12 ноября 2018г.
В процессе своего обучения в университете студент должен овладеть множеством математических компетенций различного направления: профессиональная компетенция ПК1 охватывает знания по теме «Линейная, векторная алгебра», компетенция ПК2- «Аналитическая геометрия» и т.д. Совокупность всех профессиональных компетенций по предмету удобно представить в виде пучка векторов, который для удобства будем называть «полем компетенций» (рис.1):
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAiYAAAGeCAYAAACgv8rDAAAgAElEQVR4Aey9d5xdR5Xvu04+nVvdrSy1spXlIMk5ywmPEwZ7AGOYx2DmMTM8MJfPfGaYP7jzuLzhc4c3hAcGzMAwY8AYZ4NzlLPlJFk5h5ZaOXSr08nv8137rO6tRlK31K1W9zlV0u69z95VtatW1V7rV6tWrQrkcrmcuOAo4CjgKDCIKJDNZiWVSkkmk5HS0lJpb2+XWCym9yhmKBQS4kSj0UFUalcURwFHgf6gQLg/MnF5OAo4CjgK9CcFgsGgRCIRBSDky29COByWQCDQn69yeTkKOAoMMgo4YDLIGsQVx1HAUcCjAGAEEIJmhAPtCZoSAyZcu+Ao4ChQeBTwhiGFVy9XI0cBR4EhTAFmmAEjBAAJIZ1Od97zP9eH7o+jgKNAwVDAAZOCaUpXEUeBwqEAoAQbE7QjaE66T+GYFqVwauxq4ijgKGAUcMDEKOHOjgKOAoOGAmhJ0JAQmLLB3sTs9O1sUzqDptCuII4CjgL9QgEHTPqFjC4TRwFHgVNFAQMpLS0t0tHR0Tm142xMThXFXb6OAqeXAg6YnF76u7c7ChQdBdB4mNaDyne/tt+cmc5pbW2V3bt3y7p162Tnzp26dNjsTo5FPNJaPseK4+47CjgKDE4KOGAyONvFlcpRoGApkEgkVPNBBbEVQRNiIILpG56bbcn27duloqJCXnjhBbnrrrvk+eef16kd7E6IZ+n8xCIPNCs8d8FRwFFg6FEg4BysDb1GcyV2FBjKFABMJJNJtSEpKytTcNLW1qZGrmboCqhAU4JztfXr18vnP/952b9/v4wYMUK+8pWv6G8ACNM55AWQsYN7HGhbAD3Dhg3TZ0OZZq7sjgLFRAHnx6SYWtvV1VFgEFDAv6IGkGIAAwNXW41DMfH0umXLFvnOd74jmzZt0nhNTU3yxBNPyPjx42XRokVaG/LAAyzAxEAKq3gAJ91X8wyC6rsiOAo4CvRAATeV0wOB3GNHAUeB/qUA9iGACYAIQALtiHl55T7ghNDY2Cg///nP5cUXX1SQwX2ef/DBB/KHP/xBVq1apWAEAGNaEvIhoC0hoHFxwVHAUWBoUcBpTIZWe7nSOgoMeQowXWMAgimceDyu0ziHDx9WgIHmY+vWrfLwww/Lo48+qsauaD4IgJM9e/bIK6+8ImPGjJHq6moZOXKkrtQB8BhAAZhwOGAy5LuLq0ARUsBpTIqw0V2VHQVOJwUAGRwACYAGwMQMVgEle/fulaeeekruv/9+tSvhOZv4Ece0JhjFPvbYY/L000/Lrl279BlAhOeAE8AP8V1wFHAUGHoUcMBk6LWZK7GjwJCmANMxBjJKSkoUTDClg/YDcMEKHEDJhg0b1M7EKouWpby8XO1JiI/9yW9+8xtZsmSJGrkCSAA25A8wYYrHBUcBR4GhRwEHTIZem7kSOwoMaQrYNAtaE8ADS3sBHQCK1157Te1HPvroIwUXrKohHkCjtrZWADIE7hHef/99efDBB/WMVoU8yJ9A3mhQXHAUcBQYWhRwNiZDq71caR0FhjwFABUGNtCcHDp0SO1E3nzzTfnBD34g77zzjtqGoBUBsBw4cEBqamo0HoaygA2ACkAELclDDz2kWhQ0LvPmzesEL+SN3QrLhV1wFHAUGDoUcBqTodNWrqSOAgVBAUAFB8Dj4MGD6kANz66AEjQgAA9ABc/RgAA+0KrwGy2IaUKIg3YEB2yLFy+WX/ziF7Jy5cpOexPSmgYFEOP3Fks6tDEWzNW9OWYDAFE2CwAc0pAfzzDa5Zr4lpbfLjgKOAr0nQJOY9J3GrocHAUcBU6AAgAPQAYHoALQ8LWvfU0+/PBDFfrcB4xwAAYMmJAOcIEdCZoUtC5M7XBmpQ7Liuvr67UkrMbhXnNzs8YlT+IBHnDSNmHCBE2LoS02KvPnz5e6ujoFRfhKAYgAnrBpQWPDe95++23Ns6qqSsaNG6dansrKSn0f+ZM35eJwwVHAUeDkKeCAycnTzqV0FHAUOAkKACxMI8L5nnvuUYNXgAfgwQxYeWbCHvDCfb/Wg+doKwjcZ3XOM888o6ACMIOfE+xSCOQN0Ni3b5/MnDlTbr31Vpk2bZruwYNPFLQnV155pQA60Lq8+uqrMmPGDBk9erSsXbtWV/+g1eGdHICYa6+9Vi677DLBey15E+ysP9wfRwFHgZOigAMmJ0U2l8hRwFHgZClgIAFtCEaujzzyiGoxmB4BgABO8OTKc+JiO4L2g2csHeYZ9wEtgBWmVrgHYNi4caNqYrhPfldccYXGIy6/8Y/S0NCg7u7JA/uWN954Q8477zzNH4BDmZYuXSqTJk3SNGhf0IKcccYZ+h6evfvuu6rtWbBggZaJvCi3AyYn2ytcOkeBLgo4YNJFC3flKOAoMAAUAHAAHDjYLfjSSy+V4cOHq6YDoICARwtBAFBwvWLFCnVLD1hgGoW0PCOQBg0Jv8kbAMIUDdM1X/jCFxRUABwAN2hMeA6QAUQAZpi64f3cw/X9tm3b9PfZZ5+t7wGQ/N3f/Z0a5BKf5cwsU6ZM5Os/KANlc8FRwFHg5CnggMnJ086ldBRwFDgJCiC80Uyg/bjooot0Qz4ABQFQQuA5Ah7AAZDAuBVvr0y3XHDBBWrzYcACexAMYsmPfFhyjNdYQARpAR3ERfPBPTYHtPeRP3YugBamggAbAB2mcSZPnqzPbCWQaUSwKwHEMLVDeg40Kg6UaNO5P44CfaaAAyZ9JqHLwFHAUeBEKACAwKYDcDB16lQFCwh2AxhoIDAmBWwAKAAogAO0IDyzqRWAAKCAeKZBIR8OgA0BbQj2IPwmT2xSeC9pOXgnU0RoQViujF0KGhKmdkhDHPLnIFBuHL8BZG688Ua1YSE/m0qivAauNIH74yjgKHDCFHDA5IRJ5hI4CjgK9IUCgAjACUIcwAE44DdTNgABBDsH2g1+syIGwY9hKqtkDHiQFvAAaOAeoIHfZhBLOvbR4T0GGMjHgAbvBNhwj40BsWVBe3LOOecoYALI7N+/X9CQ8C7KzQqel156Scv7qU99SoESz6xMfaGLS+so4CjgUcABE9cTHAUcBQaUAmg9ABw2BYIDNAAFB8Kf5wTAiRm8suyX+2gnAAymIQF88BtgAOAgX8ALeaMtIU/S8AxwQjqABPmSn52/+c1vKhhhGogVOYCcb3zjGwqKWC5MGXGB//vf/17z+/KXv6z3mCoCUPEeyst7XXAUcBToGwUcMOkb/YomNQwfRm6Ml9GsX0Cw2gFDRkarjEBh1AgCBAaCYuLEiapSRxBgYMgzlmIySmXOn9UUCAMMDhE2pCcv5vsRSoyWEQCMaEmLsCGQvwtDiwKAA4Q4gWsO2tQf6GscAAr6gmkkiEdf5DCwQZ+kP3CPa/IjDf3T+gm/eUaevJu+ZO+nT9KvZs+erWf68bJly7SfnnXWWXoP2xMMXkl/2223CatxeI9pfvgeKGP3evjr5K4dBRwFekcBB0x6R6eijwXTByggDGDwMGAYPIwaRv7HP/5RDRQBEDBr4hOH0Sm/b7nlFrn88st1bv63v/2t+pLABwRxbDM2hAVGhwRWT6BeZ/QKMLnhhhvkqquuUvU+AocyAIBcGHoUMDDiL3l3gU7/IdDH6EP2nDPp6XdcAzzoD9Yv6ReWDtALKCY9+fCMeKQHjHBwja8TNB+AFwA0AGXz5s3qu4RrbFvwdcJqHYx1zz33XAXZlBEwwpnyWJm1AO6Po4CjwElTwAGTkyZdcSWEgZtwQBjwG2YPM4bx79ixQ/0/fP7zn9c5eaiDwMAnBA6qLr74YiUYTP69995TTQnMHLADMMEvBMADYUH+qNTZMwVNCjYIrJggPoF3kzdnE0T6wP0pKArQvgT6Hf2M33bPru1s/QDtG5o3Av2TvgNYJg+eAT7Iy/oP8ehXgBjuY1g7Z84c9WOCe3zACHYlzz33nIIQNClMEZEn0zsYyWLAa98Cedl3ooVwfxwFHAVOmAIOmJwwyYozAQIADQVMF7W1CQR+M/UCk2Zq5s4775SxY8fqczQdLNvEgJBN2Bi9IhBg3pwJCJE1a9aoULjkkkuUwZM3z8eMGaMCA3BjwoQy8D6EDOVwoTApYP2L2nFtAt9/357ZFAqAFpCMsSrgAhCCJmTUqFGdeUyfPl3jcA/tCf32wgsvVE0dmj3ywjPs1Vdfrf0SoEyeTOkAorlm5Q5AhH6OhgU3+E57V5j90NXq9FDAAZPTQ/ch91YEA0waZm7qcO7B/AERgARACr95zggWMAGz5xnXCA7icEZzwmiUM3uQIChwEQ6AIc7nPvc5HZk+8MAD8thjj+l0DgLH1O+MbBFSLhQmBfwAxPoVZ+5zpj/R/wAK1tegBJoMplsWLlyofcXAMGlwzPbFL35R+yhp6IeAkF//+tcKYAAeBPyeMHV43XXXKcgh3R133KHvJB97H33d+j/9EsDs+qSS0P1xFOgTBRww6RP5iicxQgDthgkGEw6ADoQDI1NToUMVmDwqb7QmPEOljiErdiQICwxg77//fo0DQ2cKCEEBo+cM8+c+yz05SGNCwfLnN3FcKEwKmJCnnekXnDn89+kXBPonAJl+w3M0Gmgx6H/0ReKZZsXiAKAJxOce0zkE+iv3ADmkJx/yo68bGLd32Hv4Bgycc88FRwFHgZOngPuCTp52RZUSZgtAYKQKo+dszBkGziiTXVsRIDzjDBNHs0E6NCEwfgQLzJ55e4QFqyHOPPNMGT9+vKYnranFma7hQOCQHwENDHkgSFwoXArQtwj0Idqa9jdAwTMO+goBIMtv06Jxn4O+YsDVtHr0Y/JBwwFQJn80IpY39+lfpPPny3v8hq6Uh7gAEns3/Za0LjgKOAr0jQIOmPSNfkWV2gQCDJhrAgIABs0qmu3btyuj5z5CgYN4MHi0JxwYs2I7wt4j7JFCOqZqvv3tb8u//uu/HgF+yBeBAXhBEKB1sakkRqcEnrtQ+BSgnyH0rd9ZjfkN2LD+wG/AAgf9lP5y8ODBTgNY+hGaPfIDSHO2uIAUgoEU3sdBGvIFkBPIlwOgQh+3wHPKwjMXHAUcBU6eAg6YnDztiiolDBzmbyNOGDW/YdoERphoRQjcRyDA1LlmtEo6AAbpcFiFlmTu3Ln6HMFx3333qVEh7sOJY2p3G7WSnwkEnpMfZxcKmwL0OwLn7u0NkOCgLxDoK1zTdwxc0D/RzBGPvsh9NCv8Jj9+M3VDIC39DIABWMGmibiks2fkx2HlIp0BkaMBJ83Y/XEUcBQ4IQo4YHJC5CruyDBymDIMGG0GzBnGzmHCAQqZELH4MHaEBQyctBwWh2meefPm6VTQiy++KPPnz++c60co2IiX6R/yQKAw4uW+f7Ra3C1TeLWnf3DQVwxQ8JtAH7BnVnP6n4EN0tAnLQ/6Df3WgAhne8Y1fYlgfZN+avFJSyA/y5f3+AN5EIhr1/7n7tpRwFHgxCjggMmJ0auoY8OQOYwBw4Rh1twzRg9YgIkz6gRMIFTQphAHexGeI0TMdgTwwYoctrNnWTBTPSzBxF8ETq6WLl0qeJV966235Ec/+pGuopg1a5Y6uLKRbFE3SgFX3sAHfYe+5u9n9syqb6DCfnMmjQEF+iSHBbvPbwMf9sw0IPbb//xo77F4/vztnjs7CjgKnDgFHDA5cZoVbQpGkQSYujFrBATAg6W+qMQxhAV4cI0gwccDHl+Zz0c9zhl33hgckgeMHmBy/vnnd+7UikYEgIIjNjQzPAPALF68WIEN00AEmyLSH+5PwVHADx4MnPjvFVyFXYUcBRwFlAKBHJLFBUeBXlIALQXCAZBB17HpGTQkZvwHUGH0SDzAAwfLhAE2gBHuc00eBLQoFg8AghDCXsDyB+jwXuKY9gXgw33b86SXxXfRhggF/GyJvsI+NatXr5Zbb71VgS3PaX8XHAUcBQqPAu7LLrw2PWU1MlU6wIJ5eRMenPkNaGDlDKCBe4AQQAfPEC6kJ1g6nvmngohDWsAJB8AFMEIA6JA/AIUpIoujD92fgqMAfYxAXzEgS1/huvuzgqu8q5CjQJFTwAGTIu8Ava0+oAKgYHPsJiQADtiLABgIrMxBmBiIQfPhX1mDUCENIMS0KsQHpHCwpBjNC+lJB7hBK0McpnUALqyyID3xACsuFCYFaHMO+hrtbX3PwAnPDKQUJgVcrRwFipMCDpgUZ7ufcK0RCmg+EASAA0CFTcsAKLgmADo4uAegALBwkA6wwb45aDt4Th6ADwAHacjfgAjvQ/DwnDQEHLTxnHQIKieUlCwF/ac7MKHNObjP4YKjgKNA4VHAAZPCa9NTUiOEAMDC5vVt9ApAsNEsAAObD+KY8OAMkLB7+IbwCxeeAVQIXAM8TFNiIIfnpOE3GhVzHc49K88pqbTL9LRTgD7nB6K0OcEBk9PeNK4AjgKnjALOf/IpI23hZYyQsFGqgQvOCA6AioEEzsQ1TYndxzYELYppV3gOqOE56QE25GXxeRe/SUPgmqkbex9pXChcCvjBB/3J+lzh1tjVzFHAUQAKOI2J6we9pgBAAOEAsDBQYCCBM4cfuJCxpUGwWOCeCRq7Z2fyB4jwnKkdAvcI3DeQ4s9PH7o/BUUBAyX0Fa6tv9AXuOae9YuCqrirjKOAo4ADJq4P9I4CCAHTZBg4IKUBlO7XphWx3ImHjxML/PanBdT4l/52f45Nij/40/rvu+vCoIABE/qcARPanH7of1YYtXW1cBRwFPBTwOnC/dRw144CjgKDjgIGRpyGZNA1jSuQo8ApoYCbyjklZHWZOgo4CvSVAn4gYquwuOe/39d3uPSOAo4Cg48CDpgMvjZxJXIUKHoKGPgwWxJb+WXTOfa86AnlCOAoUIAUcFM5BdiorkqOAoVCATNyZgWX2RUZWCmUOrp6OAo4ChxJAQdMjqSH++Uo4CgwCChgGhFbgWMaEyuaGcDab3d2FHAUKBwKOGBSOG3pauIoUHAUAIAQ/MuF7Z6dC67SrkKOAkVOAQdMirwDuOo7CgxmChj4MGDiL6s9899z144CjgJDnwIOmAz9NnQ1cBQoWAqYXYlN7dgZUGLXBVt5VzFHgSKlgAMmRdrwrtqOAoOZAmZbgqM+QAiO1kxrAiDhnoGWwVwPVzZHAUeBE6eAWy584jRzKRwFHAVOMQW6a0MAJS44CjgKFAcFnMakONrZ1dJRYEhSwOxIDJgYYLHzkKyUK7SjgKPAcSnggMlxyeMeOgo4CpxOCtj0jd+PiYESAy2ns3zu3Y4CjgL9TwEHTPqfpi5HRwFHgT5SwMCHaUoAJtyz+5ztWR9f5ZI7CjgKDDIKOGAyyBrEFcdRwFGgiwI4ViP4HayhKbGjK6a7chRwFCgUCjjj10JpSVcPR4ECo4AffABMTFtiUzh2LrBqu+o4ChQ9BZzGpOi7gCOAo8DgpYBN15itCSU1QGLnwVt6VzJHAUeBk6GA05icDNVcGkeBIqVAT2DAtBr9RR7Lj/dy7f/dX+9w+TgKOAoMLgo4YDK42sOVxlHgtFDANBPHe3lPoIS0OD0z8HC8vHp6ZuUpKSkRDF9xsEa+nAmUJRqN9pSNe+4o4CgwBCnggMkQbDRXZEeB00GB/gAcJ1vu3oCik83bpXMUcBQYXBRwwGRwtYcrjaPAoKVAb4BJb+L0poKWD2e0MGZjwm971pt8XBxHAUeBoUcBB0yGXpu5EjsKnDYKDCQosHcBTGy5sAMmp63p3YsdBQaMAm5VzoCR2r3IUWBoU8CAwkDUwt5lUzjm+dVsWHhuzwaiPO4djgKOAgNHAQdMBo7W7k2OAo4CJ0gBAx9+jQlZOGBygoR00R0FhhAFHDAZQo3liuooUGwUsNU53YEJgMVAS7HRxNXXUaDQKeCASaG3sKufo0A/UWCggYAffJjxq78qA10e/7vdtaOAo8Cpo4Azfj11tC3InBEGNv9/qio4EO84VWUv9Hx7AgOBABTQP/1CCnufv09wncOXSb+8wWXiKOAoMNgo4IDJYGuRQVweDBD37NkjVVVVguMrAkICg0QC6nZGtjjBsnv85jCjxVQq1flcBUzOEy+WjnxaWlrUeVYsFtN83Z9TTwFrr+O/iQ31+g4HchKUrBxfWZvJZCWbyUg4HJHWjqRkcgFJprOSFc4ZyeZyEo9FRCR9/CL3+mmoXwFVr1/rIjoKOAr8GQUcMPkzkrgbx6JAKBSSurq6zscAFYAG9yORiJ6TyaRqVNCqtLW1KVgpKyvTNK2trQpoAB4GVDjjwRNQc/jwYSkvL9c4vROUnUVxF0OIAr2HNvgs8fQvpAkEzKtsoB91MkOIcK6ojgJFQoHjD1uKhAiumj1TAI0GQAMAsn//fmlvb1fNB1oNQAQAhTjmJhygQdx4PK5aFcAI9wAs3LN0pDFtCVoYrgE3nF0oXgrQTwJ5TRz9SzVzIQ+Y6DNvzqh4CeRq7ihQwBRwGpMCbtz+rBqCAWACwHjkkUcUiFRWVioQMe0IQAQhAmhJJBKCpoR7+/btk+bmZqmvr5cDBw4oOJk7d66cccYZOi1EGkAJmhe0MLzLheKmAH0qmLdXUWBi04FBPMHiw6S46eNq7yhQyBRwwKSQW7cf64agQBty8OBBefHFF2XVqlUKJAAU2JQwTYMA4RqNh03bAEwAI4CNyZMny7p162T69OkCqJkyZYrmQd48R0vCtQGcfiy+y2oIUiAQ9KZy6FeZbFZCwZAEbTrHaUyGYIu6IjsK9I4CDpj0jk5FHwvAUFpaqtMxgA+MYNGCcA2QQJNioIJ7AA2md2xKB9uRNWvW6DTOokWL5JJLLpHRo0drPOJy+L17Fj3BByUB+mu1Tc/5GO5AM8KMTiadFg+o+PfKUcuTfqJUz2Xqpxe5bBwFHAV6oICzMemBQO6xRwGAA1M0jF6nTp0qI0aMUEACGCFwZioGMMKUDzYkABnuEQAuhw4dkk984hNy++23q7aE6R6b5jFtCfEtT03o/hQvBXIiZmqkoLXbBn72rHgJ5GruKFCYFHAak8Js136vFYCE6RcCtiEVFRWq4UBgACR4zrQO0ziAE+5h5Arg6OjoUIBCus997nMybNiwThuV6upqjUs8NDA2jQOwQfPiwmCiwMCOY/BWks2xsDgo6QxLlQkBz4cJqhQ1NPGAb/6hOzkKOAoUAAUc5y+ARhyIKtjUDO8aNWqUjBw5UoEIWg9sT9CmoBUBoAAoWPoLULHf8+bNk5/97Gcyfvx4BTjEYZqHdJzJ34xlATL8dqHIKaAak5zkQiK5bLbLqRpdg2eujxR5B3HVL1QKOGBSqC3bz/VCA2IajIULF3bamzD1ArhA48G1LRdGc2I2IxMmTJCvfvWrMmvWLM0DsGJaFuJzDRAhveVDHBcGjgLQ/WiBtuE4XiAt7WdtSFzucdgScWtntGk5vJBg0KpaEPqVp/XIZXMSDHnvo//s2NEob7zxprz26muyes0aeeXllxXUzpwxQ2pqaqSyskKNrMmbvmnltHdTHu7Rl6x8lM36n7+c3CMdgX5o/Y97pPWn0UjuzymlAHSHrzAdvHjxYlm9erWu9EOjSt9g8MJAhnjWxpw5aC/u20E+GN1j1/aXf/mXqsmlv5AP+REs7SmtlMu81xRwwKTXpCruiHzsaEf4oJmKwZgVBo5w4cwBEOFjJxCPNOPGjZNPf/rTctVVV+n0DXH8PkyMqsZQLK0JBnvuzqeeArSXP9AmvQn+tqOP0BcMKFgeTNPR9ggaCYQkl8lKJBJWrUdba7vE4jEJhYKyc+cuWfrhUlm+Yrk0Nx+WmmE1csEFF8hHyz+SjkRCXn7pJfnwww+1Dw6vq5UF55ytIAWgwnvpf5SB99LPOCPErM9RR8qB0KKM9DPS8dvAB32afEhrgIo0xHP9sjc9ou9xjPa0xdixY+Xpp5+WN998U7WytCftwXQyoIM2JT6HBe7ZQZvRvnPmzNH2I233uKTz37N83Pn0UMABk9ND9yH3VvvIjQkwnYPNCc7W7MPn4+fjhuETuD979my56aabOv2U8NwYAM/Jz4Llbb/deWApQLucbHt4bYm2wVuNlUqlJRJBkwFgReiHJRwmfwQAtiM5BQzUMJlMyPoN62XtmjXSuHOnCh+AxIzp02XixEkyc9YMeeAPD8h5550ntbW1WkaWo69Zs1Z2bGuQeElchg8fLuPHjVdfOdXDqiUajWg8wE1JSVxwcW8g2vMgyxYKjKpzEglHJJHoUKBE3yWegXDK4cLAU4B+CIBAo8Hg5txzz5Vly5bJ+++/r6DRgC9tRVw7rKTGZ+yM36QxY8YoQCWNAU2e85v+68LgoYADJoOnLQZ1SfiAGT0aA5g0aZKuzNm1a5cCDe7znA/c4ppmBT8mjGz4zajTgjEN+21nAA6B5y6cXgrQrj21g/85vkZSwlYFaRX8aEEQ/BhCp9CmKQ4NSKKjXXbu2i27d++WfXv3ytZt22T/vn1SVV2tI9s5c2bLhPp67W94gEWQnDFtmixYuFCF1cED+2XF8hWyacNGaW5ukb1798mmTZvV9gn7p5EjRmj/jMXj+WlHD4SEQx5wpo8lEynJ5jISCnpskLoauDYjbN5r9/z1PL2tUhxvN2BCW1x22WWyc+dO7S9M63CP1X9+fuKnCm1lB+2KzyQADvdIawb6tC3PXRhcFHDAZHC1x6AtDR80TIAPmo8ZL66MUrkmAEhsVQ4jEDQlM2fO1PuPP/64xrv44ot1tANj8DMUGIMBGvLiN+9zYeAoAL2N7t0Ztd33QIUujDlqwWiyNFM04YiEQ2HViHSkkhKtiKpmoqMjoaPTfQcOSMOO7bJ9+3bZtGmTOuDDKPqaa6+V2bNn6dRMSAGuqGO1gwebtD8AblG5xKIRVe+TJp1IyaGmJtm8aZOsWLlSNqzfIEs/XKYgGGE0YUK9giI0fMNH1OnGOwg87FlASUEdMWe172YygClvahKQTd/mnZwBVi4MHAXoj/ATaI92hGmba6+9Vm2KfvnLX+DOLtcAACAASURBVEpDQ4MWhrY8WqAdLdCW8Cum+9CEka9pXEgP7+FwYfBQwAGTwdMWg7okCCc+dhNS+DFhqS8ftIEMnjH/i4fXO+64Qy699FLZsWOHPPPMM/K9731P0LIQGNHaxn7kacLAmIUDJQPfFYzmtKE/HPE7xyi0pw2GUY0zdRNQOySEf3Nzq2QyKWlvb5PVa9bJknfflS1bt6gmY/qMGWqQOHHiRAUdqXRaEomkxLE54WW6KtgTTqFwWKdomAZKIWDiJTr6HV5XJxznnDNfmpqaZMuWLbJixQq1RQEUM/0zf8ECNb5GOJXE4zoNWVNbLQCg9vakBIOefQp9kX4IeKbuHNbHjUZ++rjrU0cB6E1bAE7wgcQGojfffLNes8KPtqG9CEdrG2s/7IXYEZ2pZ/IiDQMsAAqB9j1aen3o/pwWCjhgclrIPvReygfNcmA+bj5kpmX42GEc/GYkgoEj1//4j/8oH//4x1UgzJgxQx2y/fa3v5WLLrpIvv/978sVV1xxxKgFatjIh/S8y8DO0KPU0C2xMWcYevfAPfb0tSfd9Vkk4cCmhOmbRCKl2jFsPQCrv/rVr+TZZ59TVHP9DX8hd931JamorFBhU1tT3fk6FBnYfSgg0RUyQamrrZGmQ4ektaVFUumMlJWX6z46xEulMp5XWDV2jciIEbV6LFw4X5LJtGpj3nnnHVn86qvyu9/9Tgt51llnyZWLFsnChQtk1MgREo9HJJPNaJ+k/yG0OLhmpE5QLYvT5HW206m+gAfgcgB+A7AAUHKPFX5f/OIXlRfde++9nQMl67P+M9fabwMB7WdozdCekB99EmBCn6dtjY+d6nq5/HtHAQdMekenoo8Fk2ZFhQkvGAXW8mhNbGM+RqY4ULvwwguVIWCgyMiTKZ+/+Zu/0XneH//4x9LY2KggBQ+yjIJgCgQYjzGWoif4aSQAbexvB2PuWiSQiafI6AQPuSzy3hMCaDsAlW1t7Wqs+Kc//UlWr1kt5593vnz3u9+V8ePHSTgakVg8KmVlpbqDcDqDVqVZ98LBUJXVOoxqW1tx1peUstIyzY9+EgmzX46oVoWpoeqKCslFQtLRgcdh/N8wAkaz46nmvSmAq4RpROIfPHRQVq5YIS88/4L85Mc/kZqaYcLy949df43652G1GX3WRtPUmbJgz8A9nrlw6ilAHwKU2J5btL21AwOiL3/5y/LGG2/oVCAgEt7Bc+uH9GHjVWho4TOAEuvX1o6AFHibGwid+jY9kTc4YHIi1CriuHzkMAdbhQOTZq8bAAr3mJrBcv4LX/iCGpnBBPj4YQSkA9Rcf/31qmlh5MoUzzXXXKNCwcAJzMXPUIqY3IOu6rQjq2m6UImnIQEIoLkwgYDNyNtvvy3Lly/XkeicuXPkk5/8pFRVe6r02toa3fMmDQiVoGphaPOK8jKv7YNBSaawAclKPBaVsC49DsqwmmFyuKVFWlvZ7iCO7l5X26AVoX/FYgAGlv1COm/KycyUEDzxeIl0dCR1VUZlRaWgNTl4cL9s2dIgGzdulB/96P+TWCyq041nnnmmTvvQL+mTHPR33uPCwFGAfgHt0W7ASwAeAAh4DW3zH//xHzoNiAG+tRNnAv2RdudgahmQg1YX7Qj5GvDkN9fEc2HwUMB9aYOnLQZ9SfigbW6WD5mPHY0Jo1IY/T/8wz/ItGnTlIHznPgwCBupwFywrocRvPbaa/LHP/5RAcqtt96qecGA/IDGE4bepAF5EWAkMBjyIm7BBlVDeEy2b3UMSC7orYTCNgMywrxx8Z7NZLSNMFTFfoPRI1Mx7OCrjD7HUlrPH01HokNCgYhEI0zdect+ASXJZEr3O1q6dKlwEMorymXBwgUyftw4mThxgowcOTrfF6iP5/AsHvH2RLJ2DUe6WFEgFBThwCV9Ji2BXEjaW1skFMhJJBSUcP4Z78oFRDo62qSkFOESwlpWy66jZ8l5Rqt5PBWNhqWyqkyqqiu0ntnsJJk6barMnTdbtu3YIbv37JY9e/fKy6+/IS+/9rpUVFYqyJ49a7ZMmTpFYiFPUFJm1crQHzOs7klKKBxSWkkuLcJKH+goQZ36ymTT2m/5EdS9oCh5QA2E6dXprDfS9/IM6LQSxrmxSH/1766VcNpAp/kP37UBCfiE9sc8YAD8cdB+8AOu+daJZxoRA4hbt25V3kM8dj0nH57Bo+ANDIbQxDGAgkcBauy9fg0J7UneNn1HWvgM5eTdaMvIl/vE4X1o1igTvIi8OHhG/s5Quu8drIsb9D0vl0MBU4CPlI/X5tz5CJnvxWkRHyrGrvPnz9eP14QN5ODaGAm/Ge1gFAs4efnll+W9997TqSDSo30x5sBHz7UxBxgFAQbAMwLP/O/SmwXzBzuLvgMT9ReSSklctQyi2ohsNm8wGAwxK6PCPZFMqPYCw9UUwhVaB0MKYDBIReizggUgAjM+fJgluntl48ZNqk5n9QoMmem9adOmyqTJk6Rm2DBtI/yYMD2D4IVxM8uCHcqxggc8vCmUkE7LBCSVTKiBK0axRhdTw0sA53+eEKM/eMApkF95oxjAq084KKFwl7DHt8rw4XV6TJk5Q4Ubmryt2xp0uhFht3b9BtmMr5RYTEaNGq2jb8BWVVWlpJIppQ9gDcTXhgPCQFaiEfzzZCWd84AfAEvteCG2ap24k5NMLq005RfgBfsZLX8gqOCQ+/0T8sisfzLrt1z4fu0b5rvmmv5BuxKMB3APHmLfPcuGn332WZ3KufHGGxVEMGW4bds2TUd60hgvwRcN08fwGu7xLvgQgyjABsCDtub98DcADe9jg1HsXJiiBohwTT6sCCIdxvzwLL4H3kG+LvQPBRww6R86FkUugAM+aIQQIIUPEw0IH+df/MVf9BokkBZ1OelgMK+//royEgxmsUfho4dBwygAPTATRi785uA5jIfycN+FY1MArQY+RWJRD8SxJNbopp5XVRCkJJ1OSSwaU4EJbaG/Mvd8fEbvxNm2bbusX79B9uzZrdMqrW2tks1kZfbsmbJgwUKdqgM8wNhpZ8+5Gip1hUCaP0a0PQXezWF9gTKjoUM4IQg4c4/nCAVGxoBdfvOMg/TE8QPjY70XMFRXVyt1tbUyc9YsFUL4WNm2dats2bpN64vwamjYJsuX16iwoq+OGzdWAZMCD96XS0s4GJZQMCKZXEbSqaQCPvopNIUmgMVgCA1AVjJ5K1/VUuW8/YAy2EvkshINF2bf5huGDtDDDmtPG4zQpl19yPMlQ9sBPl555RW1X2I5+Kc+9SnNi/yefPJJfW7tb9oMpnpefPFFzY/30RbwsM9//vPCHl6s+OE5/Qf7OJ4DVgA72LjA2+hHOHf76KOPlCcBjphOYgkz5WAxgNXlWH3M3e89BRww6T2tij4mHzwMgA8XAcD12WefrfPxTOnATPg4exNIz9zvbbfdpkaHzBez1POGG27Q3YsxcON9BMAJoxgCjIJ3IHQKe4Siw2utc1/+0BxMk0AvY5xGV+4BWpimiUYieqYNrW1t5Nne1iYbGzfIvt37ZeuWrTpiRIDUT5ggl19+ucyeNVPKy8uUeVNWDE89r6pofHKqIUEYYYuSTrMcF2PDY2tMyIP4vIMyAoYRDPxGS4P/E/oe9xE+CBMLpOMgkJZ4vQEmxCUVSdEUoe2prRkmM2dMl0w6K8lUSpcgYz+zZMk7mje7ZSOU6Ju1NbUyZswoKYlHPY1O3vg2k/a0IcLEDlrAdEbtZ5jqMY0U5QUUxuOecSZCM5lISFl+OavVrVDO0Jp2AwjQJ2kjaEAbW3vxbUMHaEt8DOw3bNigoGTVqlW6so99b3iOjRvTwawafOCBBzRvQCx8gwO68z7yh3ft2bNHgQighDYkDsAEnrNgwQLtLyw5/8///E+domaPHb4FlqCvX79e/TORFysNAT1f//rXdUBFHOrDO1zoGwUcMOkb/YomNR8cDJ6RBCp7GAcfJ1oPPmhABSNI4vUUEHwwG0AGghCX9TCJz372s8qMWEEBg7C5YZiVMRjiI6D4+B0D6InSHkiIhIPS3tGuDFoFYCwu2Zy5aA/KsOphKizb2ttUQKABYZqC9kF9jXEoNkErlq2UObPnqJZs+vTputyX9igrjavRaVPzYQUlMdVi4O3VmzZB6CST3giZ5cOhUM99hP5FXzLDanNFz2j5vvvu0/7GtBEjWISFGTcigKxfICgAL70JADRWKfNONhKUbNCz883kFJSwOghvtPPmzdUVQozcl7y7RB5+6GEVdAAU7GrOOXOuAhr6N7Y2tcNqdBoskeyQjkRSAWAA77gIyXhUokyn5Vc5AdyYListLZMyBeL9NZXTGwoMXBzjJbQxfYPvGfBAXwKsQDsO7sFjACgrV65UDQbte+eddyp/oG2JBzjBxg0eAYBBCwuvIi28gxU8ixYt0vzI69VXX1UDbfoJ7yAYeCUNB9oy4l599dXqyp53oWEhP6Z7eO8///M/y5IlSxQss0Ep9XGhfyjggEn/0LHgc7ERDYwDhk9AS2IjEUAJQoyP1j724xGFdAAU8jXh8+6778o3v/lN+fWvf62jH1btwDBgXIAU8oVZUAbuUQ6YWcGGXoC8nurOtEko4O1JBL2gJ3QEfMCAta1yOWFKprSkVAELqm0DIy+99JIyYcDjF//qi+ocj6W+GMmiXUAzwioaDEuHD69R8w/ua9ERuGz+qHYpSQGwsF+O97Cnkov2D/oVgaka+gzuyBkxm10AKnTrSwgowBQCCvCMMKGf0M96CqwAIqhvFAys0x36m7QAr4DEVdsBcIhVRyQemyrjx42VOz97h4KZxa8slgcffFB+ee/PdeNB9vU5//zzdUReU1Or5eEV0BynbrFYibrSp6yUW1ca5bC/YQAQyhv49t3GyKt3z0DQizcwfxHgtA+0oP78BiRwRvDzjXMfMIoWBL5w//336+/bb79dAMWkBxyQhnYmPqsC6c/0AaZ1GDDxnPcQF0BEf6BPct/yID6/eQ6wYZD16KOPKm8BcJAP5TPwS/mIS58kL+JzUI7e9LWBofLQfosDJkO7/Qa09HyMKsjyb0XI8ZHyYfNR2sfdU6FIQ1yYBQd+BvjAEZzMGeNqHMbAVuV33XWXghJU+LwP4IMg4tpGxj29r9if0260Dytx2K8G5gztMIjFngFtCgy1pbVF3lmyRJ577jnZsX27TlOgpkbdTXuNqBsu2UxO2tu9qR8ACgNOPKcCFGgT/JAwJ6IaCDV09foM78O2IpFEnc7uw8cfXdLGHLQ3AQFFPRjJImgApwSMprlGMNE3OehLBOKRzub/9eYx/rDZH9MrAF2MWT37G280n0p4QDwaiwkTPrlMTpcWl8RjqmWhnAhFpjUPNzfLzsZGHeGzLJ4pAZwMYqQ5/5z5qkWhXJFcRKqrKiVXWaGaFAAPU27Y4rS0tklHe5uMHF5zjNIO/dsAEEAA/QrBDx+gDQm0AWCNODhRw9bjuuuuk4997GPqWp4+QRsDDIhHvyPQ9uecc45qSJj2AVyzPw7x6d/Eg/YAEv/UM32TbwKjVt4Ff2LahmXuaITpX6RDS8YBL0JTgvbuX/7lX3T3a+LAvyiz9U0tlPtzUhRwwOSkyFZ8iRAKMBE+YBMAABI+RBgLTIUPkng9BRiECQ/ikweMA+aEpTxCFNX4U089Jd/61rfUNwqjT0YlvJt3kQfXxpR6eudQe46fVfx89DVA00TCAx66LDjm5Ynobk90SHNTk+zes0ee/NOfZO3atUr7ufPm6fQau7FiDFpRXiGs2qHNENjsVYP9KozY08Ig0EvzJq0eKAhHeI+3gqqrT3g2Jr2pk4FOgAV9jj5mSzS5R7CR7d133639B8GCEELoIEjoJ/zuev+x31wKoNLZG29liNrGoB2JhkVyHpvsSCTUZoY+x3QMAaPZUDymtiXYoQyrqpSRw0fIhPqJctmllykwWrVqjTz33Avy0IOPqKCjb8+aNVsNhkeOrFP7EqZ59LsKsedU3KNxP7T/sWt8ep/QJgZAoCfAFj7APc5r1qxRb8HYgzCFgh0RWlP6BX2Ovkh/8PpfWHkTeZIXe3QBqBnUkC8HfcjACWkBk/4lxlBj8+bNOi1HXLbcAOSYZoe2MSNZAAkAGQ0K7wcg0c94N9+bC32ngAMmfadhUeTAx8zBh2eMHgZC4IPnA+UZH7A9PxZh+IBJSzzADvnCDPjNGQYE0+EZtg0YtPHxM08MM4F5wTB4lwvHpwA0hd4AC84cjAgZ+bHp3fp163TkytJvnU8fPUYmTJyoBsnsKYMtio7wmY/HMDTkaSS4R3sjKMiTtuAe7Uq7AYJ4zkoezvbunjQlVhv6BIG2Ji0gg6lCPAtjg8Rz3g2IpY68G0HBCJpr+hFpLR/L91hnz0CYfZs878PUhykXVssQoAMGwpqfZ37SudIonUkrUFNncCH8XcTyICogiURaR+3Tpk2RvXv3S1NTszQfbpbX33hdpxvwfovQnTN3rgxTQJXRfHH2VqgBGlq70Lb0GdqMa/jIsmXL9JunvT/xiU8ofdB60a9oa/qT9TP6AG1lefAcDSyrBeEX+DoxsMM7tF3zPId3Ed+0vmi2mD7mvWhEHn74YdXQoHXh3QB1VuHgIgFtD7YqTzzxhK7Ooe8BnnmXC32ngAMmfadhUeTAB8wB8yBwDTiAwfCxwyDsvl4c5w9pSWPxYTTkw30YAB8318zTM8/8yCOPqDM2NDQYuZm9CXFgNjAlwBG/EWCUhXy4T75W5uMUadA9otxGWwpHPakfdONsNDM6Gi2tIjznIEAL8gLUYUS4bu06OdR0SOmCqhojUmg9duw4Feym9GJ1TSArEgh6c/men1bPboT3ckBbykOwsvnPXBP8cfRGL/6QhrbkHbQrASHOnkvUzS8EeA+aEs6AEtLRJ+gDvQm4F6F+av9CXweYcO5MHJCQb8k6VYY+0FXjad/1aKGQiuXRPAsHZey4MXqk2Lvn4EHZuXOXNGzbrhsZ7t2zV957731ZuXKVlJaVKiCcPGmS1NePk8oq9gTiu4OG3qom3se7Pbp6pfPaWhce60ofozlFp/6khpZ2dFYp36+IA7386fxxTuSa8pEfZYL+BH7buznzm/bkOfG5po0ZfAAIsGuiv3/605/W9gZ8EiwPykmfJnBtAIPnBOqCBgOXBGg54FPco0zEtW+JOJTF0gBorrrqKu1XlOenP/2pAhwAB3yIg+u5c+dqPgyemMrB9w19rj/op4Vxf8QBE9cJek0BPjz/x2eMhwz4kE8k+PMxJkN6Y0I85z5TO7fccos8/fTTOv/LCIi5ZvbZMWAEo+EgDcwHZmf52/lEyjYY4nrCpkst7GfulM8YqoEO6ox6mmBChnuqHdmxXbY3bFfnUI07G/UegAQjQkZ/48eNV0F8tHpDv2DQEzCwfQ7e6W8zS9f9HoKCspxMIK3lRz04mCokP667t6u/L/rf2dt+GUDgYygc6urHfliiOx1TEQ+RdFWJcvo8tHa1mBcXexoLkWhYRo4cLiOG18mc2bNVuDU07JAPPvhANmzcIPv275N9e/fpkuzKqgoZPXaEjB0zVoE4miBoQr2hCw7cMNRVzZQ6a/M0TNQDB3oqfKlR0APvLE0mHXkYPe3avhkrZ1/O9EuENHlbH+ZMuXmv/1ulPXlGGkAzS7HRkJIWI1c2+zxa4DkHgTzp96ZBtbrwHBABP6EPWN15TvlIY8CWvgN9CTyrr69X8MuA6MMPP1QbIZtqIj/Lk3zJj8NfJs3I/ekTBbq+wj5l4xI7CvQvBWAQMCwYCiDkK1/5SqchHEwOxsJcPSpeGAv2BjApmBFpEcjcN6DTv6U79bkpE1eND6NCbwQPK8YPCM/4BzPkN8KHe9SZAPPHHgLPlfj8eP/DD9R+JBaPyyUXX6yrRRj9QSegBoyVaYuegyf8eo7XUwxPqPQUa+Cf++tHGf2/e1uaXtQtALgTKS2Nqct+nLRhhHwIT7Nr1ypQWblqhURiIZlQXy8TJ06UuuHD1beKLc/3hGpAgQl9gG8FQYmmh+kztBD0D/p/KsMui13l1/6TX5nCt8RB3P4K5EWe9EPKxTVnDspFsBV9PMNeY/HixTqFg20HDs2w7+hNMMBBXAMJ5MlhAN3ea8DW4gI2/OCC+9CGwPeBTyWWozMY4j3YoJAH/pewc8K4mVVj7FpMPqQlngt9p4ADJn2nocvhFFAAhooaFgDCxw9zwcgR/ybf+973Oq3mUe3DrAEoMAtUtTBtG5mRDqYx1EKQ/WswgIVPMtLVUSc2C9jyMD0VUmHW2t6qq2uwSSjJe+Xdsq1Bli5bJkveWSKNjTtk1uyZ8td//deCUStCg5U5jLQxaoVOrMaprKzqhXCiMD4Jd9JE1cmFk059ShKqq3hf3WzDwiNe5nt+xH3/j57rph5f1dAzKvF4WFJpDxyOGz9a6uvHyKJFl0vz4cOybsMGFdiPPPq4qqrqx9crSJ84aaKuXBvBd5HNSlNzs3S0d6hfmQpss4IhiZewqgX9jbdhHULTRvYIbQL3AApMkQLoTYPgr82JXvOt8c3xLfINkyeAmQOtBICE54BigDNlYZk1mgk8P7MsnUC/9GvBjlUO6kQe9GsDKfAA3k/90KSQFyCEOMQHXLCCivJQDtLjxZWpHaZneA5PYUCEV2oGPWhRmLJ57LHHNG9AD2nYHwzNDnmRtwv9Q4FAjtZzwVFgkFGAbsnBx84ZZoa6F2aApf6///u/KzjB4yNW+8ZwYD4Yr8FwYEowGe4NtcBHyYFwaWtvl6ZDTVJWXiYIHkCJV0cc3Hn70bS2eksccS4Fk4fB4pUVY77x9WOVORsThqkyTZFMeatqoG1VVXWPdApKxmdz0ReK0h7H19BYuyM0uEY7hidO6mR9oz9Hp9kctgZM5xAwIOF/937TM6vM6sZ93dMdSSutWx5c8gQOzFJu79rr69QxFo9JMp3WTQLx9UO7MtXBUliMdRGcl192ueCZtLysVB3BsQMzdil4ruU9LW1tEsIeJxrttOlAcHMQAA8m0PVGH//4v1mueQ9gxbQX1IPvmMEG3ybfMXvYYNSMTQj30Jr0NjBwof8CYuzdXNs3Dw24tt/EASTBQ3gP5aJ8lJN8uIYefCucATQGYMiL91F+DGEtrQEvfhs9e1t+F+/oFHDA5Oh0cXdPMwVgAgQYASM6rN5hFPabUcwzzzyjlvGoff/+7/9eRzYwG4QZAeZCPjCWoRYSqbQ6JoOhUm+WpTJlY3WjXqjwdzTulCcef1xeffU1HfGdddaZapzHPkbD6+oEuwZcyqNRIuDdFUbKLrfQxfZjYQqgp+ABk56Fc0/5eKDk+O+jfgiRgQMmbFzYHZhQEz/I6LnuWV3m7U9zdGrkMMRMJXW/oUw2oyC6NF6St3HJSTKdkbb2pFRUlClwQYPS2tamAhRQyuh9/br18trrr+n3MXHCBPX1gRFzVWWl5ouwrRteJ4F0SqfqELrQE7qaEEcYQ2uEOf2sr4F3oqFAU4JQp6/R9xDaaGf4fonDtMg999yjcf72b/9WPT8DpimPpe+NxoR6EPhOeB8GtOQBwCE9fZz8eM67ecaAhbpyEJ+40AY6ELhPGuiMFoUz9SEeZaceaJgItmyYPMmbQF1d6BsFHDDpG/1c6lNEAaZxYBCMQAAYMBYYDR8/B0wG+4l33nlH1a0wpW9/+9uqgiUNcWBaMBTyGWqhvSMpKWWi3vLDtjb8xMBQg+p3hA3F3n33Pdm/b7+MGj1KpkyeorYIXJta3ttlFwPJLkEJHaEL2gAVUnhLYaroCAF8dGoVDzBRSZenSBftejON1RtgoqArPwVh/ZRN/WgXfYYFUS4gqQx2KCWeY7oOb+NCACrTN62tbbJ//wFpb2uR3Xv3qaDHmRt2KqVlZWrYvGD+Apk5a6aUhr2doXmXgXX6Ad8FAplAX+BeXwPl59tEeCPU7bdpF1hmiz3JQw89pNNR7JWF3xG+WdIQn2+WsgIEegpM2VAPAzGkIw/qwzUH77a6cZ/nACa+EwAIcaCDfRs8h07cIy1x7KA83CMf3smgiXjE5x5ltnf1VHb3/NgUcMDk2LRxT04jBWBSjE746PnYYR6MXPj4+fCN2cDoli5dqt5KUROz3w52KIyUYDDEM6Z1Gqtzwq8GlOB0Cw+q1AHmu3bdennj9ddlW0OD0qW2tk7GjB4tU6dNkfrx49SuIBgMSQRBFGJZJlqVrIRDXaNK/HJAP2OejNYRiBHfypJjFbawgQmGwB5g8xBJb6Dan1OKMXdPehVW1OD7JJlMSTo/ZYBLekAnfZZpHRQBwbAHSmhHAInaFbGPke7rk1VAicYLQ2e8kaJF2bmzUZckt7a0qtBsa2uVqfXjBY0KRpsYajK6p80N8NO/+M74tvoj8N0yUMCehGCDDL7VF154Qd588031Jow3V1y+824EPN84oIRy+NMfr0y8iwBwIJAXB/0bWpKn1Yt7XJMGXgEt+G2ggvRckxdxbSDEmbxIx33yhxdBQ56ZtoRnlN+FvlNg6FkF9r3OLochQAEDEzAJQAofPcIZRsI1ZxgEUze4A8dYDSv5xx9/XBk0tgi4th+qgbqyqdyu3Xtly5bNsn37Ntm1a690dLTL8OEjZNKkiWpjMH58vY6q2ahPBVqW3XwDnmOwkCdcs9m0RMLeqNGACADFQAo0jkQQp30fMQ9VeneWu5MEJ0uPnmCJN+1A/1UcgJGt+kTxNvALoDkJ5CSbyfvtYGohv38OEekTOVb1BEPq8I1yAyyweRg3dqyw2eD+AwdkW8N22bZ1qxqYIoT37tmjK0wACzgMY6UPgtkAfGf9+3gBECAgoLHFYHqGa5ym4ZCssbFRDU9xVIYrALQrCH3ogaAnPb/t+++pONSddPRhzgTScxhIsfsAC67JGw0NfIQpYQY+vJ9385x0/IbvcA1Y4XukHuRrgI57vJ98uSauC/1DAacx6R86ulz69ub3pgAAIABJREFUmQIwAAJnmBcfPiMTCzAiew4D4TlbkLO3BqNH7E7wZArzMyYFQ4F5wJBgQPYOfiPMjx9yOsoNBb30jIuN4XkOsLzUeFjFFwYH3kLtHayCIVDuTJZlhUHBU6i3aRzMPCDRCE7hcmrsysgXQLJta4OeUT2Pr6+XBfPnKyCpqKzUuuCNlIAW3jTx8OcuserVk3cRlPnmVfcYSbJ/DctLe6cx6Y0+QF/Tw5+gJ12PEwu6cdCu3s6+c+Ten98rl11+maeRQKPAMumj5EF7nmjI5Y1fjYgnnoP3RspztDL5y4PGhL5DOdF2oAmJhLz9WjzQEVTdTVbCnm1RPjGghPaibLqEPH8fexRCWMFOQPuXp3XJSSQclo+WLpVNGzfqsldAC0K3tqZGRo8eoz5SMKCmb1WyAWfI05p434f3LuyPeGcmgybBm/ZBi0M+HIRkEj9CHtVoN6527d4jw4ZVy7r1a+WxRx/TFWIXXXyR3HTjTVJdVa39l36NcPfaOdUJAvzfur7gGH/sGzRARHm4x3fmBwrch08QD7BkAdDGlBNghWeU3dKhxTFtLeXjII4BEQNPxOMZv40elr87nxwFHDA5Obq5VIOAAsZIYAowHRgSKlZc2GN7Mnv2bGHVDqNDGB1xbNRDWgtoEWIlPbkAz+lmd/Go5wofPyIwMc6hANqNrOSyOTnc0S7hcETCITat81yZqyAJeM6t2O4+k/YELkIDEMHGdsiW9rYm2bMHz6C7ZdP6lbJt83p9BytSUHuzZBHGZ0BtyM5n90J6ZxES+LGJhKWtpUXd0P/whz+Uiy+5VKcwFBiiqs/DAAWXeUBiwMTO1s6D5Uzf40AAItTok/Rhpi8I/OZZfwm5jnRWV+owddS4c6cs/+gj+eDDD2T79h2qOUCDgp3H6NGjpLqqSqqq2ZeIXcI9MEs5AB3pdIea9gK6dYox7G3MmEoCKDzbkCj7KGm/z0hzc5usWbNKHn3sIWltbZFrr7tGrrjicqmqqNJvZrC0hyvH4KOAAyaDr01ciXpJAQQ0DN5AB78Z/TAKevHFF9VbLKrrb3zjG7rMGLU1AYM5go2S0HJUVnu72OqDY/xJpfH/wZSINyz23Jx56mdGaDDreEmZbo7HSNj2TGF0yfw62hZGpUyrtLa1S2sbBo1Mt2Tk0KF2efbZ52TZso+kpeWwzJk5Ta649AIVGCytZJRG/QAjCC0FRUPU3b5iiR7UCngvzTIqD4ek7fBhufiSS+RHAJNL88CElSXZnGTV34g37eFvNj8o8V/745yua9qOA4FP/wWUmDaPMwCbdu6vcLgtoY7XeB+08Pov/k9adHoHGy1cwadTaWE117wz58ncuXNk9KgREo7gzt3bNRojajRLgGsUmvFoTPbsPSD79x2QsWNHSyxWolNQNC22LXv37lLfQ5Mn1+uOv9hCoS0qjZeqH53+qp/Lp/Ao4IBJ4bVp0dQIQQ0ggIkbkzetCOCDrctxiISra5YTsyEYAt5GpAAYRqnjxo8Txt49BSAEYISpD1ZGEDxG79m/oDlpSyUkEMAWxhtt8pz7Fg4cPCShcETYzbblcIu8s+R9efDBh3QPm7POOluuufpa3Q+ooiwq8UhAbWdMNW3LFlF9I8AIzJUXYlDhjeFiKKR2AGzK9qMf/UguBZiwR01+Ki3rn4LL2xh00oNpD914sIv+nc9O4wV1A5DQroBj+qxNC/iLRZ/uj+Dv2YkEXpE97SJ+cbBNIhw82KR7+ODp9OWXX1bAQt+67mPXqbZu6pTJEouhKWHFDT4/srqEP51i5VtEEh0ZaW/3dqBOJJPy9ltvyV1f+qL8j/9xt9z5uU/rChi0KclkQp3BjRoxqj+q5vIoUAo4a50CbdhiqBbMHMEPuEBrwsiT34APtCPz5s1Ths/197//fRUAeJa00SraFfNH0Ft6Me1DegKCA+HCwXsJsbDnFAstDPcQoi2JFl2eWFlRKZUV5bJ8xSp5/fU3ZPXqNQpg2JTuq1/9qlRUVEpZWblUVpRILBKUbCqpBoSAL39Zeb+p//WlBfoH2wZo66c3VTVQwrWtneEeqgDia1BDm7yxjXdnUP2lb3AASgykUEDuATo5/LYQfSl806FmSaVZ8cIKkphUVpZ12jbhMTYSjUhFJY77xulKmvPOP08SHQndZPCtt96S//Xt/6U7Is+cOU0uuugCOefsc2TChMlaVr61ltYO6WhPSklJVHbt3CmPP/6k+lf5l//7f8rtt90qw2qqFVxi01RWWtav2qC+0MWlHbwUcBqTwds2rmQ9UMBAAYwd4YUAB5ww1QGDh2liXMfqADZKu++++3TTOsCJ+U4gLdqV6lpvaeOxX5lTZo3DUgxZg2hBAp5xLo6ykItMy3QkUhKNxSXMaoG8DQrCEwHEMkmmaxhtjho9RjfPw25k1KgxMnzEcCkvjavKHVuAoGQlFvZG+tTNBC7aEhNqnAs1+NuWlRNXXnml/OQnP1FbE+qsYIW9gvJaBQUmSowjgQkUigS98ddR9Q82pTSApLS2tHqgCaPf+tuW3xz9EXDWx9RiMpFUI2/TGGLrRB9Gk4ETPisDBrZMS9Jnm5sOycFDTbrSbc+enbKtYYvapsSjJbrRXUlpufzudw/I6NFjpfnQITVAr58wUa699hpZeO4CGT9upCiYz2TlUNNBSSQ6BIBeU13TH1VzeRQoBZzGpEAbthiqhXDiAIgwwgSYmCYB5g+j58xSYlboAEDwo/DEE08oYMGHAvF7N5/vuSlnioZVODpqx7rVPD2iRAmIhCMIzYykkjnpSHTIju071M/K6jWrFbyw+gHfI5MmTtLlzJ5H27BIwBNE5MhKHQU1Ic+JE3VASFBHrqkvAWBi13qjgP4Y6KK+gEerL/cVlORXv5jxqz731d/DbB7agKZc2dkX7bRcbtu2TW2gcMUOMMXF/Ne+9jV1ioYWjn4MqO5dv+y5CmgU6ecYWysVAkG132FlGGAE2nj2Vt4KOGgcj8UkjoYlFpW6uuEyZfIk2bWrUXbtniTbtzfKpk2bdTfkZ3/3e3nrzSVyxhnT1eHb1ClT5OO33CznX7BQKirK5cCBQ6qNQZtFfciXsrjgKHA8CjhgcjzquGeDmgImvGDiCG0DJRQa+xPum1DDCPbmm2/WqRu8pj711FOCgMBmYeKkSZIVb3rmeBWORGIKBhCWLGFF8wEwgKnngjmdUkJbgrvtlatXyc7GRgVAlK2qskpg2mefc44Mqx6Wn3pCCOGwwlulk9MysGw4LIGctxLCtEEGQGwUTRmGauhtyYnHuqcM02VIT6Zq8gBDWwuNld7xKKFR8iBEoQhY0jebw/MjQm8LckSivv9Yt26d/Pd//7fuEXPBBReoNo9NFtEMAabNZqrvb/JywOAUXyj0HfoT/ZZpFXXEl19GC2AhTkDyBrIsWMY+ihU5gZxE4lGpx1HbxAmSOCspW7Zulb1798l3v/tv2scbtjWoA7fpM2boOwDvaP54J3ngUM6zo8k7seuvyrl8CpICDpgUZLMWR6VgnBwwWwQ1TB3NgjFgm9rB/oRRNvYkbKmOU7Ynn3xSp1ZIe0UgIPUTJ/ZMNLUlYUIAaeedYcCAC6aL2B4dN+Fbtm5R0MP7J0yYIBdecKHMmDlD59cZEVNmD9yk1DdESPDUSp5IyqBEI0EJ5AKqNfFrhQBelpb7XA/FYOCip7ITD1Cii7KhmQIRkWyAFuBf4Ahg4nnbIFfP8kSp0xOJDJz0FK+nwp7A8507d8ratWvVhoTVWvQRDE0B07Qr1/1l+EqxKvLOxGwJNv0MzV82k9Z+DNzjvZFoVMIxb8UXvwloTAj81v6nzt7CugQfXyksFaY1Dh06qP1x39698uabb8nUadNk3LhRqjWhBT17LM/jrQ9Lat7uj6NAdwo4YNKdIu73kKIAwhmGCeNDM4FNCUAEg1czHgR8wPQZsXHGZT27FDOl89xzz6mnzJtuuUVHg2gmPG0EkgrDVs/IlWtGfZFAREWiajDSnrvthoYGYRS8c9cuWbVypaq+FyyYrx4u8T6LTUoildTlmDjT8lbs5NRzJ6ptDGQJnlOsrAoLBAHTObwHoAXIoa789ph8l4O3wdxgfs1OJ5BSANZlMNwZB6Bp9iP5SgUAJqzO8WbSJJNOeZBEtSeZrmk1v/MxBWyexzkvx8FFIXyXYFfCMnBWji1atEj7MFOOtC10os9y3R8BwG5Ag/5D/vQnvgV+870QiGPx6HMEtI7EJ49UJqVTQGhcGnc0yrPPPKPLi0vLyiUWLZFMOq3+SqKxmOzfv09mzpwsiQT7zCTVwJZl8iw9HoxtopV1fwYNBRwwGTRN4QpyohSAYRoDJS3AA+Z+tAAjRkWOTQe2JvhrYKv12tpa+c1vfyvrN26Qr3/96+quG4Fgwp/RHUwZz7AADAz5SA8A2pffih4GzdLjiy++WL78N/+n1I8fr6toYPgmBIJZzwun5nUMTUdUhUFen6DLjbs+T08N3lUzf7277g6eK8CGHZQKOnSe8bLKoeDCG63z3ABahl2hzZYmmxLJJHWVUiiQlfa2wzoNoVqwTFZC+M4IeKARoapuTbADYgoBmKNgp0uXcgSFKJJXrCNun+ofAGb6HfTBMzFLdOlTBgqgBYChP4P1acuTfshhAVBvbQQooiz0Oe7Zffo8ht47djTK/ff/XoH9//7f/69cesnFkkjgTygqK1eukpdfelUaGraLyLm6xDgnnpfmTC6j5A7njZHt3e7sKNCdAv3b+7vn7n47CgxCChijZa8QdjeddsYZcv8Dv1dgAjhZuHBhJ9OGoR9uOawrCRp3NqqaHYdUjzzyiKxctUrtRj7zmc/IhRde6Pl1SKbU1bwBEIQPeQAkOBdjgAYEozt0YCTe1t6uArC8HF8sAWlpbVEPuiXxEimJxzUOmgW0W/FYXH3HsOSV6TqEZEl5uRxOefuZsEybkbhhDcMbdh5MdL/jjjvkU5/6VCc99uzZo3WETtQNEI3GbyDBJ/0VcMT7AST8hvZMf2L7AlBCM7l02VL56U9/Khs2bJLnn39eqiprJJXKSFVVuUSjYSkrLdVvpLm5SUmuJlSBvJEtU3B5d/ynAxAOpj7gynJ8Cjhgcnz6uKcFQgH/6JARISsVYMBoUc4880wJhiPy2GOPyre//R31UnnN1VdLvKRE7UfYMO31N96UJUvekU2bNqnx4KxZs+XOOz8vkyZO0Hg4roJBx/P7ZSCEETSMPHkf1/Zbvb3mPZYyReQd3QkNiOmf5aLdcz6Vv6kjwerLNbQwUMLvDgBJJiWVZWWS0w0HA5JjD5OyUk/DodoVz8D44P79kmhrk5bmJmEtVAyhyT5E0JSVKxKWYJpk3vb1tkcM72N/IARqkOkLLdXg+EOfsKk56ITNEzvwogUyw9d+BbE57EW8djkWBQAkgVxGykrx9BqRkAIRlqbnpLKyXFpbWuSxRx+XPz31pIwZM1b+n+98V4FTSUlMcKicTgekvQ2tSblUVlVJQ8M2SSZxRsg0TsjThmmf95wUHqsc7r6jABRwwMT1g4KmgAkBKokwQFDZaBTAwIFqfd7cOToinDlzlnqL3bhho+Boio0BP3j/fR3ds+fOJRdfqjv7spsrztDCkZAatcZjLFzFbsLTipAv70bwICQRNByekD4aGDm+4BhKjWTgxA9GvHp78ABAmE7n1AsocUswzmTFCDtJYwCaB46tbW1SU1sjLzz/vBoX3/df/y0//9m9suiqq+SOz3xaQSMaFAusNGEFCHkavZXmFmGQnNGE0Df8K8nog9znoO9g/2G2H30vds99i80g0wDIfB9NdHR4K3eiUWk5fFju/fnP5aMVK+Tss8+Ra66+Rr8ZnP41NTXrtGU4zHRZUCoqK1Rjsm/fPvWFAiKkDQiewbJbldP39iz8HBwwKfw2LvoampBi+oDDRqb+UWs6k5UZM2bIqJGj1WX3+++9L2vWrlUV+5jRY/VZff04qa2tk2HDhqkXTQ98ZDz7kyCq8FaJBJmy6fJAiqAxoewJav/o1Q9Q/Nc02dCc9vGDEet43e8lEx2STSclGo/rfjdoPhDEaKYiEpB0jhFTQIKZrKxZsVJ+de+9WAbLqo+Wy7Zt22XsyFHS2twsTPkEE9iqoFyCzixN9WmZMOZky3oDL93UJn6KDyS16XdoKABQgGSmUNCUcJ97gOfuNDNanvz5+OCEbRYUVOM3BkeFGJMnk9K4Y4fu2M2qM2yoLrz4Yhk7brxHZ/ydxGOSTqMVpAmCqnFhygcDX5bUo1EBMGKbBTQBtzvj15NvxWJJ6YBJsbR0EdcTJm+jVIAJAsAAAyNXdiSDEbMrMNu0s7wXB1K442ZfEbzEnnveuVJRXpYXGp4YI9+ALrtkOSTTBiHJscw3LwMMEBEPgeNpUFhtoTMWvhYxEekXHv5rX9QhcHksoQoNCAimYCisxsTZbEpSHQlBsgUiQWlrbZXdu3dLY2OjYHuxZfNm+eC99yUcicm2bQ0yftw4mTxxguRoQ7JLeQIPXzCM9nX5ju6f463mQfsSinZpVWxOh6R2DDRJoU938ME9+gd9k4BWaaAD9h+Ug5k0QMnatWvUW3ImnZFFVy2S8y+6SKqG1Ug2k1OtCBqfcCwmmbS3eo3y8z0ATGhrwEl5eYl2dv3OdCdu2miga+beN9Qo4IDJUGsxV94TogAMETACs+QwoQnjtAOBxsgVrQmyE78kw+vqdLkvPiXWrV2vfk+uuPwKGTlyhESjHmclrjLcQFAy2bTaNKiwwyNsfnRu7+CsO+bmMhJmZJ+3o/hz8UgOhRWMBtCK6zBCN52SRGurBLgXCEhzc7Nsb9guu3btVA1Ca2ubdHS0SzQSVa0Ke7oAMtAsYKOydvVqqamulXEj6hVUKtAMBXVKSJGfri8OSCAU9kjcTVsChf2U5vooUU5JQ1BW+iIB4Y4GDxALGKGvekL8lLz6mJlC50wmrXvqHDxwQFYs/0jeePNN2b9vn9x1111y5tlnS7ysTNLZnKRyaW0vBSCC/yCmz1jijOO2oHp3pS4HDh6UESNrPboqgZnWdBqTYzaCe9BJAQdMOknhLgqRAghC/yjURqrcJ3hCUySZzkosGlYhuHfvXolGY3L9x66XqVOnyqOPPiq///0DClouuOBCqR8/Ng9y2DcHLYnojqsYCsYi+Xn6PDERMp2ChlG9MmYTiZy7X/t/D70WMbpayT36dhkBQ4uwZCXZclgO7NvnCeJAQDZv3Cgrli/XnZtZyr3wnHNk1OhRsv/gIXn4Dw/KjsYdMnfOHFx1yfJlH0mqo11qq2pk9sRZOrVWW1cnZVVVEo4DL/LLhLHZ4CckPQbqMGpbeQfiDA1s2sZAM/cAzYAU056YbcZAlAn7Dzrnnt275NXFi+Wll15SreIPfvhDSXS0q1dY8xab6EjKgYMHdMO/slIcsnkaQOxMKHO8xDPiBdRk0pP1G1FNjNqvYItyjMYYiIq6dwwJCjhgMiSayRXyZCnACgOYJatwUC3bqgcEgwEGfGYEgp7qHOCycdMmtRsZO3asjBs/Tu6887MyctQI+cH3fyCNO7bLLbfcrPvcMG2ezXkeMZnGKYmzUQ5MGsbbZfjKCJkQCnnO2wAwXYDkWDXrP+bdW+FrqvyuEnn+3KkPAMM789ST9FrNrsh6xeoafcpDtFIAM7RFAMREUjCqTLW3SsvBA7JlyxZZtmyZesw9Y/p0uf7662Xi5Mk6jZBMJKSyuloqR4zU5al3f/1u+ad/+ic597zzpKMjIfv27pE1K9fIY088ro7xWCU1acpkqaqrlQhO69IBySTwjheQcGlpp1Fyt+J6P5XUHr2VVkYwBZH5llIg601zHDWPI25aBkfc7PyBLUYuF1I7k8rKCkml0VSkFKShuQiFPQNYlkj3VzDgY21p7WltihbqwIH98srLL8uzzz0no0ePlv/5rW9JaUWFpJOeYS5tSDnRlLDXEwH7EoCJrYSn2eNxz63+wYMH1DMsgJ/32L/+qpPLp3Ap4IBJ4batq1meAgADVhD4AwDEQjqTk6a2lOBuKhAOSGsHACYu0dKwZHJJGTW6Rj79mVtlxoyJ8rWv/l+ybOnb8uUv/52gPclmUV1H1CV3PFKtKyrIGx8QGDjyXqaDCAgD9g/hOSDluAHZ5nkFPzLasfCK3bdzPhVZJPPXPOr22ANQqocISHNrk5Qw3RVEGOOBNquGkCXxUulItUtJBO+erGTCRiesnms1aytrTiTV3CzBUEQi8RLJJhKSaz4sEQRsWZm0bt8hH7z1trz57gdyuCMpM2bPlEsuvFw+99kpUlpeLsFwUKd1IvG4xMtCumQ1ncvJ4ba0lJfVSjhYKhIsVaPXcSNKZFTdWJk3/yz1rfHm8rfl9Q9elykTJ8lZc+dJ/aTJEmEdayolmQN7JFRdhXpLwRL10kM8u5RQNCIZiaqL+0wmJ+kUFcrpiiuSYPaRTKYlEglJOHR8A4lgLiNBXZ57FGKD1dSdvgg2uqVlMcnm0hIIi9on4SzOgr9/2r2TPgdC6t2Y6Ur6IlNk9E9WAnGPHX/3HWyWn/7sP2TlypVy4403yv/xV3+lNjv4MMEpIX5jAPmlvjJSnmj4SHoAgMpLozJm1DDZvm2TZNIXSUDiuhwcqoYCQQX9J10Xl7AoKNADdywKGrhKFjkFWEXD1u+ptEgkLNJ0qEk1K+Vl5bqiQMkTEJk5a6b84he/kF//56/lV7/6pezds0duvOkWwZkUK3UYFaKdYakkggXHYPxm9Q6rGngOUOHeQAYEwp8DEq8EKoIxVEy0SVlJiZYNjU42F1AtB6P3NoBaNK7gq7SkVEfMuWxOkh0dkkmlJapbKueko7VNovESyaXS0rZntwTxPJJKyfvvvisvvfSyGrjOmjFTbr7pJqmorZOyygqpqKyUWEnc8zWC0KcBWPLLMBwtBUaxeeNltSNRwZaTQDgskWBYhpcNl0suv1xmTp8h69eskQ3r1stjjz8mI4ePkHlz58mMmTMlPKxaWvbu0+Wq8apKicQxzvSm2PCq0Xy4XSKxYSz80cCUBBvcoSFob88oCIvFTsVKmYHpBUwXsYklwBhNIRoPbECsH+Kb55577tFnt99+u1x00UU6N0O/BYwAsDn3BiyRJ9NRHOwdRdsR7F0DU2P3lqFOAQdMhnoLuvL3mQLwzkgkIB0dGR0RNx9ulrHjxkhlVaWO2lV/wHpIyckZZ5yhDtgefvgReeKPf5SVK1fLyJGj1Th27ty5snHjRvnSl74kZ511loIRBAKjTUadMHqYuzHrHgt+NDRxtHtkdKz7CAXPfECjHBlNLQsEW91cmtUrMTUwZWknq5RioYikJS1t7a0SYCVGSZkCETQrkWhEStQ7aViCLGxCxV9WJtl0Wvbv2yub1m2QbVu26Cqb8rIyufCiC2X4iBEyrLpaKoaPklhltWejqrNFXgGzQYyJM7q5HOVUQahbBwUkgP0C+6wAXnRaJSKBkKd5CAcCUjdypIKc6TNnycF9+2R34y5Z9tFH8uZbb8nc+efInBkzpGRYtdYv1dYu4VhUAQcb2aERymBjlPfOq+2TyQn79MQiOAeDvkdSztpOdz22H/lJru73Oh/ntSWdv/Px7bf/Df5re36yZ6YxAQqAC38AQL/yyivyzDPPCH55rrjiCqEPA1rYYgFgzdQnU6DcsylJfx5Huwb40N937NihgIR+b8AEcOSCo0BPFHDApCcKuedFQQGEDzyzvQOfGt50C34yEBDpTEqCoZC6Rc9lsoIre+wh6uqGy5J33pVnn31eli9frnYsjD5vuukmFaowaBgyAhambiNOmHOvwQnU7y6luv8+TgsRFZMWPedtJiy6igickQVESmKe0SXLntvb23Sre+qfTqWkrKRU64EDrWDeZkc3bGvy9q0JB4Oyf+8+2dHYKBvWrFPfIbgyrxsxXEKBkVJbUyOTJkyUcsAZmxFGYgp8KJT6o8MGJ1/AANMg+PPI19ub+tCdFNVXSSdAQOsUwuYjLSE8lYbCOh1UXl6hmp/SeIlUVlRIc1OTNGzaLHsbG2VU/XjdFXdYzTBJ4chNN6cLS4bpNWw71PYDkOV56pVQUMJBbxkvfYIN6LoL5z8Ts0cBH0bv03WmHxLMpoqVQCzJfvXVV2Xx4sVqT3LllVeqB2Q0f2hVrJ6ACq4NWPSmDoAg2p930Ne7A5MT7v+9eamLU1AUcMCkoJrTVeZkKYCACYcDsnfvIfVnAnNl4z4s+5KplJTEYxIKB9RbaTAblGlTp0pNTa20HG6T3/zmdzpXzy7DaFQYaTJ3Tx4IA0aqNld/IgzehLPVqROP8KDzhz09xhmZDhDKAxQvHb88jQBZMS3T0dquGgy0IEzN5LIZtSfJZrLq4RbjyDQ7NEeiEovGJBMIy6HDB6SxYbuwhxAAIJVIal4I/vpx42X0mDEKFnB6hjaCZdm5aFgkFFWjVC0LNAYQKEgB+uAqlGmkrGRVyOckzf4qXDMDxoHhDIqToEgm62l91LU95pWRsMQrKmRUSYmMHjtOp5s+/OADOXDggKxfvUZ2NDRoucZNqFcNDsYeuXRKQtGAZJNJBU7cUzf2arCL+3w8yVI26Nhl+KNl7kZ2z7tpt5tH+WnNp22cf273+Om/PkryE7qFtsOMXwEF9NOnn35adzY+//zz5bzzzlO3+AAQQItpR9D0Efzpe9N/iY/GBE0N00gGjHi3lcOAzwlVxEUuGgo4YFI0Te0qeiwKqHDG22g4qKM8DATLystVyHojvrSEAiWSxQeJGn3iUj2jwISlrYww0YDA8HFbj1EhDJy5eRgwz2D45MXRG22Jpyk4ssRHCCu/RDsy2hG/mI4I4TiL+ExHqDT1VtsQUYUFAjiZVI0BZwQJPkNSyYREwqxWCnjGj5mAtLY0SVNLixxqbhb2sdnduFMONR1S7QRABO+5TF9Rxwi700aiqorCZoRpGBVIurv7CbXEAAAgAElEQVRs3kOr2npkJI0haja/1Bp/JPjFwPg2l1VgkskXneIDqjiACboRQN5vTC4YUmdqaHUC3GPqLBaVWWedJZmODtm4ZYts3bxFVq1cLXv37pPx9eNV+8VS40RLq5aZ7NGcKCZNJxW0AKiiUTRKvNYDJl45jgQQWirsc45oAe/HEW3nAx5H3Pe1qd4/4uFRMu3lLZtCpJ8y1cj0DUau06dPl5tvvlnto/C8C2ggDmcO+gagmr5sfbw3wATNILZUBsj5HugP1v/J2wGTXjZekUZzwKRIG95V+88pgODZuXOnrlyoqqz09vbQfVdCKgrTmbQwlRMJe1vGh4Jh3b6eESdMGCCyYcMGndZhqTHqbA4YMmcYNiNIm9r58xIceccnp/RB998Wu0f5hVZBl2uSglyQ8py9HFnGWVtXq8Kj5XCztKdSnRIXF/vNTc3SfKhZch0p2bN7j9Zx27atWi92Zr7+Yx/Tjd3S6nbc8+2CAKPe6Y4O1X4wikayo3XAaysCHqBCuYiHXYuWjD2Fwth1eLUCX2CEqkXmD0osYqqXUs+FbjgW0dUekslKJpWSbCqj9iE4+4qUlMrIikrJtrXJqPoJutfLqpUr5MOlS3VDxilTpsqUqZMlFiuR4ex/VFnpuVBPtOtKkmhpiQjLvPN165xKMuJ3O3dR1XtgbaN16xb3aD8t/tGe9eUediLr13uOAjdv3iyLFi2Sj3/847J9+3bV7pmWhP6Ji3zaj2kd2sYAdm9ACfEBIdimAFDx3svUJ/dIb4CnL3VxaQufAg6YFH4buxr2QAGEATaVyZToSDoai0pFeYXKbUabMV3F4WkZYLAcMFg8xZ577rny2muvKQOHCf/Xf/2XvP3226ohueGGG5Q52+th2r1lzAgypjL8gXuEI27n7UcwcD1q4DlDeBKpsQmghBvUB52DN6WDQA9EIirU8cAaioSlpq5WGrY26OoKnM5tXLlGp3nQCl13zXUyafJkBXHJdErBA1MozAeRF35IuC4ZVukVKxAQdv5FsGfTWcllchLCRgQnaBKSuETU5gPQoXXPly8bEslgFMv+Q6GAN6WT10rgPTcTCOq7SYPgC8VjEo55diLpJCAlKZFcVkJlZZ1akTPnL5T5518ojZs3y/PPPS9PPv5HueaaRTJt2lQZOXKklFWUq9Ez7tbRf+QyCV36zLLiAOuHjZR5gls7ee0S1MXX+UedbXVEm+Ufco9yH+2Zpe+PM2DjvffeU/fyXH/yk5+Ua6+9VvvitGnT9BUYuwKYAdiACgWS7ATd0aHGr0zN9AaYkBnfB1o3pjTZBJMtHej7pOcdfAMuOAocjwIOmByPOu5Z0VCAQXkylfFGi/m9TFBfs2dISaxMkumExMIRNQxlxQrGkEjJeLxUGTfMlu3r7777bnnggQfk/vvvV3X5V77yFUF7Ultbq74jsD2BOQ94UK0DoOTPJSFCI5VMSVtzs6xbt1b+/fs/kM1btkj9+HGybv06ueyyy2TBggVyx2c+I6NHjpJ4RbkawTJdksukpZSpE5Ad0z+JhC7lLamoUE0J4IBXsooH9b2OvgNhiTJdlN9hVwUV0yfkEQzlHXGphOv0EopQM1Do0Q6j3YBqr/iNb5U0UwQSEIxx0bpE8RVjPsraOyQWjUqspERXIGXa29Uo97bbPikfv+UWef31xfLkn55Uu6KF5y6U8y6+WKIlJdJ+4IDuLF09aqTn7n7AG67vL8Rz8cMPP6xejG+77TaZP3++0h56AlQ4AB6AEu7RHwxE018BKgB02qk34IQ8aGu0hCyTJ3++Je6R3k3j9L1NCz2H08AhC52krn5DkQLMHJTGQyqYzz77LBk+YriOZ1VYMhonQiAgrPZgF9ZQibpj0x1tYd4EmC4jTUaj3Hv++efl3/7t39Rh1a233qrPjLFjWIjdCUwfgWCBezD2DBqGXEDfi2bBPJ+AL5je4Dd2G6mEp61gVUo86tmzkBdGq5mUt7okGgngIcybvtHN4QKSwgMrNjCRsETLyjSvHQ3b5Sc/vkdef+0NqaoeJo2Nu9VZ2t13f0NKS8ukprRCnaqh5dDlNGGMTWN5bYw37g+HPW+rGGkEgQlBHNCL1geAEo6VquJGp2OCAQkFMDQN/f/svXmcnUWV+H3ufm/v6aSzdBaSECCQsK8iMKCgKOK4zcioCOOg+Hl1Rj/O5gw6jv4x8/r7jSsyIrxuoM4go4gCig6LiiB7EIFAgASyb92d9HL3e9/P99RzOpVLb0nfDr081Z/bz/PUU0/VqVNV55w6deqUakLYJYPk5HQm1AImKeoZFcGHb8owx3hcorGqsHRUQZgB97HE4OFwTh8UOD7HlpYInLwFhiGRSEJiUTQDTQ6Z1aq85qwz5ZhjVsr6lzbIuufXyZNPPyVHrjxKzjnnHGmbN1f6e3qkIZNWfKHiwI8KGiYtO9Du0D8QjNRENnBOB4NHEGW3ExCxHZr6WT/QDIJ/gKdyoyqzqroFm/5AWn4mGLj8gqWywL4JZk9ZCAAE0mDw+53vfEd+8pOfCALJhRdeqDtwEBRs6YYlHvoq39PvCFzt3p7995pomH/ad/H+W60K9lfYtBhMJuxQD7/PD5NVGD2DMRAKJjO48cOq78OAMvuo6O4Z84gJo2EXCgGiSnAMxQg3hNzu9bVqXJh94hNi8eLFuh3zhhtu0LX8K664QvOB2cA4EEqM4bCu7+9ekGB7McWyZKR+vx0Irkz1oimSSiU0T4Ql3IOj+VBNAltbEzFdVunr6pZGDFLxApsdUAElilO0eFw2b9okf/jjU7JmzeOyeMkSwf4AY9b+7IA0NDbIJe9+jyxefJjuRorH8AobnOCr3Dk4Jln5mQMOOMCbBWNwBroyPWPkARMkKzMmtXTue/fkBBUnGBJPHvqGRhsMzv6EkolVY9/Bd6xnBaKdvhQ93C/CGhdrYJWqtHd2SjMO31qbpbNzgWzZulVeevll+ca118qS5cvljNNPk2RitkTxaxJP6Cm62J1UiiVdSqJcBKdiJCrFQOcTT8QlEcFvTVTxpww5ntCzYwZBG+JGcVFhm21F+wn1NaHEtA0Yq5p/HAQNNBoWSE873njjjfLoo4+q352zzjpLNXqk4+cLMtomXptZPv6VNGMNjBXy7+jo0CUkyiPO4g8kr7GWGaabXhgIBZPp1Z5hbQ4CAzB/6DqkHWLf1NigdiUQUD23hFkuifiNQqAROPi1t7fLqlWrVNhA4LjnnntUaLnooovk8MMP1xkrzIZ8KQfibTNjJeIIADAktXHgUB6nRleX3sxo4aflkrq4p8qAFamiowjcfgfbhHkRTyak0N/nnMWVS7J923Z5dt06eWnTJvVTkm7IyIojVsjKVcdK449+pMsdGJxu2b5NXt60Ub/PFfLqN0S3q2hhThBQaQdgYDwBILzW+0BI4N6eNYkJDpYusJMZGrXk7ZQhg8e/BenVcZx77VrdNA7BjmLLj23FaoMTSC0qtKBF0a03TsMDo09kUjK7YaG0zZ8v8w9bIvMXL1b7ml27d8sdP/+FLDlsiSxdtkzmzpunWgbH5HHQlpEIDsiw3dGTo2POUV02L4UKypq0JBCM4sEyldr2OEbvcPZK/IB/+ocJqyyBaR/UXUNuSYR3xNHf0ErQf7g+/PDDcvPNN6tG7gMf+ICce+65Ci95IBSzjZ1gfc4hr37/6c9oZDhvB9sVBCeDnXf8whBiYCQMhILJSNgJ380YDFQqVenvz+osNZVK6pIFbssJ+5YWRkcHBBkibEwFdTYaGLQjDzzwgJ5UjErdPGzCSGwdH60JW5WJw6AyznZbDqGLQsyD9XnuVcXAsgZLPnAYdzJtLO7W73EQxm4Y6L+e7VItS8/OXbJt+zbZuWu3dPf0SDaXk2QiLh3z5srCBZ2yZOlhkmpolkve81459YwzVNLhcDkMGNEEJFLAgrDkaUmMwQRSh/F6w1KtQGLxCAYqI5AgkG+CLCzJ4FUZGoycpaGgPNrD8uBqxqeWh149IcXiKVOZogLKh4MSnQpoiVSDxGHabJkuNciSpUtl8WGHyabNm+XZtWt1aaSnZ4/gyZat0WjEdBePRARbGk6aVp8xUc6QSUihUpVKpOLiVMvjNB8s9eCwz4LB5z+jNfGZOP2Jn8UhhCCY0GfoX2gocGi2Zs0aefDBBzUd/Yxzb7Q/Bd/yjfVRcMsz+ZJfPQUGymA3jtmYGNyUWc9yDGfhdXphIBRMpld7hrU5GAwoE6jq1kaz+cDAFVU6s0r8m1ThfmOY6EF0YQQEiD0EGp8O73vf+9QIFkNEfj09Peq2HqGEMpjF4oSNAPHGtgXbEmwhuKdoGIhtqEFDgcYET6mptBMaYI64Vse9PEs2/Xt7Zc/eHtm+fZM6u4Jx7dnbq/5XVh97rKxYeZSkG5vUcRpC0EC+IO+99FKdVcMsWYro6++XMtqQSFRwYuZUMwEiPHy4VZX9Waz/RFL/mXrq50QGqNVVFS9PFFTUU32xRPAt4nQmrMAMfhsIORoR5GXl7HfF1sSJdIGBjlcQx8w1Nkg1FpNCqSSlYkmKGHtWq8r0j1m9Wo444ki1P3rxhRdlx85d0tXVLd1d3dIxf4F0zp0raew0GhpUiGM7NF5i0/iAwdC5WnHnCiEcxGMSxzYlgFUb3PtnMNN3dCkuWHohCXYZCCD0A7NF4p4f9iRo5e6//35dsuFYBHbcmKaFbxF6yde+IS9+aIu0PE9Y8kA6qFu0OGwXRltC/r5gQoahcHJQaJ0xH4WCyYxp6rCiw2EAFoW9AT4dWIJJqSt6jAtFPYEm4yllWoE55XDZaDxCCYIFwgYBAo1gwhIRbr8RRFj7Z+cOJ7yyQ4JZLjt6IODs3uGXSifULXxC1x3K6ucD9/BskWVBALuIYjYr2WxOkrNmSaUSkWx3t+QGBtQPSd/evbJ902bZ8NIG2d61Q3ddLDt8uZx13rkyf0GnJPCpAhMu5CTd2CiFckUyMK5YVNKJjPoXUcbc2qaCyUAhJ/EM3nCdbELdYC7UVYUVOGrAVb1bxYEvAmgE/4K09k7bIHhp9ib6rlLVc3pYwkJjgpBiHsz0fVV0+UqVH8ESjqInKEJhCbQnrkg0L4ENihVaFUk2Nkkun5NC3vmZae6Y4yxFWE4rFCSaSMqKI46Sw5cfIbt37ZI/rHlCHnrgIWXyp59yqhx57LHSUo7osk4SzVJ/Xqr4ckk7PEkJB3LYjCR015DhCBACVOjV7sEtQoMtv6DZQLggHqGEfkYfw9cIxyDgXh6N3KJFi4TlQjwQ0/fQqJAGYYT09gPV5IlAQpy242DjjO/GYAdeBG48wFI+8HAlcB+GEAPDYSDsHcNhJoyfURhAO8KhY3PnzpNEIqk+NwYFEZ3RKxscFScwErQkEGWIMExk7969ut7OM1tvjzvuOLn66qvlxz/+saxdu1auueYaZSgwmNtuu00ZCS7gG5syWh5Mo1TCc2xFd5+wwwM38ummRj3Nt39Pj2RZhioWZe0za+WhBx+Undt3qIbmtNNPlbcf/3an7scDJ7s3yLVckWixpF5VWbJJZRpky9ZtuuSUzmR0Zg/TAgcwFuxudCeQg8h0DxM281WGrQaTjpHZMo7j3qhMxtYe1mDG8O3qVC6BqkblvKpuYWYbM4w6XyjomTksySRhoiqQRVQb1dm5UBbMW6Cu3Nc+vVaeefopefHF9TK3o0NWLD9cjYVb2lrV6LW4d68u2ySaGxWnVYQAjjHGH8ooVTAB13bN0JeMwSPs8oymhP7DmTdoSTgdmPS8ox8iaJMPu28QZhAI+CE8oM0wjZ7habxXyiJvyiB/DGDRBNq4AH7ShILJeDE9vb8PBZPp3b5h7caAASbh+XxVnavNnt2uhJ3PMHyNxlOqnh+FhwyWwno/RJjAFaGEtXYC6+0wFFTqH/vYx1Rz8o//+I8ax3emWWGWGWPbrbglIVQE0WpZErptVKRSyMlAb69k+wf0ALrtW7fKIw89LOuefU7tRd7yxgtkxapVasxb2LNHGluanO2EVKSczbstt4mkxDPuMD1sHgrFgsLFkkRBPdyWJZ1IKpMuVCqybddumdPW4rYLI5bs4+laN1viMc0FkbU441l/VM0kBCIC41ZWy9RINXinypiye7BlGNWY8IJogODq7FfV1kSj9N3gK2dK4qAc/I+QheaEgwAJJUnIQAEbo5Kk4vg7aQ62Y+elUqrq+UDxeEpKubz+opGYzJ63WM7oWCRHHb5S/vjkk/LCuudl43P/K0sXLZJTzjxTOo86SlJsU+7vE8kWRBKBB1nsZdiey2Yrb7NQUBWtktYpYPJoTmD2aNhg7Oz6Qrv22GOPyb/8y7+oHdBXvvIVtVvyl2bofyxNEvAp4geEFPIjzYE4T/PzGOretC8IHtxzajEGsJRFH0fYDUOIgdEwEAomo2EofD/tMcCSRaFQ1Fnl7NmzlJgThwMxmBdeTFPJfb5GRkIIjINZKLNFmASeRIlDpW4MhdksanSWbJjdYm+yYcMGOf/88/WsHYh6lU2ngVbA8WAnCWA7snP7Tnl5/QZ5bu1a2bjhJemYPUeWLV0q57z2LNW2cMheFc1NJiPphZ0SScbcdmN2/iScTw0cmbm1qrLaj8AwmpubZHdPj55xk25oVP8hyABtzU1SamqUWMRt+aT+qk1yPH0kdBz0O6s7GdgsXO+Df+79/gDwFMgkQ5TLG8L+3wSRkivmJBFLSAq/LDicKxfVwJZ2YjWNAwpZ/orFkxLLxKTKNuFcVt+1z5kjp7/mNXL8ccdJz44d8tzTz8gPv/8DiaWScs65fyKrTjxBoqWSFHJZiTWkJZFywoKVPeQ1AJN+BAz0JQRW6o0wgYErXobxwnvllVfK6tWrB5d6tP9Qh2JxUEg2DR4CCYE0CArk5+N6SFgOIJK2QiABXq70cYRzBBOWK2056gCyDJPOQAyEgskMbPSwyvtjgGWCVELkmaeekOOPPVpamxrUbgGVA1qTWDyth8qpjw79NGByenFLDZajm9lHJYnhY8J9j2DCEgpOuRKo0DmYLiKSLxWlt79XiqWi7Nq1S+0E3vnOd0pbS6s0J6PSENvHTHN79srOri55/IknZePmLdLcOksWLVkuR606UQ8cbJ/TLm1trZJEgOIcGanq9mA9RC+CASanFAY7IlTgMQaNviQiEALq19rcrM7AMP5Vg1Y97Nf5DVFtRVDR4ZiZ5Wr4qL3qe6S9ISbORA3WOBDKYHAwtkxjgxqjolWJcUKxpuXQv30lkLdqQbh6ee0TRtzi3FAwNsSw3wh2pqgA5lJhcAvuEinvvTqWwyA6rmhlt1KmJSPpSqs0tDVKU0erLFi5TF549ln55T13yoNrHlLPuYcfeYSkixHJ7c07XyZq4BoXXN3bGUKcxYQmCI0KxsYVKUgkUpZsPivRRFSyuazc8ctfyM03/4/m+eY3XyTLl6+QBJqRQMOi31cjKgQYdnRZLjivhjhfIBmuLe3bfVf6urWQxSrW9UHfRBkBzgyIIwQWLFkiL7/0svTjCDAak1Kw1R2ff2EIMTAcBkLBZDjMhPEzBgOORrKUs8P5MEklVeWMHQez5WjMqaV1u6xihaUEE0g8Qq07RBynhKHa5BymoIwehhmPSzqNcanISaeeIp//P/9XDWM5m2f9Cy+o6/BdO3bKG84+U9KtjTLQ3S1bt++Qxx5boyf1ZppbZPXq46SpdZa0z+mQjvnzlLHhqyQOw1RbCIQNt9Kh4Eb2wTJUo/o8Am2LBWPy9qxLJ4MP47jRAv1S9+XlxxrzVO2TapHYHcTyi8Oxn9ZysDi7Wvxo1zgapMGAdsrLAWbq71jhnXpyDbROsGsEP4lKsrVJ2pJRyTRlpGNOu8xdulh2bNokv3/wAfnj00+qDxsODtRDE9Uzrjt9meMAkomE7tjhZOdSsSDRVFIaG9KSyw8IfmS6unvkzl/+Sh5bs0ZOf+0Z8uY3YeR6lJZL6SY463ZqtiQjJHj18O8Hq3rAN15/H/xWS9cnyuZJU0Wj0rlwoTz2+BOi5ylhLF2uSiJov8HPw5sQAzUYCAWTGoSEjzMPAyzb5HIFVX1nGhqcyl41Bs5QDx8njvHUBzeoswvFvCxdtlSu+OAHdXsqu2127tght956qzzxxBPSv3ObnLHqSGmIJ2TtuuclkU5JU9ssWbbiKOlculSiyZQUOek4lVQ36TF1ew53AmY8j1SdR9LAFqQ+kL86udhSjgkqrw4UYysV4RU4WSqZ3TFHWnFnv2KFnma8Y+tWeXH9Btm+Y4caWR951JHSNGuWaqwQgln6yOfy2m4ZdkBh4JxOS9/eXnnh2XVy1z13y0sbN8lxq1fLmy++WJYsOWw//YUnSo0N2AlIRVvhdh/BHG3TooWL1MYkn8tJGaNfwceL86Y8AcWHWU4TDISCyTRpyLAaB48BCCk2IDAUnGfhv8OYIMswapB58NkP+SW7gPCXEUumJJNOS++ePWok+9GPflRu+PZ35eG775SuF9bKksMOk0xTs1x04RsllmnSrbts6UUgYccIIogyAWWICFAUR+w+pftkYFhDImGUSMfknGaK9kADMNkDMNN/otGMGqiym6qjc4GcP3++dO3YLmufeUaef/552d3VrbudzNZo0bJlEscIuX9AvcgmEimplApSyObk+WfWyp233yEbNr0s57/hDfLGN71JYuwcw6mbLt3tr+CZFDjCuV88JvPnL1D7EpagSvjdUeBCwWRStNEkBiIUTCZx44SgHRoMlEpl6enp1l0pDY2cX8OBaNiL6r/91fh1AEmZF9s2mVVKRPKFvBoi9u7tlXQ6JZe+/1I5auFcueXGb8l99/9O3vKnb5e9vb1K5NnJUSw5nxTAqcsaqMgD6cPpShyQMPOpHsAVAaHEliYsbjLWDwdqEsEHTUQyiYTg04Q2KeVz2sYYyZ586qlqvPy7++6Tbdu2y2FLlkhPd7d6ku3g9Gac7nEWTn+fvLhhg3z/ezfKtp075cqP/D9y1jnn6CGBuWJRegf6pTXR9somdih7ZfwhiKGNrHgcyTUl0tpuaCQZZ3gbDkOIgdEwEPaS0TAUvp/2GMBx2Y4dO9TXSCqZVIEE1Tqn95reYUyz9VHkAHtdLBWcF9OI8xFSyhekpaNDIuWKxKIxnSWfcMKJUux/h1x77bVyzXXfkF39/fK29nZpa++QMkw6xum2MSlUysKO2qiae2Kk6tiCmkGgZRjKynQKtShCCD/TmHCdzIIJy4JsQY7Gk1IulqRv7x61G2lgqyzt3dungsURK4+WhZ0L1bD3sUcelbt/dbfMmT1bTjv9dFm+bJkUsllZ/8Lzcv31/580tbbIv/7jVbL8mKOlWnRO0tAdtTU2SYwtx9axJkG7qlAfnP3EchZm2PhS6R/oVw0S25ex741PfuXXJMDmzAUhFExmbtuHNQ8wgHHlxo2bZPnyw9XJFss3/BBKsP2o98w8yZZUBIhqVbU0lcDgFCdn+YEBSWYapFTOqVvzk089RY474SS56l/+VTZt2yHvfs97ZcXKVcqMBvoHJJZOqk2Cnj7MXhx25GCxG0xbp7LSxIQSrqYtsU5rwok9T5ZrsVhQb7oYorJtvHX2bAdasaRtgnddQavAMl4srqdXv+ENb5DXnXeePPrwI+oo7fbbbpNiLidrHntUzj77bPmrD39Y2hcvcm1bcrjAODfGUt5+Jyy/+lhQGalSdcs2HKUQiUnnwk7dij8w0C/4CcKWRrerv/rghhBMUgyEcuskbZgQrEOHAbx8btz4sixbtlSiUbaAOuKP7QYaDJ7x/zBeZgjR5seuCwQJXMvHI1FJxBPS171HStmcCMtKO3bIpo0bpSc7ILPnz5fTzz5LvnD1V+X5l1+Sq6+9Vn7/yMNSZFcQ22ZjeCVla2lUhZWqsM2XbaZYmrjrocNk/UsC54Z3ExD9uPqXOL4c46mUpJqaJcnZOyxbINhi/5NMSDWO192qlAsFZc7p1laZ1dkpyaZmPQZh5cqj5YTjjpdKuSLrnl0nS+cvlM5ZHdIQS0o0X5RoGdtmpwWLxRKs6an9EzZQ0YpzTscOcz3FYHzVOOivyxXOGHInZSPws8W8Y84c6e/rl/6+XtUaRV+x3eugiws/nKYYCAWTadqwYbXGjgEMFHfu3KXO0Mz1OTN0tvhyqi3aE3NMNeZcR1CvV6rORgTvnbkspwBHdNmIrcS4w29qbJI9e/dK/8CAHHHUkcJOoeNPOEE+/vGPS3NLi9z4vRvlJz+9VfqzWbWHGTzcTm1NnM8R4IQJ2nr/mOGeZAl9ocQEk0kG4n7gqLO+ckmwAYFJAzP9ZyCX1ROd0XCw3KH9LBqVQn+/E1IzGXn62Wfl3nt/rccNXH7Z5fKBy/9SDlu8WL553XVy/933ap8o4DRtYMCdGVTTuCN0uf1gnMgHPfiyVJZYJKbnDlEWBuW5XE77OvUe07LoRAIZ5j3pMRAu5Uz6JgoBHC8GYG52dgizONa+CcTDOPL5gmzdulUFE7bdqn1GNKI2AhXOF0n4Pi4OABqPU3i3eohbsVAUnGkpLGwVLRRVn0J50UpVunZ3SbZQlOX4qUDln0nIyaedJr25gvzmd/fLfb+7X7bv6pKLL36rLDtsiX6bLWQVuASaHl3nL0mxlJNI3G1fNTyQyHbyGOOfbMwCuPgBF678sU2g7WhHYOcdzyyXjBQsHVu0yYvvaXPuWVIA/5bPwQg+td9UVVsVUbufcrEiyURUiuWSnhKNkKvaEzRZFZFcf1bYfYPy64477pD7f/0baWxskrPOOktOPu44SRVL0t3fJ9t275IX162TBcuWysIli9V5HhmoXx2tC73L72EoavZ/HglH9XzncBtTB3HsOMrl8jKno0M2bd4ie/v69AyqBAbCYQgxMAIGQsFkBOSEr6YHBmBOMCGuaD6MCTOT5R7NxZ49Peoynp0ySlwjogfclXExH8V5Wf2GCv5HdcYci8/XQ5IAACAASURBVOmWXw52Y+sv8UV2Lyg8eySbz6mGBGEJxsMy00mnnCot7XPk3t/+Vp5++hnp7euXC17/ejnxpBO1sTiFFzUJLvYr5ZKWQ/2oq18HwwUfwegnY6CtOACOK7BztXrQRtRhtEAaZusmgPD99u3b9UTnl19+WY466ig9c+aKK67QM2dGy2+49yYIoA0p5vN6CGAjNkMclMjJwuWynjzM+0qpLEV+haI6zfvZz34id991tyxeuFDOf8Mb5dgTjpcUW6P37pWOWW1y8oknyb2//Y2ej0RLVfU4AbqEcwRnjtWGg+1QxrtlGneWEi78B3IFPS/ngd//Xvbu7XPehA8lQGFZUxID9aO2U7L6IdAzBQMwDv8Hg+KZK4wbHgfzUibt7FKdViGYXSPAGPM5GJz581fU/aqxYO6L7UqlKg3NTWoMi/1JNptVo8ZkMqUzzxjH3TMTr1ZVc7By5VHq9XX2nPvkjp//XHZs36HLBKeecpLEkzE9iZidRgg/GNri78IEMjurxAS1g6nLofjGBCfahjNdtm3bpm1lZfOethst0Ga0HZoS8mIW/8c//lG+9KUvyVNPPSXnnnuu3HLLLfLWt751XIKJwVEsltRJmp4GnapKuVp2hwEWimroiv1IERuTUlF69uyRRx56SG67/XY5csUKefs73yVHrjpGzy4qIUylk3RK9exbwiCbwxXRJKEdUSWJ36sMguDqy2wjJKv5atyPDj6n7WLZif62cOFC6evtkz5sTEKvr+PG8UzIILQxmQmtPMPraMwJNJi2xFACg+ZIeBgWjs5YGkAAgOkhPPAjzQEJJco0rAR3tSjlEcESEhoSBBGMISUwZsR4sWd3l57su3TpMuEwPcGlvERUuGCWzWFzbDW96E0XyQcu/4Ds2L5dvnb11+SJxx6Xrt27dUbemG6QhmRGl6M4KBAGQZ2oi9WHOOrnBDOfk+0P+6vxZDByMjNLLfyU6QVtA8wDAwOjgka7UX/SW/1xcIZQgrD2zDPP6DZxX5s0aqYjJMhmB1SR0dzYJP39fYPG0y2trdoGbJvt3tMjm7ZukXt++2u5/jvfktdf+Aa58qMfkSOPXaUnECPUFAo5EZynxaISz6SlKBUpVbB+FbeEgwGpdarapuPZ/40A74S8UsG+qmdA0b86OjoU/729fWrYOyFlhplOKwyEgsm0as6wMsNhwAQSEzBgcgQY1t69e6S9vU1SqbgkkjHHwFSjQgpny2Dph8v/QOJV+8LCjWriA4dUwFOpCn5UtmzeLLl8Tma1z1JDx2xfr8KJyh5hgu+Bp6mxQc468wz51FWfloULFspnPvNZ+d3vfie4/+Y9deNUVxgy9eZbGD4MnXek4QeDnmwBQQEhEe0RBxyyHEM90HwgSBJmzZo1Kth8g1ffxsZGaWtzzshYHiK+tbVVXnrpJbn88svHlNeoheFbpLVN0qm0Os2b1TpLdnftUpgpD5xTp82bN8s111wj1113nXz605+Wd19yicya3S7FQl7KxYIeHJlKpbW4SKUi6RR2KK6/crhfFBuN4bzgumRjAXUC0yByO7smVJGYYydTnLidk4H+PpWnJrDwMOtpgIFwKWcaNGJYhdExYIKJCgWBep+vYHy7d+9Ww1c1JlTCjnM1tCaOccO8YSzM/kYNNosdISEwVIrYS7hD/ZJ4nMrl3dbSeEK2btkm5WhBZs+aIxW8p1URWOKSiCd1tgyPQnOSyzsX34ctWiKf/fRn5Mbvfke+/tX/lPVr18k73v421QS0trSqYW9LS4suiaAZonw0EDB4GCUaBRPYRgD7kL4CHmBkCQfYsQW58sor9R7BatWqVXL11Vcr7CMBRl35HrsS6smPOmNQy6nF3H/zm9+USy+9VGf2I+U1lnfM9JozDZJJJFW4nNcxV5fU9vT0qPbkgQcekB//+Mea1Te/8211PsaSTS6fl0Q6KSx/VCslacwkRPpy2vbRhpTkoxUpoiVJxfWUak4epl/ut/PWhBKudj8WoOuYhnbDjw5jib5WLJa1bvPmzVet3+6uLmlva61jiWFW0xEDoWAyHVs1rNOQGEC4IDjiqYsqqj1gRr5w4SKpVCLCdkczJoTwkxaBBAZXz4DmAuEnGUtJNRaX4kCfJJIpyff1SSGXldaOVpk7d64kERpiCYlE41IMjD/xU+K8Z8YkkYxLNFKV7u68vPGNF0pn53z51Z2/kOu+cZ28613vklWrV2k+wI4QBrNAGwEu0ELA5E2TUM/6jTcv4ANO7BMI//Ef/6GaD+rQ1dUlRx55pB5wN1o5tCG4nj17ttYXYeeyyy6TCy64YFCDQfsuWcLOpvGHgeyAygQcvpeJZLTvoD1AY/O9G78n9913n6xYsULe8Y536EnDlM22cNKjDaKf8eOYgmQAO9qGUhn/IK5vwvSRO3iOyhiE5fFXa8w5UFfgZ3ThdbjMeT+Fgp4Dheaqp7tnzHmFCWcuBkLBZOa2/YypOcIFDMoMQKm4xaE16OnZI0evPk7ToI3g8DEYI7YmHNFujHzMGpPRMIsTrAjEG0drbnYZZ6ZZLMm2zVsklUxJa0uL2odguJpqTOsMmC3FuKJnt0MSw12UKZWIlIplaWlskNSCBdIxe5bMbW+Xu371K/nWddfLua87Ty5861t02QKmDvNj660t68A0JmNQ/Hs7iWgnBJKenh455phjdEstAsdYBEbyor1h/uSDMe2xxx6rQhkaE4S1MbXtGBCViMVVaNDWrVRkT3evFPJ5ufHGG+W5556T444/Xs4+5xyZ17lAVOsBE0/EZc9An7Z7sVyUakmkIZGUarkopUpJIqmE5MtFyZULamsSQyPB6dHB8s5+YPmaErvn6uTw/ZJOxANbokEAJroqSEUj6odn1qw2XVbkzKdCkS34IeuZCPxPlzzD3jFdWjKsx4gYsJkzDIpgggnr/rjKXrRokQoL7GSJoSavVFRQsUxNqLHvLf5grsCiDJUlIrYvx+ISzWSk1Nuv9iXNTU3Op0rgdXaQq9huHvx44KgLjT3VqYqk00lJxKMSqWbk9NNOl8ZMRu656y51cb43N6DaE5Yx0JLA0BFMELgmo32Jj1OECs4xAk6EKq5ouFh+Q6iiHiMF2guhwwQd0nNvAhrvEdjAzViEnJHK4h35g+P+fF7xu/Hll+V//ud/dDntNa95jbz27LPVRTu2IuXg+IBEMqlb0xFUIpG4Lt+UpOKYd7Dlu1AuSZ76c0JvhdOLJ6f7PDQmyEH0MZal2OKOIE1fIw7c4Gm5IRRMRutKM/p9KJjM6Oaf6pWHBNq00OoCp943PUTrgSCApak6uoIxBYJJWUT6c3nZ09snC+bNFZ2J6mw08DMS2Jbw/SsEEvUXMsRUlMy1PAeGQugmkQGkOpfUo0JgkOVyUdKJqEgyJrlcn7y04XlZMH+BzO9cIInGZlEjAsqKiMDA2G6JbKW1juCDRCQhLDVxH5dyqSwNTY1yymmnyqzZs+TOO+9Unx1oG1g+WLBggWMahYJbZoi43T4wfGcTUFR8wUhg6L5Apyr6QLAzbE/UlbKAgfIRHI4++mhd+kCAAFbqwfuxBOpBfggjaE1gkOCe+pL/WLVGfEM/MJxQtgk63POONPxYtli/fr387Gc/U/uW888/X7U8OBvDL40y6kpJjyVgaSaWaZAyQkfgh6ZSLkoklpR4Kqoal0K+JJUSqoiocMI06RCg/b6uuNjX9fe98uPGgrBh0rArqCocNBnV3TVon1qaW7S/s/05gkdbcK1mURGtG1mx2DR3zhx56smnZPeu3YIDwDCEGBgJA2Mb2SPlEL4LMfCqYQD2XOvLAiqMLsHN3DhyXtficXxVrUgKj6jAiwFppSq92bzs6euX2bNaOWVGosxi2VEQcztfjBntz5QDSj8Uky5VnNSA8BB1J78CZTlikMJVOByQdxUpcwAKB50US1IoZGXXzq2y/LBF0tLWJpFUxjHCwAdLPLWPoMfiDgaYZDK5z/4lZl5qY3FZsfIoaZ3dLj/96U/l1ltvVYaJbQX2FM3NzcocTZsAszeGW8t8QRdx4OBQBcrjB3yLFy9WA9YPfvCDap8BQwRe3o01kBfLNgT/O+JZ2hlLAD+Ua8IH33JPfgg9JkixE2rNmjXyi1/8QpeL3v3ud8upp57qBCGc+gGD1m2ftoelnzhbxi0goBTLEk+nJZvF4y29KC4xiUsE4USigjNAlVBN8LArefj3luc4rzgbLElJYlWMt532g+MTivmC4OoW8BWyoK8gKBfKjCmRpYuXqIC1c8c2yaQ5xDIMIQaGx8ChozTDwxC+CTEwYRgwYzwK4EA+mAkGrjAUmEk2l9X1cDMK5T2BK4wYprO/UDJ+UFkuohS0H8y4q6WylAeyqhxpbGiUdCajs+rRSoJR2q82LfDzY0vtW97yFrnqqqvk4Ycflh/84Afy9NNPK4PlPfWDocKcYfjUFa0C+aKpgBEbQ68tYyKfrX3Az/HHH6/2GcAHXBiS2rLURMIwVN5oV/iBM2BDMwJMLAkSz04ftmxjU7Jz50758pe/rCcEg2d+4JbrgQaYPAEhW3e6q8rsQHMZX3rV1klECsWCngM0b+48QVjhgL5IHCNs55eHUoARvCCoMKQYX/StEn19KNuY8YEWfj3NMBAKJtOsQcPq7I8BFTCYfTLf1NNexRHWclmZyUD/gLqDN4NQ0vtBv8dAsSbeT7PfPZ/bz7u1KHcNtnpGI6rWxssnQkB3zx7BEVemmSWcsQ1NiD+/2mBwI1TgpGz58uXqN4Ntstdee63cfffdusTw4osvqkEpa/8wWhgsAgAB5s8PIQE7DwS5VyOgMcGmBNiAhd+rEWgjcE1fAa8wWjRPCG9cwSFbgb/73e/qUtP111+vuCUt35AOwYV8xhyCtk3ibA3BhO1Yr5JkwmGR8RhnSUXdLqFKRbUg9GlgYkkKnKgkQhRLX0E/bsg4J38clVBAwxKGEAMjYCBcyhkBOeGr6YEB7EyKpaKqvmHY+AapRCvKINCYIAwoQYXwe0avvjACQ/Kfx40ZkyX0WtWdQM+uXasMrgn39Ertx17KcPABM++YpaMV+ad/+idlnN/+9rd1uYHdKbhnRyvBkgOCCGlhpnyHMMAVmw7D0dihOviUwEC5aCT4+c7UiKdeaE4OZaA87FMoGyENAQ48oQVB4Pvc5z4neJXFludtb3ubxoE3HLqBe9IhoBwQHlX1IE5rZWc+BdZKh7LulIW2hrWjVCKpu8m6urukfVa7NKQaBT8tOIVr8JbFGHfYo9CZ05mU9q0u/Mf09kpTJlzOOdTtN5XKCwWTqdRaIawHhwFsA8olScXTaj8CY2D219/Xp15SOxd0DuZrgommCTQlMELix8RQhhIonO2t2hZQkLN+UV23MrlYPCESL8tTzzwtp598sh4T72bFg2ANe2PCEjBq3jWaHRgpDBRfJSw/oDk57bTT9LyYG264QZk7Jyv/5je/0e85MwYX4jBehAO+54cq/tUI4B1NBE7SgJ8AbMSj4TmUgTLBN5oPYEDI4Ipb+3/9139VofJDH/qQnHnmmSqIIMigIUGbQvvgM8YEmTHDjaCMMAD+dRnSHUZJcw/V1cac70Ek7Ovt1V1gTY2NumyDh1sV0solaWpukTJ4QfMGrIHwaN2RZZ7WlmY9H2jXzl3SOXfOQUAQfjJTMBAKJjOlpWdwPWHZOssOSDlLOggZGCmiVl+8ZLFiZyjmTpx+axR2rHj0uIZ3G3wdLL8o01G/9NK7t1eJdnNzi57ZM5ZJsQklBpLBz7O9o54wQ7bYmsCBISb3eEPdtGmTfOITn1DhBRfpaFBgqHyPy3a+hRHjP8QMZq28ibwa3hE+YMrYbyAoEbjyAy4TViYSFssbwYQAToEJgenBBx+UL3zhC8JW4PPOO08dv6EdAT7SASO4tB+CjLWJ5TvSleUQQjLYQYSAbbgZ6buJeIftE0ISBxUi7CaicbnxezfKYw89JvPnzpetW7eon5a/+qsrtHjqSb1NOTh7zhzZun2HbNu+TY5btXIiQAzznCYYCAWTadKQYTWGxwCCAQQSuYSZJrsZIO49e/YqgV24sHPQbgFiasFn9H68vR/2atuDPYkkYtQ54nYuqIYeI9yqCCcBs7WUs3FaWlskzu6R/XyND1uSI/yBtoRUPszGDGGizO7RfFCPOXPmqDdYnjGINfsIZv4IIKRXhmKeR5PJwW+Hh6S+b6weCEbAjGBCAGZgI+5QCyYIG8BFuVu2bJHf/va3cu+996oG6vWvf70KdSyFWRoEXwQrawczKj6QvkRe/JKJpIrV2Jjw7Lbj1Bfno+WGfUmxUpRiseCWPCNVuem/b5LHH3lcFi9cLD093drPBu1NPCPfUrmi3nfpW9u3bR+tqPD9DMfAPio8wxERVn8aYwB/H+zIwdeqquNFr3v2OsGkvX22MjwwYEyEKwEmYHFjwpAJI3b1PiKKn+5UIG89j6cihVxOnn3uWV1macLwdaRD2rz87NZg5dkYmWNe7hlGWut2njiYPelglKYNeOKJJ9QZGJoI4kjDe5iqX46VPVFXyjKtA8sh3BOHYGKwTlTZw+ULrsDbCy+8ILfddps6rzv88MPlIx/5iG5jBmeGf2AEXsOj4fmAhBK2lAcaE7wRE3hWoXY4ICc4nvqXK+VB+54//OFJdan/8saXpbmpWZYsXqI4YNnJDF9Rmah34pZWFXq7unZPMJRh9lMdA6HGZKq3YAj/GDDglksgqE5x4aQG1NED2awuWVgmozFf0zrAaAikN6bDsylGLD+7DsopmoBZMEJDRaplZ4QLs7vw/Avcjhx2DwVq8NHgGcy/ZqnJ4AI2YGbmDlNkKQEthGNwVens7JTXve51Gr9hwwZ55JFH1EiROM6jsXqS3piqxVkZwMA9eZswYXAd7JX8+FEuxqNmNAoM9qv3Mo4ts1AHyrU6Ux51ZtkPrRJaEtzLr169WrApAQ7DBYybQByaKQLCHXmRxjQ++mK0f0Fnco71YnpWkp2XhFCrnaim3UfLcjzvscvih5BPHypk2R7dK5l0RrA/iS+Jqy0QRq9R7LLwYYLWRDWVFX1HP9y+ddcgGNaXbFwZHq2vDSYMb2YUBkLBZEY198ytrK6Nl4qSQCUeLAXAMPK5nO74gGDWBtLxswARhXmRFgbEs91DqI24qlrEPgqu/lKOSi9oS0oVPeY+OzCgp+iyoyHR3CQRtobi4dVbVqrJbsjHWnhJRBzaDgKwWj2Bl2UHNCm4TCdcc801snnzZuEEXE71fe9736vO2LClQAVPfflRT66GGxg5wdKR93gD+fsBRgVzJ28TFOrJvMgb+KkLZfBsQhxwIJSsW7dObr75Ztm4caNcfPHFcskll+g3LNlgj8M3CCSGY4Pfx8cBCVPqs6QqEc5HSiQUnmKg5cJLbLwSl4i3XGLlTdSVXTkqhAlu/MFVVE99TidSUszn1esw/abCclsspprAdGODGsriA4W+xjc7d+1UXNF+jCNwDu4Nd+Cxnm07UfgI8504DISCycThNsx5EmEAuxKWcZi+4eAJbQmMB0NPn3GMBLIxKhgyjNOYJwTVHGwxszdGPWxe2I+ovFNVYo6ANKu9XXdyRJlxV5Iige+VYfOo8wvq8pd/+ZeKC5Yp2LGDc7BPfepTyohXrVql9aWe4AuGwjZe6s5WXoQVjD5NWKkzeJrdROZNf0CAo17snkEQoG/AJKnnU089Jf/5n/+pmpv3ve99auwKUOCC9gZ/MNN6MVTy43gBFYief14aMhldKomyxIatDRqYAxRcx9smaEoYA+VKSdKZtCQiMfnpT38is5pnSTKVFoQmPfspyplNbou6ifXqQl8NgmMquNCPGCvg19rVruOFM/x+6mMgFEymfhuGNRgBA2hK+IOosu7NRBwm2t3Toyr21rY2PYNmhCwGX8GEOHMGQYJ7M3SEqcG85s2bNyJjwjW3akuQSyrO1gRijodQDhFsbWtVXxEc7hZ7Fay/wAu/Cy+8UO1d/uu//kv+/M//XP75n/9Zli5dqvW1JRUYNziAUVF37gkw6YlgMORp+ZpAONgwdbgxDRjCCcIWDBNcsJvp+9//vtx+++1y7rnnytvf/nZd4uIdfYHlGpvx17PulM+yTWNbm+6c+uKXvqhaq1K5rKcT/7+f/z+SGxiQ9CH05cI4isajkogmpVQoSfee3TK3Y64UcyXJ4XwO9/wIJYwztEfq0BBPsSxvRXScpVJOG2XLc9Z0tbgDv8SFYWZiIBRMZma7z5xaBysCGL7qujyH9EWj6l8C4qeOu3TZwOZ2Q6MGZggxZRb9hz/8QW666Sb1Rsq2W3Zo8MzsFsY2KkFFc1OtqIqbmSPeVzm/JtnQoExRZRJsCA6RcELdMDBF0ELIgjHjGMzOePn6178ujz76qFx22WUqsIA36sp3+BdBKIEZEU+cCRBDY/LAY8nTtBH1ztugoR4IAwgoKhQUi/LSSy+pkSsu5nHrz3Zgdwp1RIUE2hk8kB6c8auXxoR8kom4VAp5+Y8v/N9ACOrQPsjWcnZyxYZYfrT6TMR1IDugQj59PJp0xx2wRJNMp6TKGVF6zAInX1ekwlJTwvm+wQ09mp5ELKpb4cEbnnzxSEygTYmjzta+4HTUcaRfh/+mIwZCwWQ6tmpYp0EMqL6EnQxRGGdJorGknsqKsR7Er2P2HGVGegLZ4FevvIFgoi2A+WL8+Ktf/UrvEUyIw85AlzJiUakEMg52JSbuDNqYYLOIW/FKVXcJDfT3y0sbNsixF12kjC0GkQde1ulxvHYIgtUNIYkAg8VmAkEFLRD1ww4FF+t4NF25cqUyDWMcaE3QIoEfYyz1AhuhxISdeuftw2hCFXWiHOxJEDaxJ/nwhz+sWhLwgeACnmhrGCnCKoIZNji8Iw78jTdEohGJJlNSKRZl0+bNwtEJ2VxOVq48Wl772tdKHGPmQ6xWSyVSUpGK9k/avCGZlr7ePmlsaNb2p/74W0GbVkGwDjSUqCkZB5hrIdhnGhr0iAOWB8EXPwJ450cbMDbDMHMxMP4RNHNxF9Z8KmAg2LwAqDCfaAwi6TQmEL/29llSqXDe8OhCAAwSoomGA2+pMCBm2ix9wJwgsFWlwHqAsJNKBjU2+5Cl5enW06IyNmwaOuZ2ONcl2Cuw7q7uv/d9M5F34IFlCZitCRfUBWaLgPLmN79ZNUH333+/2p6wY4cfDIiZLzggwKz4zgSW8cAMgwLfBF8wsThjYuMpw/8WHPBDA4JG7K677lLtEUs3xxxzjBpuGkxcMdYkPcKKCSIwZrv38z64e9XxqT0G/kNYKkFY2bFju+zYuUP7CuU7l+8HV8KBfkXd8qW85PMFiUWcdsPsXHTZBo1JYCxuNuMIKG5njltGpa/Qpxg/BOsrvnBCvD0fKIxh+umBgVAwmR7tGNZiBAywLVdkn40Jhh4sXcBI2SkQxf5klABDhBGgxiZwD3NixozAA1OHMcFKkU1UQPE0Jn72qkWJRHQW3N3VpTC0tra57wIHYmM9xM/Pdzz31M+fqcIY7AezZilj9uzZcssttwgCClqDk08+WePQFsFwwAfMy5jNeOCp/dZnVCao1KYZzzMw4wmX7dIPPfSQtiUC5/nnn69O5yxv0lG+CSH0B+7BBwKLD6d9c3DXqtob5bNZef9ll8mjjzyifQ6bls4FC7SfAcehDmggEZCSaPMizviXZaV4NC6x5D5Prxi7EjDSxQcLChRO9W5uaZFZbW2664sxZAImdbH6EBeGmY2BUDCZ2e0/7WuvSzkBAVemoQRQBgUTGGoCI71RAsQSrQjEE5fuMGuWL8gTuwzew7TQvZhw8oosAz7CXJhdN3v7+vSgNwxL2eVAfIU8k4lDug2UOsydO1eZK8IazJb6qIYpqB94Oumkk9TvyQ9+8AP5+c9/rka7b3zjG3UGzHvymQimAs5r8x0q7hX4PoAITk9miY4zg9rb24Uzg6gvzBPc0Na0OW2MpghtEvfgizTgCrwRV5+wz1D7qk99Su647Tbp7uqW444/TlatXu2KOMQMXLcLx+LqOVk4CBPBAk1ZqawqQtXesBQWaDwYdmwdjscSgkE33l8bGhqlpaVVnntmowp04JJAe5qgAg5r27s+OA1zmSoYGJ0iT4Ga0KH5MVvzCRb3BOvk/rPd+++5t8Ex1De8t+/sPXFhmNwYsHmlMs5gFtfX169tjTv22AFM0JgdY3OAt0+YEj+0JfQL8seFG3/7B3t260rMOEvFkvR0d+sZOcefcLzEYnGVaPJ5nJTFJa7kff9cJuoJ2GG8jB+YK/WACVM38IPBJ+MChoHBIv5N0J7cfffdugR05ZVX6hZbloFIQ342TsiLYEKO1WGs48fyIj0//9nysrJ45t7S8gzcBoO9t/TaXuWyLkf9+Mc/VhfzLNtgR3P00Udr/S0PlttYtjFDX/oBceRF+xvtsfL5blxB7TIqkkonpVosSktjk5SwASqXJc92ZmxaoHnNjegwtCh6mXVlvVq3s8hxAYT2w/Vu7KUKhbykk04QSzSmpJDNS1WX8aJuKXJwSzyFun5frZTV+LWhMSOcMgx4zhOzM0x3tBdN3SsFUQe6VcivSJ0q52cZ3r/qGJgWggkzVlSpEEsIoBEJCCtEimcC7+j8zjjLWeBDSO0978gHgkUaviUPiI09k4ZAGt4TjNBxb3H6Ivz3qmMAT5Xqw6Tqdowk4jHJ5vOqMcmk08p0iyX6xOgzXfqJ9RUqxqyZH8HavYyfFJ7ZdQPpjYjElQRj8FpSxiLRmHR375QNL6zTE46PPPxIqRajEonH9eh4ZpmVImvzhwZ9wI5Q4Qee/Tjr7/R1BJV3vetdOt6++93vyic/+Um56qqrdMcO4wQhhx9jizz4hiUvhBwC5fl49Mv17wdxGmwd5ZkxXBtPHGUwNrm38UtewIGwxTvieW/LLggZbNX+2te+pstTV1xxhdoL0aa2PEV9vwzJcAAAIABJREFU2A6NRogyEEjIhzw4VwhcEG+7msZSL7+Ow96zeyxRlobmlJQQogf2SqpUkJZIRBrV62tFko0ZqUhZShJV3yYmmMSqIvyiZj+KkWwd+Hcqtu+EaU7qJlB3yo2n3XZxisTQnDZCNkln3PbgaKQq8UhV2poy0phOy4aNW3RX0UC2oIIM24jRrOD/xNqY/uMCu9goZQjBJDItWFhQz/BiGDhEGxKtuPpeERr4QWCYtRCMeNG5jUhYR4egQKiY6RD4jgCxgXBxhRDZrIhZI+vmDD6+JW8bLORJXhAoYOB7I5iaafhvUmBACWSgGsaoFOI20J9V2BJJ3LRHnHHeoYIW9XYuL6loTJrx9KruzJ1QonYlEHTddmpE+VABNno5GMjSzxkDMGqWcb74xS+qLw/sMe68805dmgLnaBdIxxIJJxjbQYGMJRuXo5foGJ+NX9KTt40zxh3Gt2bnw9hFEKJcG5O2LMU45UdeCB6M8eeff14FKg7jw1fLRRddpLtGjA6Qn18mcPM9NIF7tlSTlokR9QMunusfAtsVhICgD9e/jPrl6LcRuUI7+dEu9uM5m3NnNWFAa9+w0wjcki4MMxcDU1rcpANDCKzTmwDhEwcjJhAq0kG4IC4mSDAAVOoPtCJ0BQgPaSBeEDGbHWFNzgAiH74hWJnEhWFyYgDbDXbiEJhs9uzpUQM+E2brueuSianakOgUtSq6TbhmtprNDkg+n1OHUxzapzsbIMRo4JCdmGrWE6g6NQv9n3GEwM44YGyxnfjv/u7v1O7mG9/4hjz99NPqlG3FihVaKjjGwNicsCHMM2ZM0zQW0BiLjC/K9APl+2PSxiD5Uw7PpAFexjL5MN6pA7tucMGP/xg0JsuXL1fawFgnDemhEcBNnC1xAQP5UAaCC+X4NKEWRh/eA73X2gZ0hnqww4Wynfpjf1wcaN4TmR4c1OLB2oZ4cAkd3rZth8yfP0/d1Ft6qlvTzBMJapj3JMXAlBZM6MxuoLqZFASEmZrFgXM3oN25F6YNgeAgvEBcIEI88w35QTBJB/FCPQuB8gUU3vENaW0wWduSjw1Aiwuvrz4GjITTXhA+1rfj8YQa4dEH6kkJKWuwvEA4UQxQjv0iEenq6paBgX6ZN2+u60cIJuWSHt7n9g2/+nirhQAmTN9XnAVn73DPmMErKuPv4YcfFjzGon048cQTdTzwDYyIsUj6Ax0jNvkAHht3diU/8mX8mnM4nimPwLcmmPANWpJ77rlHBag/+ZM/EX7YlaBFpX58y3i3b4EVbQh1IDD+yYe05ruGeLQ2VkdNWOd/yURCtSXUkymR9bE6F1OX7Kx/kBm4squ1OzQax4ZbtmyWhZ3zhOVVAjYsTB/YJUce9q2+DP/NKAxM6Wk+ggA/C9bxjfjxbEIKBMWe+QZCw4/3pmEh3u6NQPGd/Xhv6UlnA5ABxDuEmTBMLgywAs5uAlQXbGGkrViSYE2bmTyzUOSFegUTTPZdPRYSCCaJeEK3pgLHwkWLJKI2ABgAMhu2UEegLMtxXhkv1u/BI8yZMQBDZucKwgjba1m++da3vqVeUxlzpIPZ8y3PxuTHCg5jjm8ok58F7hl39rP3VgawUTYzdO7x5Pqzn/1MhafDDjtM3vnOd+qWZwQXvuF7K4cy+dnsnnsmKuRn9AA4rC7E8b3RBINxXFe6QNA5OWGYvurok+1Dn3x9hPrzo03s3r+CIwSTOXM65OWXX9Y0LKcS8Mxsafk+DDMXA1NaY0LnhTAYIaLTE5i54WGQeAYy8RAO0iM82DODgEA6I0zEkcZmXTxDlPiWONJZHPfEWbmWn2Ya/psUGKCJ2aqoR7YHOwVUMEmmZNYsBBO8wtbHONAq7HqhLei4XToY9RHsPzAwS2eXSwzj7Igzzo6pAeBgQstyUlwZQzBm+rv1ecYAzJvlT7bZYnfCM/Ymt956q2oVcNBGANekQ0ghr7EExhRj2AQA/xtgoHwb0+TLswkVpOU74MGt/P/+7/+qDcwZZ5whZ511lhquAgeCCUtOlGP1s7FMGcQDN+UYHeE9z2wxhsHiAZiTdU844QTVFPlwHvS9diS354a6gT9gGQyTTy5R0Ax3g3DW3CDIzpkzW9avX69aEnvt+pU9hdeZjIEpLZgYYYLAo1aFCDFwMYhjhw4DhDjzsQABwpLenhno/IhHmOEb0kOE+KGe5R0DCaKLsIMgQr787HuIIb+xEtuZ3OFelbobAQ9mtDg1ox3xp6BE1EkSdQGNrCy7wWtQvvYbde7Wq/0L19zAoIKJ7hqrSBQVNnpM+7guUNUnE9MWmKDOzNfGG+9Y0oHB44wN3ywcfseuHcbN6tWr1R4FHBzoWKEMxqUFG3sWxxIOZdOmjEkEBgLP0IbHH39c3cujyeH8nwsuuEDTk470wActMYGG7/hRjuVFfqSjTOpK2u7ubvnSl76k5wgdddRR6sb+b//2b+sjmND+9Bt+NrGqOo2tVm4S9g/gcsLFPuDAoQXeEfDZAz199tln1c8JSUjnvnWp/e/s+/A6czAwpQUTiASEhwPG8NiIAAHBwGCNGQxCCAOAGdKRRx6pKmZmThi8HX/88SpIkOaZZ55R9T4Ei/Vk3CUTh2tq3qP2Pf300+Xwww9X9T9ECyEEgslgskEEwQ3D5MIAtNC57Y4okWcdmzad0zFXVcqQykCTXBfANb8gJ+71ZwwmuG7dtlVi8ZjM7+jU01qjaA8QdPGAApXWhXa+nFwBJm0aAxg6s3hj5rZDBUGecXnEEUeovxc0CuzcufTSS+W4444TGDgajLEG8EEZ/jjjWxtzXJlEUCbwACPjkDGK4PDAAw/Il7/8ZS2XnTf4JyEAvwkZwGPCDwKOMVArm/QIYXxDWVZ3JjP33Xef2rZYGiY9ExFUUNKlZJY4rGdNREnjy9MJF67vWhtZjobXTDqjk8Bdu3br8hSrNrraGgg2hnfqHIaZiYEp3fIQLIQIvFDijRKbASN63D/33HO6pQ+ChWACofrOd76jxm7M6Do7O9UYjgPKIEyc/0Gaf//3f5cXXnhBZ3gQL4gPa9Of+9zn1HrfjjpnoEGk+DGYuFJ+7YCka9mgnJnd7NWrte7IoZ1Uy1WRcqkiff39MqfDGW0iuEyYCBDYuyJ0WBks7KDyhwHiAwNvmLGGGJxy3xR53yTz1UPcECUjtCP0I5zwgzEzbhhHFhhrxDMWGGN/9md/ptuJEU4Q9P/iL/5CNQpMIsY6JhhPJvRz748v4v3xaIIS9iAYuX71q1/ViclHP/pRWbx4sQo5wAqc/vg1YQa4ET7Ihzoy/gmkhVESTzBhBiGXiQ50CE0RdGYiAkuRTrOg4qvb7TURBdUxT3A2VBvT96HPuZw7oZoZg7MFYxdbVKUU08DVEZwZnZWNGb89iPOfJxOCprRgAtGAWEBkmI39zd/8jZxyyilKxCCO1157rWo+IDb8aATiWbKBoKBVeeKJJ5SoIJTgbAlVNAQUl9QYx2EDcPvtt6tamnXzv/7rv9b2Y2ZIfsBg+TPgiMd+AOJmKmJgtKUlCDnPk7VDTKbOWQ9YaJsSzATNSYzt5QXp2rVLli1dKrPacEePu2yRuEkO4yy0Uq46D5mVssTRoFUq0t/bI22z2lQrks/mVOhta21Tg1GOjA+A053CuKEtVsoSKUUkPganb+ME94A/p08T6L82CbBM6NcEmAqaC54ZT2giuf/Rj34kX/nKV9Q5G3YnJuCQlnHEzwgo+SAEMF5M0OEdcTbuKQcBhLHFPTAh8Kxdu1Zuvvlm+f3vfy/vec971FMtcPCdCTg2/uzZ6kAa8qgNpKd8hDPgYfmIQJz5Ubnjjjt0dxKn/4430G/L+FWKJ6RczioeyjjoC5h9tVSUiB48WaeOe5AAGx7tOpZsUum0bvPGNqdQwCDa2QJVywjwCJ5uGW4seYVpxoYBxgljh91QShODcYUm0NqOvj9ZwpQWTHwkQuRQo7J0A4JZ4jGkQzyMCBKPVgSChJU+B3fRWMx0TINCGoQLCKYRRggrMzP8JvAtQgjCB4G8SUd67Fs+9alP6f2HPvQhOfPMM7UjQMx8wmqdwa9DeF9/DNBW2G3kCjnJxBp0my5Hs0McdWVFmV1FUnUSAhj0LB2xZIQH10QsJo0NDVItOsNKGCgwsZSjs0QYbbQEJXYEAsbD36vLb4ZtCL/f+vf2AWMAgQUBhjGBXQfjiXGwbNkyFU4Q9GFKCP+MO8YP44N0fGsE0q6MG4QF03KAQ9ISj6AAHORBHBMNjG4Z13hyZTswdMFgtavBO9R1uDSUx5inXsCC7xPqwgSHduc92pN6hMHmDzoCxxiwawXN31QPnECcTCYknc6oBq59VpuOB+qlff8gdm5NdZxMJPysHDA+4I2MR648M4lmvHJvY20i4TiQvKeNYDJcpZESIXoQFIgHwsqWLVt0NkWD4deAU1JXrVql7xBSsNjfuHGjfPvb31YCi+odosqOA1TZCCX8IE7kT+Myg1qzZo0eC89BYKylUybvYEQQLRNohiN8w9UhjB8fBiDyZQ4aE5Ft27dJY1OTNDY2BdsT3cxU6iSYoCGJRN1BZpSJuUg8kZRSbkBnwGjqYLKosjkOnn5Bv9QNQ/hzwJ036p1BzjS+uh/qr6kPRI46IUBQV34QP5yuXXzxxXrGDmPvv//7v3VMcSgi7xkXEEsjlIwd07pg3M44RihgHCHAUAZp0FigEcGD6y9/+Usdx5zng38StCn1Gm/kAzyUz7jnd95552n+vLO61wvnfhdQnNJXyu7gPNdB/BT1KnXi80HWSibi0tExR3Z37ZZ58+dKKpKSKDJXYPA12RjlxGNl4kp48cUX1awBuy9WFNCeQH/ghfRlxhBjCX42WcK0F0wM0RANiApE76mnnlICSINBLCFgzLzQpODJEgHkhhtuUAIKwUGTQhxr1BBG2wFkWhAa+sEHHxQOAsMWhQZGs8LViBUNDyFDoAnDIcaAHubrDJNZrmvIZJSR1Yth+bUhT9iFMi+MLFlGiicGBdONGzfpCassEcJco7G4eqElD5aa3MzYz3Fq3UPkYCqKB89hoS13MN4YA7aM+r3vfU9ncfg/YbwwvqxdGDs8I+AwdsCp5U08P74h7qc//anagmGEi7M3dgHxjjGKYFSPQN2AjXyNmFMX4LB6A2N9Ap3WBI+IHl3ghKFguzDv7HV9CjykuUCHoavbtm5TGpxMJF19gzrVD4+HtFqTsjDGHvZWv/71r1WIf/3rX688jHHB2GF8wZ8mU5j2ggnCCMi32RXIR5XFThsGB0Rm165dunTDMwMCAQXNCZoUI26onh977DHdnUND8oMYoU1hpw9CCV4vKYd35MO35GlEmrKZEcKQjPhOps4wHWGBuaH9TuEHolrRtgX/TernBjfwLKvUbxjQ16pVZrXBQXUIJvjAicV1182L61+U2e3t0jF3rp4Qqyf1RVjbrao6m35RxRncFOU69HsYKHiAaVMfhAOetW7Vqo49ZmwssfziF7/Q5R3SYJvhazgYP4xFtExMHMiP/BEEKINvWDplBx1aSpy8MYFgokFZVl49+zV5GhGHsKMVBS6uNgkBxnEHlUscl0YGgY5QLqdS2xZiJ5lMvaUdxmMsnpBFixbL5s2bpVjIS0S3bIO1fXZE4DoM48cA/IgJGduzGS/0VWwq6U/g2LSA4y+pfjnUjyLXD6a65gTiIRQQDVtTY935sssu05kafhaQJlkbPumkk1T4uOWWW3Q5h4PJ0Hxg1IYxHXmxRIPQgtYES3wIKy64EVpoYIgt74w4m6ACkYUhQmS5h1CHYeIxQLtXKm6HRb5QkJ7uHj3BVw2TtV/IoEvsekATi0UkN+CWGzBcVG+d+YIkUnEp5LOyfds21co1NDaqoBQVhKNg+2ugxp7KBBlmTf9HeGDs0P8Zd+CbMYEdCIHJwdlnn6275thR98Mf/lAFjde85jVqy2VCDUQVfDBmTBgxxs+kgKUb7EoYu3/6p3+qgg35M76YOMDQ6xUMBgg7gfHOvU00gI/61iv4win1IP9SKfAuPYV5thPg4qqBXv/iC1KkjXUt023jBofWxvXC5UzOB3zSVxmTTJ6ZZNMGLOswQWcZdLLhuw6i/eRucgYzSGfGhdCALYgZ2eGbBKM8CBgNxjuuaFBOO+00NW5buHChEj18mDz55JNqVEc6iOLXv/513WXALh7KgHhgNAuhYv3OF4YgrnQQW9eb3FibPtDpRkSmaJzqWylr2+pSTrM7jZo2qffEjP5ULgdLEhGRQrEg1UhUduzcqX2C8jEALOHSPTgQTpd8ArTTV6aqcOKYpzuuAdzyjLDCPUI5AgcMnme0Jpyn88lPflLHGEarbN3H7guBhEB6llfBB+OOgNDBTPu2227Tw/hYtsGmhLFKWSb4c8UmjHFYr4CWhjox1o2uUBcEL2hMPQUhv2PGBwUTduZQmyksmQQbBmgvJnf5Ql53rDFGaSvwOVX7f736WT3zYQxBk/jBfxg7H/7wh9XNBid/06frOUbqAfu0F0xoDBCPtAjyEU4gXhA+4vAlwfMf//hHndlBLBks2KGwNsc3EDcEDggduwg4QRV/DNdff72qyGgIiKWpm3lmVwBqaDoFeZKPEeZw0NWj644tD87HsaUa8L51G8avjc7GRLe9svQwtrzGlAo1dbCzhvSUH0c7VizKC+vWqW3FnI4O7S8QYD1FODi0DMLM1mWdc09RvsM4gWHT5xl3CPmMM+rKGKENYN7M4IzJI3ggnLCUg08ilkUR/HnP+EGbiX0XyzwQViYWLN1g7PrpT39aPvaxjw3uNOAbNDQE4OD7eo43yoeGQAsICCnYmFEuNIXnegS0Jb7ADL7AIVvfVc6aov0D3NAe4I8DLFliUEEelw6eAEnbhaE+GDANPv2H8QgvYjMHu0c/85nPqHNS2mAyhWm/lEMHhyAysLnSKDQC9wwOPMAee+yxuu0PYQSHUHiSZUcOTqEgoggueIzESRO+GDgunV0F5APhI29UujQ65SHIoMZmezEBAYeyWAJi1hdqTQ7dEEAzgSvVUqWsAsru3bskk2nQrYqoUdAgF0slScfqo/LHFwMGrTEyZicWRBjPormsqlAxem3v6JA4htEQ6cC+hX6D6yx2XURjUVErkynIfBAeEETM2BW7D575MSYYGzBvW/7QegdOzfAOy1kz7NbB+ByHhow9dslxRStBvnzDgYGkZTcd4w9mh8DCOGNsIyTwQ4ioV0D4IG/g597Kol6UbbSgXuX5+VBnaFd10BGf/3Zq3TMkE4mYNDU5h33FIktUZYnEEeqd4DK1ajS5oYWH2eSAyTNjcMOGDTpu8M3FM7yNMTVZwpQXTLDsRi0FYeCeAUyA8EHoWHeGcDCo0Y5cffXVOluGYBIH4UIN/KY3vUkFCZ7/4R/+QVBx0WA0KnEIHhi5cv4H240hQjQ2xI+yKAOiCeGCSBoh4cp78uEeAku5EDfS2a+2QyDdko5AGgt2z5X3lsbeD3UljX3nv7fveQfchNHyGyofP8+x3Fu5I6WlHCvLT2/waZyUpSLB9klwNKipMONRddekdSKvbH+/9O3plaZ0WjIYExbLEo8nJBEd2t7HLxdYrW/5cNemYa08mU5IGR84hYLzacJ29d4+eWrNH+SSd79bZjW36hZilYqCmWI1GtfDBNGWMOfG4VvtnNGvu8FAP0FDAMGhL9rM2uClnwE3P8OnfWv9FwbLd/UK9CXr5+TJs5VvQjnPjAnqBFzAwDhh3RttCwH4GIMI+EwCSEs60hNn/hjMWJ3vqS/pDA+GE/Kz+tvVj9MCR/kHzOTNlbK42o/6cl8uF6VSLUlEohIB59gQ6bhivAau13Eohl8St8IoFSmpkKrLjhF6QFV97yTZgFMsSDwak2KkItVkXKQhJdKYkmo8JhUpazkxFG/6lVvgYdutUox9ZGOwZsBvPweXezbhzhIOlcbqammGuiKw0W4IkeQB3YRW8q21IWWl4jHpaG+Rvr3dsnXTRlmyqFMyyWb1BmsCJt+4wCGbB7Yc58M/FJy1cfQJv1/Uvrdn8q0NftxY8uB7/5va/OzZ8hop7T4cua9I66fnHvpg/Ia2sfHI2OD30EMPyec//3l1kXH55ZfrGIOXwdOAgfHFNzwfqlA/anSoIK4pBwKBmrc20GCsYbJ90BoKosh6tB8gjggpEDkCDYE9CUZBNCZaEGxLMJC96667dJnHGtrypXEJ5M874hmQqCkxNCJP4DR1L4PWOpR1Ps3A+2ezMS9K8/HTA/toDIVyrCy7Wp7kZXWgrhaIt3LsSjqYoD1bWq5+3Gj5kNbKtDz87y2ONLXprCzLQzUOttYeUGJnMAhBc1SZZ3a5YIS6c8dOWbBgvsJbYJkgnZY4U7Tg7BTLXyOCfz5stXWzdH6aXDavbWJHuKv310hUctmczGmfrYJKJZ9Xh2oSj0k5AnuBUyGJQIAjqjnRE5Er+wRTvwz/HhxBbAjE0/9oJ/oFyyosd9BvcQaGsP2BD3xAvSTTF0hPP+Pe8rA6DXWFOI0WyJNfbV+z7yweOPkx7kiPAALM/FguhYmhXTQtBGlgWPR56sdyK/WhTRBk8DuEcEA9jBlCSFFjkwffWxjq3gQeSzPU1YeF95aPXYmLJxC4EEjsvdcPYUjqrCMQSlwH1jbXVLoDGGHa9V7sjvp27ZKm9nbJ5XNSLBUlVypK70C/xJJJyTQ3K5hWMy0z+NaHn91oZGpwcrV7G2Oj9W3Sg3fS2bf+1b+njckXekdbGI2yssiHdxi9dsyZIw0NGcnStggsqZSWAWNE2PbzNZxbHM/0EwsWb1dL718t7VBX4PO/rU3De2C3NLVXS2/1tOehrvbtUO8szs9nuPTAY8HS2JV47uE9JjjDq6wduTKeGFf44GKs4ICNjSFoPnnmO36kwRTBJg1W5kRdp7xgMhpiaBi/oYZKTwdgMPEjLY1HHEQOgofl/09+8hNtNNLQmLynYSFoDCYC3yF0QFDxkcJuHgQaBiFaF75hIBmh5JnA1b/XyDH8s29GS2r1Hw4XxBvTsTR2tbx5tnpa3FBX+44rYahnw7O9s3R+fhAzS2fvLf1g3vDxmNLcfZ8qSjlvw5WvRFlEmhqbZMNLG2TXzl3y6GOPSU/PnkEml8sOSEvzPlfrVo6Va5kD02DZXr/y05fLVUmwNbhUVI1Hhll8Pis7t2zW/sISYG9fn7Arh2WcMkIBbCyexOuUVJh1VyuSYIuzHjO8D4cGjw8DfRCmzjIhgf5FnwRWTtW1Yxmw01i3bp2w6wUfIkagwDHMxmcCVt/aqwkxtfH+s7WbHzfUPWXS54CDfsWYAhZ+jDv6NlfOrGL5lLSkwR6FMiCSMC8YH2MOHIAXvudb0pAv7w1fQ8FhcQc6lkhv3/j3geJOJQu0JiYg0x/R47mgFiTBLRJDRVR7ploBnqva/g1Fkb6u3bJ4+eEykO2Xx594QtJr18pzLzwvRZhKJi3pFD5a9uWtwokjK1Y1icQcXbN+WnsloeHf3hFXe2/1tXiutenAuwl5MDPa0CZi9E2+IY0JOAjPTPxMsGRyR58gLQy1Nn8rW18EO6OGS2Pw2Xv7xo+3d/QvfkO9s+9q0/iw2Hf0P3A5UiAt6fxg39uVd+TDs8XZ1b7jGVxaGrvy3k8LP4IHQSsI1l8tDW3Bj+3EmDDQJh//+Mf3m6xb/7CyJ/o6IwST0ZBoDUqD0fkINCI/BgqzTdaymeFBAOlU/Bg8BO75lsZlUNKIDCqTVEljRJ2OZGVYB7Er5QGL5cUz936wZ64MesocKZCOfGoD8fYDfmDi2cr301s8dfCDfe/HWd0sjjS1gfL8UJuGZ/BUm84Gkn2rfFtnoJ5wopb9Sp61PuCIdoJxY6S4fcd23fXR1+uW6dCkdHXtlrYWJ5gM5u3NsC0OeHz8+PBYfCqZ0TQFTryVqjRiEZ/PSvfOHTLQ16tE98X1GySWiEsUg8ZoTArYlrDAnggEFc7ZqTjmRNl+OQaLXa1c6kn7sPWPewgRNlMIJ7QJxy+gLYT4oAWE+NN3+J7+waxopHKsvNGulDVaPryv7XPkS5sDiy9MsBUYI3PGIN+xXZ96IFwxe0P4YEwy1mhnygcP1I94JgTgw4L1NbtaPGXWxtk7u5K/jSXSDvVjNxa7v1xw/dDdB0KKDgenMUFOcYuNZdXqVYNlHASVREWktYBxbUV+d++9Ek+zO2m+RBNx2b1zl1RjUan0xtQmiUU/5HCyHkowsXFk7VJ7BT5/3Nr7oBKDF+v/gxHekgS44DvaEPoHnmgD4mgj+po9855nBEtoKsI6/Za0fMfPliYpq7ZdrCyu5GVhOLj9PGrzsm+pm+GpNo09gyNL4+dpeXAFBh+X/jv/3s/H4q0cewaXVqfad/ZMWZbGrva9XXH+if8ScE6efGtpDd/AwzhBC8nOOOgBXo3xCcQYYnzV0n/LfyKu014wGQvSaCiIDg3DIKJRCDQaxrEQQ7YPM/vkGHeWaIyIwgAYcDzTuAw2vudQwfe///2DS0d0IDoGBBBhxzoGZfs/yuXZ8rPnoa7kYfnwfrhQm4b8rUP6V+IJxPkw2T04sjSks3u71n7r5+PfW352tXd2JZ57frXl+GWVqyXhB0UGcn0XCCYmD9Gmxuhon40bN8vcjrm6XDdnTkcw294rlZJbjrPyDDb/mXb2YTJY7EraaMQN/GIhr3YCKbQC2T5JREQ25bOD/QvBJILmLRqTOP2vGpFKPKrGspFKVCLFklQDN/oGi5VjzwYLBIN1YK7UF20CTNl2yDBjou9h5E3/RDChfxkBJR9mt6MF0liZw6WlnNHS0A70JcYOjIUrdWLsAT8qZHa1wbTYPcApxWzrB/+MHZZusUVBe8JSLd9QF/KycUb9yZc0hi9grsWh1WM0mElH/sDuB/vO8o1EOJLACQhVNCaclqvBLTLSL+nWCMT0WredveQMn6tltU9RB335oiRXCxaRAAAgAElEQVT3ZFV4/cIXvyArV6+SU19zpqSbG6VQLklTS4tEk0nZvbtLt6LryEUqMfsSD0jdiq7jYn9aA8wGP7gGjxaGwlntO77lZ2m50v5GJ6A79DOutB3x3NNG9EF2X9Gu0FgEEb61vgAz5NnPe6jyrHxg89Pacy3MpLFv7J40tXn7aSxf8ANMlrefxu65Us+xBvvOYOHZ8rf681ybzoeJe/tmqHv4Ffg33FMP8uNHW9BGVhYCCH0cbT/CIuPLtLHkcaiEk1AwCWYLRtTpVBAgGs06GA2FoHHVVVfpMs0DDzygjQcBpZFpWH4wANLCCG02QB7E0SnIE7WmH4jnVxv8OLu3q3U+61y13/rPfEP5frBObXF0Tjqk5W/xls7KI91IwdKTxu6B0e4tH3Dtw1SbhnTg009DnsBneWieEUxfg9mp0nk3/6zqMo5Lq/WPRHV9nnJ///uHpLW1TQVGbBlY306gvVDRZv/aWVlWn1p4/NSGu2w2r15boxF25ER163Cxb4/s6e6SO277mSyYN0+OP/FEmbuwUyLJFFNVNYIsoeqPRaQcYSnHaUuSNe3ml2cwgTv6G/0K4gIR4h5Cz9ZbNCTABtO///775ctf/rJuyzUCS1+H4JgwXlvGgT77OBvuW9IAEzCYVsPqg1aL5U+Wb3jPVmD8m6Ad4UTi++67T4+KQAOE0TrwI3wwI0Ro4QeT5VvbFefDQbkGo39PPjyPFuxbS2ff2NUZadLnkRGw7fDzdPcUE1VnesG7wMGeCSxOZIlIMV+QPdt3SLlYkhOOP0EWLOxE9Sos+2Bvgsls58KFUqFOI8CewBA3GJNGM6iHP+7oH0ON78F6WYVrxjbRlo8lsW8Mp8bQGT+UwTMuF3Cqd8kll6iHbcY77xijCCf0Cxii4dvKsKvFGyPl2eL8e2AyeCzeruRF4JlygcHe2dXKIx3wkcaCvbO0XKmjn8bS1l79su17Pz/SG02290NdDce1+Vta4hnz3/zmN3XyAu75gRN+fE+9THBBGGHcfPazn9UDMKELpIfXkd5sMWvLq/fzPizXO+dJkh8NNFqAiNEp6AgMUAKNQWel0ayROecDrcm//du/yU033aQdEMNZZpIIIjQyPxqZfOxH/gw2fswEEFbI0wYM5VlHsXvK9d8TX1sXBkFtGtL5gXr5HdHKsXrZFRgtL/9q6bn65fv3Vh5xY4GJsvgRrKza73hvgqEPg6V314jE1J07GWluASiB2px2LJfUgRPtgqBwwgknynPPrZNKtSzxREz29vZJK1tKK242ZzD55Vj5tKuFod7zDp8lUXb5qMGh63ucgQNjxfZk795eFWDLaNli7I/E82tEYcM9PdXADrZSLEoWI1mvbxgcVjZty8+Wb4hnO7LhF8/FuGsHtwgvBPo09/RF+idEdCyElG+pP+WNFBTPowhUCPD0FcYCAhSaHQgeMOEFFm/KaCg/8YlPDGog+Yb0nBiMvxMI7fve9z71xYDXV3bkIZRQV/IkUAbw+n2LOMOfpeEKzng3UqhNU9sePNOcg5u8Ai0Feaq+xOSQwM55sCzrw2qTAknGGU5CeiJ7VEDDLkiXIru61Oi1sb1Nt5sX8zk9iwlhdj/5ZzDjYGnHszEBF0MFxpr1b79eds83dm/X4fIyvJOOe/I12kg+7GrEIJvZOEsF0F0b67wnX/qpXyZ0aqhgfZ2yLH0tXNZnLd7S+vkZzMPlQTxp+Nn3lp+fz4Hck4/9hvqOuhFqy7Nn3kHb/WD5cTX46DuMCfBAW/DOcA7ejTYQxwT8G9/4hmoq0VoyNjGE5Xcow7QXTPxGHA6x1ilpGAINiLABwUZipIEhjFgso1r++7//e5UqUUWyPsoMjUBHso5CHvxoePI3IYcBZh1GPxrmnw0C/3VtXQxuP81Q99ZJufp52L2fj5/G3vt5Wpxd/XfcD0fceGd5D0dk/LzAkeHJvvPfc486vFzZf2A6UrxPMOFb2rVMe1QrsuqYY3Tb95Yt2+SEE06SpsaEJOLMKPe3nxmqfhBXgv/Ov9eXQdGVUlUNYKVU1p0/8WSDnHzqKfLYo4/q7KNUKEosUZKIElxno6SkNRA26XucPlxbnkYE/6yP8Uh6hGOYM30QJk8AZvoecfRP0pGGfk3fZAmIeNsdE2Q95MXqP+TLIHKoflubnvYAb8DEOEPDg2YHYQNNCIeMveUtb9FJAX2FH8tTpOc7Jghs6UdAue6669QBGy4DsD2x8Uq+aF+YOPihtr3s2a5+2tr7sdSfpRx1kaeNyT9jmCpu6GO5WJFiwU0EaGL13UFhlcA+hWsuL727d8uGl16SS664QvD8yvJfsVpVnGVaW3R8YHOCUe1IGhMdk4HMRT3tR5F2b+PNnu2djwP6CX3O3llauxLPe9LRD8iTPsaPfkdg5o22BPunK6+8UgV20oJb8qE/wijRgll7W/7+VTMLyuN7/x33FrgHJtIQatNZWmDmZ8+1tMfy8etPfqSzPHmmHPIZLdTC45dn3xrclr9dec89gXz8vLi3dHYF/9ADrsSBayYlxFEu90xoOPn7gx/84OCYwY6LusDf0GCZ4G/wTeR12gsmY0Eeg4YGo+FoKAihGWNxzwDhyqyMNAwatl2y0wFDIfybQDhJAxGAOBqBtI7MO/K257HA5aexTubHcU/8SME6LWn8e3seLo58eVf73sqrvRoMwxFvS+/n59/b90NdDWevgIfD7oLtvlB8+3MeQAK8RJzA2Nfbq7OGww5brAehsd20v99pS4rFsqSSTjNm5RtR4NngpA0NLxZvsNkzggbmA/iwQFMCXCzr4I9iyeIl8sObbpJ58+er0EEaNUiAeQ3aADgGhkhixMqvt8FicJIGAgNxMRwjiBgj4D0/iArfwrCpB8IBaeinPBv8lu/BXg2Gkb6nXAgdsKAFYQfbV7/6VR0bLM9wVASzPNJBGBFcGFfUkzoYgTzjjDOUoHK2FepqBBoOJ8MGBRywXZgySE8w2Ow6XNxwsPvtMFwaNGVs+KYPwMLZNq7l4GlEhdaIRGMIy/tIrw5hZZxRiVSwMxEZ6O+XbVu3yjFHHy2VbFYSba0Sb8xIIhaVAnZTA1lJNzboDi6OO1DYXEH7g8burngiEI/cK7/+ltji7Ep+tX2btNYnuffTkt6CxXOlDemb9DHakMkdGhP6H4KkactIy4+0BMoZjpb4ZZG/BT/e7rmSl8FkaWufgW+oull6rrz309g7Py/ubTzZ+wO5Gtx849fN8vDLGi6NpeVKfkbLDH7iGBdcGX/498KxKMtq8DTKYEmYyQowGBw+bH4ZE3G/r1UnIvcpkqd1Jq72ozG4J9DRIHQEBhcNhISJqpyBxI+1b6R9voOY0gkgpHQKnbEH6+kH66TGYFEggn9DxfnvuSeN36HsG+K4t+fa7+x5uPcHGl+bn5Vv8SNdrSy/HqRnDd+dxMuTCWhc7Seq6uZE1kzaHUOAzvvww5drO3JmRFtri9p0aA7eLIQy+flwGhx+vMUpPBCBwHYCHQzLOuzQQJiFyLINmPbHh8pANivJxib15AnzisaTqtUp4fmVvuep3P0y7N6HywiHCRlGgCwtsBmxNG2FEVj6Lulqccs3BxMQOIAHWBgHJqj7xBFBn/J5j0ofTckRRxwh559/vnpYBkc23oxh8A04NFh5zxhkPZw64a0ZR1F4tGRcnnrqqZoeWOxb6mM4AR4bp4avsdTXvh8urS7ZVOk7yCERt1SnfdXXajh8lwrgISJxDKHJsFyRaqGoy3i7tu+UR9Y8Lqeecqo0zW6XKFo98kzEJR7YmKjfGwQC+uowAOk3EWdjMkySIaNr61n7PORHgdYY3IJ3rv49eXAO0tq1a+WCCy7QPscEEPzTRgTaG0HU79/DlVUbT/7Wj314/fvab+yZNGNJZ+lHutYrn5HKsHeUBY4Jds/VcMo9OOHZbxPGEmPonHPOUeeiHGyLUEIgLd/ws/ZjrPAzOqIJJ/BfKJgEyKUBfaTzbIGG4pmGoTFpLAgwjcusjfU7tCgY7CFpMsgglsqMguUd8ubn52v5T/R1qDKHiptoOPz8D6b82m+Yo2H+OmIIZBTsS3B7jRdNHOg99vga2bB+vRy7+hiJx/Zfd/fL8e/9coaKJw5oOPNDu0/ghwQ7l2Qmpea1ixYvVmbd090tbbPanXokmInp5JqdOHzvF+YxVIv2y7d+S3+z4L+3OK7G8P047odLX5tutGeIH+MEoZw8uccwFRsbCB1qeq7Ecd7N7bffrjNn3GGvXLlS4fPHCfkREO4s3ogl8Yw1bEzQsCCkcAgnLu3Xr1+vy0EISOCF8Wp1ByYCzwdS7zGlxdgjEBTUj0nQB1R7oqXSPwITJDNKZYmKzoxQ+v+z9yZgelVVvvf/nWseU5nnEEiAkIkwySgICn6CitBq2w7t1bbRr9v79bVbb/dt+/GzHx9v22q3eO3+tB26VdRuFRAQEFHmMRASEpIQMkDmqeaqd/6e3zrvqnpTVCqV1JsCkrPrOXXOe84+e1h7n73+e+211lbE9J52vPKKbaMwbcZ0VTfUq1jy7WLdmfSjEVuaROIGLOH1oX2G7Ia7VyrGEU+jqu+QVBgrPUBngCljIW3O/ke0C226fPlya09/5nnxrDwNT2u0Z09ntPHf6PGgMbQlcPa+DR2gI98K134wEfF4KJPfeOONtuUDIJ9vjO/Wdb/4Vv2bIa2xtMvR0jkEJkdJMR/8aTQ6AQMi4MR9KmBBwEycjkCjMpgyeHJ2kfJRZhlGHwMFbBO/WMw+ODbzo01YknvgwYfMqRN6KrEhwGQM2RmDYJgwRgGPsoE6sBFlUJg+bZotXRzYt08zps9QNJFUFECBD51oLNjTb0zsZCylH/u7fB8Mhgxy0Jrf6Ge51IhBEV8JgBKshJilodCKIiTv+ffFNQMh39HQMPQea+BMDN7xjndYOuw6jFk/3yhmxZijkh4H73rafJM+SHN/aLpD8z3W394f/H36HPmyXwwrkeyjZC7si0hZojqwd58td5y6cIHqW5ps6ScHsqEvMQNGVshs1gHwYQCIgRjriJ7z8T87A2NshP7QGHoT0CvBTJj2QH8B0Ejw9uBdbxPucR2GkSlAP6LfcvZrBysutXQa85yAlAofJXx3SCpdv8zfh/a8iz4QgfS9bezGOPwLgckoiUxjMbiC6LlGSkKD8fExK8DXyWc/+1lr9Ntuu806CfEccXLtHSP84EZJ9ApE84+Kc6wkopwyZarwyNre0anOzm7V19cpGR+c6Y01W2dEppAYheFFUXRRIpm0bRJQ/jMnZ/jxiCGaj6mYKyiSxLw4mAG/mh2PtVTj8365SJ4c6euABiQW9H90e9g4DMkG38zHPvaxASkKoIRBlTQYCP3boe382+HaD9IG7JEmMz7iYM3DdhJY9mAuzTNmgQzALBHw/RKPw8vKd01apFuREIz/A+KKgf5QShxAga8SA8Rg1nwh2PQxElVfd6d2v7JdPV3dOvfC81XV0mieW80fyoCWbCmhklM1L7OX3s4lfya2b44/8IjjcIa+jI1IsRgfaX88DxNYZnNJCfGgP4E2J3CPfhCOk0aOEf/BV9w1BRGhIf0aGtLXoTMTA6cny6R8I+yN4xal6EcSl4kzB/F5j4Nxiu+Cb4ffPnEYsVAVeBgCk6MgIg1ER3AxNY3pjU9noOFuuukmk57QkAysdBAak/eY2fGbzlOxQfAoyn9yRg1mFLQNbZDJ5NTU1GhOu3buRLS8RQsWnqZkPFC6qwSNbEZrGjCYM5eU+JjZRKNqam629u/r7bN+lEApVUXb9A+rC66D8BpwkwpUnr5O33bmAnNisONbgDF973vfszObZqLoil4WEiy+Cd5x5VwAB8G/E9qO5+XBf7u0hWfkxwwQU2Jm5uwQjmQGZ4fsUgxIguExUBMoF2l7PuXpH69r8I+BVZgwEjvsiwGvxYJJW3du367mpiZNnjpV8RIdzCEf3l6LLF4G0qRohI38Dg30Gt/vzs+Hxjj+v2gXDv/moPFzzz1niq/4DsJhntOfcZNrByVeuqG//X54PpQCfD/oabEnG/0aukNTaM63AK2R4BMAiUhKsCpFQZx3AYXoZvEuy2uYBQMi4VV8F2zFQlsAJjHtDoHJofR/zX/RcAxeNBqNQwfgmgEU0RjXmDoyC8Tkis5BwwJiaFjeJy5AZjwHwdeccK9xAXDpnctlVZUK1rkz6X5VV1dp3rw5NpteveY5LVt6VsVKabNjLIFQrkQBFs+uqSRKEiY1SSYSairt0mlWKS2tZr5hMxrE8+gZVHBpqWIVG2VCPjj6LBhQ4p4ncdrE7A4zUZQfmZlhEUBcvifowYDKd+KMiTPfC885PPhvzrzDQMp3yYyQbxEx9MKFC02xFosdDpYSMInkG2XiQHzy5lyxb9I6gJfy0DUWL31QpwCUZNNZ27wOK+Nib5+2v7hJfZ3dOvtN5ypak7JNHnGOEo0m2HPY9E7yoI84yxyuXRIIZ0w6UpKUGCjxDA2tlJXpOF4y5sEQGfdY3qYdWBb4/e9/bzTG+zD1Z3ykr9B2tCH09zbgOUcYjkwBTOLR02ITPujsk2akIexBdNFFFxkgwRcO0sM1a9bom9/8pr7xjW/Y9+b7wLHkyUGbsBrAt/mzn/3MtoOgXXB0uHTp0iMXqEIxQonJKAnpAyGDZvlARkdAVMl9fJwwQDIYE/hACbzLNcyHd8MwfhSA9gyW+UIwK6utY2fniCZOwhFZQetfeGFA5F6pUjGTDXY0LpiVTpQpMrOZTKAQylISzov2H9ivKTNmsshuugPkT1kp3xtTXiIzmwd8w/hh+szKOJBgXHXVVbr++utN+ZgBkBkc3wSKsMSnrRgQoYH/dobFPQ6CMzDeJT7Mjdm5gxMmCnyDpMf3+alPfcr0T770pS+ZBIWyXHnllQZgfEm2Um0/mnToDrBdpCU2JiQTmPtp7+7dJjpvaKjX3HnzTHpmDNy8xCJRKvkHYbnvdap/QRvRtihQMi7SFuxwDejEeZdbftCGxCsPvEubeZuXPwuvh6cAwATeAvB43/veZ0uW0JUJwCc/+UkDgEg6sL5BYvmDH/zApCKMP4CXp556yvQkAR18M/4NYT2FvqTzMr6j8QwhMBkltfloaBwGQD4e1uW45sNjcCEAOkD6DJYMyjwHsPCc3z6gjjLLMFoFKEB78KHSBjBM1vWxzoEpNrc026Z+HR3dam6sq0BuUg4/FqYsFkN5wMyVMfU0Sw0G40RCk6dM1s6dO7R75y6deWZeEUxhY4EkrWjMt7TZSkVKNL6J8D0wuDFgMltGzMyOpYABBk+coxHHvye+FcTHPkNmIOQ74z7XzqT45jjKA+1KHPxiMDvnN98ZafMeTJ02Jw4AhFkfyzqIpxmQAUlYApH38ZRkDhWiUA0sc/Dza95/JaX7erVt8xYh9Zg2c5YSdfXKxCPKBt5QbAkHc3P0lmJs+KiIssWceT4G5LxKWgKGc3Idyv/LSVjx66DvB9IO+gGgEUVkAAnWUwAWj+PtxG+uObyN/buteAFPsAShF/SDz2CIga4VfZlviuUaaIrkkCVMzLThSRy0A+CDSQNxOZC40GZI/t0zL8uk6JmQPgCIOOMRQnnZKKnsHwqDLTMBGtcZHklwTSfhDEChAfkoHZRwj8Zl0PWPb5RZh9HGQAGkFXyozvhgVn29/dYWE9va7KPGwVelAks46ImQH3822AI24EbRqG3ch54J5eCDtyUf1thNkmabplSqKK9JOgAD6s429j/84Q9NzHzdddfp3e9+t61R810wkPIN8G0gGSE+g55JB0pLnnw7xPNA/KHfDfEBMIAOvi8O3iOeTwS45nsFiDJjv/baa80JGwPyzTffbFtLEKc8L8/zeJ1Rfs3nA/8j8WRMEZY/WMbZ/oqBqFkzpts9/JsAaOkjuUJeOSZA9lrAyKnXsMEBybAPj+9N6Ei7wuAY7zZt2mQHS3YwSp7Tbv49OiDhPvcYPzn8+fEt7Rs/dejkvMZpSa24hkc5OOSadkFyxXiHcvhXvvIVu4cHZSYMtAHfIaDdgTuAhjS4T5rjFUKJySgpTaMx8PngyTUDGo3NMz4mAtc+qHJNfBijM0d+h6FSFMDIcjhsXcbQGPCKEaWzwXJbnvaI0UYJTZs6Wa3NTVr93CqdfubpSibiNpPNZjIli4lisPkfTC9eckdvRfeR38+D9UniUyKXLyk0RgT/wWkaM+O8csJkOZGsVm11nXKZDnUd7FBDc7MUw/wzo3w0cLseU+wwdRvMa7yvGJhg+M48yJ8+zjfAt+DfwKpVq2yWjNIdCqd4lET3g+fE88MHVcD60G+lvG58T86EiUcgDa75DgEmHpyhcfZr4hKHM8utXCNhYYlh5cqVpgODC3wUBWGmfKPEJW0PlJH0qANnnvtA7fXiPcpkS3lWRnyTBKrQaKRSdEpv3l0Z5CMx5TL9ihej2r5rmzKFrKZMmabGCS0lz8EppRQM0bhHiUXZGJJ+UbIgiibE9pOkal+Bd3t+lHdNv++VOcYz7Uzw+vrY53T2sc1/QyMso5jFc0BbD96O/ObaD38enkdHAQf29EXo7W3ENVJLAu0BMOE7wtMuOl98m3yn6FwhUQG4840xoUDChR4WQB6lWtLk4NsfLpAXwc/e/sPFHe29EJiMllKlBqYjeLBBaBglrfKGcVDi75QPdn4vPB8bBQJNjJFHXZ6yW28Bx2WJou32m0iyo2ZUUyZP0uRJbdqw4QWl8wUpyowgov5cXkmYCLNtmE0sqrjKgQnl9dlDOQeQACa5bF7RODveB46v2GQN3xWRWMKcaEUUU0vTBKX7Mtq7a3ewiWCkoGIhq0I8rxzeQI3lDAe6jo1WlXiLwcnBCX2fvs1gR2BQo9/D6JmNoTfCTAzHaTAyGDvfDmkwgBGX+wx2pMl3wdmZG888kIcPiuTL+0Pz97icKVd5IN3ygNj60ksvteUF/KkAUJC84P0SN+kOYigL75KXnyn/AAApObDyOlEutiEoGHAxI5tgh2EVFAOYGLAoqhhB3wnpR07Z/m5l80VtfPEF1TTUqG3aZEVrqqVUFQs9tsRXXna/Dqy9yupZ/hmUX/sLFThTPw5o4XUuH8+8XWhb2gsvvHjERvcBaQnvQEtvW645wnDsFKAtOAjQ1WnrKdI+tIt/b8SlfwPQuYc0BJAyd+5cAzKPPfaY6aL85V/+pfVz2sy/TaQtLMN6u/G+B/KoZBhMuZKphmmFFHgdUYAPiI8L5gjTYtCEkbImi6OnPXv3mmv4dDZnTqtSABesaUqu1V0PYFRVKjEyE78zwyyZhvan+xVPJgwgMXjUNzTYgLFr565DBmfyKv/gR5XnOEVyZgTtYOTQ0QcpljjxTcJW9szUMAdG2RUxM4OfBwYwZ+y0iQMRBkxvI8TGBE97KPMa+tvTHu7s+ZE+19SBAEhCfI37enypsN6OFcJvf/tbs17wuPQZDh/0SYd6kw7txMFz7lmcONIMyh4cLCXiddjrwgOsrtiBumi+OuLatXu3OZ1raGxU64S2YFkPhdjXWfB+6d8PxeMeNIEeXkeumZnfe++9tjSF2Ta6CsTlGbQNQ2UoAJ2hO9Ionyh4n0e5le+L/smZ+0gusdT5+te/rr/6q78yfRLaCY+8ABS2duD7xgni/fffb7uTo8OF4izfCN8y6ZW3I/nTthxcVyKUQe5KJBemEVLg9UcBPhaYHgyT2TcfFQcKYIiY+3p7jRkhzmR/mwRO9GwAVWkJZ/QDKf4p4sm4enp7lCvmlaquViabKXmAZbYYVSSZVENzk33I23cEXoKhGoqviURc+UNsPV8/9IQhQUOYOkshzrxRBH/88cf17W9/20wOcXWNKJjBklkWMzREyTAw2gLakxb3HChyJj3uc+YgLgcDHr+PNZSn4XmQH0qxgBMcslFe1tx/9KMf2Ro8+/awtAN4pUwMxpSDOnFQFwZw0qMeXi8c6bFcZyGKUuogSokgNSlVgrZmh2l2Dd64YYOy2ZxaJ05SQ0uLLfEEiz7HWuPj8x50oN58Q9COa6eDtxvgDDrR7jC5G264wfoKJYLm0Axa8n4Yxk4BH8+gKbTlgP4e6J+MfdyjrbhmssB9ACP9HlCCKT1bdSBNpH//y7/8iynG8h4WPmy+iL8hJIq8y33amn7vgfsc5ff82dGeB2twtG+G8UMKvMEo4B+Mz34pPqLJtraJevjhR5RKoXAZKAewFwkHgSUjLCJGEwzQZHOqSqVUXR1YlbgPFd5PZ9JmuozEpKq62j56U2osmY4G++QMfuyjyXO84jAYoQzH4AYjYlAEqLDD9p//+Z/rggsu0Lve9a4BJVcGQgZBHwiRhJAGTIl3YV6sYROY+REfcAjooa0Y5Ai8MzR4Ww69P9xvj0s6XAOMKAuDuUtsUM783Oc+pw9+8IMm+UEv5otf/KKVkbJSB+J6fE+D3zBcZ7rZkg4Z/Yhi4zeNPJGclDRBzCQHaUk+l1V/X682btiouXPmqHXSREz7AkXpwym2DlfBcbpHPfh2qCttxeyZNoSRMROn3aAVbcnsGsCG0y7am3cBsEjaQlBSuQZjYsV3Ql+mTejX9EloDKCgPXgOYKENmFRwoJTMO3yv9GUmFkzU/uf//J8mKUH59ZlnntFXv/pVA5ef+cxn9Bd/8RfW1nz/9APS9YM0OChDJUIoMakEFcM0XrcU4MPhY3GGyJmBlMCHCqNdsnSJ7r7/t7r+XdepyOw8GrivB2QY42G/D5sJv5pBDq04u7+ygzGO3LDPicRjOtDRrtbmVvX0dKuqpkZxdjtOpczRGoN8R/tBtdbXBEqzycBzp+X0OsMn0M3pCENi4Lr99tvtwMMq5sDE8cHJrxksfaYGvfw5gydSCQY5mBibvLmSrA+u3k7+Hu1Jux1N8PbnPfLywdrT4TmDKh5j8YzJgI5Ym2WdM844w+4BXJD8AMhYtnI6kB6DPuUCvLrTUw4AACAASURBVERYogFPISixPmY1CIpr4DawFWZ5R9GYVj3zjNLZrE457TQ1NbUon82piLJ0ItDdOZp6Hu+4tCH1pG04qLv3CX77bB1Q8q//+q/68Ic/bN8X9OXg/TBUlgIAe2jrJr/0UQL9lLYBCNJX6etcAw5pKySF9Hm+P8ZAniEVYWkb/TAkhXwnLOngmI1v2L8d0qcfcJA3ZwJ5+DdlN8bwLwQmYyBe+OrrnwL+AfHBwPz47R8qAynMZOGChfr29/9d6UxWsQQuyiWEJThg4+Nlecf2NxlFddP9/YrHk/ZRA0yYNjfUNagf64t4XDlmLnh3jcfV1NJss8yXt72ixokTMNIwx2yjyOY1iQItGKAIuBhnN20Y+Je//GXhapzBDNo6zRkAGbiYmTGoUX/SIHCftIgLQOE9W0or6QB5OrQb7xKIe7SB950h+iDq7c8z7w9eRiRoLEWxtw6eM1GOZW+fT3/608JrKf2F8vAuB/XhTJqDZSw5yCvHT5Tdyl+0JTvyTWcyBu6mTZ2mlpZW20spm86Y4zVo9XoLlBmGR7tCU8pI3QFq0BZG6KCOmbwDVSQoMDmeQy+YILP2MIydAgBn+ib90i1rkGQx1nGftqIt+I1TQSxw+N5oP0zm0f3BRT1tCChBauLfJu3FxphsUsuEgfanvQlc+2//nrjvz8das9df7x9rjcL3QwqUUYAPpfxj4WMicOYD5ANtaW2xD++lzZt12mmnKh6rDvassSlvABaMGZWle7jLeDyhfXv3avOWzXr86ae0actmzZ1/ilY++4z+999/SQ1Ia1B+jEiNTU3GzDe9+KJOPXOBkg31tu09zreOUihwuOJU9D6MCKby6KOPCu19mA1LHkuWLDFGA9MC7MF8eMZgyTsMioAQrjkcsNAuDI64077llltsDZulIax5UJz1tvL24zdH+e/RVJD4/i5tPtz79APKTfkZnHEGhuXCtGnT9Jvf/MYkAFjysGcIFiYAGOpBnakfwUAbStOJVMmIN9j5yGyzHJgUAgux/t5e7d6xUwcPHNSbzr9QtXU4+GP5MBa4hS0tI46mfuMVB7rBhPgWoCf08vaAfhw48Vq3bp35ikECxfYA3g+83Z1e41XuEzkf2sL3sOHboj1oB/ol4Bqa006AFaQpeHjlmn4OOOQ7pY8Th3YhDUA6v/kWASdMOjj7dwM9vS/4dfmzStA7BCaVoGKYxuuWAv4B8cHyMfLREvhgecaHiFgd0SYD6uzZs1Rbcmdu1hTxYAtXdiYeTUCXAC+uzLZv+cktBkzapkzWSy9t1l//1efUzIZ1CPmzOdXV1qqhvl6rVj2rTDqjKhQHI0gcSuu05TPu0WR+nOPgEA4mjVIjMyhmYICScmZl9CxjXtCZQQ1AQGDAI/Db2wSxP/t9oIiH2BhggFUPzwk+6Plvu3kU/8rzJC1PrzwJ0qYenD0OjBUlWGac+OPA9BUJEbo0KAGiU0F9PX3eR6mENErwN0CYBkoKVNoOTNcBJJs3vaT6unpNnz1HVbX1ZlKOJI13c9mM4rHX13IO9YQ2MDOuYX58TzA0AAl6CkjS8JNB+wJaAWswT+L5+0ancuKH18dMAactZwfdAEHahoPAMw4C7cdzApITA9PSAHgElJAObUwgDX5z0Nc9+DfCb+vvpUkDvyvRvoM5eY7hOaTACUYBPiJnOP7RcM8/VgZWNNRXrnxGl15ysdTcHPgdMadWfNDB5noef0TyFItqbm7S/n37DYz0Z9Pasnmzli5bEijTolTLmk0u8A/AIMFOwyzxZPvTSsaqTGFyxDyO4eEhzLM0mJQPLiRJHOjjAxHX1Jn76H8AHtArQTsfUMLsizScOTOY+cwKevtsjbSpJ+lwz+nIoMhv/J5wZv8O1soRKRPX45E+oNLbkDwJfrYfR/jHu9SnvM7c83ScyZIn98mfe5Sbzc2oM67s169fb0s7mFAiQeE+gznBmC8O9Qo5AxcxNtorFkzJ1TCLWyRlMmo/eFCbX9qsxUsWq6a21rYqYO8c1vMCz7D5kms1S3rYf15OLzN1g44E7nHtDGbYBI7hJn2DfEjf25M8WO76/ve/b/cArYD8L3zhC8b8vO0cnJS37TEUIXyljAKACwLtQn/wtqGv0y+hOW3FN0QcAvc8LvHp4zz3vsM13zGHtzHxDxdIY6Tnh3tvpPshMBmJOuGzE4YCfDx8aB74+DzADNEfwIV6d3eXfYx8aHzcpamvuQQPdv0dWYyRyecUj8TU2dWpg+0HlahKKhGPaTGbZNXXGdMpRHD0hu5jTNVV1cJ/RWd7hxL4IkjEFMOHBREqFBiQGHSgwdDgz7hPnRm0YMiIcZGQoAjH4IeuxcMPP2ybgeEtEqU5Bi0OAvTk2vPgTFocHhggnWFCW9KFaaFIy7t4nUT8jDIe5SJN0oHxIX4mWJuUEiy/9jyGO5PncMHLyjNfXvABlrTpL/wmHgAEfycoxP7qV78yRswyBRIVF4VbelHAAXoiBaUStbajdLof9+zMQIvKUt+uLu3fu0+93T1acfY5BlKpP/pNxWLEdExw6jeaAP2gD+1LPWk7rqE7aVYSmFA/6EEe5EXa9BOucawHWOMegBOJEuWAjl4u6lNO89HUL4wzOgpA5/LvATp7nyaF4Z5zvzwO31v5uMhz2o7jSIH8Ktm2g6PzkXIOn4cUOEEpwMy2tbXF1mAPtneop7dX1SXfFAzE+UIw0JdUGkekQjuMvLbe9EfwppisqdLBg/uNof2PP/9/pPqGwJcFA3Yiodr6OrW2tJj5XnPbBEWYNY8wOxkx82EeWvlLGxjyGIbvgxTXMBEYLEwESQWDEO/gtRNfBjgdO+ecc4zxfO1rXzMLFRw3OaBhMOKaM+mOZnAiPnnAxJitkR6B31h0kHc5iOQZ8V/rQBlwTsWyH1IezKQ3bNigj3zkI1Z3wEt1ba1ZcOVwwobuSSGQvMRUVB5/NsWi9uzZq5e3bTMQVsgXlIhHFcOsk7aHGcSJPbr60l7MjF0qwRlFRs4siaELU6lAPg4+0TVC2ZnlLIAlQIg8UXRFIfOd73yntaHvHA2Aoa1DpddKtcaJnc7oYPmJTYOwdic5BbC6aW1pNqVGxOsd7R227IK+CB5cGXBNL2QUdJo0dZp6u7r10Y9+VE8+/bRuv+suPfjkk1r51LPqyfQFLu5RbER4kYirurHRNOOfX71GyuYVYXMdjhKTGkWWI0YBBMA4AA0wMRgLYISDZ8yYAAZo9BN8lotC6i9+8QurO5t+wYiQKqH46VIQgAQHgfRGCx54h7JgusiZ9DnIE10FaEd+wwXyGG0+w70/lnvU24EUOxN/4xvfsCUumDDSHsrFchRlb2rCuiFn3n4bcaanoqqwRIlEtf3ll01isuSsxcIhXyyeMh8nmXxBWZYNo4MbHoxUXkAgAA5mT1sClt773veafg4+J9iniPauVKDuAB3aj5k1khPype7oBiHVop/Rhv/0T/9kIJV+heSNMtLXuCZuGEIKjESBUGIyEnXCZycNBQAnMN51L6zTokVnasaM6VZ389Z5lBYSEya2qT+bseWfluZm9hpWf75fs6bPQqsxELWXJsRVVdWmXHnHnXcomy3tFlth6YCLZ2FSMJJyiQmVBBzAbHxWC4PBpwFn94vwh3/4h7b0AsiBIfKOpwuDIu2jAQy8S9owVtLDzJSZPvoJvm7u0hfOfv1adkjqB3CDVoAUygQAYNMzpEko715/4w1atPgs9WfSqk4khfUNdYzX1Gr31q06uHevAcUJbRM1dcZMw5/xKpaMgvV/lnIKtvHfkSUmtCXtAd2QXDzxxBOmmIwkA3BEeY+mTY5EWyRrtDP1AaQ4DQAc+H9hB2mUob1d0TNBgRhJHAqxxHeF4SPlFT4/uSkQSkxO7vYPa19aJkBIgQLszh071d7REQzqOEhDx+EonF2le3tZSVcsEbf9dtjULR8pqDfdr2g8JvRLzL8JonrMlaMRAV6w+kHnwGa4SEsqJDEBhMBIkGjArPjtjJXGd8bGNc8AJCzhIC0BPPAOInwsUgAqPlumnKSJNAnm50xqNB2KdGCmMFbeYwYNc2N2DfMDIFGWkUKlme5IefkzQAmBPkHZkQIsWLDArE+Q8lCv73//e7r1tl+oq4s+lDez8P6uThXTaTXV1+uVbdu0b89eLVywQIl40iy4IubCvd9MxKOJmG0CyL0jBWgE3WD+AEVoSrtAP8ywb7rpJisTZa1EAIxw0C/Ij74D4MCfDe2GWSmmq7j4Z1kL6RrxKSdlBJQcTT+pRJnDNN6YFAglJm/MdgtLXUEKwORyubz5rWCfE9bJYciY86JXwv42rPmPRsfE9UMQ0SNtgVH09PfaQA5gSeLjopC3XWfRN4D9IOKfPm269uzerQnTpqrO3ZJXoI4wUZgIIAKGwkGZYLLU2yUWxGM5BesKlFxhbOgKoPBJfOKi5ElaMDric4/0CFz7fZ6NFGBOMCveJa77BIHmPCMtrg+nj8DzI+UxUv7H+gw6UG5oUM5gAVRY6OCs6pHHH9Vv77tPzz71tG684XotX7JUhXRaxWxWPZ2dSvenNWlim+bNnaciQMcASERsSxCLYEERmKePpq9Bb8AQdAKMcA1QpGyASdyKl5fzWOvt79Fe1B/6e3vzG0sl/LugewNwhU6ceQZgoe85GKbMPIeGYQgpcDgKhMDkcJQJ759UFICVNtTXaebMmTYLZCYIMDGBOkx4lMAEPyS4r4/EA0DAHm7sGJxMppTOphXJM+sOdpw13yiRQIJx+oIFphA5e9481dXXMS2vKP1h5DAHGAIzXRiXi+NhHvigYJdRri+++GJdcsklNsv9wAc+YEyPmTmMCYZEcAbtDMb1DcjH7x2uAsThfQKMimsO0icf7pWH4UDIawFOqJeXHeYKw+U3B8/YF6Z5QrMSqbhWr1pl5sWb1m/QVZddJlp97drnbcnmlFPmq7GpUQX6CvUv+Y3ASgvyQuHRrB56WSgH9LvuuusMXAM2WU4h7aG0LKfr0V4DZjlIk/rTjwCzACMkJUhF3GKHsgEuKZeXk/ycVkebdxj/5KJACExOrvYOazsMBRgsE8mEDbiI2De+uFG79+yxQR5OkS8gki8prA7zfvktW67JFUyZkXRRcsUkmIv+IsAkr5wiZkJsu9DizyQeNzH4z3/+c3V3dqitMHl00pnyjI9wDUNx6QhM3cEACqh4cb3ttttMtwOrk3PPPdeYjDMgF9/DjJzRuLSDOK5j4oz7CEUZmHH7rBuQhJiffGB20I2yHimMNzhxaQ51hp7Qw6UIXEOHWTNn6fr3XK/TF56m+++9Vz+95cfK9fZoxqQpenH9Bs2aMVNTJk9RvlBUtCqhYl+/CvmcUlUp5fFDki+qANgBtx0Bm0InaAaYRC/n2muv1dvf/nYDSbQT5YFGlaIT6VBPDmjA0hFWW0jWWL6h/XlGQHrDNaCFM894nwAdwxBSYCQKHHkhc6S3w2chBU4ACjDAJ+NR5fNsbjVXHe3t2rt7d7CnCVY56YwBBYZVPwa5hjkcH7iP2Weiusp0TIyvFAtCaB1RQXWpajXVNSgZZ2Aumq+SYgyrjJgmTpqkru5u9fb0GNNTkeUe5tkM9GilBEfwf7AcyBZgcuxq60woz6zWJDOB6bHfh5kg6ofps3wCQ3vkkUdMRwDm8cd//Me2JMFsG8ZGPJgbjARGDHNxQMOZQJoAC87E8/sjdQuYOdIbzrwDUzUQV/I0ybvkhSSATcrYkp3fa9asMasXnlMn8qxYMFEFy3Vurh20NJIyaO5/uUJemVzWRBr1DfWqqak2HyUAK8OhxYJaGxp03tnL9dEPfViLzjxTP/rRD3Xr7bdp/8F2NbS0qKa+XjkAA4w8giUUUiMsi/FzUlA+W8Avm4XyOtJGHN6eDo6QMkF3bwdoS+A3wGA0bRLkFvz39Ifeow1I2wHu1q1bzcwd9/0sZ3GftiQ/+hmKzLQx117u8jTD65ACh6NACEwOR5nw/klDAZhRPJJXKlHUzOmT1NvVrl07XlF/b4+K+aJ6utMlV/GBTirsq6CogBycg98F5WFhfFGxYKkiGY2pLppQnWJqUFy1igmWEcP7a0lvpRgpSFVJKRVXY0uz+vr6lensVjHdo0KhRwWhTMtOxRll+SvmlVVgVprFzT77YORy6urpG/AY2tfbozQOydBlKQSid8AGjAXxOgwNnQScpv3gBz8wRvfFL37RnKYxA3cJCQyGawIMhvcdQHCPa+67v4yjZYCeBozV04WZwUxhjpihYnbKVuykzWZjmMQSl+eApooFQE4hHxwGCgGGefvLyWmeV4GtbFJxxZIxe1ZQQYUiEoSskvGYksW8kv19qs1kNbttgv7qf/yFzlm+XD3pPu1sP6DtnR3qYKmmoVH5aESZWELpkq6z6Rzl8orjIK0YgBDABXUFoADU/DeMHukSwA6wAH28HaAP97HOOdpAPqRdDohIg9/0G8pCADB+97vf1cc//nGzuvEycgaglOdN36OMlIn+EoaQAkeiQAhMjkSh8PlJQ4FCIa+mpkaxxT2D8P59+4S318BrZ+XIABNBmoKJKMM816mqKrVNbDNpDeDBgonhA+kIv4dK9tmdtrOrW1XJhJoa682yB8ZQXVOr6poaFdAJSKeNaaHQi+gdSQnpf+9739M3v/lN04v453/+Z9NJgGk4AKGM5YcDh8pRYeSUyJt9ab71rW9ZW+AKHwkPZWeZACbnoGnklCr31CUntIj/IUFBp4jfAzSCeePiOx7X/h07zNvrZZe92Tz93nzzzfrKV75iTuQAVg2NdbaME42yfBVTKhVXX29aO3fss/ZyIOlgwxk7v/26EjV0YEFapD1QlxIo4Tn5QXt8kXDGmgpLHDz18hvQRLuFIaTAWCkQwtexUjB8/w1PgQGhPYNvNK5T55+qFzdtMuYxe/YcVVfVyAwoKmRIgCloAedUuOyOBFKYaCqlaTOma9tLW9TR2aEJxck2O2UWDSIByrhdUDBnxT9bQqqOqD+TUV9Pr2qrUsLjaCoZuCPP5XNKVlUbM0cxEWaDsiLMfuPGjbrxxht1ww032GzWmZGDkfJG5Rn3y5lV+fPjcQ3TBhxSbpgzfk5waob+C0wSoOXSnYrkb0hx+JQGAGGhqGKkaNIzs5pBysLySrFopuG0aySP5IVluqjad+7ST3/2M526YKFWrDhHZy5ZqtVr1+mxJ57Sl770JVNWRcm4rrZOhUJE2SzLNFJDQ62ammtMz6Sc2VNvpBkEJBCVBGaeLu2MZIxAfn7Q9izJkC/eXHHLf/nll5slEoAFKQnvIlnhHIaQAmOhQNiDxkK98N0ThgJsnEZAT2D+qfNtmWDzli3GKGJxtjMJmEYlKszAzYAP/4rG2E0W8BHR5MlTAkdj3d22LIOL8uDv1dISypHJZtTT3a0kzsrqapVKJo0xUBerDUquJYsRmA2OwP7+7//e4uB3gx183dqG5xyvF6ZCWWCGSHkAKJzZp4blHWeEMMnxDgCS4K8kwiqhxEjJmy974XCwVLZ29Wor96WXXabq2hrNmDlTb77iCl33zneasigu7f/t3/5NW7e+ooMH25VOZ0zXhC0QenoCSxvqCrOnv9A23j78rjRQJD1P0/pn2cZw3mdpCyRZeHd917veZf2HJSbKybsOcMa7XcL8TiwKhBKTE6s9w9qMgQIMrJls1vx1MNDu3r3H1vHr6gJ/JgMz55HycHHGESJbNKYF8aiUlfm0aG5pEebFvfijYGfQKsQpMAuXmpBxJPC9FkFiEld1dZWy2Zy6OjrVUFcbrOXDzHJZsTzAsgOz7jvvvFNY/bBMBSBhZ2B0OWB6zIRdoXFo1WBQhOPBCIfmVf6btli4cKFYZkI6wgaLuH7HVwbSFJZyAC/HOwQUDHIJjKwCWBLM6KIqRIu2/w0SrUgxomiqSulMv7Zt3qJ169dr8bLlmjxjhrq7uk1BGSB41qIz1drSqieffMrMtLdv36UrrniLli5domQiqmyGDRcDyxanO8DAgSP3oAE0gg6VCE5L0vTgbU/e3AcIrl271rYOOOuss8yJGs8oC98L12EIKVAJCoTApBJUDNN4w1MAyUIxGlVPyWEVVhY7d+7Szl27NG/u3MDx1eCYPeb6MtAXsQnFERvWGZmMautq1YQCbH+/zbSb6xCPF02kz3KOz9SNWSJtMd8f7AacC3RVSjNe1vtRyWVJp7OjQ/f97gH95Cc/MUZ/5ZVXmut0rCdgPIAWQAnBGVF55fweZ45yxlUer9LXzLzZ9RlX+ChaovTKrsa4fUcaAZiCyY9XgOb4qCFwbQdMHKZdKAodZqynsLDat2+/1q9bp2RVlRYvXmLLazV1dcqa2WxctbXVqqmpUypVZQqrq1at1j13360d21/R+eedp5kzZhuoLEYC82zo7swfAOESlEq2xWjSoq9gGcUuwh/84AcH+gLl4XCpyXi1SZjPiUuBEOKeuG0b1myUFAgYDf9LDr8iUfPEygxx44YXlcsXAmAyyvQsmktOSu/w0w+7Zb4q8FcRUQRX9ey2W12t6TNnqre/z9bxcVkvGF5JajGYfWDWms8h7ciaT5SW5iZLCyaWzwUmpbt27dKtt96qO+64w3ayxYsrM13qBWOH0cBQyoGJAxA/e54+a/bf43EGnFBOlnFgzPymHBzcxyqloiHoAodN0voJAI0lDtbhbKkskCZwr5DJaP/uPXph3TrtP3hQy1asMIVmlGPjmEXXBhIt2hrfOI1NTbrm7W/Xe//gD9TYWG+m23fccafWrl2jTCZtEhLAl7cXdfalEgCKSzkOW+CjfOBtzpkAWOGgj7CEg34SfQoPtyi9Iq2hPMQnThhCClSKAiEwqRQlw3Te8BRggK0qKfHNnTfXLFXWr3/B3NWXSbhHruch6GMwqt/2M1Nulm2MBcRjisSjilanNH32LHNhj+UDs3BTfi29xIpOtHRwzct8wMkE1jQxs4xAmvDyK6+IDdRwmoa5LVYTn//8582sE4VJlnAIMBNMOZ0RDZZ28MqZ02hm1INvjf2K/JiBw3xhipSVA+YMs0big5XOeIRyvGJ6P5jT5nMBOKEAbLyXzSnTl9YLa9Zq06aXNHHqNJ21bLniqSrV1jdYMbGi6k+nDRCiKNs6YYLyxYLmzJ2tT/3fn9SFF75Jq1Y9q//493/XE088biCA+gLECICA4wUAnL7eF6C/Ax9AIVK4J5980toChV3aBkBL2wBQiM+7491PjDDhvxOOAuFSzgnXpGGFjpYC8HgbmPHBkKxSPl+0WWFdXb1WP/e8ieJlHkiONuUR4oN0CkVjcGz0Z2LweNzAg5kBd3YGO86WZugRQyQBGGFCS5kBJIkEjrVY44+ZzglLAv/09a9p/549am1pVlNTs/7u7/7OZt0wDvd9gdkwjK58icCZC6V2BuPnEWpy2EfkxwFj5QxzczDhkg/8XXgexKEd+I00h/j4NWEzOMrNc0AVEhSuJ06ceNi8j/mBIVCoO3zA3Rpm5QYSkSgYuqQd86bng0Shvr5By5YsUTEfKK1GcCQXjaqvu1vxeELsKJ1DCoHHV/x7xOIGtN773vfqtFNP009v+YntVvyeP3iPzjvvPKs/UhPXq6HdAATQifuEchoO/e3Phq9RcNclH8T1tvF0eMbeSUhMaC8cqgEOaSvACQdtxW/6cRhCCoyVAmEvGisFw/ff8BSA0fT09aiups4sXbDIxISTvXK6uru0a/cuNTbOO2T/EmddPpt2/Y9DiEGkUgSPz/NsHjNhlnGi6s9mVMseNFihFPJK1lQpkoiblKaQwaFVVLn+nBJVUgTX9kUpl8nCiRRPBI61qlIJdXZ2KR6N6p577tGGjRtVnUqqcKCo1gnBzJZ8YTouLeH3cMsBo2Fih9RxyA9nmKSDtQYzfhx/cc0utCizAiowA8ZbKKbLSG0IgJHdu3cbk25razNzWIATQAQJCUwP5gdTHGs5hxS71E5BY5E2arW0WXm7WRtHAFkOTGI0JiZbiuYKuvfuu02EtXTFOWpom6hoVbWVNZvJWpvW1tWLzR0JtL2KOTP1VqJopt/JZMIUY6dPmaxHHntUX/vnfzJLqj/6oz/S2WefbWnxLu0GeHBgCc0BB+XSJQO6uLgvk2i8qs5lN2gTpynvEEgfCRvp3n777QaMACX8pl3YT4plHS8LafCMIwwhBcZCgXApZyzUC989ISgAs2Bgz+az5gTLB/VJkydpyuTJpvBHRU1SUfJYziBsDtI4l7EvByojEWZgRlqSKJCwTdSxtEkmjWF3dnVq0+bNilVXKYFVUCppCrLZdNqkIzh94x3c0cPkcI9+xx2/0tNPP22z14Pt7WpuatYn//RPRipKxZ/BzAAP1BGm5qCDew8++KD5hgF8bNq0yfRoiAMtMQPmzA7GtAVgxBkl98ctlDVg2aVlz5YFAC0IT3327dlrCtO9Pb169JFHDFhNnTpFkyZNDAAg4LMEJOLRwPw5j6QEj7wln/NxY+KeU1GAE6QSLJd8/etfN6nQl7/8ZTMr3rJliwENpEdIngB70Bt6QSN8vXCP/gs4oA18meVI9AOMkAbvuWSGunIPEIICMmBy3rx59py0AYveRrzn+R4pr/B5SIEjUSAEJkeiUPj8hKcAgys7ADM4Y3kRi8YMbEybNt12G1759EqjwaHAJLBiKeC9tYhb8uAYACnD8FKfgdtgDnMr6ZiwGlCIYaWDu/OEJk2bovr6OnW3d6h7/0FFcgXTY4gW0btIKJvOqquzSz3dvcqmM+ru7Nb/ufn/6D//87/Mx0Q2l1V1TbUAJ3fedfe4th9MDQYFM0O877NvpByAERgnDBSrJ8yWYfA47ILpEdcBCYCFAK2c+TlAKb93vCsHZPADyQf9I5/JKd3Xr/raOqU7u9XT0aFVK59RW3OLbOfgllbTLaG92TZA9CckLYqYTgk+cfAiC3OPJwAQOE7LNJV+0wAAIABJREFUqpDPmpJ1dW21WlpbTMH0fe97n5lJP/vsswZU7rvvPqMT9AGQQDPoAV2hPfcBFJhYcwbAQOMjBQc3gB7SAmgAPGiP3//+9/Z7/vz5pq9EO7g0hXQpA/e8nY6UV/g8pMCRKBAu5RyJQuHzE54CxnhKDJA5LgqJsKO2tglqmzhRv/vdA+rtxawWKUUwuw1OZRv4lWbAoxNi8x5sK7DKYQaO1KOYy5vpMHnu3LJFB/btM90FlUTjBw8cUE19o2JYQxSi5vRt967dtkTy0MMP6e1vv1rXXHO16UBUVSXFZn7or4xncImJMyoYHDSDOeLB1Wfhe/bsMRDFb5eaEA+dCYANTNsD90mPg+Bt4M+P5zlo7SAHlz5YO4E3kFhFo7Y7czKR1Jx5p6ht0mSzwOENaIF0JBEPtiDgnrU7ABQzcfQ56APsT4Nre9LE6oj2jkZt6WbOnDkmQZs6daoAJfiiYQkFs2+WyAAUADtoyLtuaUVZARg8Hw29aCfoS3s40OAeuiV33323lixZotNPP30gD+riaVNPq1tJR6i87exB+C+kwFFSYHxHraMsXBg9pMB4UgAX7wAOBmYYenVVterrAquV7dt3atbsGUL0XsImAbAwZoOTkYB5jqa8ASiBCzGZBsoEUgF2XIkUC6prqDem1tfVpVgkogN79qpl8lRF4wn19faptiFhoGT1muf14AMPavPmzbr66reaJ07AUwCgisqk8R46Oqg0mnKPJo6DB5gaAUACswNsvPvd77bdi2GUPGcGzgwdBks8mCqzdJjqUCAy9PdoynJUcUAgAe457GvUIZ/NGZhIxGLq7uhUR2enXtywUcsXL9X0GTOUQHk6wLXIRAy8BMbdbPxYkgApcqhPFAOmAJTAWRubCQKQoRG0mjx5srl/Rz/o/vvv18MPPyyAHYqxF1xwgdHO6c4ZWjq4AzyMJiDhIi/i0160C2HDhg0GfHBsh94P3wbpAyABIIAS3qPNCDwLgYmRIvw3BgqEwGQMxAtfPTEoAD9iQGc5h1lrMLiiTBIoizJbxbHUtGlTAmbxqlk7XI0ZfsnvCGQpn2qXyOR8z5Z/4IJ48wTQGAtjKQfJQl7JVMpm3d39/erp7FY+nlA+nTZl3N6+tDraO/T8+hd072/u084dO/WOd7xDV111heKJuDkfSyRwD14seRqtjGfQ0bY0zBRa+hmwwcwdpoobfBifM1zSZFmHOOiiwBw5CDA7D35NuuXX/rxi58EsD5tkYCYc+DE5sHevnnr8Sc2YOk2nzp8f7Hlj3SaqSDRmCs7WK1iqM4+9pU0baWeT/tDyRVO0jSEhiuCoreQnhRJEsbpKDAANgAhLXoCT1atXm6IwUqhzzjnHaA7tnLYABmjNctpolIUBHAAKBxgs4bS3t+vRRx/VGWecYbo/pE26xPFy0XZcA4T4bsIQUqASFBiUl1YitTCNkAJvRAqUHF5RdJsB4vSsBBiam5vM2+jKlSvNLBc/FuZbq6yeZq1RknoMB0jKotolAzh8KRZBvyBwrmbgxDZBKyoWj6u5qcni7ti1U5NnzVQab6e9vcKUGB8Xv7rtNvX29Oj973+/rrnmGisbTALdDRiRMw83zx1ahuP1m7px+HIA5aA8lA3JCAwM2nLmgNFyZpbuSzowW+J7sLYoLeMATjyUX/u9432mLJgGd3d32VLUixs36qKLLtKESZNMkhKLyNoPJs6BRAyGDxABkNI/0CXKF/O2fINCrYEUE7ohQuMIpG8ADeroUgmuUT7FG+4HPvABW2bBTw3ggeUdwATvIM3gQOrBMRrAQBuQj0u3+P3888/bnjgXX3zxgGk29x2UkBft5FIUaBNKS453Dzw50g+BycnRzmEtR6KAMYWAGcA80BdA54NBFudkMINVq1apP92vXK6gAv4pQCeHhKG/D3l4yI/BmEGemVxGLOMAUpxpI75vbmzS3t17VGTXWZh9JKJ7f/1r/fPXv2a/P/XJTxlTjMWiampuMKkE78NcYDJIKdomth2S9/H+AdOiDDArJCUwLpZnKAv3YdYwSp7B2Cgnz2Gs6ErA+IhLvHLgwbX/Jh0O/3286+TpF/H7ksmqp6dXL297WS++uEkXnH++WpqbFa+rUySGpCTQEfHyBTIE20/AlvuwADNhULD6F5iNk4F1imBPJNKIJQLLGty/0w+hB2ADkAfAY5dldihGgfiTn/ykvvOd79jyDnQHjEAbaAxQ5d0jBeju7/Ae0hKsqPDwyjYADhqplxW3bMmI37TjeLfHkeoUPn/jUiBcynnjtl1Y8gpRAIlHPBoX1iwMrgy+OXyISKqvrzXlw20vbzOGj1MsRWLGgGxvvZL4n7g2MA+ijlGVDoCTRaclygw7AEPRWNQ229uzeYvWrl2n/gP7VVVTpy9/5St68plV+m8f/ZiuuOoqs/yIxlCcDbJC0gATS6UCXRkUKmWi9/H9zKEfjI7DGZmDEZYXOGCgHDA8AgCQ+NyDjjBhD57Ga834unt6lIjGtWvXTvOCWpNIasWKFYGCcU+vxN498UA/BkZtEpIoeyG5oiuqrmicsGxjOMX2NFLJogsfelZX26W3oHy+oLlz5w5IMgAYHNAJenL9kY98RIsWLdI//uM/6nOf+5xuvPFGXXfddUZXQCKAD92QI4ETQCLtwjss/2zdulW/+c1v9Ktf/WoA3JAnbeDtAEgi8Jv3OXtbeduF55ACx0KB8R2xjqWE4TshBcaLAiaKBqbAITDRxU8IOh9RLVt2lp57bqUpG1ZXN9l+NLlc0ZgE+gHZDMw0LsWGF0IyZw2e4FgrZlKXbD5jDKa+psGUHdsPtpu0oIBkIV6t6lStMj392rh+g/79pz/Vrvb9uu7979bZl56neHON8pGIeiMFxZiFo5eBczZKH4ma6/pIPqIMjL6kZkIcysDhLu0NfRmqKukHMCO2CMEknkdIc/gVt3xKSGyENnEmWM6kYKYuNeE+vzk8uKSFswcYHdIfPLyii8JvgBfgBSZZDl78nWM9ZxVTZ0+XUpjcxpMG6CL5QIqV6+o08JFK55Xu69buzdtsN+gVl1ykaGO1IrW1QVuk+/CVpqpotS3TxdAeMXI5zRy1+m8e09c83mDpEXJUcbskZRpKU5eiAEZxevY3f/M3ZrGDBQ3eZ9E7QtKHE7v+bLdSkZSBaXbPBgzj4Riz5Z7uHjXUN5rTv3gkYcuUW7Zt1xNPPatL33ylautblM0DpCIDit/l7UqJ+V3JthikQnh1slIgGCtP1tqH9Q4pUJKi4yI8mBGWhO+l5R2kGI2NDTrjjNP12GOPml5HDskKjBpHVtiMmn5JwPIHWc6rSRvEVKBkmw+WhLAE6u3ps9lxbW2d2ttRBs1YnKii2rF9p77znX9TT2+3Pvbxj+uqt16lmvpadWd6lVFWaeWCo5hVppAzIJLNBaanMLMkHmCFI/UAXAAw+DvEW9zA7xIxPGqpCkN+vrpiQ+7AqIZjXjBTvz80ztD7/AaIEAArtI0Hv++/K3Fu7+pQNIaZcqDzk8vmzMU8Xl1jVTXq7eoWruWffPppbdm8WUuWLtXsU+ebQ7zu/l7lI0XFUwnbXZjyeP0C/aMAnwTX/PffFrPsV9mTMhoOpFWmEOx5QFOkTrNmzTLdE/SNNm7caNsQ4AUYHSP0XNLZtNKZ/lLrF9WX7jOJTk1tjfUNHPuxq3V3T6/tHkwaN9x4o3mqZdsDszpzPaphCO5lHOZReCukwFFTYHDKctSvhi+EFDgxKID+BjNzGLmN/VhHmMvwoH5YjLAr79e+9rWSL46sMSDTRUGZEUXWkqQEVjoSOCFFxPw+4+U3TBddDPJHPM7ss+fgAb284xVtfuVlNbdN0Fvf9jYtPG2BmptahN1Kdxowg7VLfSDaMExBzoGyZK4oYdJKPh7BAQbSEhQwB8pZXugSb+Q5t90JnP14DZsbMOKABCZY6YDUKxGPiTP9gY6QYpkJ3R687aZSpleybctW1Tc26rTTF5rJbxyz2UxB/Zm0EslEyfy70qUbPj3oQH9BmsR5+vTpdkah+JlnntFdd91lIOWaa9+qCW0TVJ2qNsBbjAZ9Di+00UjJ0oYlqEJB27e/rE0vvaTaulotOvN0YeHF3lGxWLhMM3wrhHePBwVCYHI8qBqm+YaigDHsYkHxWNL4L0CDvWyYo/uSAQqAKBXit2JiNmsM35klCrEM4KQzmgAwceYKICkXg8NgcM/+6H336fknn9DseXM0cepUzZkzV4VcXv09Paqqq1dtskpZ9EcwQ8X/BctQsYSKkYLwK0q5ASfReExmjzpEGBJAGAcnpZI7KCmrhNfJaDQK0FX26pgvrU5mqRTUZ8wJjpAAPmvS2YwisaLiJV2PBNZEnV22stXX16tVK5+25ajFS5eawm5Pd5dSdTWqSlXpQFeHgdlkaRlshKwq9oj+B6AupxNLN+eff75JUFBeBaD0/KRT55x7joHr1pbWoG/k87Y8hb6LKa6WZCl4592zZ7cuvPBCA9+JRExdXf2qqkJv6chKtBWrXJjQSU2BEJic1M0fVh4KMLCzLIN0gcGemSQCd8AJCoiECa0TTBHx5Vde1vTp01RTXWMDPPH7+wEXpZklSztHmNCTD8yAw5coKAMABWdpd9xxh9asfFpzpkzWheefp7379+uF9eu178ABzT9tgSZE4raEEI8mpEzedrHFxDQST5rUxdym5/LKl0xUUbe0epaBE4yKBoo5cGHRTJrClUtNHJQET8f3P3SxshxniQnSpd6+rJTPKRZPmLiov7dH2f4+NbS06LlHHtbOHTt0zgUXaO4p82zZA18lWGgF+hdx6y/jSR0HJuytA0Ah0Lc4sOrCoV1ra6vuue/X2rN3j/k9Offc82zjvQL6MxE2eEyqN99n/X7P3r2m9FpTXa0L3/QmZTI58x48IKCiIwzpK+NZ3zCvk4cCITA5edo6rOlhKADzYxmFgZ6xF7CAlYwDCLNYSKbM0+bza9ZowamnafKkKYGExBhmAF7yuYLiiUE9isNkZyDIrU/QD8A8E5DCRmm//vWv9dRTT+nNF1+o6697h9L9aW1/5RU9/MBDWvPc86pOVCmel2pq61RdW2fLB8oXVWB9JhlRJJkIlpUSMeWw9ig5bysvC3UkwGMAHwTjOSUfG36PWnHfjnFmSLQFgbZxcGI3Svf8umLnYl7VybhJpaIRvKfm1dPZrlQypV17duuJJ57QvLlzNXXmDGWRUMXiamppUga9jWhE9bUNiNkM0FasTEdIiP6JQjF9CWCNNQ336urqrD91dnbq7W9/u6bNmqpbfvxj3XXX3Tp4sEOXv/kKTZ40WZFIXsVksERG/0O6cuDAfp199go1NzfaDte4pJ8wocV6C/5WcAgYhpACx5sCITA53hQO03/9U6CkC4o/ETbJgyli6smMEoCSU+AVc+nSpXrggQfMBPP00wOJCsw7kQiWgJC04IZ8NAHpCLNcQAlmmrgY/8IXvqAXX3xRn/jEJ/TmSy5SppBX86RJamlr06JFi/Xbu+/RC+te0K4du3QmypctreaQK8kyUjGvbCFvZpuxSKDrQEmwKgrgVqlUAb8PQEnp2stb/tOv/exxxvsMo3WpkgHH42SSCp1ox1jStmxWNp1TqqpK0URSP7r5m6qvq9Oy5cs1saXFaF5VUz0g9YpEWMZzSo0f44Ye9B+AM2AE/yb0KQAKgBdJCuBk2bLlWr5smX599936xS9+qaefWhlsD3DJmwMT+UJBBzo6tPb5501qhz5VOpNVVSpZsqSKKpvNKWI6OOFyznh/AydjfqMbRU9GyoR1PnkoYLwk8MXAJfNerDJypf1DkKbAINlQDZ8j+w/sVw8eNUvmq8kk284DUAb9doxEPBgHB7NcLE7YORZvnjCRm2++2XaTbZk4UVUNDTrQ1a7eEvNZfNZiLTnzLB3csUcP/+puPf+7h9S/a6+URjcioSRAKh+4NSd/yodJKP4x/ChV1fRn8rYJHRvRSbnSwT2XlPgZlutsd6R6He9nLkUhn6FSlLHmnYhGFC/mbUO9bBoJVlap6pRe3rRRTz+7UhddeommTJuqGJsMVteoP5fXvj37VFNTr+qqGvWncaePk7GxlmT079MnGxsbzXvu9u3bzUwYutCvcJBGH8PBWlQxZTIFvemCi/VHH/iQmptb9dWvfl1f/dpXTXEW/RqkdEheFixcqMmTJ5mReKGYV11djbU+Wy6ZHvXoixfGDClwzBQIJSbHTLrwxROJAkhGPMC8g6WWiGJVCRPRMyNuamxSY0ODDfidnR1mWpow3ZS4bBmHXWSN83tKw59RcCXATPA7gfUE+6B86EMf0uzZs0t6LnnF4zE1NjYrBlQqSM2KqjZZrQn1TXr+uTVas3q1lWX+wgVqnTnDmDXlNB8lsBNbmhrklDDNVxXPH7/qwfBlH++75Us5x1Niku7vVzKZULqvR3h4hYYvrHleP/7hj4SHXfZLAghYAxeL5u9kwqSJAbeOSNYPzKpr/OZ6SJLwYwK4xSIHAE2ATgAWzgaAU8lAJyke1/Lly60uKMb+13/9l9auW6c//7M/0+9+9zvTPTnrzEVmueNSQhS+q6qrLO1Kg8Hx7kthfm8cCoTA5I3TVmFJjycFIjjurDLmzl41VbZfzqCLeLJOZ9I659xzbdll65atal3Wqmg0onwhZ6amgZUpUopg6QdGBsDhQLTOGbE7AVCCnwk2ZMPiBw+eMBcf/PGpwRTVXJyj9MEeLFVStWKaHI2rurpGL23apE0bN1p5zlqxXNNPmatiLKJ8Fq+gSSWiUcUjMcXZW7BQDCx0JPX29ZpSb6oqZeat/em0qqoCD6yuKEsZHasEZ/4HruYdIHBmdo6kB9qxJGXM22o4tn9OB/JA/wHm68rC5MF9zh7vSLnBxDl4x9/3esDQk4mEosWiEhGpP5PRnt179NJLm9TQ2KBZc2ertqlRMdztA2BxYIcfulI5oEsslhgk2JEKU6Hn1J0lQcrPwW9o5HTy56akWyyYXkw0FTVg8ta3vlXsGMzS5Fe+8hUzV6dvT5w00fovfRVrI9qUrQIa6hsUr6oyGvKMtGl7An2a35QBmoQhpMBYKRACk7FSMHz/hKEAAyvcBakHLuqN05RMh6kkg+7ChQt1+223acfOnTrb9jBhFm1yCluHjyZYj8/aAO5MAwYIEME1OIM5++7ceeedJnqHQTCLBbiQP0yFOMVYVCyrGFCgQEg2YIqxuDBjZdM49GGwHNqyZYseeehBLc2lNXP+PMWiSaV7s+aFFgsdXL+yz088mTC9iWQ8oUKsaPozVl9zEkcNHYoMNukgKAmUgtll+ZFHHtG+ffusnJSVvVo448wLgEK9KxkchAAsuD7aAE1hprxLOWGiXHPf0wOURGDekvr7+7Rt21bt3Lldb3nLFbYcgvQqQv8w//9ueVXSLCkGCrpHX7Kjrcmh8akHgM3rQ128Ppy5T5/t6uk2kOHgBcBRNanKdnRm4z/ASXtHhx595BHNmD5dZ599tr1nfSYeF0s9BqpzWduokHbwvopOC2UgH0zfydMlgoeWNvwVUmD0FAiByehpFcY8ySnAADxr5kwTj2O9AABB/I9vtXQmcJPe34/ZZsAUGLQZsBnEOcO4165da8s3SBnwFXHZZZcNMAgYJcGZi/sIdYZny0RklojbkkLjxFadXrtYta3NWrN2tZ566kkd6O7QnPnzVNdQj4tZxZMsG6GoG1OkGFG2D++fhrJUiORNIoP3WRjKSIGnOODClPkXv/iFLSEQH6uQz3zmMwP+NI6Uzkh5HO4ZaXq6Thvi+r3Dvcd94jsAGRqfZxwmScnnlU73WR137dhh3l3ZnG/BwgWqqq9VNp1VHGlLvCQRMAumgGZGT/4ZkYbFdyMVcUzPqJPXgTO/6W8eqBv9COXVXL5gy4PxWFwdnR168sknzBKH3YOhEWDz1ttuM8B84YVvsmXLQoE9owJpU6EAqAskM6RPXhy8C3DhDPALQ0iBsVIg7EVjpWD4/klDAQb5iW0TS0CiWwfb203SwX12nQWkZNM4T5NJDex+NmszStb8MQX+/e9/b4AG1+GAEmeaOMZiPR9pAwyGTUvYzI+AEiomrMb4uBdJGOiIFOOqqUnp1JZG1bXU68GHHtLqVc+qq6vDGOqkKVOUjERVyBZUZx5iC+rp6rKlp2gyYZYkuCvHe+kA+ClrzXKoYjw3EjFFXdyVsyMwx+mnn251QJcBkFIpxmQ0KC/LEYBTWdRDLmGcgEI/nJl6+gO/C3nl02kd2L9fm17cqGwmo/PPO990M2hQXM4buy8RBUmWL3sN0M7BySElOL4/6GPUpbw+1JXAs6B/4W2Y9Typt7dP+/fv0/r16/XgQw8I3Zr3vve9tq/O888/b5K8226/TQcP7teKs8+2fpTN4mANgBvUFOBDfqRPewPQyYe+W2lp2fGlXpj665UCITB5vbZMWK7XHQWQgDBAs+Pr3j37tHXLNrVNmGiDNAwumYwplag1iwgGbUw4GahRUHz00Uf14x//2Nb3P/jBD2rBggU2oJMeAz3SFAZ31vSNWZYtq7BggIUNPDFiyg1M19GzCHbBYRYPCHnb1W/TY08+oY0bNqizo0Nnrzjb/K2oyK6xSRXy6MLEVZWsFsAEXRgO8nPmCtEdkPjZ71FOyoeJKgfOu1iGQoRfziBJrxKhnNmOJT3K7WVyhkp5y0MxmzUfHTDnfXv3adFZizR77hylqqvM226qvsGUncvfea2vvS4AEepHncrrhRSDtjnY3qmmJvyS5Gy36ocfesiWquadMkfvec97DGjTV9/0pjeZx9g777xDP/npLXpu9Sp9+EMf1tw5c6wfF3JF5TUoFQGMEgCk0DiUmrzWPeLEyT/UVDpx2jKsyXGmAAyAgf/MM880oLBhwwYDE86wyT6dyZg/CZZ9WL8/cOCAnnzySX384x+39/7kT/7EXIMzy4RpEA/AQ7r4neAeAzyOrHCNjpkvXtCYsWdjUjYRUS4RVS4ZVTqaV2++X0pFFauvMguit1z9Vl1xxRXavXWbfvnDH2vf9p1KpWpU7O5T+mCHmRPbbsT5otigLp/JmtInA0H5gXRg4PBylDbUQ/rDsXfvXpMCAVL4bQDnGHRARmo20iwHFSPFPdwzZ9icoS205+zAh3Mxn9MrW7fY0dbaomVLlwpfJYVYVN19feYPBshWBADYMk4gQCgHdIfL/3jdhy70Hwde1I+6cXBNf+XZ1KmTtXfvAT3w+4d0xx136uWXX9GbL79c//3T/10zZ8y0/kpc+mHbxAl6/x++T//rb/5a7e0HddMnP6Hf/u4+vfzKNrF5JekCtB2k8x605KDvkncYQgqMlQKhxGSsFAzfP2kogHSDDdOmTptmAz4Krb29PeYZE37c15dWMh7ok8Aw2H4efYxvf/vb+od/+Aexls8Ga7t37zaGgjIsTBEGg/Ir1zjJwgqCQb6xscmk58b8RhBCsI19+8F20wmIRyKaM3OmbrzxRq1ft0533Xa7Vqxo1ynz5qpuQqsi+Dbp7QuWgmLRAWDEJnWjCd/61rdMWuJLUJSZJR1nTkiIYFZjDQYWSrQpBydHmy7pwExJw69JgyUImDb3KHtXZ6d+c999amlp1aIzF9k99iFKd3WpddIk9ff2YXtjljlHW4bxjE+9OGgD6ka9d+7erx/9+BYzL7/gggv0yZv+VBMmNKu9o1PNTY22mzCgmG0W2IFYsYLOPec8zZ03V7/85S/1uc99TldedaWuuuJtWrxoiaZNm2aAHCkfgBSgQl+n75JOGEIKjJUCITAZKwXD908aCqBEyGCPL5OW5hZt2/aymeqay26AQyQSbDMfjdhGfLfeequee+45M8c899xzDQRArIkTJxrDgLn78g33YZA4xoKx4LRL6MJauuzyGzX38oEfVxOjGLgoFOPa3r5Xrc0Ntm9Lpj+rRE21JsQnK8E2Lum87r3jTu1etEhnLVumiTOmKlFfFyjQxmBeOXX3dKsxmbQyUY4BDFTKxtd5evp6zGQagMbhZWeWjFgfgAKzr1SA1laeMqnJ0aYNY4ZJc3YpAr8dPEFzGOvq554zCdGc2bNsL6RiNKrejnbV1NWbSTjxEomgPN4ovpfQ0ZapkvEddJEmtPe60h47d+60bQ6+/Z0faM7cebrppk/otNNOVTJVrf50TjU1teru7jG9KZYLe3q7bTuDqlQKdVe1tU7QZZddau/ce++9+sUvfq6ujm5de+21VgXACECUvsCyHmA8DCEFKkGBEJhUgophGicFBdDHYCBOJpJqa5ugXbt3a/uOHZo1e7aBiVQyrmSs1hQI8U8CwECxcPHixbaOD9MIGFzCmCSM3QdzmDvPWes3BiNm8wFZUdkwUFRyfB6AE5QeucI7Z72VK4qCY76oYjqrSL6oxpYWnbX8bDVNm6fVjzyq391/vxafvUxzF56mZG21MvhbScQtT8yOjxTQL0kkg7ITl3KyjOOmzjBJn6UfKa3RPgdQeCBtByt+b7Rnf5ezM3PaAusoltvWrV2rs85YqPmnnGLm2AUkDv1p8/NCQ9TU1ipqJuSjzXF840En2oP6sYTIZpCYdT/22GO6+JLLtWLFcs3FH0ttjW1SiZQNHzmxWNz6Du9lsxnl8zkJxeh8UR1dHZo9c7ZmzZiputpaPfzQY+Z3hz113vKWtwiwTZ9FaZu+AT2hLf0hDCEFxkKBEJiMhXrhuycEBWB90ZKcADDgzLBojsmCZYBgJhpVHGdW0aiam5qV7U9r/dp1uvjCC82cFIXSX/7qp3rood+pvrFBl1x8ic5etlyJVFLReF69fV1KxJOmp4DyiG1EHAuYLTvKk0csgcQhYqa9LqmweKbzERHGn8xuzSoEph2PKRGN2Ww/wtdcjQ+UrC0BkV5DU5NOa2tTsjqqNc8+q9VrV6mjt11z5s5RY1OTIoWkEni37e3BlAibYGWyuLi6z+8cAAAgAElEQVSPKp5MKa+C0rmMkomU4omI4mJn5AAxoW9hB3WxnXaLykeYawdAyg2J6CTujdY6DAQvAxzDdSLagPI72GFWDngrB3PsTfRqP+mULXCm7yq9BeXYNMjAHcANJZFipCAUXjt27tN999yjtulzNHneQqVaJqqYqrG847GU8pjHClogDQhSDMy4+eV2KoM1iFhFXbIyeL/8itbz4Gn5b1K0GuTRhykYw/dn6HUAIFwywn1ASH19vdGJ32wEiXt5fNtAsyuvvFKXXPpmTcSHjm2ZgHubQKqF071YMvCFQ3tUp6os91iUVo6qpqpONVW1VtHFi5apoa5F06as1sqVK/W9733PloBuuOEGAza0C20GGCfQbixH0oaAeZ4BXDi4BsiEIaTA4SgQApPDUSa8f1JRAB8dzgRtYGbGDOMJ3LkaIy3gZ6RQVCad1vRpUzWhtVUvb3tZ/X395pL+9ltv0z2/u1XzTpmly6+4QmcsPF1VVZj/4k20y/xBRBm4o3kb+ANGx3pLRLF4wCwCthQ48HK/Z4MyA78qnUEzfstbC0dg8UEHZ5F8TrF8RtNPmalEbUIb167Txo3rdHD/Hi1eslRTZkxXz/79imPi3NRoTsaKuYyKlnZc+WJeffk+xZKAnwC+sVpjzBNdDXbktUUmGZgJQElgQWSaJiUefAi/dqTlZR7mDPMiwIg5YG4wP2eAfr/ctqb0RgmYBBAOnZpCPiMUfpECZPoy2r/ngNavW28bJjZU1+s/f3yL/t+v/W/Vt02WUrWKJJxpxoK9hmgi8wT8ahgxlPyDlBmmUgO3SmDU6nhoCg5a8B1CHQlIdAAf/KaPOm0AKgSYPQEfOY8//rgt4aC/tGLFCi1atMgAir9jEUv/YtbBBvNHEjgQYjHV1w4uzdRU1+m0Uxdo6pRpZll22223iaVKyoOyNfolACHKyNKYgxF+I1EhAFIox3BlGcg3vAgpwLgSUiGkwMlOAR/wzaIAiUkiEjAi5solJUIGYA5nBlOmTDFdhOdWr9aTTz6lvXv22kB9xpJT9K53Xqs5c+cKcXmxiPvyqDp7O9TaNAEDm4B3DTClQcYw2A4lbv4q1DEYY9RXSB7wNdHTo8nTp6uhrt4YwyvbXtazq59Te3+fpjQ3q7axUXlMZs0pW1JFXO0jmldRSdyts0wUCyQk5O0lHHU5xjkiVPWDrJHo9Pf12W66tNm3/+X/08qnn9J5Ky6wTfqSqaQxf5bWYJy0Nf3CA9eVZajDtTu5cd8dpQUKrM7oWSLxPsiZ8qDXgxI2u1I//fTTBgLOOOMMAyUopiKZqFS5kYZgGswu2/T///iP/7A+j3UWIAivyJSR7whgQt58L/ZdSfYbaU8YQgociQIhMDkShcLnJzwFGLgBICaGxjQ2GjMwgSSDZzABAgMtovNgZmjsw5Rd/+s//1MvvLBe119/vd71nmvU3NpguxPjYTMZS9mOxPEY6+5xRAAlt+ZuuTIcg3KGONyzo2sOUgIMNU1s08G9+1RdU6PLrrpK69e9oAfuu0/rX3hBV19zjWa0tCjan1aE/YLQMSgWlMtk7d3ASVvWJDvoJQRb9wQMNJCNkEtQ1rGX+NX1ow2GY652f0h0z58zB7oztAP1QX8imUpp0+aXzK9MIVewTewmtE1QfX2DtS/JAUIciMBID5f/kKyP4iclc5p5if314D75+7LVJKyCSjtMUxb0YlA8JQ7ABMXU3/72t+bsDsd9Z511lvVnlF8BJ5UM5A94mzlzpv7sz/7MrHZuueUW4f/lbW97mwEU33oBSQ7SEqQ9fFuAFOrBt+a6VZUsW5jWiUOBEJicOG0Z1mQMFGDd3dfeScZE6vCIktSEAZmA9QGMIZ/PmnUN5pEb1m/UX//1X2vRojMVryoY06ivq1dtc625Au/r71NzY2BG2ceeNZh0mlfXoUzJsqjoP5aiYAZVsZia2iYo39ev/q5uzZkxXVP/4A/Mk+u//+AH5tdixTkrTFJUyKYVSyVN/6C/t0f7D+zXrOkzjaFY4YqAHShUzmCNWAMApRKVcJr7GUZM8PPh8iinKnHZtBBTWBjkwX0HtX/fHvX0dWP8a+bfH/jAB4yBl0tJyNNByeHyOW73S3pO9BPKT7m4RvJAmbDcAgzcfPPN5j0YnQ/MuC+//HKLxzuA6Dlz5hhwRqEaMFCJQDlIC1NhFGxxFvj+979ff/u3f2sSFHRb3vGOd5gTQl9683wBKpQfMBWGkAIjUSAEJiNRJ3x2UlCAgTyby9igzrILAyr7isAH0TcpZ1DMABFXP/DAg/rud79vztNOmTdfM2bOMB8OuUJe9XUttptvR0efMZamprYBhl2dwhU8wdknv8o1JSrL4FnGqWpssL1R4tGY7UpcW92GYoLivX06ffFZqmto0C9/eas6u7u14pxz1NLaqnRfWpFEQo2tLaqvrtf+XbvV3NZiM10DChQzAjTB4ZiDlOPTXWCEQ8GJUbAEFp2aUBT265T10lQnkupp77SN7BqbmjVlyjTV1zeqq7vTLJNu+dlP9YE//aiaW1vsFfIqz5Ob9BEvg6d7+PPQEgyNacQLRFlldbBY1vxISwrq70tbXwNkEJCAsETyxBNP6Bvf+IZJ7vbs2WM6KIAWlE0BDkgjHATQdysVoIEffANLliwZkOR89rOfNYudn//851q3bp0+8YlP2GaAxHdQRFn4DdDye5UqW5jOiUWBEJicWO0Z1uYYKcCASeB/iW3Y4MlgyiDKc5ZxEEf/8Ic/1G/uvU9z556ij/23j9lA/Lf/629tlvj2a/8vTZ8xXU2NDarHXwiMssR8enp7jDmyP814BcrNgUkxTNvUV9lV1zZ0i2vCxElqaJ2ghoZG81OxdetWXfrmy3T6GWeYd9vO/fvV2NqqlokTFShLGpc27m8SE6MbyroB/YJ6HYkxj6723ibQz2lY/uZw98qf2zWSj2RS2Wy78tmc9u7dalZVN910k95y5ZWqbWjSzq3bNGXKZMuDNGnvcsbpM3+XFrwqj6O+AX3K6TU0AZafYqbPAcBAOoHTPSQ+L730ku23RJlYUqS9PvrRj5qSKwAGmiEhQ6oCiHGPvENzOJbf9H0C3wT5O+gBCFEWzIfRQXnooYdMgsImlZ/+9KeNlpTJ28v3VTqWMoTvnBwUiH3+85///MlR1bCWIQWGpwC4wQxF3AzG9EwCHw8RHJsVCuZAjIH5Rz/6kTlNQ9nvne98l045Zb7YgA/z257uHj359CqtXbNe1dX1mjRpmtL9WR082KG6uhpThM3mCpbXIOODSfkxyKyQRLzaBmT48o90t1AsqC/H1vRJ81the+5QT5RbcWFujsNwkpXStNmzLanNL76kvbv3mN5Fc3OrCv0ZnIEObCpIecEhAfzwstvdgLmX6jP4pBTXb0DwoZKCIZVwQOXM7Lvf/a7OP/98A38wXILpu5RRL5CWQEPWmgJa5nN5bd+yVfVNTUrGE7r/N/ert7dfb736Gp2+aJEa6uo0c+5sVdfVmOIv7UKeHF4GB0j+bEhRh/k5UNGy0pXdsyKSh0uCyp6VqAogQekVps8BKMYLK9ISPAezZAJgQYJ38OBBXX311QOO+1xqAliAVk7DYQp6VLdIB1BBvpSJtB2kADyQoqAUO2vWLKFnwhLTXXfdZd8PTgUBLaTBOw5qjqoAYeSThgKhxOSkaeqwoiNRwIECTtTMv0M0UHrM5fLGIGAGSErYGv6cc87RpZdeplkzZ9ugO3PmDBuQZ0yfobUvbNLmzVt1z92/0bPPrNLys5fp1FNPUUdHr2pqqhWJBxY/h5YFxnT8AmAkywZ+sXgATsziRIrglj0SNRPo6oYGnYpL8foGrXnuOW15abM6O7u0ZCnlP1XFTE7FRNTe98m+lZp9YwwIBCbOo6rFMVTXgcLh0j9ckrxXi7SoKD32yKPm5Xb+/PmaOmWKAZh4KmDcxCP4uRyUeN/wZ4crQ3D/cCUZ+paD0KHxuY/UJmaMH1CMBAJAQpnY/BGrGHamZvmGewAYdJ1g9txDmgFIIACmKwlOXGpEXoAU8iF9gBTP0B8BEDU1NRlgv+eeewxQsQyFU7Z58+YN0HgoRcLfIQWcAiEwcUqE5xOSAgzsDNTM8DzwmzB0BoxjMXgsDAhmS7yurm6tWbPGLB9Yz0dcjZLhlMlTTbEVfoa0gbQWLDhVU6bO1patW8x0c9vLr+ixxx7X1q1bNGXyFJ29YplSqYQKeXxr4JAqmPVHXVJTkjRgQUJB8oW8MRoGfI7yQNlgSuQL86F+XPssG2bhIRZLqLu310yFY5GYsoW8STzQp0GJNca7sbgKbOLWNklLliwzx1qbNm7UM088pf7efp1x2mnG3AsAFBXNBDmC7xUkEwEvNQlAJpNVpKRIjIVxIhYzV/nkiXXMUDbsZRx6tjYo7WND3WGE1Jf29GDtGMXXCKArZlZErJLFEOfYzstFFTNZk4rs3bFTzzy9UvPmn6aFZ5xeAlNFpWqqTdIVr4ofwjDLQQh0PZrgfY4zZSbQHqRDmbnPtafLPa6JC7Agbw6WYx544AGtXr3amP0ll1xijB3mj98Q4kMb2hz6cO00cvodTblHExfQQVm9jrxD3wOgeB3IG6B06aWX2r46d955p9WBfaYuuugi001BeuJgxtqx9D16Gtzz+pGe/+Y5RxhObAqESzkndvue9LVjAPUB0AdtfnOfAY8j4KzBzqwuDUD5cO++fXr22VXGHF544QV97GMf03nnnWdialBFNpszB2zJJOL2QG8Et16TJk0w081Jk6Zo967dWrN6jXnJROwOn0IXIF5yqGYAhB1vMxlj7AYW/n/23gTMqurK+/7fW/PIPFQBgoBMggOgGIeIoJjEMQ4xMS0m2v0kedPpzptOTKczdD/p7vgabdNJvqRjJ9pOGUwaIoojIhgHBkFRFAQEZSxwYqiixlv3fs9vnbuqLkUVxVRQFHvXc+qcu88e19577f9Ze+210x/TgBcmKmfE/oXMb2fUlN8tbFInJinqyUTFOyQ+nPuyu7paOTmcgRLVli/yVCqqQ35+gRLkk50rlj7ycnLVt29/de/eU+9t2apVb75lkfIL8qLdRG6MDn2MWGRmH72ZZCM0TJhuii1DUQ8qHJOVl9Np8bf6GN333T2pD3VmwkVaNWHCBA0ZMqRJGhC1I2Alpex4XHU1NUolEgagYqmkkomEnZ5cW1mpF55/wcKNO/U0lQ0cZEtJOSxF5GTbacHZBuz2hE3N/WPf5cx8C+1pG+9jfqcOpEedMtvHw3PnHXEBJNglwZz83LlzDYxgYRVpA8AAEEBaSCzoS4Ae0oeu3AEKXnbPN7OMB/tM+qSL4+758Jv+xnuvn0tR2MWGkTfK+tprr5mODOEBJh7f4+Dv9IAOOPJx2vhv7vQLaOv93AKHf12GAgGYdJmmDBVpjQIwNphXS4bnTNaZHqbEc7JzTOcCJvrRhx9q4YJFevzxJ4yp/uM//qNtv0RETXqokZJGFqbbbesvYnNMiPM1F5kT796th047/VSNHTtWS5a+rKeeetJOI87Ly1VODhNIlik5sp0V0MIkYoyWmTyt5wLzxsGEAR048m0KG4vZxEQ9SMO3YsLscXUNDTbxol/RYMAgmkSi7dGR8Teyq67arZy8PFOOBSSxmwfF2PJ+/fThBx+YwmUiUavuPbrbuTGAjPq6ejtrB/DDRET+6LKARwA4TGGWVtpuReWuSksfMIB+SHvO24a6Ysxr/PjxpmPiyxTkUd/QoIK8PFPMTQHkTMkyZQquSIBSsbjWr12rP//5YV047SKxjEM9cwsKzdaMgRObVA9gKWofBYfu0IN+B+DLy82zCRigi00VDNjRfhjfI6wBtVjcjgGgjdmK/sorr+qxx2Zr06ZNmjJliq688krTH6FfEhdwwsSMXoe39z6KdERfASi4KCcXujEo4LIEhZ4JyrssTdFX0EOhLvQdH6MOOCg07Yw0ELrQB7hw/KbuXMSH1sF1LQoEYNK12jPUpgUFnGk5w4MBMtnD5GCcvIevccHwuDPhPvfcc3rmmWfUo0dPk5SgZwETxDGh2BddKma2T5qXYtDBiGn7dnbvJJRfyG6FbNudM3XqeTrnnHP1/PN/Eea833prpekR9O7dR926laq0pNTKxPINzNhceocFDBhbFExClJu6kD9l55k6oZAIg0d6gj+Mny9vdncgySgqLhLAID8vXQeWi2Ix1SfqbXIHBBCfQ/1IL872WHZ+FBTqxMEnaOy4cZox40+q2V2lXv36maXYRG2dKquq1KNPH5McIbnAiFksFTMz/burqoxm6OcwOVF+0jaa7wcwcVoTB6VjtqcOHTrU0vF243wXttXSBoCMOJM9NElF0okt77yjh2fM1MgRI+xAw8KiYltqimF0TUlbxkIBGIBJmofqACUN9c16SqRXXVNn23+pBzRvqG9Q1e5q1dVGSsmR2rC0evUa/f53fzApCQDq61//e7OmSjwupAy0P/2BvspySWdzlJPxwbINzyw5+ThDSXzMmDFGZyRggBQOuKROXD4uqRNjAGkQYMz7Ov60EeF4x0UewXU9CsRScKTgAgW6MAXo4gYk0iJnmFsTuDAJREz1DTXG5DCv/Zvf3G07Cs4793zdeOMXjLlyXknPnj1tQmBSYCmEpREYqp3MmwY3VdUNESjJz1Z+PhZUI0lKVVWlgYtkskFr3n5bTz31tJ1r0qtXT33+89fr/I+fZ+BiV1WlgZQEX4oNDfZVSflh1JZXPG5ghOaCKVMvGD/vUDBkssIS6F133WWKukgZnpn7jF597TX7gq+ujWyrAEL4aq+prVb3km62lbhy5047pC8vL9/OxWmsrlE9X6W5eUoBepK1uv/Xd2nzxg06/8ILdc6UC7R71y71LCtTDdISjLJlsYzAUlNkwp9JhPJTRnb6ALCwPmvilHb6nLcRdbv00kvNkBcKlExwpMl70t25o1KNyYS6lZQqC72c3VWmO7OzqlIP//Z3qthaoS9/4xsGVgpLS5VXEBm+4wDE/MJCoReTm7unjkk7Rdvna8qGA6jV1tYZMCwszDdpCb95j14SNEKHCcD21FNPafbs2erVs5cuvexSnX76qVY3Jl+AiE/I1JnJmjvSu87o6KtI9ygf5UYKxJ26UHekKGxz/s1vfmP1/sEPfmD6KPQN2hp60G8yXWa9eU+7kwdgjefguhYFAjDpWu0ZatMGBXyygEECLJA04OdfaYnGWqFH8ptf/8YkDey6mTr1QjPGBeMjPJM5DJIL3Qr0KpiDOAWW9Qv0RnbXRls8ed5VucuYZ//+ZfaeJRv0UfiqRsKxYf0GLVi4SC+9+JKBH/QIxk84TYUFRTZv56b1VmDA5MnXJ3c3pAWjp1ykBSAh3Nq1a/Xzn//czjABtCA+p87P/eUvZrUW8lQycSMqL2TnRrSEkRPPVtXOXcrJzrLlByVSStbVR5KEVEwfbntPu3d9qFhOlpmxRyG4Z9/euuyKK5SISS8tWKi77rlHJ5ww2Og3atRos2EBeGLysHx37VJ+QYFNUG000x7eTmvSYDnj2muv1cUXX9wETKI2jZuiK0tGqNY2ppdykNysWb5cs2fN0vWf/5xKu/VQIVuGoaHp1jQomRVXDkqbLLEgOdsj94P8weHFLNOYng9LNpw2FC2/AQR3764xYEFm9CGsAj/0h4fMiuqkSWfqzDMnWVvW19epMRkBUyR11JV2x9FnaVP86JOdydEfGV+Ui3bjN+XmN+Wmj3LRdzGrz6GDGGVDf+iqq67SyJEjLT5xCE8axGUMen+g3jwD2LDtEoBJZ+oBh6cse6r6H540QyqBAp2GAjAxLmdeTNb8dukDDL5qd5UWL35Jjz76qOk+fPqqq2xLcL++/dXYGH3h+ZkjpAOzxDGVNfq5KulpjSWBmppqZefm2CSMLge/YcQF+fm2gwQdk5hKNHjIEPXo2UtjTx6jZa8t16xHHrEj6zFMNWb0KMXN9klUdiYn8qa8XnbKQFn4gvQTaNesWWMAi3cAAiYBzvDJisftEDuf5BoaG5WXJO2Ydu7apaIClomyouUQJpR6TkxG8TSfLSUq7t1L+SX5dlpySY8e6tG7l5a//rruueceXfSJT+iXv/yllr2xXO+9t00ffbTDlsAoFxMIW6yRNhUWFdnXMpMVX8f7crQRjjp7+5EWz37xPtGQUF5+jpKJuOmvJAEYqaQ2rF2nBS+8oNPHj9fAESNV/cGHZmhNLPWkYnZmToNStiUaY3iHBZSkK0T9amvrlZefq/y86HTpmppasyIc6RdhCn+Xlr62TM/MmWO0uPLKKzR06DCjE2FSqUIlU5ECKJM0/Yd2hwbQhMulgOlsO8WNcjmgoJ3on+iKUFYAC+8YS9zpn4AOwAVn/fzXf/2X2HnEbh6kLaSF9AUJC/Xnwo90uOhfjIfguh4FAjDpem0aapRBAZgjTAymznMmY0ckzhbglW+t1O9//4ApRp577nk6ecwYm0SZYLKzoy8/lnhgoKRjwAQdBiZJAwfYU40YZFa2lJMCPEg52TFlZ0UKtUibAQfJVPTlhy4KkzMWVxHfl5cP0psrVujdde/qySef1quvvKLTTh1rX5AsXcCAWbd3Zg6j56IsMHnqwjO6MCgVLlu2zKiQm5OjDeveEUfao9wLSECxFZBA2evq65WfC+jJUn2qQSl2B+XGTPdCfPmz0yZRrWRDg3LiMcUaEirOzdOIYcNVVFigV19/XU8/9ZTWrF6t6t3VWv/uBo0cNcoUVaE7ZXRQBT2pB5PL/jjai7DeZvz2i/iRgTKWuRqE4muWt9WWCr21/A1VVe3WhLPPVkN1jfKQlECz6hploZCaxw4ltmQn7fgBlFIP1xRHmbOzc6KDIK2ctH2kgF1XV69169ZqyZKlqti6Vf369ddZZ02yvsdES/9CMRpdo+rquiba+QRMGzv9oEVnc95etLsDSS8zfug+4Y+Ej/7Rv39/XXjhhfZ73rx5tgy5ceNGs3nCWT+AEepJWNKBDkhKAGsuietsNAjlOXQKBGBy6DQMKXRyCjhTd0bJb77ENmzYoJdeeskm8YEDB+qTn/ikODKeraMowJqV1PSuFyZ+XFNabEc1/VF2/Zihd5OuxOMpFRRE6+OI4pk68kx/IaVEMtr6i24B0gnO4WEZiMlo6NATdeKJQ00BEmNaWys2mZgbBcHhw4fbzh7yh7n7hMQkwDOMGpBD/dj98LnPfc6sb8LIASaFTNhYGU3PY3mI1VGibKg3ex4AByZOzguynS4si3DCsgGIlBR9uEv1DVJujm0BRvpz0kkjVNqjhx557DE1pkHM9u07THeCuEhrmGxdcoOfT77tdRmvI+F49rq6v/mlkQR2YagrOjmJ2hqte/tt20k0ccIEA2m11dXRtmUUerGlkp2tRGOj6hKJaOvx4UIk7EJKJGx5r6AgmlABIpGxtGxt2bLNtp+zDEZ/QpH33HPPVv/+5aYjA3hE14V2TDTsKdmj3el71NP7gffF9mh5pN/TNg4kyNsBKc+0I+/ww7k0Bau+SFKef/55IfXz7eEYkgPEQC/i+bJOZ627VSr8O2QKBGByyCQMCRxNCsDEufxryhl4JuNi4se5H19b6GJgJwLjVaWlJfr7r39NBWzvzIukBznZ6JMgYYkmRXQ1YLieBkbQ2GKMJLnJPprYppojxaIyKcV2XHb9RLooSCCI7+VB8QSdjtycIlP1YKPMmDEjNXrUCL29do0WLHhJK1et0qq31+rD7TtsIuvXr58KCppNjQMk2BLcrVt3NWAgLh7X1ddeq2s+8xlj/rU1tSrMiYyQJRpT6t27py1X1dSjlJmwJQ30IMQBf3n5SmY1mv0PJlhsg6ATk5ddYDoyqeosLKaJqREJBRKI7r166trPfkbPLXhJ2z/6SOs3bFSWkrZ7h3AFSKoaE6ZEy9lBMRSRk41qjEc2UEzmlIy29xo+MNtoafpZo0W9C/0MiMQmaLPFAuFZ2uG05rx8JWqrlUo0asOG9dqwaZN69u2jSeeeY2Us6N1LNR9uV25RobLy87Bqp3rsrTQmVFRUGmWgRgOR6R8Zt2bUYrjOzLJggC/anUWf8PZEulRX12BtHgEMDodsVCqZUEXFZgMl2PIoLCzShRdN1bixY9WtW7E4piAvzi4x8mK5CulPTN0Lo+UMJmT6OPnQzx2cIinrbK55fER04TeggjIDKgAfPPNh0LTtO73Mw0cBUhL0TmbNmmVLq4TD0jL2UKg7dECK4nWH/viRT0vw6r+9TPuiFWngPA5l9HalDOTNFdyRoUBQfj0ydA65dAAFYEp8ecG4YVY4np1JeZYwG/xgPoRftWqVsEbJl9nEiRPt6PbOJhaux1habb02bd5s6+8LFiwQUh2+LEeNHKE+vXvbVl7qxRwNE00m+cqGQQOWom2p1TW7VZQvZedkKzse7Zjh/Bw7PRk8gmQklm2KvE6vPe5pKYvRNlVjeSESMMu1KGKml8g+ev8Dbdm4SU889rhKiop13nkf1xBE8ViBRYmRM1tSUt3u3arOzVFjSbFQuAWoYBQtl3JguwVggslYwEpW2spnVkyXX36lrrnuM5py0VT16tPHwFW8oUF5uypRptEHG9YrKz9fc+c9q9q6Ok08a5LKBw1UHsq2Zp5935NKo5CIMTk5EPE7y048p42jKYZR2aZdR/SpokKUe5HCNZjOC4AOGzVIxtAv2rhxs20R3/beVk2YMN7MyQ8YMMD6JOA2ypKKR0tVRn8zXtf5gMcefaMDf3Bo4a9+9SvbHceW4mnTppnkkHEOQHBdKYrAmMaPMQBPcB4AeHHQ0h44AXwQ1+Pw8QJwIh7b7skXaV9wR4YCwY7JkaFzyKUDKAAzgQnBpGBOrF/DTAAi/pUGwyKMMy2WRn72s5+ZgihbTz/72c/aMkh7jKsDit9+kvG48vLzNWjgQI0ZPVroubCt9PXXltvyyMCB5XokNosAACAASURBVMY483KylUimzDYGy08IF7hYLioqyBO7e9gB4i4mV+DFamy90QpJUXs0SMUS6R0saeNyKGGyOykWN2ux+bm5Gn7SSfroww+07JVXbFlowODB2vX++8pjKYmjAdjqWVikRpQ3k40mKcCcPNuNa9D/QEpjdmayIiNsKURS0m9/9zuNHDXSFIabthsnk8pJWwjNz87WogULbKfHqHFjNXzkKFNq7tazZ7pezfV3OmTeU0ogB2oFmESgBPSAPgqAb/fuau3aucv6nU9e0A6JR15OjkkEPvpopzZt2qIXXnhRD/3xIQN+l116iSZfMNmWl8ibOIBKu7wwnh1aS7F9gymP0hXvgIBzzjnHzqBi6/urr75qO8yQqDC+GdOMf6Qw7qI2iPo24x6g4R8lHqatO3GRkgBIuBMPUMMzefgSUlvxg//hpUAAJoeXniG1I0gBBx18XcGoWItG3wK7CTASmAwKo2yzxZ9lmx/96EcmFr7hhhvsyxVQQ1wXDR/B4u8zq901tarmxNa8fPXs0U39+/fTKaecYhIT9BeefPIJPTNnrtUFw2LdS4tVkIdJ+Ujh1CQmWIutrjbJQy0ApLbOlF0BLfF4tinmYqkVGsCYW3U+UcbQn4iMtwFEWMqCbmZQzXYqZZvxNqQlAwcMNOnB/HnztGL5G5r6qUuUqMMIWrS0xTZrYAISjxz0JpAUJBtVUliovNwcVVZVGsjMy89TbV2txZs162GNG3uyRpx0knqUlCiXL2SW1thCm5+nTe++q9mPP6ZRY0abMbhYVlzdevVSTV1tevJqD5igSJNRWXsmjtMlss7K0kxubr66cVaNUtpasVU5uTn2vKViq01knFi8dWuFfve732vOM0/brqjPfvYzOmHwCU109mUC8GKUQ7Rtu7kNkPLtu8zNYbvek0tDkWT+1V/9lSmpI0FhDCPlZJeXAxH6IR8mOAckgBbGPHRus29nkM2BCWCENJCQkCYXz7x3oJMRLTx2EAUCMOkgwoZkO54CMAskI9jxQAcEpsLFVyyMifdsO2S74Z///GcDJTC1yy+/3CZ535JInM4GTFJM2NnZacXZmElEqCt6GuiZcGEXBQu1LPOgdDpg4EAVFUXGqViiweor0gelGs02SV5Ont2z2DrEdGjLBftv8TSZaoiUaFkWa0RBE8adMEGDAQ3ARnZkUK1H9+6mE9NQV6+Zf/qTBpSVqyi966QOnQJx+GG+pQeY4vRjV84FwNhknzYsx8SApIgdRycOGWIidSYJIS2pYXkpppl//KN69emtUydMUHFpqRL0g5Li6Is3h6/qfU/ykcQks89mghT8I8XTnKwcM0yHYi/0R/cBELxj5w6TYm3dsk1/nvmwHn10tkq7ddNNX/yiTjvtVOuHGFVjovOvcMod4cEmaOIoxXZ5He/AhA8LdsJBL+ybDBo0yCSdWE6GdkhPGBP0Dy7CIzXFMaZdohLR2QFmZhs3P5MH4QAyABMul5rgR3r0OfyD63gKBGDS8TQOOXQQBWDyMAzEvjCMzC8afsNo2Hnz8MMPm5lvlm6wIJppXt7DdTaGQ9k5NZdlA+plyxtZSCVybYLv2aOnibnLysrELptXXnlFy99YbiCBHTpsR0bnhC3CNbtrlZPN2jwKltAF5soXILomCTNJ73SImooljZYXyxiyZRvKhrNzXtIAyJaKWEJqTBqgKiopsa3QKBQzcS9ZusRADEtT+YVFpmSshoSqt3+k+poaFRYV2KRcW1dtGAIrsslYUokk+kM5evLxxzSwrL9OKC9TIWALs/319WqordG8Z+eZlGXipEkqGzhAOQX5iufkGHAqKIishLYJTNI6NKmY65c4IHFpif+OzOyn0rom0A3dEuq2fcd2A3wrV67Qk088qc2bt5j5fE6hPmn4cAO9PuFBO2jNb6NhK/NlRF9Ay77BlCXQhf8xtqEv45x7eXm5nVaMJGTp0qV20CGm+wEVXNAVgMJHBvTlDljhGZCxL0ceOG8X5yW0BXH93l46+8ojvNt/CgRgsv+0CiE7GQUQ4eL48ubLiTuMgy8l3q1YscIkJW+++aaYJLAeOnjwYGMyxIORwYD8y6ozVY/5En0RZmt0RcAJtmyS/qqDUffo0V0DysvVs2cv+3JH7+H15a8bGENawtIW9+ysbAML7DAyBc30mUBmWyNtywOGHE2ImVRIz9rmlTL9CgQt0AyHPoilDQiE8eNva/VJW1IivdLu3dWrZ0+bILDbwTKbGpMqyM1TPrZE6utUV1er4m6limfF7aBB7IvEs02DV42pRuVmZ+ux2bPVt1dPDR08WN27dTPpSqK6Rhs3btCjj8zSeeefr8FDTzRz91k5lCc6lwapUzSZ7HtiioAJtXIgkvkc+VHvaBtvBMpYZiI4/Qez/xgJy8vN1zkfO8d2kpx44hCzScIZj1CMXVPoodB20Ka11TO3h8NLdIGOZ0e7AU58nEI3JIUoDkNzlnU4hZm+i60fdvzw7P2T+NCZ+Hv37b0pC88gXXceF9BDWp6evw/3jqNAACYdR9uQcgdTAAYE4+LiGTEuzAuQsmTJEs2fP98sorLd8IorrohsWqQPQINZcXncTreU46qYMTcKFx3Gx04VJCGUG8YJ8CgtKdGw4cPUt28f1dXUmH7Dli1b9P62bbYrpG+f/nbqL9Mj24sBKMZ0zZYKzDsCadH0SaPZhtx06zGlpi/bOMLOkUi6sBezBviwVJFotChIaHLz823bcZ++fQ0sYuDtwy0VitXWG7DKLylOa3+m082KKZYV6VugJ5NMJYRy7GOPPqJ+vXqb7RSs5bKT56Nt2/Ta669rd021zjnvXJVwdgz0AR9heC43R/VYr7VttdEk34qAwuqZsnUkByWE5eK339PgJBkZ1aO/ceTAypUrbds528+ZGCeff4HOPONMlZSWWGzaCsAFvaGb04x7lH4E8jKHCpAkAiiEOT4d9IJGPj4dnODP8tmQIUNsyXbz5s3iw8OPZXB9Mpey7K/EBCpzmvO7775rkhakjgAV8iUtLw/34DqeAgGYdDyNQw4dRAEmB75mYF58KfE1DiPCgBXbgdEDQJ8EUOKiXvwQ98L08IPRoJPS2ZxZJE1E+gjoYGANlK25SCn48mZHi7HImOyQPWxy8NV4+umnqUf3Htq0aaNWrHhTWysqVLmLQ9+kwgJMyhfYko5BDRNwRLtJIobrIATggcv8HU3IeEXTNV/86ckaSUlaulNbU2PG2dg5w4SMdARLs+jMoAPDXuZd295TZcVWJWprlVWYr559equhrsYMvGHKPys3qif5U8+ceFxPzJ6tsj4RMCkpKtGu9z/QulWrtPqdtZpy8TR1R9ejsNDyQeLCFmWUbM2YXQYwoVZ7TC1pXMDmH69ZBEYABQ4eonqyg4l+xnLVe++/p7fXrtXcZ56xiZFlwssuu0xDBg9p2qnExMahfdCB9oNeXPS9iHZOY+4tHXkev8AEajCuoSHjFLr7hwS0Q/kVY4JcL7/8shlJBJxkLuUQno8V/Hjel4N3cJr4X/7yF0sbySq8gg8dd3u2m/uGe0dQIACTjqDqEUqTiRnXzOQiy6D+pZFZDML4Vzb+xM2Mz7On4/4eH//M9+7vXzOent89vsfjd2vxPZ193YlHPjhPz8vp/tQXpsRXDozl97//vTEyAAnnzsCUAB+ER5nOmY2Xv7NJS6hrnR3iFtnIQL8EKRDOvrqz2FIbbWHEeiwTOLtrzL5IMmm6JxPGj9fQYcO0edMWzZwxSx999KGBE+xroISJyXSXvNhSUVrnJJKGRIbjLEP2m9gSjSJ7J9glSVuFjdojsumBwCGehbJuri09MXlzAQ6y8/LsFF9EGWX9y9S/Ry/tfO99m0w+eO890wspKC3F7pni2SgdInon90jKgL2Tpx9/XP1699WJQ4YKizUb17ytt1avUkFpsZ10XNStVHW1dXZGERISjMaxjMOOpaifRKAgghhRzRxMGV2j7NJ5pt+n/YgDCZgkmegqtlRo4aKFppBbXFKiL3/5y8LWBn2soT5hwCcvLztavknUm0IydSEu9fL+F+WSRkYZWUaPxzcwoc9Bb8CBWwv28e704yMECQnn6+BQBMeAHaCFJR/i+zESTl7nIf5Rwm/CoaN1//3364UXXjB7QSjJZy4Pe97tARzPJ9wPjQIBmBwa/Y5qbAYUA4aJ2SYPySZovi4YtO4IRxiUxhhYhEU8ib87nnlHesQlPIOX3z548ct0MFrWZInnEyfp4EdY/PlNvuRpX5sZICMzrZbPXh/SAnTwGwBBmdx5Gdl1Q5mxGPkf//Efpnh400036Ywzzmj60qIOlIc7jrik1xlBCeVDdwPdCgyQUeI8zrphkkfZ1IyioYEQnYqLuXlaJtL5yLKdLkhX+vXpozMnnqkLLrhQq1etNnsaK1asVHFxifr06W3KrNXsasjPsziYpG9oqEsvOdh0LIyxNSbpJ+SXY/8jpUz6HGFg7FhNjZleR/QOHY9s26ETR9GWcCnO38k1v/x4lvp0766CoiK9sXKF1q9/V2X9+gpFVYImk9HkjqEyEAH1nf/0Mxo8YJD6lHYTuiWb1q/Xzspd+uTVV4KYrJ1zCwsM2FjFsuImPWHaNyu36TZnechQBkiDJS0D95FFWZZPkAvRxxKJ6PRpQxIGjlmeStnE9fs//F7r16/XxdOm2a6bfn37pcEPO5dzTVGZfpadFbeDG3nmgs579zdK6Jf3bO7Qds/xlvm2qz9DL8YrYM/5Dr/hIfzmPbTEDz7EVnoudE4AGPAD7KBwuCVABv7BRVx4H0bTXAqzbds23XnnnXrssceMX5EnJx0DiByQwIecB3V12neG+gVg0hla4RDKwABlwDDYfNByBxAwqBi4XDwzKHn2O3GJByNmkDs4YVATzt8hCiUs4AMQgNiT3wxgT5tn/MjHl0pIhzRRSiV9ygnI8HLuq9rEgxmQJgyCMnu5sE3CM+mRP+V66KGHbDvw97//fVu6cQU5vrgoW1d00IZr345JO88OiUMBGInIw7Me1rz58+1LHtsglkZaz8SWi7JZAsEGym5VVVU294taTnWNdkBAe+JBf78AoEzutJW71ooXwwptdrZ6Fhdp8NChWvTyYr319hoNPGGQsnKjJRj6UH1Dveo5WTc3T889M1eVO3fqpLHj9M66d/Tmstc06WNnqc/AcpOKsHSDXkkTPQBraQNwHKRoO5JicdupQ5osj3HKMJiAvlZdVxuZjzegEvUr+izgr66h3uzh/OznP7PdRewEYekG4FtSXBJhCKAEyzRmcK6NNmnVO0hMvK8czB3eBX+hP3JnSzHjnS3FnBZ+1llnmW4Z/Q3ew0W7Yh/FTy3GgBughAM9SQ8dFizN0q+db/EMwGnqXwdT2BBnvykQgMl+k6pzBvSBAiBgEDGwGEQMVGPMaWkKzJeBxWTPRO5AhTgMWtLxuLwnDY/PM46wTBgMfOKQB+kCYIiPH7+5k777u+iV36RBel7utqhK3oTxdAjnAIn4pEleiGAxvIQtj9tuu80YEUqIvCO+g5q28unM/n4WD5N7axezajTx+xf33neASCKVVGkp9k2y1KdPL40ePcoUXJ999hnbRg2NsOkS2TeJdplgn4TlnqLCYuXnFpo0hPODWDKibegrtCd9wPsPtLTdOYDlSEhik7Y/+72xvs6kHCosUEMqqXGTzlJtTZ2eePwJ1VTVqG/P3irOLVRWKqacxrhi2Xl67H//rOFDhunDbe9p964qjR07TiefeqpySguVnZdr24NNUmL5kj9Ei5skB8VW5D1QxyQhBtjZThrVJQ7A5WDD3BxTJuaMo4YG+i91TGjpkqW6667/tv537nnn6pxzztXIESOtb2HLBDpAA/qlHZbYVqcKwKQtyhy0P+DC+R6SE/ryaaedZqARxVjACWFY2mHZhzYCwMAb4CHspPrv//5v0xOCN8I3AC0OaAhD+9LnaePgjgwFAjA5MnTukFyYtHEMMr+QJDij9IHEJMIEwiAjnAMDBhtp8J6wDkx4j/PB6BORSyp8YDOQiQ9jIF/uOPzIj3Tw4xmww6AnLum15ygL6RCWdLjIw8sPs2Hphi8dxLJf+cpXTBHOtwwSz/Px+rSXZ2d6b4DDz1FhQmvjanWuy6iI6UY0JlVZWaWiwgJ161Zq24j7l5Vp4MABRleUBwF2tA9bjGHMtBkH+WEPhTY0SYiawSrtgCMObeX09n7o99YQVZLDBlFYzs9THB2QREL9BwxQYUGB3lm3Tu9t3WZLICUFRUo2JBRrTOmxh2epvKxMVTt3mZLv+IlnqFuf3orlsWSUbbtxDJaxQmOLI9GYMDDSmIiWmtCDyZDyRIfmpcePLTsmtXt3rfU7+syWLRX67YO/tckLA18XXDDZTp/u1atnNJZs+ap57EEz6m3LRRlt0PTYamNRwtYcgdsfJ63FPJ786HdIRaE9vIW+i64ZdyQffETRtzkfC97Abh74yvbt240nffe73zWjbfAW/LmIg1Rs/Pjx1vfp4+RzLPKRY7UvBGByrLacKeRFTA1myMBk8DCIuJhMAAOsha9evdpsW2zcuFHvvPOOrbty7gpxTGReX29iTM6RQXEMP8TyW7duFebeGayEZSsdBstYk+VrhMvNwfOlArjhArBQJgcqDHr8HKRQTt635wBYxIMhkC7pUA5AiWvQw0Q+9alPadKkScaYeO8SH+Lx+9hkKHzlR/olUKqtqz0a2nvrH+xcioy2sVzD5Dpw4CD7kgSwAu7oH6zRYw+FE3C7d+sudEQaG9G7iGyTAEJw0NTbkXaij+DXWrsiKcmsQDIWVwMm7ukj+fnpA/uyVd5/gAqLSvXhtg+0ac06NdYl1K9vmT7a8p4WvPCSGWXr3qOHhg07SYNOHKrsokLFcmJKpY93Rj/EzgpCNmISEzKOJCVskcbb9HOQIiLRYzJKoCSbZWlU17CsmbKlyleWvqInn3zKxsqkSWfo4x8/X0OHDbU+htTF6pvdfHAcibOMYxKTtvo2xdnLBWCyF0kOwIM+R1vQF7l7X4SHYQ2agy+RlHBgJ3ZPWIYGoOBYwkFZHj0UHLyC/g2vgQ/CV0gff3fkE1zHUyDIpjqexh2WgwMSBhNghN8uFWGQAiKefvpp2z7L4GSAuZY7Ez6a55MnTzbA8OKLL5pGO2aeGYwM4IULF9qXBWvpbEWdM2eOsENBGqRPetyHDRsmlE39ywJ/ysJF2QgDo6BsgAsG/v44T4OyMnHCUFgHnj17tole+SKaMmWK7bxh7Zg8KDeOfD3+/uTVVcNEkzW7EwqNaSfqG0yxNpmEwaYMmLCejjXcZcuW2ZflgoULVbF1my35DBo4SD179jbJiWLRFyXtjKMdaVPaG3pz7QVOWpmMG7MBJkjSmFBiKunVS7s++FC5sSydMuYUFcfztOLVZXpn5duqrapT35491a24mzD3PnTYSSoffKKy0Bsy8EEtoj+AB8DEloyiRRwDd+xcQqHW+iyHCQLUkulJKF2+xoQJcbRx4yYtf/01vf32WjuRecqUqRo//hTre9QtkahXKr30SXp+sbMpjg0WQ2BdtTd1vnrxEUIfxPEx5byHjyAurMViHRn+x7INHzRIT5CI3H333dZ+xHNewZ0lIYwzwudoc/o5fZ625ndwHU+BIDHpeBp3aA4+KfClwKBikDJ4GEScyMkkjsRk6NChJt6kMIgxn3/+eZtIEFET74knnrCvh+uuu84GIpIWzifhK3r06NG27Y6tdAxQF3tixAsdD8AA9kJ8kiJ/viwoG86/rDOlH+S5L+fMArBBfgAiJCWAIy4mUiy5jhs3rqnOgBPKB4BhkuQZ5nRsMxPotK9rX1Rkok7a1mPsnLAsw24fHLSBRkgS2J7LGvzwYcNVVl5uJw6vXbtOa1a/rZ07K020XVxUZLuEoq3FUZ60LxeM29vY79a+1sZ7K8jUJhtVByiByZNGAkuw+Wqsb1CqvkF9evZWef8y1e7cpeWvLDNJx4aNG9SYSum0iRN14qgRyjJbNFIq3gRLrFCRdCZNr0i31UCIf/TaLicDzZF0A4N19Q0JfbC9SuvWvqMXXnxJ69au1fDhw3TNNddqxIiTtGvXThUUAoRStlWaPgkdGGPQMervkTQKYMJ26lZdq12++Wt8zzgEDl/ne9Jk718AE++DtAvjnXbxvkl/pI344AKMIB1BMXbx4sW2hMM7wuL87vE/+clPGqAhTRxpcQXX8RTYv0/Xji9HyOEgKMDEgmNiYDD5xQBjADGhM1jPPvtsff3rX7cvB/wxQPbDH/7Q1mJ5jx8DnPg8A3IQ6QNg+OJA0x2DQ9/73vdskvLwM2fONOUyJCboJrg/yzoODPxrg2UggMXpp59u4dqrLsCE9KgLXzBMdPfee6999aBPcuGFF5oUx+sO6KG+ffr0sbDkRXxnKu3l11Xfs4W4ID9XH3z4gXLtnJ1i284aLRLBjBGBRxMup+aOHDFaJ5wwVOvWrjOJ2dKly7Ru3QZTJjxxcJn69+9rzBraQnMc6/n89v5o4MDkMc1UzZx+G7OyVJVKqDFRq+45BcIoW7GylVtQKHBTrC6h7kXdddaEs3TiwBN1z73/o00bN2vKJ6dp6IhRIhDm4IsKirH4EmXCSk08ktJFQM7wjElQMEiXl5NvO2wa7dDBSFyPbkptVZWdbbNs5TrNf+55OyTx0ksv0aRJE9WQQCLYaLo4GEqrqqk22uUXYLAr6lv5efmWf6KxTtW7q5Wfm6+cwmgia659eOooCmCnBP5A34NH0CfhZUhIGPvwEXRPuPfv399222Dh9YEHHrDwLNnAN1zSyscVYfn9+uuvG88k/rH9cdNR1O+4dAMw6TjadnjKoH0GI+CCiwEGqOByRTAGGoCDcIgmUQxjBwYTug9i3jGxsDSCZILwLOPwfsyYMfY1TRjikgZxWVLhIC3yxMARjAFGQDo40sARDz0UlFTRSeHLhbVf/DMdAAQ/vwN0HNxQJnbcoB/zgx/8QB/72MdMgkNYz4d6wnhIg2UfwBH6J7z3MmXmdzw9U/++ffpalVForWcphrN3kJYorvz8QjvMj1070I/2PfXUcRo3bow2b35PjzzyqP7frT/S2R+bqClTLrBdD7QhfY4+AuigNemPxI2l0OtIQ5GMdiYMvln2FzcJCLZKikpLVbt9lxp2VKmwqMSspJrdk4IClZcU67s/+nfd9qN/M7sllTu2q/+gcsVys80svbKj5Rs7RNBKEbdtwIAj64GpRjO8lp9TYJKMRLJe9QD6lNRQ16B31q7T4pcX68lnX9TUi6bpogunWj+i++bnsRTJNvkGFRbmqagoAiEmo0n3V6zMmq2VrGxxsKJtQT6eOtdRrqsDEopB34XvwQtwjH14BBd+9FWWKzHAyEcXYSsqKiweYV1PDmBDX2Y5BwONSGAZQ8c7HzmSTR2AyZGk9mHOi4mBQccg4mKg4ZgcGEQMVJC+X4THOYhg4saPC1Dx1ltv2fLNSy+9ZOdGYGIbaQvpoPDKxE9+pM/yEICD9VskKuRNONICrJAeYXkGKDDIMRNPnkg8HEQ4w2DHD9IO8gGU4A+zQOT661//2sr8i1/8QsOHD7e6wmS8vtQp84vGldsoD9ex6Sh3G0sCB1ihSP0zipSb3Wxiuwk7sBU8C1PrjUqYFI5+wy6EmAaU9dJfXX+1Lr/0Qs1+8i96aObTeuSJ53XBBedrypTzVVpaoMpa+pyUTZvFYqraXa3qmlozNlZSUqREstEmBe+XeSmpPJajOPZx0loZseICqYgvU0Qm1J2t7xxdn2PtvL0opaySuBIlOUoVZBnw4RycxkS0xbO4oNiUT6t277Z4mN5nO3Bjg2yZKIs0U1jUZQdRTB/t2KVnn31eM2bM0OATBun7379FAwaUW//MyfFdRpG5fk5o3rMfpZenvB0y+9gBd7ewNOBkPJg7fYolXD7GcPCNTADhv2k/tg6jV4KEhXgAEN7DO+FV7o8EkPcsb99www0t2v5gShniHCgFAjA5UIp1ovDOLBmIDCR+M5kDBviNSDJz8OEHKOEiDAORQUl8wrILBxEneiXschk7dqxNCgALlF9xLh6dO3euAZOPf/zjpr9Cmuz0QepCPgAFT5u80IhnfRflM/RdMPblQId0ARMsv/iSEF80lGXWrFm2bQ+z3wAgByyIWgEniGxbOqdLS//j93fzbNn8lBZzpImCP3Rzpu7PnPFSXFxkUowLL7xIZ046R6+8+qrmzHlWCxYs1BVXXKKzz55oB+clGrH+Gp32jGl6dFroj7t3V9kZPYCfunp2Vkl52Rgv80WX5pOeEXog7bA2RBhBwdh1k7bk6rZKKDZh0JnJy85TTS1n7WCrJ8/ywhAcfYTlKRRdE4mkUslGsQzz5hsr9Oijj2n9uxtt4hk8ZIgGDy5XXl7arkk8AiSWR5RRmkrh1tkoAA9D0gG/gR/ANwAZfCDRlwEs8CO2xD/88MPGh4hDv6T/8B6eQnie4VnwMtJCmoIeHcvYpEEcHx+djQ5drTwBmBzjLcogZMC4xIBBxeDhMsad3jnBe/wYeHwRMBDx8wvAwcT/D//wD7Zc4xrsrOGiYOoDlMGLwisSE5TJkKgQF/ABSCBPLspE2cgT0MNWZBwa8VhpBej4cgt54GAGxIEh8HWDlKXpcLQhQ0yaQjwYCXUI7vBSgHajvXB+9z5Eu5xwQj9V7a5Xabd8DT2xXMteW256P48//ogu/sQnzY4MSqH5+dF5OXXVkd2ZwvxoK3ll5W7b6ZKHXZT0sp3XgN/uRx/mGed3yuN9ysPFYvTpLNVjsC2WrXwkf9k54gDEurrIjD79m3OFWELa9v42zXl6jt5atVr9+5dp+o3Xq6x8gElMcthRE2tW1PZyhXvnpgD9kgu+RB+Bp/Cbdqe/IFVlKZiTxll6hhfxnj6E9BaQwjMXcXA8kx7v4FeYuofn4PxuP8K/DqNAHUmXqwAAIABJREFUACYdRtojkzBMnAEIomfA+TODjAEGEGHC5zfPhGEAI0nhPY408EeJlcPIWFJhaYUlHYyYAUAY4Axq8mF3Dmmyo4elHJ5JA+dp+iSCP2khDQEMkS8M4je/+Y2FB3gAanAwFY6RR7yOlAbQw8UXC44ykB4X5fC87GX4d8gUaI2e+NF36B+1tXxdxjRwYJnKy/ppwID+6tmjWO+8s0Fz584zpeqTTz5ZY8aMVI8e3a19sJxaUIDJcPSHEHxkmXVV4I/3V/JwIJRZCff3PkufaumQjGTFsdgaV0N9gy1FcV4PE4iXvbamVmveXmOHvK1fv0GDB5+o8847T8OHDbXkkAplYcwu3X+J54683WX6u1+4H10K0M70C29rnuEn3OE3XPArgAnLxA4+vNT8dp5CHD6ynNfR9hwKiEkFJLrwnOCODAUCpY8MnTssF2fuZMAzF4MUEOIXfgxAQAEDlfd8EXDPfGbwASIAG5hk5msBoLB27VpNmDDBBjvLMUhMAC9s2WUQkwaD1pVOGeg48sSPrccM+sxysKSDhAUlSiQypMFOILbyoViLQi0XWvPEZeJCaRdwxG/ywA9GEtyhU4C2wXn/yUyRtqEtU0Kpmgk/S4mYNGTIIJWX99eWLVv14ksLVLFli1566UW9vWa1Rpw0TMOHn6TSbt1UXR2dvYREA2Vb2wXE0ky6v7bMKxOk8Ew4+peX0cOj8EpfSDSmlJ+TpQYBwunXcQNALCXt2L7DTgJ+8803Tcx/xsSJOuPMM9W3L7u3pJLiYtXW1Skf3YQ0IMnMJ/OZfKFFcJ2HAvQLPoy401fgawATftNW7KzhQ4e7f6DRpoTlN2HoQ/Rvnh2kUEOeASbsKPRl5M5T865dkgBMjvH2ZZD5xUDygeaDDnEl4IGBygDkzuAFoLDLxid2BiZSDZZVeGYgslUYLXaWVNA3YfmELw+WWrBbgiSFLxbypQykiQMQkS4XCrIo1ZKmAyOYAnEAJ5QN/RHewUC4X3/99Sa5oXzEs8knvQPJGQr5BbHq4eu80BPn99ZSLinKt500qRS7WqKzclAkHTVquIaeOFjYPnnyqadsR9eKN1dq4sTxGjdurLp162X9ip0tgBIu9Hrpq54n+fpv2pjf7ucTB/fM8mEHhROXd1dzXkqucrLzbAtynZ150mBABFs+AGn6JnYpTjv1VOXl5dguJCQ5tXWRvoFSOa4L3JS308DL5Xf3D/ejT4GWvAF+AU+hvfmIwsQANptYloF/wZN4x0cRHzlIafGD79G+8C7iwzfph7yjzzmPO/o1Pj5KEIDJMdzOmUyaZwapT9YMMCQfLM+4Y6Jn8KEghq4GUg8GIXGQlhAHPx+so0aNMvEn/kgr0H4HqGBwjXMk3AYAYII0+M0AJjwACEdeWKBloAN8YBwAI8Lx7rnnnjPwgqIizOHHP/6xAR4YAl8+MA8c9SMNmAr6LtSF5+AOHwWgsU++mX3Lc2hoZCt6wgyjZedkKzcHa6fRujxbjelrX/vbr4rlknnzntNzzz2vl19eqqlTL9SYMScrmSy1LbeAGfoqzvPzPFremRzoL/Qb+pWDE+68SzQm1a201CQl9fWRZAa9k82b3tX8557TwoULDESfMm6cBg4aqILCCKTnidOL61RZuUt9eveJthhngDOvf3vla1ne8PvIUoD2gZfQF5zn0HbwKqQkSMpQske6C0+BT3HyOMvDmD6AD8K34H/wQsALH2SEISzSXqS6vAvuyFEglvIReOTyDDkdJgowIJGM4JikmcgZQAxWmtV3rjChMygZrC4lgdnD6AnHoCYOyzYsq7D8QhwuwgEOSJ+LZR0GLeCFvImfCRA8POUgT6zH/vM//7Npw3s6pMsXDPmyC4e0KBdm8YnDJER5KK+DIuoKIIGJwIC4CBfc4aFAJhvwZ7/TFlz1yXrbaktbsCWYe4/uvWybbmVVperrsKuD4nWW7XBhWXDWw4/r3nvv05lnnqkvfOGL6tuvnwry4iouik61pg29HcnP86RWPNNH6Nc/+clPrB9++tOfNukd7xoSjarY+qGGDBmgmuoGU3rlRGb63P0P3Ge6LbfddqvZ4cnLRUrCGTeYzY9LqaTqG+qtj9uWZSQmZpJkT8kR9fbxcXgoHVI5nBSAR9AX4DfwBAArfAm+4R9i3qcIyzukJfQ5Pqh4B/9yUOM8lff4w0O9jzrfOZzlD2m1ToEgMWmdLseML4MG5skAYzDiGHA4JnykEIAF/AABDEwGG+8YhDi+Enjmq4LBy9cDaZIe6TOQSR9gwRIPaeEPw8b5YHYA5IyccCzloBVPXAY2kwwXeRAPfRLACIBj3rx5puxKeSgz4WE4lJk02YpMOcibrx38YD7BHToFaO9MB50zHe+zoXsNJ7lKRRzamBXtdqEtaKeioiy3SmLbc0tLu+uG6dfp8ss/pfvu+73+/d//3frPJZ+6SGdMPMVAgU8I5EWe9Anu5Of9i3cty4dfQX6eBg3qr/o6AEyWFi1eZDpKNTW79fnrr9dFF01VfkG+9fcePbopbubnUYyMWVzS2FW1S6VFpU36JV4O8mtZBt4F1/koAN8BkACE6TPwPPoREln4HPyCi3D0Uxw8EB6EczBDXHgRDh4FMIG/wLtwmf3RPMK/DqNAOCunw0jb8QnDOB0g8AyTZ/Dgx7O/4+6SCB98vMcPcSV+xPffno6n5e/x93jcSZfLy8EdB1MgDlKRJUuW2EGCPDvIYOLxSYjwxOM9ll0BPixBwUR8kiIvnmEgMAtAC8+Ul3fBHV4KeDv6ndQNLCgpLLXm5mSbQbaseEwYLsOWSE48y0y+m7nVJOfFxGyph63B+bmFGnHSEJ08ZqwBmsUvL9ILL72oRDKlnr372Dk0PCcxWsLyTDKShqQ4cC8eU3VNnV5Z9prq6hs0YuQo9S0rM30QlF4BGR9+tF0PPPig6T+xnHTFFZfp1FNPUW5enuWHbRO2MaPcGvXZSDGS+nHSMn01rmY//LnwD65zU8B5EHfnX86v4G3OH7w9/R1h8fOPL08nky/hR3ju8BscvwlDPPw8Pd45j/L+w3uecYQH7ODnZbIX4V+rFAhcvVWyHBue3um9tAwgHIMl0xHOBwPv/L2HJ6wPJn/nfp6Ov+e3p+XvMsM6mGAAIjFBrwQg4fFhFuSLH2HJDybBxTbie+65x54R/bu0hzRIj9/EhTFwb60cmWUKzwdPAdrLwMge9kagezwtFSFtpCqRJIWwXLazxXhxpEdSW9egZKNse3HvXr00oLxM/cr6aM3aVVq8+GW99NICjTtlnM7/+Pnq1buX9QlSjtmW9lrtTjYqz7aq1yknN8/ODK6rq7d8yG/d2g36z//8TwPYU6ZM1qmnnRrpBKQVXCu2VpjNEpZ4cM39O5LKZI4BC5AeC/4c7p2bApntl8kP6L/+G96Bww+eA0jA0ReIz2+eee+AAz5F/yK886nMvPyZMAAO7viRTmb6+JOul4d7cO1TIACT9mkUQhwgBRh8AA9272BFFmmID2AGPFIPmAV+MA+eCY/IFJsDKNqSBuCEZR1fyiGsMwriEKZ5ojnAQobgB0EBZ6rcM5+bk2pMRkzetvKmooMlTdk1lVJObrbKy/uqV98eGjz0BC1f/oZWvPmmlr7yqioqttpOLHZ6RQCUiSVLtfUodOcoJzfXFG9ramqtr7DjYtHCRVq5cpUGDRqg8eNP1xlnjFe37t0jXRGDMJHuVVQ6L69ZUEkXGL89l6yaaxKeugoF4BPwGgcJ1Mv5B+8cjPCMPxd8BZ4E2IDnuISFNHDOd/y3p40/4f23p8mdtPAnPwdNXYXGh7seAZgcboqG9JoGM/olGDVisAJGkKDw7IOSpR0GPDoKfHWwngsIwdw9z1wYfGNZB38uBjYXzu+B5EeKAj65c8+8mvN3Zg4ABZDk5bFUEjPFVAygATYAKAMHDTCl1DFjRuuVV17VyrfeMlso6zds1MCBA3XikME6YfAJkll2bVBxSan1JfSVXn11mVkefuedd9WrZw9dddWn1bt3L+t3TADZ2ezWSSjVmFLPnr2aC2dlpu/4xauoL2UECo9djAL0CfolDt7D5QCEd/Ak5yX85pn38CQ+jPw9fv6OcFyADdLz3+SBn4MbfgNUPG/iUxbngfYi/NuLAgGY7EWS4HEoFPCvAQYeymhMJAALHAMdcOGD1gcng5WJjHA8oxDLNmKUXfl6ZtsyDmADmAHkBHc0KBAdhBcdsucgZc9y0H7RBRNPKp7FUk9cDXX1ZjMkL5UnpbKVisWUm5ej4cOHasiQIVqzdp2e/8vztjMMwLFt23uqrKo2aQgTA1I3FLNXr1mjXbsqVVtbo4+fd54uuvAC1dbUqAHrxoX5qKjYjhvEJsTz5aY9S8mv1su/d7jgc6xTwIEFAIFn+A53B9E8w7f8Hf3XgQk8Cf/mft28vAMAAZD4e+LgnK853ciXcKSBI3xw+6ZAACb7pk94e4AUYIDjmEiwIYDlRLYfIxnJXLdFW56wSEsAGwAQJCw4gAdLQE8++aQt6/AFjQY9uiYMegY4TIUBTprBHSEKpLCKtu+8aDvapbExobr6WtMFyTYjVlJhUa4pzqbiuaqua7QTiIsKC5SKJc12xLXXXqOKrdvswLWFixZq4aJFmjbtIp16ysl6ddkyW6LZsXOXWSGeMuUCDRo4QNk5SZXmFFqeWHCtq2MLKDoqkel7DvBDgbbZ8Zz5u/lNeOqaFIBfwH8cMDhQ4DeAwQGLSz3gR7hM3gIIoV87+CCspwcvwt/9yI9n/HgmHr/dPzPdrknxQ69VACaHTsOQQgYFEH0yINmOx3Y9wIevzzoY4c7gB5Qw4AEdDF4kLBg8YsAjHcFEPdZhsTp77rnn2sBmcDtjIW5wR4ECfPi1Mbf7VyS7ZWhTlnFwKM2iK4LuSSouFRbkqL4+po+2V9ohfP37RUsxefl5Gjp0iC666ALNnv24/uVf/iVtuC8SrX/1q/9H06ZdrIKCPBUU5CiWTGjHzh0GbPPz8lUfZ7lPysmOlBexr1JaGm0LPQqUCll2AgogqYWncPGMLhs8iN/wJ37jAA9cAAf6MR9L/qHFewcZgG8HGg4++O38iDzo+3yc4YfUhbwcwASJb/udIhhYa59GIcQBUABwwaBnYGIQDSmHK7P6YObO4GWgwwQAGm7UDWBDHPcn6379+tlaL3GI60CH5+A6jgK0D87vIApIvhfZWeFJL+EkU41KJRFdR2CEpZSkkoZjUIyt4cj5WIEakjm2/IIeUW4OX5NxNTRyIF9MSdIyJcQGffD+h3ruLy/p5ZcXm/Lr9Bs+p7POmpReTUoqleTspEblZuUqqZTqGxLKimGVln6VVE0tegJt2LrJUC/JCl2p4zrSUU6ZJUAHGw4O4CGcgdPyDB2KCu+iP3PQIx9K8J3ly5cbn+LgUpaY+XDCCjYOhW14HlZiMUBJHgARPrywIsvpxNhpIg7vsAsV3L4pECQm+6ZPeHuAFABY8JUAQOGLA5sk/ObLgy8I/HD8BlhwMVgBH4RjtwVLNzAG3uHHM7opDHa+UHAMehgIDCG4zkWBJLolbCpOi7NZXinIL1C2WYTNUzKWo9x4nlIFnE8TV219QjnZ2BRxCUtKDfUAmiwNGFCu8yefbxI4tv7Gs3NVVV2nmJIqKebLVYplsXunVnHsqdBHGlOqqt5tYp2CgtA/OlfvOPKlQTpLXwRg8BEEj4J/PPHEE/rjH/9ofMWlIJQOCQpgBv4ydepU42WzZs0ynnXDDTeYhHfTpk166KGHTPJ77bXXmt+jjz4qwsGTuOBZZ5xxhh3zARiBd5F/cO1TIACT9mkUQhwABQAPOMSXMAP/DcBwBsF7/HkP6PCvGfztCzptQ4D3MAcHIzxz4R/EoUbmDv0HnfdwgAD3aHqIPDxsVixSCMTMO6ExUZ+bU6RYLOoXuRyKpjhKIFIWbSs1xrJMUoJXlGxMWTlxO8E4rpQG9e+j0sJcbU3UKSuVUFEuaaUUT5F+pAgdy2aZKGb2T1KWQ7aJdgBDbboWdWgzXHhxTFMA3oNzPRP6KgABxXzACoc7jhkzxviQS0ceeOABA8PwJ/xQyHfdEz6eAB0Yj5w2bZqlC4/iwwsActVVV+mEE04w3saHGGftkCdhnJcd0wQ9AoUPwOQIEPl4zKIlcABQZPr5ROZ3pxGApqVzxoK/h4fJBHdkKOA0by+3KBzWYJt3HYBt2CLsLgZw8R8mNpdZk83wskcDodnRVksszcZZEErUK4bBtZwoPSaNeBrw7IE/IszTMsnw+zimAH2TjyH6jDv8AA5INdBhc703eMuf/vQnD2ZxiAfwQJJCHHYNAlYmTJhgyzUo7pMeO8wuvvhiAyOAEHgXEmHAjedPGnyABdc2BQIwaZs24U2gQKBAJ6NAy4mlkxUvFKeLUIB+5pdLOlDoR4eE09IfeeQRnXbaaXbSOmeQIUVhCQi9Og4jBbwgCUZx37cc8xuHtCW4fVMgAJN90ye8DRQIFDhKFOALlMudgxLuSFT8t78P90CBQ6FAZn9rCUoAJ4APDhrlTC+ev/SlL5liP1IRdEpQikV3BT0T9FhwAJULLrjAdO2QnJBuUH5tv5UCMGmfRiFEoECgwFGigAMTvzNBBEBylBrjOMuWfubSEu7r1q3T1q1bDRT379/f9FRQ4ucdYAN9E3RV2FWIciySk1/96le2nIMeC5ITwAkgxvvzcUbS/a5u82LwfkcJAQMFAgUCBTqeAi0BCL8zr44vQcghUKCZApdddpkef/xxzZ4923RJfvjDH5qlYpZmMIkwYsQI22LMLh1273z1q181kMLhpOijsLyDJIUdi8HtmwIBmOybPuFtoECgQCeggH9hBmDSCRrjOCkCfc6UsNO7AdExQWICwLjyyiuNCgsXLjQ/1zFBwRWggt0SbKAQFukKyq5IV+i/YSmn/Q4UgEn7NAohAgUCBY4CBZgYHJD43YEJxXG/o1C0kGUXpEDLvkX/cmCCHglKroAMlmQGDx5svzHQBmDBQCTbj0mDOBhve/DBB20XDzaaiMOuHnbnZO4y7IJkPCxVCjomh4WMIZFAgUCBI0EBGH9wgQIdSQEASebl4ARQgXIrZg8GDRqkq6++Wvfff7+dCQZgQadkxYoVZteE8nGkBluHx48fb5IT0kQfJWwXbr/1AjBpn0YhRKBAoMBhpADMGQfDdwfgcMbt1jH5suSZcLzzZ0TiPGN3grTcn7Q8beKGL1On7vF9p+/gMu/0nSlTppg5+eHDhzcdcwHowOz81772NQMUSDpYkmHphj7KEg3LNZzvdfnll1sfGzZsmC3PjB492pZrWMphuWbixIlmHwWT9W6cjf4Ztgu33x/DWTnt0yiECBQIFDiMFIA5u8ibZy4mDYAE/uxcwAFIACFMDvfee69QIrzuuutswsCf3Q04nolPeNLyuKQFaCF+cIECB0oB+g+XO/oYV6afP/sd0MGSDeAFkIPtkpYAnLCZfp5+uDdTIEhMmmkRngIFAgWOAAVgyjBnQATAgcslHDB+mDnvXDJCkTwc/ljmJBx+MH/ScxsRTAj8JhwGr5goAjA5Ao3aRbOgn2U6ByCZfjx7OPqj90+X2LWM42FbphF+N1MgAJNmWoSnQIFAgSNAARg1FwwaJu4WMfEDUPg7GDvggt+ZYAXgwQSQGRYAAjjB38EKgMQNXR2BaoUsjmEK0MdaupYAgjCZ4XjfMgy/6Z84D+9xMsNmPrfMN/yWAjAJvSBQIFDgiFIAAIEiIQ5g4uvvSEgAGwASmLtLTPDj+HiABs/ERzICcwe44M+2THfEw5+wLPf4ROHvwz1QoDUKOIDgXVvAgTCZ7zKfPU0HJPQ/D084vzxcuLdNgQBM2qZNeBMoECjQARQAjHBlOiQeAAoHJSzTAEBcwRXgwW+fPAA2AA4HHT4Z+ESAhIWJwN9n5hWeAwUOlgIORPzeMh3vh7z3pRzCtBW+ZfzwO6JAACahJwQKBAocUQoAKgAegA5n3jBupCD85tkZO34AFk5v5SIuflw4gAd+Dki448d7nlFEdCXZI1rJkNkxR4H2wIP3y/2tWMv0XIJCfO/3+5vW8RYuAJPjrcVDfQMFjjIFMsEH4KGmpsZAhOuGwMC5ABeADIAJ9iPYoklcpCtIXJzx8w7LmrzLlKpQTdIPLlCgPQp4X8oM17LvtBYmM3zmM3Ez4zsocb8ATDKptfdzACZ70yT4BAoECnQgBQAcSDm2bdtmJ7WuXLnSzhRBV8TfAUaYCAiH/8svv2zWNAEqr732mpWOsACUzZs3mxVOfjuA4Uj6U089NZj/7sB2PF6SdjBBffcFTjxcZphMP/z5nfn+eKHhgdYzAJMDpVgIHyjQhSmAxAHnUg2vKl98gIJMpgqT5cKfpRne+fuWDJn4/p47v1lm4Vj4GTNm2GFopEO+vCM9JCMosfbp00fvv/++SVaWL1/elB+ghDi8w6CV53nOOefYMfO+7ON1CPdAgYOhgPfp/YnbVlj6aXD7T4EATPafViFkoECXpYADDyQVOGek+AMWAAo8I5UAAPDMnQtFU97zzHucp+NKroTHOTghHGeInHnmmWbKe/HixSY1IYzHcd0RV4wlTZ7Jx0EMvz1/gM7YsWN16aWXaurUqaZbQhwvkxUg/AsU2E8KtAUy2oreWvjW/NqKH/ybKRBgXDMtwlOgwHFJASZ6JnDAA8smXEz8/OaCuTL5I00BgHABGpBm8IxzcEBaHo9n/82dsKQBmODid69evfQP//APmjBhgi3H+MmrLMmQDqDCAQnhKRfAhTKRFqCJHTuUBz2TT37yk3b0PAqvhAOsBBcoEChwbFEgAJNjq71CaQMFDjsFWgIPQATAAeCBc/DBZE9Y3gNEMF7GzhreAyIANAAFwATPKLPyjiPhWW7hmXjE4U5Y0uQskltvvdVMzZM2gIN8vFyUAZBBPO7EJQ9/T/oAEw5Vw2T9ySefbGkDboKBtcPeXUKCgQIdToEATDqcxCGDQIFjgwJM7oAC7gATHAAA0OESDPwcfLhUhWPfATGAChwSDn6TBkCCg89YtsFt377djoknLkCDcOQ3ZswYOziNg9BwxCNfJB68JzyONCmL50eehONAtb/+67/W0KFDrQ74uUTFIoZ/gQKBAscMBYKOyTHTVKGggQIdRwEmfAAHFyDAJRIOCPgNQODOhfPlH5ZQPBz+PAMMkJAAIBzIIOnIfEc6ABDCkfakSZN0/fXXm5LrsmXLLCxSERxhHITwm3ikhd8ZZ5yhv/u7v7NTYXlHnrxniSccMW/kC/8CBY4pCgRgckw1VyhsoMDhpwCTO5M5EgyAAKDCAYEDFnIFSAAyHCQ4GMEfkMI7j+vAgbAOYBygkDb+XITDn7Twv/jii00JlvKwjRg/gA/SD8pJeAc9PJ944on6yle+IrYHsyxEGPIjbeoTdEwOf38JKQYKdDQFAjDpaAqH9AMFjgEKMNkDEDZt2mT6IBQZsABAYMIHGCCB4MwaByJIOXbs2KFBgwYZGAAIbNy40Z5ZvkGRFfBAOPRAsNxKeAylDRw40IADy0Ddu3c3QAEIKisr0xVXXGHLNf/zP/9jNkoAJ5TPy0jZKCtpsAPnkksusXeAEvRacKRFmf23eYZ/gQKBAscEBQIwOSaaKRQyUKBjKeCSiAULFmjhwoU20aPAij4HwIE7k/y1116rESNGGMh4/fXXtX79en3+859vAhnz5883acVZZ51lgIZ4K1as0BtvvKGtW7ca0Onfv78t26CkCoDA8iughgtwgZ4IiqwAmT/84Q8WB5DhkhYoAYBhSzDhUJ4F+CApoR4AKi6ADCAquECBQIFjiwJB+fXYaq9Q2kCBDqEA+h+AhCVLlghwAZj44IMPTFmVHTUYNnvooYe0atUqAwCAjLlz5+qZZ54x4ACIAaQQd/Xq1U1LKoCXn//855o9e7a9JxyAgTS59+3b15RhfZmGyrEMM3LkSN18882aMmWK7cIBaAAyACdIYtBH+dznPte0kwdw4sCFsIAoLsBKcIECgQLHFgXC58Sx1V6htIECh50CTOhM+kg3mMgxUoZkhCUSHH7/+7//K5ZWABMs7/iED6BhqQaJxiuvvGKSC5RRWd5hB87SpUsFOPnlL39pSqosC3lcpBs4lofIG3CC1IQ8CHPSSSfpG9/4hgEdwI47yoekBKkMjmUdXGtbg/2dBQj/AgUCBY4JCgSJyTHRTKGQgQIdSwHAiS+B8Oy/M+8okqIjgh8AAvAAIEE59Z133tHTTz9tBtMADgCCN99805aFMHqGATXX+yAuQIgdM++9954BEdIAtBAPSYc/A3AefPBBM77Gks/w4cP1xS9+0XRLKEtwgQKBAl2PAkFi0vXaNNQoUOCgKOAgJBOgeEK8AzCgb8JyDFISpByAlccee0zz5s1TRUWFLb8g6WA5hvAotyIx+bd/+zfTGcFv/PjxOv/88w1kIOVAQkL6SEx4BoCQPiCFJRr8f/GLX+i73/2uvvCFL5jNEoANaQUXKBAo0PUoECQmXa9NQ40CBQ6aAoAArtYceiUABkAEDgCBVOSBBx7QnDlzTIoyYMAAW1IBYBCWOOzUAYBgPA0JyxNPPKFZs2bZ6cKADyQv5Ol6JCwPITHhXllZadISloe+973v6ROf+IQpuJJ3ACattVLwCxQ49ikQJCbHfhuGGgQKHBYKOCjhDrDgcj+e2QnDMgyAA8eWYJZWrrnmGlNmRXF20aJFYtcNW3nRRQGQnH766aavwnIN4WfOnGk2StiajJ8rtZIXIMWlM14G/Hr06KFp06YZYMEfB6gJLlAgUKDrUSAAk67XpqFGgQIHRQEHIW3dWZ7xd4AHQAqKq5dddplJO9hp8/zzz9t2XyQnAA523YwaNcr8XNkVkEFYByFISkjPdVCIB+jgIg+kJkhPkJBQBhzvACgBnBxUU4dIgQKdmgJhKadTN08oXKDAkaFeUjKUAAATOklEQVSAA46WufmyDXdshQAMAAmERyICOABwAEDOO+88W6pZs2aNdu7cadINgAVLOdgkQdLCHd0UQAbbfn0nDSAFB0jBkS55OfjAn2Ug8sQBSDyOeYR/gQKBAl2GAkFi0mWaMlQkUODgKQDwcMmFP/MbAMJvLoAE0gwc/jh+AxAAEeecc46ee+45sx4LOEFxlcP72EaMcuwJJ5xgzyjMjhs3zpaCSAPAAQABxJAnzw5MSNcvl7AQh/fBBQoECnRNCgRg0jXbNdQqUOCAKQAoYNcNkz7Kp4ARHP5INti6C0hA8kE4pCQsv/AeKQpABMNoWI5999139fGPf1x/8zd/o1tvvVV33nmnpcWOnk9/+tNmHI1lINLDEd/zww/g45IZ0idPJDNcvOMKyzhGuvAvUKDLUSCW8k+fLle1UKFAgUCBA6EAgMSXR5j0AQSABZdekBa/8Xdw0BIguHSDsC5dwV6J2z8B4HDmTiYQOZAyhrCBAoECXZ8CAZh0/TYONQwU2C8KADJ8icRBCRHd3yUa+0qMMA5aPA3SRK+Ed+iWAFj2J6195RPeBQoECnRdCoSlnK7btqFmgQIHRAHAQmuAwf1be9cyA8I4MAGQuOTFbY7we3/SaZlu+B0oEChw/FAg7Mo5fto61DRQoF0KtAVCkH7srwOYsKTDshDghN+ky7P77W9aIVygQKDA8UeB/ec2xx9tQo0DBY5LCrQl0WjLvyWRHNzgDyjBAWwc3Lhfy3jhd6BAoECgABQISzmhHwQKBArsQQGXcOzhmf5xoODEQUrmEs7+ptFa/sEvUCBQoOtTIACTrt/GoYaBAvtNgUxpRiaA2BdYyUyccL58g39mei4xyQwfngMFAgUCBVpSICzltKRI+B0ocJxSABDhVyYJWoKNzHctn90GiUtKPK6Hay19fxfugQKBAoECUCBITEI/CBQIFDAKABrc+TMA40DAhNsuyUyH+EhRPK1MSYyHC/dAgUCBQAGnQLBj4pQI90CBQIGmpZeW4AFw0dIvkCtQIFAgUKAjKBCASUdQNaQZKBAoECgQKBAoEChwUBQIOiYHRbYQKVAgUCBQIFAgUCBQoCMoEIBJR1A1pBkoECgQKBAoECgQKHBQFAjA5KDIFiIFCgQKBAoECgQKBAp0BAUCMOkIqoY0AwUCBQIFAgUCBQIFDooCAZgcFNlCpECBQIFAgUCBQIFAgY6gQAAmHUHVkGagQKBAoECgQKBAoMBBUSAAk4MiW4gUKBAoECgQKBAoECjQERQIwKQjqBrSDBQIFAgUCBQIFAgUOCgKBGByUGQLkQIFAgUCBQIFAgUCBTqCAgGYdARVQ5qBAoECgQKBAoECgQIHRYEATA6KbCFSoECgQKBAoECgQKBAR1AgAJOOoGpIM1CgFQoklt6h4bGYHYbHgXh7X+N04x2/06ylFUq2Ev/IeO3S6mdnaeY939YFsQt0x9Kqg8y2SkvvuKCVOrZW75Z+h5LvQRY3ROu6FNj1rL5dXq4L7lgs783Jijn6pwuG6+J73jqKY63rkvxQaxaAyaFSMMQPFNhPCmRP+KbeTjVq59zvqIw402doSyplJ/qmKldp7t2f0oZvfV5XTpymL97zRhMT3c/kD0MwwMSN+ven5ujnN/9Y8w8pxWJN+OY8pVLva+4tEyQN0/QZG6K6ep2b7hs0Y/owSRN0y9z3lUrN0zcnFB9S7iFyoMCeFKjQ/G/9UL9aukNKbtb8n9+hW+cXaGD3gj2DhV+dggIBmHSKZgiFOH4oEFdht54qbFnh4hGactO/6sEZX1WZ3tD9N/9jxERbhuvQ34CJP+u+2/5F3zcwcTgyy1e3PiX7mVCJ+nTL38+wIVigwH5SoHSyvj//Sd0+fb2+NbGHYlkDNXXBabp77gz99KrBCpPgftLxCAYLbXIEiR2yChTYNwVyNeDCq3SDiVNe0ZzXth4lMfOBgIl91yi8DRQ4+hSIq3jExfrmfcubJXbzbtNNU0YoyOWOfuu0VoIATFqjSvALFDhaFCjspj4uTql/Xj8e3kL/4saZ2riXrspw3ThzY1OJkxWLdd+3L27W77jg27rvqOqtNBXtIB7qVbF0pu64cVxTfcpv/InmrN7VIq2Nmnnj8KYwe+vvxBS7caYqPFayQktn3qEby52+F+vb9y1WRZvKPa3pzHxZMysSSla8qJ9Y+cbp5pnrm8HkXnmgQ/SUVld5Ji3SLP8nPbvL33lBP9Cz357YXK/hd2hp7VLd0bJftKqz1LJfLNXMO25UuYfN7Bemh+G0aO2+/2ntrUtF3BWt6Bx9WTM3Lty7Lm328QNLoyLRCp1aTTum4XcsVcJJHu5HnwKp4AIFAgWOKAUaltyeGialNH1GasseOTemKpfcmZrMO01I3TL3/VSq8d3UjJvGpqSy1OTbF6Uq0+EbN81I3VSWEc78G1OVK+9NTS8bm5p+5wupLY2pVHO4a1N3r6rZI7e2f1Smltw+OSVNTt2+xHNsO/S+33haw1LTZ2xoI+iG1Izpw1rJry61acZXU2WalrplxspUZcrrR72npb4zd1OqcY8Ut6eW3H5tRj6e9560SzVuSs39ziWpybfMSK2qhEhbUovunJ4qa0HjPZK2H14epTT5ztQS4qbeT8295frULf99a2p6WVlq2t0rozJ5u03+TmrGqp2pVGpnauXdN6XKaNvJ/5Kau6UunXxGmhqbumnGu3vUqXHV3alp1h+UKrtpRmqTV9jTV0u6Oi3T/SedS+OWp1PfmXxJmo5U+YXUndPpV5ekbl+yPZXaMiM1valcnoa3f1T2sbcvSTWkiNtOWoRp6p/p9FvSr+w7qbk705VpqkuLdto5N3XLXn08g15NbUCGPk6UKrtlbgqKm2vy3zPt5vLtTXOPGu5HjwJBYnL0sWEowfFKgTmP6Ym30l/+9nV9p7562Tc0X2Wa/J1b9fXJvaV4Lw0e3VtSoU4YWtYkeo6XjdE541jzmahJo7tHFExu1NO336H7x/1ffffvz1FZXIoPuFDf/v++o8mq1keVtccUpZObZ+sHf/sL6ZZv67tXjVKx4ioedYN+/iDKw0/r1n/9o15tkj5QtWKVDy1vpY6ZtEuq6tU/6l/vPUXf/+6VGlEMkcp05s036oYyFCTv0B9Xt0WnXPUbPCTSDzphsMqL40pu/ot+++ZU3XzzP+q+LVv01E2jFFe9Nj98u/72njzd8v1v6KoRpZJKNeqm2/Qgujvz79K//nZZWrk5I029oXvumqu3m4QmtXr7hedUPxnlYalw9GD1c47d1C9aqa55ZfQL7dCrv/2p7j3zG2k6UuWP6eYbL1OZHtO3/mmmVmxcr103XKfJZbmtJFiqUdd8Xp9auV7v70daq5NSvN9gjTbJ30ANLfcFk1wN+NgUXUQOF03U6NJ0ZZrqktlONGe5Rrbs48qgV7oNrMDxfhp7zmhTsr5o0kmC4pF/e+NntM4Z2y/omTi9Osndu3knKU4oRqDAcUSBint08+hukZg+q1wTr/6W5lx0u/40d74e/dFFBixap8YurX74fj3wdNPChAVLvj1Xd93zhoZddKqGNo3sUo246keal5qtb05IA5jWE+1kvrV6+6k/6J6KMo0bWd4EyKS4SideGOnhzP+t/rj4owMsd7VWzXtE8ytu1dRuWc1LJN2m6sdGznVatck3lbaTdNVbevhnf5BumqrhTfSWlFynp+5i2WioRg70SZm0emrixdNUpgrNv/NhLc5ctpn+U90NaHl6ph55dUeUcfJdvTCzv264/tR2CtLO68RazfvVY6r48VR182WcWJa6Tb01Wtpa/ra2jvp7/dlAVRtplU7RbXdfpbL9SGvTHmCxjfT2xztepO79fV1zXxGSqlr9uO5+4IV9Bcp4lzl+eqp7SXbGu/DYGSiQOZw6Q3lCGQIFjh8KZG4XTm+d3XLfN3XNvpTyqt7SzG9fry8tKtKZk01LtoleycqPtLbp17H+UKVNq9aZpKh/96I9v2hLT9Kki9hevENbd9QcYEW3a/3yjdKw27WkIb1Vu2nbMr+X6LYpSKjacfdfrfKS0br6geH6/IWD9ixf1RatWg7KaTnpxVU6emIkMaj4SDt2N4lGJJXrbAMtj+nOP74i5GjJt1/SzJOn6OxeOe0Upp3X76/X8rVUeYka9qhruv5bfqQpLr1oJykdcFp36erynGYAWH617m8vjwN6v0urZ35Pl33pRfU5c1z7MfcxftqPHEIcKQoEYHKkKB3yCRQ4JApUa8Oi+/Xty76pRZPu0KO3TdekE1r/mqx+f6eqDymvzhC5Rju2Ijmo1tYdu5sVSg9X0dYu1mvr2lqy2Y9Mpv9Jq5bcqckVt+qv/u/D2pyJMXbv0FaTvnykHZX7q1IZV7fJ0/Vv08pU8cBMPbP5Pb36yOua/JkJ6rYfxdmfIGvnvKZ1meXcn0hthNn/tL6kGVsamnfDbJmh6W2kecDeG17Ubw2kT9Rdj96qz086cR9J7P/42Uci4dURokAAJkeI0CGbQIFDo0CF5i/erUl3/U63mb7F3qnFS3oKOULFj3+l/21TT2LveJ3Tp4/Gnj+e2ujp51ZoW6uFHK/zx/Zp9U3bnj00eNwgSS/ogUde38uIXXL1Q/rJsx+0Hb3pTVwlp1+lr900VhX3/LN+8HDGbpx+Y3T+NKRZr+i5N95virHHw7QzNbZfiyWE+FBd/KWrVFYxU3c9cI9+N/8UXX76YVh+6zNY4+gYmctETYWp1er7ft3KbqCmAHs+HM609kz5wH/Nf0PvG0i/KtIV2mcK7Y+ffUYPL48oBQIwOaLkDpkFChwsBYZp+te+klakRM6/Wzu27ikXiQ8/W9fZhPgn3fylH2pm5pbaqsX6yR3zbYngYEtwZOPla/i5n9A0Mr3/D3oiE2jtWqNFc9ZK0z6hc4dnGmRLqHLH9naKWaiTxn8s0vP41s36aub23ao3dO9tb+vUiT3bSSP9Oj5I0/7PTZqM0urPZzYr4saH6NzrzpW0VvffNUcog0YuqV0rl2iOyjTturP31EuxAG7HpkJPf+dneuOq1sJ4Wm3cW+kXyh6s8VejQPuYvnXZ3+uOOavTgCypqrce0m2rhmni/i7lHGJaycod2tpG0Q/Ye/qX9PUmkE7b70vfqK3xcyBSrQMuYYhwkBQIwOQgCReiBQocHAWSqt75UbTUsmG9trSnKJjcpNfmrLJJbs6iNU3AIlmxQi+aHsMSLVqZVpaMj9BnfvQtTaZg82/V1SPTirUoPJb8UI0XnBbtVkiu18ybsQtyqe7ARPderlY736+UVKn3d7ay3NFu/MwEPa1qbVhXsZeEwkJWVWjdBkDWnvnFR1yjn959k8oE0LpNz1bUS8kKLb77Pj2gm3T3T6/RiLiUXH2PLo5drH+a87JefzG7WYqS/FDrVyL9yMw7rtLJX9WD3wHyvKH7v/UJjSxJK8GWTNMDoy/SmW1O0rVa99riSI/H2k4qnnBDZCV3/u365q+WpOuXrxGf+YHunj5Wevp7+tL35ph9lGTFAt1936PS9Fv108+MSOul1Gvb+ndVvXWHKgEwpeP1mW9cIulcXXfuEMW1QysXLTEyVa9cr20Ocpr6RWbdIE8r/UK9Nfnrt+o76CRV3K9vTRupElOCzVLJ6D9p9NXjm3exkNP/394dq7YNxHEc/+cFuns29AU6dsnSPIY7eiyE4jfopGcQZA96gqDRlIIohLi47mBoKAoJ7dBmKKnb/stJutNZct3ccDhJv4FEwvH97+5zMhy28ovd+MlnmX/80vkY7Xa1fi9PxewdRT7JsrQ3E/+Qi9lbOTMPnxQytzf/urlU02x//LyS5bR715S3Bms1LmU2nfdeJ+JqrzuJuw9oLtPZZWeO7RA425HA7v5SmZ4R+L8EXH5Jk0sh9tjLM2lcVoUmQ5PZ4X2PMj23OSjucT/L4kbLItOkyqio2w1GiR7nC5eB0mY++BkTps+Vltl4vT/TxzDRwgRY2C+XDdFtb59gjjZDxBt7NV5/rDYvo/scm59h6nzVRZ7qZH/QjGug+5NU8yobpO7Pz6QYpWd6/bd5+M6/Si2OJk1mjKgMRppkRZX94s+iPd80n7Fm5crL7DDz8MZ+vdA89foweSxpXmenVIW7NZt6JrvkINXFzYb1N2vxfcPj/7wuTP7IGz2aHLj1NddFVpRruSlVnom7ruy61ONqLbbX6l/nZs3fNdk4tqY5jjU7f92/xnv926yRrteWGmatb/36ER02GS3+HDnfncCe6XpHeyK6RQABBBBAYIvAN/lwksqr54cyPSzk/csn0rkzZ0tbfnVfBfgo576uHONGAAEEHrzAI3n87EUVqsf/AX7wi+0myMbEUXCCAAIIIHD3BOr8l6d3b2CMKJIAH+VEgqUsAggggAACCIQL8I5JuBktEEAAAQQQQCCSABuTSLCURQABBBBAAIFwATYm4Wa0QAABBBBAAIFIAmxMIsFSFgEEEEAAAQTCBdiYhJvRAgEEEEAAAQQiCbAxiQRLWQQQQAABBBAIF2BjEm5GCwQQQAABBBCIJMDGJBIsZRFAAAEEEEAgXICNSbgZLRBAAAEEEEAgksAf7OzIdtXlnJIAAAAASUVORK5CYII=)
При этом часть проблем будет лежать непосредственно на осях, часть - на пересечении предметных компетенций, в пространстве между осями. Обозначив круг проблем, которые на данный момент может решать студент,
мы получим
представление
о
его
«зоне актуального
развития».
Для развития своих математических способностей и усвоения знаний каждый студент должен уметь преодолевать
трудности в своей «зоне ближайшего развития», которая выходит за рамки его возможностей.
«Зона ближайшего развития» - это расхождение между уровнем актуального развития (оценивается трудностью самостоятельно решаемых задач)
и уровнем потенциального развития (каких результатов можно достичь в процессе подготовки). Именно благодаря стремлению к расширению своей «зоны ближайшего развития» происходит динамичное развитие студента - будущего инженера.
Решение любой математической задачи
включает три основных этапа: формализация проблемы (операция А-формализация – составление математической модели), конструирование решения (операция
В- конструирование – выбор метода решения), исполнение решения (операция С-исполнение). Студент должен уметь делать все эти операции в комплексе, т.е. обладать
АВС способностями. Степень развития АВС способностей и глубина знаний, используемых при решении той или иной проблемы, у каждого человека различны. Соответственно, можно утверждать, что «зона ближайшего развития» студента и его эффективность в решении проблем тесно связаны: чем выше значения этих параметров, тем больше вероятность того, что студент сможет решить задачу.
Каков процесс организации среды развития студента? Прежде всего необходима грамотная организация деятельности по решению учебных проблем, управление этой деятельностью, наличие соответствующих ресурсов. В качестве регламента управления выступает учебная программа, где должны быть представлены все профессиональные компетенции, которыми должен овладеть обучающийся, а также прописаны все временные ограничения для приобретения и усвоения необходимых знаний. Управлением деятельностью по разрешению проблем, консультированием и администрированием занимается преподаватель. В качестве ресурсов, необходимых для деятельности по решению учебных проблем, выступают база учебных проблем – задачник и база знаний (теоретический материал).
Аналитической геометрии в технологическом университете с учетом требований ФГОС ВО отведено всего восемь часов практических занятий, включая часы на проведение контрольной работы. Как организовать учебный процесс, чтобы успешно освоить достаточно большой объем тем, а именно: прямая на плоскости и в пространстве, плоскость,
кривые и поверхности второго порядка?
У студентов, поступивших на технологические специальности в университет, достаточно скромные знания школьного курса математики. На первых порах они с трудом соотносят теоретический материал с практическим, Первая контрольная работа - по теме «Линейная, векторная алгебра». Ее результаты позволяют судить о «зоне актуального развития» каждого студента. Как правило, данная зона достаточно узка. Какие меры нужно предпринять для ее расширения? Прежде всего, необходимо грамотно сформировать базу учебных проблем. На первых порах предпочтение нужно отдать задачам типа А и С (формализационно – исполнительские задачи). Знание формул гарантированно дает положительный результат. Затем конструктивно – исполнительские задачи (задачи типа В и С), требующие выбора определенного способа решения поставленной задачи. И завершают базу учебных проблем формализационно – конструктивно – исполнительские (АВС) задачи, самые сложные для студентов: постановка задачи, выбор решения, вычисления. Данные задачи
легко решаемы, если студент
в совершенстве овладел навыками решения задач типа В и С. Но это далеко не простая задача. Для активизации работы студентов устанавливаются временные рамки решения задач. Допустим, преподаватель решает данную задачу за две минуты. Многолетний практический опыт показывает, что студент эту же задачу решает за время, в пять раз большее (t эксп). Соответственно, к этому пределу
он
и должен стремиться. На практических занятиях преподаватель предлагает перечень задач с указанием времени решения. Часть из них решается на занятии, оставшиеся – самостоятельно в виде домашней работы. Проверка домашнего задания обязательна. Конечно, при этом на преподавателя ложится дополнительная нагрузка. Но, как правило, проверять приходится только у слабо
успевающих студентов, и только на первых порах. В дальнейшем эта необходимость отпадает.
Такой подход существенно активизирует работу
студентов. Количество задач, решаемых на занятиях в университете, увеличивается примерно в полтора раза.
Варианты контрольной работы формируются аналогично. Для студентов наиболее трудными являются задачи с
элементами формализации. Поэтому таких задач в контрольной работе
должно быть не более 40%. Приведем
вариант контрольной работы по аналитической геометрии.
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)
Номер задачи
|
Трудоемкость
(мин/раб)
|
1
|
5 мин.
|
2
|
10 мин.
|
3
|
10 мин.
|
4
|
10 мин.
|
5
|
15 мин.
|
Сумма
Среднее
|
50 мин.
АВС=50/5 » 10
|
Путем экспертной оценки за каждую задачу (max 5 баллов) установлены баллы по способностям: А – формализационные, В – конструктивные, С – исполнительские (табл. 1):
Таблица 1.
№ задачи
Способности
|
1
|
2
|
3
|
4
|
5
|
А
|
2
|
0
|
0
|
0
|
2
|
В
|
0
|
3
|
4
|
3
|
2
|
С
|
3
|
2
|
1
|
2
|
1
|
Качество решаемых задач оценивается преподавателем от 0 до 100% и переводится в пятибалльную шкалу. Например, по оценке преподавателя студент решил комплекс задач контрольной работы на 80 %, т.е. его оценка контрольной работы КР = 0,8.
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)
Представленная модель организации управления математическим развитием направлена на повышение АBC способностей студента и, следовательно, на повышение его деятельностного потенциала. Подобная оптимизационная стратегия управления развитием студента позволяет преподавателю достичь основной своей цели: построить эффективную стратегию продвижения студента для скорейшего усвоения материала через зону ближайшего развития.
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в метрическом компетентностном формате // Международный электронный журнал “Образовательные технологии и общество (Education Technology & Society)” – 2014 – V.17. – № 4. – С. 636
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