShb8RITe+eefjyeffFH/hoT44IPVG9GwazMSV/yJBx96UBn5idLpKhosOHHmdI1F0yqidcUEnujo3iLIctU6Yoyb46xd5eZR0rE2yj0GyGbE2mk1ULHbOytjqvZwAC0tWiJiNsBdLAWSD2eQfGQGBsImVjY9BmuTkjBMBBPxhQicE084QWNQnvISRSPobHC0ImhV0Lritelep4VBoffGG2+oK5YWHAUshfdbcp0v3vxRBHWCehT++GOXCLII9ZiQpLDMtNZW7dwN15JCvbe3d6A8TxxcA6zIkHs1iBDvOTkO7js5/4mnWur+QqCqaUqJJdawZTe2otIeKNi0CZukrA3yLCRHFiECrBFmp/cWcrZK3k2GWP5XijCkQtiQsQVHCvGgG5WfzznnHPz5ZxouuuhoXk2F8nBhsyQU9LqwTrsSOGpg6ZKl6D9ghCiUd4VgjdS2QrK5Qeo38YMPMGfuXDz36qs4bMp0sdD76fS2GWJx+4oVP2DCBMTK+6Bb2miP+cX5yMnI0eFpJAS0WOk1oqeKCptEmm2FiXYkcLRQGVZgm2P7M76n8qclznh6PznmLXm3h8v9qsR6JoHhb1wTgFYyvVR8hyeddJJawWu3rMXTz8zR61ULsb7//sfknjE6VJL3ZkIgFSrDA+x/JCEMLXCiIGbkE1Ssb7/99p5+SyLy7eLFeFwUPe/BPsD2yu+pzJk7wNwV9tWXFr2EO065Q9vdq1J37MMcDshcogceeEC9WQzxMUeDIT8Os+TEMcxPIIH9TkgSvRoMZ/AaVPp8J/yOni0KXd6Hiph1zHvTO+MmfbmkoADjp0/HDKmrcOmD/abOxM2zzkC36UfiiJAgXCWkhZ63JVI35wtJI9lj+boyGrviTew9OlNio/NzNEsE2PHI2jds2YLvvvhCrNbbxLJ4XkjBhdLBEpVVTp9+nXRef9xxxx3qbqKrnqCyJpOm8GLn42dDgfM7Ckq6MSlgCO7ze2dQufI7loNWMo8B/OUcXitK2FmOCEo3VEjprdUlOsRp2zbq+q2yuctWpdaQXASeUhYqVCpOlotl59htkgImJZ19wdnIEWujQUiKl9yPAoRuXN6fQ5aeffZzebZtIlSnijLYpcKVQp1le/HeF4Ewe325uIQiyOIGN/lcVVUvZCIVlnIL/KND5b4WJUSb5Tm6ycbyUNCyfkiQ+Le8vLvc00vuac8zoCKIjx8o39Xo81Mgpkr54+W3mpoYZLinI1rqdYuQKT9RBL5yfEpaNr7+4mMpryfmz/9Qn5OWwBdikfYoL1c3MYV2V8INN9wg1udSzJ17rVrRrOu4uCPkly3qPu4tFuUJYind/vrr6GXzFEV7PCbPPBy+8v6p+Elw+a5ooTvDIIAGDDJApcuhhQQVP98B2xLJZ3Ogwme75Dtmm2MbJBgnZ+Ii2y3JC4kAwxWNrTp65XgPbrwnPQk8lm2O5eL3zmUlSGjYDhlmIKGlAuZGTxOPZ7ukFcTn4eeWLEmjzCRCJKzOicDOoBXCdt24Lug1YzkMsH/xniw/4VxWAz0G98C5J5yLIT2HYOrxR+D444/FSWedhbHDh6OH1NGRM2diivTVbULsb735ZsdZXRP0KhlTOJv4d2CIuTOgTUSAYGekct8k7PyyCy7A1VdfL6z+VKwVpRQnQmmXdHZO2XrnQw9h1bI/sHlzIgYPtrtO6DKnUKCAopArKSnD4Inj4SvfL1myRIUFrabiYne5T5RYCP3UCrdYmFhlZ+4UBEweonBKT7eKELBnOfNcWgwiTwQ2zcJm7N3Pz18shg2qNCmUzhKhsFosiESxvmprLWKpfK0WES0xWiH0Zrwt1hDdhjyez0KSQsVJa4TCin8ZyvD374+XXrpDn2X16t1Cfi5TTwMtnYyMBvm9QoUmPRx89hDXEGzYvUGVDq9ZX2/VeC09HSy3PJoKRD6jnSPxf+5SX/YRFyRO/I0JWXwenjNo0ED1ztDCI/Ggu4rvKEcEfKkoKRKr3r0T8Prrr4ry8pfjodPbDp0+Ezeee5aUK0wUWhWuvfbgLipzoEEXNi13Wsp8NytXJ0oDrVKrlG5zKnjG/8j2o+P746wTjlYLlcrURPsEyRCJGAnS2LHn4MEHZ6useVYUXqAQHxoGI8WQWSnv0LZpk4Z0ujJMIrDv0OWIQErKblFyfnjmmcs1y3rixIlwHzkSvcSyZEyRwpIClIqVitQqnfK9t97CnXfcgRxR4K/PmYPffvtNXYKcgY3H0CVJC4OKjBstB8bd6YLnlKVUyowdUol/8cUXYgkMwpFHjtZGzHhmmVhaCVIGuifpeqSrkAqV7l+6UJl0RCXK5C7OLc/7U/gzhkurg67HysqeYi1tV0VLa+3JJ59EfmUteoTbp3rNysrF8OFD9DxaaLfd9riUsQalpe4YMnUo1ot1PaRfP3iLkKHF0leEzkJRKL6+A4SgLBJl2x3uXp4I9GuQ+2WIVeetQqpH795YJ6TEQ563t1hdvPeKFSs0TNJfnoGZ7Ubchq5jkgq6Q6+44gp1m/7+e4Eor2iUl1eIIIzTfAfWJclSgFiunGOd7uN161KRXJuLblbo+/nw/feVfP0qFt1lcq3T5D5dDVTyDz30uJAlx7S36+sQf3J/fPL+anlHr+HW667DzBPPRHi4v7S9O3H99cc7zjTRXsH+Qa8l3+dnn3yGPv36aH6FzWpDcUGxhnJuvu02JK5dq6SOhLyrwiQC+w6dkQg02zPYuQYOHICZ03uq9X355Vdp4luP0lLUiwKlpUswWcnV1UMTC6MiI1EiFjsTnx5/+GFVklRUVEa0hhnbnCfKi/E6bkwaovXNuDUV5QY5niSAVhqThthwn3nmLp0J7eHvv1er/wdR7HS7Xn/jjRrXZEySE6bQyiWZoCLnfehSZZyXLl0qeirW6UceKcRjO/r1a8Bjj82HRSxoWhYMGaz9bYne57777sNrr81RksPnZmIXUKjDvSZM6Iupw4Zh1uGHY0J8vCpx1kmAn5+6kKdOjVcL/vW3nsShhwxR5X3nnefoyIsLLrgAI4YOVYJykZSLk7Yw5EGPw4Jnn9U6Yp0zxMK6YGyVRIRDBPks9ARMmRKpYYkvv/xCSQxjrR9JHdAtO/mcc7CttlYb6cjRveFTVID1QpI2JSXhu+9W4qkPP8S2ZcuQLBvjvV0NHO7p5eWq81/wHbkOccXnH32GWbPGaojIJiR21NhhOgytOMyejc/wkAGSyKbAUQAG6J1pDozZG+D9mwI9aM7gO24K9EoZoHesOTjngjDW3hScj2FfaQ4aZnOA7bE5OD8DrfWm4FwXDEM0B+e6ZQ5PY9AwYViSyYU9evVALzFWMqTv9OzWU0cccbXJN978E1OE/HJomgkTJppGsx4BxgOpYLZs8UX//nViQXNugWqxNtcoCfAQ636UCNXV6zbgvLPPESU7DUt/+UWVV5Pw53/+ysqprAkKOrr36O5nmMDo+FSQ/EzBRGHCpCe655kYmCLnFu/ejd+ENFx92mmwiaKmZUBCQMXNYY+0Eugp4PAukhJm4fMvcf75F+HDD99TYcxjNPSxaZN6EpiNzedmUhXvzWehoDTKy30SHiY5sXz0hFCBM/ZqxIR5DBUIwwokJAw9ULFz4znMHqdQJbFguQjGrUlmjLrj81Og8jNDGbwHs7QZzqD3g14UkiLWFz9vFCK14LPP8PIrL8MjoQ8Ci12xaNGnqA4ciIuPG4n//Oc/+L+nnkKOkLbfly9HTXW1Ep2uBNYT3ykTQrklJm7GPffcoaSIiW39Rbn9+ccf6lLesWsXHhBCaKJ9g96z+h71KF5djOWFhZgqZIH9aPz4qaiqKtRJzrJFTqwRgv3riy9qX+9IoHxkuzXQ+PPewPQI7Dt0qdAAFSKtdWbfcgTBCulE43x8VIHSgqKi4rZeGuepokDJuDnkycTBB5PbKCRvF2tpwvjxCBdiEyWkI4UkoMaeyMnEs64EEklOSsNw0lNCikgeaVkzPEPvzJrf1+G4047BQCG/I0aOxn33mUtwtHcEdO+uK0t2k3fI90pvz3XyuU98PNL8/XH/mWfqCCAqQIYOu6InzIBJBPYdulRogC5HWuD33GMXiB5iyQ6sG6iu7YaGYZp9Plws1xVzX3NY3hv0OBMHH/Ru0HKg5U+X6qqVK5G5ejXcHfkHHI/dlUDSw3bLPBF6WUaNGiNEwFNDMezUXF2w2lKJ4884AwkNfbBlyybHmSbaM4pTUjQ8SKOFYxToKdss7f7XXwux4aOPNB/pm29SlAQyFGnChImm0WL2jOGq59CdzZulqw0F3n7nHZx//lD1CsDCOcqf0uFNOuuviXaB0JBQnHX11XCPjUVtXa3Gh++9dw7e/OEHHTfOcExXAj1XnPOBM15S+TNnbOiQgdKup2u8+9QBA3TEx/effYYdnOhB4JQeYKIdgkYKFx7giCEupBQtBIBJxyTBI0Z4atiNIZ9Vq95QsvdPXeomTHQFtJpGSzfyu+++Kxb/av1M1ynj1rSwVolQJQmo7tNHFE7XnqyjPWFLQT4qdu/WAYluru6agDhjxhDND6Dic86epovcGcbcDp0pw5rPyKGCnMaZz0U3srePN1577Vr9vNFmj72eeOutGDCgP3r3HgrNETXRbsEZEof3Go5bb7tNk2Z9HIq+n/zlu5wwYQJuvPFGvPXWWxoOYz6PCRMmmkaL0p4zjTG2RsXPSVk49G7j5s3qXmWugFuiC+rXrtUJe9xMl0C7QYUIQo7mcJf3VF9fh2kzZuhcBA+cdBL69j3McZQdxugPA5y0hTASFzsLODc+QYXAxFFuZWVVmiiatCkJlupqrPrsM/V0cQ18Z9DiZL7MP91M7B/wXd16xRW45tprkbxjh9b1Gmm/9BJs2WLVXJlnX3wR935qX6a4vaG5USEGGv++r483YcJAi0SAmfgcy89FdAYMGIpR3qNw6skn61A8xuOGDAU+SEpCQnWdKJqOlZHbmeFVUKC5AZUZGUhLy8D8H1ajT5/++GzZMixduvdLsXYGMI+Foy/o3eKQTeFF8PX11FECOhzO0xNFfn4aRjj6aPsKaIZXhEM3GU75pxvh7HnhPu/JXI2lS5c6vrWD3zW1OQ9NtE9MZUdjj44znL06fK6m4HyM835jON/Teb8lNKeIGtdFc3Auc+Pyc9ghwwOcN+CyCy9FaY96eMn7tQkJYBIoR1XSUzBU6nnWqFGodxDc9oTWwhWNf9/Xx5swYaBFIkC3P0MAsbFc3nMavEZ6afKgJl4NHqnH3HXnndi82dakoGFDbKoxGt8bvzV5DDd+XycSu7QEqK2Rzw36fVOwHy9WbH09wGlIa+xrFXQ2y7YtCA4M1PkbYqOiRBGF4YWX7xVLeDV6OKaL7Yp4SSxDkleOL+cwso0bN+lfzjjJZS3Y1sLKy+FRxUVm7GPbjbbDHAsqnb3ZbrrpJj3XWOXN2fPCfc74yGGznCTL6Avc+F1Tm3P/onfHAPc5MVdTcG77zI1oCs7HtNRXGt+zLdD+2wQa10VzcC5z4/JzeC7Le+MLzyOvKA+DbL3QLyBAQ1ss34YNq1VW8RgSkj6O89oj9taS/7fHm/j36GzvoEUiwHHXH73zDrZtS9KFQ5Yv/1PHzHOGwFUbVrGnY4sw8Pr6DU0OR+PD05KhpcGN4+s5mQgZOxdh4ZzoPIZCjpvz8JbiP1dg11HTsW3wQGwbPRJbBw/A9knjsePlF+S+/yvUqnZsx+7pR2DzgL7YNn40tg0dgJ2TJ8KasstxRNdBXnGxZlMn5eaipKQQBbmcnngQGsT67apTrdaLQmA4y98/HPeKFRkf300URp1Yt6KsUrajprQUbh4esKRXYXfeCsdZdtDlzHn327oxfs2M9e+//15Da02Bczs0Bb4feimMrS3vy3ninabA4ZJUypx8py1wJiZt3TgvxoEGpx4vSt6B78RgWbJ7N0qkrqr79FXCl5kZrLOPcs4IejDSRJa1V7D+nNH4c2P82+NN/Ht0tnfQIhFgouDt996rwogT5nC+fDJuTjSky66KEq8Wq4rKnFnXjcE4LBdhYSVw4zSfFJKM4fGvMZc7fyNz55rP8gHZ33yJghuuQ50cA1r5Yu8rn5Jr1T3zNHbOmIaiH+bJtw1oEEth3ezzkHLyiahJ3Q0Xg3jJdepysrH5qCOReuKxLVo7nQ3ZfvUIFaVXV1iorunAQPu8EBNlp76LzR9gYKi05SRpA1//9A3qk+qkeVjZfO3JkfHx0tb9sVbIQGUE0NMxi56zFd6Ux4twdpPPmjVL3fgGON2zAedZ9nhPEgaC74X9hxvJMjPfqVSNral2ayR0toaW3O4GnI9p7hnbAmO2Qz6HAed9ZzjXBRdGag7Oddv4OH6uletced55mHPbbXCVsu8oKsKAKpvWz9I/l2LWM8/AKt9ztUWSIRMmTDSNFokArXnO0vfRR1x9rxJr1/7p+MUOCqoJwyaoIpdub//yX4CJakIZ4CZCsl6UeFOwUsEL+y/7+D1R9hZULf8dnr/9DhcpX1NwESJRtWkTLDXtL0a4vxCaWwtvsYBiEybpNM/p6btUKNPDk9DClLSdGV+JlVixahVCpU3f/8QlUhe+sImS0NXspGk0uDUgQJRLnUcdqvyFOQlack0bMNzktD45OoNufIYGGitBZ4+ZkZDZGG21Gpo7vzFacrsbcD7GeEaWvanNQFO/cSOcn6G553GuC2NV0qbgHIJofBw/dw8P0TwALv7V198fASIDMrNTEBITg2OOGgY/MTh8vL1x3XXX6RBoEyZMNI1WPQJMxrnu5usQNCYEfn7e+r3OlS7WPKfKtW0Rq97HFw3W/yUCnCrXEBCE874B5++49kDGt98i74XnHd80j6rff8fm/gnIvPB8saRaF6Bbhw527HV+BIaGoloIgI9bgWbLb82vRuTAgXhT6rbQ4YXpamDyJNvzO4sW4akHHhBiW6PeEcaaKxoqYK22YsS4cchIzYBnin0ugbaC1v2oUaN0Bk4uHGVY+yb2L9JS0nQNidNOOw0e8IK/pyeiu3fHrt3ZSNthQUZxsU6M5uHkpWmPaJyk2ZpnpvHxjT83Rmu/m9h7NK7TpnSbMxr/3trx/wT/5h4tthCLMHpvX19s3rABwflB6OmwJunah3xPrC2VfSEB1iZuyoLQyqB7k9ZBUw2SFgl/4zFk7R5bN7fJt0DVT6dm8+mDfwddh10FWdnZqBXrvyyrUF2oNlu1jrNOX7duvzTAjgC2MZcdLlj1wQc6/XJ5uT3BlXkrnGZYmAD+WLoUg4YOQogQWMLZbd5UpvyFF16o12UGO5ejPuecc5qdZpsT3Rig+5/rYhDOiwa19d3w/LagLdn9zse0FEpwvifXzWgOzs/QnAJyroumQooGGodTGoPvbt68efoM2SV5aGD4QO7pJe/E5rYF4YMGqSEjhXKc0T7ROPzTnPfJQOPjmwofOaO1303sPRrXaXPeLwONf2/t+H+Cf3OPFolAvVwocf163CasOykpEfU19jXyOXyQiTrUwYOHDEU9F+VppvHyeEM4OAsAA4awsB9j0/Hc+wP7o+LbK9wQjqyNG+ESGYSiCm+EWcNU2Z01c6bOvd5V8eGqD/UvE1VtNvsKg/SYDJR/onUQLvtUhhEON7Sz27xxpjxHAzD2THCJbS613ZKb2znpj/e0r2r5d7S1jRpzIrSGtmT3Ox/TUijB+Z5Gbk9TcH6G5hSQc120tBBQa+EUrgjJkU1cjCsuIlTzmGpLGoSYRYpRcQRKpSyBgXHoNW2a44z2hcaW/7/93Jh4NUfETOw7tFbnzsSYaO3zP8He3qOpdtFqS9m4biM2JybqintlZS56UXZAZvxTcb/28au6ap+lDYlJrUFFiI8v6YB+3pew2vb9NdsrCt2qECjWkkWsLVt1FbYXJCFdyBonWDFWUuyKMFag5EQ0tHCZ/9JDOkVRPYks0K3bQPWgFBcX63FN4bLLLlNrnsMQOQKGmf1nnXWW41cTBxJMRD7i+ON14rOq8noEybvLC3AHKZaLdRO8tm9HaurGdjurYGPL/99+3ltPgYl/j9bqvDUrfV8YqHt7j6baRatEYMuOLXbrX2CzFWkiFJVJsPwTroGRI0bYE64aNcp/Aov885pymJANxxf7EA3746LtFGHeUo/e3qjeXglLYD2iPQNRU1yNNbt27WGDrVkLBotszCY7KvgcRxxxxB4iS2tqzfpiFAphKvUT1SHGVX7+Lp1pUHNgBE1lrb/00kt/W0+fx7OjtbbRjW3ATqL/F43rurm6Z9JnW+DsWm8Obc3gd76nhlKagXOZm2tjznXRUpjBOWzQlDeR5f3288+xaNEi1NSUILJ7d/QQRleZ4w4XEXZ+jnAG80DaEwxLvvFfA41DNK19bny+if2PxnXeuK03/txa326ur7eEvb1m4zItuk407nWLdL9lbSDgHO1c+54XpQAgCRjumNWLhjuTpCjYWhIiewOvoUMRdoE99rqvYJFLxa9Z6/jU+eFn9UOoCNuQsbFclwXpBRmoKsxEQUHBHjbYmrVg1P++fA8HG8HBJK/2WemIUJRr246MjQSdAJw46LDDpukEPSQBTWWtjx07Vv/uDZjV7hwKMIi1gXfeeUe3t99+e8++8bmp2HhLHgtnNDW3R2O0NYPf+Z4teZWc20tzbcy5LloKMziHDZqaT8EWZsP0o47S98b5IUhp0kUOxY6N0dEbmdnZcC113fO+2wsMS77xXwONQzStfW58von9j731xjSWo619bgv29pqNy9Rt4ETg6a9BKtAqEeBkJcbYaF7Gr7AH8htsyGvIE6YNLFuWop10X81YR8Lheezx8JtyqOObfwfOMxBx1z2AZ/NJSZ0NRUXpOsbas7xcWKAP+OTeNd5NCtOuBM6pwM5BlzI7hSVYWrQIVXq0aPDS5b9ixW8aD28uvr5ixQpto3uzcVrjpkDPBPMMmGTY3Ebrj8Pf2qr8DcydO3fPRk8IwaF2J5xwgu53dHBoc01aDTbI++CogfLyfLj5+MBD+nvOzp1ISqLnJwx1fnVKgE2Y2B/oCJ6B5srU+6Jl+PnapzFVjm+VCFBY0ZLiyfy327YaIaEhKlRJtPv189HZBp0nUvm38OjbDy4ThK3sAxQHBMHvrHMcn7oG6uq8dOXBGhGMXiHe8PaOQoV7xd/mq++KYDsl2FbZnt3cIulnRU56jlpZHGLIv2lpTc9hsa9By/rhhx/W5ZFb2p5++ukWk+oIEhznjSstGhtnlTSQnp7u2Nt7cKgeSVR7AGd7pBcyW56V66EwxJEuBCBSBHPGxjKEh+cIwcvVNSb2pWwyYcIZHcEz0FKZDnvKLi9aJQKJiYnKqGkh1dXVICZ2hMbyV61apRfgjGL19cEqQPcVyGjCZ5+PqA8/YfThH8KCai9vjFm5mrtdCuHhXti4bJlmcexILBYyZ9WhmZzFrivDUAgkROwMmZmJGgYICA3Qtszv6dmKjAwB9k2kq014+eWXW9xaQnOjQLhgGD0JzhvDGpz46J+CHgVjEaX2AMqlodKuOY1zdna2hisLRE4FB5eJTApUskfC0NUJsIl9j8aegH3tGWgL/qknoCm0SgToESD4oLxQevoapKWn7ZnfnAInLs4T1ohWL7WXsMBn6DC4nXKa4/Pewerri0Gr1zs+dS3Qtc1s9sriYvj4FKC01KbftZSY1RXAWRYJWv4EY8u0cD22lWpOwPd/rBayVCbt3AvqUukA4FBICoDG29lnn62eBOeNYY3OBO+QECSnp2PBgqWq7OlhKRWDxNUrFpk5eQiR3znUuXFynQkT/xaNPQH72jPQFrR2jdbK4IxWtXfjB6RlyeE4lixhH/IfXW9paWIl7Idl10Weodv9DyL4v0/zk/3LtkAUXq8/VtqHI3ZRUPilOpKySkvLdIy1CTtoPWY0ZCiZJTnID7OgTv6dM/MIzJgxSurK7j53zqhvbuKbtmbAUykZaM5Cbc1qMEACY6AlC9050765srV1ch/ne7a0yJHzMzSngJ3rwjA0moLz6IqmRkp4iuAbOXAgDr3yYmzebA/7aClrs+ASHoGsrCxExkT+IyFrwkRbcDA8A62d09o9G5eR+PsRTSAiIkL/8mI5VrtFFRVpn7c7K5MLpcSINbWpRbZhoKWs5KZht26Cjz4a4bfeLpRnz7f2nSZgc3dH9JzXWGA51/Fll4O3vJMA9BNBSgVg87XpX7+Yv5RWVwbbdKT8W79+PaLCoxAi/3KEJ3HFxoKCIBgDYJwz6puL0bc1A945tk53dVNozWowYHg2CCPvoSk4J4c2V7a2Tu7jfE8q2Obg/AzNhQud60KHHjcD59EVzSVLcmKngiVLhFzYsDm5BN465NMV/nUZdsL1dzvGhIl9ioPhGWjtnNbu2biMRKtEICudnd5udYQ3hIvyz0KENQINyBTLwIZvvpnT4oIeXPWLSUZvvPFGk8OZOE3rgw8+iPPPP9/xzf+CZMD/vFmIfOZZxzdNVxbnCkhYmwifESP1nK6LCqRXVKNEGkhpqQtKRFlZrf5oqPvfsdhdCmn8n71dUBeT3IbJPwuyER0tykOIk822SQnrvhoOa2L/gfJkyKRJe2Y9dEMx8lxdERoaqNOPM4cgM8cF06dP199NmNhXaG0uh3/rGWgL9oUnwECrRMCmC/rYrQ7aMcOGD8Pq1NXITk1VkXr33XcjOzOzSZZBC+P666/XJKMLLrjA8e3f8frrr+s66Vy57ZJLLnF8+7/gQ/seORPRb72DWuvfH4jlcImMQp+kLbA0eviuCCbAhQZYUSFEIDDWF3SwNjSUILIF13WXQCz/Z7N7psRYZDb9msw1yMuUll1bi+OPPx5T+k9R67cxGWhu6V/nOfibmvTGgPMkPMZ8Bo3RuGM3Jxycz2/Jtd7ahDyE8zEtTUDk7M5vKRzhXObmBI9zXbQ0OZJzOMM5BGNg8ODBKNq9G4sXL9bREL3GjUCOvMd8h/eAgjBWbBQzLGZiX6O1uRz+rWegLdgXngADrWpNw9rnNRnZZOZ1bFwsckUwshhp36WLZAhpUmjtbQeky7GlCmFIwHvMOPR+7nlUOQkZmwhDy3nn2RmBCZSWeqBQ3pNrQQ08/WL03dC12tZ17Ds7SkvdtS1TebB9F/h4oE7q6OkPPkBNuRAAh3J3DmU1t/Sv8xz8Lc3T4DwJT3Pj2ltz+RlwPr8l13prE/IQzse0NAGRszu/pXCEc5mbEzzOddHS/AjO4Yym1mZg8qN39346V0J+fig85FqWzdsRETlcr8tZH0lg2jLDYmfHlVde6dgz8W/w0EMPOfbs+LeegbaSf2e0dk5rnoCmCHobzedYubh9nQHDAuLNUkTzrsZaWAqbFmzOU7G2BSeffHKrFcHf3Q8/Ar3++xQ/0VSD73U3oscFF7d6bldBcLAP/KJGwlUNqhIVhLS8GjeQrgmLKIfu2lZoJbNOuJ8NV4yfOBG2aBss+3AorIn9B65xkrdptRJcD48qRMaOQJnK5UwVdrSHOMOgKRfsYIjWxD/H8OHD/+YZI/6tZ6Ct5N8ZrZ3TmiegKYLeRs2QxqnYtUPRLUmLxLJLOpf8N2L4VL1xUxOx8XhOk2rMknbzzTdj69atammxMLTIyFQ5BevFF1+M82jVtwlCSI6cCdt5s5HwxypEnXY6i6Lfm6AbVWrCsxqu0kh7CAEwDDBTIBI2lKaUauehi5ptsDy9HLmpO5G6ahV27dqFNWvsowac1xpozqp0dq235HFxdm035w5v/H6ae1/O5ze3bgHRllEPzse0lBfhfM+WwhHOZW7K8iD+yVoDTS29zBCOr28YsioqpB4qRKZkIkfkC8taVlapwo2yqblQTFfD1KlTce+99+61gWYCmDZtmua7cd4cwlk2EPvaM9AWND7nn3gCDFgWL17cIgXhim2cjIQZuFdccYVmPG/btg0jevbEtNNOU8E5cPBgTBw/vkmmsV/Bku99/XV6cNKYC+/6L047+hgcdtgIJC5bherqInWlksFytrquBip+Lhc8Z84cLFmyBJtEYWSkpuqCNOxQbOP8zS+6J374eCHWrv3ecaaJ9grKJM/QUDxyxx1K6H77Ywd6xIXhuHOOx8bly+Eh5KEoL08F5MiRIx1nmdhb/PDDe3jkkbmOTx0XjOLNnm0Pc+fnT3F82zpmzZrVKcnTlCl/1UGrHgEuXauQ2tvoloaeUiGMvzEyabFYsaakRC/SFpfGPodJApoE48E1O3ci3L0SKKoUq68BmYWF/+My6mowZlbkJDzrk9dorNomJKCPWMW7d6fj0ksvRVyIL2JizIbVETBUlLunuzsShgzRSaJ2Cdn1HdYbg7p1w4ABQ2GV9p6UlGRfIM3EPwKHcNbVdVwSkJJyu2OPXiXg0UcfxccfQ5cRp3eEn/nX2B555JG/feYU4M4koLHX7GB4BlrzBLTmGdhTxuRXMUmuxeu1SgSMxYSoQoJTXZEswjSZX2yT60h5HrzgAmVYJtoXfKPpcmV2tgWrd+1CdHDwwSFr7QRs7EZiWm5yMkrLXTRRLkUIExeprawsw4033sgA2h53tXOnbtzhDbTVte6ctd+Um5toixAgnN3pzV2LcC5Pc6EN52Oae0aitQx+A87P0FggGWjrJEbOZW4q7JKXlYXsshxs1YRJL/T2qIVtWzW2bEmXc616/w3S9lsKn5hoGZzC+r//dXzogOje/UHHnh29ev2fKEbg1ltv1c+Nk4AbJ8w6JwwTjT83XpxsX+cMNIXGxzS+RuPPje+5p4y9L8IyuRav1yoRYFY0GTUP3iAdiyIgorQMSADKhBQcc8wx+PPPP1qMP5g4sODwwWgR3KmpGxDVpxumDB6MrVsLdEa45hRCZ4dz5+E0NUqRRGlxpn63NDdUR0Vh5mU3iCCI2LMmgXOnbm41QmfB0VhIOMM5a995pIEz2iIECOds+uauRTiXp7kRAc7HNPeMRGsZ/Aacn6E5D1RbJzFyLnNTozZYphMmTkNCYCDy8lKxKz8f3bp1lzZej09XrdIlpgd266arSpro2khOftyx1zQaE83GcrIxyf+3noHWPAFtMQoaH9NmT0ATaJUIEDvFauJN61evBkWAcAj0lU6YsXUrZsyYgZEjR6m71UT7Ad1ZFUIGLGXVmtdRU5Ohjbu56W27CtiOqTxXy76fdJQIKtJYUYJpaXj97jsxd+6dLSb9TZo0aa83E3sH57rr0aOH49v/hafInJ+W/YQVv/yi5Hd4fDwSE79DryGDcFT//hrW3LnTvuCWiX+G/PymF7XqaOjd+ybHnh3sls6k9UB7BlrzBLTFKGh8TJs9AU2gVSLgzDI2btyof+naWyPfk5GXrSoT4Wp3w5loH2Aj5rjvIGmcOTm1yHVMAFNXZ2nRfd0VwM5Dd7p17VqUSkfhfmxDNXJSUhATE4yZM2cqWeL3zoyabJqzYy5dunSvN6Kxm5t9aNSoUTopjoGWrAAea6CtIxXaEtpwPqYlr57zPVty5zs/Q3PP41wXjS0vLmLmXHc0QjgEsKl261qUjZriGvjL++LvJL9bUlPhLQKRz8Lk2CFDfMzQwL/A0qXGbK4dE8nJf49rbNliz3dgt6TybtyW25tnoCk0PmZvPQGNPxOtau80sZQMlDlWbZPa0tECRH18vTCPWmzevFk/mzj44ItOEyXH4VXh4UB0cTHIBWtqyv+HyXZVlIsFQAbNETDbt25FSHQ0Bg4ciLRUX23bdFk7M2qy6fPPP1+X5W7LZsCYL7+xm5tj4Dm64/PPP3d827wVQI8OjzWsY2d3enMTHRFtCW04H9PYgnCG8z1bcuc7P0Nzz+NcF40trzPPPNOx9xeuueaaJtttaXWpzg7Z/7DDdCEpJoPGy3tkTmiDCPDExC2Ij48X4b/FcYaJrobevW907NnRt+/Fjj07Grfl9uYZaAqNj9lbT0Djz8TemfHSoVgx7nJjD5udKdGCakvhTRw4cLa5gsxMFMi/jaLktHHKu6+srG2SDXZFWIS5UwgkJCRgdWkptidtVIsyOCRH23jjzmWAFnxr20cffaTHkhw3N2fAvkL37t3Rr18/x6eWQU8Hj+0I4SEOcW1ucSYD9UX12M3poJOTNe+ge8+eSgYslmRY5R3SOKPMa44Emeg62LLlVceeHUlJnzr27Pi3noG99QS0B8/AHiy6rnUiQIHIhyaL4Br3rBAq/v4D+8N9xAg89u23WLVqlRzZtV3O7Q2h0iiCXMIQo6tHRiOzoQb50g5aWkK2K2HT2rX2ztu3rypTDw93XfeC3/2bMcOcvY1razBsxv6yv0HvBafSbQuuvvpqPZbDoto7Xn75ZTz7bMtuabr8A4XUzF84X8MHm7dtw860nUp06HFJ8/ERAe+m+yb+Gby9O8dkTH37XuTYs8PH55S/KdJ/6xnYW09Ae/AM2LEI1019unUiwCRAPjTZxNYdO9TtyY7Vb0g/2DZsQN369TpW18Xl7zfd32CZuDaBsTnPf84K4Xd0FzrDeS0DWhv8TBjXcN6MF9/4e4JZ08Y+wX3DBcx9Y5gar2Ec11J59zVohVKhuQoZCA4ORUREPVzkfiF1f58es6uCbZhCYPXq1XAVazJwx2706NEPhxwyGd9/v/V/2H1bceedd6qSpVBpaYjdwQLLRzQ3oRStIPaP1rbG/epgoVTad4BsA+L76TuLFdLbLaobMoUgcAbTbpW1KqC3bdvpOMPE3mL69M45LTGnlvin/bzzIBmvTpqKpyfObZ0IGKyJhMdFhABjcvxuvQjRAQMG4Kyzz8ZZZ52l8dUDieXLl+9xxTIr+LDDDtPvaSHRJcLvaf06u3x4nKGkR4wYsSeb2Pk6dJ1y/5dffvnbbxxCaRx/33337dknuH/77faJK7hvLPDBtdKN45i4xH1ei5bi/nTP8v3sFnKYlpGBNDRgzbpsFd5Dh0aaK7E5wKlChwwZooqtul9fJLvUYn7qbmSXrsEGIbhSi/YD2wi2M7YLwnmcfEcChwK3BeHh4a267f8t2lKHLi5l2J2aqknMDAmw37vQ/ak5Ad7YiDpUq1XUlCVkwkTXRvKrs3Dxr9fi52UXtY0I2JV8rboaaG1b5bshwsTXrVuHt99ao+5GY0TBgcLkyZNVGH388ccaG7ELbzK9nkoA+Bst95aSqQzwWEOwffnll7pvrGHOfY4r53VeffXvcaZ/Al7PyCTfX6DPI07eLIlbHIlcJBAhJITvy5ggqiuDBHadtFnG8EkI+vTvA3chkPE1NbCVlzuW2W173guX0WaMmtanQZw7Ij799K+4KZ+jqe1AzdLHIZ4MsbQEnzofTJwwQd8nwzlMbN6VkoKEhL5CtrtzmBM8NE7618gME3sHytYWckM7LFoa+dI1kIFFb/4qf5/GVOnXrRIBQ8kzvsCNDWPdW2/hzTVr9PfHH5+lVu7BSMhZtmyZLqTROBayr8FGw6VOL7zwQsc3/xwUpqyv/elBKSwoQKr0XltYmI4cUNXfYENmpkUt4K4Mtl9urkJo6d0yPtv691d38ohDDnG49f3/NuysuYVrOLWtobAYp24OzF430FxyX2sJRAao+NoCO6Gxo7ncEOdjuAhTc2jrPZ2foXGClQHnumCy5lsiT4ywQ1NgPTCPozEsve2kiwnLrFOeXykEgtW2xpE3sX49Y6VNJ36aaB30mh1+eKtqokOBtiG9tV0b0bho2V/hvlbfsHGgc8ahbdiwPfYSO93BykQ/RIT2uHHjHJ/2D4zhTBdd9Pdkk38K1iWxP8mL3oOeDNnn4E9mKYwaNRJRUTZdnKWrggvP0KO1du1aDB06VMkr8wW2f/QRKletQjdRJqmbNzuGm5XsyfsguOJmUzCG13KOcpKu5mCsc0A0N9S2tQQiA231vjnnoRi5Ko3hfAzXXmgObb2n8zM0TrAyYNTFJ598ouSrtVVHr7/++j3DlZ1RtLpIQ4TM9fjmm29QXh6HCiF0q6SsvAPzckSPCTlJsp9g4h/h3HOfd+x1Dvj6/p1wmxA97vjbLAyXIBMryMwpQFmNhrXCjl9bu38t8qZAa2PChAn4/fffHd/YQSFrJDMxDt94GIhhGbVFIZ522mn48MMPm8m2BB544AH8t4mJuLnKHcHzmwJHWezPsc3GO4uQZ7QwJ0D2v+W+vDNasF0V9tEtdjDB1Uga3CQbsUsUiMXSr82JflyQhCAJMOYuN/HvcNNNN6kHrinX7UsvveTY+wvjx4/XfJ9yvsO+NowQEuwt+/pGBw3SY0z8OzCnaeJEx4cODs6UbXoD/hetEgG63NgQamttqvzpxhuEoeoyIt577z0Rnn/3GBwIkO3/9ttvKsi50d1O0NVIMsDv6KZ0toRo8dBK4W+0mluzyo1wB5/NuA/x+OOP6wI1zMKm4GJy4HPPPae/8fq8Lo/l+c5ztBsgmeL9+Xd/gG7s2Lg49BwzBkOHDQMybbBkZiIsNFSnYu3K4Hs544wzlNwNHz4c/eVvd3kXJIyBgUHy23Ahi/bpsp0JgfMa/I899pi+v1tuuQVvvvnmHhLQUgKo85DE5oazNQ4NGO2tMZoLLTRGSMhfo0SY4NcUnI9xDg3w+ZraONNfS2hLaKCp4Zkc2sjnJbFmPk5TuT2XXXaZ9i/Ok8GNXoBvv/0W3wupHsopzoX0bt66FZV9+4LBB/etdpnU1voy0TT4Xs488ynHp46NhATP/5kDwEQbiIBt0yYVAPbM24GqFG1DbJqIJipNY4e0rA70UIzGAspIFiRZoaDld1TCzhO6cN/5HMOrYYDfHXrooY5PwBdffPG347kZIBkwvjNIAMFG5ny8sToc503nZ4LCkvtM3ttfsDU0IFOun6X3FDKUnQ2LYwRDVwbrnV4eachK1DbKu9gkTZuK59FHP1d3fGam3XXtvLgOFY8BY3QAcwM426ABI+m0qe2PP/5wHAV1hzeFxsTUaC+N0VxooTE4zbSB5sIWzseQKJ999tm6/+uvTCT6C5yBkUTH2Jhk2RRaCw0YdWEk4xpoabZC5xEE7F8kLNzYt865/HIkxMfbRw1UVKBaylWXuImLo4px4KK5OJRPJv4dBgwYgkMOcXzooOCAsTlzPnZ8MuGMVokARc4mh0Byc9uqlhSF5WCxpoB1us9OfDCSBU00jTVr1mB9WhrqOZlQZqZYg/Yhn8MiI5uNO3cljBkzBu5CAkliSV99vOwk9trrjtZlV11cWvZuGSEBeoSorJ03Jt81t3UEGHkR7M/OYTV62phPYGzN5Uy0BqMu6ElsK4x5GbiaoPN2+umn4+evvsJ3zz+vBgrbdm8hdJ6WBrjJ59VCDD7duNHMEN8HoPFy4YVvOD51TMTG+h6UdSfGjTtV+s/Tjk/tE60SgcI/CvH27berIqms5LoC9WodkJkzNrd+/Xp1y5vulvaDbt16IlwEYZgIRrv3IRs3PP00vMVa6uozC7Id//yzfcIoDpfrhb6I7dlT3dhWywC1nLt376bHOocGWsqod8bbb7+tQ+ya2gwwa56hLWO/MZlovDUmEVTKbYFzOKO5sIXzMY2nQzbCaEbZWRaGBlpytTuHBpqSCUzuI/hMp5xyiu4THJXjnDR4ww03OPbsoABnYqbzxvJ169YNm4Qo8K+nvK88eU8sX4/yOvVmSqH/Vvcm/jlYj88//6TjU8fCkCGBGkY60IiK+k5kSy6io7/ElCmHYuzYM6R92g2J9oRWicB/nvkPjjjiCFX+Q4f213wButuYbDVwwECcdNJJ+Oyzz5pNqDNxMFCv74OCm8TN19cXMUIK0leubDZ7vKuAdeLru1utR+a5NCQ0YGC8XbGWl6/UEICxxr9zaMA5o/6qq65SBdnUNmvWLM1wb2ozQDf23hJnjpAxrsG+2Bgc5tt4Yw6Nsb9kyRL92xjOIQ9jsq3G4H2NeD8XPjLCcE3BOTRAsvP999/rfTlUk2gc++fvBph/ZKAx8WpqIiy+S95jUkwMdsg+amvRkJyMKtm3WOzDDSngGocATfxz9Os3WPSB40MHAUXeLbe84Ph0YJGbO8WxZ4enZxYiIuYrKTjkkBkYPbrlETMHCi32kEcfeURjebScjHHE7NR0tbFzJW1MwhcbN8qDRRzwZEETzYNKi8qsRN6Ri4unWn1cvW6wkDgTdvTrN1xDKJwsauvuFFEoVk1iozLkOvb7GxzC2BSRaG7jnBktgVZwW7Z/CipcluPoo4+25wmJsm2cR9AUaEXyviQPTM7kDKCcttzAUUcd5dizg9fle+EkTQSXfm4OFUJ26YEoFnKRKaSHHoJQIb05aWlC9LZoeKO7fOfspTABsU6/VkU0YcIJjm/aDuaC3XLLT5gxw/FFO4d0b8yf/+ZBGy1VV+cr/eRrrFr1Knbs+PvU3lZrNby9d+u74DZy5EVinNzk+PXAokUiUC9W08KFC/HDokUqCIaOGKHf0w3HCT585J9t81aMm3qE2dnaEWhNqQXlkg//4BAhBTUa120vc8QfLNx2222wCBlioltyco0mDLId08PVv799CmlavMZ01UaiJ9HcKoLObvvmJh0iGNM2YCwn3BiN+xAVb1Nwzrqne3306NFNbtOmTduzf+SRR+7Zdy6Ls+XNUIgx6yUz9J1h3JMWPKcUJzh8lwTTGS2FBt5//32dy4EKuiViM4wjXRzgIk4EjY3G8PPw0JDByJGDEB4+RpcezigsRIy8R6vVBwGjRmHYGWfAez+Nzumo6N7d7nlxc2t+3oiWQDJw880L8OyzTzi+aZ+YNi0SCxa83mx/O1Coq/NHWVm8kJLT8csvi7F69Su6NYav73Yx2v5UUjB58lSMGHGp45f9jxaJADsZ2fnU8eOxcmUR1q1eLZ1quHbUTSIAKuQf3aRPP/RwkxnCJg4OUlJSNByAHOm0llphnW46fOyrr75CrxZmv+vMoKVJpX/SgAHYsk0avkuyjnwxwgBUWkuXrlLXNnNfCOM3ojm3ufOEPC0l0NHzYMA5TOAMZ7c6wTI3BSY0GmBYbuXKlU1uCxYs2LM/f/78PfvGJEiEc8iDoRA+JwlI43kunO/JeTIMJT9KlC3LaRCIxqEBhhKNUAY9A7TwWRfO9yUY+vj8888dn+yfuRllbYrEMvy1Nm8tyrwChYCkwlPKEeTpqbLI3b0bzhKiMrZbNLqZsmkPxo07TerGPlLkjz/s8538E9ArNHToSDz11GOOb9oXjjkmCnfc8WGTQ1UPNkpL++pGUrBs2Q9Yu/Y5bNpk94AZsFgahJhv2eMtGD7cvn7N/kKLRIAxRv96L7V6nn76SpRVVKA8eZvGV0tkG+E/Qir7dXh6uplLfbYjcD0BsmBauNUiHJn9zYROWo/pm/bvYjHtFQxlkdjGi5LPTF+MIVIf9GxxaBoVc/eo7hgzZpAmC3K9CRMtg1Y9lQFDBQSHx/700092AtoI5557rmPPvogXZwJsvMARvREnn3yy45N9+vDWwiEcHuxT7YP1ixfrZ+Yf+EVGKnlwcdmNE487Dl++/b6WtasjOvorVSgeHvZhpCtWvC/19e+HE48YMQZPPvkEjjzS8cVBBtNgWJ6bbvrnJOdAol70a3HxYJE7RygxWL/+Cd0aw99//w6BbZEI0L38++aVwuI/U4E58ZxzMG3cOBWWjA+uKl6FgQM91N14IOKqJtoGNx8frBWLLlEEYq1YtbTw6LamlTd4cNebS4AWYpiHh2bbz5s3TxUYLVpauVRArJ/k1GSd16GwslI9ByZaB61/hgo41z/3mVTsnGBpgPMG0BNhgLkCjcFJmvYWfI8BAVHwkHtT+VNepcn78/GxrxOxMzkZGxMTm51DoasgJuZzaft/TQi0YsV7qKzcd4uPMdxzyy2L8Pjjj6Hm78v0H1CceWYvLF78opano6KwcKRuJAVLlizEhg2P6bZkyc+OI/YPWiQC11xzjcYBX3zxESRvS8ZhIiB//PFHHWs8hpP2yD/GVxcLI288la+Jg4uRAwYgPi5OCRwTZZb++acKzuRmXNydHYlCVDkbZKTUB4fS6cyYUh8kSNyCXIPg5RUMP7ceGOCYNdNE22CQqxNPPFE/M1TQeAEmGguNLfyJEyfaJ3cScFRBc6GQ5sCRDKXZ2brEN+/H9RB8SvMR1K2bkAE/9Rjwms6zJ3Y1DBx4B+Ljn9X9rKwj8eef7wgJ2PeJcyTTnJ/jiScewimneEpbcPywn8F5univBx98AJdd9nqbF8fqCLDZXFBQMEY3m61FVf2v0eLVGf/juN/Zs2dj9NjRGDd2rLqcmYXOjHRmBK9du07dfU1NCWri4KCwogI1/mEoEOusRt5TYaUXukdEqMLbuh9nM2yvYAIb2ywJ67XXXouIyEjNo+guBImW4+5ff0VpTSm6dw8XMlCA5P24DkRnBkMqdO8z/s88AI7bdl72mjF/58WL6FXkrJxc2Kvx1hYwh8MjNBR3PPigegMY/okNj0XGlo36zpkUyeXKvz8I48fbAzhmPTTUTr6ys2dgy5ZbUFHxV6Lo/gANx6uumif9bDHuvvsueZeOH/YxyCkvuWSgEJvn9F4MTZn452iRCLzz/PPYtmmTrv41MHKguu+4z7HHuoDLLiZlHP0/iT8mDi6Chg1DVuIq+DY04Nlnn8V9t12ms7NRUHs6TSDTVUC39RP/fUJHAzz11FMYNXKUTjubEhAAP79ApIk1E9ktEuvXb0d1tWeXH13xb8CEP5IuJk4yf4CLezmHWuhB5CRkBpiHRK9A460tYHjHVlKLhUJu+Y7pEmZ4p0zea01NlZID3mvRL784zug6IAngmHUiK2smNm8+8IticYn4yy5bjDvuuF03poo4pYvsFTjdBM+9/HLmpd0u7/l5nH32C2qE7mv07DlH8ykGD75ZDIO/knw7M1okAj/+8QdGjBmjq+zN/Xyuxv9effVVTbLinPxlocF479n3YE2zwkXXJDTRHuDrm4/g8X2A6CB4BAZisFhiN99zjw71ai77vTODya2paanI3LABo0adLFZqFMaPn6CZRVFR4epWrs3llLoN0rZDtH1ziJTz8LfmFtBxnge/pals6Xkw0NwshY2HCzb+bMD5/OaGNRLO4brmyuZ8THPPSDjPQNjSMEmjzHTHX3zxxbrPZEzOHGiAngGDDBjHNAXnum0qCZG/Z2XtRHB5OeJGj8aGrVuVDIyJidHhhnw2rk748osvO87o/GA+wNixp+8hAQwFbNnyf7p/sMBhrNwuumixbjfffNOe7YorEqQNsB387+Z83O7dL+m5Z5zxpF7LmKBqfyAkxL6ibXDwCowZc66Sgj59HtfvOitaDTwUFlo01rZzZwp6TZyocT1al4z3ibzE4acdDlucDfXyz0T7gHttNGrSq1BY54aG/HykFxbi5tuv1GGfHEnQ1UClzomwHhZlNGlSnBKD4D4JmCpklovu/CIWaF5VnlqV6ekpWkfMNOfwNwPNDY+tqKhw7LW8cI4xhz/RnAetcYy8uZi58/ktETvncF1zZXM+pqUhwM4zELY0TNK5zDQazjnnHN2/6KKLdKgjEzZZF0ZycVPJhQac67apVTyr/fwwbtw4JRrh8k7zcnOxRva3yTU57Jn1xPDl+efPcpzRuUESwHwAT0+7R4skYH+HAv4J6CkyttNPnyttZHGTm/NxHIZ6oLBy5RvSF/4+JTenCja8BH5+bVv0qyOhWSLAGConFZk9+yQ8/fTTGDxjGrL+XIVDJh2yZ9EPS67FbmlkZKiwNdE+YK3Mgbsf0E0sRwrCviIwPYLDcceLL+4XV1pHwMsvv6xtlq7qFd+twNjevfHzwoXqPh4/ZQoqyitEiUWotc3YtbM3wMQ/h32ZcouOGuB05Fx5kat6MkTwb9GQk4NtDdmq9HOEuJ16/PEYzBwmITQcP95LSMclt92GQV0g+TMm5os9SYHEihXtkwR0FCxf/olm7icnXykk+q96pJdgxIjLlBT07v2849uOj2aJAF2ZZNo//vi9nbWLwLzi6isx5dApKjwpUCGk6ZVXvoGLCFgm6nDSGnZ6biQGoZbQPZ+NjcSBbkbu07X399/tQ7l4b/7lzG5//73tW4RsVsd+lONv4825vBT8oU6/BTv+srxUDtyM35w3uiz5ly7apssbrC5X4zPnZHD+ndnW/EtXpvP3TW2sU2Of5aX7lfua9S51ysSoU089FYjrAW+LP7rJ8fyO5UpbkYTCpCQEurZt8ZzOBLZNrrHw9ddfqzdgUeIijBw+EglCBjiCoEDqkPUfHu6iw9CYeERvgLOrvDnXurPL2tmV3RjOrvXmstj5Lp3R+LOBts5m6Fxm51kSneF8TEsjf5zvyX7THJzL7DzLIEcNGBMpnXDCCUpQiZZCG8516xxa2YOoKNRvLcT1t96Kqro65Je6o1ZIb4G875wGK9J378aTQgTyhDC0NFVxRwYJAJVSfPwz+pkjA6jAnJXXvkSfPv/V+3Xr1vbVIzsy0tJOUVK1cePd2LnzEse3dsTGfqp1MXTodaIf1jq+7ZiwLF68uEn/I12B7IgUYByHy41Ch2yecb2rJlyFOavm4LXXXkO1CIlvXl4uQmCdJlpRudWJQKDwyONkHpx9jTK12i5sKHzU1UjBaakAdAI3f/j52aCOQjmX3Z6u2nK6Gh3WWZB8b7F4oqC8gH5MhNLNLdengszkgrK5GSIZ+wsJyIHFakE2LLDJL1HyD9GAzbFuSWPxyjXSm1udrTEM4URXJceg0xXKKWsp3I11z+mSpFuT9cXnpfvZ7jINRf/+YVo/mZmZqjgMQeicXd0YrFMqKn0HIoSLHLPZ1VA4yn61j1SsVAlJABeDOveqq3DzJZfo+G7O6kYixzIyNPDII4/o1pVQL0rilyVLdBQMJ7OZP28+Dj/icFx++eX4+eefVUncdO1NuPLxx1C9cxsefPBBzJrFTm/OSLcvccEFF2j+hTPuuecex97eg+3ZRfrQf/5zEdav24x5P/yAIZP7Y/iIGVgl+8cff7wOnb399tuVCHZGMsBpaDkDHZGdPR2bN9+m+/sLVHwEXee0mrsiund/U0djcErgxti1azZKSgaLfmv/cxlMmfLXgkjNEgFa/VQiVFAcdkWmzwlDBgwciN0pKTq1MN19HD1AJcpj6O7jmOJ6OdZVSIBbcTE2bt+OKccei40iiHeJgpw0fTrWfPedKjYqS4tYKr1FoXNYEWcnpIIk+6cC7TV4MJJWrLBb48Hx6NkrEhuXLcC4Qw9F0s6dGNAtEg1VDagRJTt5/HgtC6+ZlpGGoYOHalk49JF/OYkJF3oZOpTzmNuXdyUhoYCghWPMPsYkFD4346VR8jxBctwP8mxBnsFSrhB5xlhRtswkLdkzTpnxq0KxIMtFURMsL6/LCWtIpIxhUyQROitjSQXyivLgChe5d4jUNcmTRf7aEBlp03KSBPEaRx99kVwxUy1UPt9EeXnbN28GqUA3EYJ09S9atFbKn4NeYsn2lHtzSmiOFoiRZ16/YIEudbtZztm0KRUjDxuNE6ZO1XJ2FTA+zsVtvp0zB7uFFMRYY3DvnHs19MV493//+1/88NYPuOnxm5CZkomL/3Px/yyDa6L9gUOZ/fuHY1z8WBRLX1gnsmLy+ARM7DsRr7/+OkKkXwbL++ZEWpRVPwg56Izo0eM1/btr14X6d3/Bx2enkOnzdX/HjsuQmnqG7h9sdO/OuRGixFA6sMsihoT8qvkCvH9jlJQMFNkyDikp/3CYxAGAMxFwEUXZLCWnBcVsXypFKiIq6iSxes8//3zdZwejm48rizGuSmV3aGA/6YBxKFiVhmkTpyEgwhcLv/lG5wUfM2QIKkVZWmusGBYTgSL5ztcjAnEhYWhwadAkLeYmDAjphoKiMuzcsUXds8FiQZeVZGPrulVKEMJ9g1GSVIT07N3wqIrDtpRVao2vXLMGI4fPxK6d2fjzz1+QIdf3s7qI0Zyr45rp9g0KCtQlWQs8vLFy80YEuXlJ2ZfqnPEsP+dnZyJkZmYt/lwyT5+rqqxOflslLzcXPyxdivSd6WLlF0vZLKrsGfdctmiRWu7bt+fLuTvts9QVFup1+Uyso6VLt8hv2+VzBXKyiuUaKbq+e114GKrluMhIH7X6/RMSkCAEjFa8xVKuE9+4ubvDRZ69UjYPSwgGdQ933HsX3N1r4BvWD3W5uYgdEILsXdlKUk4+4wzkp6drQhWV3eGHH4IMuR/dtF0JbHvvvfc+rrvrLjz88MO47Ka7UFqape2XnYHvYMQhM/HLLysRFumNcXHj8MXCL7StGctr03vT1FS1JK1Gkh2JnnOCoTPoHTOS30g8ndcxMMAQhnOyXXOhAZJo43yScOekOmcwHGCUmd6rpsrmfAyJsfG8jREZGbknYY/9tKnkPcL5Gej5IvFtDOe6oNesuURG57oluW48V0lUjyicNfM0jJL2nedTiOw/1iE6YQR+XbgQPWbORD95Zq6PQlLNujzuuOMcZ3YuFBWN0G1/Y8IE+yxBdXU+Im/bvqZ+XNxHGqpoaNj3k87RMu/T5wnpB0tErs52fHtgUFnZTeud93VxqZQ2xpE39inc+TcwcI2QtDflub3g5laqddCe4LwYU7MeAXbAXWmiUH9fgvHjTxJh+Zsm+3CCISoSulipODm3wHdzvoMt2qaKkL/RFU0FmCPWlo8ocsYDU6Wzx4pgpZCgAguX7wpEORMucnyxCBqbWMDs/EaGtV3YRMnLrlUhwPxod7kOBRYFg3P2NGVZTEy4KlKCHZ/ejMjICLGkVzu+i5VGaUWgCLskRwiDx5HUUEjSavb17SXXrhGLuxih8BTWF60Z524ivANFeNW6MtZbCj++dd9osdqzRZjWqbXNxsCQxqZt6YhJiGEPRZIoYmZKG16HmpogRLgVMDjKIKocHS1lckGakJiwAdP3NCTWL+TNRAqRCR3YXwUsFVbxjmIMOcye/MT69hdFkF5WKwQrFeOGDlXiRKLD98D68/WNlPsWapY2SQ7rny7xroSPPvoIr7zyimatUylw6NpPiUmYe+cdWLl6HW64+QYs+XgJrnzgSo1j33nnnerGNtG+QaLsKgRt2IABCD10In5+7TWMOv0cWIR0rxfZNOPawxGcHozDTj0Vl4jsIhk28c/A8IOxGt6uXeeL8mvbSAzn+QyYu7Cv4eOzQwxWe1/ljImcPvlgg0mEzB9ojLKy3iKzZ2reQXvAHo+AraFpjwCFJZXMztRdyBBlfdppM9VdvVkszn4jRqBXRCQyszJx00034cknn0RWeZYuOMJ5voszM7FMyEKyKK1N0iGpvHbINUpE0f0mVvL69fliNa/G7uQi+Su/i7LcIZZzmlyfioshCZIIunCL5HtPaznWp+fDx1KPgox87CwrQo18T0uDZWT8nZZ3YKCfEhAqzDohA6l5HnJMsV6P5IAWVFkpXezhSC9MQV6OGyqrcpRMcOP1qARqagrVJe9dLESovgbluQVanlJ59p1paagrzkGZkKQ8ISt5eWXYmLENNSVFKC6uEyVsg7tYSz26R6vCrRLLx1UIRo2QFj+pUyr+nJydcBVLpUosoWD57O5Ro+P7RWPD26tWCdhWIT3WHaUoqi2Cxc8Xue7ucJPv8tzcUFaRhxAHCeLzuwohydy+WXMyMoWojBsyRHMeSLZI1Hx83FTx0frltWnxcXrdrjTK46GHHtLltAMC4nH77U8J0UxFtLyDMWPHIz0rXdvuuZefq9ZxdrYFR/QciffnfeQ420R7Re/evTH2qFE4cfqJ2LQzBeuTNuEYkU8nnXIK+h56KAZFD0OPmBhESt9a+eWXGH344Y4zTewtxo+3Ky+ur8+579sKd/ci6Xf2OSPy85mE23xy6z9BbW2QyOHJYvR9pVZ3ZOR8pKcfXEVbWDhGvQTFxcOUBBlEyN29EBx1QC9BbS2TyHNRUfH3nJkDiT0egYa6pomApcaCtMw0PPbwwzpTGGf6Olw60fLt23GvWJM333yzJsfRxcfMYE4lylj4E/ffrxN6JIqSHDp2LHpGd8PEAWPQLy4B/QaPxMgJI6Ui3OS8nujXL16UpRtcassRJ1ZtXV2YvEw/dWFyJrLaggJEyT1KRIknRIYi2BqOuL5RiHNkXAf7BcPFzUWPj/WKhFt5PjxFubqKAnaXv4GB9kxxDyEX4XK9AH8uRCIKOGMzLN7hCA2zwlsUfLAQgEpRilWiJPk8zCBvEGJRJoo3oKYeRZXFQiL8UFuYhgqx4iuFbFCJ5olCda0rR2Wh3Nfmj+jwEJR6u6Iqqw7u6UXITalAQLBVGoMnEnyBIiEEVSyblxdc5Z51xcUo3OWLHWm5yMquQk7WFuQV5CNtXSo25KWiKHcXiqQety//AylrdmJZ5g7kJiXhnttv11BEaW4NAkbGI7soGcnrd2NXSSGuu/RS1EhdLp83Dz///JtwC08dvsV3ct5556lHghu9BSR7XQV0Q5MIjhzZH59++houueQSXf1u1uxZOjEWl9A976zzdAzN5s1rMfOsmZgzZ87fXOUkCQG1Abr0toEA+ecV6KXeKrZ/juSwu7LZRg13N0cS1P7Nnd+Sa70tYFopk2qZQssU1+au5ByqYFKql5TN2blOkeziOMZIljXCBI3BpDu68EmYOQyzpIR3dXYmcvbA4lZDAwy3UHa0JbThHA5gCIHXM56H57FM2TuysfDXhRh+4nRkL1+Ls8X695F7SMfDi088gSGDBqlH8odvfsWoQ0bpuSb2Dv7+G3UcPZGWdqoYIW1PhKPrnIqPyMw8bp8TAYJkgAl6ERE/Shspk77Vt1244auqIsWwOFJJAcmAc3IhJy0KD/9Z66asLEHDDAcaf4UGbE2HBmora2Fxs6gr7cUXX8S3L3+L8BHhOi+41doT11xzgs4pzuzqxYuXYODACbjwwlNx9913/BV/Fkv8lKuvVmt61a+/ok/8EKz/dT1mnDdDGkeanDNWFTWtdVriXLCCccj/+7//U8XF7OJ5ny5CuaWAPhUVdnTj2622bBUeFKiZhRUI8XEF0ndiVVaBCgyey7i8i4sodYccChbBwN0CIQ5WsezRbRgiarORLcIcbtukAXXXsESVlIXC0DU2Vu9DUEbacquQJjLJNzwcdaKgDeHlIcKRAQofn2q4lHug2sMDHFeQL0KXJKWPexy2lWxTtcA4M5f7KBAFUyT34HgBmxCpQXJfq6UH1hWuQ6/evbBCCNfwoO4IlH/ritbJb1bE9+mDSRMmaMhg5swLMWJEJL777jtNVOSwuMJCd7F8r9Hkt1df/UDKl4sQEdixUh+sVyo8WlDnn38DzjnnKBWqXQUff/wx7rvvPm1nnICHSa1cNe+bb77RfJfbjrsNHyV9pL/d9NpreODCO3DYhKFC+CpVcenwWXmvbHvlVPRUYqJrvCz2oXdUkHy3FdrYquDjIseponPXAS81ci5Brw7bFpVyMcNCcj8iUNqJRd5xYVGhNAibtmG+R7Z3EowCiJCwpcjx5XAJ9IWvkLhiOd0V5fCuE6IR54rKTL0U/Ox//ga21ZaGNjYG+wHBEB3bCZ+bISeGt5jMa4BlpNKnYudfHQkkoAInq3J1teq+MQER+yUJEPuF4ZGiYm88ZwOVP+tdcwekr1jkM+uinKRM6p9kyxJhwTCx+HmtDLnvVZddhpuvv17a9jk6cobns/wsG0cmkOR31mTB/Q1jpAC9Ab/+uvfrNhjnr1r1qrz/eN3fHxgy5EbpL/ZVLpnDkJ8/XvfbE3x9t4kcfkn6hT1cTbBOWDcHGq2OGsgXJX7fo4/q/qViZX7/5Zd48vmXcMYZpyoBcBElS7d9kXSyWbNmi6ApV0VDK4tZ9xQWqcnJ+OSrr5C0LgmrczORvnIljj32WLUYOKXr448/LgU5RjqohwpG5h7k59uEBPRUVzYF5jvvvKNEwqPEAxbkwlcEkvR8ZDkUMXMAKCDSS9OZxP83kO0wLk6LhJOL0FXeGLRsCCYSNgdaVRSiFHR0uasQdwhwgkqWhIagJ4MEhIKNAo7nUmjRsmR5+ZfPTsFIS5MKhkKWGC7k58gZM3D9ddcpKSLJCgoJwrridRgeMFwtSiYgcq58CjUmPnHGrfvuew6HHTZMFQaHBXp4+OHdd1/XNSG2C6E47ZLTEO0drcKRQ+X4HFdeeaU+R1cBR41QuY4YMUI6XLK0vds1b4AjST6TNnrDNdfg999/R7KQ0q2rVuk8AlyXwbXKFYm77ENCqbj4Tql4GP7J2bQJlfI+vYuK4Cntq0jaV6BXIBrcGvTdUgEZ7YLtIVTqO0X6FfNRSARd5DdPHz8cPf5CbCzbhsJ1qxDUKwSZ6em6MBL7B2fjWyjEb5QQuDVSLk6M88svvyBGLNxqaTv9+vVDRtIWeEaFaZ9jGdm+2E45UuVn6UeT5BhOvesnZXB3D5C2LGX2tmLFCvlt0ijslOvEi7Jm26LlTALD8vNaVMjsIwxdUYkz1MT541kPzJvhvXge2z37GMN07HPsk/QUsg440oVtV/uxh9RByhax5BPkmABpkwv1fiQYPIZhxPj4kVi5cqH2bbbpQCFtddKnykRuiGbX+UtYhi1bdiBm+CAUCEE5VM5PkP7O3I7hZ52F3fPnKynhKKezzz5bQ5gsB4cRmtg7cHz80KHX6j69AcnJ/9H9vcGkSUdJe7AbTvsjT8AZfw1vDBed8rHut1cMGHC3/t248V79e6DR6qgBbxF2HKPL2Ckt9pNGjcaJF8zGs888g+EiTHNFULwsgpRDciggyLQ5PCvDPQP1+fWq1C+5/HKUiyBxdXPBcvk9VwREsijcOU/PQUBoDAZ174OUzK3qoqaAYSzf17UWeWKFL/3tNxUqdP9RIPQe3Bth0tE5HIgWCpOEOGwupG8MuofFoHdsbyUi9EbQS8DkPAohzknNvxQKVK4kITyGJIH7FKS0OijwKNw4zI7uRgolXodCn6ASZzlpZVC583cqVBIEEg2ew9+5z2MpFCn8qXwoAFkGnkdriGXhXwpAjvunwKVir5JyHCbPwHMpZFkftTW1eO7up/GwkDLem2s+cPQBydYnn3yC//73Jfn8q9YF30N+fglCo8OQvrtKFFui1EMUZp17MbykLCxbUmYSjpt2nArwrgSOFCCxpEKrqytTIsfwCr+bLsqCJOnySy4XZe2n+3x3fL+7tu1C9MghKEhLQ9yAUfCutSG5MFcnm2L7jBYl+c2SJZghbWqJ9BWbuwsGC4n47vNvRal202GofFckh6efeaaG2Tj3faK0b7aHTRuTEB7XB5k7f8PCZQtx5x134MV587Hm54VIlDY5aYAoQVHUbKP33X8/zjtvNn78cT56dY/CM888r2369fc/lLbhruXZurVUnq9QrKEd6D90AH5btAhF+aXw9nBVBZqbmyEC2YakZUkoqy8SwZ6PUG837BYy8/kH34qezRVy2oBy1CJ9V7acs0vbLxcGImFlH9kl9bJ7/QZp55VKgklAqGS5kZxSmTN/JSwsXPvutm11yHApxSBpn3369NIk4diIYHl++zwA7KvMP2K/oYJPGNIHA4Qs8X6/inw5RAiyp78/dgipYT+LFzJklb42/+cN8KipR6yr9MvoAHjZXJWQUE48J3VFefD99z9JW49G3/5H4+yzZjpag4m9AZP9CHoD1q17Wvf3FhER80XO2Y2n/Z3Zn5s7VdrJF6InyjWckZZ2muOX9ofc3MN0O1ho06gBghYNhRCtyztESFGJRYkV88Znn6g1Std0VEUUgkcE4MwzzsBn0lkj6yoRHhSOk8ecjG1V2+Ce447357+GVBEoFAxcppICklY/rSNaprSQqeCo4EkiuEocJ8NpD6DFM3ToUMcnO1gvFIL7Gsy9uPrqq/H888/jiunT8ZMI1Z1i1dfQFSzKi8qDCoxKf7r8zrnc6fImEaMQ5lSrVPj+8SMQ7dqAISJUf9z5J4b5dLcPgxTlQrf42LFjHXfsGqBn5NFHXxal4KdWNtsxvTNsc6w/5giwfX8l9V4r73Xj+o0oKitSyzjKPwr5Vfm6T8JGcBiqVUigj1i9JHIhlhDsqs5ElNQ9R8fwHR0WPxGuPb1VwVGBJsAbKbl1DMehPKhcTBZX5JVmCWHoLr/XqQVtsVkAOq7i7WW2cOor+S8kpAdW5O1EHyHBMTE9RJhuR4EoSvqzjDLZCYy3kAJXJTFsL+y7tOiTk5PVuraT0VohoQXqsvcTop0qfTEggMSwFFaxrrsJAS4qssfhLfJcISEc2VIpdZanZdywYZfco1ZJMxU4r0nQDc9rMpxG4ktFnpaWIcS2B7352L07Q+t86tSx6p2Ljo6X8uUrwfUUi94m5eXvvF4JSbTU5YLVq5Eg18rKqhZiYc8PWJ24G30SIpAv9dpbyk/vB/sDiTOvRQJAUkRZQm8m+wWTRTmvgIm9Q1DQKpEh9vk00tNPkjZ5te7vLUaPPk+MJvvaEvvbI0A4j3BYu/ZZ6Qudf4rpf4JWQwMmOj6Y20HhP2DAABWWv3/7O+58+k7Hr10LmULcVjKcIwqa4QESLs4yR88OQSU6TMjR0gUL1GKnwqHSo+ckR6x5jvJgGIfqMc7hDaLCqs+tR42vBbW1HO2SJ0q9l+4zHFRcXI3SqDD4ZaaqgqMHykiQ0wQDVCkjZ94CdX8v/V44gChYkgDNS3CA96NiI8EwUF/voWS0uHiHKGxvsdztQ2lzczMxsFsveIQGkrEydiWKPlwUeZYqaz8/Dy2rHbxeHy0vyTi9YHlCfDlKhahkbF/KzvZDLxZJBcuSn5OjS4zxenwuv8xMrJbfe0vZ5QB9JiYX0zsglYkG+b2qexiYZ0kvWunmzeryp+eAIHnwKvZCg7sramvSECYGghQI+XKtEGuIaCQ9TOCJSARqwmZhfaEqfCp+5jSQDLDuWNaYmF4IDvbBRx/Nl/f8lA6XZRjIRNvh5lYiRpt93oX6em8sW/a97v8TOBOBZcu+k+s1Pd31vgTXAzAWB1qz5gVpq/9+bYvOBpMImOgyoFXMENbvoli8U1PVUqVHhEmfdNv7icLftmUbxk8cj1mzZmkojDFuKsVUWpmi8P0DApCdno5qUeQMTYWIcnWT49JEybm5+YglHir6LkPOI7HIQQOT7USJuYhypDubCosKNLJXL1jkfqmbNiFclKoHvKUMvZCYuBHb0UBHgIajqHRtovghCpNgCItgsudPP27X6bN72qfq17Jyqy0NRGisTXR/uVy3FGGxA5GZuVk9RAx10FpneEDzakL8UZmegyAfd9RExulaHEYSIENc7lJGhj3s6I6tKYuxY1MNEhK8hRe4qJfDJkp3qCh17mspWVZR4Al87qo6wMdDCRXvzUTLvkJ6KuW5tgjJoRcjSEhWg5AdEp7SGgsifb1RY6uxJxYGByNAypEr15KHw2Cpb+bx0JPD+qQXZmdeHurkc5gQu0Pk2pz6nO+anhsew9AZCQlDgUwKveaaazQUYaJtiI39SJPaiH1hxRux+zVrXhSlPED39zeMe9bWBuK3377UfRN/wSQCJroOxOi97qXr1D3OBEFajMw9+WTtWrx/771qjVLB0NplbgaVMBXHKaecosrzvV9+waiEBCSmpMDPKkotN1+9AbTyS6tL1R3Na+bluaF//0CsXp0ouss+XFBOQXeOqhPw+lRmzBdgchzHGwR4BaAYVLAJShToCdDRB6Jc92T5yz4VqZcoZzkA0aKAd4oVTi9GkJQhSK7FDpyZwnKJ/pUyw8UPlcWZsIjFzeWBdogy9g8J0edJlrJKYfUc36AguNtqkV3EMTkxwgJ2o14uEi735jNK8XVQoFUU+iax7iP8h4uyBkIiKjXXwHsLUNZgg7W/RXnACOErTAlj+dPlGlzRbJoQqgp5tqxkT9i8G1Atv1VUb4WHEKp6qc660mqUyH6JKHCPrAIU0BmRXYCA/vEa3nj0xhs1h2hHcQUaQisQnG3FutwkeBW6IVee6fkrr8R3W7cif/lysf4/wNFHH473339f6/+/TzwBT6m7Cy+8UN8rV1E10To4BG/ixGN0v6ho2D/ODXDGwSACHLJn5DjU1voLGfha903Y8RcRaGb4oAkTnQV1pXX4cv6XqgiYd3LySSfjgw8/wIMPPYTKilg8/PD5OmPmDz//jAvOfhD33ns63n57GebMuUVzB5gjctyI47Bp8wKcIlYlLeZPXnkFhx16MjblbEKENQK9xvZCVFSoWPPBmv9CxUVlyCm66bLmaA66rWmd28ptSC3L0WFwVOxJ8pe5MrRyObMlr89wzqeffooB1oHwGu4pCnojVq21z6g5QJT6Rrrb5Vo+PlaxgoUnyHWShZBY5Blj6D0orkRGeQkGREegqKBULGx6MmL1HjlSNuYx9JBrWcTSNkY2xMTUoyTdBXlSHi7fy5X7WBZjBEGsfJ8qSrqkpApD5F4Zcn6FXIcDJlmu/rb+WFu1Whf04lwZzEehTk8YOBD1QsK47iDJT18hH2XlIdhRtwNxAXFwi/LBZilTqEug3qewrhARYtH7VPjgmHOP1NkwR42agXPPPUr3S+SeA6R8999/P8aPPw333XexEqzXX39T6rwMpeXl8JH70ytw5plnakjFanXDuHGjdcSNidYRE/OZtNfndH9fxfQNIrBp0x04kGsCeHmlY8yYs3X/QOQndCRMmTBKWHueyKISkwiY6Nw46eij8cDjj2PFihVqjd/1f/+H5LRcREYG4dt5u3DpuaOxZvVqLBClT0XDIat0wTP2zTHp9957L+ImTMAHDz+MY44/XrPjq8QKHyLWNUfVnH766Xj33XdxySUn4ttvV2LatKnqYaCnIT+/TixTbxF8WToOvyw0FCPFiuUU0BsTuciWkAMpI2cZqBeLv6a2Vu+7XRRtvChSegk2bqTjXY4ShdpHft+61SaEI0td6gwJpIo1HVvrLp+z5PuB2L17GSxCPnylDFZrCBISQjXcQUcAyxQezrk1chi5kPLRU+EiirRelTDJwK5dxbIfLBbUVlGsEeqZoNeD5ISufoK5CtzndyQ9BMMsxuqbxCBRwJyaiHkCxnl8ttLS9WJlBuGI6dN1iCSXgq718cGgiWNx+qmnoiC/ALMOnw6b1PFHzz6rIQuOJqjNrkWxS7Em7s6fP18nyGLSIb04TJZlgi1HCZFwXXzFlYgKDdYQEN/XFVdcocTs7bff1nKYaB6cJn3SJHuiNlfQW7/+Cd3/t+BiRVy0iDjQCplEoLY2QL0RJv7ClN4ieXb8JIJgq0kETHRuMEGPFj+T/7h+QIEo/OfE+ufoAeYBcOQLrcek1Uk47tTT8cQTD2g2PJPQRowagaqKKo3bH3nkkTpO/ccPf8TSpKWqHHlNxt1POeV0DBs8GL/98ZuGCXqL0o8eM0ZXgOSwWg7v5AgPZq7/lTD4F2i1cgSDxtMdMPZr6kSJki0IqKw55JEEgLkK3OfG7+khIGjFG3kDLB8ten5nxOt5Hr+3z4Aol5bzqKB5HP8a3/E4EhGCvzF8QaVOQsMkSnoveDyP4/NR4bJOeF8O46OVzn3OTUDlzHkZSBYIJkmee+65OicJ64if6RXhlOTJQtY4aoj343BZjoThfenGPOuss5CVVYWvv/5ZzrtZQzh//rlZ/r4v91+DM888Bw89dK+GgUhS/vjjD3z9zdfIzcnVHAGWxUTLiIn5XN7Xs7q/LxX2wSQCJprGlPKPgd2/itCoNomAic4Puqk5YyXd9rNHzcbSwqU64c4Fooz+WL0GS5cuQbooj2JRjr27dcew4cNwqyj9+x5+AOtXrdUhaH1698Gq3TsxIq4HMjas1TU4uPYDFWPWuiyEDgzVobC8By1mhiK4zHGIKMrtcu2HX3hB4+78nkqOQxCZ3Kbo3x8DRGka1jUGy7bBvtvY0m4OJCvOIw3aAhIgWtV8BmdQYWrGfytgLJ7KuSWQ5HCdC86h4AxO8/zaa6+huzz3nXPnYuzo0eqxeee993QoIIdzkmTR20Kyw+uUlXnId+txxhlnYPLkyUIghiC3KkfXjfj+h58QFcm5NFJx7C3/h2Fu7uoteOKJJzQng2TQRMuwWmukX0zXfc7KtzcrDLYGkwi0P0xJexSoyBfmX2cSARNdC0wYpKXLeSxOEIU8TxT6XXfdhRtvvFEtWs5zQXc0FQ2VEEMDnREkJJwJ1BlcM4R1wBn5aOVzSvGDBYYDOOSPU2rTe0BvDkMAJCgMD/Av3yNHgXzw3be48NTTcNttD4ry+kPP5cJaJDgkAObQwbYhKuobcElfYl8r6+HD/wN//yTdX7v2ORQXk+2aOJiYsus+oLZMiEC9SQRMmOhKoBfi448/1nkUWgNj8Y29Be0Zt912m3oOOKMnn3PFGyuQEZShngsTLcNiqRPya0/iy8ubhKSkB3R/X8JIGDSJQPvAlF1i5NSUAzaTCJgw0WnBZDzOs08wT4DKn14OA0wJcKQFaPKgHPI/EPng2DPRmbE/vQEGTCLQvuBMBBxiwIQJE50ZnOnPmQQQVPy1tfatzr7a8v+A0/Sa6NyIjv56DwnIyZmqf010LZhEwISJTgqOiODoB27E3XfblT6tf8eAgL/B+J4EYf58+3dM9OMUvSY6LxISnnTscYLI2xx7+x7l5b31b3GxffSIiYMMTvrBTWASARMmOiE4iZEzqqqAe+7hrHGOL1oAwwXTpwM/OJbvJxkw0XlhLC28bNk8IYJtaCD/ECtXvuYIOzi0j4mDCzfHmg+2BjNHwISJzobjjz9ep+c1wMmEHIsU7hXoPTCmNjjYowhMmDCxbzEFi4TlfwdUF5seARMmOhPuvvvuv5EATi3wT0gA4ebm2BFwwiMTJkx0IgydBUy8Sf6eZxIBEyY6EziVsoGHHoIuREQ0ihS0GQwpGDj7bPuc7SZMmOgE8I8Deh1hEgETJjoTnnzyyb9mKxQ45/jdcotjZy/BaQS++MK+z5n+rr/+evsHEyZMdGxYXQGvYCCgm0kETJjoLFi4cKFjD+CEiFyReF9gxgzHjoAzMpowYaJzwSQCJkx0AnD1PecFjfbliD8vL+YI2Pe5ANEt/9S9YMKEiXYJkwiYMNEJwOmADXCYYFiY48M+gmPhQMXy5csdeyZMmOgMMImACRMdHC+++OLfVh687DLHzj6G8wrKHKJowoSJzgGTCJgw0cExb948x549KTAiwvFhH8PbG3jtNfs+hyhyqKIJEyY6PkwiYMJEB8bcuXNRUlLi+ARcdZVjZz/hggscO4Jly5Y59kyYMNFxYTOJgAkTHRnffvutYw+4+WYuIOP4sB+RmWn/yxUNH+JkBSZMmOi4qK81iYAJEx0Vb7755t9mEdzf3gADkZGAMdvwjz/+aN8xYcJEx4TFahIBEyY6Kr4wZvoRXHstEBvr+HAAcNFFjh0BVzdsaGhwfDJhwkSHgtXFJAImTHREvP/++3/zBjz1lGPnAMHTE3jCvoS94tlnn3XsmTBhomPBYhIBEyY6Ij7++GPHHrBokWPnAMN5tuEvv/wStVyu0IQJEx0OJhEwYaKDgSSgqKjI8YmuecfOQYDT0gaYNm2aY8+ECRMdCSYRMGGig+G9995z7AFLlzp2DhIYIuBMhgbKysoceyZMmOgoMImACRMdCHTBO+cGTJrk2DmI4LxCVockOeaYY/62AqIJEybaP0wiYMJEB8Ibb7zh2AP+/NOx0w5QX+/YEXz44YeOPRMmTHQEmETAhIkOAi4s5OwNGDXKsdNO4Otr//vWW28hNzfX/sGECRPtHiYRMGGig+CFF15w7AFr1jh22hG47pG7u33/1FNPte+YMGGi3cMkAiZMdAAsWrTob2sKDBvm2GlncJ5o6IMPPnDsmTBhoj3DJAImTHQAPOE0e8+mTY6ddgg6LTiSgHjllVdQUVFh/2DChIl2C5MImDDRzvHbb7/9bVhev36OnXYK50EDP/zwg2PPhAkT7RUmETBhop3jwQcfdOwB27Y5dv4hbLY+jr39C2Pdg+eeew7bt2+3fzBhwkS7hEkETJhox1izZg3Ky8sdn4D4eMfOP0Rt7ZfAqz0dn/YfUlMBb2/7/kUXXWSGCEyYaMcwiYAJE+0Yt9xyi2MP2LnTsfMvYLO9AfwZDLzSC8jxcHy7f3DiiY4dwcKFCx17JkyYaG+wLF682ObYN2HCRDvCpk2bcPnllzs+UYk7dv4FqqtvgsfVPwMLdgBHCBl4MBEIrXb8uu9Br4CRM/D999/LZ4eboIPizTffRG1eLbKrsnHWWWdh4MCBqKurw003PYoRI7qpB+exxx7TkEifPn0QFDQeBRt+g3tPd2xZtwX/uflqlJeUwMvLC4GBgRg8eAweeeRu9O7dG/X19bqcM68hchkeHh4orKnBZeeehyFDBqtniN/VyHc8Licnx8lbxAzNKvuuAVdXSOFkxw3u7hY9j/uAfXEod3d3BAQEaDnc3NzgZrGgwWrFhrUb8PuK35GWloZ7771XQ1PnnHMO+o8ahYrcXCmnO+bN24RhwzwRHx8Pi5zn4+ODd999V9ebCA0NRXlVFYry87FhwwaMHTtW78fnI6xyD0uDBWWVZfD19dX64+bi4qK/EyyPFldgDEm1gx9qpC/YO4PF4omqqmLky722bdum9T5nzhx9By+9NB8ff/wIfvzxR9x88816r8LCQvz5559ITU3FybNm4ev338eECROk/AEIionA22+8geOPPBJ9+w5DYuJqFBTkYsCAUfDz+6tsnQVTpkxx7JlEwISJdguu828gLw8ICXF8+Beorr5RiMAiYM4q4JQBQLAX8NAGubhD6u4HiJ7YAyq4jowy0U6F2dkoKqrAoEF94BcRAbeAQBQnb8dvv23Dli3LMHv2Rdi6aztOPPpoJCc34PPPn9AZIRd+tRDVbtX4PSMDU3r00IWjXn/9dURHR8v7zcPxxx+vwjklJUUVGc/ZvHkzfv31Vxwt17rppptw2WWXYcyYMViyZIl+/84776gSJahonZUpvydhMH6ncnXGmYefh+MuPw4BQs54TJUo78TEAmxM/QNWWx0Wfz8fF1xwAWJF2SdVVGBKeLge5y3kIUPKeMopp+DWW2/FjBkzheANQ1nZSr0/CQSP6969u5b54aeeQqAQn+Tt2zGw90Bs2bkF+Zn5SNyeiAVfLEBedZ6eZycqcJTZqgQgKipKyI63EKcyVf7BwcF67bi4OIwcOQ3Tp4/CM888g6FDhyopysrKQra8n//85z+q+F988UX8/vs69O/fXcvFY+hl4+RcW7ZsweGHH47hw4fj5ZdfRqqca5MyzJ49GxdccQV+W7wczz79iBKuJ598UslOZ0KnIwLWWiuKKu2rsXl6eirTJUvlnOf8myEdj3/ZqMjE2dDYCblfWloqwrFahGyInku2yuN9fYPl/GJ4ungirzgPCT0SUFBasOf6nOGN++xcvAZZNTsil2Ll9fm9wYDJ4nkP/iV4D35mw+bG67ATsjwG+JnfO4MNPFw6I88pKamGv7+H3s9DOnKlNGCWKz8zD1UN1QiTzmqcb7BnlofZ5w3S6bylfDyedWQIj5oquYbn3+j3HhjlNcDzjOuzrNycwWtTwPFZCTJwdvTIyEitG1exVvhOWFfcjPrhbzabi/xWr8fzfArJsLAwVFTUyXvL2XNd/s6N92os5Do6nEkARwnsqyGDlZU3wOtaUcYkAsToaGB4FAqvnIygwU/Zv9vHEDmLtWvt+//3f/+HmTNn2j90QFBJ0/K86qqrVOmwHc+Z87ko6hNFYaxVxbJL+sbrDz+ME044QXMjdu/eLc+/Fnfcdx92izJkPx4eOBwPf/gRHn30arzwwpP45JNP8Mcff6BO+pif9Gda0j///LNc7xghA2ulzUdpO+8mynWFHPf777/j8KNOxLD+vZC0qUr67iaxXgu0T8XF9ZB+4S79ulLOsStmi/SPkIAQdRKIeJPj8mQLQM+e/ip3MjMzUSuK7oEbbxRLf5j2uZ07d4qSnyHWcV8lPHUlJYiNjcUSuXeBPAOvu3hxLu6773Sk+/vjmN7HSA1tQnp6Bl59da4o6pH6rJSNp512mv0etQlCZHzl+iXal4kIubZPkQ9K/UtVxmSKDAsd2AdZ6/KkbAWq+F1dY0R2WLB+fRYGD46Qc0vx3brVOH3iRK2L/v37qyfi99+zRDavVVniL2Xi9tJLL+EKUezEF198oV6cVZVAD1sFtq1fr/fkZF2hoVEIOeQwTAoOxAP/fRDdpVzp6eno070PHn/2cYwbN06v0VnQ6YgAOyPdcOxs7CxWTysaqhq0A9L19fTTT6uyu/vuu/Wle3l5Y9mypSqUNny+AWWRZYjq3QsZycnKGG+7bS569yYjdVclddJJJwn7H4QdO6qQm5uN2FGx2LQoSTpMtCowDpGi+4vuKbL4X375xVEyoodsu+y7BJWnKs0E2bZpJ9uyhVnVdtLAjkylRwbKTqeKXhp1gFcAbpl1F865/TSsWrVKX+KkSZPw5bx5CJRrdh88GF7ybDdeey2WL1+uQoXZ2kOGjMbKlb8iKChoz/Owk7OueAzrhHXDclCZrvplFUptpaivrMem5E1aX1Ty/J1lsxMcm+zzUf6KMdsV8lDZ2yQddbAKieDgcVIXc7X8JCGJiYk4+eSTlamTSFEwkJ2zE/NZ2eEphChAHhFL6dABA7B06VJ1S24XobRM6nfH11/j/ffflw7qKtbRTCUFdNHSIugsYF1RoRgQ+S7vz/Hhb2D9751bv7LyeiEC0j4NIkCcORjwc0fRXZcgMOZSx5f7Fmz20lUU86TNNia5HQWrV69WEkyrke2VSu7DTz/Fkp8TER4MXHblZUgW5X/9meeIggtFr169VC6wfWZK/1v23nuIjx+Aiy+epf3U23sIPv74IZx++ulqcQ4QJSUdCdUlZaJg75HtM+mDG+WYD7VfbNmxA8ceeaQS+iWi0QfIsUnSN3YmJeGwww7T/mqz+YnsS5R+FosePQLtfU36p2uxKwKCbdixsxweLq4iN/OVzIwYMQLnnXeeutDZVx999FH1BFC+nHvuudq3zzj/fDwuRIZyiTLk9ttv12O5yBSJ3axZs/CNnE/L/6KLrpZy34Vrr70CE0VRG0qa9cD7uYhxlbilDMfM6Es3BXaL3KUc9fcPQr1FjChLNPI9C+FRaEG/hBA1zLp166ZyKjXTCjfXbKTvLsHAwXHwE/n+y5IlzILVctHKd5M66ZOQgCOlnhiOiouPx6/LliFaykAZRn2xYYMNG+rXYYv8fsy0aXjooYdw5ZVX4owz7pc6q8B3332r5IXegHMPORfn3nmuejc6EzodEbjx5Zfx6MUXIybmMLz/yYO44uIrsHLdSmSn5YiSOAVJ0kkmCyNc+Mwz2gi6d4+Xjnw2kqUB3nnnnap8Vq5cicjwSGTnFmDy5PF47bXX8M033+C///2vkoNe0rAef+QR3HHHK8K4gXXrEsUqL1RFHRMTo94GHh8UFCadfqAqWflJOmyhCj12UDc3D1GqFdoYt27dqsqVf9lR+B03ChoK+IuffhQiEvDmmyukcQ7BDcLUJx9yCD5I/AIBuYE4eupUVai75JwxwlwrRDC8OGcOhPBrHGzDhk1y3un4z9X/QeK6HCmjVcv4008/wc/PD7t27VI3W99TTkFPObe4uBS9KxKw0WU9Nny9AbWxtdo5Vfnb3LB111YlAdXyHFs21CMhgda83QtgJ0k7VGAkJibh7LPPwgIhQy8+84p0nqvUY0IycYiw7TVr/tTjKSDo2qyri5T67qXKgfFXWhCzRAhlCpGgoOH74vl1dQ34ft73cPXwwuakDViRWYYThsfr85DlUzB3Fjh7A0T+iRXq+OAEm221vJtLZG+l/Ys2orT0GvjduOzvRIA4byjqfb1RfpUQtT6Pwmrdt2sFHHccpH/Y9+3u5Bn2Dx0M7A9ffvmnWJjniyKfJ323Lz79dAlOOeV0af8p8r7GCJGHGAxZ+GnjRmSKXHEGFTiv8bUQWmLDBo4HrVKSzv5jxwA55i8XEGXHX+AkEpv3yA72DwuHkogs8/UNUnlDUPHS6+ni0g3V9bvhotegF85ucFCpqqXNKSpF0faW48cI0eAaESQOVO4kJpQTn332GT77/HOccPzxei4VIr0IVOokD/cJQXjggQdw//3344MPPsR1112ripuWOg0kPu+KFStw2023oaSyRGXmli2Uhzvh7zsIgcElOmsm5aS1wYq6kAAwCpYlhDhSypkpRQ6pt+cF8LosExAocjhA5VZFhU3aa7nKaT4Xy8aQCu+rxo+cx3Pr5XkHiHFBbyKNKWFA8BDd8PbbbythIBF45JHnsXPnBvXm0AB85cMPMXXcOCyS5zziiCM6LIFtCp2OCDC+c8c996BUFCCZN908a9ZsEIV0Or799ltR5s+oxXniiSdKw7Do1KfaQIcMgac0iiVz52pjZwOi1ZqX5y+d/H1RdgnCDnvgqKOO0vu8+uoPYq3tFgV7nVizaViw4H1VatlyjYGiVHn8d9Lgg6UBfyMsNVKuR6t8ujBTF4uvNPwa6RAbRAmOwEbpxPXSOGvLazBylAhhaaRJSVbpq5tUmRcXV4jC9sR5F16IUjEJqdw5uxxZ/6WXXoqTjz8ZJRXl0hmicfH112PxN9+J4nRT7wddWBQEVCjsrBQaTEY6/fSrMf+HtzHr/AukM1apMOYzk9WzTry9/eU+FAShIgj6qGBipyFhYkeqqZEO1T8edeuTpB7tXgQmH1ks9hikyD3U1W9AXW28sPs8ud8JmrhDhm4Ttk5XI8/p3rMnYoSUsM5pMVGYMObHd/LCC59IeY5DpX8FgkVgHH74dFx//TXqFfjll3VSBk+ccupYlEmnP+6YE+BWbcHa7Ws1pkprpaOD1qaz61z0hghkxwcn2Gw/AuW3wNKwwfGN4PUewCZ/4OzdwDB7qOx/sCAcmB/5v0SAOH84qmN7o+qyYxAQve+JlfA6eX/2/Ycffhjjx4+3f+hAIBkePXo0Fq1fj2/fegvDh4+RvlSh7u3QwYPhLv10p/SXiRNpTa7BwkWLkJ6aiiEia0T9ChET5SwVMU/kEg0Iyif2LW79+/VXx6Bts4hksQKoqJkwyr/0Eo0aNUrbx/r1m4UANGh5SLDtxk13lTX0gFIZUpnX1/vJEUXSh0MRGemp3kyC12K/pkHAjZ5TV1d3eR9j1QNAOca+f9ttt+nx9HqUlIRj8eJXVcGSrDNJkMfRdc5rMbRKjwXJQ79+/TBt2nSRkRm4WAy0JLHSh4mcZB/N2J0Bm4tNy7djh6/Ia4uc74oUkQ0+fj5a/sJCq1wjTOqExkad1i1B7x+9iKxLGkx89pwcb3meZKkj9p1S9QqwDCxneTlDCnbiwzri8SQhVOYkCQyRbt6wAV5Sr8f0HIBHH71H5SETWikPKfuvueYazL7qKtx13XXqPbW/x86BTkcE2PAffXSeKJa78X//dzN69jwGU/5zKFa/vUEaVBXGjBmtxzFbtEKs3PVNrNiybt06dZcTVHylpcxwKtFOQGYNxAmZsHdYNv6/Q4QrctSlT/cXj2HnkILAXz6XlDCzt14bKBsj4IX6hnJY+kvHl45us1nlGXgdJ5CpS4cdJLuj6BKky0uEENk4s4rZkLnKG11a70ujnffDD+r+p7W1bNkyfVaO36blQQEyefKhUkcPqxVO7wfdgaw3lpXLxj7z1DMoKqEF4YJt2+iS80Va5lb5vY90sLWqwF3dveAm5ayRchnFXSd7lvVrNO5GEsZ6pEXTv79NHm2rPLOnnG+V8laoZW+//jZ7/QjolbBwX57H090Daelp1HJoEKLgkpODEHkmWhoUHIcddhLefPMZec+f6PS11UIeKoW4zRSiRYuEyVYdHc7eAJGJ0vYcH5rCQ9J+ltYCa7McX7SArL9mJmwWnkJBzx6MBg9PlF57LgIS7HHVfQl5zXsgssex13FABZmb64mvvnoe02acjyGDgtWjd9ttz4pFXqbJfLFitbJ1b9+xA19IX/MQMk7vHWUDFSblCxUSSbDRrxvkGn2pzaR/1Iiy3yYKSTS+KlvKjZ4iS3gNyg8qchogtHbZl9g32T+o1NmvDKXH83gsPXtUcGm70xARGYHCokL4lQkJ6OOnJMMg/Nz38fETC9uemKdCSc7n9Wht816qRKWvB2WS6J+kz8vQHMtyyeWX46Lzz1cP6wbpl8NEHvA63FgOXoc5EywnrXQaP7wvlbfwAG3v9cHS/blypTSUjDSRBYJMIR7ZQgCEOWG3fDc8dLick6Lk5y/4yX16oU+fCmRk+El91ahHcfXqSrnHFt3n8axDemWo7PlMxigWEgfKzsuvfQVTxgVomVln9DYy8fCO11+HqxAmehQ6C5yJgMvs2bPvcex3WFCZnHvxsVi5/Hd1l4WHWxAiDS8y2orh0iip4HNyooXJx6FIGPuiX35Bfl6eNoSYmDhpxG6q7GlFMxmPric/P3dtsMw98PP1Q3CFK6L6RiljZYMmQWAiChsGlVxVla90KLsiJdjJi1NSlMXW1dVqZyebr6/3kEZcDqtlABpykkSBDhYBYU+aYeMzOvIgKUu6KPyIiEgsWPCTxtLprmLjZG4DOzc77vr1FTj+uElKCBinIzlgXD0paaO60c4880x9/rfffkutam9vH3z55ZdCDCZr59wpZayRawUGBSIoIAghoSFSJmH7faPl2ShsoqR+G9QKCg+LxBFHTIOHsIEjjzxantuG2TNnaMiB5aMw4D3i4jyVTXt4DJH6tEodhGs9UAjyWNapp2c/tVJYj0Gy+UkH5TsICAjUZ/STemS4I1TI1ad/JOOUaYdgyqFjcdRRM5Xg8D2vmDcPPvJ+3UpKlCCdccYZWo8dFRRQzH8wQBIgTaF5LA0Dvs6wK/kyMbVb2tqCOrEydxfDkhAIa3IBrJN3CkmzW1T7CkyfUc+ugBYxPVUdCZ8+8SnC+8Tg3XfnIDiop/TDGGmLS6TdumjCXy/fXkgrSMWfK1ep8oqXtu4qinP3ihVKlL/6+Wd4SR9n6JDWJb9jWK23yBrNYp86VTPaz5S/tcwXEBLB414VRZQgVjitflrZ9BBSqVG5LZRr0nrndQj26xtuuAE0Fji6gP2KROGTTz+Br1+8yKFcFNXbZRXzmyg7aGHTRW5xseL335aLfDgENVXV0p/PVvnBYzlKgHlANhFXr776gHry6NEgoWMZX3v1Vc0NyhHCc8Zpp6lni+Viu556xRXwEEPgwgsvhG9kJLYnpYhMGaoy9KOPPpJ7PyvysxjHynPniOLn9nbiBrxwx52IEUNokRg0A2Jj8cx992HevI9VxpUJYXn8scfx2GefYuOvi6Q8b6vL38urXL1NUdK+Tj55shpCHh4jxSDsocbS9ddfr3KWdURCRhJAuURSU1bsjgX5m9Ff5NXmxI34+eeFOG/2bNwh5ad8oWzqLKCMNtApPALM5H3uueeBgQMwXV7+cccdJ8qmrzDYrXhbWPUFYv0Syj6lc6xdVSsNYJWw6pGifO3Z+WSG7Dg8hiycHcfupirUfVba6tV5otiqNMxAlzuRmWkTgeai7ism4fF8EhNa7Tyf5/J6vLaRD2DPAN+kipNsnMl1GzZYhUnb8wQInm8wcrpTR4wYpB2GnZqNkVbAIYccoqSA4Hhz3u+OO+7QeNe1116rjZ5JZ0y2YWemMuYwpFelwxrgc7G8tFLoImRyDAkJhTRBq0I+CrFIVCuEFv/QoSPkO3s4gMcKoRcLYD02JrnKswyUZ0jU5zjmmFOkDF5KuAwXIu9ttcbLc6xWrwQFGa9hd/PlaBiGdZslx0bJ9/SyDB9+vJCXZ5XAPP74f4VQBMt1e8g9SlRxsu4ZKujG5I0ODGdvAAmAyKiWQY/Ac6lts/b3Bh5y8/OGos7DG6nXvo7wyGxpB5McP/57yKvVNkVwVUWjzXcEsK3SQEhJsWHChFht11Q+DIGFSV+dIWS8r/TLV9+dh1ULX9Z2TSXaUFuHAHcveAcI0arvgVpXT2Tn5SPcw4Jho6YhM7cGWXm/oLikHDWFpdqmffxsSMtzga+1GmmFufB38UBpcb3WHftSvYcLbOX2PB7fgHrpSz3hHuyFnGRRpGJV19aE4KJLrsXSdc+jugooSCuHi2cwinPz8fTcO7Ds1wUI9BkEL48wFOd5oG8/Xzz/8ouYMe1EfPPp0xg9dSIW/7RCjrEgJj4M1bUNKEothquLq8q6PW52n1gEhtSIoRCFCDGgKHdpgR9/4uF468MFqKkrQ11xKVzcxOR3Y8OuQS0aEB7kj9Ejh6kHs6rCKsTDTa9LguPqWYiRk3sjcWMW3Brc5XktcPX2RO7OTHj4eqCgtA6WOius1a5qFEX2ClYZEOjlj+CAKLh71iGntAo12InDD7kA7q5uKMlIxtZtm8X4yYLNWowqqze+ee97HT74TlISfLbsUkPqvvtuVxlLbyqNtwsfeQT/mT5d3z9zyjoLOp1H4OVr3sLM86bh0xdfFNb2OHJz12kDffnll2AV5XLxyIuRKf/4kteJQoyYNgQD5cVW79quio4ZsK9/+CG2i4bmZzZGjk2tlE78+eefq1vu448/lo4WiA8WLsSvwoSprGiF1tUVqQVPNk4FTPbLGBqHydGtREXFvAOSAZIKWrNjxvTU4xnv4v0WLFgs7Hko1qxeo8qQ12ZsatKECaoY//xzud6DivD555/XPIGzzz4b3333nSa08D4//pgs5QzUCTUYi/f17YH33purip/JPLQMbnj8cQS5ueGuu+5SNxjjtJwE5Aa55iBR/LdKg3/60RelvKv1uUmoZj/2GPqFhOozMZuYHeScWefhxHvvRZbUJTvRq3Pn6H3eeusxEXwpmvjHzrlp0wbc/MYbWC5WA8MPJEIUogsWfKJlYPiCx51xxs1y7dvU48Hy0NW4VOqSi+3w+YuKUtTDwrrbVSykxaMCvb1dNKuZHghe6wc5nud3VHDoF4meAdEprYMegRUlaLPF31bUC7NLyoV1cAh8tq5A5eiR8PJ+2/Hjv8fy5RDL1r7PcfD0ZHUUsG/SEg7uG4mfxar/Rdod+wkThX3CwzV27idK+oWH5ogCrYKvV4TIIm/UlZXgiCMHIiIqAGW2MoT5esHf24rw2EOxfOXPyN61EcFRgfB3b8DMo6bC07fYTjp8KlBcI8quoBiV5VZUVpehQd6PX7Qrxo52g3d4GEYP6yMkfBdyisXyz65Cblk1XOpc4eZiwfp1ixAaHIXsndnw9/VHYUUBuvfshezdIThm2rWIix6GiNB4dOvWQ2RRuBoAOblp2LH9D/i4QYi4L8pqK1GcXobKogp5/gL0HNodeRn5qBKd7h8SBA9bHtwsNvTrPwOZaetVfpaWlSIvtwRWKUd9ZQPCQqNRVlIqJKQSFVTYvm6w2Ji9vwbFhbUqF1xdvGBxqUVgkCdK623IT8+Ard4bWSm5Qibq4OHjDnebN6wNbkpmYmIixVKxoryoAJXFtaiorEKgnwe8xLDxCghTj2ZFZgPys3NQXlOH73/4Ff37dcO2rWlCDILgK0SqpLhSPZXd3X1Evkfj7rtv1zqIFaOChg/zysrEYDtm/Hh9z4lCWgIcOQsdHZ3OI6CMWFhkUpJNFGN/sX7XqKuLmf8Xjx6N/8ydC29h6b88+TPc3JI0mY7uM8apSK/Z4XgN4y/BuBUtaksvK4rWFKqbnd9xI6joGdtukOtwn+yYzJ+uLjZqKt5DJk9GsFyDGbH1Qky+FsvhDLGCXQcPRpwQBt6PJIFkgYqdLirG1wi62ox7vblyJVy3bMEdQlhoQdGNlZKyWyz9dL0nY3e06u1ei9UIE4EUFxuLPCnfSGnQHMPPa/EZaMHQPcdse3oAmC/AkQe3nH66ujbpquX16G2gciKpYF3Rc8GxzSwn62jVmlXYsG6DDjPipChM1KOyP/XUU3HjjTdi4KCB2LB+g3o9eE2+H5aB12KZmdfwhZCNfCZCysaycCQBwx0ZQpDWyMYEzLPkfu7yvIU1fshbtRILF36i12e5OOvZUiEjRfJ89IzwWViWjgjOyMY2RLTJG0DsL48AMSgcOC8IuGmL44t9C+bfGgsT0n083WFxtXeQDNMbR7LKOHidvKgR0SPw9YqvlQzMPvJI9Jl8spCboxAdG4AjZ56LD798VoiAkDUL58pwQ1SvftiRtB6e7qKM/AOQVZIvBN0LvoEQRW1BdVG2WMBuOP+SaXjtle+EhFlQWuiu7aO60h6WzKvKQa++YUjZVghPsa5JEgICPVFeXoqEUd2RnlKK6opiBPlFoapW9sWyra5ugL+XB7r3HyFyIA2PP/I6dqYtwfJVXyFE5FZqcjrqXILh7SOvX4jIj+tSUVzlh7rSCoTFhSFtS7rKmM0ZSYj27oth4wKQmlOLpOWJKvNo1MR2C8bmjbsRFOIppCEHI0eMh7ubh4Y96M10FcucodjaulqRf1Xw8eqO6po8VFY0oG+fgdi8ZR169IzVUOrmjakqa2gsiJSGNcAGTyEIMVE9sHVLCrx9XYRkeSE3235dyg4agJNmHILVa5Jw4vEnIFkMrj4xcVid9BnWb86Cb4APqnJqVLbX20oR7N9XjQkaRvTe0tB5f80aTBP5yXwqjqIYyHyMEDcUphTqSAiGVTsDOl2y4IIFCzRRbK4ogRDpJFQQfIHMhr9g5EiMv+wyjQcxee2K/1wkzDIAeYWlqLVZUVJULFq/HhXCYKWPwNPLUxpaNHalpKjSYoPkcL6oqBjtgAS/Z+PkZpFr1NXVa1a8i6uLKjk2ShdXabqOoTpSzdKJ6+Am33t4eKlrtKa2Wjs2yQAZKV1p9fV1wopdYJWN97UnBsl1GhwT74glwA5B7wBdg1TOLIOLXE/Ple9d5APL4+bmqp1EioT6Oh5XK53KBTXylxP2eEiHcfNkxn8DXN0sck6NlJfJO9IcOJZXrAlPD7Fk5J6uLt7yBG6orqrT6/BZ66XO2PF4DVeLvXNTCDXY7GSJz0USwL918ux1tRyuVCvCyl86XKHcp0Ge0x6K8fTy0WcpKy2VenEoQ6kDFxe6BPlMUiesNMFbr7+Ix0QYBwqh2vDVV3j0s89gE+JCrwDjgiQUHQ20oBh/NSBV1jbsLyJwVAIQ649Vl5yLkSOvdXy5byFGoZBD+z7bPuPiHQX0CpB4nnHGWXjwwfs1NMDcInqobp01C/GTT0LD7hyce+u50p7l+dxtCAhuwJDhvbBuVbpann7CsVJ25CIjvUDqIUT6bwVKy4v1+J5C2Ivy3BARV43QgBHYLER34tAR+HLh2wjzikF5RT4aLDXS7+W6AQHYvSsfNo8GhEaK0ZFVBH+x7CtrCqQ/WxES5EdPvMgDsZwrSjQ8WFPrid79IpGeugrZOUVyf6sYCTEiy7yQuiMHQwf3FQW/E6UVpSIfpZ/K92Wl1XDzcIenjwdKCktwyozxWLQ2EfUVHigozFH55iOKubbaHb5+YtFXFmDwgKHSd21I2ZUpMoFyzBXZWfkIj/BX6z003EvK5Y5dOzJVdoUExYhsKFO5EhXjL/eskrIKCQkLReruLLmGBSISwNkd/eR5bA0eQiAo18S4IBGQOgwIDkSv+P5Sf7tRWuyGEYeMEZLljc+/+BonHDkWPy5dquQiEFbkNZQiLmqoKn+GAH5d8ivGThirIYG8/Dxs2bxFvaYMYdLrSgOEBlJnQacLDbATPvjQQ5hw6KHIk05KNzYT0hjPLpGXfNHYsbjo9nuEyffGiJGjUCaNp7isSl52kVjO3eDvF4Cw0DDExkTDahFzTBRmt7ieCAkORXRULEJCI0SpeaiCVYUsjZqfaf0HBvohIjIMMbFRCA0NlmO5BSE4RP7KRks9ODhEjhP2z9iXq7soXldVnFSU7MhUdGyIbKAkAPzMxsn7cO4BPUc6CgWm4bXgXxcXfsc5CjhkxlvjirTijWtwc3d3lc+ySUehi9LD3VOv7SGdut4m5MFNiIscz3M85Jm8vfzh4+0PLzlW+I4c5yOfA5SQkOhYpW44HJBl571dRFHbCYirWAW+IgR8tV64kXVrWaxSDrkf64fgcSRLIqnkGaURyvPV0x0tnZPfBwUFa1ktIsiEKuhfEgE+z2tzX1TX3YCoKPXExA4ZguOlczLPwkPKRKujo4HWJUkfQeXoGLXVOvZHaGBQOGyDIvHb5Esw8vBbpd73zzoE8qpEgQJbt9qJNXNB2GfbOxgyZIiOeUmHHsrpgDOkzXI2vzh8NfcrDDpivDxHLO5/5n6UoggB3q5CjmsxcnQfpKbvFAJUJWRYiG+1TRQ0Ca5Y6UENqK1yl37mjbDg7qIsC1AiCnH64SfhtxVfw+LVgD9WL4W/iz+8g4oRkxAn5+eLwg9BVkaJ9rFJ40ciUwiDT7AwjIYKVFeKohSyX1xUiIa6SlGo1ai0icFTZIO/WOsVpbvkt2rpr67o3isUQQHRoljdER4aKd0yHT5SxjRR+CQXHu5WeIUEoKS6BNX1lcIqGlBUZ0N5ZQXKxaCCnw0RwT4qY2il+wXVizEVruTASwyrQjmG8rJ7jzjUSlmKiovQU6x+H+8gbFi/Fd6ewVK+cgwa3E9JcV2tyDNfdwRFBGlSd4OtCrFx4Ro2bah1R0M1jSI3qb96lYWu7g3wDm0Q4hQu17Jg285UWOssGDlpChZ//4MaJ2X11Vi3ZqMYMg3S18rgEeSK+F6D0LtXf1xy6SVYtnQZLrn8Urz/3vvaHyPCe2PIkP5K+uiFXbB4MbZLYzVypzoDOl1ogGBCXNI2F5xz2hC13O9/5BEcN3OmsjtmgzKWTQV4yaX/QSVlm6sX/EVB19XUCRNukE6Rp4rKKg1L3diiaOkqchEF5O/vg0hRsmSqJAJUSGyAVdWVQiLc4e0tlrcoQ1r4/J5/q6o5AQaVGBMA+dc+gQcbrw31UhYPzSegEOT3tOz5l1YzXem8RqWwZipEjqeVk9Rq5n14HGEoR+n50ont3/F+/I6/6San0mNguOXZIV3EEq+u4f04iqFBvvOWcjWI0nUXQSWEBEIwvKmc7a42b7ECasWsIOGQytJ6JEgGyssrUFFRriMueCwJDYcIsRy8P5MwSUSqqsVqledgXfBeNVLvNVIXJBjlFfZpjrnx+au17jiCgnex6fPyM5/9vbdexqOPP4pQIWn0BFEAc2POBUkVXZQdCRQ0zqMd5DHbDnoEUv7BIj5FQjo+TnJ8cMIlI1Hn4YsFR92CqVPPkPdb7Phh/0GayR4w+7y9g0qB+TMk3Bxzz8x45jlMPPFEvPX44zjp2JMQ12uckNkKnH/tiegeGYdAMQiiQwOxOysNm9ZuEoNkEAYMjsX8739XT1leQSa83ANVjtRWBSIs3BtFpWlw9RyGnhF++GXZD2KbVAol9pGO7Ac3rwJMOmQUEjds07yj6kqScxooVvTt1wM7tmdrX7dZylEnFnmtGDBCxREuvLFXQiBK612xbUsa4uN6ifzzRmhIBerrRLkXV6GqtkhkmhgLnmIYNARgW24GwsXYScstlH7oJn21Am7wRc8+vsjNcEFRZpbIigbE947Hxs2c6CgcUREJyMzeidjYGCSuS0ZFgxg9dVaRDx5Sb4UqxygriArp+zSUSkuqpb+LnBCZFxDkgf4Du2Fj4i65nh9qbfnYUeAFr8o6lSWFeXXw8XdBeop9wSVej8YX8xJcXIQc2MTCdymDe4PUlzwXZR/DFoUi4909bOB0zSUlxXItd2RnliGvpATv3PgaDnnyYkwSOcZQLcOoPeLjcfH55+usj0xo5EyFNMY6C5w9AnZ/aycAE9GyU3+SxtdLPQI7t6ZozJkvlJZGbWmtxvd27dqhyoyu+/SMVGGH0pgs9RgwoJ+wYx94CIOVpqOTYVRWVSAsIkyJheHupuVmKFV+pmKl4mNmfHZ2jjQwYchSrd5eYn1Lo6HyolIk6B2gsuJf7cCi/O1D5uwrgJGAkATwHF6PSpXH1IhiNDoPlS9/pxXA65IwcDwuy2KAZeTx/I7hBCmunuvl7aHDwegiLC8vRoVs/v7ecBfjvKG+SolBWGgAwsMD5HtPeHhaZXNBbm6edmA+G5U1xxnXioXBvwwl+Pp6S1nLVThSabNshuJmOUgWakm4hAyxvjw83aUsdCF6iOKmZ0XK4O4i5eQxrFOGRtg0OSKhQa/DjddmvYSFhMl1uRhJub6HCy69FPeIMO5oJIBgUqgBR+SpzSg7925sPfdRrD7pTvx21M1YOv36PduyI2/AL0dca9+fwe0G3fhdk+gWoH8SB0zH5MkXyjvY/ySAcB7x2RGSPan4uQYAhxgzFMW8nrtvv1vzHKKkjdZL/4qOtuHBex8Rtc35/suxbfOf2LRlrVjPxaJ0I5FbsAM/zl8AP58w6Xc2eLhKf/MLQGWZ9A3pHwV5VRg3eip69wlBcV0F5rzznrrTG1AKq1uuEuzvvl2CjLRCSBeUPkKyzJFQteAERDZLGXwDXWATRQcXHyQk9EJEpD+GjAgVMhCH+jIX+IiRMnHcCKH8dUhNKcHG5FLsTq9EaamHWOFyPfcgrNudguq6GuRJP6uusaicc3URueNSjcyMKuRkFovRACENgcjanYOhQ7uhvAQICWP4oAar/tiJXr0S4FFv92Dm5xfskV18hqpKmyrtgrwKsU6jxDAqFLlcI3JBjq/3RHlZLTYk5mJnsgUlO/NVVrq7eaK4pBBpKcXo0z8CkbFWTDluKAaN9ERopAvih4Wipq4YMUFhIoXtcy5QZlG2hAR5y7597ZLSWi8ERQ7UOnvn11/x/IvPKwuvLq1WeUy5lbRunTxzleZ4MTfKMIA6IzqFR4DDrqh0qTTnzp2rL5/j3qkoTphxAvL/zIfvWF91H8+YOV3YdjVSM3MRHhUjjbESMVGRolxCdFwqGymtX1quBD97uXmo24uKmZ/ZsHgPutct0pHYyLnRkuXvFjHDtQG6Ml+ADd9uadfU1Gq4gTH4oqICPYcNziAZZK2lpSXqKeA9OIeAtzcDqVIWeUu8P4/jcxmMmmTA1dWqVj/3DdLB41gGW4OUQzodPRD1DcwVEIu90j7NaYN0culyci83afxCRHz85dntXg+foADt+LU1YplbODUyCYcoZbE8eD92ZD4b653Hc2P+A+9L8Posp/GZddAgZeHGcIWLK8vKMIcVNbVCaIQoUNEbG69XX0cBZ68b4zo/fPMxHnvsCfQcMhDTxo1TVx2FMIc/GjOQdRRw1AjneTDgeMR/hK1bnxFyaV/uNTb2KbFIf9P9puD9XqVY/3mOTwJOJHTeUPw+6SK49CnGmLG3OH44MDjpJC4GY99v79MPP/bYgxg79jRcdNdFiHZ898gjr+PFF+/R9neDWI0hQmg+euklbN/1O0rESvUQ+VFZLmzctQglxXWorKjBsCHDNQ/J28dVZEGp/F6vuULsZ6j3Q0V1plwvHFZRunm5ZSgpqtMEPE8v5uKQgLsJkRd55BKo8oL9gzKDf6uEnLsKu2cfEiqCYSNdEN0jQvp6PXZurkZxWbEQg2AhMynIzWOmfjVE08PDxwM1xbUYMa4HticVIyrWG1W1WdIH/bA7N0eVNvt+AyrhXuOJmgrKSAvcPGq1z5540hFIFNLTMzwaK9aloluPcBQV1Eq7LEJRYakQhcGa4MxyUVbbZYS0xQa7R9VHeHxlZYV6Rmg0cAKmQUN6yLnV8Am2IGe3EJUSISOuHvAOrEa3+DgUZBahuEBksFSvzSbypZ4zMrrK4xQiKCAWF118Fj7/Yj7iEyJF1leLDMzDurWpQl7C5F0UqvyI6tkTG/78E19t3IgRYkzQ0+gp5Mbf311/50gsjl7iHA7Msegs6HTJgmz8jBfrJDMrVmBUwCiMPms0jj32WJ32kuRgjP8YeA4bhuNOHKHuLT9/zh5lV1g1NdXqnrZZ7ZY4Y99sqHSF04J1k0YaGhKqv6Wn2ZfY5EQ3TGIRNSnHVslvbKB29zYZuqgveIulzGvUCbEoLy1DVbUoVrmulxAIb1HMVMTlpaXCchmf54iDAFTJd7X1dfJQomhFeXKSH6uV13VFpSjxqqpKLR9JCOPwLH91Fccq28MEHOOrNF0rRiiEC1dhrFA2m5fHscW1GjPjeX5+jFVW6zEMF1C5U1FzciGWs7qqXolAiFgxtDiYqOhFAiLX53l8brXixQoKlLLX2ywo0lkUmflOr4DjLwWSCCarltGq74tgecm33KXMUhytq9qaKp1IqFbeSamQg/KqGk1arBbCxHyBF596TGcVpOC47bZX5JlWodfUqbhANgrSjgQu9GIkN0rzFWKgu/sfH4r1f6bD4u8RCEzvjdSESSg+sgfi4x8XIZhh/+0AgVXgPElcew4RcG1+LkbTrVsv6YtlOqSMcwjcc8+DGDAgAcdMmIBDjj8eX331FX759SPtM4VFTIbzgIgSsXR9xGquQ70Q7tjwEORVFGt2vZdHEDy9pS+ILKAnMjo4DGs37oSLxR8ubpwaly5vb7Vg7caIPYGY2fcuQgrYd9mv6ulJY4awwOpaJda1F7zdGe60IF4qOW13Lnr1jZHzqrFhfRrqNTWlGnFxMQgI9NbRBCm7KxAS44GsnGL1RoZ7+4tRYUWhyBFPmy+KxTLXRGKRg+zDbh41cPdsQEhoAE4/8xgt3+effQtXqw/kUZCdnatlDQwMEEOnTBR7JSKjKNesdivf3V2u54WcnAL0Hxgr/UBIh7cP6suoqO2f6Q2pqZTrCW9w93AVWVIK/4Bg6f9FqKuSinUvhae7J4IDwpAqzwirEIWEBGQJ2ap1tSHcP0jPraoshrvUmZurJ+o8/eHv66chHq4pszE1FUdPnowzTzwTE6ZOEONoGL7++hlVmHyfzGPhEtCdBZ0uWfDJJ6/GVVfdqWN4OV99tU813nzrE+xI3ozTjzkGQ0ePxrhjxonAWY2wyG6iAJmRas+0rnW40EkEXKUhhYaG6fA5gsmBzBMgc+cEHSWitDk0L1ykto+vLwqE6VaJsiqW77kKVrCc6+ntrWNeeWxeQSGyc3J0qBuHyFGJMwQQIJt0Y81HCAwK0iQhEg8yYCrqvPwCubsw+0ou70uFax8dwMQ+Kn92KipCFQQiGDiEiV4MegxKSkvUE8Dj6W0wwgt0hzEfwFDCOo+3dG5PTx+4uXtJh3YXYSHXpjIvKqYPQq5vEZnCzNwquW6RsPFi5GRnoF6UtNVWiwAvK3rFhWPkoH6oLs6Fq5cf6oQEMbeA3o/yMs64yNBAGSoqy2Xf/jwUACQ2ZBRU7nVyvOYyiFDxFIJDeu/lKYJTJCfjmxzRUC+CsEGO275ls1iQJ2kiYv/+UXotKbA2atZHRwFnYONKlYQ0KVEGuntgkChk7jOxAgdHAIf2wPphxyN98DQMG3aLtAf7tK4HEtJ1wPmztjhGKlIx0HvXHsEZ7dj26GHjsFyGB957b568v+0IrA9Ev+7h8I2KwidzP0GlhWuEiMLyC9c+4OHuJ326RowIXwwa1gtbtu1SUl5XI23YpVI9gOliMVeU2VBBz4D0DWb8w+Yq/dVFPXJs49zs3Vh6j1jORI3Fhjq5jG+QF/wC6bF0QbC3B0ID/OHrY0GAv5f0SenHZflIXJsmfd0TuULAxDZHXLcwaY/yQYyPygo7+S/MLYe1VmSCKPyaugrp7x6oFnnkAg8hJgz/2Y0cm0UMKNSIbKL1YZF+XiQW93oxJCzo1SteCUdVrRgg1WJklTF3qhKHTjkc27ZzLQC5LtcCkGerrndFbHSY1FeBvn9XF5soa3cUFAhxKBNDq7IBwcHSbkUmcdhhVaULKkotUidWKV85evbrjvyMSoRFBCO/rBL9hndHYLAXquorUF9ep4nEAMO59RgxcTJKywvhYSmGj18Uzn/ofJSllGGo6IqfPvoI8UMGIE4sf6u1RowLfyEo5Rg0qK+SdoaaOwuckwU7BRG47bbHcM018hjeVmm4Hvj22+/wzTdfqgKpE2XLaSvPnDVLO27f/kMcStGepEdwn1upNEzNTJWOxmMYGyJjFd2GMiEKjJHXiGJKS8/Aps1bpHFWIig4RBqul1w7XWe2Ki4pU4KQm5eDEiERtLDpUWDP9fYWFipKO03KUS/34FBFWgxUgF6ezOT3RJCwTpIRusUZLwwNjRBr2Z5NXyNSgWWigqdFz7n7SQTyC/L1WYxn4l8+A69LYsFrcenlalHKcjt9Hn52c/OUYzhMkWSjVtk6XXJUzhxyWFpCElEDL28vURBSlrBA1ApRsLkJA7e6oKS8CgVFJVi7IREVQoiKSiuEENmnCOZUxhwtQOFALwCHK7JMJCUkV3wGujRJDmq1zHbhVidlZ36FTc7jaAb/QD/57CWfSEwasGjhApw45lR4hrNjAxPEAmO8luSNRLCjgMNZmVNBLFqk06gfOJAILJU2Oa0X0uOGIW3EMRg3/nx5xwdv6CUjJPfea9/ncDzOldEe3yeHJZNM9xXLMcgtHH37dsOcOe9i69a1cPN3w0AhBgwRhPuHI6dyo72t15UiKCAcHqLY2L6zs3cjW+SFr3+U9HlXaQd56p3LyhTl5OYrVrgQYi93UZz1oqiE8ItSZ98g+Wf/bhyrrnXlsDp3cHrgejHx6aqPCrWgRs538SiS7zwQHd4L65K2iryIxrAR/khcn4zwKC8UiUyLjAjD/7P3HgCSVVX6+Fc5dld3dc7T05PzMIEwBEGigIg5rGJYXeMq65pdXTMG1NU1KygGTAiSc2ZIk3Ps6Zyqu6u6cq7/993qgtH/BncFZPvHGR716vWr9+67755zvnPuueccHaSsm7EgESkn/CnmeE8aCt0tzVTkJcq1iPEGCihYbQUqYoJ3W44K24NArR3eqhLWrT2J7SgbLmnKk8lQmNb5OGyWKuNNLccxZKlQj7Efsma6NZPJo6uzC13dVSiUZmhkVcHj0zJEgpFwOSbBzWdz8tkT0RJlVxqNTXWUgzTvrXa4fA50LGhj26dhK1oxOjKFlh4nn6kNw70jsBJgBCmTBAqMHPSyX/KjbF8ewSYHDYwaxJzNuOGqq/AF8uSnrroap52wCV1tHRgePmryBixa1G28PksXLjRG4FyhOQcE7r//FgqORvz+2muN8Pjd7w7SykiZ4LtNjacgsKTRpNjN7iPCW9xG5nMZ95X+LoUkZo1RKQkIiNGkXHWO5uyF/gO19bTcg0Y5TU1HqNusCNbVEzHaiOAn0NdPASrfNpVoikrVRaXe0tpi5rrklq8hKq+uquKA7zTzfkpRXFMTRDUHqFzelWRFMTKLLOmMrkFQIM/FzEzCMIPD7iLjycVeXptfiS3Q1lCv5Yk15pn0t4qbUM8iy99Y3Waf0oT7ToeCmBTIJ6ZNkbkEHPjMbqU8VtAggQZRemXFgsBMqZQj+ifTttbCacmhmE/zfBeqawmEfEHkLC4CFc0Vak4wzOdOk/FUaES5E4jwHeWVFtokyCrtl2Assj/jySStiRSBEi0SXkN/cyj2gedLCEgIafrhviefxILli2gdqEB/EbfdthuvfvX5FFoF9mc54O35TgKklTTPmnK88kqz+9yRgICtBzl/DfasfyU2vOj9HKv/Qa3j55impoAnnijvaxXIK17xivKX5xEdo2J44xvegKMHDuCmOx+lwtiIvXvvMEC0my9zRU03qtrr8ZGPfQRFewiJWNak/t257ahJ6uNQTE06gUTGZ5QaUXV53j+mwF5yJ3l3YX01hsejlGF15P8YSkTu4hsBfIEBkT4t5Febz22W84pn9FsXzzvrjFW8kPjLi3POW4PpyTjl1GEsX9bF+01i/56wAQ3JGI0Ftx/Do2lYyZ9a2uggvzucVrNcrypgRzQ1ZQwID4G9eDKXpSFQLOcxsVgcqKq2oWt+rXH1HzzQi327x8jrJT5rOY9IIpEzyxQ7O1s51huNcdLUTMVcU03rvRYK+PP4ixgbGUfe5kU0EkNobAZVDXVIxzI0pih3qMyz+SiWrGhANm3l9VI0pGjlOwiM0nmkaMAkwlnUNNeZ3AUxXmOod4jtpFFRbeH9AhgcjyAZKZTjnjJOzOtciX17JozcfM873oEZGn7nX3wxvv7Tq/GOl19MOaQqj1ksfvE6RGjU3frHP+KSSy+lTCTvzBGac0BgcjJqAjlOed2bMK+2msDgcTLNlInoDcyvMQFZigTt3dqL5aeuQMCs/6+Gm0wpZR2gopZl39jawQHdgpa2VoIAP48FDQP4+XeP12ssYyl4o+R9XrM2Xmo2LWVfE0CuQKs6HiUjKUDQZuIAFFyiwaOpBClWGxnYSiUc0PlUnE1EmEquIRCSobLWHKHu7WTbZLWXlajm13mfNJU2hYLmBCUUpMyl27UuV0F+WhKo2AdZ2VL8Skwkq1wKuTy3aOd1BYBordsVy1A0SD2dKZfnlLDR9QV0lLtAbdC9tcpCuQ+03t9KBizxen4CGwEURT0bIcTfqE+DwRpECaq0FMjhpNBj/+gcuSLKVQatxgMht7+uLU+DLAj1oxIPKcYhIy9GUaeWl1+WAYw8AgXctHcfzli+ic9QriZ52mmrDVj7yhVXYNOpz1w+/GeTVA9CnicR5Qu6u83uc0dDBFGHAnj4rPdi7bmfYF8em/3D35aUbbAyRSBvl6iSafP5QotOOAHjESoVjsmLX3kBJod34RgNif3b+tBcH0Trym4o8+Avrr2DcsJHxV/C+FiYY53WelYeujgaCZ4TuTTSiZJJzjMdVhCyjQpXY51AWi54KsW1a09A/4CyhiqIt2TkiEC04VO3Aznyw/HeP/HJqlVVGBgch9vqIQBRgFya8rGfv3HR+lWSMR/isRwa6+vRs7AZvQeGUd9gJXjPocrvRDKepgVOUE/Fm0xoFQ+VcC5pnl1ThKAR4LArx0l5WrKxKYjx4Ty6F/owMhxCXXPBBBfLu1hX04aBvpDxbKqsOmhIyLuZSM1QllKmWZw4emgcx46Mm3MUQ+XyWFF0BhAaDKGlvQmBoA9p3t/G39EcofEBI3vCkxkEqhrwhte/yciajhW18PLf8PA4zj3ndILtIYSnZxCPpjDQm0ByJsu+L/D5JTuLKFgzqGO/9h4dwNToKP5w3VZc9qaX4mff+AZe/frXm5VnPfNb0UWA42Qfa8pZq73mEs05IKDEQaqgVQx6sfmhR5CK9BnkJ2F79vr12LByJV5z2WUcjBEsXrucDJeiwk4YV36C+zOxBMKRKMLRGQ4AJSQaM+7qRDJhkKfm/M08tgpfKKnO7Kfms+sIMOZ3z8e8rk4TcCOL30KlLQtVf5dCFokBjMVPJaoJcQXjaf5ecQhhCpbqGlX+42/J5FLUbjK8gIfupXmtPEGGMgzqOjpHilRAQNkDBTYEEiQIKtMG8g6IWZVJUEBAIMCscqAuNisH+GzxOK2NUtmroCWIAgGy0NUmXUNTEcogqL7gKWaLJdkXcJrPIuxI0lqoZDJUG6fZh/qN8igoT4CuWeA9ND1QARtqm0h9o+cR+BFJqJWnO9hnPK6ljzm2X54X9YMCpO657npcdMEZ6A9FCNwWwEvr47vUplW87v+FWuFKRKNgR5GmA779bbP7nJA8QKnUR5C4N4I9L/0w1m56H0Hn0dm/Pj9oxQrge98r78uLR/lU/vI8ImVBfODwYeQnE1i1/AJc/6vvcByn4av2YVPzYmRb61DjLmJgdAvsTgst1CLlAcd3KQMrDYF0gTyjxQEFZfQkRC4SsPOEumo/eceLUpI8ybFus/rMVGAZyJen/RQLUEXDRB40yQjxjABCGeg7MDmdooyxYHA0RoCRwZ79Q2hodsBD5XroaARWZJHOknNtBXQ0dePw0V6cd8EmTI9Nm7oGZ551spmq0IqeKn8NUpkZGkS1SEQpfxQTULTSIFA637LccNi95PUZnLJpIx579CCVSyOSMTdOWFfO23Jwf595xpoaAhh7iQaQk+108joOAqRJRGml26xuGl8BWvZZhEOUicksijkHUvEUpqbGUUPFv2Jljym8ZM3ZUBtowplnno2XXXqRMQIU4+AoevDoY48incxhaGiQ8qKEC86/AHt393G/LHtsdlkXefafA9kUKLum0E4ZosqpWrp7ysmvxcMP3YwNBHuJeA37tgqrl7eYAnD2UAi+OTQtIDoeCFAt/N8nRerK3frINddizfz1aDcPWA6iMW+4WINt28IoVnMg1jXAWRUgo9mRo7KxubywEyVTsxOV2lFLq7apsYGMAvi8LgTInA28Rn2gBkE/rWCNJTKln9A04PVRiVn4OzFz3hTVmOKAmZoImflvKTUpZsUbyF0uS13MevzUhDZ91yamThEgKAAxTvStTwutbptDATouc64S9OhcM7fOwa05d801iynlLtR3ke4rwSHmlbUgZlCbFJAogCQBo/lJl5vPXFuN6oCfFryAhhg8Z64lRha40G/LrkABoHKQoqZNJIAM2OC95FnQNZWhOE8Q4KWlr3LFNquinbX+P27apjYJpKkt+q1+U7mXPpULQM+nexUETNjf6ouUli8SCCWcTrNCpJbnROxpNPb0YPCxx/7PoPVvfetbs3vAD384u/MckfpUFL7gHwhcb2Cfl4Nin0+kGMGXvnT2C+n5WJBIefNv+/73cXhPL7ZufdIck0Jq5T93XRVq2M9avjzQG0OeVn9DlQ3xqRkTkJxNU8Fa/AQKsogpN/LK6inXN8cz+SIaDSOlZb7ROGWQG0uWLOXVBfjdhgc9VT7EKGfkoRM/6Z1KFlT4s1hwGuXa2ViLoIA/7z84MI2RIVrztjwamnxoaQlg1do2VNUNYtmKVtx60+Noqg9gmuDhlhsfQV9vhICxRPkVRoB8prgirYPK5ZQWXFOOKeP2lzcvm4siEbPg4KEDqFVkfiyIplYv7r7rXuzaeYCKv5y/ZIrgQvlCBCoKBCqTEzNsJ5WzI03L3w/VGohM60Zl40lTpPKCBqqrKD/jGB0bgd+SYZtpGLmyuOmGe00+h9HxPgLrq/HQg49g3Qnr8Pa3v4Mgy4pXv+rNOHzkMF527pmo7+zh4C/BRwNLsio8TRAVDPBQOTmQ6q+o2Nl0aw5aVKv+BIbQ3u7EPU/upgFZRJ0Q6hymOQEEGhYvxle+8hU8NDNDJTdl0gwLEWru3Yi+KPDb33551gKnVZSMmQHt8TipYBJ80ZNUWICXjOMmgxWyZCwqQIuUHH+TikcwMzXG7xmiUTeqfXai12lEeGxqcgRPPPYIdm5/EkP9fQQCk2RuWubpsoKWgpQCl6LTZsods0liXJHiEwQKxFgCDHJzjYemEJoMY2RsArF4EuFIDNFYwlxLTKJpDgVTlaOXy2V+tUm5iiQgNOClZDVXr339TdUU9XvdT+BAa3jLUf1JghCie4fKMStFcDmBkoCGgIAAivbFIFLi2gQo5D6rBCzqHIeFfZfh9S025NO8dnKGn3GCpIy5ZwVEVDb9TseVXU9BWGqbjutTf9OKAU0tWGWBEBREYnEEdZxbIlGDUzo68IOvfc0UPGqbVXLPZ1LUsQLhRAo+liv8uSRZYn6C2fk9C9DQ+MXZo88/0nRJheRBkcB/PpLFMo26uqjhRfGJ2+vGUD5mVvZoCWQ2U0QhxnHvIMiutqOtTR4/G+y0ikNxnkdjxFUkr+TKCb+s5EWHi1Y3x7zX6TIrSwYHB55S+OKfQjRJm17WSHm8i48lU3RPyQIt45N8CJNXS64SOtooB1uakeJNNpywDL0HEzhwIIa77u7FXXcO0Wghr6Wt2HfoKBav7TAuewX/VdWmed1qGkke5MMZrFkwz8hUlQouELwo6A/WFNyuGlraJUyNW418HR4/gEMHhpHLaBokTzuMhphF+Q6qsWfnALY9Pkg5GaUMkZFixcaTF8PrI8AJ0iCpU04Sypucm4DAauTS/IVBzFtk5TN5EAu7MTGYxvDQCPKWMQyP7cEfb/o1OjrrsWjRctTXtZt+nN/Tjv6BAwhRFzy2az9WLmrEotWnwOOuM32ldzV8cNjIRckxGZHyPNkPxNFP/rRQrsoYYcNhr/VQRg/hMMfhXKY5AQREDzzwAG4nGGhutmFkpJz9T1ZiF/9hXhnFv/ktb0YsEkJXaxNWL12IydEhIJdCR2sDXBzMxJoEBBb4vB401AeNN8BH5q7y29HZEeSgzxMgJInIxzhQE7R4cwjW+LHplBOxZNFCDjI3gYRSeTaiZ36Pcb1IWcvKrVj+UmJanqd8B3IxPv7442Z54b59+0ybleNASwoVp6D4AYusebvNfOq7hI4EghS/FLOUpga/torFp08BC617lVCQshXwOF6pC3E7HfJoUEjZFeEvgOKkleKmJVKeh5QA0rlicCl/fVa2ynddV+3R/RQnoLl+VWTUEsKWZt1fCZHKKZR1Ld1f7ZDQ0j3UJxXPSMXLoL9JwGmaIklApambdC5vvCJTfB49u8cTxQPsu0svfZ1JAHKSstI8z+m73/3u7B7wzW/O7rxA/yF98pOzOyRZa88nquSr0NgVj4sXtLpo0k4gnyqL1HA4ZcZx//gUbC4HOrs0fZehonVi4FgILcFOyosA+ScHr53gN0XwXnIjkya/2wqICh2QTtxwluEJjfkKSHZYbXDSoBEf2dPlIGBN9wnsa/4+m4vAWYhiZU8TEoVmTIzZ0dFA8J9J8B4prNvYhSIt5GjUChUByhdSWLp4PqrtfhM/IJnlsAbQvawKSYLvXClPA4jWuqMeJ7csgYVt9vkd5SkDS5LHC7AXY6Zta1edyGfI8zndiCt7aSpinqdjnp/9FkCwzsffl1cvicef2HyM/RGFu1SDyLSOlzOm+ihza+r9NMKo/Efd2LFzxMi7UKSIOMGQO+CD1aVpxWqMTExjeKIPR47uwx9u+LnxLgiMFIvst0gYR7ZuQyA9hLXrFrHfG1DlKaB9XgeSbK/e5daJCfLjN7FsWbWJSamR7OHfaKZBi3kmCchivb3mfcxVmjNAQIwo2rlzFCtWtJraAlLIsinBF7106VKTcEhFcvoG+vHYE0+ayP8gB0KWSkbL3gqaQSuQqfJE8lRqVrnknW4ey2M6Mo10NoNwNGzSEFsdVrh9HoIDFw4QZIyMjZBhnfBWeU3VroGhQTNgR4dDeOLRHXjkoSep9LfiwYcfwKOPbUY8mTABg9U11fBV+dHR1cmWmsWEtP6TZonikaO96JdFQPRtd9owNDqKKXk9pqYRJ1PYKSCcXh88Pr9B3sr3L4UqACTwIUEk5K5gwBQtdGO1mykGBUsGTdS/XIxaxqiofq1p1nkKPlRqTS3t0VygflOuAugk45XRupS+shHqmlL6Si6UzSRp/Su7IsGBjd1OS1+ZG5En17N3lYRIqyiEVzSVomDKBC0jh6ofEp3naRFZSxb2o6ZCtLrAiZbGRtSxn2zsmRzbVj0pF2M1r5fCbQ/vQV/fAVP+ValVn88ky/YxFeInyRugAEH1g7bjqXLs+OPvetebceKJG82x9evX4cc/fhGFXIv5W+Xc2283X58Rqlzz+EJre/Y8fVyUz7vxmte8moqwyxzbtOkU3HDD+eU/ksbG3oPLLnspLbWF5u9q/5e/vJHjhA//39DRo8vx4Q+f8pTHRCsIVOzn+UKyIkWV5Z9SxCJ54Gpras3UWzotHkoaMBua5Hm2KFB08XsWTrsD4dAkEtm0GeNaM6+18SV7OQuolvQKXAtkSyEF5KULaMwDdi8tVbsV7U1N/K2N8iYHj9VB5WbHkvo2xGaSBOIuyqog9u8OYe3yIGqqglBCs8HBMHzOKvLlKLrJxwsaWjFvfgPOPnMR1natQS4uL1zaZLwc6o+guH0C5286FW95xaVYuX4p/u7FS9G8XEnASnBHHOjwViPozOL0Je0o2ggwOjbiyccPIp/xGECivP6d3XU48eRlyGQTaG6po2ybRqCWctLnoPyrphxxIZnIIR6J87oKQi7HNhWKNACm07TGY0au1NCgkLHR0V2DqupagoAsxkfZr9YIsskoFnR3ss+TxvBR8HcklUCmkMNMMoVwzoEDozHUuO0mCdH6FV0oJUcR9FH9UWa+6axX45/+6Yumr1W3JEfZqvQN4+PKcRGQuwaH+U7nMs0ZIFBJL9vVVV5jK7faRGgCpbYSxsmoCvi4665d8BOpVtPy7KDFXV8bgJcv2WHTMjUxtNzfWsKX4iAbxejIECLhKSo6N5VkgIOZlqqjgQg3SOFWi1zBizSV3NKlS8xaXCcHcoC3b/Bb0Ryk8kQCpXycyjBClO03qxVU3WvhwkXYsHEjVhF9rly1itZCl3HbK0pekfpDvO9UeJoAQEsRlVQna8piKhp/aGSUQCPJv+UxTmGiZEaaXqjkPZAA0aeElI5J0fv8mpsLmmRIdRz4WrZoVjFQEWu9cjaXRoLgRdMkmWyS98vwsxwgqMyJmjLwVwXMigQta1Seg8bGJgot21OMZ5Q3BVSO19I8Z3QmaiKHY9G4EYbpZMasT06TMTXHGeXxKQpICcsQUfsUgVaEz5yYmaZAmoaLVoOFQjNEoTU5PoaMLKJcDnXHLbjftKgRBx9+2ASV8YFnjz4/6aqrrprdU3a62Z2/gF73ulfg+9//qRGOX/lKDfbu3Yu3v/1+3Hvv2bNn/M/o859/Wpn/NXTNNd/Bb3/7W8Nnn/jEJ7B582Zceunt5B9l5fwIliz5Bc+50URbf/WrXzW5Hj760SdwySVL+SwLZ6/yH9OPf7yXAKIXy5d/aPaIUhBfjwcffHD22/ODBLY1PSYwLL+XPFoK7JP7eeHCheadzZvfRcUaxngv+YlANzNDYJ52QAk4w3ECdBr+DosblhKVIwi2yVM1TmX4lHcwjJ1PPkplJiWZgtvL4+kcXDRWp8lDFksOVrcPGStBhp3n22jB1luxZJ4Lq5bYcM6rFsNGhbl0fglnnrGOxnYaZ505Hy8/fxWWbmzC6jX16KRMSqsQkH2c8jKBk5adYIyCU9d3IVGXwkhkHD+/7fe4847HEdqfhP9YKz5w6Utx/otXoarZhvVr2jGcGjbBfPVdFgzs7ceOh7bj65//Hh667QBu/uVefPurd+DshedhZCSERZ118NkUCO3k84UoMwqUSVUINjTwmDwb5WWQmRQNFKcLkekELEUnZqZSyGWtGDowhYnBCGYGc5gcSWFsKIXzznk5CjkXznjRaTw/SVm/E+MDQ5gcHTcgTZ6SEo2VLTt7MTweweB0NeYvJzihMUZ0gR98//McXz8ycVx6nzl5Wtj/TVoRwe+trfNMXNJcpjkDBPTCRGWXDoVdqCztFNGuY0oN+aEPXQa76u8r4MWksp2BtZhDDS37hmAAfpcDjfxU9G5nSyMWdnegp6udiq+ailBV+BzlT78T/moFyuWo5ErYuXMXjhw6iIG+o4iHQ7CXUnAgTd00QEUaw/z5TQQgNlT5qESDDQjWNBIcqJ44ker+w9wOUSmGeSyDseEBNNfXwkNmVAa/LBWnRysEoGh7Ozo6y+lBpcC1xfgMskA0zyXFr4Gv59V0gFyKAgmVOUZ5CI6fQqjEDsjlJmEmpVyZclCEvpY8KYOal+3WyoUUUbZ+L0bVufp9xS2qaQKtFEim8kTzAjQ+NDa1E3DU8LdKhKIVBLqrFSqFrEqE2ldMgs+rpYjsH/at6qdXV3kJoPJIsG1qV2VaQ5kYi7xfxQLT/Qv+cpDgxOx7fz6SYgM0dSVSHOvf/Z3ZfYo+9rGntz+n66+/2Xx+//vf5/iN4PzzN+A973kP++SAOf5sEnX3U+3686mMFSt+SeV/Bq64okBw8TSyUR6J669vNuNOpHwJquOuxCwiTYcNDZVXifxn9IlPrMfHP36yKferOiIVUpW/5xMpPkYGiHhI0TmWBMd0FUc1x6sAkua6hwfH4KTiG5/MYzSURjxtI48QyFMxpbUCh3JAy2Yd5IWihf8nH4TjyiOiQLwEYrmo4cdi3kZrv5yVUyQ+9RJABOsaCQxyaAq4UVtTRLowRQs2AV+VjTJlClOhOA4cnsY9d2/GusU96NubwpN30uI/ksXeg2PYcWwEW/eP4PYHdrPhdmTjw1jSXYsFXU3o6JoHe7KEannyClEMpiYwiSGkCdwHk3tRQyBwNHQYJ510Ivk0h7Vrz8Gjmx/DXff+DkMDu/GjH3wZsQSBUjaKJwe30xCpxqFjo2ht8SFQ64DdKvhkwbyuRdi1aw+iEUDJk8TXAkLxWNbILKIFigsnlPJcho68uspnIG+C6hCoWuBdd92N73/3Ghw92s/+SsHpzqF7QT3mL3ZRBhEnOQo0bmiE8J1NT8Xw6MM74PY3asDihPXrzcoreVS1WShz8vl6tk3eSgeNOJ8BCXOZ5gwQqJAGkJjF3mo3eVu17EyFIz7zmc/gy1++gkpcLnOfsWzdXh97wKZRQuu+hPrmFg7QOjTws6GpBS6P3+TPz+SSSHMwa0smpxGNhTAdHuVx1QmwmcEqa7uzqxtWWs8TkxET8NfK67S3NqGxoQb1ddVElRxcxZIJKJyhxbxt23YObLkBHRz8OQoUBe2V5xFV3a/K1CoglCD61xpeLWUcUEWwjFL1pgg0pvi8yvSlQDCHaYeEkkgKW8LEWCkc2GIAuTSN0OIm958UeCXOQOBA1r0YQfNmtbUBCrkGfsr9r8x/5eVDmtdTcJ8+BTwq8/66hs2myoKq8CUhVsTkVJj9FDMAgbxMpa+0wWT0HNF9PkUQpakCtmc6BLetCL+bVoDLxt/MsN8FugJlxue99HwiT22tcdVlMu4y87YuNscrAvL5SKopUKF/+ZfZnePoiiue3v6cBOJEbW3rzef11z+Ef//37+Css8rR6n8pSZkL/1Xur/1ZPPifEnXZU+36yU9mD87Sxo334uSTH6CSt1PZ/8gcO+GEE/iObbj88svNd5HGoGj+/PnmU6R4mP+K/P4teN/7rqdyqMNb3vL0VIKS9qgc7POF5EZW+fNK1UstYdXUXKnkxe7dR2GxEVhTmSlaXmTGMeVJBdhquW2BCirrKMLhLJlpPCt5Ilcqj3fxs4C2lr2RzczvNN+u79W0on3+EtqbHFi4pIVKk3LD50J3Uz0NmPlQNr+pEU232bFp0yosXdGM/rEBZG2T6Esfw9DkBGpcdTh9w3wsXtCA+bTUmxrcWL+uFcF6Nw4N0RL2tmPFIlrqgVZMT9oR6GjG1tgBHI6ETKp2V86OpmITXnv6ZVjR83oea4DbV0JT/UKCFoKSVA7ve/878YZXnYtsIYbB/kk4aLzs3DMKdymPYEBJwQQ4+9BQR6OBsqoSMyS+l0yaGI8iMUPgRIOoYC+vZlLf6NMYB+wTfZcMaub9m1opMyhjAnUu3m8Cfccor2c05eI1cnTlOj/yxRlUVdP44DVGd+5E08qVxpASjY9PGdnpaHFikljWXV1tpvQqcSFzleYcEBAJDGizUBFr1l0kxafBcnRgHHsPH8NOWuLb9xzC1t0HsWXHfjy5Yy8e2LwFDz+xHZu37MQjW3Zg+96D2EeEOTQ4jaxqflureXEvqryNmNexjNti1HJAKS/6/IWL4a9rQlVTJ5oWrEb3onXwORtgLXqoxGkpJ5IYOHYMvRRmE+PjVOIz6OzsphBRSl4/lXCQQrTK5CFQPn8V3+HN4HIQFKSzqOF5ktvKma1gRo/bSYUexY4d24hWNY2QRS+vf/DQIROBPzAwyOMRKhIpYQdqamoNYwltS3lrvq1Wij9YS8BCENPeaqowtjY3oYVtsFtLROhTZGah4nJkstz/smaqqvzGIhHjihHVrwIXw2MTBEEzSCq2QHEEBEVWuwuZfIEghoCjQCvGJy+AcgIoe2MRdTUuLCDzblyhnABFgowRzBD5TyWKGB6d4n3KngdjJRCIjChoh13jcgWNkmwhw+pZKl6C5xtVPAEiFdZ561tnvxxHCoyrbH9OUh6ibPZd5vOBB5ZT+byVz0tr5n9AZ55Zvn7FwP7P7nc8Uc89dd473jF78DgqFu1497vfjre//e148YtfjHvvPYvjIfsnhVnEhyIBzgopGO14estbngYm2kTx+Hpce+0Cgvct5QOzpGRMzyeSXIlb4gYMWFGex1cekEsuOccE45YsNgyNxAyfiP9ylvI4NQGy1W5YyANS4AFayyUn5RZBtPpM/eXPW7CYPKkuKZbKXoJSiWDBlqd1XDTu6vHQKI8BJ568ir9LU2EFTU7/BA2J0YmQMUqODvaZ7J9TMzlMTBdx2oZudDZbUDevgEgqisZmyrQmK0LpaYR4rSkqzJqmZuwY6MUtT+yCv7ELTXULMRQaJvCuxlg0xPvT4NkziRdTUX75Ux/GzgOUm4/fhsv/8V24+kefxlhyBEcGD8PhdWOcfFokkFHZ8ckQjQDeYz1BY32jDy1t1ahtUH4BF9opgyqgX/KmAgy0L1AkT6zVpXiKkukj9amOKz6qUoNF6cltFgfiYQeNrzY0BZeb1Og6x2rxY+8OyZQE+7xAWTNugq+n9k7i0le8gjxW4PssAwJaOajvCaDEtutdzUU6+uNTzZjUNueAgAaHBoSUkzhobNcu46Z71ateRcG23mSJCnBwBmh1O21Kg+kwy3dKJSpYlxNBKva6QDVRbRDVyh5otaCh2oOeNlrHtFhdVg5AWsjJ2IzJGZAk6h3oH0I6kaZVa0ej5stRwMjQIELRuEm96/IEudWgo6sby1ctQff8ThPRr/l7JS0KR8Lo7x/ATDTKgRjB2HgckWgW/QMT6B8aQTydQZbP5LC64XH64bC5MTkxha72Llz8kouwcvVatM4jsl+1BivXbkBr53y0dcwnuGhEfcs8+ILNtMALqHLTyrDLimgwW5Pbgnp7Cg3OBJIjezB5ZAuyE73Ydf/tcMT7MLj3YYwe3o5MjKg6HDLWz8j4EHLIkCEtBnkrHkHzeprmUCUvt8uBTCpBEDGNcVog4fAYgVAUyUgO0+MziE3FkYrEYc3yN7k0CqkI6uo92LFnGyLxJK2cWsxva4OPCqWhhn3pZG/mCigVyORsv7w78oZkvEm4ycSKhZBgkHfi+Uif/vSnZ/eAj3xkdufP6HOfe3r7c6pY1Pfcs4GC6jK89rVT7IOreK0/XV9/3XXA17729PbndO655etTXxv6z+53PAm4VM573/tmD85SsejC61//Cnzve98zHo+77rqP4618Y1Xok7UlUkyDSMt7RfLiLF9etpArdP75wD//89PbLbeciqVLx/DBD96CU06xkTfe91S7Rbr+35bKCr9CvqLKh8egMrqiWCyBBx/cbjLzeQnknbR+7U5NI6aogIpUgB4C5BTcnnJ0uhKKTUYTlAcl40UwufuJn4qUPU7VT4EXQUcAza3kL48LlhIBRlZLeCcxPkRehAvbtm2FM2/H4f4oooMpTB+LIZchvzTXYYrH+g7PwB/wY92yZlrKMyg4arGPxxw0bHK2IPqPxqlwW0AMjoUL5iMRGoSnlmClMYDuLsqI+eNYvYFGQ4cHTYt8iFoJLlb5cLsjijUXvoRyahceePRRTGbzeOzwIF5z4WtoXO2kKZNFfWAeYukcVnb48OHLzsM/vvolGD42hfbOIBob2lBbRSPA3Ypk3Aa/T+XQaaCwj1pbutDR2WSscVeVD14LjSE+o4CBgNf8nnlobWtCQ908zOvuoozLUeS7Tfrgev6msaEFtfVFrFgbwNIV9VixrBMd82qwdimNLhpfSoYk6k9lsMXktlYdiHFMoZyxVWBA+mR6mkBFQYNzjHr+/mEjO7XNiTLEospcooKWbn38VqSH05iemsbLN74cF77zQvz6178280jLlizh4Mwr8B05MttMXMvazMJBcl45u506RoJMFqc+W+r9ZL5yOk8nEaeyElqsWt4m5F5ehy86HsmqwqDqjEtACHHpuOlw7qt0b8lSIKrWNIDqEaTM/LfSbJYsdgMKKq4oKTq5qtQOFc0wKZGpIEMhxUSUDNK1EIBorb0sB5OXgG2T4eF2uU0AoHKHByV04pPIZ1Oo4aBWBL/HIaEVxgknrOI5DgKaQajQkDL7tZDBaoIN2L3vINIlB44cG8KyZavMagllWVQ0r1ImS5ARo4DGOkGV21jn5B3jddCUhdqofslREKiWucVML4DPHkewtsasHiAeIqDKIB5LEzBpuka5zttwrK/PAIzyuyDQ8rhxy8134Etf+hKtjUEcJMjT3/7tmn/DVz/+VSqu42rZPg9I698/+9nPmn2tFDh+KbLiG9euLe8boTNLHAZPkY4fOfJOKs6rjEekQgJDjz12OS2of/6T84+n4695PN1xB3Dzzf91RsPKNZWx+aGHyvtaNaBkPyJd+9577zFegD8nTaVySOKd73wDrrrqt2YcVEjTA7/85Stx0kllUPCf0fe/34WJieX4wAeitPTKUwGKEzyuaqoBFn+rkrAKfrzllltM4ahFixbhxhvvNtblgiY/XvmWt5BPlhnDQ94CxdpYrOSRUg4uBy1cpe72q3CQl3yfRSpBw8KuOBh+Wqwc4w6Tllj5P0yNEYeXlnDWzI9rNYGi6WvraMhUB8l/Olducf49q/gdF7LRxaitOZXA+ijV2jb0LBohfyqA0YekEhopUY9FVreX13eV+Zfvu8DjJgW4Xi4HgJFHBKGamhDYl8Wtc2UdSzn63R6U8kVkCHKg3CHk8Wg2VraeUwW4HUGMxYaMMaYsrF6fiiulDL9arGnKIgIYyruMhHDJBU2LRqdVTZDy15Kl7KlBOqkEbGwj5bOCl7UCSbZrPldCnHKsq7WFMtOP6cgwfN5aI0+bmhsRqGrB4SN7TAChpoHr6xoQmRrAGzxZHOqsx75jh2lsNCCczOKhLXEzNfDJd3yMOmSlyT1zHVG1xm0uGIR9agq33347llBvrJhjSYXmXBli0U9/qiwkabztbW/D9PA0jh49SkVkxelty9C2fiE+/OGvIhhcYDJZJVJx5KmAhK61lEcDVdpMa+ANGjBSlNCAxxVj4FQ6QSqwaGzGLCGU2y6eiJtNy+zEGGIYfcpqlvIPTUwYZSu3uiqLKcVugYg1MhOmso1wUEdp7drN0phELAo7GS/D/XhcFQ2DRogINMiNKuWqKGSlRDZleTlI5RIL1geN4lfyolhkBkkybG01kTOvm+MzJuLT8FGoOPIJNNc44Com0dkUpHUeQlBlSXNRLOgpL/9SgY5EfIbMb8WChV3Yu++AYe4Mn/XggYMIBqqRSSo5UM4EPUqBqx8kLLS0UO5/CTIJC/VZ2Y2pbIcqiUoAJZDDftU11c8OghSb8phniyYQSBkUPXIFUhBmMynMRMJmLbIBE0Q1AkN65ptv2onzXnUeLZaQiXmw2z14bPtevPqlLzXnPJ/oLfJ5z5Ks6hNPnP1CYjdR2Gs5IHDRRbMHSYp51bHK8WBQ8+UfxWmnBSiMD1H5nEErfIjHb/z/nX/8dvw1jycV9PvvEhlVrnnyyaruWD6m9nKIP3Xtm2/eQuAV+pN7arvwQgFinbMbb37z31MpKkZnBJ/+9EW48sphzJt3W/mC/wWtXz9DIXWYY+jpaojCeArcpv41pHnllx6fgvA5JBkbile4kA/rmzcPB3sPwpZPoqmjwxQ9k7t5PTvj7ntugr/KCsXGBmpdqKmzwFdT5Li2cZwTqPuS6F4YRFWgRAMji7aOanircyaQbuXq+ZRAKbR3+Y38WLJsIS3keTjt1HPQ1NhsaoZUBbTsV4uO8yaQOaW04dE0dm/ph4WKM6fAwVKGCtuLqVCMVnCNAe8lYkqHjAfKKxUKkwy0kE8tVNIK6s0UaQjxOQ0QyGV5v3b+wA4fgYZ4WDxu4/fpmQjvXfZcEE4YoGIv2SgjKXfqfSZGQJa0eD+dLityBQWblMo8ZpmtmaLYIbfHzuehvKv3oKu7FVlLikZAkiDIBre3gMZmJ/vFwv6o5jk2NNT5YXemeZ0ovFUCM2G0ttdjycL1aGvtQs+CLnTNa0MkuQcpyu/XLP4ANqRGkMwsxn7bBKJFGnCpGLZvH0ZrYL5ZmfO6112EHQMDOIUIPRtshCMRg4PCUcHYMuQqK9PmCj2dYvi+uekRuOWWzRgcVMa+EaxvbMQ7v/hF8xLFnKvWUrJZZKWUlZSsWUXwu1xeDpKceeGy0JWXX6hd+dmL2SQHJQ1VIum0FDEHb4G/05I/hVlIuWneSQyigS3rTeuBhaKlxM38No/L+hdiJp8ZxSnFLtCgeTGdLzDR3NxihJy8Co1su65ZYb6u1mbU19dRgVoRTURMrEFdXS2i4WkzjdFCNDw6MkjmqzLz+y4XtSitd7nYc4kZrFy+mAN/B4bGQmS2blrhUd5rgIi5mX2hwEIXn2MGDY31BnWLxNwJMjFxAkFMDEdp1jpoDVRVBYjoPbCz36x2KnXuW/lgel4XhZSZw7M9PbRU7UzphrQkyBic/JOew0IhUrJJONKaySQMIIuG47BbeZ4RTHx+c4UCVMzpm9/4tqnjH2N/bqGZqP7T0jxtJovZ84RkRVwxG/0nxXnTTWb3BforSaC1Qqeeeio+r/WQzzF99atXUcZcQ1D2BYKlxWZpo1aGKHjw0gsuhXPjKsw8/jh+8qvLTfBtZQVFgSBaq3Ac5BetwinSFBfYl/UpkCuvV1tbu9lXXZFYPGbAdVFTCwRXqr0hz4LFWjSgVxav3P893atQzBQo2FeiQ0GlBQdKbgeclFm2XB7VVU5zb63EyQmck6EEH3gTUxNF/FXiPUbHBtE7Wo66t9qpBO0+yoO48Tao3sdUeIDAgPJQmUKdZQ+o/maSk/FmqaSMgLLHUH+T3JJHsyZQh7jyjPAeShtus7mN4i9m0zSAHIiThwXoJTsFVMycNa+TSsfhdJS9FKrAKNmQzhOwUHbqnOpqP6LpGdT4q2hcpSm/2CiOj/7D8h46cdYZL8Wxo7sQjlp5zgKcf/d38c+d/4hVLTfDm/NjOj+N++44gte//vU48+Uvx6UvOhuf/OQVBBsNWHXOGbDzvR07cAB+GmZpGlkqJjWXqOwROIofn7pg7gGBweFhfO03v0E3B9KePXuwbt06vPOd7zQegj/84Q+YDFMpQ0EBCrjRsjoyWr5IRM3BRASoOUxNCWi5iAamsbyJalUTX0V+pmeiUM5wcqNB08r6JxQtwCBFrutJeSkCWEhbngABDlXVE8NHozMGDaeJygUUNK+l+1SK78hrIIWnAZ3i9eRR8BMULFu+jBZ9lpYyUTgZQihaYMVPa6G+xm+WQ05OjKK/74iJntVkx/RkCFUENgWhegIGlfLdu5/WfXO7WYdcX1+DXbv24lgvLa+ShdfyoqpahY5KWLpgIYK1dSbZUSQco5U4wWv3Y2BskgCGFjtBzMmnvQjVtfW0bBT4VEcBU2L7+eyzWc+KVN68sHkvKs8st6CmPzyaQqAkUZ/oOfkLAgEn0sm4AUxOK62WgtVMk8hVCC35pCAM1Hjw42uvwxX/8lmM8TcqCSuA96//+q9mrlrXf77Q8cve2BUv0DNEir08rmtNKt/nmipTA+9+879g9cntuPPOO42yD7gCuODSC1C3YAEeJxA80P97juG4AfrifWXuLFCRSQ37qhwmDa+W5loseQJvG/m5XGND8kcGieSINpejGm1NK1Hla8aZZ7yE/O9GaCqMo2EbtkTj/LQiVtUKJy12OwHAwsbyahtdq6JUReJJ7TuylIC85/joGCYGR9DTQiOCxkI19WhNlsq3kEMT22WjHAo45DEoVzbUputKrjlyBBHicYKJJPlT13UVys+qNMSo0hSADCCJSitlURRbtt9vAIOmKGBNUDJoNYRAThG9k8egImgCIZKHAhIyKirtV/9JvgZsLlA0gOKC8lvYoFyaXYaYfqdpMxkHaltr/Tps3f4A/KiCI2jBJOVh6NgEVp++2PxO7+yOGw/jrW/9DGaiu/GjH/4QH//4x9F60kk4YfVqpAYH2T+jUPVHAa8/D3L9v04CAvddbsFZT/5o7gEBLfWQV0BJZmRRa679o//wUSw6cRHe8ffvwEQ4agaBGcT81IDTpxSykgm1t7cbl7MGk6x3WeYel5sjrmSWwSnnvcBpIpUiIEib9fImDTAHq1zlupYGpFz48hoYIMCBqzl75R3IZbOGyTP8bWXuXwNSn3KjjU4SgNBaULpin8dNK78OVX6fYRAL0bjq81dTOYdCY2ggUq0JVCNY7aM1XuBgnqKgvIeWcTXqqKA1575n714DME49aQOWLl6Ix594At7qoPFI+IM1uP6G6w0zqhqhnlerDKr42UPrRtX8FITX09NjGE2eitGxGap3G44e68XIxBhOf/FZaG5rJTM7iNQJeGg5SIAQ10BZBIXMtTyyHCNQrjUghpb1bvqBQk+MrOAfCT3NR6ovdcxBps+khO4VeyHXoBef+8rPcPl73gNnZx0eue46bHzxi/GvH/ygKeaj6z8fSEpCykL0ylcCv/ud2X2BniHSFIuJ7SLJFa9cBc8lVYCAVjB0UJg+9LOfmXHsokx5z2veDGtnA/omJnDtry43Y1lAVsW8fN4aqA5HphijgqSiK9K6dfvQ0bQM1TYaHf4gkjNerD3pYhTcdsQmLQh7/XjwyCj2TBcRrW+AzS3lSJBctCNrtZj5fSVHt1FROm1UinaaANTDjVYP6mh5V9FYcOSzSFLZJgn2c2nCbmfZrdJgLcI1/DgKKT9ytPZTlhxcp76JMkaK35wCez4JbzqEyGREJVsQ7Fhk5F2pqERkmhqNY2JCy4izWOLJoa7ej6CDxpOHho6nhn1Cg4jKP897ZXgtFVWLhSZRT9BT63BByf2KLjtsBB+SeTJgNE2adRO0EETwkShPVaY8Sxnn43XK7RKYkndEqycmR/qwv/cwYukJ+GtrYOMzwpKG1Vn2NghgNTY2YO/2J9l/dso/P0YIpOLTE/jDrzfjU1deiU0XXogN1Bfv/uhHseyk03Hx2uXGy3PkSB/sVR5eLv1/orrp/4TaD38CC94O/OjIw3MpRuCn5vOSs96Pyais4majTMJ9YXSv7TZr5o2yz5TdV9oEAkSV7xr7svpV+KJ6Nouevqt4hvLcy5Vvd7hNKeFsrkCrPlcGBlRu2iQMtAkQKNjHVBvLZoyVX8k41jN/vlF2mucX2p2YGOe9y3PqAhDd/LvqFdRUV6HEc1LxKGJse7XXg3wyY1zr4ckxbFy33CQpcjoLSMxETBCelh2+4pWX4vbb78Stt98HJTsi72Pd+rVU0ELWQG/fMczrWYDQ5BS2bd9uAJHmwMrxETAeEPVFPdGvgIqUs0CRXJwKOLLY2H/2EoHICIZHhnD00GEsX7IUVRRYDm8d7BR2ed5U1QIlpVQGWUE/Ele6rhS+QIAJxuFWsYL0fvS+KksFRQqoVOlSPxk3yT7l6Th89CA2Xniu8cYgXiJgaTKenje84Q3mes8Hesdxa+1mg+ZfoGeQFi4EqHsNyfWsoEGtwnmuqBIjoAqD53K7/fHb0bh4DeZxXNcvOgE2rwXj/f0YDe008sPnDmJR9wnweurht3HsZ1sI1Bdj4erL0LboZajqOAnx+tUYsizHrlgVNscc2NE3TpC9Aj/dPoldrjrkqvh8FuU7oRyRJw15ZFNx2GMJNFXb0GzLIEjLI085FSmQnwi+xymfetMR8h/BO/ejyumRj6GHcmBDnRdL0wexPdaAbEMTphsXwkte7Lv5x3DO34hiPoUSZdei3CTyg4ewayKE9UEn9l//IxR7NlAuiKOpwO0KXq5HQ2MLSoFWxO31mLTWYLBYgyMZNw5lfDiQseNgyoWj6VoM8Pi4uxWHHO3YZ2nFFlct9hXr8XDcjt/tHsYtvdN4bKKIo+yDPaEMRhIWjBSqESoFEeVjpy0+hPNORHJWDEfSCCdzsPnqUdfShoVdq7G4YyXmtfagq2UZOrpWYvHC9Vgwfy062pahZ8EGrF90Og29BE454Xy0Na3DTTf/DucSzNXRqGrnGLrqe7ejs6aE+fO7+e4ClHODGDw2SLme+pNcGP/3aTuuecWP8BgGcdO3PjMHYwRoKjz28MNGeXV3d2Mz979MBK989Jt374XPUnaZSelIMenTzMlRIcr61Xcpv4q1rngBKRhl/JKZK8Wfy2v+W+4+ucEVa1CeyxYAeMqlRcs4lxdIyCOgpS9uDwFAhAAgixkqbid/r4BA3Vf30n06OjqRiKeoKAMmj8Dk5ARcRNPLliw2qYYHDh3Agp5udHW14uiRvfD6XAQGNkRCEQKHGtTSwt/8+GYEydiPPraFv49TaM7HiuWLYC8V0FhXi73792Ph0hV44OHNpr801aDgRGXx01SFXHtCwmtXrTRBT/JWCMCoz/TpEHp3qHyxB2NjIbP8sboqwL9bEcsSXBEQTE9FTF4Dv0cFRmZdoR4nmansBdE19dwi9ZvegzwvEuYS7JV7aXmllncWVf8ho2xjwA23PI63fuIdaCZYkFt40Vln4QM0u1WB8PmwakDzxZW8+K99LXDttWb3BXqG6fe/B171qtkvpOdyiqDiEbjigx/E2a97Hb5BVBKkAVDf1oZ3v/WtOEgQEIp50RGsxtDECAaSDjx5bAo7BqYw09AKb2MzLBy/GYJ6R8GODAFv0W6lVVzEebQ+8/YMjszkEaJCT9JKb/O6TMpuF5X7Ico1Z10H5UweTqudylgauTzFJktGU2hVxbKHMmOVr4DgnjIvWczR0iZ/gsfJj/UH74araxVG/S3GAMnaLbT+S7g4vgsH9z6M/cveihvOa8ZHv/ETRDddQrlVhIWgo8USRvWuOzB5ypt5jLLKV0UepxxK+xG2Jw2fjlDm1Vk9KufKdsl7UEKaFr+yo1opKxUXpPAhHZcBpfs6eDxbUCyWjc/A9sNNCy3HRyryXBpqlBeSCwJWihcC+6wiQ0S6Bv/jZket5K6VRpnVC1uRbeS12zwRWHf9HqeccgFcvJ5quMj7e+IZa/Dq176a+5145ctfjg9/9rN4+fnno6FuIerq7OjrO4odoRA2zZv3vFuV9NfS8asGnnK0zBXq4cvavXs3VOQlwYGzMK55ewuq16/H/IZ6o7RlheqzovRljZokEx4qOq37dbqp5DXQLLSEG4l4a+F0uTmm5UFQcR4ONA46bXKJla3brBmYGthSplq6p9iAyr1Eysmv71J4yumfz/M3HOixRBS+Ki+tXHkQ0shTqLQ2NpIBSli+cBHy6Qx6D+7H2tUL0NlRh2QsxL/XIzQyhvvuvAceXrPK56VSn8b+Aweo1PkstN69fj/mEcUq3sHt9eDIsV4sXLTIxFGICSy8/nyCpR3btuHwoUPoN8v1rGhrbTXPo0AhFTDyeNwmkZCmD7TsKDwVxYG9+1Fie932PBb1tHBrwHmnLsGyDhfmN9uxtFsJkih4XDZa9NWmb6Tc1efyCFSmBkylM4InCSMBI70P9aFAVTYjAGAloFKf202Wx7g7BT/Bgs+ndb3tcE7EzBSQlv08H+j44jgvgIBnjzTlcjy9788THTyLVIkeD3E7xE31QUoc16VhggHuyyu4d+utuOTRGC4/5MNXR1y4z9WGqUWrUKhtQCRjw7iFv6EOz/Nfhta6IzkBfzKCRyfGcc9EGFsjKfSmosi7PDiW9yDd3IJxXx18bT1weJRy3IOk9CFlG9UghZHTfFotWnJYLjPuoEJ0S/3yHKnMPI2GGVBWUennfDQmnA2mpHGRcspasKHA8+6rX4+li85B6x0/xL/88z/h8KY3Y4JtnXJQBtQ2YldND2wrzsfh8XE8Tiv9wYQbt1PG3p6dxHaCm32pcmGxifgkInyO8ZFjONbXi0BmGrnIGCL9x2CNjVOPp+BITSGTGsY05d+R6WEkFbdFJZ+lDCjx71qRFU7kEOI1R7k/nibI4L3GE1mEkiVMJIqYjhcxE+Un5UVc+UVyUUwX4kjzOl32OF7XmsSb6kdxqj+BTZteYmSLQJHF5UCagEU0E57Bo488Yt7bhqVLsZOycN26bsoVytpkEqWhssEyl2nOAQHn4CAGZJFz38qXeDRQZdzR1bFWKOOXlI+UmxSSXnKWCk9Bd/p0Ou20PhWgI+WepSJKIxaLcj/DYzn+LUtGU8CMjYymIEB5FIix2Yv6rs1Dy1330HyXcvMnOMjl6hbYUMIgB++lKoVizhxRdiyaRF1Ds5myyHOQLl68AKefugn79u/FalrlCxcuwIF9e7By2WIyuAWtzfUIT09h5/YdZsnggp6F2LNrJ3qPHsYTjz9prhcOx0z+fi/BwaFDB40XY2RsgsrUahITqaDRwNCAqdin3O8CKlLMQrxql2IFVO3M6yOq5/PG4lG0tjbzmcoBk0rPqbTD4yMDaGkM4vTTTsRJJ65DV2sAPa01OHXDCiyZ345cOmo8HxYqcIERbcq5MEwgMjERMtZDgVaQ8baQ1N4KQBO5PT44nF4oO1uBQIKdD29e6ZXtJqd4fX2a5o5SF5dzN/yt6fcyU2fpzW+e3XmBnjU6LmmjAf8q5/1cUKWuie755Nat6H2ynO55ZOogpkfLNTskY75/ih9rvUBH0I9WfvplLPBvFgL5zmIcLU4qvtg0wjMhRD3ViDa0YTLQiLijDv66WjTWd5D/yiW53dkiajSnTx52U11qKtBv9xhL3WHXEl7KH6vDWNsJRehT5iRKOWStJcQpt0DZJkWnuiU58m4kNIQAfy/A7cwXkaNhoinRSKqAW+uWYNWCOhwgfxcK5ZgdI6+cknlO3OtdhDeVDiPgzhuF6i/5afzXmGBjZyAIS10nYpQR4Wo/wt4GpAL12ByzYr+jCsMNTdidc2NXJIvHYyXsiTpxJENlT0NgmHKrl3LBQ5lT5XfBQ9k5n8cXUH4stFgRjE8DPJaJTPFjCoiHYVfq9/gwHHxGr7WAWmsOC60xvKt9Gi9rnkGNJYFcWbwYY0TeSJFkjILJRVryfd5730t5nDNe0G7KQfWL6Ka778bS9c2mjP1cpjkTI6CEQUJtrzzrLOynZWulwpPVO0Fp0b1xI/7wm+/yxe/lYK0z1r/m/4PBWg6OolnuIiUuxapgPiXTcFNhS+ELS2eJNKv9VFJEF5rzz2VSUI2BJC1mr89PJpGOKhcFEmAIh6cwNjZqQIXW56smQCqdRIJCQApQLu90fAZVVLahqZBBqc1UtFpaoyV04fAkXnrxJSYC//FHH8G6E1YhHovg2OEjiM7EsHvnLvR096CDz7dxw0ai4LRh/kg0gYMHjmFklMxEpd3cUo/JkEqi5jBC4WV3k/H5fFGCG5VAbm9pM4pXTC6XvRihst/QEDQCQAJFkbhStGKeex64F0eOHCKSn8G5Lz4Vl77pDbCyT3bt3Yff/PpaIksrbiO4UF/PhJPsJz8SsaRZ3SBBo+kUN9uhtcVakkRJJ7PGVERUUKEsF3kz3B4v/0JLxWKHz6zYsJpKkUO9RwhK6vlMtezjgyjlCrjzzjvMPLFJZvI3pHe/+92ze8D27bM7L9CzRvLUqg6RkhiJpJgvueSS8pdnkbZs2YIDBw7gZS97GRbX1ZkYFQXUKkDwJa+9mPxxBNXeLjT7nXhRuxsXNllwSYcbr+nx4bXdbryxx47FHQ20nlPIOzjWAwHU2By01Dn6S8qcJ+9jlnKiRJmQNkv18jYLVM8ULi2r02oi7lPxKdeJfiM+pr6kPEvT5qdi52GlJ5fVq2W6CioU5SmP/DYnHCM7DSCw1DUTPBBcaE6B91CStKLVib2RFOrGdiJ18mvJY1kaEeUli0qVXoIDzlIG7sd+gUj7JtgIAKylBJzZEkq2AuLJiOFFLR+2OS2wkpfdBAaaHlWws99tQ55t8lMGaVWSw6PAaD+cXsrS6hocSaSxf2oGwwQ9vZRtRyhfjhEQ9OdTmCrlkWQ7U9k8YpSbkbzqnKRxelUCl3UCG6rzWBIosacouan4BX70WZFzMhoErPTZ0FCPq3/6Q6Mn1nV3m08ZKwpodFhXwLGyBzdd+zOcd9ppZupi7uYRmEMegQqCC9fX4+COHUapScEu5cPqgeXW9tHCldtMgEExBFLKCiAUyUUtZad5clnHQvTadEyDunI9eRe0iSl0biZF9M8BrVLGeQ5YDwFEV0c7li9dgs72DrQ0NaOa53dykIkR2og4ly9einreA4UpXHjBekyM7cMgLfpMPI1oJIYjvcdw/Q1/xPadO5GksFCRn76BASr8HJksYSxjrQNW6uTf0QrVlMXo+CSy+ZIZxJFo1EyNyBugrGJEI5ikkErwmbdvowVz5DCmCBD0PMqMtnr1ajNdoa2jsxNd7C8pfT27+qKqqtq4P1XDQMv/0hQGFip1BUvl2IdKnvS617wD3/ne73DjrQ/hrgeewB33PgQXLQJ3wIuepQt43Y6nPDEVi18MqXtoukRbDcGAlm+2trSafeUj0DrlkdEhvt+UCbJcs2YNLGzjxo0tGCfTNnW08Z3S4uLv/pakCmgV+vu/n915gZ51uuaa2R1Sb2+v8TY92yRwXCHF9kieaJNlqftr/4ltdxgFpHO1Sd5Ep8JmP0dF2l2M4mvLqvHLjV7csMGFX6134FvdDmz0FOCmVespWMx0mXhFfFIhleJ12ALGi1aeAihrePGykgSVivw7jwvE52lZ6/dabiclKDLH2b7mlnYEYwPmd0oIlCyU5aAMmnw2h1Utbqxd2EV5kyMPlpOmSca63ORdawpPOqoRJih3eyRz+HdQRhKk+AjezTJotl3PbylQjpiiSTnYKTO8BPaSkSrXbqO81He/PYeaaoILlx1WyrCmqlo0B4Jorq9hO+vQ2FSDmlqPsdYle+0EDpIXy6qL+Db77vsneHBR558aAXou016eJxBQMXL07EOje3DnfVebPA+iv//qV/G9e+8x7d19+DAG+Vks7kF3ZhpKXC5DRIBiLtOcAQIV8hPpyeWjl6/BuI3HNIgVVV4qLDUDQoxSUT76LuaUktMg0QCqMG7ZlZ3gACk+FVAo61W/E+m69cEahMZGkBNKF1MSZRfzWYSnJsmUZGgO7u6uDlrm4+Z7eHoSTz7+uCYHceFLLsCOHVvR2dFiAIMVZBKiYkXgTk7PoK9/kJZ7EI3NtNxdKn/sw/0PPYTm1hYi6Spkxby85xGet/9oH2667V509izCS192iUG75G+z+iARmzFARcsYV69YjnVr15gliG4CoyyBQoqIv6q2xiBzZQuLJuI8lkc4luAWxwFaOH2DQ/BROcvtqb5Nsl8ee2QznlDilB/9CJtOXoHf/vbX2H+wH5NTcQSCjeY3iUwK+w7uxy5aaypMJDAgYKWlkgIB8hBkM3kTYDgyMoYZAiGlG+VrQFW1jwpeFRBV932EwGfQgIFOvoP+6SrsmZ5GkNeSjKsIur8V/fCHP5zdA9gdL9BzRJs2AXfdNfuFJD5/rkgxLZIBCnDV1hmOUY6UKB+8eOSR/fjpL7+Eo737EYmEzRjV0j97rmiWt2n+XlMMki+ysqW0umxJfGGJBb/oiOH6NXbcvrKAG5ZbcEZ4FAEqVKUWJ0tQSco3QGs3VaS4ofVrz9BiV3xRyoCGfLYMtiXnJAMl18SzFbmlY339xzA1OAgv5YrJS0IjRc/idthwQoMHH15Tj6OHD6ImH+Hv3GbaQfJP7fVSTnQR/Icd9VSQabgpyxIFBfNqiWA5DbEMK90HVq32ycJDgKCS6qq3oKWPIqcKCFkSkK1STBEw5eIm2FGOQptd8VNZ2PI0voo21Lt88BHkNBEgva02i2vW5PCpxU7UatqDZGQzfyF5nstkYWcfe3i+FLhkg9qgksi/vO4TuO6u76J/eLuR76JHrroKoYcfMectopHRRDnVuWIFxviMrby8ZN7AwKg5d67SnAECsmwrJEWul6qBWVH4yhW9xl4ODlRCCyl6U7yGg0aDRZvQvZSVzhFjaj6p/LcyMNDAlrrR9eQR0ID3ez1opNKd19WJ+fO60NRYb45VcZui8pfiH+jrJSBwIEhG1goCK/mgb3gUV//sZl67gQq9AZmiA228RgMt2675PXjRWWfh7HPPRy2t9BKRfmfnPETjMdTzXtVkMu3vPXAA23bswL4Dh7Blx0E4CIKkTB95+FF43F4sXNCDtAL8CALqqOireW+f143G+jrUEEgoGZKi+wsEOiUJKocdQf4tkeLAHxzG0PCI+RwcGjE5E5R2OM++aK5v4MCxYGRgEJsfeti4IC956Uvx62t/hpoaD1auWERh4UBoYhyR0BRsvLiSIumdVPpZjCulbgQLwU9NTR3q65u4X0UhJtBlRZSgRNkPM1kJCGVYKwu1YxRYii0gVoBn+XL+5um4gr8FHV8n/73vnd15gf5bmpoCvvvd2S9/BZ199uzOLL3xjW+c3Xt2STEJP/vZz4wnTeNypEHKD1SQVsw7fQUOHtqF7/7ok/jMFW/B177+HuzZfRfH9BSmM5Q9tAQqPKEpSCnhYr6ASFqBvl4aFlSgKSpKjvIPrK3Fr5am8e+dYVzfnsBPOiP4UDMtZ15jkceFJo/FrMfX1KXVUl7tlE1r2bM4pBzzo+tLLgooKFthyepGFXlQ8T8Bq8v8TeA+n8zjxOIkrrz3GA4PDyAYD9OAclIWho2nQLyez+Rw5Rs3wv2a97L9Vl7fByetfZE94KOyLxi+1rPpt3kq83wuQtnigcvNduRjcLGfBA4OwnkAAMtsSURBVEKUhl2Kv8DGqw0qxyxhlKMxJe+E8q/4KZ8a2GNv8g3j6wsTOKe+xOPKClvO2WJAAO9vyZWNFFlARa8TRdVtYN9ODh7Dr6/7Br7xnX/ERGgUqfCMKTss4070y1/+El/84hfN/SsAyp4sK8djIf9sXMHzY2nys0VzBggcOqT43TJ6EyqsTBXs3r4dW7fuwnnnnYert/7CBKQp6E0Z+0w9cFrwGrhaJaCBZaYByNROVxlVK1GOGFZJdpScSEo+y2uX+Dt5AXQ/zXVLEIyNaT5egYZkBIINXUuudAMgOKhlAch9qJLAK9adgJaOxejsXo753SuwbOVatM/rNC7ximuvfH87WttbaaHniLIDxh0/PR0xBZN27qZiBge7249gQ52ZLrDyfFn5Dz22BXfecz+a27swwfNlTTTWBcnIUpouNDY1Y5yIVzW6Zc3Ipan2zsxEjYJWRcGpKXlEUqivrcf05BRSZO4imdSpOXuCqmNDQwiFp6EkpTfccD1ikUni/jSa6qpRw2utXLIUEVr6hRyROhk/TjChyP8ih52TQKq+oRF19Y28r5R/uVgR5QoZMmPapP7czvenaY6hoT4Kqgj2sG11ZExLfA+0qjfP966+V+Dj34p+clyx/v+qmM8L9Kf00Y8C73mPcoDMHvgrSE62CknIV4LCnk068cQT4Vi3jnrLYvKWCBA0N1OJkZcKs4GL4uUUx/1UdBI/++3X8Xkqo09/8U348rffiH/94t/hd7/8KnY+9gCy0zPkovL5yjFilCA3a0pL6CjfhvtpdmcQU9AyefP06iJ+vhL4VncaV3XkcU1HDNetmsYti3ifRTFcYE+hyW2Dh4own6OM41bxkrotNnSefC7cM/3w+gOmnoiP/Ox2uHBabQ7btt2Fo63r4W5big20vu0E4/OCjWiknGl0KQDSi09d/RAStlozd642y7MnPpSRJItcmVh9PM/uUIElrWpqNDwt2WzikQiW0jRCHOT7Wsq8fDSBIA2cUjLD+82gzu7FKrsH324J4wud0/hoUxjra8slmvUMuo4+1RfqL8V55WlMuShrXHnK/ngajz5wA37wyzfjqhs+hVi6jwDLZTyRAkN6V5Ldottuu82AR8kggTtloRVGULIqxLcauQh0m3PnKs0ZIFAhBQwpA5RBhqSVpsRbEZe97W20np+kUncjWFdFperjwCCjuGWp11JhO2FzOpDUfBeZRwVwOmjhU28ZYCA30ggZfJJWbiGbRppIWkE0hKMc4FPGuwAiVyUHClM59tCqb2vt4OByo7WlHYFqpfj1YcniZQhT+cptXlNHC73aBqeXrG6Ra03LZizYtXM3br/rDtz38P2I0TrvGx3B8OQ0br/1dvQfG8Q0Ee1vfncDB3cJx4ZD2Ln3oFHoAuXG1c/2Wvg8Y9MJ/OGWuxBobOU9E9ixYzsaG5qwZ+8BHOsfgd3qpHJNEekX4HF5MdA3iGgkiplw1FQ+88lSrw7wsXg9MtpQXx9iM6qomIadTJ7msQRR9PjEJLraCWKqCTbqGzDYP2Cimjc/8giO9R6lYs8hkS/BW1NPSUdrX/ULUllaJXbYKTgkiGKxGZPrPJ2eQZ6/VQ0DG9sXrA6iSR6MgIfvjgJML5XPqRwRMesiIxjKEPBvQ5VEVqIPfGB25wX6i+iZnEJRIUIjr2dJacWfbZL3TQl+JigDlJTLvmfayJ1JKjoln0nnQmZzuPIEAxkqLhtUZriuwWNyY9icRTyy8xH87I/fwue+81587Ctvxp6t9yAyM42p6RASljxo2BtqUepzh/yRT5OmJjIEzQLOsm5deT8lnQt1PO09PXn8uCOJX7XHcXNXAn+cl8S/NMWwGln4XLT+Cw5UkceCNIbSTgsisSh8sGDil9/GlmWXokg52X3mRXAm4qjy+lCMp4yr3ZbN4+3V0+hfcKIxjFTYLZGaJKCQZ8NuPKd+WeuRBKzxDBBNoZSn4i5EjUItg4ZyMjHxrgy29GQEXoIQN+/RakvjivoEvhjswz+1jvOagkFPk5Y3C3BUyOqiIURZ57Eq2NGKZCmLJ/c+iZ/c8AU8tv9GJGLl9M6q01AXrIPH2YjOtmWwW2rR0lj2Il988cX4l1//2ngEzFQN31WC8vzW244oZxm20/iwWmcjUucozTkgsIQgYP/Bg09ZiAIFa9euQpEvmSMP9QEf1q9eho3rVuCkdSvx4jNOwaL57Tj15PUG1SsAUPNbGjyVuIEs0a6WsjU0taC1rcPM29s5cI3iTcZQV+0l8rZg5dIFSMemEaxyU2FOGcta0amaFxf6FLPq2mtWrsLGDevR0tSo2FYq3bIb/PChg5jmb1rnLcAJJ25CS+d87Dp0DHsPD8Lpr8fCVeuxv28Iv/nDLaZwkOb1p1V1kAzkdflgJQM6bS5a8A0449QzcOL6k3DxhRciEp7Env0H8eiOA/jJr67D9j0H8dDmx8ySRj2v0LFQshC2vBYKTpTnYoyCRumWo7SuhPR7euZjfnszvNYcWmuq0FLXgAUd87Fi8SqMDIbwxJZDBCUDmAinsefgUQyMjiGZI2igZRIlUJkMTZqpF7nyvARa8npU+31YvqQTq1cuwvzuLgwOjWLXnj0YnRxH/+AhMnAUofERs1rC6aw2lp4SP6ndmNlq3nGZnf82BUGOBwLf+Mbszgv0NyHqoKdISvK1yuj0LJJSgV+2ejWKvJdoAuVgwSB5/corf4Z8xoN0wkH95CbgJ587CtCcengyT/nANg7PGOtYXknxmX779R9/ER+54s349DffhU99/jIc2HEfkqkJ2FIZ5CNxBcOYe0kuSRGXM4IqCK4c66SpNxktuULE8LOUc85KxWyxYjUBwOcWJvGj7gR+uCCFczZ2Y93UVizNJ7DIV40mTx6HYnG0EFgE7W4MOucjlxgz8/R5WfDyuhcHsWPXVsO7muKTIdTd3WSeQ6R5fFFF2VuqCHr4Xe2oeGlKtNaNt4NtqrE44XPYUGd34RvdUXy2K4eamnJQtuSEztNzZGIqbpRFgTK8YuQdTzkUcO/tV+N3130S9z3+M0Tjw6Z9+v2ChYvhrGqF39tiFL08uCppfmRsyPz27rvvxokEKfu4n+lZButKbrw3FhJcLlqIBabPlWB57tKcAwJ79+1DbvFiMwi1lG3XNdeYugPrN2wwyi5JpLdz92488eRWHDnaZ0BD/8AQBgeHzaARYtWA00CX8pMrqYbK2+50IRZPYHR8AlPhCAK1QaJhJbkpcQNSmSyOHuszx51apsfvQryVOXFdS9WrjMIlE0cjYUxNhszSRLnrlQJYKw16ujvR3dUCn8eBJYsWYNXS5ZjX3oG2pmYsWLoSZ7z4fJx13gW0NKi0J6ZMMh0F/vl9HlT5vTj5pA1497v+AQ31tVTkQ4hHw1izaiUsio+we7D36ABmUjkCjjj6+vuNu07PqmcXgwm0CDzpupoWMctsuF9ebtPAdhbYJz4sWrwAXt63in2zbfcePLF9D/eDBjCFKIiiRNW5kgVr15+CLIWDuQefUf2r6RJ9l4Ug74uCEZ/Yug29xwbJrFVIJsLwOHJwWFJobAhg2dLFPB4gmEiZ9ioz4+BgFIfY7zv4W4oftv+59wscHyAoN/cL9JeTjLqKYUc2eeq7to98pHzsf0PHL9sUoH02qJJh7tRTTjGByVqxIiNCskB8o3Tcl112oVFgUtjh6RgmxhIGBEu25EsCsyFjDSv2xe5ULQKLkTWKyvcHgPqGGjMl9uPrvox//eYH8akrLsWXvvE2bN36OJVZ3Mi3CgnQy+sp0nUUhGuzVNPEKE+RVgCCli9LJuWyJcquvKlCeFKTC19anKMSjuNztVG8/dwTcGXNDDZlBrGKSnHzg/fDwufwlFRdMIn4Q/fg54PHeM2cKRomxTw4OGVy+ktxF30uI+PUDskMFQny5EqmHVUuD7yUBYoHqMpb4Epl8VHHYXxh3iQ+1zlh2v/nlEumUcpQls/mXqmQMhNakzTuCCrkUXj43uvw+MG7MRadNplR1RYt91NbHBb2a8GCifFJI9/k/ne40sYwkwz6x3/8R3z/xz/GGqcT7l4akL292Me/aR1S4oiqyAbmWHrh/z/NGSCwbNky86m4WMf+/TjhhBPIGkWzNE77V/3kJ1i5cjU8/lpYHV64fTVUVFZkC1RQVJARIk4pKSlDfZbnrK1mQKmAEFkVLo/XKHmPz28UvyL5bU4vR6ULuSKRK4h6OTAT6QK8/mozyAQANBi1Fr/iFRBT1gaq0NRQh7aWZjQ31psgQq02OHxgN3aQ2btoeZf4PRaeQj+V3dEDB3BsYBT7DvdicHgc8xcsNOtefbyPh6Ahk1JO8Qi2bdmMb1z5RWx98hF43Vb0HzuMI4cOYdXadcbDUFPfwrbn4K8KEMV7jGKVF0DMUxEuYjgxzNIlS2h1BI1AVb/YuLV1tmDN+pVweZ04cOgAfvW732Hzlm2wuamMKdRm2A4tRyqy797y1neyz2rgdAVMX9TX1RswoaWE6mMTsMm+cNfWo76tk1ZTLcFWHMt7OjHauw+jQ4dN3MGe3TuNR8BK60EelUCgBuRNQyeYINFE+ctzTNcelzrwC1+Y3XmB/ltSWWa+frOJ3va2p79r+8pXysf/N0R2/xN61fF5iJ8hkoIWKRZBsuUpIlgXnw9y93Wvez1lAxUvx6YAgcvp4VjmHwpVmJpIUyaU5YxSfPv85Yh8AQW/r8p4DCaVNlxLd2nFxpIjsBJ0T+em8OMbPo5Pffv1+NBXXob3f+4l+MjXXo6b7vwibrn19+jvO0YeTVOqa4lxAqk0b2gpoy3xtJuyyLjVLeVKfgsXrIAlEjLL//b2H8HdD9+LfGQaT+6+H2+gZf7RlhGsrc7jJysj+P6icVzVM4EPbmzFhV4HTs/1oZ7GjN3mxvK6Imr5KeveFs8YeSf5KYCiZ9S9A3AYULCoVMBVC5L44bworpoXx+LWJgQyVthonBTjIRRjM+azFEsZAACHDSVuFVIRIqeqJ8an8fi2zfjmNR/Fj//4ETy8748G8EjJCwDo+XR/BYbLEDx4aD8yhRD2HXwcoeleDA0NIzNV9lBItl3x+c9j27byCgRabvDKo5yQXCkbGMbemMM0Z4CAGEn0itnco2I+kQaBSINRSWeG+/qRjCapYImUk4pmr0ewromKMWimAOTu11ai4pdFrOQ2UrQ989vg86qMLlBXq9LEbipvFxrqyhZAfUOQ5zpQRctcZTsT8aSJNyhYSohyYI2HI4jx+iPTEYT5Xa79CM+JJlIYC00jRnQ8Qgu/tmEerK5a3PfwFuw91Iv5y5dhwcrlyPJN+VRcI9iIE09agyVLOrBhw3KsXtmD+VSGi1avx9ITNmDphk1Y/6LzsWTj6Vi4/jQ0dq9AIu/AY48/Sf5PwUnBUFvrR2t7GzacdCaZw4O7738Cw+MRc7+tO3ejf3gUO3Zux/DwIMFIDk6rwvtyiE6O4+EnduFfv/w9fOIL38Xvb38SvaNxPkOWCj2KY0cP8/o21NLi97MTq4nig3XVBEUe1PgCZtoiFkmgr3eYAlBrk72IRXOYGp1CZGICbnsBne1BMt1+Whp5tM9bi+lEFQINixCoa+NotUIzdTMEGr38tFqqzLsVaVXIc0nyBlTG3Cc/aZr2jFLRpIz9y+i882Z3/o/QzTcbWWu2ip6ufK9s/9v+lNG4e/fsF5Km954tkitfgaIaB+WxUB4Pol/+8iFjEavuvj/A49a0+S7XtJSjLGSj/Mn/oyNhGicJ1NY/nfRG52ULU0ah5TNuTE1NG8XmplXd29tnlF6a8kVK916C/9u3XI1/+8m78NVvvQNf+cYH8O8/+Dh27dpFK7icBVExSDTty/skKT95B0T7jo2iuT6Is08/yQRAnnbaaea4SAnWdC99PrnrEFIOP9Yu7sFlyxvx78ss+G1HBJ/xjOAbS2P4cfc0XlafRAdNojqrGx11fjhyMSzMTOFfm6L4fPsoPtgahl+rnp/uqrIBIvBS9MFh96JAeZt3l93/kuPFdNZY/9pK3N+291H84LqP44GdV6NomTHnCIB1dHSYnDECUPKuGC9IIs5zovBXWzAyUp4u0PmjoyOYSEYN+FI/KSj5hBOcT/G0mfagXNW3w0dK6Ok5rsFzkOYMEKjEBBw5fNi8TDGIcGRx+Srz4r/8lStN0IoEjJbJcIiZALtQaNzMJ46MDlP1qwCQy7jaVd7XRL3yOh67GzMTUdR469BYpwBARehr+Z3OscClyl81btTVK9kFBzARbE2wGn5azYVcBtm01goTCMxMcz8JZdeyyBtBFJxOZcwcv9vhNtH5iXiE16PSd6lqmQvjwyNI0XJuItiQQp4Y6sdA7xEybi16Oltx+sknYvXSHizuboWTyjoxPY6RvgMYPLIPfQd34+iBHVTgQ1i+oBPzWuuwYnEnHMUU8slp3HbL79DWGsDrX/cybFi/CosX9JgI3kGCJa/TguHBPhw6cggPPvYE7rx/M267/xFs3b4D0+EpqAiSKaucIfIOz1DBJymkrFi4aB4t/nbYKbCmpmO05DPIpAtI0xLRygdtSnOs6YNd+/ZhbGKSv49jYKAfR3r346HN92CGAKlEJZ8ngFEVQwlFj8cJr88B68wMqrV0kBDdaiGTz7qQ9+9/Wsg9F/S742oLf+5zszvPIFmts9bJX0DUFUYB/lebp7xS6nlDmlLWRvb6k++V7a+hFStmd2bpzDPPnN17ZkieQpFqkaxdu9Z41LS1TNiN4eEm+Lj77qvQ5Heis64G9e4quClvFDgYCKpMd4pAXFlNSwhUB5CffdUCCNMz/cZirakjoK6V9zIBt6+86qiupgsOpwMNDXVmDl2bLHwpPqXuLlGBHiaoODh6EAdGDuBXd3wVP/jDx/DTX30Kmx+7HeHpaDk4j5tICXqWLl2KlT2tqHKpoE/5niLJTAGAs198sVnt88TuIzhpzWKs7GzCkkXdqHbkTQCgVjeUUIM6WvX2kgMX8Nk+0TaMLzYN4auNEXy9JY6PLbSj05NATU6TtWkkU+WpDa3tzxVmeJ8MSkUbn80CnmIAgatYjuj3lmxw0bgQcNnVuwdX//GLuO2RHxi+13vQccULybuoGAQBJ7Vdz6hnkQdStVJU50XnCRimSn4e88LhLicJuvLKK7Fl+xbzvAIPluXLjYfZT6Dno0HT2BR7ztJX/61ozgABDQiRmYvm4NR8vDDc3gN7sXfvXrzskk9h38F9tN7Lka5abuJyl91WFquAA5AmepwcG8UwlVLv4UOYDk2gvaUJJ26cRyu8lVsb7M4JMucEktk+WtMjcNvSqPbbUcjGYLfkeH1luavnQLMj4Hfx93VU4jWmSFBtlQduDnYvlbxWKaitqrYlN5oQqILgbGyL8mxrvb9qiyuYbiYcIXhQsg8FFpZQR+Gxb9ce3HXH7Wbt/uG923Bwx+NITo/AXogjG59EfGoQuXgIzlIaLisVcHQcmfgEDu97Eo21bmQTE2htpnjKTsKOOMaGDiE0cgynn7QBH/3g+ymcUrQCUghNjMFis+PuB7dgYDxkLHUlMxkfG0LA54bLASNE3v7ml+GlF53Dfk1hkGh7ZHyawqyZz1LLPrabGgta3miykNltqK4JmBUZA0ODOHa0j/fK4MjRw/x7CouXrGUfLobNUYUEgZKmZboXLKBALCdEUf2HGIXmfJ8Pe/p69fL5n3wEzw396Ec/emoa5V+fBwm6//hHBcf91xuH1v9TJA94haRwX//6189+++upksWyUMjh6qu3orFxtYkNGG2iJVxXx7+04Qtf+Dy0vr67uwPtdV688pSTcWbPYlyyfBmaCQzsMzEDCGbiw3B5ymBXMmBmJm5iaAb7wwZcSDEF69yUJy7UNJSXO2u6UQqt7PpWbZEZApI1JkjQV2U1bUklU5QrLhOwPBjtw51bfoPf3HoFvv6zf8bnrnwfvviVf8Ifb/4ZhoYGjALUVgE4GtsV976u1XfsKE5eu9QkHpKcFfjIZqjEMw6jfLN5VRsNc5sm6owTHPAitPC1UJidb66JYrmOiAUekysgnZ1CoVQOHFY7Lao2qMJiBB2aJrDwfE0NjE8cxQ23fAc/+f0/4t5Hv4dEety0TcpefS3viaY3LZTDur6mNPUs+lQ/6Zg8H2H2VT1BgfLN1PuVOZC/d3lN05ZT8f9mz3UEYuUl4/233YYBotEox5A8Cn29vXOu8uCf05ypNaCkLnrha9duwC233GTc9Z0dXbDs24uNF12E3/72u9i5czvOOut0U2AoSItaIIAjkOqpaBSyzVIkE5YD5FR4SOeNDA9h375R7No9REDRT6AQQyJMRJ22IB1JI5YtEMFPYQmBRxWVt5dKrphKEFTMmBLByjbodttRV1tN5UrreWrcxAK0tzfTGm9EsFY5CjhgCUQC1V7UEFTU+Dzw8Lf8D8loDFZawA4xqZ1gwKviOg6zXGle9zyTjMNSTCNYU8XBXw2lUVYthACtBQkigQ8fLWkbAYSW4tTTQjn/vBeXM/b5PUhEQkjGyEi8RkujHwUy9NYtquZiQ03AT4t+GquWL8LpJ6+ErZDETDTCDsuzKYQDhQys+QKWL2xBR4OfFv4h7D/QhxlaB+dc9Ao0dXZTWCkRSZKgwU6gMYhwaAzR6RBGho6Z5ytk4hR20ybdc6C6mczbgOloBhm+S02rqIxxkkJHAZrpTBETo0OYf845pizo3bfeiRWLF+KxzZtNSU2zkuA5oA9+8IOze8B9983u/A1J1r7f/19vlG/PS9JM3oc/XI4NeCZJ7HL++crxUP4uFzBlXfnLX0kKENw6NoYXn3wyXv3K03DDozupvKy0Pr1Y1LMEmeyESf8dOrADmKEMoaLeKk8eeeEIN9UBGJicopxxky+VKKu8jE5KsbGxiUquiM6uJtR5KEtsqnlSLg7UUN+KOt5jdGQC3fNb0dBYQ/DcixPWLUU8EeHfGwmcNX1Avqc1LI+BAIYyF2refICyTFkAYzQWMqUEjg4fwK5Dj2H/nkewe//DGOR3S7HKKH+BAil88VQjFahAgMjITJJJdUQjw2qTl7V8TMpZMlgrILSawcK/qVZCSTUFixmCfQVPKjAyz/ctw61U/m1JaYvlAZA8tvFoHMWCDX+85ce44f6fY3ymD94qBQuXCyAJqMhoUqyGwI/uKa+inlfgSH0lgCKAIFlugAH7Q8u/V6xYYcCTNl2r93AYr3jFK/DuV7yTx3LYv38vAjQWFyk+w+3Etdu24TvULS3LliFLmTuX6PhaA3MGCDz44IPmxZ944iY8/HCYzDOF1WtWI8SBq7Sjr33ta0wN8fa2VioeJf2hlZxMmE8JDTdN26KpMqj6+BrUeQ5LWrCpJJQwx0VFZrMXMH+eqlM1YMmidqTJdP3jMSorB/bv240qWsgvOm0TlbjSCneif3CQlvMoUokUBgYHCAjcxh2ne+SUv5uKTtUJM2kq2Mj07JSEj/dM8/7lLGBiHlU5LJLJUhzw+YKi+10U7tUmeZDbW4Xp0LiJS1Bik1gsbhIkNbW2mMGuBD1yj0VmwrweUBcMwEPLuvfoIQz09psUyc1N9SYNsc3GZ7bkyHDTSBKVq3hShqCmmI1hsO8I0tGwSSbkcLvIyAQqvLa8IS89/zzMTE9iy87DCEezKNidqG1sQVt7jymvHKhyw0nQsGzxPJ7vQHNjACdvWIvpSaJ7qwqDpPhMbizoWUFhyGsTIWTyKtOc4XMqDbEyfrn5XhwGtLhpOfmWrcDvf/JDrFm9Go9SGLzl4ouNQHi26aqrriKg3Gn2v/Ql4NRTze4L9FfQMw0CKtTc/KfTNqoH8UxkHVy/fj1OOvtszKNy2atA3m0PUWGW62a0trdwLNvLYLE2jcl8CtPkoZmokt5knlL4AgGTk0nyXDmluYJpxe+aWstTUadiabTNX0jFNmOs1PaOBp4focJL0BKuN670ydAUf1fFfQt5g7KEYEe5N+rqtYqoBn19fea6UubyLij4KUKZ5/cF0TWvm18ph2iUBGikqNppEins79uCHQcewZO77sPQxCFMz0yiKtCOCBWvAp3FY5VNUxlSpsaryk3H9AxSvvqbvkvWCSBIntqo+xUkydayF1XQTWCABhX7y16Q5W6hLMzjwYdvx91P/AyHBnagaGIbKI+1yoAyWtO4WqEhUKB7qa8FdrQvUl9WVmmp3/SpNgggeCnrSrm88bJoFYDew75do7j1jltxx2134KKLlPJ9B1KaMiEYUr+18Dkkt33sW8VJzCWak0Dg61//uvlccvFLkB7Zbl6yInrrg/Vwe07Au971d9iy5TEqjlU8q0T0HESYlqkqV2WV8jMZh4NaM8kXLreXfpfhgLLTIi3lOKBTGWSpoOPxGPr6+3BsoI9MMgOX00sLnxZsKo7x0WEMjw5iy/YnsGvXDhMwWBsM0joYIXJ20KLNY3hkDPFo3CQjmtfRYVx4Qs9KCaz5tt5jRxAaHzMFVJSyWIU4amjte70uCpEsfB43GaZg0gHnyTgWG5mOfJWlsFHEvZ5NSwljVPyp5IxJECShUcjKS+Cmwp8kaCAISlCpK5sYB7nWNgsQkV/5czGolv8ksWbNCoOsbU4XIgQKBTsZXQVDAlW8fgSdbS1YvXyVWYEwM5PEk3t7EWgKUrD4qNQXI1jTzvZReSdiGDu6Fz1djVizjADp6G48+cRmDA0Pwso21AQ7KJRsSPAdFGlBmNwKfBfK5igkr2kDU/6ZvH7syCEsOO88tKRTOEyhsH7VKtR2dmINB7We4dmmT33qU0bYiO6+23y8QM9TEqBXXqErryx/l0J64IEHTNXA/y05Q06MxEbwgbe90wDly9/3PvzmN78x1qgUkECClKIC0Nz+NJWR3NNyZWu5GgHxrGtG8qlUKrvgpcykZKXQmltq4bBVYyoyxnFfNEpV7U4RmOtT52o+XPdQSWCfT0tws0YmdXYsgNNdgocgw0PFWyzZTSpyeUN0HxUTGxwaNMo2RBARUxlfXk+1RZpoIMnKluGTpCyJJ2MYnxzFtl2P4qHHb0Tv6C7sPrgf48NHqYwneK9uc82KF0CA4HhQIOUrPtEx3aP8d3G2wEeasklTAgpcsVMWRtjWDB586DbccN83cXhsJ42vHA0bxWyVq6LKQ6t7CdjI4NO1K/2hT52nTfeVzNL9IuEoAdgMDY4swRWNralpM6Wivj5ypJfvbxojgym89S1vxSlnnYUWGkw33ngjqru6cP6Jp/Od+nifDAYOHkTXsmXI8f3MJZqTQOClL30plr/mNVhMBnvggSeISDUggU5a5gsX1uCHP/yuYdRXveqVZiApG6BIwYBOMx3goUXuNRa0g6ZumsyQyah0cJTKmJ02X8v/ZnhdWulU/GIu6mN4af0XlPaTA9BFRrfRco3GU8jkCsY6H6ayKhFMxOMJ/o7MzOMcoygUNf81zkGeMZZCJiPvhNxoFgTr6tDSovzlaQKTMHZs2UygEcaBfQ9hdGgfhvp2cVD3ITR6GBOjhwgECFjIOlKUVmuBjDBF5syhlgBCZXzdBCtOu4Mgwge3w4fwZJztYCOsdrZJbskcXG7NxysBh42H7XB6q9HfPw5/dR3GQmGkCYZSGc35lSs9KsOXqhkeOTqM+roAurq7TUbAaGSKz1Gen7RZvOyDMPstghiBx+69e/DgI4+gf3gc4Rg7z16Nkr2KqN8Jh9tjlmaqrxQToE+ZAhmCH6dJ3iQhY+PzDmLR2rUmT3o3gVSurQ3L1qxBgO9R+dmfTbriiiuwb5/SjgBf/Spwyilm91mjsbE/4uc/r8Y73qHESf+AVav6KXzLQVRKmPmDHyjNrYK+zKG/mirXVNT9hReWj+lxzz23fLySrG9w8EYC7wT+6Z8OUjB/kO16tPyHWdq//9v4yldy+MhHetned2PZsnHyzbOf8vc/Ik2LfOYzs19Isgzf9KY3GWX1v6Hx1DieeOIJnHTSBsQ43s558YtxqwIEqaw0L71p4SYUrNU4eKSfMkXTi+Q1KipVBcyR58QbZUtZOfLLxcyKtNSlJKXEpiZnjGxpaW43lquoZFGszjSt23J9E/1eXjTFyijmSa51gX2XhzxNPnERSBSsWaQLCrJVwG2M17cRVNeZa5UT6jjMtRRoqD6R8tR15dWQNa/UwMlk1ljFOhasC+LhzXcjmp3CdGoIW3bdh+37Hsbmrfdg95HHsX3/I6jzN2FifMak8hXgkTLWp66r/nbYfZQbHvPpcGX5nGEc7T2Iu568Fr+/6RfY3/8EEml5AsvpitVvAgHaNAUgpZ+MU67GIyY+QP2m8/Qcosq5ZhUXt2zaSqOolvIkDpoVlCUEFs4a9pvyNxQMyOo7OoNLX/963H3TTXjRi15kVoHM4zO/6Pyz0dM9zxRVU6Bge2Ojuf9couOBAEfO/3362OWXm+UifqvfBH6USnK5Pf1oiozV/KAGpubuNAAUNaqCGfqdFNvUVAiTU+OIzISImo9RmU/B7aVStFGxxsYxOnaMTJRFODLJwZbnoCIKpgKL0zK2lvIIVPuJ6DPo6xulYneiQOYM1DWhqaW9rDipqFzU1EpNrGkBpbBUSeF4IsprhGEhGNB8uVDwRGiMaHYaeTK7i/e/6IKzccLKJTjj5NOwYfU60MZAaiYB/gmlTB6jI2MIRaYxyetMhCOEBDaEoxQe4SQiiQhGQr2oafRjw8kbcNqZp1PpujE6IYsgRQZLEQy4sGjxOsyfv4LWfT3a2ucRqLh4nhfHaGkobTGsDvZHDdtOSyZvMdZKVkCoyoWd+w/g+ltuw9BAL5xs1LyOBixf1M1nJQiITRGEUODV1cPf0IH69uVobF+Fpnmr4K3vRMbiekr55wq8NpW9w+UxiYmc/HQQBGhKwMvvWmMtwVRFoRUIrCOjp/FvH/gA7v3e95CkoHi26fbbb5/dA/75n2d3niV6+OGvorX1ZXj3u38IrYB917t+AGIevi8Fo2lZbHn7S40UFfc5+eTZL/8JVa7Ze1zcZZK4o3JctHPn1ejsfCk++9kbzbE3vvFKNDc3kefK/HYyx9iKFe/H1752t/n7O97xXf49wr4jcvobEXXDn9B7VODgf0lSbFJQH/7wh81yNU2/OWlJSwEp34Y+sxgnz4/CYsty/Hrgclajrr6WFqvLKNV8lrxFsCCFWwYkJXNNjW19l6yQW1+rmnqPjGGGfCxQrN8qNkj3rKoKoCboMzKpSHlXFXBybEySf73oHzqEialJ/i5DuRaH36uaAC4aHsMYHy3Pqesa8koIbEgeyqMhl7uur2ecmowagKD8IjJi9KklujpfhlT/UD96B47gSN9+HDm2HwcO78a1t34Ld2/5KW669ee45faf8zd9xoWvPtE9c3lVH0yYIMHBwQH8/o7v4O6tP8WBIzuRzs8YA6umJmAAVXdj61PWvlH2Pq2MUACiEz5vcPa66l8aOpRnDfVNlAcEPYkS+o+Nm3oBM5E4xkZDCI0noBTPMorUflVsjEdltJQjSr9wzTVGRsuLoz7Re3HwvvIIf+97PzD5WnSPuUxzAgh8/WvfNUz0Ty87F7topXo4qHt6eszfhK7lSgvWBnH66acbRtMm74AGvpCwBpoYSyVwNf+uQaWym+FwFG6X5rgbiCQD8LgCZg7OzMMRkSrPgLuqBqkcGYqDK1Bdg56ueaivDkC1wWls08pO8971WLSwx2QPDFT7OFiTPA5aC+XoZo45WrOK7E8iFZ6CT4E0PDgVmkIoFMETW3YRmBTg9rXSiq7DomUnY8GSE9GzaAOWrToNZ1/wSpzzkldiwynnYM2GF6GlcwVau1ahrnkxmqh4q+rn4VBvCPuODOPhJ/ZiYiYNd3W9scLf894PUDB+EK981Rv57D685KKX0oJbga62BsSmxxAMEN1bKGi8VjiQw7zOLgokTVXIcnDCSSFSpCLvWtBj6josWcb71dRicHgYDVQQre0daGxupYXTie7uxWhr7UY9mby5tZkKpYXHuE8h2VxXYz6b+FkXoKXi96CWnw2NPNYc5LtSXfI6HD58GHkx6jxZLEk8TsT+r5/7nAF5zybJWqjQs11YqFSy4bTTPmSE0nXXXcdPhwn+kuv2O9/53xU0GBwEHnts9stfQePjrWb+u67OToVw0uyxcWOdPfLI7XwfW4zQV4pqtV8WloT2BRd8iJ8rzfnPNcmQu/XW2S8kLTUW//9vSIpJCuOfiQTPO+ssE4VeKXgmBRm3xalIG40il7JJJqNU82kqoDSqqmU4WAhq/SY5VzHvQTFXTjA2M1Muex6ZzhIoOCnPAlRE5Sj2COWSjksZS3Yp8C+bV+CcVu/QAJgqB7HpuGqeaDpxfDRGQOEwJb4V9KziYSrvraJrUqhaTlcbDLDNIfOe1B+Sk1J64+MTlEslEzSoTQpXMlLn6d0eb+nrU6Sxebj3CPYf3oujU7vx5MEH8e1ffBzX/Obz+M5Pv4Bf/vo72LdvD4FGGDfcdBV+8vvPYNuenThyZNzwseb/dS1dR/kZjowOGtltt3koLxV34Dd/91ZRqFrKHllND6jPlNhpaHiA/TRJA8KKZJrAqVBlAql9fjd8VYpfUN6FcnbHqckE8pTZjtlVA+3WhfgAx3RnZ6cp6qZnjRO8aBrh8svfb97PY7ufAeZ5HpPl/vvv/z+fKUGDWPmiNfd35MgRXP3Tn1KpR0yMgADA1678mlk+9Pvf34GPfezdZi4+TstcSFyJdbQfnlIwnc0MBuUZ0Dmy/BXRW6KlGqalrcATMYM+VezDRgt/hud6NDeVyRJ5e8w0gaVENMnfzPBYbVU1NIdQK4+F349BZfArWpFScEw2zfMz8LsdtPwtHPRl1J8rlOfXcoWyS01RxLV1QUzH4obZJVj1dyFmLUPkDdl2gomsqiZ6eB0HRsfGjbswnWY7ybjFQhaFnGqB55FORHldtqkKtBQ8BCf1tB7ihIU8FvRy4NOKcCgNqYIT04rwwfDQODyealocDejt66cwUVAi28nnVf8vUXrkeYvx6JOPYEoVCYseXHzp21G0q8BQAi6HG3Za+yYfs0WxBrSGnOWIab9DLkMBNCvvaSXqF+OWjABLEamLMQU6qqv9+Of3vxdf/vKXcc455+Cyyy7DqaeeClu3DectfXaz6hwPBDgEnlUqmIDQ8k3C4dNoJT3Ecd1CodzBPnjCHOewMPTQQ/91wOK//3t5eaEyo1E3PVWy9/ga/hWqXPM/o+OfO5Nx45RTltHq34FvfvObeN/73o81a+Zj586j5u9SEhq7sgYryuLJJ91Yv/7Znb75z0hg+889u5R9s3t/OSkWKR73YfHiRbj44hP5Thbgso+9B9N79hje/MQnPoHkdBI33H4DRiZ2wuO1kx+GjaFSsb4lZ6IzSQRqaBQkU0jSWJAiVOVPBdDpeDyeomwoGHkg5SUZ0EQwPDAwzmu5jEtf1xTvSbF3djUSJPdSfrVRDtjQ1t6CaEwxUDmMjkyZyP8UZYEUoORXOh038ktBeHpH5RgHFf+KoqWxyQQiS8aozWqvAo5lKcvrYaxqdqj+LuBgAvFcdRgm+GtqrqJULZm2ScHrnKDLh2QsjRla5So8puO6pmSpz+8yqxqqa8tLESsBibqHVj+kkir9/nTa90KpHB9hs6hKbIayMI6Wtir2Zxw1AdUSSLGdVuMN0LV0TYEo3U+2Ai9t2i7Zqb6bCqUNqLvpppvwre99D295zWtw2vnn49Mf+5jRBddcc415dr1btWsukVZaVWhOeASE0AUAvv3t75iH26GE46tXc5DIlSnUeYTW0GMcDHbYnQ7U1tfRuvabJSmhyTAHFNmP6NDpqiJqLGE6kkQ4mkaEgzeeVCIcDm2bEwWLHVYnETyFikr/WmzKLlhD5cqh6nJT0hAo2N2wegIoUbn5/fWwOTy8L5GsP8DfUJHWt8PhD8Lj435tPWobWuAONAKeWtiqGhHNuZEEwYAjAIu3Bl1LlqK1pxsJDnq7xYvJiRgVOS2NOBkxbTGusFi4gEKK9y36kEnnCEpyBBZOuOy0KLSRqf1eBxnci7YWO9KpwwQQITJCHIeP7MWhI9sRT48gNNXPvtzGPpnCroN92H9kGH2Dk+zPvZgYm8Tk+CRGhobI1DFkKMDyZNYkhZeCvv1ONxH/Lizs6kaRAgeFBG69+Vfl7GdOIg72fZFAp+SisqfQo943RYsWds5HnuAkk0tS+OQ5IjNIEYgk00qRmuS7UWCeFYl4BiPDIbP8Z5yCT8LvAx/4AC655BI8cv0jBHm/N2PhmaaPUSBoeVGFKCuedZKArJDdTk1PWrBg9CkQ8D+hgwfLQY0CASLtPxNBjolEFtu2bTP7Wo1DGGHcsRWSsBZJeVRI7te/FVEPcLzPfpmlD33oQ7N7fzlJeaw8azkNi7MNIF+woBFOKmqRQFH/vf1ITWjKLWwAkK/KZhRSRaFKmcnNvHBRt1G81dXke6vDXLeOYD9QXWeUV319LeWR4pHSxqr1V3kMIG5treN1pcjTxnpWMS9Nb46PT6Ors5sKszy3PkqlPDJU9jB0dHTx/gTTlAV6H/JcaMoimylH/qt98ga0tDRjyfwFmKBMHBuZMdMXodC0Uery+igfi9pptZbX5ktRDvQPIJ9VuvAUqgIettlpnlPt03VVsTAyHUaYcmlkepzgpDw1ob7TMsNUkrLKY6EhkiMoITgoeAxY0jMpsDBY76EhQfBDoAAr71EtIOUwz60VRdUBF2ami5QzWRpZI4hSdk+Mh01/T03GTFCiqsrqnioPXyBIkLEjcV1bW15urCkeTR/zBMrkWspSgrO6Otz98MMmsdA9mzdjy5Yt5ty5SnMCCHz1q18lE60hOj0RbW0dOENmDwFAb+8OzO+Zb+pKy4LctGkVmchNhK1KVnkOKKX01HpZRaNWly19DiAxsBj2qY0D2+X2mE3BfJq3VsSuIgt9/hputWZzUPlbCQ60eTx+g7IlIMUYGvhiNjGzrPbyMjwvHJr7DtQYd7rDQwbgAKwhQGhqbqUwaOZ9CDisHrS29fBYIxpUkpeDtaW5idZIAxqbGuDh4C6kYwiH+hAa3I++g49hYnAbwiPbMDW0DTNjezDRvwPW3BRG+w4gTWb02q04fdPJOPfsF2NeZwfibN/kxBgBgh2D/ceQyCaQKeYwQ4QdTfCTFsrE1DT6+o8gnpgm4ymrmCwWRes6EZqYwJKF84jER/GS887Ai190Ep+biJ3fLaW0YcTKJnQvK0SuTiUrycQiSEQmEZuegLWQhYXCz1bIoJrWQnW1j32mZZ0p9n0OBwhEmmglyVKSS1AM/NqXvRavnE0t/UyS5oEfffRRI7Aq9BxUtzXjpUKDg+XgxA0bVtCafzF+/OOnQclfQprGEK6oFEXS/vGW/X9EWn9fOe/JJ2cPztLOnZ/EjTe+kVZUEaOjZ5v3eccdd1D5lPADRRTOkt6xSGvuKyQ3+t+S/nya90k+nKzt/wm99a1vRbK/n31TMoGjH3rFh/APl11m/mamGqtmUKovz/mL16entNyvnPhGcqUS9X7gwCH+PYdMNolgXQCdbUsIrjRlGGGfajmg1fxGW/laRQMg1N/V1VVGycqqVVS7QPH0ZArHjo4TAISM9zKZmqHSdJvA51BogvdJwVYq8514R/JIzyAgILkU8FUh1D+OQYIHeRSUDTRCq9rnCWJoIGziDSoKfmxs3LRP+frzNFwUke+dzVUh74DkXiXmYCqWQygepdHkQntbt5lWVXvVDv1dfRJPzFCezJhVD1rRIFAwPZmmwWMlmInwHPVBxngPjIXPe+j+OrdYKC9hbGns4nkEC5aiCVgMTyUJArKm9Lu8tXoX6juPg/enPJKREaOxItrRd8wkDFLEwHoF0uhBKFva6+v5jJN4xUteYozJAwcOmPPnIs0JIKApgVe+/jQqRlrNo1YEiPAqMQJFWilb79pqBr1yTVstNjKUD8rZrfn/5qZWMoObg6pcLVCbGEwM8tQnFb+TStvGTxUTclJha0mdjinrnpMM6qsigqWZq31F3cuVLcYVmlYEq4SBGEnld31+DxGvH8GgkgBpysBb3nxaueBCd1cz2lsJBhoJMNx2tFPpt3FravajqZUAI2CBx1fEyNghjId6MTZ+CCOje8nAE4hFjnHgj8DtmEF8phduW4gCYBh11XmMDvYin8qhvroNqZgVhw8d4QAooTbAZyIwWLJ4IepqaxCsDVAL5E1FsYISgJTUJxa2UXEPYYIPJ1589nosX9FFC6UaCxe2so8ymBjt432BId6n9/A+rFm+GEtp+TRQ0OnZtWpClqL6RZ8GZPGzPliL+d3KMeCjRZA31Rg1VSC3qZheTKyYBAmXRa2tRsmYokgEAZdcfrmZo919fIL5Z4i+8pWvmKmHCl199ezOs0wWCrNPqoABSd6IV77yIlqbB3DPPfewr99njldIaeFlfFe2Z5uGhk7CJZf8HL/4hQNve1vZ5S9S1PurXnWrUVyiswnGX/e61+Gkk8pxBF/60pfIn899hcg/J4Gb43AWLlIFpP8Bad5YBoOs8YNPHMT8s+cbL1WFio4ixnuplI8dw0CfvGhp8kUKiVixbKkPxQmOCaA5niWTlFdESbdiyXE0NTWW5YHPS2Adfgowm+sSlMtIURySXOsi8YP4SkC1WLASxKt0rwVJ8nY8lsfw0IQBBj5vtfE0jE8pfsFprmu1uHmPGHLhGJr9dRgYnMF4RB5QueTL0xc6L05LXx4LRd+rrLLq+DusAVr5eQKINFrbKd8aao0yF1+rvUP7j8CVLaH3yFGzPDiXL3scFKynvpNMVcxLxasxNZGF2xnEvr37y/yeK/FcxQx4zH4mZcF0KMe+zPDeQcqr8jIZGXKFQsp4DwSIdF0t+fP55XlRtULrbPyBEy1tASxY1EpZlkCQRlotZZw9W/ZW7RseMZ5FO8HAYYI7G9/JZ6+4Au/9+MexZcvDsLOtd911lwEhc5XmxPJBDa67br/dFMv42e9+htdeeolJMKTBF+LAbOHAGZgcMGuIV69ZZxCpBpHmz7VpwIgptdJAc0G6npSUlJWZh1egyqxHwCVFTybx+avMvt1JRdZQRwWZgcvjgnt2Uy5+LXtTpsL21hYzSJ0uAYZqs2TR77EjWKViPG5U+Z2orfYiSOs3SCWfSdE6nhlHNkkBER4nMp5Gnhb/yFgUyYTycqtEso8go26WyauJyosIT0cwRcZatngVChkbCmlaDEkn5rWvJMNFyZBqIxUyKACKcSJvrTGO8TchSkiCICphBTVpKsFlc8BtZ/v52dMlUOLBiuVtWLhgMdpbOjDYP4SD+w5jciKCaDhB4ZOdXemgqNwc20kmpzXk8gbhsFE52MvASpviNzLpsp9WAZfTynVAJZai4FHmRBVi6u2jtUHLSKszcjkKt4SWGyk5yww6+I4ErEolflqT2LRpk7FK16xZY675TNCvf/1ro9S+fVxk4A03zO48B3TWWQ+ipuYrHMNJXH/9TUaxfvObdpxzzg84LrN/siTuePrPUh7LSfbfpUOuXHPBAuDv/q68PzKilMrlff1+wYIb2C+fMwL2vvvuMzX/b7yxjoK1j/xzEO9+99m0OC/B3r1HcOeddxpF+81vBvCmN93Idv/tpgaOJ62aOv5dXnjhhcZK/ktIYOzgwYPGIl+9cjWuv/l6Y+ErwE1GhAIpNU03MnkUoUlZzBZEtLLIaqcSIv9TyWdycRogHZim5T7QP4as5hoteWMx793bR2NBuQVsmNfVTes2RGWcNVH/4t9wZNrIKincEBVjNlcwK2o8XqvJ+qkcII1NAWPxam69JlBFQDJl1tTruwIGLeRPZR51UzH7/AEMTk6z7UB3d7d5FpFAi7G6M7Ka9UkQQoWr6QzJyTQ/VXkwTB53uwLk9TET8a+4LCeNmgNHB/lMVratmiAhzHdv572jxkCSXBVvCQiozyrTSNqX7PVVCaykKI+ARDJCIEKLv6XNgAaBDcl1gSC1KUFjYWwqjFQizvfagqnpCdQGqw1wclPW1VDh+6vKXgOBm3A4yTaw/bw3bSAaIMtwEfXFo/fci1WXrsW9v7wFPa0NsDa1oMg2NrE9f/jjH+HjpwwPAbe5QscvH5wTwYJa1qW5q4vOvwgf/eRH8Y1vfANjVCpf+tCHzMvXPO+//Mu/GOT8lrf+g2EkbRocIu0XZSk4PByUHJjWkkkN7FSaXyrFkp1CgowsbnHQ8nHQOtYKAFmtPq8DqgOgsazANg0u5SSIGyTq5ldem0wlBWjh/RSAKAvXzb8pSYbODU2OmkGdJvP6lbSAWrGjoxMxMlsmS0uC1yyxgUkaB0r1qYRCRba5TApmLDMR2Zd3y1HwTFFxxtieOBLhGdio4HOZOMGBFPCMqZyYyfLaeSX70dxknXHTyaVocpnTajhv03zY+JxH+w4TCUdRIPiQMvZX16Kjcx6t/nGkMsDE5BSmZ8Joa29GfS3BD/tkZGQSkVgOtqp5WL3pIjQ0dyIxE+KzK0Ogk8+ZooAop/5Mc0tkZPF7EY0ScbMj9Wg5Lako0HQrlUFaeeO7vvm3OPttb8MBKqF3vvWtaONg/tdPfMJEqR+vtJ8J0tSA1oyLfv7zp5XjC/R/n6hHqJhmv5BuIDJQAN5/R1/4wheMHHn5y1/Obz489NDtxiOw+f4dODa8F3/81R8xHBkmeLsed9yp2InyPLxK/1YH/OTPFJWv17jtVRY4QsWkuXC3V3KC1j0VWX29kpBNU65YUBNUfIGCiiljrHkTuDYZipkEZKWiHbHkqFHMAia6j6x8t0eK1cLrFdHS2oTxkaThuxhlQZW3Co2OIiJWyhWbUhfLE5o31rdkn6xeKWPdR9MHklW6toIEZSRVlLB4V2CwuaWZitaOQ4cPY8mS+U9No8lDocqj4akcf+/kOWWv69jolLmnPHq6tgBNY6OWLY4ZJa92KrlQKqmp23K9A8lOeRyU7ExyXnECTspqtUVTLePTU3Aa67/EdrOPSwpQVdCzvARleaN76bviGtRGyRPlZmiqX2p0g97Xm//5n/GG886bnUbehCnK7WWtrfjujT/ChavP5XiJ/4mH8P86HR8sOCc8Agr6kevx8NE4Tl60Ah/+1w/jtPXr8dvf/tYg289+9rNYtXIVHnjgKNasXWisUGOdzn5qKY82OxW/0KLQuIVAwEKlRp1MlipxoAEuB8EB8YBLbnIO7kCVj/iAVisZVZHxioDXutYqonDVLghHZsqDlYyjutgKaImRubRUaCZKJU1GGptQYZE8/5bjb938LBBE0PpNZRGNay4rZ/aTaTIHtwzBhmr4C9FqYCtdcoa/yWS10oCDnZsS7zSQaT1k+pqaetTWUUk3NsFGZlfe8oGhMbbVgSyBiN3lMKsUwrRa2jva4aHF0szBf/rpZ8Jf24i1609CX+8gQUAO2XQBfQNDJphQVkyM1oXaokxmodAYRoeHjOWzeOlKLFl2Ahy+RuStQv459mHBKHerAU3lfOESXCkyaZGdrMhhCS5RSZ/yUPBDAEeJV7RpdcRDTzyK99IKfej++411dvKJJ5r5vVNOOcW4G59JktAXqV7+rKf+BZoj9PGP/2miIVnCx5ff/c/I42nHypUbMDoawb59j8ERoZIvJbB/7wFMRifxvle/jzw9hh37jmCIwECJwwSoJUdi5HspeynEbEbpxcv5AYINjUjEErCQH2qqlS+j1ri6lSVQU4uN9Z1obK5FeFqFycK0cj0GFKdSMXjd9TRKvAZoyLuXyxdoxHgof5xwO6tpABQRn0xgUVc3lVoP1q5ci6VLNvJ3fnidDgyODqKuqoYyJEWZ0UjLPkR+zFFuldP2ik/Fg2VDg3xKmSVgICAgALJq7XwM9I+atMbhqRTbGzBAR3E9E6MJcx2Px4d4LM3fpikrnNx8lL1Fyr8YuuctMIpaclgk8KG8ZbTFjGGiioSSZzORqGmDZIbFbkWVz2/aqYJLSuYmcOLltWXcUeTzNxbUBmvROzxIQ6qIJNshY0+yWoGcAgIqoObzNODUl1+Cvr37seJVZ2HLTXcjsGYl2nsWYIxt6R8/iI+88XIsPflkJIaGUE2jaa7QnMss+P3vf9+4+0dGDuGVb3onEfp87N2/H+Nbx1DdVo3Xvu61BvGNjB7Ai07bwEFEJqFSb26sLQek+Z3w0hD3umRyp2j1F1HldxMZEyDQKPUTINDwJxhQqh6Z31SK2RSVV4yWb4wDSt4FMjiVspa8SflHZlRqk5eDlYo/TiZNGSVtdB0HtlxlAgBKlpPLK7raw3PSNIBdKHCLK6Uo76Y8BLp+gZIkn0uR+RMc6LSOdYyfmsMXj2rlQvlTbj1lKeM5ROWZnAU2BTE6vHD7gwg0dGD+khMQbJwPp6eeQqgb/kAbauvnma25bTGPN2LztqM4OhjF1p0DtDqAfNED4hEQLfGaoBWfg5fM2LNwobEUlLBDAZPhmTSGJ5I4RkHZ2rWEDO6Dah+oceUpGDGj5j4JfghszEoOu+YgfeaZ5HL0Ko0yny0/u3zTLOHkP/Xm4JGDpn9f9+Y38x06cO++7dj+0KNGMCmZ1DNBCjz8rjLwzNKvfw3MIf5/gWapvh647bbyvlY8KNZIVul/RbW1Lio2Lb+8h2D5JHzyS5+Er6YGv/ztL43S/rtL/w6TpUnyYAqPPf5QWcGVrMinyysGyLEGsKfITEpPnldwLI9GOH7zBBSlNK38+DTstKBr/QGjDLUsvv/YkJkyaO9ooVxyYiLEc2yUUd48qgNl69fnpXLMu0zuAJvFiURoBuuXbsCmtZvQ3b6UvN/FO7nh8KggWQO6u1bgtJUbMb+lnRY3ZVRkGrVaBSX5ZBSqVieVM6JK+QsUlEFAHiqn3NzcRjk3TZ6N07CJYXxcljafp1SFcfK/phKU08DjVczDOJV1gG22U0F7MDKkgGOCDN5jejoMh4s8XixPQbS3NhslLa+hArNl9MhLIbmhTIoKbBbAkEFVW1sHO58/l0iZFQ7ypshroN8k40WT7E1CV+9G4ErXEQjQ3wV0FsxfhRre45prrsGr/vFDuPuaX+BF6zfgjLVrEeTfH7ztPvPbVYsWYc/2A6hrmptAYE5MDfz2t/dj0aLFZp5u3+77cOToIVxHxf/Gc9+IKesUNj+2GT/72c9o4V2NL3/6Qg7wgnF1KY89tROVqdz1VE6ZmLG+fb4Aqmob4HJX0+KnklICEFq6WjHAoWWy4Akdl6jYlM87ThCia4rkgtJgTxH1K1OeUKwYqkJlF3cebo/mzMpKXcxl1sxyACf4Oyk8CQeJDU1BaP5SgUSxpEqTTvBvDt5DA5r3N5fm/2gtG5KmJQkRm7k3/uemYi0j+/K8n0lvSqVrKgjyAlpPLCCjfYfTSUEiBa3VEZr2sJjyyqogpvm64SN7CDCytEp8GBnuNwWLyLMIjU2iuqYeHd0LMDAeJXJuhbeqHg47BVptjWm3rqfnV5+obWqLNjGkQejsw8qn/p7nvmIfKr/Rdscjd+KVr34TimznXXfejGuv/Da2K1skr+ER8noG6PicAapRQxnxAs1RooynUpn9QvrvcgsM79uHBevWYSyWRz0BgZYna279NW99K7yjJdz96N2Yzk1jy8wMPnvZy82YF0nJadmbxnC5Wl95ClLjXyl5LeTfvC1r5qAzsTjB9gxqaoImwC9Ia3smNEkrvtbwscWaQ22dz8QZHD08ZAyOmclJtLc1Y0nXIprVwIb1in63IBKlUtQJlEllZZqByv6UaM1LVmlKTvwlF7wYeWzwEKYmx+Fw2xHJTWLf4T4Uea7Oq/HRGveUkIpQxrn9JnBSv21oCiA+k6GxUTAxA6lUxsQpOJyammjmsTimaYXbrWUZ1z2/E5OhsHl2eQAEllavXm2WgSs1vNNTYFPsBuDEogQfNMQUtKicjbqGvBLqx6dzLBSMDNWmYMNIJI1g0Gu8sFkCMK2uSmfLyxbtXjcKbF/eyndCIPLhf/qqyaZYu3Sp8Sr+46tfbaZ9lHRKpIRKAjRaLfLDH/5wzk4NzAkgMD1tpbIp4BOf/jTOPessnLjhRNz30AP4yhVX4MSNJxKZP2ZqyN966634+te+hvkLFhjlU1Hemg8rhUqY5D/Nl2sOyc1/af7T4BIDaYCVSWtPo2Zuqrz0qJr7xdl9xQdoAJajev9SEkNokB5PCkkZ5dbMbUwH/oy0EkHBMxWSJWMCYEhqg4NtUIyr0KyYTa4zWdIV+vN2as6uHCc0PdsHOte4ALhpYU0jt/+8DKdiDASuRGIeMVeFJGRksf9XJGbT/KTaW4oSLPlLhtH//u//3qwAOTAwgLUnnYTPf/7z+NT73mcE5uM7duCVF1+MNN+Fne9HQPCZoOOBgOTBkiWzX16gOUcUBzg+nYCixy+//PLZb/9/koJQsGArFceP+GNluhRfXfmDH+CPv/wlfvGLG6mYp8zYzc3kMBIZeWpcVvhT/CB+HZIxwvG+ePly3HfXXVi5cqVZry9ZUAHHIvFVpeqeztH9xU+5mhpcdOKJuJcKtNU5D7FsDPNalGo4jFryx/5j29FY04iVPadixEb5NDiI6tZWlNjeB3iNxeQ5tUPr6EVPPrmHcmUBgY0bI2xrK/+2+9AhdPG+koMKyN24caNpowJzZY3fffedaCC/a/WPqNJmPfMFF1xgfiN5oD6SotV11GeSScpDIcUqIKUy8hU6//zX4M477zDPuGxZu5FditXRfRsaVqGry4l7793G407er0gjUIl/fkMZLM+qExdeeBrl1ygOHeol2EnjvZ/9LLz84y+vvRbnnXOOWWEkuaIpY6Wet7W3w8I+XkeAp7igS/i3fY88gskxyb1J0/dnnHEugZnHxBjMFZpzQGBizx7kGlrR0VJvMl0pscfv//AH/OoXv8CJDgKB7GPYyoH5Lr74az/6b1gwX0l+5OS3w95Qa5BxHQewCXPRQKZGrKBnN5nARRRrFo6UZlBVKivUMhAAqpr9ZQVbUtRxHB7+XqiXo0a/QDOZSfOPRg86aIXr+lTiNbynsdhtTkxNjKLYKJVPMCBlyt0m/o92sDk0FWHLgg1oMFf8/5Nh/P/B/LgYS4JKAqYMINxkroBJr/nwww/PnsX7zgbVqH8ElkSmzZAlb74a0jH9XaheTKZ99a9IYEWg5XiSQNR9Ba4s7KfA7HEDJNiv6tiYJYaehh4jTJTMYxM/M7Rs/p1AQAWmlMJVvz+RglD1I17zmteY6aG/hm677TbTl0L+IhoH+M1vzO4LNIdJepBD6Cn6A2WHgPF/REpMNjSUR9wdQZo/0tjWEk9FyyuxUugYrWRfyUSYb713Kzbv3YzEZALuWrcZn5vWbzL5L848/0x873vfg4O//8g732mmLgVulSH1/PPPN56Gt7/97RjeuhVbh4YxPDJsLHDx2J4de7B89XKzKuNVr3oVHqHSktyTchW/ad/laiGfjZg2L1++EXv3PsH7U5xQTF169qW8z/XmbyKtSHniicNoa1M8j4UKcZlZ/pglXx+iEmxx+KjMa4wyfslLXkKFrOqKO8jnJYQsbagvDqGVAENARUpzNxX22atWIV+ymqnU1tZVlCUHyd9TbP8ybOUzlamN/DaKoJXA31nCTHbGXEdBmwcPDlMUtLAtrXyusuemWPQYb0rJU0INwdTMjGoTlJciiySvJLcTlBOt7FfJE5l6+ruWBDr5d+UuGeexE9rasH1kBOfyvWmKUXEdI0MjNEiCOOusMwjofmH6+lqCBxlMkmcCDXOJ5hwQ0FIvKW0pjVdTeuvlyYr8xX334fp//3eTOEToU5uYTINBqFrbMTLlKUS5JbvdAIhmWsMWotYTli3D78hoG8V4VES6nofINkNGkydBLjoxtga/GFDMJCVSkGLlgJPyzwe6THpNFbAYGNiGHM89j9f1dnsxsn3EDLAWDsQCB+QjDz1k5rjzzRa0EwbITdbA75P79hkrQINayl4DXZ+61/7eXnQ2NRmhpefXp5goPZHGSHzEtDlOJhBa37V5F9s9g4UL19Lid5lkKDpfylSI3IAXkgRABVTo77LsxWCyYvTcx1v2a9euNUpYCUaUtCQYXE5GHec5RfT3HyV6Vi6HEoXQTtNXsvj1jjQfK6tAz+ul0FpEptU63VpKZCULWkITfPv2Q8QD42hevx4uApEW9quis6+++mq4ycRZChwBl3vv3U7B/RO8/vXvoyVQXrP+vyXFBhzvZVH+kMWLZ7+8QHOaZnWJIY2D9773vbPf/pSUVMZOIH0iFd15551ngIBWLd2+eTN2EUTLx/b2N7zBWNmSAYqfkcdP/Fn2CLhxyA0s45iWcrEonkfzzlSecpHLGyD13ci/V7xq7ZQRQ5RN7VSS0myjNBwslgbycQmOsBeONmHnHCajIbQtXAiZIL2UDRUwUzEUxL/yvGmFjRSrt+hHkm2TFy4c7id/llWB5JKm2noI6BP8TYa8z/8o8xR7lKJxUC4rXFbAE7OfjcYLIMNB34e2b8ckP81yOz6LgzJVMkxyU6T+sJHXHOR/ySDd02fxsc3sHC/lI9vY5G2Cr9mHBPtGBkKA/2bKJhmGjhxBmDJLBoXkk+RSIpygtNG6qZwBQzn+fZi/pdki28VY/AIqAhumzbLJSvXYeNFGyv5xytl6A6q05DWV8rLPtNxwggbCPTScHEYOzyWac6sGNODvffBB/IJo+lIq5JNPPtkom1eRUTs7u3D6ktNR01ZjBsLgo4Ow1lgxumcUp5ywBAEqd7m5Xrz8RYjntc7VgRgZ5+0qVUomWEcgIAR//otehEULFphBVF3dTIRca+4hz4DcRasXrcZtd92G22+80SRRaaOyGji4E8P9+zlIIwYwzBCAOByN+PE3v83B9jYy626Eyfi7KUTmdc3DT37yY4SyTmy7/34TCX8GleBDDz1CoDHDgTqFTZtOwA233IjDB45i29AA/PxtT88S/OpXt3PADhllq7be+cAW3HzzbYjFpvAQ+yRFBbz1yD48wT566KF7kCATbH/8ce4/ZLIuCv1KKcuzIeG1bdtutq2fz9CC73xHxUL2mfSi8gzcdNNmMvdKtvX3eNnLzjIZtwTEyhTDY4ePUUguMwLg3nvvJro+F48++jCWnHEujuwcwIL1p2Osby8ZUV6DDJoohOZRoT96zz3YyPeg6ymt5+bN95t1vCcTuNTUWtHa0GrASH9/v1n3vf2J3XzGGyg887j00tdg0aJW4+n4a0hCopI97JJLQGVgdl+g/wdIeqESHqDxLhd4xQt2PCl5laYfZY3LYjzzzDNNXMFrTnwZvI1evPrSSw0fyjgQ2JX1K5AtBShFGA6HME4l2EfjQop56/at6N2928gSuc2ltHc9kiAfPGzG4+hoC3wYNWnTNZ03OT1plHCxGEeCMiI6dtjIFndDLabI+1Fee4J8XLVoEXKhkFGUFFBmqlDniYc09ef318FFfpH8ksyrqqo3z6tNMq6BbbFx30PgoHOUKVWf1dXlGgdVVS5uNdyaebyBW5V5PnkKV69eg6W8ppT8qezHhQQHPScp8dgp2Eg5s5bbBirVdeeea4yJk09eQuC0EBe8dCNWdy1FC2WSQNbaE1UiPcjPE01Wyq5FXQTmi7m5kcgoJ4PPGD4GuLBvlixfgmQmadppploNyCFgqg7AW+U1hpHksn6nc7RtPbDdvPs3v/kV+Na3vmWKmEnWbdr0enz0o+/DddddS0BQbTyOmuaoTKPMBZpzwYKf+cJX8ffv+BiqXNPGTaeXqYRC53KgSdl94+c/xzVf/7o5XsgV0N7ZbpCxmETeAjGCEKI+xZz1HKjVMynYPDaDrEVSnm4qQsUCdJKBHLXzsH9kP5RHTWhbg+rw4UEqyzj3W8hwGYNSZT8r/1qG92qkNf/n2al4SYKKoLm/kK2oEqdgLAZLiQzcavYFpoMWWhK0QuQ6VBiSm23R4BTC1uCPxRREA0whjjpFClKMCFQoVe5SfiqwMYVaIvdpBMk8cLfznBQF0S7zDLLwdd24BMrQhBEK6ofdvF8b7yMhpD5qsKxDx9qnh44ASEfHPIPEx/bvwRTbsmLFCXy+pLESpOCL6XL99UBDAEkidR8F04CmYaI5+BskZMplWLWF2LO1dhu81oxh3LJQPYDXvvZi0z/xuJWgYDduueVhMni98aC8613vmm3N/5ze8pa3mD5WO0XUBVi61Oy+QP+PkBxhNE6fIlV+1Fg7npRGWbwm61DTAZpn7ly1ChedeqoB1QLA4kd51q644gqjpJTf4qbrr8cpp5+OR2nZF6vIc0MHjWK2p+yI2WNmHj0UmuI4n+a+hWO9j3wzaXiX9gOvWQYr4i/xaG4iB0djuRhPj7MTgyiv8xcAkRzzFrxIWBNozbVi2D4MNwEGG2fklR4yW+8l6Fetg2pkyIO8GWWcH75iDHnKCHd7F+XNOBzjabjYzqyUPNsiUFOcmMA029HGBonvuzRvbpkiP2pqjo2cmkSRMmqG11V7RSl2rgozydtnhwuT6RmkIwHy9iRcSaB3YBIBnusuhcxy6yE+V72AP38rNnQV6tm+FDK8fHpyEtNZyg22PTusWKYoJijPKVzhzBSRd1mR7o8i7qAM5PtTHhkBsbsPHMT0zC6c1HoiHnn4EUxOTvF5kuadyk/x4+99jwbIfuze/aAxKvSsN9KwqyEgevnFFxsZIWNoFd/3XKA5NzXwi9/+Fv/ykY/gM5/5jEkEIeWVo7K6cOMFuGfHPYYxVCFNCkmbFJ6mBzRIhd6lAMRQ+pvAgYVKalq+MJIGhP4Wi+l34pcqJBqCqIuNPRVHoE9dkyfDwoHit9uR5n4X0aqs8Qm5sHgtKdgWMsLI/v2o4t/E2U4qVrVXCpa3N8x+PKlt+vvgoF4TtxlqqIBYQ6Aho1NkiKOxp9G0HwQAoZLPxDwI/UYtaThT4pFRRMhwElR6sirez8I2+1GPsHMYh5/Q9SbQRZSoaZISmb8FMwhFSmx3AZFoQuEK6O7oYhu1N02wwg+ShQKijv0okkWjdoQobObx/nJvKugxQIGovpaST80+pJ3Mm8/x+Xn+DAWDhFKF1Ocz1ioE/BY0sH8FPmRxbN682cyL7tzZi76+3eb9SDDKvajpmYrg+Z/S8QGCF1zwp2VrX6D/N0i5Bb70pdkvJFUsfcc73jH7rUy/+tWv4E648cYPvNEYCT20eK/40Ifw9k99CsuDQYxJ8X/h21i3biHB5DQWr2vD5jvvNOPzU2/6B3zv+l/hn3gjWd7ytq1fvx4H7j2AQFUAr/ngq6hMd2LjxvPNVJmAvaYzBTjmz59vPHfiESk38cOjO/dj8OButPJ7mjyke1SAtLYKJSYKKLhVX0XehBrDWwIoOqepyWPm4F1UlCHKKTIp0pQ5jeQreKrRTBU5RhkHVyPvazf3UHzO8gpoJwgQGKiQxTKNjlIQxC4EOHZUUR5WjJomtrkctfB0EPRStj3D9kQoo6uz1SgSCIgS8mSQ9FtZ+5JlIgvBRQP3Q5NpBIJtKFWlzfLkvUePmjDuJXVLcIT/HBk35q+ajw2LTjBGobyMmu5RvJFkVFXVStx55w+N3H7Pe95j7vPZz36b7VR5Z6tRkvKQappAHl/1uRLVSX7OlYDBOQcE3vSmN5kAMrnp9EIfHx3FL774xacKnmjqQINWbjq5d972trcZhe+lgjnMQdx78CBSZLpmWy0StgQaHY3YM7zHuK2kyMbH41A2rOnpMfLJtLFqi8UAPxWtr7jAGsMgU8NTqGurM0E9bWT0WjQh5i0HFuo6Yv5sKAtPwINQPIRAjqa7PW4CCzWvNzDTR0W81jC/5u21nE/oIEbmzE/NENCQuQNSdMOoilmQ53N5+KwhXt9BZrHwvEpMgAaxnlu1DEeI/HkTtjVN9Q34yNgSKJoNVxjfDEFPjEJt6YJVyNNkiE3EYLfnUE2uDecLmNAyHJebbbJjWsi7vx8Btllo/QRuEd5PbkIBlR07Z9jXxxAgeMGIlkdOY5j38lPaqBWTqbwJiKxtZF/zd296+csNwn6IJvh43z7Uty/C0cNPYuqoAnSyuOzyy9FKc2iYltQf//hHEzuwf/8WA77E4HY+4xH217vf/W587nOf+xMw8ZfSG97whj9ZcfBCbMD/u6Rp4FmxYejPAwd/+IUv4CjH8iqO/7d/7rtkhW349Kc/bc7ZRCVx5hveht/ffDOuvJLnUTlJ7qhctiLe7733XnyTBsvFBBeN7kY8fnQ7orRuNXY1vSBlI6v+mgcewpnz56GfY37emjW4h7/T31asWCVvt/EwSBkpuFWeB3IaOa8FCcck8lSo1PKwCu07/bSwS8hSCctT8OekNgtQ/Fc59KX4NEUhRfxfrcqRvFJb9Lxqm6bwFPOg31eAggIoK3EE8ppoCkYk+agpC01LSunrWWU0iHRM8lbHBPgXLlxoZLza/m//9m/Gva1VHpJ3nYs68e53vRuutvmo4vOqzbLo1V+KOXj/+99vZP+WLUcpY+8xIExtufba23g9q8kw+EdaAFdQjnzgwx9AtbsMujT1eTPf6de+9rU5AwJEcw4IqBztyze8HO/8wjtNXelrfv5zTEe68IfffdIMxiky7VWf+IRZvnL11fcT2f3jU9Hxbiro/dE0Lr3oXBMYc9XPvoPXvf4d2HPbDirlLtSvqDfz58Wi6uJbTUChGEcD0ueT2zBt3O4CArJGLSELxkvjsApdy0dP0vkmSIZtkWJXPv7oVBR5i5eMTYQ9rRS+RapqKnr+p2uRr8hY/C1/H6FAKVICdHNgK7CQox/VkTwSNXbYed08BUAu10L9Oo7UxJBibeD3NeCoKZCiwJyy21NNUhav+voOTE4O0DKwGwaUx6SHbRVC19SHApUEGOSi05xjvpTHSt9KtmunUf6yNTRoKgBIzC+GLLHBJUQpdLrQ2tYK/zK/iYJ28OZ1ky4sWrEMx+whnLRkCUpTDjSvbkKc6FxCUso4E81g89bNePObL8cHP/hWM+Ui5pP1otUIupbcdbrfunWnU8hUmyQw7AVc98frynOls5bE/4SO9wacfjrwwAOzX16g/yeJw+tPSEq6QlIsPiqp39x6HzoXd+Kd73wnWjhOXQTIClR+0ZqT8Yd7b8HXv/51M30ncPqt33wLd/78TjNWZdn3Ufm/nwpJcqufqOPyT33KLJ/TNOVnPvUZZPIZYwzIcJAilNdLn4MDA8jJO8n7S7nKyjUrlkhSpvF0GlnyinhagGKcmGBhYxtWdHUZL4CRhVSi4nEpalnGoopnU5vklK4l5S/+lhIWSQnr71KEkhf6vZSozpV8k3dEz6Zj8hjoPPGprGtdU8dlDFU8dlLMlQDlylJoPad+o60CTjSvr2fX55/ztp5JQC3HZ/4S5YR+30MZ+SVa7uofeXN++9vfGhklj4RiOubN6+ZvrsOaNa/guzvHxI39gIo+zr553SmvM+83EtmD73z/O6jne9X0kJ5bKzyUvXYu0ZwDAn9/3nloP/lkvJqM0XXhe4js3ohLL70UD5KB/7/2zgM+iuKL448WIPTei4BU6UVQQClKURQUxQKKgL1jw4LyV6yIjaZiQQUsoCgoggVFlF5Feu8ttFATSv7zm50Jm2WT3M7MXdp8+TxuZu9ub3O3u/PmzSsXswvixnsGUJ1L63ANHRoelglQWa5///7cCeQHpjFez7RK1Nvfu38vLWKa6v19+vATGuY5aJZjmKbY9qKL6Di7QKKZlovncIKcPVuEnfT5+IUCSwAuaKwzl2b/srGhtVDOirQ1KobOspOVkDo/Z25KYANtabbPrQe3crO+G1wEABcVjldq2l5wQeEzsWyAiyo55EUGDRoXlNyGi9M9E8CFBtM7bha4icApChcPbirygnVfqEC+XyoEuNDwvWD99IlnnqEWTOPu2bMn/3ys3+PGicyLLRu15Ov+UMbwW2Bm0KuX85slsM/79P0x1Lx5Az47wIUeH5+DPdeRWnXuTKPY7zZ72Wy6qctNXPnATRqKBLx9n2c3VBx7EFA0B3+3xFoDLEgjwE7LRDAAwAFZgmgjDICIFgD72fVerFo1btnKczIPrdmzJnHpEdcnZt2zps2iMtXK8GtDVsrE7NRiBvgB4J6JkEvJxx9/zJUW3BNgDX6G3ZPwW+B+CcUF92n4dUChwH0ODoqI7MA9B+MEwL0P901Em7ktQ5mBTKcIvPLKK3Q9G3Sef+9jenDAg9SQDUil2GCNHxUzzdNM8x02Zgz/8aHh4ked/vt0WvnvSn5iIIkIBkdoh8PffZd+/fFH6sm0SQwycDa8994nqVbZ8rRs8zI+GMLMhgGTD5ZsUMfFjuQ2GJDkIIvPwUkUzV5/iGnhONFAxQuYYnA2G0UxhQJaMrRxnKgY9AEsDXCMA/gsWCAwSOM4IXgPBEBDhjKAGw60fPkcBIM0/n4MwjgmnMzyOXym/DswqKONGQDMeEB+Pkx5mI3jOfleOMsAvA8XEcDrEcrHPXUFuPBwbPi7h7LBO469D/t7f+hQWsK+N6zXLVmyhMcm4/vCDRLHuXXrHvY5+dh3fiO34EyaNJVOJLC/g73m/u4PsJvyUGrSvCwNePxxrr3jop6xbgYVii103npuKCCLmFSQLr4YceK8acniMN2WXUOiwwi1KJHFklHIdIoAwHoxTGkoRHOaaeyb2WwWAxUGnOEPDmfTPKKNGzZSh45OdSnUe8frcyXkosrVK/MZLSS5+GGLOkPZ4A9Lgbs64PDhw7kiAgVCruMBKBXw4wAIFUICF4RjwnsaeQSgvY9hSh2sNDD/QXOHsqMyu0KWOHekAdNPmCImOpYszd13E4m8UhzMNDGpsJjBCYE8N3GwRJ5MqQhYLKFQYFUsNbp3MW8XKvhWohMVIoKWLeNNi4UjVsASwdJT27ZtRc9iydhYRcCSpWncbyH3u6h3ZoTYYrEEAxEsyEVisWRU3IqAK2O8xZI1WPRRE7ok72eiZ7EEZ6YNLbFkIqwiYMmSyGqRFktQ4DSIvCUWdRCRZEk/2KUBS5YEa73WWSnywEE3IzJhwoTEfBNPPPEEr3dhsWRkrI+AJUtx8kwOypMDBUmTgtDBjApinS2RBUmCkPvCfvcZCyj8iAjLasiMjclhFQGLxWKxZGqw/IdaAVkdZLCEBQvJldxYRcBisVgsaQZ8BJAgLVwg2RsSjCHxGRKoyeyoWQ0ktkNiOYAcO27fDBs1YLFYLJY0I5xKADKgQgmoWbMmXxbIqkoAwN+O7wMgO2ZyWEXAYsnAnEkI3w3VYsmIwBoAZPVZC1GfPn2SZHb1YhUBiyUDAgVgxu4ZtGT/Etp+fDsdP3OcTpw5QafPOrUg5CNAO/5svOg5nE04y0WCCpMWS2bgoYce4o9uMziWCFDNNBQuvvhi3/BGFEWTBdcyGkjpnBJWEbBYMhjxZ+Jp94ndVDhXYXaHIzoQd4D2nthLKw6toCUHlvCBf+KWibTq8Co6evooTd42mX7e/jPvHzt9jA7FH6I/dv9Byw8t5+3YU7H00/afaOPRjfy9XHFgn2GxZERQFRZ1SfyAMuBVCOQ2VIwEKJiGJQXv61AxVRaeuv/++xPfh7opblBRFdtHjx7NH/FagDaqncp2p06deDs9YBUBiyUDEp0jmpYdXEarDq2iGbtm8Bl/8dzF+YwFFoLK+Stza8Haw2u5tQCvjY2Ppa1Ht9LcfXP54H8w7iAt2L+AFu1fRHtP7qV/9vxDB+MPcgVh0rZJdPz0cfFpFkvGB4M7Co0hlFDO7DFTRglzbEdhMxRHQwVYgG1ujh1jSrQIQxw5ciQvT71lyxbq3r073yaBcx5e16VLFxo4cCB/LcA27EO201NSM6sIWCwZCMzwE9i/OTFzKBv7Vz5fedp1Yhcf/FcfXk0xJ2Moe7bsNC9mHp/hx8TF0OH4w1QgVwH6cfuPtP7IeiqSuwhfRoAFYdORTXy/GPT3xe3j78mdPTe1K92O8ubMyz/LLhtYMgMY9EuXLi16DnCkq1OnTmIJdpRZR4l54H2tGwz+qFyKehNTpkwRW5OC9xcsWFD00jdWEbBYMghxZ+L4YI/BuUbBGrTt2DZu2u9QrgPlzZ6XcufITcfOHKMdx3dQ3hx5KX+u/DRh8wS+dFA4qjAf2A/EH6A5e+dw60BU9ii+lLA+dj23EMBnYNKWSbTy0EpaeXgl7584fYK2H9sujsBiyXxccMEFXCFA2XpvrH1yINMkSqb37NmTRyhkdKwiYLFkEDBwNy7amD9uPbaVOpbrSBXyVaDmxZvzgRsWgtJ5StPmo5v5IF41f1VqVaoVH/yxrVqBalyBKJ23NG07vo0rCg2LNuR+A9nZv7J5y1LLUi3pLPsHZ8RZe2bxz8XrLZbMyIoVK3glUiwVjBgxgi8PTJo0iT+XkmNg165deRz+1KlT6bHHHhNbUwaZKX/88Udq2bKl2JJ+sAmFLJYMAgb3U2dP0c4TO2n5weVUp3Adis4ZTbuP7+br+q1LtaaiuYvSwpiFXFG4ouwV3B9gf9x+qlKgCpXKU4qb/4ld8VgyKBhVkJoUbUKTt0/m1oZLS15K+XLmo4X7F1LZ6LLcAfHkmZNc4YCygGWFtqVtPX5L+gY1IeAsuHz5crHFcuedd9JHH31EbLwXW2xCIYslTZHeyUHBYAzzPxz6oAQUy12Me/eXii7FB/p/D/7L5dCpQ1SvaD2uMMAJEMpCuehyvA/HwHVH1lHNgjWpWFQxmrV3Fh07dYwuKXEJFc9TnDYd3cQzsZUoVYKKlShGh84eopzZc9K+k/sof8784kgsFktmwioCFkuEqVixomgFAw5/oH6R+twB8MzZM3xtf//J/TyUEIM9ttcrXI/y5MjDHQcvLHghfw18C+oWrkuV8lWiAjnZfrIR5ciWg/sbQAE4fPYwHThzgKoVrUb7ju+j/Qf305KtS2j9wfU0dsNYrlBA2QDYn8ViyTxYRcBiyWBgAG9QtAEVy1OMhwnWLlyb+wpgvb9+0fp8Vg/FoEmxJlQ5X2W+HSZ/LBvg9VASCuYqSCXzlOTP5cqei06fOk3bDm+jwtkKU66EXLRo1yJqV6od1SpUiysLcErEfgFCFy0WS+bB+ghYLBkcrO8jV0CRKCcBCsL94DiIkEAM+ngOgzfCCuFjgIEfzx8+5YQVIp8AHAdh/i+RpwT3DVh8YDGtjV1LrUq24tYAWAGgfGTLno3q1alHCdvtbSOcnM52mgbWGcjbc4rN4Y8Wohb7W/DHhoca0o3bb+RtL9ZH4Hysj4DFksmB34BUAkDObDm51QCDPKIDoARg8IcSAMFzUArwHiwlwAegSKEi1KNDD4orFUclqpagujXqUosaLahohaIUVTSKypQtQ9dcdg1lK56NLyvgJoKiLhbznMxxktq3bs8VAKsEJEV+JyOrjqQJ5SeIrWa54YYbeGKhrIRVBCyWTEyV/FW4EgBgHZB+BhI4HEIhWLV7Fe3ZtYcqFKpAx+OPU9mCZalI3iK0/9h+WrBtAf206icaMXsEFc5bmOqWqUsrV62kv5b+JfZiMUnHlh1Fy5ISI6qOEC2zTJw4MTGDYFbBKgIWi4UrBEdij1DpgqVp+e7ldOrMKdoZu5P2H99PD7d6mMoXKs8tCXuO7KGVe1bSvr37rK9AGDic67BopQEZ0PjwXJ3nRCtlkOMftQI++OCDJAV4kEAI+QIgMTExYivRCy+8kLh95cqVfBtyDMhtf//9N982duzYxG0NGzbk21577TXeb968OX+UKYsljz/+eGImQ/m+Xbt28TYSFR0+fJi3IakVCzKFVQQsFgt3HgQl8pWgHg16UI2SNShvrryUJ2cemrF+Bj3T7hm6ps41dFHpi6hg7oI8lDFfrnz8PRZzjKoySrQixAwm9zJB7pxLmPzGJBPy9ddf8/TBS5cu5TUHQN68efk21Oz/7LPPuCVA8r///S+xjv/OnTt5gSCE/W7YsIGaNWtGrVq14s/16tWLrr/+epo7dy7fN2oLSLANhYfWr18vtji0b9+edu/eLXoOGPwBliVQ2CgqKoruuecefgxQCMKNVQQsFgsHCYuQl2DH4R20+cBm2nd0H20+uJkrB3Gn4+iHFT9QzZI1qUqxKrTnxB7ucGgxy7TS00QrjExl8iAT/HztmLzPBEoAytW3Z5IJQbGf+Ph4ev/9988rMZwnTx667bbb+MCbGlWqVKHq1auLngNm/ihdHCodOzpLP1AgmjRpwhWIwYMH8xTHEhwjaiAMGzaMS7ixioDFYuGcPnOam/5PnjpJ87fNpxOnTtDxU8epVqlatHzXcjp44iBfFtgVu4uHIVoyEJOZPMEEg/9VTFA5F07jQ5hg4vsPkweYpCVfM8ExhkEZgan/ueeeoyNHjiRaBFA9EDzwwAOUP39+evbZZ3nfj379+vHHa6+9li8H9OjRg/cvvfRSeuKJJxIVgQ4dOvDH1EDBou+++44WLFhAS5YsoXHjxtGAAQP4c88//zy3UqCy4YMPPsirGYabHL179x4k2haLJQsTnS+aZxPce3QvlStUjqatmcatA9sPb+dOhF1qd+HKQIHcBSjuQJx4l8UkYyqPES0DwNL9JRPM+r9iMpsJBtk7mGBJoDcTWALSkvFMvmGCY8Tx4hj7M2nGJAQqHq9IbfclTXs9ZswYKlmyJN13331iC/szL7mEFi5cyM31MM3DtI+ZfHR0NF8iQP5/LAcAVB9EVAyUA9nG+zFDR9bNtm3b0nvvvcdf26dPH/6aGjVq0KBBg/h+sa6PQkatW7fm7fLly/O2G4Q3NmjQgAuqFGIfjzzyCH+uTZs2vA9LBY71qaee4tt1QIXExYsXExvvxRaiypXPKfM2j4DFYuG5B5afWE592vShCf9OoDV711DbC9vSr2t/5aGGWB4oEl2EOtfqTCXzlaTZf+OObTHN5ZddLlqKOGMZUWrTOzz/gtOMODjGz5ls5D2H65jUYxLwmFrGtKTBKwaLnoPNI3A+No+AxWJJFeQeaFGmBRXMU5C61ulK5QuXp88Wfkb9W/enBy59gNpWa0sXFr+Q3TCyU64coZVqtUSYj5lggBdKAEzNcDbzyq+//kqtZ7AZKiapvzuvDQsjmcDa/ZoQLEtAcHxQAvAcBFPRb5mklWJisYqAxZJRwPpmuECVwbw58tKi7Yto7pa5FJUjiioXqUz7ju3jfgMl85fkEQPwEbCkU/oyqeWsY2PdWa6Be4G5eebMmfT4xY87SwW/OtuNghD/+5m8zuRpIYB9JFcCMPjj8PwP0RIBYmJ2JYpVBCyWDEKBAkmTAZlk5/GdlDNHTq4ArNy7kj/myJ6Dvlj0Bf246kf6cN6HNHreaGpVxQmbsqRDahJdXfVq+v777/nac2oMGTKE/vjjD6IrWQc+AyaBEgDnQwgi5TDwQ+CceAETS7rCKgIWSzpn+HC4eIeXstFl+eMFRS+gk6dPUszxGO40GHsyli8VIJ9A/bL1eVIhgEJElnREG6JOVTpxp7AgYD2drxvDWc80iHpryQSH9JFL9jCxpCusImCxpHMQ3hRukH74TMIZypMrD7W8oCXVL1Of5xXA0sCAnwdQpSKVqFSBUtxx8GjcUYqNt6WI0xVsLJ86FQkCggOnMSS+oV5igwkQ/AB/gJuIev/TO6kM6O08h2WCrUwiAJLyFClyrh6HJSlWEbBYLHzQX7R7Ee2O3c2TB83bOo9aVm5JnWt2pqpFq/KcAkgydCT+CEVHRVPenHnFOy1pTgtyTPwa8Dj5saKjA+oA5SPqNrkb7d+/nzsnfvrpp+cJtt+0g2kJldjrEdoYIZBJ8KuvvuIC8BgX54TCon306FH6+eefefu3337jj3v2OCYMtLdt28YfIRIkBPJuQ3vRokXnbU+v2PBBi8XCb8wFihagehfV4zP+n1b+RP9s+YceuOQBHkmw8cBGKhpdlM0cslPtUrXpr79swaFwoBQ+yGbX+P10QaKcXj/1cnIPqICkRdcSde3alSZNmuRsSwU4NGLpa+eNO4neFhsDEGr4ICwCqDWADINoy6RCaO/bt4+KFy/O2+vWraNu3brRf//9x/+OWbNmJSo0eB7phcuWLcv9MEaNGsXzC9SvX5+/dvXq1VS3bl365ptv+GuRhbBevXr8tah18OWXql+sPn7hg3XqnMuQaC0CFouF4hPiKSp7FK3dt5ZW7F5BB04coGtqX0MnTp+gcUvGceWgarGqvIwx0hBb0glNiebMMVMtqGfPnuqz89NMmBKA2XWoSgB4+umnaceOHVRuQjlnOSGMQAkA3hTDyYG/o1atWqLngCyC7r+PL6kwMNhDEUDRIEnnzp0DfRdpiVUELBYL7Tu5j88s80fl51UHa5esTVsPbeXhgodOHKKvln5F01ZPo5hjMbzmgMWShFxEp06d4sVyVNi+fbuT8TCMIFsfQnCxPACzv0k2bdrECxIhR0NGxCoCFouFSuYpySMCyhQsQ4XyFqLYuFgePoioAYQSnjl7hvsG5Myek5qUb8JzrBcoGL5wRkuILHSK3piCm6+7iU6ozHAGWYgOPP0tag2ECaQMhoArrriCLw/AOlCiRIlARYPcoCBQuXLleErhqlWrcoUgI2IVAYvFwpcF+CMb9NtUaUMXV7qYlxnGwI+EQqhC+PfGv2n1vtU8cgA3/fzl83OP84IFnRLGlvQL1qixbi0FTm9GOMMGkSuyc2uALnAiLPVFKSfvgGGwxn/w4MHENgR1AGAdQHvevHn8ERUA4VuANoCPgGzjsXv37oltWa0Q1gz0IViLB2jLqoFop6V/QChYRcBisfCBvXbt2ryo0LfLv3XyBWQj2nRwEzWt2JTaVG1DFYpUoCMnj9DuI7t5lEGFwhX4exs2bGgVgnQMKt2hHr+bihUripYmR5jyqLgc4Acc9XjxIUtEsYqAxZLFgRIAUz9AZcFudbvxlMItKrbgaYb/WP8H9Wzck+qWrkvNKzbn0QNINpQ3V9IQQigE4cx+aPFwDSVxTksO1OD3A45v2qwjXnnPFKVKlbIJh9IAqwhYLFkYrJFCCYD58kjcEZq8YjJtO7SN5myZQyPnjKRc2XNRw7IN6fU/XuchhIgigMXg+KnjYg9JadSokbUMRIrJRDfccIPopBHNnDh6U6CULyWNBrREAKsIWCxZGNRhP332NC3YtoAnDILZH9EBGPSPxx2nPzb8QRsObKBdsbtowrIJ9N3y76hQnkIUnSuath/ezt/rBZYB1G0PQnKzVkvmAYl54J+AkDqZxMeSPrAJhdIQeK0eOnRI9Cw6wLxtZ6LBwDoxvJ0xmM/ZPIdHCizcvpDnEiiStwhXDC4qcxEt37Wc9hzdw5cC4EB4a6NbqUrRKrRm3xq+RNCrcS8qnLcwVw5QgwDOhABJh2BpsIRO4IRCUUTxx+IpV67kS0PDR8BP0fL7bT744AO6Z+49RJ+KDSlxgKjgBQXp8OHDYkPKQAlwk9y5wV8X4mmTXEIhkJnOvd27d/NlE+93GCqpJRSyikAasGLFCrr/fpTnIipcuDB/tOgjlSrkXI+OjuZtiz/wmG7VqhW/WUIRmLF+BvcPeOPPN2jD/g1UPF9xnmr4wuIX8kJE09ZM4w6C2di/3Dly86iCBmUb0LqYdTwdccHcBenKGldyK8GTlz/JEw+t/W8tHTvqJHGxhEZgRQAJhYbNSTWEME+ePElm4YMHD6Znn31W9M4RZBDm4OUhDrhWEVAH3wlyIMjwx6BYRSCdsWrVKrrvvvsSU1xazLJmzRqqWbMmT+yR0iwpq1OhQgWqUKkCTfx3ItUoWYNGzx1NUTmjuNl/+e7ltOvwLu4PUL14dW4NaFS+ES3atojKFS5Hi7cvpgblGvB6A1hKQGGiKy68gpbuXEpNKzTlCsSmA5vo/e7v04oFK8QnWkIhsCJwKdHMV2dS69atxQZ1zpw5Qzlz53SyBIZKBlEE3J8N6yHk5MmT/DXIIxATE8PbCB9EOCCeQ26B+fPn8/fgu4HyjP188skn1KdPHx4eiEkdrC0In8Q+8fzjjz9Ob775Jg8vRPphWGTi4x2rjcxdAJCe+J9//uE+FlhOQ1pjpEbGzB8WADfYbzgVAesjEEFwolklILzAg3n9+vV0yy23iC0WL1gSQB503NjKFy7PcwV0rt2Zlx9GhAAGeDgD4nxF/gBs3xO7h6cdXrl7Ja81AKUAWQa3Hd5GJ+JPcIViy8EtfFmgfKHy9EzbZ3hFQ4QVnk4IMrJYAvEP0WWXX5Zk0FNl3LhxRD1EJ1QOEuXNG1oBqsaNG/NHDITJZfbDoMnLFxsG34/MI4BB+8SJE7yNIkNukB1w4cKFfGCGEoDXtmvXLklaYgzoSH704IMP8noDAAO/BArB22+/zRUEmWvgtttu44/YT4cOHfh+Z8+eTU2bNuXbQZ06dXh+B1nkKJJYRSCCwBoADdESXpDhC4VELP5UrlyZP546c4pnD1y8YzEN+WMI/bfrP55VEOZ9lCPOlzsfXVblMj64QyGADwCUglola1GuHLm4NaBU/lK8PDGsCcfjj9PXS7+mPzf8SbO3zOazmO//+54OnDnAP88SJi4mmjlzpuioc/vttzNtQHTCAAZYDIBycI00mPm7Z9RYLgGwBpQuXZq2bNnC+xiQJRj0f//9d9Ezw/Tp09OdtdIqAhHk0Ucf5aYgiyUtwQCNwkFwAjwWd4wOnzxMlYpUopIFSnKTPjdDxh2hmKMxXEmAbwCcBqEcQHlAiCF8BbBscODYAW7hala+GV82qF+2Pu0/vp9bGfB4WdXLqGz+suKTLWFhDlGbNm1ERw2Yjamn6AShEHEzeqhI83lyfPzxx0R3i45BoACg+iDM626Q92Lz5s3ciigVZPfxYdbepUsXZZO8H7AKwEKBfYZqTcFrU/redEnWR+Dqq68WrazLjz/+KFpmwNqVCROeJXVw0bjXwywOyDBXpUcVqle6Hi8vjOWBvzb+xUMG8+TMw834B48f5FkDMZAXiy7GLQTFo4tT3qi8lDNbTjp08hC3CKAiYfsL29PhuMM0f+t8GnL1EJq7ZS4PRby5wc1UJLoIdyjEe/7++29xBJaUUCpDDJgekH9h/vMGulBAal+seQdyEnSzhw3w5XPymb4Od9xxB42pN4bNmMSGEFD1EZDHiu1QZPFYqVIlPvuHnwCA2R5WDIDXSyXmiy++4K8bM2YM/wxsQznlAQMG8DYesc6PiZ98XpYhxn5kJkY4eKJypPQRwGvhnwD/He84gX1EzFkQzgoPPPAAb8M6YrhAU4aDnZc0bZqjjZlQCqwiEDlw4VhF4HzGfj2WppVlJ3WE+azlZ07aYkuKKCsCoDVRkf+K0IEDoS/FoIzuXXfdRYSAGza7V4aNs3KwVAXXbFBlJKtEDegSsrPgsmXLuBKwaxe+QCgFRKVLZ235+Wfnu2jf/ihde+214puyWDIuCfEJtPudMFR1SYZ9n+6jXUN3WSUgEvxFdLDhQT4bnTJlitiYPMghwZWAGNbRUQIAm2Bj3Vs1URCf6YaSu8ASFhIVgRdffJFQEhoDYEocP87exN514YWOZAUmTSLq0OGwcacRiyUtyJ4rcq5BZ2LP0JlDZ0TPEnbYLWrvP3vpmmuuYfdn/xv0e++9R8WKFaPN7TYzTY1tKOZs1wKGgPWOA15yn+sHogSwTn/sf8eIeouNmpQsWVK0LKGSeEfYv38/lSsnOimAPC2YJa9nPzoE1pzatYnq1hUvyKQgad2xYzY5iiXjE78nXrQsmRIscW9l9+ea67m53SsPP/wwHZh5gOgj9rri/B1mqMpkBfvcPeupVq1aqYbB1WWDBkLsjs45SvSY2GiAvXv38kcoQxaHb7/9VrT84YoAHBY6duT9kIAiAIEfxYIFCItzlhLYOUb16sHJQrwwnRLkb40kcE5xZwhDP7UUxDJDoQmsQ1cWgV27lkwOKkRjdQC/tZ9cxCQcsEkhxRKt/mI1ISQPigfuY17B9v/uYoMGQvvDdCyTJ08WrawNvm/kUIACmBxaNkLkh2jShJ1X7MSCUsD0CVq+3GlDKYCVoEUL8eI0BMcAgR8Ljmv6dDYrSoeTInioLlq0SPSc/unTySdjQcjQyJEjRU+P77//nqecTQ/gJjFw4EDRS5kW7IeFWCyWdAQbF7jCsZjdx4YtTCoz2ACB5x5kEqYM60iYFQRpLcmMgnHk1ltvpW7duom/9nx41AAsAjNnPs2d40yArIzwJXCHtsJSULQo0R9/iA1hApkZb74ZHqxEfiH78vOFY2nI3Hknlgf6a5mbUosawI/mDW1BYpzixYuzv+lm+uqrr/h2ZOjCj4vnJe79IvRz3bp1PN0uXvPSSy9R+fLleXgO4mWXLFmSpHzp//73P3rhhRdEz9nXypUrExNrIG8/lkVkaAsq1r388suJaU1RXAYZ5PA+rBEirAbhMghJQmiSBMf83HPP0bRp03hyD/xtSAeMREtucMx4nbRQ/CF+NKQNfuWVV3gb26A0NWGaKIoN4ftxF1bBPmzUwDngPIZ4aIQ+IVa7/EvlxTPhZfe7u+l0zGn7W4SIVtRAFiS5qAGk6l2OWWmI4B6ZWYuWIZNoUQy+Hup4wwe9igAbQ+ihh5y2LvPmEYnMjokguV6ZMk5bV/no1Ml5RPisd+B371t3OSBSioAXqQjgOczYkRQDAyl+s6effprfYL37lKEi2C4VAeTKRq1vbMP7MaAjJzbaGLR79OjBNUa5L7yvUKFCfLaN1yDZxqxZs3xjXAFej2PFAL9p0yb+erwPte5vvPFG3sZAPnToUN7GPnr16kVjx449b3/YFwZ2pOXsxH5gpOlE1AbaP7MfFX87UntCgcB3A2UC+b/dlgHsI60HHxnGlNbc3aQsHTxxmmYfjuLpTaEIFLmmCOVrmk+8InzseGkHj1SwikBoWEUgGLqKAO4p4LHHHkt32f7CTaqKAJu4sYGhCr377rvOBsNgZiLxGVNSRL7VL6xfRsyEIxdSWlsE0Mbgh5k9wAB73XXX+SoCAK9HeBBqGzzxxBNUvXp1PiBDKcBFgmIZcpaYnCKAxBrImQ1gFcA+klMEihQpwq0QUATk89CwkQRDfk4QRQAWARwr2lAEYAWBguMG78PzMjGHG2xPD4rApRUL0YCWFcWWtKFOiXz04aKd9NrfW/l3guPK3yI/Fe4c/sqX2wdu50qpTNJiSRmrCARDRxFAVj9kRUTdA538BxkVtyKQrI8AbuIwMV/dpAldPXWq0zYkuIF7b/7JAWsvu6cnChSA5HL7nGRKwjYm7tfryPffix2nAzDAItTms88+44Oq+/tzm/klV155JZ+ZY9aPQXXt2rV8wAdQArCGhn15kfuCCR7LCPLzUosPxutwjKhnLoES0L59e9/PUQWKybx586h79+5iS/qmTP4ourp6sTSVC4o4OdXdnFwbelpYVQ79mLKjqyWNwaUOYfe6iAqWjOVnpxG4z0EJQCnmrKgEeEndWRA2fFFhSZs33mAnAjsT2Gw2CFh/RnpGCMzTUpFIIkz7w9BwL5OEu+/2f00AgcISafD38QpgAvQRYwsQEoP+9ddfz0M9seaDdXK5zQvW8OEjADCzxuvkmj+24/knn3ySb0cVra5duybZF5YdZP+nn37iJjR8Jrb5AUsJnuvZ81zC8qlMgezbty9fu8dzCBdC+k25D0Q8JLc/L/369eOvR9pOlAfFMYPnn3+e5s6dyz1jLaGBJDKn95+mY4vDGw57bImzf2sNSIfUI7p6YnX6cmJ3WkB3UQINipz8OYh/bv2JpYnSwD8Z1s+JEyfSM888Q1dccYXYmrVJdmngzjsbcKcyPnBLkH54mEaNSCTkYTNEDhtsYb5lDykCi8C8eb2TOJ0lCxSNp55y2qntOBUwC+7b90c2QDr9SCwNWMyRXpYGutcuQRNuPFfNLK14+reNiUsDAMohEmSFy2lw15BdPJkQlEj4taQn3mD3CeSXh1Ka3ojI0kBDdn9bWoMm081iQ9rRmD6gxZfvIlJ0IvcuDezcuZOXIE9uaQCWTVl1MK3vD2lNSD4CiYoARmLUiJYgFvGdd0QnIAh1k3Hv4VAEgFRc8GOLmtMqWEUgY2MVgaRIRcCP6IbRVPS6872KdYBvQHoH9UNUi7iEi4goAuwWiZl5eiEbjkXxtuhVBBDtBL8ov/vsCTYewNcJhbZmzJghtmZdQvIRSOSee5zZtQjbIh0HQqlpoJqPDhiMMeALR7YkbNrkPAYojWmxZBU6X3hO6pQQGw2z63U2w2O4Pyu9CXCHm2YZfmR/P4kvIIsBJQCRAVYJOJ/QEwo9/bSTHMBEJMGVV4qGIqVKOY/9+zuPfoRY5zkJZcs6CsaNN1IfplmGK/mWxZJWNCt3Tm4Ig6Ei9vdYOnP0DPVvkfSz0ptE5XAsAlmOeezvJ/YFZDFgJQCIQLKcT7DMghhcfRIMwPEMpli3eEO9jDJ6tGj4UKSI84hlAeFolyrwe4ACgNKLYMIE6rZxI1VLPhGTxZIpuKcJ0++XHKc9w1LOCx8KsX/GckG0ZMHcYmM65bJKzmOQkr2WjAlS6yL0GlFXfo7VlqCKgA8IM0N4mhfEDt99992ixxg7Nvm4P5MUKnRuQA+F4cOTKjdYBhk0iMZXr06rJ4ltmQwoargogoL3IUTQDUxt2G4SZDr02ye2I9GQxRyl8zvKwKm9p2jPe3vo+L/HxTPBiJ3BlIDfHSWgfbDsrmnCpSK1w9dff+00LJkSKHqotoiIJ0QLWPzRVgQQh5kcH3744blCNiJJDkfEs4cN1FKGRzDSDaaGLDqA10sHkxdeoC+hCDi9iPHaa68lkXfeeYc/Ami0so24fNlG2mH5egnacPTE4/z583kKYPfzEmxDsh/Jhg0b+DYIUtFK0Mfn+wFr0KuvvsrbuODk+xHi6MXvWIHchmN1gz62T58+nZYtW8YzIyKb4HfffSdekX7ZuHGjaKUMHPhGLtjB23Gnz57n0Ic+5Fj8uVK+6O89Zq5YBpSBe6EM7DtFByYc4GmBQ1EIEs4kcAsAHANj/4ilFhUyhhIgyZPTKgKZGdyDUG4ZvgEZ4Z6RlmgpAjly5BCt5EFaXOSo5w6CGGh9vDm1SO5CFoNTqsDPAMcU6uvDCMp27tq1i8fw79ixgx555BHexveHkCe0Qe/evblHOmJhMUPG+2CBuf322/nzeB0SCX3zzTc85n7SpEl8m7uQDxyl8D5EQSBtL5QAxHtjG3L4I70vQIgVPht1AvyAIiiPCyY45BGIZ8rV4MFJs31NmDAhybGi7gHA8eH92I62+3OQYwBZCDt27Mg9fgEeUUkrvePOB5ES8OZ/dZYz+J9gigD6kryD/+L9F//cTPlfmUWxcU4BKmzbecRs1axSTBkYdDlR8/LEawNAIcAAjxKxfoLndgzawa0AeM8LlxF1QBnaDESTss4jsndaMh/IyIqoEOQzsaSMliKAWNxQQIY641x7rfOoGsqYDkHWvKpVnbvpW2+9xR9lzGtsbCxP4yvXNFHic8SIEbwNywEG8s8//5z3ATJnIRETkGmC3cBpRm7H+/C5w4YN49UOoWBIXn/9dSpVqhTPT58aOFakIEYBIyT6cQNrAZDHisJEALN+WBtwLAj5QREhCbYh0RGQ5ZkbNWrEkxSlZzZv3sxj9HU5yRSDI8+0ouPPtaYHmpWjgrnDnwGtYzVHIYBDXa0SRIemHvKVnOzOgdfgtXiP4dWhiCCtF1A2LZkLaan2y7pqOR/tpYE0A8mNUgEDJdaaIVimkDn80yuYpSNzHgoEyQIY0GgxuCIDFjLrwdQFUNRHsmXLFp7Hf3RKTpQevBX/UIYY2fpQn0BW+3Nz9OhR0UoezNaRARDH7FftCmzbtu28Y/1HVIuCpQBLABmdULMlSrbHxlG2QX9SkdfEMpoPw2TMWwQoyBSAwc8R9ajjDPR+wnSTxDC8jEz+KApJybVkDKQlDr5rqGUiraSWlFFWBPAlpwvmzsWoKDrnwKD6gEtZgONiVFQUN1unV+DABysLllyks5w0Ww4fPpxngytcuDAtWLCAb8OADctApUqVuKKAbFqhggxc+AwM/Bi4oGwAVOGSpX4BBu7Vq1fzz0kNWASQRhiPSMjkBqmhsQ+p1NRDXWoGahOg8BCOBZaB+ihNmQwotAQ/g5Tqaqc1+L7g09Ag9a8rkfIFc1MCG10PDmgptpzPiPk7kvgJhIuCxYli2Sl3Jn3rzMaoLXxfsRRnyfjAZwn3MyQTS++Ww/SEsiLgdiZLE9wD0+HDouGAYhLJecVj0EmvwDTuFgnaWO8CWB93m8/hUyBfL83naEvTv9wPHqFIyDaKEOFROrWhuh/6kF9++YU/AlQ7RBsWATx611NhZZGvxff+0EMP8ddMnjyZb3PjPtZmzZrxbch7L7fBNwFgaUHuE34Ssg3HU7Th85BeGT9+PH/sWpM/aJEnZ3Yq8MosKvjqLHpg6jo6furcUtz09Qfoq//2cjFBBTb7b96dKQExTn+e8K3KW4DoqSlEV2iGXxcRZcfTG9Kq4a1eacm4lJE17i0hk3GXBjD7xQAB8TiPHTqUfNUzqyVawgWsLHC8bBTgPtS1ZnHqUM1ZRsmVPRvvS04815r3211QhFsLSuRzlouwbe72WPqaKQEQE2xbQZQjJ1GzbuxGygbHmsI40aon0Ts3sefYR1dpTFT1nA6aKvnF6lCH+9nfIgJ4ogsR5ROpPgCWIR4R/r6lqhJVb+G0IwlyHsDiZrFkVVJXBJBNEGZqCGL0XVx11VWilTzwBIeHuzHg2JOKc09qGuHu3btFy2Ixx+zZs/njNTX4Q0hMuuki+ki8IV9UDt53gz6kMGLdBHKbFB2qNSMqWYWoUn2if75yFILDTLdYLdwVYCmIO8YuuWFMAXmaaMNCouvPTxuShMoNncejIlfP9BFEJ4WLyfHD7DZSkv2thZ3+2TNEk99w2ns2EK1lE/NizioVJxKWhMriWLZu9a/FkKl4iWgQZe1iO5bzSV0RcM+uY2NFwwEpOlMLIYQDmBEQogZlpFMnRxqz6YnFko7ArDK9Z9Tzsn4+UYFibMYuLu2Es85gfeW9TEG4gGjsk852tEeL5YGpqWQZ37xENAQPuSIpsd+Du9gE4XrHwgALwUZnRYjT5Fqi/duI6ooipXhtuLmulvO4YgXTgrIIGyh9ZFRcRvoZLS36pK4IIP++WKPlIG0vwgYxKM+cycPNcub0D2uCZzp3YGvUiGjoULFVEZkQQnjN0+LFzjFkAi9zS8ZH+gYgqU5GY8MCdkk7KQroonbO4y+jiA6ze3SB4kSlqxFdehNRLqbkVKzLBk5hEeg1xHmUZGN3k1tfJyrHBlYsJRQVKe3fu5Wo+/NEpaoQLZ3O3v+ss+QAK8ReUSOs0VVEzW9gxyJySm3513lscg1R4QCOl6oUzeuEymYJPiaqRu/RJkp+CTUSrKC91IDYiaZYgthijtB9BGTaXoSRSSuAMPnDYQyOam6BM1rNmsJjCuWMH39cTxlYs8ZRSGJi4NlDVEuo8agTkImBA91cREYEAA6AQd9j0QPhqQhFaxGe8v5hQ5roMUO/YRC7IbA7wrVPEZWvTXTLa0Sxe4l2ryda8ANRFBssW9xINI49D/KICr54LQTWhD8+IdqxiuimwUTtRLkRKAATXyTas5EpFVXZJbyVaPtKx3LQpg/77OuINjG9HpaJsh4nyzWziQ5FYCUP2RXBJlm9NI2ocSTAupIq7DunT4mq0Du8BHBayUU0kk0m2bEYXDm2qBG6IoC4dnd4WoMGRKfFNIIBr1u3XHihK8i4Xz/nEcqACeAdv5LdSaAYmFp6SKcgQ2DQugBI+duiRRp4XWVRZARNRrQGVGAzfLD6H6IJTBGAJWDxT85A/elDbHAW4XXxJ9jlforo63PJKWnMI87MH6+FwGIQs8157numROSOdtpQAKQV4d9f2aXLbv4f3++Y/aE4IEIBvgK/vs9miWx2CAUCCshltxMdYXo/rBLh5kZRiTGt/QTeWC4cJsJNbyYw9Ka1tGZiSXNCVwRgkl++nP147NeDYJYfQophjjvRjXQ8TAcpfdMTR44cYV8L+14Ya9as4W1s+++//2jp0qV8O2b62A6ROdIRt45+rVq1+CMyEFoiCxLS5GUD4qUZUBFYPct5xPJAR5F2AwM4HAOxTo+Zfc4ox4Qfs4WoSNlzJn94/EuzfXH2t5+OZwrDcXZTYbcFvKZQKaILGjnP//c7UZnqThtLDgB+CfgsRChc6VSJ5eGKcycQRRdkk8XPnG1QBiJBcXYsCF1NSwqdSuqQbUmZwSuSpjK3qBG6IqBLtWqiIXjmGdEwgCeFMeLVUyKU5DiRpoAomYyMgjIxkNwmQRrgn376idatW0c33XQTT5rRpw/sfMSLB0FxKFiQ3UEtEUOmSm4lqtllZKYNdzz+4UAIxWD5b0STXiGq0sRZJgAHdzrWAfgD7N9O1ONFZzssAW5XIrwOAzikeCWiptc60QfwH7j8DqJGVzthhHFMcUCkwgG2rzz5mCLATt+LuxMdF/psnqSXQFgp5GTz5op4WjL1b5sbPxS672AnisUIkVME2ODF7xR33YUsNUnvGqrExTnWBSxD1BU2TkZKkQxl4fwoQRgh3m8gL7wJZGEd4G67wcDfpk0bnugnd+7cPF0vMvlhKQaKw/Hjx3lNAjxvCT9QBHKz0+2SDGgN8AIfgW5O/Sg+S7+wOdGZ00TNuhL9IPzoHv2G6FamFMAfAJcOrAUSmPBzs8EcZn6EDiLiAP4AmPlHF2aD/Q6iO94l+u0DostucwTLCRdeTPTXWKKTTFHAa2BVgN9AixuILo1g5dheTrLLNC9qFX0mmn6d9SuViCthJRm5bsd19MD61NPMW0IjG5tVJmBNf+bMp+nnn52NKAB3550NeCnbcAJTdmr6wPvvE82b15s+/fRTscUFmx3T1WxqgagF+A3MEnZOBnLyHxAFetwg2VAhmQ8B2e1Eul42ohK1FzFLDKTI7dv3RxI1b9j3QWy23Z9X61MF+RRkljw/4phiI4sMIUsfBvoSJUpQTEwMfx+iM1CHAJn7sB2Z9mA9gLMmMg/i+8R69cyZM3nYZkqfldnBdwGLSTiBgyCiBdpV8bcIDGIf3712CZogF6DTkMd/WU9DZ2/ndQLcYCCHSd8LBvTi7G/atdZ5xIAO50CEFt43xvEfeOBzoiHi+gBPfO9ECGDmD4vBnaPYd3S3s1SA8MNDu4hKsEeEB171qOOTULMV0QUNHQdD+A8gnPD+z4j+Hke07BcnnPCvc7W0ws5IdjvYy44/3OeOxZLW1Kkj1uoYyVoEsC6Nm2k4RYvffnOUAADHOJcSAFCLOnHAZyBHP9LkurcR6t83ber4OlzHpiBpDAZ+HCcEbYDjRR8gVBNtzP5RbwC59/E8+rAC4DmUAc6bN2/ieyzhA0oAqvBlhGWBeSgF7oO8DGu1Juo6wGkDDOZQAjCAo/YAlAEoAXj9Z2wQxyDvVgIw2KN/r6jfA4sBXgeFoFxNJ/Lg4a/YpcZ0dmQQ/Hawk5ioDlNM6l3hhBLCOhB/kmjON6zN9GGEFEZSCQCw7oCVcEa2WLIIvooAUtljMhkJUQazd8yesZO//hIbk4LZP2bFEJj78uVj0xwvUAYQ/RBmJ7tQZ+c4TrdpEiWc3X35vLvegNwmX4eSv7JtCQ8okARaV+IPGZZTcc4jMgkiq58bmPgxgCMroIz3x2ncj/3pmPkDWBQgUAQA0hE/y2byAMsBz05zfADA611Y+z+izUudvAUrZhJ997KzfcqbzjLEaXY8fzspGfjjQKbvR5K+wrkxvVcqtVhMkqxFIEOQzDp6egTe/5bMg4zayOiKgAQzeIT1SSo3EA0f3mWDvQTLCs9Od5QGSc5cziMcBt/v5yQkkmCwv0UEDNVt5yQXksh9IHzwL1HT7KVzq3URo2wBoocfflj0LJbMj6+PQHoiRR+BMGLaR0DWW8jK6/aRBEtP4VrnHTZsGH377bfUvgpRyxSWBeAjkF7Acf69lR2Ty0cAnvwLJxPV70C0lM3cYfbH6QlzPhQDJBfqM9yZ7X90Lxuo2TYv0hLgVgQAtt/LLtmv2UAvcwv0fsfJPQDgiLhO5LzCrB8Dvvx8ZDGcLQoRpcXl8uEiop1HmMLz7rsplsW2WDIybh8Bqwgkg0lFANkBUToXNfktkSGcikD79u25v4bX8c5LvGdwTEv+2nK+ItC4C9GSqUkHcZ5dkA3iSByENXu5dOAFYX6IBoCD4Ls3OyGF4NEJRO/cSJS/GNHR/Y41APu/5kmmBLBJNvbX4yWib5nAmiCdFbs8zgbfNY5CgiiF+Wy/T/5ANIft78/IXvocKHHvvPMONUDiNIslExKSs2B6AiFabifDSAgKKpniscces0pAJgG+AVACrqwqNqRAFBtQ04v4seqvc0oAvPdrX+Z48kMJyJ7TUQpkGmH5KOkrqvbCQVAqAWDUHU7s/5lTzmz+tqFOZkEULIISgARF2H83kUYE6YzBz+85eQvwPlgpoAy82S1tlACA5YFHHhHmC4slk5PuFYF72A0EN5S0EGkN0AGWBUQwWDIH33/PpqqMzJA3AFEAEmQYhI/AY986aYMf/Zpo/NOOFz+QSwCS4bc5j/mLOI+A6c/8uoGlAPvOX5QpCmwwxz4B+l+JVMN4HawByE9Qpw1Rg07O+5FpEAoDLAGPT3JemxZkZ8cC/v1XVD+yWDIxGdtZMJ2DEL9GjRpR0aLsDmjJ8MAagFwPnV1lNDIK8GcY0FJ0UmDo9c6sHI9AViV0Kw1ujrqCUwqWdMIO7/rQ6SOpENIMY18oPIToA5AzN9HE/zmDPpYFUF/g31/Ye487VolLb3Ze9/aNzmNa0M9GD1iyEFYRCCNvvPFGYkEaS8ZHLhc1E7n2Mxp5/KuF8+RBsrAPEv2glDBwe/SnBBIAwTEQNQQQWvidSP+OyANEDiAHAZYHZOIihAiCY6IKLqIEUNkQwCFxqfBVkopDWlGugLOsZ7FkdqwiECYWLlxIdevWpQoVMoEN2cKzCB47doyuPudfk2mASV4W9qlYl2ieMOUjxj8lMOjjvfArwAwffUQXIAshQP4ALDPIfnL8PtqxHoBl088pCGlNLrEcsmzZMqdhsWRSrCIQJt566y364IMPRM+S0ZHWgCauUhWZBffMe1Qfp+hQKGDQx1o/kg3t2+z0EXIo6f68s8yQUektAgZQv8NiycxYRSAMoBDQJZdcQtW8FRctGZLRo0fz8s5da4oNFk5Z9n30fpeo7winj8qFMO0jjfBzvzjRAfAHyOg8/bSoxGSxZFLSfR6B9EKQPAKpFReyhB+EgJrKI9C1a1eerrqyLd9wHr/8SnTlFU7pD2T9njIFkTLOc1ACpD9ARmT3UaKTwlkSSaSw1GexZBYyVEKh9EKoisC0adNo+/btITsJ4rW2ZLBZLrvsMlq1ahVNmDBBbFHns88+i3gyq4zKpElE3bqJTiZj8ODB1LJlCGEXFksGIV0rAuPHE335pej4gGrDz4bozWySUBWBoNYAlBi+4447RM+iCypMLl++nKcANgXyQFx//fV8aaBBabHRA7L2/bYRa+bmLUGyFLVfJkNkwPvjjz8SU1hnZt5//3269957fb+HrYeJPlkS/PsvU6YM7d6923efY5YSbT7kfG7NmnZdyJK5SFeKwMcfE73+OtG6dWIDI7V53A3iEXTvzl6vP/FLlVAUgTvZi1Ca1l0Z0M0NN9xAEydOpP/9739iiyUcwCJgGgy0VhFIW9JKETC1xGSxpCfShSLQqxfR3Lkos0sEI3pPZ3Mg9jEZyWQQk55sB6VKEb35Jp4xT2qKAMIFp06dSr///rvY4oDMZP379+fbn332WbriiivEM5aMhFUE0h6rCFgs5kjTWgOwgiP2OM9YomeZEoDLVkUJACWYvMAECXzbsf0NHUpUgOcIx7OR5ZNPPuHriBKY+9u1a0fdunWjjh078puJVQIyFyuYJrpaxN9bLBZLRiWiikDlykRRY4iwCjCaSW++VR8k8MW+oFQMOYryoUSPP45nIgOsASVLlqQWLVrwGQs81pFWGAoAFISmTZuKV1oyE7uOOJ7lQWjVqpVoWcIBnG9feukl0QsvUO5x7VssGZ1sb7/9dsLKlStp1qzRtGqV2BoGoARcuYVIpCEPK0j/kY/Jk086/gcmwNLA4cM38PwAbmDyd1cqZN8nLzvcuHFjsSUYSGk6FKaNgPz333900UUXiV5oPProo6IVDPyNqiDJ0urVq0UvvKge56ZNm+iCCy4QPQd8V3VLEpUrSNTcJ8hj/HKitftT/8whQ4bQjh07RM9xFi1evDgfvF599VV65ZVXxDPneO6553hWw46utBTT1hPv4/GBBx6gqlVDKIfIwPJV586dRS80du7cyY9bhaC/AYo6IVzTj9mzZ/NIEPf3IDl4kmjedqInnniCypYNPesTluuQMMhvn/PZz3TAVVnRDywVtmnTRvRSBue9jtMhzgO31TFU8L1571up8dFHH1G/fv1EL3RU7ymZHZ17ZqggxPXBBx8UvdTp2bOHaDFFIIGBgWzEiC5h8xGoWJGowzbHChApcP1GMxkwgNgNlm/SAopA48aj6B6UQxTA6W/QoEHcOW3gwIF8KQCg/Qi7seePiyNYjnMeOsRv/rAa7N27l8qVO5esHtvRx0zmvffeo4ceeoiHE2K7XL8sVaoUfx/WiuHBDmtDrly5+Pv37dtHY8eOTbwADxw4wJ8/ePAgFSlShCkvh/n+4U2fL18+PqBER0dzBQbLFn379qW1a9dSjhw5uCXD/Zg9e/Yk/UmTJvF9bNy4kf8tyXHmzBn+ekl8fDxFRUXxNgZYPLdhwwbeB4jPhqe/pHnz5jQXDiSCtm3b0owZM0QvNAoVKsRj/4H8jiXePr7j0qXPLf7//fff54WK4TsIh4/A+vXreeIp/C4IU8Sg7sXPRwC+AehLHwF8Z3ny5BHPOtnw8Dt7wbnpN2OW540E5xU+F+cdFIGGDRuKZ4Lh/T7kfqUC5AXncXI3zVB8BJYsWUINGoiUgC5wHPgNvchr7MlL2f3CuaQSkT4CyYHv5JZbbqHHhfkR1xrOO4m8BiUoQobju+uuu3h/z549/NqW7Nq1ix9PcowYMYJuvvlm/juhFDaQ36/fI35TfP4zzzxDL7/8Mh05coTy58+feC/A312gQAF+7qHvPmdwP/ruu+94emX5N+D3WrNmDb+GcQ9A+vStW7fyY8Y5gnvCN998QzfeeCP/DHxWfEF27cdG0X72rxj7lzt3bv659evX5++NYt/XJ+zvqtmoEa1evJh/TmYECiASU912myjbGSbefPNNXvG2Ro0aYkvyxMTsEi0GO2ESpkyZktCxIz93jAu7nyb0xcekgcQxcf5EfWHKccKoUaNYO2VeeOEF0UpIYIO2aKXOiRMnEtiMUPRC55NPPklgA7nohQ6+FxXRAcfqt89wCFOmxKcGgw2oopUU7JMpAglsEPKV9lWczw0KUwJEK3nYDZjv2/15so9HpgiIV6YOm1WKVuiwwYt/joqsWrVK7CV02A1TtJKC6w/7dH8PUvo0dD4PxxoEpgDy9z108fn7rFz4/L/HK0OGDBF7Cg02eRAtNVTPa6ZciVbo3HHHHb5/sympeOGF/LFq1arnPZdZ5YsvvhDfbvgYP358SNf5vn07EyU7Eq9gRhku2OSKPhLtSIM5KCwDPhOBsCAtBBL3DCsloIljOWAAzBcBQNKi1q1b04UXBquLe9VVV4lWMHQTH2FWEim2bdsmWsHIKA6d+R0DS6akYMGCohUcP2tAKIz9VzQCgqWIINx66608SZUqOK83b94seqFTvXr1JFa2UIB/Uy+Ed4WJrSJm3G0dzOzg+1RZ3gkCrEaw+r344otiS+pkX7x4MfVE7F0YgI/cLNFOK6SxVFjSwga+9BdeQAxDMGCugxKAtcqgwDQX6tqwBKYjrBMHBSZP1cEVwEkuUhe82xwblKDr52lFZlYEYGKPNCgmdUKxQFKQGzuu16DXrJevv/6aLxEGAee1SpKtzz//XLQspsDynO45EArPP/88X45wL7smR3ZoqBY9oATgS1ehdu3a/MQICqwHQWPH58+fH3gGI0EuBB2w7h4pVGvIjxs3LsU1WtNgDbl3b1OxM+mTSA8kmNSo1AS4pALRWRhvFQh6/cL/BBFGqjz11FN8th4UOHyqJDNTsUBYUgY+FpFQBuCADEUgNWU1rOGDe/cSRe62mjboKAFwilKZZSMc8bXXXhO90FENq8IMW/VvBDo3PRVUrCsA1pJKlSqJXviBs5jqsUYSP6e+UMGNKCh4j6r5VDruqZBPw8oSdIDV9SKPi4vjzoBBQTRT0JBHXBNwdLSYBcoAHFhh4QkncGiVESdw/vQjrIpAyZJELr/ETAcuftUBcvjw4UqhNvDkVSmmg2N1hzkGQeWG4ybo2qQOOuFZOsWFdhwRjUyILYqVOm7foFBAlIdqJAbAjV0llfbVV19NP/30k+iFDtKmX3fddaJnMclNN93EU8+HG5wzCGH1UwYinlkws4AvU7UsKWL+/cLEQgFOP5WRlCEAONagNypJUAdGLzo3OxXg/KoClCQd34IedZy4/iDMnDlTtDI3WAIJytmzZ0UrODJsNNJgPTYIulUtYfIdORJJ1oMBXyYVfyaThbwsSUEdGncIc7jo0aMHVwa8joRhVQSuvJIoaeb9yHNGPJqMHFi6dCk366hoyLhJqXoNo6hR0KRBQNWTGlEPKqZdN/iuIoU7hjsouIlHclkAvPPOO6KVudmyZYtohc6pU4qeewzEwPvlDAgF5GU4oehYjMRsQcB1qTqZkCAnRlDHQQALoYq/ED7PEh6wVFisWDHRCx9QBryW7LAqAogWG8b+rrRMx/4dEyQqc+W30QJaOG5sSMYTFMyMoImpZGlD2Mno0cFTMiWXpS0UdMsj697kgoIoClW+TKn2tSXi1KpVSykDJQbXhIQEnqRJhdzsPnEwlWyCyTF58mRu7QuC7nmHkFwsF6oAp8VQPMrdIGsjBixLeMAyLJRYleUbHcK+NACnaBQHSgtl4HsmN7G/cNIkp68LNH6EwF177bViS+hIJeCtt94SW0IHOc3hyBYU3Eh/+OEH0QsG1jBVPtNN0JuiLkFvahmZOyK74hJx4OAUbicqP55uRfTjWtFRIOgSHCx8UHp0gKVQpUIi7mMqiggyCGaFapdpCXw5fvvtN9ELP2FXBDCWIJor0soAdOTuTLs/I9cGDIBQP9UZNgZkFU/hv/76i98s3KlIQ0XnBoPS1DpURF7pCAJnJlWQkEllycXLfhS5CICqPwNQnbWmBZH2EwE/a+RLv6sx0fZY0QkI1tGRhjcIv/zyC/3zzz+ip4ZKWCBAbQukbQ4K0lojmZklfCC5WaSUgbArAiDSysBkJjflMpdEaC2bIUyZIjoKjBkzRjleHKY/lfAtnSWBIIUr/EB4kk7yIRWQu1yVOnXqiJY6sXFEC3aKTpgZPp+odH7RiRAZzdqSN29ercqAKGKkCnL7BwFLWq9rVkfDwIz7jAqokoqaF0HBUoglvEAZwFKBjvNsKEREEQBQBh55xFEGUF8tuHtL6uCyh4tQd6YExMfzTUZAWeMuXUQnIEiooqoEQOOePn266IUOEoCoLgkgvSuKH+mAimyRBAVTUC1NFd0lEPCvXTaNGDuPnJPkQFEpeGKrsuEAUZyiNRFr9kEdJFGV899/FfMcCxDrr5KVEUsECGcOCpxzY2MVTSeWQKBQWzhLXkdMEQCwjKN8y4QGRJjjYtDW9SmHNRYridhXy9xIpWlWCUCxwREjRCcguCjnzZsnesHATUHFYQQ3IG8J3SDopnddsWIFr6IWSXScEvFdqTqW6aAym9p91JHTbHIg2xkF1NMICkLc3CF5svLnh4vOCa/CyASVB71glqwKKk3u0sgNETThFzJaPoKZkgaoTqiaLh4RLPfdd5/ohQ6qF9arV0/0LOEEieRUfEFCIaKKgGQJu2ihEDz3HFHbIs4gDv9gKakhXzeeST4mg9hFi/2dPEls8GQbDIGJ/Pvvi05AUEMAWeNwcQYFa4woI4mLLCg6Zn04qOjSvn170YocOv4MkfZlkASJ45Zx+O+zCQHkEDvPZRshjxnBcStoaF1yICJACtZPkUBKCsKi3KBUt4rJW1K5sGgogJLJQRk/fjytE4V4VJkyZQp9/z3cpIPTqVMnXk44KMhTEkrZW4s+bdq04enadcJr/eCKAGpQn0gD5yNkvEXSOvi5dKrsSAt28UExSE7yRZ977bNMoABo+FwlS9++WNsXnYCgvjfygauY2wCqA6Jud1BQdQo3AhVwDqi+VwK/ANQajyTuGvwq6FSCixSoPe8eADHoyXZmzwOfUm6Idu3acYdLKV999ZV4xgHLAyh2lVYEDb9FQhmd5QwJHCVxDwoK6tjDOVkFWAItkQHndFRUFL8vmIIrAm3btqW0THKG3AabNjmCyQ+7vyUrOL/layHh4uOPRUMB3JBUMn7hxo6sgSqzGCQV8d4IgwAlQhfVxEU64OalCpYwcubMKXqRIz4+nodgZSX2ovBIGqASbWMKFee9GTNmKM3K3cDfQCUNOUC6W5VCdFjDxv1LNZGTJTiweJmyDCQuDUCLbNlSdCLAUYPrmyYL2/mV6j9yhAi+aHKNMiWQ9KcvzAkKYFauOsPTqRsO64OOsx2AIqJbk0CFb775RrSC06hRo4jn0Y+JieH+HypOoBkZWLlUwDWhMruVTJs2TbTShqDXJbJ5ItGPLrNnz+aFiVSAn4GqE2C4vdstSYFlwITfQLb8+fOzebbDmTNn6IRYI8Dg5wWZLAOmuU8Rv89IjlCXy7Hkm5LDrqrCyr4n0UoeXHgqJn2Amx2831U4efKksokc5iW8Xxcce9DZgM5xA5yrCBNTJcgM5ijTXHMytTk7e/kzPtbmv7cS/bZRdMIMBsfs2dXce/B3qILPxGerAGdB1ffqHDPAb5zctYXrDufBwxcTFfGcSmOWEm02ULYglHuHF/zNKu9zo3tf0LGW6VgHMMvFbFcFjGGwTphC99xzg+9TdykzOVSur02bzmXOysZ+sERFAOBLhJYRLkz+UDCxmjrWlPaF2t+pmc7hD6BaSAizRNVSrzju33//nTv6BAW/hSnTuOc0ComxY8cqezmjSJCOcyOUNtR9CNV0jJsaPMkbJFMXJJKKANbDVassqt6cAaIrVJ3Z4PGsWsoWg4LOeijyt+Ma8wPe+vBrGeTjbykVAVxbOgmKunfvHthUr6skS2ChROZBFZBfQNWiUqJECdq3b5/oBQMOz8OGDRO94FxyySXcImIC+KFgucYUuO+Ea3zFpAiKbaiThJiYc9FdSd4BE4O0CoRD4FGOgcvvuaACxzaTx4owP7/tkFDWz4NmE3OjkwEQzj0qSgDQrX4mwXeU0cCSQFquH2c1oATA21kF3cJXKkV53OgoAapACVCdFbuZP3++aAUHSgC81FWAEoDiTypACdDJ7QElwFSdE0yyTEZCqVqMQwH3YSguKiQqAjjpwulhi9mbqUxUWF9VPUH9wJqtTopaVPFS1WDhHKiqOeMEVf3hgepMwYvKzAXe0arWAACHKB0iXQfBkrbolJhWsXa5Ua01jxBkXc9wWARUQhklAwcOFK3gIApCpfIk6N+/P73xxhuiFxzc002kDQe//vordejQQfT0UV3WCwXkzujcuXPgHDT8iFBOF+syJtdW3CAeHpnudMySEpiEkXHP1LGiTK5OQgwkPFGpJgi2bt2qFXbz3HPPKX+nptaqVGrNA2/MdxBwDqh6RUvCda5bzPPwww+Lljq6A6pujg2VaqW4RmFi1wVhjCpRTAARZS1atBC9YGDZUdVaicESCZZQC0EF3BehDOikHncD64iJPCsAiiW+mytRpz8MTJ06lU8Qg+STyI5ZmWoZy1BAQQ1otiZuvFgOgBKg4yDmZvHixVohb9BYMRirgLVWKEiqDoIwWakmksFsWtWj2A1O5sKFg2ddwU0R66aqwLdAR5GBFQbe2ZbI8hIShyhgwkSuE3kAxo0bJ1pqqCb5wX1C91qFORpVU1WZNWsWz3mvAhJJXXzxxaIXDKyl64THQZnAPd6UMoDxRydc2Q2WtWFpUP1eUwP3RygDk0IsvZsdN9VwAScLU1oPqnph6QK58E2AbFgIH1MFRUKQklN1IEc+flVzJZx4oBCpEkoYZCioFha6/fbbRcsfbwgSLho33hujd7bn7XtvJlgzdpvngs4Wf9/I9mmwqmUkSA9hXSpphiWqM0NJKOb9bNmTTlay5zingPjdd7zKaGpe2yqzYzgRV69eXfTUGTp0qPK6OxR+d6rnoMD/SnUpDhk4Bw8eLHrBwQTUpDKA5e3rr79e9PRBdsxwZWPFRBNL6HfffbfYkgLsAgkLTNsRLX0mTJiQsG/fPtHTp3Tp0qKlxssvv5xw6NAh0QsO+3FES40FCxaIVnCGDBmCO6K2sFmG2GMwmBIjWmp8+eWXoqXOkSNHRCt08Dd3rUkJgy6nhGblnEe3tK/i/z2FQ3Tw218Q0aFly5aiFZxhw4b5Hk8QYQO32Ns5cC/we60UNlESr0xIuOmmm3xfE0RU2Lx5c8Lhw4dFT53HH39ctNS46KKLRCs4O3bsSFixYoXoBee1114TLTV27dolWmbo3r277++rKmz2LvYcHu6//37ROse+fTsTJSyKANNyREufr776KmHnzp2ip0/Tpk0T2AxR9NTQOSmXLFkiWmpMnz5dtIIzatQo35NQRVavXi32Goyff/5ZtNTAzVgSFxcnWg4nT54ULQdv/8SJEwlsZpBw5swZ3vc+792fG/zN+aMooXg0G1ByOo9uyZfL/3sKh+jgt78gooOOInDgwAHf4/FKVFSU73ZItmw8Wvo8Vq1alawcPXo08XwBfvsNImz2J/YUjMaNG4uWHgMHDhSt4OB66dSpk+gFp0GDBqIVnP379ye88soroqfGwoULRcsMPXr08P2NVeXKK68Uew4POJ8/++wz0QujIgCtZvny5aKnz/jx47kmaYpmzZolnD59WvTUeOONN0QrOMuWLUtYt26d6AWnZs2aoqVGqVKlfE/AoFK4cGGxx2D069dPaTYumTJlSsLWrVtFTw2/WWEo9OzZ0/e7SAvRwW9/QUSXP/74Q7SC43c8QUWXq6++2ne/oQoSuKliwiq6e/fuhBEjRohecDCY6NC1a1fRCk5MTEzCiy++KHpq6FhT/bj55pt9f2dVyZUrl9hzeMCk+qOPPuLtsCgCHTp0SHFGFZQvvvgiYcuWLaKnz8UXX5xEs1fhrbfeEi01mjdvLlrB6dKlC5/RqvLBBx/4nngqogp+01CIj48XLQd5Xsn3+8303Rw/fly0HI4dOyZazmvdfeB9fWr4fSeRFBXkd+q3vyCiS1opAtmzZ09sS86ePStaDt77g3fSAEuiWyEsWrRoYhtSsmTJJP3kpG/fvmKPwShevLho6TFo0CDRUmPatGmipcasWbNEKzh79+5NeOmll0RPjXnz5omWGUxPEsKtDGzbto1bhowrAlj3Na0EbNy4UfT0gUnSe9EHBbNZHXCy6DB58mTRUsPvhFMR1ZvRfffdl3Dw4EHRU0P3OwQ6yhS45557fL+XSIoOfvsLIrroKAKmlrZ08dtnEClYsKDYU3BwEzfBc889J1rBgSLerVs30QsOLKM6M/PRo0eLljpQRkyOWaaVgZw5c4o9hw+jigDWjHTX3N18+umnCRs2bBA9fVTX5NwMHjxYy0+hT58+oqVG+fLlRUuNSpUq+Z5sKqKKe20qOVK6MHHxpzbzx3quG+8yhPf4vc97LQV+ZDRFwGtd8dtfENHl8ssvF63ghKIIREdH+253i/d+5Z0k+FkC3Nx+++2++5VSoUIF3+1ugWKsgu69QAIHxJEjR4pecHQVkqVLl2rNzN99913RUmfmzJmBrYEp0bt3b9/fWlVy5Mgh9hwejCkCsATorrm7GTNmjNYauheY03V59dVXtfwUoPnOnz9f9IJz4403as1iMYD6nWQqonoTeuSRR7izlw6PPfaYaKmB81TXURH4fS+RlE8++UQciRp++wwiGAR10FEEgN8xBRUsY+oAPyi//QYRVT8bsGnTJtHSA9FPOkyaNEm01Lj77rtFSw0TygCi20xEZEhSUxKDChxcdSOtkkNbEcAsQ/ck8PL5558re6L7gR8XzmW66ISrzZ07N2H27NmipwaiJnSoVq2a7wmmIqp8+OGHoqUG1iQXL14seqnP/L0XNkI93bM6b+hnkBuB3/cSSdFVlP32GUQqV64s9qRGWikCmF25+yA1HwGvJcBtXYEy4d6fijz66KNib8HQ/Q0kOJek45gKsODdeuutoqfGQw89JFpq6DgfSuD9b5JevXr5/t46YmJS60VLEcDs9LvvvhM9MyAm06QSgLVo3TV18M4774iWGg8//LBoqYGoCR0wE/c7qVRE5+YzZ84c0VIDJmFdTKy5DR8+3Pe7iaRkdEXgzz//1AqhRTy033EFFZ3oFWBiiUgnnE7Xe1/y9ttvi5YaUI7gOa/KP//8o3V/gLUWVltdTPgfuTG9TAAxofS4UVYEYmNjtWeoXnTNU14QYjNx4kTRU0c3QkDXlH3HHXdoO7P4nUyqokqQm11ySyC46QLvzRvnoxvvTF8uR2C/48aN47HIbrzLFakliQrHxR1UgioC3u/Ub59BxMRsVGeJBj5EfscVRGBudc8Cg1gCgIxa8ds3pHbt2r7b/UQV3VBiN/L6UiUU/5+UwFr933//LXrB2b59uxFl4M477xQtM2By6/eb6wgmzaZQUgRwkzSR1c2NboIIL3v27OFZCHXRdTDEcoCOdzTQ8QsANWrU8D2RVETHAmQigZLu8oru7E9icplFVTK6RQDoKAL4+/2OS0V0QQIYv/0GEZ1sfX7Z4lTAgKXre6JrcXvqqadESw1TmWzvvfde0TLD2rVrfX93HTG1lBFYEcA6jq7W58W0JQAmIl1TOhg6dKiWRywGrd9//130goPZia4pHOGXfieQipQtW1bsNTiqNzm39z7iXVPzAfCGJXpn/t4kLt7ELN7XJ4ff9xNpUVUE5Hfqt88gktaKAPA7rtQEA5V3m/e88To+S0sAEvBg1gyLEB7l7BUZVN37w/nu7ocqqnz99dfc+98Euvdj3Ld0LQvPPPOMaKmB9OkmwJKqScJhGYAgp4IOgRQB3fzUfiAczyQwDYWarCYlsF6mGxajE58LcBJ6TZVB8TtpVEXnezWRZdLERamTzU1iUrnSkcxgEdD1gjYVsx1qXosLLrjgvPdKvNtVRMfM/+STT4qWPrrr5PDi9y6rBAHWP/gM6KBbk0Bi8nsFa9as8f3tdUUnrN2tCGTDQM926EtMTAyvfmUSVG9C5T2TfP7553TbbbeJnjrsSyU2Axa94KCioU6VKzYj4ZW+dEAtapT+NAU7P0QrGJ988gn16dNH9NRYsGABNW3aVPTOh93Ik1Rw9J6vbObPK3DJKnG7d++m0qVL8zbA8+5676hKWKxYMdFLiunvVZW+ffsqV60EqhXoJKjCd9ddd4meGhMnTtQqQ43fAb+HH/hucF5IULL8xIkToueAWvXsPsjbOL+Z4p2kTDobzJKUPvb7zlA+Ftf6n3/+SQsXLhRb1VG9zpiCSr169RI9PfC91q5dW/TUeOedd4gp76IXHBOleU19J7rjgZe1a9fy8c80qufOU0/1Fy2Goxucj05xiuS48MILk2gzJgTJO0xQpkwZ3/0HER3gE+C3z6BiqtYDcvp//PHHohccv2MLKjpFaiRC0TUiOpjIYYDZuN9xBRFdixVi2P32G1R0MGH9A6Yqcer6AwEdS0soCYxCFTg66qJ7jj3wwAOipQZmye+9957oqWPCMdVPkC/HJMgVA6t4UNwWgfOuSAwAuoUd/EjPSoCJYjy6OQv89hlUdNJ+etE5B3RLxqJCJB7l4JmaD4B3rQyFVSTYD9JDu/fv7d9yyy1J+n6iO/iYSAqiowg0bNiQP8qbdGoREslhShHQvV5S8572mqj9UoxjCc7v2IKKdC7WSUyjM/F6//33fY9LVb755huxZ3V0CyTp1kPAPcBE2DFyoPh9R7qCvDkmQZbIoDUYklUEUOTHxJfnpUqVKr5fho6YWKsEJUqU8N1/EMGsUwfcBPz2G1SQttMEOA90KpQVKVLE9/iCii6oQe63XxXJ6IqAlPRiEQi3IhAqpUuX9j2+oKILQll1rrmKFSv6HpeKmLAKYCLhDe8Nim5IICYIUJJ0QdIlv+9JV0xZttwEUQZ8FQF4n2ImZ5pwKAHInW8CE6afJk2aiL2pAY94v/0GFZOZHnUuQJ2LBt+lbPsNWKlZAjDwu4EXs3v/yO3g7nufTykjmC7pVREImvo5vSgCyYUJe2P+U0uBDiW8QIECvscYRNwzWNV02jq5R3StcF5BuWVd3nzzTdFSA+eIbjIy3UmaxLTVRYqJSDcvoYbln6cIQAkwsabixWSxGymmLAHQxvz2H1R08dtnUEHhJ1PoxuOmF2sA8Nuvquhg6vrKTBYB1aI7EhP5QiR+x6ciukCBwOREFSxR+B2XqugqawDniw66SwTgwQcfFC09Qil6pSImz2XJ66+/LlrJk0QRQLnfcCgBJh1YpCCMxwTIMue3/6Dyww8/iD2qgVAXv/0GFZT1NIVOMiVTylWjRo3EHv1JzRIAxxnUI5D7QyiQe//efmppa9u1ayf2rIaJGyrITIoARIeFCxemqLSG6iMA8uXL53t8QUWnuJhENxbf77hUpVatWmKv6iBRUKhhmsnxwgsviJY6phIFZSZlIIkiYKKCkxckofH7Y3XF1LEWKlTId/9B5Pvvvxd7UwOORX77DSq6g5Qb3QHLhIkVYmIWgHwQfvtWEd2L1JQi4HdsQUVXEQB++1URXUzlXkdVTb/jCyoDBgwQe1QH6+pIFKQKTPp+x6Yqv/zyi9izOibW6XXPWzjH6nyvbvzySpgQ3THFD+SGSK6sfxJFQGwzhinnG6+YUgJMaP/16tUTe1PDlBIAMYnuuqDf8QWR1q1b88fkQAppN95kGu5kUNgPbh7u/UNDdve9z6NIlLsvRXed0tS563dsQcV7Q1XJTua3XxVRCXly41fUy1ufw89HwGsdgPXA7/hUBOh6zOuUKAZ+x6UjJtCpcghgfdV1hoaV0JQvVTiWvSE//vij+ARzoFgaLP9ewqYIFCtWzPeP0xVTN9I8efL47j+I1K1bV+xNHfw9fvsOKqZyBgDdCwQ3L79jDComioe4lwVMiC4mHK+A37EFlfRkEdC1tJh0kDW1PGDCOU3XlA5Lid+xqUr16tXFntVBmnrVkFUJKsrqKgPI16K7pCsxsVTnJyZyjniBMuC1DLgVgezsg41QtGhRnpnNNO+99x6xk0j01EGmsJMnT4qeOi+++KJoqcFOZGIzGdFTp3nz5nTRRReJnj6fffaZaKnBLnLR0qNKlSp04MAB0XNgs1bRcti1a5doOWzbtk20HObOnStaDt7McN7+888/L1rn07BhQ9HKXCCrYkanVKlSyWb1Q3ZAN2fPnhWtc7i3lSlThu9PB2RM3bRpk+ipw5RqnhFRFaYgiZYZkBFvzpw5oqcGm/zQ5ZdfLnpqdOnShcaNGyd6aiDLaOfOnUVPD/zWFStWFD1zdOrUiX7//XfRM8P9999P06ZNoy1btogtHoRyoAVyuWNXpsVUOCOcivz2H1R013qhEfvtV0VWrlwp9qqPblVJE5YWCJJOmcBv36piYtZpLQL+YsJBykRYpsTvGFUERWZ00a0+etNNN/kem6qYsAoAE8Xr+vfvL1rqwClat6aLJFzLBDNmzBCfYA4kHpJOtm6LgLYiwDRX3z9CV2DKMAEqAfrtP6igBK0uH3zwge++g8qCBQvEHs2Am4YOfseoIkGrhyELphsZqiT399ZbbyXZvzfHgfd5eCe7+xBdRcCkN7D32FQkPSkCEF28isDJkydFy8EbPQD8fASA3/FB4BPktz050U2RK9Et7et3bDqiUzJZctddd2llYASYkKGIjy5t27ZNNc9EqJhyOPWKrHRpGiR8MqYI5MiRw/fgdcWE9y0wlazHRNjirFmzfPetIibRyWYG/Mq7qooJVq1a5btvVdHFlCKAtVG/4wsqJhSB+vXr++5bRXQxuZ6KKoB+x6giUNZ1FXYoKH6KTKiYyljqFhOYqCEyderUZL3hg2CiMqnE7/syIaYnfhK3IqDkI8D2wSt4oWqXaVAd7tVXXxU9dVDJD5XnTDB8+HDRUoMpJNSqVSvR02PdunWipQ98Onbs2CF6wcF3DDEB06hF6/z1a69PwPbt20XLYfPmzaJFtHr1amIzfdFzQCVEN96+9/XpETbzFS0z7NmzR7SCg7XG9E58fLxoOfj5CHjvX/BPMQWqZqZUOTMUUIlUx1cA/kzJVdNUhU2KREsdNimi8ePHi54aWEd/4403RE8d3JvZrFv09Bg1apRomQXn0fz580UvTDi6QeiYKtThJ8j7bwJo0X77V5GffvpJ7FUdv/2qCNI1m0TXB+O///7zPU4VGTt2rNirHn77VhUTs02mdIiWHqbCck1YBEzWcNA1EwOdJFhe/I5RR3SpU6eObzKkUMHv7XdcOrJ+/Xqxdz1MXF+33367aOmhGyIsCVfCIciiRYvEp5hB2SIArdpdt9skqCPu9Q5XxV1LXAd43+p6mOp647vZsGGDaOkDTdg7sw4CO4+MRi3ceuutFBMTI3r+eKMDvB7aXm/pzz//XLQcvLXAvc/Ds9k0ydXNTy/oWIRMYPr78UYG+VmscO66YRMH0SKj57QJmLKtZQV86aWXjFlGJdWqVRMtPb766is6fvy46KkxZswYHk2gC6Kw3JZFVe655x4aOXKk6JmlcePGtGTJEtEzDFcNQgBOFXh5OEQ3gYYbaHZ+nxFUihcvLvaoDjvJffetItIRzhS6aaUxK/A7ThUxVfHyt99+892/qpioM5/equSlN4uAbsQKMFl+G5k6/Y5TVUxQtWpVLQ93+Fz5HZuOwDnOBEj3rguue90kToApA1o+GW7CVbEQsnjxYvEpergtAiGdqeFcDjDprIFc336foSIm8NuvihQtWlTs0QxQUHQqncFU6XecqhIUr1K0du1a/ij3h1rf7v3Dyzilvvf1UnSBB/sdd9whenpkVkUA9d518as54I0e8BtIMblxI9/jd5yqYgq/zHBBCEd0l7caqComHGp1i6VJmjZtaiySIL0rA4EUgXAqAblz5xafos+8efN8P0NFTMRvmirAA9FNxeoFYXM64Hj8jlNFTJ0Dps9T3Dh1MTHblWRWRQCiC65XKLemyJ49u+9xqohuPgBJuXLltHwFvIW2TAgyyZoA+fBNzMSvvPJK0dKjWbNmWhYYN2PGjPH97kyIbrE5tyKQDScq22my6Hitpga8LHv37i16epg6zunTp1Pr1q1FTw02AFCfPn1ETx/2G4mWGZ544gkaMmSI6AXH5DnBZoTUq1cv3oaPSMmSJXnbD6zhVa5cWfSI1q9fn7heyTRk7jPAbiq8D9jMP8n64ezZs+mSSy4RvfOfhz/H7bffzts//fQTtW3blrdVYTMduuGGG0RPD/zdKp7+119/PX377beiRzRgwAB64YUXRI9o69atgbOj4Tjcv4MuJs7vdu3a8Wxs2Jf7/MT6v9dniN0DedSTxPsaZJNE9Ikq/fv3T4xEufnmm8+LUlEFUT46UQDhuJebujfhfmnie7rsssto5syZoqfOv//+S/Xq1RM9PcI5hi5atIhq164tesE4evSgaDEc3cAfEwkkkgMfbUoaNGgg9qoH1oj89h9UoOGawKTvhARJe/yOOYiYAt+T3/5VpEmTJmKvZjBhaoRFwO9YVQSzcBP47VtFTPjQAFMZ8EzEprtJyddo9OjR4lWpY9IyCNHBRB0EL7p1Edx8+umnoqWOKe9/4Pf9q4pu0raUWLJkiWgFw20RSPbMwlpJuDCZiAhmHBOwmaLv/lXEFLt37xYtM6Cgj9/xBhFTAwBI7jzo27dvkv4TTzyRpP/aa68l6WOd2a0IrFixQrQcvIVKvH3v600NKmyWmeQ4dURXEZDnktxfcpUWQxVT50F8fLzv/lXEjYqPAKyjEgwojRs39v0cqQh4q2Hu2LFDtM5h2snaXWFTBRNLQ15MTVh69+4tWnrMnj1btPRAJUu/30BVbr75ZrFns+A4VUILU1UELr30UtEyj8lMdBBT+O1bRbw3IFWQv980UVFRvsccRFDZzxR++1cVk5hSBPyOU1Uyq0UA+O1fRUwC62ByUT9BLALAbx+qgiqJOmDQePnll0XPDG4FSpf77rtPtPQwZc3GvcDvd1AVU1FEXo4dOxZYAXIrAknyCPzzzz/UoUMHY5mWvOTOndtYJjpgquIdMniZAP4O+BtNcPCga/3GAMjC5c22FpSyZcsSuxGJnh4m1s5lZjHE14I1a9bwRwmb6YuWw7Jly0TLwfs8qqyBgQMH8kdLxgLZF71r1n73G3YPFC0Hdx4BgNj2n3/+mfud6PoLAfiKmILd8M/LpxEENhk47+/VBRX9TOVuef311+njjz8WPXVQ5dXtD6QKsiCaOAckEydOpB49eoieOaKjo7mvQIkSJcSWgDi6QQKPmd67d6/omcdUhTopJuJGgcn84iaA9+zmzZtFzxwFCxb0PeYgsnPnTrE3ffz2ryqYvZkEdSF0+eabb3yPVVUys0WAKYW+nxFUTJ8HuCcia6H3c4JaBIB3HzqCCBIdkM2RKdGiZw5U4TOBqaJNqDtiissvv9z3t1AVnPPhIlSrg9siwEcvVOgzvR7txrQSYOpYL7vsMt/9q4ipmFokDzHNm2++6XvMQcRUAhGACmR+nyEFa2nuPsyF7v6zzz6bpO8duL2VyZAK2Y237349ktOYWN6B45P7GHVFVxGQSr7cX79+/ZLsP6iYVASwNuz3GUHFHYoKE7ibIHkEJFdccQW/1yBvBQS+Je4cFt7JSEq/kanKo1J00/yi+pxpMIExtTT61FNPiZYeJqv3ITzR77dQlXAtE4BQ/BGSKALTpk3TdkBJiVtuucX3S1AVZP4yhd/+VcSUNy4uIhO1zL0g3tfvuIOIqfzioGvXrr6foSomMTWrNK0IwFJkAr99qwgcPU1hShGAmASzQFOgnLXf8aqKbt2RmJiYhNdff130zFG3bl3R0gfOzSYwNYkxmT8FktdArpKUSC2ZWRJFwFvT3SQ9evTw/QJUBRq6KUx5dMPD3RThcBA0YQ0wUYbZjd9nQLp06eK7XQpMhu4+PKDdN2uvsuK1DHijA7zPo6xpelUEVPFaqrz7vfvuu8/bFqqYwqQi4HVc81OgvIl5ELngxp2cCGGksbGxoueQWshccpYBv+PVkXXr1ok9q2FqoPViKqQQ1hjdMukAv68ppQ7jpd9voSrhVgbuvPNO0TqfJIqA2GYc05aATp06iT3rYzKsy5Q1pVWrVqJlllKlSvkedxCBH4UpOnbs6PsZqmLagmIqDtnvWHXEFH77VhWT+O1fRUzlFJGYygkCUG3P75hVZfny5WLPamCgHTp0qOiZA+lvTSkDgwYNEi09TCoDSPfs93uoSnR0tNhzeHjwwQdFKylhVwRMKwEQ7+xNFZMDkamT9NChQ0YTYUjeffdd3+MOKiYpUqSI72cEkfvvvz+xDbzOlZjZu5G1CCTevvv1VhEIXUzit38VkYqAd5bv5yPg3eb1K0BIlrvEsdcyEJQDBw74HrOO6IKcHOHAVLpfYCr3gal6BAATU7/fQ1XCbRl49NFHRescYVUEbr31Vt8/VEdMeX+a/PFMLgl07txZtMzid9xBxWR2SRQ68vsMVTFZhx6YnE36Ha+OmMJv36piEr/9q4ppUKTKFCaW6tyyYMECsWd17rnnHtEyB5z0TEWhQdEfOXKk6Okxffp00dLnmmuu8f1NVCXcygDqTbhxKwJJ8gjogpzx48aNEz0zoB53zZo1RU+PX375RbT0efrpp0VLj+3bt/O89qa59957RUuP5cuXi5Y+3jh+L6nl9r/ttttEyx/kzXeD2gNuvHXdvc+b4qOPPhKttOfw4cOi5Q9y4acH+vXrJ1pmYbN+0ToHuweKloM310BcXJxo+RMbGyta/uzbt0+0zqd+/fqiZYamTZuKljqmjwlceuml1KhRI9HTo1KlSsbyqqAmxdVXXy16evzwww9JapXoghwY4axLgBwNzzzzjOh5cHQDM2B3JsXkTDlbtmy+n6Eiuk46EqQoRdRGOPA77qBiOn+/32foiGlUc3Z7QZy53/HqiCn89q0qJtENZ3SL6RopbOAQLTP4HbOOmFjOwvcfDkz6WJjKiAhnUUQumQAVAP1+Ex3RzRORGgMHDuSPYbEImNZkrrnmGmMzZWSxY3+36OmB7IGy4p0uTz75JM/kaJo777xTtPRYsGCBaOkTJFvfFVdcIVoO3bp1Ey0HWAZkNkGwY8cO0XLwZl7zzvy9fZ1MbZEgpRlmqHizcJqYyRQoUEC00h/e7Hns5i9a5/Bu875HZilExcb58+fT0aNHeV/itbYcOHBAtFLmpZdeEi0ztGjRQrTUufjii0XLLLfccst516cquI+jWqkuqDx56623GsmwiAqFqVk6g7J79+7EKqjh4MUXX0xSgZTDVQNNTOSwdwvCyEzhTU6jK6ZAgRLEFocDv+MOKqaztJUoUcL3c1TF9CyN3ey5M5cJ8N35HbOqmMqiCfz2ryr58+cXe9UHs1q/z1CRcFTtNHmtYu3c77h1BFkQdTE5e3eDEFVTjBo1SrT0GT9+vLE6CYiU8PtddMSkH5ofbouA9shmMhRPiimQoMdv/6piMmWlyZA8N6ZK+/7www9ij2bw+wwdMY1Jc7Lf8epIVlAEgN9nqIppTJmSJX7HrCNXXXWV2LM6KJkcLnRDHd288soroqUPspyaAlFkfr+Njpg8Pi/GFIHs2bP7HryOmPCCBUeOHPHdv6qY1JZNXhRe/I49qFSvXl3szQymZ8j169cXezbH22+/LVr6+B2zjlhFILjIdVBTwJfH1L0JmLSASDExUQlX3XyTijb+zk8++UT09EE4silMRxJAwhHVAbQVAWTr8jtgXZk3b574BH389q8jpkCaynBp3hjA/Y49qEyYMEHs0Qx+n6EjpmdnwKRy5nfMOmIVgeBSrVo1sVdzfPnll6JlBr/j1pHrrrtO7Fkd5Gv56KOPRM8s3vA1HUzfQ00V9QJYtvT7fXTEVCEmN25FILCzIErZmio56ebVV1+lZs2aiZ4eDz74oGiZASGMphg1ahT17NlT9MzBLozEMro6wBGye/fuoqfPe++9J1rmQJhqemX48OGiZQkKu9mJVvpk5cqVomWGhx56SLTM8N1339Hq1atFTw02maCdO3eKnlkQBu4N8VUF91CTTpcoD2wqRHHKlCmiZQ7cVx577DHRCwNCOQgZaHV4m0kxGSaI6mB+n6EqJmcB4cgeKKlRo4bv8QeVsWPHij2aAUl6/D5HR0xjcvY4bNgw32PWkaxiEfDWktAV05g2myNc1e+4dQT1XXRB2u5wWS1NOyGbtA5WrlxZtPSBddvv99EVZLs0hdsikA3/sQ+wWCwWi8WSBTGaWdBisVgsFkvGwioCFovFYrFkYawiYLFYLBZLFsYqAhaLxWKxZFmI/g/bNQkT/dycHgAAAABJRU5ErkJggg==)
Klik op de kop van de hond om te horen wat Ir. Houtgeest je te zeggen heeft.
![](/userfiles/262d1dff3297ae3f849e31f28e43663c65c35b2c.PNG)
Benodigde Voorkennis en Leerdoelen
De benodigde voorkennis en leerdoelen staan vermeld bij de Natronloog Productieruimte.
Ga maar gauw verder.
7.1 Overzicht productiemethodes
![](/userfiles/05790b9322f6f7bdfe3b6c6baf604a6e10ca2461.PNG)
Mogelijkheden productiemethoden
Welkom nogmaals in deze productieruimte. Het is de bedoeling dat hier zoveel mogelijk zoutzuur geproduceerd gaat worden. Halber Fritz zal je de ins and outs vertellen. Ik heb geen tijd, dat begrijp je inmiddels wel.
Zoutzuur is een gewild product: in laboratoria wordt het veel gebruikt om de pH van oplossingen te reguleren. Verder wordt het gebruikt bij het looien van leer, het etsen van printplaten en het zuiveren van staal. Ook wordt het in de voedingsmiddelenindustrie net als natronloog als zuurteregelaar gebruikt (E507), teveel om allemaal op te noemen.
Help Halber Fritz zodat hij mij en Prof. Vitriool straks goede adviezen kan geven over de beste op te zetten productielijn.
![](/userfiles/94568b02e5771af4df0ec531adcd17f6f2d8a688.PNG)
Goed, allereerst heeft je docent mij gevraagd om je nog eens nadrukkelijk erop te wijzen dat zoutzuur geen HCl is. HCl is namelijk het gas waterstofchloride en zoutzuur is de oplossing van HCl in water. Omdat HCl een sterk zuur is, zul je in zoutzuur geen HCl-molecuul tegenkomen, maar alleen H3O+ en Cl− deeltjes, en watermoleculen natuurlijk.
OK, dan nu naar de productiemethoden. Om zoutzuur te maken, moet je dus eerst HCl produceren, wat je dan als laatste stap in water laat oplossen.
Tegenwoordig wordt de grootste hoeveelheid HCl gevormd als bijproduct bij de productie van chloorfluorkoolwaterstoffen (CFK's), bijvoorbeeld Teflon, Freon en PVC. Omdat we die koolwaterstoffen niet in de Virtuele Fabriek maken, valt die productiewijze voor ons af.
Voor de Virtuele Fabriek zijn er twee bestaande productiemethoden die het meest voor de hand liggen om een productielijn mee op te zetten, omdat we dan gebruik kunnen maken van eigen producten als grondstoffen. Hieronder bespreek ik ze bij A] en B]:
A] we kunnen gebruik gaan maken van het geproduceerde waterstofgas en chloorgas uit de natronloogproductieruimte.
Hieruit kan via de reactie H2 + Cl2 → 2HCl, en aansluitend oplossen in water, zoutzuur geproduceerd worden.
In totaal heeft de productie van zoutzuur op deze manier vier stappen:
- Natriumchloride oplossen in water;
- Via elektrolyse productie van H2 en Cl2;
- Uit de gassen uit stap 2 wordt HCl gemaakt;
- Dit wordt opgelost in water.
Klinkt simpel, toch! Er zitten echter wel wat haken en ogen aan voor stap 3, zoals je in onderstaand filmpje kunt zien.
Bedenk aan de hand van dit filmpje welke extra maatregelen we zouden moeten nemen voor productiemethode A]. Noteer je antwoord in je labjournaal.
B] We kunnen gebruik gaan maken van het door ons geproduceerde zwavelzuur.
![](/userfiles/1c26d61d89eb41cf8306bffaad62f73575d32ce3.PNG)
Als je zwavelzuur bij vast natriumchloride doet ontstaat er natriumwaterstofsulfaat en HCl (stap 1). Dit gebeurt al bij kamertemperatuur. Als je het vervolgens verhit tot boven 200 °C, dan kan natriumchloride reageren met het gevormde natriumwaterstofsulfaat tot meer HCl en natriumsulfaat (stap 2).
Als laatste het HCl laten oplossen in water (stap 3).
De bovengenoemde stappen zijn in het filmpje hieronder te zien.
Noteer tijdens het bekijken van het filmpje in je labjournaal de gegevens over de stoffen die voorbij komen. Die heb je later nodig!
Uit het productie-stukje heb je de volgende gegevens nodig:
- hoeveelheid natriumchloride
- hoeveelheid en molariteit zwavelzuur
Uit het stukje over opbrengst-analyse heb je het volgende gegeven nodig:
![](/userfiles/9f4412098ab35e19e1f2df4243eabad06457ae46.PNG)
![](data:image/png;base64,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)
Zo, nu heb je een beeld gekregen van de twee productiemanieren.
Om de genoemde productiemethoden A] en B] goed te kunnen vergelijken, is het handig om de algehele (totaal-) reactievergelijking van beide methoden eerst te bepalen.
![](/userfiles/6a9b6582c3317b3cc2147d4e682f00f1c708a6bc.PNG)
Schrijf in je labjournaal de totaalreacties van de productiemethoden A] en B]. Omdat beide methoden als laatste stap hebben het oplossen van het gevormde HCl in water, laat je die stap voor het gemak even weg uit beide algehele reactievergelijkingen.
![](/userfiles/0b07cc0d9f794d6aef395617513b644e95f70d03.PNG)
Om de algehele (totaal-) reactievergelijking te krijgen, tel je alle deelreacties uit de verschillende stappen van het productieproces bij elkaar op. Vaak werkt het trouwens simpeler om goed te kijken welke stoffen er worden gebruikt als grondstoffen en die voor de pijl te zetten en welke stoffen er geproduceerd worden en die na de pijl te zetten en de vergelijking dan kloppend te maken.
Bij A] begin je namelijk met natriumchloride en water en eindig je met natronloog en HCl.
Als je eruit bent, laat het dan controleren door mij of je docent.
7.2 Atoomeconomie, rendement en E-factor
![](/userfiles/94568b02e5771af4df0ec531adcd17f6f2d8a688.PNG)
In de natronloog productieruimte hebben we het al over Duurzame Chemie gehad.
Ik zal het nog even herhalen.
Samengevat komt Duurzame Chemie ofwel Groene Chemie hierop neer:
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)
Je gaat nu oefenen met drie specifieke factoren waarmee je een productieproces op duurzaamheid kunt beoordelen. De PALstudent zal je hierbij helpen door je drie factoren uit te leggen en je daarover vragen te stellen.
Het gaat om de volgende factoren:
- Atoomeconomie
- Rendement
- de E-factor (Environmental-factor)
Als je geoefend hebt, gaan we deze factoren gebruiken om de twee productiemethoden voor zoutzuur langs de meetlat te leggen.
Zo, nu ben je wel weer even helemaal murw-gerekend, schat ik zo in.
![](/userfiles/6a9b6582c3317b3cc2147d4e682f00f1c708a6bc.PNG)
Kopieer als laatste de formules van Atoomeconomie, Rendement en E-factor nog even naar je labjournaal, dan heb je ze bij de hand.
Of staan ze tegenwoordig al in je Binas?
7.3 Duurzaam?
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Keuzes voor een duurzame Zoutzuurproductie
Hallo maar weer. Ik ga ervan uit dat je nu goed kunt rekenen aan de drie duurzaamheidsfactoren Atoomeconomie, Rendement en E-factor.
We moeten nu voor prof. Vitriool en Ir. Houtgeest uitzoeken wat de beste Zoutzuur-productiemethode voor de Virtuele Fabriek is, en naar mijn mening is de duurzaamste de beste.
Pak daarvoor even de algehele reacties van beide productiemethoden erbij. Die heb je als het goed is in je labjournaal opgeschreven en laten controleren door je docent.
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Om een goed advies te kunnen geven, moeten de volgende vragen hieronder beantwoord worden.
Schrijf een advies aan prof. Vitriool en Ir. Houtgeest, waarin je de uitgewerkte antwoorden op onderstaande vragen verwerkt. Werk er samen met een mede-stagiair aan via GoogleDocs of deze site. Gebruik de tekst, die in je labjournaal staat voorgedrukt, als basisstructuur voor je advies.
Als jullie klaar zijn, kopieer het advies dan naar jullie labjournaal en zet jullie namen eronder.
- Bereken voor zowel methode A] als B] de Atoomeconomie en de E-factor, als je voor nu aanneemt dat het rendement van beide methoden 100% is. Welke methode komt er nu als duurzaamste uit?
- De bijproducten uit beide methoden zijn bruikbaar en kunnen verkocht worden. Ze zijn dus in werkelijkheid geen afval. Wat wordt nu de Atoomeconomie en de E-factor bij 100% rendement? Welke methode komt er dan als duurzaamste uit?
- Nu gaan we het rendement erbij betrekken. Bereken het rendement voor methode A]. Hier heb je nog de volgende gegevens voor nodig:
er kan in de Virtuele Fabriek een rendement van 65% gehaald worden in de productie van chloorgas en waterstofgas. De vorming van HCl-gas uit deze twee gassen gebeurt met een rendement van 97%, en het oplossen van het gevormde HCl-gas in water heeft een rendement van 88%.
- Bereken het rendement van methode B]. gebruik hiervoor de gegevens die je uit het filmpje van methode B] hebt gehaald en in je labjournaal hebt genoteerd. Behalve deze gegevens heb je ook nog het volume van het geproduceerde zoutzuur nodig. Dat was 200 mL.
- Herbereken naar aanleiding van de rendementen opnieuw de E-factor van methode A] en B]. Neem als product alleen HCl (de rest even als afval beschouwen).
Welke methode komt er nu als duurzaamste uit?
- Het rendement van een proces kan soms nog verbeterd worden, door aanpassingen te doen aan de constructie/opstelling van de hele productielijn. Voor methode A] is de constructie/opstelling al behoorlijk uitgebalanceerd. Methode B], zoals in het filmpje getoond werd, was nog lang niet geoptimaliseerd. Lees de stappen van de productiemethode B] nog eens door en bekijk het filmpje nogmaals tot aan de analyse van de molariteit van het zoutzuur. Welke twee aanpassingen zullen in ieder geval het rendement verder verhogen, als je naar het filmpje kijkt? Met hoeveel procent denk je het rendement met de aanpassingen minimaal te kunnen verhogen? Wat wordt de E-factor dan?
- Met behulp van de E-factor krijg je inzicht in de hoeveelheid afval per kg product, maar we hebben nog helemaal geen rekening gehouden met de veiligheids- en milieuaspecten van de bijproducten en tussenproducten die gevormd worden. Een manier is om naar de MAC-waarden te kijken. Zoek van de bij- en tussenproducten van beide methodes op in hoeverre deze milieugevaarlijk zijn. Welke methode vind je qua milieugevaarlijkheid het duurzaamst?
- Zijn er nog andere aspecten behalve de hier bovengenoemde, waarvan jij vindt dat die ook meegenomen moeten worden in het besluit over welke Zoutzuur-productiemethode opgezet gaat worden in de Virtuele Fabriek? Bespreek deze beknopt.
- Nu alles overwegende: tot welk eindadvies kom je?
Dag leerling, ik wil graag je advies lezen, voordat je het indient bij prof. Vitriool en ir. Houtgeest.
Ik wil niet dat je een flater slaat en help je graag je gedachten over het advies te ordenen.
7.4 Reflectie
Terugblik
Deze reflectieopdracht blikt terug op je werk in zowel de Natronloog als de Zoutzuur Productieruimte. In de Natronloog en Zoutzuur Productieruimten ben je behalve met Redoxchemie ook flink bezig geweest met Duurzame Chemie, en hebt je verdiept in de aspecten Atoomeconomie, Rendement en E-factor. In het advies dat je voor ons geschreven hebt, heb je ook nog nagedacht over de vervuilingsfactor van verschillende grondstoffen en producten.
Een aspect waar we het niet over gehad hebben is Energie. Om duurzaam te produceren is het belangrijk om je productielijn zo op te zetten, dat er zo min mogelijk energie voor nodig is, en dat energie die vrijkomt bij een stap in het proces, weer hergebruikt kan worden. Met behulp van een Energie-balans kun je meer inzicht krijgen in dit aspect.
Binnen je stage hebben we geen tijd om hier aandacht aan te besteden.
Je kunt je Docent vragen of je je hierin wel moet bekwamen en hoe je dat dan moet doen.
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- Kijk nog eens in je labjournaal naar de leerdoelen die bij het onderdeel Reflectie nog eens voorgedrukt staan.
- Bedenk aan de hand van deze leerdoelen en de werkzaamheden die je in de Natronloog en Zoutzuurproductieruimten hebt uitgevoerd een opgave met antwoordmodel, die geschikt is voor een toets over deze leerdoelen.
- Werk er samen met een mede-leerling aan.
- Zet de opgave, die uit 3 deelvragen moet bestaan, in je labjournaal met de naam van je mede-stagiair erbij. Zet er in het antwoordmodel bij de uitwerkingen ook aanwijzingen bij over hoe elk scorepunt verdiend moet worden.
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Laat mij weten wanneer je je reflectie-opdracht hebt gedaan. Afhankelijk hiervan wordt het vervolg van je stage bepaald.
Ik zal de gemaakte opgave met antwoordmodel bekijken en zo nodig aanwijzingen ter verbetering geven.
Als het een goede opgave is, heb je kans dat hij in een van de toetsen terecht komt! Heb je die punten al binnen!
Klik op de afbeelding om te horen wat je na de reflectie-opdracht gaat doen.
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