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AggggEAOAgRwDui0RAABBBBAgADmHUAAAQQQQCAHAQI4B3RaIoAAAgggQADzDiCAAAIIIJCDAAGcAzotEUAAAQQQIIB5BxBAAAEEEMhBgADOAZ2WCCCAAAIIEMC8AwgggAACCOQgQADngE5LBBBAAAEECGDeAQQQQAABBHIQIIBzQKclAggggAACBDDvAAIIIIAAAjkIEMA5oNMSAQQQQAABAph3AAEEEEAAgRwECOAc0GmJAAIIIIAAAcw7gAACCCCAQA4CBHAO6LREAAEEEECAAOYdQAABBBBAIAcBAjgHdFoigAACCCBAAPMOIIAAAgggkIMAAZwDOi0RQAABBBAggHkHEEAAAQQQyEGAAM4BnZYIIIAAAggQwLwDCCCAAAII5CBAAOeATksEEEAAAQQIYN4BBBBAAAEEchAggHNApyUCCCCAAAIEMO8AAggggAACOQgQwDmg0xIBBBBAAAECmHcAAQQQQACBHAQI4BzQaYkAAggggAABzDuAAAIIIIBADgIEcA7otEQAAQQQQIAA5h1AAAEEEEAgBwECOAd0WiKAAAIIIEAA8w4ggAACCCCQgwABnAM6LRFAAAEEECCAeQcQQAABBBDIQYAAzgGdlggggAACCBDAvAMIIIAAAgjkIEAA54BOSwQQQAABBAhg3gEEEEAAAQRyECCAc0CnJQIIIIAAAgQw7wACCCCAAAI5CBDAOaDTEgEEEEAAAQKYdwABBBBAAIEcBAjgHNBpiQACCCCAAAHMO4AAAggggEAOAgRwDui0RAABBBBAgADmHUAAAQQQQCAHAQI4B3RaIoAAAgggQADzDiCAAAIIIJCDAAGcAzotEUAAAQQQIIB5BxBAAAEEEMhBgADOAZ2WCCCAAAIIEMC8AwgggAACCOQgQADngE5LBBBAAAEECGDeAQQQQAABBHIQIIBzQKclAggggAACBDDvAAIIIIAAAjkIEMA5oNMSAQQQQAABAph3AAEEEEAAgRwECOAc0GmJAAIIIIAAAcw7gAACCCCAQA4CBHAO6LREAAEEEECAAOYdQAABBBBAIAcBAjgHdFoigAACCCBAAPMOIIAAAgggkIMAAZwDOi0RQAABBBAggHkHEEAAAQQQyEGAAM4BnZYIIIAAAggQwLwDCCCAAAII5CBAAOeATksEEEAAAQQIYN4BBBBAAAEEchAggHNApyUCCCCAAAIEMO8AAggggAACOQgQwDmg0xIBBBBAAAECmHcAAQQQQACBHAQI4BzQaYkAAggggAABzDuAAAIIIIBADgIEcA7otEQAAQQQQIAA5h1AAAEEEEAgBwECOAd0WiKAAAIIIEAA8w4ggAACCCCQgwABnAM6LRFAAAEEECCAeQcQQAABBBDIQYAAzgGdlggggAACCBDAvAMIIIAAAgjkIEAA54BOSwQQQAABBAhg3gEEEEAAAQRyECCAc0CnJQIIIIAAAgQw7wACCCCAAAI5CBDAOaDTEgEEEEAAAQKYdwABBBBAAIEcBAjgHNBpiQACCCCAAAHMO4AAAggggEAOAgRwDui0RAABBBBAgADmHUAAAQQQQCAHAQI4B3RaIoAAAgggQADzDiCAAAIIIJCDAAGcAzotEUAAAQQQIIB5BxBAAAEEEMhBgADOAZ2WCCCAAAIIEMC8AwggMFIC46vWn6JaO1FU0pFarKTLqIhvtnhe2lp1YUlXyGxsAjgzWgojgEAeAn4j3ioi++fRm547F2iLbZlvhsvwubMAAcwbgQACIyMw3ohPr4mcNTILjdAiJvKmtBm8a4RWGngVAnhgQgoggEARBO77hvP3vffC9l8VYRZm2LnAttote28957Tf4vMnAQKYNwEBBEZCwKtH/6yqLxqJZUZ0CTP5p7QV/P2IrtfzWgRwz2RcQACBogksWzXzmLGa/XvR5mKeuwtYrfao9JyV38aGXwHzDiCAwAgIeI3oOyr6yBFYZeRXMJNvpq3g0SO/aBcL8ivgLpA4ggACxRUYX7X+FbVa7eLiTshkdxUwsZelzfAjVZchgKv+BrA/AiUX8Brx71Rkz5KvUanxzeSmtBXct1JL72RZArjqbwD7I1BiAb8ev1tUXl/iFSo7upm9M22Fb64sAJ+CrvKjZ3cEyi2w//S6g3cfG7u+3FtUe/qF7Ta+JQ43V1WBXwFX9cmzNwIlF/Aa8SdV5FklX6PS45vY5WkzPKGqCARwVZ88eyNQYoFlq+JjxmpyZYlXYPTbBNqqT55fO/XVKoIQwFV86uyMQMkF/Eb0IxE9vORrML6ImNm1aSt8SBUxCOAqPnV2RqDEAuOr4lNqNXlPiVdg9LsImNhr02Z4QdVgCOCqPXH2RaDkAn4jtpKvwPh3D+CFtBkurRoMAVy1J86+CJRYwG9E54roqSVegdF3IWBiUdoMp6sERABX6WmzKwIlFjhg1XsetFtt8f+VeAVG7yCwsLB4/y3Rqp9XBYoArsqTZk8ESi7gN+INInJsyddg/HsQMJEvpM3gaVVBIoCr8qTZE4ESC/iromdKTf+lxCswepcC7bb87fy64HNdHi/1MQK41I+P4RGohoBfjzaK6qHV2LbaW5rIdWkzOKwKCgRwFZ4yOyJQYoHxRrS6JnpOiVdg9B4FzGxV2grX93itdMcJ4NI9MgZGoDoCh0yvu1d7bOz31dmYTW8XSG7aYze58KTtoyxCAI/y02U3BEou4DfiD4rIK0u+BuP3IWBi70+b4Wv6uFqaKwRwaR4VgyJQLQF/1cwjpGbfrdbWbHtHgcXF2l9uXr/yB6OqQgCP6pNlLwRKLuDX46+LylElX4PxBxAws6vTVvikAUoU+ioBXOjHw3AIVFPAb8QvFJGPVnN7tr6jQNv0+fOtqY+PogoBPIpPlZ0QKLmAX49+Kar7lXwNxncgYGJb0ma4zEGpwpUggAv3SBgIgWoL+PXoTFF9a7UV2P6OAmZ2etoK3z5qKgTwqD1R9kGgxAJ+vXmA6NIbSrwCo2ck8PuF9r6/jqZ/nVH5XMoSwLmw0xQBBHYm4NejS0X1BeggcFcBM7kkbQUvHSUZAniUnia7IFBiAX/1+seJ1b5W4hUYPWOBRbHHbG6G/5Fxm6GVJ4CHRk0jBBC4JwG/Hv+nqDwMJQR2JWAm30lbwZGjIkQAj8qTZA8ESizgN6J/ENEPlHgFRh+SQNvkFfOt4B+H1C7TNgRwprwURwCBbgT8enyLqOzezVnOVFvAxH6XNsO9RkGBAB6Fp8gOCJRYwG/Ea0WkUeIVGH3IAmZydtoK3jjkts7bEcDOSSmIAALdCvinRctlUee6Pc85BG4X2FarHbz1nJVJmUUI4DI/PWZHoOQCfj36tKg+veRrMH4OAmb2ybQVPieH1s5aEsDOKCmEAAK9CPirZ/5GzP61lzucReCOAovSPmZzc/pLZVUhgMv65JgbgZIL+PXoJ6L6gJKvwfg5CpjJj9JW8Bc5jjBQawJ4ID4uI4BAPwJ+PV4pKjP93OUOAncUaKuePL926r1lVCGAy/jUmBmBUguY+o2ZdqlXYPhCCSTNoJRZVsqhC/XkGQYBBHoS8BvR+SL6up4ucRiBexBom5w73wqmyoZEAJftiTEvAiUW8F6//i+0XfufEq/A6AUV2K7yoBvWBj8p6Hg7HYsALtPTYlYESi7gN6KrRPQpJV+D8QsoYCJfTJvBcQUcbZcjEcBlelrMikCJBfz6+meL1q4o8QqMXnCBxbY9Y/O68DMFH/PP4xHAZXlSzIlAyQX8RrxJRPySr8H4BRYwkY1pM5go8Ih3Go0ALsuTYk4ESizg16M3iOq7SrwCo5dEoK2yen5t0CzDuARwGZ4SMyJQYoEDTz5vr6V7Lvy2xCsweskEkr32vpeseeUtRR+bAC76E2I+BEou4NfjD4nKy0u+BuOXSMDELkqb4auLPjIBXPQnxHwIlFjAq8d/pSrfLvEKjF5SgYW2PnzLuqn/KvL4BHCRnw6zIVByAa8RXaOijy75GoxfSgH7etIMH1/k0QngIj8dZkOgxAJefeYlqvaREq/A6CUXWGzbCzevC/9vUdcggIv6ZJgLgZIL+I3o1yJ635KvwfjlFvhl0gwOKOoKBHBRnwxzIVBiAa8evU1V31LiFRh9RATaZmfMt8KzirgOAVzEp8JMCJRYYFnjvQeNybbNJV6B0UdM4ObFxf1vWr/qV0VbiwAu2hNhHgRKLuDV48tU5YSSr8H4oyVwadIMXlS0lQjgoj0R5kGgxAJePXqiqn61xCsw+ogKLLTlcVvWBd8o0noEcJGeBrMMVcBbP/FIrelVC6pP3jJ1XaH/vOBQYQZo5jXiH6jIQwYowVUEMhKw/0ya4SMyKt5XWQK4LzYulV3AjybfICp//tnEbbPXz4dza8u+V57ze43oRBW9MM8Z6I3APQm0RV413wwuLooSAVyUJ8EcwxFYI0u8fSY3qMqT797Qrkqm5laIig1nmNHq4tfjbaKydLS2YpuREjD7Q9IK9yzKTgRwUZ4Ec2QuMB5PHF8T/WynRmby1DSc/ddO5/j7/yvg1aN1qjqNCQKFFzBbm7TC1xdhTgK4CE+BGTIX8KLJWFWmum1kZuvTcG5Vt+erfG5Z49z7jUn751U2YPeSCbQXlifr6r/Ie2oCOO8nQP9MBfabOfiQ3W3pBhV5cK+NzOza7SYrtk7Ppb3erdJ5rx59TlWfVqWd2bX0Ap9OmsEz896CAM77CdA/MwF/ZuJVYnrRoA3abXnl/PTshwatM4r3vdXxU9Xk86O4GzuNuoCuSJpTV+a5JQGcpz69MxPw48kdP4D97xw2uDQJZgv3B/kd7tdXKa8e/UxVD+vrMpcQyFPA5MdJKzg8zxEI4Dz16e1cwDv30CN1cWyDqOzjvLjZr8xkRTo9913ntUtY0GvMhCq2voSjMzICtwnYyqQZvicvDgI4L3n6Ohfwook3qeo7nBe+a0GTNybh7NmZ9ylygzVrlvg377u9yCMyGwLdCCTNILcczK1xNzCcQaArgTWy221/tveJXZ13cMhMvpL+enaFrJEFB+VKV8KrxxeoymtKNzgDI3C3/6C285NWeEoeMARwHur0dCawLFr+9DGtfdpZwR4LtcX+dj6Y+1yP10p9fHx63f+pjY39d6mXYHgE7ihQswcn54T/b9goBPCwxennTMCPJs4V1VOdFeyzkJnMpOFs0Of10l3zGvFXVORJpRucgRHYlYDJVUkrOHbYQATwsMXpN7CAH/nLRXfbICIPGriYowIm8qM/6vYVv5radL2jkoUs462OnqemHy/kcAyFwGACz06awb8MVqK32wRwb16czlnAiyderaLvz3mMXbdX+4dkau6DhZ1vwMG8ejSvqssGLMN1BIonYLYpaYWHDHMwAniY2vQaSMCLJy5T0TJ80fvHkmD2BQMtW8DLXiN+s4q8vYCjMRICjgTsDUkzfLejYh3LEMAdiTiQt8D4zCF/rbZkx4+T3DvvWbrub/JrG1tcka78xbe7vlPgg/utnNl7j93tNwUekdEQcCNw0x73Ti486fduit1zFQJ4GMr06FvAiybeoqpv67tAzhfN7M1pOPfOnMcYuL3XiP5JRV86cCEKIFB0AbMPJa3wlcMYkwAehjI9ehe4eHIP7ybboKKP7/1ysW6YydW3/ZnhbcWarLtpxqdn/ro2Zv/R3WlOIVB+AdP2X6VrpzP/iXcEcPnflZHbwI8Ofabo2FA/jTgMxEVrP2NzuPEzw+jlsofXiL6loke6rEktBAotYHJN0goem/WMBHDWwtTvScCPJs4T1ZN7ulSmw2bvScK5lWUZeXx19Pc1038sy7zMiYBDgZckzeCfHda7WykCOEtdanctML5+crKmtkFUH9D1pfIe/LHYthVJmGws+gpeI7pJRe9T9DmZD4EMBG5MmsF+GdT9c0kCOEtdancl4MXLX6NSu6CrwyN0yMROTIO5DxR1Ja8Rv1NF3ljU+ZgLgSEIvC1pBm/Nqg8BnJUsdbsS8KKJy1X1uV0dHsFDJvbxNJh7ftFWOyBc7+22pJYUbS7mQWDYAu0/6kHz507dkEVfAjgLVWp2FFg2M/mYmt36Kee9Oh4e8QMmcpPpwor5qeu/WZRVvUb8CRV5TlHmYQ4E8hOwy5Jm+HdZ9CeAs1Cl5j0KjEfL31rT2pkw3VnAzE5Pw7ncf9LU+Kr46FpNvsTzQQCBPwmY6hPTtVP/5tqDAHYtSr1dCvgX+HvKLUs3iOhRMO1cwMS+lu6tK+SVs7fkZeTV42tV5Yi8+tMXgeIJ2PeTZvgw13MRwK5FqbdTAX/95LOlJlfA06WALT4rCX/xqS5POzvm1ePXqsp7nRWkEAIjImAmJ6atwOmHJgngEXk5iryGF0++V0VeW+QZCzmb2flJOHfKMGfzGtGiitaG2ZNeCJRDwLYlzXB3l7MSwC41qXUngYPWLT9srKYbVPUwaPoUMPtp23TF/PTsbJ8Vur423og/WhN5YdcXOIhAxQRM5CNpM3iZq7UJYFeS1LmTgBdPvlaF/5Xp6rUwaZ+UBhsvdFVvV3W8evQz/oMpa2Xql1LA5MdJKzjc5ewEsEtNat0q4EWTV6jKs+FwK2Bmn0jDuee5rXrnat7q+Klq8vkse1AbgXIK6IqkOXWly9kJYJeaFa91UDxx1JjIjj/bu2fFKTJb38Rubquu2Dw1e01WTbxG/FkVOT6r+tRFoHQCZp9KWuGzXM9NALsWrWg9P5o8U1Qy+5FtFWXd5dpta58xH248KwuX8XD9ZG1J7bosalMTgTIK3FLTQ391ztT1rmcngF2LVqzegecduNfShXtvEJHHVGz1Aqxr35A9tq9ITkp+73oYrx6tU9Vp13Wph0DpBMzWJq3w9VnMTQBnoVqRmt7MxHPV9PKKrFvcNdvynGR69pOuB/Tr8TZRWeq6LvUQKI2A2R+SVpjZb6kRwKV5E4o1qBdPXqAirynWVNWdxkTelwazr3Mp4DWiE1U0809eu5yZWgi4FGiLvGq+GVzssuYdaxHAWcmOaN0D1x3ygCW1JRtUZXJEVyztWmb288W2rdiyauPPXS3h1aPvq+pDXdWjDgKlETD5XtIKHpnlvARwlrojVns8mji5pnreiK01cuuYyOvSYPZ9LhbzVs88Qc2udlGLGgiUSWBB2kdtaU7/e5YzE8BZ6o5QbT+a/BdReeYIrTTSq5jJJ9Nw1snXCXr1+DJVOWGkwVgOgTsLXJo0gxdljUIAZy1c8vp+tPzxorUdn3Leo+SrVG58E/v9osiKLcHcNwZZflnjvQeNybbNg9TgLgJlErh5cXH/m9av+lXWMxPAWQuXuL4XTbxNVd9S4hUYfYeAyVlJOHvGIBhePeJdGASQu6URaJudMd8KM/kz9ndFIIBL81oMb9D9Zvbbe3fbe4OK/PXwutIpY4Frti/53YobTrnh5n77+PXoRlHdp9/73EOg6AJmtjVthQcOa04CeFjSJekzPrP8hJrVLivJuIzZo4CpPS+dmvtEj9duPe434heLyCX93OUOAmUQaIu8YL4ZfGxYsxLAw5IuQR8/mvyYqDy/BKMy4gACZvbRNJzbEaY9/+U1omtU9NE9X+QCAoUXsK8nzfDxwxyTAB6mdsF7edHyd6nW3lDwMRlvQAGzxben4S9O76eMV4//SlW+3c9d7iBQZIGFtj58y7qp/xrmjATwMLUL3uug6H7LlqjNF3xMxhtQQMe2H7Dp1E2/7LeMX48/JCov7/c+9xAomoCJXZQ2w1cPey4CeNjiBe/nxxNfF9GjCj4m4/UpYCZXp+Hsk/q8fuu1ZY219x6T3fr+MNcgvbmLQBYCyR91Dzl36o9Z1L6nmgTwsMUL3s+LJqdVZV3Bx2S8vgXaU0mw8dy+r9920W9Ep4no2YPW4T4CeQu0zRrzrbCVxxwEcB7qBe7pR/5y0d3mCjwiow0gsK22ePDWlb9IBijx56t+I96048PRLmpRA4E8BExkY9oMJvLovaMnAZyXfIH7etHEt1T1yAKPyGj9CVyTBLOP7e/q3W/59fXPFq1d4aoedRAYtsBi256xeV34mWH3vb0fAZyXfIH7+tHkaaLC/14s8DPqZ7Rb/1dbOOf0f7X5jegqEX1KP/NwB4E8BUzki2kzOC7PGQjgPPUL2nvHVw4uHVvyk4KOx1h9CrTbcr/56dnZPq/v9JpfP/fBou0fuqxJLQSGIbB9cfGBN6xf9dNh9NpVDwI4T/0C9/aiye+rCt8DW+Bn1Nto9r0kmMvku039enSeqJ7c2zycRiA/ARObSZthkN8Ef+pMAOf9BArafzxa/taa1s4s6HiM1aOAmb05Defe2eO1Lo+b+o2ZdpeHOYZA7gJJMyhE9hViiNyfBgPcTWB8ZvkRNatdC81oCGwb23741lM3/Tirbfx6vFJUZrKqT10EXAm0VU+eXzv1Xlf1BqlDAA+iN+J3/WjyR6Jy+IivOfLrmdm1aTj3kKwX9RvxjoB/YNZ9qI9AvwIm9sO0GR7R733X9whg16IjVM+LJt6hqm8aoZWquYqD7wPuBs6vRytE9YvdnOUMAnkItNvylPl1wZfz6L2zngRwUZ5EAefwZyYeIabfLeBojNSDwGJt4S83r7z+Bz1c6fuo34g/JSLP6LsAFxHISMBErkibwXMzKt9XWQK4L7bqXPKiyetUZbI6G4/YpmY/TcK5of1vYf+0aLksKj9JbcReo1FYZ1utdvDWc1Y6+SlwrjwIYFeSI1rHjyfWimhjRNcb+bVM5Ow0mH3jMBf1G/FaEeGdGSY6ve5RwEzOTlvBUP856OaREMDdKFX4zLJo8tFjKtdUmKDUq5u0j0yDjd8Z9hJ+I/6DiOwx7L70Q+CuAmZyc9oK7lNEGQK4iE+lYDP58cQmEeWH7hfsuXQa59YfNB/M5vKD5v1VM6+Sml3UaUb+PgJZC7TVXj6/Nvxw1n36qU8A96NWsTvj8cRMTXRlxdYu/bpmtj4N51bltYjfiL4nog/Pqz99ETCxb6fN8FFFlSCAi/pkCjSXFx36RNWxrxZoJEbpQmBB7HFbgrlvdHE0kyP+6vWPE6t9LZPiFEWgC4FFscdsbob/0cXRXI5UPoBn3uq9xFSeKKaF+nRcz2+Dqq/WvnrqrPSSnu92ccGLJm5Q1QO6OMqRAgiYyHwazHp5j+LXo0tF9QV5z0H/6gmYySVpK3hpkTevfADHZ3gXSFsOl5o+qcgPqtNs2ravWE1+HJyZntTpbD9/34sm36cqmdTuZx7udBKw85Jg7tROp7L++we/8T372/bFrVn3oT4CdxX4w9ge+9z47pN+U2QZAvit/hmisqbID6nr2UzODM5KMtnFn1l+rFhtQ9ezcDBXgXZbjp6fnv1KrkPc1txvxDveyTOKMAszVEPARN6SNoN3FH1bApgA7vod9aLJm1SlkB/n73qJShy0G5Ngbr8ireo34h2/Ct6/SDMxy2gKmNnmtBWOl2E7ApgA7vo99aPJi0XlFV1f4GAuAib2gTSYOzGX5rto6jfiF4rIR4s0E7OMpkDb9PnzramPl2E7ApgA7vo9HY8njq+JfrbrCxzMR0AXj0umflG4L0Xw6/HXReWofFDoWgUBM7s6bYWl+TwPAUwA9/TPpR9P3iIiu/d0icNDEzCz36Xh3F5Da9hDowNXr3/4Uqt9r4crHEWgJ4FFkYdubgb/3dOlHA8TwARwT6+fF09coqIv7ukSh4cmYCYfTsPZlw+tYY+N/Hp8kai8qsdrHEego4CZXJi2glL9SQ0CmADu+GLf8YAXTzxHRT/R0yUOD01gUdvP3Dy18dNDa9hrozUX7+HffNOOnxPNXwg4FUj2unGprFmz4LRoxsUIYAK451fMjyet50tcyFzAzBbScG5p5o0GbDDeiFbXRM8ZsAzXEfizgJmtSlvh+rKREMAEcM/vrBdPXKaiJ/R8kQtZC1yaBLMvyrqJi/p+Pdooqoe6qEWNaguYyHVpMzisjAoEMAHc83u7LJp8wZjKpT1f5EKmAmZ2QhrOXZ5pE0fFlzVmnjEm9ilH5ShTYYG2tY+fb01/vowEBDAB3Pt7u0aW+PtObu/9IjeyFEiC2VL98+zVoy+q6oosTag92gJm9vm0FR5f1i1L9Q9sFsgxAdwXqx9P7vjVyzP6uswl5wImdkUazD3XeeEMCx64On7gUpMfZ9iC0iMusCi1wzY3V15X1jUJYAK4r3fXi5e/TKVWyC+57muhsl9qy4uT6dnS/aQpvxGdK6K5f2lE2R9/Fec3sShthtNl3p0AJoD7en/9C/w95ZbdftfXZS45F0hunN1d1sg254WHUNBvxHyqfgjOo9TCxBbSZlj4T/x3MieACeBO78gu/74XTX5BVY7ruwAXHQnYZ5Ng7umOig29zHg9Ormmet7QG9OwtAJmclLaCi4s7QK3DU4AE8B9v8NePPFqFX1/3wW46ESg3ZZXzk/PfshJsZyKePX4h6ry4Jza07ZEAiby32kzeGiJRt7lqAQwAdz3e3zf85fve+/ttV/1XYCLTgS23XLz3ltP2/pbJ8VyKrKssf4pY1K7Kqf2tC2RQFv1yfNrp75aopEJ4F0J8CnowV5jP574kogePVgVbvcrYCYb0nD2b/q9X6R7XiP+pIo8q0gzMUuxBEzs8rQZjswPAeJXwPwKeKB/wsajCX7/biDBwS6btE9Kg42l/72wHQr7T687ePexsesHE+H2KAssbLfxLXG4eVR2JIAJ4IHe5YOi+y1bojY/UBEu9y2gY9sP2HTqpl/2XaBgF8cb0dk10dMKNhbjFEDARN6RNoDY1h8AAAzuSURBVIO3FGAUZyMQwATwwC+TH098XUT5ovWBJXsrYCZXp+Fsab58vNvtvEZ0s4reu9vznKuCgP0maYb7jNqmBDABPPA77UWT06qybuBCFOhRoD2VBBvP7fFS4Y+Pr1r/ilqtdnHhB2XAoQmY2MvSZviRoTUcUiMCmAAe+FXzW/6hsmS3jQMXokBPAtva5m+dnkt7ulSSw14j+o6KPrIk4zJmhgJm8s20FTw6wxa5lSaACWAnL58XTXxLVY90Uowi3QhckwSzj+3mYBnPLFs185ixmv17GWdnZrcCVqs9Kj1n5bfdVi1GNQKYAHbyJvrR5GmicraTYhTpKNA2a8yHc62OB0t8wGvEl6jIi0u8AqMPKGBiH06b4csHLFPY6wQwAezk5Txw3SEPWDq25CdOilGko0C7Lfebn56d7XiwxAf2Cdfvs+eS2o0lXoHRBxTY/vsl97nh/FNuHrBMYa8TwASws5fTiya/ryoj8SPinKFkUsi+lwRzlfj90fFGfHpN5KxMGClaaAETeVPaDN5V6CEHHC7XAD7v4GOOXjB9v7TtxGD+qi8PuEtf1/lJWH2x7fTSeDxxek2Uf1m6I91ppVv/xRTMjvS/mO64uNeIt6jIgRmzUr5IAmZp0gr9Io2UxSy5BnDsHftZUTleTD4XpFf+bRYLdqpJAHcS6v7vj88sP6JmtWu7v8HJfgS2jW0/fOupmyrzRfbjq6Ln12r6sX6suFNOARN5btoMrijn9N1PnVsAx/4xLxTRO3yBuL0oSK66tPvR3ZwkgN043l7FjyZ/JCqHu61KtdsFzOzaNJx7SNVEvEZ8tYo8oWp7V3Jfky8nreApVdg9xwA+9ocid/r6sR8FyZV/MWx0AtituBdNvENV3+S2KtX+LGByVhLOnlE1kWXT5z50bKz9/artXcV9rdY+Ij1nekc+jPxfuQRw5B3zJlV9x111zezNYXrVO4epTgC71fZnJh4hpt91W5Vqtwss1hb+cvPK639QRRGvHr9fVV5dxd2rsrOZvC9tBa+ryr5DD+CZg592iNn2n4nIbjtB3qa69P5Tmz4/tG9EIYDdv+pePPFzFb2f+8qVr/iTJJh9UGUV1qzZzb953z9Wdv8KLJ7sdeOYrFnTrsCqt6449ACO/RUfELF/2DWwXhQkG4b2X7kEsPtX3Y8n1opow33lalc0kbPTYPaNVVbwGvEqFRnpH0BS3edrQdIMZ6q0/1ADeGZ8xZOs1v6IiB6ya2S7Xtu1l07Nb/jqMB4EAexeeVk0+egxlWvcV652RZP2kWmw8TvVVhDx6tF1qjpZdYeR2t/sp0krfOBI7dTFMkMN4Ng/9ksicnQXc305SK4cyqfgCOAunkYfR/x4YpOIjvyf4+uDpq8rJrIxDWYn+ro8YpfGV8XH12ry2RFbq9rrqB6XrJ36YtUQhhbAsX/sK0Xkgz0AvypIrsz8K8kI4B6eSA9Hx+OJmZroyh6ucPQeBMxsfRrOrQLpTwJePfqCqh6Hx0gIfDZpBk8fiU16XGIoAfwxef7YvH/jz0yk6/+CV5G58WTf+/+dXLbY4049HSeAe+Lq+rA3c+gT1Mau7voCB+9RYKFtR22ZnuPbgW5TOmj1zP2XmP2U16b8AmZjk2nr1Lnyb9L7BkMJ4Mg79m2q8pZexzOTt4fplaf3eq+X8wRwL1q9nfWiiRtU9YDebnH6rgImMp8Gsx4ydxbw6nGkKgEuJRYwayWtsLIf2Mw8gFsHH/OgJab/IyJjfbwmiwtqR9Q3XZXZj90jgPt4Kl1e8aLJ96nKSV0e59guBey8JJg7FaC7C3j1eEG1r3+3wJm3gMkfk1awR95j5Nk/8wCO/WMvkcG+0/Ofg+TKl2SFRABnJSvizyw/Vqy2IbsO1ajcbsvR89OzX6nGtr1t6TWik1T0fb3d4nQxBOzVSTO8qBiz5DNFpgEce8c8VVQ/P/BqZk8L0qu+MHCdnRQggLNQ/d+aXjR5k6rcJ9suo1zdbkyCuf1GecNBd/Pq8bWqcsSgdbg/TAH7ftIMHzbMjkXslW0A+8fu+NDIYxwsfk2QXPlYB3XuVoIAzkL1f2v68cQHRXTHJ+D5qw8BM3t/Gs69po+rlbky3lj/5JrUcvk608ogu17U7AlJK/ya67Jlq5dZAEf+MSer6HmuQEzslDC56nxX9W6vQwC7Fr1zvfF44viaKH9ms19mXTwumfpF5f58ZK9cXj26XFWf2+s9zuci8LGkGbwgl84Fa5pJAL/7gMfd51673eunJnKQq31VZMsftv3hAadt/fpvXdXcUYcAdqm581p+PHmLiOyefafR6mBmv0vDub1Ga6tstjlw9XnjS20hzaY6VZ0K2PYDk1Zjq9OaJS2WSQDP+Mc0TbTu2kTFWlPJVU4/sk4Au35Kd6/nxROXqOiLs+80Wh3M5MNpOPvy0doqu228esRXYWbH66ay2VlJK6zc12nuCs95AM8cfPTDzMb+TSSTD978VnXxCVObvvxfbt4GfgXsyvGe6njxxHNU9BPD6DVKPRa1/czNUxs/PUo7Zb2L14huUlE+9Jc1dH/1b0yaAR8ovIOd8wCO/WM+IaLP6e/5dHPLrgiSq5z9Xg+/Au7GfPAzfjxpg1epVIXtSTC7s6/srBRCr8t69fhlqvLhXu9xfggC1n5x0pr+6BA6laaF0wCODj72UjV5upl8S1We7FrBTL6iKo8ylc+Em658oYv60enejg9vPFJUSv3tKmYyq2LfCc5KT3Dh4rqGFy3/pmrtUa7rjmi9/xGT3yTh7FEjul+ma3n16GeqelimTSjeo4D9JGmG1f0u611oOQ3g9f6xa2omzzORzH6DXUUOaKtcPp1cuabHN2Cnx+O3jp8ups8SkZtd1Murhqrce0HlilVnpu/Ma4Z76utFh06r1l5mojcVcb4izaRqe8t2+1BS31ip70Z19Qy818ev1bacZCK/cVWTOv0LqMk+Vmu/J107/YH+q4zmTacBPJpEbIUAAggggIB7AQLYvSkVEUAAAQQQ6ChAAHck4gACCCCAAALuBQhg96ZURAABBBBAoKMAAdyRiAMIIIAAAgi4FyCA3ZtSEQEEEEAAgY4CBHBHIg4ggAACCCDgXoAAdm9KRQQQQAABBDoKEMAdiTiAAAIIIICAewEC2L0pFRFAAAEEEOgoQAB3JOIAAggggAAC7gUIYPemVEQAAQQQQKCjAAHckYgDCCCAAAIIuBcggN2bUhEBBBBAAIGOAgRwRyIOIIAAAggg4F6AAHZvSkUEEEAAAQQ6ChDAHYk4gAACCCCAgHsBAti9KRURQAABBBDoKEAAdyTiAAIIIIAAAu4FCGD3plREAAEEEECgowAB3JGIAwgggAACCLgXIIDdm1IRAQQQQACBjgIEcEciDiCAAAIIIOBegAB2b0pFBBBAAAEEOgoQwB2JOIAAAggggIB7AQLYvSkVEUAAAQQQ6ChAAHck4gACCCCAAALuBQhg96ZURAABBBBAoKMAAdyRiAMIIIAAAgi4FyCA3ZtSEQEEEEAAgY4CBHBHIg4ggAACCCDgXoAAdm9KRQQQQAABBDoKEMAdiTiAAAIIIICAewEC2L0pFRFAAAEEEOgoQAB3JOIAAggggAAC7gUIYPemVEQAAQQQQKCjAAHckYgDCCCAAAIIuBcggN2bUhEBBBBAAIGOAgRwRyIOIIAAAggg4F6AAHZvSkUEEEAAAQQ6ChDAHYk4gAACCCCAgHsBAti9KRURQAABBBDoKEAAdyTiAAIIIIAAAu4FCGD3plREAAEEEECgowAB3JGIAwgggAACCLgXIIDdm1IRAQQQQACBjgIEcEciDiCAAAIIIOBegAB2b0pFBBBAAAEEOgoQwB2JOIAAAggggIB7AQLYvSkVEUAAAQQQ6ChAAHck4gACCCCAAALuBQhg96ZURAABBBBAoKMAAdyRiAMIIIAAAgi4FyCA3ZtSEQEEEEAAgY4CBHBHIg4ggAACCCDgXoAAdm9KRQQQQAABBDoKEMAdiTiAAAIIIICAewEC2L0pFRFAAAEEEOgoQAB3JOIAAggggAAC7gUIYPemVEQAAQQQQKCjAAHckYgDCCCAAAIIuBcggN2bUhEBBBBAAIGOAgRwRyIOIIAAAggg4F6AAHZvSkUEEEAAAQQ6ChDAHYk4gAACCCCAgHsBAti9KRURQAABBBDoKEAAdyTiAAIIIIAAAu4FCGD3plREAAEEEECgowAB3JGIAwgggAACCLgXIIDdm1IRAQQQQACBjgIEcEciDiCA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of Sides50Angle Measures90Number of Sides4hue205-150-75-125-1009040Length of Sides75Angle Measures72Number of Sides5hue206-60-60-10-1009080Length of Sides100Angle Measures60Number of Sides6hue207110-15610060