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LPE/BpKSRibvM5YhATu5P9EmXCGT2SDWjLlqPSxGUYGXBeKx91cDNheT3yn6Mv1YrAMGbOrISv5HCauzxXThCtZZg/v8RQBqTyIB6wtQzKGdqiTAgu/o6HJ0Qe2a0SwSJMJ/hAMQmxcwRU49iYBn9cIlghNqBRmjZLHwEnonI5bw4i76TRiQoDa5LKbhUmyIC6ChsZAJ1rRHjMdODa9OtBkCfzx6jjsnGaU9JLh4nJ2nnS7Hr4mhp2yYoVbJPVNqTuj8JHdMh+kGVpy/hL1Gr2gGR6ZEVEYoiMchawBJca4hHvIjp9eKXmeaSqFMsjGodNO3VT9D6Guh4OFmlJHfob4IVrFAmRCCbWAf6SodPVSx4vuFHjkXBaY1/iDdKsE+y87QnlbD5dN2aO8cYtwbucgdFfFKYiV5wKA1JMKBkkUgMVAsJTah4244KokdwOTqjgt+WKpTiYifFu4mxTDQHazfhyrTJF2/UkCt2jKLYkdDPlfXs+XXtJOgMYs0taYHq47Bl8XMWwyaWYg3MZtTImF4sj0+Xk6whXZzxojdhZmxJzCQRLPM2CZmUhQ/9V958jmxcNK25dToWmWAVItNKS9K0FQmtamNkh6VVqY5WmM8Uy50wKqyFWPBonshjVB6b5LeJ/SL8pzWTBOBFAAWfqYC9jnTQ99ATB0g5Fay9OVIjmR4Uf3VcST/X+I4+m7UT3JhzExnVlJIOY62xpdR7lS+R0gIiEOmlzJrZrFbrh6NNwUpdz5NqOlYJlyiearKRUqNXpjvr7sSfozdq5pGTv2dsv9J8a2qdjJDrSIhstvRVMTZcWO4JvFYCp2ZWOQFECqvQq/xBJTDKa5xlEYcq0+bIZlpBmRgVftMakBMZKGukG8Sbl0JPTNYyDpS/a1VvDj0JrCeOCG8c5i8l2VJvKE2uSyxaJUPY5LqqkSnLyhhNOTgU9jK/TDMYf3ZGA/J74mwRnZWSnvFVqVTZVYwTE7Srbrwh5XRpz1vhV3q7MddZAYxhT/qp+DdJgsgIhl7nNYUzeX/WdOsR6fkgpy71HvMXnT6w0vQjDo0pXo7mkmK4nMlBWkR9ng7y080ldYv+SZ1vEisUE0v/dyhjhT1b4ZJIuMQUE/Wism2VhpOaAbpMaTyLSFSVzt23UIZAtaSVq5mMNRlvGC0M8bbTKepCBrPSywDiWPurzJKsfJjvZxihXohNq+Er8GtrKdI+muBCGmWVihNuJb5MB0z1C+YeipWjeuYsOtCJYf2u1a99NyyOSbfxHJnugRiKOG+Q17Be9yLOyiV9pmo1fSoyB7HvZMbEW6RwGBcusYYRDehQ3bAanclbiaLUxKtAFFJCusyQ4p09lbDIY9IZFsYTSxJkv2WkAen8OXWxUhqx32PUkaz2wBLNqcIuKhdPPjyheJT2jm+QmGgNwE0zSppTGyyBHhnGWm9kYzXj51MLYwpiWlmkbWwSiiToQVoso21XafE0uZ2yKHy9zsbOJrATJlbZhjq7atW9lQ4wMZqO9GgMprZjmspT17XbIc8DpYsLkWpJOrlKEuUABNWNMsgXnMVgn+KTqstBshCCTfR0SWKlwnQqFEVuORPOKrrBbL+Bb0R7KHPZVwApYccUQDGuEkHQRmA15kiEU1eNaUyrKQzllBgpYGtpQa0BU1qUajn6CNl5NakR5jwvWcxjWkunymY3v7LTFpvhPrdQ8DKOL6ev1Q0LxDHqpxBM3JpoUZGAJLVP7bC4W4aknjEIaLUi+mIBpGA2aReNv+gtrB2ZVVVJjyR0XJUvCyetICTpVLJpxAyHSpCSKi56n6SWMzcU1yIoAVRhuQxMkIfWEQUlMzplURZNp4KvTj4QYVYOAisBNTG6kkF5FPoZBAyLOu1ndhRk1Ioz5eQRNcSXK03QTwHG94xvpDmyPirQkCjePGsRDmnlyFf127daMaQUlWF91DQpKJZoNZ28rddl9b2TooDY0dKZ3kxTreYwhaBWNMxyPYxI43EygC8mlgE9UyPiOXIKOdMdOiVIErW48YGyNCHTHGFM4Aplq6ohsqNgPi5Jr5LkAhVycyyVVScTyRX0pDUJF9Jnag6QF1umJREWjQmTtB8aeExW65YipkerHUjtSCiTw5yVwjCJLKRXO2WCeRzaM0+b777aLVsjsbaCSwP5rEpVDEOfl2NhTITmZRRu6XEoDlWV5yTYzRhnTK9p6VaD0H6AqC2T70wSSfgPxJTMLvkRKTgpjCYhoHCTMreWCCbRJamkUCXVtD6S+Kicj9QsJCnZWc5LdqkSQINKocgCZ34Q/iQymgQwALp+AC+Q7A6Z1XQaWFpbJWliIpwJcS7mIsm0znJzsmUU/FAhINPsnC/TWuZCa45EADUFsQaaEA3Pqe3f+5emuta+Q2JX1hqHvtbUFfQ8IoB9Usg4H1I1qTK0rp4v+hwJBSdJKinsrAXw7EI3ok5YpHfyeVcWTGk2XYnveRHanYBrHbTBpFCGqyIj5oPHC56Z0ix+MAVQe7TUhYs4PYfYfFWMQ8kJHpt44Qp1yCmesFU9TdICyCUAhl3XQqTHaSYjcOZxyvSlsdX5BDBVTqB2ROre2eJ6A//RXCR8w3cviN9PAdRj5vlRyaxxVEVnyqshMpRKFiJm9rWQs8JQ5QG89Q2GgYkw0oDnVryo0/ER+EA+l5OYsBJAyUIR6qLdC9HphQhZPZK4RnCiIO4rosM/WfZ7bdOQ1oBatOn9NnV64l0nNI6OZ/KuYrojU1thmGLdqMfUfrHGVUVVmoDWRHWyaTRONDR0Sr2ubYK196w/N6Xl1wDw+j0sgMzDvvwv06M8nwCu1njn/xTTqeB5jkssNcZNrtelQIKZTS2rNKaR42g+mR47w/vZdhR5vQi9HlXSq6iDLdX53HuJywSpzpXqDRxEnPMuJoMa5mj8lp06MdlpYGNGA0yzLIF6qTuRiIVZh6CwXh8UnsJg2vwpflC0v8KIPDiFf/p4k+J36Hy8CwtBpgOaunu6iIpxdJ/4rr57YqpkzrMCmMWNpgWhn/XvnFl+ARx4PqWgMbym0dKfG8Ey0uhTQsSfqbPahRnh1TbGRmrKWIbYOdJj5wqPo/NeRHlbFPwXAVQF0ixu8iUPKHl6Cn2JACrrZgqWqZFNATSzbRJVLEJBApCE9QS2ckIlz4qk6ff7Sjkh+j7s2ekaiOSq+L0qKSD+i46KpJyZNfW2MSNSVhA/b8obTzshplbMagK9aFkTfD5ahss0lWpjATSicYLJsx7N2hgwhtVrOEH9qJdkE/Un3GMtGmtAJUemA6PYEOuFk+3IslxE3BtCey2qMFyHgPpQJDRw10jRXz1haQ2YLVpK/AnDMYhNq7TMkXnM5nEklMVqL1gEmeCBTkbI8lT9MpMUVJHNdh5vNB5LxtmQ6dXl3f2TCdYSqLWckO9KA1I8XfX4k1qbly+AF9L35xNAsoxaw5kfGV+jyIh+Cop9ENKAe094EZfaqcgDVyrF4RLDrNBr3FkpoT3YdGnhVCA7ThJSlISpEfUgTcGR61c3UFSIQx4wZcpXC6D5GTy+mNjWVdqKClA5eX05PgMarSWE+i19FbLysJOEDSNdSj2FudjmGNgirJIZc0D9MlFihpN3nek8ZKGPrK3WQhlYlEGeyRrpu6y9IwVhpD1+2cTqGkMA9V2ki5auNbZg7TlOKaHJTRLVLiE3MYEJl6axm06TivGTKpvU0RIdj03en+CWLC2TJW3VaFKbM9Zk9MhxlnGi2vWmkfEkk5YWdk2VrJ5UuX41QI8XxBhNPwzIuCyjTlL5b5k/9tsEaxr+7I0zn3U+c52YS7mJ6bzIC+lnvhBNk4IQ6lITz6b+rlLyWYwMQZe5EufWev4okRzJV0yPcIpWUhia7R0ssi8irhM2mQtT5Z0sCHFMNu0lidqWXat/Tk9+2uxmzUAswBn8pvHkWgLIY1WbKq2NkvFpwRAnIj0qrYn7CU8/PZFyktaSrpfx+vnMYP/5W31TU0hSArtG0dFaGjN1Z6P7Rr8xMqzLfMUOiKoFsr5zjBtArPrSfVp082tTk7FG5AiIropL8J7WDmab5347lF4zhT01AEU0r7U2iVbTGEQ5MzoHdQ0NyAKYSZ7L3ouVgpr9rEcom47fsXpoF1BpSRpZerO/DPmL39J/XGsksK6x8BfSgNoarQo89BlosurZMlOZqX5lmfFGUJlSKQ1oLkasTbTfq7gejTWIMNaV9YkGNEyfajfxcnaoKdxq6H3XZdX7Yv7v5QtgkuqQfERKUxleZD8BXHN830cBXCUkJq4yQpD9Jqk/jEjMr74mfp+KyfbTVBfSvBKjX3tDaQE0N04igELjrCmAWltkIwdaoHRgn98Xd7lP9gRTK98FtWp6SmYtijkx34sApq/XnViVi9NHaNbGU8bmepkakCZbe6VZdGl+zvkWup8HeSGtmX0GxlwZcJfcd3UXK20F9EYwrzXHo3M99XiEtEjmiYnmuB1L2mroKoK+AihCpjKeDcoh7TxIUE6woTZL//MJoLn7+j1TdjF/UALYj9/R1NQFNc2FJO5l/P37JYCxsLGgGX1Q+lBYWvCz0IF5TBXhSjshhjsqOE8iIqYZ1U0opVOWDvb/zyuAWZPDxUxGita/lQCu9q8T7NZPALXm0Nro5Xi6aeGIn1xlLGXoF6X9uW6jD6TVwsPjMDSb/pnHrOi7teRfE+ZZSEG/S5sSC9Zzx1T2n06LFZDDX1xboe4uqff6TAnJw0/xbZlRcIhOZT1nJ88kfvtNGs+NkdVsavb+vWiSD5dNkZ3s5KF0ylR8RfxZyT1MYenriChnx+wa1w820Chi7vA8GPHCApimS7K3iq2e8SwSRdLhxz7qKb6JYZ4VvSPPTNysbnCezI1OtdK0Z5wc2UeIKXgbUjpTHCtOWoRQBj6F6qxnjmovWOEiPjNEpo1rDfTPSkA5Ky8mnRMstUrIuLNBspSrTUBf5zslF6bJ19cnJt8QGENi+gmgqcHPl1ksFE0aH/bTPPqxTFhlJiO8DIv4st8iz33+Hi3ZuaWOWiaFxNqszyfy4yr4JLFggV5xXTFdk+1wxffRyQZJoqwmLrRg0ucFTMkx25f0jI7HohpqPnVYV8WpDzeOzfp+CWB/jJPuFbfKFAKoryxhYHAYge/D4WOpJP6a1QDm79+LAMZ0kBF1MRmBREsbUaBMycfLFsB+5k4tqjkHkgxllF+aatnMv9SNItV9xbpIOE5/FEf3+2AAocpEuHXYU4rbk5JXPmsi88XryQJLCkoVj1HnbnWQony2g9B2VeZz4oVr025bPnUEgqUFkO7I3N8FBFB3wpedkq4OS09g4gVnQahKb0g9ll5wqshrtZroddpoNlcwPDKOwy/tx1XX3JBoxxh76mTT85vgtAZcrQqS8SU9j/sLoGijftb05SSUXijOLCNLS5pgLS1Kuj9g2tNcq4MVLzbLVwpUqAlQJpoVWhoH6mx11nS6YkxfpXGF0phxoFS3MlGBNumgSk0qlVGhcCvHNSSRwiHhg2cKoIpqcPWb1PRKWEv/rg5QMbJGshVk/QTQpADYsTFOacyKwtLSAv7+b/8Cj/zrl9CoL+PGm27B0NAArr3+Fj4Yp15fxsy5s/B8DznXxfTGzdi9+2ps2LQZteoAlxPIYTlrm/e1TCqtM9cGU7FUlog2Ii6x+cnwcfESG5rI1Jz9bG5/7JdN41IyqY89UPgzHakwarC1duQOAMpc6o5gRtoZy5HmajmzWT+Bisyqjq6SGyUbI3ZMVHdYzohW9R+cWKC0J9cHcTUafRe5Ioek3mhgbm6Wa4woYyn0e7CePNTlLvm6K73UQsjNtAnWHjHdSJ2dkmR/GBkxWQHUGzfrBWniWmMO9orCEH/we7+Nv//bv0S9sQzf85HP5/mQnPHxccyem0HH66kCKfkkN5fD5OQ67L7iGvziL/8mrr72euW19/f49PjOh+uoIxcvWx8hzFIpq3BvRu6zWDE7D1qYY+ylwn+mRk6EWISEm4YbZ3DoY7LEdJIZpDQ2lU8pLiuiSKLqmNMAACAASURBVE7YFCtHnSEo45ycWJtbqxLECTwfvk/9FyknM0C310XX80ENOOlaN5fns+bipuzU/zsORWhTbCPgEg5h+RxQ59gAXq+HRrOBF198ES++IEd05BxXEii+/VKHhxmH0LgCSzkhul1uXFYqvYrlKzllsd/uNkNxvH9SEQbZ1YL5EzN+4vhRPP3UY/jzj/0hjh06iF6ni27Uwz23X4lqzsWnH34BrXZHFb/TSUIObrnlFrzt7T+BV9z0amzctFUJYNIsZbWwrY5Ly/h0bDtdWJQQr2nNuuq+WvPFpko7MxntoRwdObRGa4csUSwYiwRJhC1pHCDUhhyxSvXbvkeJxCRg4E1L15AAaWFhkxf20O104PseJ/vWV+osbPSedqOBRn0FrWYTzVaTP49gUL3eQJugULeDXC6PwdoAqrUazz0LLAkPJVFxiW6O1AF8j8p7I3i9AKVyCbWhMqeJdbtdNJtNzM7MYGFhEX7oxzXn1hMHWtwbhoVOc34K0EivZkmLp/9xrh2dS8ZrQbuIeqglJltJlPR61h6V7XDIRXZOiMDr8aBs6phP3pofsDm1VS+Xs2dO4tD+F7D36Yfx6U99CseOncD9H3k7piZG8dH7v4WnnjqCM/MteFGHJ71YLOKKq67Fz77313Drq+9CoVjgrlWxL6fAODfhNAqU2CyYVAVvKBk3n5+mONHY1IlaFGpJmRRaKIEpSXsIIZepzNWXDhPqnBU+hNCXXoR+4KtDC1UdNX+IdLmXqkR9ZrOUusJ2YROoJ4HkIyFC+L0eur0Out0eOq0OC9HCwhwC38Pi0iKGhoaQzxdZGFutOmZmZtCo19H1emjWmzznnW4HrWaD70lr2+m0WStSz/ByucylEUGvg2KhiHy+gFy+gJVGg3+mf26OulwE3HSg1exIVr0XodPpwQt8FCoFlKsV1AZqbK3o+ZvtFj9fvujyP+upF7t8TAP7OhZ1pwrRo51CwhX00Ov2UCiVUSoWuWAoRwAyCvjnSHkk+uwPUsm9bhd+z+PuprQQgeWgF9iq7JMOS6P+LfRNui0wt6j6OtPSLs+dRHdlHl//0l/hrz7xJWyfrOKfPv5OPP/COVjlAczP1/Gpf34WDz9xEPXlJp8sScIyPDSGn3r3+3Dvj7wLhRKdJK5wkYYINp1F4qidR7uYGoeTAAnWpU3BWp32OJ/fJppG4IFoM+4axp9H57758DxPIkaqw6xD7eP4HF8RQn0OCh/f5dE/ETJtqaXVnY2INyQdfRrwPclkUcoZYV0aS97N8TMyrUXzb1vodtt4/LHHcPTQIdgBAXrSSm0USy6Gh4eQz5W40nHvvpew3GxicHAQgwMD6LbbqK8sI+fmWO1TxSObxLyDXC6HQoE+i1riOeh2O/C6bThuDvlSGX5gY35pBZ0emWpqvhLxWtMmoSM46MFozCSw5VJJuMQoQLFUgJ1zubSWaUEnh5X6El0N66Fv1RmKNpstNFoNNNtt9Dw61cdCxfa4Qo2oalLDRTeHWimPYs5lrdiGC49PQRIbpk9K4kJ2i4/u40P6qAElyTNNJJWm2yEd5BnyRHL9hzr2bv7cScwfuB+9Nu3SBbx47CQ++FOvR3VdhKPLF2HDthswc+IptBbP4Nt7j+PBL3wNB4/OY35lBd0gQKVUw8++99fxpje9nWuZSdPIEaTS7YtavMkxpU4MM0iQeHF1B0kFQTQu1X+nxeF7KQqCSzgdohlCdDtdnnhu9q4K9rkrBFX7g5pveuh2fO6DTaCc+n47toNiocAam+aFFp46epGWJs3Jn8/9C0O0mnWcO3MajZU66o06l0oeOLAfzz/7PAcKqqUyKqUCRsZrXNa6tLSEer2NditAu91lx6pSLiEMfdacNB9+t4dSqQQ756BQKqFYzCOfz/E/KVeTMGvBzfO27HoB5haXsbTcRLPdZa3sklB5Hm9WalYgZ8HIaVnkP+RslystCwWqJbLQo4buIXUuy/F3Cy6sB/6/vWwH2DTwUQLUn1SO8pTeLxFLt2u53A2hYNvIqYkObWppSwmrYvBIo9CEsRkiDcldFBzVv477JfCZFbR3fNW80fc8flgSxqWFU1g6+ABGc0u49ZWb4bhdLC91Md9ej0PNnXj6qWewe1OE6ctvxOjAOJ58+C+xebSAx/acxoOPL6PZDTA5OYkPfvDDKOYLDCl0s3DeIOozhT5SwE9hMRI02ni9kCaJnkMVURPGyeV4V+fy+Rju0vW00ej5pAWcwo4k3JwpqZwZhfNSGY6ayhB4KCcBkNVVhVw8NNthAd7/4j48+fjjsP0emo0GOp0WVpaWcO7cWdYw+VwehUIJhXweYdRDq92C7xHwJxzpsqDnnYgFnNaNrikWcvxZZBEK1XzsdBZLRdZ8KceHO8ZafBRFu9tDs9WVE52UpaT1o41Nm4e0N30e43pSWrZsLO4kS+aD8CWpQPbQI5RLRVh/95lnIppAupDng0Glw8cOUM9mUp2kNwkj5F0XeeOod8sS1cbzyVSSmBERNU1+ygdLmSWf384dsnogE0DaSbqu0vf68iK++PEP4MPvvxIjwzkEdoAvPXQKXn49/vKfDsDx5vH2t+zCh//b0/iTP/0oojOfxA0XV/HNPU0cim7D5KYd3Hm1Vh2UOVTaTNeHSOWZBroGt6bGpkRGLlXhKG5bpxv4aG9FFc+IA6U+SNCgOMoqhClOqALDQomZ/0koP1VqyvOkIAOZ75X6Ch784hdxZO9eVFjYSONGmDl7hoWTzFyz3eT1rNaq6PV68Lwee7pk7hGJ1ibIUyzmEPKZfgHyOYfPH8nlXBZA6kRLGp7Kch1HTLCGHs0GOS9UqWih0+2BTociR6PV6ohfYFu82WmTykYM0Ol04TouW04SwGKRao56/JnVco2FkMZCSs76q88/HwtgfECMurGErUJYgc+AlIQw9MneO7DdHEKbgLHMqexaWVwG9xzEJu2oK9sEYXH9gmbg9XV8cYRvfvnTuHHdC/ihW9bzTeudCF/44gw2XVRi0zWz1MLMbBd//cVD+JX3vQfXbTiMzaM5/MsT85gfvAfrtlwiUSv5TyyEHNNWB0Rr71u/QS+4FiPxvxKyWQuYPGO6B2KsKrS0x1xacr1OSeITrlQS72o6Rh+7IoMmTXf6zBkcPnwYe/fsQePsWYyXiijm8ozLgsDDxPg4C8zs3CyW6kvIFfL8erdLzTtVdIPMHDkVedF+Uehzu+hSwUGhkEepmEehTP8KjAl5XRnfkocdsKCQY9FotNFui8PjeeRcqYO1aZ4IWpGFoPEVy7wB6isrcHI5uIU8CsUcSmURasKDfBC2R2Woann+/FNfYxOsF4LkhdQqebgULgl7bfidFvx2k3dTo9FEkTDHyASi4iA3wCauTofIGIwq8pIL25l4loNcfEJ+xEMRVjBijiTkZ08fxXOf/7/wkV+7DjnXw/FTPRw6EmKx3sR9b5pk002C2+6GePJAG08/cw5vu3sdNk6U8MA/n8Vy6TpcfOPdYvK1StYyqMJT0shRxSCVJoy5Oj4eRxwiMwQZK0ylvTQ5nxY+9RsLoMysSd/wZzDLIL1z9JdJ5XBjTNWbcXl5mXFco9HAyvIyjr34IsJmE6V8Hp1umx0Jul2lUmZhJSdDyz7BCFptcnZIw5E1K5XyKORd/p7POxgYKLMWJHObLzjcB5LMLGm6TqfDGqzT7jJ+JGet2WzD63lMrZC5JbPvsJYlbejLKe9kOV03DpnSI5PzUS4XUCzn4ORchgeNVof6MrM253N9Pv5HfxJPG3NGQYhGvcHeLJnRZn0Z3fYKwm4HZfaEQiYlkSvCtwu8wyqVirjl5GWyJ1VggpMcDWqZy05AvoBuaMMuVTA0sQGBW0FguywQvVYTn/r4h/Aff2IjLpp2cOhwE8O1Efh2HjPLy7j5UimGtzg7I4JnRXj40TncfO00CrkOPvLXB4HyRuy8/d0olwaUACghEF5FRd2l9UZiNtUuVFKoralOsBUB0akviqJRwpVEdGJFGwsfCyBbA9UHmQVQ3id0sNm1UXGQuu0IOSEEeRQx22q1cPb0CazMz6PTbmN2dgatRh1er4tCPsdHQsDOs9mVaATbIMZc5FiUCi5KeRulQh7FUp5PHGBMRqsbSUdZIauJwSDOjugddfoTJZS4pFkDpssKxSILn+sSrsuxV9sjs05aLSA6zWGcTBQPCX7RlVNWKTxF69bqErkdIpcvo5AvSBvoD737nRE5BdxTmXu6Cd/kdT3YhAfsAIODJSzXV9Bu91AsVpQmJCH1eGfTTtPUQ65QQK1aYWrBp90InwdEDkuXWHqngEtfcQuikW3wrSKsMMIjX/5HTOBZvPutO7F//wK2bZ/A5GAJc8sRvvjV7+An77mImsYBlpiX+baNBx96Cfe+kV4P8Vt/tAfV6Wtw/Z33Ie8Wpd2wjuRodaMAmHnsBL2kuUEWCktwL+dZxl0KjeTcxKorFl0JeYxBmPVLNKDu/5IoxpR2ZIFU79HCTzhVN6CUMYmACK0ToNNqsZCQOZPMJD4DXR2+SVqIOFeJQDDNQ06fPuuZ9mFIbVgouqGiFYT36Xw71faWhEvCcsLv6t46JKDCJNDpnTKiQHV/IA9XHFnlavF50brfjSofJejF/KnU9Vp2ntv1Wf/h7tdGA7UB5It5HnSXwiaNBnNG6ycnkS9YyJUt1FtNAAVUK0NYXpzD8SNHUMwVWNvVBgQA0+BIeIlaIJA5WKsw3qBdRniAmhstNpqoTW5EYXI77OIg9u0/gCcf+TQ+/MHrcPC5RVx59Q4MDlCjaPKqXfznD30B/8tvvRIF20MY2Zhb8vDFL5/E6GgVb7hthLmpD/6/B3HdW96P4bEx1gQ8eSxw0hxCxzxZ2ByJX0qQ3Ogxo4P2cas41YiG2tMxflNqTHV+JQ9fjK0InAhDYpgl7k3CkMRCdVy9nwk2x6KjRv0SInR1otn4SH+Gvq+ZaS2etcpYMUoETAih72nGpvvFqeNYcJxmr30shf2ZEUlixgTPzPuYf2PvgvbXb771TVGtUkUQ+gxw6WGWlpcYX7SaLRQrLoZGyxgYHMLKUgdW5PAxpN1mHeMjo4JbwoDDNn7god3psPar5AvYPLUeVuDBzTkcBlpptjkHIlcq4bmzcygXS3jy8DH8+ruvxpU7hnDmXAFX7hzA2XkPjz51GNfu3gSCDKdmjmPHtiEcO9rG/sOLuPmGSxF4DWydtmE5If7Lfz+JW9/523DYPNCuFYJZ0wFxRIdPLiczLkpFaxoyFxw/VYQ4H9zD75HIA1FEvN1ZnKVxO0kfJVxKy5IITkiCb7TqUGWnuiZEL8Raafj69QQ76nIHWdys48IaSfGS2UU2w55J729FpmeKmrVQmbhVf14/nKs/S75rz1/urc+Ko8/nKJAhgJpXNbExZwr+wl23y1lxxA+VC8ps0lluAZqdLmw3RG24yBNw4uhZjAyMYWJkGCU+PIZIS8DzuowZG41lDAzUUK2UMVSpEtHCuJCG2aPMBya9BBN88uwyjq6s4M07BvCBd16Cg8cWUCxN4+KpIg4eX8GzL83itTdvQ62aw0f+7HG8+satfOT99s2jqJZymFtpYWHpHAaHyvjQA3N4yzvfB5u4MDK/iirSpDGHs9QZtlweqQVQeeuimWiVleHgGLjyG5g6SsKUDp8eKdqOwvHUCdZ2pU+zPmzGFCIC5npx9CKbzocWLFNotACYmskUsrjQ6Txdt8yFNqtcs1rY1GrmuM+nARNhXbvjAjtCZgs63s9JHTiDCtKAP3Hz9RFprHK5iGI+h8DvolIuSlDbcjE4UsXIRI29mye++Qx6TQ9bN0+jSLHEVpuvIdNNgLbbaWL3ZbtQrVQUXRCwc0IsebvdQK1WYR3hlqv48IkZWDs346b5w/i1Oyfx0rEFjI5ux6YxYt1tPPnCSVx9+TgKZQd//td78J4fvkbiobaEzJbbPp5+eg+GJ0Zw/5freOsP3QunUIadryDKlVVSppI10mTKPnIEg3AMH0ojZloQHzlNCr9xWpccpKhUJb/HjggvSadWnkoKl1H81nFVq2LBVXrxiNZYy5yai63Ndb9FT3nK6hlMoTmftlIJdbFzlNZeot/M+5u/a42V1YJpM5wUwZnPo+/DJyMYQpi6ly5Kescrro56nQ4GqmVMTIzy8fIE7DnO6eYxun4UI2NVnuxvP/4s5mcWcdHWTUyELi0ucxhp44b1bJYLeQdbNm1EsZDHzPwcx5cpXFUsF+F1OyjkHPTaTQyOT+IjJ2fgX38Z3BPn8Gb3NK6fLmNseB1HNvzIwYlTi6gNllCpFvDsM2dw1VVjcG0XTiSEeavXw0OP7UexUsKeI3m85tYbpHVcrorQrcSsnZIvBs0EogmPctgNlBRApGmPPTb6cggfRj1elEKhyNdQ2IjUoU0OCtENlEYEErwIHS9AhwhfShZwCgDKYqJtCUmZDZlMTZdd1KxG7Gf6+gnLWu9LNK7h/WQEISt4ptbV9zXNs/58c5P069xmQgU5/VTR++Z3zS7QKv27V90UkQcURR6GB6qoVQrMGdGi9LwQbtFBL2zS6qBe76Db8lCrlpkr7HQC5gU3Tk9i04YpdvkReJxEOjs3z4cOFstldmwoI8O1QgxUCuwRf+M7T+HIxGYEr3glrJlZ3G2dxZuu34oto0Wmf9rdCPsOz+HcfADXjbBhooJN6wYxUJJGSmeX23h+70kcmV1AZG/A3XfcwNdRlJkOh9btY8npylF8UyXDFogqoChPFHGOWpN4zWIJ+UIeHlFPlOFC4cZ8gRMoKrUqc1+kQUnbkadMCRZd30KH0o8CihYVYbllwK6AOo1l8dz5BE7/rZ8J7ick/YQ1+760U6JT7hP+0fxMU9j0z3r8WefGfA75W8a9V1hVC6skrAp+5X8i5Vr1Cq3/8697XWTzi5Sp4qFSyKNWKaJUKrAZdvIW2l6L8VUUOhgdGYPf6yjtEWCeNJ3XxcXbtmHdxAi7+MVigTEhsfJyciQJEdG7AaplFy8d3Icf2nECRxsF/OnpaSzf8mo4h07iFy4r4nW7JmHZtNA2/Ii0rIOFpTnsO9nBRK2Im65Yx4cafvXx/bjy8mH84f3PYHRsC15x1XaGDlTDwOFn2vE2cU55DAwPspfPzoUfctyU3JRez0er3eXz6XK5AryehaVFD92ej3yhyMHz2tAge9bk4FhOCZGVB5w8YBf45yDKMV1FPkpAYYE4BV6AZvbkpXgRVb6fWHJmJ3WcbpXnaC68ieGyzgevL2sds+dOIoD9TLyppWMtaLQ1XksIRahY1FL7K+WdG3SnvF8fe6tZBQvWm666PiJtR+aRwm2FnI1qqYSRsUG4uR6Gx4bQavU4tae5UsfU5BiGBySLYqXd5cA4Bf0mRsaY3aaQTKlcYe6JyNJmvcHecalchFNwcez4CVxV3YtXjNfhORaeO1fAn5zcgIPlKWwbBn7rti3Yua4m/iYRnLaF5baHL331EF55/VaMjeTw9cdOYmjSQqWYx6/9ybcAp4ZffMsrMT05ypEMyvogByFfzKFQKqI8UIFDG4DyEn2SUUoRA9qdCB2fAu0ETPOI7BK8sMBajK5jk80cpywihR4lC5OZZo6PsvNMmcIq+qOrzNSbFLdK3JnRro35OOH2mDJSuZipmhEVj+WPUtcy3ZZRpxqmagpIztYT7ZTFZVkN108Tptu86ZhwpkuToem0538+B0aPmZwQCcOSAychU+tVl14WEdUwPDTE8ULSZoQJ846F0dEah2xa7R6z8+WSg03TY9iycRyT6yYxu7jM2bAVSity8xLG6RFJqmKmQYBapYJypYTllUUcPHkCQ51D+NHdKyiyC9RDEDnYu1TDXzzSReGKHfBqA/iNu3dhslZgqF/3fTz6xElcsn0amybyeGrfHA7N9DCTb+AbK1X0nCJ2rjTw3rteKceAkdAUisy4W7aLtkcJnBY8dQ6KmyshlyvDJpPpUEipgMAiwj2HgLI1iCgyFj8G3UykJr1Q9OuxBmEtlqZhtLbi78ahi6vwFAHytCKJxYyvZV4zjaWydE5WAEyz3E+LmXxiSpNmpNzEgVmPWRyMpG4o6+RkMaQ5DrJAZKKtW6/cFVEgmuKMQ4NDnHO2vLjIglNiXk36jdKZvQ5VMVltXL17B3bs2I6BoVGOmJDAzlO69dIShoeHMTI+inaLkhl7GBqssVNyYmYWLzz9MN53wxJqrqq24kqpHPegPrnsInQcPHB2AtX1G/HuOy9ByfFx6kwdo+PDqBRc7DmygD/+7PPwNo6h0wX80/Mohl3cde3VuO7KK+FQEqaTR4ePnCBtVYBDgmaV4NhlRIR1yTxzXQXl7qnOsNx6mJaZimVYRcY9EWkSdXqWHL6T1IvQ3/RCEm7kE9JjNjrd/YuJ8Qztk/IQjcp2vZD6Xrq8QWunlNnUfKbhIWuzHncmYHFW2lYltbKzoFrpmfRR1nHKaskYzxk8oN5o6b8p7KdJfz0GpQ5pLhlSv+v1t0eU1VqvN0GENNMPlPFi25iYGOHsBsJJFOSn0FrkdTE6VJUsh1KZawWoVe/iwjza3TZGx0cxOj6GZqvOCzk/N8uniNfPHcW7b/Cw0vNw4GiAizfncNmkj/1zFvbMDaObK6IyMohGQ7Jedl99MbZeMomnjjZxYKGBahhg5ehx1MIVXDfh4eJyhEMzNoZvuhEBcnh0n4VLr3oNxtZPq0xtMpVEMNMGomyMnCTIWh3J0OEcREkAjWO2DOEsFkyNh5JWJDogpjF0QhDr5V1lHhX4FkFSJwMl6TjxZ6xFhcQUThzgy9hf49esBtRcIWe2myEa4xrJZFcRH/W69mJNb9b82cR49EzSUTc9F3ruyAE0tWvqZ4nKw/o/fvrHI4rl0mAcy+HSOcmOoQNiVmC5NlYaLczMLKNUrKHoFhD0qFaBYorEGZYwNjLCGpJwEAHx2YVZjI2R5nNw4KXj6DSX8M5rCvj83iU8+EwD12wq4A9+pIae5+Mvv13Bpst24L57L0YpH8JrAZ//ynHsPzyPPQNjWLnhSth2EdNPfx3vrz2P7ZUAOdtHYOfxN8/lcfUbXovLt1XwwvE2/u5fFnDJzfdh645dTA4LtheOL85qCXS1n8x93N9G4WndOUa/Pw3c9UTLamkNyDvfqKbTgmhygFxYpDNlEgOrSG2daS1XrhJIxoGJ5DBvqB0FpQGz5o8/WyU+MD5VgQtuYk63IsHhuG5aAE0Rj4WYmIE1hDhLxcTjUPMZZ/+s6pKlBPB3f/ytEWUmEGCn8BsVprBWcCJ4fouLSpqdHg4cOIZuJ8BAZRgIHT5aiep4aQHHx0YZ+OeoFiPvsPcaBB20yas8cxQ/fYuFU3PAL35iBiNFC3/zc0O4asLH3sUhPN9ej6uv34JLLxqG68iUNVoRHnt2Hh//xhHMXX4jrIqFdxz/Cn506hzyYsvQCwv4Xx+28e9/+W7YPQen5pqYWQnw9Wfr2LD7blx1w6uU503CRxMohdgIC7ChqRKdxawablpEWKsjo1ZFGTRIS8CaFkDGNqqgX3cz4ICLcQ8p5UqulZ+Up8x9jdORAlMQYvOtXuznCZsCqP/OwYQ4lUH1+yaW1/CS1ZSvqVpNHJeliiTAlGjAlAesnDLxB0QRmF/ag7Y+/O63R+VKmYtSKIUnDCRFXuf4F/JF4QCbLdQbLe7U0FppodVsc/pPt9NiXrBQyqNULSIkwQ0DPL3/FOyVU/iNN1Zx5XgDx+dLuO9ji7jj8jJ+743ATKeGh2fHcPsbr8X6UdLABg1BpFBoY2ahjYf21vHwt45iW+MYLp0McPl4AetHAiy1i/joEyX8yI9ei30HZnHF7imUYOMLXz+BZw/W8bp778XGHbdxehg/T7Lc6uC/hMPi+lgV09V6qh9lkRwXkQTcyURrr1MaAQj3oDWGXhQud+pzcEusWYxOR6tCcMqpS2YoS36kcanWzvydY9YqI6WPFuNAqZmjyF45Ja9KQZYpdPSzdiTob1r76fdoXCkKlqxC+siIZE5FGDl97H9/170RpXaXCzlOHqSaA6JNKMO25zuotzqoVKtc4UVajtaKCNvFxWXO62Lfz6Jc/x57kMWBGj77yF6MWbP4w3fmsbHMx1YDgYMvHQE2DBRw+dgyHjq1Dpe/4S5MjnqpJkZ6l1hcTG3Ds8tohUtYOGdh39EunnzqMM4cPMElagthGe/64Stx6w3jmDuzgKMnu9iycyP+9nNPYePYRpzNXYfrX3UH70Axx6Q9e3G9RkzI81kbqvRU0pYVZhOtkXCn5i6WyY27dZFZ5AxLpdt0NwK9iBnSVhZNUblmbFqZYFOANaUSC2DSvCCGAlmChh0LVsNUGNbftIsOzpyarj8k4YtTfWPIdCfkcqySU4X8LHzK6UkcqjQelCMeLFi//KZXR42VBsZHhrBxaj2ndeepUqtUxv6TM3jmO/tQLlVQzhc47ktCmneBRrPFbjRltAyUSxz7Pbu4gBePn8Grtvr49bvzGCXONvLhBBa8XITI7sEhPrFbwz/sq+LOH7kR69dXqDYq9tISNa1AC9Wm8gnqVJZImTYWfCuH0CpheW6F6wxm5zrYND2EL3zjJKbX17Cw0MY3np1BqVjG5mt/Apu2X6q0niRhioyIKbddCp2pyeC0/WSi0oA7jftiDzUWOEqCkFQwbXFSXq5uUaZk2DSZrP37xExjzcKOS9qE8efzNerQGn1crDpBQN9f8F/S0SzFNUqE2wxOZJs/8NPEWjyTziXwUbgY0wHTRzFoDKlxbYoOUidwWe9722uixfkFTjsaHxlDqVphL9YtVfDYs/vx1Uef4MTTHJXo5XOolvJYNzHKUYf5uQXulEBOSJ0KV5oz+NFrHLzt2jwGnZY6WFqwl5xPLERkzyti2XPw2MIodt58OS7aOgTbpmq5tIaRefdZcTEVyn8O2LMNIxdL9R5yToCXjnpodn1MT1XxZjl3nAAAIABJREFU7J5ZTI3WMNdu4+qdE/izz87j5tf+DKoDI4goPqugmKTmixByeQDdW51NqrmtZOHSuI9GQZNLGUNiguleQsOItytVhtpkSdmixIZ1LxW90fhao592P8xFJQzZL9Psma2QzdeTbZY+W898Lk720ZDBVPfqA7UpztIzov1pHUTA+23WLObTm4XHqJoVWO+649qIEgsGB4eY1T9w5Bg2bN6EsXXr8PQLRzC3WEd9pYH52TmMjgxhZKCKcjnHtQpz84uoUNV8rYCrp2z8zM0urlkfoED0Brv/aQadq+VsMa2k1ebrRTx0agTbbtqFay8fQ4EQcRwxyJAaSkkSd9RuA2fmm9j74jyuvGIKgwMRvvbkEq7fNY5n95/G8oqHu2/ZilrNw6PfaeLbL03hhle9CZZbQGTnmA/UGoXqaMl/5/wWwksqKpHk2umWcDIA0xyb+W+SeqTYtn60hCoRFeyTHCUmApg4IKa2iPGXyhxRNOIqakNqn7U5T7jKfo5JFtdxKm182HZay+qxxtERw5ng8lvefPI8ei7MDcQYUfGbet64awb5XKSUSPDf+/pXRdRThHDg/PwSTs/MwaKCY8eBF1lw8yVUK1Xs2/cid0QYqJWwZdMUhkZHcebsAofi3nZ1gNsucXDJQAN5MpVGcc5q90q0TmBLeeZMt4x/PlCENX4Rbrp5AybGXVSJ/CZyOCBtCbS6AZaJ7D6zgmNHF3Ho9Are8prNGB4fxb988zjuuH4Dvr1/AZMDOZyer+P6XZO4eFORsWcrCPHHnziJy1/xVlQGJxFaVURWkYujaAL4eFiu1/MZV1JTRdG8OpQlpYf6KxtB0ByfaBtZfDNKETsZcUf5ZGOlvMo1+DT+XDarqudfxoZqs2Z6xqbmzdInKdPPkMM8cLD/Z3ALEuOwIn5Wo/utJrz1ZyXmPylP4FWPw4TiFXMk5Pff+66IOxX5UuHf6nbQ6HSwWK+LR+t5KBVKWFlaRrNRx+aNk5haP4FipYZDx2fQnD2CSydbePFECx+9dxCDhYZKhF8teuYrvgo/hXaItu/iyRMFfPlFD4vdPLrFKrxiCW0XqPsORzhu9s7hjot6WAxKGLv0Glxx7QBXQjx3uIfTp1e41mDLRBG7tteoRifGlR58/OmnT2PH7luRy1UR2GNwC+PwLKpbdRm3Ua0zdXJiwO5ovCS4MPZwFZNgTjKRsBwpUvhNtlbSqkNrAxZIxjzpQxRT3iP33kmb7xjA8xG6YuqzGoy1jxJKMfGK3MmCPeNaE7+aGFALlrlOmkM0aaV44zCPKmUH/WLIlKmmmQPeKDFelrnlpgY/++Y7o5D6v1C2B59Q7qFQKqBAJXic6RuhVCxxlRv1c6M2CxSyonSlw2eW8JmvPIa618aH3jiI99xEGSfUOybD+XABS4hO4GCukcPJRR8zK8CmEQtXTkubDhIZ8k+Xu0V8ZN8ont71CjjTm5AvlGB1e7j7mb/HzdVFHLJ34I1v3oGc3cNKy8UXHp1D3bMwUIpwyXQVg7USnDyF1GwsrbTx/KFFPPH8Mt7/q/8OjXoPJ85EqAxuglUagmdT6pfLBTk5LtwhEyykhUnDmFxXGtdQvYgkJ0gnq7QJTr1XkcLaxOq/xRpKhepMExaPIc6WkauymiYODxqH/5ifbcaRzWu19tYZ0/20JXvQ8XKKNWAB5PZeiTY3NbHMB6H1JDSptWi8gXQU5a5rroioznTT9BSn5fe6bc4AIUBIeXPUPoEyntdNTmJkeIDDa77fxWB1EF//ziH8zT9/FdPDRTz0S4PYNii9ULJfPpXkdUr43QfbePCFFcw1bOycLOH37i3jBhZAeRD6rxfZ+K090/hGbStGbruJ0/ctz8OWBz+Dq+DjzT92EyoVaoBj46WTHZxpTWGxHuETn/k2iM88fGQfdmwZxfjYMMc6d16yFa++5QoMD9awvNTDwnIOjU4eUW4QQW4QvkXdtFzJvmG+hjKclSerBEvjG/1cDMANZl8f6i2d300NauTCae83Lm7XGlbez+6JjhXHiVkGddHHEdHj0o4A83cG5SI/E7xIcKEqYNORYdZgsbLUlJN6ge5LobysYMaakmGzhPP0+dBJcwL5ZNN7T20uHZq8aceOqN5sMG6pVcoYoHqOWo1TsoYqRfTaDcwtnsPUxvWY3jjFuXJUqBx6wDf3vITnD76EV2wo4pPvKaCky90zEkjPM+/beOfH6njkSAeXTObxf79zDNdO2yhEnVgA6TLKhv6LvSV8wrkchdffxuPyl5pw/vEL+MmrJ3HP3ZvxjSdO4qrdY3DzDg6ds/HCcSKgD2Jq4yXcguyqzUW8/a2vglWk4ug8a3SbMmUCG91eDmdPL+Ls2Qas0gjC/BBCpwibioqoJoQEnv6RoFCJIwsF53ZLPyjeK7Kw0qqNwpKKKmJTq9hf3QREZQXzsWnKmWAtxvdRXKKqP+HSRhVaE2KcAk7S+4/i1jpLR2O8eEMYMRbuTmo0GuABqa4QgsPMrvViIqVWQ7CvDtXFiQxkZlUhkxZoFiRdbad7VMcEvOA+TuAwTC5dI+3qlAZXRzxYb7npJiboV1ZWuBnh0OAghikpARFqpQKisIPQ6qFUK3B2cBBZWFpu49yZc5hZrOPt15axvdrB6y7xjOaVWeMTomMV8K/7Hfznz87jA2+ZwD072pwzmPW7aJL2LFbwwcXL0bvjNhQsCwuPPoPxx57DT79jNy7ZOYwvfOUY3nbnJhw5uoJNW4fw6S+fw4kFByteGVdddRWefuxf8Tvvfyt89LjvCRVKUduIQq4AUPJoh/rQ9NDoWWghj07oIOhY8D0bXuRKzxqKRhKvp1qvEXFK6V1ywIrS2JqqZJmTeHBcdK6JVqP8U5SYbgKu76EbYhqAXeX9ERhgbMUCmJRWatpDL6bpzGQxIm8Y3TBIRTJMh0VrM30Pk7uT3MJEo5uYVgSU3Nkk2qHvG49Pt2rRDZp0ZjRvXIkMWT9++6uikdExNDttHDlyFLVqFevGxtFYWuZ2Y7lchPHJIdSGKqxx2l0fJ0+dYyM/M7+In7y6jjfvbMMNKOQV07CGBAowIqzVs7o4PlvEhhELZaebyp8zRXbvYgEfmN+N4LV3wnU8eJ95EJP7T+LiKzdibLKGY6dm8ds/fTO+/NhhPPXiLFyvgoJTwtcOzeCt970Dhw8dxG1XT+KWG3fFhUeBT9qEG5NRGR/ybgFWoQTSv1Qw32l56LQj9HyX2491u9RBtAjboUxwqQEJuKlmjvvikGDSZuQqPNrNnGGj+gmqCAMJMtWScNIDmTKtqXSkQPGQCtklWIsRv26anJzVknTO19hLaCH2zHXigTrvOXaMDAEUGkl2jXYq9LzrHoia79ZeLuM51fEs5VSpInMandaWJkTRzpjG0+amEaHnc7Zgve+eO6Nyrcbp8yvNJvI04UGEhdl57nVHhUEjYzUMjw3C88njPIfTZ2YxtW4dP8i2wkH84s0+Ot0cmr0iJqorcEmL9P2iPU2TxQTRqnewObMsHFop4v0nL4H/+rsRuQHsj94Pd6GNndt2Al4PC60F3HfvbgwOu/j0P72IpdNtjA+N4MXT53DtG96CqekN2PPEw/idX/ph5ItFNFs9HDl6CqdOnEKnXeeWETsu2oatl+5AlJPRSOMuEShKZu12Q+6v1/NIM1rc08SnN1ISa47S8XMMskkIqeFiZEmxknSMJVMs5A7XEpNpUxlGIkRExKoGbixrVFcsbe44NMszpLEXuWiq46zWKFSJp7ra6jzrLPaLqRCOyepS0nRs1vSGzRivaENd85HmLVMcJkcXVuNOLagS1czwuRrAUO8Bmrv/82d/NKIM4sXlOs7OzHN/EDu0uacwg3E7QK1WxNBwhXd5h9pxRC4GqjXkCi66p57Fb762hc8fqGGuXsK7rjyHKsXbvssvGmZohdh3bghRoYf/cmILVt74BtS8Ir75K/8Jd+y8DLdeeTVcy8bp+TmcmT2DRofaVHhcuzE2PMxu/Zzt4i33/RheOrAfGwsNrB+uYH6hjuMnzuLYydPc+HxyqIqLNk/hhluvx/ptU6jUKgqTeQgtXwXRaQ7oeUkyaUNRcX3EhVokWKTRm20PrY7HDThD5NENSQgp04aETtrPkckXYRQ+j4WU1Y+EF+leMs1dRYaLiWdsxgIpuk23PjG1UJI0kKBBrfnk44Rr42RbFe3h2G8msTYFmGKnQzySLCOQhOUE6ybd9dPZP5IhlCRtpL17zRa4sP7rL7wzsnN5LNfbbFobjQ5ydgE5J4d8wUax5KBSzbMpHhgcQCFHpYcOmvUWlubncO70IfzSXRYOhpvQCqq4BntxyegiKPWYdrL8d+0vBsYM8kPsX67id/5hCR982zD+n1NjOH73D6H+2EsIP/cwtlTLuOn6azEyPIT5lWU8t3cf6t0WN+chqoC4yqmp9ej6AUZ2XoENmzbh2W8+gvziaU6obXcDzC/V2QxftGEdpoZLmJoewqadG3D9TTdw/zzbDhDaXW4txlmDLjVvdLmdMJPWlvTAocbghKe9gOpCKDLjoetHWKp7/DnkqIk2JDwp3cB8qpZzi/KaTT35SDCp358IJOdkEyZmIly0Cnug3HlUx5ezeItghYoFK3CvNU6CBeVYVMGLErvV66FDcHx/5YBQVy3tubLZpAxxE1ApHMeOCTl23JBfSjC0cyTXJfSNqV2ZQeCaa1H3rAGdQh6zCyvYs/cgZw6XClX2GimhdHioiOEhKk0MkC+4aLc8NOttzJ6bZ21UHi5j08YIzUIRrdkuRtvH8Au3dNmzffJEHrvWhxjIUavf/kJIJY6B7ePAbBEf+Ic6mj0fn/z5MfztoQF86cq7sPiP38T1uSG068so5x1smJpAqVLgZtdt30MnCFGn9mG0EBQ5aXfgrtuAO+95K86dPYOXnn4SuWYT84uL2HvgIHfZ37VpGhdNDWF6egCDExXceMtN3JqW4Bo13iYh4ARdoqNsarJYgE0dDqjel9qKUTIEfV5I7yUvkvo5U2F+h9vwdro+ty6myjk3V8TC0gpWmtTsqcy1J/Q6YU0/pIxsKVMNSECpkF3Fi5mo5WZRyi4bgJ6biSrzprk87SEnOEw0IAkCm7o4spOYRZMIp+uI0zT5PN3ASEusYD1GcPwxBFlSKWaq0i++r6F5TA0of6exWbD+/Rtui9Zt2Ignnn0ee/YdwtjYBIZrQwi9EGNDNdhRFyNDBQwNlbhOZJFisN85yBpubHwEE1vzeN3tO9Btd3DxxUP4xiMH8aryURRd4C+emcTbLzmFXRMeHJWULL1TWfYlJAfg2bMl/MbfL+Dx4x184M5xvP/OHP782wX8XW8aF3UdbB1ZhwIlKwRUl7yMbqeBYrWE0ckJ5CplrtE9O7OIp598Hq2VJiY2bsJ7fus/Smd+38cjDz6IldOnMD8zi9DrYbRSRNUNsXnTCCY3jGLXFbsYqlGnfuq6T4tJxViUfkaRjlyJSi9tPl6AzCuVIlDhOj0IdQNjTc+9kZXDRbHukPqjsCHkJo+EK/k1rqKjPn9UU039uCPUmz20fCn1JNNtOXmOlVOmDogdYkeDSgrInkhTUI6MxB6EooVYmequSaoDP1sYpW1Uv0Z2KnTHOsX9qXcYcWrR+uw6qWwXXZLFOeZMw5hZPFraVFMmFnzVP5wdFtGKEtKTakIOxd1xzWXR8PgEHn/mecwuLMF18yhQmabjYmx4CLWKjV07NmLTxjGMDo1gdqaJb3z9WXQ6PobGBnDPW6Zw3+suRrtJZ0PYWK538cVPfhN+p4fdt92OM0/8C+65tC3JCRHQCajpdQcll8wUFSRF+NqhEn7v83M4umDh/p9eh9mWh49+qY3DSz7GymVMjoxicrCC9UMllFwLJ8+dxcBIFdXBKjy2jQWcna3jpYOnuDqPOsL/8C/9IrZs24p2u80U00Nf/CL2PPo1TA/UsHH9BJbnz6FccLB+agwT68cY5rnFHAZHashRNy8LGByocuu5fDnPjgCVnVLEiEwICSSVFFQHqui0qc4EKFVKbD7dHHUcLSFfLBGvzSYwoKMZqCZULzwd4EKHw4QhvB5pcQcrDR/LdQ/dwEHbj9jZIaEnGoUq+WDlEUVkvinWKD2wJV9Kkkjld+6wydqFTDhTKdwuTZopUad9gZaiCIg6ik18zEuK00Kbhdrs0gYjoeEu/UQ1qR7a2lOW6wU2MP7lKIeE57Q5z8aLxbsGrNsu2xoNT0zgyMlzmJ1fYo1RcXMo0ylFeQtjY1Vs3jSOzZsmUa0MYGamiSeefBGtpo/qYBl/9Ls3Ycs6G1FQgpMjAB/isadn8dCXj+A//PyN+Pv7n8R9F59CLdfBUieHz+ypYrDq455Ll9Fp57DnDLB7o49GM4cDsxbO9Ir4m8ebcHMjWKm30Wq1mQPbMD6M6ZEa1o2PwC2VWTMQyUxbudnq4NTpeawsd9DzbLiVGt7wrh/Dps2bWTMdOHAA09PT+MLnP4fvfO1fcd2OLagVXPQ6DU7v2rZ9IwZHB7ldLdU7U4ItNc2kJSvXSihXy9y8nY5PINhBCbo6BEeRGorAhKGHfJ6I7h4Tu1ToXqI8ykpFog2Q4nxqVsQyY3iZPWrUTkXvyHHyRb3pifcdUBdSwpohNwhfXGqi3SFcWERI/bupESTXM7v8OzWTJCElT568cuYtY+wnToMmmrnWmAl36dstgkKaUbQajY8EkLv8xUJKoIDZSSGiKWFEq2F1tolmN7KxX40PTSeGYeJPveGWqDY0jGbHl1N32l2UHIezWoJcBDsXot1eged3UR0YwslTC1hpABPjU1huzOOBP7gVg1XgwNE5rJusYqhG+MhFow4MDEZ44tkFWHu+jUvWtfHQyRGM7NqNM089jtduD7C/swHffGEJP3ftPJNe9z9p4cEXcxitDWJqfB1K1RrXJC9Tu7iCi6IbcbTGpzQEOm7BJXa9x9fWqkOYm11EL3SwGADTV+zG7iuuwMTEBGvBs2fPglrf0mk9T3/9YVy3eQrjg2W0GssYGqpgbGIYtcEaCyCVGVA7uVI5j1yeOo9Si2GJf1LLWjrEpVItM+7r9LpcS0Ptbh0nUMctuNyUk7xy6p9MGJKKuNjnVS2NSbNKDFeiHBSBcVzxgKXSLI/Qp075LryICsQ8tNtEd1EXf4fP6iCHyqcO9n6IxZUmcgWqdS4iCIkWIk1JyRaEOSXKIziDYvnkTEldjDgLSeo9a1LSlYoslo5hApZ409BhPvx+bj0hMIBjw/xDHFlhc6tDg8qJYuFT7xcNCVi/8zPviIh+OXH6HEr5AmrFMuiIEToTJMq7qHcbfPgJ9f07fXYWZ+cayJdGsG5yAu3uEv7292/HyKCNpeUevvCNE7h01zgu2z6IAh/zGaLp2Xjkc8+jarWw7aZXMLH8+U88iq1bxzB91VV49B8fwk2b6vjYl0Mcag1gYnQCY7UqLD9gQF8sV7j4iTRM0bW5TWy74/NpQNSlf2J0CJVSkc/+WJhflMNVKFqTK+OmN7wF27ZtY2310ksv8YGHF198MZaWFvHJBx7A1nIRg3mbM7zHxwaxYXo9n/BDCRle6GNoiHpgy4QTFqQJJ2GhOhOKlzcadeYCScCoMRNlk5P2JAGls9bo79SihN5LnScGazVeIGr4XSyVOF2SzmKjhuEUuhoaqWL91Ag3ZCrmSaO5fPYa5y9yNIMwJCWIcO4OhxapwRKZaepgT4K50uih0wPaPaDbI086B+TL3NyTvHXqTOq6RU53IyGk7HIQwa7a2gk1pCgVlagmTDrhWgqviRPC5E4Ycgd+eibamPRdTLDKETQSMLRzE4f1+F02rHe/+bXR408+h6XlFaybmMCWqSnkwoDbr1WqA3BLeQ7sHzp8CM/seRHLzS73SKFuWoWqhU/9yT2YGhWVP1v38NkvvYjq4CDedPMkqiUHoRNiYYmyDAKMjubQC0M88fQyhtYP4qtf3Yf6iTr2nZjB0ZMeVjod7kGzeXISkwNEjne5vRsdArOwsIDRkWEWfCIt6EjX5aV5FJXJHB0eRLVcRq+5BL/bwkqUw2X3/DjK1RprQO0FUveG7du3s0b8+Mf+G8qNFqYGKxiqFdm88+k/UYhmt4l8KY9Gq85nsK1bN8GNuesrTd4EUrBPOI1wmdRRE0akNifU5HthYZ6/U/9sEvhSMYeI4E2lJhiJumt1enzEFXGTpKB6fgdbtqzHtoumMDlRxdTGMZRKdGQGbbwS12jTopF5J+EhR5A9Z8vjjHY6qy0IHG7O1OkJVdTsROhZ1EsamFtYhu+T6c2j1eqy8LcCF8XKIGc3sbmlYn3GkcR9khmnBF5VqqUazDNnS85U5POGExZHZYMrkMsmV7UVlhi3aqipE8bkXGBY12/fFJ08O88NpKmDwdTEOEarVYxUykyQbtgwhY0b1zOlsdxoYmZuBfPLDT7sxHd8/Mp7rsBrbhzjkBMNYrkd4df/4AmsnxjBbTcM49odYygXiMm32cxTW42vP3UOzz97Cs1FYN3kNM6cncFT3/kOFtst9KIQ64YGsXPzRu68RQH/gUpVPE3LwobpaQzXauxxkjD5Xgdzc1T/kcfuy3dhpFoCvDbqdJbF1KXYdcVVmJ2dZS1FAn3u3Dls2bIF1PybXv/EAw9gMgzxist2YOPkKB1vhHavg5nlOXT9DgIEKBUKLNykQc6emWFhproZwnplijMX8ijT4XyVEif2LiwsYebcDDd1rw0M4dixY1g3PspcIwkxOQqdVg/dLh2DQK2HqdVbD2fOUsPNYSwvz6E26OL211yP3VdtQ6lCWI/4R2qDLADfpVSykDBlDjlXYieULkFCSZrTpexvn45dC3lOySmhrvYdj+pg8mh1qBm5j9mlBvKFKhy3gEarh54PUKyBz5OhlHubmjIRZ0mmnE7MLHL0h0OUSsiE9NbZ0ZJ4yqUKMdZNKLiYBNdnEN6446KoQ+dBEPAks0cJCdUK1g0PYqCYx7bNUxgbGeQW/xR1mJlfxv5Dx+CWXZRHC9i+vohfe88lcLlOw8LiSoA//uQhnDlbwOFj38Ht12/A9g2D8EILp84swyqV8I+ffwElP8dlAFNT0whdGyfOnMGhUydwdm4OOQuYnhhFnupQHAcjdPBeLg+v46FSLHJnBm6mGfgYGKxhcWkBZ86ewvZtWzFYrWBkaIC7u552hnDXm38Ip0+fxsaNG7F3795Y+KrVKs/KoUOH8Ge//yFcOTWC3Tu3Y7RWQa6YR8/2UaqWUKoUUci57IDQ4S8rSw32qqlqkO5BvCC1d8u5NkolIXy7dLxBQGabOs4GaLba3EiJN21A3bnKXGdDP9P7qEF8vdXAwkIdtl3BwYNHcGbmBK685iJcc+0OjI4T+R9I3bRFXWfJZLqIqMieehPaRLlQdzOqbxHahLx16qeYK9ABNNqrpQwf2QB0xh43JCe+MaAITwQvcNDpRliu99BpB8yxUnoclcg6bhF0Qhc5OZSxxM/m5hnu0Aai32lM3I1CeeVcaagavsfktmYRWcs6sO575XWEFuEWy6hWB7G0sIhWvYFSLofBShnFvI1qhQ4hyaNLR0cdPo6ZxWVsvngU/9tv3Ir9L57DjdePIGfZeHb/Mp4/sIDBahEXbxiFR0VIoONVi8i5If5HT+cWK0l+3/Vv36qqq6urr6fPdebszu6ON2sW2+sY29gowcIikZMoCkRRBIoN4iko4gEhHiMeeOCBF95APCCFi7hKvGEIJBjHl2yInV17vfe5njNnzul7d3VVV1V3wedXMx5ptNqdnT7d1f//7/L9fX/fr+96enqV6L/+wU/03e8+VRStrfBGAgQNas/1LTIwZqvWyki4nNyY006305Nf95Vvtur32ua0SDABBqk7dc2Wy3KiUKnoYNAzkaQf3aT627/99/TWW2/ps5/9rP3z1Vdf1ePHj3V8fGy12ttvv63/9K/+hTr5XKHv6rDfUW/QUyv0dXJyZEtM/LZGYb+3qEHU4iCYfSnREJegsmUsPVYM6yvXNE38nUIfyZkcV6hnadPMCPNn+iylNUa03hqovdvh3bdWrcFrFGo0a9qkkQaDUiqlP+hajel7nnr9rlyPWjHXdoNNV1qazJDiWSarOda502iYfnatorzITFqFaO3WXdNGxH4Qd03Sd5pilpNbpNuauycHjwxCdNybbmLD9VRxa4q2iZbzlVxEQStN7QtPdSc0aKxUpLD2pZyRW1Sk+aqWYqKQKP7p3/2tghecLCJNJkvd3ExMCYuGJGwHJlYJbYovy/Gb+v6f/FBFo6HjW77+4e98UW/96EKdtqdRt6lOUNfhIb4UDdVsA658MDyEfW2n6SbVv/svH+v1T57rd//J75dbVUotdRHljvqH6nf6irJYN7MrdVxX0WIq1/cMIC82e+3jTGHYUnfQVgv2M3AKGBtzSV6PrriA2bLR/3zrkb7x23//p2wNQOaHDx/q7t27uri4sEhGFPvTP/oDvRxQzzAhB8/kwjHF4MvAXpTaKhcWCmbSgksU+INx9Eq/PExdGnVX7SY2FjxslfYUlb0Wq4X2KT57pdoqnnocTIThHaYsWKWut9omqb0uxpDGooHsYP594IVYXSEaSuremqk3uCIOBaOTQyOKgBCwuVh3XMVpriQBzkm1S1PlOa/NbkeJScJ0wnjGqTXUQQORw2Gq/ti2AsA31W77SovEJjsQMwDPNzGeejgulR4hZIuKSTw37Xlsklx7OnhrYIDJaprNl6rWWwo7I2UZz66hmkvzs1flH/2NXy5qjq/ZKtbb73xouZ6bwWwVvReK53jDDvBOfhDorZ+8aye44dZ0dtzTL/zSy/r864caX97IaTk6Pe4odFMFDdcWfEqwE0zJ0UcfX8v123rn3kr/4T9/YEKRDUxUPEe9MFS76WuXZqo3kfVtqFl3zC72Zr7URx8/0ORyokGrqxfPz9TrhwYah722RZItiq1WZoKbAAAgAElEQVRZppbvqOmXKfP7b3+kw09+WZ/+zBu6f/++zs/Pre7D0JCD93wu+e//ze/pNX+tdtC0+onmAm4kPmy8N77kkjZQrhsQEeIkMwdJn/0VS6VsickuLkxyPhtjtCiJNJ6M1fRaNl8HfrERH3xDTGMQy0QMSg2xnz0ej4UaBUGT1+yjuwM8U3CxOL81s9FY445EXbfLta0Aw8xNpZZ1WRfLLED/NLcVCmT18AYG+6NGpJZFnNM88Bj4GfGFz123xogmq9vvqt3xNJk+VsPxTGUM889y9lsxB9AkxUGA72ht8sbZLjEGe6/ft8NMiQGSUV5UjBBDLRbMyyW32bKIWPnd3/hakRABl7EurmZ2QDrdrtWDSbI2O87r8bWCoK1m4Ovd998vzeuKva1pHp119de+9pI+/5kT/a8/fKCmW+hLnz/WS4ddZez0PptZIgR5/8lKb/5gqnfemylZZqZJyDOhUzR8L4lVrxRyWzV5viPfCbTe5PqjN9/SOx98rOquqk7D01/83BsGjSAHEnbbctyG7t1/oMl8ppdfOdPRYd9SIry+b/7wQr/x9b+js7MzTSYTtdttg2M4gNRSfJn/+p//M/3qZ27bKC4xztVz1m7Z3VpOBRfLUzRDzPuXQ0gT4DhNU4jI9pnSfGuHjyUnp0adRPeZ26IXop3YWpmbVL2uPC9VZumaaQ7afseaKqAk/pwDyLiPA0vtyNaescOzTPPFSot5JNf11e70lFb2SneZPKeUOIGCdv/xpcaTuXqDjkYHHcsCTIi4CIDlWG9xccFRWUYrYPJkFU1mc9Pd9gMGERw1Dio+cug/UnOz6sDzwVUBpMQrTbQxN0qBgsp1TZ4/qX0Hdb6GUm3dOm2aFx7xagkJeq/Kv/wHv1M8vHyqjx9d6dHVxFIZ8rSEbOah4GoXTy7l+y0dn55Y2louF4qTWIejkbqdUL/5669o2PFUaVR0NtrpxZNQ28jVf/veI00Xkabzja6uY21WuW6byR6dWlWtNg99p8lsafXMcnaj4aCto5Ou7Z0Ue0ez1V7//VtvWjEMRqnNVq/decHcmMztsemq0w0sBc3mY7XbTcMtwd64KI9vVvooqutvfv1v2RdLI/Lyyy9bZCGy/8d/+3sa5RO9cjwwQNcLAgNcOQwlwFweBnaPGCfmdN5M1JB7Y+ZrYGxJnYK7iGzJLtkajuq3AsNPDZDmmZqTJKZ/vAZai4U6ndC6V4Qy8VpZLJZ2IfnZ/OKyAHpT90GUIA0zQ+YA7vKyGYBMYpIqZoVRWuSO50t7rrxHIiVz++Gwp/V6bgB7WTdm1l3jN5wmuXZZocVipQo/x0MPaGX+J8yh58u1lQZE7KYPOWOvZrNQs1nap7XDlvo0qy7MqYpdRP4eTu574ZWc2d9HDpnhQrLFa7qpyj/+xm8VvFl82x4/uTE8kNqCgjsIWjYLfHoztgc4GA6sI0Z69969jxShrt/yNegF9t/6Bw199a/cNf7c/33zkd79aKo42WnU7emg25JTLfeK0TsKuq7NgifTWN/53g/1mU9/Sp3AV62aKuxgL8otamqykr75rTeNiX378Fiv3j5XgC3CM+wNU+pdnqg3aGu336rucBiIXIyxGIsVeu9yrnkt0PGtcx2MGCn6avm+3v3B9+RHNzqxZasS6/LDwBqAxXJpU41uZ2ByHkROIgwKshxs6mYKPQr9LN2ZPb2citJko/02V71SU8triTEb5QH1nFHHOHh4TrmuUbCQAsbalFUNUi4Zg1VYQHwuVRSVAvGkbb5Y3hMpm4s7vl7aqO75nBpMju/NaXoGkOd7vI4DLRaxjdtIke998I5Zr929e8cuK40huuDRYlY6WjUaaoahKo5rRN5dClS0s8/AZ6HMoCbl8jRd3z77eHZjY9gXXzzWnTsjdUPH/F2aHs7uTKr4J1Acqree4k2up9OJGq2WKl//ua8UsBIcv2W1DAAqnVQYIELZVJoXWseJZoulTQaQ5ugGviaza11NJwaL+K6r5WxWzsFJA6SVNLcbuMt2Oj851Qvnpwo8x1RWg05dNR8xo7re++Ba3/3ej/T6a580gaNit9YrdwcGwu7Spt79cKL/8Z0/NSij6zX12Vc/oddfesWwQb6I1WphUnD9fktZHlPKWB1XCk1iy1BCENPlWveu50qLioHo4IUQZ5lOFEXdQFzoZvRsRCgeti3s03xRz+GnRmPRqFldQ7rhAwNER5tIrTBQAUegWlMLI8cktYhC1MUxAKIvzuRWGxZ7S728NxoQDpytMe521vzQPZo2NZOkTWT4Kk0Oy1GW8sD1djVt1nTkLBnkVq8TzWiSmD8TzSfzpaIN0aeiFVrdeWa1Iy7mRNJhv6sXb9/WybCj7eZaeboyyzUv7EuNdsn2rpSG1BgYlo6Xa+0rmWkEad9UEkvrzUbraKFWq67DYVv7bCXP3etg5CvwPbXQDK/iGxzIqTW121W1woWVsd5vfvEvFYCSqjdUxQGR5Yl9ZmEZiwVu0SYFfvnQ0q/XqOuFM7DBtvIstjqGD0fk5MGenR5abTjfJHrzBz+2W401/eHwQJ+4c66epRNXRWNl882HD8e6d2+sIOjaAWwHdb10p2uRch1V9f7Dub71xz/WchXZdObF4yN9+pW7evnFl7TLcm1WSzW9qg5HHe32Gwv1RKVyn6W0BQW8xaoeBjk1CLecRmMToQqLJAkWFLE5Pnl+OUqiLnvOdzLjvzqvV4oPAatQz3FAeS1wvDSPVXULM2/2UM/fYvdQt2h0PZko2+ZqNUEVHNuxLsFb2NAVEwVdrhZWb/Le6XLPbp3aDg5pi3rSrTXsggVhyUxnRMekAyli9nmYXyOtxyFhlxr/kkUUP1scKrtbGqeLi2vr1knL4IQdv66TUUuvnA/lOjvNFlOtkr3qfk/NTlvpLnpWK4KEeIY5es2K2mHTLjnev6TU9WpjVDYw3CI3swzt6NzrNbWD0PiWPD9+U+I4TVdNIuBf/9wXC25LTntelNZabd9Tnm61ZUkdSpHjabbe6O13fqyU2u9gqDdefVm3Bm0lYIMPHumDBw/tCz3s+Xr5/JYV5n/2kw+tG1sh6FxI50dHOj0Y6nTUUX9UUSvgATc0m260XDKJcRUEDR0OW+amPV3u9O7HU/3v772lm9nKZpa+U9fpsK+feeWu8PxYz6bSLtEXPveaOqFbGi5yAIFAnu1ZQHvCPJGfZSIceYmT8SWGYVd7RlcJc1J0S4AaEps0UPtFm7WazYatHxDtuAjoX9tBzHM1UeHH6t4Bg0zLpXwyKE6QDUfxfqea71qqyzaJ+fDyvmwqsSmlj82pvA6RNbUDwvk8u33LfvZg2FOA1WqN7nWjms2IYanjSUK3nhl2SuBw6jWjd9F8wY7BGJIo7TpMaToGNt/czE2CZblcKQxaartSQ1t9+QufUbuFJcaN1tut8rqnoN8TzkXzBU4H4IQN1Wt7dUNXTbfyjEVetWwwGU+stNms1zYkgDPJgANs07YNwTZx+sTio0h12O9pNByo8kuf+lxh6gONkmUMmMnpRXQSaV66QqfZkhu0NJ3PdHn5SGka63w00BuvvmS2W9/94Vu6vBnbFxJ6NZ2NBvIc3x7EIk7sNdJkq8B1LQK+cDLU4aGr4+OuLbtTH6yWW4tKcArDdktRlOniaqHxYq8n46We3sytDpnNbtTy6maq0+TL0N5sIz73xid0cjx4NuqiAdlZo/S8KKeWYs2SB0nXR01LkcxB4VBwIKm/XJeUOVXTbenevQcWFc9uHas/6JmXHukZihhqEZAIiGAccJvRgzgwJqOtqDVMWXa8jhTlO90+OTKGET8EvI8JCQeOKNpqNZXvo2f2qEQKDv9Oi+Xcmh/2b4gO1IqlPVhuh/C5vwhDkKqxBHbmyWf+vLWGlpvYcLloldiUggaCkgKa/fXNhebzsV46v6PqLrcx5GjYsZ/56OpK6R5TSd9ID7PFWpUaNrxtw0a9hjQadUv73CoOCx0LPhSyeBojTE8ZAFuIsSTPnLIFxIAgB4jexIkq26ryq3/hK4WxOwBXEaasFbY5RjrAs41QjlhRus8NAF6tprq8eCCvKr32yrlNUO5dPlWcAv7GCpt1Hfc7hse1O4GWm8R+qDlu12pquQ31O20Num2FoSu8r32vpSzjhkT276xEXlxMjGSKd4fZEtcdixTz2ViDIcB1OQ9uemi7FHLrdJQtO1RQ3W0Bk6Vu4+Y1LK25Lq9V2nPh+g7eBh62XkWazthjqWjY61tJAWng6smV1WTdXkedbqh1NLeasxN2SnNmk+VgT3qhlheqWmtqz0PdA0fkWkWJLm4WWsfYVbg6PRopaLfkOU0lmDuuIq1WKxsn8mVSm6FpyOx5E2FKnShNExNNp+ng88NFBEzGJozvjUWpPN0rS4g0sdWxpLct8A+YqtPWYolTVWQQzmAQmgXvzfhC222kdnuoXbZX4HKp2zat2aY7VeqewVJ0sY+fPDVXqFY7NL8/U9Mt4H6m6vRaNrAwxKBeMxyTe8YhpAziO4Jkwd1hjhzHbBtmZoSEe1blF3/25wsKZ1B7argAIBcGRlWKokJRnBuyvs0SOR5F7l4F4uSOdHLQsWH3agtSzxhqqy4CljUWmOh2sWtv2WSFAhmmsWObUpQxeHOQOiLrPrO0nIky9tsmGCo7tuDDgPzq6Y2JI2ElcTDsqz8KrQimHuE3hASc3W2xqOZoMivttwzKqFCnAHmUtCluMvNTIBIgkeWC+WvVogsdWxJtTXpuMBxaqqSoJ5JCqyprvvI9ghTw4JeztSaTmfxWaOMpn3Rd3ytOqOsibbO6Kc0W+1S+VzNkgdcEmjGG+LaEaWDH0Hx4jiMXMkG1MKjJGDBEboOCKlab874WUaK649u6aBqnNsNXkVv6S/epNtvYIvBgdGIXks9p+izGZMnMWNKBQlZtWIPB6xZZrnhNLVnVycktDQY97fKNfcfX04ViSpuGY3UskA8gd9WpWGqGrEE5cnF5oQ8/+kh3X3lJw0FH7dBTkiwsOgMf7TIavprW8cLq7coXfuaNYtAd2DIP6lfw2iBoIkxUr7U0m0bGN8NwkD9rtxo6POgI1KHXqlsh/HSyMM1o6sNu6MurYfXuyfU7llYePHhoYCqqWmG7HBchip7mC+2KjU1eNlFpls34x6PwrjcVw0BuOGWTM5mgnmZFPpIZsJS3aWwgMTeSFNtgcpLttI4S8yshTdLNMg7kcIP4x0lq+xTAKpcXT6wDBYsL21hy1ZRtEZ18JothzuOF/fx4s1XQ6ljzQE3Il010ndzMrQAnvQddPOd4fqG9BpMAItRyubGRJiKcTY8vJNEmjjQcDH5KSmUFlC+SNLbZrO21Dw6G2vP3oYQVgNZS2ATn9HTx9MamV+PpyszFkVPBBgp+Hm7qiHE2oI25rtmSjW+mWi8To7Jlm9SaAUDry+mN0c94IwFISLqzfSBYSsA0rlvYpuF0wXsAPF6XG93P+gW6dTIEkXm+mD0jr+6tLqacoZncbBZG1rAJz56outV0dq0qQPet3mFxdnSmPM0tvfCF+CHhtyqX7a0EbZLCwj37wdRdTaeitl9X2GJ4TTfJ+Ia5IsKUFMO8QceY0dPpzABfDt0I1nEb5khhjud+sFe1nllEUOHZhIGwbX4k2HThMecQ1epCQGmXZJYuvFZJQGAeCgjaChnH4Yj0fGhR/HS5aBNvLLUSSWyRiNfNdnYgDW8rCrXbgf3/HBjwOCIR6YEJC05QrHVCEmA+SgRkZgz4QcbAOWA2XqruUHIwFaERKpc1THWrAdukjJ7wA5kTc5mp8ZifGpeQ6UBawkVpllihDmmVTrVR92zmyoH1GhW1bLTWFPJ2i01qTGgujksZRQ1IA8X0xA9MZpkJCXPk1Yr6PleRVxR4bSNs0NT85N5HVl75rbZ13FDgQC563b6ms4m2lBQ0Pe3QCCPzyVSrxVIN4wvu5TIzN4YN31duPjFkHRooZueUdtT/ZBmaV2q/0hCSZf+1Kq/fuVu0m22FQUebONbDy8eGKzEL96sNW9ju9wb2gnw7uyyRR6oMWkb/h10btHo6gCxADVkt1O0g5wZbA8yLZVR2DajFSqEfGDYDRns+SFdsuxNF7mi3Y+rAl8DCdwyopmaLVcaqtnFaCq7uyy4232fabDclKdRjyyyX1wwsCtDB84Hti7JxEwU/ZAEuD7NampTc0ip7JaRnDj6RkYMEYyRJiPxls0DU4PAhyWFMYIpvsDemHc1Q0zHTi9Aiz2S81GwaG7PIMkZQ0+iwq4uLK4N6wN9oOoKA6NLQ+ObGWC71qmvundkus5qbBu76eqZNRNdcKnchFjXsMQGqGUtlto61IS3yWYE5TF+u3CEBKEdclAsakQL3heYTyhjXJJVxNgVWQSeRrpc6HTwY7JRu9eLiscbjqebr2LpZypdP3L0rp1ZXCgpA2ZDznLlre2O8hJ2OOr2OXe7Fem0sawIY82IyC+/bZ+/GCLTMiquq/MrPfbWAAUOHQoRYredK4oUto7MhA0Eg9EMbsYSdlpbrlYJW19gz83VkHZu1+QDXriNgrjheKWx66uCkFLZU2W1Vr2QKIBh47NFm9kFMBa6Sl5BEnKpaaRhVPYOg+UwVitrIQndOcwQBNVetUVKZqHPo+FgkJ90YhR+cKc/NTJsHggcKBAT0W4ApgHGo3wB+ub3cRCK0dZmNuhFCmaSwh8KXzkHlF0QMygHqJwSbiFzLZSRVm4oTGbfR92t6enWt1XKjbtizJXo6TWqpy5uZrb1yKQ56Aw16oV68far1ambPiKXm6+lcT+cr1ZqhZotY7733sR2oplMuUNEQDYcDjUaH+vjePYM+GH91QyY2RLVDbaJMDy+uNF3GFgGpI1seoDU8xjKqoyAGzIWxOIxzGDnQrOpuQ6ODA/uul7OJxrOJEtJuFOvex490ODgw3SAX1swutQYQviSkAsoKHhhrqgZMJxtVXEfdJhMk30RP12mibb7VdDJWCtZY8VX5xtd+vbh//5EROEHnw8DV8WFXw35gREyv0dR2zfxybV1rus9sz+B6ttXlZKmW335GU6qrxZup7gwqwV28WXc1GnbV8ipya3sNuk15TkU5Bwem8TMogzdPo1Iuh9dstrktCnParAAH1F3DzAjpDLnzXQlwPmcSkxChN0FVJ7VxmHhN0iFdpR2iZ9rTRUZnubUDxcFlOgDxAuiEMgIaE9EQqABKF6UDKYU6E3InPEWnJqvpxuOFJnPqsNhmy2e3DsqFpizXoNe3C8khIb1PIsgeE63mKwOiB2Fbd186l1PfK2i5NmlaJbluokwfPHqq6ymwBnOvvS1PJclSKXDGTur3R5rPpqbPfXTQ08moZ00LNfDjx5ekJVUcR1cTlr12aruOxuNyRaBMj7HVarBeyGajg6ExW5arpa08HB701Gu3tC+YVsFeyXV1MVW96qjZ8MxVlUbTQGVzGmD6xfyduj7XJQtg0UobZs37ijpkh1pFUbFTq9e1aRHPl0xW+bUv/dWCLpP9gNB0AR1rMg4PukZghCHBhyVsHp905LVc2/19+GSpWVQx6g8PCXdN16kqS9aKeVg57AsOcqhiF6uuXKdHAxMij9dL4CND0qGtU1RHhGyag05oe7hxvjVmcaPmymm4Wi1WxuSgcF4t51a3bbekh61NOyA30NoDND/fTZ3P53Yo6XCjODbhJQ4UBxAfYGorfPJIyaQxQ/W35b7uOloZnMDPoVaCjkYXZLR6QcNyrA4CYEXSbTKeGZzCuLLfpwGCXsVoK9FiMdP1bG5SH8h7oDPYwvLCaxjsRfc4Wye6WW70wcMrffvNP9N8jVRe30QCjgdddbowbqT7j59osWTq0Pxp8zEMejYORcHCfFD2W9W8irJ9UnIC09xWCWiIqJNLNlNF7XZYrqayAxNvdHF5aVH7hdvHun16ZAfb82Slw/37TzWZrAwyc+pV7baJih3gOTBRzXC/FnpBDgaRVKPSYr3ScrLQNtooylJN4giSpM5vn1uzxvur/OLn/3JxM5kaG5Y8Dx2q1Wxo2GPXYW/NSWpTAgrMQM0mO3OuHl0utdxSUJM+9pYmXKjh+UZt3zXKd284sDCdRkvVqjt1GX4bhiRt19tn6HlgGNvl5RM7jBSxTB3SYmsGihxAlorQooF+xOYJBFlSSJYlBu9w8DyXBRq2wCqG9Vn3u9up2+3bFwDeRhrmi2v6vhEpOFQwTxjpRauVlQKIl3M1WOEEYKVh2CZlxCg303aKV0sDUWEDcYujzVbjycK679PTM52eHBq38OHD++r3Olb3ctj5xf8P1NKowoCpWJbhkkxWG11ez/T+vYdawdeDqi9S4qFx9ui8IYS+894H2qlmjZjToHGjnMG7pabArRmbiP14xpLNgH0OR6t1qqfXUwOUIYrAExxPpgraofrtwDpW3hfm41wIGOeHo75OT/oKWg09eHyjb3//LdtZPjk6s0PKvyAxgHk5WQucF+4m9XrLDxT2epbJ9imN404Pn17p0eRGs2it2yen6rZDO/SV1++8WkzmC6OXD4dD87WFNDDo+jo8wMa1YYwLJgDcftro+Wyrq6crJWzPtZoGGYwGfXUDT6NeW13D36CfExXratT2aroNVax+2tn0gNeBqrSJNtbpctBNhcB1laQbo9uDy3FbYbaMpzOrE+mYu026R4rauhXT2W5bRiYT8qnaJIwoxi/qWiNGbjPFgLU5gGrbpirMJI1Wv9tbjQSBIi1SmxYYWdUGF6VCFEvfbJqlcWa8QKBuRkmlRzJD/lhRVP7dg4O+zcPjaGU1Y9gJLNUDBgOK8wUCjAN5gBKw8E/TMF0sbB7fanetEYA4StdPB09txQWZL5fmXoWaWSvkgrRU1PYmOVIFm/QcK3tgCLHLHaO+UKG7TfTk6kazRaSWHxoVzjRm0tQAaAyHHDrWLV31Xn7Lkes31PAd/cnb7+sPv/sDZfuqNVcvnZ+rH7TlFqnqrMt6TcsyrBXQua+WK/sc1Cp055tNolW21dPV3DLRyeGJ7p6/UBomfuoTrxXz5cJMCQeDgWFtMJE7QVMv3irrADb2SwCyoXi91bs/uq+n1zPlxVY1VgorFR2ODnR6MNAwDG2hiA8Cm7j0ftkb7Z4u2SRiIXcaGNyyzo/mAhzNNFkclp9i61hRAyiXduhy4ZBlhhGi3Ep9BhXL/r8EJYWaHabZAlAYdL6t9XpjtSX1iXW9Kdhd1dRSmRRQswAmp0lJewLUhnPHxSHtLpYLo+dTrPMpUF2I1ol221SDbsfwQ+jp2zy1+TCXg8NKhKPbo/6iwy2p8HvNJmM79BB+QfpJpRwKUj/RmZ9LVw5V3qY2Sab5bK7lOrGpBjAN7qSWERCWbwVC27HqkREqqkPn38sMxME+QTU41Ms4MaAcAi3ZjsaR6Gd7vCzbQ7HfU6c3bMOP95DtU1Wdqq5XC/3+d/5YD56OrfYnWhNg/EZdxxZsmj+d3hi8Va2bSFOSbRWlGzvUXJrJZqVJtLaLf+f0ts5PRrb/XPnqF75YAB+AxnM7ASMrqIlmWzW9nTy/afncDRrynNKyKFqk2m5SO5DrJNY82pSkTVV0dnCgn/3zf84QdHY2EGYsRzIVmzPzEOmyCNnUCvwZtx1I47m0GEUqD2e5WlvaQ5UUmAWYxDVcaW3If5yy9N2wfzLn5PVWq7nVKMPB0CYei/mzZSWAWeR56VGAECpQq3jdrRlrg0/xeXzPt0jF+2RBncjF4ebBwgyuVxu6ub6x98tG3zJalbrS2luJwSEqa8rSe47GzhyCkNdINoaXMTGhcDep46czm/YgfDmbTm1MdshFHvSNVPH44onGs7XitFCWbnQ0GhrQzWeoEd1p1qKlMYlG3b7aXkl8YKgAdggcQsolSpEq5/Ol4XnUaqtNZH4vwCVZzIOp2CoGKhDrTSRG5UkW65v/59u6nC1tHEdEOz84VOg1zFl1Ha9tNHl8cKTADywSIoWMXzSKGiAS8Xar9x8/1NTA96Fuj46t69/uElV++UtfLqAwsekFaGgDZ1TjCUfsOAA2F9wGBu6J8nRjP8DZ13R+eqZdtaab2VLT6cKakRfPTnXn/JbVfnQa4+nUHiSdKayJWqM0vkblAFKomd+B8jtmn1PuHOyo8+rGziWFmgcbEGKdcB7ZaxElomglxgN0XoClfCnbeGMbfWgZUtfS3EA+gI7OVCOOwBjTZwN9xnMN7bPMtsPoIp/rdpXUq71FRjbIOp2elQSUIkTsatU1wPZmeqV2r6Ojo2NVoLensUVAomEnACEo112pKflNk5UVe92MZ1br7Qoo6jwrVxcXDxVH7HYc64UXzm2CRMc6W2/LqdKOxSPXRJNosMazmXEMU/RzVNHRcKjDft/mtVCh4O5NUZUoKup2e5ZymS4FaH3nO615Vt2OpnMuNNzInkVHPjNwG9uczWZd79+7r3W+0+Mn11ot1joa9E1H3At8ffjgnrG2PdfTqH+gThDq7OREO7DYfWZjO+rtjy8emfAAGo6NPbsyGdJiqvzKV36+gCzJzbDNMpvLJtaQUHf0+i2NRiyp0y2aTrwV2JUs0UHYLfWVc8mrufKJdJW92bYa3AFxU1VNp2tFy9LqNeiF8tueKrvYdJo5lE4NaV4Q/FIuol5tgifbkg44pJmhQOLkw2xiY1kzakt3Wy0jKN+FqTHQdDCUZ0UUPPHgcGR43j4DNqhrPltoEWfGtCHtUaYgO0cDZSQSLhbGi/Dr4siiGI1Kw4Munxhti2YqzbYK2kcWoRvuxg53de9pvphbs0J0YZdm2Ak1CH0VOdON3Fg2ROrVOtJys7XarOqU8nI74B+MFPepYYSkQVjZKGxR79FBc7BN0R5FAt4bG4fUz0lsk5MwCNXvD+zPWOckhgCmM+v1fRrIkqENdQu2NSAyi+iL1cY0DImUlFOkUqK4NUo1WSqvAyktlnrvo/tG68LA8vTkyMHcdm0AAAAsSURBVMD2ErKKrTTpd7o6Oz6yUiuONjZd2e72ViPTXJb0/0SrJNb+/4PG/w9sFzQUPB6+DAAAAABJRU5ErkJggg==data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAOhUlEQVR4Xu3VwQkAAAjEMN1/abewn7jAQRC64wgQIECAAIF3gX1fNEiAAAECBAiMAHsCAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQIHLFxAWmhEwHPAAAAAElFTkSuQmCC1Let's learn a little more about history!4Change this information to add things about hunter gatherers. Hundreds of thousands years ago, my family and I discovered this land. We also discovered domesticating and agriculture.7What else do you know about Hunter Gatherers?Now that you have told me more about my life, I'm going to tell you some of my problems. 51Bob has 4 pounds of veggies. He is trading that for 6 pounds of wheat, but he gives away 2 and a half . Then uses half. How much wheat does he have left?During Ms. House's class, we are going to change these math problems.33 pounds of wheat1Jannis is selling 3 peices of whool. She sells that for 3 dollars, then finds another 4 dollars. Then, she has to pay 2.50 for bread and 1 dollar for corn. How much money does she have left?4.501Farmer Ben was able to get 2/5 more crops harvested this month because of Sumer’s irrigation system. What percent more was he able to produce due to irrigation?40%1If one person was able to collect 1 ¾ pounds of barley a day and another person was able to harvest 10 ½ pounds of barley that same day using a plow. Who was the person that collected 10 ½ pounds? (Answer (A) for the hunter gatherer or (B) for the farmer)Jannis is selling 3 peices of whool. She sells that for 3 dollars, then finds another 4 dollars. Then, she has to pay 2.50 for bread and 1 dollar for corn. How much money does she have left?4.501Farmer Ben was able to get 2/5 more crops harvested this month because of Sumer’s irrigation system. What percent more was he able to produce due to irrigation?40%1If one person was able to collect 1 ¾ pounds of barley a day and another person was able to harvest 10 ½ pounds of barley that same day using a plow. Who was the person that collected 10 ½ pounds? (Answer (A) for the hunter gatherer or (B) for the farmer)B1Hunter Gatherer Rudy only was able to collect 1 ¾ pounds of barley a day. How much barley did he collect in 7 days? 12 1/412.251Farmer Ben was able to harvest 10 1/2 pounds of barley a day using his plow. How much barley did he collect in 7 days? 73 1/273.513MarioGood job! You are now a video game wizard!5B1Hunter Gatherer Rudy only was able to collect 1 ¾ pounds of barley a day. How much barley did he collect in 7 days? 12 1/412.251Farmer Ben was able to harvest 10 1/2 pounds of barley a day using his plow. How much barley did he collect in 7 days? 73 1/273.513MarioGood job! You are now a video game wizard!5

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