ALevel两年如何规划数学学习?
ALevel数学考试模块设置...
老师总结了爱德思、CIE和AQA三大考试局钟,ALevel数学的学习内容和考试模式,接下来想要继续学习ALevel数学的同学,一定要提前做好准备工作,规划好学习安排:BBOJwGDfiALuQAKQACQACUACfyYBGOz/zH6FrYIEOkYAakECkMBfQQAG+7+im2EjIQFIABKABP5mAjDY/829D9sOCXSMANSCBCCBLk4ABvsu3oHQfUgAEoAEIAFI4HsEYLD/HqHfll9fnpuTl1/IqGG14QKXU19Xz+Jwm2exaxnFBTl5hRXs5qlwHxL4VQRgPX88AQ6HwxZ8WCxW/def2uqqCkZ5OaOW2YiCU1/LKK+sq2+arDjM2vKinLySChaH16gm2OFwGuwLamlry+U2mGort600vm0ej9ssj8PhJ/5NGxjsO1Fvs6qKksIDgiMzy+rYPCR4d29LO8dxR96mfuUiqyzJ//H5y488o4uquLW1ZYJP3PPD8wdZ2k04GlVaKkgpq6ytbzGmuTUVxRlJiclAiipan2fCanisiqLU2Jjw8BAgiQnpZbVtK7LqGVnADpD8kvqWlx1CS/CnaxNgVhalp4SHgmEAJDY6Lq+oitUwzSIIt66qVDiWChkcXotBwqwqSU9NBsOskFEHGLDrKvOyUsFhc8koLK1rMTiBIpROToCZ5P/u5fOnL4A4P3x87fLN1nL6wN71q5YvWXXDs4rLHxKs6ti319ct3/TEPT4rER0SYAx8cb+xeqKl3ZxtHoHh4BBIWlY2A9zUsMrDP39wA8a/JS/CEzL4Vw6MpG+p8Z3kK7x8nliBcKrzEgP5h6jzz5++8cwuzon2/eTdWvyDk3MYf+TAhMG+85xdrLyoN0fmTZiz+3FiUc033WLmxfs9u3lwz6ptx+6FBb47dOIYKree+mVXIkjppyvHDgtSLj5+l1LcdImNMBnRH29tW7tqA5CLHxiCs7FFTZWZn1yvndyzZcWShXNnAVm3auPxc1c9QvJaaIEDHqcg/OnOtXxTJ58kF9fwz2yQAeVPIFBfnPXF7d6Fgxs2LkCHARgJy5b+c9nVv7C6oXWs6kSfu9sFA+D8m6KWF5XlsW6Hd60Dw+xhaDEoUJMdeu/MNnDIF/6YWbvqzFOPnEZrQAlKFyBQX/7p7sWzp08f37LzwFn3kOCwEJ9PblevHDnlhe4HB7x799H5ZVwph1bKrQMzApdZFOt+58YVn6jIoiK/Wzs3CQbArpM3g7IRJPHlyT1OgpR9py6FFSFIZfzLUzs2rlu1afuWPag4bVm/ahM43Lx+N3q4afsmcOh05VVYMfpvwMdfA1nrVm12Eii3tXVaDYpvXHclCanPjHE7BPQ3rNsBtkDOvvry9tDcmZO/kpXX3sbXdoG++NcuwmD/r5H9rALMiqy4gC+lbKQ0IeLDG7dnb9AAW1+UFv7q5TNXoTz3z2SA+qnafcauXjvFSJ6Nl0JkpGRkZFGRVaSQCQiCkZWTkxEXqYxzueXs7pPDQE8LhP+pK8sLe3ctMCosGsjds26JTbdp/Hwk/e2BHVucTtxwDk1LwYmLU+tqE+K9H5/bvnPPgVdxFQIdwZbHYcW+PvMZ2AHy5PqbiAJ4by8g8wdsmSXJ7nf2b9u485qLT2RxMR6nLC9XX1QQF5GaVgVuv/gtZFaWRLy7HAB6H8iD86/i0Tt4fg5/U5kSFfIFDLO4cv5hXWFGvD84jI5Kz8nJFEh+QVV9swtRvh7cdHICdOPJ6/c4LTLmIiLy2oPnb92xcX53ZWkQRVRHOu3YsWXaUAs6gkhajlw+b4A0DlOTHnZ3/9GX0Xjb6WsnDLU16m9n5zAAiIOVsY4ogkhb9ujjCA6B9Othqk5tbLvY4E0nDhw+cWDvlrG2mliE3HPOlr3g8NDh5dN6Ehu1BDsEsT7Ttm7fuHVdG3Jg3VRbaot/LR6vP3zBjAGqwGFFSyO9njOWrV7XWtYsdjRTJwmM/1lb0Oo/q0FdtTW8quKkz66vwR09O8P94vEde3beCgdtYTJCH53es3OTUHacjasGqQhRSrvPhPVHzp6aIRYREIfDYlCpwWLRwF5dS8PgEB6tvh6pyUgM/BJZVs1EyyCcsqKoYM8ykpKqPF0Mw4w7+QytgZ/F36S83H74rl9WDUWul9Mll8vnLp+/9/jkzgkgryDi6fULd+PBsgE44AuHHen5JB8rJiavqILjZN51D2PDaM8n0+U3dSWhr87vu/I8rZopMdjp8m3nK9fPHDv18Pb92+un2MsK51peZXlkwNsSoryivIQklpl0/kXLsdQOBdkJu67cuCuQbXOGqIm1o4cgCMzpjATKIkLevXz/yTe/mpH6+dGp3ecuPXnmn8JAql+f2HDi+PFjt55ncrlpgc5nj12I5HAZsc9uBBV0G7xg+RwHRXlcRXZWRmoakIS0wixw01KUkJuWCA4zUrOKyrHEpsFQGRXy6fOnT5/9/ROy87hIfXJckC84/PwpLCG54WpTSAdLIdOlkSSPhy7OX4lHIk5WlCjSPMaRNfUVRWpBKFcYOdpS3chhwcKlrWXOpL6mcuCmSVjBH/TTHMQf1Kwu1xQeryzl07voeoSiadh7WD+7/r37aimAVmCxst1Me/cFh6j0sbWRAIlIacCdnSsOvuJJqzCCjh89dOTsSVQePg9Gb+O5X66ePHLl5t0ELsIrCHn/Jbygmn8Hz2YWh334xCR2HzB5mqMhFYNUXnkaiVoTfEu9710LTWchWNz0g9dn9rcyNjA0MLdwnLr/xBgwSLjRfs9f+KYKVMGWHejyrAarbjx82nh7dQJS6/o+iM0G6VC6OAEeozDq9fWHZbU8iUFrzm2ab9unj5Gxjo6uhbmFQ09jbXHB7RePVx769iOTYNxn3LSh3cWxSNWt56EdaDlVXdvYxEwgempy1D9yTu0Ahy6rwizydHV+/gq94+Ay4wI/OD99BRZoQHOYGaHPnz9PzatEF+8Tgt49jSrh8sSsF2/bs3zZP9Zhp5fOWXX4+YMHL1+4vAwN8fYP5onQCLzyTx9fxcZEv3zu6uNb3GzlnJvz7K7zo7vOzu+ikkEyt9TnlQs4fPTY078U2AfVNRNubWVhUlhEdNRXEpZQVFXHn/uaqZdkROZWcVUn91fPun9g78ljR76Sg9ceuKQWVDUr84fsgnn8D2lJl24Gl13rdeN4DkLuM3HJ0QvnT5wBss8MNImq2XfaYf4hSDl//PSynopIbVaS3+fn7+5sHjZyF3GM61t3jxdvUbmze5KhFIIoLT3/1uPRncNjZBFqz2FLl47VkBUBlupr4p5dcOOR9Ay69R8y0kJCFItwb7zxa3gTpTTO/Us2iwdi/ZyBdmLEhnGBI9CGrtmvAcqXlxem5QmX8rlpt3bd4mLFlY2HDxlgpqpDRrgvnnmiywpAEUpXJsCrrc5IyQAzqsG4IQ56qqIYTGNrMFgsBsM/5LITn5x05RFB6HYcMrS7jAwO4d5182kYS40lvtrh1tVUVVXypbqeyQbVfKXy7xKg9i8lwOPy+J3cd/99t+dPnBZO1NQasPX8gxfuXm6N4ny0j4USGCc8DpcirTZ+6jyJ2OcvHrkHVtaqs9lYzLSz10/Nstcb6XRq30wbMa15Bx+fXajKaXmnoLXtlq+7l6/7K9e1o+2IiNycnQ/eePi6f/Q8t3EO/26neaNJ6jYzzgemhsWkvDs6GodFCNS5t2NSwGFE4NUJPdRaXU9mh3wKLSrQmOSoxk70uXrhRlty5ZVvCuMPHJsNkzoCP7+TAK/g3cdYKWkLx1GTR2oIbp7ad4esYjVt8ZFJNvpypMwUoiLjzf6jB1E5+PhzfBmC5Lg8PLj/xGkXj0JgQlQSoYFFK7BXHev2Og/BKkopKMupGPe3khEHiW5uH8GVM9hB2Cwmj4vuGGrLoD/NvspaeuCIU1VZUIRe0SMIM/HtgzQEIVPl9FRVNE26q+viEeTV49eCXKALpasS4PFqM5OTgPd0aWlRunDNHhy2lPpY1xc5CEZaQkFVQcWod095OZDv4voOPIQCO9+QjDPjLYx1+WK/45pPyTdUYVYnJJAXFilm1s9+IO7DzaP7dzvffZyaEvji0vnhtXIaAAAQAElEQVTj/PlHMAsdveCOFzPqZ8+K8MrgcViZAa4Xz12IQQyWTh4uJgMi9YMV81bd8U56d2bD7kfhlWk3Nk5cfjVbhCSYpIRNrslJjU2Ij01ITMorZXCQuqLsFPQwPj4jt4gp1Gn6qcmKvLZp6jDH/nPWv+BwEVb19dmO/cHh/C1X43OE01ujNqOOReYidXmZ5Twpg1HjRqAySkcBOIZgpYbxD8eNtjJXEmnxqL+xeJfegcG+U3RfTa1Kn9HDjJTkmTlBXh4f+OKdAVyrK8uO9OIfChI/+HzyTcuvkzN3WL/z4MnbJ0dpURFJuqgYKjIkEnoLT6BiRenSigr9xowbbd9DUVRwaVsd8cK5FEFU5GQVxTCFTGkLY1S36r3rF+ErVDUVbBaosA2prgDP1xCEQBARAUEdQWpj3zzLQxAqXcZUjVpYTdHQFKeDDO+7H4vaKA2TuhYBTjWj2bsZbfpeE+7ysBhB5GVk1aXxhXWSJoYULLgEfPMoAIywNks0JBLl9Hta9eKLjaayFBg1DTk/9Rca/0EEaom1NXU11VVVFUUJ8ZHpNVhpVUWCCAekfC0FXFph1LNLp3Z/TEPE7YfZa6upDxs1euyk0T1tRo+dbGfv6Dh4GNgxNes+euzYXtaSSD26NEil0anE8rsHlq9dsXzthh1PPkdwkaq3N/etX7V87eo1Jx9+ZBGlRfjzXGOT8FSSnK6qvoGeqjF6n4LBqBkrUetYFVhFSWLL1/NAEaORCxc6Whbc3XY/tduSXRumjBw+/p+VSxyNaFhE858VqxbOmTxp1arV0w1VKUD5DxNwkv5hLeqSzSn8dPzCPdcQj/sHVi5dK5Qz0aAprJLAO7sbUtCsjdt3v44FwZeRmVpakpxdzknLY1uYmqGirixPANejeFEj/iFINFZVEcfzF14ZIc9egPkZU54a4Xx+x749x14mgkOkluHt/jYJvfqVUdSl0lHV/JjclpN9efDHcOAJhS6uqoC+Q1MV9/p1MkioKy1wvwpMHXrsF1eJLgoEP7kf8Qc+6QJN/XsEgyGr6mmB9lbnF5SWt/x7OpDKl4qwpy7oqlFFZtyzi2AAHH0enQv6n8Pyev0y/ts390rDVu8/fIIvG0f30//eGha/OrjpPAQUbFZu2Au6b+uGWfybBUReUVXfyNigtdhO37R7aW+5dM+TT4OEU0JVfHgyo6ymtrotqcjMjo+ILUQoKoNmr9i6Z/+OPU4r1250WrtujLUeAZHuM33Ntt37d+4RyOYx/YyFtzB8MiRpnaFzdh08emrz3F7oMr6I/cQ5g+TIIgpyFJoIOqXxtRo38rbDLQm4oteuAakxbgdWbn/gEVshXLMv/nhi7c5DV4Kyvz2KG011sR1sF/P3D3UXI6traGTaUhQlQWOxWLqGTot0Pf6aU3GCm/PZnVuO+GQlv9+78yBfbj4PYICb89qwi/uEKacfvU4qZQIzic+PfwCL7BhMJaYiNjgoNDgouVgKpPNYjLD3r9LB+UjW7tFdAlwYcAtf3LgbJHw2DzSQFNfDL8DVAElW0sBAC6zrZno/cM8ECQhXghvPNxWfg+Pw0JMq/OmtGME6AVoQfrsiAQxNrnt3TQThpjx/7B6f3zANNmtK8utzb8GAwWBqiTWCsZRYKIbmc1nhb1xTWl4pounNv1IqKqqqfFGQFSURmmf99n3owHcJUKjyysqg+wp9L/sWAG1ubFCYzwcf3098+fje/c6N+6gEMChSKmIYWb1+aiR9RSWgiVQzkbKystLiElQyokPfP3/rFZOZxz8EiUXVNRV4pCzHJyC+nKKpJ5n2yT+slKptZq9DwxYlhCSK9x47buLEAVZ6jNDPQVHxlXWoTf6XVZgZ9975xauXL/y8osCjSDYz1e9LMrewKPFVQGZ+Cf8dA76iYMOoYNXQeQimICo5OvRNDE5WXVFeEi/Ik5EWL05K+RIQkNZkXpDzR2xhsO8U3ahiv+rY6bMtZXt34BpZpe+Mvc3TD+zdOchQqqowK6s4sZglryxq4fT6/XO+XNo6SQvMuvLTz78SptzYv7KHOrh9in9zKYyNYGS1F5x//Ox+g+wZDCrgZmX4hyWDpQKa1aSp3cg4hMf4cH7NxqN3gsFTMp/H2ybOOxELpnaCVvcpdkY0BMnwcw0rZPIw2NHHGuwAg8dmaYJozyzw8IxAFwyAXShdkwCGLq3Vb9wgCsItDbq0fPyC448/h+Vmpsd/fnVm56mbj9MZSR9uhoNLSjGF2WeaDYADo8B1IC8/2zcooexbDU8LDgn+IpSEhPI69KrxW/owr/MRyH2+wOlsLLh3AK5xuYjlsAWnLl67cOnSglGqTBaTxSLaLpzSS1EaTAgq9k6nLq7oid61IFJK0spqfftO7itbwxFX6K5uqoFQu83atPfoJgeZqESujLVdT9msSPcPriePXg4oSv8S4OMdnYVYT1g0x65bSVQxuzI7MqKAx6rOjL577ZJraGp+QxSvLUz0uL9n24E9244/TwYrTFzO5ze3XyfVsuMDY8Iz+fc6wNEGiXp3fNmBs0wOl6ua7OsWLKmrZmyoDcYuP5/SbdBoiar0hIiQvD/x3h4Ge34v/+4NgSohKyvXUqRJwCssgUyXaZ4uIy1NJeHLC/MqSqqQbtSwwzPmLVuyki9rTrilMBAk/+7h5cKUZfOmrtt3P8P9za1iEOuxMqNG2Avvq1TB5fnEydNBDfUZWZHBceB+jKQ99cGVBeCmjleV8vHc+mmD7cfMWvn4S0I9ghDF+ixdP0kJnBPJoa8zc8FphpkyeVgzU8OGj8dgER6rLNj9y/ee24I6oXReAliy7IAJqzeNNiQizLJ8n8sbJkzubTVoyIQ1xy95x5fXh396kA8u/hDxsaMcmg2AsRNmgiax8nIj/GOaLQuBtBaS9mT71AkjhbLmwpcU1FQLjU5/8Jc7mPtsgf0qNwYiYbvd1eXYsm7kYtcLa4YtmLV4oe2G014lRKNRGx7vWjJSmYreLOPJEvKK4ug8hiAl0V7O9/Ye/5RSHRWYwcaa2w0eO6xbUfTjBLoOp6YoL8Y/t7Yg0j8xt5g7YNYYFSFlPEWs+4KDd97FXR9M/bx+jMXYPUdL1Sy4WT5BCVm1bIESiSpvbDly/HAgY6eOHQ9k8ujRk0aPnzp6bG8DOQrqh0CRv5WWIBdXgUtM7ZUGdW8TqNqqtnpaTQtMEoaOA+RqoxLDk7PBjMgv8AdtYLDvgp3JK0yKSUzLQQbY9ZKWV1Nu+CjJiqLdiSHJKTUkKSvLSdFTEiOVlZXUtfUn2lu0aG2/iTOVVBTlRNil6cXohToG02vHS68n66b1k1dQlJaVk5YFWzFgk8nwPrL/WDCjKjUjjUKjKSqpLB3dr4Upi4FLNbUUFZWojJhscMHRIg8edDUCMqYTd985snaFkZaOrJw8GAly8vKKRiamPdSLcuJk5eWVVNWnO1q1aFXvMXPBWFIQRUqTC6oQPEVaTVMDjBN5GjrZYok0OSVtcNhClGUoRFwLI/CgcxMoDTi+cOdrDAYrO+3wYjvRKgUtZUN9MD8gacmp6Gs8WClldXl8bqS/j19iQlHzf0Gbnev/JqyOiZsxaihoYn012bjfvOWzbAhezxYMmJ1njssviPR96RGYFM3ADRvai04gEBFudXFcZGxaakZVFTMvN9D1VhoPwTN1LCx6W9DZ7wOiK6vrgSluRVmou0daZUVVG5Lk9fZLVQ242weKQlGwWHjyamBMkreheLmCoZGqqRIn4lNUSGYtX4siqtdrgpUqRYRZV4taFxb6Q37QnvpDmvLXNIPDKM3OSytG1LWUNUasPH/x6i2BnFo3ylAaQVQWbWtIAek7V4zqv+zGi49B79w/TDZsxajHls9Bnp89jq6frAEW+/mZeLXeC/Y+fOfh6/rynetLsL05q7sinoDP8bx/+sSDsm4LzriAIkHLLfnaTRuj5e8/e372u3V2nQl4lNCUDve6JgG64uBlm1w++Li6gWHw7sUbD0+3dzvGOfaZesT5bZCHt/9M41bt6r4BHUtep3fM1qEhkjYr7r4A4yFox0B5oEfTHbL1grsnqoAOHuHOpS29dfgrvEDjT5M/sz2S1uNnDRw5c9YUNa9NU/sPmDltjUdWrVH3fv2mz5luP8DGQh9X/fny/oVLF0yaM3Ta00ROE4XK4ioZsx7WW0f2kFJSwKQH3VkzdsTk/iMPehdIGm1b67TFwcbSSM10xPjVY5wm9xSlKpoOk6dz4nwOzenfexBfZp+MxUjo9Zm9ZOKgsRuv3rq3a6qsGH/JgMeuTAkKCW5HUis5vCYv0D1JCX0zZTweazv19vu7uwwSzgwevfhcRCYHJ6arQsXTpAeuvXn3xv5hJrJ862iJP+YLg32n7Uq6xaDhA4f2N1Ylt3KRi4iomvWdPGNqHx0pfLMOFFE0shk8fKCtnhh4XIb8p4+IiAj/2QHYWm88unfDpm0bVi91UJOpK61h/yfDsHAXIyAtLSsrKycuLtHF/Ibu/hQCqoO2Hdy8Y/P84b1GTZ81f5XT5j1Hj5+9cXHnvq3Xbp87e3rn3r3LVzvNXzh70oYDE0zQZRs8Xdag3/D+DpOW7Dlx6uKibiTTyfu2zJozd+SY/n0nTJ49f9P2E3OsbBafPrrb0c64x5gZBxc5SFIJeJOpu3dunb9waXP5Z8PWhYM0yUp6Jj2tNGkkHKJoN2na+JkLFm3bv2NPO7J12cyZ0yZMsZNDsKJyGraDhprpyIKSfDZYAl3LfNC4WcDIpGlznPYsHyCHIDgiIk7jZ/95m2ax4s9rXNdukebInXu2rV02xFi2VTsI4ur9xq/asGW2pZJE8/6TMhg4e+Webf84/OCJWWPIzDnz+TIaPARrfenRyjl4CAlAAh0k0AXVREXFEESy7+I9m7fscFqxeopjH1UFMhZMQxgsVd5ogMP4f5avctq0Y+OCAVJYDGgfRVZ78Nw9K8fZKYoSxMQQDJagY79k/ebtm7buALJ+05IhOuiDHqDZXLBY6X5jFztt2tZclk8aoNBcCVEZDIxs2LB4yrBBQ9qRqatWb9ixcfMwZYQop9t/zs6No3rp858s8Q3hadrWY5YDI1t3rF8wThODOszP+DM3oJf+zIZ1/VbR6PLycjIyoi3/BYmGdhFJJDoOh147N6QgRCJdWlpeTl60MQXuQAKQACTwwwngaLLiIuT2zYpQEGFkweFIEhLychKU5q9n4PF4Go0OBIteJrRv5rs5wAiFIvItNTKFAioCGli8iLiEvLw4mdx80iQQCMANIP/VE6QLfIRd0gU8hS5CApAAJPD3EYAthgR+CAEY7H8IRmgEEoAEIAFIABLovARgsO+8fQM9gwQgAUigYwSgFiTwHQIw2H8HEMyGBCABSAASgAS6OgEY7Lt6D0L/IQFIABLoGAGo9RcTgMH+L+582HRIABKABCCBv4MADPZ/Rz/DVkICkAAk0DECUOuPJNBGsGd2kQ+Xw2WxBdlPDwAAEABJREFUWV3EWehmVyLAZrM5bE5X8hj62kUIgAmLy+N2EWehm12MABdp9Y8Dt7hoaSPYjx7m0CXE/e3rtSuXdglXoZNdi8DBfbvv3LzatXyG3nYJAlMmjEqMj+sSrn7Pya4RJv6qVtTX1rYI7y0P2gj2r9/7dAkZPGz46XNXuoSr0MmuRWDrjt2z5y/qWj5Db7sEgSfP3+gbGHUJV6GTXY4AmUxpGd9bHLUR7FvkwwNIABKABCABSOD/IwBLdRoCMNh3mq6AjkACkAAkAAlAAj+HAAz2P4crtAoJQAKQACTQMQJQ6xcQgMH+F0CGVUACkAAkAAlAAr+TAAz2v5M+rBsSgAQgAUigYwSg1n8iAIP9f8IHC0MCkAAkAAlAAp2fAAz2nb+PoIeQACQACUACHSMAtdohAIN9O2BgMiQACUACkAAk8KcQgMH+T+lJ2A5IABKABCCBjhH4C7VgsP8LOx02GRKABCABSODvIvDTgz27rjI/IWDf3AH7HoRVd1G2Phv0NBT0tVS66aoCMdCyOvE5o4bF/YmtCTvdTUvRQF//YjD7q//ZgFcU9Wr9YAU9yyVv4gq+6wSXVVdTU8fhCc1UJb/fPlV3xtFXBb+pMzh1lVU1LKE3CFL4YWsvI8WtPj+RZac2HX2jf3c1vYahZahlvPK0S3pFE58f73y6++oJFmA8r3FjfD14uOyau3MU9PTsdt0N+e4A4XHYdbU1TLbQDKeO8WpXz/4z1n7O+vFed8Qil1VbXVMv9AZBKuNfOo3XnnPOq6yuI6X/OJ3cgP0L+uhpKhnqoLOWkY7WyBlb/fLq2NzGk+9HN7ky6/n+0WBoTT34PLfq61o4frsM9TQUB614VtyBmll1VbX1TbNf1r3hYD68HtGBkj9SRWiLx2GBoc7iCAcXuyr/yRaLQQu2B+UKFbrEz88M9qzy1JjIl0fHzVuy+L5vl6DRrpMYstTUi1+iEzOBvDzW58MS6wknQmraVf8xGWp6Bu4372a0nKp4nIqM5KD4JCyW0JFamNEPnIZP2htT0dJKR4r+FJ3q905GfeY9LmwwThBXMeneXVW04fiv/NXe5gPGFRCvp9vIHutmb72bU836qSSUtPXfHD4aXdW6ktrCp+98SHhi6/S2jrkFUc83zJxx2yu5vq3sX55WH35zmePEQ8n1bEHVOBEJNT1LbTlR/M+c5AR1ddqt3JQjHqEpYGiFBH4cL+228Z+1b6OLOT/TXbq0XPx7j6D0olbRnsXwfv6GTMZ1qG4uq/jGwp7LT/gwOqT+s5U4OUEPV81Y8CggQ3BaYrAESRUzQ01lWofOlJ/tXkft/8zzoDbDy/keduKby6dWmnbUny6gpz16+/phaqmXb4R/638Y+gENIZlayKY89IhsMeBrihN9PcJpPXur0jtSRUFqbDGjtCOav0Yn4cu7FlONhOWii3fcFpr9mto7ey2yZiNmThhH+PDSr+QnX5x1s+pfeu3yh6KWRIo/HTqRaTe1j0LL5LaPaksL0tLj2877Hal5yZEllRVNNVPU+yzb93DL+O70LjUjNzXgh+6JSCoPmrXNsjw2JDq5ssUp+EOrAcZUdEyJwU8+JnJaLCFURN67428+boIm0Pi+cLnh4Z3o/rC6OC89M7nJbRxFqv/iayc2LTSU5id2kc3PDPaipnN3Hhql20VI/As3xWTUiDxeZlk5Up0X8/rWmXchabWC84fLzIt+d+X6k/BMdNapiHp84thhj6ikt5f2Hzv/KCStRKAV93L/scN8ufc2vbjdBQKKup29KTXQ26ew6daJVxrnHVqg3be3dov/3qiuLMbjrtDm4f3uqQj41BQmv7977lVIQk1xwN3TR06dvpdQCZKFkut79fgR1Icz1+8FZzf5wGUzw1zRdNTaI6+iSiYowGVWxb6/eMvVPTzg3d0LaO7J47fjK0HzY9/cRg+PHb4cXCS8owL6SEmsy52zqIXD+89dvhrJv5Evjnx54+yNL2xefarbpcPHHr70Be0CjxWunj38Pg0tJPjWZHy+e/koWvb48UeBuYJEpCDk5sXjIPHkuQteKV/dkAqV/oAfMl2aSiAXlJZxuKzaUJej959/LmiM++XBt06dcQ3JB+2syfS/f/XY67jsLzf3Hztx7vmnVIFWru+1E/xuPXbxhmdc+8ulMpbzZnb3fXQnuTnLLPczL+XHTOohDipoJtVxLwB5gTz1S65hITweN/L50dtPvXJqUjyfXD51+FJQQX1jidIEjwdgwPNH+IuYFpeqmR6nBHaOXX0QlFouKFIedvPMhYu+UWC4CsbSpYDcGi67vmEcnnkXll4rOHNAgdriMPfbQiOH939MB0mCcXjhTVQKq9D35vGDZ88/Au2qL4p7++CUS0BqbcPAZJWleT09Iyz7OgEtCb6VmV7PrgoS74WVgYQ/VPAiFDFRqcqKqioWG8n8eOLM2QeJjb1fnfT88qnj71JB21nlmZ9czz7y8A9yvXH66P6zD8ME00ZZotfDhm698an9RzWimoMH98ryfh5WKlz0BjaRkkiXt8zBk/rIoQfNvjm+p48dEsC/5eKeic6aSLb3uRPHH8ZxK5L8Hp4/fPptcEpNQ+/XlGZ43hcMkv23fDOaGUKKo9xunuNnHT/xuGF5vTrlw7Vz6PQS9Zyfdfj068CkatB8j5P8So+2OL8QpDzqGT8dVXYNymRyEC67LtT12L2Xn/Mr498/vHDy8OWQEi63vjLG/eKtZx+y+A4DN3hcVrLXZWHZhmkTYddmBDwWJF5/H1nN5ALN3yg/M9j/xmb93KrL0iLyMWq9NSWQ6oKED/fOeURl1gmGI5dZkOBx7c7zmBz0BKmMf3bx7ImjR49l0s1NDbVk6CIYpPTT4UV7TyWIm5mb6skU+NzZdultSRUaUL92GU+WNevfkxniHZUjDMY8XsHnJ2/xNo4W8iJN+pz61JCXrzIppsCmmTk19d6u1TsDSxE8WVRJp5uajDieLKfbzdS4m7Z4w8p/9ItTl0OZxibmBlrKma+2X7z9JEk4yxV/3Lvg9N1saWBKRzTZ7eL6q94sDo/LrIn3uXpox8brH5PoauamZtSQMzs3LJ294fitDLyuqZkWM/DmjhW7/Ev4TpUmPPEKq6WqAX9MTExKPx64cOVJWjUiIqWmZ6Qvi8Fg6WqGZiZaavJgTa8m3fv6hZPewqmjPtPv8Ymth8OrJQ1NADFd0SJvEO7BGXv68Jk4RNHEzNxQQ6k28dOfG+5rCjMLamnd9GQIXFZ9pNsJ59cBxY1hlBF59+y5V1HopVNtTpDz9RO71y715JqbmhhpKIjikKpYlxO7d7gjRqamxgb0soBTJ674JAi6hN8vLTZ0w1mzjMMevYoRdjyY6AJu3E7pM2uUbsslo7j72z7Ugq4EIs+Ke3hs77ukMgyCkVQz1dNUpOJFFbUMjc0MZEFf8u3nhX94+M6XJ2MI9PFhZ47t3+Gdyc9AKsJu79qy3ZdkZm5qpInJ+HD4zL1I/uyONuvonpMXbxSC08RMruDt7d0r5y9b9o9bMRhCBqKlITd37nKLKUBvFFlVcV/eeObTgHEglMSrezfsDy5D8BQJVR0jNSkxjIi8vol5NyMtUQLCLEn++PTMy5DMOjTY86oKIu7t3PDEv1BeHwxgc9Pq164JCKs8/c3Noy/Dy5UN0USxyEdfOtEymIDbj9qyq8oLCyslleVlKQQk59PJ82efpDYF+7Q3185c8kDDJ6siN8Dt/L6ta58kYXWNzLtpSxMQVn7E60u7LsfWS+mD7lMqubdny0VPVLkt50RU+zv2Kf181Re9KuUr1CR6fgiVMBtrKsc/bNhk+xx8k6FnZAK6UkuOFPzgwIN3QaVMhKpgZGKiI4HBi8lrG5l1U5URxWPQIlxm5avbJyI52kBfoujDxV3/PIxF0xGkPsP30ald93Ioyt3MzLXpadcPHngQkAPyqtN9rl84tXP1bD8W6F9tfF7glY3Lli2afTICDCEzdek677O7bj33FZ5iMbf3+zCBcSCyteG3D+51T6/GYHDSGqa66vJUvLiytpGxmaG0CIbLqo7zvnL/lU+eEGDxhz3zDl70wmuCWsxNiUmeieXg+X7y671Hb3ymaKGJ8sUhgfk1wKXfKDDY/1v45b7H1x3xkFp6eKmOSEfKYjg6IyePG+JgZ6kqTS3xPLn5arTtvmPTHYc4jJj5zwTzKs895z8Vt20IS5LRsFKrCw7wj2LwNXhfrp4Pqepl24PKPxRusARFk6Fzxg13ADYdh8xetZISecU5MJ9IlzW06tdNVY5I1ejZ37F/fyu5BodrxM2njZ04cNCQIcNHjB42IMbnU1QqGkIK3u7e9iB7wLa9U4CpkfPXjtdMdXY6HSh4UIVwaGpGVo5DBg1xcFy4fKFsvJ9fOcV6xNgxDo7jly8bkhp4/b5/HuqSqKpd/2Fjhg8F/oAqJkwbk+n7MiStgqZk0sveRg2HEGSM+zoO7GGiRcej6o3futzolw9PRMgPnjVl2uDBQxwGDXXoP9hQujjk9QsXf+rAQY4DHYcMHDzMvm8vJXJjoT9ppy75/c1LN0Ot58+2kKF0pGFlskPmTh7iMMDORFu6Ls796u3XsvPWzR881GHwqEkTJluwnt545tF489HaoNTQYb1yP918I4zFiW8PvIwdMmV4q9t6RG3gyikjQVcCmTh7ti4n4YFPEoLBKJsNtDLXFSfK6Jn36e9oqy4q7EsuRcXCdvSYEWiRBRuWY4I/PgtIBFWXhzufvOltuHn/PMchDkPHzxw/TC33+uU3IaW1IBMIWUTfYdSQIQ6OMxYtMssO9fTMNBw3ZZKD46gZM0eKccLvesVzeTxwAatmPnTm2IahvnoN/svlZ8GFJDEFIxtbQ0VpvKiWtcMgu36WsiRgs0l4HHaUy/YHafj+09dNHA5qGeIwbLqtKis/zfvhrWRZo/7DhqGJg0aP1f9DXx+pyA2+t+9ktdFIh14GlA7M+vViFoOHD3UcPMTOUgVbmvHx8aUUFbvJ02YPAd03cdtK68SHV463e3tPtxjigPXZdi1K0AMFMS8++kh3765AbpiABOkyptNHj3BE55MhI8aOtTeXD/jkn1dWJ6FrN8DBQh5DkdW07OfY31BNhihwGIOnGA6dOX4cGIrTlizWLow66BoELNXlRr18eKfccuy08VMcHYcMnbhmmmbQ3Ts3QhsuNorlB05A+3fclCmOMvh4v0jasPETHRyHjh41wbY71s3jc0YxfxRqDF42eQQwDmTS3DmaNSF3vVMxOIKqmUMPY206Wd7A0naAYx81KgZU2lzAtLnl3kft2ccXjEFHkcPQiQMNJLHYkNvbH+fQ+40ZjSY6jhxjKf+bpy0Bxeaew/02CPBqS+4tNNfTUNDTMJj7VO64/4fllmLC6a0N9WZJGMyIIUNFSYKUuCdHXhcO37rIShpNwJLU1HXEiaxP8e1dI2MkVfR6DdTNiArPL0EtfH5yDmu8bixOFsUAABAASURBVKRFy3MGgxWhS8sInkwWvV8z52gmwg2Jbs8maqenra2OEvq4CUMSkdE0UsguzCsET4kjbm50q5i0Y7qZJPqUEyeirWNI5VZ8jE1DyyCImoGhmaEuEX3FhmxsaYUVkzbr31tJBBzjaPrGhhheZQ0b1cSTpSXEKXw9durVZSvvJZeWZueWoFnf+rIKM6Ij4hUHDnLQlSeh5xMGS6BI0Ins2qpaZl5RGRc1jsHiRGhiaJ3fMtXF8pJ39eIPLY1haz50335rxwwbUQIK4LvNGDZmrLTwqqAg6M2HL6T+0+wM6FgMgsGKSSqqK8nGpWWWVfMnsjZsURyWrsKnPI1IQvNiPrtmyS1fNURoDk0SfCkyatL8Saoq/u6pM88i0iMihONBkN9qq6SrZ2VmTCagEwvFrHc3Vl1RfEYZkuV5/3202sRF/dRQWxi8tJyqojQ9IiWjup4FLODpYgPt7PmvOxG19I2JBKzxtHGGNHCGYUUUVTUlxdg1LB4PQTA4Cl1Kmq+HFLxeOu1IJo8VHi+8XEHa/3A5qZ9dk5Rt5vU3E+O7hiAUGSkyj11fU1NSVlVZw8SghQlisq0uQNHUrvwtuL+2n4kqGF09+s6O7bn/5NFlxtJEflu/0ypTm15aSjJgKCEIKz/D86U3sefgQYZSJLRfCeIm3UyK8jJTCkrbsULqM3eNXuWFd4Fofm5yRAJDc7ydAU2kZc0kMWVpOgaksati3l86fMUrNj2vvKLd218sgTzU0VGCv4ZE0jQwFSHX+kXnItWpkZ7v45UGDOyrTkdPGwJZykBXJys7M6tEcIuEjJsyTRIddjhZBVUpWXmFEQN7yKC3SziauIKmJp1Vz+aAsQWGhKyqFKqHVERdO3zmdUJuWHgK8v1P/qc7bysN9s0aLE8BcyHQJ4lJUMBiRC2DUcvMLa3mJ+Kp4qJE/h5Q+Jb8xDy0736i+T/FNIYsNe1yWEJaHiq++7tLoWPlXzeuOD+prg55uba/rZVQ5u7PqKKqSqKhv21rIpLa+mb1ER5+McnVyTf2OBN7T+wr01KVx62Kebt/lIaCgb5+39Fb4wkkQkuFjh4VZMey2ZxHS4W+AScXn6kjyqiKoaG/lRFwhraTwmNWxz9cN85CQ9HEorvjnOtMWTp/kPFPp1Zlmh+yqvNSI8K5klLi9JY45I16mxqp+251MNVbfC8tPaOgonFdu3n5LryvvcMPHVdgdEW5LB6k3/JS7tvtauiH6sqC8uLy4Ctzx9oJu2/0zBs+JRoKEiQcH39bZiia/c3IWe9euhfkeN17nmcwpr9aazV2Re6TBRoK+lpq1o6z7gRkkLDA2ve6srURHlJRllNZVuNzdIxjb6F7E/95FVWrLiNGwAm1G1oiPERaH6PpXA4jxHXHUA0FQ0N923G7MkQ7Gpq5GZ5vMklUNfmW6xZEaSWr3naFT/ZMsBm71S8sJr39F2jQ6rvgV27qMe/ITHR0pcTf3OIg0RbVNpsFwrxQl8utycvKyPU7t2a0sO9sreacjdBSVxYlNXTe1yYU+8y0xj0+cTGlND3w06cy+e66ilIttTm1pZ8P2BvraShZ9B2w6uR7hPb9qxChS/zqhPssJqMoJyfl9d5FQ4XuOTisv5ukrSJPI4KxiqoKNdFd9Itpc2wh7Iqch3P4Q91m8HzniFwRgABV/963IPRlZD1iovnVW619hs8SzwjYPrTXmJNPfdPyy9jog6jvWfuZ+UIcP7MKaLuBAJFMweKQfnte+QR6NJOrs7o3aHz9S1IwMDUBD9Y9fTzvPM2UXTHPQa6VUl1h4NUdF4r0Bq7cf83VA1i+PqqVRgcPSWRwmY0dcvR1M9+AnxcnaHTQAKrGqYx59fDupxT1nhP3P/Dw8Alwvr3dAs343heDwRNFRJhMJovNbamrbDt7xZJVowb10fBYN3iA/T9nXmaVt/2WQ8tyf9MRDk8iEPGGMy88AczBGBDKgx1z9VqtaDejQgLPdwaqpAQ+efbwfXR9zwXDtJtl8nfrEq7NWPlZocfE+btuvQM2n6zua9RyyuarfXeDJ5AJRFz3ZfffffZoNrruOI2Rp/+LS9PKrE/XD96sMhi05vCd5+hQvzrsu1ULFMhUOpfLrq1HlxEEKfwtXaXbxGUnFo7uZ5j7YO5Yh0GrL0bl1fFz4KaJAI4kQpXqseCg8/tmfffixpmxxmJNSq335PouHEuOOn3dNTA0imXTt5eqDKmFCiv//YkTzlXitvZzz7qBofXhpNM01RYaHTvAYAkkMlllwPqzLz40c8/l7O4BOvSOmeBr1cVdGL86QMlq2tIDd9yBP4//6a7VoehIEqFjEKSi5utx03f10y1T+luI5153Gj949tb3MeijUn5l/3nzfxnoUHP+L8t/RSECUYREQypr6gUBisthlRdmCl/a+BqAqGYPAxom2DsKfXvv6+y2U8iKJn2trBgBF8/eDdOeP0brKy1WYUwMS334qj2Lx/ZGHw/kZcY06ZCodAKhjTvzJo2mPXGD3t2IyBef+HYb0KTb7h6rqiA/u0Jz1PqDu4friiM8Xn1+hvD1O7QMVUIGnBnoXusvniKtrKvDSUvPzq/itMqkGU90Onzx6v4tyyb0lo37eN8j+b+42Mp4Jz3EYDFUMXods6KmYSGjIjOu3WchItLq6iryhZGxRdWtLpW+0TwsiabfZ5I6w/PmTWeOqYUhldpauSzZPx1Rm75v96bZenQEKS/OqqlqsI8jEMlUWusSbR9TFHW15MTSgyNLW0XbttXbS60viE/E6I9dt3f+8B4SYFTnpjf70z8RmigRj2+7KFa2h7VSZWl8TG4DzAY9oqLFyNUnrh/Zu2v5GHPk85GLge0ybijyJ/yKSskjvKLKamFbaoqyi1jtXEBjCWKK3QxJudkZmeX/pvdk7FePVCx/fuN4WK2UoZ5m67FVXZCYXYa3W3nm0i4bKQSpqykvK2x6dwlDF/vGhYTQa/4PniytpKvNTk/Lya9uPW/wFTq4KU34lI8Yzt63be1UbTCqS4syamsahzpRhEL56gGX0LC4QR8jUpvTpoiY3uR9N08dP7JltoNszosTHt96/iW09jN/YLD/T3TpKlomRoZpTz9GF5aDxc3KDK/HDz63f0bI9p02UrHyzfm9L7IF1VanPH/sncH4+qJQkC3Y0g0szOWZxWn0/qtHtvFnqnhpXQORqtKUrFKgXhlz98jNOLAjFHFFNXFabUxSMfrAW5jW7o+Cw+Lxkrku18+8F77aUhn74JZ3oeBCpt1SLTMIVGlZRZmCzCxGBeDAKfS6euyx0BqqqKJngeVkhWUKn6ahSQ1fgryBtYO9/Jfrl92jctmAJqe+JOFjSD4j5lNwQkoJBxHrPmvLOBs5SVFlJdnWU0eDkT/nF9yw6PcfRQoLDQyMQy9tyoPPH3VtmJy/biZNz6a3iXz+3UPO8YL+YpVF+nr7R+SCXvhauyEFLy2vb6ojVspUcexvRqd8FSrFNSxUkLrAKPRyrS7v01MX9+gM0DP84kS6hIKceE5uUWnt9weXmKmDvRE17uKOxyn8wkh9gd8H7/DkYo7gsGNborS2Lo5RnJZdDvQrIm/su54AdoQiqagpSq6ISixumKKF6egPFq89ePlIzse7j5/7FgnifZLL62R2UXaU/8ekWoSi7TB9qiO4kFYw0ZRAC/zpX/Vh84xZaR/uexSAllanvnr8JpHR3kjBSih06zNAIeSBy6eYHCbQB1d9ad5Pn0e3Pxr5SojGgNHGrDyGgmW/bupfvfdIkdFUFCNHxaVwuQi3Piv0nfNT70aDWIy2ln51eV5KB56rEBW0za0tRTyvPQ3KLEH7nsvMjfV+/SGxvXdVBM613oprWcsiNcGxOSCjNtvj0eOPSY3zloiYpJwsLSOnsKy+jfGq4LBpqWnek0sn7iQK7uJyAz4mlHN4ia+uBVYgBBl92+EjB6jIKJtrywDbv1Ja1QWDfSsg/+4QT9ccOnNhd3rovrljx40ctGxLqPYoh/YuAYFpSYsFl11Oqfuvnzdy0FggS65UiktJUL6zkkk3sBvZXV977JS+rZfwgUlERK7XLKcxORdWzgAGJ16oHzLMDk0WfIlaQycOlCo8vWDM1Mkb/b930yJjs/bKg33Ud6vnAFNAVjwmaSvRce3ciwtqaLXF0Y0GTxhlzLy9curEkYMmzfHUmDdRv0mHYr1+b88c5/WTxmw59iit8eTmK5DEtYctP7JoAPvBtkkTQO0TJx0KIGiIU5ToeXeOLxsPUkYOOvzWaMvR9TaKLZcE+cX/sA0GR9LrO3fKSEmXXXOmgrZPfqixaJps+42kadivPH5sCM911ZjB6NCatupFLEdJTeLbq+5EabWefYZaO9ha6Sm38dojWX/+lQPan3bPBw6MW+9dJ99bVw0r9AErrdvdvq9+4LGVM0cvfJbS7ntVAnVRvZHbLh23zT+zGJgCMmtHQCFeTk7wPodA5ftbumrf6f8MTD61bDqwMOkaduK4vk2FiHqjpw2mpx2aNXzm7B1B6JVvUx4Gi+82ZOvGzSNznZfNGss/9R6xzORxokRshv+xycDayEHTd9Vtcb0/UZ/SVOzP3aNqTtl5cFri7ZWzQdsnHMiRN9Chg6WSthtMEFUZtPTA4v68R5smg5MajK51V3N1LFS+exKqD1o6wlzd1MZG8WuoRIWB//zTv9Z91bihY0dNOPggz2iQbePwxuLF+y5YiH974p/x086+DGn3OoTvL0nGYML6gzONss/9Mx5MwmPHTjj4rFSjm0K77eGXar2hGC2+vVf+/Q50Zh6/JQiv0VdDvmHiw8kaW9lbqXkd/GfaqEVu2a0DvrTJ/IOPbmkn7lw6kT+0jvvSCGBhTkEFcUHP3JGDpqx+b7Zw17J+/89jitZ+/ofjhjP3P5j4XlGcguG0q8Ev1o4z+brHv1e2c+T32vkl0H+9fVuRFiGIaQ/cft/V1eXZzbvOF25sWbbiwqeXlyb0UACuK4y+Ghwet8AM7DYIQVLbdPCm10HOd52B/s3z2ycNMBQlfDUhmyzyD4+/NFZZWExEdcweZ+cNjg1nF1l/1Pq7rscddGVB/2FxomYjN17z83wAbD46PHPAvFMRCW4rLAVlRSR7rX78zu2Zy6Ur2ywlEKqm/earIZeWO8oKO0NEu8/iO/735zvoioACRGlDq9E73fweAVNAzmwYaaNFxmDwVJkRW7xcz2yzlAdKqJDsDwb5uC/vLYMegK/csNvh8efHKCEIlixuNOXQlfsv3W7ddb7xcPP0EU4PPjxc0l8daAGhK089GxH1/PGtLUtHq1IQGbut7gHxW3sh/A9eVE7NYeX52/df3brnfPPm7Z2Te0uKEMRNBm85fBlYA8Su3NsxUFuZ+tUtKL94F9wYTHvpE/V46lcvxqFNwRDFdcdtvfTCw/0u6IvHu8cN3vI29MvpqUYgU7LH4rvusfuGyoB9oeCoilrWC2+8fHrvCQB189q5tbNc+PIfAAAQAElEQVRsVcTJYIQIFQQ/qv333/J+uWaACB6DJuBFzcZuuXhsYw9VGv8YI65qt8vVbcNEMwqaTZTSmXomnD9cH1xYt+Cf7fffBx0fh+YgCJ6iNnTthUce7+/ePz5UnYwTEXXc4PHy0l5rMAoEGkjvIxGhl9f3R1+Lw9NV9PqueOr9FLQFyJVj/0ywlqeTQKUqU54HfPaeZCgsg3Sb4/Ul7uZ4FeGxmPnKi26PV9sRcBgcQcpq4tZrnz3uAwuPDkztO+9sRNyjheYCTbKU7Xo3r9cuT86d2dBdAqHpDN59O+zc/D7i6MhGCGTp7mMW7r/p/fAB/9RbO1aRhgFxYty6Y3eAtbvOD96dnmqmL/HvQoSg5k65lbdcc/rt623j5Wht3kvQDcbtehnii57pD08umbfl7ufo4F3otRNZ2XLFmcDrTuOURRvahSWIyRmMWn/06uNXt/msTm4Zb6wshm/IF/7SlIauued1flMPcGLzk8S0hu27/XShrWLDBKc80zXe5dAwsGwPhg9d0X7j6zcu95/cvHf38KF1y5zOvX2w00qLv7KCwenYOl3/EuD88OK8QaaiBERpwqOgL1+md+PbRTeGyz58CX48HZ2QsCRJJdOJey/dfvQcnSVu3zmweri+PB1UKtNv8zv/uG290QLoV6nvjisfX64fQhdc2JJkbeccf3x2vaUyGUGI0nqzzocFPAYNfHBu1aylu128vxwahpZCEAJVe8zWq87v3925f8xREYenyo3a5u1yarMFWj1Qoan3tF5+KczlEX9o7f7HUl0Ug9C7zdyJDtS7znefX1413kGl7Y4AxX+RYNuu54emYnFECp0qQsSBE/uHGv5VxvBkOp0unBy/rhPcglFodFH0Q6OJEAkiNBqFiEfBYgkUkP7VK6tYEg1VRr80CgGHara2iiPR6aIUQmMWBi9CpZAaTy4w64lQqWQw/QkKooRRc+ALChFEREWpTbViiVTUPTqdCuxhsHgRCp1CImCEnQESwHN9KomAE5hCQHNowA5faGQ8lq+HwYBmUSkiuAaPMIAJjUYSBAxQEos2FdQNdhEESxChCGzQRckELJFCo5LwDSURPFkU/VDIJBwGweBFgHMijS1DQGEyFVADKoAAie8VltCQJEqjCZL49fwBGxzoHFEqsRFOqyZh8ESygKSoKAWPJVLpdAoRZYLBk6g0ABfTsgCGQAY4ATtRUTqNTGzsnmZaWDyZQqM2EceA5wVkERIOKzSFweJFqGAcg84RlMIL+ktUFCQSSRQqndwYPIAXAvdoRFQdwx8k5KauBn1Np1NEGt3gjxK+d6J0KomAlgF1oM2iAQtgly84Eo0uSmlkAgYkhUYlCYcIFjRcYEEUDDd8y6GOA1DA2AF1girBSUKm0CkksMs3i4ChTSBThYUBOwR8MFiCSFOSsA6Q/gcI6EcyDfQZRtixrZsEuNKEMKgk0LE0dI4DShiAGHATITaMCJAGBIMjkoUnpqgojUJowyoGhUkD/d1QEgMGCIXKHxvAAhAskSpKJTeWFfYX8IJKIRGJIlQwLhvKNsxpdDIR7UFQkk6nE9GxD+wAQUcJnUpsOHPQmmig74Et0aYqWk8vWLwIBTBpdAADzi8qOq0JWoMn84uD9okQ+UTIbQ11UCVGMNSb5kMEwRApwsKiDQaxhAZ7olRis7MC+U0f4PhvqhlWCwlAApAAJAAJQAK/hMB/Cva/xENYCSQACUACkAAkAAn8JwIw2P8nfLAwJAAJQAKQACTQ+Qn8gmDf+SFADyEBSAASgAQggT+ZAAz2f3LvwrZBApAAJAAJQAKAQKcJ9sAXKJAAJAAJQAKQACTwEwjAYP8ToEKTkAAkAAlAApBAZyLQxYJ9Z0IHfYEEIAFIABKABLoGARjsu0Y/QS8hAUgAEoAEIIH/m0AbwX7lskVdQvx8Px89vL8tV7uG/9DzTkvg+pVLbs9dO6170LGuS2DjuhUpycld13/oeWcmUFdX+41LgTaC/eKlK7qEGK7qFmj++a3aCyBp3ZO7hM/QyS5BYNCQYVY2vbqEq9DJrkVg7oIlCooKXctn6G1XIUAgNP77vm0E/TaCvYGhUZcQcTVxRAEBQtWgPZ399l/73EWaCdv16wkoKSvLyMr9+nphjX88AV09AwqF+sc3EzbwtxDA4b713zu0EezbuCToxEmSVOnQ8UkE7LeuaDqx+9A1SAASgAQgAUjgpxPo2sG+m7TpxxGBPxUSNA4JQAKQACQACXR1Al052CcjO/QPUPCUrt4H0H9IABKABCABSOCnEujKwT4cQcqRzvGBXkACkAAkAAlAAp2XQFcO9p2XKvQMEoAEIAFIABLoRARgsP+FnQGrggQgAUgAEoAEfgcBGOx/B3VYJyQACUACkAAk8AsJwGD/C2F3rCqoBQlAApAAJAAJ/FgCMNj/WJ7QGiQACUACkAAk0OkI/Nxgz4h8ePTQPoHcffU5v7rTtb/zOMSsLPJ9JGR19NCTpHr2N33rUGZ9QZTb3ROuQVlMTof0gRKPw0r2vHTt4YtU+JcOAMcfJMyK/E8PGwfY02RWh8dE+xDq8iNf3DnxLDiHxW1fqWUOj12f6HHx+mO3NDjAWpLp0kdJrxqH1g3fhHzmf24Mp7Y09PX5O24+eVX/whYj/O7J06e+5P2LIn+P6s8M9unvtu/+JNLd0ry7paESKdRl7+pTT7JL6/4euB1vKZcdeW3F+sdhRF0+LnPNkitHP5Twy5cleV85ddo3qagjc3OW5+lNB54W8guCTX1Rgrvz2dcRud+Yi6tyIh+cO/QmJJsFCiAIj8tO87tx2/VdJoN/DDd/BAF2fdiVlVtco0h6ggGmUXTpkHCAlSZ4XDp11j+lpCMDLNPj5IYDrkUNTOqL4t4+OvM6Mp/dfrCvzAq/e/bwu/Ac4QDjMFN9b9x+5p5V0WAF/nZtAmlP1y7dfr9CXTC09Ah+r3yTC6t4CMKqKnp7adNt94Rv/fcsDW0vjf948cS5gFThOOTUlkd/vPLQPbCopkHjq18el/Pp2oozTyIa7yIrYp0vnTsXUfCVKkxAkJ8Z7Ala0w9vmzdw0ICBgwZPWjpnqGXt69MvYwo4YBRA9C0JfDk27WmKyqT1/wzn4xowZtrqOTZiqE5lRqTPywchOYzaDmDLCnR1d3NPrGlQpekM2nrh496JpuR2/8nk+oI0vxc3/FILKwVzPRYv0nvx43snd/RURKuH3z+DQNDx2c8zVCesXTpMMMDGTl8915o/wCrSwn1ePAzJq+jIAMsMcHZ/9T6pcfql6w7decljzzgjEVx7nOryU3xf3AxIL6wSXA9gidS+S53vHttqqdBeEZjelQgkPNp3/Fn1pCNbRguG1sjx82Y6aEiQMQhSzQh8fs4rOr2sA6uU/HH4ODS3oo7Hbz1BTGX0xmeXt87Tk+Ift7Xhcb+8OO4eklAkuI4EKgrDL7x55z7BAOxCaU3gZwZ7Je0emvJkfo1YAkVFS1eahq9kdqDf+UX+pk1W7MdijqGpjiRF2B94moKiGBqgwao6k8kE45+L8HiCs4APBhw0CP8Y3fB4zLpqNo/LQ1X5ylgSXUZBTVZMBAvOPFQFfFsW43HZrLr6WlACCN8+BkORUlGSl6G0+N8GGkrxzQIrfGlM5B/BTeclkBXnWYQYmTQfYIrCAcZmMZmsegQMG9CdTS0ABw3SmIgOsFo2lwvWf9A8kI4OMEV0gGG+McDY9Uz+ch4oA4ogGCwVDjAUxJ/xLU4PySjTMrdQFEXnK9AmrIiktBiZgEN4PC63tpZ/Dclre95olspDxyG7nj/N8ZMxOIKotKqijCSp6ToSmBEIqAYI2K+ubhha/MkLwYsqqKmpiZFAbqMANaE0JglHMD+5WeIfvisMLj+/lVxWHZPFxOLxv6zGn9+mH1YDQUyKWB7m7BOVV914jQoWwapLn251XHngTjrD4/A/Y4bYz3iRiyBcdnVG4KVdsx3tewHpra+4wSWnio0UR786sGDCCe8oVta1Wfa9Jk7dGliKVEQ/WTlae+GVQNQsjwsK3to5tU9ftODsE6/KmLz3e+3mrzsbVxN8bevUYfZTHsSWc1m17/fZ2E1e5pUhaB6bkZ38cnd/mz5oKcfFe7zii8HlBLM01ePs/F78xGk7r8YWNK4mCErBbacigBeVJJaEPPkUnY+OhAbXmFVFj7cMXnPkfmbZhwNLRw+xn/kSPOwEAyw94NyOWWB0Aemlr7jpWU41GymKfLFv/sRTn2I4mZdm2veaMnNHUCnCiHr0zwitRddDasE1PI9TlRZwffsUW/4Am3P6LYOFvNtjv3DD+YTqwIsbpwy1n/oooZJbX/l2j7X9tJU+mQI/0AH2bGfDAFuy91NCCRhg9cXJ70/PFQ6w3dfjizqyEiwwCLe/kgCOKiaKTX74zDeljB93G+sOPWk7btK2QHbm69OLRtuPvfAxvo6DcCtzvG6sA+MKiK2p2vxTH4rreMzKgsebBq85io7Dg4tHgXHoloeAGeb2uu7DVx6J5D+VZDGyQ64ttuJPOJM2nAjKqIi8OnGQw0ovLiPwzqqx9iOPPPYvYyJZ90cb6utdDRd4wakuzgm6NM2yN3/umjjn7Lu4OjbCripIf7qhBz9x7EKn5+EF33jKKTD0Z2x/UeitZ6QHeH3M5+oaqtCb3WX+GQz/eyvkR27aoUnw3bd83oWHvkm55WDmBEYJVMlx+9xPbZ6hLjZg/QXXt153R4KldVZVSna+wuhD7738gdzYbPl+48xnyXXS3YZtvvpkjZ0pQWX+LS9/5wf7rCSBjSZh12U67137ttLhtjta8ERvdkQ5MnCb17Vjyw2olvP33X/t9XCKoXhTAf5eXZ7P0am2lzJHX36Nlnq/cxCXw6pjl3rvm7DNXfn8GzTx4kTdivpaMEHzS8BNJySgMHLjVjWM994VCy498k/OZwgGGJEmM3H/uxNOU1UlHDZffP7W684IsLTOrEzMLlQbewSMLiA3N5q+3zzneUqdjMnIrdecV/U1wqkuuu3l//DO7p4tBxirOv3RPqeP9YNv8QfY8Z61YeXIoO2eVw4t1aNaLT744I3Xg0l69FZ06vK8Dk/seyN37JXX6Fh6v31gPZtVzyn13D95r7fGpbdo4sVxWmV1dXCAtULXOQ4l+kxb0N+86uwM2z03P4ZGZzdelHVf/cnl0R4rvNrQFZeee7kuGaAvgkNY6R6BckvAuALy8MSC4hsbL4aWEelyEw++O75umqqE48ZLL8A4HA7GYYvmlQcemzz7OvnMK3Q8XF/QB8up1Jnj/O7jaXusmNWMk65eL9dPtJEgtijDKotz3j1jy0vZY8/RUu+v7+6vXJNTVRV9Z/2wHbkHXqCJD3Yv1iYWMprdYrUw8Wcd/IJgz6stS3l/8eCFlwm6U8dYKkg0Lfj9WSj/S2vwxrOP7t8y3Jj2cue8bXsOnH8TwWzvlSeSuEnvUSPN5NHqqpMSS+TxnORP4VnoGl3/IAAAEABJREFU4Te/LGas/8dSqqgCnYLqSfYcZSf73a6oiX18xrnCeumOlSZiaClEwaq/kQKFkPjBJZdE05ASRRNFjWytVaVw3zWG6sLv7yFANJl9ZN+WoQbEZzvmbdt78MLbSHZ7786ISJj3GTncTA51tCopoUQJW5/iG5GNHn7zy6yPDfAop4vKCweY9Rg7mW8WQDOrYx6celLVa8m25cb8NwgQRWsHI3kyPvGjax4YYBL8awPRbv1sVCTgTQIKrBN+1Qfv2bF13rwJqSdnrl634/STD6lFNe25STKesWGoNppbn59TiuWxC1/4JKGH3/mmetxPw1F1ZcRRPZpOD0tNJXLT8j6a+NWXme3/8kUsYdzmDcJxSFc1NLLQEs8JepfExWgrSaMlRBS0jQyNpVss+6Ppf+T3pwd7Zu7H405rD7tGqY/atmqUteT3uuiPpPz9RmGwGrYLN2zbf/DMKo28zxe3rttw7GNp28Xqc6PfnFmzfD2Qtet2nnVjILzSssq2dZul4vA6OtqM8Hfndp66H5P9fX20aGX8e49UnsU0OxX0qNlXy9gcyQ+9tXf/mQ8xRc3S4W4nJYDB4rXsFm3YfuDg6eVqmV7n0QHmUda2s/XZka9Og9EFZN3anedeMxBOWfn3BwyOoK2tVRr6+uzO0w/jcqvatt0qtTL+3cdUpOcM268GWDdTbs6XG3sPnPOIK25VCB52NgJiJpPXbdix7/SBMWY1z7Zv2HroYXxx4wvyLZxl10fdBuMKyLo12w9cS6hmMYo68ieYaka9kLqUe/t3HXYNyW9hsb2DuvzIsNhMsT62WvwLxiY1BS0TKlL14tD69Rc80puS/4K9nxzso69PmLHaJaxg9I7bOxYP1ZKj/+T6unSPYamy2jZD5zidPrnaqOzN5dUuUW00p6og4uGudeddXxXQjIbN33nD5WCvNrTaSCKQ1Udt3titKvTj6e3/zBw15tAbzncXRuvKc8pZiLjgVq25TZlhR84Pocd7Xz28edG4MVtvNF3LN9eC+52LAJYmp9tr2FynM6dW6xW5XVrlGv21f7zKvLCHu50uuL4qEjMePn/XTdcDNl9rtZVComqN3uikXxHy4dTWpTNGjjn8ri2tlml1ZTllLESCzl9sap4lM/zQmUGUOK+rhzYvGj9m++3Mksbl4eZqcL+zEMDiJYwcpy1cv2fLdJPc1/vv+eVxBK/MtXCwwG3dvCOuLqEZGKtJToevH52g1PJRUAvl5gdSg/ZfGy+b+unWqT3LJoxxOhv+3b8MZteWVVTVkigUXKuYI2qzbPdCg6IA5ztnnKaNWbz1WVjHrh6au9M191uB+KGNKHRfOn9/QrrSFucPywfpyIn+HWsl/xUhSVLVcs4/U3FIaVEbd0e88iSvF+lKM44/v7R1vq2luYmZbgdPFwyWoG275KJ/6PUNw0nZcbEX50++n/YdZ6XltAgkJCY99ys9Ca1R+72iXS9s0Gckxd7bsvymbz27jZP7q3Iw4bcTIEmp9Zi7fCoWKW5jgPG4pYmebtnqc06+uLBpbl90gGl3dIDhiLp2/1z2D7m6bgg+My72wtyJ94UvebbbZml5bSIJiU7L+0pDSnfMAe+oJ6fXaJcmxN7ZuPRWAOu716ZfGYEJv5YAjiKpNWTiOEMdakml4LWQlvXnet94laO69MGLu0dG9wZzl4E8RaSlRrtHNGXH7R9iX98/ZFWbHPtk/4Yb7oVVbVXRaIBKlxWVFE3Pz2O2fiBPkbVe9iTWz9dlIik19t21IxdvhGS3+9yh0d4fsPPzgj033OX85xKNfT5vx2pSCT+vnj+gExBObVlh02vSXFZ6RjwXb9lNHbSNLCEpIy3LYjdMdRgMVlyUKi8nSyTiMdy68jcubkBLKJLKmlQSvp4p+JN5YaLwh8dj1lSxiVSF3gtPvnm6X12azEXAY3YCjS6noMxhg0e4XwdrjFH/ySqEhNsfosvruXw77LpaJpvHY1WW1ROoUoaDlt18cXOopaIgk6/RoQ1U+rUEwAArqmmc9MAAS09AcD2M1IAXZAlpGWlpFqthnQeDwYnTqHLyDQPstesroCUUSRUtKhFX1/YA4zJrarhEmmLfJWfePd2jKEHiIvwBJiqnoAjGV0MFQlP8H0y3AVOUsPE3P8aUM7n8FHZdDZPD4zGrypkEqrTxsFW3X1wbaK4gyORrwE2nIsCtryytFM4OCMLjFBfmVNQrGKhS0L4nqmhoc7hsNlcwt2CweAyioapEJJNwPFZ1sK9bmeBfDgMtIktKS0tJMcFAEeiCpGbCqiqrw1EltKynn3/lMnOAFlfw53kYdW09LpcDBm8zXcEuRrGbtb4Gz9MzLKtWMB9y2UxmPYvLrqmow5BpUoo2O9747ZtjyeMC74CzgmJ/8vbnBeHCrPgajowhMcs/MKCZJOQL+ulPhvqv21bqc2TJnbcNlN5fPfeyqvvKzeir0Qi40dfSFE339fj4+XNYfh1GTMfeXq4m8OF9d0D17f09D8JpTdWJq1vqqxS8eejmGxoeX9byn6xk1kY9PXLvIygV4P/hc7yMwdAFA8Bkj6fLauoolkX5uHt9Cs2pbAwIQqPG84869VFwXTbp6ju+ex8fvwjNrmEnOW+99pZvyss3mituOd3eAI/7K04YIZcu9lPiffSfu00D7MrpF9XdV2/lv/MsIqWmpUFL+fzho69veEE9VkLXzk6m0v/hg/egf9/c23UvgtrUWAn1HgbKOa8euvmHhieAJzxNOQhSXx359KhwgL3/nKBgNGLhAFUEIYjKaWkrFod7uft8Cs2tan03ZrLo1HorWZcV064LB9ijF6E5texk5+3X3wEHAvw9faMxkj1m9NfHYeAAa867k+xXRj48fP35R+Ek7+Vy3y2YazVrjJEMFoMQKer6JsRs/xfvPYPTi6s48rZzxuimnjn3DPSsx/MLj73qwEMcYTvQcahJTf700cMPjMOWf8WHIOmuO2+8AaUC/L39wqvwehPtTOlkPAajathbjhHo+sbjS0puGavlJaHqgGlzxg4M37ngiBt/7vJ5/d7XP608z+PSYzfvT8BhX7+Q9FLxEfa9VGUE/xyM0JU/9Qf70xqGlTIdPrW/SIjbszfNJSSd27JLfpoDXciwjOPex5ZVDaA+ZVgtPXRzsbWgAZL6fSbP/0erNtH7rVdGDUKTNZ64zclSND8AUPXDz7t4ZsuMOUOM+K+WIoia45IVC0dzg198+PilsB4hSmrZDptlbyCHxyIkEZP+Qwi+oJTbM78c3VVH9g5SQHufrmI0cv46M1JBoLtHchkTg8WpWEwYO9hWUfhei+6sO867lpoV+fLdyxTroSVLJRjOWCYfxDflE08csXzLeEtlHEbg7w/cQlM/ioCs4+67ZpX8HgS99imz18qjtxf1FFiXMrSdOm+pelW81xswwDB0edOJW9d0p+b6A01/4sLrZ7fMnONoKBxg6oOXrV44kvPluYdnsGCA2Y2YZa8vg8cgIhRju4E4wQDzzzVYd2KfI/+NflE141Hz15oQ8vzdPVPKWRgcQdVy4ljHvgrCq1S9OQ9dti3sli8cYBLW2tIUguHUxbKBwAG3Z58SKGNWbxtnpgCCh8BhuO1MBMR6LDg4kh4onOQ/hlAtpx51mqIsiYZPIl3Kfv6egWqYaI/3sTnlHJ7s4P3nZtoRokHPeuWZz1i5ec2qab2FL2dKGfWbvGCJemWcJzoOEZyIqF7vKSP7mvEt6cxYoRIMSrk984qo7T1z4zQ7PTIOAZNVr/nHxplLJHu9i0jNB+sLNN1h02bMNBCOVsWBTgeOHBjH/cIf+cE5JFkjXUmV4ZPVEz+5A4c/+MbJ9Vu1eKq97N/xhBmd7n/O0JHtNWfFlr2HdraSqdZ4GBa+Ig5GreWUJlaTbVSaPfgQMxw8bQ2KcTX/T+eJCgYOC9BDoD/TkKI/dueuubaqDSYV+6/YBJivXztDj46IKJqPX7h9ah91Eg5BsATlXjNBFl/mWcqJYoRlqJq9xixDDa7rp0rF4Ij6g9eunDOp+bsAJhNBXXxZMEpThgLKEQzG8+2AxOUOJip/x8kC2t1VBYsj9pwKOksok62UcE2nvrjRsBlr0QGwiv+n8yRFI8eF6CFQnmFA0h+3Y8fsPsIZGUEUB6zZsnPvwXWrp+nSELKS5cRFO6b0UiWAAYYjqfaZtVNYcG53aWEwRxCqdp9xy9H0tX2VyRi8iOGQtStmT9CRbIJpPgnUxZcFI9Wl0QFGMprQYGpZfyMlYpMu3Ot0BDSGbG3orEMLx9orNvY8QpDVsZ+Hdv2moabKRCyCJxpORg9BXy8fYNzDcanT9rGGiPAjbjxsZuM4xFGkrcauXzRhoDKdn601sqGKNcN7aaNDBE3G0OV6zkQNbh3bx4CGRyQsF27durW3Mpon+Ko5rBMWXLfEwUgGTVTpt37bXn7ithljLCTQpL/i23TG/xXNhY388wjAFkECkAAkAAl8jwAM9t8jBPMhAUgAEoAEIIEuTgAG+y7egdD9jhGAWpAAJAAJ/M0EYLD/m3sfth0SgAQgAUjgryAAg/1f0c2wkR0jALUgAUgAEvgzCcBg/2f2K2wVJAAJQAKQACTQSAAG+0YUcAcS6BgBqAUJQAKQQFcjAIN9V+sx6C8kAAlAApAAJPAvCcBg/y+BQXVIoGMEoBYkAAlAAp2HQBvBPjsrs0tIdVV1YWF+l3AVOtm1CJSUFFcwyruWz9DbLkEgNye7vr6uS7gKnexyBDgcwf/50/YFRhvBfseWDV1CgoMCL5w71SVchU52LQIP7t15/+7NL/G5a5xrEMWPIrBv9/bMjIwfZQ3agQSaE2CxmG3HeX5qG8H+2u0HXUL69e+/Y9eBLuEqdLJrEVi2YvW4iVO6ls/Q2y5B4Nyl6zq6el3CVehklyMgIkLmh/W2N20E+7YVYSokAAn8LgKwXkgAEoAE/hsBGOz/Gz9YGhKABCABSAAS6PQEYLDv9F0EHYQEOkYAakECkAAk0B4BGOzbIwPTIQFIABKABCCBP4QADPZ/SEfCZkACHSMAtSABSOBvJACD/d/Y67DNkAAkAAlAAn8VARjs/6ruho2FBDpGAGpBApDAn0UABvs/qz9hayABSAASgAQgga8IwGD/FRKYAAlAAh0jALUgAUigqxD42cGex+MKPzwer6tA+TV+AiAADdi2XR0fXLu5bZdpkcrjcXk/mDmwB2y2qAUedEYCPN43h5Yw+//3HDXww8cWGFpwivj/++RXlUSHFjq62q6Px0Pz/8PYEJRv2/j/m/ozbP6/vvzGcj8z2LOrcsPuL+jfZ1D/PgNs+izcdOJLdiWb+xsb25mqLk9+uGO4gZbSlINvCqq/hlL3YY26gZba2A2vS/4vr1kVOY83WQ5ZvDs47/8q31ahyrgX68brzr/4mVHfVjZM6zQEclyWgKE1cPZmr9T6r+InK/LGAlsDJYOBF7L/X4dTb/Q3terzIKaD5SRqHfoAABAASURBVL+vxq7IfbKlx+BFO7/8uOH6/Vqhxv9BIPgYGFpmPXtf8qv66j9d4eYE3v/HTsnAZpV3eulXA69DlRW832xtoLzjU4eUO6iUfmuASY9e93/ccO1gvZ1NDfsTHapKdPWSO+jl997L79m9PWoZF3ZdeJ5bwf6JNXY102KKKsnvXvill7dyvC7/jbO3ggSpVfJvPsTTFUxthlpqSBJ+5qj5zY38U6rHkcjMwlxf3+ByVosmsRiRPiEVBB4GwbRI/70HGIKIUreB/SwMJUR+ryOw9g4RUFBV/fT4YXp1C2UuszgxLjwjj4gltEj/7QcU1X6DBw5QEf3tjvxmB37mtC3e/Z/VDtL8Boqp6poY985PzqyuqeMnwA2fgJpBT3L4vQ+J/IPGTUnQ1btR/aYNV21M6RQ7ZOWeM9edXjLYkNLJTuZOQaezOSEuo66EJIYGZhU1P+NqUrw/BmNUexlIdKpgjyNL9pp6cPOiSdoSnY0j9KcNAtRuJmLprz7HlDXL4zJyovz8U+V7WCpRmiV3gl3Z/juOHtxnq9IJXPmtLvzMYN+8YTwuh8eVlBAlEPDNk//2fZrW8NG2ma/u+TVfrM8LeeRBnTKnl9RXdBIeL3Naw5ejN4LTmtYDwKK9590dwqxbAc0X0AqCHx7fgRbZsGH9o4imIkjamw1rlwuKHL/pmtqQk+t5aNeBox8Dgh8cQ0sBBecY4b1hXW7ow3Obrn9MqBUmIPVF8S+ubgU6qDyMFPpblvzyxn40Zc2yM77FwkT484sJkCRMrPtKMWIDE7LqGx8TVWR9CcpVMrPQlqW3urHP9rmwZyO/x7fuvOef09zZjPcHBL3pdPphfF5VY1ZVToTzCX6RNcuOe2Q2piOF4bdOC0fjtt17/RqeFjAi7u/cuPJZTM3n68JSV95GVPAfCXFqy4Oe7G4+Dnns+pgXe4X1XnTLEzw6YlUnfrgoSDzkElTV1LCmyuHeLyAgptHHths56NOn/MYrSS6rMMovmWPS20qN2NKDsiTvm4eEPb7VJaF5Znn4rc1OK9AO3XXkeVh+YxaPw/K/KSxy4IFnQVXDenBNYYDrKVSfPw02GqvNCrhzauMtn/S4pxsEuUeuPEwsFdor/nRk++69zQd1acBZgZrTgfNe8Q2Tb/wjQeLuC/djmhomNPIH/GB/SRtqkvzePPvAGjq0j3xnW5v+Je1vvxIRhf6DHct8rn1qfFZZGfnmVbRGz/E64i1LlXrvm7lkd1WPWfNmTBqmXOq548T9hHx05mVWJ95ZPfu2P7v3+HkzQK5swKUwYdEMrwdXvbOMHGaAdO2COxcObPHI4Gelvl79qnLKjLkgfbSdafbLw3df+ZYw0ayKpDf3r544eOFOnf5kkNuTGHBo6ZC70WgWi5H1xcPZN7GIiQYPXkVOwMU1y14niw2YxK+X+upONAJW8pzP7/mQKzVkMppomnL7Ewz3KLxf/yWI65taydT5BsbV1AuerrJy40MCc9ndTfQkRZqf+NWxrsd2bvOWdpw4Y+acgTqVtw/ufxSYy/e4yH3jqJUHA3VHoL05w4QbkZYvCM/MkvSHNy+Xa08Eg8SaGn5785RbUfwSJTF3PCKpBoNBOhDp5MvnT16Or0SzanOCnjo/3rti8gfiKJDloId9f3reOc9MHg/hsWoyQp+/8wsvqUU1EaTg+erhu26lmIzm16td8D6eweEhsc5r999LshiDJtryoj7ltVxHFhSF259PgEiXM7bpVh8RkJBXI6iNXZ/p+cxbvJedkXjzWM8pine/sPFkErHnGDA1DVHx271g/eM4fpHKsDs7Vq6+Te03HQyGGYPNyGURMUX8HAR5tXPUS+xIkO5oSA65vuLSx1QWGMKs6li/Z541RiAdiCXisW/xSsH0wixL93//+OiaqUdzrEHW2IHWxe+2nrzpksFADValvHF57tZwP1Puf2bZ/DUu8kPQUTTDVqWyIDGtHCny2jt24V2VoWjiEG1qbnZiKX8+RMv/Kd/m5/xPaFPwYSMdVSMdvWVXo6ZeuP7PMBMavtUdxU+otGuZpPQcNgrj63Q+XOB2VsjDj4G6vWwkCARBgmBb5HVu16Osqc4Xx5mam/QcNGPiIJW002feJdaykeT7yy6m4IYs3jHSxtwE5DounWMiKIRwFXuOHzNpYB8rkD5x1TokJvR9MP/KWn3gvgVjzcxQ/V4DHG17aAcHBBeUNVylk+QNB86ZPrg3KDV2qZNSVsyVN0FCiw0/PDYz9MHGZzXqY+atcuyJ2jEZumaSQX1OssfTh8VqRr2s+Yl9pvxj8/UCRYMR+PtzCRA0zK2Ui58+8WOgF4VIVVGEz7NMupqOmlLz074q0fvuozdyC1dN6dvXxMyi37BFkzT9Hzx6FFWEFLw9uN45yGLrgzl2/C62nTjWSpMueJWEIKEzcO7soX3BIBm9cLVuafq5lwFocyT1J42dMnqANUgHMmbO/LKw98HJTeu99TbLN012AFkDx081FSPdfunLA9EeLdn0zXVx2vwmoc+6C1P78uvtP3OypQwO4399+/tqRXuHPmii9agZDqq0pjJw71cSwFLlNSxky/z8vsRU8Out+3zpegrGxtq8eahnVxX7PjwWrdJ/6uxpNqbmJgPWnJzPe39+nWsCwoh0u/LoLmnaodWDe4LBYNJzwIB+A/QFD30RpKbniu1TB4L0AWMnWitLP3rtx2RzEAJFz27Wmkn9QTqQ8Ss2yaY7u/gLrkpRJ5hGUw/MHgayrO3629v2DfTyT8truLtH89FvacCdow+fq6y9s2IAOopMeg0d0qeHmljc431PYghDxvATLQcMtzc3kmjeErRol/82P+t/QmMs18ckZcYkpVxZZvVynvasvc4ZDHCF9hMq6sImcTbzdxhzr733qePyOCmxwRk8q8n91IjNH3dwk17d9CmwmDxSklFSUFBYWMRGyCQSJSYjm81McH8QI2+1YqAxESu4jsIRSTghDg1dLT1NVUE6UcNAr6aGkZGPXuxiMbyq8kJgKjfZ48HhvZc+JGQVVlYJ76rIEhJ9LM0IONQcTlXbFIOpjU4tEJoU/nCY8Z/eFOvYzLDRIQjsIzgSES2CxVQX5WWl5ZRXc7g8LIEEr+6EyH7DD0a3/1gb9cR3H0vAWVdRkhMWV2bT21FbDu1ZoTu80ih/nyCGgY2WOLO0EAwJRmUdTUwpq6iwtDzJ72VAnf6O+fZkYSdi8QScsLeJomL9eloIB4mKpgkWWxeRgq7DYhAes5pRVAhMFYadmDn3QjKjIi+/ac6dNGSgYExgpeQ06OL46DTBYpPQH/DDzfR44IdYHJhsI4IOKJCCJQiGFpZXV5WYmFZaXsvkYPDEhpEHNFoJPPzZBDBSmka97bXSIqIKSjkIp/b98wfy1qsdDFsElIoSz6fPatUte8gwi4vAbFNUKiZrUFdZnpafkhQensYeMbW/Jlkw0WGwOBxe2N0IMnHEYBH+mMNKyqqJihNiMrK46HIiwmXXlBShQyv24ZzR21IRXmxSw1MiBLHr10uUgoZoDJkqLasik1lQUFHV8MiRD4RXEvU5JE903qKBUgSBpxhQKx6LwWJxPCQ1Kr64iFHDwmBBIq7ZScIv2/U3ghb/7HYQVW0mLHdaUud6zyMtj99pP7vGLmVfvs/U3oQXVy4n5Cb5fQrF6PbUlhFr0TGM0uzaGs6XG2tWLBbKgTslODVLTRlcfuDbDBxJXV7iX7SYXZ7hvn94r77WFtOWON14nymnKNGiug6Y4mT7eeaQyErSLV9xJcqoWtkNYb09sWj4tC1vPngGpTa8C9ABm1DlxxMQ1+/fU9Xz8qngUlZ2yOPAMkOz7lotXp+qry0vLy5J+Xh+n5NwaG3c8SIOb2OkLVGX/DmhgqerqvAv3OLWlkY/3DproHX3MTPmrDnoI2vc+gnu940VRbnHMbH6arKtVa2GLdEtCT0yfei043fcAuKymfAPeVsj+oXHIjL6RsbVoW994zIrY6+ceaNkO8ZKsmX9rLysjIo0j2s7hENrxeItT4t62fRQJZYnp6Zni8rIiRA7HlO5rLIg552Trc0HjRyzdMcjrp4mvWV13z+qzIlMziuTV1DANdwPCcvoDZhnrYR/tszaeu6hhwER8YUV/HdJhLl/yM+/neT/72aT5dRVJeWrikrqebz/28ifWlCm98JJlKgbN554BicQbPtYyIm1WMNHSCI0PAHTbd6FR653m8mR6TYUCXFJHo/DqKnrOJv6bPczF14QDCZN23DkFjB4a8u84UodL87XxNDEJLgcdlVtqwdbNEXD0UuOrl04sVftW6dF02Y4HfVNgw9W+ch+z0a02/BB3YqfnHzh6/syRMZiqJU2rYUjOAJJhCyi4rD64LXbzYbW2Y3zTDSkxLB4pLSC/wygRaF2DzhVcR9dHwUVmg9dtOfCPTBWz59cZd6udjsZZKoEBsMrZQifBjfTsl50bceyaYO06lz3L561dLNLaOObLs2UOr4LNf8TAZKSiaWZfPbzjx/fX32cbzB/srVUK3s4mqgoRcNx8dEbzYbWtbMnx1vIkIkixMraajan49GgOufzzZNPeVZTNu47f/U+mLgOOLSq77uHRBKNSMIzqqu+CkK6Ew4dWDN73MhelffXz5q1+PSLL6U1YDnsuxa7ksIvC/b1pXmFFSUUcRDGOn4t15VI/idfpa2XDlIufHX7XApRSV9DVaSVMYq6maGkSLzPl6bV0AYNiR72hpyKqKB/EVJri9MKGPS+83bsXmYmDp6PVRYV5bZapW+w3u4vVsrKRrO8KC4qW7j236hJkOs2YPbGQ7v3H9s1tw8Sev1hJLy5b4TzG3boBqMmWNNDb2x6Gllv3LeHZCsXCGLKalrqtTHxuSXMVmtuNJ0epnRs6Mfwjncgu6a0KK9GbcDctav6a6GLTfWZiUmtavzuoWg3W0si94uH8GlwM30SXXPY6oM79x7et2q8IsP7RkDTEm4zLbj7iwiIKJjZWpmW+Zw9+yLFctpw5a+qFZHtbilfmJ+UUNDqPpkoraGlplQWFlNYye1wtGeVpaRjNQctWD3JwUwc3A1lJIV8VeN3EkQUDfTkJTICQotb3aSAcuJWSw7s3Hto9/Zl/dXKPwaE5Fe0eAIANLq6/LxgXxFyY9udQGF0Kk8JcHl8C9t7RB91uZ9XZdftDCxW2XaIObucqGtjp6/SYp2V3ygxyzGjDJCQ/QuvCqfO6tTn999EZpZzEYWhO1fLBd29dsklo4avm+B8M5K/096GpmCgKol8CooBl7ecmiS/Z3cfffp67LdXWpCOI6oNXTkD++76nYcfhH+lEn3DOY6Vl/rF42VMDSKiYj2svzm40lez1Gt460ZQEm5/NQHpAeMckMz0OuPJQyxax3oEIamZWvcwwrocuBNUwn9pnl0Z6/fG7WNSHSLRZ8Uy+xqPo2v2hwhesMsL+BCZWfmNsUKgySmqyWclpxYUo9N7wZuju+5jvkQVAAAQAElEQVQKp4B/0Wpph22beha4nt51PraCXyzj4/PIUg4v6tExr3IEL6lp0auXiQxd2cbw3zxh4Fv6PzawSPsEaMZWltLM8hzZCf8MUfxajSKqbTeuZ+KTx6+9Y6v52czsN+cu+DMQiq7DMEc99sPNe91z+DG1Kic+0j+uhK/UzoYo260bviQnOgn9+57y4FPbLzf7c892yrROppuMn+Qok3Vu+XZvwZv/ZYkhkRGZFRmupz8U8HhEqqL5gMEGilJ6Kkp0GrF16S5+/PMiL81ozGT8tdE2lsZAHOecqO1z7OjumXpSJHhj38aYweI0HBaO661l2sNcpq0xRtObdPbd3ZElOyfxedqM2VcgpqyuQAf9p9h92YF7+2j+q8f2QVHbXKkdrdtGDU1JeIVBGzaOxLjPtjK1seq/90ndgOnD5JuyO7SHweD1HDbuOT2f4Tp/eG9+vY8kB2niZURp+aH7+vOdHLqOe8TvxUQdwdvbHTILlX4GAbEBy5ZoYbsNG65NbcM8Sc5i4ZHz/5hGbx1qDU5Vm36jLvpiu1urgW6jq4w+8PnTBPy5efb8Lt7ohsGJUMFNVRtm+ElYqsHgSRPtRW7PH9oPjIFBPr0OrP7Xy/gIIqY57bjHm14l+6bZ8evdH6ohQcBhdM3lXB2BWUvjAbPe9tl4YoXt1zeTfDfg5lcRoBgPnmqhqTdpkqV4G1ViRcR6zTq8b7Wh985R9vyOG7StwGGyGR1BRKQs5p68t842fstIc3TUTVj1IkNUsy0jjXapCjZzt03NPjNvKDBld1Fm9ZJBjXkd3qHI2a66+3yVvtuygfyhNe9wRClNgaboYBI5oqcJ8KTf0HXJ8vM3Lx2mSAWTa4ftdgXFn9cerIi40ZTLPv7BUUCCfJ5tm+eoLErGwVAvGBbi2lN2vwq6vN5cicxPwEjpjdx/23mWlUwDIbUl7lmuh4eBu2NUASciKdd9hWd2KJ+nv/u1hcOMRQk4kIXBklV7DtnpnBESiqL2PzpTXAQhiCpNOhj69tIOy4abH7LY0EspEefX9BNDsCRR643eQXxTAbcubli85rz3s31WWui6q/5Cr3DfDxP0gWGBWOxOyQ26NVkOQegGo449Tb62pI8YCc3CEag6A2Ydf5EeHMKvd88oURIGL20wdcf9AL6TQfGXRyrIkFEfUX34/WUElMZdjPV+Od9KOHYQkv6qDzlnJ2g0nO2yw8/4xbsvVRY4hCXQxHXGn3jh8yUGnKr+vh6nnQYpUgVvThHFFBSnXc4JD+d38a29A4xksRhEc65n1BffqUaC8mBrvjU+K/LRNHkEgxfRGrvn5vuYeHQMhB+YYL3kYfA7pyFaQEl+6MmolLytvcGuQDSmXn4V5b1ZA4vBiypO2B/y7vKuHsLhSpLS0FtyMydMMKQvOZmogABB0p1+KkgwtKKfrhjSU5LY0CCBvd+5/WvqtlyXkJZ3aaxw7CB4pbEnPF6s6d1wltPMZx587X7KTl2SP49hiRT53rN23vNLEnSc543ZehJkfrfhKRLSA7Z6hYZGo6PujfP6EUYkHCLneCAoIXd330aeahNOuYZ/3qFPJmCwNKPBTo+TU1FT4Venmk05nZb3bk1PoCpmMvm8W+qlud1F8OAIiJjl5N1vw29P6qkKLk3VZ3tEhwRMEw5XAk1aduiRxCjBkHa5OtdOi4Al0O3WBH1BB3lAuOfpHVN06eQ/L1TxsQM4UCABSAASgAQgAUjgDyUAg/0f2rGwWZAAJNDZCEB/IIHfRwAG+9/HHtYMCUACkAAkAAn8EgIw2P8SzLASSAASgAQ6RgBqQQI/gwAM9j+DKrQJCUACkAAkAAl0IgIw2HeizoCuQAKQACTQMQJQCxL4dwRgsP93vKA2JAAJQAKQACTQ5QjAYN/lugw6DAlAApBAxwhALUiggQAM9g0k4C8kAAlAApAAJPCHEoDB/g/tWNgsSAASgAQ6RgBq/Q0E2gj2E8eN6BLy0f3dxvWru4Sr0MmuReD4kQMP7tzsWj5Db7sEgdnTJyXEx3UJV6GTXY5Aba3gP0Nr+9KljWB/8crNLiF9+tlv3rqzS7gKnexaBBYuWT563MSu5TP0tksQOHnmgqa2Tpdw9Ssnu0Zc+JvdJpL4/21J27EeaSPYS0pKdQkhkYiiomJdwlXoZNciQKPRyBRK1/IZetslCIhLSBLw+C7hKnSyyxHAYRv+Q6K24n0bwb4tNZgGCUACkAAkAAl8jwDM76wEYLDvrD0D/YIEIAFIABKABH4QARjsfxBIaAYSgAQgAUigYwSg1q8nAIP9r2cOa4QEIAFIABKABH4pARjsfyluWBkkAAlAApBAxwhArR9JAAb7H0kT2oIEIAFIABKABDohARjsO2GnQJcgAUgAEoAEOkYAanWMAAz2HeMEtSABSAASgAQggS5LAAb7Ltt10HFIABKABCCBjhGAWr8m2LOL4jyu7Vh2+VVoeR1kDglAApAAJPDvCbBqkj5eXLd6WaM4rV15L6zs3xtqUaI6zevyYae7gYUtUpsdsCtyvO5uP/3wfU5ls9T/uFscdf/cTtCQx9HMry3xOCz/G8vWbTn8zC+9/uvsb6ZwWdXhrruPXHmQWPpNvV+VWZcb+ujcpmsf4mtYv6rKdur5FcGexcjxdj54/PZT75jsWnY7jsBkSAASgAQggW8Q4DKLE33exRRr20+ZNWc+kBnTHdIPjlq8cX9QLvJ/f5glST5vHwemV7VngVPHSAp67hGcwPi3gbc9iyC9Ki/Q64Xf588Hjr74+iqDwwl5dvDpyydvItNKvhsxylN8z+7Z/Dw4SxBMeWxmdoTbm08hhdWgmn8rP0A//d2BJeuvZbI4AlssRnawp/PnxAIWV5Dw27a/INhzirK8n9+I+m6f/TYGsGJIABKABLoIARxdUkXH2NjEDIiJ+TCns9eHioccOHYyquj/bIC4+eyrr2KPjlNvrzxJRn/2Ef8H+xbpS7Wn8n+mi5iYyvusvBfcunjGw93uKgO7q7ZOb+u4Jjc54OPTpCJG3e8OpgLvMr+8CvQNzK3j8QTHNL2he+9EXFjQR/Rb/0mNQPfnbn96sGdXFLw4ure+x7i+fcR+blOgdUgAEoAE/i4CWKKMdp+R8w2T3Z57BjC4wgDDZTMrS/MLCvhSXtscCZdZVVJUUIBmFZRVozfDPA6ztqaqrvHGE6yDV5TwFfJLBAo8LrOuuraO2WAeQXic2gpghW+/oKi6oSyPXV9ZVlhWVVdXWVyIVpFfXFJW9437PO0Bs3oQHr18X988UDN9Tu+I6TlhoCqmueMIt65c4BXYllfXC5ypLc8vKWPUseoqy0sKUU+EBEBJTn1laZHAw/zyWuF9NkgHwqwsBEZQKS6trhdmcWpKCouKqmrrK4To+O3icWvKBUYKK2oaCAATXHZNAyVgp5L/LILLqmWUFJRX1fFYVaUFBUVFZWi7uOz62uo6Jrsh+gN49YASKIUKo+HBNodZWV6MphTkl9YIXQL1/ED52cGekXBr7c2qAbOXju3QVdoPbBk0BQlAApDAX0BAUtOoh7XiZ88vBcXoOjuHVRH37t6B5eP+Wbl03ZKJg5afDEgRPNfnVBWm+d/ZuWLFwjUga92aYy6+RTUII/L+8gk9t77IBKh47LqCiFcX9q5asmzpupVL99/3KqhDwMOD+9sc5u650fAUvDbN7/XVXQuWAiMrly6bOu3AY/fYfDRo1WR8OrbMdsaWs7dPr123aunqf+YunDPxtk9qBeoXMP+1yI3ZtEzE5fTLNH60RPOZhW5P3sktm+cojx41fstTPF1OA5eALJ0ycNn+O/HFTB6XE3Br9bErLzNro55d3LFx5R6vHNQNUKimJNff9cS+zYuB/txB5ksvf8gXruqzSpLD768bMQ84v3z+7CXLjj72L+Vf02Q7T+zXz27/tceX9y9dt3LWRNsR+x64+37yuHFw3rqVixZOGL/52L344lr0aoLLKk8LuHthDzAOZN6w7utvRwL2FZkhD4/tePQljlnw9vDaZdt2XohmIFVJ7nsW9lp9K0BwQcCqLY17e/PgxtlLl4Falq674JrBQLjMquxA5yM7Vi5bjiYeeuIPrIFW/Fj5ucG+IOTizpOFo5Zv6gdD/Y/tN2gNEoAEIAEBARGyOF2sNi23vLYOhKKCkNunjzvLjDl39aHLnVuXllNfzXI6GlmIsCuzvW5vP/6SMW7DpVsPXO7cvL7GGpvX8kl9TUnkrQMnUyTHnr3rcuehy1ZzZnaLdQG0vryAC4fXHygx2HgJ2H/ocu3MktqH85cdeppRg+aCb9KnN0XdnG7ed7l188YMs5r7F08HpleD9Lal26iRcrEer0MZguyS0PNXX2nNHaUjOGzclsRGSE0HLgG5dGQ12e/yDd80DBZnv/L+fqep2tQeMzaevf7w9DB1sqBEWXJUEsZoxeHHQP/UWovkq5vvfikBWXV5gTd2rHlHWHEGOH//wdHZ3SOeHn/0KUnwMhm3rjwiuXjoRtD2O9smqzzbOWfe2isS0+/fefj43PYJJa9PX/RIRFcUOKziylq1oVuAcSBnNzsGHVjgEl8trtVn0f7zC2zNSErjD951vnhus4UEqLOZ8Dhpny4cOn6Pbr/j8j1Qi8udCbTEUk5Z+ufzh26yjOdf5Ceu1yvJE160NCv7n3d/YrCvjHt+bPc54ux982Go/8/9BA1AApAAJPAtAiUVDCabh6S6HblaYD1rynAzcaBNN5g8oRcSdv1xZElpaqiXX67xxLn9DeXxYIUcR5LUsTWRBUpNUlOVEh1cRaGIkfgPmCUsh7UOV0im25YjITJjJk2zluaXEzUc4zTTLufFUVdwG8tPUXSYNdNWD4tBCBS6Xq9hpNTcjOx89IEBP/erjfbAWb0KPjhH8985yPN/8rq61/LhrWM9ojVizSBNtGx9QXJKblFZ4fugZPSwnS9Vv/eYIY5qEkSQrzVqgU5NdVxEfA1SFvH88Ysqi9Wbx2qADDxd18TaUirTLTCmnL/OjyXL2I6caYg2TLbXoO4kPEZl5KrR3cQQhKRsbK6tJpKYXsQDy/EEirbZwEHGMsAGUhnjF8Hi8LI/haNLI2hK+18uu8D/0ZMq02ljh1pJEfl6WiMGarAZJalJ0WwalUogoIlSVqOMQZ3o7o/8/rRgn/P51IljX/S271luzUfyI52GtiABSAASgARaEJCTlCQRsEUhb0MLU7yurZ87YeZUVJYcew/UyhmF2UmhoZWqRloqooIwA1K/EhGKnp5unue9nf/suZ1c0NbteEmUVypCNu+hJbyFRk3Im9spIMXZDa+/K8lKEYn8qIXFEig0Wm0deN7/jafQav2madZ+8faMramMffYiWMxuqp0iarblN/oSvzkzZ8zatP9KHKO+llHVUqHFkbgYTVyULkyii0kgHFZFTX11XmR0akmy98nV0wVw5q3a9Soov6KmhsNF3xrAEvCKssK3EClUcQwGI6WllXjwCAAACltJREFUSBFYIYnQiCScYB9h5kS67hX4M2fJwTseYHGfUdEWLqG+8IeT/+lVCE+hW09NUWEKgoAdAl1cU0M18fmFTYsPuxQJlvtB8o+WnxTsK8PePfHyTsp9dmjqgG7WFt3sRy984McIubJqlG23A5/qf3QroD1IABKABP5WAiUFSRlJcj27yYqLInU11ViC3hinw8dOCeXaK2+/kL0DZeprKysQIoGI/8akT5MzmLBuY7eapLAbmycO6mG9E71QaIEVWEEQDEWkxQWDCJmK/P8fiqRJD7Oazx5P/X18PydqzJ5hKdLaWMHzBdNO+n9OKZWZvOv6gzePlvXQ+UYrWpduPOaw69gsrsmEHfuPC+GcvfXUPchl83gFOr5R67s71UURdzeuuusfQjIaue7oQ3ffKwO/W4avwKstLa7DYkWILSvDSun0mrp0gXJhbMilVUP6mvc9FMBX/8Gb/4dYB1ygm889+SEhLyExKSAkGojns8tTeolZLDj53Cd6U1/+ClEHrEAVSAASgAQggW8R4NWnRn32+8ixNteTEMUgKnrGCI9TWIuXV5RXaBJxUYqYrIpKQVFhybf+Wh6DJes6LL8dFX/baZQMs7zs1sypDzJa1K6o2R2LMGPT8nlNyZz0+BSEoKvSxv14k1L7e3ialMWoudSE12cPX09Vt7CXbrgjbyyS53/Xo1hsgavv2/NDDRTl5aRoJCJ4ECHMBzfgTQfCtLZ/RCVVxSQomWW1UnLN4ciIUXHgqUPbZdpIrUrxel2gM+us+5UtM0zUFeVlxZtd+mAw7QdVjKqeIbuuOj23rBk9UAEWL2o2YadLfMylOTbEmrLCi2OWPcsB6U3yI/awP8IItAEJQAKQACTwqwnweBWpfp4vnzmTJs0Y3tuMhtZvPWymWFmIW0B8mfAxOas0JbmYhVAUtS16GuWE+vqnFtehsYbHZVYWtvonTdnMiuK8Cg4iZrXknNvNdSQ8UZzW6t6s++g1avgwZ+8I4QvjLEa269P7kjrr7UyR//dDklXsbiGXFZuVa2NvSaN8dWNPoEqKICp0EvqyIKeuOOjzm6zMhucCRFFxeXnF2tr6eg7aqm+7oGze30Cl7sNzjzThmju3rqSwmFHN/H7RZoZxIjRZGo5KIqCEWYz0p86vmnIllTXoFFxFVVvr1zh870FTaMXBb74kltRz+WWqcvKreeCZRGlhFQeRtNv6yPv6fAQhiFH5z0H4Kj9qg/1RhqAdSAASgAQggZ9NgFmUEeL54sWzp0Ceu5w6dsyFa7Ri0/KZupLCmnvOOmSnVP3yyMH7fJ0Xz589fB4DYpu4lsWYeSskQ+5fuHLF1RUt/sbTK6VcWErwU1ue+P7mfWd+wYevkyyGLZzZu+WfwCGI2T8351rLeJ/YdVegdvLAG57j+tOLdQUm/q8tXVbF1GaQtNGYIT21aMSvTEhbzl5sV3H2yDVQo/Oj+x9CmeVsRPghiCnpGKrWhLx54vrUPYnRmC7MbvWj2nvS1Kl2UTs2XwSmUHF9+vxTUl6FIPK2Um7vkKZhP8yYGnrr0gNg4f6960GFck2qdHVrS90Kn7v3nr5969vqpXosnth38fH+tByXM7vvOqNd8OLlk+A8DiMn+u2dB0+BtWdP77/OtBqzYlyPlm9ONtn/1t63835RsCdKaNpPXDuprz796478toMwFxKABCABSAAQwIuo9Jy0fKKjDLckJzsbSH6BxOiDx1YvGKUmfIsMKCFU9cHrjm4b10+xhq+TwzRctrYf+mY+Qtd3mLb20LpectyCnOycgmKeiq2FPEJWspy4YOMIYwlQmC5hYDNAroxfsEp66NaD660lETxV1nL4yhlDrGWFtehPP35o7jhtpkBNatDG/adG80M9QVKr/6S1k/roNgRsvJS6zbQ1M230ZFo+pUYQCe3hU1cs6KeDF4QgqlzPoQt2rZ1soiwhSCBLaA2at8DeVJEfMSRslh90Wm6FAzUWY0xHzN+8Z//6kcbAYSB0ZePRizY56klU5OdXMblYAllvwD8LJgxREwOZqGAwGiOdnCbYa6PvFNL0J67dvnvPIAowBaQUY9ynl6m2NA5BxM3nr1m13Kwxbsv3XLlu8xQTcdQE+Ioo2U5YMNtWC4vBiIhpj3TaONJKrhpYqFSasWvfTqdNM22UgBYQxV7TV6xfosfOz80rruMgJBn9IVPXj++pIQLqQDDiSn0WHN0zwVaTWYT2YI7MsOHaeFllQ7Me4iXAWnZ2jeKkfcfXdW+oFhj8USIA28JaBx9/tCjzvQOChHrfEQtG2jQOgu8VgPmQACQACUACzQngRJQtRi1ZtrJRFi9dNlD3qyfcCJYmq+84q0FtqrVYMyNSBo6T5/KzFi8ZbS4PckQUzEdOWeJoiAZ7hEBV7zmmwf4ILRF0MRlHlTZ3nDtugKW0MNgjeIq45Ui+EdSZkToUfkRGEKKEhu3IBSOsdRoWofGSqj3GzhtvqS3dOtiLaQ4cM3tKL00cVhBw8FI61g521nLCF+UwIuKa/SdN7dtNAfUAeImoOKB1gUpn9jM17Tli8rxBhmgy+qWoWgyciubONJchYvAiOn1nTRkxQKXpjXc1x8ULR/TREEGVwZdmOHqxsI3zJ9sYyAmqEDOZMm/2LMHf0wElRM5i1oJ/RqF/d4ceISIKNiOmTbDR4PuLl1TrORatEfgzSoeq2X/psvGWCnw9sJG2nDR70bKVc+eM0qAiRGnd/mMXDrNUJTUgoMjqDpgICvLFQRsUQEQkDG0nCF1aNkQFTfp/vjg87hvFGoJ9MxX8Nws0U4S7kAAkAAlAApAAJNApCKirq3/DjzaCPZl/NfeNMjALEoAEIAFIABKABDoVgd69en3DnzaCfRsvQzYYgL+QACQACUACkAAk0AkJjB49+htetR3sKSLCZzDfKAmzIAFIABKABCABSKAzEABRe/Dgwd/wpI1gD7SlJeiCtybA/r8XWAISgAQgAUgAEoAEfhEBEK9B1P52ZW0HexESQUFWHJT/dmGYCwlAApAAJAAJQAK/kQCI1CBeg6j9bR/aDvagDHhyr6IgBVYGwP5PEWgUEoAEIAFIABKABP4DARCjQaQG8fq7NtoN9qAkuFJQlpdUlBUXpYkQ8Dhw+QASoUACkAAkAAlAApDA7yIAYjGIyCAug+gMYjSI1B3x5FvBXlAeXDLIS4trKMvoqMvr/nL5Ro3PXZ6MHz3kGwowCxL4/wisWrbozIkj/19ZWAoS+AYBC2OdmOjIbyjALEjguwRALAYRGcRlEJ0FYboj2+8H+45YgTqQACQACUACkAAk0GkJ/BnBvtPihY5BApAAJAAJQAK/nwAM9r+/D6AHkAAkAAlAApDATyXwNwX7nwoSGocEIAFIABKABDorARjsO2vPQL8gAUgAEoAEIIEfRAAG+9Yg4TEkAAlAApAAJPCHEYDB/g/rUNgcSAASgAQgAUigNQEY7FsT6dgx1IIEIAFIABKABLoMARjsu0xXQUchAUgAEoAEIIH/jwAM9v8ft46VglqQACQACUACkEAnIPA/AAAA//+bWEz0AAAABklEQVQDABq6QIhSFeNEAAAAAElFTkSuQmCC" />
爱德思考试局ALevel数学一共包括4大模块,分为纯数,力学(物理相关),统计学,决策学。按单元考核:










