III) Les technologies modernes et à venir

III) -Technologies du guidage militaire moderne et à venir :

 

1-Technologies modernes :

 

Aujourd’hui de nouvelles  armes technologiques guidées sont utilisées par les différentes armées du monde, tout particulièrement les drones et robots de combats.

 

Tout d’abord le drone est de plus en plus souvent appelé  «systèmes de drones ».

En effet, le drone lui-même est le constituant d'un système qui est composé d’un ou plusieurs vecteurs aériens équipés de capteurs de détection, d’une ou plusieurs stations au sol de commande et de recueil de détections et de liaisons radioélectriques de données entre le vecteur aérien et la partie au sol.

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XDfLn5R3PWiNZvsyfZpb3OXuVuriIyNDeGGNdxLRNhRnGc+lQJdJj5vmznqOKta14iklHOoXF1tGwyyNsVl7DHpyayRdjZ99VGeCDW8ddzJ+RptDDdND9njaTcMFTwyt3PHAX60yTbLcMjXEcew7fnJZfwIB4qjDLHO+0TRrk7SQchc/Tk1Yj0try3n8lWm8k/MyqxCgdPpn0NGz1GTQfZLeZGmupLhcjcIIySB6AtwPrVi58SW43GDT7eNMnBkZmYjsDzj34rLis3llUNBcOOyqhyfpxV6x8K6let+70m/mjfIBWMrtfgg5wM8U5Rhuxxv0I5NekkQKohjXqwRBkfnzTEvcvuk8xo15OzHA9fpWiPC9/p58yTTWXdHsAublY2yejDbzwexqneaXNFCZGaFVU72jWTeFX3OOB7mp5ovYOWS3LyXFlcouRqdsAcwqybo5G6jJwOevHpWiPCdu8cTx6hCwaJp2hBKvxwQCedx4x7c1zf/AAk11daW8P22b7GsgcR7i8e4AgYPrzj8apG6W6fd8sg9d2an2bfUfNG2qOog1ExaLNbGPTY0mG5DIFN2T2VW67eCD7imRXssciwqzfZYVCkfaFcYYYPXjk5+lc5Akkvyqm7nPA5z6U1nj8tQ3mBt2WwF2kcY685+tHs0HNodgutaXaWK2rQRxzeahe8jlaWRk3HcrDohACgFfrVF/Edpa26x28KyNkMZZk3NF8xJADccjbz7Vz8j28rfu2k29MtjcPbA4qWC1tJk/eXTwsD90jJPvUqnFble0k3oXZNSga28toYyyzqyyA7cpyCv0PXpUjDT5bb5rplblsLEx+g3HjjpmjTPDMeozeWupBOT1Xrjp64zWhovhdtQeTfqCzNGpBSNlAj56vnsPpzSlKKW4Rpyf/Dr/MrwJpPkx+dLeL/eKpkrU9ld6TE7eX/aW7aSDtAyuDnAqK38OT3sHki/t5ltY3kIicOyqDz8vBOT71DZ6DcRXjtMiwsgKFXYMZA2V+UDk9e3tUe69WylGXRFqK40i7lfbLcRxqCWdvlVenBHYf41Uc6fJNtikmf1AjB+X+LkcmtDRtF02xjuLfVLC+uJ1R1RFnEDh0K5D+gC7h/vEVl36abBqP2e1uDGnRJJHAbHPVuh9KIy1srhy6X0NXT7fwvb3lrJdXF9fW7/APHwtsjRFc9wcdR1qTWZ9D0jXL6104SXWmtKyWl1cYEskfBVyMcHHHSsu80+2gaRrO48vcmNmRtcEc4boceh5rQPhfS7XVFjnuDGu5F8lnQdR2fdgZ/ShpX5m2UrvRJEdtp+nS31qsd00SSbTLI6FVhJOPm/2Rwcj1rf07wlY6xcW8UOteTJdROVae4aGNXjUkgbgOv8IHUnFYt+NL0+OOLa/wBqC4ldHXbIQTggjOABge5qJbnTbiJLcySssbZWAzb/AC2PUggAgg4NRK8luy407bmw81iumw+TiR2UcSxyGSTp15788V1GneKvDNjYf6LpNnb3jTMZ1eJpEVAiBAu/O3kSEgeorz6wvLXT9RjuLe4nkZcuxRN29wfvfhWhqMmhaha281lqmtfbZNzXomtFWJWJ+Xyx1x1zuPpWNSndKLbt5GqqPdWv5mJ4n0WazRVaz06QKjTxJaziZYYyQPnTgoxOOOf61tQaBqXhw28Nxa2flxqtx5DNlpwy71YYzjhu3frW94x03RrPSbG6t/FFxDDqUf2LUYrq5DeXsjhO75RuI+fAH+wea878nRVmt1jvL+8kuBmSOB5CyqOmGPU+3bNbxk5xv69GYytGW34/5HRahDp62wuY2SW48yJUU2J8loyNxPP3tj8c9fpWxD4e1jwxYafr2l2sutRapHJeGcQeStl5Um0K+1sfMAc9R0xzXEeKReWttHDM18ttH88FtJdmZxzj7oOF7U0eINah02O2+zy31vattgjkdmWEN8xwuQOW9e9R7NtJKX39v61H7WPM7q3oa+i+MdYiukm07SrHzNvlobdW+6STgjOPXnqa2NW1W812wGr6tDolje286QtcXbIY1hUHbGsKKW3ls5PQjrXCXHiHWr9JPM+0mNB8yxyBAo57LTJdfi1rRINPkX7JHHPJOS8nyuxHAbjsBge5NX9XTalZLzXYiNZ7anqD/Eqz8MaNBGzNrh1BftEbW9sLe28v549hUnjBDdBxxXN+IPiZceI7mYG38k3FrFYyoLohZIVzhWAHtXGHxRGlhbW32XbHZF9jmbHDHJHTpnJ/Gqi6xI9x5i28XznIJXcOB057VdPBxi+a2pMsQ2rXO00k6bZSxtKsNuU5YxKQV7Y3MTVHxDa215q8cdqLe5ZhnzMh/M9N3Ix3rBg1m+kgaPaixzYJXbw3v7VoadrciwLM0LKtq5UtEqMSW45BHI7e1a+zcXzXJ51a1iZfCFwsf+us4xjJDBs8+9QXmjQrat/plrIyY+WOJ9+Rnv0rZ0m+tddtrry5LG1mKDfLdFVkjUnBCEnBPqMHjpitKzniUSH+0tPujdf6xBcIgC4xt+hz0Bpe0knqw5YtHAyxqHbzIZmlXkkZJH17Vc0zQrrUYJ5re1uZIrfBllRSyRjryfpXVW6NobMqlFUnzGUTxluwwWBzgrx1wK2LPx7Np9nBaQm3htrVpTFapFH5T+YCD5pI3S8HADkgAdKcq07e6vxJjTjf3r/ccFP4SugsLWYkuvMjDs33PLYk/KcnHpz05qfU/BGsWF9JbzWr7oDgmCRZI2OMkhlyCPcV0Fhqq2LQIJGe3jn+0GB2ULKSeQSADjjoDitiy8dx6cjKmn2Zkdmkkfd+8kJ4OT6YGMYHfrVSnW6IFGn3PM1iuLZlVre4VWbauRncR6etSQJNIigRtuZsYIz3xz6V6BD4jsbSZfJ0u0g2Esojd1bPruzkH3GKbp3imzsxIUsYVZn3OI5m2kkck5J5zzz2p+0qW+H8RRhBaOX4HAp9qkumjWFn4yNiM2fXoKbJdSQhgYZNyHD5B+Q+9epWHxCh03QLrTbaxa1srvO82tyYG57E7SWXPY1NB8R7SG9ec6al1NJEsbLM6si7e4Xbjrz9az9rV/k/FFKnD+b8DzSw0zUdWZ1tdMv7llXcVjt3YgdckY46fSopNW/dsJFmRc7WyuDx/UV61/wsTSbh5Li60nULqZozHKx1Atuz/CenHYDOBUmoPo+i38Ly6TeW8k5jvI1iuEKMrKMYIX7yjgj161k8RNPWH5F+xj0keQwia5K+VDPMxAwqRMSfpgU5Iltb4eY0cirglVkK8EeuPwNe1ad42t9K0e5Gn6XqVnb/AGiO4eaO5donIP3ZFPyspPQEYGDWTZeONLt9bt7640mS+k85g8ZeJQwbAGwhflOeMY4FCxU9fcD2MP5jhoPF8bQQx7bOGOM7V8y6PY4+p/KtG31/S76wuNP8vQft11ICl5NfTwx2yjkqVVCG3cjJNb1zfRXms6rNPp48+RTJMsixyeQqsqjqmAQSFJGCapazqF1daFGbextPsN5NLbgJHEuHiCBwRtHy/Mp6561PPzactvmVyqKve5UvdRuPAd5bz2HiWyvrhljlgnsdQnLwbtwwC2FUr0Ib1qGw1jUNM1m503+0tHjuJpFR57y48yFHHG4uQcYz96ry+KNatNDWBbfw7b2skroGOnWzyPsAyhbYWIG4HJ9etYaaHHcKbia6tR5kjAqi7QCMc7cADOfTtVxi3rJfr+liHJfZNrxHrl9oOvXEFxqWm30rQxQi80i7Bt49oU4g28qTgBiR1ya0bj4xw6PocNvp8c/267t57e9lk1KNyWboxV4tuOvuT3FcRawaTcOIvLkmuFLbt0BVVXjB3Hgg8/lU97fafo0EP/EvXzGLlyYVZQoI2498dfelLDwlaMkCqSTbNOD4iy3d7/aF4y6ldQxrCJrm6SRjFtxtUeUeQOBz8uK6XWPE+g3fg5YNNn8RSXiKqJY/ZiYEj3gsPNUrgEclSh5HFcPc+IriW0ja3t5IAo+ZlCqHBORjjjiqg8aNKYdv2htgMZEV0VMwyTyB1wOPoKJUuZq2lhqpb/hjqdQ8TX0axta2ut3DJzI99NsSMN95RtYE88Bjzj0ql4x1vVNE/s+4aaG2bUIWuYhDei4mjTlAH4yo4wFJJ4zWTbeJLHUoreK8s9QKwr5IMbs+Fyf++m571YtovC43ebY6mI2G1v3gRgegGSCPSiMUmm1/X3hJ3WjKY1y98Q28FjdahdSWtpueNWJkWLPU4z3rPuZiWXzPtjpFhUJUAKnbjPB7VaWLTY2PzSI+7PKluM+uOamik0uJgqkea3LMsbDn0zittFsjPlb3ZV0y8a1mW5t7eaWW1Jn3s4+Tb3xjGBx19at6R4/1Tw5fyXVjLFZ3kgx5iwI0ig9cblOM8U2XVtN+bavm4454yffin2+r2IkkYShZMABgu58dMDI6UOzXvIFG3Uo3Ov3V2g3Oi7QVG2FY8ZOTggDv3p9p4nvLF2QSEiUDcH5PFXX0zS7xiqyKCxywEn3T9KlfR7EKrSNNNnjPmqfak5QtaxapTvdMjs/GkizK9xH57Kc7VAjXj/azn8asweOob+9T7bHDZwRjJEMZkMx64IJ+XPqKhOg2qkDfMfZiDikHh23hfczBvUBcdayfs2UqdRGnqHxCsmupJIYc7sECP5FUejDbz2/WpNE+LVrZ2klvLZP5MudyBwFk57jHIzWYPD9vLJ8qxSf777alhsrHR5E3WkLMx5P2gttz+HSj93blG1Uvc6/xV8ePD/jfxRFqGoaKbfTrNYIotPjYMmyNBvUEBQNzZPP96ue+K/jnS/iD4sutS8O6BJoOn3JjWO32qfuoFwNvyg5z35zVXSotKiu/MNvN8rbneO2Dheeu1ientW54Y8PaX4hNnK2r3kiXUrbLdYtu+QcZCkFVYdCSvQdax5adP3lfT1NHz1FZs4W+0LULJY5p7W4jRlJDFNpUg4O4djVOJPPA/hBBySD/ACrvIvCy+KtWaxj1SW8cMQv2lpskj0GMdT16VpTfAaS3tme48tWbI3pMSB24UDJPtxWn1unFe89TP6tN/CjytkB6DJPp2HpTgdv8PHUjqTXo2sfC/SNJt7V1uZpWvY2lj/dMhXBKlSuSc1Tu/hXFBHKq75ZYiA0aSNlc4P8AKmsXTlsw+q1FqzhJtTktTEiB2LsNoAIbPYCte3sNQSTy5Le62yFRIrPsZgTgcn6deldRN4Ps/DE2LXVGtxOQwkeXy5cDkc4JGenFU7u5Ntcxjyre8bZuV2kSTf1JyT6Hn3pOunsCovqRa/dXWvWlnpthorafa6fF5UihhJLMw6l3wM9egp/h1JPDrbW8wXMyssbyQO0MJx69+nB4wcUmrnUrfS4JPmjW+kdVjjYqw2Becjsc5wPWsi2eQvH5yXUarnJFxIWb0GCcDFTHWPL/AF+ZUr81zQsdXudG1ZE/t8XDSFZ51MZlR3HzbGLDnnr2zWg2szXmp3Czah5Quj5phlsUOA3II3ADH09Kx7C1uvNkht47lUnXDAKSx79QMj1963NH+HWva9CJYNOvrhY1yJJX+UBecfMenHSiUoL3m0HvdF+ZHp81vHFLDeWtvqUGSVREROSMFtq9/oakn1vT7fWJFj0ZjNtxlXDbRjHKkHHFXvEnwW8aeTJqt3pt5JFGN0q2UsQaFccM0aEYU9mxzWLPoM2hX0Pn297NJJCJz5cnlyAHsSM9PfisYypy1jL7n/wTaSltYel/p+mu7LYSRt8ilXuPlKgYAO0Dr3qG78RrqN9aqm2FIeAigfvAW5Vm6t6DmqElywnaObTdQb587ZLrIA5OMYwcdj6VHHKyJuFtebunyTxrtGQRg7evX68V0KHV/mZ8z2NjV7m+8P6jsRoIVU7kiRkby+46D68H1qSx8QmO4kkuLW3kkkRM4wmSAcnAwMn+lZGqSW8yqtml8rqW3tc30UgOTnsoOfUHNO0m9MMTZhWYtz8xHH41UbddyZSd9DjrgRrdszuu0k42DGR+PFGnyzWtwslvMqyDIBXhtp4qu9tf3TYW1nfcSB8n6VNF4b1AR7ntZFVQGIf5SV74zxmumUmlqzl5ZdjQS1fVpJpptUsbW6t4ftGy5maP7QB/yzjJGC/oM81sah8LtYvvh9F4gW4trvT57sWqFb8LOshHEflnBJzmuTkgZJ22TW0dtjzF33AfcPTcoIyR6UXVpZ6zqPlrcafbLK/mrHAZJVToBw33enJ96wfNdNP8LmkUtmjb074R68/ie40WW1ks9RgiE7wzSY4IyBnlQSMHkisa9sjYFmmm8qRc4U4YOd2OCP6+lX/C+g+IdT1S4t/D8mq3988JDx2LEySxDk5GdxUYye3Fc1PdTXNzI0zO8juS7SHLOc8tnr1/XNa06k3Kza6dCZJJaI2bPT4bkKsmqWcK848wMO2ey9+nFareFLW3sIrqLxJoZMrbTbq0jTREA5LLtwB06+tci5lYLtdvY46f1qRL2YBh50x8xtz8/eI7n/69XJSeif8AX3Eprqjonit4Lb57yTzAFcK1uU+q8nr6U3TzDcx+Wt40NwRuUEKFI75JI5+lYT3E0i4eReTnax3GnrcvEeGRjn5SUBx+fap5NA5l0R0FreQmzmWdLyS4V9tsQiEE543df0q5cXWreJdRVbqE3E0bszmUD5VHJ2hB1PPQYrl/7auIiPljH/bNami8RTRENHDBDIriRX2fMCOMZz0PcVEoa7alKSW53UHh21D2s0mv6Kkd0yl/IImaFCSME44dcDKnoCDTJbH+0Y0W31eby2k8iRHQRsm45O51yNgGCW4yDgVxmneI/sV0zyQQzLJI0jrgqBuznGDxjNU73UWe4aWG4ZV3Eru+9jtn3qPZyb3/AAKVVLZHsniH4e6dodm0lnq2h3UKwrI8kbvK0rFiBs9N2CAGAY46YrL8L20Ov+MJtNm8Jf2xfXRjWGC3uXsyhx2AOGZsjg85FcDpnimF7KW3n1HUpLa62NcwwyeXvZSSOM7T25YEjtRoXjfUvC+sWeo6ZqF1b3lnIs8TsVkEUinKnkEHt1rOOHkk036f0jT28brQ7a7l0PQPENzb31nqBgt7uWGa0aQW89myEqyZfdlgw2knP3a27HSoPE/iGO88K6PI0emWc06W1zdxOWKIS00nAVwvXZ1OMd6801n4kXmvajfXlzcTyXmoXElzcl44tjySOXc4AHViTj3pq+MpoIWC3lwcocqIxHyegJU/dI/w5oeGm1dy1t52HHERT2/Q6bVNRa5EmoTNcOzSZEEMPlwyoV4bA+7znisk6r5m7b8m7HEhKkZ9+tU7vxNeSTSMLxrphhyEZh7YIPQiul8N+O2ey0+LV9H0/WLHRYbpIozE3mO84G1mPfymAZfxFaWcI6a/gRzOb1f6jZrO40XTo7u80/UodPud9tFcNeLHFNOFJ25wRxw23riqj3lqJI/9Kmby8Bd0pKjIBPJPY+nXFbUGvXniLwHZWMzRNDPcrOkk4jjjsWXKuyr33jHzn0xWl4Z1220DTLx59DsdUuLi0Edqy2MMIgbBVZmkYsMBh8wxk56isJVJRTb3v3/zNlTvtt6GFH4ght7ZljmXeyFHCOVWXB3KSCccVWuvEEzSR+XukjhO6MecilTu3c8+vOaz9It9MTR/Ouryzin+ZEAiLrI45ydxxt6/dOfQVueHv+EOguh/a2q2a2M2VL6dbMJ+mQVEmVIJGOec1UpRg3a7+RPLKejaM2fxvqjX9xMoMbXKnzizKfMDEEg84PIH5CpYvEF9HYlHhm2bml+6MAtgMcD1wOnpUCXOk26StJcL5Zl3Jvtl8zYv3Q5PyjPGeO1TxeIBILqa6+2QzTR7PNEY8sRsMDEeBwexHc0+fqkSo9GyCfxCqRjaZfNHzMgTAyff3x29KW08UW0YVnEicfNvRjj8O56VW1lrWO1jiaS8h1TYquXkjdEUn7ijGc4CjPbB9agsF1S2ee63xtJalCw+ztIJF9TjgbRjOSOTitVLS6ujPl17m7B4r097Xb/pO8HGUQ7QOvStK4+IXhmC1hMMd5b3ccQRXnlyjMM5JXZzn0zXJ6RpH9rzSySXVnHIg3Bp4MREDLZDZ689+PetbS9Ls9F1GY6hHJdQkpLCxgDKP4s70bGAOwz1FRKS6t3/AK8jSNOT6L7v+CXn+LN1Fbxqv9l+XGBsQW21cD2P9a3rP9pXRdJ8HTaTL4P0y/1C8EqXd5chffyjDj7u3gn1rh7nRbfU77y7G1vmny0gVX8zAB4b7vI6+lU5tHt2eNJL2LTIwBIJJgXLFs/NgJwCO3as5UKE17y8+q/JlqpVWz/I3vD3xQ0mHUwdR8OxXVq0bho7e4aJ42KYRlbPZsNg+9Ul8c2skDp5LOrINwYJy3f8PpWZH4Kt7q2WSG9jjaMHzWlmYxqw3EgfKOvy4+vNQzeDI9O2NcXkgt8BpZIYjIUz2xnB/OuiMqabs2YyhN9F+BuXXinT5rZY9l8yg7lA2gHjA57DFNj8Y2saCNrVvLAAXnLY96wbXws8xtDDc2d/9qiWQxRb3kjJYrtZV5DZHQetWpPD1rPNHDJPZaXJCDvaUXBF5k/IVJU4x0JFU3B9SFGXQ0J9Y0edi0lvdRsec44ptv4iiW4mztkiYBVEiEOv0Iqjqfg+LTWleGe6vLWEKN8MTMjk4BYORjZn5cnvVjQ/Ai6hqbWt1dXmn+TA1w7GLznVQODtU55yBUupBR5uhUaU+axpT6jpcqrtuZI9v8Sxkn8eKdFeaeSz/wBobo0XeVZMAZ/D17Vg6lo9xa300eny/brJZPLjkmHk3TYXcSY8kjHtmqC3NxDcBPLYSeZ5bAlQVPv6CqSTV0TqnY7S0nt0Zdsski5G5RFuzzj0pNQ1S3snm8ySaHaAPLMJyD6qe9c1Jb3yh91tMqxsUdt3yjB5OQeg9ahEVw52tNLbqrYy0m4Zx255+vSs7R8i7ytpc35tZjkuFRbmBh6m3bj6nNPi1SOK6j3SWb7m6JFKM8cAkA4ptoX8OFGvvtl1NGRt8v5lUY45B9v0qWDx1falqM0l9qOqW0LOoWIynZIpIHzHuKhyT2RfLJbstWWtWsjlWh0tCEPMc8wZc8EjPXrWx8OPFMvgJtkbWc8LA4R5d3OTyOOM8E+uK5eTxta2geP7GtwsMjMIlhKibruAzyOO3Wo7b4pNbPCywyBY5M+V5Q+ZTz97pjtjv61MqanFx5Soyad+Y9I1f4pSazaNC0enmCU4deV3YwfvKQR6+lVV+IF9punCxSW2jtxL5y+YnmSSNgZJdzyOOw+tcvL8bY57rbDpskjrOjmNIljjlYBhuxyyjp8hJz+FQ3XxRvtZulj/ALNt4Y7JPMXZEu3IPOCx+Xdk5I6msI4fS3J+Jr7V78/4HdJ411LXtbjksWvZLiy0+WYtbwxN5aqSzSsjdVAb6Vl3vi+SeykW5VLuaaYTGc7YXYYAIO047d/WuVX42XurXOkpJ9om/s2H7PCyyrE8EZLMYwRgOuTnL9uMVY0n4ta1opvBp99HDb30RWaKKBGjuGJOSUO4DqRlccCmqHK/h/H9bC9o3tL8D0qL4naLbeD9Stzp0ltdTRpDZ3TmJnjUSbxuYjOSBs46g1Z8NfEfwjFJdQtpME8S2TxpEfLyxcoQ3mclWBaUBhyBtrxaS6hZk/tD5t0pSBJpHXcwGd2xF+6AOuakn1aKSzhNxDaWrSS+QIAwZygwN4yeCe+RWVTDQaa1+/8ArsXCrO99PuPV7HxL4bbQIcR6ul5GCUkUK6QMHQAKT/smTP8AurVzxx8S/D+tNcahHps1xdyFwIYVFn5JkjBDo33flkAGCOVBPevJr+/u5Y5rqFpI7OIrEYyyKwc5Awq4O0gHnB71nz+K9RuZ1jktbp0V8FrG3xJMgOTtyCFO3PNOOFpyd9fvHKtJf8Mex2Xi3wzYeHprS6e/ZryGJTJyPKnYZMhwPmVTkYHXcOwrI1bV9I0zw9L9h1LXf7QusKAq/LHGI8kY253biB1HQnkGvNdP8Tah4Y8RNLptxqlnYx/K017DGZIYZDtKncuN/wA2MgcdcCtiLxbF4U0azntdcgupEnljFuxaaSNdqgM4K7fmDcH1Bp/V7axvr/XZmft29GeifD+XT9Kk1C6vvE14Pt2npbiATiaScLl8MCPkAbbx9RWN4zvk1HSrW4tL6SaGFYxdzFAhtl4LblyWK5JGR14rC0+3s/FXgO4uNJWSTVLXUEspYB8qzrKHMflKTncChLc8cVz+ixDxDdYhaxaWa9FtDbvhZGO0lsdtoxySetT7KLm5t2adtV/XTVG3NJJRSTvrodTqeraXYQ+db6na3khVUhhFjKI5tvT72cjHBIxjArF1rVpLrU1aCZfLXD7IbbseoOBgdDim/EPVdV8Mz6fpeqaok0Ntb/6NFDcrMtqCfu8dMelJ4e1Gx1rdD9qu0ufsFxdTgxF1R4slVQKNzbkXnI6t7V0UnCMfabr7/wDIxqc8nyrR+tjQsNeTVNOk8syLPHLteN4gu9CMgg4GSCD07Yqa2kmTcFbb+GP0qHxVY2/grQdPup73S7i61D5hZwSM8sce0MshPTGSVI7EVa8DJo/iywkmfVrLQ/LIXydVuTFK5xksoA5Xng1oq1Ll51ttsYTo1L26+p5Wmu6z9pmWG81FGZy7FZOpJ5zn6USeILrTLExSxwyKzl3NzIxNwTyM4ORjtTpNKuLl5Z4ZrVY4ZQygNuDDB/nUdteXlpFMs0tqzbNyYhJIf+Gt5ST7DVOW7ubGj+KLG+svLvtEvmiYlhJbzqqgHr8pHT+dXrzxDZi0aGxiurVVAUuqRkkf3ea4fT/tSXSstwIbhxuZJBtGO/AqxqEzXMbN9vVXmXAOMIMf3QO9YSoJyu3+f5FxxEoxtZfcjW07xjq/he8kvNPmWzmZGCXZ+S4CurIQCDnkEjg1l2/iK7XSvLjto/IGfMV1WTgn73qD+NZ99bwR2ULyJ9oaTI82UndgdwucVJotgsu6SSGSRY/m4j3bRjuB2ro91LmsYc8noNlubd3/ANIhVnXptUx5/EdakTWNPjba9vtXH3d7bh+NbFxLDa6S1u73BtJHSQxnhCy/dI44xmsi+nt7i6X/AEqSFSMFgN4z9PwojU5t7hKFle4nnaSDuWzbc54xIxqSFdPmj2mxvJMH5dpIANE93ptrDCy32oO8gJVVT7vOOabH4iunXaYVkXG1vkY7hTu+l/mSuX7TIl0yBrhy8DRqo3EOzZA9BVnT/DdlqLt+7khUNgFrjlvwxQviaSzTy5LGFduOB8uBipovE2nrtklUxzEkFRIWyMfWicqnS4+WHctf8I3b2hZI4/m6FnblR60Q6Zp5ZVfUPKyedsG9j78HFNh8R2IG/bI3ODug3qvf3pH8aWpjYfYY5tvTbENp+oxWH73zL5afdfiGs3dvDp62sOlNeLHN5i3oh8q4fjlTgnK8Z56VmwxNIWWPSp49xyqgkY/HvWnPrelyj5dL83acbkUx9ee+Dx09Kr3uqxyReXDZ31ucceXOecfUmtIydrW/EicU3e5C+mzJjzFW3JPRnAzUllBHF5iySR7wRsfd0x7VQktri+QBobxm6BjLll/E9qYdPa3k/wBRP8uBjzwf0zWnMmrNkcvY6/Q9Yt7AzNPduZJgoGxU8sgDBLK2MtjuDUoaa8kWVrry/JJeNg4Cjuo29PxzXK2ySK67be1bYclZ5Dtb2Iz/ACqO6EkM0jNaWqxsf9XGpeMD0xntWEqd3v8AkUpSSOg8Q3mm63f3U15ctHOw3FIbdCrTY4TOePQk5zW1Y6z4e07ULq1064kvLOS3ijja7sAu98Aybdp+XLErlhyBXn8KWskPmKxjk3fMvkbVC+vXk1NbW4kVWWRU4zgxEZ5qpU4tcrb/AKsVGo07pIj/AGyNW+I8HgDTta+HjaD4f0/Rbgx+JbK5hjm1G8hcfJNbyf8ALGOJhgooLHcDu4xXjP7Ln7c+veOr/VtNupGs/E3h+ffquj6gy3qXFsz4F1ExAJRwRkgfKxGeor2uezugrKUs5Iz1HHPPcH15H418Zftw/AvWvgh4isfiN4OLQaxou6eIwHd9rtgMzWsgGN6heqnO5enK1ksPG3LffZmyxDb2P1A+Gvh3wn8f/C0g09/+EZ8STx7oLnzTNZtKOcTRNnCnGMrgjOcHpXC+P9T8QeDvFU2i61Yxw61FF5UyywbspuwjxM3BjYdCOMZHB4r5d/Y+/a4t/iJ4QsfFfh+4a1jYiLUdPEhLabcYy0TeoP3kboykHggivvPwt4z8L/tXeAbXSPEUnk6hbL/xLNXjQNc6cSBlfVomI+ZCfcc1wwqSpT5amq/I6KlPmV4bnhkvikRO8ogt47pyd6rCAijnHB/izkemBVzwh4+/4RS9jkW3e527ldPtLRRvnJOAv+1tPIIyOhqr8VvhlrHwX8XNo2uIwkZd9pcou6HUI8nEkT/xL6qcMp6jvXPfaQF2tgEHBOP1/KvU9ycbrVHn80oy13Oy8TfGTV/GQtY9Qe3uY7FSkMTQJ5YBxnIVRkj15rIt/GWoWCXEccnkpcNllRMgHAHy+nA7Vij5irfvHzyBnAwKVVUvnLL5jdqI04RXKkTKpJu7Zr/8JTfND8szxjBX5WIyM59ajTWLqHHlzNGVAAx2AOeOPWsqORwzHcwOaUtIrNuBkGMjLfnVaJhzM0r7W5tQk/fTTS7c4DPx7/nUdtqM9lcf6PN5LN0bcVwRzWbBdMzMpVV29CT1qw2VYdfoTTlpo0LfU3LbxvqWmS+ZDcLFcGTzTcImJXbHduuR69q1j8XtYls0WTUJpJF2mNgSXiABGBx3ya4/Y0ibsc/yppVRjczBQeo6isnTi90Wqkl1O2/4XHqjkRyalfzW7KEMbAkx+pHY4ODjjmup1b9qvxnPZw2cK2GhwRxkGbT9DhSeRNuCWZsk565BHJryIIsbFdzHnPPUiodscZDbpBx/z0P+Oal4enJ+8jT207aGzP4iabzHmt7NpJWLsWTazE+4bPcnvzUi63ZxQzHNxJONnkgoMMf4gzZyB6YzzWA7OWwIQccqSd3A6n8KkiuZVjhcri3uMhJMZDEHnn2rflurmKk76HSaZ4rkk1B47TT7iX7QrIsRndnJxy2SfTP4VYk8bS3cMPlaMqrbq6Q7VL7QeeSRzzzXNXGnNc3v2SOW3uXADK9uSy7cZOOOo6H0Oa62/wDBOreGvBmn3k1jqmm6ZeEx21xcSeUl0cZIiz97Ix6YrKpGmrN7+p0RlUa0M+DVr54DEtrOLjyyS7RruXB42j1IzjPrXW+HI9R8QI1urLJcXnzPHJAo3qARt2j+LA7ZGea4rTrWd7y6a3uJo5mh8yQ3Ezlo0PCsMf8A16mnv9QaaNDeETBFdJreYxBGHHOfvHvUTpqWiKhUlFXep1Gof2rb6nKlnDeXdrGQyCC3CIj4wQw7HOQSMnjpVPV7u5mvdskKSXrYVraO3ztXunOO38q5Ey6ho6ZF9tMrkSGUNuBJPzFunOeoFa1n4jvdQm+w3kmi2bswYT3NsQHBXggj6Zz1Oaao22sDrXWty9eW51OAfY9O1OXbkMYbRkSNhksGUAhuB1B4oitp7mxs7eHTbq3tUJLTCMzKytySFKnGOT17VJbnU9Ls7ibTPFSwmZSipZXNyqzdBsHyhAT0zwOtVRrGpeFtLjgt9W1i3kEgmZGuCrn+EjKjJXk8ZxStJrQjnS3LEetTabO9rJeWt5bRLgFrGORnXsByMHkZyeKjsvtBj2TyW9vJ5ZwjoY9iA8nIGDknr7Ul34ukuYvssfl2LbSGYxRkN2Izgk5/XNYQ8/7QvmX15b28eS0kcIUxjvu7hR27VUYv5/15F8/X+vzOiaO+vXkt7N4ZjG2xvs8h3Mx5C7vpn2q9pqapY2/y6ekgVgRA8W8sT2YEZKkVi33hYadp63VxrFxHb3KgpKk42MW9AvU45zVwyXGl2MMlj4i1TrtZGkyzEDAYFhgDHHc1lKSltr8jSOju/wAy1daNOdTm/tpr6xWGENA8dmfKkAwdoOCeeR9aoTaxqenzCM6jfWqjLRooYMgPtwN3riqMPxB1vSTHG2ryquSm3etw+09fl/Afia2D8Wdah1l45JNN1W6uYRbQXMmEECkcctja2PU9aXLNaOwKpDz/AK9DF1DWIZbuNprm4mjVd0qMvzFuvVvWqx8QWdtCohW4j6uzpcBmJ65KkADP1qPxF4ovvFWo276o5kn0+Jbc7SoLxoTtzxhvr3FVBKdXIt2hZkfLhU2K2PQY5yK35bLU55S10NPTtQt3kebdLJJCyyJ5+drvggfd6Yz1qZZ1WBfJjt7e6UlhcBiGXHcAcBvfNZWkeF3vmuWikaMW+DJ5hIkAP3SR+B5rRtvDMvnrZyahDFeSgKiyyBRk88+maJKF9wjz7IjMl6ySxC4jWFnDPtQfMw+YZPU5qS1uL7SpFaK+mjdHUq0ZZGXcDnBBz0yPoa0JvhRrkFvLF9mW6v7ch3iin8xpEx99ccYAzyT0rA1DTpTrUtvA1xG0fzKs0mDgc7QeBu7YNKM4y0WoShNasTVZbVSvliSG45JO0mNu2evfFXLbxXJMzNLb283QKTkkADGOtV57FZ7sW62lws7BSS9zuKkffKjABByPXGOtXtI8KWM/msdVhVchVSO0lkxjuTjH5ehq+eNtV/XyGoz+z/X3hE0NmsirNCu5ucA/rzWVqQu7qZ2GpNHD0REUcY469eag8TX9rosvl/brS9uJAHxaP52AezHgKw7isUeJmecqsfl47n5t3t7URpt+8kOpWTXJ+RqWNpeLf5kmjbKsAzttboR1pbTQrq/sIV8zcY5GPCE8Eccnis1fFEkUW4LCM5+bZub8s06HxnezjasysqcY8sBT9atqrurGceRbmhfaRdiCKGH98I8jqBnP0q5F4a1DT9OurrzZLVbeBppEQ/vJFVCWUD3AIwSKyk8X6kz7Y7qBccbRtAP6VKdZ1i8/ctcN++BjIRB8wYFTk496yl7W1k0UnTvszw61/wCCiHwwnsYZp7nx8u50BWLQlmkXPBOBP0HsOatQf8FAfhjcpL9lsvFt1a+XCLW4ayW3Zj5g815I95OQm4qN331A4BNfDMultoWoXdmxKvZTSW54xgo7D+lXvDB8qWe36eW4dRnja+T+h3D8K8l4qtOHLJ2b3tbTv0+R3RoUozulfXr1+Xmfp9putWniTwfo3iPw3fS61oWspJFtlRYLuzZGx5dxErNsZlwykHBG7ng0mpy3S3/2eO3kWFQE3q/3x3zz7185f8E0df0k/Ga98M6xqT6da+MLP7DbsXCwxXqkm3ncnnarHYQP4ZCe1fTet6DeeFrxrXUobqwuo5ZISj27KpeN2jcKSMHa6kE+orbL8dVqOcMTFRlGTUdfijZNSt0e6a8r7NGeOwtKnyyoNyTim7q3LLqvNdU+t+6ZUtbKQzDMUY92cnmphfQvLCixZZgxY+WBjFMWa3mVWMjTdiobG36+n408alHbD5YlVnXbkndXpe0vscJXi1SVZDGWjjzyybs7vcjpmpIvMvLxhmR1RS+VbjGOlQ3MiFW8xlHTHyikZI3j3RqrxnoBLtyaL9STSeS3ESs+cn+Bx8w+tXTrEekW52w2reWVDkjLNuGRz+HauTOrMzMoZo4+4Lg4+nWnXGrLchlaSSTaADvHX0qfZLqVGdnodBJq0V3PuklDN3CttwOvao4tdt57ry4xCseQnzEZPvkmuZ2wltrJkqOp+WrEVqtwFXyXbdwMRk5/Gn7KC3H7STOjkeMbsNCecfKetSRJhT+6jO48l321hWvhy6uiBbWdxuXk70ZRg/StqPwveXSMGi+yq2AokRgxxjcPm/GolyLTmRUU30I7rVFswvmPEqsOBntTRq0Oz5ZFbtxzWlaeA7i3VmurW4uIeiMijCqc9TWTb+EPsKySXls0ik5CwZZx1xnFTGVKW7HKE+w06zbsdrNhunUdqyfG2kaf448M3OlzqSZcFXKj9y+DtcH1HQjoQTWrLpumkCRrlrdV6pJE5b3wcY6etXLLwZp+qb1s2a8aNcthfmQepxjFa81NLW9vQj2cnoj8zfGeja1+wj+0S+uaVZO+i6nK0Wo6UjH7Pfx/eeNOyuu4ywsMYPHTIr67+H37WEfhHTvC+veG49R1rQvFVyka6hDZ3FxbaVERl5rpLdXmUJ90oilt2Rx1rrv2tP2Trf41fCq8t4LVv7Utod45AkuAh3DZ6SLjK+oBXuK+A/gz8V9S/Yv+Jd1o+tPNJ4P1aTz9QihDFoD90ahCOoxwsqDqBnquTFanHEU26b95fiu/qdWHrOjUXtVeL8/wP2o8CfH+z+Pfw21DQNa0u68TWsBMml/ZNMuLO4kkwQskMtwFWBuh/eHawOGFedfGX4G658E7+1/tFfO0nUlzYXwRWjnOMmFtpKrMvRkBIOCVJFeIfDD4oXHha+gurO8juLSZVlhnhk8yOZGAKuhHBUgjBHHP1r7T+Cvx+0n4neDZ/DviK3t9U0nUUEdxayngnsynOVcdmHIrzqc50ZXWz6f8PfU6cQo1YpWs+/X57L8L+Z81HaRt4bjqo24+lRtyPvSbtvAA+7XpH7SH7Od18E4P7c0kXGueCbhwIrwfNNphY4EV1jgcnasnCtxnBryWHWgX2qqqVPrk161H3488TyZ6PlkaiyNH+88xWOMYZTg/WrV1NYzQqv2doQVw+x+Gb15NZYuPtSFm2+WwyCP6UwSNxuVcdeKrqBcmNulwWj8zYVCgOdpH5URy+WW2+WD7knP51FaKslyqSJKy5GQjYI963rbw7azFlZrqEKjktHsdpW6IAP7p4yT70Snb4gUOxgrczRfeEzZOcrhuKkjv2kn+Vbhmx0VNxH4Ct2DQ9J8uSIy3XmRhXZnwpLd1GOO/6VJpOlSWU+LO+a1MkZ3SCTd8vOQwXnFZOvC9rGiosw1uVZ2VlIkjPIk+U/lT7q0aCOO4mhCw5z94ZZT3xnNbRtrbTomkuLy1mYv5r7oXEjMMnu3f1rLufFty81xsgs4Y5mLELCGyD6k8+/WqjJvVEuCW5e0K/scxx+TcMJARIxh8yJSRxgZ457V11pb2o8RzTTw3mj6PJLvge0dMQnYAPlPDMxU8HruPWvPLTVWtA22O3f5g+GiztOMcc+/6VGNWupYp7eKe6lWdlZoFkP7xl+6cc8rk4qalNt6ehpCpyqx39/aax9nutLnkjnW3uGlnjMMSXUSlAQRIFyFCkZAO3r3qxomsQ63ocdreTTXWm9RBLK0km5QxBjLELHngFVIDYFef2cesW67reHUoSQy7huBKsMMPxHH0pw0DVTEEW3uNu35ULAKfbFT7KPVoOeXRHpLeL1vri40/SdLjhguYAZY71YoUnMY3YznA5JIAOSTis6x1C8sZreS1tdPt1WH5BdWPyy7zlnCuTn+6D0wDXDweFtWZNr25jDA8mUY2+lJf2uqxzr59x5kiKERDcbjGoHAHsB0o9nG9rr8y/ayW6PS734halY6nNHNP4dtZoMJIf7HhkWUbeit0bjt9a5jxdfR3mkeWzR+dIPOjlltxDgnkqoyQc56DpXM3Gu6hb6C2mrNHJai5E4HDBJhwPmx6ZGKxmvntt3mRuWYlsqTzn2/wqqOHV7oipiL6HVWHjhvs3l3i6pNCyBFWOYRGHHoecVV/tKa61J9t5CLdEYotyzqWUc7Mrnk461hxassqt/Eyc59QegFLHqXmHAjkHJGMGtnDW6Mea5uprML2zyTRMrbgVjjIbn0yegAAPuadDr6x3EkyIrI8uIorhpHm28nczAhTgjge/cVh/amiX5t23sDwM+5qJ7+aAbsLIepI6AZxU+zKud7dfGDUnltmXdLCsKJPEV2+Ywb5ju55YcHbgegrAvvEAuLbUEjsbeGO+JIVk3G1Utu2oT0OQPm64yO9c/bay07qu2TCgsdo+6B61ZhuzJuYLI+OeBuqXR5XoinNtakkTm2DmNY18wBG3KHLAnPB7fWnGe4urdlkZm8xl8wmTcHIGASD6U22iuLmXy1t7iRznAVTzgf0p1uk0rDarcf32wfxzV37k20OxufCQ1OysdWtbrTC10fKlt7G3mH2VlCqGO4bWLkjIUnBY8AdNnw01r4Dtbu31D+yJryeJJoWMR+12oDHOwEbd/64ArG8M315pfgG+8gRw+YS7vLu3rjA4HTsetY9tqklwDNMscwbJDSHOCR125Gfp0rh5ZSvFvS/Q6udRaktzpJpf7X1e1WxjaTlmuTaxFpJIjgndnA4yeAcZqp/aem2d9eQ/YdUmtyGgd54E3SLngEkHHT7y81T1HxhcauLeO6uHjWLIhitwII16Zwi8dqz11xrG+jkF1eXMkLCRI2m3bCpyPlIII9j601B7MftEtUbF94mW0MbW6XivGQhxcEYjHSNed208k89+MVQv/GVlHq1w0GnRxw3SlPLkDssbHGG6547VftJdS1e6kmbT7hg2cs8aJGCec9AB/SoVsmvXkkvLi0RYs78S+Yynt04Aoio32/EcpSfUn0/XLq8t/Mt1t/I01N0jxwnCFyFYqpOctjGOmBS6U+oGSZoVhkjYjbKsIXzB/8AWqfSYrE2DssOo3UbYEoXbax8cgeZyxHfoK0fDeosyzJa6RpcaRkKxeykudx56OxOce2BWcqii9F9/wDT/IuN3bX7rnkF7psUTMNuArEgbtuDUa2QYps+ZlGXGfwBzUl00TXMn7qOQEswLN/OnxxtuaQtsXAYbPSvWlUZ5kYjm8PxrGu6aQemFyBVN9Lht5flabrk+Y+0H/PpVwXsUku1BJIcZOZDhvwplxJDEv8AqPvdQw4zWaqS6sfKuhVaR7GfcskbFuiBeRVvS/EF5FOrPIFWN1+8cHqOlUbu+lddsaw2+OCyn736VR+zoH3tc7mzgHkjPpWmjWu5Oqeh8HfGnRv7C+N3i6z4/davcMAOmGcsP/Qs1jWIEGpWr9pSbdx655U/gQR/wKu8/a5sfsn7TfiVxyLwWt2DjGd0Cgn81NcUNPkvbB1iG6bHmRj/AGl+ZR+Yr5utHlqNLuezTd4Ilg+I2veEryX7DJcxSKSN8Dxwvj2c/MPwr6K/Zk/bo+K9xZNpuj2vibXri1kCPcXHiRUjt2bDnd5kbct94469a8t+HWk6ffQHUGtbe4a6ZJYmmXeyqVHY8Cu08GXzeC/jJpt4oWK08TRHT5tqgILuJWeAkdBvjDoD3KqK2vGrSu4tb6O3RtX+drryZi7wqct77fik/wANn5o/QO4ufGXxa/Zz03WNam8J32taDcSTXtlp48zUI7YqFM7TlI/MiRiNwCYXOd2K8+1Hw/fyWkFwLe08mUZRjeBNzenr61qfs4eMbdvEWjzXkkyx2twBOFGReWrjZcWrg8GOWMlSp74NN+P3wjk+B/xMuNJila60WdBfaNdyk/6XZP8A6s8n7yHKN3yvvWeVYis61TD1YpJNOLu25JrVNXVnF38mmrapmmOo0lThVg22/iW1nfT1TVvnddjmxb3Nuxa4MSgEgLHPu/E0jornBaFenP8A9es5rpAAzyR7ccnO7kdqvW1/JOP3EMOGG7KW2/IH4Gve13PK0FWBYlHktEe53cAe/HWntNEq5VvLI+YFMndWcL1Li4OJG+Q/OqLt59xxSvIuTtZipzht36Y7Ua3CxoDXZbUNJuLL90Bot1XJPHtxHFHH5skDxnfviUK2Pr/SsdPLnh+YyeYeWIcKMf59KiTc03yNIqkYzkHOPf8AOp5YdRptbGzF43up7fb5skm/I+Y4yc9SKkfxbqrysy3LqrHOWOSPwrLS7cFiysy47kcfSo9hu5F2xzNI3ACZyfYYpKMb7aFc0u5uW3jnVhukjuoUkj4CrEQz54PPTj3pP+Et1S6jaNr6Taw/gAX35pdL+G2r+JJ2XTbV7i5s7T7XcLFL/qoxyzE/dwB2znNZurW/9mz+Q1wt1IqZYxqV8s46cjr39OahezbsrFS9olrexcBvrnT7i6kvJEVWxjzMFzx90d6h0/U7hJpGjuJVYEhiGIJ9jXr3wl+EDeKf2RfHHidY4ZpNLnS3jmnwPJ+dCcHtw2TXkAeCymYyN9o/hJj+UE5z17j6VNOoptx7OwThypPuWZNQuJB5jSOW6Al85r5X/bv/AGYoPFenr4iswbUrNvE8a/8AIPmbGW94ZejA8A819NQrGHZkXaHcsAWLbfpmjU9Ni1a2u7eeKO6tbqJoJoHA2yxtwy+x9D64rSPuu6Jufnl+yT+0a3wR1lfAviyWG18OTXBhsbyV9q6Dcs3MTk5xayE8HP7tjnoa+5/h143uvCGrq26aHy32MHXbgg9R6g9c9xXxr+2H+zF/whWpXElnaC+juAZYJWwxvLfBDxP281BjjuCTzVr9jD9rlLA2PgHxZfF4nxbeHdXunLHPG3T7hjyCAf3btxhdh5xUYzDqSdWl81+p0Yas1aEvk+/9fj8j9gv2e/2ooZ4DY3caXVtcxm3nt5sNHcxkEMrqRhlIJ4NYXxw/Y53Ws/iz4dxSXWi7DJd6EwL3ult3MXeaHByFHzLjuOny14Q8a3Xh2/RlmZFjbkDIP0I9q+p/2e/2opLF4F+2SLJGQQd546d68ynKpSlz02dVSnGatJHg2naFO6R/vI9uMgqx+YZ54I+tadj4dmnt9rx8SDgl1DKR2AzzX1b8UvgDoP7Q8U2veGY7HTPFTDdNakCK21M9yvQRSn1+6x64PNfOur+FJNC1W4s9UtNS0+8tXMUkEloVaFh2x1/HoexNdscb7T1OP6vy7GXceALhCrXDfZYmXK/u87v1q/a6Orl0XUNzsBhdyozD0AJFWItLtRHFteZlIz+8G0L16j8Knj0i2v5FwqeZxsY4x+Poay9s3u/wNlSs7ohuIptAtDJcQrtydiEL83HYjis+410+ItP8izIt5J22lVABcHjBP5/lWlNotvBL/rroxs2fluQqr7gAVVXQ9IErYmbbj5l8xiWJ656ZojKO73JlGRzuoeG5NFhaa/hmVI38o+eGiywwSpbHp+hFTQXGizSssMNxNM21tkd0X3H0xir3iG8srO2kaNby+mkxwVaQYHH8WR0GM4zWTYa7NbXqNDp+7YCFjlswduRj0HPvXZTk5Q5v1sYyhyyt/wAEvXnxO8L/ALP+sNdeNfBMfiXw7dLGsbya82j3dpIc5GGQxyBscAspGO9e4/BX4k/sm/tF6XJbaL4g1TwLr1vC8z2lzciV4lXqwPzoyj2IzXxt/wAFAdZvr39nF4r21tYbabWbLyo0T5YyFlJCdcA459TTv2DPC+n+Fv2ebrXrbQ7W61W71OG288QqzLHtlZgwP31Yhcjr0ryMRGrKokpNX83/AMMdtOcIx1X4HvWo+IdNt7u5gtb8X1vDM0SXKKQZSD8pK44JGDjnrUSm4k2lnvl85d6sUEaAEkDcxGF5GBnGe1c34j8V65qFzDNdC3tY9nkQLFaonlqOfmwuWIOSCTnHGarw+LPEen6dcWNvq119gvOLmFLkrb3A5wsidDjOQT05xiu/6vorWv8A15HNKrG9ne39dzsxZax9lkkTTL57ZULmWdwqsR2QjIORzjPGD6VlR63pZhW5mk0261C3eMJbSRmaG5TJ3ZbHOBj5e9cxB4mmW0ht7hBcQ2owtvITsx0HIP41e0jxI+lai0kNrb6bbyuCfIum3Q4OVMZ7EHnPbJqvYtLVfdp+d/wD20Xsb8K6br7Wvk6tpx1LUFFvNFPaBo0A+RdzjACgBTjGevNZt5etaaNPatNpcOoafMTzbiQvgbSI37qeDg0mq+KdN1PUpWutPtY/LGY5LcHMo4yXOQT93qfU1nwa4thetcJp5i+8sUiheDjA46Y/WinGXRfl/X9bilUTeh0z+ArqW2sGmt9GhjmtBO7MVh3BjuVnYEnoDyBx096xdN0aHUf7TEVxGq6faSXJMzbXlCkKREucNgnIyckZrJu9e1G/VGkt7gzoADM0p3Ed+9NfXrx4pAttb7pHXfIYAzLg54PbP5VpGFRR1YuaN72NhLKR9LjtGguJLm4VJI5I0Z2ZCSeEA5z+YxWppXhiOPTprpZFjhhU+bJ9oVfL5xtIHO9u3YYPvXOT+ItVjvPtoupLWaOPCvCfLkOcg7Av3Sc9RWTu3XG2MTSPIcAqv3z9R1+uc0cspbMalHe1zvNU8M3WmWdtfWa+Za3aeUZVcArkYeN+R6Z4HIxWbqem6LLevJbSatIq4xbyMFlChR86bcg/NkkHovvWdYtdaeLeQ3bWqxuZF8uQO5bpuwTgEDjmt7V7jSdPkhvluLOaGENiwk/eybsgZyNud3J54Has/eTs2/kbcqaulYzL6zhvt1xbyLZw3MKyCO3cyMjqACOedx68+tXdR0mbyLSx+aWS9QTqsiAzsSNuNxUNxgnHTvVH+3bOR7q4fyrGTO+LZc7dmeNoUc5988VXtr+4TXEuLa6hvLxGLgOxk3OPlAB5z171XLJD5Y39TtNR1Wa18PTaWbeOW6ZBEJd5OWzkkHGDnn8K5O2sLeHUobe6uUt1dv3pUh/JP+6Oea6TwboGralrNnY2uh3lvIjq8gmuy29u6kH7i8fhVrxd8MtcUTR3Vvo9ushwzM0CzRsT0BY5x7jmsY1IxfK2tf68ypUeaNzNtdA0GTUoVs5bq9lVj9rEilVj4+UDvnI/WtzT30mz2/Z5LO2wPvCPBY9Mbzz14rzm11GbS7bymkWa4AKbgecjpnH8+a27XW5dPsdttJJqLsFEqXEYWOdCMkn3B4z1rTWO+vzM/Zxk7XsJ4i8TXGpX7Q3TMscZdSQ3mKARg59etN8JfZ7WxwSgkkO1TtB2+nIPP0ql9m8p9q6c/l7j8yXrll9QPT2qgmh3UNwxWOfymbdkTKGYZ6nGOf50SalHlv8AkZ8rhK+57D4X0WzuoreS7eG4+xx+YbcP8shJONy9yAOSfWurttNXUJJLjY0nm4wFdiEAzgDH9a8V8GW9ve61DHq2pX2i2O3/AI+IrT7WyH/d3g49weK6Cw1qBr+82azfXEO4COVopIS4x6BzXP7FRbvr8jp9pOUUlovU8pn0PbmVvLk3PkCSUbUH+0Bzz6UXs18scbQWgWPcFWVlKxknsCeKz7uVredpBJnY28Z55zmtHSvGG2NIbyS4vI4nMsayycIXHzY/p6V6U+Z6rU8+PLezM29urnT3jt7prd5CcqYsNt57kVHd3LGCTcWkXPTvg9x9K3fEWvWPiOW2/cizKoAzwMxEhH8RDE+w49KwYNNZbpojdLP5mT2zj86qnJON2rMmUbOyG2pDwK235cfePXH+NIkSRoY1YKV+YbRzj3/xqGXdpzfZhJEz9huz/nFVkuWtXY+YsjSccHGP/rc1so9TO58t/t02kdr8ctPvI23f2hosLE9iySyr/LbXBeHYmZQw+8vSvRf+Cg8DaXf+D9SIVVkiubMsPunBVx/M14tpHxY0vQ8LeXlvCQP4nGT+HU/hXz+NSjXkj1cLNOmj0nwUDp0l/aLnbBMWjHoj5kX8skfhXUavAfEPhe7s4pPJu2Vbizl/iiuomEkLfhIqj6EiuJ8I+J5PEfiG1vdN0nxFd6XdWskN1fx6Rc/YrXZh43km2bFU5dck9xXcadGjhd3G05HGK3o2cbdjGpdM9s+Dnx10hrLRLya+W1k1q2juUhaNm2biEIOAcBXDKc/dxk19ieHNY0f9tL4IyeD7Nri68aeF7GXxH4dEtlLD9og3mK5tA7qAWZgMIDuDKp4BFfnZ8HbfT7Xxrqnh+8tYbiONl17SC5I2RTv+/iHPOy5Rmx6TrnivsP8AZY8T2fw28S6bPpMUdhcadCVtGUsTFGJAxRSSerEMR1bHtXBWjKE1OG6OynacbS6nFwXsaSbliRE+6FAKbMeoHIb1HrmvFf2lvF2uQ+O7i40/VNTsZNJ0JQr2t1JDtMskr/wkdkX3r7i/bE+FXhrS/Eel+Pba61XT9F+IU00l0lnZRzW+m6mqeZLGWZ12ed8zoOckP9K+d7n4X+An+I99qeva14i1vQdbtkE2lwWcFncArB5SFbjzmxtfL42HJ44HNd9bHUp0ly76aHJDDzjUszf+I3iG78W62NRu/Llu7mwsZvO2fO5e2jbLY4JJJOeuTzWI7lAm3y/MzuZW+6w9q1r/AMUeCrxrQyatr6fZbO3tCFSzDS+TEsQc/vcDcFGcd6qyeOvh9BJGv27xCxjJYfvbAc/99muinjaShGL6LszGWHm2F1cR30/mJZLZ72yI4idqnv1JNNWURlFYTDdjp25qSf4o/D+WRma58SytxjbeacmPocmmzfFb4ey3BmZfFkzfdB/tWwGccf3f84p/XaW36MPq1Tcdp1tJqU0cMKySTTMVVSRgn6+g9TWte2t94Iv2tZ4Ft7iNQW2TBsE8ht69PwNY3/C0vh7GCv8AZ3jCRW6hdcsR/JK4y3/aX8IxftG3HhV/C/iC40MeFxrMR/tqFbxLkXKREM4TYYyjcKFBBA5xWVTHUotX2emzN6OAq1Obl3im9+i3PXtP+K2q+F7OOHTb7T7UQqYkMFoyv+85kDFvvA4/iyPSsI3S6nqFxJe3kvmSISJBHu3uOgPoPftVKL41fD2Abv8AhB/GUgHQ/wDCQR4x+EVWLD46/DwXUaf8K+8UeXI4VifECbsE4JH7rt1prFUI/Cnd+SMpUajXvPbzPr39lSxj8Q/8Ex/jRZx7pJIL66lAC5YFba3kGB+FfL3gz4Z+JviToEmqeHNB1bxJpccslu9zpEH2yOKaNyssTeXkq6MCrKRkEc1mfsc/8FcND8HfsZ+OtD8Q+C7uH+1Nfvba+1CLVEt7cRxSxQKXLHMbmNVDMOM898V+cafGfxJ8Mfjh8SL7RdY8T+D31Dxnqmp29pp+qy/6NFcXBli+ZCAxKMp3d+tcOFxM5ScqS0m7q/p5HXjcL7Gbo1Xdw002380tNUfpLL4W1DSGmjuNJ1e1mhXLxXFrJEY8kAZ3AdzTrPTrqe6W3jsL+4lyDtjiZiuPp/jXn/7G/wC27+134p0eBfDPxA8KeNrGMBf7L8WajYXMuz+433ZVJ92r0749/ti/tPeAfC7ap4i+AFjarCA0mq+HkmvrGMDO52Nu0gVe+TgVv9dqOpKDik1577fh09UYfV4cqld6+W39fl9xU8f/AAF8RfFnwNc6TfeGPEi2kziW3eOxZTayrnZIpxnvyO44Nfnl8av+CdPxe0TxDeLD8JvHWrWUtyyTtpujzTQwt1Dx7ByjdQw5UkdxX2z8If8AgsT8QvFtpNFp/hfw7qN/GyolvJfvDHLlvmDMQSpxk4xnivpO/wD229VTxBZpFoWmq0pXnzXwQRyOtXTzKtQlZwVhfVadRW5mfnz+y/rnxKtoLXwX8RPAvj7TNZtVFvpWr6hoF1CurxqCRFO5TCzoowHOPMAGTuzn6A0HQNa8IyR3V5BLpsQf5TMNuT6AHk1+h3wr+OU2vaZH5+j2LKwBKieXDevevnv9tD9nfWvG/wAa7jxNpen+GNG8H3mjxG5uLm8nV7O+jkl85ihBQQvG0DBlIIbdkHORwzxXPN2Vk+h2Qp8sVd3KHwT+OOn+F4be1jutvljCpHkKD1PTjqTXvfiGDwz+0/4egttWia11uBAtlrUJXzoB/ckGf3kf+ywyMZBBr5e0b9ibxtaGOaPV/DbpIodCon5XrkfL716n8OPg/wCNfB00f2jUNHkWPA/diXn81qeXW6YX8jc8d/8ABPHWdO0qO+XxZ4fuLVyBHPOZ7eEMeAC4yq5PHzV5zr37JXxA8FW3n/2DJeWMZ3/atJuBqEQA7nyyWH4gV754s+LHiLwn8Nb3R5/A+tfETTdXtpLS9sNHvYbadUI4ZfOZee4KnIIr5d0v4yfEz4QeKry60f4VfH6xs95ktiukJcyEdo2MLsjMOm4YB68VvTeJesbNfJfqjOSpJ2ldP0ZkQ6TqEdyYzbsHLFWLTRrgjPBXPBqC4mh0KSQM0Ud1H/Cr7snr97pXsP7O/wC1Jqf7X3xm8V+EvjB+zn44+HsWkwpNo3ji90eW1Orh8BRLti8nfkksN5UDBOOod4n/AGc9cu9Rlig8P6OturFQ0o8xnAPysNjbRkY6ZHua3o14ydqmjXmjOdGyvA8Gm8dXjsFiGxC2Ou7r71HJ4hu72QyNNdxj7pCHNesXH7H3iq8naRIrOBSciOODCKP++s596ki/Y28SYy0jMTxjy8DH/fVdTxFCOqscvs6nmfLP7XelX3i34GXUNszzLpd7BfzI5x+7RZFJx/slwfpXWfAbTW8Ofs0+GdMeOW2uL/ZrRDMFYQvFtiY/7wO8f7JBr2D4pfsWeL9e+HWvWGnxwy3V5ZPDDAYRErMcDlyxIHfIBNdVN+xJqFnpHh+G61m3jk0zw/pOmTW0Ns8gjkt7KKFwHJGV3ocNXLKvSdRO9jb2U+W1jw2dYUkZftDEqChLS5B+lOttTgWLassIdDkBSpy3vXrOqfsow6ZPuln1CRoxggBI1/kTWJqHwk0fQHLtDYRsvO6Z95+vJrb65S7/AHExwtS5xcn2O/tmH2e6kmlJdlRgIs/7Krz9OafbeH7lW/1flKf4pHwfy5NaOseKfD+gofO1KH93wUiK8Vyuq/tJeG9EDLFtlZeAXcHNY/XH9lGiw6T95m8NGlnbarzNgbcRoP5tW74X+EVtqM265hvJu2ZLplBH/AcV45qP7Z1rbyt5Eccag8YA5pdN/bb3TjMijjPUVE6uIa93QqMaC3Pr7wJ8C/DMpUXGk2c2cD55ZHP6tXr/AIZ/Y0+GnjC3WG70D7PI/HnWV7NBIvuPmK5+or4p+H37Zsd1IitcL7fMK+oPgX+0/bahLb+ZcK3IzhveuGpOuurOqMaTWiRr/FP/AIJP6hY2X9rfDzXm1AxEyLpmtbd8hH8KzqB1/wBofjXzB400PVfB3iS40fXoLzTLy1lfNtdoEaE9MjGNyZBwR8pHNfrT8GvGdp4x8IxvDIjPGcMoPNcR+11+xv4f/ap8KlbpVsfEWnoTp2pxgCSI8Hy3/vRNgZB6dRg0sPmUoT5auq79SpYdct4bn5gv4h0/SyiyWkN7IFAIMhaND1+XnPP1rB1zxL/alyZlg021VQNsMNucge7Nmu61D4Eax4N1S/0vWdLWx1LT7h7eeKW4Qcg8FSxGVYYYEDBBqvH8OpIhNttY23H59l1G2P19u1exGrTT5lqcclVkuV6I5PRdZvNPuftmnP5Uka4Z2iSQIf8AgSn9K1/DvxB8SaXbN9jvrtFYY3iNCwJ5yCRkc+nStJ/DU0YDeXH+7PTzo8j9a1bDwwLTbLd28sodc4i1O2H6EEiiUoy3QQi19plNT4u8TXK3V5qGvX0pQKkgYo3Tknb1PvU9r8Or2/uJJLqxZpFYZ82VAznufm5zS65NZ2n/AC73KNu2qUuoZPw+Rc1m2bXEhZY4W+X+/IVZf/Hqxcb/AAr9DReZsXnhCHIWGx+zs5AAF4WKn1xjj8OKkg+GstuT9ouLUeWcDzXJb9CKyYb2501OYpGH+xIrHP4g1ci8XawX/wBHsnZfV4Fc/mMURhLrcUprobT/AAk0+7gYrfq0hOSlrbMPqSxOKRfhbpflqNuoTXGeFEaBSPX1qlp/xC1ou8L2vkqh+bEWA5+m6i98Z61dyFomuNq5OfsqHB/PmqtJPS4uZW6GhZfBtb6Bvs8bR+W+CzCLah7DsaktfhNcNNPGtvo58l9hySvYejYrBOv6wYV857qRpDjb5f3PUcMBVjTNUvEabzLeSRmIO7awz+taR5hXV9LHjK6l5xLbcbmI+tDS+f8ANt5VtuTjmq+rD7JqcsM0LbN5ETHlWx79AaqzXrWTLu+XswwTz2rulFLVHndS5c3EaBmVV8xRuKE9q1tN1PTorTd/ZKJcKnMkLl2PHXnp60zwzqCyOkdxZ232dmCNI5xvyeAT+PWu90LwJYx28n7q3ljkG0iNtwYehx/OuWpWs+Vp39TopUnLVM831Ow0WeRma41CGZhuJdAyr+PrVa18Ez61c+VprPc+XGZJpCu1VQclicnAUdScV7xY3t5p/h86TbyW8en+V5SwtbodoHcEjg89etQQwSWsc6xzCNLpPLlVIUUSD3wOc1pGvWtordtb/oW8LB2ufnX/AMFT9En0T4NaHctM3l6frYj85f8AVhZYXGc/UCvK/wDgml+3do/7KXxGksvFuiaFrng3xBMnnaq+nw3GoeHJcgfaI3KM7Q9njzwBuXkEH9Vbrwyk8ciybbiGYgvHPGssb44GVZSD6dK8y8dfsTfC34gyyNq3w58G3E0nWWHS4rOTPruhCHNebjcHVrz59FodOHtTVj2P4qeIE+LXwj1nRYtQk1Cy8TaBLNpkyXHm2moxmMyRvCwO1h8oOOK/NLS/EDf8JQumtayBfsouBcltyEk4KEAcN16ntX3l8AfhDpP7Oul2fh/Qfti+EY7szDSr64e8jsVZTuFqzHdCpYhigJU88V8P/FPRZPh/8c9Q0f7R5dpZ6nf2Ig5KyYdniYADHCY5JGAcda58PRrUW4S01TvvddfT13XZm1b2crNb2f3rW/8AwPxLGsauPC9zpPiTP7vQbkJev6WNwRFMx9o28qX6IfrX0z8PtcexvFVmIKNg4PGRXzZp1zaeVJDfwLc6fdo9vdwkZEkEilJFx7oTXd/s961d23hpdN1G8e81PQZ30q6kkPzOYceVJ/20iMb5PJLGtsRTsrnPQl0P0K+Eknhn4/fDTVvhn42s4L/w34tEcH76HzhZXStuguAvqjgHORxX5X/t7/A6x+A37WnjDwDd2ul6bfx2unJFC6LbqWcNCJIlz91yFcEdcivuf4ReNTpl3BIsjK271xX0p8d/hnon7Sfwl0/x9Joeh6t4m8HwJZ6o93psFxPLZg/JOGdGbMZOTg5Aya8+MW37NuybXyf/AATqdmlJbo+Q9S/Zv8F2motCvgvQJvICwljZRYYoirnhO+Ce/WpI/wBnzwf1/wCEH8Iqvo2lRN/SvVhpqgdA27uKSW2hto/MkMcaerfKPzr6GNFJJM5dL3PMIv2fvCbuB/whvg9f+4Jb/wBVqwP2aPBd2v77wZ4PdW6/8Se3X+S11+o/EXQdIkaOS/R5l52woZP5cVhX3xytI2K2unXE2P4pT5eR64HNNU4b2JdWK6men7Jfw4lO2bwH4Rcf9guMfypr/sVfCa4vGun+G/hP7QU8szJaFXKddpII4zzTp/jhqEbZjsbWPnnO5gfqc1Cfjnq04+U20a9isPX8zQ6cX0RP1hIef2EfhHdlmbwJpKH1huLmI/8AjsorK8Xf8E6Ph3qnhTVI/Duj6ho+ty2cqadcxa1ehLa5KHy32mbadrYODwSBnAq1/wALl1xgq/2hdRqxOflXnH4dKgm+JOsXMhmk1i+xIOnmEADtgdKmVGm1ZIlYnqfL3hTwdpngP4s6X4f8Q+F5vC7ePPBc1vr+iz25jj+3wOEkmH8LF45WJYH5sKc5Ga+cdP1uPxhDZ6oirJPLpdlZXBD5ZprWL7OXJ7llRTmv0o1HxfqXieOKxubi6vre4fZKk8xcRqerLnpx6elfnJe+H7/Rfib40sbqKxhtdP1Vo7ZbaBLdGjwDuKqMbyclj3PNeTTozpVUpTutene3/B+86q2KjWptRhZ6de1/0a/8BQuh+INQ8G65DqGlvcWF9CwZJYn2tkdjjrX33+xV/wAFEfFEVhbLc3WoRXETBPNTPJxjORz+Ffnrq+qQ2Df6+NeeSX4r1H9l/wCJljpt15T3UKASEZEg5rurwjUhr0OOjKUZWP0I+Ld94D+O16muaj4Xt9L8UEZGtaVZrbXUvOf3wXakwPcsN3vXHeINahs9a01ttxMkbKp2x7ckA5rB8NeNrW8sY2W6t2U8g+YP8afrOuW7xRus0LMsigYYdTXkNW0ud565pP7XOp+G7UR6bay26ou1X8kMw9+eKuR/t1+LjFDvvLt5EH3/ACtuWxyQO2favDdT1nyAqN8rN0GOv0rx/wCOH7X+l/CdJrWxsdW8V68oO2w0+0mkjhP/AE2lVCF/3Vyxz2q4U1ITnJLU+tvGP/BRLWPA2lSaxq2sR6To9mGNzcXKbRnHy4bHXhhtAJOazfBf/BSvWPjH4Ph17wbrFjqWkzMYvtk023yZRnMbRAb1cY+623I56V+ZH2j4pftX3n9oax4E8byanYhmt7STRbn+zYUHVoAyhVOOpb5+vOK9H+AH7GPx+8TaN/wsr4V+H7METLYarY/2taxtOoYqq6hZuyExEqdsoyy5BGBXTHC03HnTX5fmZ+0lzWaPvKw/aq8beINTX+1vE2pyW7tkxWgW1jH0xlj/AN9V9A/Aj412ttcW8v2m6aRWBJkumfP4NkV8k+H/AIceJtK0nSh46s9B+Huu6lHJjTpdbhvlmeL74gkiLCT5SGCfeAOOSK0fD3jiPwxqDGzkuLxI2x5roYlc+wbnH61lyQasjbXc/Vjwdrvhv4y+Hf7Mv5BZ3jKfIvbfEUkbHgEbcA9e9fCnxB/aU8U+CPHOuaG2pyXUuh6hPp7yj5TKY3KhsEcbgM/jSfC39qS60x1cLJujAxFB88jdOmSB617s3hn4d/tLa7bal400Gz1DV47f7KNShLW10Yjj5WdDhugxuBI9a5/ZcsvdRV7o+a5/2uPFLsP9Omz/AL+D/KoH/as8VMGzfzY/38f0r3344fsS/B7wQbWR7rxV4ds9SR3tL6wnF5EzKMtG8Uo+Vh1+98w6c8V5bff8E/8AV9ej+1/DvxV4b8dxqAwsbknS7/PUDbJmNvf5h9KqNWHUOWSWhzdh+0R451/ctj/al4wUvi3jeQgeuAOlcL8Vv2sfiNc/C3VpvCOo30mtT2zQWDxEB4ZGIUsA+AGVdxw3pXwn4i+IHxs/Zc+NlzJrmo+NPDfjSxuGnl0vU7i4spMBuPK2tgoOgKEqRivrjw7+2Zo/7ZXhfT9ajmsU8TaczQ+IbaS2WDUI5SMBpioCzAkZWTBbHU1pOnytSsrGUZ3vF7lzwt+1/wCPPEJ1qz8UaHq1rb3Okvb213O1sGhu/wB2ySAI27GUfJHTfXE+MvihqupqzyXDNuz1cmrniS5aXUJI1iYQrEGEm8YY85AGc8YHPQ5rjdecOr/Mvy/7Qq6MIJ6EVea1rnK+JfFV5PcPudvXrXI6rqc7uSXP4GtzxNL5atJGjTsGA2q6rwTgnJOOOtc9fMobsT2ww5r0YST0RxSi92YeoX8xk+8x7cnpWcmsXERO0n2+Y1qapFsHu/AA61mtD5hzWnM0I2PDPju+0+dWVvun+9g4r6S+APxy1KK5hB8w9P4vevl3S7P519+1e6fA2xZJoW2svP8AWubENcprRvzaH6bfsm/tQahoT27K0nG3cC24MPQivuj4cfGXTvHdhGzN9nucDKsMKfpX5jfs6QgJD16ivt34HJmCLoFwM+/FeBWs2erF2MH/AIKW/A1L3whH8QNMjVb7SSlvqYCjM9sThX+sblf+Alq+JZr+VEwW+Vhzx1r7+/b0+Mem+D/2dL/RfOWfVvEsYsLeAHJCkgySH2VQefXAr897l/nw3O3jFfRZLeVC0lonoeXmFlUuicans24wFU88dajh1Fo33Iy5J5IGG/Oq+MJu3Lu7cc0xmaXbnp6V7HKkefzyNCO6lmi8xpPlXjOOhobVGiYbZGYL3I5JqjIrKBtJ/ChYcqWOenUHk0cqDmZaOpSudvmNtb1pIdQkkT93K429SGNVTGI1+YbuxA9adH8qY5+XAwOlHKgVyYhUbb3JyT60gumUsqs2O+PSkYq5RduduQuOpzVuG1W3K/aMx55MY7/WnZFFOOfzHYDPrmtLw/KuJuJj8w6DpVbz1VMx7o2ycKo6fjT7aTzHYjjp780WSA8n1e2uLSTybiG8iRXMhjYEx59frVrTbWa6ia3V7dI0H70uBlD0UD6k9RXTRRwo8kLQ3V1HnOwuW/P/ACKvWluJUEdtYyxkgKVChRj34OfzryqmIe1j0I4XqzF8H6bqCTsrNDGsJyA67ld+mAw6fjxWlJpv2bV7g2dzdQJu3KYYnjK5+gw1dHo+hatpl5HcQeXbsBtG4LtH4EHk1ra78RNU8ORj+0L7T5NqjbFHaK0jfUrjA9645VqnPeJ0RoxUdThI/HeqaXf+VvvLy34G+e0OOfQjBroPDvjF9RLG7W2t1xwykr+YNQat+0C1vaNNNa6TLIx+VUhdWwP+BfrWBqX7S2rTWi/Y9Os44W5bzI3b8OveumFStK2lvmZylThuz0BdTtpUJW4hbb1IlHH60eZHMMiSNvowP9a8uh+OOsW80ss1npM8c3z7XtNgRey5GD155pNW+ME4NnNNY6HY/Z8tJEIC/wBuJUYDDt6jBHWuiMp3tYj2tPe56oYBKh2r970PT9a+E/8AgoL4d/4Rr4+3WoRNFDHcGx1kmSQKqZBhkyenOO3J3CvoLUvHdz4mMTSfY9PUMoZLePYoHTPqfz714h+1voq+JrW3ulRvLuYJ7QZyPmXDoATyOfelV1i4sI1oqcX0uefRSid9rSbQpGMjp+XHTtWxoGrr4R8c6Xeebmz8UW5025OP9TfWgLwN9ZrZpEz1JtVrG0m0kl06GSS3aGTyl3xk7yhwMjPt9a000GbxPpNxplqqtqcjJd6YG6G+gJkgXI/vkGL6S1z1PhuyKfuyPojwV4xgtwpEvoRhTxXt/wAJP297P4G3JMl1aL5imORLtlEM8bDDKwY8ivlr4d6/HqnhzTdUs9M1y/sdSihmtvstmZFVJIw48x84XbnaR1DAg9K9u8e/s6eFvHn7PGux+JrWGEagIrO1nRP9IWcurExn+EhA2T2B9682aT0aud0e50Hin9t/4Q61NI2nz6Vod0+Wa2tdfiaJTz9yOTcV9cZwB0rzr/hoP4deIvs9zqWqTXLTOVYv4nt1CY3YIATA6egrB8L/AAW+Gvgtzb6D4JsbC3jxiSHDTTEHnLHc7Hock9TXUn4Z+Fdy3P2VbcSD/ngoDexLL/Kuxc0Y2nJ/df8AW5zykpP3Un8/+AU9U+J3wntooQt35m9ScnxPGTn/AIDHVC3+MPwsgUj/AEa4ZT0k8Svk/gkddfpWnabo2myW+nrZRnaQ07LGHHpnjgCuOunutOk2i4huV5Be3OwLz94nH65rSnGpO652Z1OSFnyiH4+/C+wLRiy0tvm3Yk8QXTZP4AUkn7S/wzgX/kFeF3xgDfrN5/8AFCkXxBcKT+/X5eFc5O3see+a0jrU0UEe6aFVcDcyrkjHv2JrSWHn9qRn7WP8plSftT/DmJ1P9g+Cdw4G/Ub8n/0YKP8Ahrz4exL8ujfDXsR5lxet/wChTVfbX5ZvvTSrCp/hxuPsc04yJc3jLHcM0Jx/rYlAHrzU+wl1m/x/zD2y7f19x5f8ef269K8M33gGbwva/DuDzvFMFtqkNsskq3Vm0Um6OXfI21N235htIOOcVYX9pjwHrOvy3E3wr+Ccc19Nm4urhInZgW+ZmzOc44OCK9AnS2sdzMlqqrj94wG0jPJPHb3qDwy2j+NNQWSextbrTZWwjNbIDsBx5n3eATk59BXDUwT9rzOTadt9dl53/Q9GOOUqCp+zXu316u7v0tt0vc4ez+PnhN5fk+EP7PO1ScMunWExIzwQGc5/nXN+H/2iY9M/bPsobPwX8INLs9Q8FPcTabbeH7CazaaK8mCXARchZSmAcYJAAOa9P1n4eeH/ALfJBceH/D87xuygGyhPmY9CBzxzWH4i/Zz+HPimyKah4L8MvdbtiyLp/kzbOpxJEUYcnoD1q55dKXK1K9mmKjmsafMvZrWLXXqt9W/Jnolp+1Zr1hGv2XQ/h3bjsIfDFoo/QVc/4bL8dQ7fJtPB8Z4I8vw1bYGOf7tfJ/i3/gnH4Vu72SbRfHHjLwdCyjyoYbtr6Mt3JEx3AdgAx+tcjP8A8E9fiNprltB+Na3i9UF5ZTQED6qWH4VMqFSP/LtvzTT/AMjmjVi/tWPtq5/bf+JWz5b/AEKNv9jQ7dT/AOg1XT9tb4oPatGviSG3B5Ii0yBQB16Ba+T/AId/sQfHSDxHYz6148WbwnDNnVLvS5ZDdLDg48sSx7ck4GTkDJr1CP8AZD8Weay2fxJ8dWrHmMX2lW04f34Vdw+lEKPMm+W3ra/5g6jT0lc9Mtf2nfjN8VvGupaHo/jqaxOjyaXaTTzaPNqH2m61EXBg3JbsptbRFtnEt02drOoANfPPxP8A+CqGfB2l3VtqWu6lqeoxg3IeaSW10lgWR+hUz7WU4C4BXBJ5xW38Q/2DvEnjYrHqnxacXCW0lmWTRpbOSW3bloZnt5kMkJPJRsrkdK+Sv2gf2c/HXwJnf+1tDs7zw/bkQw6zpkUklgy4woPGYeB91wPqa5pRdBOpNO33ryv2t6u50yrRqxUKa108ntr630a0XLsr3K3xdu9S+Nurt4mvNSm8cop3i+t5mS608jukQIMIGOkYznrmvRvgp+314q+HcFvZ+MFuvHvh2NQqXgxDrtmg4CknatyAAOHxJ1G48AfPWiXUukX8d9p1xDY3XVZoQ3684I+td7ovi/S9dDr4g01DcOfm1DTVMU2cdSpJGfcV6eFzPB14KFaPK+jX9fnc4qmHr05c1N/J/wBfkfod8HPi74X+Mnhsa14R8QWutWcZ2zxRHy7yzbHKz27/ALyJu2SNp7EivX/APx0ufCs0KI0gCkDtxX5Mp8N9S8Pa5D4g8K61JPcWal4dW0uc2+o2yj+F1GQ49VIIOOle1/Bz/go7qWmhbD4iab/aKx/KPEWjWe2ReOGurMdT0BeEgck7O9a1suqKPPB80e6/Vf5FwxUL8stH/XU/ZX4VftJab4r0GTR9bht9Q02/Xy7i1uFDLID+OVOOhGCDV+5+B66Nef2p4OurnUtMX949qzH7ZYgnjBHMij1HzDuDX5+/C/43W/ijQbfXfDmtabq+n3BH+k6bOJIw/wDdf+KNv9lwG9q+i/gl+1zdaLJHHNOYyuMktgiuGWFurnRGok9D2L9pWf4Z/tBeC9D8N/Ga58IXOgC0upxq2qTmDUdIZDGqywXEf7xWBfBU8N0PpX59R/ET4f8Ag+OLSdNvtJj00TSwWbQRoiyqu4iRu43KActnk4r6x/aK/YG+Cn/BQjUZPEupafb6R8QWRV/tNL65hstQUfw3EMcirvPGJVAYY5yK+UviJ/wS78F/B3Xo9L8SeAZbO5Y5jlOqXzQ3i9d8Uom2SA+3I7gVy0cPVV1zL01Xz2YVa0Fa6froYGt/GDwoztjVrHHs6muT1X4r+EZpJIo9StZJEHzAphevY9D+Fd8P2E/gyisq+B2LAALnWb0855yPN5+ntVmP9gH4R6nod5fQeDrXdYPGk1st/fs21hgSE+fgDcMHHOT0xXTyVFul97/yOf2kZPT9P8zxTWPiL4YkJX7Zatx2UGuc1Hxd4Xk3Ymt3Ld/LH+FfQK/sN/B+Abf+EHhLZwR/bF+PyHnVX8ffsGfDOP4fa7Lovgdn1VdNuGsvL1O/aT7QEPlhQZsFi2AByCTit+erHWy+9/5GeknofNWoa/4bugP3ideqKUI+hXFY6+J9PM8ixXkzqp+Tz4Ww4HBww+tfPXjC11vTPG2taf8AatW0L+z7mS3FjfAQXFsQx4kSQbwcFeD2719hf8E5/wBljQfjj4N1bWPG2k3mvaHaCK0024uL+5hjmuTlpTF5boGVVCg9RlxXk08dicViqdHCpLV81+qSfk7a63OmeHhTpynUfTQ4GXxlaW5U+ZJGYyThGwj5BGGB5OO2K9F+FX7WWieFr2OCa0kuJtpISO9iRiBz/GRj8a+lbD9gv4M2Lqf+Fd6NMvXNxeXk+T/wKY11Hhv9nX4c+EjjTPh/4PsypGJE0uNnXH+02TX0EsvxEtG1+P8AwDhjiILVX/A4P4Tf8FaPDej6qul6T4P8VeIdSjdEkt9Lt/t8se/ODiIEH7p4Br6k8Eft3/FTxja/6L4L/wCEIs2XKvrUiNdkeotYmYqfaRlx6GuA0vSrPQvO+wWNnp63Cqri1gWHeoJwp2AZALN19anSRon3LtjkxjevBxWdPIle9WV/JaL/AD/EuWYO1oqx03ibxNqXjHWW1DWNQudQvH4MsvYDsoHCj2FZrfvDjnr3rOgm67l3Kffj86cWRWG3dz1B6CvYp0eSPLFWSOCU7u7NHKgYz1OaaYQE/iIqgJ8A/KW9MUpkK4+aTPp2FU4yFzLY0F2hf4vyoLjA6/yrPRpFOSzMOnXrUkhVW+Xd06k1OpSZc8xSv8J9Mc5owox8yq3cE4xUMcEbxhnjVVOAp3HJ+lN3RI/y7jtPryaNSrly2KxTbs7gAfzp808l0P3m5/7p/iFZxbkspkDdwDxSs7L91pM9jmnqBMssbXPkrIGlUZbLfKuegLdAT6das6BdRzwMeNynYwDHhhkEVRtVaUbGZ1TOduflHqcfj1rc0HX9U0628mCT7VEoAV2iWRsc9TjrXJiI4hr3H8jopypfaNKW7hhPkwfZYUyfkEJH5nvTbLU4UkKsnl9tyuSuPpis+RhBOwHPXr3qFnz/AICuV5fSvfX7z0frEmrGtf6j5rH7NdW8fqzIxb8OMCsW48OvqMvy3FmGY7ncly7/AF4/SrCRsc4WpAYrfDbvNk9B0FV9Vj3f9fIXtLmLfeCLi28xlWznlA4DS7AT27ZrN8SaRcWmjR3OrT2dqAxdY7OYHzCP4QSMn8K62EveXe5WYtIcKN2M15v8ZPF6iRrC3mjuDGGWVANxi/2Vz0PuKFho8yXMY1p2jexxl/4tW2uC1rHH5kwDvJIfMYA5G057j1rnTO19MvmPJIexNTSzQ3cw8m3FvHgIMEsX9ck9801dHlvJFx8mB8uRjIHXB9q9VKEUeX70jvvDcsPhe0S6WD7dPGu/y8AgEgkZz/CD14ycCseaVdTkma6tbW8WdmkcSspjyTnODkD8O1YmjwXVvMzK0itGNqFsEE+56fnW/pV1a26M2qXz3UzEFoxGGVW6jA7jp7V5soKEm1qdEZOWmxz+t/Drwvcx/N4fsRIwyHiZk5742kVjyfA7w8b6OSz1LX9NlSRHRYLkSYwQfl8xGwffNdhFqNrA8mYfMZmLZ2hAM/T17elJ/ahMm2NYLfIOGQnevPqfalyKXQfM+5k/DLwZqXw40W4tv7curnOq31/F8karaxT3MkyxbmXJK+YeememBXc6z8QbzxTY6bbaprL3Vrp4k+zRLCoaPdjeWKgBicdTziuXEtxfzqu9JmxtUq+5T6DFXhZ3KQxtceYsadU+UZHQYrL2NOLu9x882t9By6/b2F3MtuBHG/A8pNr4I5y3+HSobjUTqNx8++aTG6MFjIFHGMZ9KdbpbqzE2cu1gp3edu3+owDVW+1Ga2/d29vDbkA7NoeRlz/tY/nWsYq+hMttSyWkdvL+zySqOQZE+QnOKY63Bj2rEFZXJVdwAA78elRq9wyLGZkbf97APP16YqUWczc/aJlU/LhFBp8yQhRDcfam226hduQytyW9D7VNZ2swVhPJHiQHoOozx+VNW3bZteSdgQBgMBnrU1vKyQxiQquO+3rWcqjtoJqxYa2PljbuU8dVGDTtik8kYbrx1qrJqETNt86NmXtnBFEt5Jcv823y1wA2ep9MVHvMC5LameOSHbFiRdo80/Lj39qr6XpculO1uxE0kh/fXCEJGwxwAB/CBwBVjw9p9rqNxdNqGrjT4bfb5YW3kme756IBwMDk7yM12Hh3QfBpt2kuNY1SSRCGlhFmyGSPP8P95j6Ais6jUHd3+46KcW42X5mDc6gbGC3iuPsGpW0KlRGQrqU9Cwww/PNV7uWxnzt0u1tkySiLM5Ceo5JP611V94S8NyahDH/a2n6ejkLK8dy00dqoIJdyRu2gHkDLZBx0rai+Cvh3V9Ekk03xhJfTwlmkuJ9Oe1091GMGKZyTIzDkIQpxnOKyeKpwS5nb5Mv2M3pG33o83mht5LZ0+xQqzkESlizxgZ4GeMHP14q1omq2uhRXUa6bY3Ed5CISLhTIIsEHfH0Kucdfeu38SeC/DJsIbXSF8y4iUrPd3V5IqPJk8qmwgDHHU9K4rWfCGoaIjTMtpJF0VobhW3f8B4OPenTxUZ6IznTnF3/I3LLxz4ZTQrfT7vwTBfLE0hln/tm5haZW+6Ni5Qbe38qwL+TSbmcG3028s1ThFTUXbYPTkfy61nwCa4LBYZm25LDb245+nNNkmktdxmjeJUXezSDC49cn+laRik9L/e/yuT7ST3X4f8AvtBo8vDWeo+Zg5c3wkVvT5So/nRHJDHaPGrNF52VlQW6GMJ/d5OWz3B49qpwsz7doyzdMAkc+44/OpLcR3KFlkV/QIdx54HHoaJdmxKUm7WPJfid+wr8L/inPNdTaP/Yt9Nnfc6O32Nif7xQAxn6ba8a8Tf8ABJfUoo5brwn8QLW6hhyWttW0wrLGO2XhkPHvsr7NtNGupF/cw+YQPmzCSDn1rqNA8Kx2DQ30PmXE1qN20qYir5wVCAZIwRyTz6Vw1KGHk78qv5aHXTlV26H5r/8ADC/xb8GXMd1p48N3jZyJ7HWBGW9crIoP4Gui0/8AZd+InixoofEvhHSi2eNSt9at4pox6kD730r7+8P6Bp/iS/u1u7OS0G2Ty/Ih+WZsA+WCeBk5645rU0r4ZeEpPCl099Jr32yR4o7SzS1SJlHDO8shPbO1VXknngVpRrxw0vccla3br8ipYeVWK2s++n4M/LHxN+zn8Qv2dvG8ms+GZNWtbyd8farLFvdSLkfLLESYbpP19ga9M+Fn/BQX7NqCaX8QtD/suWL5H17Sw7Qhxni4sypeEngkozKPQCvvDXfgRpd7pMcVtqM11ZXChpbO8gVmDduScYHdq8J/aA/Yc0L4i6mlrp7Sf2lJ+7imtIfOEUvUQI45bPdckDNejTx2Hrvllo++33q3/B8zCVGtS2+7dfL+rHefCv463EOlW2s6Jqlvq2i3AzHeWlx5sDD/AHlyAR6Hkele2fA7/goZ4P8Aj18PZtP1S20zxBoTXb2QsNQujDfGRCQ0sVvsMsSgggSHbnqARxX5Y67+yb8QP2fvEk2teGLm/wBNvLdzHNd6TKYmlwTlJ4v9XIvHIkAP5V3Hgf8A4KIXHhrVo9O+JWk3WnyPtCato0TFYxjrPbFt457wl+Cfloq4N6Si1KPl+q3RVHEwknCad/6+8/R74ifs0iO6tdT8CTXvirRrtGuZ9O8iSS70wKNxiZ8KJhxwQAwx0Pfg73xEmr2E0SW8cMe/YkMgMP2Rh1IjGATjjDgkc81i/s/ftbn+y7XWPD+tR6/pL4cXFjOz+X7OPvI3qGANfQy+NfAP7UNr5mtQLo/iPaFXV7WJVml44Ey/8tR7n5vQ1yxheS5zSUeVfu0fPs+ju8iNCVZjgtu+7jitaGJREq7Y93IYhO/411nxI+COu/CyL7VexQ3mkSNtg1KyJktZM9N3GY29mA+tcpGm4DdltvofWvaoUaStKOvmeXUqTu09DkvH3wG8C/FTUI77xR4L8NeIb6EhVu76xSW4wOgL4yw9mzXTWmjW+nWUNra29tZ2dmgit7eCERxQoP4ERcKo+g5q4E2/7vU05ly33mzW8Yxi7pK7MpSbVmVtpKDIxnjGKlSPJPHy8ZxUyxqw+ahVCj8BVcwiosbSs39xaSOLOfzq8iqqlfl5FQllQ496SkOxVaDB+Y7W9KsRDG38hUhj80/T2pRDkjDdKfMKwwt9mwf4u6+lNgff95unSpDBzy1DQA/xe9S5XK5RjyHA9f4aVpNx+Y7sdvQVIkalfepFRTHtO1T2wOtSVy6FeGVkdudy9wen/wBapseYS3RjxxQCq/3eT9MVIgO3dtbC9Tt+Ufj0ougUSPywVXPXpT+CvX7vpSPIu9em4n5R3NR3OoQWCM008MQXBbedu361LkluUSNkbj0UnirVkXVWVZNoHp3rj9Z+JenxS+XbXDtLHMgdvKOxk6ttPf8ACr+i/ErS5LNXuriRZm6hYSVHJ6H8qn2iuFjs7lFWRvmBOTx6VGQoXccKq9WzgD3zXmes/G/ULmaRbOytrVdp+eX94Q2e3QYrl73xzeatFJJdahNNMx27Nu0ZHb0H5VzylpodzrK57JrnjzStK8uOS+j3MD8seZD/AOO5rHufinpdm25kvvnI2gw7d47kZ/rXmH9rXBtnjtoVg8xctLOwUEYyQDx+lZlj4jvIUURTxhP+WmF3bevGTyBWfNN7WsT7S2iPVP8Aha811CWs9PVWx8stw5CJ/Q8VxPibPiDWH1CW4tY7iQ5YR5XkjjuetYn9sXiz/wCtVnUf6sLlee4z1+nvUksl1PafaGaH1IXGRg9SKn377kykpKw+0S1tZgrpks3UPknng4HpzWtb6nDb7tqu7KwKqw27vp3ArnX1GS0mWPezRtjLAZzk+vpTZ9QlEx3SMy5+UlsR8Z4FEoOW5nF2Z0N3qVneTM32aSBmbkIC3P5/WmRQG1hVljjZZOB537tsZ6e1ZceofZi0isu4OA3zbStPi1WS8mWdPKK5wQxOR7c/zqeV7IfN3LMtjILk/uYVUqMASbifb1pLexMXzOiI3By+W/Oq0uoSW2N/lybnwBxlf/1VMdamKbjGrbSMFR1zR75BNDG8aL+58v0II59xUwiWWXcVj47sSc1Tk1ZocM0MijIyCMbR60qarEj7Pldz0BOQR7VMlJ62AvqqoPlWMHr8q4qZQwP+s2t3x1NZF5rscT7VVZNpwfLPzKfpUkGqzXEWYo27nHHH196nlk1cC5HJK0/kwFGZwTnso55PSkF3eSruc2/zEhdq5244/wDr8+tU1a6O4mONJGGFBON3r82OKeNIkkEe3UJ492S6iNXVMDpkdaq0Vv8A5mmj0RdXzQrYuHK8csOh9MUC3W4lYStIy+ucVjzabdwybodSZ+z70wT/ALvYVctpI7O2O66MhjB2l/vMRjNTLTZk9dTTi0+GIMqOq8d0Bz+NSIkcgwyxsrdNxFYsmptcxNs8yOPODlhlj/hSrdSRqTDNGJJAPkYblXHtS5J9WVzK+xqvbaeihlGHUcbCSKSQR/Z5N0kkUMahy44QfjWbJrl15Xkj9+svBxGWG49MBR/WtTQvixr+mW1xBCw+zyw/ZpLZ7KKSNkzgrhlJHf5hhvelKnOKuvxZUeVvX8h3h7wxHOVvo7mdolbzvMS3EquF68dMeuRzXqnhf4l+P/HNvpem6ReeJNU0HTZHQnSrGGHG7DNvRVUEgDA5B2g4Ncf4U+JGnaHqzalceF5po/srQwW9tcssgYoU3qv3SAc53A8H1wa1vD/j2SG8S6WSPw/a30W94L2dB5r8IgRhg7R3OAQCB0rjr88378b22vb/AIc7sPGK2l/X5HbeJrOPRLyUalLYtf6xYrNHp63SSSw3W3fEvXegeP7xJILMAOazbWTWvG/htlm1CSa309J7y60y/ieGbShCeIvMVSGZs4CgZXuMDNcnf69b6hrlrJDcLffYROjyKHure/mXDAiRV4kAwvUrwDkdauP4l1HXrySCPS/s8k1wNWnmmYNeyoAyZH8DKOSGUA4U5OK5Y4ayV99NXb8nf/P7zp5oy0ivuJ/CviXVbjUrya1vV020u0FpcPBJDcxOgYMplQ4I+YA7gAMKRjk11F9qE3h3RtYW/vND1i1sr6C3V9KtLdo72VI9yEhkKmFd2ZNhBOcHNcB8NfDLeJNZaKz1C3FjqQkldZ0dbedUbldwU7SclsnA4PJq54hik8IanrGm2+oWMbWQayU2D4W8t/M4KKE/eZ6ZKhiBnpitK0abnyR8unp/wxFOUox5mdZ4f1241jVxoWqaBrGn6nb3DXzNp+mwrcZWMNHCIhsKxfNnDAg5BHSm+KtU03UdGvGiuPscT3hc2n2aBvJjPyOZplUMHy2BnC/LmuF1fXLdPEaXmvWetWkyqq2phuvsyAE4MjDbuYYGQSADnniugfUtbg1KHVrPw/5mj3K/YJI2dUguUVhuwwAWRiwViUXAOBWcqaUlKOnz0v5f1oVGpdNPX+upkSR6l4b0i60k20kNvqgSbzGX7TGkW7ch8yNjtbaueM4HUCl8O+Nta0y9hjdp50VDHJcskccKR9nB6sx6bvpXTQWPiy7t5fDtvoOrQw3kIjET2jSTxwwtmRo32ZTDcO3ccHg1zniDwtquiXul297ZaPCtuMLF9uS6keN32lHihLAMMZCk5A61XtIzXv2u/Na/8H5mdaDS925pt8To7vWI9Lu7zS7Xyy0gnUBWI/uvIeh4yOetV4v2jNJutft9Wuvt11eWtr5Uf2e0g/0plIVPNbsFjGN2DkHn1q9o3gHUpftGvNaNZT2auiRMyzDyc4LFB8x28FgeVGc+tO8J/DTVNG1jUpr6Hw3HP4gtFk0157tLdUGclogpY5GCCMMRuGcVNOWHcXz7rzXzCnHEaLZPuvu/qxz9t8TfCclpd3GoabqX9pag8jvK8cM9uq4ysaKxxH83O9AMDPBqxo/xf0eHwzcaKtnImi3c6SKPMjuLrTs43tCTjDMe+MgDANDQXHh/SG0mSHTdN+y7pDFLGZJ7pW4K7yAGXnA2ge+TzT/7Ph17U7G11VdISLT7UQ2AKKEVQ7ERyEkDO7ccE5IxzXR+7v1t63+7RFcs9LtX9LfeZHiyTT9A8Ua4+l3z6hoNq32WG+lSKJplG3AdIztLkk8g8+5rhPiH8FPBPxj0P/T/AAtCstyMLLDcQ7JG9WjY7e3YBveu11Dw/Y6bfzItro9zZ5jZr+0aUQxyZ3bDG2ec5UgjGBketaZmGjam628FhBbtNLsuniR0vFAISULjKpkEYHOR05rohWcIqUL/ANL8/wCrHNKjzPVfcfIuv/8ABNzUvBN7deIvAN9faPqGmgXLyadqAS5hGQFLRO375cnGwbwRn5RVnwn+0p48+FOo/Y/HPh2bV1gIDapoEHkX0eP4pbJtu49OYiPZa+pvDHhJbzx7Y2knhq61bVtS/eT6da3DeXvIyCjICOnzfLwMc45q540+GFv48kurXxFo9vNNbxsLpZtSja4t5SW2kMmPLUKANobPGe9a/XU3atZrvs/wevzHHDSteF1+K/IP2cf2+nu9JW70nUbbxJoskhtrlGjMTR92SWGVQQR3VlB59q+gNJ/Zr0v9ozSV1XwLH/YOpXI3Cwnc/Ybpu/lnloifTlee3b488KfsR6L4N1LVJtD1jx3qVvf3SRKk+urJZac5QPsS4aJfv4fCu5b5eCcGoj+yRD8M/Feoa/Y6n44i8Qalb+RNb2/iKaeR4UdGEsSMDsKsi8xFTgHjGayWIal+5dvUKlFuF5xue2eIPAGteEPE91ouqWMlnqljKYZrZ2BYMPQ9GB7EZBq1afDLWr/Q5L+3gt7m3gQvKsVwjzRIv3naPO4Kp6nFcpN8f9W8eNpo8VWOueILiztYdMk1cGRdTmt1wCJGUeW7lcjcVH3snOKt/CS80P8AtXVNSkv9Q0u+sZ45LWG4vhHJ8rYO4bQX2/LkdzzXVLGVow5ppJrtr+TOWnhYTlaL/T8yPTr+DWWuI7aTdJbMY5UkHktGwPTD4qRwq6klm0kYuXjMioJVI2+pPTPtmrHxU8d+H7fxvb6tLBrniTXtSZrjUZri9Ajl3gKFYFAC2N2CMbeDVnwn+0tcfDO9tWTwPa6g0cLW6Wl/dG4tpO6u+0YLYGCAQTgVlHMMRKKcYXv8v1KeDpJ2lIwTr1jHeXELXUayWpIYNIAGwATg9ximJ4jsWv47VZ4WmlIwFcMqZxgsc4Wr3xT/AGp/FnxYGn6PN4Y8M6PaqTL9i0vTY41unzlWbdljtweNwHXOa5K1+I+v2DPZ/wBg22n3LHz3huNIUEsFzkhl54ycnjFbRxWIcbuKT7XIdGlfRu3odDZeK9PvY5maaK1EbtHieVY95U4yuTyPfocVFp/i22vbHz28q2KuUKSTLk9tw55U9c1wt94jutS0e1M1u8tpaw+REyW2IwCS5UOBtOSc4pNS0O70+0tmvFNqt789oZZ13Sr14XOQvB56ceta/Wp21sZ+yXQ9Fn8TaTDJIjarZvJHEXwhJDEZwowOp49qxtM8fx6hdw+Yq29uXImZj80a44/WuH0+6t55ds1zZ2yhxHLNMx2qrAnJOOAOPzrTj0/RrrwhJcrqPmXkL/vYjIpXZwNqp95myQc8cZ4qZ4iS+L8hwp8x2p8W2L3EaR3SsWbY21ciM+/v09jmi98aaXpr26z3UxaRfmKoMbsncBz+R/CuRsvBtveXMEdtfhzNIYpc20vCjudqnp3zU1z4Q0W/dVj1S1hLsHVbiF5UU4657g4JBGcd6iWKlspP7v8AgG0aGl7fidFfeOtNl0+KSGacR71E0yugKD/ZzwDx+FVb74qXWoXawzaxfbmRQTPLu3dccdgB0yKxbDR9P0K/tfsNnJ4gvGkDS2iWnmQSLjO1dpJbB46V0sng7U72K+1BvCuoech3Xsi2MhtbIHqVUphBnjBOFxWMqzsm3f1t+pUaN3ZafedT4Q/aBksfDv2CTSPDk3mRSW8eoxaeVutxUjKzHgyBiBxz1ry3xN4xhvfEQaKO4jt1YIsEp82U5ILAnqxLZxnnmt1BrF34dhhsY75fsJaZDMrwQQRs+4tljtLZ6FRk0aZ4Ukvr5f8AToZ2MwkW9htpDDA7EK0hbbmRUJySo6ggciog4J3kX7NySjE5jWDpcl0yquoLMRu2PFgRAgcfNhsdcdvSug8P6BoaRSfbLW8Y5BQtdImMjkYOfrx61c8a6J4q8I6hDdXyxrJFdS6fbzXnzec1uqMy7JVVlULIpG8d/apdP1PXr5pJGt9FkY4BMOkWsik+ufU/0o+sR9mrS/H/AIBMopSd1+B5XcMVmmkZtys5CjO7I9PbFR5kJaSO1kZCd2wjGwj36HPrVkaVcakzNCJtsjFg/lHaPXOOla1h8O5pWeS7vorVgCVCuZCCR0wP512VK0I6yZzRpTk9Ec22rSXMzTXKSeXFH9zPVz1Qew4OfapBeW8jM00W1pU5bOSw9+2a2rv4bpJtWHVrdj/eeNj/AMB65457VVuPh7cQMfNvNNmt4zyXZlKCpdak+v5lOjUXQqT3q3CeWqQl4v4XX27VWtr1fIidlijYg4ABK45zXSWfgW3ngDST2yow4aH5ifTkkVBJ4bg07zI/MF3Io3HCBYo1B5BOetQq9PYn2M1qYV5dR3dvtb7LJ5fB4K7e4P0qC4RZwse6JZIyWPLY5+tdBpWhi/neTfbWdnHlWmAD846YJ5/Cq3iHS7O5treO3vnu7qR2H+o8uIrxjAyWLZz7cVca0b2Qezdrmf8AYnv2UrI/U8bOGGOtMlj2bo5rlRtVflOTj5uBxV1vCF3cpG0NvqSrIyhS0W5ZD0CgHHXnj2qimmJbag9vLO8jruJicCPYeeCM9M/lWkat9L/19xnaxcfSPtEyyLeRqvGMJnt0PvVg6XAX+aSSTYADubj8u1Zf9m2azQyTGRrOSQRN+++VG78dTxmt/Q/hk2ozny7hpLeZ2YLGhEgRfTIORjqeg9azq1opXlL8CoQb2ImihldSVVWUfLg9P1wc0GG309WmVLdMDJdu31+ta0Pwzt9DRZprryFW4G3ILjBHAxjBb9Kbf+Bt+6G6uLo3UiM6RMgUyYOBjHGMYOMd6544mm3pLQ09lJmWt2ts+F8lDjccY/CkbU1LsGmWNS3y5boaj1DRrLQ0EV8t95itgFEHlrx1y2M1UvbeOO5WV7GQQ7vlDZVZFHXI55Oa3hyPUzcWaUOsRzBmjkik4PPIJ/pVCbxH5N6yxSbm+7taL5c+x/z1pNH8MTa/d+Ta2s2N6gCFHf7Pn2A5Awa92+G/7L3w1t/AMPiXx344vbS3klkijsLDT3kviVYgjaFON2DjJ9M4rKrWo0dZ3fkldmlKhUntp66Hhf2ny8cMI2jMg5Py++Pb+tbVv8OddGkWup31j/Z2m3RZIbq8QLHO27BAGc89CQMCvYPC/jb4Q+B/Gq3Wh+GL5LGN/LSTVbdNQuphkDeYpSI424OBz1PWum8WapaeJ4dFh+Gukaba3LSajqGpA7DdadYxoXKtnEeGO5yI/wC6BxmuOtjqyaUYNJ9Xp389Px+R3UMDTkm5z1Xb5eR5H/wzXrXgbxPaw+K7e2s7R0hvXhOqRrPNaspfKKMsp2ZOGUEcVqWPw+8A+IPFf/EvXxN9mvnkuLe2eWKRYIFbEarJgM7sMZJUAZxz1rovhh4a8S/E7UVtvDWoWurahIr3RF7pEJd0VgJHLZJCruA57dq970b4OT6N4CuDr198O9JufCFy+i6rfxwCae6lmaJ2uR8oVWhjfCHplT25rlxWMqU3aclzeTt+Fn951UMLRaTSbXmk/wBT5y0v4WeCdT33lvrF5btoNss90hZbSVZvOKeT5bf6wDgF15G7OMCt7T/h/wCC73xDrE11rVjqE2mxxyzq04a1ngyCxiETLvkGQME7ieg4Irg/j58HPC/hz4m3cfg7VLLVfDtvdGK3llmaT7WFUMxaUjBkbdyo7YHpXWad8OdG13QL6XRfC/lSJb2gt7RQjSSyvJskRjGx2SDa0ih8fKpzg4qq3wqp7SWvorarfQdG7bjyJW9ddBxs/BUX2W6vNHmsreJDEyWV6jveXRBIBkIDJGycnC5yCM81l6j4g8N3fhqOJPDNp9ut7lLjyRcR7tgHIEgT5lcDbtwCvJDE13Xwf8O6Hp/irS5ptFuL3w3c3KfbY9TS0XyLWVDtPm+cFVy4fCknACk4ziub8WfEmbxJ4/1W28H/ANh6608s0dtZaNZZg2BCVBMiruAXOSpwSCRxWcGnPl1dtbuTS++359NmVNaXdlfTRJv9Cvq3xciuNB0DR9J8JSQ6PouoTSXYvAtlbTGWNUR2IBYOAGG5iQeOOTWD41/4SH4QSwy61NfR2t4hgjiuD5EM4QKcRPt2SANg5XIP416v498a3MGmaLrNnZ6L4T8P3AitXs/LF7qWulv9ZPFuzGojKMANyjkDkmq0nxT1q01v7ddahp8epWtuITPq04e88tkOI1jk3opwozsxyMVlTrcqTpwVtb6tv73fv09C6lNO6cnfSzsl+Cf5nkTeEPEXi/w5catZ3F5rFjdSbRC1wBLGE25HBAblgAAozn2rSl1a50LwV/Y+vaXr/hVbWT7YZ4CV+0TgeWGlwM7iPl4JxjpXTjxNN4qs5rixutO8PaLcS2099cSxrFJE6HlWiiyBGT8wxhm2g9q3NM+L1j4k+JVpMPF2lrcXEjaWdbsoWhuPswRllnSIhv3/AM7KHkxkYPat5Yio9JR0Wul7rt5f1sYexildS39LP9TDlk0PXPCrrAzeKoPCao6PHPti3SAADfdYLsSpGNjY2/LgVxmg6lJYeILPVLXVoYNckkB+zz2ju2n7tyyShcrGxPAwAAeprQ8T2tj4t1NbayhtdQh0cMrWRlaCJVC7UZmUfM4yrEZwTms7TbK7082TQ31jqEkkccY0+3ui8qtuwwzIPLUZOcbscVpTjGMX+vmv+H6L1ZEm5Wfbt5fd+bO01++1PxPqTLr3xJ1C8eBVQW1/vZlHeMJGfLXPU845GSarp8PdPur1YxeatpkForTyXCFcREck7WPy9jwwPNZuheJNDszczQ6tZ6Vq89k1kzwQBHlcBt5kOMZCjZ8qnJ796xZtd8K+HdAhsbbUNQ1GGYqJoIi6wDHLZUnLHtz6VnFP4Vdeit6jkqa1bX3mjZaj4m0yz1C10K41TVBeiRA7vtvPLKfvikeQSHCjdnO4IKrWmr3F/wCBGuLyxurq10ZhcWl08MlumlSSSr8uU/dkPxnOOo71XHjODWbqNtB8L6reavdSmO1DzvO84K4wqg7i5GflGFXHWodG8YeJNVvf7P0XQ5pr+zk+zi1FuWMbrlSnldN4OeDk8e1bcrtey+dkyI1YLS7f3v8AyJ7PWbPx5reoXd7qEdveRq92zyXQ+z3UijIjjMmSBxjqCSeAKqt4mRb4zalbRq2pQuWV02shIIRgAT8qjgE8daspBrl4fEdlr3hN/t15AI3MCFX0qQctLLCoIDeWQDngAg5rk9Q0jRYZLOa8+3HTZrk28NzEg8u6CgFuWIIYEj1Az7it6ai3rt5a9Fs1/WhnUqSS0+d9Ov8AX3nVWl7oMmktE2pCGS3tx5LtGGS6n3r/AK7HCgKWAYegB61R0DxnY6TqX2eZrmx+zymSKWAKXOOdoLZAU9S2M5x9KsaN8OtMj0qfUILGbUdPs1kX/QRLKL0iQAAHZkBeckjFSeN/itbnxNNp1v4K0/QNJjuQ7afLaiSRBsVXi84gM0ZbJOMY3AdqStL3Y3l9ysEpSik3ZfeyrpHidZ9RvLjR7bU9LkBxYt9vkaQtvOGRlXLPjIKgKDuq957eInvpLPSdQi1C4XcLeDBEcmcv5hbDAZywA+naui0/xFaatrNx/wAI7od1ZaTfW8F3qGnRxMiiW0Vmd4JAxEK453ZBz15xWHrFrpGt67c67/Z8ytrlu92Z1tZrjz5nBXYkTY2gMAvmA5DEnBrONROW1tPX7zT2c0t/0/Q6TST4o1Lw7Z217oc8kVtCspH9p/ZxcPESYZQh3cxqxzheh681L4e+HGreG2n8Tm+0rwxFBM11E1vGdQlV2jYtlzyq7GLNuAABya5qXwdFaXVva/2pJp9rG0Euqw3elyLPpcmGMvlMATtOQArBd3G7oDXU2WveG/C3hDZHNd6FdX2oLEviGwihvWitUBDxPGpEuyQuhbPDAFcECuWov5Ovk/8AN/gn0Noxi9ZX07tfpYqW3wvj1W9uoY7u/j1SPT11Cxjt1t2j1EMx2qiRupAIDENkkkY28ipLz4deKPCmgR6TdWnhlrHxdG8OlapNAbe5ju1dcqN53B49pViQV+ZhkmuW0Lx23hRv7b03xJa22oWs4iglj0kCeZWJUspypjUDnG7d8wHFZ/iTV9NvbuFbPS21TUI3LTi8Z3tYkYKQsaZ3o7NuZhu28jk1vGFTmtdcvprp62/X0M5Sp8t1v6/8Oeg6t8GNYh+FmnXWtLa6pfLEqWoubl4rWOOcv5caDYg8xWDM0kjlfuqBzWF4W+C6+INGsbfRdK8X3mtLb+fclY91m0AVzJODtDECQBBtO35WGc1zl54x1uK6W81Sw1F9OvIRpS2UmqTTW5gOD5PlszNs3KGCjADYNWrK9uJNSZba+8VRTWsf2WKK3updsMYZmEYXJ2qGLNtGeSTjNHLUhFpy89tPSyZm6lJvSP8AX3HeaR8EtN8Wvo9o9veeG5rj7TJaudUj1ppViCKUliRMxZcOQASXzjHyknG1S/8A+Ee1nS5tUvbzQdSt5W+xyGCFmuVUspaWJVJBG0LtAxzzWN4p8ceJPD2mNocM2p2MUzQz3EwSONrlhkxO00WN2N5YbjkEnNZ/w3v/ABNPcWlno2jWqyzqQWuJvLjvXAdCfOZgOdxBCtzxURpVGueclbp/w77/ADRr7ammoxi79f6/4Y6rVfgt/wAJnDdSaLqGuNpM0kclmJvDstraaqcqXfduVUEYcseD93jrVbxb8Ode8AXAbXPEGmw3Wl3iaZDZrPHeXEm4ggLHhh5a5z2HJB5BrI8S2vjrws8lnqt1f2kcW6wexiu/tNjbKjjfD5O8xp8yj7uAeuaZ4c8S3nhi/jutKbWXv9NLzMotQyxZUscKpIQRjLBuoPOa1pxq8ukk0vR/jbTtt16WsZy9ne0otP5+ux0mufFnR9K+JOi6/beGdDXTdF1AL9kjtYYLaMhV3eYACZSWycN90E4q34o/aDOu/aLWG80lrfUrv7VN9itYrdDcKWxhFHzrgjqRkgmuDudRXVJ/C7aTp+paiyETXz39tGkF1fiaRhhsnzf3ZUsZME5Pao774ql9SnuNH0Pw34XjEkvnLp1puknDtudSzbirdQAMKAAKr6vF8rSu15+fX/hhOu1e+3oemeJvHPjH4h+A9L03R5NQuZtJvIZp5UneyEfnN5EVmYs7WiLZYMW5LgEHHPJya7p9v4zs4dcW4ks9Pj/s6SMlZE0uXJLlAcKu1t2IyCMnHQUX2sTfGDwV5dtZtBbaPGZrm7vmg3Q7uoVl2vztUqh3BW5HNYuleL7zTdQmk0nT7GLULRFvLbUGnjjjWQfISyv8rnaSCMcnmop0bJxslv66+f8AwF8+tTqJu6vbTc1tE+I2nQeJbCEX18bGZlV7uW0+zsI9w+U+U/3Tg+5zXT+E/j14w8c+FLzSdN8V+J7F7PybLSLSPUVt9Ntcu7t55ZOf3aHYGOWOcnivO7LxPZX1hp9qlvCl9bl5rkRRJCJjuAVAQcMFKkhiAc56il+IHxSk+KHifVNW1CE2d5cPDLeS2Me1pZogEEkqgbMkYAxwOcda0eHcnZrTz1tr8t0QqkUt/wCv+AegJ8QtY8awNpF5p9rrzGaC/uLy5uQ99tQeakMZKkAEZHB5zgYqn8W/idqE0b2a3Oj6lb3lmlrAr25ju9EVGKPHHGG2ITICwYZJOSRya4zwx4S13V9Gj/sS21TVdK1G5WNBaXKS3HnfM6KsQYSkrz8wGB+VaN94Y1oN5mteG7u1s483eIJoobmRSAAwZuWI4ODk9c1nGjTjO7t6db6dzb205Qtr/Xnb8TW1b41ab4otLG48QM3iK+EM1pOl4MrI7AMJzMoU+am1RwBkBV9TWhdeP/Dd1p9nZ6V4gaS30+MRt/acDeeGIBPzQL84zkBn54xxiuP8deE5PD+meH2ktfCLQ3YupmEOoGW9RgEObhlUKMLjZGGJHOQMitj4I/CXwr4z0i9vfEMmtrOswhVtPuLYIzKMtkNIp/iXDY5yfSidOhGHtHf5W79tPMUalZy5NPxX4l3TNEkv9Gs7PTdL1OC3Vmle3iV7qeSTO3czKGAXbjGcfSmaz4Yt/CTh76aHw/J5e8JeXpjmdeh/d4Jzz3Aqr4u8QP4Muo7XGoaCt425UnlkjVkyR5mCQNmRjPIzWVZaFofj+K+uHsfDt7JCfmv7m8W2KjGCNzSDcTz055rkinz80pPl8k7/AJ2/MPrELWirv8PwRzuuz+E4ivkpczKFyH+1MvJ9CfX1NZE19ok0xkRby3hCFiv2kySXTHAHX+EY7fhXtPwG+EXw7+IGvX1rqVmdLu9FWKR9t8k0EiOcKwxuzg9cn0r1HU/gr4M02z8yHWrGyiVJJUaa0gLQkccvgHnqAcDrXa8VSp+47/P/AIFzH2M56pKx8ezWralc3Cx28kaSR/IsK/u1GeMk8lu9MXSbp7RoJmmaNmH3o9uG65GevpX0r4+j8LeD7a1j/tvwzqlrNttBPcWDbpZGG/cjQn5V4xlsqM9a4jVPGng/UNTuLXT/AArDafZYmY3d5cNPbzzA/cXnhT1DCqjjJte6tP67kvCxSV5HjL+FQSEC3bvuym45H5AVZi019JgR9ywzxv5qyFmV4VGRuQ9evbnNe0WvxQ8I2C27f8I+Vwo80QwKVfK8qhY5Uhu7DNQDxza+JZrf+zvBep3V9v8AM/dTxyiBVPGSRj6gVX16b+JaAsLG+j1PLtW1rxHqFjb2qw3zWaTZtmBctGxxzgDOCecmsuz8Oat4kP8Ao8ElxlvLaRYQcnJ3Fs9Bn1OK9x/4VMPEviHVtQ1LWH8I6sLSKcaZC6LcXzMpYBt5C/dGeOMYHU1laJ8KLWx1O8XRIrjT77TpvIs7uXUwG1JZMBI3Xa0YkG5yc4GMd+azjmVKMfdt+n/B+VzR5dVbTle39fd8zyo+H715ytnZalrE+798La0Mtun+zlRjdxng4xXpvw0g8faH4WvprDWtP0bTltVacz3It5FtXYbo452XajOCw2A7iVPHFbvw88CQ+G5phJ4f8TRQ6U097dx6hqAtzGFUh8oCv3nG1W3AsWAAPfdvrPxBo1l4f1a2k0u607FvYail24ms4ZWWSVS8Z2sJEUMQ5BAJ69q5cTmHP+7svn/lrqdGHwKgvaNv5X/4AzR/B6+H/H1nDNqtr/YfjLSWl0bVJJhK2iRKMJczgZP39yjIy4OSPTNsvhlfeIPGMlvJ4piurPUru6sbHUUkysEcbMoneEEMUcKMcDBIPcVf0yWx02fUL7+0LyBXEWqxC5BtUuZIxmOISbPmKsT0baxySMYqn4g8ehNcubw2MOlah4hRrp2vG36bOTJkxozp80YQKMZwGXjg1w81RyvHt5f5b+mjtsdUqdJaS7vbsPPwg0bw34QsWvJ9U0zXp70215bmXy+MRtG2ZRiMMGOGZiGOeBgmnah8NtN8M6l4kh1LUdQlvIFWGz1TTp2NjDIcFfMDp88YXcjPH0bkZrS17xR/wnUJS3i03UW16aK8kFncfboWuBkMrKfmh8tWJCoAgLcE4NVL/wARPqGny2OqHRxq0b+XCllbvNe2DKy7pXRSVmR1JDKBnLZ7U41Kjd5N/wBPpvp09BToU2tIoh8M3d1E+k6DY6lqEM2sOxSYyRYvnZcRBPlZghAIwSMnk4JqnN8QoY/DdjoO5dQ1DX55IXit4zaT2LxuCqZkASRnJGG67hgVNp+oeDdIiksxpenQXcES2GqWttA91NdRFixvYnYMsUhdVUjcpRWOAOlQ6lommeLdMktdL8iTUIbWK+s7Cxt/7Skd34NusjBmEyDLMp4woOATmt+dOVpJ27/101W2npsRy2WlrodqPhXTPiNrVw+mx6tHrFvLLGtjJD9lWyRZNqPLIzCMy53gnPO0YzVfRfC7+FJPNt7XU9Kl8RxtYWFzdaykN6sEsRM7zWpVj5cwG2MuyjJHOOa6TTvBNjeWjXdvqsq2+pFINZlvfs2nx6M8CoG8+E7RKQSWUJtP8RJbNczqfibwJ9rvrKHxVeeWnnRrNbCbyLp4RiKWMZkD71yFR/l3N6U41HL3Vdr0en/A8rbd73JlTjpKVvvWv9Lz/I5HxT4c1TwrHa67p1t400vQp5Ps1pf3Nq9rHOzKwki3xSMrcLIDgkHb15qzr/xBuvAt6j+HfFWra7YzRxs7T6dshuS6KHjlSQHeikbfmzuwDXoVzrfgW4s4bHTtQ+IXiKG4hTykFpImnWW8qZY0ghRDlQSSA2N2cnBqpf8Axk1L4NNeWlx4UutQ0fXlgFlNrmhpaXNsEfMkcEbB/MOCCrPnB5IIrV4pyduS789L/ffWz/yM/Ycq5lOy01V3b7uj22Of8FeB/iR4r0ZVvtFhs7cSR6XBd6laxWcgkkZXiAkPAwEBDMR8vHSrnhrTPip8aPEXiSbw9DcwR3QEGu38bwWX2kk4ZmY4Ubgp5UjIFP8AEfxk8TfEy20m38SaXoeoXlikrrqV/O1pDaQySIYSYk8pCYwCC5D/AHscYrnvinq+tfEK0utYisdN0vR4pl0+SLQAIrVJMM2HVnaR3AGd5yB0yOlP33P31FX26pPS3XW/QmUopXi5P838+n4nYWn7PthpXjrRbDWLzS/EFpqRuGtIdN1H7fIkidDKclIcuvUDqCM1X8WeEY7+wbUNa8Natpdj9pjbT759N/s6CWSR9s9sksQwqltzDfluOMZrl7HW/EHhTw1a65pOteINHhnsYrV7pZGRrlZJOqDGQrsC2BgHBPSq7fEHS9bvINO1LWte8QNJhz9o1R4beOdskKAxdWXc3zEYIOelEaVdy5nK6/q/4WFGrSUOVK3r/Wpp2Pg/SbKwvBJeWup3ENyq2OnDPlafHgsJfPY4A+6GTuRk4pYrTwV42vLPUNa17Q9JmZQ1yNz7o2GDhI0BLHI4bqwOAOte+fAb4I6fceBZm17SfggzQ3RRtTTXhNJab9oMflK4BfcDgsxr1L49/sBfCfxOdKvbvxV4H8A6bcCS2tf7Mkht31R/k3gtJIRI4C/w8jdyay+tQVTlcnfuraf1/wAOP2blG6irdnff+v8AJHxb4t8Zad41srdY/Dirq1jCLOxuLSOQR3kSMCGuNxAYFdwJIyOMYArFmsdT8L393M1rpujy3mI2sERW8zcMhkXk4GM/KfbivuBf2JPhJ4DvtL0bUNdtRY3lolla6hq0wT7UzgsJA8M6BjzhSwxkY5rgPjn8Ovh38G/iHpmtaN8VNG8Sar4fC2mm6N+7uI7KMZ+R5AWEYO5ssxB5HTFVDFw+Gntr3/4P/ACVCT1n5HyrbeHLGzeaG51G4gvraPzfLcTpDNkY5ckFVwxGSvH5Vo+CNA0/xTprWt9Npmkaa0O+yMztDE8ijAXzVRm+YnqwwMZNdB8VPEeieEtC1DwLp+r3ureHzP8AbkvX0uGR/tC5PkQzQzFzbsWIJfqVBHem2HxIg8TfCtdBvL7w/p7Wuorfaa8D4uIbjZtw++NpGjBBJAIAJAxxXVOpOUeZX1e/bzW36+plGlFSszldR8LR+GJ/7Nu/tVneBPPuFmt45LVlKAxxxy4VlYsRliQMHpWq3wqnh05ptQs9e0G+WKOS2gmsybaXdy7tLEflj28ruOSAfUVefx14xvvFfibXIrzTbxrgwDUr9oR9kuzgFHMcpzuIXDNtH3T0rL0GKPw54rtdevU0yPQ3d/tFoLstbSxuGDojNuCoc8Fs4wBQ6lS2r1tfTXXe1vyvf1Fy009E/wCvz+RseH9FuPhd43u1tfEPgFx4d1KINDqEc9vdzGZSf3cRAkCFeu1sqpB4ziqmi+ONU8G67cfY9W0mwiG+KHU7fUWW3t1lLBDGzKXCxBiowNwPOe9dNq9zpPjDUWutH8P6HZx6c6yxRTss0KQ7CHIljK+aRkYBXAyeDRo2v+FdM8Sm61LS/C9npdzbmDUrdLeOWeeMsFLxRyAHzCmQMFSDkgcVjzuS5pxu7arT8r/8DodHKk7Rel9Nyjo95rnw/wDGfiW2Gt6fe3el6TIf7SW4kkt/EFt5Yd7IvGfMAlUsuR3HJFYOi/FvWPFc2hs0mkwvYtJZaS08Mb22lwytvcY2b8oSGDsWICirV9o/gfRfDOk694a0PWP7eXzTfsl6y22lTM5W2CqrB1mC7XG4shzlhiuVn+J+oeEdSuv+Ec0vxFpc15bSW9+t3NDczTRttZiCI8gMxLHHJBGGrop0+dNqOvnZarR6ef69mc8qji1d6eV36dEWp5tY1vxdq019qviq4u4Wkji1OytZGtb6VmOCWbZiGbkhj94dq1734hXVh4EsPCniaxuruZrt76z1CIfaJbG3Me4pbjd5eZGAJbBbtWJrfxo17xV4l01Nat7TUrKztorO1stR8yzhiRPutJtKvLtySC5bAOMYFa1t8VNW017zT7zTfCOoyxyraQ6hfSbjpSo+8fZZkbYingbiGJ6cVc4zaXNFd9Glt2dl80yYyjd8jf3fmivqvj2G5klvZj4kmvLq4BtnlngjgMnymRZIUKgZAGdy4POea6P4w/tKaj45u/7S1TRbmK+uoIRa3MdusEWl2qszA2cUZwqmQEmT5ueMiqVr8W9W0HU4bqPVvC/iO8ktLy5a3MQvGSSRGXcz7eZSACFxgbVziuNu77VPDen2dprVjb2cUkKw2MryNLJYwKNxiEYYjYzNkqRznIxUwoxlJOSv8/vtt/VyqlV2ajLfy29SJtUvviN9svbzW01DU5lzd/bmm+1yEYWPMhBEjN25/hPNdDb/AAu026msLP7dqWn+KJY5TqlpMv2SK3IyY1WR2COGXaSffiuf8Pa1r1tcahcaCNSk0/7EZNWk0yzYLFbq6kiZnQ7VRzHknjJUd61vD2n614mmurhrvS7jVNYJ8kXV0seTt3M7tuAVgApVWG1iB7VvUuvh91f1o1+PTYxppPdXZe8dfCC48FQs9xE1ncRMoaa+eMRnzAChWRNyruB4BIOAT2qz4Z8D6f4k0rS2bxZp/wBqknYSW2nRC8v4otwDySEEKoT+AMdzgnHSs7wZrupWnik+CdM1C0n/ALaMcEcWr2Uaqs8iBiZQzNGFU8Bt3GDwCSKo2moTaqY4LzV7XTbfUpVtzczwxYgZARgwoAxVRnDrwAV5rG1S1pSXk11Xo1+RsvZX0WnVefyZV8YaPceF9YdbXVJ9YtZLl003UopnhjuFRsgsGwyOMAkdAc4JIr03XvFcfgrU7u4sd1zeTtDcppVzIb+8065nhRJZka3IRZGYkoGJKpJyM5rhPG/k+G7C2jt9YlWGayS4SH7AYnlck/MhfI8ts5Uk5PJ4qP4Xz3GlatHrVxeWfh2TV7WQRXlxAJraRgWjbeqkGN/lOCRxgHBBolFTgpPp5NXen+XQmP7uVlv+R03gHxjG+j6tDLcW9jCXightovmuAwm5n8tQWdo0LkkhsgYwa1p/jvfeOfG9gVm06bzGGmPOuln7PPFGCkU7Q7Sm7aCcBQ2R0zXL6DD4+8L6Ut5aQ2ukxXluNRs9RtIods0QkZDKkmSEJdH4bBPXpivP7q31C+0mdrOXUrjN4zTFbcSK4zzJuHq2enWpjh6c5yen+V11/ryKlXnCK0Z2vibxNo9xDbRzLps1xpMD2KTpAixzszu291IV2YEtyeRwKh0/xVrnwx0K6Xw5Nrti2vpJDfRxR5hvbZxt2IwJfBJY54wMYNYHhu1m0HxpbrL4esfEFxA8d1JYyNJJFcFgPlZU/ebvm5Ucg8Guwn8YzeJNH/tDxReak9rpM88mhaIsUsljKhk3TWqXMZVocZx8+do7CqqRUbRSvHr1v6L11v8A5Exk5e89H/XU2Lr4kfEC88FWzeJLLUNa8I6peIQlxCFkuGghVWaLjO5IwoaXBHTJzXD6/wCGrGKW91HT4xb+HZbiX7J5t1teJAcqjHcTI2MdM/rXfa18R9F0w6pZRtq2n6hpzSS6dZ2WpfarK0hliVXsUuCpZixcsxyBj5TzzVXxH8MrjwrrNi3ijR/+EThtbaAjSrPVI47q98zhrqNJS8cbGNfn3DCnaMAnFZ0a3JpblT9Ff/N7ar8jSpQU1dNyt+H9eZynhbT9Ngs47ltRvLPUJIlmsYbaFSGPnbHWcylQjBcsMbgeBweK3/CvhfwlqfiO7vtSsdautLa4azhaPUY5nDBS2XgTa21ugkzsUnvV3xm/h+60m91i6bS7jUYbuH7DDOUMuqW/m7XjeBWCLN8ys0i7FKocDvXNeDbf+2dKuLZnk0e6jDJHHYiVPtqyMu3c0ZZGYA7dpAUg5J4qlUc4uV2uj8vRrX+tfJ+zjBqLs/1NqLSvBbwSaDY3mgpcXE8bQandQSNJpCAMxCyRhhO8mUQkqwGMDGTW5qmiaP4e1yO30bR7RtWuoPLjm0/zZ/sQYgefcCXjcQSAEVdmeQCawNMspofGMM+l3lvpN7K4ZvtW2y2zK2PLR8jaBjO5AQCeBxW1d3+neME1m98R6pLptzYW8qwz38tx9oIkO+NkYnNysm1wCFxlgzHAFc9STTV22ra9dfO3T+uptTirWsk/679f6sYmh22inx3d3FvFfaL4i0+S4ih/sm2eXTLlIYfLCIqgSqzlWYy5xtJPao7rwDoth4KtY9ea+TWL2+jSC9gvGuLW1tdu+VN+9l35ZTuX5lzVPwL8YJdN8TGXRY9a0WGS2azlt1lGGQIQzszZcK/IbYwyHI6Vkv4Q8N6LryLfDU7Ox8p4XNrJIVlL/wAUZI5YZHyA4OB65rstNT95taL1013/AE1uc14uPu2f5f19xJpeo6TqXhLWNHaV49rrNppRkmcSniSQln+TcirnAyQF9K62D4j28dlDBp9rZ6hbx/OM2DBYS2CVUrtJGc9c+1ebWfhCbUtMe9h1Jbu3j2JGlxbFLpwx2gKBjngcDkZrstGi8W2VstpYeIGt7W1UKkECNEIB12ndnJH1OKrEU6clZy+Tv/kZ06lSOqX3HceLP2WvCuqTxyTeJFhWP5Y86oJsjOQAXY4+igCqUH7N/gvR5NzXRvJACBJLcpkjvgDivAtRh8Qx6h5mnzXGqQMm/wAwR4ELKcMD2/Gq51K72CPVnmjW3JDKDuMaE/Mep55qXhcSlrVuvL+ri+sUr29nr6n0fqdt4T8EQxiH/iS+YcK9qWElyFBOCQDkcZx0rjtc8UWs80dxY6bCkd5idpr+UyXE64ODtYAJ7EV5raeLNT8OXQk03XLyPew+z3MBPmW4QZUgk4DA+lNn17xP4g1CW8utS1bXtSnUtLfRzvNMAMZZ93PT+RrOOD63/wA/6+Y/rN9EjW8UQXGpeIZJhNJDcXCBApkKqVHcE9SPpj2o0sSJN+81iOFYD5QDjcMj+JsfyrN0nx9fyWWVvr+OOJi6XH+tY453AnJH0FSxeO7qOKeaMySfbH33Mr25DXUg6Fm75B4Heuj2dS3Lb+vuMVKN7nd+DX8P6dq6za3qEusRsoytspEcQI+YBTjLjnknA4xmus0H4ywaHq1ra6edJOiabqcV7bSC3dJNR2NlFmUNz8pIYYwSAQK8avviZq0mnt9mmvFYuJbUlDvwowflxlh14FQab8R760061s76+vI59Pl3gMh3IwGOcjORkkCuepgef3pK/l/wDqp4xQ0jp/XVnuWqePG1E/2hZ+IGurzzXWLTdSshdQwxncFVJuqoobhSCRx3qs2oXF3cT6hNI11q19KPtX2hftVncJwDkuPOVsAAMrDGBXl1p4X1/wCIN9bXFzqOsX32M+ZaiC1RsMf4iBjpW74o0bXLKyez1qbxI2o4V4raOAwxKo5R5lI37j6LkYrD6vTjaKkvPT+tDf6xUfvcrt/Wv/DHd3epi31T7Qs0sWnqN93GWl2TY5G4ghtmQDgluRVTV/El34r0iNZNGfWr1p1ikiieSS3a12scEZLBVOMAdBnrXB+KNSuhAljodtrSwyRru+2RyAk4yyg5xjdnBOOO1Y1l4+1bwlM9rr11rgt1j2pBb3LeW+T32uAPxq44Ntc0dX+JlPGW06Hr994QvLDT47rT7W6sFsYlIti6TWbuuSDtkjBKZbGwjt941BHdS+O9Lubaa+gs2upY5orW3VfsMBRcS4aWQGIFlY+WBtB6V4fc+MtJeSS/jsL5Zo518kfb3HmLnOWXJywIBHbFdBrXxgvvFVzcLq+p6hLCbp9QS2t5UMMs5Ubjt2gZwAvXgU3g6ll5a67+nW/9akrGx816HpHji5s/D+s6GmmtaaXcqmYb6wLG4EbZ3lljyuwkEDJ79K2YvFXh2PxFGU8JyG3mYfaGe7cW7cYO5VQPgk7iFPU15xL8ctL8Q67catdaPZ6JdXwCywabCFQBFCqdvXJ5J7Zre8G+ILPxXBcLZyHzLGzlvpBeSBHMceNwBJwz88L1NcNSjVitYPTrf9UP6xNu0NTpNZ+IeiReI3jt9Ls40umY/aLLTpbdbfJAChN46DIDEHPfJrqfF+v/AA/0nwza6bu1rXr5LFoIYtKcafp9i8j5DjA3PIMsz7s7icZArxLWPjfYW0UiadH9qmjkWP51Koy4BJB9fT3pp+OEM1mZI42875cW/ktukB64YHAxjODyaJYKtJJuL08xU8Y1zLS/mddqWj+D9LvLiXSNHv7i1C/uEum3XCOT0Jxt4GeQOePeudufiPYeGte1CO/0mz06HUoPJtFmsTJBauQAJC6NlWXk9CCeaboXxes5hJFq8zWNzHOyljaytB5W0bAMHezlieAMADvnFdJ4h+J3w81S6sYY2hXS4Yopry21iNvtF8xOGjgaEMFBweWAK55zzW6jUhLlqwbXq2ON5x5ouKNLwL8SdXisbLUm8SnUtP8ACET2di3h64MctjKAzR3bQyRlZ0ZnKOg5I5/hAqppPxl8c+K7VtN0/Vbi4upJzdSaor7blECiMQtuB8uMAZ2gA5JrG8MeJvBPhbxzeeII/CviC60U+dLa2NrDPFHGzZENu042rtXIzIoyQOmahX4iNpd7b3l54PbWIbiKW5W8nsZYZV3ZQwysyAzIgEeCucAj5s5qvq8ZS5lTvbVXS0f+ffVfM3p15RSvUt3s3/S+4sWmpaxqE00OsNf6sq5MtxMILqZDJxugHl7+No4PC7icU3X9Sh0DSYdH13S4hbjExmk05rfVY5JFykZkAG+IDJGBklvStbw1+0laXnhi4t4fAN1ca81yBp8mmyzFdKUMrOiJtMgLgNlg/r0Aqj4u/aVtNc8PXq+H9A1a8vtVvor3VQ8jXFva2qMTFDHyWZADglsYwo9aF7bnt7K2vdL532XX5h+55W/adOz/AKfmcIz2M9uoexjN5cKFQtE0ixqTjc5J+Xav3Rg9TV+8t547loV0rw/eQ2tmHSeyk8l0jzksRnAI6fMvFdx4x/aYu/A+nWUugeHYdL0fxKP+J54euLKaG1kljO07HZcP5iliTG3y7gBiuZ0T48Hw1qOnrY+CdG823jklIj0uSaW48zIMkjYLOR0Un5RgY5rrpyryjzcn4q/nfU5WqSlbm/D8tyrciTxH4aks2GiX0du6NC0jtDPbLghUVxtjPUMSVJJHarmlfFfVPBWnW+m+H2voZbJ7p7WS6dXbSXmURzSW7jBUvt5PQenGa5+y+NGoaBqjD+wbfTxNNHdXAFtLb+YwZtpZWPzAZODj1ptt8TDN43m1RfCtvqGoM7Nch4MQ3D5+bC7SWJ55J5ya0lRnqpR03W2/32JlUjf3XZ9Xr/w56Xp/xC1/4f8AgPPirS5PFN5qwW5jllv4Ga2ty4PzhixlSYjByUIAODzWN4S8HeJn1abxtt0e8Ok3Qur/AEa6mSFYbYn92dqPlossQQv3AuSSDXnvjPWNGvfEd3d6X4e/s8Xc0UzWyyBltiSdwKrGFwVIAQYC1VsvF+teFm1KbTbe+s0uLd9NnvWiDtFFOMPAzYO1WAwB6VEcLJRvBK8vkvTfT5BLFRckp3suz1/LU9Q8JfDix+IehXereJT4ihu7q7Ux6zawJsgjX78S5fDAFl4VScfrX8RfD7S/DMn9lN4ktbtIZwsWoLDNB5m8lm8yBlL5AUjcuDk15DrX9oaxBZm8tbhbe0iBtIVkeNRGSSfLU8DcV5IzyK0NOurWCyW68u6k1QL5NuZp/MJRjlydw4OTwQc57Vv9Xmvt6dkl8v62M/rMNlHXueswyaTAbrT0jjuk1CeK9lW1dLeGBFwir5kxLlSSCRuABbkYFdt8fvB+rXfxCmOi+DbjSrJtPtr2xLSJAs0Gz5JJow5hbLBsBdvGDivHvB3iDUry8ha4h1a8uI4JmdLW284LG+c5RFOU4H3ulVfHeqt4hs5v7WuPFULSywzFrq0laCLyxgJGMDIOevsOOK4/q373mvt6vr2R1fWI8lu/Y63xPqXiC9nmlsvD0S6fCYob2SEww3N1PGrCSU/vCU37iCF4OFPaqFj8Ef8AhM9ea81S31jRrO5WWO38hkvGgnSMmFPmkBw7KMuxAXJNc/p3hTXNKuZtUW81eGS6cqz32kTKzHrwp7HAGe9UvEPifWrfUIrW41O/EscxuUtH06W3eQsAVRkbsQAQpHOa6KdOUfdpNLzs/wBdDn9rGSvUT/A2/wDhANUfVoY7PSNeh1a4Bklik1FJFnBVcOSCI9pwflJPAFa8cfiSDUf7YtdIu5lkCqbedGaC48v5TiXzAyjthRzgY4rjLnVtR1HTriIPdRte3YuLyIwPMCV6oAAfLXnlRxxWf4mu9WW6h+zvc2SW6AR+U3lhcALwRyR0681rGlKekmvnf+uhPtYx+G/4HYR+EfFGq38kmsafd2NxJK987TWe5pnBCrEjNgklnAVcgYBzWh4S+CctlC1zqDaPqs0WotBe6JqqPbuuzLMGmVwkalhtyrFiy4ArlovidrI8D6ZosTRq2nagdRfUvMcTXY/5ZxtnjahLEZGSTVTSvFNvoGt3F15FvfTT7ZbozWRDXb7slG59z8wIpShV1St8v60++4QqU7q/4nSSfFC703SNSsLXRVjW5eS7t7+P5LmOSWEQGMuifNbBVb931Oc5zzVPxn4G0/wxo1lqGk+KrXXI9UuJYwj2D211aCJUJkeHcxWNixRCTn5M1j+JPEum+MPEF5qckWoWDXkonnEDArvPVgpICgDoi+lYtrq9xbzFluJpoldgB/qXC8nBPYng4zTp0n8S0fVd/vM5VfsvVdPI9R+H1z4Nt7Oxk1S8uNRudWik/tB0vJ4FgfzkZIyNo2DaDuYiUZxhO4m8Y6za63LpujyeJvDOk2ukq9qk2k20m3UyGZlnaXG7cwCjDgAccAV5wmr6WkYSW3ka1nkJZ0jWVg3r83Geoqzcy6OniJlhk1E6RvUIZLILJtwCdyq2OueQc1i8O3Pnd7/f/wAD+vmaqv7nJZfkdjpF5pcNnq0erxTeImNhNDEZZtjPOcrFOWiBMix/eCHbk4zxXL6v4nstP0qDSVsNT1G0jmNxE9ym3azKFk34TcegwMhRzxVXUvENjPdrGNLkYxMyW8jyyRM499p4yMHmqN5qdnc23+hyfZXAMc8bySbUfOMb9x3DHfjrW1Km73kn/XzMpV76Kx2XhrxlGt3prTzaXo9ppttJCvn2+4SjJID7snHYYxitD4eyzapdC4vLe5m0xrnfaW+1LhYbh+kis+N6N0I6c98Vh+B/HE1vpVrD9iaCGymRoZYESSR5BkrHI0gIaNj95TkYqxruvah4g8SahcfY77QlvJ3aaK3sXmhgJJ3iMAYVeWI2gY3dKylDVxS+f9a9TojUVk769j0iL4jaHBqmoRaB4P0XR4NShkW+hkNxcRy+Xg+WWBUIsjI+VjjGMkZOc1DpnjGHVvhy0a6roS2V9rkloHsbR9NkWEjg3I+YvDuYFQrBlETZBzXk9lf6GNZiMi+II4vLHnyw2BaREGcAAtz35PeptJ0/wXqLwQald+MLizh3yT3NtaIPIjPKnaWwWB6jjOTzXN9Uiuklt3e39I2+tN9vv/r8jo/Emvan4O8ZWr+HHytijmyubKYXMUkgEkf39ofLBSwDcjcp607wn4Ph1bxBY6adZ8nw7qGyc6jqELQwi5dMvBLGXckCQGLeuWbl8Y4qzq3xE8Gw/C+z06z0XXNS19WIXUHtfsdnaqCAu2FWJmLLglmIwegIrmdP8T2unQtax+HNJmvHljLvJprrLbqgbhVBO7cCGJKg8DmtIxnKFuVp7bfjq/n+hHNBTvzL07eR1VlqclpI39h2Gn/24L+YtBpTTNaxA4jWGG1kA3Ofmbfu5DAbRgmuS1DxveXOvWly2m27fZHit/LkLXFvPKu7LMJM4Zs5ZM8kD0q3N4/+0aJDJbaWLS7trmS8n1DTvOiuI/uCOMKdypGu04PBO481Rn8R6brgu47vTYrI7d8e+F45kYkg8KcEsSMlgOgNOELS5pJvp5/mTUqJqyf9fcOD3Wr3GmyQ6fpOlrFF5O83PyyvvOHfdkqTkD0wAe9TeOtY1z4f6lqnh28nZZrW5Vblbe6WeEnCyIu9Rh12kcDjkg1w8VtHBMzLDLujdgVxle4BJ6lQM1o6dqZht1tmur62sIZlmeK3dd3zHa3ysOeOMHiuuVJJ918+/qzm9s/md0/xakh8PzWcVxHeNqEBE2mzWzLGUKD/AFZ58twx6qPX1q1rHk+JfhTb3d9dLeajHCllbYjb93tI/wBFLj7hCklTg5UEDHSvPpPEd9pmi/2W297OQiRzBH+8KgnABxlTn0OKYfEq2X2htNtpPLlCszeWbdY2PAO0EgfXufSsY4VX9zTW/wDW3/DGixF/i7WOt8OfB68sNdlhv50lt7a1+2XAtHIa1QnB3lyNpRuCvJYYwK39W1SbUfD1rZRyNqSW94fI0+5Z2cqy7UIAwMPtyepXg8CvHtTv2ksmhWxupDM7JP5kjE3hDeYGfnJwQCK0pL7+19MhSGRVu1IDLJny9o6D1zxjnHFaVqM5NSk+vl+go1oRTUUeleAtP1bxFF8lnBHbwpPPLM115bzKE3EKg3FY4wM44z60upapr9/d+Zo7Wmqaa6iSGSzZZkXdzh94G2TpuUcDjk1xF34q1abQ7RZNUskt7K5WVl06eaG6yVIEYj+6VXBJI/vde1OtPidP5sqtdawyqflQXjwrF2IAX1xmpjh5OTat+Jr9Yilyu/qQz2dz4x069g0+4kt49Lsp7+4jmf5XKEBtpUd88A4+tYNhrGk6/p9nDBpH2TU2mXz7n7SzpKuzBGw9y2Gz7Yoorrt+7uu5x8zb1NG3+GeqanP/AKLcWcNr5nRncyMQe524HXt2r0vTv2aPFfg+0nmuNS0mBbCKC8/0S4mZm8wNtIJjXDYUg5z170UVx4qpK1jowkU22yve/s/Q6DoenNfa5qV5a6lBJNaxKiKYFUjfk+pPTrx6Vj3fwT1DUovtEFxaf2TJOP8AR3mlWQMg2g7hkZ7/AF7UUV5OHxlZyleX5HVWowitF/Vkb2n2VvoNxpdr/Zsi6lYz5tdSg1eeOS2hGdyhMFWYk7gxxgj0qlqcen+MviTqDTahrix6m4P2lxHJembozu42q27aT90duvWiiuymrWn1t/kFPWyZ7f4F+NPxC8MfBTULzQfiTqVv4O0W8g0K3jn8N2H9qcoxJ81cDA2nBJZunPevPPiTqWua9ZyePNS8Va5q0uuP9mc3JVZi0CYOQuECnAAAHAoorx8LK9Rtpb22Xl5HoYiKUNPzZ5tH8UdQvr2Ro1O2NFGGuHXJznnHUdR+NOPjW8bXGuLq2sbiB1GLNwzQqSeDk8kgcc0UV9D7Cmlouh4Xtp33NTwZ4d0/4lf2jpq2NvbajNGywzEAxx7VJzwAQeOCOlegfDb9jLwv428J2eqNq3iTF2oJjM0abCOCAQp4yDz1PtRRXjY7FVqOlOTW35Hp4OjCqk6iudVL+wd4NHzebrksm3J36iyj0H3QOeKoeJf2dPDPwn8Lf2rBpsVzDZxySzwzyPMbtAn3GLHp3470UV52Hx2IqTSnNnbUwtGMbxijjodA8G6n8WtD1rT/AArbWnh+ZI5Z/D5kb7NclY87WfJcK5DFsHuAOK7zStK8G6R4q/tTSfB0ejXTQOHWz1SZIo5HfO2JCCI4wnAHJz3oor2I3mrSb7bs4oxilojo0HhP4n/FPTrwaf4h0fxPcxyxaZfDVftqW95JGQszLIoCr6hV4wCOa8usvjzo+q+Fzp9zouoajNbwvcLJcXUCNbTZC+arrAXfILHY527jnk0UVNCKlUnGV7JK2r03KqS5YKS3Z1nxS/aS8O+I/EGg+HZ7Xxtd2vw/eD7EW1mK3QXHlmRnMccW2QA7QDJuJAP3elUPFXx30fVPF9x4gt18b6dq1rpo1Cwu5vEDakzTx7vLVo5VWKGIE/djUgYHFFFaewgo6IwhNybuZlv8bL3UZNJt7bxN49tLtLgTrcxajFFIm4FWYMsYYk5IKk4wawfid4gtfDV3c6Eura9qmgeGIbe1iiktLSzcyThppM+WrF1HYyMzZ9BxRRVwpxVXlsra/oR7SWupz914h8Oy+HJm12z1bVFvNNmj0eR5kaTTHcgpKBhV3bhhuCME8E4qtbfFbxt8NNJ0m6tPFOraTNcQrF9o0u5MVxJb4BWJmAXCqxJCj1PNFFd9GnBycGrq+xzTqSTun0N3wx8S9d+L3ittW1zVLvXLqzs32HUn8/ZBuz5Hzbiy5yck5yx5rY+Hd1c29tdpGyNbtDJcSqpMEnyg42sucYBwOKKKmVGHO420NVUlpqb3x2+B/hf4cfC7QfEklnqE2l+LNNiureyiv5EaKYpn96f48Bchs9cDbivnu4nsVeGTTl1CNFBjuYrmcSR3J6qSoUA4B6nmiiuHLa1SdP33fVr7tgxtOMZ2iuiKUjX97aNJNdKYBFshAB3Qop+6voOa9A+GvhrQ9L1i4n1y3vNW02xjhVPLm+zzee7KzY24ATZuH3iQcGiivWxGkNDlo6y1PatEuPhD8OrPwj4ltNG8d3E3iy3up5YjrD2/2a2DNbmEPHKGbLHJyeQKzdH1uH45/EXSfC9tq3iLStNt7toJDeS/2pKRAWmV0aRwYyRgbQcZ6k9KKK+fjJtSm3qkepLSyRS+LX7XMd5Zw/2Zpd1dalZWt7pNzeazdte/aUkk+VkRyxhMfLKVbgu3UAV4x4k8c61421S51rVL+W91K6ZLie8mbzLiTaAq5YjsAAMYwBxRRXp4GjD2albVs4MXUk5WbMdRPJNkTSK9zKSSGxnJxk8dc8n1qJTcWl1Jb5Ux7WIXeSAR17etFFejGKvsca2JLS3urlpbcSRo0Kgqy5XcT6/55pbeCRrTdM27cgjf5ic88kUUVMopNghTaxrd26rEu2YlT79hnOakOkzfbfI227NGQS/TcT7Y9KKKcdhvYsJ4dkntmjaRUkMh5Q8Ae3HvVMeGFsoHCzXBEI8zBmb5j70UVjztSsjbkVrmla+GZpI1X/R2jbMjq+WIBxwDVXVPCjQt9l22u3IJITpnpxjnp3oopKpJSsOcUolptKmsoFXzFkEalQp+VQPbH0rNJvhcrI1xshlIUxI7Y/Pr04ooqqaT1YpbE17oUpiLiQBcgEBiCccjn+lFrpaz2o3RxecwYZ5wcetFFDuoqxNvyIru1ktx5nmNIzP5ZBbaPTjFVLXVNuoNDuuA205bzm4YcDHOenFFFXTSkncmWmg681W4tLSZftV9CVIhfyZyqzD0YdxzVxY5Z7hnO1533SM7Mctn1696KKcoqyDUdNoFw10s7Tbm24ZN5CMD14xUOm6Ti7kOyFt0gXkc8KT15oorO+hXKrosX6yW0aqGf5ehWUrj8hUOhKTqKwtFCwKnBOTwexHQ0UVUdhdR0ujyWw3SStIWG7O8jBHJ7dKjbw2wZmWTO4gEsTu5569cUUURnJysxDjbXSxJtuGWXHBBIGPr17VNb6TNFmRvs8nnAN867iP0oorZabFI/9k=

 

Dans le domaine militaire, la famille des drones est divisée en sous-catégories selon leur vitesse, leur rayon d'action et leurs fonctions :

- les drones tactiques : lents ou rapides, à endurance moyenne ou haute

- les drones volants : à moyenne altitude et de grande autonomie ou à haute altitude et de grande autonomie

- les drones de combats, dont je parlerai plus bas

 - les drones de transports qui semblent en préparation, y compris pour le transport de personnels et qui pourraient aussi être utilisés pour le sauvetage en mer.

 

Le drone de combat est  un drone bien spécifique.

En effet, ce drone est conçu pour minimiser les pertes humaines lors des combats aériens et doit être le plus autonome possible.

Il est aussi conçu pour accomplir toute sorte de mission, et pour cela il est doté d’une capacité d’armements militaires, de matériels d’observations et parfois de matériels de sauvetages.

 

Les drones ont subi une radicalisation de leur utilisation depuis le 3 Novembre 2002 : en effet ce jour-là, au Yemen, un dirigeant du réseau  Al Qaeda est éxécuté dans sa voiture, grâce à un missile Hellfire tiré à partir d’un drone Predator de la Central Intelligence Agency (CIA).

Le drone est, à partir de ce moment-là, devenu incontournable comme le démontrent ces différentes utilisations lors d’une mission de surveillance durant le G8, en 2003 à Evian ou encore pendant les cérémonies du débarquement des alliés en Normandie, en 2004.

Les spécialistes considèrent que les drones ont prouvé leurs capacités opérationnelles en Irak avec les Etats-Unis et il en est de même pour les drones Predator  en  Afghanistan avec la France ainsi que les drones Harfang.

 

Les robots de combats sont eux aussi de nouvelles technologies en matière 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de guidage militaire. Tout d’abord leurs définitions, les drones de combats sont  des robots autonomes ou contrôlés à distance, conçus pour exécuter des missions militaires.

Les drones de combats sont une sous -catégorie des robots militaires.

Les avantages des robots militaires :

-Aucune formation, mise à jour et logiciel simple

-Conservation facile, mise en veille et réserve en temps de paix

-Moins exigeant que les hommes (logements, soins médicaux etc…)

-Recyclables

-Ils participent au renouvellement des nouvelles technologies et de l’innovation technologique du pays

Cependant, ils ne peuvent pas complètement remplacer un soldat, dans la mesure où il n'est ni possible, ni souhaitable pour la plupart des gens et des militaires, de leur laisser prendre des décisions de tir. De plus, ils restent incapables d'improviser des manœuvres complexes, comme la coordination avec des équipiers.

Les missions qui leur sont actuellement confiées sont essentiellement la surveillance de bases militaires et la reconnaissance.

 

Les robots de combats, y compris les drones de combats, sont des avancées technologiques en matière de guidage. Ce sont les technologies actuelles, mais qui vont etre beaucoup plus développées à l' avenir.

 

Cependant il n’y a pas que les drones mais aussi des nouvelles technologies que portent les hommes de terrain ou des missiles de plus en plus précis et performant.

 

L’armée française a mis en place début 2013 sa nouvelle infanterie, FELIN (Fantassin à équipement et liaisons intégrés).

Ce système a donc était lancé par la direction générale de l’armement et a prévue d’équipé dix régiments lors de cette année 2013.

Il a été conçu par le groupe Sagem, et améliore la protection des soldats, leurs capacités aux combats grâce aux nouveaux équipements optroniques (système utilisant l’optique et l’électronique à la fois), électroniques et informatiques.

FELIN s’inscrit donc dans le concept de Numérisation de l’Espace de Bataille (NEB), les Fantassins sont donc des combattants en réseau. Grâce à ça, les chefs de sections peuvent suivre par guidage radar les moindres mouvements de leurs unités. Cela fait considérablement avancer la stratégie des combats et leur réussite par conséquent.

 

 
http://www.combatindex.com/hardware/images/mis/datapageimages/aim-9_wide.jpg

Aujourd’hui des missiles Air-Air, quasiment autonome grâce au mode tir et oublie, sont utilisés par l’Armée Américaine. Le plus récent et le plus efficace étant le AIM-9 Sidewinder, qui est donc un missile air-air à courte portée et guidée par infrarouge qui détecte donc les cible grâce à la chaleur. C’est un appareil très légers donc qui peut être emporté pour plusieurs engins tels que les hélicoptères.

 

 

Son système actuel de guidage est un autodirecteur infrarouge, composé d’un récepteur infrarouge,  d'un miroir pivotant, d'un système de refroidissement à l'argon, le tout placé derrière un dôme transparent aux infrarouges. Le miroir situé derrière le dôme peut s’orienter dans toutes les directions et il est aussi capable de détecter si une cible s’éloigne et d'envoyer un message d’urgence à la base de son lancement.

Ce missile ce contrôle grâce à deux servomoteurs * qui actionnent les ailerons avant et en revanche les ailerons arrières sont eux immobiles, et ne servent qu’à garder le missile stable.

Ces missiles ont été mis en place vers 1996, c’est pour cela que de nouvelles recherches sont en train de se faire.

Nous verrons donc, dans la seconde partie,  qu’un nouveau missile air-air va faire son apparition.

 

*Servomoteur : est un moteur capable de maintenir une opposition à un effort statique et dont la position est vérifiée en continu et corrigée en fonction de la mesure.

 

 

2-Technologies à venir :

 

Beaucoup de pays mondiaux s’intéressent à leur futur armement militaire et notamment de nouveaux drones, balles, hélicoptères, missiles et bombes, le tout guidé spécifiquement.

 

Les plus actifs sur ce marché de l’innovation constante de nouvelle technologie de guidage militaire sont les Etats-Unis avec un centre de recherche privée nommé Lockheed Martin. Cependant, la France développe elle aussi de nouvelles technologies.

 

Les Etats-Unis ont trouvé une nouvelle sorte d’arme qui équipera les drones, des lasers anti-missiles, actuellement à l’essai.

http://futurscience.wordpress.com/2013/05/14/lockheed-martin-realise-des-tests-de-son-laser-antimissile-adam/

La mise en place de ces lasers se fera en 2016.

 

L’Armée Américaine vient tout juste de mettre au point son nouveau missile laser :

Le LAWS (Laser Weapon System), c’est une arme au laser capable d’abattre des drones de surveillance et d’endommager des matériels ennemis. Le premier prototype a coûté entre 31 et 32 millions de dollars.

 

Les États-Unis ont aussi créés un nouveau drone bombardier. Celui-ci, adopte la technologie furtive, ne portera pas d’équipage (sauf pour vols comprenant des armes nucléaires) et pourra donc effectuer des missions à longue distance, c’est-à-dire entre 50 et 100 heures. L’apparition de ces bombardiers est prévue pour 2020.

 

           http://www.opex360.com/images/bomber-20111104.jpg 

 

L’agence Lockheed Martin qui s’occupe aussi des lasers anti-missiles, est aussi sur le projet d’un drone hypersonique. Ce drone biréacteurs (deux réacteurs) d’une longueur de 30 mètres sera chargé de missions de renseignements, de reconnaissances et de surveillances. Il pourra voler jusqu’à Mach 3, le nombre de Mach (notée Ma) ici est un nombre sans unité, qui exprime le rapport entre la vitesse locale d’un fluide et la vitesse du son de ce fluide, comprenant que 1 Ma est environ égale à 340,3 m/s, ce drone sera aussi doté d’un turboréacteur traditionnel, puis un statoréacteur (système de production par réaction) prendra le relai pour le pousser jusqu’à Mach 6 (soit 7 400 km/h).

 Ce nouvel engin, prévu pour 2030, fait partie du programme Conventionnal Prompt Global Strike (CPGS), ce projet datant de 2001 a été mis en place dans le but d’intervenir rapidement dans le monde entier.

De nouvelles armes furtives (automatisées en grande partie) font leur apparition, comme le Destroyer Zumwalt.

       http://upload.wikimedia.org/wikipedia/commons/e/e3/Uss_Zumwalt.jpg

Conçu pour effectuer des bombardements de cible terrestre et avec 185,9 mètres de long pour 24,4 mètres de large, il s’agit du plus gros destroyer jamais construit. Pouvant atteindre la vitesse de 31 nœuds (près de 58 km/h), il devrait être équipé d’un canon électromagnétique (encore en cours d’évaluation). Largement automatisé, il ne nécessite qu’un équipage de 130 hommes.

Trois navires de ce type au lieu de vingt sont prévus, son coût prohibitif de 3,5 milliards de dollars l’unité ayant calmé les ardeurs l’US Navy. Les deux autres seront livrés en 2014 et 2018.

Les nouvelles technologies de guidage qui font beaucoup parler,  sont les balles téléguidées. C’est une technologie prometteuse pouvant guider de petit projectile qui peuvent être produits à bas cout. Cette nouvelle technologie viens de Sandia, un des programme de recherche du groupe Lockheed Martin. Cette balle intègre une fonctionnalité qu’y est appelée « balle intelligente » offrant des possibilités inédites de mouvement lors du trajet de la balle. Les recherches menées par Sandia permettent d’atteindre une cible à plus d’un kilomètre avec une marge d’erreur de 20cm contre plus de 9 mètres pour une balle conventionnelle.

 

L’armée Américaine avait aboutie à un très gros projet, avec la DARPA (agence du pentagone spécialisée dans les technologies émergentes).

Ce projet était  la création d’un nouvel avion de défense, http://www.blogcdn.com/www.engadget.com/media/2011/08/darpa.jpgressemblant au projet Lockheed Martin avec le drone hypersonique, celui-ci est nommé Falcon HTV-2, un engin qui  a atteint la vitesse de 21 000 km/h. Cette engin a les mêmes caractéristiques que le projet Lockheed Martin or, le Falcon pourra atteindre  plus de trois fois la vitesse du drone Lockheed Martin, environ Mach 20(soit 21 ooo Km/h).  Cependant, vingt-minute après son lancement, en 2011,  à partir de la Californie, le Falcon a perdu le contrôle,  juste après avoir envoyé des données à la base militaire de lancement.

 

Le lancement du projet Lockheed Martin et de l’Armée Américaine était dans le but de remplacer est d’améliorer le Falcon HTV-2.

 

Pour augmenter la compétence et la rapidité en matière de recherche de nouvelles technologies de guerre, plusieurs programmes Européens sont mis en œuvre pour développés de nouvelles armes.

Dans la première partie je vous ai parlais d’un missile à courte portée, ces missiles guidées très efficaces qui commencé à vieillir. Alors, un nouveau programme européen dirigé par l’Allemagne a été mis en place en vue de créer un nouveau missile air-air à courte portée.

Ce missile s’appelle IRIS-T, qui est développé dans le but de remplacer le AIM-9, il est équipé du même système infrarouge que celui-ci or il a une particularité en plus, c’est qu’il est équipé d’un « iris » soit une tête chercheuse, basé sur le système du miroir pivotant du AIM-9 mais plus sophistiqué car il est aussi basé sur la mobilité et la perception d’un œil humain.

IRIS-T signifie ici «système d’imagerie infra-rouge contrôlé par poussée vectorielle ».

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

 

Modélisation de la tête chercheuse du missile IRIS-T :

- http://fr.wikipedia.org/wiki/IRIS-T

 

L’armée française possède des pôles de recherches comme par exemple Sagem ou le groupe MBDA.

En 2011, la France a donc confié un projet de nouveau missile guidée à MBDA. Ce nouveau missile sera appelé MMP et le directeur de ce projet est le groupe Sagem.

Le MMP sera doté d’une caméra pour la vision de jour ou pour le tir contre les cible dites « froide » avec peu de signale thermique et en plus de cette écran ce missile sera doté d’un capteur infrarouge. Il sera aussi équipé de deux systèmes de guidage.

Le premier mode, sera le mode « tir et oublie », le missile sera alors totalement

autonome après son lancement, cependant le tireur pourra intervenir en cas de

problème,  grâce à l’option « reprendre la main », qui est le second mode,

pour garder ou affiner le contrôle ou la trajectoire. Le choix de la liaison des

données sera une liaison par fibre optique qui présente deux avantages : une

résistance assez forte au brouillage et un débit élevé pour les transmissions de

donnés pour faire remonter des images pendant le vol et pour le guidage

terminal aussi.

Avec ce nouveau missile, les Français et les Européens disposent d’un atout majeur sur le Javelin des Américain qui n’est équipée un aucun cas de ce nouveau mode de guidage.

 

Toutes ces armes de guidage, innovations et nouvelles technologies en matière de guidage mettent de nouvelles règles, de nouveaux aspects de la guerre et de nouveaux enjeux, aussi bien matériels que financiers, en ce qui concerne la guerre technologique.

Mais la demande de ces nouvelles armes est forte, elles font donc avancer la recherche, c’est pour ces raisons qu’on peut dire que le guidage militaire est une avancée technologique de grande envergure.