<snapdata remixID="8869851"><project name="Project 8 (Unfair Grader)" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="Stage" width="480" height="360" costume="1" color="255,255,255,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="round" ternary="true" codify="false" inheritance="false" sublistIDs="false" scheduled="false" 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AoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQIHLFxAWmhEwHPAAAAAElFTkSuQmCC</pentrails><costumes><list id="2"><item><costume name="hammer-1675156_640" center-x="240" center-y="180" 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iRBK7bWZOtw6EzkUb1q9HNMOgCRMnorraWseXDHPId46w2/vOsiyzuqrqtyRJ/ggHY7mNbvGPhwm4+GWIV1AmCNi2DWQ7NxqLPQaFHNxeNmi8ELz04osvolNPOQWNHTcOxROJQy34+nu/tI8Wykx2dnait99+2zEpn3322U6kMpAuHG5p1/2drxvXW5ZlCR7PHr/XOxrc1FgLdgPV0hkDE3DpyBKvpMQRSKcYabq+PxaLVbjh6HVMzRznFKVYtWoVGjNmDBo2bJhDgm75d8GcDEQLqUIQuQxRymPHjnXqPkNlKSuVe1tKxJveiqZpmh6vF5m6Xl1RUYH9wCX+jGa7PEzA2SKGz8cIDCICQMJSMvmiqqozoYlCrlNJ+3hB69z02WeOb3f8yScf6jbUXzKE8SEFCH6am5vR3r17kdfjQaOOPdap+wz+3mLz6WaDNaQh8Txv+32+903TfJCiqBewCTobBMvj3Jwf4PKAB68SI1BYCCxZsoS6YtasqbIovq0oCpULUcI1QH6fb96MEokEmnb22U4xDTd8vOmqWKA9Qw/fHdu3O1r16NGjHQ0YtOFc5lxYUuh9NkC8FEXZAb+/habpBxBCv0uZ1XG5yWIRYh7niQk4j2DjW2EE3EAAtGDbtt/r7OqakE0QFpAjFLHYs2sX+mDdOnTVVVcd0kT7O690NDOYW99+6y2nocHMmTMdDRiIt9iDqY6Gj2VZUBoaejqiylAIiHbR888///1Zs2aBzxcTb383Vwlfjwm4hIWLl1aaCAAB65Y1T5Xl3yuKktEzDAUturq60No1a9D5F1zgdABKN7XvD0rpqlgQJf3mm2+iEcccg8addJLjP3ZDo+7P3PJxLXRGshGKBYLBjYRtLyNJ8h8rVqxonT59OkSo4zaD+RBCEd8jo4e3iNeHp44RKDkEgIATiUQlSVHbk8lkr8FYaa0UtNBVK1c6FaSgiEa6tV5/gHG0aZ538nY3b96M6ocMOVQKEszZpW5mBuyg96/f5/svQRAWNDU1KU1NTc6vMfH2Z2eV17WYgMtL3ni1JYIAkLBlWXd3hcN3EwQBdaAPO4AgQeuFBgn79u1D55xzjvP3/mq96eAtyN3dumUL8vn96OSTT3Z8yKXu3wX8SJK0OY4LW5bl93m9O6LR6IxQKLQfm5pL5MHK8zIwAecZcHw7jIAbCAABq6p6HMMwW8KRCAx5+LNMEOjtN990CltUVVU5pRv7e4AfF0h29erVzphnnnmm4+stZf9ud8zA1xusqNjKMcykBEKsH6Ew1nb7u6vK+3pMwOUtf7z6IkYAGjGohvGWGI+fA/8N2ink27733nuOCXjy5MlOBav+moPheuh+9Pe//x2NOf54dNL48UiSpLIh3pTlwAqFQqZpGMfxPL8Pm5qL+MEpoKljAi4gYeCpYASyQQC04FgsNoqkqM26rjMQkAXFNMDcDITZX18vEDqMs3LFCuQPBNC4ceNcLdCRzVoH8Vxo52h7PJ5OAqFzOI7bjs3NgyiNErs1JuASEyheTvkgAAS8YcMGesKECeveXbPmZE3TiAkTJrjSLAHKUkKeMLQBHDd+PAr4/U6Zyv5q08UinVQAGxTTkL0ez5+j0egduJJVsUiveOaJCbh4ZIVnihE4EgHiu9/9bkVtbe3dc6699pZgMEj119cLEdPxeBy9/9576PQJE1Btba0rhF4soktX56Jp2vR5vStpmv4JQuhDx8mO04qKRYxFM09MwEUjKjxRjMC/EJg/fz7Z3t4+wjCMq4YOHfrgXXff/Wm4q+t4MseIKAiuCgQC6JVXXkH19fXo9NNPd4g4x+GKUlRQxYplWYvn+VaOZS8mCGIz+NaxybkoxVkUk8YEXBRiwpPECBxCwHlm58yZczVCaPPw4cM/gvxTw7J+osjyfZkW5kiPls7n3b59O9rf3IymTZ3qFNAohyIa3fcUaLdeny/Ms+w8hNCrCCEVEy9+6gYaAUzAA40wHh8j4BICoPWGw2GfJElXkiT55qJFi5qBOFJdkoKKqm5JJBI1PeUF9zQF0G6hKcL69evRiSecgGrr6px83jI6nKIZgiBYLMPcS9M01G3uwObmMtoBg7xUTMCDLAB8e4xAhggQ119//XjTNCcwDPO3P/7xjzKkwnTTZAlN025PiOK9KULudVjQbqEU5ZYtW1A0EkFnTplSVn5eAAa+WgRB0HxeL2i7P0MIbcfEm+FOxKe5hgAmYNegxANhBAYGgfnz59PNzc3nEAThWbRo0cs93QV8leFwuMHj9e5IJBLs0aKVQfN98cUX0QUXXID8fr8rRToGZuUDMqqj9QaCwd0MRV1PEMRy7OcdEJzxoBkggAk4A5DwKRiBQUSAuPbaa79HkuSyhoaGlgULFvTaXQeIREkmf55IJuf31CUJajdv27oV7d69G10yY4ZTpKNcjlR0s1VZWanZljWPoqi/pjoY4W5F5bIJCnCdmIALUCh4ShgBMCPPmzePtm37Opqm//b73/8+2lcaDFzTLkm1IY7bE41GQQt2nu90QY3XX38dnXLyyai6uvqg1nvwzyV/OBXCvF7bKwiPIoSgR+8BXMmq5MVeFAssjyewKESBJ1kqCKR9sH0R5lHWS3zrW9861uv1nq2q6v8+9dRTand/79FwAi1YjMcf1kzze6ZpktCQob2tDW3dtg2dOXkyIsgv9W0oFdh7XQfHcSZD05fwPP82RIwfzYpQ8mDgBRYUApiAC0oceDKlgEBHR4c/Go1qo0ePhpBiJ1AqUzKGSOfm5ubTDMM47qmnnvpbpsTbHTfbtilVVfdLyWTd1i1bCFlR0BlnnOFEPJdLJavueFAUZQsez108y96XqRxKYR/iNRQ+ApiAC19GeIZFggCQ50033VRD0XRLIpFIhCor/24ZxiOhUGgbQsjJ7zkaAcD1ra2tMwiCSDz++OOrcyFfuMeSJUuoyy67bMELL754x3nnneeovOVUUOPI7WKapllXW/s8Quj/4dzeInmYymSamIDLRNB4mQOPABDo3Ouu+2VSVX8GpmCSJC0gPr/f344I4nWfx/MLj8fTDCbqI4jAeQ7nzp07z7btlYsXL94KAUK5zBjmsGfPnlpZlmc8+eSTdyVEcUSu1bFyuX8hXsMwjM0yzPcFQfgd1oALUULlOydMwOUre7xyFxEA4vvWnDmTeZpeKUkS083U65igaZq2KYpSBJ5fzbLsf1dUVLwAv29qaiJaW1uhhvO/kyS5evHixXtyJF/nWb7hhhsuggCrYcOGrfrpT396jWXbv8+2OpaLsAzqUBB85fP5oMjGXyiK+h5BEOKgTgjfHCNwBAKYgPGWwAi4gABovAfa2t6IxWLn9VaJCoo/wK2gZ68gCBsRST60cd26t59++ulzfT7fO/X19W05BggRt9xyC5tIJMB83frkk0++nwoE46Vk8j1Jkk4qRy3YqXLF8/d+7vEsmICQgbVfFzY6HsJVBDABuwonHqwcEYCgp9bW1q9pur5UVdWMwowt07RCVVXEW2++aZxz7rk3eXh+SWVlJWhoTqGIbHCcNWuWz+v1foumacgV7kiTOJBwIpE4k2HZdxOJRDorKZuhi/tc27aDwWBnJ8OMqEdIzhbX4l48nn0xIIAJuBikhOdY8Ai0tLS8H08kzsiE5UARhgb3f/vrX9FXL78cFGM7EAjEaYq67dFHH32qqakpUxImbrjhBtqyrFsbGhoebmpqMo8kGfg4EEXxFUVVL4JYrIIH0uUJEgRhVvj936UY5gkcgOUyuHi4fiOACbjfEOIByhmBlKmXam5p6RBFMdgXAQP5Qm7u//3f/6GLLrqoe9ch8BHbfr//C0QQD9XV1DyeCtbqTRsmrrvuumMty5ogiuKypUuXaj3JITW/kK7rO6KxWEVf8ytBWdoBv19VVfVUv9+/DWvBJSjhIl4SJuAiFh6e+uAjAL7frq6uMyLR6BoofHG0PNt0s/d169ahqVOnIk37MmdalgVNAsBH/AlNUfe1VlYuG4eQfgRxQGOGyZZlhf70pz+93lfQFmjBkiT9wDDNB3VdLzst2LZtyx8IPMez7FWYgAf/mcEz+BcCmIDxbsAI9AMB27bplgMH/lNVlB/ruk71NlRa8127di0666yzHPI9GllblmX5fD5CEIR1umX9tKutbe24ceP02bNnk4FAYLpt2+qf/vSndzPNFQZNWNf1d6Kx2JmZtivsByz9ujT1oQKav2vvJ57nbUSSs32C8Dw2RfdLPPhiFxFwbYO7OCc8FEagKBAAzbIjHL4oKYp/UVW16miE4fV60YsvvIAuvuQSp+duphWpUkRM0gyzWkokvrFw4cJ/s237vSeeeGJnpuQLYIKmrus6tDNcnxBFOtP751sQ4A/nOM5WVRWCprzd7+80Ps5x4qAFB4PBL1iGOQH8wvleF74fRqAnBDAB432BEcgBAeACMZm850Br6x2WZcFz1OOzlO69+49ly9ClM2c6Pt9sOQSuYVnWXr9hg3L2tGlv8hz3nYqKini2EdPzbZu8U9N+KiWT95qmWVDPfop4kc/r3UWS5LVJhLYxhrEzEokwgK0gCJSiKBBk1quVoS8xgo+d4/nFHp6/EWvBfaGF/54PBArqIczHgvE9MAJuIAAE3HrgwKZ4PH58b6RwyOz87rvojMmTc7ptmsA/eP99dMKJJ9qgSft8vgMkQfxux44d/zVlyhQlU78mzDkSiQR4nl+VEMVCyQ0GrRbxgiCyNH0nwzDPIIRiQLqqql7AMMxcgiQJyzSXUhS1XFGUz+KJRA1Jklm/u4DkvV5vkiSIcTzP780Ut5wEhy/CCGSAQNabOIMx8SkYgZJGIBVZTLa0tLySEMULeyNgiHb++OOP0ahjj0Ucy2at+QKILMOg9957D40dNw5xHOeMkdYWWY7b6vN4bg0EAm+jDAtNQMWuO+64Y7SN0GeiKNJu+lmzEXraz+v1eCSKopaxLHsbQqgTxuhOjOnOUvD7pUuXkpdceul9lmne1o9gMsvn9W7meR6+iHBucDZCw+e6jgAmYNchxQOWMgJACJs2bWIqKivvtwzjB7Ki9PgMQQ3oTZs2obq6OhQKhXIiXyDwN954A5177rnO9UearsE/HAgECIZhXrcZ5nu1weAXmWh10Kzhwksu+TFhWf9pGAaQcF6PlGXA9AjChyzLzkEIbTqSeHuaUIqMWSmZ3JFMJofmEkyWNudzLPuthQsXPptj5bG84oVvVroIYAIuXdnilbmMQIoAiLa2tteTsnxeb1HP8JLfu3cv8ggCqq2r657rm/GMWJZFzz33HPr6lVciTXcaKR3tMCtDIYtimP+qrKiARhDU0QKN0lqlbhjvxmIx0ATzkpoEuECDCq/Xa/IcB4VB3kn5sTNuPOH43kXxe4ggHlEUJad5gwXB7/OpPM+PRAi1ZfLR0pcA8N8xArkggAk4F9TwNWWJAGiOZ06Z8riu6/+h63qPkcSg+UqShDo6OtCIESOQZWXMLQ6mjobGceid1avRlClTsrneKeQRDAZ3UCT5w8rKylfB3NybhgdR0Z2dnUO8fv96MZGoy0WbzGYTQH5zIBBQeI5bgBD6Y1NTUyyLil+HbpX6ePBomvZpLB4/Jtd5kwRheTyep3mevw4TcDaSxOe6iQAmYDfRxGOVLALw4m9ubp6OCOItURR7zYaB/N6PPvwQTTnrLGSa2We7APmu++ADNGbMmEM+3yxBBWIBs/SzPMfdFQwGd/VGMLAmzTSv0hXlr72Z0rO892GnO35ehCyO5yGK+Z80Rf20qanp01yIt/vAzrw17XJN15+TZXDj5vQag0YNuoHQV4Je71s4Kro/ksbX5opATjs315vh6zACRYoA0dLSIhim+X4ymRzbm9ZFkCRa88476KILL0RiMpn1UmmaRhDtPOaEE5yOSTkSS1qTBo0zQlLUT+tqav7cW5AWaMm33377b2RF+a5lWTmn+KQXm+74BNo4SVFW0O/fYVnWPRRFPZtt2lRvAKa0YCEpy1skSWrIVQuGuYYqKrYuWzwUSSIAACAASURBVLbspFmzZllYE856y+IL+okAJuB+AogvL30E4IW/befOuQLH/TdoXD2tGMpHrli+HJ13/vkomQP5gul6/bp16KTx4yHn1xVQgWAgkItj2R0Mw5xdW1vbcaSmlyIzr6br+2OxWCBXdRImDD2PK4JBLRwOyz6fby3Lsg8QBLGiL590LosFE7qmaWMUVf1YVdXu/ZezGg580jRFLdi4ceO95513npHVxfhkjEA/EcAE3E8A8eWljwAQyL79+0HbOran/FMgT0gVOvnkkxHP81kDAprvjh070JD6eiTwfE5BW33cFKpASci27xsyZMh9QF7diThFwvWGYWyJRKO+XEgYtEfLtt+oqar6TiqP14kcS2mVWbVXzBRAkIusKO9LknR6rulUjhYcCmk0RR2LEGrBWnCm6OPz3EAAE7AbKOIxShYBCLyaPHnyL0zL+kVPuadgJm5ubnbydSHiOdugK4qi0P79+x1/8fDhw7O+PlPg09qw3+9fbZLkTfVVVZD6A8+/Q46wzksvu+w7pq4vUlUVoqj7HBrGBM2fJEmbpqiEKIqXVlZWvg/NIfJBZI4WLIpjNYL4QFEU+PLpe9I9rMpJ5/L7l/M8fylBED12leoTDHwCRiAHBHLasDncB1+CESg6BEAz7Ozs9Gm6vj2RSNT2pBkahoE+/eQTNGHixJzIMxqNogMHDqCTTjoJwVgDfYDm6/P5ZJsgbh1aVwdVp9Q0WTr1ok1zsZRI/IdhmkdN8XGqSvn9cZairqBpehRCaC1BEJsHev5Hjg8yUhTl2aQsf8OyrJzSkmBMQRDALPDN+++/fwnODc63FMv3fpiAy1f2eOV9ILB8+XJ65MiRSwzT/Bq0GjzydIok0euvv45mXnYZUmQ566Ap0H43bNiAJk+ejFRVzac8bDCV0yz7sm0YcxoaGqKQN5wudKEoysaEKELTgh4JDcjX5/UmLYL4mpfnV6XaIUJJyexyrlxYMXw0iKI4BhHEh7Isc5lo7j3dFpo1eDyeA6qinFhZWZnIhwbvwvLxEEWOACbgIhcgnv7AIABktHPnzmMFj2eLKIpARIc9K1AWEvy+U6dNQ0lJymoSkJ7j9/vRCy+8gC5JdUfKagD3TjYDwWCUoagZVVVVG4BAU8FNY0mS/CQSBV4+/BVhmib4k0mSpme/8Pzzz8+ePTv7XCv35u+MBLKyEHqoq7Pz1lwjomEciqIsjyAs5jgOmjUMiN/a5aXj4YocAUzARS5APP2BQcC2bXbPvn1rFVk+taeX+q5du6BzD6qprc16AhB09dqrr6JLZszIKVc46xse/QLb4/EkvR7Pr94MhR6YhRBosUQimbyMQOg5RZadjw8opAFaM9RRhm5FCKH1g6Hx9qK9EjFFGcERBLgKMvJf9wIJ+LRlxuOZwiL0WaGsz2V54+EKCAFMwAUkDDyVwkAAtMB9LS1X2ab5P0oPtZ4t03SilseddJLT2zebA8gXfMYnnHhi1ibrbO6T5blQlMKiafpJjuNue/TRR8WmpiZKN80/JkXxO5DfzLJsC01RD9M0/Yempia10PykILOkovxMTiZ/CdHRWa6/++l2MBD4jGGYCZk2uOjHvfClZY4AJuAy3wB4+YcjkA68UlT1I0mSRhyp/UKOLvh9L7zwQidoKhufI0kQTo1okqJQfX19VtfmQ040Rdker/cljmW/EwqF4rA2wzQfNS2rmaXp3xIEIeZjHrncA+QWRyjktazd4XA4p1QquC+4ByiKMjlBuM7L83/BWnAu0sDXZIoAJuBMkcLnlQUCoEnt3bv3V6Zl3a7r+mHPB+T7fvrpp+jk8eOBmLIiUEhPglSjHdu3O8U2cilTmScB2JWh0EvV1dWXgx8UiK2pqQl+IMiqoP2iqYCsmw3TfNgwjJy1YCBh6GClx+PH3P+b3+wvNG0/T/sA3yYPCGACzgPI+BbFgQCUZbz22muDiCB2yrJccWQEkqIoTsrQyJEjsy6WEQgE0PLly9GZZ56Ztdk6n+g5zSAYxuR5/tj6+vp9xaQBprtVQUGRcCQyuqeiKZliaVmW6fV4lj744INXYwLOFDV8XrYIYALOFjF8fqkiAOoe2dza+pKcTF5iWdahZ8MxS9I0WvPuu05v3mxThsDv+8833nDKVBb6kYoE/kt9ff2cQtd4e8ISZKhAHjNBLFZUNee8YBjbIwig8V/u8XheLqYPkULfY3h+/0IAEzDeDRiBVCrLgQMHxhqmuT6ZTHLd046cwKlPP0XHH388VH3KyvQMub67vvgCDW1ogFrJBY012JsDfn+E47hTKysrm4uVdObbNnmnoqyNieLE/qQlQYWsYCCwmeM46JkMbZcK2gRf0JsLT65HBDAB441R9giA6XLDhg1CXV3d1qQsD+3eoB58t3Iyidra29GoUVDwKbtDFEW0Z/duNHbcuKyIO7u7uHM2RdOWz+//cV119SPFTDbgSvjFL35xmWYYyyRR7Nc7juM4iySI33i93h8X6weJO7sDjzIQCPRrcw7EhPCYGIF8IwAEfKC5+Ruyrj+raRo0Kjg0BSiY8dprr6ELLrgga9MzREyvXrUKnTt9OgL/cSEfUAlKEIRoIh4/Zty4cVIxEzDgDKlIkiy/JYniNJIk+xOQlc6Thg8zXCGrkDdxEc4NE3ARCg1P2T0EQFu68cYbqwzL2iyJYlX3wCsg4o8++gideOKJWbcIZKFS1tq16PTToVFPwR+QfmQhy7qgsbFxVbGTb4qACVmWJ9E0vTYai+XS4OmQ0EDz9fv9m1mGmYgQ0koBn4LfkWUyQUzAZSJovMyeEQDtd+/+/QtNw/jxkd2OIPjq888/dxolZNvlCDokcSyLqmtqChp68PuCmZXj+d+27N//k4kTJ2ZXWaSAVwftkCVJellWlAu7uxWynTLsA47jTJIgrnrooYeW4ajobBHE5/eGACZgvDfKFgEg33379o2ybPtjRVE83dUkiHp+Z9UqdMGFFyJJkjL238LLGko2gvZ7xqRJeelwlKsAYa5QhpJlmIfr6up+UWqaHchXFMVqkqJ2SZJ0mHyzxQw+VPx+f9IyzeM9Hk9rqWGVLR74fHcQwATsDo54lCJEAF7QLS0tb4qSNL27hgTE1NnZ6ZBuVVVVxuQLEEDU8yuvvIK++tWvIk0r7NayPM/bBELXDhs27OlSJRRIS0qI4t8Nw+ixo1U22xb85JWh0O8pivp+qeKVDR743P4jgAm4/xjiEYoQAfD9/vCHPzw1Eo2uVVWV7R54BcFTa9asQWeddVZWJApjHGhrQxUVFYjnuKyLdeQbRpZlbUSSt40YNqyoo56Phht8ZIXDYT8vCLuSyWRFf03RPq9X1zTtkjfeeGNlIXSCyveewfdzFwFMwO7iiUcrAgTgpdzW1uaxEfo8Ho83ds/5BRLdvHmzU+0KWg5mU+sZakN//NFHaPKZZxa06RlEBNpcMBgkJFGceeyxx75eyik28LF11913PyCJ4o+OLC+a7XYF3CoqKj5kGeYMgDHb6/H5GIHuCGACxvuh7BCAF/LcuXO/pajqn6BmcJpkwfTMMAza9NlnaBzUe86i0xFozevXr0cTJkwo6FKTaWF7PJ51NMs+PaSm5velbk4FeTc1NVUmZfkzSZJq+xUSjRDsEUvg+btYln2AIIhB74dcdg9wCS0YE3AJCRMvpW8EQPvds2fPEIqmd0uSxByZdrRq1So0bdo0Z6BMtV8g7o6ODkfrLcQuR0egYrMsaxi6Xj169GjI9y0LAgG5y6p6iyrLDxum2a8SlRCQFaqoiNM0DZVZIqX+AdP3U4XPyBUBTMC5IoevK0oEnHaD4fAD4a6uHx3pD4To5S927kSNw4ZllXYEjRbefvttNHXq1KyLdQwCiFZVVVUkEY83jhgxQi0X8kg1avDJitKcSCR8/WnUkPo4MzmWXffaa69Nw77gQdjFJXJLTMAlIki8jL4RgIjYHTt2nMJ7PO9Koih013Ahehn6/F588cVZtQqEMdavW4dOOfVUJwI6U62579kOzBmgvTEMs2PUyJEnIoSsciFgQBNM0XfeeedlyWTyed0wDqt4li3aqXQzm+X5SzmaBh869gdnCyI+H2ECxpugbBBwSk62t78Sj8UuPlL7TUoSisZiaOhQqDiY+WHZNtq2dSsaO3ZsVlpz5ndw90zwX9IUde+wYcPml3LgVU+opYPvQqHQlngi0dA9+C4XlC3LguYV+3Sen+BHqAuTcC4olvc1mIDLW/5ls/olS5ZQF1xwwQWxePxVTdMOBV4BABB4tXbNGjT9vPMQNE/I9IDuRu+sXu20GUwmkwWv/QJheL3eTp7jRtXU1BR9vedM5dT9PLCCREXxbMKy/qlpGsQA5DLMoWugfSMvCL++/777foYrZPULyrK8uH+7rywhw4suNgRS/j86Eol80d7R0dA98ApKTEYiEafaVUNDg2NGzuQAEyRcp+s6qq2tLXjyhTXRNG3TLLvwT4sW3VXuZGFZ1vtd4TDUdu53QJYgCKbP6z1p6dKlO7A/OJOnB5+TRgATMN4LJY8AaD279u692dC0h6FLTvcFC4JwqOiGLMsZYwEBW6D9Tp02rRgCr5y834qKip37TfPUiUOHJjNeaAmemNoDZyRE8V1FUfrlCwZ4wJQfCAY/YGn6LJwbXIIbZgCXhAl4AMHFQw8+AqD9fvHFF8MEn297IhZjuvv9QPuNxWKO+Ri032yOnTt2oJraWgTtCvtrxszmvrme6/F4oOzkZQ0NDa9iX6VTiITQNG1JPJG40gUtGNwYBkWSN/r9/ifLzbee657E1yEchIU3QWkjAJGv19144+/kRGIulGruvloonrFq5Uo07eyzs6pcxQuCE/kMrQYLvd4zrBe0X4/P9+KwoUO/US55v33tarCKxGKx0zmeX5NIJPrtCwaYK4JBVVGUY3w+Xwf+yOlLAvjvjvUEw4ARKFUE4CW7s6VlCksQq2VR/NJeB821va0N1dbVZVy3GXy/H3/8sdMjGIK3SLJfLsQBhz5VNEKLqOqoMcOG4S4+3RAHLVhR1d/H4/G5JElm5vw/isQsyzK9fv8zXp6/niAIY8CFi29Q9AhgAi56EeIF9IaAk3Z04MBb0VjsXPIIpgTyfe3VV9GMSy/NinzB5Pz+e++hk085Jat84cGSEkTpciz7YGNj48+x9nu4FGB/xGKxkX6/f2dXOOyKKyEQCNiypl0U9HqXY1P0YO364rkvJuDikRWeaRYIQNrRGWec8R2CohYpsnxY2hFosRDtvG3bNnTcccdlTMDA4Rs3bnRMz6ZpuvLCzmJJWZ8K2m/A799VX19/AkLIwGbRL0MIAVkJSfqVIss/IQii3+YMy7KsQCDw+QGOmzgCobKpNJb15sQXOAhgAsYboSQRAPPzgQMHdsQTiWOODLIB8v3ss88cIs008hlIG342rF+PJk2enDFpDya4HMdZBEVdO7yh4S9YG+tZEqAFt7a2CtU1NXuj0Whlfxs1wF1YlrVohrn3gYUL55d7utdg7v9iuDcm4GKQEp5jVgiAVrNnz54FumHcYVnWl7QaIFIovHHW1KkZjwtFN7Z8/jk69bTTsirWkfENXD4RAq98fv+qhvr687Hme3Rw4WPNMIy7pWTyF7qu91sLBsuDx+OJKbJ80mOPPdaKSdjlzV1Cw2ECLiFh4qUcTC/Zv3//UF4QvgiHw4elHTkmH4JA+/fvd0pOZpM+ZFsWWr9hA5o4cWJW1w2WTHx+v6Vo2rmjhg9fg7XfjKRAqJq2PRaNjiTciKwjCNvn8WzkeX5yudXczghtfBI2QeM9UHoIQNrRDfPmPS+K4leOTDuC1UIBjTWg/Z51FlIUJSMA4H38+ZYt6IQxY4rC9AzRuB6fb9HwhoabMflmJGKQKxmPx79LUdRjsqK4opgwDKPzHDeT47i3sBwyk0O5neXKRis30PB6CxMBeInuaW4+lyHJt8Qe0o7SZSeBeLPRgCFf+KMPP3Q6HkHpyUI+wLweCAYtWZJGjho1ah82P2cmrVS5Uk5W1bXxWOxkiqL6bYp2coMrKuKqoozxer3tWBaZyaKczsIEXE7SLu21Etu3b2d5nl8uStLkI9OOYOmQt7vugw/QGZMmZUykQGhbt25Fw4cPR1C2Mhuz9WDATVEUVGT66YgRI36Dta7sJAAkLMvy5ZZtPyfLslvvRisYDD7M0DREWeOWhdmJpOTPdmuTlTxQeIGFjYCj/e7ZcyNF048lk8ketRcg0E8//RSdcMIJGVe+8vl8aPWqVWjymWcWfNUrp+hGKLSno719zLhx43T8ws9uz6abdoiiuDEpy2N7+ojLbsSDZ/t8PpumqLNpml6LP4pyQbB0r8EEXLqyLbeVEa0HDuyJxWLQ7ehLBAzm5+3btzuaLMdxGVew6urqcjTfYtB+eZ63WYaZOWTIkDdw0Y3ctj+QcCQSGccLwkeSJME+6vc70jRNKxQKfcAyzFn4oyg3uZTqVf3eXKUKDF5X8SAAaUf79u17TDeMeYZh9Kj9gvl5+dtvOz1/DSOzKoGQL/zKyy+jS2fOREDghXyA9uvzevdwHHdxdXX1dvyiz11atm0zCUl6R9e0iT2lseUyMuQGEwj93O/3P4C14FwQLM1rMAGXplzLZlWgsezbt6+epKgtoij6eiukAAQM6Uf19fUZkylUu4IShXW1tUUR/Qyk6/P5JN7nmxLy+TZhEs7tMUiZohuTsrw5mUx63dCCLcuy/X5/h8Lzx4cQimPZ5CabUrsKE3CpSbTM1rNr1y6eoulViqJMAD9wT8uHNKJPP/nkUBRzJoFUUHhj/fr1aOrUqU7hjUyuKQTowfRcU1Oz8pGHH74IF4DIXSKwl1RNWyJJ0hVuacEkSVoeQXiL5/mZBEEUdjh97tDhK7NAABNwFmDhUwsLgZT2+zXTsp5XVSi72/N2dhovvPYamjFjRkaaLEQ+g8kZIqbPnDKlsBbdx2xIkjRra2rWBwKBKVjLyl10qY+5GlGSdsmyzLtRohLSknietyiSPEsQhHVYPrnLp1SuxARcKpIss3VAwY25t90WQvH4toQohkiS7HEvA5mqqorERAJV19RkhJJTLWvfPtTQ2JjR+YVyUqrJhFVTXT0jGAy+iX2N/ZNMKi3poaQs/zBllu7fgFASy7LsQCDQqcjy8Y888kgcWyn6DWlRD4AJuKjFV76Thxdie3v7AlGS7jIMo9d97NRw3rIFnXrqqRnXcIZqWela0Zk2aygESTjdjwKBcEsyeeyEUaPiMCesZeUumRQBN9i2vUlKJv0uacGIpmkwRf+SZdlfYvnkLp9SuBITcClIsfzWQOyybY5taQHtt8e0ozQkQMDvvvMOmnr22cjIoIoVmJ5BWw5HIuiYY44pGt9ver3wQvcIQjvNcXdzNL0EtKympiYbv+hze0jA0nL77bd/X1aUX7vlC4YPJa/Xq2iqOuWRRx75FGvBucmmFK7CBFwKUiyzNdi2TUfi8YsSsdjLiqL0WjIQGijERRFFwmE0bNgwpwdwXwcEbH344YfotNNOyzhauq8x8/136ITEcRzh9Xr30xR1cywW++dTTz2l4Rd99pIALTiRSFRyPL8vHo/zbkREwyxARhUVFSsZmr4AfxxlL5dSuQITcKlIsozWAVrJjTfd9IAqyz9UNa1XAgZf7ratW9EJJ56IIKUok8Pv96P33nvPIWBN0zK5pGDPAU2LpmlojdfJ0PSlNTU1G5YsWULNnj07MzAKdmX5nRgEZJkIXR4Lh5davUTa5zIjlmVNyzSvq6ioeAYXTskFweK/BhNw8cuwrFYAGgkQ6xe7di3XDeMcZNu97mGPx4Pef/99NGnSJJSJLxeCmMJdXYikKFRRUVF05ufeNgIQMctxpsfjeUfguJ8GAoH1B93DRGFXFymQnZ0uUamb5vZoJDLcLV9wqnRox36KOmYEQhDGj2tFF4jM8zUNTMD5QhrfxxUEWlpaPARBXKvp+nxFUap6MwkCmcLP7t270ahRozK6NxD7qlWr0DnnnOOYn4sl9zeTxQEW8IIXBEFhGeZ5hNDCurq6TXAtfvH3jSBoweFY7AqaJP+mqirl1t4gELJ4QXjG6/FcRxBEZiXa+p4uPqNIEMAEXCSCwtNE6LPPPmNrampeTcry+ZqmHXXvAoHu3rUL1dXVIY/X2yeZAkF5vV5HYwbzc6blKotQLqBlQbQ0QTLMwwxB/CYUCu2H32EiPro0QRPWdX11NBaDHGs32hU6H4nBQMBWTfNsvyCswTIowieqH1PGBNwP8PCl+UMANJCOjo5RhmFA5HOf+xaCqdasWYOmTZuWEZmCRpNMJiFFxGlbWA6HaZrQr9YWPJ5fdra3Lxw9erSBfZG9S97RguPxfxMY5hWpl45buewb27ZNjyDs3O31jj/pYIUsbIrOBcgivKbPF1kRrglPuQQRgJff7t27AzZCzZqmCX354QKBAFq7dq2T/6tnkH4EhL18+XJ04YUXOsFXbpkYi0AUNkWSVkUo1GkjtHDPrl2/mzBhAhAxJoEehAeNP2RVfS4ei11GUZQrWjDchmEYi+X5OwWWhWYNGPsieHDcmCImYDdQxGMMKAJAvtFodLiiqv8bj8cnZ5oKEo1EUEUo1OfcHP8oSaLVK1eic849N6NylX0OWnwnWKD584Kw2TKMhxoaGv4MS8BkcLggYS/G4/EzWJ5fKyYSrr0/U7nBEZIgJvA8vxcHyBXfA5TLjF3bQLncHF+DEegLAfC77WxpafRR1FuxeHx0puT7+eefo+OPP97p+9uXNgsEDOZn8BtDGlI5H5CfKggC4fV4PqBp+u5gMLgCIaRjIv7XrgASVhTlf0RJmoUQ6ju5PMMNRVGUxfH8Gx6evxTjnSFoRX4aJuAiF2CJT59Yvnw5ddwJJ2xMiuK43rodHYkBkO6rr76KLr300oyKadAMgzZ/9hmaeMYZKB53KjiW/WFZlhUMBgmKolYzNH3Lxx9/vHn69OkmJganiAYhIzSUtawvIpEIBAy48h6FD0GGYUyf13sBTdOrsRZc+o+hKxun9GHCKxwMBKDgxq233npuVzj8hmmadCZzSL3E0DurVqGzpk3LmIDh/GlQrtIojkwQMFn25QfPBK++zgEi9vv9Fk1RoAlfPmTIECl167L2U4IvOJpIPGmb5tWmabrmC4YArOqqKjGC0DDcN7iv3Vn8f8cEXPwyLMkVwEu+ubm5EhHETkmSAplqGUDAcEQiEVRdXd0nAafNzy0tLejYY491TNYFdsCCnOcU5grFRQxdv9fj8fy7mEyOgPrWeSBiB1RBECSKpv9Ok+TPamtr2+F35aoRp4pzCIqq7orH4zW9dePKcS+ZXp7/teD13oG14BwRLJLLMAEXiaDKbZrwgtu7d+/PNF3/z2yK4AOBHjhwwKn9DG0IMzmgWEdjY6NTK7ovf3Em47l1Tqq9oEIQBAeaOQRJcTz/WkN9/dcTra0+kSRv01T1x6qqkmCeH+i5p0pbwkdAJ8uyj+ua9uiQIUM6y5WIAXNZlu/VdP0nuq679uUGcvf7/bZlmpMfeOCBDbiGt1tPVOGNgwm48GRS9jOCF1ssFhsZj8c/T8oynY2Gx9A0ev+DD5z8X0mS+iRUjuPQhvXr0aTJk51ArAI6oGMO1AqewvL8jZqqnsJy3Dt1NTU/QQg5tZyBcBVFOV7VtCe7uromaprGDDQJpzRxqDGNOI6L0Sz7I66m5vnfNDUlyq3rUkoL5pOyvEWSpEa3inMAxqZpgg9+Bc9xlxAHc4PxUYIIYAIuQaEW+5LgxRaLxa6Vksk/iqKYlWYBWuxbb72Fzj///D7Nz4AT9P7duHEjOvnkkwvK/wsRsRRFvTHimGO+An3cU6ZeeF4P872mNF+rq6trjqKqf4jH4zRJkq5F5h5tL0FzeTC9+v3+CM9xV4dCoX+mKmqVTbMHJy1JFG8mEPqNqqquvk+9Xq+la9p3AoHA/2JTdLG/1Xqev6sbpjQhwqsaDASgf0B7e/stiCAeDIfD4Jvtc6+C6Q66Hn3yySdOAY6+/LmQdgRasiiKTsnKvs7PFw5g6g0EAp3ItkfU19fLvZFv9/kAEbS1tVWTNH2/oev/EYvFgByz+njJdX0wX4amTZ/Pt41l2e+FQqHl6Q+DXMcspuugPrkvENisyPIwN7VgSAkLBoOfsQxzarn62otpH+Qy1z5farkMiq/BCPQXgZR5j4h1dU0XVfVZWZar+vIFAwFDGhFUsoIArL7MsUDAn2/ejEYfdxxiWbbP8/u7pkyvZ1kWOkHcM2L48F9mo/mkMKOi0ejZsqI8qijKuFRVrwF/ztPNHjiehzziFQLHzff7/WvKoetSCvevSsnksmQymY3HpM8twbCs5eH5W/7xj388jttI9glX0Z0w4A9m0SGCJ1xQCIAm1dnZOQQh9HQ8kbgAykr29oYDwt23dy8aMXJkRuZk8GO+++67jr84k3KV+QDGKYTh8WwZ3th4Wq4FMIAQdu/ezQmC8HMboZsSiUQoRRL5WAKY/qEHse31eP5qmuaDK1eu3DRr1qy0GT0vc8jnTQ5FRGvaZ2IiMSLTiP1M5ui0LKysbN/9xRfHjB49WsOacCaoFc85mICLR1ZlO1PIB4ZI0LaOjvs1Vf1BMplke3rJgRb78ccfO/1/E4lEn3hBvej33nsPnQL1ojWtz/PzcQIQl65pVz399NPP9Sf6NU248PFimOYLkiSdZpom+Ibz8syn8pTtYDBokRT1B0IQ7vvtAw+09WdN+cA/13ukisSMi8XjG3Rdh5x1N3G2WIa5LRAIPJqNRSTXteDr8oeAm5skf7PGdypLBKD4QUtn5yl+nn+vubkZgo0O27+CIDgNGKZMmYJkWe4TIyDs5uZmVFtbWxD1n23bNrwez8rGxsaL3epKlDbld3R0XGwj9NdIJBJ01UbaB8qpvsxmZUWFQSD0cO2QIXeUon84hTOpqur6hCie4jIBL9oE9QAAIABJREFUO12rNFUd9sADDxwo1Y+YPh/YEjwBE3AJCrWUlwQvunA43KBp2lOqpp2nKJAmSzj7GEpKbly/Hp162mkZRUAD+dbU1Dj5tX35iwcaU6cvbDBom4ZxWkNDwycumxoJwE2SpBpZ139iqOqP4vG45WYd4wzwgaAwFAgEmhmW/W1XR8cjzzzzjF5KZAIfFqIonmDZ9kZN03q00mSAU4+ngGvC6/Es9Hg8d7m8N3KdEr7OBQQwAbsAIh4ivwikzH1kV1fXz8Rk8i5VURj4naaqaP/+/WjkqFEZRTSvWrUKnXvuuQ5ZDzYBg2nRIwiLGxoabnJL+z1SKmmzdEckMo207QegsxQUK8kkwtwtCYNpmhcEWxCELdB1SVGU/x0xYoSawr/oy1sCxoqmPSuJ4jcyrV2eIba2z+tVdV0/ze/3b8UknCFqBX4aJuACFxCeXs8IwIuuqamJuOmmm6aQNP2Xzo6OEe3t7QQEVlVWVvZJwKCNvfbqq2hGhg0bBlIOQErBYDCsyHJjiowGlIhSxGC3tLXdbpvmj1IR5vAuyNv7IN11iaHpD03TvG3t2rWrSyFQC7ANh8MncDy/XpZl3k1M4SPN7/M9xbLs9ZiAB/KJzN/YeXvg8rckfKdyQgBeeCtWrCBHH3/8K59//vkFdbW1JMuyxNFSYMHcyzIMeu+DD9CkiRORaYE1dvAOjuNM3TDuGT1q1H8OlPbb0+pSBU8qTNv+m5hIXCDLkHJ80JyfrwOaPXg8HpJlmE8IQbi8Lhjc263wSL6m4ep9AFfLsh4KRyK3IoRcy8V2rAc8DyQ8dunSpTtxWpKrYhuUwfL6sA3KCvFNSx6BdADMr3/96zu+efXVP4tGowJFUb2++Lo3bKiqqhrUACzQBAOBwI76IUNOGoySgyns6Obm5omIIF5SFCVkGEZeiRjkQZIk5A9rgiCsJAnihsrKyr3F2nUphWkNNGpIJBKCyx81dkUwuJxhmAuPrIpW8g96CS4QE3AJCrVMl0TM/vrXr/zjE098ZFrWo4lEYgZEQvfk3wQlD7olQQDWYOf/gkZj2fZNI4YPXzSYKSZAGvF4PGRZ1g9ESfqJJEm8y8SRybZ0ArVYlpVoilrKcdwvqqqqWuDCYjO5gmUmmUx+xbSs5xVFoVw0LNgcx6kky07ysuymwdwzmQgUn3N0BDAB4x1SMgjMmTPna8OHD39p1qxZdHVd3c2aotylqmoF9Gvt/gIEP/HmzZvRaaefjsREYtACsED79fn9axvq66dD/f3BJpl0kFY0Gj1V0/XfyLJ8lqIogF2+3xNOC0aPxyMyLHs/RRBPVFdXt6XqTA+of9zFhwEiz1lN199NJBKnuRqQRRC2VxC2t7W1nZKPmAEXMcFDHYFAvh8sLACMwIAhMHfu3IsXLVr0xsHWuTbR1dU1lCCIZyPR6BTDMA5pIUDAq1evRtOnT8+4ZaHbk4YJVlZWypKqTh1xMO1ocB3R3RYIhU+amppQZzh8nWkYv4rFYlX5aHd4JMaAETTX8Hg8MZ7jflJZWfksQghqPRYMVkfbF4DjrbfeGmAYZk9Slv1ufciAyZ7nOJNhmAt4nl812B9ubj8b5TQeJuByknaJr3XevHlTHn/88bXpZQIJr1ixgho7fvxXaZJ8rrOz0zz4TqfQ8rffRudl2DHJbdiAWKqqqixZ084cVl+/oVBfoMuXL6dHjBhBC4LwhGlZ34Tc4Xw1eDgCcxswCgQCCsey3wqFQsuKpZgH7Ddd1+9XVPWH0LfZrb2UiiLv8Hm9UPoS0riKxTLgFgQlMQ4m4JIQY9kvgrj66qv9Ho9n1KJFiz7qjkbarAraMCKIXyaTyWvi8Tjx0UcfERMmTOgzXcl1ZG0bhaqq2jVF+beGhoZPC12bSzd4OHDgwFSbJP+YFMXjTdN0TMSuY9PHgKD5URQFRPwRSRBN1dXVLxV6s4d0z2BV09bGYrHxbn7AsAxjsyx7Lc/zfy70fZTvvVIs98v7Q1QswOB5FhUCxPe+970Rsix7GxsbN/dUXalbbeTpXV1dv+ro6JhcVVNDUBm0OXQRCQgy0kmWnTpq2LCC1Xx7Wi/gt2HDBnro0KG3W7b9o2QyWWFZ0F8h/68QsCAIHg+U7XzbMs17a2pq3ilk/3AqIGsGRJlDtyS39hOkcPm83r0ejwdKXyawFuwWsvkbx7XNkL8p4zthBA5HAHxt+/fvn4gQCjc2Nn5xtPKG8DK8+OKLxz7w0ENfaaiv/24sHm80TTNvRShYloUuQefU1NSszWfOr0t7BgKLoOXjaEVRfhdPJC6E/suDwcKp9oem1+slaYr6G03TC6qqqrbCOguRiOADRpblpyVJ+iYiCGiK4crBcRz0Yp6/cOHCX5VSWU9XwCmCQTABF4GQ8BSPjsCsWbOoysrKS23bXv/4448f6OsFfNVVV53x9a9//ePZs2dr4XD4V6qm3RaLxRg3m6n3okUaUHSDr6oaNsTn6ypWs2Ha/xoOh2eQDLOkrbXV42bBiWz3O2iCgWCQ9PD8k7quf7+mpgY6cRRU+8MUATdwHLc7HImAL9iVdy/4goOBQDvLssMIgjCyxQ6fP7gIuLIJBncJ+O7ljkCKgGcbhvH64sWLI30R8Jw5cy588skn3wLc4MUoimKVrus/1nT9p7FYLB3M4uqzAfmtfr//A57j7gwGg2/3NcdikCkQcTQaDViW1ZRUlB9IogipVK5pd9lgkC7mEQqF4pZpPmnb9i/q6uogYtoRczZjDdS5gJepabNikgR9kg9LjevPPRmGgeC4J/w+343F+lHXn/UX87WuvmSKGQg896JGgLjuuuuuCwQC//Pwww8rfbxwiblz585ctGjRK+nz0v7hWCw2ykLoRkWW5yWTSZ9hGBB92+/IVSAH6D1sGkZjY2Njaym9JNPYtbe3T0EE8YCiKGclk8m8NnjovnPBPwxmfo7j9pEE8YfVq1c/lKoxXRBEbNs2o2ra+kQiMd5FLdgO+P1xjuOOQQjFS+HjrqjfRllMHhNwFmDhUwsXgblz5964ffv2xStWrOjLDAcEfOWiRYueO3I16SYFsiwPk2T5h4au/z9Zlms1TXN8xLkGHAEpIIS6DF1vOGncOB2VYMpIioi5aDR6kyhJdyiKUgW+9Vwxc2GnWQzDEAzL7vZ4vXdUBoMvQw4xjDuYBOXsMU07UTLNtXIy6XOLhJFtWzzPP+vz+f4Dm6Jd2D15GgITcJ6AxrcZUASI66+//sbFixf/IYO7wLlXLF68+Pnezk0TMUKIj8RiTbqmfUcUxRrDMMhUfeIMbvOvU0iSNIOBwDM1NTXXlpL22xMIgF0kEvErqvo3TdOmK4rCDiYLO/myHg8h8PxWRNPzaioq3kMI6YNMwoSqqo8lZfm7YIrOajP1cjJ844UqKqCwzMkPPvjgJhyQ5QaqAz8GJuCBxxjfYYARAFKcN2/eDY8//vgf+3qxQsT03r17L3vyySdfyGBaTiP7HTt2MJWVlV+TVfW3lmnWSJJkkiSZka8TXowMTZve2tpT//DQQz2mSGUwj6I6Jd0co62t7QwboTei0ag3VZN7MN83FsdxiGGY7SRBXFJfX797sIp5pK0FoiR9IctynRtuDse+btuGz+t9WRCEK/t6DopqQ5XwZAfzgShhWPHS8okAkGpLS8t1Q4cOfaKPL3/im9/8ZoXf7588ZMiQNzLVElIvTHhW+EgkAnV9707K8kXQ7MGyrL5s09Drd09dbe1xhVDvOY9yIebPn09AKUbLsm5RNe3OWCzG9dQcI19zSqUugY9YF3j+dZqmfwqpS9BXOtO94NZcgfxlTbsCWdZSSZJceQ/D+vx+v2Uaxr89+OCDy/O9JrewKadxXBF8OQGG11p4CKQI+JqhQ4c+1UcOMGjKw0iSHFVXV7cq2xdUuj2eU2c6Hp9oKsoc3TBm6bpepaoqAHOYtdXpO8xxBmHbs0aMGPFiqZufezFJO++Yzs7OCZZt36soyoWDGaSV0hQhSAwCtSR/IPAXEqEHg8Hg7pQA8xIxnfqoY5LJ5DJJki45agPrLB45MLmHKiqW0zR9EdaCswBukE7FBDxIwOPbuoYAMWvWLDIYDF7d0NDwzNFIFYi6ra1trGEYXENDw4fZEnD3Gaf9xG1tbR6O427Tdf2bCVEcZZomneo3DGRs+Xy+/6sfMuQr5f4yTJt7Dxw4cANJUU3RaHRIGifXdkL2A0GUOzR7sFiGaUIILa6pqWnPV1UtIOFkMlnPsOwX0WjUNV+5IAgWQ9NXsiz7chEWe8leikV8BSbgIhZeCU89q305ffp06rjjjrsqGo0+u3TpUrM3XCBfuLq6+gxVVSPDhg3b3h8CPpKMgWzjyeRUWRQfRQiNj0ajhCAIutfjGVNZWdlcjtpvT3JYsmQJNWvWLKLlwIHnTMOYKcsyyNqVQKT+PA/gSggGgypD07fs2bPnqQkTJkAI94B3XXKC1hKJnyHT/KVpmhnFFfS1Toi6r6io2MTQ9Mn51Or7mhf++5cRyOpFhwHECLiMAOy/7iY/aJAg+P1+tqKiAuy5lGmanK7rJEVRJEQhw/1pmrZM07QMw7AEQTBVVdXr6uouj8fjz5umqZ1++ulKL+QK+cJnI4T2NDY27luwYIFjkXSpUIMTsAVm6Egk0sAwzOWKorxTXV39Yblrvz3sGcc/fMstt0xEBPHneDx+vK7rg/4uAuJiGMasqqraLpPkN+r9/s1pt4PL+/7QcOk9Y9n2J11dXWPdihinadqgKepbPp9vaT4+JAYKn1Ifd9A3fakDjNfXKwLEjBkzqkmS9Ou6rtM0rdu2bVqWZdI0DS9CWxRF2zAMM1VYweZ53iFrRVEgjYMIBoNQxYrUNI1pbGyc2dnZCd1xwL/naBI0TZNgElYUhYL/5gmC4oPBqclk8lPbtruSySSMLYfDYWXt2rVQvrD7kX42svYJdgvactro4T3QMwKAUyQSCai6fr2mqgsVRYE0L9cqROWCezpQCyLXPR7PEwRBzK+trW0fSDk6FcVE8WyaIP4pyzKURM1l6oddk9KCI2IiMQqqgw3k/Ps92TIeoP+SLmPw8NL7hQBxxRVXVC5btix8pBac7ajgA/Z6vWOfeuqpTX1otKABXxoIBN5etWqV4ff7OUEQBIqiWJqmmUQiQUKtZtCiDcPQKisrk0uXLu2rsla208Xnd0MgXUmro6PjWIKm/yuRSMzQFIVySxPMFWwgMJqmkcfr3Wcj9LOhdXXPwlgDRWSAg6qq/52U5evdyA1OtW40eY/nZg/HLcJacK47YWCvwwQ8sPji0Y+OwJEmaOcd1+2SI7XQnrTJ9Dk97eX0+Yeumzt37leGDh0KKUg6mEHT91qwYMFhpujLLrvMQxDEUE2SPATL7n7ttdcSLpmq8Z7oAYGU5mtHo9ErVU37XTwer7Ysy7WmBbmCbluWzQsC4ff7V+uads2qVav2zJ49u9c4g1zvAwGCTU1NtbKqbknE4wE30rXgI8Ln8xkWzw/3ItQ2UB8Pua4ZX+dSRw4MJEYgQwSOatadNWsWixDydXR0QFSzoOu6AD1nGcuCaBiaYFkwJR8iTU3TIA8XfMGQ23nYFOBv8BuS50kYA/4Ovwv6/dPD0ehy3jB0lWGcFyljWRqNkBQH3dc01RUrVkjdyJYYO3Yss3nzZi11g54+GjJcPj6tLwSAiObNm8ezPH+/qqo3x2Mx6KE86EFa4B4JhUKWZZr31dfXz7dtG7R0V4kY1v7j22+/wjKMpeBiccMUDZpvMBC4B9o1YgLua/fl/+9YA84/5mV5R4hAVhQlhBDyQ3CVoijw8jJ8BGHEDEOD4gjg943H404xfU3TzJr2dis0bZq9bds2u6amxl66dClEpR5NCz4S2y+de911113e2Nj44sqVK8njjz/e2f/79u0jaZqmwAQdCAQICAjiOI5MJBKc1+ulNE1jPR4PmYrYVWmaDr/00ktOXeGUxo79vC7u6nQlLUmSxiZEcZGqqpMURemr4ImLM+h1KPgYQIFgcDMiyR/VVlb+09kALvr59+3bJwwZMmRtLBYbb7sTHW77/X6RY1lo/rAPm6LzsU0yvwcm4MyxwmdmjwA5Y8aMoZZl8QzDyAzDKJFIRFqxYgX4VXszP0OErHOnpiZIzTzscIguxxees9e//e1vX/HnP//5H91HTd+nr6jo6dOn04FAQDAMw4sQ4kCztiyr44033gCNGR8uIwBEvH//fp7zeG7QFOUuSZKqcqnF7fK0oOSjDSlmDMsu4RjmzsrKyv392JeHb/CDkfSNsixvFiXJ64YaDFkDHo57iuX563N8dtyGEI/X7esdg4ERGAgEiG9/+9seRVGspUuXOhHGKT+XU/ygWxEGhxhTX+bENddcw5577rl8dXU1HQqFIB3J4/V6aYhspiiK5nmeZVkWIpuZVE9VUlXVHvMnKYqC+r8QVW1RFAX/gt938i233LIcoq1hbqIoyl1dXUosFjM6Nm3Sbl6wwGnm3j2SGQgafMQw51TZwrS/mLjy4ouHPP/6660DASAe8yAC9vz5ZOu8eZUEST6tqur5qqpyrnUR6gfIsEn8Pl/M6/H8QJblv9fX18tuEBzkSs+cOfMRTddvNgyj30oSbFye5yVD18eFQqH9WAvuh9BdvrTfwnV5Pni4EkMAiGzp0qUkBK7Mnz+fvuaaa+jm5mZm586d9cMbGsY2HnPMJOhjWllZOYam6RqEUDXLshAANSBIfPjhh+i0007rcWxV00zbMDoIiorGYrFtoijuP3DgwNqurq4dJEluPeWUU5S2tjZj4sSJRroSVuqFi03QAyKtfw2azsdtb28/x0boWaikVRAkDEFaPG/zHLfNtu2z33nnncjs2bN7c5VkjBKsV9f1z6Ox2HFuNGsgSdISeH7Nyy+/PH0ggsgyXhg+8TAEBuYth0HGCPwLAWHt2rVXjh079puCIIwlSdJHEAR0x4EYKccMDVWI4L+7lXB09iXU60397jA806kr2YIMpB6LxVBFRcVh43Ybz8nbTc3H0dRT8T8wEchTTtq2LSaTydbW1tZX33333SeuvfbafdnOA5+fOwLw4RMOh32maX4fEcQ94a4uy606yrnPyrnS8ng8qtfne1JJJn/SX20Y1plIJi8jbHsZ5L33c26OIYHjOI2h6TELeX7fgjxU+XJhziU/hBuCLXmQ8AKzRwBIbc6cOXV/+MMf1nEcNxRMaZBX2Y1Q3XBvZT+xHK5IzTntf053QAKiVj79+OP7Tpsw4VdumB5zmFpZXgJ7C1wBt95663jdsh5MStKFcjIJH0uD+j6DrzoIIPT5fNtZhrkrGAw+l2rQkVNJS3DZ3HnnnX+OxeP/7oYWnPpI+MwjCJMRQhBmjS03g/wEDeqGHeS149sPLALEaaedVn3RhRfun/mVrzDHHXccMWTIEIeAU9WGwO97UHU4qAEf+v+BMj/3tdz0x0H6X5hH2l+d/h1FUSgej6MdO3agdevWWa++9NKjp02ceJtbdaX7miP++78QSLsBWltb5yKC+Lksy41QtnSw9k96ZpZl2R6PBwK1nkMse2dNILAztb+zIjz40OiIx0cHeP6jeDwu9PeLFfawz+ezLYK4xMtx/8QEPPhPEybgwZdBqc6AvPTSS4fpmvZFPB4nIIWnpqYGnTR+PDp5/Hh0/JgxaPiwYYhmGJRqlO78CyZf0JS7k3OaoHsCqq+XbU8m7PQ4cC0QavowTROZhoF0w0DQXlDXdSd3ONzZib7YvRt9uHEj2rhhA2ptbUUESSLIC+VY9tGJkyZhAh7EXQxEFY1GgwRJ/j4SiXwdSpMOtn8Y9h1JkmYgEKAokpyn6/ozjz/+eG81yntFDz4ydF2/JiGKf7Qsq9/NGiBvPhQKbd6ze/fE4447zumhiY/BQwAT8OBhX9J3hrxf/f+z9yXgdVXV/mvvc86dh4zN0KQZmialAwXKIKhQxFJBZU6VQZkeokzKjII0PB76RAZF5OEEKCDa6tO/+qD4xFbUB4KF2kLaDM3UJE2bZrjzdPbe/2+d3BNu0ntzb+ahZ3/Nl+bec/aw9vDbax4cXO1j7B39MNR1qng4IaiibycCnBqLac69CLyKoqCOFpwuF9gsFshbtAgKCwrAYrWCWVHAarMh8EF2Tg5YLRZQTCYNtBEQEwsubARUVVW1dlD3OzAwAH6/XwPXaCQC/QMD0N3dDQG/H0KhEPT19Q19Fx2KuYH14qXAYrFoQI1/Y78TOGSumExPnGwA8KyvZd1q/dChQxUC4PVgMFgYjUaRaZz1Mw45TbfbvU/I8oWFOTnvjYdY8XGZI5FIu9fny5+K8SB3Ho1Ers3KynrO4ILHMxtT/+ysL86pH5JR41ygAAKwr7//BBXgH6mMppKdjaPFwLrIWh/TiO/xbBWZSfX0tka3qYuZ4yLCYc47kYapuGh05zAAeC6stg/6gGutZWDA5eT8ykg4/LDf71dmO5KWnuDBZDaHTYryG0WWr8/Pzw9m6g6EXLDX662UZPlfoVDIOlnuXgiBeaqbrBbLKrynGiA8e2vYAODZo/2CbhkNSN54441qpqr1kz0w5iqhDACemzOjX/h8Pt+yaDT6cDAU+mQwGJz1BA9oiYxSlCy3u0MQUpefm/tCpgCIYwpHoz8Oh0JX6Wk5J0N9k6JwQsh9W7dufdhwS5oMJSf3rgHAk6Of8XZqCpDa2lpXf19fjxDCPBWis7lGbARgk6I8etIpp9xjGGHNtdlB4YgWVQoODwx8lsViD/l8vnLd5W02e4scqNVqJYos/8nhcNzkdDr3xbnhlOKc+FjsoXD4Pb/fXzpZq2jsg9vl6jaZTEsBIGZwwbOzIgwAnh26Hy2tkg1nn92gqipu8lkPqD/VRMfgBorJ9LlgMLh5+/bt6lTXb9Q3NRTQEyd09/TcRwm5b2BgQMZ45LOtHkaDqJycHKFQ+vXs3NxH4txwSpeluCj6MllRfhYMBid9dsuyzCil33U5nXdNdWKJqZm5hV/LpCdx4ZPIGOFkKLB+/frnOGOfX2hiaHQ1kWXZa7FaixMSM0yGVMa700wBBLCDBw/mmWT5tkgsdqvH61XiIDyb56AW/MXpcHQqinJ1bm7utrF8h4UQSjgS+a3H49mAsVknQzL0W87NzY30HT5ckZ+fb6QrnAwxJ/jubC68CXbZeG2+UAANsYLB4Cd8Xu/vMcMQpgREK2c9u1yiRfFcHVNCNCzNAhotq9E9CVMgOh2Orf/72mvnztW+G/06kgK6tXRfX18NF+K2YDB4TTzS1KxqSeIJHiIOh+M3JkX5ssPhOBy/HIwQS2P/fdFojYXS+sHBwanoM3O7XD986KGHbjLUKDO/YwwAnnmaHzUtoiHW6tWr18RisbckSqWuri7S0dEBvb29mlsQugShmxACm+aTSylQSRr2zdVFhKMto6eCgKOtonXXKB1kdd9jvDDYbDbtp6CgAEpKSiA3Lw+Ki4pEe0fH92644YavGPqzqZiRma1DD+IR9HhO8Eej/xEKhc6KRqMyZriaRdG0Fv7UarX6FZPpK8D5LwsKCtBaejQIU4/H81XG+QNT4RvscrkgJsQau8n0XqaW2TM7Wwu3NQOAF+7czomRDQwMvOVyuU5EsRpyvokuPXjY9Pf3Q+f+/bBr925oa23F3Lyaby765aJPrh41C99FiVui29B4B6i7NCG46j9YB4KsxWyGgsJCyM3NheXLl8OymhpYWlEBJaWlw9Gw8Fk9MhZywJjP+KGHHqoGgA6DexjvbMyN5xGIEXT6+vpOVRn7fiAQWIVAHBcDz0onUb1htVrR932HYOzKp59+em9dXZ0mqsYOIRf8/vvvK8esWFHf399fOVn1jhacIyvr54qiXGkA8MxOuQHAM0vvo661UCh0SFGUvGRxenVA1H+PDnaB4l4dKBGMEZx9Pp8G1J2dnRpAIyd9uLcXItGoJhrGuhBQ9YAeOTk5YLZaIScrSwPVLJcLihcv1oJ96OJlvV3tgoCWMKqq1aMF+IiHo0w2cWi4sm3bthvOPPPMZwghhhHWPF7dcY6Y9Pb2flhV1V8HgsE8NRYTVJJm7YxES2WXy8VtVuuP//jHP95UW1uLIKwZaWHKwtra2hN8fv8bkUgEDRwn1U+H3c5isdjpW7du/YfhljRzC3lSkzZz3TRamo8UwJv6gQMHthQWFl6IVtC6mBfHouuBxwrGoXOc+th1sXAiFz0MkkMPD5NpNLjrX+iAOlq8PbqtRHon1oWfx21fRCAQ6HnyySdX3nPPPaiMyywiyHycyKOkz3qShxtvvNHGOf804/yxSCRSEI1GEfhmxYof1x7ms3ZnZbWrjN1VtGjRr+OpGbWc1eFo9PlgIHAp53yy/UO3pNcURdlgrOWZW/AGAM8crY+6ltAIq6enp+aUU07Zfeyxx1KMBY0caWlpKeTl5mphJBPjPI9OfJAqetVYhNRF1pkSe3SkLf1ioH+uA3x/Xx/0HDyo6a8PdHdDV3e3eOutt765efPm+1AqmGl7xnNznwK6/7DH48mKquoNjLEbg4FAIUpYZlFBzE0mE7E7HL+2mEz3OZ3ORrxyhkKhYkLIP30+3yIyiWxQuN7NZnNMcH6O2+3eZoiiZ2adGgA8M3Q+KltBI6y///Wvt0my/DAmY9ATHGD4SJvdDm63GyorK+GYFSugvKxMM3KyOxxgt9sBDUMwDjP+6JxzIriORxecCLIJcZw1ThbF3OFQCALBoGYUphmHoZi7rQ3er6+HjvZ2OHToEAwODmLiYpBkWe8X+gD/39atW083AHhhLm8diDHRQzga/YYai10aCoXc8TU0O2enECInN9evcv41wvmzBQUF4RhjV4eDwR9EotFJccFoie12uZpMJtPKTCN0LcyZn7lRzc4imrnxGS3NLgXIJ9av/3NUVU8fLcLTARRBEA805C4waQIaX2EyBPwewRe5ZvypXLoUMJ0hgrXDZoNFBQXec4edAAAgAElEQVSaHne0KyQu6NHsaCAQ0Ay7EGhbW1uhpbUVDnR1QVt7u5agAUEXOXFMBoHgj+5SemYm3VUqSUYmDCsYFgBFf/rTn7wGCM/uQpvO1uMiX9Hd3W2jlL7IOP+U3+fDXJWT8sOdRJ9xiROny9Vltts3HHA4msoCgZ3hcBgNAifcJ9yHkiRxl9P5cVmW/2JwwZOYoQxfNQA4Q0IZj42bAmTdunWSIssHVFXNzTRZeqJOOFkShERL5lSJGnR9bqIhVaLOOZneOZlOON2ItUhYsnxtMBx+wYiElY5a8/97BOLt27dLNatXL5MBHmeqevbg4CBexCbFeU6CMtxms0UUs/m3WU5nnSRJ7w0MDmKUr8mc65i5KaDIcgkAeA198CRmJ4NXJzNRGVRvPHK0UmATAH33vPMKA35/e/xWPuVrLdNzJlU2o8nODXIIsqI8s3Xr1i8YHPBkqTl/3kcg3rFjh1xTU3NaKBx+IBwOnx4MBmfLUEugFMhqte4HIbjZYilLlX0sUworioIXyy/YbDa07jfsGzIl3ASem/JDcQJ9MF5ZgBRAAyyPx3McZ+ztyR4Ic5g8wqwom19+9dVLDQCew7M0TV2Li6ah49ChjTIhd4f9/jWzlYMYfYclSSIIxg6HQ1PNTOLiye1Wax/jfOUjjzzSZ/i4T9MCmqzv2PR1y6h5vlMgHobyuHAo9PYCXmfCpCibXzEAeL4v10n1P37BpP39/VdzIeq8Hk9hTFUxwMesMDhor+Cw28Fqs00YhCVJEmaT6UGbzfaAoQue1PIY8+VZWSDTNxyj5rlCgYR8wHvi3OGCW2vxfMC/eOWVV64wOOC5svJmrx/btm2T161bRwcHB28IRyLfHhgYwHwJs7LudfuI7OxszbhwvNwwWkSbzWafGouV5uTk+AxR9PSsq1lZHNMzFKPWOUYBumHDhgI1FuuYLh3wbI83ng/4Zy9v3XqNAcCzPRtzo3092UMwGCwMhUJfisZiX/X7/UT/fDZ6qcgyOF2ucTeNFtFWi+V5i8VyjcEFj5t8Gb1gAHBGZDIemgAFyIUXXpjj9XgOAIAWW3cCdczpV+IA/PTLW7feDAAp87jO6UEYnZsWCuh2D16vd2koFLo7GotdGg6HMcLWjEumdW8ATChisVgy5oaRC7bZbF67zbasrq7O0AVPw0pZcIfiNNDIqHJiFCC1tbXZA/39BzCH6XQBMJpoOhmHQZmCPMP2mnER9BMnn3zy7YahysQWyUJ/S8+6NDAwsDKmqt8OBIMfj0UiktDyeszs8av7umOQm0yNtJALNplMr+3ds+eTJ554Ymyhz9dMj29mV8BMj85obzYpMO0AjIs3Qgi8smcfXFpdDgFMnjCDIzYAeAaJPc+b0rMueb3ean8g8EokEilDi2kMiz7TQ0OOGDlhp9M5IhRsin4ITAghOD/GbDY3G7rgqZ2tmTyvprbnRm1znQLTDsBBSuH6g4fhYx4//NNhg8eKF4GZz5wk2ADgub4E517/0DjxiiuuUFwu1+lUkp4KBoMoop4tH2INhDHqW5JIb4nEYxaz+R8OhwMj2uEGm2FZ09ybx6nqkQHAU0VJo57RFJhWAMZT4PhAGO7t6tE43yzG4LPLyiBG6YwpYw0ANhb9RCig64cPHz7skCTpPH8g8C1VVYtjsRgC24xyxHr6TgTi0fm6E8dmtVoFU9VzXC7X/xoGWROZ9eTvGAA8dbQ0ahpJgWkDYFy0GPD26X37McehdmIpQsAzi3Lh1SwnyGJmLugGABtLfjIU0GNMNzU1mV0u110qY18Ih8MIxKgfntGzGYEY46BbrdakRlqcMe50Ot9saWk5c9WqVdHJjNt49wMKzOgkG4Q/qigwLQCMC9YrUXiytROKo+qwLAw54oBE4dqlS8A2Q2JoA4CPqvU8bYPVOeL+/n4nE+KbgvMrBgcHHXG98bS1O7pi3Voak5wk44atFovgnF+9devWFzZu3MhmrGMLuCEDgBfw5M7y0KYFgBkhcHH/INQeHoTYKCbBoXL4elkhNFoswGZgZRsAPMsrbIE1r0fUAgBr/8DAj6LR6GcHBwf5TCd7QH2wbqSVGMAD0TcrK2uPoiirDWOsqVl8M3BMTU1H53gtwxHLiWGgoE/VlAMwBwJ5agyebumCIE2+dBusZvhaaRE4Z4ALXsgAjG4ydQDkAcO/ecaPHp0j7unpWSEpygPRSOSiQCDAhRDSDEumNbG07juMYGwymzkR4o5XX331CYMLnvzSMAB4kjTEgwoqVi0KidhtnCiP2VvfO4RVzmcg1sZUvs7sga46d1vTVyc4nikFYFyoeMv5UUsHUK2DRxbU/KKD5ZXLlmhfTrcmeCECsE7aaFXNJaao6U/QsXtwPq/lSW7vWX1d54gP9vWdIQHcGwqFMOsSgvCMndu6kZae4AGTPmRnZx+SJakMAKIGJzy5JTJjEzm5bs7ttzH13j1La84gjP8hJsjdDhF+ETo6PIgB8/Hw0g7htWvl3j5fp42Kl/a2uO48EXao48S0KQXgEKVwe/chOMUX1IiaqqAx1v+6nfDsolwg0wzBCw2A9XkP9flvNFHpUqml/lRicMCzfvjowTw8Hs9F4Uhkk9frXRUXDc/Y+a0leHA4NG4Y82BbLZavWq3WRwyL6MktjxmbwMl1c+6/vRlAOr205keM8qudQPtMErnK3FK4FWA7n2+HmH4QHzjs6QImst2K9LCttXgTge0IwpmWKQXgj3oD8OUDveCXxvbSQGMssxBw7vJKyGFsWiF44QHwOnmw7MAPOYirzJI4++2Wpu1nAoxnzjNdG8ZzE6DA5s2bJRT79vf3X6oy9pOBgQFzPMLcjJ3jCPxopJWTkwM+r7f0iSee6E4WBU4PPDKBYR5Vr8zYxC10qiJobQeQTiyreXdQqMcoRBIuCm2KRD+vNO99QwCg1nLmokRMguA6APcc9nRFBeQqhICbSP9ua9v74DjGMCUAjHCLnOyzzfsBzS4zWbCSEFBXWgRNVrPmpjRdRbv9C/HEhz/60XkdilKfb3+f/y9exk5ySbTB0dZ47DjmerpIbNSbTNUiBKY+RCvpK6Kx2Df9fr8TOdQZE00LwFCWrLS05FGTyfS1UcE5yHvvvaesXLkyDwAwDjz2a/o24TxfIZmcZ/N8iDPXfQTZA+XV1WYh/h4QIgvXngIgXJL0P8DIA7aOve9o63GOA3EiAMcE5GJwAAsh3EppnaO14aEM+z9pANZdjhB83ePkZoMShesqS8EkxLRxwXjwxKLR725//fU7NHXDPDxocK4HKitL3WD6/QFVXY2XLQsh//5YW+O/GwZYM3d2jLclPbtSf39/scr5ddFI5I5AIGCLr8FpO9fRPQl/cL1LkhS1Wiz3PvXUU4/X1dVBHQD8W2fnZWaL5VuDg4OLFi1a1DY4MPCZ8vJyPPeMkoQC0zZRRyu18UDzlS+/LiLY02Eh8OqnqSxthITtVPmJmbPHoL2hTbsZTr+d0ISmYTQAEwCKrPsQCMM9ztamRzMA4UkDMLoZXd3bBxsGfIDuR5kWvG7nqAyuqloCg7I0bQDMGBOrVq589/Y77/ynp7//1ePWrv1/ABqjPi8KXhi95VUnC0J+6WW8BO+GFkKCDkZqrJ2NBzKY4/GMc6wJTPXdRDgnfEevL5WtXrJ+T6St8Yx/Wp7F0JZ1dXVicHBwSSgU+o9oLHZRNBq1ToeOGOv0er2gKAowxsBkMmGaQ2FWlDcYpbcd7Ox8p7i4uNHj9ZYSQijnnJnN5veWVlYePy2DXwCVZn6qLYDBztQQ0CjrlvJlLwQ53whAMGiTdmNEMM6iEpUB7raC9YfQttMbB+E5tfmTAbA2AABhIiDMRL52X5v9xRNhx1jZUSYFwAj4lZEofKetCwYkKSPRc+L8oh/wX10O+K+CPLBOk0tSNBqFSy65BG6+5RYtx9y777573fHHH//MHOKEU+7vzQB0Q2X1BsbEr3yCmykQKkDwHCo/Z29ruC7hcqjVsWnTpmHy1tfXp6x3xYoVIq4THAGCmKi+s9Mq5ecPUqczQKPRHIIRn6zhMPVKkizLMiavlzBdn9lsJvibUooWv1IsFjPHYjEZ/88Yw6fsjFHUf4YIIUGZy4zLnJkJiSl2exQPfvyRJEkEg0EEDM4YY6qqsmg0yiwWC1cURfT39wu73c49Hg9btGgR3759u64i0vYjyk7qNtWRdOMdJswDD8AD8b2e5KxJvBikO4rGfR4gECPdB0OhShYO/zAYCHw4GAyapiqYB3K9h3t74UMf+lD8MBNQX18PZIgj5rm5ueAZHPwbEPJRnLuEAUZrqqtxroyShAIGAE/DskAA85aszCZStGdQCJkcqboUbip5JcFus7c3PzPX9MOpAFi/SJgJERIVl+a0Xv4rAg+k0mtPGICHBFwCXmpqB7R+TlcwAUOU0iM4XQfn8JnqMhBApkX5jgB88SWXwE033YR6LtbX1/d2fn7+aRkCcLK9hzQb8Xlvb2/SPZqfny8SwC4diY743re05pZwjD8WAoG2CVobuZSI/lD04+dLsTc7GSNut9ualZWF+sUsSqkDI37KMpGFoHZFkrKB0nwAwO+slHP0ALNSWXYBiFxCqVNwYSMAUowxEwWwCELsEqUypVRTV2o/2LYWeFETcWj90P1g8TP8v/73qIM9/vUQVlGKzmlD2ID/x4J/JMyF4IIL/Be/S2o3YnSrEUIgaPsJIVFKaZRQyoDzAAfhASD9wJhPcB4GAFVIJMhVPsABelVVHaBCRAhAjBGi1eGTfYPUQ30DAwNhk6mbt7VpyxJDN44bVFNNKoItXgqSrY1LL72UVFdXi2WrVlXKnP9PJBKpCgaDw+CvezCN15OJEAo2qwUWL148IlTlP9/ZAVnuLBB4ySUEpT86w4HPMbPJ9GpFRcUnx71Aj5IXDACeponWuOAlVcspJW/7uLCOBuEhbpIwJyF7gJD77K0Nv980RwIfpAFg7ZCzAmGSRK7Nam18IYWocsIA7JUk+FZ7NywLRca0usJTxSIE3FVWBA929GgnXOKCRmD+SUEu/DHLqfkOT3XRAfjGG2/Eg54HAoFOl8tVnsHhprksI25UVVXRcDhMEexsCFAOh4NzblIAFC5J1ESpnVPqkgjJEoTYEAQpvkuphVLqpJy7OKV24FwBQSQuGHI9dipJDkKIQiihBG8ghCA7KfslSfl610Hz8R7/kjAISacXdgiTWnxxWVnIJDStCQIf3n5Qhk90TXri5SLZRUMHSR004+A4TPr45xnNRmIUpjiYJj+vhvT8I+rMYA60KhNBGttLbFMfXwK4D48Dx6m3MXxhGLpMIAjhl4hInFIiBOeMILATghIjFREfvxcAMRAihhcAIQQa9OFn+Dym/4sAAb8Agn53USpR1MJEBYBfCOHlnAeAQpgygdw+1utXhRhkjPlQMoBGUrFgMPblW+849dgT1tyrKEqJoigfXHwI0XIC409cpzt0e4nTIPF3nEYasQoLC0dso3fefQeysrI1kfSoIlxOJwmHw6dWVFS8OdV7b6HUZwDwNM4kGgt6y6vvDwl+X1RoVtAjSvzEEDZKwQLkj1SCB637Gv5vtiMQZQDA2oFnIySiAFzram/6RRIQnhAAq4TARX2DcOnhAYik4X4x6cI/nDb41uICuPJgP1w44MHIAB8ckgDQr8jwhYpScPGpV80mAjA26vV6Q+vPOuu/c/LyFFT7UwRMgXcVIgEhKAmR8G/kFIkQVk6IJDjXgFiAUECAjICnH/wJv5OuUjwkR3GFGlepl0RAoYQIPMHv6OyBkwMhCCeeuloAEwGPFi+Cf9otQg90klCXcU5kdk4MXwKSgXm6S0EC56+Zag5fjhIs+bWbEaUI4CnXhFYPitUkCrhGo9GoKsuyglOuSx7w/7Isa/pc/K0bVyEgmxQFzFYLmE1mkGQZpPh7qG45JS6C1ht/d+dOyM7OhljsCG0Udzid7wb9/g8vW7Yskhn5jr6njI01zXOOYBaoqH51kLGzBJCU8lQOIJyUcCtIzxM19pC5c1/LbOmHMwFgJFu8zyEB9OKctoY/jgLhcQMwnl52JrRoVwikYy1OfBY55euWlgKKmsOEaCJrhNlEIqP+956yYugwm6bcOmoUBwyqqsK6M87gGL4vlchRP2QTOUT9UIwvxWnbkw+3d0NxNAZ4yUksSEu3yuBTx1RqPtQZsafTvG+M6qeMAppgKBlgZyKO1i4SyLbHYnDHHXfAuZ8cKU3etWsXuNzuIwAYL+hLSkoet1qt9xNCAlM2mgVW0bRt9gVGpwkPBy+ihxatypetkSa/EA46hlB16ODjLE8ySVzw/7TLvA6am2NTbI2adiyZAvAQygjhkuQoV80nZu/fhdY5uk54XACMCxH1vX/Y2wL+DPS+6Jb0xYoS6FUUQJMPdDu6v6MHVofCRwDIPosJvrqkeMqzJCUCsJY9hnNYt27dcOzctISegQcEyi0B4P/tbdVolKwg9/uG0w7fK8rXOGGjGBQYTQEE4quvuQYuu+yyEVIWNMSy2e1HADCCe15eHljM5m/bbLa7DIomp4ABwDOwMhCE+8qrz5ME/LdfjLAQTNo6A0DLLeGiUr8J4GFLa8O3UZxNZsjFJVMA1l2sEIazJSkS4fxjOe3Nb8Y593EBcJgSuKfrEKzxB0ds8GQEQt3ufxXmwZ/cTs3PFwuKTZdEo/BIWxf4pWE7EA2M8a8LayrAeaSealKzPxqAEYQ3nH22pkfDwAizVXBTa5Y/lEJ1KAyPtHWnjCCGzyENN1aXazmVjWJQIBkFcG1/8lOfgptvvnnE/tzbsBcsFusIANajZWlibUKCeXl5mkjIKEdSwADgGVoVAkAeLF/2SICLm/gQmKYqeAr67JSYfZwrJkLAReQ9grJv2FuatqA0aLr9hzMBYARfCQAtQ4kKYEalk4tKg0LlF2Z1Nr+O46utrc0e6O8/IIRAnWjKIaO/74d9Abij+xAE03C/WEm7GTnaohFBNvBzNCJ6qrUTclR1hNEV6op/l5sFv8jNmtLIWIkAjLozLJdcfDH4/f5kRikzstJQz+tSGfSaZDh3wAtfONgHkTTi/AMmBW6qKJnyC8qMDNhoZEYogOt7w4YN8JVbbx0GYORy9+7dCyazBVT1Ax0w6pTdbjfuAaYoyp6c7OzVM9LJediIAcAzNGkIas1VVc48Lr0TUFkFcsXJmkZgcxAp4uexG7Ik0+cDgp0R4Zw7JUpMQF8XTNzv3N/4N3x3uoA4QwDmdkLbJUHuUQl/MSgQj4VwUXq4n5BPV7Q2/nNjbW1WOgDGBehUGTzV2gVRjPiRZj5QM7yxukwTJ4/m11C3uc7jhxsOHh5hjIVV2hmH85dXTKmOUwPgiy+GG2+4ATRPZVmCyy+/HPr6+mYFgKOUwKm+IOxXFDjd54favkHtQjPWJkcd+X8uLoBdNuuM5FCeoe1mNDPFFEBQPfPMdXDnXXePAOCm5iagVBpe7zr3K1Eq3G63Xw2Hz7W5XNp5ZRSDA57VNYCge7Dg2DzFEmoKCOFM4h+s9U8FwbOp1OCOOk9k5sBZMS6e6gdepAoOTiJLNgq/NxPpJmip79JcHqbQxxDbzxSAnZR2ZbU1lvdXLr+QM/WXYaExniJbIv3RCD/hquoVoZAU7ErFASMwoCHV0y37IS+mpg22gaLSe0uLoM1sSpoRSYsbLQC2NLaBd5S+08Q5fK2sGFospilzSdIA+IIL4JriUpDzcsCy/uPw+SuugN7eXs0gayZLmFI4r38QLj/UD//ncsIZPn9azheF5Kh3//yyMoP7ncnJmodtIQB/+CMfgXvvvXcEAO9r2QeYp1vE1TsYHSsrK4tlud17AOAsAOjN0C9+HlJl8l02OODJ03BcNWyDdfLK8o4bqZAeCw35WSYtFIC7BP0vx/7GmzE1YLgvcJkqxJMezmwYmiBbklHN+EIwPHhzwcGDwakE4UwBOJfSLntb4xIBaxVPhf+CKGcvIQjjgEplJfhbW/aa7xdY6oWApCJolKV/qacPzvT4Abm3sQqC7ytZLvjJopxhvW+y59F16fqewxoHmOj7i2BzWJHhyxUlgDrkqSjRSAQuvvxyuOjJH4CSnQ2Ff9sGV15xBRycQQBGYvcqEtTtPwgn+vzw5ywnnOFBF9H0BXW+W3Kz4Vd5LpCnhiTpGzWemJcUQAA+5ZRTYFNd3QgAbmlpAYaW0pxrIufKigrJbDZjDvFHMCyrAb5jT7cBwLOwHZAT9pRX/dzPoTaVKBoZUQshMUHI599va/z1OgAeqKjIJyB/IcTEpgAAOpYKB9BeTsmPslsb7teTqU8WjMcLwHGuWfJWVl8fYeLJsMDIDwA5XPRdvnRJjk860v0KrXOL0WiqtRtiacAXWfweRYHbyxaDBeMVpJkzCxfwYnM7eEeJX7MZg2uXlkK/LE9JZCwE4NrPbIRP33M/UFmBvM0/h+t/9hz0Hj48Ixww0tgnU3iipRPcKoc7yorhmX0d6OObVpqAJET3rSurlmhcsIG/s3AQzKMmEYBPO+00uO/rXz8CgDG4GAYXKVm8+C2r1Xo9AOzCoRngm36CDQBOT6MpfwIBrq+kutiiwN/6GC9L5ZoUjx3dI9TAKldn54DekUjVqkqiRu8LAnzGx7nZRAhxUrJPIeQbh8O+XxZ1d4cmA8ITAeA4CNNQWfWtQRAPB4UW4lCEKCV3lhVDQBoZKlIGAS82dkCQpvf3tXMOX6gsBU8GiRVwQaPR0Y/37df0vlpMp3jB//7R7dSiY1mmgAtG957LZBOc834DSIoC9lNPgVtyXNDb2AjqFFtcj16E6O/sZBy+3d4FhxQF/r20EI4PhOCuroMaAKcrCLj/sls1/e90xcpO1wfj+/lDAQTg0884He6556sjALi5uRkoBue223eDEB8uKCgIGsCb+bwaAJw5rab0SQxV+eUlNacKwv8ajIetTdYAiqLtFHb61PBHSjo7wwhqOqcbK6s6LkLoI0EhPhoWXLJTiSiCvEMB7nS0N6Al8oTCP00UgHUQDpdX3+0T/MHIkDiaoCHQlypKtDyMmr8vIbCpqweWhyKaznasYuYCvrl4EbzjsAFaM2dSkP9eHg7D/ft7AC2s9aKHqrxy2ZIhZXUmlaV4BmvFYCHPNHWASYs2DWDhDO5bVgGtEyV8hv1hQGBxLAbfbuuCd+1WeLCkUCPsY63dUByLAgZlTlcQvG+qWAzdJiUjbjldfcb3C5sCaAW9fv16uO3220dbQYuc3FyPzWqtfuSRR/riiTgWNjGmcHQGAE8hMcdb1WYA6aPly+/jQr2PD4UhPKLgWSoDqHZFut21r+HJxKAcehKHWNnyUwMg/hAUPCsGgtspkWUgbwEPf8Ld0eHRctWOA28mA8A4gM1QK51T/u79QQFfiwqQtTEIAectr9TEnucMeOHaQ/0QSiN6pkJAs9UMXy8d6XKUjs64qHsUGX6/t1ULLJG4yJHbe7ogD7a7HZMCYATwfFWFHzXvh37lA7/jbpMJbiovBtcUcNjJxomcK15cHmvrhJ8uyoNnFmVDFuOQF1U1FyxfimAbiXXpMbQvqS6f1nzJ6ebJ+H7+UAB9es855xz48le+MsIPuK2tDTMh/YfL5fp3TEgyf0Y0N3pqAPAszkOck6W+8mXveLlYNYZrEriJpIYFrPtLR8ObG0dxtlo95eXmKDF/WgX4voezPFVgaEsasQH5XVRSb3Hs29eLQ80EiCcLwHFjZClUWvPNAKi3h+Mx7xCJ7ywrgsfauiGSBnyHAkkQ+MyycsiagDgX3/9cb7/mC4sBKfSCANanyPBvS0shW534eYFi3qsO9cE5g74RQI6GTVdXLTnCDWqyy0yPFHZJ3wB8qecw3LekGN5y2LTgGRiG8/YDvXCKP5iRLhcvNt8ryoM3nQ4j8tVkJ+Yoev+zn/0MXHPtvyVywLy9ve2vZWXl6+OJJo4iakzNUA0Anho6TrgWBLtQVdXimEr/4eGsCNOpJOeEBXdRuo+ayGmPNjb2P/BByEftcawHkzjUVR2fG1CDV0dA3BtE92GCxly0TwbxjDPkfRAOHgymA+IpAGCtidWXfTLrrt1dPZ8Y8CphSgke/Dg8BMexpKT4HcYkRqOrg6aJGUwh5MpcaEZJKIZOJKoiONxaXqJZRU/E+AjrwshdzzV3gMLjZt/xScN2Uax7e1mxSIgsNal9prf3xQN98OlBD3ylfDG0WMyaVEEPQPKLpjaNqOm0v3rkq08vrwAXm8joJ7zUjRfnBwVGbE09ohtjXNx62630/PPPHzGKfS37Hq1aWnWnofed2ORO6mCYWJPGW6MpgKLojy2puVQAfy6UkCJu9HMSALcQujm7vfGyVJysrh8Olh1TGAP1oQiQjTHBLZQAtQI5JBH4qtNMfwUNDf5UQDxVAIyRsDoHBw/ceKBXWT/oI+lcjfTxohXzz/Kz4Te5WZNyGUJxbN3+HlgVDI8AYNSR7rWaoG5JkQag4y0ofj4mFIYH9h8YEfYyfhHSgO3zVWXRgKRdpoZVC/GkC1qDyYLj66nwhlP6aWE0CTAQ5K6uQ6I6HIGbKktIiJAP/NeEgA0eP7nyUH9aVy5sF0Xy/3TY4LHiRQb3O96Jn6bn4/N+xEJMmgYRMxmO7IeWF1n/aHQKR7z2akmXk9zr0XoZ6xpODKKlrUS3XqJiUkT8DtMoYqrESDQaue++e7M+/vH15sS2Ojo6vlZRUfHNaSLNgq/WAOA5MsXIvEQqa77Xp6rXcyAfKBUT+oe7zEoINxO41tnW9PxYtj5DvCYIsWRZZUSiP/Rx8ZGQYLKFSNRB6T5C6BctFvgr1NdjsocRm38qAXiwv/9AAIhy94FD5ER/QHPaH6tgRzDQxt3lxWCbJIeGQFkVjsA3O7rBNyo+tFVw+OTypeBibNy6YDQqu6+rB9YEjkz8EAdhZmPs5c9k26/rk2WXzabYGaMWEyESlySTLHgXyJEAACAASURBVBOHEDRHpjSbCWajHDAfnJlIkhUAstGofchLiMtRzvN+uL9ntY2LA7VLS8M5iKHx05QSQj0ylX5Z31JEjjyYk5IZufLrqkpFmFBMWItVJc79ESCg57UfdbBrk5giXeGYNxq9Pr1z6VL0Tcv2HJnxKWVqv4S2ExdtfHzoenNkDuJknCCOOTEdkZYOeCjfoJYXOC7AEpg7OJ5LGHUjDO094raC2nNcCIZJ7kEILadwnJYc/W+BYN5ggbmAVSBSTKaALow+zrkXOB/kFMIixqIUAHeVjwOgV8WAqqqYX1hFETJjDIPu+QYHB30mkym0du1a8fzzz2OMSSYAeH9f3/acnJyPxPNEa0u9q6vrltLS0ienZZ6OgkoNAJ4jk4yg15u/wq7Y1Gaf4PmpojLihnQRKRALQHHe4QZ/Op2urmeOLllZE6bRV0IclkQEZxZKwQzQyGS+IXffvv06YMcBhGDwj57Dnq6YgNxkfcENqQfiSEHC4WQMIIQSIpR8Y383LAtF0Ds/JdXzYyqcu7xSC5Y9FQJS1I8+u28/YCSsxFsNEQJeyMuBV7JdgC5R6Qr2pTgWg4OKAoOyBL/e26adm8lEvlhbFpUEE2ztd9pLdtfX5h/RQG9v7xFEyM/PF5u3bNEim+F8+Iqrc+1muscHYrs7x3HZxspKjSSJ7/5nU1NhpWRrDWv5O8YuCLg2St46blH29WWynEuFsDEAhQqhKJTahCTlE0JygEIWEQS920wEwAqUZgMhbhkgC58XQmAUGC3nMRp/S5KEOYyHc83q4JyKy9fBPBHUExLA6xoKjWZxy/WRF0SBoWgE5rA9gq4oPYinOtbJgX+PvDAkqCRGpUUeJuDohPT63ypjGD8mBISEKCEacBGACBfCA4T0c1VFo8cwEILAFeaMeThGg+J8QFAREKpgnJCoEDF/OKwOKgrzBoM8qChhHgrJ3O12x9xuN+vr6xMmk0mYzebhMebn5/OWlhbhdDoTPxMrVqwQDzzwgE6uxN+wadMmWl9fT5KtN3wQ15w+6CT1jKBHX1/frqysrBVUJzAhfOfOnZ897rjjfh2/SKTbRsb3oyiQbs8aBJtBCmiuSUuPWSFxdYeXjZnAgLuo1K7K7Lic5mZfOhAeBtUVKxRfJHIuV6XHoyCWhAUHC6ExC5CXFSC3W9obEFWGyhQCMIaiRCkYJkvY1Nmj+auiC09i0S1zbysvhi7FBCO9hic+CSolcIbHD1/sOXwE8COHfcnyCk0UOxYEo8gaEzzc23EArqkuh7M9Xrilu3eEcdeRPRTMTaRnnO2N12cyP6NoQb1ly86xUvpiiLHHXKr7Eejegb7dHxyIALAdQFq5eOm2iEROG5UGOSnBrIQKiYhrstqOe75u04ojhowH9egX8VCuq6vTOWX9vqFJJ8vLy2WbzSbn5OQo0WiU2hgjzGYjqqqazEIoqiybKKWIzzQu5pQlSVI45ybGmJkQIjHGJEKYBRhxEErdRJIQ1GWKhvNE2AiRXIRANgiwU0JQnC8TQiwI/AIgAEIg0KkcIAqc+wUhA5RzHyMkpHGDnMeEEEGmqoOC0gClNEJRsSnLqiRJyPFFEUSRs5SYxGMkhnRRVVXVPqeUxoLBIIIhD4VCnHOOf6slzc1s+9D9YPgHx1hXV0eS0RHpirTU6TsKMEeTPX7vGPe6T3+THHeVH7zQ3d39m8LCwvPiKhIei0X5d7/7RFUoFOo03I8mRlgDgCdGt2l7S0tdWLH0BpUhSPKUXA0e6g6ZfPvxlqavjjbIStU5XT88WF7uthLzdVEBt/oEK0T8cVDqtRD6kxiNPYwW081VVSZHDPZPBQesx4LGxYbiW/TPXRMMjUgMj6LR19xOeLogd8xQk+MlPLaJxl+/aWyD/gQxNNaDAT7uXlIEzRbzmMZLaMR12eEBuKRvEK5bWgr37z+ouSClOe0wklkkRsjxRW2NjZky9Dj/3vJlN1uItMnP+N05HY3PxsWRR6gJvCUrl4KsNnk4egaPXVBi4SCkO9ttXQ67dk1V6NJkzY7VFX0MyUiX6r1kn+vvp3on1dSkajeTPicDyfEux3n7PF4uHn300SUbN278QV5e3ofD4fDAW2+9ceuGDef+t2GANfFpTbdvJ16z8eaEKYBAGa6oebmfsbP5GIatbk0ERy50tjX8PtMDHjulA7Em8rZEv8MlekmIMwcQQk0AESfQm2Mq/U2AqntiZPIi6MRkDMhCoQvPN9u7oTwcQSWYRqdDigxfWFoKWZNwDUpFcMySdEf3QY3zTvQKRiUbWhPfV1qUMhoU9g4jcD3X1KElLEAL58pIVHP9Sbd5MIiKjdBns9obr0vHBeuqgkjlMd+gQlzLCbvK0tL0P6kMxvH5QHnNnf2cfTODJFKa+5mVQl1OW/OD6foy4YVrvLigKaDprof2K9oqhOK67Wnluhc0QcfK0brQBz6Xx6cdxiUlln7Jui8gRMEY+mBuJ+QwD9CqTPTBKTnjkpU5fon9klGxzstUIhNCZUH6o0LYBAEU9x2BNePRAY/OhoQgjOLoF5raQBGgGVtdvWyJBswT98xNywHCS41tgMkaEgeTxVS4amkZeGUpqc4Z9cbFkSg82t6tWRn/NscNH/X4teAX6U4e1NdbKfGxkLd4rIQZyPV2lpSYnZLlDwpIx4eAf/jP7U2No/299RHi+jhQXGxVFPv+kBBZ6QBY00kTKojgqxwdzXvHc1mby/vE6NusUQC3ULrlP2udm08Np7vEz6exLKi+omvSueU16wWIlwe55hGQtOBhmifJr5tb935sopyNbvUc6/etYEB+7Of8xJAQjKL0Ngn4xrnojI2wUqUjRBB+qakdflSQC3932jMONTneiUbiYVvP7usAxyjgxMvA1iwnPJufo/kejy4YxOPuriHuGXXFly0rh1JMItHWrfkCpysyWrky/uLTnfuuSqYqQPANlJcv4qC8RgShYU7Oytvf0DMWSOKcHC5bdikFeCEoEqNdJ++NAMGyKf2To63pk9McJTMdOYzvDQoYFEigQPoTxCDXrFEAjbJuKa++PyLE11mK1IUIGSagqkzp/blte781Ge4mDrZksLzm0wTEg1EhVoUFFwSSZDMahxX0WPmAMZgEcpaTjc2cbpJwoZ/kC8CtB3o1LlgvaFaMIurPLSsDGz+Sqz0sy/C7hlb0ldRyF1+lxZEW8P3WLiiKxtKKoZELdhLiiYStJYUHdwUS+4n09pQdc7yVil+oBHZ5wt7PZ5JIQ3uvovpVL2NnJZubUbQQZqCCU3FaQVvTWxO9pKWjr/G9QQGDAuOngAHA46fZjL2hAWJNjcMbFm94BTsG3eJTNC4ckqQSiX7o8eY9OzM1yko1EF0EHpBsXwJCbvELXhod8jMdXi+TEUEntjuTsiwE0JdQ7D0qepWVcXiyKF/jwkfLGtCPGIN5oCX0i/nZ8D/ZLq37xwZCcG/XQc2oLIPCJYCHizqa79UvSFpKyiWVZ9ol0/Nhzn/laG/8MtaTDiDxPX9V1fJQjOwMD1mXpyvCRWhfKGwpLzg4ZcZX6do0vjcoYFAgAwpksH8zqMV4ZNoooIkb82ocil10eAV3J4LgKG5K0wfLzHSMq/P9gXQHeboO69wwlJebYsL0cJDAlT7OHXF9MEYMmLQIOl0fpvp75HSvPtQHGwb9gM6cekEpwoAswTVVZZCdYN2Mz3+ntRPyVQYSCPhcVZl2A0Gu2U+plvwgL6ZmFP7RQWVgTCxG8fL7sEIuWRI9zy7JzwYFu/extqYnM7004bwcqqj6GWNwOUuhHkikm0yAOYHe9XL7mu9uhC3TpWKf6qky6jMocFRQwADgeTDNAkDyV9RcHOb8pdBQnt0URbBFVP6pqa0BrW6nIo6F1g5yXQcLCqx2q/vHHMhnB7jKMOxCHqVd9rbGJSk6MxyII5UIeqZJj7yqnTF4pnm/lp84EYBNQsDnq5YM+wrjt5hX+OX6FjhskmCfxQz3LCnWImfFaQKrQmHY1NEDwcwyEPEcid7laG181FO27D8cVLprkKtn5LQ3o1h4XMDoK685MMAZGueNuX9R/J0t0T5HayM+O2XrYabnzWjPoMBCpYABwPNkZlEf/JXy6mdDnH8uFeeDnJwVgFFCv/hae+OzqaxoJzhk5HppsKxqDSXSNwOcf9xK6X57W0P5fAFg7Cdyrg/u74GaUHgE54p63XqrBR4qLdSMrZD7PdUXgJt7esHKBTxcvEiLoZzogKoCgWdaOrSkD+k2EgdgZhC9VkK3mYm0jgj5rG+0v9eQKeeLfcc0j58o23VVANgPVDEisFfSKZAAhAnIr3M7mjZOViIywTVjvGZQwKDAGBRId24YxJsjFEDRo7dkZTaVY6/3c3YMTaEPxgi1LiodAkFOfby9oX08B3wmQ40n3CGRJcvOkSTperl173kpDvc5xwHr46sOReAbHZhIYSQXjGkPz6up1EJTYrrE77d0gltlGgBfvmyJ5rOcaCfNCIiTPYH3bj3cvzLGx5JMAHcSOkgFnK/IpDoaVV93de7bNx5QxPnvLCmx2CX7voBghelcCLXLGCExm0RPs7U0vGNwwJmsbuMZgwIzSwEDgGeW3pNqTRMFly87yQLkdd9QLN6UkYCchLzf3O46YS3sQHXnlPvsJcSOTmVHNScBGDuLBHm+seMI6uF36BL1F6dd0/s+19yuBQh522GH7xblg4WPlOJKhPAeSX7ir83tV3hVNXf0fCDRMYNVDqWN3mBs3aJDrRgAGgPsa4kyxrMYtMAbFTWro0y8EwCON4c04mfBsyT5787WhjPG29Z4+mU8a1DAoMDEKWAA8MRpNytvamLg8mX/NsjF9xnGxU0l/yWCyUR+ZE9bw31nYkzcmS9zEoCRDBhacr3HC1cdwoQwHxRERES2S2rK4bOHB6C2z6OFq7y5fLEWAWt00QLQm0zf39LYuiMSU38S0/B2RH2iUJLfMrXu/RDOW5wLnZDht2b9XLFs8wDj5xPQYiKPWTDuswr8uoL25mcMAE5HLeN7gwKzQwEDgGeH7hNuFTkhjNOcE6N/Cwt+whihKoVdy1AjzvxOW/Nfp0IUvXbtWtuOHTswyH0m3Bu58MILc3weT7cAGItbnzAtJvqizgX/YU8r9MuYcfeD4mQcbqhcDPd1HtIMttycwQXVQ2Lp0YNGADaZzU//z8sv3+wvq24cELxSN4wyESLMhD7nDki3kN569P/VDKjjNAyOp+8CNlHv0hcqgdG9Hi4wUdSYBY2vLIT48yVWCi0tXgOAx0Nt41mDAjNHgXR7eeZ6YrSUMQUQhAfLj3MrJLi7n/HFqaxhMf1cDpUOqISeltW6p2MyB/HqVat+SQh8HATct+u9957OAITpRRs2FHhVtUMIgZzhnFprmBIRMzNVB8PAEzIzYSdbzSZYFo5oYoOt2S54Pj8naZQuDYAV5WcnhcPX3djWeQcI8lBYCOKghEsC6lws9Ch0dobrNm0iL730Uo7FbPodCFEtKaZj33333Z64R1Paeddc0Spq7ogx/p8MRFrHYwGC50ryQ7bWhk2TmfO0HTMeMChgUGBSFJhTh+KkRnKUvYyhKj9cXvMpk+C/DAthSgVwKPZ0EPo7d3vjxZMwxCGrVq58kBC4WwjBiYCvMoAn6+vrMRVcUm4Y85D+8+9/rwlz/v5cA199qdgYgx+2dGoiaX0jYDjKbxUvgqsO9UOeyjTjq9RifsJNJtMvTnrllc/9W0mJ2SbZ6gmIHAeIW5X25ueQNng5WrlyZSWl8LrgAvPtNofsjlOa//EPTJ6eVpKg+WOXl5sHhfKeV/CKVMZ3CcsfjfDQXOwYZ1tjgwHAR9nBYAx3XlHAAOB5NV0jO6slba9Y/oifqV9hY2RNMhPglEhf+3PbsY9MIhgDWb1y5RMC+JeEIBQIuU0I8VR9fX00GQlra2slTzB4HA+H347ngp1zlB6QJPjpvg7N0lnfCBiI44KaSjjb44ONhwdhY0255vubAimFSVE2v/Lqq5fi95GK5TeFARoeb937JxT54yXkt7/8ZRWXpbcZYzZZlgcYF6ddcsklLZnmT8WL1tkVNRczzn+RSdxn5KrNBHbntzevHa9/8ZybIKNDBgUWOAUMAJ7HEzwUrWqtPFDu3+HjbAUdZQSkD03LykNIyCJbKxz7dh2eKCe8du1aJRoNP8YZvwG5WolKd+96771Hk4lSEYADgcDxkUjkLcggYcBsTAPKxU/3BOCLh3ohRKgWhrLBaoYHFxdCjqrCRf1eeD4fc8GnLEJRlC1bX331s8jN6okrkOvE8Tc0NBQJznYyxtyKoshchJfu3t3UlqnoGVvV4j6X12z1cHU93nrGohP2UwZgLmo68dtt9bumQu+fqj09fWIdgJjOdmZjXRhtGhSYKQoYADxTlJ6mdvAg7CtbttwC9P0BoQVUSumaVCBLnX6Irc6euGEOWbt2rTUaiXyPC3YlBcIByNd3v//+w0nEqeS8884rCvj97UPeOHNLB6wTKkQIvNDcriWDsAgBdy0phg6zonWWaoZXqbdIXAf8zMtbt16fCKoIvnv27MkjBP7OVbVcUmQPjbEP7dyzZ994wTdUXV3sj4imiBBJ00ImLiu8aDmo1J2d66iAHVPrfoZW2HUAgICrtVlSYgnLjlOA87MZ5R57W/MjBsc9TZvcqHbBUsAA4AUwtXg49pZX1wrBfxYVqS2O8YC0Azyb1dH8JTJx1yQEYTkWi/6UM3WjAKJSCnfs3l3/1Chw0Z7LzcnpYoyhj2xa46HZmIowIXDdoT5Y7/GBQxXwqRUVYOZHWjwn6xullJsV5Wp/KPTz7du3665e5Pjjj89TY9H/44xVSLLcwwVc8N57770zHvAd4n430b6yn/9YBXFlTKSnH6Y+lCh8I7+1CY2vJhx6clQKSpSySFDuW+oV9IQQYae4CD3ex9lqIogrW5b/HFDljVkdu0f6dM3GZBptGhSYZxQwAHieTViK7mphIr1l1b8NCH7uWPpgOyFCIuQyV1vj5skc0sjRHnvs6hcZUzdSQlRg4rO79+z53WgQ3rBhw2tMVc8QKdIpzjb5kfPNYSr8pHk//NntgMeKFmmJF9IVgabdkhQ0mc2lf/jDHwYJwSkAUl1dnWs2mXYwphbLsnwYGL/gwtratzPV+ertIgi2lZebc4m5Y5CxvEziPlsJ8eQFlVLorQ9kanw1EmxrKcAWAdXVOYEYLA4wsjpLgrODQqxThShB064ARxs8zBVNYJEkvdVoldatrK+PZdpeOroa3xsUOJooYADwApptPEz9FTUN/UxdmjpUJQgb0LDNAsusjY0HJgnCdPWqFU8JAdcBQMhssWbv2LEDLaO1gkZIb7755q2csW+jIRbm1J2LBVMKPt7WBXWlRYBIkq6QIVUsl2X571tfffWMBPE7WbECcynT30iSFCFUPe6CCz7TPF7wHeJ+gXorjznHo8Z+nw584/0VLiL9yt3e8JnMrKvXyQDbGUAt7Sx5w5RvNi82c/PGPsYuBcJXmQkBL+fAQKgCCCZdTJBgCF4kmf4pte75ELZtgG+6FWN8b1AgOQUyOG4M0s0XCuCh3V+2/EMA/K9BoWW2TTG/grsl6W/O1sZ1kz08V6xYYTKbzacKEWrfuXMv6nsTUZbW1NQUFhcVtVNKpd5ejMQIoCgK2Gw2MJlMIEkSIKBxzrWk97MB0qg5L46psM9sAqcQWn9oPM8v9isajUI4HNZ+0NTK7nBAVlaW6Oru/urOnTsfjnO/GhaVl5ebs7NdF1Kq/O+OHTv6MgHDJOuLiBUrlD5/tDUIUJQJAFspEXZBz7K0N7w+li4WL2nbAaR1FTUX9nP1Ig70JCuhuV7OXQKY4FrArqF1Ew+ZOaJ7HAQrlOQdQRHZkNXW5pns+pkve8vop0GB6aCAAcDTQdVZrBNB+HBFze2Cs/+MjKE3lAlwC6XfyWptvHOSXHCcCdIGPYLFRa63vbX14ZLS0tuoJFGPxwOHDx+GgYEB6Ovrg67OTujp6YH29nY40NMDfp8PAgEMGgUaACJQy7KsgTT+Hec8UwK1Dt76c4nTgJ+Nfp8xBqqqghqLQYwzrfdmkwnsdjsUFBRAQWEhlJWVQdmSJZCVnQ25ubna5y6XC/sment7/7Vo0aJTMLrl6ItH/O8Jsfxa4I3SyrWKJL+NXGi6TYoiYTeV33mnreG00WFHh/M619YS2LIFmquq5PwYfVIV4qooAUnVpBKa9HxsE+sh3QLPkaTdYU7PyWvf02OA7yxudKPpBUGBdHt7QQzyaBqEnjXHKVtf8XHxkbgFcjISCDuhYbMEZ1zVsuadFbAF3Un00xjFjfr/J0W+QCDQaTabiwghNBEg8bhP5HYRYBEQDx48CJ1dXdB76BB0d3WBz+fTwDkUDGrAHQqFhjlSfF7r5CjuWYcSjYslBCRKNW7bYrFogJ6Tmws2qxUWLVoETqcTiouLtc8qKyshLy9P486R89WL3tfRAE8pZb/61a8uveSSS/6bEDKunL4JRNU5TmyQbNq0idQ98AD4Kqp/MMD4NSNFvx+8FUd27ZeNECED/cLj7Q3P4t91QxysgE2bAOtCN6E4EEve8uqHo0J8OTxOnTxe0pyStM8XJacu7trbb4DvpLaF8bJBAY0CBgAvwIWAh+3BpUvznUxq6ufcmWqetYTtgogzss1bOMAbUeDvmCjfz7kpqCiKf8eOHeFaXCO1tbBlyxY87DWQiJMsI+7O5/M1Wq3WpZTSEQCc9EYgxAjg08XTycTSifyaipwscrGxmPa+YjJpQGtSRiZQGF2PXocG5HH9dCKnPbqPSfoR+8lPfrL+uuuu+1saAB6xz2pra+mKFSvEAw88ACtWrLABgIMQ4gCAYyyUnmwS4iMveyNn+LVAWkNF41GHImsJvLrgzcJBpCClYoBy0cBlfrnjhBP6YMsW1D0cMTeYT/rWsmXfUgFuC40TfPGKkyNJLa1WeeWW+nrV8PtdgIeGMaRZoYABwLNC9ulvFCMonVVedZLKyV8jIFJmTVIBRL0E7ItWGVxAJEmijBDKGGOYta+DSOQtBtKfFUrf2LlzZytm89N7j0ZW9fX1ZMuWLUm5P7R8/t73vvfxjRs3bi0oKBix1hDMUPyri4YTRcSZUCcZKGufoQ43rr9NrCe9gHVkq1iXrpdGUMbLwKgitm3b9l8f+9jHbkqh5x1yJQZIpA1ZvXp1hRD0NCqz9VwVpxKAYkqpwjmXGOeECaF+Jsalm6JcCg2BLSNAJAehBLWzUQ7dbon+CgR5SYnadkERxNL4/Grm2YNLlj0eI3BjRIi0mZQSx4nibReRDrgldRW0tPimQF2RyfQazxgUOCooYADwAp5mLYxhec33w4JfFxuD67EBiP8yS23PmWm/JMgxCoCFDMldCdpFAQFVcIxmKQUkSgYEFwNC8C4iSbsIkbb861//2pkMhBCgX3vttatkSfoxpZSgCNjtdkNRcTEUFxVp+tVjjz0WSkpLNbFvMlDVQVAH0NG/M50+ve7Rv5MAq3YpwMtBV1cX7NmzBzr374e2tjbtb4/XC36vF6KxGEbB+vmfXnvtc8mCkFRVVZnsJtMXVOAfolSqppTmcM5zGGMOFAYMBa0CQijlnDFsc4BK9P1DRLz5f97oF10cnALA66Lkr2GQtgKwt10q6dy+v+FQL9SKWkChxVAZSxyMNgHdlcvvlxj7alQI03g2vKZbJtLBCFPXfb+zZZ/B+Wa62oznDApkRoHx7MfMajSemksUIPtLSixO2fYXH+drUwXDQL4xh9LDQcE3fNxta8Q4R0KISs55BSGihlK5QnC2lDFWguJSSZI0N1gcqCwr/9r5r38dn4oL/MSGDS/HYrENCMCaKFUITderGT+pqva3IstgsdkgJycHshIA2ulyQWFhITgcDs34CUE6bgCl0Vi3mk5lOT1CF4zyc841nXI4FIJDvb3a/3sOHAC/3w/d3d3Q39+v/R4cHNQ+i0QiWjsI0mgQphuDxdvmkizvf/XVV5fGRfPDYt94GMqbQPDvYJuaeFpw4EDCEqX7CaHNTFVbiATvy7LUwhjZp6pqV319verPL18kW5XzzTLdAdHA+9DZiZ3Q69Z0u5nqX1FOHao85ssBrj4a4mJoAjIv3E3pQIzz03M6mvdk2mbm1RtPGhQwKDDOPWkQbL5RQLOKLqs6TqbkL34m7GPo/fHAbXDmOtdsrKzUuKstWz7gsvDvU08tsfj92VUSwGrG+RpCwCEIfWH37t1vJgNgBCKvx9MZi8UKNI46RdHFz4muP6jPRYBGENR1tPic1WrVftBaGQEaOWqL1TrCdUg3yorGYpplNVpfB9F4KxKBYDAIDIE/DqxonKXpi02mYUvrTF2i0P3IbLF85MQTT3xzlK8vWbdunXT48OF7ieB5kiLvEYL8MxwO72loaPAnkgH1wXH9+rDR25DBlBYUI6k+N5M1iPMeqlh+Q0yw73rGCb54IXNJ9HBI0JML2/ZiGssJR9XKpK/GMwYFjlYKGAB8FMw8Huje8mWfDXHxQhSGHD2TFUoItxLYnN3W9LkUoSo1vea6devI9u0YxAEEiplTBJogtbW12QP9/QeEEGgNNSVrLVFnjGNIpzvWrZl1LjnRunmyU4+hKBVZ/obd6axLogcfHi+CcX5+vohfaDIyXptM37bBOvnk8p5ro8Ce8o0ffLmDEn+Uw/EFHU0IvsM6/8n0yXjXoIBBgSMpMCWHokHYuU+Bpqoqcx6jv/Yzfs4YomiwAlWtIJ377Y49r01S5zctADzHKC3MZvNLL7/yyhUTDLgx5cMRUCsFKv51eViIHwS5MGcSxEPvhADgdkIiFomcYWtZ8w6B5MZ1U95po0KDAkcpBQwAXkATPxx0ATZBHYzw/9TmebC83BUTSmNEiLyxXJNchHqjknTS91v2TMbw5qgAYJPJ9KtXtm7NKPzjdC81TN7gKX+plgM87+ccLd8z9lnOEgAAIABJREFU3t9aJiVCVAr8E+72K7YTeMAQO0/3hBn1H/UUyHiDHvWUmgMESAicjwpVPbgCAdgEAA8IDN5fzsw5IEmLvMAKBwQrySJkmQWkKgaiKiB4WVgIJxmVmWhIJqol7dUCMUoguEuStof88gX5Rwb2T1wzY4lTyYYNG7KZqk6pCHoOTENiF5AD3vzyK69cmoYD1oNtTElwk2Q0QJ2vv6LmohgXm/1Ci56V8d5G8LUREpWBnutub9hu6Hzn2CozurNgKZDxJl2wFJhjAxuVCg57RwFqAcWBYt06GQ4csEJUsYWFag2KWLGNKKskwVdFCKz1MrZSoZLbgs6jACQsBEQxHuTQn1qA/zj4okksBl9GHyNqAsKshIZlCsEwZyGVkwNuRdpjkugTdU1aYndMMI/GQnBKVZU9YLG4KaWRXbt2HRpNPmwO9bLbtm2Tnn32WXd3V1f3VOqA59J0afmATaYXTjr55KtTJVwoLy+3ZGVlFRJCApFIxIOWzvExTBkYCwDJW1Z9tgrwB7/gBON/ZUqnOPiGZJl+2r2v4S9GTt9MKWc8Z1Bg8hTIeKNOvimjhtEUwOhEdbBOyzJDtMw0H0Qw0oC4eFUJM6vHCU5OiVB2ikdlK2yUZpkokVUOUkhwGtXeERw5VwRrzU9F42RBUOCCApUUIMQmUcCIDH6MeUzEAbeQd8mUvEkE/Uc0Rt+zgrkPbB4GzSUMs+TUrVsn1W3fzpArPvXUU63BYPBKztRrAMQqACIj+AggRbt37x4c8ggS+JkGLueee27hBRdccNG6daef/8Xrv7ReMZkIWibr1sXzfSWgtTb+CCG4Z3DwW/94++174zSg8cQMw25Da9asuVtw9h9IG6aqA1SRfis4eWr37t27kQ5xIzb874REvgLWyf1lPSdxYNtCQ36+Ge/pIbEzFYTyC7NaS14mMJzTeL5PkdF/gwLzggIZb9Z5MZo51MkPONmhHKsJImO9lxKUVBeEZbrMBOJYj+DLg4Ivy5LkfAkgOyS4O8SFAw9Ugon8BEVnUjJ0SmOqIy1GBsG0gwohxAxEIAQHGRcmCr0OKjXLAnb5ONkT47GmLJn2MJAGLVzxQEeuD2A7B6glWv7XBODHOMIvVlUpDof1LM74RhBwsuC8XBCiaJ3AKFNCRCmhz+bk5d2ybds2duKJJ8p33nnnxR/96Eevcrvdx2DsZ1mWNT/hn/30p/Stt97SAlmgfy3GcsaCfrXo+pOYESkx+tRsTOVoC2vsD7pDoftSJBrVLhDospSdna0FD1m5YgV84frrGSGkNxAINO/cuXPzhg0bngGAoYwSABj56kOUiBc5F2VaTmQBKsodZEnq5QKaKCG/par63+/u2dORwBlnNHxN57v0heNVlW4PCmEfL/i6MEY2FZdbWy77paHzzYjkxkMGBaaUAgYAT5ycWog/PGTrUAM7QieLTGgthaXv5IJqKmEylPliakkE+DIXlUolIEv8gpeEBeSYCIqYBWBQRoZBKjQw1NW7QDBZHyZCl4fi/0JEcLAS2m+n9AAHaPNxsd8EfJ+NSh2EiHZFIV1QVHQItiPADqH1kG5X44yG+5ps2FVVVWaLxfxDEOJcQkg25xxDODPOBZVl6V+c8b8QSWxjjPzt/fffH8A6nnrqqdMvOP/87xcWFR2DsmfO+dBtYVSyBQxigWn9MNjF/v37td+9vb1D/+/r05IwoL8uBsdA31/dXUgPA6n/Hg2SmU5fYgQsrBujT2EM6USuXL8QYEIGzH5UVFgIS5YsAZfbrSVu0JI25ORovsf4XpwL1tj/eEQtMTgw0L3tz3++T+X8hY0bN6JUA43RaENDwxqhRtdRWT6Tc3EaALjwtSGScVXGqGKSvHHnzp2jUzomHSKqE3xLl35IVaU/+wUfN+frokSYgVxjaWt83tD5ZrqKjOcMCkwtBQwAHoOeSfSxGCBB5xoJVFY6QJizYsCyvETkA+PLHaBUcwKrvYLVxIQocFDkSwlEBZCo4IDh/VAGPISLWnQK5GIFJVwzgBIcwEZJwEyol4PoH2C83wy0OVuh9bKA98ICGi3lhZ0w5Ic7dAMYAljUFWt9i0ctGq+/KT3++ONzOWeNTFVNEqUHmRDNFMgfFbP5Nzt27Gj5oLmh3ADHHnvsivz83L8d7u1z5OTkSFXLquDYY9dggoGhtH1OJ2Tn5GiRrDTQi2ctSgy8kRjFSv8cwRm55X379mlAjWkLMROSPxDQwBq5UgRpBPQYBtWIZy4aHRFLB23ktjEMJoKkzW7X0gpiMI+SxYs1oF26dKmWBamoqGgYVBP9izEQCPYd38f/+7xeGBgcBK/XC12d+6GpqRnef/99aGltgf6+fr6ktJR5fL5TXn/99eEQnRiURA9scuqpp1rCgcB6lavnE0JPFJyX4LQrivT588+/6Nep9Mn6fONcB0trTohQgeCLnK+mxsik4MTZKQkrEv/y1n0n/GSj4WqUCdmMZwwKTAsFDAAeE4DXyc1VnVJV0C0FlaBbomI14eIkIHDaIBfHCSIKnRjMFwDCgkNoKLeqyrUkeEPgmkws6KSUmYDisc68jPmdEt1rJ9JbFMSbYArvgIb2ttGh/9C/EwAT2mucbcbhCCewaug555yjvPLKK1ocxloAacuQiHq0jpKcvX79Ns75R5Hj1fWi+A6CI4ZyxKhT+DmC8Zo1azSR7eo1a6CmpmYotCPqUmUZ8I6iR8FCcNVDTOp9x2f17/9/e18CJ1dVpX/Ova+qa+0t6YSETrq600sSdhtF9iCiKDqjSHBhcEH9C6PiAm4wSkBQGRRGUVBRBIdRIDou6LgAITKMiBCEQDq9pbu6E7InvVR1re/e8/+dV1VN0/RSvVUvufX7IWq/9+69373vfu+ce853JjGeEW9hQuW2eJb4+fzv3EfCUAu5vb0dWttaYevzzwMf2+7ZvcepWcxkzB8WLI/J9/PnU+6cm7Eiot179+1b1dTUNLxWsPPNxOIcOTETPrs/44wzSp544gnHqzDWj8m3t7p6BZD7H/1alYxWrnC0Z3gRVZmQXxSdzbeZgKvx0DZ/NwjMLAKGgMfAd6Bq9TU+S1zZr2xfQpM3BSSFE/Dk7KF8HstBT87/dOrD5TFXzvWED6DSn1/uwz4oKYnjli3pDMHy75VnsrOgwZtPmpE47rjjQkuXLGnm4KuRcopzypPDrVImN7Yi+R8GzV3kAq/HC0uXHeW4dlfVrHL+XVtX51jPwUDA0YPOFU0YTfd5NOiHKmDy+fO+vXthIBaDffv2QmdHJxw6fBi6wmHng2H//v2QTCS40MKgtGXuw2Loc0Yb29A+WC6LUqn4eZs2Pb4pG5g1aheH/CEvr0UyVP+eNMG34gjLY1ppjgPIY+k5wXkewEM+lJ/ydzXfn71nJj/m8umWucYgcMQikA9nHLHgMKlGV9auEVJ8OkVwWVTr3EY3JdxciORB3OUC+NFhO3ZL5a5dCYfSR6jjOkfBZznKO1yW9VE+J55oH4dXNMq5ph1yZjd11lWd+czJ+BJyRMhEzIFQ/M+gVZz79GErNPuPJg3KVo6Vm9OSHh6Fnav9m6s7PLQW8PCqSZMYI5/t/mDTY499fLpVspyjkdraYFTJ8y3CT8dAnRJz3PAOEOOuTTeCKkbRQih+klKxH5d0d3Mku5NbPtFxmusNAgaBySMw7ss6+UcvjDsHz4GrG45Lgbg2otUFCdK+XADWZEfJDks3CnQh7pVAN5RozwPQ7aT0zHUixsbGRmtReXmHUurofDb8yWKUu28k63O8+r5DLeXR/vtU+zXW/ZyiJIQ40NPbW7NlyxYO/c7Lus23T0NFWVRV/ZsTCJ+ME52dIvAqp4Lk2ETMnzleFGih2OdFuMOj9H9B9/vCLOgyjz4E84XLXGcQmJMIGALOc1oyQU5AUN1Q36v1922A0xJEVlbcIs+nvPoyDnl2I6IHYb8b8NNen/U7aGqKzWFrBE877bSKgN+/07ZtzoAya2iU2Xe5XLpvYOCfK5ct+8MIxRomvWaG38jpSJxG1F/dwIF/t1qIZ0WU8mViEcYm4ky+OIAfkdxC3plW6taSmqO7OcjPEPG0TZF5kEFgRATM5jnBhTGot7xixVF90vOQInxNlGzFghcTfNQrLueN0ALUi6XsdZH+CIZbf81CHVMsiDCVLo14L0fz7t+//7Muy/p6ribwtDeyQB7ILu1UKvXDvzz++McKMaTBj8Tljd5k0cA3kqQ+HtEaFTi5buO+6xyhXyIsPlP4a8DlvgzbXujIfmAa13QhJtC0ccQhMO5LecQhkueAM0S8TsZX7jnFFnCjDXR2VCs2OuQUQeXkUChBud0CuNEdzgTLzCFrRL7h7HOaUEJdnnFneSK6IC9jN/SWhx955JTpdkGPh5ajslZfvyyaonelCK5TAGUJR5Z0vJQlVgtBXoO2T4jnfei6wep48Xc5l/ccWofjQWD+bhCY8whMkSvm/PhmvIPOxrR2rSsWV+cjwNUDWp8W5z1siuykOWIVEYIo/+YG/He5yPd72LLFkXqcxU0Q161rXOSyyvZnhTLM+hljhfE5sJSy56Xdu5c3NTWlZnwxDmtg8Jy4Yq2/z5u+xBL4sRjRiQmHhzOJ6KP1iT0y/DcvIgu/PKNB3xlMDTwAu3c7UmazuAYLDaNpzyAwYwiYDXSaoM25/1LVDRelAa6NKHWcPa61MX7jfEYcFALdgE8KwGs9lv0ktLenZmkDFOeeeeZqt9+/LZVKOWIc44/giL+C+vr71zzzzDNtk9V7niqCQ61Xu7rhoijBl+JanTBkfY45jxpA+xBRIOyXIK4vAfmrDeGm/XPteGSqOJn7DQKFRsBsoNOM+IMA8mIAZdeseWu/0g/EQflUplLClLDm87mAkFIAPOcR9sVFHR07chKY0zyEMR93zjnnnOJ2uf6WE7EoZNvzsS0ppY4nEh+QUt6/efPsFzvInekmalbXJ7X6KZBo7CObk73GjWFgrwxf5BeCfAK/6U4NbMBdu+LZHPhpjfKej3Nt+mwQmCgCUyKFiTZ2JF3vWMTLGz1Rz8BbQNPtMdJHcXnAfIJhxnALMotrDwq7COAfSPrDwe72bQ/CelkoScGzTj/9nzw+328cIQ3zGxcBJuBUInYVSNd35wIB5zqc8disE8kVu6rSlvyiDfCRiFIOiebxseikKgWliGrCxzwoPuXt3N6Vi8YeFxRzgUHAIOAgYAh4BhcCWwZcXegzK48r8cn0RSmia2OkV7Jk5VSIOHt+B27EpBfE7wXh133dzc8WQkzh9NNPv9Dv8/3SEHB+C8chYJX+esWiiutmMhUpv968+qrBqP5Vq2oS2np/XNO/2kDl/LE4HhFnI/fBQoh7ER6xBNzu6Wh7dMjGYqziyU6Mue+IQMAQcAGmeTAYprLSE7f8V6ZA/2ucoDLNxeun8BGUPYQlr8CUH8TPhMDb3B3NL2Y3wBnZ/AwBT2zBCCF0Wtu3VCyquHauEfAg+XLA1fr1AjduVFRfvziapo9FNV2VJijLZ4PIVhYBH6L2CfmEJv0fvlTwz7DbESAxAVsTWzLm6iMIgXzeryMIjsIM9TFYZ72m6qXrUODlvUqVs9jiVLwR2YK+ukRK4QK8C2za4NvZsmcmArXOPO20f/b6/b82FnB+a4Ut4EQy+QUhxH/Mlgt6WFUvp6IXwkZFoZAn4nYHdBKDtm1Xl7jdpwLQuqjWJ0ZJFwOAO79RZq7KrEPSASGFG7BbSvF5LyX/CB2NUYCNeibW40T6Z641CMw1BAwBz8KMDFoexx/vTUUTV9skrj2s0pJjtaZiEfNQOGK1XEi7iOABV/Wyy3JlC6dr8zv77LPP8RQVbbJtJyPK/MZBgAk4Fo9/1LKsnxaKgHPnu1w5a6iiGlVWesHta0wpfFM/wBts0seWSFFkA1gRpWRGhZsPh50PwglrfA+DwhEJL5EyigC3+KS6haP3jUVsXhmDwMsIGAKexdXARLwR1ov1q55dnrCtjyVQfzaqyZN1LU9lbkggUjGKHhfi/UXSvh7a2w9Ow+bHZfRO8Ho8/0gmk2RkKPNaPJRIDpy2fPnKp6fTBf2y+9ixZrMVurL9CYWW2uA/0Yb06/pJn+QDq0oIqohpvShJ5JFIWhFyGc1sKWlnqU2rpmgmj5irWwNZKMQiIfch0CMuYd0AO7btmK4PwrxmwFxkEJijCExlk5+jQ5p/3XJUiwAoWVNTmyT3p5JafThNVJTV/5v0HPEO6OZ6twgHLBR3Cam+HZgaEYuzzjrraJ/X251Op00e8DhLjTKFkpN79u49etu2bVzrd8Ln8q84p82056yHbWvXWqvS6UpMy7oo2bWK8NgSKWtTRKsiSq1wCxDcWJqAy2YSOYWOuPLy9AZeZonWWQsSkAMDnTGmgewgil0WYnuvpjYv0gt+kGHLsrdhe/uu+feWmh4bBKYfgUlv7tPfFfPEbI4mUWX98j5JtynE8xNEfp1RLpr0XDnRqojoAoz7ib7oddPPob390CQKPmBtba175YoVuxGxbCp9OkJmWwsp2x9++OGGiYw340Jej3xuCssbveBLl6fTsYp+0NVe4TqJiE6JEJ0gACqKEIAlUZJchhG0pizJTifR5oL9uAVehhK5gAMRW9FFiHG/EIdSBAcipMOlQjzrQf2Uhd6tuGPr/leeP68XXO96EutuIvCZaw0C8waBSW/q82aE87Cjg6L6obVLE6DvSaM+t1dptl7GFUsYa7g5IYUgilgRwOeLulrvnKgrkIsx7Nuz50Z3UdHnTDGGsRcXIpLW+uebHnvsknyXIYXWeRKw9xSL1LkJFG/sJfs1pWg53pAYaUgRKXSqHiOLsszI+5sN6iMErdgz7QIUAZRKCrIPK50MoNwSBHxUuNWjQPQctrcnc+MjZ42uQwBTTSnfOTfXHbkIzMgLfOTCOb0jz1oPEqoaViQF3h4nfUG/1hzcMukAGQuBSlE83afpvUu72zonSsBsAp1xxhmlfp+v27Ztv7GCR59zy7J0tK/v9Deef/7fr7/++rwqCj3T2OhqODjwQBTstykCmS0pmGtkWt9X9oxkXMiaEIRk3eciRHLYlPSBIFhPSwGbo7b6u8eyujxpEQFPcgDa29NZCz3L1YO+8Qm72Kf3jTFPMwjMLwSm9YWeX0OfP73NufHsqtWvVwhfjIN+e4S9jXyol+cweKMtkVIhqS8Hi+T3oKWFo1MntWFed911YtOmTVf7PJ6blNYWFx3IFr3nuKx8u5Rnz+fHZXzeyxYv95Zlkzn62U6nb3r0sceum8jZL891ZHn9IssjfnPQTp+Sj0TkWAhlJ5jPgJlkwQJAtxAggShKWgVAdHlRbIuSflETbQ2gtRNc9k5vSck+2LIlJ3eWWye5Ig6TWjfzYyZNLw0ChUPgiNwsCwfv9LaUI+KBmrVvEKCviSh1RorIlW1ltLnk818IIj4vwLrcF276e+5Mb4q9w7PPPvttAuAdlmXVCilrlFJHMfnkyDhbMclpZoEQM/MsCMFDdM7lQUrp/H9ElJZS7NGaulQ63aER/7x58+aNADBhzU4OyvtkZf0yaYmnojq9DADH9XjkiJbd04w2B0RJ1HxOCxZiLCDEHgXUPaBoR7GUL3gBt0ZFqjmwY4cTHZ9VV+Obc205cpNTXCPmdoOAQWAMBAwBz8PlkRPUT4dWr0uAvi1OdEzyZSIeHBGf+QYEJj0A9/jDbVfw+RxOghBGg4gt4axr1bGMTjrppCq/33+22+U+A4AaLcs6SggRVEr5OJCMN3Stdc5Kdu4Z5+OhoLPjnKxmrdisa53JlSOZnW8W/htHNQPAQNpOR5CoVSn9TFqpx3t7e7ds27btcO6+IdhMagw8x+21tYuW2LKlT6vS8YKqLADtRRF3o4ge0nYkiGJrUIi/Jkk84YXY8xAOO57lbN7RYJCXIdlJTY+5ySAwLQgYAp4WGGfnIdTY6IItNfrQyud+FAd6/yvFE0gFhQSw9OtK2k96npWPCtBLsX79ely7di1df/310NjYyEFjLq11hdftPtntdr9RWNbrAKDBsiy/lJmYMlbV0pq92Jm8Uf7/tFKOex2ldFJnpskUcwjVkZvIkGnWc4xCCMH/kZFCyfbJtu1eBNyhSD2VSqU3p1KpZxctWrRXSmkHAgGb83rXrVtnVVRU0MaNL+fiThep8QfTwZqGk1Drv8Y0WaORsE8IGFD6HbG43NSwRCahqUlxpHEmIMrB06hQFWDxmyYMAhNFwBDwRBGbQ9dHVq05FrX6Sb+iRuXUV89IAXpRYEDivWkLPhdsbeV0o2nirwkPfnB9XXfdddjU1IRMVKeeeqoHEYNut7scAAK2bS+2EGtRiAqBuAaFKCfEEAKUHkSUy5QqTUrpuNInesScdQ874UZKa07S6QXEGCDt1hoOAlFYab0znU7vFELsdblcB9LpdCSVSvVFo9FIU1NTiiO/sx8VuaCj3LgGcXWOB+rrF0E0GMOMBvK0YE6wXkaqtn5Aob4rokfWDmdPRzGKHTYkz1rc1bXfEO6E16m5wSAwKwgYAp4V2CffqLPR19a6e9PWJwj1Vwa0Dg6JRKZSKXalib5QFm67P+dynHxrM3bn0LzmoaTmrEeOWmoCwDtD9XW2Vv9pAzZfeFT5V91u8ArhKRFC+MC2LZIShRMU/vJPIRJqzdYtW4EJrVR/UutoOp1OIcZiBw7EesPhcDqj2jmYxpMjy5y4SM49njeJsstYVa++AIC+nSa8wWPZnGudyr5geT9nJMT52Ynq1V+MavXVBNGI58FOeUAU/7ffpd9Ym2l3Sm3O2MybBxsEDAKDCBgCnkeLgTfivhW11S5LfD+q6dyU47F1fKaseKV9KDcJRR+cqUIMhYDK+cBobLTShyLviwDdGdHa7UPs1yW+FZ9saEhMpg9svfJ97BYfYplOK0E5BFxT95aIgt8oQOFDfB4FXe3xWP8LTU3pqRIiu5MPh+p/nCD1L5pwxHxwC4GrEf2+uLPlQvaiT7XNyWBt7jEIGATyR8AQcP5YzeqVDwLIN4XWXISk7uslhYKV/7LFF8o4MEiKK4p3NN/rhMDOU+vHObMMhVx94PpjiuDMRLZcY6lAKlLida6d73kWIb982kJPVo6AowofipBm+UcdEEK4iJ5MQupdFV1de6cSfe58mKxd6+odsJ8dIL1mSLTyK4YqkVQQrdsD4WWfQ9hsKmYUeiGY9gwCE0DAEPAEwJqNS52NtrFRRg5F/hQHOD2ptSsXlMSiCR4QT1oa1v9+5/H7Li5MoNW0w8BpN9cD6J5V9e8sIvzhIVuVZyO9nbb4S8Mr5KdKwy23z9WPi+EEnDO1MXMmn7QA/yS84iPB5maOlJ5UjVyHhCsrPQOW79keretHqljEJF+EqD2AVxZnlM7yEgCZ9kk1DzQIGATGRcAQ8LgQzc4FuZzfeHXtuwjkbT1KHT1EFYlcgHaplFcVBd13w9atsZnoZSHIjscZXbqqQnhdt0RIXZomDt518l4zCa2ZwDJVLuWmWzpbz2einsxYZ9ozMBIB5/rpaHEDgl/gQQn4E1u7v1Ha/ULvZCxiHse+qoZQsaSHD9qqGkfOESYPoHJJcUlJZ8vGQszjZObE3GMQONIRMAQ8B1cAb7L7q6uXBMi9IQn0sSgXjxuy0WZTTH4GoLe5OHkGX1mNbspD0gAWWuiT4hdFHc1tM7GBZz8wRLSq4Wwb6UcxopDKuJydOnYBIfpTmqwUEMtdkhsg4XdDFVdzmmh/aN06K9K593XBruYnJ3pvvliORcBDidgrRI8EGiCi68vTsZ/D7t3xiQZqcVuHQnWvtUD8gXOER9KEzuaA98UAzq8Mtz1tLOF8Z9JcZxAoHAKGgAuH9bgt5bSfe6vrj3ER/rFPqyV6FN1nzo5VbCPOwC+b1rL9uerlJ6zbPP2i+k75xbVrfcm43hAj9Zn+TFSRk+srAFRAiF0+Kd41oPSV/dq+RICQPoFkkbj0T13H3z8RV7sTQRxavdKSsjUC+jVlO7Y3zQQZ5UvAHhR3lEq4N6XhAaeyEOBlHst+MhsxnfeE8lrpq2o4R6P684B21Kte9S5zSlqpdO2PJvVxy3a3Hp6Jcc/A8jOPNAgcMQgYAp4jU01wnQC4HmNVDd9Jgv5YlIiFKGZlfoqFoCSot34vvOPPk3X5jgYrE0dq1ZpjkrZ+uJdUBR/xZt3M5EeBfoF3FEn9WRb8P7iy9gKF+Nt05kODJOLPl3e15V1ZyLmJtZVD9e/v1fqeRUIm0zq+tqS7OzzdZJQvAftR/OjRrtYr1gNAsvaYN4LW96Km/WRZ7/S0v7gjdx6ez7LkoLW+oxvemZDq/lQWxxHu00uE7B8Q6VBZR0f/THkA8umvucYgYBB4JQKzssGbSXglAkwS/dX1r0UNd0dBrVEZT+yszI0G0gGUfyhfHHwnbtnC+bLT8suVWIxU1d2sULBbfTB/WbCQhBC7EqAvXRxufyKXo5uoaqiyBXT0KsfWp3Ip2wOdLasnInLB7R6sqns6RvpEweewiC0y4D6jeNu23ukk4XwJOCDwrrJw2+VZUBFCJxbHIP5eG+gmIPirFvLjZZ3bu3Jyo+OBT7DOGgjtuSlG6uokjVolSxcLfDoVFectPjj5Ihzj9cX83SBgEJgYArOyyU+siwv3ascVCyCiofprNMBVfVoHZ8vqzaLMFZPSWsPqkq4WthLzdomOZfHy33qr64/3kLizl9Tr06SBNa2YVFlG0QNwL5K8xte1fe/QNllqc/eBvh0a4GgmJDdieqmUx0JHc3s+5OnkTa9cfZIt9NNxzWqMjpmofSA2lXS1vmU6c2UnSsC5cQ4WrA+tXdoL6ksehIsI4T5ywbd9LS17uM9jzUP2fuypbrgnqdUl9igkzDnCHhT/+Vy49SPnAJj0pIW7rZiRzSMEDAHPwmTlNt3oyto1lrDu7tXqFNsJ+p0dqzcHgQTUHqTvP9J10pUTOWcdC8JJHPzYAAAYEUlEQVTdy5f7Stz+SxOEdww4tXlQZs96qVTIfQT06WC49cGRIoIfhPXy/NDzn+vX6kYuQO9G0C6U3ywLH39NvtrWh6vqbkwAXaPoZWyZjErQetAbbr40W5xiOj40HCGOXB7wSJhkgssyFvBwUs2tiWTtsTVS2/8OBKcmiG5Ii/TPyzo6IrlqRaM8FwEarZ6q/ocHiM4cKT2J7/M4Yi14sy/c+m/5fMDMwqthmjQIHFEIGAIu8HTzRrsZQL6+quEDSsCPDipbyayoRoG7Mrw5XSrFS8HO1pXT0Y/HAKyG5cvdAXfxpgSo18ZZHTIb4exBVH7Av/u7Wk9ngZGLR6nQ5KQoHVW7OF6ELyWILP5AsQS2LQu3rclH75g9DFeH6rf2aLV6eF1diaCCKL4aCC+/aToEKyZrAQ/HOusVof7KVasI5Z9Q4JIiod71ZGflpnWwmc34EdOwuP3+Y44p1ZFUawSoDEcI3uOvDB8Cl6O6ojx89N3TMe7pWCvmGQaBIxUBQ8AFnHnHyqlYu1QF6ddJrU9WwDrGhZsCbqlfOypNr/qxdaQEXr60s/XuqZQszAURxWsaLrE1fKdHq7KcXqYGrYIoQQrxwf1Sbaxrb3dK5I32y6k/DcRV+LBSR/F1ZVJGAumBo2DXrsTYrtn10q5+7vReDZsSRIPSjS5ESGUKFiOP2YPw4W+F23461WCz6SLgHBYOETc2yuje6BmWS9wlgfptl7jC19b01GjnwxnN6OoVCO7m/Uq5RyFh8iKmiiz5huCO5r8ZS7iAG4BpyiAwDIHC7f4GegcBqlqzDCQtTqWRc1shVSBcuK1ekXYpxD/ENS0Z6u4mAF0qxBPBcOsbpkK+TJjxyvrlSuJ/JIAujJN2SgnysJn4ShE3p7X+xDe725s3gFO+aVzXL5NKb1Xdb2MEb9XA6UqoKqT1Fqtz+6NjkQf35fDK2vsTiOu5FjHD7OXobqVuLRLiozGiAGMQECJloV4f7Gz/XT79GeNjYUou6LE+QnpqaooD2v1uG+BaRP2CUNYX3N1NTRsAcPiHQwav2hMQxKP9xHWEs/UVhzTArvCgEAkAOq003Pb8VMZdoOVrmjEILEgEDAEXeFozZ33XzQLufxE9Vbv+X4LgdhvAqbXrfBAAcGSwdqM8NxBufnwyFlEuECgSang7AnynT6sVg8FFAOQXog8Bbnsu3Pq1dRMsEsDl+GDV82/fl9a/TAMIAaQ8QjxSHn7fW8fSheb2B6obug8rezmLmPA4g4hpbRWtcqlUY4roFwNEkqUig0IeSpN+c0VXO5PRZJW2ZoSAs3OUma6GhkBPQn/Fhfh+CfgzBPy2J9zcPfx82In8XlF/MQr6cYzIO1JgH+cIlwhrV1zrc+7sbgtP1QNQ4NfINGcQWBAIzAIRLAjc5tUgHGuwtvZojy13HtLqFU5vDaD8An96e7jtI5PZhNlV+ulQqNiL7m9GNH04ThxunJGSREQqRmxB6bk4sGPrtslYWrnqSIcP9u+NEpWxz75IoK6w3RUbdm3rHanPTEDRVQ1n99n6UcpavwBge4X47e3h1vXHAOAFVbUfHAD8fuZsmfRSy9odt93Hl3S/wOlJ41rmwxfAdLugR1pgOTnN/uWNi9Ed+YFHyLOUhhtjInkPB2oN/Xjga3tXrPpsWoh/5xKGI73oCkgfZbmeGxD2OeXt7Xz/hMc9r14E01mDwBxDwBDwHJuQmegOb8Y9VfW395O6fGjAF++2ZRZChOzQDzo7d06UgJl8P1+15sQ02H+JkPZwjBT3X2VydrmIwk2+8sANsGULl8ablGWZswCjVQ2P9pA6m625IEp0aXitb2fLlpFIg8lw/4q6Z9NIx+Xyj7lwhdD4+kU7W5/hezhI7DWhNd+MU/oTKXLEQHSpkD2JIqhe3DLxXNlCEHBubeRkPOM1a49OKvuXQSmOSWn8kC+8/QEW58gdI/B/HwjV3dSn6WqdqWnxqh+Pu1zIv/nCLadnjyUMCc/ES2ieaRAY+f0zuCxkBBwyWtlwapHQj/Vr4kpKgz8JoNwCP7so3PbdiRCkUzYQQEer67+TIvhQVGsfW6a8c3OKjxdldynJC6Gr6YXpyLV1rLmVtV9OIW5IEXE7eqm0vuzubP7G8H5nXM/VSwDcXT1K8dG3cwbtQ0yUu+goGGLpOc+tangwAerCbP4su6Mfj6UiFyzLaDTnTUaFJOBhRIy9K+rOEBK/7UFJpNW1RV2tfxwk0+WN3rg79rMenXqbHiHangcoAbQf8b/bu9re1whgT2TcC/ndMWMzCMw0AsYCnmmEZ/n5DslU1z8cUfqcoVGxHIhTKkRXt89qOCbPgvG5c91YTf3JoPHOftKvYZnITHlE0m4UWAx4p+0VX+Gye9O1kTO5pWvXnNibTj/Nak9cHSmA1vayrpYThweN8bXxmrp399h0X05Hm8U33JruW7Rzx4eGu2m5vF+v9P1+gPQ6Hp8LQUuUP1wcbvn4BD9KZuwMeLwl5MxL5ameiOvQJR4QV1ko2hJk3+jtbH2aiXjb2rXW0TH7f+OkT1YjCHUwCXsQlBvFl0vCrTdPZNzj9c383SBgEBgdAUPAC3h1cADTocqt71UW3ZvSnPKU+WVrxqZJiIuWdrZw9O+47uFsSpA/HlMf1gi3HVYsqsFk6CScUrkUL9k2fjy4s+UhbmO6yDfbX9wIIN5YVdccIV0jAIUnc7681h1ubR3a/2caG121B/uf7SNaKzK5sByBnV5qFdXCjhd3jSCAIWJVa5amQT3RTzrEY/IIp57u9X8It940Wo7y8GUzGxbwSH3YVVlZtFj6r3EJ/H820q9Iwc1/61q2c9niPd6KAD0T07p2tDrCxUJoC+GD/s7W/8pnTSzgV8cMzSBQEAQMARcE5sI3kotMHgg1tB/SKjQs4VgvkfIRd2fL+fkQJbuc99bWlpfY4s99pE+ws6pSbEV7UCgP0BPB6qPPg82jC0VMFQHHtRxquO2wVp90SBIFFRFdHuxuu+tlWcfrRG9o4/EuUM/2aD52zpQ2rLBEk7ej9dhcENNIxNVX1VDll9iyx7adc2wvIkkp/6Wso/kXCDCuJvZcIOAhH1gIa9e6+qPpH3gt6z1pZd/Slx74hstTXClt+x8RzsgasXoSUIkQRKTOK+la8bgR6pjqqjX3GwTGRsAQ8AJdIUwIe6sabgbQn7GHCFFk1ZBUUFonuTuaOTJ5VOuXCYtzTa+tWv2vUdRfi2nlp2xdYgUs5yjjRQI++FRny68nml40Udi5L5GVdRfYAh8a0JqJVS+W8pc3d7a8Jxc8xtfsq1r9pTTZN+bynN2IhCRvruhuvnacsYoDlTWriqTrH31k+5ifvIhJC1ynlXY1jZueNJcIOOc1YMW1UytXhdDl+paF8Pqorb6mCJ91SfxLb/YDZYSPEfKh6LU8ycaSlq4uYwlPdKWa6w0C+SNgCDh/rObNlUxEhyrrl7st7OjTyjVUdANZDxjg1rKuts+PJ/IfX3VspW2nfpgAfV6CnNxhp4CCVyD5Uf6PkPani9rbOwuxSTvRzA0NRx1I0M4kZdS8Aij2lfutKmhqcizUzbBOHl/10gtR0vXspnZc7YAJl+VqKOtoYvfzmK52buPwytoLFeJ9CXJ0UqBEigFb6VPKu9u3j4PXrJ0Bj7UweS2w+/6d1WtOT4K+URAGDii11Y10KeeDj3IvlQjZva9fHV972KQnzZsX33R03iFgCHjeTdn4HX4GwFW9suFnA6AuHCZHSAHE/gGbjj36pfaXRkvhYc9tNLTm3QL0tw5rtSxH4Hy9B7HPg9YNYR9+L9/grfF7nN8VjspTqH5zRKvTWNvZhVzcwPVmf+f2TdznRGj1WRFSm5LZ3F8urViOclOgq/VN+bjauRecWnVVqPYLccIbk0R8vK29wupMY+rcsVK15poFPIJl65S47F9Ze4nHcn2+R9lrOaJ8jOpb2iOtFxPp6DmVu3b15ItffjNprjIIGAQYAUPAC2wdZErw1b0BBf6ZdZ+HDk8CqWJ0vd/f1Xz/SNYgW0v9lceUuS37jgGid8ccUY1MIBM/qFxYz6JLXexta+uYDdicggPV9Zf0K30PBxKxggYg/uSorraPMEEcDNXenST8YE56kgO1NMEVS7vbfjjRGsLJmrpbexR9wiaQHHW9VLr+3hcVb6o40DQw2ofLVKohFQLPXFwANDbK1KHI1SmEz/QqWkQwslAHgVaLhfu3Xjt6Ce7aFS9EH00bBoEjCQFDwAtsth0SDTU826vV8dkoYGeE7DouFuJwxI6tqBxWyCCXXhSvWv16S9Kj+2zbDdmcUc1CDVIKRfSlkvDyb26AzXqigh3TBbEjKFJTs8Ii144+pZyyhhXCavKGm50Aq/5QQyfLYOasfqf8HliVvq7t+8ZzPw/tIz9rCzRaNVWR30RJn4ec3swlDAEfD3a1nTNSMNdct4BHsIhlOBRyHY2eG22gq/artJIgXiXWIRB0MeAPAl1tnJaVd170dM25eY5BYCEjYAh4Ac0uk8CBlXWfBITbcm7Y7PDIjZhyCfG6ss6WF4flwsr22lprWVp+L4b6X5LaOft0RDU4J9YD2OEGutjX1b41nxKAMwlnJt+10nPQ8u6JayrmtryIcSnVcku4z0qk7V8lMqpWzBRqsWVt9HY0XzIR8s31n9s6ULHWX+RPPxMhqtMEwoWgPAj/VRpuv2w4FvONgLMfZc77n6xZXUdaX5NEuKRPaTk0QjqTI4y2i+irpd3tXzUkPJMr3Dz7SEPAEPACmXGHnCrW+nv8altEqxVDN1EJqD1S/O7bnS3vHBoxzEO3q+vOjGm4Iw60Jp1JL+IAJ/IJTJcK+V1rwP0V2LeVVaHGzRUuBJSOiz3U8KO4Vu+3ASQrb6EQl7sILk1oOoMrJjFpeBHBRfCmku62RyZLGozprspjyvwy9UyUKJQtYaiKUFx9a7jlO0M9AfORgId+bGyE9eLt1c+drkFcG9X6vGRWYCXnPfEhxpHEB8q7W/57rqyFQqw304ZBYCYRMAQ8k+gW8Nlc2H5dqOEuTeoD6SFqR5moZRHxC+u4mzuadjFpMLEcbGgIFKXwk6D1DT2kRZawSSDSYiG7BeJHrY7tj/IQJktgMzF8DpK6prrh2ENKPasApAAkpfULAUuGoloHc+UPg0KmS9K4HF5q5gCiSX88cA50T83qtVLrR3u1XszPLxNOgPV7A+H3bsxVZJrPBDyEiJ3z/tSqNe8grW/q0breJqdmtRP9vkTKtAY609vp6GlPGtOZWBfmmQaB+YiAIeD5OGvD+pyx1CrL/NK3a8ApivBycJ2j8yvEjcXh1g1MpJmi7WtWSIA/7FPp1blreYMtAtR+wD/6ReoiCIdTc3GTzZ2/DoQaXjqk1VF83pt1OQ+iwiULS1Dc6+9630fHKlmY79QzCR+qqTvHR+IPB5VioQ4KogAJ6ow/du14itWyFgIBDyfiRE3th0jLbx3Sit39gj0j5UJAQtirF3d0tM/F9ZHvnJrrDAJzAQFDwHNhFqbYB4JG18FQ398TGo4fKjPIYhVeFPuFSzeUt7dHuZlUaPUXYqivGVDal60UxKaMLhOil0i+v7hr+//MNat3JHgOV9VvYv3mESL5OVXK9hdhtbe1dfd0We9M/Ier6i4UiBsjmehyTuk6qLQ4cfHOlr3cx7keBT2RZZbLH16/8rjihExeESe4MaLZeQJQjKJLKNfJt45SDnIi7ZhrDQJHMgKGgOf57DuRwVX15yug38czeZ3OL6N4heQGfFewq/W3iZV1VSTk3VFSpyecQvQZUY0Al+kD8asiIa76Ruf2CZcknA34WOM6Gdr68Qjp27jW7XCHgE/I7vLQslrYvJn1KKctcpdLGDaGGj4bI/U1LmEoAHQxio5oOnhCy+4tqTNr6t4cVfhQhF6Z/jXEsqSAwLvKwm2XT2e/ZnIOBlOXao+tTtjq6hjqyxK2LX1S/l/pa094A2zcyIOdNoxncizm2QaBuYaAIeC5NiMT6E82LacYlfUMFykYVu1IBxC3lyW8p0Q8yfcooFv6SZfmygaywoQXRY8f9b+9uKjkR41btsybMnSO5V5fv2xvknbYGcWqwXXsQtQI4ltLulq+ON0u0gwZrZP9VbvuiQG8l8/as/V0t/i0+80RK3G6VvjbhUTAQz4eHIzTq1a/Jq31hhjRmz0gH2oJN7/nZAB7InnWE1ji5lKDwIJGwBDwPJ5eJqJDodrPKwK2yIbOJRUhJlVSrvEV6e+mgN4afzmqlThwaYmUT1nS/mdobz803URVCEiZDGPV9U8eUvbJmM1fdc6xEZNLEt4q2Lf14EyNi9u2q1fzGfp5rI3NQh3llmvjgNIPFiH9MqId3ZJX/RyPwzyzgIcPgtcc4xoPrV6X1vRDl0W/8HisDdjUlCrEvJs2DAILCQFDwPN0NjkaeENNTfCAlt0JTbnoX2c07BLURDsXS2vRAa18uZQkLqCwSFpCE32qOLzsDoCZq15UCFgPrqz/egL0F3P+z0yBBvGEt7N13Uy6RR1LuLbWfcgWWwa0vVqAkG5ESCrYWiThOJZ4XKgEPMQiFgDrhKrdf0FMp8uDHW33zCTmhVhPpg2DQKERMARcaMSnqT0mgb6qugcHiC7MFZ4f2ehyLGNOLwJ2SUuE9/k7W1lUY06lF00UFoLrRLL6wXMTpP6UDYpiwQiykD5bGm7/zkxZv0Ndsn1VDSEAeqaPdBmfqWcJaNR3aiFYwEPn6eXz4doAtJuiDRNdw+Z6g4Ah4Hm4BpzSfKH6hhTglrhW3rE0vXnTZxEFN4rvBsMt12YVnOZ9DqcTlVxbG0yloTtN4KhieVDEfGjV+sNN+2eagLk9pzhEdf1xRPBUVGv3GIUNnFW20Ah46MeIsX7n4UZiujzrCBgCnvUpmFgHHKsjFCrqJdeLUaKa0cg3IyVJKgCy0xL0YU9n2//Od6t3OFKMRTTUcF+PTr+bYSkX8hf+cOt7C0kGHJHdV/2PczWIX0aV9o9FwguVgCe2gs3VBgGDQA4BQ8DzbC04FYGq1r45RqmH0pDRPR6BmMiLSGVC/rxT2h+ubW9PF8IiLDSUTt3jFQ3/ZAv9axcgpYV+x9LO9ocKScA8Zk5POmZl3RUC4NY4EAt1jPgzBFzoFWLaMwjMbQQMAc/t+XlF75xatfX15ToFO/pfll18xTUZyUBrXwr0xX/sbP3reoAFm6fpqHqtrAulpdiR0jq5KOBeDtu2zUrt2kw+dt1XbYBrhhXCGJwfQ8Dz6GUzXTUIFAABQ8AFAHm6mnDOPWtqNyRt+DeVqdM7+GOZQD8KcAPcFyyCL8E0qkBNV/9n4DlIjY3WnoM97eXCeqios/XK2bL0eW7CoVDRInDd0Uf0Qa5UPJJnYr6nIc3AHJpHGgSOWAQMAc+TqXfcrVV1qznqNkbgzZ018lkvu1wDKA65UHzulnDzTzcAcB7MEaFOxEUoLgjVfyVpi1+U7WrmUouzNu6cMIqbrD/3KH3yUFlQXmbGAp4nL5vppkGgQAgYAi4Q0FNtJltw/tcRrd6W03BmpnED2MVC/r03FThv2e4tSQRQU21rPt3vBKVVVy8BKXuxvZ3FIGaNgLMk6+QIKy237bHtagAc9FQYAp5PK8v01SAw8wgYAp55jKfcAlfjidTUn5pUtJl1nPmBmtWXpCWFpo/6ulrv4VoAs2n9TXmQU3vA8IJIU3vaFO/OlXt0Jam9X6vFmCVhQ8BTBNbcbhBYYAgYAp7jE+pYeI2NVv+hyIt9WtfxhFmAWCrkU7a2Lwt0t2/nIRzB5DsnZ5AD5q6sWn0KoHp0QJNnsPjFPJeinJNgm04ZBOYpAoaA5/jEsbv5QFXDhxTp76eBZIkQEQHwrUC49WsbAPT1pjD6nJ1Bnru+6tqLlBb3D1BG+8QEYc3Z6TIdMwgUHAFDwAWHPP8GHVfmioZlbqG7B0BDAGSzJeAyb2fr08bizR/H2bySSThevfrj/VrdmiSSQWMBz+Z0mLYNAnMKAUPAc2o6XtkZ1js+XP3zW2xNnwqC+IG3q+VKDjKarVSbOQzVnO4an+F3hRruKlLqUrfEu8vnUT3gOQ2s6ZxBYJ4jYAh4jk4gW077q1a9vtxyPRDV+m2lna3bjvBAqzk6U3l1C7NCHQ8VSbnT19F8hfFg5IWbucggsKARMAQ8R6fXqfW7sv4Sj7Ae9oeb9pkNe45OVJ7dco4TFjcEhJ/eXd7V+mMzn3kCZy4zCCxgBP4/5MsURYHzaoAAAAAASUVORK5CYII=" id="3"/></item></list></costumes><sounds><list struct="atomic" id="4"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Grader" idx="1" x="-42" y="70" heading="90" scale="1.2" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="9"><costumes><list id="10"><item><costume name="Boy 3" center-x="45" center-y="80" 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" id="11"/></item></list></costumes><sounds><list id="12"><item><sound name="Manic laugh" sound="http://snap.berkeley.edu/snapsource/Sounds/Laugh-male2.wav" id="13"/></item></list></sounds><blocks></blocks><variables></variables><scripts><script x="22" y="10"><block s="receiveGo"></block><block s="gotoXY"><l>-42</l><l>70</l></block><block s="clear"></block></script><script x="20" y="117"><block s="receiveKey"><l><option>1</option></l><comment w="90" collapsed="false">if score is over 80 then pass.   Otherwise do nothing</comment></block><block s="doAsk"><l>what&apos;s your score?</l></block><block s="doSetVar"><l>score</l><block s="getLastAnswer"></block></block><block s="doIf"><block s="reportGreaterThan"><block var="score"/><l>80</l></block><script><block s="changeScale"><l>20</l></block><block s="doSayFor"><l>Congratulations, you pass!</l><l>2</l></block><block s="changeScale"><l>-20</l></block></script></block></script><script x="438" y="118"><block s="receiveKey"><l><option>4</option></l><comment w="90" collapsed="false">if score is greater than or equal to  90, say you got an A,  If score is less than 90 but greater than or equal to 80, then say you got a B.  Otherwise do nothing</comment></block><block s="doAsk"><l>what&apos;s your score?</l></block><block s="doSetVar"><l>score</l><block s="getLastAnswer"></block></block><block s="doIf"><block s="reportAnd"><block s="reportLessThan"><block s="getLastAnswer"></block><l>90</l></block><block s="reportOr"><block s="reportGreaterThan"><block s="getLastAnswer"></block><l>80</l></block><block s="reportEquals"><block s="getLastAnswer"></block><l>80</l></block></block></block><script><block s="doSayFor"><l>You got a B.</l><l>2</l></block></script></block><block s="doIf"><block s="reportOr"><block s="reportGreaterThan"><block s="getLastAnswer"></block><l>90</l></block><block s="reportEquals"><block s="getLastAnswer"></block><l>90</l></block></block><script><block s="changeScale"><l>20</l></block><block s="doSayFor"><l>You got an A!</l><l>2</l></block><block s="changeScale"><l>-20</l></block></script></block></script><script x="13" y="317"><block s="receiveKey"><l><option>2</option></l><comment w="90" collapsed="false">if score is greater than or equal to 80 then pass.  Otherwise do nothing</comment></block><block s="doAsk"><l>what&apos;s your score?</l></block><block s="doSetVar"><l>score</l><block s="getLastAnswer"></block></block><block s="doIf"><block s="reportOr"><block s="reportGreaterThan"><block s="getLastAnswer"></block><l>80</l></block><block s="reportEquals"><block s="getLastAnswer"></block><l>80</l></block></block><script><block s="changeScale"><l>20</l></block><block s="doSayFor"><l>Congratulations, you pass!</l><l>2</l></block><block s="changeScale"><l>-20</l></block></script></block></script><script x="10" y="547"><block s="receiveKey"><l><option>3</option></l><comment w="107" collapsed="false">if score is greater than or equal to 80 then pass.  Otherwise,,say better luck next time and laugh manically </comment></block><block s="doAsk"><l>what&apos;s your score?</l></block><block s="doSetVar"><l>score</l><block s="getLastAnswer"></block></block><block s="doIfElse"><block s="reportOr"><block s="reportGreaterThan"><block s="getLastAnswer"></block><l>80</l></block><block s="reportEquals"><block s="getLastAnswer"></block><l>80</l></block></block><script><block s="changeScale"><l>20</l></block><block s="doSayFor"><l>Congratulations, you pass!</l><l>2</l></block><block s="changeScale"><l>-20</l></block></script><script><block s="doSayFor"><l>Better luck next time!</l><l>2</l></block><block s="playSound"><l>Manic laugh</l></block></script></block></script><script x="484" y="466"><block s="receiveKey"><l><option>5</option></l><comment w="90" collapsed="false">Similar to step 4.  In addition, if score is less than 80 but greater than or equal to 70, then say that they got a C and wish them better luck next time.  If score is less than 70, then just laugh manically </comment></block><block s="doAsk"><l>what&apos;s your score?</l></block><block s="doSetVar"><l>score</l><block s="getLastAnswer"></block></block><block s="doIf"><block s="reportLessThan"><block s="getLastAnswer"></block><l>70</l></block><script><block s="playSound"><l>Manic laugh</l></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportLessThan"><block s="getLastAnswer"></block><l>80</l></block><block s="reportOr"><block s="reportGreaterThan"><block s="getLastAnswer"></block><l>70</l></block><block s="reportEquals"><block s="getLastAnswer"></block><l>70</l></block></block></block><script><block s="doSayFor"><l>You got a C. Better luck next time...</l><l>2</l></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportLessThan"><block s="getLastAnswer"></block><l>90</l></block><block s="reportOr"><block s="reportGreaterThan"><block s="getLastAnswer"></block><l>80</l></block><block s="reportEquals"><block s="getLastAnswer"></block><l>80</l></block></block></block><script><block s="doSayFor"><l>You got a B.</l><l>2</l></block></script></block><block s="doIf"><block s="reportOr"><block s="reportGreaterThan"><block s="getLastAnswer"></block><l>90</l></block><block s="reportEquals"><block s="getLastAnswer"></block><l>90</l></block></block><script><block s="changeScale"><l>20</l></block><block s="doSayFor"><l>You got an A!</l><l>2</l></block><block s="changeScale"><l>-20</l></block></script></block></script></scripts></sprite><watcher scope="Grader" s="xPosition" style="normal" x="10" y="10" color="74,108,212" hidden="true"/><watcher scope="Grader" s="yPosition" style="normal" x="10" y="31.000001999999995" color="74,108,212" hidden="true"/><watcher var="score" style="normal" x="10" y="52.00000399999999" color="243,118,29" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables><variable name="score"><l>67</l></variable></variables></project><media name="Project 8 (Unfair Grader)" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>