![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABLcAAAYcCAIAAAB/3v9dAAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzdya9k14Hg5zPcG8MbcmCSFFmSKJISNZSkKg4aSrKkklTtTcPeGd7aa29644UBw7v+IxpuGAbacKMBDz2g0W53d1V1dUkqlTjPM5nJTDKnl2+KeDHd4XiRlETJkhgvSxzz+4AkCDIyb9wTEYn4vXPvObGUEgAAAD6m/uE/e80gHEsyBAAAAKhEAAAAVCIAAAAqEQAAAJUIAACASgQAAEAlAgAAoBIBAABQiQAAAKhEAAAAVCIAAAAqEQAAAJUIAACASgQAAEAlAgAAoBIBAABQiQAAAKhEAAAAVCIAAAAqEQAAAJUIAACASgQAAEAlAgAAoBIBAABQiQAAAKhEAAAAUIkAAACoRAAAAFQiAAAAKhEAAACVCAAAgEoEAABAJQIAAKASAQAAUIkAAACoRAAAAFQiAAAAKhEAAACVCAAAgEoEAABAJQIAAKASAQAAUIkAAACoRAAAAFQiAAAAKhEAAACVCAAAgEoEAABAJQIAAKASAQAAUIkAAACoRAAAAFCJAAAAqEQAAABUIgAAACoRAAAAlQgAAIBKBAAAQCUCAACgEgEAAFCJAAAAqEQAAABUIgAAACoRAAAAlQgAAIBKBAAAQCUCAACgEgEAAFCJAAAAqEQAAABUIgAAACoRAAAAlQgAAIBKBAAAQCUCAACgEgEAAFCJAAAAqEQAAABQiQAAAKhEAAAAVCIAAAAqEQAAAJUIAACASgQAAEAlAgAAoBIBAABQiQAAAKhEAAAAVCIAAAAqEQAAAJUIAACASgQAAEAlAgAAoBIBAABQiQAAAKhEAAAAVCIAAAAqEQAAAJUIAACASgQAAEAlAgAAoBIBAABQiQAAAKhEAAAAUIkAAACoRAAAAFQiAAAAKhEAAACVCAAAgEoEAABAJQIAAKASAQAAUIkAAACoRAAAAFQiAAAAKhEAAACVCAAAgEoEAABAJQIAAKASAQAAUIkAAACoRAAAAFQiAAAAKhEAAACVCAAAgEoEAABAJQIAAKASAQAAUIkAAACoREMAAADAL1T/+OE9owAAAMB15hIBAABQiQAAAKhEAAAAVCIAAAAqEQAAAJUIAACASgQAAEAlAgAAoBIBAABQiQAAAKhEAAAAVCIAAAAqEQAAAJUIAACASgQAAEAlAgAAoBIBAABQiQAAAKhEAAAAVCIAAAAqEQAAAJUIAACASgQAAEAlAgAAoBIBAABQiQAAAKASAQAAUIkAAACoRAAAAN5NLKUYBQAA4OPqH/6z1wzCsZhLBAAAQCUCAACgEgEAAFCJAAAAqEQAAABUIgAAACoRAAAAlQgAAIBKBAAAQCUCAACgEgEAAFCJAAAAqEQAAABUIgAAACoRAAAAlQgAAIBKBAAAQCUCAACgEgEAAFCJAAAAqEQAAABUIgAAACoRAAAAlQgAAIBKBAAAQCUCAACASgQAAEAlAgAAoBIBAABQiQAAAKhEAAAAVCIAAAAqEQAAAJUIAACASgQAAEAlAgAAoBIBAABQiQAAAKhEAAAAVCIAAAAqEQAAAJUIAACASgQAAEAlAgAAoBIBAABQiQAAAKhEAAAAVCIAAAAqEQAAAJUIAACASgQAAEAlAgAAgEoEAABAJQIAAKASAQAAUIkAAACoRAAAAFQiAAAAKhEAAACVCAAAgEoEAABAJQIAAKASAQAAUIkAAACoRAAAAFQiAAAAKhEAAACVCAAAgEoEAABAJQIAAKASAQAAUIkAAACoRAAAAFQiAAAAKhEAAACVCAAAgEoEAABAJQIAAIBKBAAAQCUCAACgEgEAAFCJAAAAqEQAAABUIgAAACoRAAAAlQgAAIBKBAAAQCUCAACgEgEAAFCJAAAAqEQAAABUIgAAACoRAAAAlQgAAIBKBAAAQCUCAACgEgEAAFCJAAAAqEQAAABUIgAAACoRAAAAlQgAAIBKBAAAQCUCAACASgQAAEAlAgAAoBIBAABQiQAAAKhEAAAAVCIAAAAqEQAAAJUIAACASgQAAEAlAgAAoBIBAABQiQAAAKhEAAAAVCIAAAAqEQAAAJUIAACASgQAAEAlAgAAoBIBAABQiQAAAKhEAAAAVCIAAAAqEQAAAJUIAACASgQAAACVCAAAgEoEAABAJQIAAKASAQAAUIkAAACoRAAAAFQiAAAAKhEAAACVCAAAgEoEAABAJQIAAKASAQAAUIkAAACoRAAAAFQiAAAAKhEAAACVCAAAgEoEAABAJQIAAKASAQAAUIkAAACoRAAAAFQiAAAAKhEAAACVCAAAgEoEAAAAlQgAAIBKBAAAQCUCAACgEgEAAFCJAAAAqEQAAABUIgAAACoRAAAAlQgAAIBKBAAAQCUCAACgEgEAAFCJAAAAqEQAAABUIgAAACoRAAAAlQgAAIBKBAAAQCUCAACgEgEAAFCJAAAAqEQAAABUIgAAACoRAAAAlQgAAIBKBAAAAJUIAACASgQAAEAlAgAAoBIBAABQiQAAAKhEAAAAVCIAAAAqEQAAAJUIAACASgQAAEAlAgAAoBIBAABQiQAAAKhEAAAAVCIAAAAqEQAAAJUIAACASgQAAEAlAgAAoBIBAABQiQAAAKhEAAAAVCIAAAAqEQAAAJUIAACASgQAAACVCAAAgEoEAABAJQIAAKASAQAAUIkAAACoRAAAAFQiAAAAKhEAAACVCAAAgEoEAABAJQIAAKASAQAAUIkAAACoRAAAAFQiAAAAKhEAAACVCAAAgEoEAABAJQIAAKASAQAAUIkAAACoRAAAAFQiAAAAKhEAAACVCAAAgEoEAAAAlQgAAIBKBAAAQCUCAACgEgEAAFCJAAAAqEQAAABUIgAAACoRAAAAlQgAAIBKBAAAQCUCAADwwagMAQD8HZVSDALAByLGaBBUIgD4DqSuAXgPueIUAAAAlQgAAIBKBAAAQCUCAACgEgEAAFCJAAAA/F3YCQMA+FA7mk7Pnju7Wq0MBdzMYoz33HPPyZOnDIVKBABuatPp5G9+8pPp0dEtp0/ZOxtu7kpM/hJQiQDATa2UsrNz9YnHH7/zD+68+zP3DIdDYwI3dyaGqqoNg0oEAG7eRDx37uyzzzzzufvu+/znv2ACAT6K+lKu/3N/Nu/68s7/Na6rzeEwxpB8ulUiAMC7Wi4WL7304rlz5x566KFP3HGnRISPkK7vDxfLRdOcvbb3zJuXrxweXTk8WjZdCb9SiVVKG8P6S39w259+/p67z5zOyZqaKhEA4Lc4Opo++sgjTdt873t/euLkSQMCHyE706Mfv3ruRy+du3xwdDhf9qWUEkopv/HBMcaXLl77yUtv/E//5fc/c+stRk8lAgD8BoeHB4899uhwMHzooa9tbm0ZEPgIeenKzv/2k8eff2tnsWrf9cHXrxHo+nI4mexPDlWiSgQA+A2uXL70+BOPn7nlzB9++csbG5sGBD5C2r5/+NU3njh7qbxbHMYUY0op5RBC16za5ar0vQFUiQAAv6LrukuXLj75xBP33XffvZ/9XM7ZmMBHS+n7yc7OYjIZnTiRck45hZhK38eUcl3FEFJVpapKKccUQ06l69vFYnHYGjqVCADw65qmefrpJ69cufLlL3/5rs98JkaLWMBHUt91XdvGmOrxuB6NquEgV1Wu6zyock4pphJSKX3btO1q1S6XRkwlAgD8Bl3XPffsM7u7e9/61rdPnjwZguVM4SMvxhhzSlWVB4NqUKcqVznFELvuty1kw4eOH9cBAB+YxWLx5ptvPnD//SdPnpKIAB8S5hIBgA9MKSXGuLm1bSjgfdZ0XV/Kqu36UpZtW0IYVVUIIae0Mahtdq8SAQCAj7+u7y8eTM7v7R/Ol+d3D5quu3Y0a9p+ZzIrody6vZFiHNXV3bfecu9tp7/6yTvGdf1eP6Xc9FXrOlSVCAAAvI+arjt7bfe1q3s/evnc1cPZwXyxbLtV0/3aw97YObz+Lz9+6cKJjeF/98Ovf/vez8T1JxVLievlXgwh9iU3ZbjfnHpzWjUqUSUCABzHYj5/8603m6YxFHAD+hCe2Dv6N8+8frRs2q5fZwGZUsrBZPbXjz11anmU01rrmLRNe3j2Yj1t0snfuvlh6kNc9NW0iXuLsD9Lbx22Vw66fv7662dD9e4f8BjjJz/5yS0XqKtEAOAmt7e7+8STj1+7du3E9onoRik4vmnT/p8vXVnF6nf21y/+NeSqijEup0c7V66e367XrMSu69udyamzB5tH4/p0TKdjPezruq2quso551wtujTvyqKN02U4mLXLxWK1nHal67vLly9Xw+5dDzHeGN95551eUJUIANzEStnf33viicdOnTp9//0PjMdjQwI3YHcy/ccP/+9h+1Su6xhjjDFc/+fP6zCmVA3qVFWpHoRYSts183kI8e67Pvmd736nyuvOJV46O3nxsSsb1xbjo3qwGwaD4SDXda5zzinl3JW+67u+b7qm6X85nzkYDB64//4vfOXedz1ESnkwGHhBVSIAcJPquu7NC+efeeaZL3zhC/d+9nNmEeGGjZq2W61i2w43NwfjcR4OqsEgV1Wucso55ZSruu9L17Zd23bNqpnNr3/g6roaj8frXnGa25x/URYldSU1fSollT71MaXf+hGOMQ5Hw9HIj4FUIgDAb9c0q1defvn8+fNf+epXP/XJT0lEbhJd37d9v2q7tu/7UnamR037y+swT4xH26PhsK42/g7rjsaUc1VVdZ0Hda6rXOWcUt+V6/OLtixFJQIAH0ar1eqZp5966+Jb3/zmn9x6620SkZvBZLG8Op2+dnX3/O7By5d3Lx1M56u2L/07F5pJMW4O6z++6xN/9oef+9xtZ4aVr/GoRADgJjCfzZ586snlYvGtP/n2mVtvNSB8vJVSzu8dPHruzVcuX3vx0rWdyawvby9B+htXIj1aNv/hmdcfO3vxf/j73/3inZ8wgKhEAOBjbvfatccef/TkyVPf+ta3B8OhAeFj75k3L/3jv370jZ2DtuvXDcsQJoeT6fTovX5uqSups42hSgQA+ID0fX/h/Pknnnz8nnvu/cIXvli5lI6bw0+fffHl85fzu63bmXLK9SDlFEJol6t+OS+lP9aBYn+M3qtmXd5ZDc9Ntv+gCUUoqkQAgPdd13XPPP3UlStX/vj++z/5yU+l9RZUhI+B5dHRcjrdPHMm13WqcighxhhSjDHWo2GMqaoHqa5CKH0JpW2bxaJbNcc9SurK1sWjJm7ncZ+GfWpLrEpqS4ol9yWlEruSV91gshpcnsWDebg2bQ4OZ5NF6iWiSgQA+CAcTiYhxm9885u333Z7sFYNN5nS9yHGajisx+P6+h4VgzpXOVc5hlhK6Lu+69p2tWq67sYOEUsY7y1OTfY234z5li6dauNWV1VVHfPGIqSY8rxL86Zt2m656trVctn0TQlBIqpEAIAPyHg8+ta3vnXmjLVq+BC3XAillIP5ou37vaPZ7tF81XUhhI1BvTUchBBv3do4s7nxd1mSN8YYY4opp5xjzinlGELfl9/P7hQlpLbPq260vxwexXrQ1SnXqU4555hCKF1X+r7r+6INUYkAwAdvNBxtbm4ZBz6EZqvV/mz+wuWrL13auTqZXT2c9aWfrdr5qu37PoRQVXmQUwxxY1h/5VO3/1cPfeXWrc0P/3nFUq6Hbyzhg5wzjCEN2nzyMI3m3mwqEQAAPtT25/Mn3rj4t69fePzcxWXT9X3fl9+0O8Xyl3cJnt89nBwd/fd//4fv+WXTJcQP4YxfLLFq13xmMYY8Xo1u3UmnX+xHhyG33nIqEQAAPrxmq9U//ekT/+G511fNGrcCxrevM21Wzbk33gqlHOP22uPEXiwhtaU+ascXZ4NF/yEct+r07sZdFwdlkNthGjS5TrmKKZeUSs59zP1g66iLzWh7pz95sUuHy7DfLw6b6cBbTiUCABzPcrmcTifFivy8X65Opn/7wqurVR9S+o1bQcQYY0oxxRhTjDHXdem7+WqymM+v7lxNa1dis3NQLdrYlvhbGjJ2JTUlLvo8aYe7y8Ebh93l/a45Ori2t7Nzdc2jHOxPS+mPe39jCWE6Pdq5ejVXeZ3Ht20zWx3Ud72xcevuxnhjFE8PB1VdV1WVq5zzsIsb0z62fde1fdt0TVm1cdrFRej7sre/5unEEye2BwObqapEAODmdnQ0feLxx69cvZJTNhq8P/YXy723LrVbp4abm6mqYkoppZhiSCnFmHJOVU65Tjldz8h2uWyOZiGEg8PJT37yk/X3crny4tnTZ2fj5VY+k6uTudqIVR3qustVVZdYLUued/2qTfuLdG3WLeeL1fJo1c+Xy6eeempvcnHNo8yOlm3bhePP2J0/f+Fv/uZvUlqrL7vSXbx0KaQu1Ks4inmzSYOcBynXOVXX1+IJMfSx60NTQvfL9l41q6effvryG4fveojhaPj1r33jljMqUSUCADexa9d2Hn/sse0T29//0x8MBi5L431yaW/vX7/6L5Z9SbkabGxWw0E9Gua6ynWVc845xxj7vrRt2zZtt1r9YprultMn/+yHf7b+XOKlc7Pzzz65/dZsvJuGm109XA5yXec6p1zFlLpSSum6vuna5vpyOaWEEAbDwdceeugrD3x+zaMc7E/+9T995LiDEEO49967f/jDH+a83lxi1xz95RsXX3gshPD2pbSxhBBivL6pxm8dk+Fg8LWHvnbfZ/74XQ+Rqzwcjrw/VSIAcJPq+/7y5UtPPvHE3Xfffd/nv7Dm91T4vdhYrt5ZS9cvLk0pvT2LGNNvu/4557y1tbX+fhjv/NlH6kpedanKqetSiinH3xZWKeXNzc3NrXVXBm6b/sa26BgOh5tbW+tWYttU1Y2URYxxY2Nj/dNBJQIAN6OmaV54/rmLF9+677777r7nHonIu/9YoZQQQimlf0e/pet3Dcb4vj2N6OZZVCIAwO/darV86cUXL1y48I1vfvOW07fElIwJv1EpZd60s9Vq2bZv7h+u2m7ZthcPJr9Yb+YTJ7du39664+T2idFoXNfv9fNJbRlOuo/N8Ka6jXXjbaYSAQA+YIvF4rFHH5nP5w8++NCZM7caEH6j/dn85Ss7VydHr+3svXZl99p0Ppmvru8PX96xuUQMMcZwx6nNP/r0Hf/11756y+bGmn9+DCH1Iaw9hx27Mtpd1W8cbY7jh3PEYu7CuntnlDxeDU/vlhMvV7fdbnpUJQIAfGBKKYeHB088/vjJUycfePDB8XjDmPD/t2zan509//88/fLZnf2jRdP1754+b+wcvn7x2rfv+dT6lZjasnFteTRKabNPbUldiW2JqaS2pFBSKKUvsevztN3YXeTdWbw27XYOZwez9Onxh3HUcju+6816FnK3mapRqrtUdynHlGLKIedQYoh5WW0ehhPX+u2LbTyYdwft9CDkzltOJQIAfDD6vr9w/o0XXnj+tttu//KXv1q/9xcH8hH18Ovn/tF/fPRwvlpn/8yYUowxlLJczPu2Xf8osZSN3cVtB/ONyyl+ItSjrh40VVXVucopjxYldiVPVl3btqumbVbNcjlbvX9BFWMJqT/W4/OZ3dFn97Y33xiVO4bVaDjIdVXlnHOV8+a05LaMDrvStG3bdG0/b+O0CUdmEVUiAMAHl4gvvvD8hQsX7r///k9+8lPJWjX8dvPp9Gh6VFIV4y+WAI0//3X9HzHXdaqqXFcxxb5pV/N56Y8fPKWkrtRH7fit2aDuBvWwzrlOdc7V9Y0u+lJK16e2j/37V1MxhlR1+dRhGs+P+TtLSH0cz/L2hWqUc53SIFdVylWKMYZQulJC24fSv3MnQ1QiAMAH4+DwsG3br3/963f+wSffz+Uo+SgqXbc6mqXtE/V4XNWDEEPKOeWUch6MRyHGXNUxpb7vu7ZtV8u2zH/HTn0fuJj6tW78iyFWfa5Xg3oSb3m527gSqtabAZUIAHxsjYbDb33727fddrtEZJ1OLKWEEFPO1XD4y/3uqypXKYZYSui6PrRt33Uf/jdUdfJwcPu1ut6q0iDGX9kvPtZdGnShbqqNgyrNw8Zut3mlGV+cTmeLqYV/UYkAwMfaeDw+ceKkRPxY6vq+K6Xvf2UbwxhDiinFWOe/W+3E8Pa7Jsbr65nGd65w+lEQx/Phfa9vnNrfGG+PBuNhHg7qqqpzzqkahFg3JTVdPelK0/arZtk1sy7EPgSViEoEAOAjVYbXjmZ7s/lksby4f3jpcLozmR3MF7/8ucCgvnVr48R4+OBdn/yDUydOb7y364LGEvKqS/2HtR9zFzeP0naTN6s8qPIgVYOUc8o5hRj60seuD00JvXcWKhEAgI+UUsqsaR4+e+GJNy5e2D24OpkdzldN+7tW/vw3T778/S/e/d98+8HRcVa1jWvPF8Y+pFW/eWkxfG1SL97zzIqx5M25dwIqEQDgPde2zWKxWGfnAz6wRAzhwuToXz354hNvXD5aNGu+WJPZ8sWz56994TMn1t7JsLs6Gewt+40+deXXFheNXYkhpq6EVR9XXb23qi/O4tVJe2Uymaxm0+lkcrjmUSbTad/36y97E1NJVV+dnMTbJpPJ4fqXTy+XyxsL8qOjo+OcziTc0MdnuVxODg9zrtb8nN7Y6fTHOJ04Ho+rSr+oRADg5jY7Onr8iceuXLkSgxsXP8QvU9v91W5zaVn6/t2v7Iwx5qoqobTL5VsX3vqLv/zL7dFwzQO9/Pyb26/sVdPR4NacT8a4HepBqequSnm4ijHEvOiqvUWYLvvZsl0tlsvlUVtCCI888uj5i6+seZTp0VGbr8V0y7udSMkbTdrYr4Y7ub4aBq8cLIZ//uf/Yf336tmzr99IvK1WjzzyyJuv7q35+Plq2jTtsb/2l/D62bN/sfiLFNe6DbIr3RtvnL+B01mtVg8/8si5l6+86yMHw8E3vvHNW2+9zSdOJQIAN6+9vd3HH3tsPB5/73t/agLhw+zS7t6//5d/0bQpDwbxHTsYvv0rxRhTrqs8GKSqSjGWUtrFoluubr3l9Pe++91T21trHmiUHnv+p1fG1+abs3o47Af1clAN6ljlXOWcYwgllLbr265tul/ZyfChBx+478t3r3mUa3uXnr7wb5dHVzbLp0b16UHYrspmnasqVVWd6hPzuHnYp6YfHPaDSVsdNP1RmC/j7uLU6PYffP8HMa27usxu88qVV5457mjXdfXAAw986d6vrfn4w+nuf3rhnxz7RY3hM3fd9f1vfX/9ucTZX52//NITxz3OYDB46MEHP/eZP3r3bqmqjY1NHzeVCADcpPq+37l65WcP/+yeu+/5whe/JBE/5OZNV9qmXcV6Y2O4sZHrOtd1ut5uVTUYDUMJfQh91/dt2zarZrG4flnmcDg4ffr0ic11v/pvbm7e2Gq4W1vbJ0+eWvPBTTcLdZNuu1afmo22hqNhNRjkqs51lXLOqSoltn0pXdc2bYmrLi66n2dMffLU6fWvOB2NbmTlnpzyiRMn1j+dmLoYYzj++q/j0fjkqVM5rVuJ9aC+gdNJMW5vH+PVQSUCADdpIr7++muvvPzyl774pXvuvTelbEw+KmIIMaVc1/VolAdVVde5yjmlUkrsQyht/9Ha8iR1Ibeh6kOdQ51jFWOVQ4oxlNBbdxSVCADwvui67rnnnjl//vxXvvLVu+76jAH5mLMmEahEAIDf4eho+tyzz+7t733zm39yyy1nDMjHW+zKYN6l935GLuYuZBN/oBIBgI+WUqZHR48+8vB4PP72t7+ztbVlSD5KvVdC6ksoa11NGvuQ2jLcb0avTbZv3TjWJg0xrv3gGGIuVb0cn7nShNfT2E6GoBIBgI+OrusuvHnhhReev/OOOz//hS/WdW1MPmKV2JWNa8tByNW4z3WfqpLaPsWSYkmh5NLHtoRVXxZNmS6ry9Pq0qSdTGeHi3xqdLwDjRbVyWlVBqn6DcvYpGFXQl8P5jktqsFhPH2x2XjzqLs2uzoNqfMygUoEAD4aSilvnDv7yiuvfOGLX7z33s9azvQjary/vO3iYrhX1ydLPtEPBk2V67qqc851F/Oiy7M2TBbdqmna1appyqq/gZsS02g+/sMXx/nkRr51GE7V1WBQ13XOOedcpbw1L7Etm3t9NWnztGna7qiLkzYkl5uCSgQAPjom0+mLL7301a9+9Z577k1rbzTHcfWlLNq26/rLk8nlw+lrV3ebtrt0eNS/Y1PBOqfP33Hmtu3Nz3/ittu2t467Gmnsy+hgNV4shnthUDd1qupc55yvb8vel9L25fcwo5e7eHq3OnE03HxrMEyDQarrnKuUcwoxltJ1fV/aEpbXz8vyOB92sfcqqUQAgF/7zp/zN77xjTvvuDNKxPfGqm3PXtt/fWf3x6+cu3w4O5gtuq40XRdC6PpS3nFbYIzxb199M6f4uTtu+Qd/79t3nNg2eryHn/1VGe7249f7ahKNhkoEAPilzY2NW245IxHfI/Om+eePP/vvnn712nRe3m2dmFJK0/VNF545d+mNqzsqkWMoYTAJ1SLE7tenB2MJ11cdin2IbahnYXCt5LN9/0Y3v9At2j66IlglAgDwvnnp0pV//shz89W7XOkZY4wpxpRiTKXrmvmsb9v34/nFEkwjfVwMdsLtP2pP3N2Nb+vq23O8NQ6GZRDKaF5yKqGE4aWQrpV4pWsX/WpWZsvSrEIYGjmVCADA+2g+nUz39vPmdso5hFBKKX0fQkg5Xf8vuapzXcecUpVjyn3TrKZHq/fluaVBU506DNnqox8TsQ/VtGy+UrbP95t1N8pxkGOdYk4lpxBC6PvSldC1oe9DaN2MqBIBAG5U17WHh4fd+zO19fFSQrh69epqPh9tbFXDYT0cpqpKVc5VzlWd6yrGEGOOKZVS2rZpl6um7UIIoZSdnWs7t5xc80B7+9dCbtYKiVRS3eXcjM7slJMvNCdOXrl8abG1XPNAR7OjGxuK/f29natX1nzwtf1rpdxIwzSr1dWrl6+v1mQXXCAAACAASURBVLPW6RxNb+yFPTg4WP90Dqe7pe/D8Sdt9/b2rl65UuVqzXM/PDz45TuvhFBKuH7Y8vMLUMtvWKima7srVy5vr3M6MZ46eaqyU45KBABucrOjo6eeenJ3by8UMw83UInlxYtXS19CCCnnNKjr4agaDqq6ynVd5RRj7PvSd33b/UqEl1JefPnltL+z5oEOpruz0cuDT5yoq7quc44pVymlkHJIqVSDEuumVKtqMC0bB+H0hSbvLtqjZjI5nHaPP/74eLi15oFefvP5tm1v4Bvsc88/v/PmbM0HT+b789m8Hhx7wA8nk4cf/lkM61bixYsXb6RFm/b5F17Yu7huWs9Xk7brjjtosQv7F3cfeeThFPM6j2/b5sZOp+u6V1559Vr77j9liCl+7aGv33b77T7aKhEAuHlNJoePPfZoVdXf/e536+rjP4FQ3g60UELo37n0aAgxxhBCijEe8w8cPfvcvz37V8d9JjHGB//4j771xc+v+fjLOxeeefP/nd313MbGxc3h9rDaGORhVeW6qnJOediFwbyvZ32eN13XLLu06MJRG0I4c+aW737veyc2T695oMEjy9f+5q9vYGwfevCh++764zUfvLN38bFz/6oJ8+Me5fSpUz/4wZ+tP5d4dfHSxRefPO5R6rp+8P4HvnjPQ+s3/J8/+b+s/6aJXRgcltPPdV++/57vfP+Hec25xGbVvvjKK489ftzTGQwHX//61+/66lfWeV8Oh4OASgQAbk6llGs7O4899ujtt9/+5S9/pR58nL8adn2/aNuD2WKyXF4+mCza9tLB5K39SffznQy3RoMzm+PN4eBLd97+mTOnx8e54m5jPD7ulYaxK/VRdyKNRuPxukfZ2KyqOvQhjmdxq80bh3mQc51znXKVUowhltKX0P76WpZVVW1sbK5/oM2NjWOW8tuGw+H6RxnNRzf2Uqacx+NjPMP6hi6erGZlXI5xOqvlaONyqEclb4Y0Lr/6WodcQgkhL0o1K+GwhGt99Wy7eqvd3y/Vl9N4NE7VWr1QVdVweIPjVtf1+qeDSgQAbtJEvHDh/JNPPvGHX/rDuz5zd1V9bL+uLNv2+YtXXt/ZvXgweebClSuHs6btQyjXb+n65Vf5t3+FjUH9337n/v/8D+/La28cktbeYyCGkJp+MGmH52fhwmG1sjvBey72b28RsebDB5Ny4tW+Pxfz94+V/eHk893mW2Xrzm50a67O9MM61nVf5ThoSr2KpZTqaohXS7nWNW0/b0LfhGhRIZUIAPAh0XfdSy+/+Nqrr33pi1+697OfDR/ffRLe2N37N0+/9NNXL1ybvMtOhuX6rxini9WPn3/lP/vsXdtrT7xUy37z0qxKTdzoUxdiV1JXUioplRhKjCE3pZ62w+mqvnIU9466g6P22uxobq2g98Poahlf6dOZkNqQupC6EvsQ+xBjiNevNO5DXIbhXqjP9f3lrnurXVzoJzewuWgJg52yOem3z/Xjqh+lWKVY55Jiyan0JfQldH1puhD8cACVCAB8qMzn86effmpnZ+drX7u+RsWHKxFLKYumvZ5sq64d5iqlOLzRqc5/8qPHHjl3qe3e/Vv525sZxtg17eTw+kok60p9OXHxaPNgb3Sh5Fvaajgc1IM6V7mqqpxzU6qjtmu7rm27xapdLRZN0/YWCrpBqTne4/MsnHmsu+3lZvQHqf5EHA1iOhXzRhzNSt2V6iCEVUg7oV/07awsV2XWhmUXQjLSqEQA4OYwnU5+9rOfDQb1D37wg/F444NvwhC6vj+Yz9/an5zf3Z8uV/uzxcFscf1y0NlqtTkc1Dmd3hh/6szJz9125tOnT+V0jKy9dvnyarnKv3Zn2s+vLk0p5brK9SDlHHMqXV+6dn44uYEdGmJfUtvX8260s6zrflD1g1zlVOWcYogllNj1oe87cfh3EPswPCxb1449ExebkI/C6FzZvFjGuQxSX+eYU/zlBoMhxC503W/YQwJUIgDwsdX3/eXLl55/7tlbbjn9pS99eTgcfrDPp+m6C3sHr+/s/aeXXn9rbzpfNfOmbbv+N877xRjHg+r05ugf/L0/+cM/uGP9o3SrVbtc1ePxYDxOdZWrOlU555yrqh4PYwilxFJK13Vd27TzRTN3LeD79xOCahna/O4Py8uQJmGwU0480R692g0+VX5fTwBUIgBwE38hL+X11159/fXXP3fffV/4whdvbAXL36NV2/3Hl179vx99/tL+tOvLu87dlVJmy2axXD32ytljVeLbNRBjTLkajOrRsBrU1aBKVVXlVPrS96Hr2r6Iw/dbWoYTL3SD0/3mqh/d2o82Uj5RqkGpqjjoQr0KcVnCqpRJqS52+VzXXupmq7KYu6kPlQgA8PswPZo+/8ILDz344Gfuvue4idiX0pdyveT6X825FGMKIaWUjvlnvrm3/7/+1aOT5e9cvuUXT/T6HYMhtrOjdrX8fYxHfPf/baLpffiKfBBOv9aderXfONWNRrHeDnUVqxzrpq+XKc5DWYV+VtquX/U/vxzU64JKBAD4vYgxffOb3/zUpz69ZiL2pSzbdmd6NFksX9/Zu7614KrtLu1PfzGRk0K449TWrdsbn77l5J/cc9cdJ7fXb8Wj6fTymxc3ztyWcgoxXn9WpZQYY0wpprdXksmDQR7UMca+bVezWfNrm1e8F0rIy26zKbmTI8eTmhD7GxnwNAt1FwZVGF0NdQpVDjmGnEIpwYuASgQAeK9sbW7edtvt6yRiCWF/Nv/xK2dfvLTz3JtXr05m7+yyd14aGkO4dHB0/d8ffvWN//G/+LOt0br3OpZQutWy77vB5kY1HFZ1nXKOKeZBXdV1rnKMOcTQ96Vtmm61XM36eENrsVbLLpTf+TtLCSXEPqSm1Efd6MJs643J5pmh98y6P4DoQ16FjYt9fLKr/77xAJUIAHy8lBAePXfh/3jkmVcv7y1W7bs+OJQSYyyl7O1Puv74G4SXGGPKdV0Nh9VgUA3rXFc55xRjX0rf9aW0f8d9OjZ35lv7q2HZzGFUxa4KXdWlqks5hyqWtOrTrAvTVX11lvZm3XzeTI6Ojppwy01diXkWNy6Vahzz+Nev8Hx7h/o2xFVIyzDYL8Pnuu7Ndn6x29ktwR7xoBIBgI+ZvpR//9QLz52/+q4X+sUYU5VTyiGUdrlqV6tS3vOrA2MI8ZgHyavu5PnDE7v1aLRKp7fr0ajOdZWrXOXhMuRl1/el7bq2XbVts2ra93Mbw5j6mD+MXVUdhVNPt+MrafO2Nt2VBqMwrGNVl5zLcFWqRUnTkPZD2O3LTrdalFlbVkt3DIJKBAA+Xkrpp9PpatUcXr3azOf15mZKKcbY9/312wWrQR1CTDmnqkpVTlWOKZWu71ardtX2fXtwsB+a1ZqHOzw8PM6TC7GE1JbR7jLuHO3v763/G5umiX2IfYl9GU6awSLVqa9zl1KVUwohxFJiX35tWZT5YrG7u9uHdr2hK/v7+2X9SIohpjK4ZVK2Xj9s3tzf/+Sav29yeFhuKMWWy+Xe7rV2te5dg4vFIi3D+I2yfblsvtiPchqmvkqxym9vMFhKaPvSd6Xpf2XcJpPD9V+dw8ODG/vJQtu2+3u7Ma277f1iPr+xD8XRdLr+6Uz398uN/IihHBwe7O3t5XqtXmhWq+nR9AbOpeu63d3d0+udzvb2ds76RSUCADe3o+n0hRefv3zpctO1Fy9e6spwmPJgc1wPx9VwkOsq1zlXdc4phFhK6Pu+77p2tWwWy+7tPDj66U//drNe9zvP+av7adam7rd2y/UsLKt+cNSVabP1xlF/5aC5enC+fvVH2+vOv5UQ9vb2b+Cb2HQ6/dnPfraxOVzvKOXcG+fiaJ4GzW89napPuavyMlbTemN3uHFpsfVqNzl89sWn9q+su2rr4dHu/v5+PnHs13dvf/+nP/3peLi15uPffPKptm1DVR/3QE899dS5w4M1Hzzb25vPjgbHf7seHBz86Ed/HeO6lXj+/Bs38KFoVs1TTz11/miybopPpl3bhpSPe6DLly7/+Mc/Snmt39i1zYXz528srZ977tmLs3cvzJji17/+jdtv/4S/GFUiAHDzms2OHnnk4eFw+K1vfzvl/NMrR29dOggxxJhiTqmqcv3zDQZTKqX0fSghhO5XUu3E9uZ3vvOdUxsbax70pedf//f/4unN1WE9qfPpXI9C3I5VHUZtl3Oq2pDnXZg3ZdakvVmYzFfL+Wy56rvwuc9+9gc/+NO1K7H87Z+//Na1yXHH5LZbz3zvu9/dPrm15lGefO4nz176t5vjvVH/iXE6Xdf1oK7rXOWcc5XyeBZH8y41pZ5246tNmC9n7XKyirPwx3/0R1/93H+2bk7sXHj6zX+3CMeeSjpz+pbvfue721un13z8w/PFw3/+lzfwXnrwgQfvuv+P123XSxfP/1//Mhx/ou/UqVPf//4P0/pzic+/+PKjjx/3KPWgfuCBB+556ME1Hz/ZvfbcP/qfj78qa/zs5z77Jz/4wZpzd81q1bz4ymuPP3Hc0xkOh1//+jc+/ZUvr/GMwni84S9GlQgA3Lyu7Vx9/PHHNzY3HnzoocFg2PV9zseeDIml1G3Z2tjc3Npc87dsbG7Ws2br6mxzOhhslXowrEbLOleDPuecch9D23d937Zt07XNO64IrQf15tbW+s+tqm7sa1jc2Nxc/0Bb21tptMy3Xhme2h8NNwaDNBjkqs5VlXKVYtWW0Ke+a9vSrUpYvb3oagxhc3N7/aNsL08M6sHiOLtNxBByU7aPqu2NE+sf6MT29nE31bxuvLGx/lGWG5vhhtYmyjlvHecZDoY3uBbRaDxe/3T65TLEeAN3Z+aUtza30npv1LZpbjjhhsPhsT47qEQA4KZTSrl2beepJ5/8xB2fuO9znx8Mhr9IvvX/kNT09bTNlxenmlW60b3tUtPn0Nd9W+eQU8g5xBg/wiuhVE2oUqj7WPexSm/fyff7ec2OsXhP6sPgoMSdfvB4t3myREvLgEoEAPgdmqY5+/prL7380pe++KV7P/u5d3bI6KAZHDbxRImlhD7EUmIJoYTYlxhL6EPqSjpqB4er6uos7UzD1cn8YFLd9jH5thNDiLmrto9C+tCtPprasPlG3+Z+FEsal9iF2IWYQ+xD6kKKoToKpS15t8Srfbjax7P9cq/b3y/xj7zlQSUCAPx2y+Xy2Wef2dvbffCBBz9xx52/1kjDyeqWl/c3r1T1qa7abtOJjTRq6lyNFyGnlJd9nrfdqu2WTT9bNM1isew+zPNUMXfrXNUYY0jDttqYD9L+5skX60+fCKn/0J1MH0aXSvVmd3q729zqxuNY3RqqKtQ5DA9D7lNoQulDvwjdvG+W/bwtTev9DioRAOB3ms1mjz76cNd23/zmt7Z+001KsYTc9IOjdtwth9NY73SDXNe5yj/fOqKU0nbdqmvL+59RsRx3g8HBHVdGeweDXNUpx24QYgmphFhS3VVbq5jbOJr3g2lXH4atnXZ0eRkO+oN5qD7/4e3eVclHpW7KYBpGu6GOpapCDiGlUELo+xBK6Vu7F4JKBPj/2LuTJznONM/v7+ZLLBm5b1hIAARBgBsIgns1q3q6qtu6eqZNFx1mRouZDrropIMOOox0kPUfoJNkJpPZWNvIpJbGZGOjtuqenl7IriKriiR2gABJEIk1gdwjMvbw5X11SJK1gYBHAB5IZn4/RtKQREQ88T7u4em/8NfdAeBhnHONev2TTz6uVCrHnn+hVMp2pZmtc+G++efxvZ1+LlzihHK60CvM3dUTB/sqo8ot/8i1wshaMSyFXsE3nucZY7T2pA4SIVOre1b2EhfFSWy7qWjZ784SFcIJIYVwbqCrwAAgJQIAgN2dEZeW7l394oupqamXj78y6JU/HxtpElN82C0QpFB+6nkd5de9woo3eq2VrErvtb5r6VQWWrIcq2JD+Vr5Sntaa6WUFMIJ51xqRcyhNwCkRAAAsJs02+3Tp0+99NLLhw8fznhntr4yqPIS0c/pidLvhc9eL3pp0ZsK7Izv+Vs3GDTaaE/oUsepxPpN57VsYT3RjShtJ82eqKYsSgCkRAAAgMcR45z7/rs/mJ6Zefi9yFXmsCeF0lYX4sL0Uniw1+8Zg7LYNntuB5XVQnAzCLS/dfqjp7SW0qRO2lTESWyTxMqeFW2O9QEgJQIAADw+I+Xy6NjYwyOidN7Ypj/alOnY1mmIUn595/Ov/yClM4WuChvWr9nySmDWmmpR6Rk32GmLykq/JwIlPC19JT0llBJKCmeFZbkBICUCAAA8aWq0Fh77fKS4WtDjXm/e14FvjDFGh6lX7gqvK8Km1d1EdhLRjtOubceyxkRQACAlAgCAHRsTrSx01OSaKTWCYDnwjedrY5T2pDZOSGtlKhIrEyd6qbBMBAUAUiIAANiJnHOdTieOe2n69YFBaYWJhWeFp6SnpFZCKSHvP7HUOddqNaXLus/TbrUGe59RHDWbjcyDEkkyyH3le71eo15XwsvYukajMcCEWydEs9nIPpx2uz3YrN44iuv1TatV5ibHgy2ddruVfTitVmuwm6ukadps1KXKPJxed7DhdDud7MNpNpvCDTAc12w2G42G9ky2RRm1O+0BxmKtrdc3Mw6nWCwqpdkqkhIBAMCu1um0v7x69c6dO3ESLS8vC933zu5mo/Hhhx8EppTx8Su12wMEBGfdwsLC+733Mscwt1GtikLfher1+s9/8fOCX85Y5dby57b/w6rOugsXL6zf6WWNVRvVWq060v/y3djY+OCDD8JyOePj754/nySJMF6/hc6dPbtQ3cgaKavVdqs12v9warXa+++/J2XWlHjz5q3BovXZs2dv1GtZv1loNJM4Ef2Hq8U7i//4j+8rnemJSRLfunlzkOHE8fnz52/XNx/6SKnk66+/MTMzy4aRlAgAAHavZrNx+tQpqdRrr7+ujb6+8Yvr67f7fZHKyMhbb71dLo5lfPzCrU9/fvX/6reKVPLgwYPvvvX9zDlMXLjz12vd1X4LTU1NvvPOO1mH48T5K+bT5f/Q9w5iJI4/++Kx59/O+Pi1xcXbf/kTUdvst9D4+Pjbb79THs+6dE41WzX19wOsSy8fP77/+MsZH1xdWrr1//570en0W2V0dPTdd38glcwaRz+9cu30mX6reL53/Pjxp199JevnaGPj8v/6v/U/B1s+c/iZN979vjLZUmIURVe+uHH2XL/DCYLg5MnX9r34/MPfkJClzF8ogJQIAAB2oFq1eur0J5WRysvHXwnD0NpUm0H2W5SUlcroSClrDimPjAz2hgM/GB0dy/540/8BMSGElGpkpFIpZy00OjomRabQIoWQTqjEFVZtcD6d+P5o9uEkrXYQBANcKcgP/PHx8eJo1uN241kuh3vfxVoeyT6ctNXO2LTfWaZmdGxMyqzPDQuFwVa2YqmUfTgqSYWSA5ypa4wZHR1V2T53SRyXSn1HOCvVemlWjU319dkBKREAAOw+zq2urp49e2ZqaurYsefDMKQlg+/qtWVhJdUjRkdC/NasWyd0KqwVqitMV4iqFavWXEjbK2mt7iR3+0CfEm2syJThE+W1gtK6NJ+F03fHZmPt0T1SIgAAwLfvPibJndu3rn559ZnDhw8dPCQHOnCEb6ieGL9gK/eS8pT25nTgC9+TnpFGSy2d3xY2cWZFiLq1VRvFrp24KBJERPTLSblWnr02+ZySUc/3TdoMXOKk2vqnFYymSlfD8ZYJek4uh2N3g7EV5bVbbWNbdI+UCAAA8K3iKDp37uzm5ubRo8f27duffebeLiGFUKmQfc4clJEIl1xpw5Zv2lBJXztPOaOdlk5KmTphnUhTEadCuMEu7YmdmfpSpUU/n8GeDq5NHa2OVMKwVPF0qLVnjDGe0sb6oZOqI71IiMTaXmrjJEq7LcdnnJQIAADwAM1G49Knl3rd7jvvfK9YKtGQ36JSUViypcTKmGYgXz1TuF3cW67sdX2en2ml7JqC9YtJWPJ833ie0UYbTyktpHCpszZJRSJSjlaTEgEAAB6m3Wp9/MlHQRCcePXV72JElFaoPsOb37DSOenuc2xQbh3Sc0JaoRIXVl35mnXXk/bNNHiKlWW3S5VJVR/78E6qpj8ymjacVOK3Up+UW0fzrJBWmp4JNgrlLyr773jlO4k+aDglmJQIAADwhKytrn5x9fOZ6ZlnjzwXBMETznuuvymdKhV+w5Vup+F4f5M1yzfc9Epaetqap6w3oXzP+Z4wntPaBV2pekI3nLfoxKpN6zZuuE7LRT1Wlh3FCSn6OVgXqaBWKF8f29f2+/gmJVXm8uzx9ai7V7lplUzbTqi00doorbVuFSdiadaKE+v+yIZf7jhRd67d6yWbVRYQKREAAODJaHfa586fPfD0gaPHjg12c4gHRT4rvE6fqa8nCqtWzrtfhcbf3KN3QkgnvLbw6qJ4z7k7qf0srW84daTP9xa5wm07vpKWL6ZFT4ZaGCU8LbVyWjonhE1FakWauCgVaSo4f2u7k6LrFft6xmZhfNMfnRG9raXrtl5FfHMbDimktEI1g3LVlO4Fo7eCsQVv1NpuKvu4qpOTomcKt8rza+XxoFDyg9DzPG08rY02RiltnXPWJmmapEmSxEnUEYIvJEiJAAAAT06apK997/WZmdmH3gcv64U3nVBWmK4Lqy44nYTWyaSPhKUiMX7JjteS8JApjio/EHJKeb7QWhSawm8J1ZSiYeWGS1s2qdtuxzZjN+BFX7auFpOKrX1+aYXc+u9WJ6yQjovJPJnA19dVVZxUPRMulycaE4f6KlMPRs/tfb3q672uW/T9ESnGkq6ndac4nvqFZmE0krrml9rStISqC9XtdeNWQ7lBIpyT0klppbJSpUoJqYRSUmohpRPSClY1kBIBAMC2MTJSHhsbf/it0p0o3BOFqvV9Zzwhf/Nu5DoSMhWqI+Smsx2n71h53cbrSWPDub19RzjVc+FdN7Zhy4ENjfKN9ZT0lNBSSiGcdamVaeLi1KUpC/A7oGeCpJ878qXa1IqTo6bx4IdFJtwMSxumtOIVPy/O3U3E077f73vr+KXFsZn1QskPS37gG2OM9pTxlDZCSmtdatM0TZIkdnHEogQpEQAA7BJZD9r4627ydDp6PS2OJcGoDHzhG2G01Np5sZOJUE0naiKNbNp0ncS5RIhHuJKitE6mQm5NOlVCKiGUkFI4bhfx5GQ/xOeEcEL1dOHO6J4L/sSf9nUin9Q3xg+lcnafdvvTVlEb33hbEzSVNq3SeCx13S+2pV8zYU0HTed67VZarw48KCuVVcpKlSgtlNFfrXDCSdY1kBIBAAAeSHWcv+IKNVfyXKiFp5ynnZZOK+Gcs06kTrjUpexZ71A9U2h55YJLY2V+dyGnyrNCdI2OnKzr8LPxg/dMccl6G8267fO+fD0TVssjnZHRJd/3/dDzfG2M0UYZzxrfOpFImWydx5fEIu6yaEBKBAAAGKrNWq3b6TSbjQGe65zbWF/rJFnvU1HdqA6WMbvdztrqavb3FfUGmUAYR9H62lo321RX59zq6oob6IyzRr2RfTgb62txHKv+q0SpXatWi1HWVix27Sf735mUYtIz87YVKuUbY7TRymijW0ElEXo9rNR1uKn9Xpr2eu1eqylEvVqtZR/O6tpG1O0J4TmpuiZMvTDxfG22bv1npFJi6+JCvzucOF5dXVWZE2mr1R7sE9Go17MPp1pvWmf7vfqRE6LZaq+urhitMy3KON6s1wcYi7V2Y2NjbbX88IdKMT4+obO9H5ASAQDAjhX1epevXL5582aaJOtra4WB9qd/+dFHXjHrU2u3bg8wyc85e/369d4HP8v+lFqtVux/OJu12kcffeSXM82fdEIsX/nc2b7n3TrrLl26dKvTypp2qrVmo1nJ/vpSpcpUC9P30pHwo48LftY90svXVrtSr45MN4ojdwslz/O15xntaWO0NkIKYV2apmmapEnsUvvNfOYLFy/Wlhayht5Gp9PtirDcb99qm/UPP/wgex67fefOQN8UxOcvXtpcuZHx8c1OnCTpAJcPvnn7zocfRlplGlCc2tt37g7yGY/j8xcu1pZvPvSRSqm33np7ZnaWDSMpEQAA7OKIGPXOXzi3trb27rvvFoKw8fOP1u8s9vsi5ZGRH/7wh6Xx8ax7xhcu3vg//s9+q0ipnn32yPf/5J9mD0orf/037eWVfgtNTE398Ec/Kk9MZMuu7rOxib/6yV/3PRwlT7z++pG33sz4+JWlldvv/zJttB+WWlVk/FoQLvuVe7p0KZh66sDYj370o0o560mD5sNzP//85wOsS2+/9ebLzz2d8cFLqxt/9clKrf9jvVMT43/84z/JfizxxsZfXVy82m8VzzNvvP7ayRefyRp6Nxt//h+/7HsdEOLI4UM//vG7GY/dxXF8r/H3l+/1PZwg8N95+62Xjx7MNnZPgJQIAAB2rWazcerUKSHc9773e5XKqE1TrQfZb1FKBUEYBEHGx/uBP9idCY0x2atsvbFBhxNkLxT0e9VNKVOlN4oztjyevYpXKN6ZeKbdKjV0Ou/ikqfH066nlFEmKlSs8Vt+qaODpg7qOrxbGK9J3Y6iTn1TatPXcHzPkwMtHt/3+2laIAddOmEQyMxv0ZiBdsWl7G84QST7u2no14vVmCAItc7UCqX1YMORQva1DoCUCAAAdie3trZ27uzZ0bGxl156OQxDOjIwK1WivIcmBKt0T3oNz7/njXxWmLmpwh+b/vbam0H5zsShjZGxa74fBmFBS62MMcb5BaFNLHUiZGxdmiZJGsVR14nYCckCAkiJAAAAD4sraXr33t2zZ848e+TZI0eODnbAbafqmEKrOGlVH1fv6ASly7Mvt213v4t6RoXaVGzPV0p4YRqUEu11td+Tej0YXQ0qy36l6mSn0+o1a4NFuFTqrldIvULk+0p7xmitAMVGzgAAIABJREFUPaWVcMKmVoiEhQiQEgEAAPoQx9Gnly6trq2+9vrrs7Nz36GImErd8/o75mmltvIhec8JaaWOtddW6npl6kJxfnJyPpV9pMRE6ZWRuUZ56pbvF4PA8/yScp7SwgutHzptIqFj4SInkjhOktj22k5K7iQCkBIBAACevCjqnT93rlarvf7GG2Nj44/rZa1UuU5sTJXX9As3RyYnS9N9PXFpZG91rBnYtjZSGaOkFUoLpVNtrBdG2k+da5jihl9ZLE3dKozX47TZao+pQXbenJAdv2iDovH8ju9r7ZmvLwrqrLM2FSlH+QCQEgEAwHbSbDQuXDjf7nTefPOtyujoY3lNJ4RVeqM0bfs7+OZthJMzsifuGy6lFM5tPaxpKneLk3e9kYVgfDmVL/eZ39bKM1fmi0uFcFK5oueN2choY7QRftApjDWDUmpFU/uxTeMkiZJeYtucxweAlAgAAHaFWq362WdXKpXKiVdPFgrfemPDVGknHz4H1UoTadU0ZrlUuhJMppP7rexj5mrPCy/Nv1ItFJ52vSmRjLvIN56ntNFaad3zS0sjc5FQG16pJXVdea0k7rbbrlntP8RKJ1XLH4mLJT8oLPn+N/f9U1oLJ6y1Nk2ss06SDgGQEgEAwK7R6XZPnfrk0KFnjhx57gFX0ndC3ht76ubkUZ02Us+TMnFaJ0onWmulpTYdU+yYoK29NX9sORxd9kpVJ9ut5qzu7/04ISNTWB2Za5ZGg7Dg+77xfKM9rY02RkqVOmFtmqRpkiZJHLk0ZSECICUCAAA8NlrrV0+cnJ2be+jNuxt++erM89UwLISFEa0CzzPGM9poraXxujroKdOVqpe6JI3juJd2205IIQa7FIu0UlqlU2Wk1EJpp7STRinhrLDScn0XAKREAACAXPieNzE5+dCIuMUJ2fLLSVjqBgXPD7T56iosWmvnhHMuTWMuxAIAj4h7EAEAAAAASIkAAAAAgPthxikAANjW0iRptVtxnLTbnUFOMnRus77pbJTx4fVGY7BTGXtRVKv1caXTOI4HqBLH8eZmTbo429BFtVob7MTMdrudfTi1zVqSpKL/O3WkaVLf3LRJ1qXTbDadG2Q8jUajj+HUanEUCeH1vXSSpFaryszXpO12u4N9KFqtVvbhbG4O0jQnRLvTrdWqWmc6qhTFSbPVGmAs1rl6vZ5lOFLKkZERpbQAKREAAOxmcRx/9tnlhYWFJLFLyytCFPt9hXqj9cEHHxaDrHuWt1fqbpAo6q4t3Hj/vax7yU6IjY2qEKV+C21UNz/48MNy6GWscuXGqrV2gOGcO39xc+la1nfV6NTrDSEq/RZaX6/97IMPCn7WPdKL11bT1A6QEs6cPbd252rW4dQ77XZbhH0vnWpt87333lOZU+KNG7cG+VBEydlz56v3si6dZieOk8Trv9D1m7fff7+rVabhxGl6faDhRFF0+szZtcWHD0cq+fbb78zMzLJhJCUCAIDdK4p6Vy5fXltf+73vvWs876MvmytXN/t9kXKp+IMffH90JOse/+Wrt/6ff+x7Z1dK+czBAz/6w+9lD2J/e3Zt416v30KTE2O//4MfjFXKGauMnv/8787//QDDOXH8pddeeibj45dW19+7sNHue+GIiYmxH/zgB5Vy1qUjS+d//vnHA6xLr7/22ktH9mceTvUnn6xs9n+sd2J87A//8I+yH0tcWPubi3ev9VvFePrkqydOPH8wa3bdbP7533w5QNMOH3r6Rz96J+OVpeI4vrP53pWlhX6rBL7/5uuvv/jc0xlWSxEGIRtGUiIAANi9Wq3WmdOnkjR59dWT4+MTaWo9b4DDIUJpVS6Vy5lzSLFYHGDmpBAiCPxyuZz98doYIfpOicaYUqmcvVCxWBxoNKJQLGavUm73tFZC2AGGUy73sXQKhYIcaDjFYqGf4URKK9F/SjRal8vl7CnR9/0BxiKlLBT6GE6UOillvwfIpRCB75fLIxlnnMZJEvjBYMMplop9fXZASgQAALtRrVY9e/ZMsVB8/fgbYaFAQwCAlAgAAHYpa+3du4uXL386Pzd/7PkXjGFfBQBIiQAAYLdK0+SzK1eu37h+8tWTs3NzXMwQAEiJAABg94rj+NLFC0vLS2+99fbU1DQNAQBSIgAA2L3a7db5c+c26/W33np7fHyChgAAKREAAOxetVr14sULlZHK7//+74ch16oBAFIiAADYxXq93tkzZ/bv3//cc0e9gW4MAAAgJQIAgJ3DOXf02LGDBw/RCgDYJhQtAAAAT1AYhvPze+gDAJASAQAAAACkRAAAAADA9sZ5iQAAYFtL07TX7cZJ0uv2Bnm+c81WUyub8eGtdnuw9xnHcbPZyPyuRJokA1RJkqTZbHjaZRu6aDQawg0ynG63m304zWYzTVMhZL9VbJq2Wi0lsi6dTqfj3CDjabfb2YfTaDaSOBbC63vppGmj0VAqax+iKBpsZetr6bSazQGa5oToRlGz2dA601GlKI47nc5AH1DXarUyDifwA65xRUoEAABExPSLzz+7fv16FMeLd+8JUer3FZqtzgcffFAMsu7z3FreHGSX2rmFGzff+4ese8lOiPWNqhDFfgttbNR+9sEHIwU/47u6tLBsrR1gOOcvXKovL2R9V/X2Zr0pxEi/hdartZ/97IOCrzM+/sKXK2lqdf8r0ukzZ9fuXM36rjbbzWZTFPpeOtXa5nvv/YOSWVPi9Rs3B/mmIE7OnTtfvXcta+htR3GSeP0Xun7j5nvvdbXKlBLjJPly4cYAw+lF0anTZ9YWHz4cqeSJE6/u3buPDSMpEQAA7OqIePHi+aV7944895wx3vsX1lZu9X2wwvfMiy++WClnvQ1jYeGufG+AnV05Mz39yokTmWOY+MtfLK730n7LVCrll156aWykmK2Kc8H1vz3/Ud+DkfLA00+9cmx/xscvr9X+w6mldqvvrpVLpRdeeL5SzprHNpPPfnb50gDr0rPPHn7+0HzGB6+sb5Z+sdjse+GIkXLplVdOZD+WeOFG88KdxX6rKKUOHjr48pGsYalWb5m/+nyAps3Pzr7yyomMxxLjOPnsbu/K0t1+q3ieee7Is8ee2fuA1bjRqJ8/f2Hv3r1jY2NsGEmJAABg92rU659evtSoN06+9vr09Eya2lK5JET/KTHw9+3dN1rJehBys20HmDkppRgfG92//6nsTwkLoRB956owDPft3Tc+Ws74+LvrLSkH6f/s7Ez24XhBKQh80er7oGWhEO7fv79Szrp0Zm6sZc9gv25udraf4Wx4nif6T4lhEDz11FMyc8dHRytC9J8StZqd6WPplDYbSql+j49LIcZGK/v3P5U1JSbJ2OgVIfpOiVrpubm5bxuOtXZleWnxzp3Dh585ceJVz2O6KSkRAADsSs65Wq36yccfT0xMvPO975VKZXoC7EJpmi5cu3b58qcvvPDCwYOHtCG5kBIBAMBu3S+8dfPGF198MTU1dfyVE+aR9wtD35MDHX3qi5Qy8L0dsxSkFIE3jL1Ez2ijdd5VioVgCEtHSpH9GO8j7b5r5Rm9Y1Y2paR/v495EsdXrly+c+fO22+/Mz0zI6UUICUCAIBdyDm3sHDt888/P3bs6NNPH3zUiCjF7NTIP3nj6UKY7yy1wDfHD+5/7aVn8u7P7OTI28f3hUG+w/GMfu7ZPfv3TOc9nKnx0o/efqFYCPMdjqd/9MZL++cm8x7O3pmx//THr+cdZsYqhXeO7X8q56WjlDxycObFI/vz/oalXPTffG5u7/xvL51Op33h/PnaZu3NN9+amJwUICUCAIDdqdftXlv48ubNmydOnNizZ+9v721LUQoD39cP3glXUiqjAs94RfHSgZnvvbDnwPyY10/aLJcK87PjLaseGD+FVtLTOigEM6PFN4/OHD88M9nncaRyMfS87oMfo7WUQgVGT05VZscmf//4viNPTfn9HOXzjCkXw/SB+/pKCqmlp7RXUAcOV57fP/ry4Znx0T4uJ1sshNMToyvNhnxg17SSSqrAM09PVd46dvjQfOXIU/2lnbnp8ULoRw9cB6QURstAGxmIY8fGX39u5sj+yVKxjywaBP6+2fHmYvvBZ6hqJY2nQ8+VRkvvPH/ghQOTz+zrL8/snZuqlIvugeu0lMIo5QemMubNj419/+U9R56aLBWCvtaBA0/N3lpPHto0LVXBM1OzY8f2PfXOi3v2zYxmv16rFKJY8Auh/+CzepWSSkhfm1Jgpisj7744//zB6ZHSb1xcqr65efbcmV6v99prrxMRnxQ52D1nAADAN/L+ZbpTp1o555rN5s9++o//5A9+KIT75OOP4yQ+/vIrE5OT9x3yWrX+D59cvbrY2Ow4Kz3j+dp4WmuldSn0tJKBp0ZCNTXiPbe/MlUJCoHx+5+YZ627+MXtX15evLPea0dSe74xnjZGKeN5phQYKUXoyckRc2iuNDsWTlbCwNMDXFKlutn8yQdXri+3WpFIhdGer7XR2mitw8DztAyMnBsPPC2O7R+ZGSuEvgm8voeTJOnnN5f++udfNiPZjKTW3xTSRptiqKUQkyPeaEk/PV08MFsOA+Nr1e9wnHOXvrh19Xb13LX1RHix08bzlTZaa61N6BvPSE+JufFgouwd3lOeHisEntb9N60XxX/7i8uf3qiuN20qzdfrwFYhXQxNaFQxUBNlc3R/Zarilwv+AE1zzl29ee/nF27dWOk0elJp33ieNkYro40uFzwpRcFTYyWzbzLcN12cqgQF32S8ystvDednp69euL6+Vk97Vnuep4xntFHaBL4JPWW0LPhqsmyO7BuZHQtHir5vdL/bAyfErburf/mzzzaaaaMnpfa+apoxWptSaKQUowU9MeJViubQXGl6tBD62vQ/nG4v+vmF67+4eLebqk6ijOdrvfXZ0b5nCr5SUs6N+6NFfWi+vGeiaLQMPP3rH3bn7Orq6pkzp+fm5o8dOxYE4ePaQv7ZXywIkBIBACAlfldS4k9/+v6LL7y4sLCgjT558rVi8SGHsNLUrtc7vcRJIYWUUgohZSnQRquCP0jw+DatblRt9JyQW4QQWqtyaLQSBf+xzcayzm3Uu50o/WokUggpC772jQo9NcCe+rfuwUfJer1rnZBSbv2rlCyHWiuZ/WaSGarE7W7S6v3GcEJPB57yjfQf09l0zrn1zU4nTr9eB7ZqyXJBFweKN9+e4pK1raZ9vbJJJUdCo5QsBY9zRl6t2W104l8bjgg8HfraN8o3j204cZKubXYT675ZOlLKUmiMksVAP8btTKMd1VqR3Np4SSmk9LQqBtrT8gGh3Vm7sHDt008/febw4WPHjimlH+MWkpRISgQAgJT4XUqJf/e3/7Hd6Ty1f9+zzx4Jw0J+1axzSqp8RyScy7+KEMI6u7X3PYRCQxiOc1/lMJq23Zo2tOFYa+8s3rl9+9bJk69NT02rfq5pRErMA+clAgCAJ0YpGUVxkqYbGxsfffxRfoWcc61Wu1wu5TocZ2232ysUC3n3rd3uBIGv8746qBOtdrtUKuY9nF6vp5TyvHwvQ9rpdH3P0/lfHbTVGkbTol4kpfTyv3brMIbjRLPVHB8bf/nl47Ozc2wYSYkAAGBXC8Nwz9498/Pzhw8/m2uhG9cXLn366T/7Z3+aa5WFhWvXr18/dvTYnr1786tyd3Hx8pVP9+3bf/TosVyHc/vWzctXLr/04st5D+fW7VuFMDz+yolch/P+++/Nzswce/6FXMdinb106eIf//Gf5DqWu4uLi4t3tDavnjyZd6ELF8/nPZzbt26dO3f27bffGR0bY6u4TShaAAAAntiOiNKFQmFuLvejB3Pze8qlUu5V5uYrlcr8nj25Vpnfs2dkpDIzMzuEpo2UR4YwnPHx8ampqbyHMzo6Oj0zk/dY9uzZUy6P5D2W+T17xicmJqcmh1BoOMMploqjY2PcFJGUCAAAAAAgJQIAAAAASIkAAAAAAFIiAAAAAICUCAAAAAAgJQIAAAAASIkAAAAAgJ3G0AIAALY55xxNAAAMDccSAQAAAACkRAAAAADA/TDjFACAXKRJcunTS0mS0IoHW1xcjHqRH/j3/VvnnHNOCiGlFFLaNJVSSSWFEM4656zSWgjhrLXOaaWElPd9nSRJVlZXT536RHxLGeucEEJKKaV0zllrtdJCCuGEtVZKIZUSTlhnpZBbb+B3xXG8vLwshRTyW+pYuzV7WG29mv3VcGyaCimVVEIKa61SD/oq/+7du1EUFQqFLE379eH8xp+ts84qpeS3NM1ae29p6fTpU9/2NraGI4WQSm298lev5oS1qZByaxTOOinFty0aIcTa6prve/eWlrKtA1ZI8VV/tv7qV8NMtdLfVujevXv1zc1SuTzAOuCc3foL4YRzTkjxbUvZObe0tPSta9pvNm1rjfpqfdiaW+6ElHJr7f7mzdz3dTbW15XSq6urD2iaEEJtNc1aIcTW2uWcE980zbo0TbQx8tuXztLS0ieffPxtD/jVcKQSwqXWfvUx/KZRXz/R2a2i93+RtbX1paV78/N72CSSEgEA2MmSNFleXjp+/BVa8WDNRmN+fq5QLOZaJYqijfX1ffv25fvVQJqura2Vy6Wx8fFcC21ubs7OzlYqlbyHU6vV8m7aVkIuFArTMzO5VimVSl988flzR4/mWsU5u7GxMYSmCSGM0XNz83lXWV9f37t374O/tnjkprlmq7m0tERKJCUCALDzBUE4OztHHx7szp070zMzpVI51yq9Xq9YvDaExbG+vj45NTU1NZ1rlZs3b05NTY/nnEWTJLl548YQmra5uVkulfIuNDU1vba6kncV52yptDCEpjWbTc/zhlCoVPpydnYu15Qovj4Gy/aQlAgAwK72gPldu8o3l28dTkPyruKc00rnXWjITdsxw9maDbszxjLkQlrr3D84OZdA358XWgAAAAAA+AbHEgEAGAbnhBBOCA4jAgBIiQAA7HrVXvRvPr2eWieEmCmF/+LoAU1SBACQEgEA2LWi1F5erSfWCiGacSLE1qXjAQDYjjgvEQAAAABASgQAAAAA3A8zTgEAyF3JMz9+Zj51TggxHvpcvwYAQEoEAGBXK3vmPzm8jz4AAL4TmHEKAMCwpUlCEwAApEQAAPAVbZjLAwAgJQIAAAAAvgv4LhMAgCfAObczRiGl6Ovej1sD/+3r97ghNMQNp+1uiMt3aGvRThpO3lW2Xn5Ii8YNqVCapkpxbImUCAAAHoeVlZV/+Pu/ow8Ptra2tra66nle3ru5yyurQ1gc1Wr1xo2FQljId9VaXV1fWwuCINcq1trVtbVOp5N30zY3N40xn332Wd6Ranl5pZfzOuCcW15Z6XW7eTetXq8rpb788mrehZaWl7udTt5XZu50Onv27mV7SEoEAGDnGx8fP/naa/ThwS5dunTo0KFisZhrlSiKzp49M4TFcfWLq5NTkxMTE7lWOX/+/MEDByqjo/lG6yQ9f+H8q6++mnfTrl+/XiwUZufm8s5vZ06fynsdcNadOXv65Mnc17Rbt24abYaQrE6fPvXqiZNS5ZsS19fWNut1toekRAAAdj7P80ZHx+jDg4VhWKlUSqVyrlV6vV7gB0NYHMVicWRkJO9CYRiWRyp5V0mSJAyG1LRyqZR3IedckP9wnLNBEA6laWvD2cIEQVgZHc17xmmv1yMlkhIBANjt8p6+9V3xzVlVw2lI3lWGM5whN23HDOf+58R+l8cytEJa6+EMB9sH56ECAAAAAH6FY4kAAAyDTe3W1+VSSqU5kAgAICUCALCLNaqd/+9//yRNrRBiam7kx//lq5KgCAAgJQIAsGulsV1Z3EziVAihiIcAgO2N8xIBAAAAAKREAAAAAMD9MOMUAIDclUaDf/pfvOqsE0KEJV8y6xQAQEoEAGA38wJz5ORe+gAA+E5gxikAAAAAgJQIAAAAALgfZpwCAPAEOOce8enWWq11P0+x1rq+nrLNG+KcFUJKKYfTdmutUirvQsOpMrRCzlqppBAy3yrOCSEyrgnDadqjVNmGw0nTNPva8ihrGkiJAADsfLVa7ezZM/Thwe7evRvHcRAEuVZJkmR1bW0Ii2NpaWl9Y71cvp1rlXv37sVxXCwWc61irV1aXh5C01ZXV33fX15ZyfubiOXllbyH45xbHkrT1tbWtNbr6+t5F1peXj537mxfX8cMoNFojIyMsD0kJQIAsPMVCoV9+/bRh4fuHe6Zny/kHHiiKFpbWxvC4uj1ehMTE+Pj43l/ATE3N1epVHKtkqZptVodQtPSNC0UCjMzM3nnt/X81wFn3fr6+jA++M5pY+bn54cQR/fu3adyvjLzxsZGu91me0hKBABg5wuCYHp6hj482K1btyanpkqlct7hrVgoDGFxrK6sTkxMTE1N51qlVCpNTEzmnUWTJCkVi0NoWrVaLZdKeRdyzhWLhfyr2OJQmlav1z3PG0KhYrE4PT2d96xR5xwpkZQIAADwG/KezzacKt+cJJZroeFUGVrfhjacvs73+06MZWiF8j6f+RHP0wYpEQAAQtGOwt4hAJASAQDYvYHo10Mi7QAAkBIBANi92tH6T6/+L9alQojRwvw7z/zXUmjaAgAgJQIAsEsltrdU/zy1iRAiTrvCOY4mAgC2Le5xCQAAAAAgJQIAAAAA7ocZpwAA5C4w5Rf3/NgJK4Qo+hNS8i0tAICUCADArk6Jldee/s/oAwDgO4HvMgEAAAAApEQAAAAAwP0w4xQAADx5zrmBn2it1VrnWkUIkaZpxiqPUihNU62UkHJnDMfaVEolcx6OtVYIoZTaPk17lCrWWimE3E7DSdM0Y3sfcZUGKREAAOAxkFJmTzuPYidVGVohpYZTRe2spu2o4QxtlQYpEQCA74bV1dX333+PPjy0Sxsb657n51olTZPl5ZUhLI6NjY1bt26GhUKuVVZWVqrVjSAIc63irF1eWelFUd5Nq9Vqnme+uHo15zru3r2lOO91wLl7S0txnPuaVt/cVEotLCzkXejevXtxFOV9MLDTac/NzbM9JCUCALDzTU5Ovv3OO/Thwc6fPfvss0eK5VKuVXq93qmPPx7C4vjsypXp6enJqalcq5w5derQM4fHxsfyjdZJcvr06TfefDPvpn159WqpVJrfsyfv/PbLX/7irbfeEXnmHWftxx9/9OZbb+fdtOsLC57x9j21P+9CH/3yF2+88abM+Qjn2srKyuoq20NSIgAAO59SKvCD+/6V5Cydr/bbnTbGD/ww58Niwgmtdd5VnHOe8Xw/3+F81TQ/96bFKjZaB36Q6+rqnPM8z/e8vIdjrTVah2G+i8Y5q7UZxprmeV7+TXPOaW0KhWLuw/F9gW31+4sWAAAAAABIiQAAAACA+2DGKQAA+XMuabaEcEIIqbUuFmkJAICUCADA7tVdXrn0P/xPNomFEKWnnn7+f/zvpeFXMACAlAgAwG7lrI1rNRvHQohkfIKGAAC2M85LBAAAAACQEgEAAAAA98OMUwAAchdMjD/33/23zlohhCmV874/NQAApEQAALY1FYYTb77+a//D0RMAwPb9tUULAAAYOkkLAACkRAAAAADAdwAzTgEAeAKcG9KkU2utcE5p3cd7s9YJoYZ78uTgDXHOOpfx3T5K25212U8oHbjQcKpsrRhqCMNxVsohVHFCCCnl9mnaI61p2284aZoOvEHoa03D9iGH9lsKAIBdFfl6ve5PfvKT2ZkZ+vNgS8vLExMTvuflWiVJ07t37z61f3/ew1lbXy8Wi8VCIdcq95aWxsfGwjDM+yuGe0tLe/fsybtpG9Wq53kj5XK+n1MhFhcX9+3dm/fWYPHu3byrCCGqtZpSarRSybvQncXFvXv2ZEytA2u129PT0ydOvDpInsnw3v7sLxbY2PaFY4kAAORlbHR0sJ2eXeX8hfOHDx8uFUu5VulFvTiKhrA4Pv/886npqcmJyXzLnD1z8NChsdGxnKN1Ys+eGULTrl37slgqzc/N553f4jh65cSrucYd62ySJkNo2o2bN4w2+/bty7tQnMSvvHIi7+OBq2urGxsbbA9JiQAA7HzamGLp/uEn7y/mvyucc77vF4vFUs7HkXTXeJ6XdxXnXBAEhUIh10LOOc/3C4XcmxbHse/5xVIp19XVOReEYSEM8x6Otdb3vHLOi8Y563n+cNa04azSnueP5HzE0jlXaDXZHm4rzBIGAAAAAJASAQAAAAD3w4xTAACGIUrs1h+kFJ7mW1oAACkRAIBdbL3e+5//3ZUktUKIvVPF/+ZPj2pOSwQAkBIBANi1EutWat04sUKIQmCEc0IQEwEA2xQzXgAAAAAApEQAAAAAwP0w4xQAgNxVit5//sOD1johxEjRk4rppgAAUiIAALtYwdfvvjhLHwAA3wnMOAUAAAAAkBIBAAAAAPfDjFMAAJ4A59wTqVurVVeWlw8cOOgHQfZn3bi+UCgUZ2ZnpZTbrSHOOWut1jrvtlubKqXzHo5NU6X1ENaiNE11/oWstVLKjKvNI1URQiq1fZr2aGvaMJrW13DSNFVKPcIqrbj3DykRAAD8RoDZVm+pUhmtVEa39kSzP+uppw9sDSePcOucs6l9lEZJKR/6dGtT+6iLQ2Z5unV2y8CDyfLcrVUr/6bZR1+Hs6w21tpHHI4Twj3s6VvvZMc0bTjrwGPYjklprRPi4esAvzK2FfmkvssEAGAnpcHf/Z9RFL333j94Hl/IPkSn3QmCQOl8z4Jx1rXa7XK5lPdwut2eMcYYnWuVdrsT+L7OuYpzot1ul0rFvJvW6/WUUp7n5V2o1WyV8l4HnGgNpWlRLxJS+n7+TWu1S8Vi3scCkzh5+sCB5547Oljcfehj/uwvFtjY9oVfXQAA5ML3/T/8wz+iDwDwuMIeSIkAAHznDXwmDwAAT/L3Fy0AAAAAAJASAQAAAACkRAAAAADAA3FeIgAAj2rrogtcQw8AnpR/9c+B4zzCAAAgAElEQVQP0YTHiGOJAAAAAABSIgAAAACAlAgAAAAAICUCAAAAAEiJAAAAAABSIgAAAACAlAgAAAAAICUCAAAAAEiJAAAAAABSIgAAAACAlAgAAAAAICUCAAAAAEiJAAAAAABSIgAAAACAlAgAAAAAICUCAAAAAEiJAAAAAABSIgAAAACAlAgAAAAAICUCAAAAAEiJAAAAAABSIgAAAACAlAgAAAAAICUCAAAAAEiJAAAAAABSIgAAAAAApEQAAAAAACkRAAAAAEBKBAAAAACQEgEAAAAApEQAAAAAACkRAAAAAEBKBAAAAACQEgEAAAAApEQAAAAAACkRAAAAAEBKBAAAAACQEgEAAAAApEQAAAAAACkRAAAAALC9GFoAAMBj8a/++SGaAADYATiWCAAAAAAgJQIAAAAASIkAAAAAAFIiAAAAAICUCAAAAAAgJQIAAAAASIkAAAAAAFIiAAAAAICUCAAAAAAgJQIAAAAASIkAAAAAAFIiAAAAAICUCAAAAAAgJQIAAAAASIkAAAAAAFIiAAAAAICUCAAAAAAgJQIAAAAASIkAAAAAAFIiAAAAAICUCAAAAAAgJQIAAAAASIkAAAAAAFIiAAAAAICUCAAAAAAgJQIAAAAAQEoEAAAAAJASAQAAAACkRAAAAAAAKREAAAAAQEoEAAAAAJASAQAAAACkRAAAAAAAKREAAAAAQEoEAAAAAJASAQAAAACkRAAAAAAAKREAAAAAQEoEAAAAAJASAQAAAACkRAAAAAAAKREAAAAAQEoEAAAAAJASAQAAAACkRAAAAAAAKREAAAAAQEoEAAAAAJASAQAAAACkRAAAAAAAKREAAAAAQEoEAAAAAJASAQAAAAAgJQIAAAAASIkAAAAAAFIiAAAAAICUCAAAAAAgJQIAAAAASIkAAAAAAFIiAAAAAICUCAAAAAAgJQIAAAAASIkAAAAAAFIiAAAAAICUCAAAAAAgJQIAAAAASIkAAAAAAFIiAAAAAICUCAAAAAAgJQIAAAAASIkAAAAAAFIiAAAAAICUCAAAAAAgJQIAAAAASIkAAAAAAFIiAAAAAICUCAAAAAAgJQIAAAAASIkAAAAAAJASAQAAAACkRAAAAAAAKREAAAAAQEoEAAAAAJASAQAAAACkRAAAAAAAKREAAAAAQEoEAAAAAJASAQAAAACkRAAAAAAAKREAAAAAQEoEAAAAAJASAQAAAACkRAAAAAAAKREAAAAAQEoEAAAAAJASAQAAAACkRAAAAAAAKREAAAAAQEoEAAAAAJASAQAAAACkRAAAAAAAKREAAAAAQEoEAAAAAJASAQAAAACkRAAAAAAASIkAAAAAAFIiAAAAAICUCAAAAAAgJQIAAAAASIkAAAAAAFIiAAAAAICUCAAAAAAgJQIAAAAASIkAAAAAAFIiAAAAAICUCAAAAAAgJQIAAAAASIkAAAAAAFIiAAAAAICUCAAAAAAgJQIAAAAASIkAAAAAAFIiAAAAAICUCAAAAAAgJQIAAAAASIkAAAAAAFIiAAAAAICUCAAAAAAgJQIAAAAASIkAAAAAAJASAQAAAACkRAAAAAAAKREAAAAAQEoEAAAAAJASAQAAAACkRAAAAAAAKREAAAAAQEoEAAAAAJASAQAAAACkRAAAAAAAKREAAAAAQEoEAAAAAJASAQAAAACkRAAAAAAAKREAAAAAQEoEAAAAAJASAQAAAACkRAAAAAAAKREAAAAAQEoEAAAAAJASAQAAAACkRAAAAAAAKREAAAAAQEoEAAAAAJASAQAAAACkRAAAAAAASIkAAAAAAFIiAAAAAICUCAAAAAAgJQIAAAAASIkAAAAAAFIiAAAAAICUCAAAAAAgJQIAAAAAdmVKdM4557b+wI80gZ7QBHpCTx69CQAA4AEMLQAAbB9Sym/+m+uPAADgW38db/9vVfneFwC2T37bAZxzZEUA2FX+7C8WaEJfvjPnJQ7t2+Xt/yNNoCc0gZ787o9DQEQEAGCXYMYpAOyEb7gAAAAe2w4MM04B7PIIh11l63cKix4AdhVmnPaLGadMoqMnNGGXzp8kJ/DtAAAAuC9mnAIYfCeb+ZMAAAA7cGePGafAjsxvAB7wO4VPCgDsKsw47RczTplYSE++Gz8yhRLgyxQAAIaDGafAdvn648FBEQAAABjSPiozToGcsh+AbfsLhQ8pAOwqzDjtFzNOmV1JTx7/zE+2LMB34lcJAAC4L2acAv0FRQAAAICUuC1sTRP6ZrLQbv6RJmTvCcEPwG/9Htn6A599AAAegBmnzK787v3IBT8B/Nb3RFl+FMw4BQBgh6VE7BK/HgW/7UcABD/aBQBAfphxyozT3H/s64AhgB2Z/bbVpp4ZpwAAPBgzTplxOviPTPsEdnn2yzLV86HbE+dcnHSvrf701sbHSdob5lYUAADcF9c4xeCxHMBOjX9b4W3rv/f98XGVs9amabSw/sGpO/9GS/PG/v/q6Yk3lTJsZAAAICVm3XFhxqlg5ieAgbaf222T65xzzsZJ5+rqe+eX/m3brQorPr79r+O0c3Dy9zwdSKWYcQoAACnxQR76xfbu+fF3/yfrMbDLQ+CjbEDy/lEIZ511LrUudc5al6Q27sS1Zm+11Vu/t/npnfrpyNWFcEKIerr40a1/ndjo2ek/MCJQSn3zgo93K8pqAwDATkiJu1D2UxMB7PIcuH1Yl6ZJL7bdxPaStBunvShpduJaK1pv9dbaUbXZW+/06qlLnEutSGPbTkXXSSe+HkhLrJ+5/X8bFRyYeNv3imzlAAAgJT5oJ0nslFmjzPkEcN9N3BC2gUkaCSG08gZ4BeuscNYJ56x1wlqbREmrlzQ6ca0dbXbiWifajNJWL2n1klYUN3tJs5e0Exvdf3RSJGkvtj0hrNg6kviVtBov/fL6nydpdHTuj5TSj70JHE4EAGCHpMSdMWuUFQ7YzTnwyW6LnHPduH7x3r9TUh+d+eOSPymV+ranOGdTF6U2SmyU2ihJe1HS7sS1Vm+tHVebvbVWd60V1RIbOWftV7NJU+usc0JK8bubvvsW0tKLbZSkdqtD32zvfROMBwdGvadtaqWUUurH+4uArTEAADskJe6AY4kAdnYI3LbbMWutc7bVWz+3+G+/rP29c7bWXjy5/1+OBLNCCidskvZ6Sb0bb3bieieudeNmL2700mY3bvS+OiTYjJKuE+5XWc5t/cndb5i/3RApldz6VyoppJTKVwWjitJ6LVmtdu5Ecferl5Iy8MLZ4JVnyn9a0LPWWe30N7mOY4kAAJASf8MOOJYIYAfkwAdfRGobbXzs1iG+JHVJmkataOPi3X9/ffOnVvaEEDc2P9zsLE0U9neTRqtXTWwvtYl1iXWptYl1qXPOiQe+/ld/+1ujFkpKrTyjPK18rXytPE+HxWB8JJgqB1MFf7zoT4RmVFjVbnXr9cZadfGWe285vdSJWlKIQlCaC07sD/6gaCaUVFLc5+aKHEsEAICUCABPIBA++sWEh/D1kHM2TePURXHajdNOYjtR2knSXpx2oqQdpa1u3IiSVjeu1zqL1d4tJ6Ovj/711jtXq63bQijhxDeB8DemiWZ4+54OfFMIzP/P3p39SJql92E+53xbrJmVtfU63TPNGQ53iqKWmaFlkhJtUhhBMgwYpuQbw4L/AkLWDS/nRjB0aRgwKMDyOpBhwJZsEbQMErTE0UiiRFIacma49Gy9VnVVZuUaEd/mi8iqzq6uvTKrMjOeh8maiuqsrMg3vzhxfnHeOGdSFZNBPinzSZWPh+WFUbkxKi4MywtVvlblkxizZd5bfuGu69q2zcM8dYNukbrmZ7th+27z72JKLwx+/JXipy+MXxyNxmVVppRCjF5rAwAp8UHzLR2nwEmMLQ/48yd41C/q/e9t/vbmwfd+4IWfH5UbIaRH/Lt933Vd14f29pv9uuVGoG27WLT7i2Z33uzOmp1Fszdvdmf1zrzZa9p529VNt2i6edstmnb5ZsK669r+ds7rQ9f0sz40/UeS3yKFNo/DGLJ7jldZyrOYp5SnmKWYZ6kYFtNRtTEo1kblxqjYGBTrVTHO06DIBkU2yNMwT1VKD39aSSkLfSjLcjKdLqNp3P65PA6zWL5cff7S2qsXLlyYTKdlUaaU0u1TE4OOUwCQEu+i4xQ4rkx4cg/zvuuabvFH13/jX7/9P9X9/v7ixk+8+tdH5cV42zIKtt2i7RZ1N2va+fLXpps17fww/jU7i2Z3Vu/M6p1lGmzaRR+6vr/zjr8+hH4Z+R7WEdqHGNq2rtu677vbofH2uBr6kNdllqeQlfmwzMdVPirzUZENq3wyKi+MyoujcmNYrg+LjUGxllIRQwwhxhBjjCE8RSNoSlnIqqoKa+sxpSzLpvtXQozj0WR9/cJ4Mi3LIkuZ8xIBQEoEOM5A+PRdo4/+j4XQd13XtPNv3fjK777zD2b9Zoj9H9389bZrXr/45/vQ1c3+vNmbN7uLdq9uDppuvmgP6uZg2Sxat7O6nXd9v9wg9NEzz/3v04fv6CvSoO/6WbPfdV28nRJjTINi9PLoT7104Yemo4vjwYVBMa3yaZWPi2yUpSoeafU89pfAYowppphiVZZhMs1SGg5HIcbhYDAcjZcRMcYYxDkAeB7OwDLXuVmI8+o1nJvxYbke2HSLppstY9683t5fbL23/fXvbH71oLsZ4nLhLqa+HMSNEGLXt13X3tkY5nhGlRBjSlnMs6zM43LDmCJLeZbKPJVlNiqyUWyLxbzf3r/+/sHv7cw+6LouhBBTHFcbnxj91Bsb//5LVz81Hk+LPE9Z9oyHqds9tl3TNm3bhhCyLM+zLKW0PKXDgAzAsfjSl99UhMei41THKZyxTPhYjYVP/Mi9828uM+Gi2Tuotw7qW/uLzf35zYP61kFza17vHNTbs8Wtg3q7bhchhDbMurA4EgL7EGZNuJ6HYQjpwwXA/t7D2tFm0KO/SzGV2bDKx1UxKfNxlY3KYlLl4zIbl/mwyIZlPiqyUZmNimxYZMM8DbJU9l3Xtu1sPtvcvHmjv1Z2l77T//qtvWuhD5PqwqvVX3i5+vxkcDnPi5Ti0Z7YZzYwxhhjli0PyCjyPIQYYkgxxZROdOQXEQHgnKREYNUC4TPrF+37vu/btjvcKqbv2kWzv1d/sDO7tre4sTO7tjv7YNHs1+2s6eZNO6/bWds3d9+3GNpuUbeLLnQhHLaNLts7Y2i6NCuz4Z3wl2KKId1uukzx8GZW5oNhsTYo1gbFdFCsDYsLg2KtyqdlNsqy5TphkcUii0VKeYpFFvNw5Mz6u4NuSqnviqKcjCd1Xbftj3dd23e/GUL/8uDPvzj4M+trFyeTaVlW6YQX7h4gxhhSyvrY9X0I4a43IgIAUuJDpnHBHqdwHtPgQ//TAzer7Db3327a+aXxJ5e7a961leU9v0LdHMzb3XmzM6935s3+rN6e1bf2Fzf3F5sHi629xdaiOej7tltuGNN3y51jHjo0ZbFoQ1vXBx/55BiKrForXpwOXhhW06oYl9mwLMZlNqry8XJJsMony+7QLBXLc+fD8vT55VYxR/aJeawRMsYYU5bnYTQa98u3AqY/W+bjENLF8tMbF65cWN8Yj8dFkaeULZfvntc4GWJMR2LqSf+7lhMB4JykRB2ncA4C4TEeRt/3fde1N/b/5Kvf/pVZs/O51/+LV9b/dEpZjPEw14VueZ5E08z2Fjd259d359d35tf255vzZnfRHNTt8mPedIsneFzH5Q4sMaXlSfKhyOOwTe1m99bBbKfruxBCjKHMB1erH/2+tZ+7evH1jQtXhuUkz4sY07MZfJZLc0URxuNJiinL8tH+NIR+MBhO19ZGo2VETHd6Tc/0GKvjFABWLiUCZygN3nOOfoxfv++6rm/e2/6Df/3W/3Jt9vU+dP/qe/9j13XTwQttN9+vN3fn13dm15Yfi+ag7euub7uu6fq269uPR9aHvEoVYopZnpV5KvOsyrOqyAbjcmNcXZ4Oro7Ly4P8Ql8XO9t7Nzevvd39y7fbr+4ebPV9V5XDS4PPvlL89Hr1+ri8WGajlLKHLgwe+0tsIWV5HoajUcrSaDgMIRZlUVWDIl9GxCQ1AQAfmT/Y4/SZztXgXCTA5/DPLt88GLq+a+fN3t78g/e2/+AP3v/VneatENsQQuiyPEyKMFq0836ZA5dbwfThoRuKxsP/S3dWCLNYDMu1UXlhUEyH5cby/YGDYm2QTwbFWpWvlfk4pXz5kO66vuvauq739/Y2Nzdvbr3/9sFXv7f/W4vm4KXJj36i+tnLa69tXLw0mUwHgyrLspSyZ1/BruuWu4m2XRdCSCllt/cRXc2hyYAMsFLscfq4dJzqOIUPE+BDL+lwAkecf/xm1zVtv2i6RdvNm3Z+sNi6NX9v++Dd7YN3d+cfzOq9tpvP2u1Fv7M8qTCEPoS+CbcW/UEKZeiP9E+Ge3z9FLM8FVlW5qnMUlFk1ajcmA6uTAcvjMqLk+rKsLiwPFUixSzF5a+pv89YlFIfQwh5GI0n/TJ0pi8UabTfv/9K+VMXp69c2Lg4nU7LsspSdrsn9lmPRSmlPsaYYtZnh8k4pme/qWnQcQoAUiJwqkLgaX0to6+b2azZmdfbs2Z73uzuzW/szq/vzq7vzK7vLTabdrHcP6YPXehDH/u2q5t+tnzv321dCCGGeZFClqoPX2AKMcZY5aOqmFT5dFBMy3w0LNbH1cVxeXlcXRzkF4blepbK5VYxt3eLuTsMhxjD/UsUU0p9X+T5eDQOfR9DrPLPd107GI7X19Ynk2m13Ef09gEPz0VKqe/jnZcDnvKHfqdKHlkAcP7oOH2GtTadYoUfJn3fdn3b9nXXNW1Xz+pbe4sPllFwb7E1q7fnzd6i2Zs3e3U767r2QW2iMXRdPa8P2r75SDtpDCnm0/Li2vCFteEL08GlcXV5XF6simmZj5ebiJbZME+D5W6ox/4j6Puua7u6qWez2ezgoOv7qqqGw2FZlNnhqYDpTF9mDx7EztZYbUAGWCk6Th+XjlMdp5yBBPjQayycZCNoCKHvu/3F5qze3hh94k7EeuDf7Zt2vmj35s3urN5ZNHv7i5s78/eX28nszzeX7x7sQ9/3Xd/3y/MF7zpf/j5fOaaQFdko9YOd2Y22bcJhToxZVkwHL/7Qxl/71NU/tza9UBZlSnlKabk8eNIP8xBCCCllsYwhy7LBYND3IctSlrJ05B2Ap6HZ8vG/r8fIXU/8D+k4BQApEbhHGgwnuTXoE9+rvu9uHbz9u2//b1uzt/7cJ/7zF9d+KKX8ThrsDneW6ebNzt7ig735jd35B/uLzYN662Cxtb/YOlhszZq95fLgfWfwH9v2c3lIYIophFDmg3F1cVJdHpeXqnw9dcP5fr+9+8Fb3Ve2Dt6qm3nfhyLP18tXP1H+zEb+2SINslSkmD/jfWIOc2CMMXZZysIy6caUzsgS4l1NpE927QlgAHAO6Dh91jMwVjb+ndF73nXNB7t//K++9/ffP/iDPjZr2Ws/8fJ/enH8etMtZvXW4YET8+v7i81Fs9+0i6abt92i6Zplhnykh0aIKWVFVhXZsMgGeVYN8rXp4Mp0cGVaXR2WFwfFNM8GeSpjyEOXFot6+9atGzc/uLb9h+/Uv/X+7tfbrr06+cxr1V+8PH7j4sUrFzY2BtUgy/PnGM9OSch/XsPR6b/mDcgAK0XH6ePScarjlOMJA2euk/CuntKjuq6t2/1Fu3ewuHVj79tff/9Xb8z/MMQ29GGr/fY/ffO/KeN00R50ffuwrxzuaiINMSx/LbLBpNwYV5fG1eVhuT4qL47KjVG5MSovVvm0yIbhXj20Xdf1sQtlnEynXdeF8Nlid5qFsu73X6v+0uXp962vrU/X1qqyStlz3sDztA1czyWD6TgFACkRzlX2O/Z3bT2itq2bblFkw+P94suVvb7vu77rQ9d3Xd93fd813XxW7xzUN/cXW7P61v5ic3+xeVBvN+2i6RZNOztotmbtzS62dxYGu36n6esYinj/0+GX+4VmKUsxSzGLMRsUk/XhC2vDl9YGL06qK8NivchHZTbMs2Eeq+V7HR+cXQ+zR0pZv3zXX9+HPkup3P+Frm/XRi+sr1+YTtaGw2GWpeWBE6t59R5tHBWHAIAnmU7oOH3GUzdcTg+4b3Vz8M1r/893t377J1/961enP/Ckb6vrm3bRdLO63a+72aLZr9uDRXOwaHbn7d6s3p7V2/N6+6Dentd7i3bW923fd7c3kum6cJgnQwxd19T9bHlIfTjSPxpDzGOZp8HRWJhn5aCYLE+fr/LJsFyflJcn1eVxdXlYXCjzUYp5jCnGLMUUwpM/HA5Ph2/b+Xy+v79/cLDf9/1gOJyMJ2VV5ln+3M+cMLCc/kecARlgpeg4fVw6TnWcnqv494iHwndd13XN27d+d2d+7TOXf6bIR893/8mu6/q+m9XbX3/vV3//+j9chJ2vfGfn86/9l1cm35+lfLk9Zt/3fd+H0PWhPzw8sO+6rp43uwf11kF962CxeVBvzert/cWtRXvQtPOmnTfdMi7Om3bR9V0Ij71G2jVd23d9WB60d/vxmLKyKMblxQvDF9dGL60PXxqXl4flepWPi+WZE2mQUhFOaOfV5dsNYxzEmBf5aDTqQ5/nRZHnKaU7G4qe10Phz2KI1XEKAGfsGdxa4jOeLfHcL4C+6+p29u2b//x33vlfZ+32D1/5qz/y0l8t88kyKD6Xb7Dvu53Z+7/z1j/41tY/a8JuiCF02XrxiR964YuXJ9/X9U3TzRbN/rzdm9fbs3r7oL51uBLY7LV9c7gG2Ldd390+XuKpihZDzFKRpTL2Wd3Mt2fX6mZx5MCJ/MLg1TfWf/aNq5+7sH55UA6yrEwxf8bV62/3z97JADEd/r/hwjBuQAbgKGuJj8taorXE5zlrfMYbt4QQuq5bNLtfe/f/+sb1f3zQ3wix/9q1/2PR7P/oy//RqLyYUjrcXiWE5f/0t3/z4Z/0IcTbf/zhF+67run6tuuarm+6vmn7puubrlv+pm675sP/1NVtt/ycuuvatlss2tkHu3/yzs7v9bE+/MKhu9l86198578f5htt19w5aP4RixDutYh3+EhantcQlpE4ZSkb5NNhuT4sLwyK6bBYHxTrg3wa+6Kpw97Oweb29bf637rWfL1u5n3f51m2Pnzt9fLnr5Y/OCw2ymycpTzF7NkvxqaU+j72sV9eTHdC/nHt6HM+dpE5bWN4sJYIAFIiK5sAT1XX3GF+69u2rRft/p9c/6dfe+//XHS3QuxD6Bdh9xvXf21/sfmpS59PKe9D03bLXFe33TLI1W3XtF29/H3T1cvU13Z12zdtV9+Of93h+tbt9/X1IfR9F8IyxvT9x39z+690fTPv9ru+7mN/tI5N2KmbRRarGGMfHvm1hj6kmGUpTynPYpZikaU8S0WRDwf5dFzd3k202KjytUExyVKZYp5SfnunmTz0oW27xWKxHbfy5lJoim5UX9/946atLwxfebX8mcvDT49Gk7Iss5RuB87nlj1iSqfh5Zi7jhm8382VjYgGRgA4S8/dOk7Nk076B7F8N12Mx3i++e1VvsO71Pehb7u6aWd1e7Bo9xftfr3csqXdXzQHdbu//M2i2dub37hx8O262zsaumKIKRRFGsWQfeSOh/Dh4Q1HVxiPBrb+Xn/4eFdG6Lpm0Ry0XXP3V4mxzMoyH4Y+xsOT55eX0Z3okcpsUOXjKp9UxaTMJ2U2rPJJmY+rfFzl0zIfVfmkysdFNs6yMoa43H309uUY7/czW24PM5vPtrdvbW1ufrDz7XcX/+Kg/eDV6qevjj+7sXFpOl0bjkZFnqfsnO8mKuGcy8HcjxVgpeg4fVw6TnWchhNtz2va+dtbv3tt9xs/9MJfGZYXlpt2PvTvdl3Xh2659+ZyGbAPbde1XV8vmv1Zc2ve7B7Ut2b19sHi1qy+dVDvLHsyl/2cXd8uf+36puu6EO80uIa6ndfdvO+7IxFv+b+LNvVlPowh3X3fugd+m+HeZwM+RsVCTDEvsmHT7LZtc/SaL4vRKL+QZ4M8K8qsGpRr43JjVG2MyovDYmO5m2ieVVksspinVGSxWC4GPu1RgSnFELLQD6pBWIsxppTS6OBi280ng0vrFzbW1tYH1SDP85RlKaXTfCzeedoJ5tykbh2nACAl8vxD4LNPsMv9N7u+fWvrd776nV85aDfr5uBHXvprk8HVI/uL9E1bt92i7RZNN2+7wwP6mm5Rt/uLZm/W7Mzq7Vm9M6u3583urN6ZN/vLk9zDcpPP0N/eqaW/77cZ+iPH+sU8FU3bNE3z4fpfDCGELCvyVH7kcx/vGw4xphTT7R1UDs97iDEd/nnIbn9ClkIKh3+YQohd1zdNW9eLvP/g1sG7TVP3oU8xDavpleqzL41+4oWLn7q88epksJ5lRcqyGOLyL8YYQ4j3++E+/VQ+xJSyUFVVCNMU42Aw7Pt+MBiMJ5PBYJhnh1uJnv5McvQ3d93k2edDdQCAM/CsreP02c9Wz31l+r5vu7pu9t/e+t3ffvt/3mnfCqFPXfXi+Mde2/izKaZ5s7to9hbNQd3NmnZWt7OmmzftvD78/WK5U8vxlD3E2xubLMNVaLtuf7Y9rw/6rlv+YKpiOB1cHhbrZTEoiyrPyuUb+VLMU8yzwzfs5enwnX55OvzIbv+apcMdXNLhryGL6c5vUgqHoTHFbBkXl58Z+tj1fb2od7Z3Njc3r+/8yTuLr1zb/eaimU2Hl14d/dRL1U9e3njl4sVL48m4yItnn8r6ruv7vm3bummapu77Ps+LosizlMWU0qk8k1D8M567TgC4i47Tx6Xj9PR2nD7lfp7P8vvquqbuDup2v25n82bvYLG1PXv3vVt/8O7O1+b9Voh9DKEJB29v/+v3t78R+uxw45Y+LHtBH9jG+Wj9YyHGGLOU507RaGAAACAASURBVKnMUpmlMk9FloosK/NUVfl4kE+LbBS7qj4I+/uLD8LXr/Vf253d7LpuVE1fHPypl8qfurLx6sWLlybjSVEUKWUxpqPvAzy8DO9kz4/MM+PRq/Sx7nnXtm1qszBKfZX6stxdzybl5vw7nxj9hZcHf2Z97dLa+vpgOMyyw01En36j18c9mTD0/TL+lkWx3GQ1xcNVRBuH8gQRUccpAEiJPCQBnsWJb9/3TXtwUG/tLW4cLG7tLW7szzf3F5u3b96sm3kf+jbMu7DoQ3fkr9Zt2M3CIMVsGTAft78zxpinqspHZT4ss3GVj8tiXGbjMh+V2ajIB1U2Lpd/mEZFPirTKM8GKWVt23ZdW9f1zs7O5s2bg/bFvJ++1f3Wojl4YfhjrxQ/szF5aX2yMR5eqIpq+V67J5iAPsnLHymlvh9UVb+21vd9Slna+7nL5bsXqx/YWLu8trY2Hk/KIl+eFP9cXp05/O4+fBdliM91CfFo46i5PgDc0Xzlb3Xf/dVTcmeyz/2d7JNf9EM5u3Sccr+yt83hOwYXTTubNTt782s78+t7sxs78+uzevuwO7RdNN387gbRGJZnAN7ZJCbc3pI0xpinosyGISxPUEhZut3MedjbmWcxz7OyzEeDYjrIp1UxHeTTMp9U+aTMxnlWLntBDztCU7FsAY3xIdGl67qubeeLxd7uztbW5q2dG+/O/s2823ql+tzFtVfX1tama2uDapBlWcqyZ1nqruv62xuK7u3t7e3ttk1bDarpdG04HJZFuYyIK5uIRMHzMqT0riuAEzX/8o+cqvtT/eLXTs+d0XH6uHScnr2bD+j8PNpJ9bhdo017cFDfOqi3ZvX2/mJzf7G5N7+xu/jgYL65N7+5aGeHm73c/p+7d4j56FfOYpGFdt7MDg8MPDxNIuZZuTZ4+eLok+PBhUExqYpxVUyqfFzmkzIfVtnyLIdRlsqPzuLiXVdCePxmy5RS6PuqLON0LaaUF+Vw76e7rhuORutr66PxuCqrLMvuLJQ9sx9uSmm5SDeMwzzPh8Nh13V5XpRlmWdZytJyi9Gn38/zDF3hhubzFxFdYwDPYLRVA1YuJfJgXddt7n/ru5u//dmr/+GwvPDxOdByI9DbJ0x0Xd/O653dxbWd2bW9+fXt2fX9xdai2Z03u4vmYNHst10dHtAN+9FRaLkqmGKKMcaQsliUcdqmbqt/e2+21XX98q2JeVZslN/3feOff/XyD1688MKgGmZZ8bhnNjzVaw0ppRDKIg/jSZ7lg8Gg77pqMBgOR2VR3Hnv37N/BSSklLoQsxhjzPO878MyGt55+98qXMOaSAEApMTHfXGkD0d6llb55l1/2HVd29XXd775L7/39zfn37o1e+dPv/o3JtXlGOPydMF5s7to9+fNzsHi1t78+u78g73F5u7sg0W733ZN1zdd17R9G/r+7m1F73NnQh9SyqpsVBWTMh9V+XRYTMfVpUl1ZVRsVPmF0Ja7t3Zvbt54v//9t7r/b2v/va5rB9Xo8uAzr5V/6WL1mVG5UWTVcsfRk6jJ/W4e5rEQyiJmWVYNBiH0Wcqy5RsRP9rV+Yx/uMsjCmOMqU+H9/VIPjzGIpySm2LhKjj64z5to6gLDziPo64asHopUcfpxxsLlxGxaeff3fxXv/P2l7ea74TY/snmb+zPN69MPrNo9w8Wt+bNzqzemTe783qv6eoHff1w92rh8vCIGFKKMU/VdHB5Mrgyri5Nq6uj8tKgmFb5tMrHVT7Js0GMqe/75aadTdPk/W5oqywMUl/0/f97UO+8PPzxF8svXJm+vjZdGwwHRxfunsHh6Uf3BIpZFlNMXcqz7MM49tFG0+f2w00pPumVf/qvYQPuSuXDJ+t+13EK8BSDrxKweimROwNA29ZtX7ddXbezWb3z1tbv/MF7/3iveS/ELoTQhvlb2//mve1v9F3o+j7G8Ihz9BRTtjw9IhV5Kqt8vDZ8YW340rS6Mh28OCo38myQxXL5CSnm92wEjTGmlLIsGw1HfdfFGPv+R0MMe9XbL5af2xi/tL6+MZmulWUZb6/dPfs9LWKMIaSYhb7r+hDSx/LhqXpB5HwwKV+dcOjHDSAmIiU+68nHirWYHr6NsG3n+/XW/uLm/uLm/mJzb3Fzb35jf7G5O7sxb3brbr/u90Ps7mSKGOZNaPIwiCH/sEu075fHTqSYltO4LCuH5fq43BgUa8Piwqi8MKoujsqNYbE+LDbKfJxiFsOyCzKGcM83Ot7jnseUUuiLUIwnk5RlKUvV7p9r22Y4GE0m0+naWlVV2ZGjJsIz7Dj9+F2N5+gaO1V3xnkVKxgOz9BDyXIicE5HYzVg9VLiue8p7fu27ZuuWy4SHuzOr92avXNr/52tg3cOFrfqdl63B3U7b7pFCP3trxCarq7bWXe4j+jRV5CaLs2qbJynMktFSnmWiiofrw9fWBu8NBlcmVYvjsqNIh/kqcpjlaUypfy4vq8YU8piEUNKKcvy4XDUd11RllU1qMry472mz7LjdAU3v9Wzx0nnQ/voAoCUyPFo23rR7i/avUWzO2/29xYfbB+8c+vg3WUsbLu66w83I70rBhyZ38Qs5m3Im2Z2eHh9f7jmF1M+Li5fnXz/5bXXL4xfng6uTgdXB8V6jFmKKYYUY1oGuuPaPvSuSB9DCCnFEIfDWJZF3y8TY8pSdvRNgJzm12WO/uZ+N1nNZChrAZzO8VkRWLmUeHp6lvq+q9t5nqrlfi0P+bt93/ZN17d93zXt/KDe2p1f25ld31vc2J9vLg8nPKhvzerduw+mv8+3v8yAWcpSzGJIIWRlXN/tbh7Mt7uuXUbEPCvXq1c+PfniGy/8+Y0Ll6uyjCmlewWzk6tYiDHFrI99jDFL2e3sGO+6G+ey2TKc7o7ThwY/U38eOvM4Bw8W1zkAnIeUeEp6ltq2fufWv/3mtV/74Zf+2tXJ92dZET66ENf3bdPNFu1+3c4Wzd7+/Oat2Ttb+2/vzN7fmV2v20XXt13f9H3X9/09txW9x3HwMRXZoMxHZTYq89G4urg+fHlcXqrixeag2Nq89W7/u2+Hr9zaf69tmrIYXBp85pXipy9VP1Bk5WEAeH5tXTHL7nqj2jlotgya6FixfOjBAnAWhmwlYPVS4nOfJ/Vd1/XdO7f+7Ve/+yu36rd25td+8hP/2cvrP55Ctuh29xc39uutvfmN5cfu/Nr+Ymt3fqNu58sHbR/CcrvRB5xNfzQSD/LJuLo4ri5NqsvDYn1cXZ4MLk/Ky6PyUp5Vfd93bVc3zX6+G5tB3/zpFMq++/XtgxuXhm98ovi5S6PXJ+PpYDA8fBPg8+vwvOusi/PkUVbkTm6BTgsozyYWKgjA2QmJYiKrlxKfb5NS13VNO3v71u/99vf+h636OyF2H8z/8J+9+d9eGr3RtItFs79o95t2vmgP2q6+Xxxa/vHR/1pkZZ6qPKvyVA6K6XRwdW344trghVF5qcqnRTYssmGRDbJU3LXFaIwxZSEP2XA07vo+xJjf+oksFZvlN18qP3958qm1tfW19QvVYJDd7jXVbBkeYRPOx7p5jNHu+QZOxMLTNuTqOAV4spgIK5cSn2OTUtu2TTv75rV/8ntv/+97zbXlsYQhdDvN27vzD1JfhvCoX6rMhuNqY1hujIr1UXlxUl2eDK5Mq6vDcqPKJ0fPnHhod+XyLX5FESaTSYopz4ty58+82PzYoBqtra9PxpPBYJBlWcqycJKtnuGMbO/poQ53JcC7Hh3aswGERDh7KfE5Tqfarv6ja7/xb777D3brD/rYHe4j2ocQ+hhmWQxZKD9MsyHGEFPKlvuIlvlwbXB1ffji8vCJYXlhUKxV+aTMxkU2jDHdb0LzKFJKIfR5no/Go5RlVVk2TVOW1XA0KpcHTqS0gpMhK29w1yAmIAGsyIivBqxcSnxeTUpd284W23907Te3Zzfavj3yIIyh70OMXZrnxWBUrFfFuMqnw3JtUl6aDq+Oy8uT6uqgXMtTmWKRYp5i/vH52dN0V4YQUspCCEVepFGqqrLruixlWZ6llFJMR9+O+Oj7XvZ9f9o6xB6lFdPcF+4aVe758LchcNBxCgDnJiU+l66k5bkXKQw/vf4LO/ubN/e/23SL5XEUy3lHnlcXqzc+c+kvvrDxxmR0aVxuVMU0xdSf5H2+6w9TuuvAibBcorxr25hHX0wweYIzlwltCBx0nAKeESwlsoIp8Xm93tz3oe/6tfxTnxp8Mba/cf3gG4t6FkIfYizy8lL5/W8M/vLL4x/eGF+uyiJlebwdEcOz2qllOfu5c+DEXTHvAafkAWcuDT79CGktMVhLBICHSWfljj79npBPcHO5IpdlWVUOLg6+7/XyF65WP5ylsmlCngZXBj/4WvEfXBi8XhaDlFI4snx30vfqnp+TUjp6bH38KNc6nJUoeFfX9/LmSQ8gK3XTkAic12eR0/XBWWb3modE0xhjluXD0Whar/X9K23/021obqZvXRl+9uXy37s0eX1tbW04GuZ5luLz3yrGBAhOfw58QEuk+gDw5E8xSsAKpsTn1aSUsiwL/aAahLULWcpijPludal4cyP//vXx1QsbF9fW1qqqylJ2ZxHvWZ4NKBbCqRqjHuszz8rhokHHKYCYiJR4Oj3HDQ9STCEPg+EgZSllWVFWl+pPFGUxGU/Gk+mgqlKWYozLlUf7LsA5C36PdSbnOThc1O41wMlpvvK3uu/+6im5M9nn/k72yS+er5AoJrJ6KfF5BtSUUhdCClVZxWksi6Jp2zzPy7IqyzJld585cXI5OVg2hONLgI8Y/AA4Lu2piYghhOarf/ucpUQhkVVMic+3SWm5J0yMsYpVnhd936WYlo6eXH+M/65YCE8zVjzWZ65as+UKftdBxymcmjFaDeBMsMfpo96MKaUsy7KsyPOyKPM8z7IsZdnRHUQf9ys/gEsT7pnrPr75Z7j/XqD28/z4TUXw6hs813H8lH2cuwxui1OOi47Tx0zVR44lDEfOrH+yNAscTYBaQAHOfUhEgZESj3kGGZ55V9IDXoC/XywEHvAQfsTP0V0ZdJyecBEM2vC8ngzUQHU5E1ar4/RxuT7gCV7HOdFD4YPuSjXRcQpnOcZoiYQzQccp8Kgh8MEnDQAAzzmFw6qlxGNpNPL6MTzg8fVsHobP8qbuSjXRcQpn8emGJyyvEnB8VnGPU1jNZ+UHbBCquzLoONVxCnAOYqItZDkmOk7hnOTAB2wQqj4AnJJnK0UAKfH4h5WnaTSC8/2cqpPw4zcVQU10nMIpe0pTAiGcs2GFOk7h9L8Ics+O0KCTUHelmpxMEYBnHxJ1RMKZoOMUTjwBPnhrUBNWAFbnSVENVBcp8Zin2uEpGo1MxDnRK/NEr96gk1BN1OS4i+BJAcQY4AF0nMLDM94Djow/rutTJ6GaqEnQcQrwlCn8VH1wluk4ZdUT4AMaQS04AMAxxxhOrrpKwAqmRB2nPMEF81ifqZMw6K5UEx2ngBijvqDjdEXy0gMaJs/HzXCKG0GDTkI1URMdp8CdGGOTU/XlLFiJtcRVy4THXkDLI4qgJmoSrCUCJzZL4ZjKqwYcm5VYS1yFMffjUx/LI4rgpiKoibVEAHgCdq85wy/F2V4FADhTExg1UF6kxBPIRavccfrxb0f/mCIogpqoiY5TkGO4U18l4Lic/47TszsVuGtTlqBhTBOdIqiJmug4hTMeYmyuor6cCTpOT2k4NIkBAM5hjEF1kRKPPTudy47Te95PDWNBE50iqIma6DiF8xZjBBkxkbPBHqenIvQGDWNPd1MRFEFN1ETHKZyNGKMl8iRD+Kn6cL2faTpOn3U4XG5MqhQAwOpNhNTghEM4rFpKfPr2qgc4udeV77cxadAwdqw3FUER1ERNdJyCHAMcl5XoOH3ozbt2E73nzccNh3dtTBo0jJ3kTUVQBDVREx2ncDZCoo7Tk6vuKWs55UzTcfoYwS8cOcj+wTeVCwDg4yERBUZKPP6QpldKEdREEdRETZ6+CF7Og+c1n1MDIZEzQcephjE1UQQ1URMdp8AzColaIk80JOrn5bjoOAUAgHMRE2HVUqJeKUVQE0VQEzUJOk7hTKcYHacnGxKVl9VLiY+4bcwq3FQENVEENVGTpyyCp3/uZ/HlHzk9d6b4K78WJ6/4ofDoMRFWLiUCAJz4NNti18mWVw1ASjyBUVuvlCKoiSKoiZo8fREsJ3ImYkwfQlRfVJfnwR6ntihUE0VQEzWxxykcmWjbgvMkc69NOBWYM0HHKQDAhyGRk00xKC9S4rGO2nqlFEFNFEFN1ETHKc9ivoEco7isOB2nGsbURBHURE10nMKRibZ+vRMM4Vp6V+bqlVnPOGuJlgLURBHURE2sJcJH5hsWh3xDZ7O66suxsZZoKUBNFEFN1MRaInyYYqzEnGiMOVUfLl9XMPdj9xoAgDvz7FN2FMb5izGAlHisg7ZeKUVQE0VQEzXRccoKhcRzWF4lcPVyRug41TCmJoqgJmqi4xQ+fFX69DifMVFLpPpyFug4BQA4Ms3mBKurviAlHu+woldKEdREEdRETXSc8kzmGwjhZ/PqVQOOjY5TDWNqoghqoiY6TuHDebYtOFelvDIV3J+OUwCAIzmGk6yvErh4kRKP97rXK6UIaqIIaqImOk4xz1ZehHBOnI5TDWNqoghqoiY6TuHDV6VP0R6n5vw8bki0xSnHRMcpAADPKsagukiJx3nd65VSBDVRBDVREx2nPJP5BicWY5RXTORs0HGqYUxNFEFN1ETHKdxJiXbgPOEYoyXyJEO4PXo5LjpOAQCOxERU9+yGcFi1lKhXShHURBHURE2CjlPEGDkGOHk6TjWMqYkiqIma6DiFD1+VPkV7nJ67TNX3enqVl7NBxykAwJ2JthIA6DjVMKYmiqAmaqLjFD463+DEyqsG6svZoONUw5iaKIKaqImOU7g9zbYHpwIrruKi4xQAzpbmK3+r++6vnpI7k33u72Sf/OL5mmifpsnteXzjHCAlHu+woldKEdREEdRETXSchvY7//gURdZ//l+ds5Qoxsi9rl4IOk6DhjE1UQQ1URMdp2drItj1p+rj/M2zbRF5wjFRU6TycgboOAWAMxZjUF/V5d4hEVYtJeqVUgQ1UQQ1UZOg4zSE87d8J8aAkIiU+IRijMvn9eVz/BPc/OD6ta/9/tfquvFTBzjHsiz79Kc//YlPvBZjvOfzwpnvOJVjlFcIR0xESjw6aj/NS8gXL13+/Od/yvgEcM7FmOf5Mgqez7VET2TIMYCUePtJ/2nXErMsSykdy5d6vjfP7j1XE0VQEzU5JUU408/cnY5TIfwMl1cNXL1IiacsZAa7FNq5URHUxM1z8Y2YZ6O8AFLih6+OPFnHKQDnaBJv9xrPbidaX3dGCFdeWI2OUwDODR2nntqUV44BpEQA4Mg021riyqSYc3noOyAlHu+oreMUAB2nnt0EGdXF4ICUeJuOUwCCjlMte8oLICUCAB+JMTpOTzYl2r5mdcp7/i5fJWD1UqKOUwCCjlPPbubZ4OJFSrxDxykAQceplHji5VUD5RUTQccpAJyteWCnBkI43DMkunpZvZSo4xSAoOPUsxtCOCAl3qHjFICg49Q8e6XK60eNCwYpEQB4+DxQx+nJpkQ1UF4hEXScAnDGZpk6Tj27mWiDqxcpMYSg4xSAI08HQccpyns266sGYiJSIgBw3NNAHacrM8vulRcZHCnxYde9jlMAdJx6dpNjlBeQEm97yo7TJ/67p/DmuflG1EQR1ERNnlcRzkdORnnPYHnVQHmREgGAY58I6jg1zz7LBVYCkBKPd9R+8o7Tc3ZTEdREEdRETcIKd5x2cowYI4Tj6uWEpbNyR5fP6Hee11f5piKoiSKoiZocSxHO7Dz7dDl/Meb0fMDZvXpdwGedtURLAWqiCGqiJtYSz9REUMfpCc+zrQytSnmB+7OWaClATRRBTdTEWuLZmmdbS1yZ5ZjzGMNP2Yfqqi73ZvcaADhjKQblVV7uGRJh5VKiXilFUBNFUBM1CTpOHdVgng1w8nScahhTE0VQEzXRcXqmYkzXn6qPcxcTdZyecArXEglngY5TzjkB4HzcBI6mGJT37IZEQEo83lFbr5QiPHZNOF9TNw8WA4iO02CIW6mU6CcNPC86Tq0XneeacJ54sBhAdJzeiTGaIk84mumJBFadjlMAOFspUXI42RAOgI5TDWPnuSacy5mxB4sB5OmLcLY7TjvjgZQIcLJ0nGoYO2M3225+a/ZO29U6TleNB4sBRMfpncR7qhidAM4fHaecJW23+MNrv/6N93/tT73yn3zq8hdCkAaBlSOYASAlfuRJUa/U+f42b+y8+e/e+Uf7i83+/inx5sGb8277K2/+ytff+ycPSIkppqvTT//k63/Dg/z8zYw9WAwgT1+EM77HqfEAACkxhBBCjHH5vL58jl/lm+f42/z2jX/+x9d+qw/dPf9rCH3dzpt+3ocwj+/szrZSzO73BUMfrt36ppR4nniwGECOsQhn/BUT4wEAUiIr48r0M2uDK3uLrXvu/d2Hvuv72cGs7dqqGBTDKsXsfl8qxezq2qeVFAAAzm1K1Cu1Ct/mKxd+4os/9kbXN/19LoKtg7d/77v/8N3Nb/7Qqz/7gy/9fJEP73fBxBDzbOARfp54sBhAdJwCgJT40Um/XqkVaBjLsmKULj3gk6eDFzdGr23tf/eltR/N8+qhNeE88WAxgOg4BQApEe5hOrg6qa6oAwAAnJAzsORiUYgnv76tGJwXxgHOxODw6U9+Sm0Bnr0//va3HvwJX/rym6r0WHScahg7zzXhnE3rPVgMIKe84/Sh0xQAOBOSEgAAAHCHjlPO9fWt4/S8MA5gcADgiek4fVxnZi1x+Yx+53l9lW8qwqPXJBzZ+P6uffDP383z/W16sBhATqIIAMC9w5e1RABW7slPUARYJdYSH9cZ2L3GczkAAMAzY/caAAAApEQAAACkRAAAAKREAAAAHlV+Vu6ojYkAOBa//ItvKAIAPIC1RAAAAKREAAAApEQAAACkRAAAAKREAAAApEQAAACkRAAAAKREAAAApEQAAACkRAAAAKREAAAApEQAAACkRAAAAKREAAAApEQAAACkRAAAAKREAAAApEQAAACkRAAAAKREAAAApEQAAACkRAAAAKREAAAApEQAAACkRAAAAKREAAAAkBIBAACQEgEAAJASAQAAkBIBAACQEgEAAJASAQAAkBIBAACQEgEAADh+uRIAAKug/fb/3X71b3/8z9Nrfzn/wn+tPgAfDoxKAACsgtlv/lI9bz7+Mf+jf6Q4AEdZSwQAVsJi3tzvP41VB0BKBABWTX3/lAiAlAgArGBKbBUBQEoEALidEhfWEgHOV0r85V98w08LAHhiC2uJAOcsJQIAPI16ISUCSIkAAHdSYt0pAsCjcF4iALASXvvr/13X9h//WP+x/1hxAI6Kfd+rAgAAcF596ctvKsJjsZYIAACAlAgAAICUCAAAgJQIAACAlAgAAICUCAAAgJQIAACAlAgAAICUCAAAgJQIAACAlAgAAICUCAAAgJQIAACAlAgAAICUCAAAgJQIAACAlAgAAICUCAAAgJQIAACAlAgAAICUCAAAgJQIAACAlAgAAICUCAAAgJQIAACAlAgAAABSIgAAAFIiAAAAUiIAAABSIgAAAFIiAAAATyJXAgB4Sl/68puKAPC8/PIvvqEIx8taIgAAAFIiAAAAUiIAAABSIgAAAFIiAAAAUiIAAABSIgAAAFIiAAAAUiIAAABSIgAAAFIiAAAAUiIAAABSIgAAAFIiAAAAUiIAAABSIgAAAFIiAAAAUiIAAABSIgAAAFIiAAAAUiIAAABSIgAAAFIiAAAAUiIAAABSIgAAAFIiAAAASIkAAABIiQAAAEiJAAAASIkAAABIiQAAAEiJAAAASIkAAABIiQAAAEiJAAAASIkAAABIiQAAAEiJAAAASIkAAABIiQAAAJwuuRIAwFP65V98QxEAODesJQIAACAlAgAAICUCAAAgJQIAACAlAgAAICUCAAAgJQIAACAlAgAAICUCAAAgJQIAACAlAgAAICUCAAAgJQIAACAlAgAAICUCAAAgJQIAACAlAgAAICUCAAAgJQIAACAlAgAAICUCAAAgJQIAACAlAgAAICUCAAAgJQIAACAlAgAAgJQIAACAlAgAAICUCAAAgJQIAACAlAgAAICUCAAAgJQIAACAlAgAAICUCAAAgJQIAACAlAgAAICUCAAAgJQIAACAlAgAAICUCAAAgJQIAACAlAgAAICUCAAAgJQIAACAlAgAAICUCAAAgJQIAACAlAgAAICUCAAAgJQIAACAlAgAAABSIgAAAFIiAAAAUiIAAABSIgAAAFIiAAAAUiIAAABSIgAAAFIiAAAAUiIAAABSIgAAAFIiAAAAUiIAAABSIgAAAFIiAAAAUiIAAABSIgAAAFIiAAAAUiIAAABSIgAAAFIiAAAAUiIAAABSIgAAAFIiAAAAUiIAAABSIgAAAFIiAAAASIkAAABIiQAAAEiJAAAASIkAAABIiQAAAEiJAAAASIkAAABIiQAAAEiJAAAASIkAAABIiQAAAEiJAAAAPF+5EgCcBn/z737lcf/K3/ulL6gbAHDsrCUCAAAgJQIAACAlAgAAICUCAADwqOxeA8DzZ/MeADg9rCUCAAAgJQIAACAlAgAAICUCAAAgJQIAAPD47HEKHHrcTSbtMOkCUDQAkBLBRNlcGQCAc07HKQAAAB+ylgicFjoeAQBOA2uJAAAASIkAAADci45TgEP2LgIACNYSAQAAkBIBAAC4Nx2n3M0+kwAAICUiJp3V4qs/AAAcLx2nAAAAfMhaIpwulrIBAHi+rCUCAAAgJQIAACAlAgAAICUCAAAgJQIAACAlAgAAICUCAAAgJQIAACAlAgAAICUCAAAgauhq5AAAB6tJREFUJQIAACAlAgAAICUCAAAgJQIAACAlAgAAICUCAAAgJQIAACAlAgAAICUCAABwtuVKcNr8zb/7lcf9K3/vl76gbgAAwLGwlggAAICUCAAAgJQIAACAlAgAAICUCAAAgJQIAACAlAgAAICUCAAAgJQIAACAlAgAAICUCAAAgJQIAACAlAgAAICUCAAAgJQIAACAlAgAAICUCAAAgJQIAACAlAgAAICUCAAAgJQIAACAlAgAAICUCAAAgJQIAACAlAgAAICUCAAAAFIiAAAAUiIAAAD3Fvu+X5Fv9dOf/JSfN8AK+uNvf0sRAFbZl778piI8ltwsAQAAgDt0nAIAACAlAgAAICUCAAAgJQIAACAlAgAAICUCAAAgJQIAACAlAgAAICUCAAAgJQIAACAlAgAAICUCAAAgJQIAACAlAgAAICUCAAAgJQIAACAlAgAAICUCAAAgJQIAACAlAgAAICUCAAAgJQIAACAlAgAAICUCAAAgJQIAACAlAgAAgJQIAACAlAgAAICUCAAAgJQIAACAlAgAAICUCAAAgJQIAACAlAgAAICUCAAAgJQIAACAlAgAAICUCAAAgJQIAACAlAgAAICUCAAAgJQIAACAlAgAAICUCAAAgJQIAACAlAgAAICUCAAAgJQIAACAlAgAAICUCAAAgJQIAACAlAgAAABSIgAAAFIiAAAAUiIAAABSIgAAAFIiAAAAUiIAAABSIgAAAFIiAAAAUiIAAABSIgAAAFIiAAAAUiIAAABSIgAAAFIiAAAAUiIAAABSIgAAAFIiAAAAUiIAAABnVa4EPNjf/Ltf+fgf/r1f+oLKAADAuWQtEQAAACkRAAAAKREAAAApEQAAgEcV+75XBQAA4Lz60pffVITHYi0RAAAAKREAAAApEQAAACkRAAAAKREAAAApEQAAACkRAAAAKREAAAApEQAAACkRAAAAKREAAAApEQAAACkRAACA5y8/W3f3S19+088MgKf3y7/4hiIAwD1ZSwQAAEBKBAAAQEoEAABASgQAAEBKBAAAQEoEAABASgQAAEBKBAAAQEoEAABASgQAAEBKBAAAQEoEAABASgQAAEBKBAAAQEoEAABASgSA/7+d+1uNo4oDOL7nzMz+SVKwRSLFeKN4pRde+QLe+AiCbyI+g8/gIwjSJ5BSkPZKBVEK/gFrKGnapPt3/vUuNunuNtvYNDPz+dzt7skc+GVvvszZAQBUIgAAACoRAAAAlQgAAIBKBAAAQCUCAACgEgEAAFCJAAAAqEQAAABUIgAAACoRAAAAVCIAAAAqEQAAgOVSIwAAABrkeFw8OJidc3FR1UfjfINASsPWoOuVpBIBAIDG9OGt2/sHTxYbBM8gPjiYbrTLIIu7N4ZdbkUnTgEAgGa48/PhRon4auZ59c/DaZfnrBIBAIAGyIv697+eXs5eZVVP5oVKBAAAuLpm8/IytyuKWiUCAACASgQAAOA5nnEKAAA0WAi9vd3Re++Mln66qKo6Wfm3TyfFT38cV7UpqkQAAKAtifjl53tJDKtX9D58d2f9Rb769tfxrDTME06cAgAATbW3O1qXiOfz2Sdvm6RKBAAA2mDVQdON3LwxNEmVCAAAwHIN+13i11+8738GAADw+riXCAAAgEoEAABAJQIAAKASAQAAUIkAAACoRAAAAFQiAAAAKhEAAACVCAAAgEoEAABAJQIAAKASAQAAeFNSIwAAADqiruvDcT7K4rCfnLwZQj3LyzMrx7O8rOozb4bQG/aTQRZDCCoRAACg8eZ5dX07O/NmWS5dG5ZFZm86L5MYsrTNlejEKQAA0BVPJsX/kprtnpJKBAAAuqJ64RApKhEAAGiPv/enF7/IvfuPTVIlAgAALanER0f5Ra6w/3h+9zeVeIqn1wAAAA32/Q//DvoxTZY/Tibph7v3j05extCbLk49rObgODdDlQgAALTKfFHNVwVPFR8914FJEsazwsTWc+IUAAAAlQgAAIBKBAAAGmo4SC5zu1U/dFSJAAAAV0KWhk8/un45ew2ymCbdbSVPrwEAAJrh4w+u9Xq9H385fK27vLXT3x52OpRCXde+bQAAQFNUdT2elOdf/M13f568nEyLRVmtWR9jiOElZ02zNO6M2pyR7iUCAABNEkO4tr1ByGTpf2dHkzRKoJdP2AgAAABQiQAAAKhEAAAAVCIAAAAqEQAAAJUIAACASgQAAEAlAgAAbKCfhityEZUIAADw5mVpHGTxglfI0pZnVOqLAgAAdEQIYWuYbg1NYh33EgEAAFCJAAAAqEQAAABUIgAAACoRAAAAlQgAAIBKBAAAQCUCAACgEgEAAFCJAAAAqEQAAABUIgAAACoRAAAAlQgAAIBKBAAAQCUCAACgEgEAAFCJAAAAqEQAAABUIgAAACoRAAAAlQgAAIBKBAAAQCUCAACgEgEAAFCJAAAAoBIBAABQiQAAAKhEAAAAVCIAAAAqEQAAAJUIAACASgQAAEAlAgAAoBIBAABQiQAAAKhEAAAAVCIAAAAqEQAAAJUIAACASgQAAEAlAgAAoBIBAABQiQAAAKhEAAAAVCIAAAAqEQAAAJUIAACASgQAAEAlAgAAoBIBAABQiQAAAKASAQAAOO0ZV90HxkRzBMIAAAAASUVORK5CYII=)
GWh
Enero
febrero
Marzo
Abril
Mayo
Junio
Julio
Agosto
Septiembre
Octubre
Noviembre
Diciembre
39,04
36,09
39,22
39,05
40,29
38,93
40,42
40,02
39,54
41,97
Energía eléctrica producida por EEASA en Tungurahua (GWh)
40,38
41,32
7
La energía eléctrica es uno de los servicios básicos más usados
en el mundo, y al que todos deben tener acceso. A través del
tiempo, Ecuador ha mejorado la infraestructura eléctrica tanto en
producción como en distribución, para satisfacer la demanda
local de electricidad; es así, que se construyen nuevos proyectos
hidroeléctricos como: Coca-Codo-Sinclair, Toachi Pilatón,
Quijos, entre otros.
En Tungurahua, así como en las provincias de Pastaza, Napo,
Morona Santiago y recientemente Bolívar, la institución que se
encarga del suministro de energía eléctrica es la Empresa Eléctri-
ca Ambato Regional Centro Norte S.A. – EEASA.
El presente artículo realiza un análisis de la evolución en la
producción, demanda, cobertura, pérdida y precios de la energía
eléctrica a nivel nacional y en Tungurahua utilizando datos de:
EEASA, Agencia de Regulación y Control de Electricidad – ARC-
ONEL, Consejo Nacional de Electricidad – CONELEC y Sistema
Nacional de Información - SNI.
En el 2014, la producción total de energía eléctrica en Tungura-
hua, por parte de EEASA, se ubica en 476,27 GWh; producién-
dose un incremento del 6% entre enero y diciembre; reflejando
así una tasa de crecimiento mensual de 0,47%.
Figura 1: Producción nacional anual de energía eléctrica
Periodo 2005-2014
Fuente: ARCONEL. Estadística multianual del sector eléctrico 2005-2014
Elaboración: Equipo OBEST
En el 2014, Guayas registra la mayor demanda de energía
eléctrica con 6.804,5 GWh, seguido por Pichincha y
Manabí con 3.926,67 GWh y 1.289,6 GWh respectiva-
mente. Por otro lado, la provincia que menos consume
energía eléctrica es Galápagos con 42,09 GWh descartan-
do las zonas no delimitadas. Tungurahua se encuentra
sexta en este ranking luego de la provincia de El Oro.
Introducción Demanda de energía eléctrica
A nivel nacional la producción total de energía eléctrica va en
aumento, refleja una tasa de crecimiento promedio anual de
5,21% durante el periodo 2005-2014. En el año 2014 la produc-
ción total nacional registra un valor de 25.143,95 GWh (Gigavatio
hora), con un aporte de Tungurahua del 1,89% a través de
EEASA.
A nivel nacional, el grupo de mayor consumo de energía
eléctrica en el 2014 es el residencial (6.364 GWh); mien-
tras que el alumbrado público es el grupo con menor
consumo (1.023,34 GWh). En el periodo 2005-2014 el
grupo de consumo industrial presenta la mayor tasa de
crecimiento anual (11,34%).
La demanda de energía eléctrica en Tungurahua, experi-
menta un crecimiento a través de los años; es así que del
año 2011 al 2014 pasa de 382,77 GWh a 458,15 GWh
respectivamente; es decir, registra un crecimiento
promedio anual de 4,59%.
Producción de energía eléctrica
Fuente: ARCONEL. Estadística multianual del sector eléctrico 2005-2014
Elaboración: Equipo OBEST
Figura 4: Demanda anual de energía eléctrica en Tungurahua
Periodo 2011-2014
El servicio de energía eléctrica, un análisis a nivel nacional y provincial
Figura 2: Energía eléctrica producida por EEASA en Tungurahua
Año 2014
Fuente: EEASA. Estadística Anual 2014
Elaboración: Equipo OBEST
Figura 3: Demanda nacional anual de energía eléctrica por grupo de
consumo
Periodo 2005-2014
Fuente: ARCONEL. Estadística multianual del sector eléctrico 2005-2014
Elaboración: Equipo OBEST
GWh
16.686,32
19.108,69
20.382,76
23.086,16
25.143,95
23.922,67
21.838,73
19.385,37
18.197,52
15.127,47
Producción de energía eléctrica (GWh)
2005 2006 2007 2008 2009 2010 2011 2012 2013 2014
18.000
16.000
14.000
12.000
10.000
8.000
6.000
4.000
2.000
0
GWh
2005
715,82 741,24
765,46 806,40
819,57
812,03 882,97
913,08
963,73
1.023,34
962,70 1.068,81
1.216,52 1.524,20
1.045,50
1.061,30 1.261,22
1.411,18
1.728,01
1.810,68
1.965,85 2.113,45
2.204,74 2.367,52
2.527,84
2.672,01 2.955,49
3.209,14
3.485,54
3.785,72
1.697,77 1.730,19
1.782,05 2.063,69
3.675,60
4.110,20 4.480,50
4.685,93
4.684,27
4.974,56
3.702,24 3.896,09
4.095,19 4.384,86
4.672,28
5.114,18 5.350,95
5.628,67
5.881,39
6.364,00
2006 2007 2008 2009 2010 2011 2012 2013 2014
Alumbrado Público (GWh)
Comercial (GWh)
Industrial (GWh)
Residencial (GWh)
Otros (GWh)
382,77
2011 2012 2013 2014
407,22
Demanda de energía electrica (GWh)
438,71
458,15
GWh