Razones trigonométricas de un ángulo agudo

Definimos tres razones trigonométricas:[br][br][br][img]data:image/png;base64,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[/img][br][br][img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAowAAADZCAYAAACq72G7AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAEnQAABJ0Ad5mH3gAAIeaSURBVHhe7Z0HnBRF1sBriYZDPTwD5oRiQERFPD0/s6J4IooRQUCUpIhixADCqRhAzJgVMKGgmBDMinqYMIsYT0wEERFJy2599X87tfY2Pb09szu7s7vvz6/ZmZ4OVdXVVa/ee/WqwBZba6DAGOv+LS9eaerVa2AKTZHsZN8apoEcoiiKoiiKotQu6pVIgiXwmQ0xsNBta7rNUWCLnMBYz5iV7tciU+x+K3TiYT351Mj9te5TQ1u/5GhFURRFURSl1lBcYMwyJ+3VMwVO/nMbO9hWuj/LC029tdeQ40TDKL+5f/WcyFivyImTK9yGZFnkRMwid8bqxXKwoiiKoiiKUotwMqCTEo2x9UoExeL67rPbVjpBcM3VjanvNg5bYa2VY637odBtS5eb2eMeNUVf/2iaLFpm/uZ+W15/iRysKIqiKIqi1B7qWWsaoSAUN8T6ZmVBfbOkYQPza4N6psXAfsZs0UyOKyiyxSIwFuDKWCy2afNLjxPN1ysbmzVa/9OsWLbMrLNiqRysKIqiKIqi1B5sgXVbkVlerxHfTFG9ArNmYaFZ99ExZr0nJhqzw45ynJMTRazkjJLNCYxLuh1tCnfZ26zd8yxjGtd34qcKjIqiKIqiKLUOFIYrnfCH6dmmXBCXLjMr2rQ0jZ57zpgWYYERIzYCY5ExCzr/26zcdR+zfr9zDROkV6zGNBlFURRFURSlNtGAOSwIjPXWMKbYCYzIjH8uNX/u1tKs+SwC4/Zy3KoCo/u2sNsx5s+Wbc3GfQe63UVm+Ro6S1pRFEVRFKW2QTQctIXLzWrunzUYpgsWLzELW+9o1nlqqhMYt5XjVhEY+bbglKPM0tZ7m83OOFd2I0QqiqIoiqIotYz61iyqX2QKTUMnMBoRGBv+sdQs2HUn0/TpKcZst40cVtaHkRky7tvcrh3Mijb7mk37DHBn1ZOfFUVRFEVRlFqGE/+KjDXL3YfG7mt9MUkvN7/usr1Zd/Lzxmy7dclhxU5gRFQsMUezOYHxlA5meUpgtI0I4q0oiqIoiqLUNlALFhSVBMqph8DHtmS5+a319ubvz011AmNKw1gqMBKsMSUwzkdg3GNfs3FKw1hygKIoiqIoilKbKMDOvNJtTFdBWOT7kqVmYesdzDpTphjTPOXDWOQERjE6F/0lMP7WtYNZ5gTGZn1TJmlOVhRFURRFUWofTtRb6URAFnwRme/PJea31i1KNIzNW8ghBSudwChzoBEYRctozO8pgXEDNIyN6skKMYqiKIqiKErtAvlwpfsfH0YmvTRk55+Lzfxdtjf/mDzFmG12YI+pJ9pF4ENqW+k2bNkyQ9ptqT+66aabbrrppptuutWirZ4TFhuZIsJuCxYR0haYBigRixAGS6jHwaWkzk4pGhVFURRFUZTajrWiMwxST9wU/5ISw78riqIoiqIoShlUYFQURVEURVFiUYFRURRFURRFiUUFxjpGcXGx+eSTT8w555xj3nnnndTeuoPP/8UXX2w+//zz1N7kZHv+okWLzIMPPmgGDx5sli1bltqrKIpSMykqKjKLFy821lqzYsUK2cfnXG/w559/mqVLl5qVKwkeqFQVKjDWMX799VdzzTXXmBdeeME0adIktbfu4PP/zDPPmHp/xQhITDbn08hR3oMGDTIFBQWmcWMWX1IURanZ/O1vfxPBkbaQv7Rvud4KCwvNaqutZho1YsVjI0KjFySV3KICYx1jvfXWM7169ZIXnJcvH3jjjTdMixYtzFNPPZXakzvIf8+ePVPfMieb8ynnww47zLRr187Ur18/b8pdURQlW+hDENQaNGggGwJjVdCwYUNpR5cvXy7fSYO2qVVDgbVFJaK5nz7tvs3r2sEUttnXbNS7JHC3ipW1CwS0fv36mUceecRst912qb3VB9q6Hj16mDvuuMN06NAhtTd3VDT/2ZyP+eTss882G2+8sbn00ktTexWlcqHz/OGHH8zXX39t1lxzTbPTTjuZ1VdfPfVrCXTsdLiKUhEQ2NDuISziooP1BZedqmDfffeVPgNtIy4+1PVsLEaKxwl+dqVZXtBQxL0G7nvB4iVm0c47mLWenWpMi5J+TgXGOki+CYyAD4w3MeQaFRiV2gh+XcOHD5eBV7Be3nnnnfL99ttvN7179zaTJk0yRx55ZOpXRckO/LLXWmstGYDQfleVqw3aRNrTNdZYQ4RWBFb2qcBYEZIJjFrCSl4QJSz+9NNP5n//+1/qm5IJaJree++9Umf0TKAR5lylhIqUZVWBpufmm282d999t7nnnnvMq6++KhsCIj638+bNMzNmzDB77bWXadWqVeosRckehEVAWEOLjcBWFZu/HyCkqrBYdWgpK2WYO3euefHFF8VM/MUXX0SaGH7++WfpnH777bfS45977jkxSYThfK7z6KOPynEcH4bOjt+ef/751B4jHdyQIUOkk+O63IvjmJWHye3dd98t7cDZz+/MXv7yyy9lXxDSgOBJnu677z7z0UcfpX5JRtLzESxmz54tZUFeosojKf6elMvDDz8s+fU+O+DL9cknnzTTp09f5bdnn31WntEvv/wi6aDcPHHp5Drjxo2Te/IM+I3RvCd4Lhuf2ZeEJOdyL+6PgMbn//73v5LHcF3Mph6gEXn99dflel999VWZe/vy9PXUl0l5ZQlJ3pko/D2jnmGmcJ3777/fHHvsseaggw6STpTtmGOOEb/badOmmQ8++MDsvvvuZsMNN0ydpSgVJ9fCGu8373XwvaJue1RYrDrqDxkyeEjJRx5AyUNY8vjDpnjjLUyT3fd0R7h9fz0bpRZAR00nSOfyj3/8Q/bRWd12221mypQp5tBDDzXrr7++GT16tBk/frxoJfARAULx4GeI0EQH+u2335YKkHS2BxxwgFlnnXXkWExkF1xwgXTOxx13nPnjjz9M9+7dzZgxY0QgIR2tW7eWUDNMxOG+O++8s/nuu+/MyJEj5Th8rb7//nvp7DbddFMRBJh0gvbxkEMOEQdorou5rVu3bnI9ruHheEzBzZo1M23bthXzBfkkbcH8pyPp+Qg3119/vVmwYIHZZ599xLcG7c4WW2xhNt98cxFmKFtG5fjfxEG5YrZG60oHz7UpRzp6TIsIkpQ3s9wR6jCP//3vfze77rqr3HfixInmxhtvlGfDc+VZkS7O5Xu6dCJY3HvvvZI/GuiFCxdKuWNy2mqrraSchw4dKv5xPCtG+ZdddpkcQ9nEuRQkORdB7Kyzzio12c+cOVOEPASx8847TwQz0syx1MOk9QDBkLLHhWD//feXeoTW7bPPPpN70xFdd911Uu5HHHGEpBGz7Z577mkef/zxtGVJ2SV5Z6KIe4bZgOCPKZqZ+DvuuGNqr5H6umTJEnPttdeK8H3mmWdK2ShKruA95p258sorZRDzxBNPmJdeesm8/PLL8j7T1sS1FbR3HHv11VfLQIwBIANI+oOrrrpKjsE3V/1wK5tiU1RQX8Q9RPCCFYVm+W23mMaduxjX0ckRrjEtcu2p24qLSz6utHbuSUfaH68fYe1St4N9Sq1i2rRptlWrVtZ1yPLddZjWdTa2Y8eO1nWGsg/4zL6BAwfaZcuWyT6OdQKedR23dQKf7IP333/fNm/e3DpBMLXH2gkTJljXcVonAKb2WOsEQes6Vzt//vzUHms///xz27JlSztu3LjUHitpI42kNYi/vxMwresIU3v/Oj54De7LvV599dXUnhKmTp1aJv/pyOR87ksZkj5wQpa95JJLbN++fa1rACWtpNkJTfJ7Oijzzp07W9dQpvaU4IQZ6wQL64QmeSZOoJH9ThC1F1100SrlwX3C+yDbdDrhyDphxPbv37+0LsA333xjndBlR40aVXrNMJmc++GHH0o9oow9nO86INSBUqcgk3rAvjPOOMP+/vvvqT3Wug7M7rbbbtYNCOQ5H3TQQXbGjBnyG2X61ltvWScgyveosuT+Sd+ZMEmfYSaQRjeose+++25qz1+QFyeYJqrzilJZPPvss1Inp0+fLt95H9xg1Xbo0EHaszC8U7R7bkBtx44du8q7QFvlhEh71113pfYolYdrf4tXWFqsFfLNff9jsf19y81cB/1Xm6G6XEXMbGil2rRpI1oOD5/R6HiTIGAKYGSHw3Fw9uVmm20mWig0aZ5PP/1UNCjE6vKghQmTiQ+Kv38SyBP3C2tUSHsSkp7vhF/z0EMPSX7RXDEyRqNDvv/1r39lZDLBZMrxPIsgG2ywgWgzuSaaKTRhQFkEn0McFUknWjc0fWjOgs7tTOJhH1oENM1RZHIuv1O+wTJGS4Zpdb/99hPTKiaqpPXAtXGi+cZ8jTaQPLO9/fbb5uSTT5a8ownkHrfeeqto+7gu2sU4LUgm70yYijzDOKirXDsMZYl2mnq8ySabpPYqSm5xgxPxl6VfAN5tLE1u4CaLGASh37jlllvEDYm/vJvhd4L2aZtttpF3U6keVGBURJD48ccfRegLg+ofsyzmyUyh88LMx/U9mDcx50V1bJWJG52KyZHOEmEgUzI5H+EB82SfPn3EdBzcTjzxxFjBI8yHH34Ye08a0Y022qhUuEPQ+uabb+RzeVQknXPmzJG0hQUOzuF5cm3MTVFU5FwPghjH8lyoQ0lZtmyZCIudOnVaJc8DBgwQQQpB/KKLLjKvvfaaCHsI1cGBTxQVeWcq8gzjwGQf9q8E0kF66GjjzOSKUlngHoL/+d57723WXXfd1F4j7Q8DvmA9ZVA3fvx48Q/HpSToUhFmt912E6FRqR5UYFRKiepsvEYoqVYvyEknnWS23XZbM2LECPHZQgDDl6Vv375lNE25AKECnzMEjPI6/ygyOZ/j8McMCsYVobx74uMzefJk8et75ZVXRCBo2rRpuYJpZaSTtIVBAEL4CTqiR1GRc+lUeCZJ8hmEcuS++CByjXT83//9n/gB4tPYq1cv6cDijvdk+85k+wzTwXuG4IlWJwh5YGIQbL/99vJXUXINfufUO94n/25TF7GgfPzxx2JZ8OCfiO8t7x0LOMSBP3iu+w4lPSowKqJhwTyIQIdQEYQJKLzc2ZiyMKPizI/Zjg6biSKYBdEUJSVKyEgCWjrSTKNF45UpmZy/9tpriwaMiUTZCKdBMCuyjCCj8zCMzDGZdu7cWbRJmFaPOuooKWcEr7CAEhY8M0knAk1Qk8c9MC/R2AcFKT6jHWvevHna2bcVOdeDQIVp+8ADD8xo8ELnQv1moMIEmSh4vtRNJsMQloaJIUx2CWo9w2VZkXcmk2eYlD322EM6ZybrMGHJgwCJ8Hv00UdLmB3ygEaXNCpKrmAyG3XaawtpTx544AHzn//8R+q8n/jHuzN27FjR1LMaVnkDR6V6UYGxjkIH6Ds6TAZdunQRjQeduocOk1lqdGhJBUYvZCAM4OOF71rXrl3F/wzBkU4xCXScmGXD4U+A/TRImLvBCx5s/v6c3759e8nnDTfcIJ00cCzCRzD/UWRyPmVDGd10001m1KhRpYLGggULZGZf8D5hQSwMs23x+Tn//PNlVmtxcbHcE8GE8sS8+v7774tvKJo5b95Baxi8D2WEUIC/kCdJOr1vIEJUUHu29dZbi9maNKAt9iCEEcgcH0ME0iiyORcztof8I/BRNsEZ5knqARo7rs8+tHn85TgEJ9JDGVHOhLUBrrnDDjvIO+G1fVFlWZF3BlN2kmeYCcw87d+/v4QrwtROuZAOPmPGwz+TPCAM0zHzm6LkAto4NIkoCXD1YElU3gXaFAYtuMTwTgF1kn34UBOJQslvNKxOCjoROjM6UxpxVN+1ETpoQoi8+eab0qnyIvOiYq5Cu0XYAsqCzoswHbvssouEXSFsCZ0Zmhc0FghydKh0rggchGqhA6ajpzNFSEBThmCCRoMOjHuzEZqE8DIch9aIQMNTp04VfzM0TYw20fChHUFYQxPDJAVGq+xHu4MmBW0Q18WUyD4mc5AvjiccDWmgI+X6aDYRXulQadDIB38x4xF+xTdgQdA4JTkf7RmdMkIIk0kuv/xyGTVTRpQdQh++OTh6YxKmLDG9RJkfCUlEaBUEGPzsmByBTx3pI1wMZksfkoW/TKzgOlwbAYzjyDd1mBA5lAflSFrR7PI806WTZ8L5+B9RRz7//HMRhvB7oyzII4IyIY94DnQIlAuuBwhl6bQDpCXpudSVxx57TELVoPUj3dQ3Bhqnn356mTLLtB6MGzdOQvlQrzmP++JvSL1jabPVVltNBEp+415bbrml3CeqLDEBJ3lnokBQTPIMM4Hy4/1A00j6MfGhpWawxuCDeoV2mfaN0EKEL4qqf4pSUajDvNu0L9RD3nEUBoTaYXCEJpx3Cnin6CPOOOMM07JlS9mnVBflh9XRpQFT0DkRN4qNmZg469ZFeKERGICOrSKdCgImM2ARJul8aRDQrqDdoJNGMKBDTweCjU8LGijfyIBPJ50rgg4aGjpfBDH2BQlfBwEXjSGdcpL8ZXI+wgSCkU9XtiYWhEw0WvxFwApqZn16EEiYPOSP9d89lAnPIHw+xKUT4QdNGfeJqgP+XJ4Hv4fLO47yzkV4Ov7442W2JBNQyrtHtvUgfM3y0hVXltm8M0mfoaLUNIgQQD/KQNcPugBtPO82g21cSwAzNTOi63Kfmx84wU+XBkwOWhRMTHV9lENnh+YvaJLLFoRwNI5oD2k8GG0SMgETIJMMmDkbB502WhG2oLAIPp0IcAg7dNRoi8IdPYSvgxYK7VDS/GVyPsJEMF3Zwn24H9cKCyg+PV6w8MeGBQ2+R50PcenkO/v5PS6P3DOqvONIei5BxJMcl209CP9eXrriytKngS3TOlXeM1SUmgRWK9p3tOxhv2RcbdiwaCg1ExUYA9Dh0HArFQeNDSu40Imi+QmCeYyJDggFiqIoSu0ABcFbb70l1oHw4AqXDVw+goMirDQM8nBFiQMtPptSvah0lEMw7eGQjwMwS5khRHkwSTGbETMUx9U2MO8R+43JGuQ1CI0KJr5//vOfqT2KoihKUrDe0KfQt+Cr66EvoU+hbwm3u1UBfs+072FLHWlhuT80jEE3JPyqWfucaBTpJgNyLn7kuDMp1YsKjDmCFxoH++7du8vLi+BEKA2/+gOzJHFSx4+vIqbLfIXJGay1fNddd8lMORo2JruQX8zSrM+sGkYlCAMqJmrgqsD6sWgd8O1TFKUEBEJ8AJm4RB+CrzGz/1mbn9+I4ECfc84552Q94z5bEOyIZkA4Hdx2PKSDNaWJxECfyIQxD24YzORnMiGzpcPKE67JuUwujAqSr1QtlTbpBQGJ+G6onPHjQXvESML7A9HwIywxykD7xG8c44Nw8jszZpk5yKwqnGW5Hmps1NvM/gsLVnQozLplVMM9mZrP8ldRPkhRUDkZDTGrkun9OJwTJ4oZkUEHXI4jnAnHEXKEWayYWtNBJSdYNTPFghM7SCezKHHoZ7Yivz3yyCMZxSXMBNJNmVG2mNoZwZH+8EuZK7gPz5SGgOfITFueJTOza6OQrFQMJqswe9rDrGXeZw3Um3t4H317QfsFSdvRug4CEVEcqKe09UG3Jn5jBj8T5fDbxlfe9ycMoA844AAx3XqNIQNttHPp2kfa0lNOOUUG3IRR4jjOZUYyk0eYSEXYJPoeFBS5JNiPkHaiGdC/kQaWvWRlIQaBKEt4j5mxn07oo/8l2gDmasLw0BfTZyBkcg3y41d44b6+jClfbR8qA/csE0x6cYVf5MrfbSz+z8eV1s496Uj74/UjrF3qdrCvHL7//nt7+OGH2+23394++OCDdvTo0bKAOAv7w+LFi+2gQYNk8fuHHnrI3nfffXbzzTe3ffv2ld+cUCGL/5McNj5zrSZNmsh3/j7xxBNyLXACkJ04caJ1gpZt3769ffrpp617geRYFvV3lS91ZHrmzp1r+/TpI4uc83nmzJn2xBNPlGtMmzYtdZSVBdCvvvrq0uPee+89SZ97cVNHrMonn3wi6e/Vq9cqC6iPGjXKutGgXMO98LIgey757bffpLzcSyeLt/OX77rppptufgMnKEp7XFhYKG2F36+kh/K68cYb7fDhw60TkOy7776b+sXazz//XNp4JzDZESNG2CuvvFLK9tZbb7WHHHKI9AE//fSTff/996VfGDdunD300EOtE5RSVygL9+rWrZv0o/RXQbjvsGHD7MUXX2zbtm1rv/nmm9QvuSNchypjW7RokcgTTsi2v/76q12xYsUqx4DvV6mzbH6/ki2u/IpXWKSRFfLNff9jsf19y81cRf6rrlWKwHj//feXCmtuJCUP7+abb7YffvihfOZl4HeOAzcisj179hRB8IUXXpBj7r33XjmGzY1UZB8vGi8H+xAI3WhCzkegQ+Bs1qyZnT59uuzjvtyfY91Ixv7++++yPwqOdaMveUGDkN7mzZuXERg5xo2aJD1AQ3rJJZeIsIvwFQUCIemggQjz1ltvSaPA75MmTUrtjYYXYcaMGfbll19Ou82bNy919Kr4F8mN+EpfLBosRVGUILSttA8IK7QZvq1V4rnrrrvss88+K5/pV7wgQ9916qmn2l9++UW2Dh06SF+CYIdCY8KECSLgoXigv6Nf4fcuXbqI0BQFCpjddttNlCTcKwjfESbpv4J9ZTpIQ1R/4jfSn69QTykv8sjfOXPmpH5RsieZwJjA2JwcfCtYCo7gtqwXTEBkfA+IxQfEZmK1BkzH+LahukbtjFqdWbMeFuZnH8GzWR0EMGO7yiEzpdzLJuYrTLl+NQVm3nI/IIAvEy7SgT8dDrT4gQRBtU2cNQ9pIxwMpmgCHbOk0bXXXitqc/KQbkY1ZnmIUr/j28F1CWQadP6NgvxixiaIc7otuAxYGG9+xgziXjJZ+J1ydR2Cbrrpplvp5tsFXG1oJzBH03Yo6aG8cKEghiDtK/54mJeJ0YqJGNcqyvDCCy+Ufo8YhASwJ9wMAatZMIG+pWPHjmJ2ZaEDVjJi1nAU9BuzZs2SPg93jSDcl76Lfg+TdHnhneiXo/oTv/k+LI5g/anKjTKlvH2dxRde62oVURkaRj+C4nJsaA5vuukm0WahUeP7VlttJdqydKDV8+d7DR+jNcy67PPmXUbAXkMXVt97TSdbWHvocRXMDh48OFL1j5ofjaa/P98xHYTV/+UxdOjQtGlwgqp1wqK99NJLZaSUSxh9YcZwjYt1Qq51L5Z8do2Jbrrpplvp5gQOsfzQJtIuqYYxGWgKsXa98847qT0lWkfMwhdddJGYn8MaMFyWTjjhBHvddddJ+wxOSBM3rjhTsu8jo1ydeGbcz5u5q4KoelQVW8OGDW3jxo3lL/0aZU1fp1SEZBrGShEYAf8+VOxNmzaVSu3NxUFBcOrUqamjVyUbgZGXg/t6END8NdKZe/2LhdCG8BYkLDBiosYX0X9Pihdco0zSpIvfvBkjDoTbhQsXSp7TbUkadq6D8K7maEVRoqCNYAt/VuLBFHzssceWKgBorzt16iRCYzohht/oV+hfgPM4vzwlAj6RLVu2jDRJY2Lea6+97Pnnn5+onfd9aboNN6Yk4GMIpDsu7ZWN7/f4W5X3rb0kExgrbJLGJMrC9gRnZj1WZv2iakfljXoc9bmryHIs4VSYlewhJADq70xAXc/6xYBZmvt4vBrdCX1pZx5jpsXU/d5774m5Nw5Wj8DMwGxtVylTe8uHZckoA0wTwWCjrnLLsniYHViI3ZW/lAGR8aPgeNb0xbSRbmOt3/JAdY+JSWc9KooSBW0EW/izEg/9wwknnCCxEGnribtLv0cfEOWyhBsWM5179epVGquQvuC1116TmcX0B5inoyBcDTOF6XM5Lgj9Gfs5l3sA12QJ1ihYfSuqP/EbkULKww0qJI+4MFBf+E6fluvN96ncj9nUmfTNSsWoFB/GKVOmSPwlYJF/fBARyhDa8OM77rjj5DcWxf/3v/8t/oCEz2GavX/YTKsPw29uJCSf8eejsjRq1EjCBXBtXkzWreQ4XhZiuAG/+yn4URDKAKGTNY6Dvhq8aNzP3xNh96ijjpIQOCyQ7l9SN7qT6f4IdFHQEBxzzDFSJoSV8RACCIFx2LBhUumfeuop+Z4uyj1+KhxL+abb8IlRFEVRqg5ihSKkgV8qNOhX6PsK+pdHH31UhBtASYEioVOnTqVCOf0EYeT4Th+JEBQFwil9KUoC/PDpDwEhlcDW3bt3F+EVxQyhfAj1k87PvkOHDpH9id/OPPPM1JHpQVD0wht9IX20H2zkckPx4eUGBGTKy5evklsqHIeRSnLDDTeIJoyJIFReRlssC0fgZh4ulYlJLgTtRNgChComkBxyyCGyADnxD31Qa2L1cb2xY8dK0E4EOTSLOA1fccUVZv3115cXYujQoeIofNBBB8kLSmwr7oGwVl5sJrR6xLFCoEMjycvIGrRMciGgdtu2bU2fPn0k/cOHD5c8kg4i1TNZhphRcYGnaRRwdiZNTARCE0rcRYJYcz7aUeJmwbhx40TQrk3wAhN/i4bsxBNPLJ28VFfw+ac+8ZzpUDKhoucHqexnQSP9yiuvSMfCe867oyh1CRQVCGhYz4gnfNZZZ8nkQvohhC20iEzkRDDs1q2b9EcIeCgpsFydeuqpch1WZenZs6cIjfRnfI7ruxCU7rzzTumPiMWIJQttIDEee/fuLQIilj7iIdJ/IhjmCvKD0Mg9sdydfvrppYJcLqFPRihGWGWyD0IkpBOOlSQ4wS9BHMZKC9y9ePHiUo0bwh2awDA8YIQuHizHVNRESoXlBaWSZnNNOlJeWOBcOkI0nWgnqYhB+A3NI9fH/O4raRykDxM8mlCCVqOxDKbPz3CujR0uAvPAgQNFsCegKyaauoTPP8F5swnOXtHzg1T2s2CtWAZTCJ50XMHIAopSF/B9B/1OuD/w/RzvRbgfIcg2AqHvB3wfRn8ZPjYOrsMgEO0abUPwXPphrFYIk0n6qWyJygvlkmsoc+6DkMpfn8dc5rX2k0xgrDSRnFAzhGRgixIWgf38joCUiWCXDioIo7Vsr0nF4zx/LkIjms+oF5d93If7Ja2YHEcIBTSmaBDD6fP3ro2gfcVPhzLOhxcZTTgaba/dzTXkH21BtlT0/CCV/SzQqKDFp8Eu73oMtNC4oCX1AyRFqen4viOqP/D9XFQ/ghYy2A9wLtfIRFgErsOAbZdddlnlXIQ4H5oul5AGL7R5wY3vSTaOpQyjfitv8/ehTfdtWq7zqpRQaQKjouQzNC7z588XEwoj4aqARq0iVPT8fIDyRsPpfZ0URak9eMGPLQm0vawbzQAy6N/vwVUMUz9xK4kn2aNHDzF1M+8B/89g210b2seahgqMSp2AUT9+p/je1TZ/0XwGcx0+yvhi1lZtuqIoycC6w3wF5jJEtQesP42bC2tqb7vttrKGNP6YTJbFUkE7UlUDfmVVVGBU6gyMgqPcFn766acqMVPXVdAEVIU2gI6EmauqzVSU/IO5BvhQM6E0DlxXCDW0xx57lE4AYtIfk2iZ7MJvSvWgAqNSLTCTnpBCzzzzjMyOj3KWZmY54ZdoQPzxmDOiwhBxPtchhAXHcXwYnMuZdR8M4YS5dMiQIRKSietyLxo2JnExw/3dd98tFUDYz++ffPKJTGQKQxoQPMnTfffdJxNWMiHp+T6vHIfGFOfzbPHXYtYnMVHThYpKRzDNpIUyDsNzvPvuu8v4MHLc7bffLmYpPnMu15g9e3akBgFfyHfeeUeWH+Uv34OQDuKlUl+I1MCz5Bl6uCbXpv6wdGi4DiWpa1yDiQ4sB/f++++n9pZMcuA4hFUGHx5/T8qWvLEcaRDqE+FZyBPPmjwoSm2FJX2ZcLfrrrtKpJN0cx1Y/pA2Lbx0LpNO2Z8utqSSe1RgVKoUBBLiWo4YMUJmoxPKiJBLp512mghvHoQCJqjwG2GNMGsyy5ewSYSKCAp9NCLnnHOOmCtYo5vZiRxDqAl8YVjD/KuvvjJHHnmkhLXwQhHX4NoPP/ywdOrcC8GGjp2OnJAY7MP/EbgP5hFCaRDjLAgC5CmnnCJ+NphViPPp11BPQtLzMeUMGjRIhBaOQ1ghVqgPSZUJCHqEqWLEjqBE2CpCPCUFwZm08KzwDz3//PMlhEjUcwzGokOoIrwP6+3eeOONUqZca/To0RLSipBaCFOA0EX8Uq7LZ0J3kVf8m3zAe/wkCVnFeQj+CNs8NwQ+nh3CJROeCHVC3FImJBCvjsDGkLSukX6uwbEIgB7yTjnSwfFcgLRSH8kbk4QwseGHxexZQODkHeBcrn/wwQebl19+WX5TlNoG7RrtzeGHHy6xKWmjo6w9vK/EmNx5551l4o6HQSCDuNatW0u0EaWaKFn7z20sBcXHLJcGVJQwLKnIUot+LW7X4VrXgdqOHTuWWdqKz+wbOHCgdaNH2cexrPm9zz772NmzZ8s+cB2tbd68uXVCXmpPyXquToiT5bE8I0eOjFxrPJgeCC8H6fH390tSevzxwXXCuS/3csJEak8JLIUZvl8USc93QpR1Ao2dMmWKfIdFixbZHj16RC5DGST8LObOnStl7pfQ5NosmRnObzpYLz38HFkKlCVBg8ty+nIMPwvyxnP0y6MB93WCv1yDawG/OyGv9DtwTSds2b333ts6AS21tyRNUennWVHvOA9cp2QvueQS27dvX+uEyYzqmhs02J49e8q9glC+NKe+Hvkl4oJLgJIHJzDaWbNmybrB7777ruznGXbp0mWVaypKbYD1slk2+Oeff5bv6d5TcINN265dO+sGj/Kdd/Prr7+2boBpjzjiCHl3lFxQRUsDKkpSMNtNnDhRwkEEHZ75TOghtHxeU+ZDJ4RjmbFyEMHTvQYKPv30UwmJRGgnDyaPMJn40fn7J4E8cT9Gv0GSxidMej5aUlYHwnx79dVXy8aynDiHMyLPBMoKEyzLkQF5zTS0B2kOrm7ByJ+YcF6LBunKkbyxBYMUc3+0rKQNraJrn6ROEJqKIMgersnymmgqCB4eBxo8NH3UETR8lBnaRu6BttKH5Uha15LWCx9aBZ8rv5oUPlncl/ygccU0B2haktYVRalJ8A6j/ad9p95jTkZbSH2Peo9o/3n3aROxQmARYKY0cV9x3Qi2A0rVowKjUmXQeWPupSMOg2kas+zChQtTe5JDJ0wjxPU9mDYQXvgtl7hRsgTQpQGMMrGURybnkz/yQxDuCy64oMzWvn371FHJQDDC5OPDYeDDF1wmMxsQ/oICYDZsvPHGIqThf4gpGTMWgmhQMAWCEvN8STedUjoYpGCypsMJlxkdUjo/qopC+bISB/WZARKuEN7vksENsTERPkk7fo7e7K0otYk333xTVrHhHWSgixsILikoCaLePVx9WLkNNyEGepyDmxErpEWF4VGqFhUYlSonOBnB4wWNJNqbMCyWj5YNnzAEDAQwGqm+fftWWIApDwRTfCIR/IKaqKRkcj7HhAXjioAAM3nyZHPeeedJw4xwg69droSoJBQXF0uZBDXEUWXDChcI2NQXBK90ULYIZJVVZpmAQIuGFP9cllDEX9Png4k+dIj4gDJZhrKP0oorSk2FVc7wB8bn2w+GmTQW9HEOwm8ImGj+11lnHdlHWC4GXoRCw78YP3Kl+lCBUakyWKQfDRICnZ944kHDQsOSjUPzBhtsIOt1o8lh0gGNCvG76LCTglCSDWgGSTOzqbMJ95DJ+QhzzOBllB6nVUsCjXbnzp3lephpmThDOaIZy0ZoryzQGPIs6DRIy+abby6zJsMCH5pDOqRWrVql9pQQFi5ZRQNtBjOosxHos4W0MUGJZ0b8TwYzCI9o2NGkMwELLSMTslhPnw4y19pwRakqeNeYfMbEQVaZQkvIhvYwXV1nsI/rCGF3goNA3mHacvoIv5SvUj2owKjkFDpwLxzi09WlSxfRan388ceyD9C2MAMOoSWpwIgWChCc8Hdh1mrXrl2lUUJwDPqixYFwxOgX/8CwEMZ+Zsui1QN+x2zL5u/P+ZiDyScBZ/3omWPRGgXzH0Um5zNzmiX5mJHLyN2bOGlog7OQ0xG8FoILM3Uxj2KWZrY1ml8Es7j0BuF6QSGM85KeCwirwQ6Aaz399NMi/JNXOg3yCwhb/vnwl5mUzLJnBrKH5xXuVKhP1Ctm5o8aNao07A/C3JgxYxKl1z9r8D6MzMb2YYIod2Z5gz+W+oSQSlo5h/ygLWE5NQRgNr8GMc+RskTI9HlUlJoMfou8C0SqCMK7wnsepU1njXoGiOGBPu8H7VVluLwoFaP+kCGDh5R8RKIvkeqXPP6wKd54C9Nk9z3dEW5feouPokSC4zJhTjAx0HDQceN3RgBWGgu0LnSOCCiEHmFN1N69e4upkU4cB+fx48dLx4uJlA6XTh5fMAREOlcE0K233tq88MILIgygdULA495sxLajU2ZEi8mVES9CEvfgPDRPCJYzZ84UYQ0BBh8aQrug+UMjOmnSJAm1w3WJ38c+RsHki+MJpcK1MJncc889otlEeCWkCw0d+eAvmjMmpnjTTJBNN9000flMkiCUDgIrIV8QHCkjHMlZTitdYxr1LDDhI2gy8YW/OJtTzg8++KD4GJFO8hWGZ4OgRVlyDsKTfzaYXBHsELApd/JF+fnnyLF0BghNmIk5nvBFdCAIx/fee684uR999NGlvpVo4ShjfiM0Bx0O1+SZoRlFK+rhHI4jn/xOuXE/6hb3YNILoXzGjh0r6aG+UWZJ6xoCKr+jHeE5IaQjOCK8ojknDBLaQ4Q/JjAxuQYhHMESAZ9QPjxDNCacR0xQniWdIXAvyoU8M0FAUWoivKfEWCXMljcte3jPedd4D4IT9XzIMia1EHrHv//Ae0n7zMD6wAMPLPObUpkUm6KC+iLuUcIFKwrN8ttuMY07d8E8KEcUEDdHPll3mGzGzOvawRS22dds1HuAMY3cqfp8lEoGjZafTYuWqyJ+cwgxdNZ08FtuuaVp2bKldMJoLRGmGO2Gg8AGQZjwaaEzDzZIPp0IUAhBCAAIWASgDQt/4esgdKAxRPBKkr9Mzicd5BuBJ1tTpr8fAjTXQBhDO+e/5xKE2O5OyEXAoywp83DZB/Fp429cnn25IPCHtcwIkAhz/lkGzV6Z4q/l08LAhwELHZ7PQ1wd97/5dPpnweSepNpxRck3GFwxwYxoB8QwDcMgk3iv+E3jEuNhcM+A6qyzzhITtocBVf/+/cW1A7cOBlNKLnCCn11plhc0FHGvgftesHiJWbTzDmatZ6ca06JE66sCo1LjQbAi4DTBnREEPIxmaWwIwXLqqaem9ir5AAIjpudHHnkkI19TRVHyDwY7aNzRHiL8MRg8+eSTxaIEzJJmIiLvO4NEFlQ47rjjJAA/Lkpo/bECYZJmCUAsOV5bj6sRwfLTWVCUykAFRqUOgKYH0wem2uCI1TNs2DCZGMEkAyV/UIFRURQlX0gmMKooqNRoGIEyEmXmNWa9IJhHMFEGJ0YoiqIoipI5KjAqNRp8WzBhsA4wwV2ZgIBJBL9FVtkghpf6veQX+CIyI5JJQwj6fNfZwYqiKPmNmqSVGg/CBqsAvPrqqzL5gNm5LEXFbOCKTGxQcgOzKNH+ephJyUQlZlEriqIoVU0yk7QKjIqiKIqiKHWWZAKjioKKoiiKoihKLCowKoqiKIqiKLGowKgoiqIoiqLEogKjoiiKoiiKEosKjIqiKIqiKEosKjAqiqIoiqIosajAqCiKoiiKosSiAqOiKIqiKIoSiwqMiqIoiqIoSiwqMCqKoiiKoiixqMCoKIqiKIqixKICo6IoiqIoihKLCoyKoiiKoihKLCowKoqiKIqiKLGowKgoiqIoiqLEogKjoiiKoigZYa0t/es/K7UbFRgVRVEURckIhMSlS5emvhmzcuXK1CeltqICo1IhaDAmT55sBgwYYH777bfU3rqDz//ll19u/vzzz9Te5GRzfnFxsfnkk0/MOeecY955553UXkVRlKqDdmi11VYzRUVF8r1+/fql2sZcbkr1oQKjUiE++OADc9FFF4mw07hx49TeuoPP/88//2zq1cv8dcrm/F9//dVcc8015oUXXjBNmjRJ7VUURak6GjRoYJYsWSJ/ly9fLoJjQUFBzjel+lCBUakQ//znP80xxxwjo8t8eJnR2J155pnm5JNPrhKN55577mmOOuqo1LfMyeb89dZbz/Tq1UsETG1Aq5+qrnOKkg+sWLHCNGrUSEzRCI2qYaz9qMCo1CoKCwvNvHnzpDGrChDYaCizpaLnK9VPVde5fAKz5BdffGFeeeUV8+GHH0b6sXmTpVK7+Omnn8zOO+9sdtppJ7PbbruZHXbYwWy33XY533DHUaqHAmuLUlOdClKbMfO6djCFbfY1G/UeYEwjJ1OqWKnEMGzYMPPjjz+a66+/3qy++uqpvdVH0KemKqho/rM5/4033jD9+vUzjzzyiDSiSvVS1XUuH0BIvvDCC80TTzxhWrVqJZrWTTfd1Nx0003mH//4h7n00kvNfffdZ5566ikRKBRFyVec4GdXmuUFDUXca+C+FyxeYhbtvINZ69mpxrQo6WNUFFRqHXTaUR33N998Y3755ZfUNyUT0Cb873//S33LjNpU7unykq7O1VbwWR4yZIh57733zHPPPWdeeukl8/rrr4tgeMstt5j58+ebGTNmmL333ttss802qbOUugzmZDTSmcA5v//+uwxGlOqn/pAhg4eUfMQXqsQfasnjD5vijbcwTXbf0x3h9pXsVpRIXnvtNfPHH3+Ydu3amYYNG6b2lrzsP/zwg3nrrbfMV199JZNi1lprrTJ+d5iwXnzxRTFrbbnllubjjz82b7/9tjQQ66+//io+euynk5o2bZp8btq0aZl7AhNIxo8fL9fzGjs6eiaXbLvttmbNNdcUJ206+EWLFpnPPvtMjvETSBYvXiy+aJg+1l133VWuj+mRdNJJki/SQzrD+U9H0vPJH5NiKA/Mnvgu+vKYPXu2efbZZ82xxx4r2pzyoJy//PJL6cTff/990YgFr0c58Jw+/fRTKR+ekwdN0mWXXSblwzmUHen0k3Ti0hlV7tQD/3vwXMo96nmmo7w8VXb9i8tLVJ0DX67MZudePCtfbnynM8yk/iXJUzrorGfNmmXefPNNs3DhQikrfM+yAeFw0KBB5qyzzhIfZu5PvnbccUepl7xb9957rzn++OPNfvvtlyh9Su2Fd+fiiy82y5YtkzqSDuo3A9M77rjD3HnnnfIO8H77+vbqq6+KCZz3Qqlsik1RQX0R92ihClYUmuW33WIad+5iXMMlR6iGUckJCJCXXHKJmExbt24tHSmdLYKHDx9Dh0sjcsghh5iJEyeawYMHm3fffVdMWP/3f/8npi0aEA+d+pFHHmnmzp0r5yBo0HgcfPDB5tBDD5VZw3TM+++/v3n00UdLR7MIE1deeaWEr2H/XXfdZR544AHp5DED77777ubbb7+VY7kfQkPXrl1Fg8IsQA+/Pf7442IKRijgvuRl6tSpqSPiyeR80oy5D2HgX//6l3n66acljI4vu0yYOXOmdOwIGvgc0Zl369ZNGmKEloceekjKBYGL58BvlA189913Zvjw4ebhhx82Tz75pJTd3XffLSZ0iEtnunJHGKIsMKtzLz5zLs/3sMMOM//973/l2nHE5Qkqu/7F5SWqzgEDKYQphDqEJp499ZW62qFDBxkoZFL/kuQpHXTCV1xxhfn+++8lzQhy48aNS/2aGaQRgfVvf/ub2XfffcsIg3//+99N8+bNzXXXXSeCb9u2bVVYrOPwnt16661m9OjRZqONNkrtXZUFCxZIfaaOd+rUSQYcuDVccMEFpe4NtFfUO6WawIdRtuLiko8rrZ170pH2x+tHWLvU7WCfosQwdOhQ26tXL+s6N/leWFho3WjQ9u/f37oRpewDN8q0rgOxo0aNctXN1TfH559/blu2bGldg1K6j/PPP/982759e+saEdnHdbje2WefbV0DJPsWLlxoXcMi9/dwDdfxW9cp2/nz56f2Wjtt2jTbqlUr6wSN1J4S/P35PQjXDF/DCUy2Y8eOds6cOak97nVZudK6Rq5M/tOR9Hx+79Onj3XCkHwHJ0RYJyRY11HL93T5CeMEEeuEE/vZZ5+l9pTgBAi7aNEi64RFe+yxx0pZwocffmhdh1+mPLgH9wqXUUXSyX122203O3369NSekmc3YsQIu/fee0u601FennJR/yBdXqLqHOfxrEeOHCnfwQnfdq+99rJOUEvtSV7/MslTGDfAkrRMmjRJvmdSZ6PgHM4lL+QpjBtcIGXbdu3a2Xnz5qX2KnUVNyC2TuiLrOeeWbNmSX25+uqry9TvILwLt9xyi9RfpbJxbUfxCkvJr5Bv7vsfi+3vW27mGqm/2jvVMCqVztdff22eeeYZ4zoU0a54Nt54Y9mHk7zXYHlTVtCshpkMrRGjSdcJyj60FWig0GAQygH4GzZNcI1MfMn8/csD0+GYMWNEO4Sp0sO9kkxUyeT8559/3jhBwtx///3GNaCyUZ5ohTI1xaDVYvYiZtQgm222mZhA0Xwxkl977bVlP89rjTXWkM/lkW06Xbsj2soNN9xQtFEengUaK8xXU6ZMSe1dlfLylIv6F0dUnUMLTj6CzxrNiDc7e5LWv0zyFIb73nzzzeaII46Q70nrbHmQlyhtD24F0KZNG3lflboLLiNYDE466SSpF+H6D27gac477zzxd8U6EazfQQgSTgiyTNp3pXJRgVGpdGgACLGxySabpPaUgIDHjF4CT+PblQl04jQ2mELxLwMED8yocT4xlQWdMQJrtuaQTM5H0DjggAPEZwdzTHALCljlQTlxT4SDdI0sQhv+eICANHPmTBF2kpBtOkkXJlLqB51AkGbNmkkdobx4vmGS5CkX9S9TyBfliqnZ5wPhk3qcyTP0VCRPlBWmQC+YUrY8u4qCiZyBXBgvuO6zzz7auddhcJPAlaVHjx5SV/CbDQuDmKuvvfZaqbvdu3eP9anlfYozaSu5RwVGJWcsCfhfeei86Li8NicpaMAIjjxt2jTxvWIiBlqoddZZR7R2uYaJKsuWLYvsIJOQ9HwEYISioGBcUbgO140CYQY/RVaOwZ+OyTRRmrAwlZFO6gdCahAmeNBpIGjE1ZG4PHkqs/5lCtpO6it1FZ9I6iuaUTSou+66a+qozMk2T5QX/pdocoiZSOeNxsdr6zOB+22++ebia4kPaRAEAHwzW7ZsKSF2lLoJ7Qr1Hq0hWvB0MAh68MEHZfKeCoP5jwqMSqWzwQYbSFw2OpSglojPaDbQsKDZyhRMb2eccYZcn9m8mCUxg3oNWXnQ2dKhZQOzW2n4MK9kM/Ek6fkISsxeZcIE5pyKgDCAUMCsVWbUBuFZFBYWygQKJo9gMkKYYDIFJukos1BQWMkkneFy9wIHM3bnz5+f2lsCmjK0adSfKJLkKVf1D5LWIYS39u3bm549e0p+qa9M6Dn33HNjtSjpqEieEFY7d+4smmPeF8x6XI90ZasBPPDAA2VggRAcLA/qN4IpaWVmK+ljUMEzVeoO1FPqG5PHgIEF7XTQokDdYMIf9QjBMteDOKXiqMCoVAp0pF5btPXWW5sTTzxRZp5ievQQy4+Zscwc9T5zcaBB8j5kCFnMYqWjY6Y0vneY4pL4fwEdI/Hz/OxeD/vpwKdPn17aEaN9QQgK3p/7Hn744WbChAliZvGdJH8xpwTzH0Um5+Nrhk8dAhyzdkkDaSP8i58FDOUJL+Tt6KOPlvwMHDhQ8sR1uB6aWmaVM/uX47zQTVpo6PG59PgyQkDzZQRJ0hlV7nQM1AHAl9Ffk78IGcTtY8nJKMrLE9qzXNQ/iMpLOhDSEMTRKDIbnvqKxi3cKfqyLa/+VSRPpJfnjNaY9wVtN5puhPW4+hMHWlLyR/gTZrXiy0ra2HfqqafKjHKeLREBsADo6hx1B+r+iBEjpM3z7yT1I+zzSluDhhFfZNVG1ww0DmOOwAREh4y6HefvbEw/+Q6dzZgxYyTcAX5lgBBHw0AAXwSakSNHisYKX67bbrtNNFl0bnScCCD33HOPjDIx19JooIXDuZ/gvz52HZpEOjomVxC2hU4bTQYdJRujV3zf6HzReBAPj2vznfQgDKExI94dJkKOZwS8yy67yOQMhCNWW0FYYaPBo1Olw+McTCVbbLGFHE96Lr/8crkPEw0I7cPxaNrQotD5b7XVVlIWQUh/0vMJs0L4FY4htAoTFgjZQogSBA/i6BG2hL8IFfi1kf8o2I+2Z9KkSRKygmdFObZo0UI0TYz4eS5ci06ddBJ6hXJFGNl+++1Fo4dv4w033CDCJHEK8RvlecWlk2ecrtxJF/lkwg2dCYIRaeQ+aMHobNIRlycGE5RhZdc/6nRUXigfTG/hOscAhzhylCPlSfn6+kp94z60CQjcSeofIXSS5CkK0o6QyfPhL+8q96Zt4hlTXgikmUA9oV1DuKf8Gczhu4j/Kr5ouIpwDHWmd+/e5oQTTpDvSu2G94WQU9RPBEHeB7T+tNcIiNRTfgPeEUJ64b7B4DNp/FUlV5Qfh1GXBswRxCnr06eP2XPPPbNeMq42gOBMJ0dnQcdF55QtmCuJCYg2Bh8pOl0ELjRamMhuv/322FmZdMI4X5OG4KxYNDs0ZjR2pJHOlE6VawVnuXp8nhAgGDFzLOdhEkzSKSY9HyEKYYK/Pl3ZQt7Ie9S10DbRqLOfsiF9CFD+O/jzAU1WJulMV+4QPNeXR1Li8uSpzPoHcXkJg6CI9g3hEuGY+3vB8fTTT5e4iOQ52/qXSZ58WdEpU8a+3P13RakMWIyAgRba/2C9vOqqq0TLjTDpNeG057hKMBivy31kfuAEvwRLA6rAmCPoBNAkoQ3Tl6FywJkeUx1hW4IdNQ3RgAEDRNtSFTOmFaU8eP+ZlIXwx0xyD/tZSg8tIZrKOE2qotQkaJsZBDGoD/vTRq2Xz6AUwRKrRVCQDMM7wyCJ8+IGaEpFSCYwqiiYI6jYqOOVyoHGCLMXkzLCjQYTKDDZqaZEyRfQJLKyBabzINRdXBaos+GQQopSU8G8jPsB7hFhYRG3GQS+MNR/LENMCEMLnw7cVHCfUKofFRhrEJiR8EHCiRhnYcxMHkxlqPizDfuS7zAKxc8v6PDvwfcOJ/xwjDpFqS4IVcQs8PAEGbQlaMSZCJNk4o2iBEEww+SLryttood6hYsByz4G+4WqgPvhH4sAyCSvMPRNLPsXBROiWJoTn2Hv8hKE9h5LHZPgVLtY/eiklxyCgMNL0K5duwo79OIIzwxEzFmsQoEfH2p8XiQ0a0wAYD1b1uSNmnRR08GJnhiBzMqkLGk86IyZdYyQTHBYdZpW8gX8D/FVZEY8vo4M9hAgCWOEGZqZ3toBKklBIGSSHGGamPSF7+uoUaNk4iFuOMyspw189dVXRQiL8uetbNAcorzABI07EAN2JrQwgcr7ODOYp5967LHHRItIf4jvORPpgHTSb+GTi9ma/JAXVjZirfbzzz/fdOzYUSJMBP2mlVxQxZNeGGl89NFHMiOKikHsOSpDUIBBC0ZDysxIKgsCDmbGoIMsLwdqaIQjRifMXkR1HfT3wUmcURYVkvsglFERPYzEiNXGpIgLL7xQ0sVEFI6lAoZH99yTSsoLR7gJjmPkw0uQtGEnrcxqZMPfgnhkVPKwDyPqedLNC8TLxUzTuJeBvPDioFXE7wknYSCtbPjv8TujsbFjx0raayM0JvgxIizTWCE4M6mIDllR8g3eW9o62h7cU/bYYw/RhKs/c+2DAQFuM0xWon1mUp7vN4K/MSOYdivY3tMn0mdyDr9HQTt/yimnmLPPPtv0799frk39Qvt28sknS39LnE8ENyaS1ESQH8gHigEESpQE6mZUVVSxDyMvBIIYIRQIVYKPzk033SSVGzU5AhnhNwjQiZYIIYmKQSN63HHHlZoaOY5QF4TmICAtPkCEUmGfB8GPgKDMjqUBxl+I6/JSASMvXjyuS4gMhElimBEvrnv37ua0006TNHl48S677DK5FkIjoTLGjx8vIzeceKP8L4L4vBFzjM4AcxPXJFxHGMxRCLAIOQjL5I31Mzk+HTQmCILkg3L1oF1EcMK5Hm0m9810reGaBKNqgnfTaBIAGYFehUUlXyGcE3WUukqdpY1SYbH2gZDDSkkIfrTjaProRwBTLH0g7TN9GcoDwjB50Drffffd5uWXX5Z6glk5DNckdBECFH2AF0SpX0wAJPwSygnCP9E+1lRQGqGZR6BGUaPCYh6ChlG24uKSjyutnXvSkfbH60dYu9TtYF85/PDDD3b//fe3zZo1s9OnT0/ttfazzz6zrqG0ixcvttOmTbNO2ClzjHuZrBMy0XDarl27Wvey2Llz59qDDjpI9k2YMEGOc4Kjvfrqq60bgdhvv/3WuoZXjuFYcIKiHN+tWze51y+//GIPPPBA2XfUUUfZ+fPn28LCQjts2DDZRxreffddOZdrupdd9pMW0gSkkePY7wRcVzyufNLgXlg5d86cOak9Jde96KKLbK9eveySJUtkH7/36dNHysvz8ccf29atW1snBKf2rMqVV14p6Xj44YdTe/6CfZRFME/pWLZsmdzHNU6R2+uvv24XLVqUOlpRFEWJg/6GPu6VV16R79999511wp3sZ+vbt6/0O/Q/MHToUDl++fLl8vv5559vZ8+eLf3Lzz//HNnPfPnll3a33Xaz7du3L+2fPHyn32vevHnpddNBnzRjxozItt9v8+bNSx2t1C1cvSteYZe5Tyvkm/v+x2L7+5abWfv5TDkCKkXDiJbMVTbR0AUX1kdTR/gIfMvwNUOLSFBbPzmBEROjCXj++edFSxkEzRuaRWKRYXLFrIM2DTMPZkmCgBKyAs0m+IC3aJ0IKAuYsfGrYPTilykiwCxT+gGzML4hQOBfr7Fi1q0P0YKmEBN4FIwIx4wZI34jwZhppDWsTSCPmOIJMkxwYjY0oIwS02kGSSdphKhJHWgcKQsnNEqg1DiItYeJnuOjNlbriNN0KoqiKCW4/lNm79LOoz0G2mNMx2j/6FdwocFETP+Dnx6xOZkcQv/gBEaxOOHChNaQ2cVR7k+4SKGJpP0Pz6zn3vRv9J2YpON8F7FG0f9Etf1+C1reFCVMhX0YMddibiFocpcuXWS2E8Fkg6Cq56VB2EOwwpnVC0gIW7xggH8e0/KJ/o5pG1U/YNZhFha+jMRtuvXWW0WAxFwc9H30BNPUq1evUh9CBE3MwMCSRbzkwX1u9GcuvfRS+czLzSQTHHYxJeCsjrAbBl9LTN+scBD2HQnHnuI7+HskIZgXn+Yg+Ed16tRJ7s+SXLmEBpLywMziRqvSOLEPHx1FUZTyQGhBWGLVGlaKYYBeUyczIPx169ZN2vVwu4xSomvXrjJr+OKLLxZBkJV5cI0688wzpa/AJ5t+jGPjFh3wfVSwL/NQnvQnzJymL22WZsWnikIbz4YfJkoO2n3Sj5sQfQHPlH1RAm9FQMmBwolrU09QCPGdtPCduQ0oSqhHlX3vuoUT/BL4MLoHUTGTNOZWzK5car/99rNOQEr98heYhJ2gKMcETcnghETZzzZp0iTZ514C+9JLL5Wew9a/f3/rRj+l93LCaVrzaTBN/PUmYczi/np8Du8bPHhwqUkgeI299tpLTA1RfPjhh2IOGD16dGrPX2B+8PfHHBA2USeB9JAu0hFlkh45cqTdaqutxNRQHpQrJgyeR9TGb950EgXns2H2ID/u5S2zXzfddNMt3UZbRrsB3nTq29uaCP1Vuj6PfgUXrOkBFy032LZt27YVFyuPE/Sk/3jhhRdSe1bl888/ty1btow0SdMv0T9h2o5ru4GyXrhwYWTb77d0Jm3f1vM7pnSeI88U+Iu7E/cPPu/K2Egz16bP5PpLly4t/Q34DWpyPcoPXPlVhUma0Y7XvDHFnskZjDg8rhLKXxxyAbM0IyoPE1sALR7XwbyN2ZTZ1axLSxgBYGTjKknpvVD34zzs8iDfAfU+2sxMQM3vHYVJC2YCcBVUYqkBs9eilugCZiQzO5uJKXHmXEZg6623njg/h03vcTBq8mZ71n0NgvmAmeLMQve/MZEIrWcUmM8Z0aLFjdrQ6jJqjoNnQF785l5UGenppptuusVttNW0H/yl7eAz7UdNhagVuD7hWhWGvgP3LFybgLYazRwaRh/lAuhbMCWzIlg6cKviPlwj7BqFyZv9WKK8RY4+xrtcBUEjyBr0UW2/31gfPQqeF+dj0cPcznPj+bGP/h5NI/t4tpW9oVGk/nA/b9VC8wj8xv3Zp+SeSrEF4EPoVfKYiTGh4q+HGRdTKQ8UFTzCHsISs7rYR0WfMWOGnMfvvBQIXcxyJhYTs6S8TySzqvnu78XLgYDDmqyo87kPKnn8OYLCXhD2e6h8wGxqXmLM6G6UJ6p9YJYb5l58UjC1B80AQXiZiRGFjyYx13iBgL+83NzTC9AssI7qnNna+Av6F4zZ3r4cothnn30k3xznGxbOowFCUMRPFP8ThEf8LdMJrpg87rzzTnENiNp4XnExHHlpASGWe3gTAGnRTTfddCtvo81g822fb1NqKrTzXnDCN/2rr76S/QhWCIYIV+STOISYi1GAkHfabnzuEYDoQ6LcnTy027g9IczRxnM9oC/Ax5/IHyeccIK4g6FsefvttyPLFf9HzOdRbb/fcBWIgj6MPHFvzMJ85jmSfsLfobzhfELZVeZGfGEikHAPru/zjgALvh/3fZGSY2wFTdIe1ObMFOaSfnOVvIwpF7MpxzjhTP4yk9m9KPaBBx4oVS0zI8wJhKK6d4Kcbdq0qcyg/v777+V34F5O+Cq9D9c788wz7a+//irmASd8yj5+43xmWE+ePFnU+v4cPruXWK6Hqvuhhx6SfZgRTjnlFEkX93AjuHLV3ajoL7nkErknM57btWtnBwwYIGZzrsfsNW9yYJZymzZtStPG7LeJEyeWe49Zs2ZJeigTJxTaq666SmaAe1M0pg3udeyxx65itqgsSKN7QUtNH95MUR1gonANij3rrLNylt98hogCvDe4JPBMMsWX35AhQ6T+VoTKfhY+b5dddpmYoJTaAe2HEzykvgbdWWoqTzzxhLT5e+65p3VCW5m+jkgdxx9/vMyYpv+59NJLS12onHApfQJ9jBP0rBOIym3/aXNvvfVWOQf3J8zhtP+8/7x/9J8DBw6U9JCuyob7k27/vPzzI91ff/219M/8ZcZ3ZW5EFOG6X3zxhURI4X5s/v6ky+9TKoIrvwQm6UoN3O2uJ1o1PxqJckQNHsMoyFVwOTYIv6FBdJUg0XVQh1dGzKYk940DswAaRZ8ezOjkj9lvwREf18c8zF9+j5vZFoTj3UskZmMCfoevy1JRjGjZajvE4uzTp484zrOGKZrlugJ1n1E3UQSY6JTJJCqPLz8Cn4cd6TOlMp9FMG9MKGD9cNUeKPmI74Mgqq9AE0d/EtU/+d94VzJ597DsMKsaUyxayeC5aDlxyUKTqe+MkhlO8KvKwN1AJWUFFWZA8zeq0gaPQdUeFhaBffyW9DqVISxCkvvGwcsbTA8v9EYbbbSKeYDv/j5JhUXgPEzkmKijroufZV0QFoGg5YRVwjSR6XPKBQwWmP3Iqgu4WuQS8ksAXwK1ZwuC4lFHHZX6VjEq81lwPj5d5C/J9XBx4f5EUaADV5SqgrpJP5Gur6BtT9c/+d8yHajRvjMw22WXXVY5F8GUfqGi72CuQfGh72rNpFIFRkWpqxQWFpbGAa0K6BS8H082VPT8fAGNC5PoilK+TIqi5CdY8Aid1717d5mjEIa5DcwnIPQe/v6syMY8BVaMK28yplI1qMCoKJUAJiniixJDFO2xUjWgaUHL6NfXVRQlP2FCziWXXCKa0XAAcjjyyCPNtddeK9YaFuRgCWHWxm7durXEGvZL/yrVhwqMilJJoLGL0toRrikubIZSMfDnqgphER8xwpgoipIZ+HoyM5xweXHMmTNHtIlt27aVd5oNlxNWMsPtBN9/pfpQgVGpdWD6IEYaJg7CUHjH9CAcQ+gnQjcEj2cUjI9NGK5BnFFig3Is54TBNHr33XeX8WFEWLzoooskTBMO6fyG2Zq/CB/B2JrEAKXBJKYno+wwmF8J+3TfffeZyZMny7GZwH3JH8uZMbGECVRRcG/uwzGElooqj6T4cqOzYNWjTKGcmTzGs4kqF9JG/FU0ux72EbaKkCN8jjvfw4QxwlaRTo4P5xlhEXMaobNwPeBZBq/l78P55DcY2sqnh7ArwePefPNNua6HvGZSL/y1qJOkPRyDtqJlryiVAe4i9957r2nfvr2EbWvatGla333eE5YUxv/fw/nElWSSUFS7q1QdKjAqtQqClhPTE+GNeJ103Jg6EH68ozWdNMt1seTkxIkTZSYuDRWxxFhvHJ+ZoFM2gXCZ1IFT+X777SfXIi4ovjYdOnQwn3zyiQhYPti8FzYQZK688koR7tjPsoqYrUkbM5N33313WS4MuB9x1lhObMiQIWVihtJIYpr5z3/+IxObmBSCIIqQkASuTZr79esn5iAmy1AuxOwMQ5ovvPBCMbGzHBmB9JmxHBSAkkCaEeLINw0+5cys52DQ/vJgKUxMWMS2Q+DmfALPe6GJ61IuxI7z8e8AgRqT1vjx42W5T4QmZnITq468I2R5qAs87xEjRkgcWJ4rzwn/KQRD4FkwEOA46gmxTDkGgQ8WLFhgBg0aJM+SyUQI5kwo4j4+jUxU4Bkwo530UKf+/e9/Sz30QiP5SlovKF/Md1yL5dF4PqSP+1VG2StKZcF7THBzBEEGLrRBUZYY6jCDIkzQQbce3v2XXnrJ7LHHHpFB0pUqpCTQotuIY8THLOMwKkpVE1x6EYjZ5YQ2O2HCBPnu4TsxKolV6fHLbRHbzAl4so+YXiyxFVyCi7/EDCXemYd4ayzHxbKWHq7BEo4sZ8kSWx6WCGvVqpV1gmxqTwn+/vwehDwFr8F1nSBge/fuXZpPWLRokcT55PjyePLJJyUPc+bMSe1xr3nEUpX83qdPHylHjxNWJLYo8UPjCD8L4poSE5SlyMAvoRnObxRcg2uxHKiPzwo8x2bNmlkntKX2uLZq7lxZbjRYDr5syB/59DgBz7pOq/S6lO0dd9whZROMH+mfOXHt/P19msLlzfWHDx9up0yZktpTcv8ePXpYN1iQ7z6NweXbuDd1jzisxJ71JK0X1EGu6eOwkg6ekRM+K1T2ilKZuEGKHTZsmMR6TfcOeWgjaSuJMwxusCNtthvYy/sUXFJYqWySxWFUDaNSa0DbghnOL6XoQQPF8o1oWtC4AL4xhCUKxk8jrBLnoqFxHbrsw1SJNi+4NCRhMoifGYRrZDLr2N+/PPDnQVt09NFHlwmjQVqTxDvE52fMmDGiDQ3mgbSGw3JgoncCi5hOr776atkwZx5//PESAiQT0MRihiLkCKCdzTQ+I8tucp4HDSBlj3nKQxmGy92XTViTgYYCzR9aQnxKMeFSJ9D+BTUafCZ0FWbsoDYyCjSbaKape77MnCBott1229J66NNI2kkb8Px9XfN1EpLWC8KrcC3uhSaU66PdxNRXGWWvKBWFuk3bg3WG+sp76wajkWGGgPcSd5/Ro0fLOSwnfM0114gmHa0+S+sq1YsKjEqtwA1+ZLYsQkZ4ljI+MwQ6p2MN+owlgdl8NHaYCLkHIEzSWftlK3MJa69j+sy2w8cMidCTrpEOgmCMKRfzKkttBrdM80pQeR8TlI4DVwGE74pQUcEHoWrHHXcU0xedF+vcYyJjedAwmKapT1HhP4JwDcp24MCBq5QZPlu5gnqObyymbYRbBhWUM+Si7BUlU1gOEV9c/G8ZUE2bNk3el+DA1YMbB767RDvAx5qldl9++WUxQeOK491DlOpFBUalVoFAGBYKERQQNvjrtYlJQZggIDcTHtAk0XDhi7bvvvuaXXfdNXVU7vB5WRLwacwEGmKEIyZOxIGWCx86BKjgxIpsQbhmPXc0BPjlMcEGwSqsma1qyCcDimA6osrGazapM3HwXNBW0hFWNfjbohVmRmmvXr3EZ5Nyz9eyV+oOWCpeeOEF0ep7GLRgAYqCge306dOlXfXvHivWXHbZZfJ+sU52UBOvVA8qMCq1AgRBtGBo0zB7BEGjRAcaXkorCVwXTVHPnj3l3E8//VQmnZx77rml5sXyQKjIVLPp2WCDDSRfzPbOpsFEE4U5HmfyuIkrCEaYfNBYoVmrKI888og566yzzEknnWTOO+88cWRHO+g7g+qA8kPbhkaOcvVlw1Jr4edDfdlrr73MJptsktpTAsJ08DmgvaYjpNy8BroqwFWB57npppvKhBwGNQxk6JDzseyVugP1kjqJ1p06iIsEG8Ig9TBq4DJr1iw5DwtAEFxhME3zPmY7aFYqDxUYlRoNjYg3xRGrixEtmpagADBjxgzRIrF6QBIQCLwPIxpFOl8aO2bY0vDRSSfVVCKIMUIOhzVhPwIno2ovaGD+RFgL3h9hEf9DfIGee+650v1oDREOwgJMGASjww8/XEw8hITx5cJfzg+WH+WDTydCBv5E3Iu0MRubMiwPfy1WvWG2NXn0plHuhWCVSRy1cN5IcyadBlq/YD2gU8JExmxx0kZn1KVLF5nFzkxkD2klz/g7eoGR5805CGpBjSSdGf5WV1xxhcyA99pZXAmCM+bT4cvYk7ReMADgGOB40kF+SGdllL2iZAN1FL9aAuq3aNEitbcEfqN9CPtDsx/zMz64YfcQhEjeJQTNpAN0JXfUHzJk8JCSj3SAJZ3gkscfNsUbb2Ga7L6nO8Lty8yKpyg5BSFgjBOgCJ/iJyWgPcQ3hlA6hIIhDAMTAND8EGsRx2kf24uJCsToI6wMghcCIJomJnhg+iBEDg0bnTC/43D9xhtviLCAPyGf2eiAOY+OHe0OgirXprPmXnTYaHXQYGHSRvOJYEJjSqPJ+cOGDRPtIRvCKSZkJltwDuvC4nvJpAz8CxHkSPMTTzwhAgTXw++HBhW/NYTDMEyg4H7k5/LLL5d0cj7xGLkf5YOPEY0x4Vzw3eMYQrgQKBehB5MngnKUkBz1LAifgdmXcDKUF2GHSAflR7khtHFMlLYX4ej2228XPyZMqfiQ8hzI74033igmWMLYkF/KlueIIM15CLtMjEGomjJlihk7dqzci3QTVoeVIvDP5FxgP+mg3lx11VXyHBEyWWGCMmNZMoKCA+VDHLjrrrtOzG08R57vFltsUfp8MJ8hOFIPqDd+CTS0LT6NPHfSSHq4FuXPM2cfGl7ykKRe8KwJyUP5cO9JkyaZ008/XeoL9T6bsleUikJ9xV8RjXd4NRfqHoMqBmJBwZD2h3aX8FAIjUEYGFGXsfBUhQtQ3abYFBXUF3EPTWLBikKz/LZbTOPOXTBVyREFxM2RT9YdJpsx87p2MIVt9jUb9R5gTCN3quohlRoEHT9aFYQkOvrgTOhsoLMlHiACGkIVJhUvONJJIyTEmfvo7BE2wmkJppNr0tEjdCFsRTmGo9lCQGO0zbEILvj5YBZNkj+0X2joSCs+bdyL+yJABWfmInAhtPDXpysbSC/aRq5B3rk/gpT/niu4z9lnny15ZPIJeaPM4oQk/4wgXZ6jnlcQ/3x8+WZL0nrhnyf5C5dpdZW9UnehPerbt68Mzmknw9BeEtuVyS8M7D0Mgln6DysIVhzgHcDKgeCJIMlAz2vMlVzgBD+70iwvaCjiXgP3vWDxErNo5x3MWs9ONaZFibJFBUZFiYGGC20VnTYziD3sR2s0cuRI0R5GafeU6sELjGh/CZStKEruQEPILH2sAgxUcPM45ZRTRBMOmJWx8vA71o1jjz1WguijmWcmNWG8CKfTsmVLWWSBwR3CJ38JOI+FIzigVXKBCoyKUmEYFTNixqwY9r1B68NvrBLiY94p1Y8KjIqiKJmQTGBUUVBRYmB2HpMlwpNW0DAyuQATigqLiqIoSm1HBUZFiYFYd1tuuaU4XROu5KOPPhLHbjSLOHVjXlHyB/z+mHjEpB4mgzAhCP9ERVEUpWKoSVpRygEfHEzTCIvMgCZ0DzP2dKZp/sHEFfyhEBw9zPwm5qKiKIoSRTKTtAqMiqIoiqIodZZkAqOKgoqiKIqiKEosKjAqiqIoiqIosajAqCiKoiiKosSiAqOiKIqiKIoSiwqMiqIoiqIoSiwqMCqKoiiKoiixqMCoKIqiKIqixKICo6IoiqIoihKLCoyKoiiKoihKLCowKoqiKIqiKLGowKgoiqIoiqLEogKjoiiKoiiKEosKjIqiKIqiKEosKjAqiqIoiqIosajAqCiKoiiKosSiAqOiKIqiKIoSiwqMiqIoiqIoSiwqMCp5g7XWfPfdd2bYsGHm8ccfT+2tOwTz//rrr6f2Jifb85cuXWomT55sBgwYYH777bfUXkVRFEX5CxUYlbxhyZIl5s477zSXXXaZWXfddVN76w7B/Nerl/mrme35H3zwgbnooovMn3/+aRo3bpzaqyiKoih/oQKjkjesueaapmvXrqZVq1amfv36qb3VyxtvvGFatGhhnnrqqdSe3EH+u3TpYlq2bJnakxnZnv/Pf/7THHPMMVLmBQUFqb2KotRFli9fblauXCkWi8LCQvPHH3+YX3/9NefbggULzPz588XKwb1XrFiRSpGSLxRYW2Tlk3UdhWzGzOvawRS22dds1HuAMY2cTKlipVJFfPHFF+b44483t9xyi9l7771Te6uPZ555xvTo0cPccccdpkOHDqm9uaOi+c/2fMzYP/74o7n++uvN6quvntqrKJUHQsAPP/xgvv76axnc7LTTTqvUtaKiorwZLNZVli1bZho0aCCfGUBigfjqq6/key6hfvD811hjDXPEEUeYhg0bpn5Rco8T/OxKs7ygoYh7Ddz3gsVLzKKddzBrPTvVmBbbyVEqMCp5Rb4JjMBIt1GjRqlvuUUFRqU2grvD8OHDZeC13XYlnQ/gQsH322+/3fTu3dtMmjTJHHnkkalfleoCLSMCG20fQmNVCG/cB82m/8yGaw1/lVyTTGBUUVBRyiFKWKRBfe+991LflExAk0DZZWNy0nIvS0XKsqpACLj55pvN3Xffbe655x7z6quvyoaAeM0115h58+aZGTNmmL322kvcUZTqheeFkFZcXCw+zdSxXG3cY+HCheJ/7eHe/Ab+r5If1B8yZPCQko9I8SWS/JLHHzbFG29hmuy+pzvC7VMBX6ki8GV57LHHTPv27c1mm22W2lsCs3kxj7z99ttm8eLFpmnTpquMfBctWmTGjBlj/v73v4tpi2M//PBD87e//c2stdZaqaNKoDHCREbnhckFzRrHBEe0NJ4vv/yymNG23npr2YfQMm7cOPPKK6+Y1q1biwnHN3L44Xz++efS0GJaYR9pwjeH/c2aNSszIYXf58yZY6ZPny73+fnnn82LL75ojjrqqFXyH0Um55MOXx6UDWXk8/raa6+Jr1K7du0SaRPwM3r//fflvr/88otZe+21Jb+euXPnmjfffNN88803Zp111in9jQ6CGdn33XefadOmjZQv+7xQ7p/JW2+9Zb799tsy56Yrd5/e4Lk8T55B+HnGQZr/+9//ynPiWtSv4LnUv0ceeUT8uig7BDXKAILHIrxlWg+CdZvrr7feeqXXo3xmzZolzzdY1uWVJZSXpzjSPcNM4d4XX3yx+fe//2169eol5k7SsO2220p+SfOECRPMHnvsYTp27FhqDlWqB+oJz8e7B/A8qKt+45kNHjzYjB492jz00ENSL6mHWDf+8Y9/SN0NHh/cuO73339v7rrrLhlAfPrpp9Ie4SvOxDuiO+CD7dsmdU+oSopNUUF9EfdomQpWFJrlt91iGnfuYtyDlSNUw6jkPTRgNCjdunWTz//617+kcTrssMOkM/QQUgZz1rXXXisajVtvvVUaI/5inn333XdTR5YIgtddd535z3/+I8IHwmCfPn1Ey3HooYeas846Szp3OrqDDjpIOk9gJExDd9NNN8n1MKnR+NGxIkRdeOGFpmfPnnIu0OhOmzZNfHLuvffeMpogNCv9+vUzL7zwgtl5550lX88995z58ssvU0fEk/R8yoz95BchcvfddxfTM98ph0xAaLvtttvEtLjRRhtJ2Y0fP95cccUVkjcEnxtvvFGEcPJ+ww03mHPPPVdMkghCDAa4LxolBB3KjrRxLOfy7Dh3t912k5nyJ5xwggizceUOCLuXXHKJCHSkacstt5QOiBnj3DsO8sR1R4wYYbbZZhvxrePap512mpQxMEA588wzZVIReR81apTUrYcffliEtXPOOaf0PpnWA4ROjke45Rk+/fTTpdfj+VAmCMkHHnig7COtCMtxZZkkT+mIe4bZgCCM0Ej6g7Pw+cz7Rh4YeCAwBn9XqgcvJPIsENrYguy5555SJxh8IPT79oABAe8IQiRtThgGUbyTvKedOnWS9+DSSy81F1xwgfy9//77pb7xHjAIVGExD8GHUbbi4pKPK62de9KR9sfrR1i71O1gn6JUETNnzrStWrWyrnNN7bHWdczWCRDWdSqpPVTXYus6Q+sEQfvtt9+m9lrrGh3bvHlz6zrh1B5rZ8+ebffZZx975ZVXpvZYudZ2221nnfCR2mPtpEmT5N6kweM6OutGvHbcuHGpPdY64cX26tXLDh06NLXnL1wnu8o1/PFsfAbXeNrOnTuXuS6QV9IfzH8UmZxPWs444wz7+++/p/ZY+9JLL0mZOuFSvpOXYPqioMydoGSHDRtmnfCX2luSv6+++so64cZec8019uyzz7ZOYJHfpk6dukp5pLsXeXEdj9wHXOdhXedi+/bta50QU1qO4XInLYMGDbL9+/e3TpBK7bX2m2++sW3btpU0+2uGYT/37Nixo5Sph8/sGzhwYOk1fdmSJw/3dsIVvaOdMGFCam/yejBnzhzrBir2hx9+kO/w8ccfWyf02rfeesu6QZB1AxbrhEL5jTJmvy/fqLLMJE9hkj7DTCCNzZo1K/OuechLkyZNKnR9peqhXjphf5X2Z/To0bKf34PMmjXLtmvXzl599dVp654bXNlbbrlF6qBS1bj2sXiF5cmskG/u+x+L7e9bbuY6wb/eS9UwKnmNq6PmySefNBtuuKFxnXVqb4mfy7777ivmsilTpqT2loyOMZ0FzWdoqnbYYYcy2jS0cKuttpqYqj1RsR+5D6aUpCQdFWN6YZLJ/vvvn9pTgjdhlkfS8ym/Rx99VEy1aAJcgy0bZqWTTz65TP7LA1MSpie0uEGzIaZ8NLSUExpBJjd4s2hSMyaaODQTmKjwayONaNZIH1q3uGeAuwCz2dFWBTVUG2+8sex74oknxFQfBS4QEydOFC0hZjAPn90gQ+oe2mzwZRvME+VASKL99ttPNIhec5i0Hjz//POifUO74p8NeWHiEvWR2cTcAy05mkGui4YnbhJWJnkKU5FnGMf6668fWde4Nu82WuFNNtkktVfJd3CRQOOMtSKIG7jIfjTgHlxmzjvvPLHyoDkPvqNBaI9xpVHNYv6iAqOS12Ae+9///iedCQ1KEPzAmGGJMIBglAlNmjQRYdObDAFzyFZbbSWdWy4hrZghaTjTNZ5xZHI+DTfCIiYgTD/BjZVd6KyTwnXwoUt3T4TrTTfdtFTQ4Nl98skn8rk8EHIwWeMWEE7niSeeGCsg0SFhHg4LHJxD/eDa+A9GwfNH8I7yF8WMy8ACp/w4EMS4D50ldSgTqIMHHHCAGTRo0Cr5ZoCETxhmPMzyCHsI1cGBTxQVyVNFnmEcuHRg1g9DOkgPQjDCsZL/UMcZsOIGg1uKh7YB/+mg8I9rBAM/3r/u3buXGWiG4fkHr6fkHyowKjUCOuNwR4mfCw0QI9Kwn0154E9FfMWrrrpKNDwIpfi/IUQFtTK5oLi4WDRRNKZsmZLJ+ZQZZccEkkyF6ii4Vtw9SRsCBr6D+CghzFOeCOhxcM3Zs2eXEeAzhbSFQfvpne3jiBJmvGBcnsaDcqUTxacrTrANwzkIZAh3/E3H//3f/4kmsm3btjJpBJ/RJM8y2zxl+wzTgZ8b15g5c2ZqTwnkwfsVb7/99vJXyX/w0X3nnXdEY0id4Dky8EF7yHvG4McL/wzkHnzwQXPssceqMFgLUIFRyWvo8DfffHMxgYSFCTRHaJdaZRGKgwaNCQBMaOEaaM8QHumck0Inn6lGCeisyROzbBFWMyWT8xEQ0FK99NJL5qeffkrtzQ4vMGAyDecbwRQNIZMscIjHBNW3b1/RkpGGsFYyPABg5i9CybPPPluuBi1c7htssIHUgY8//riMIOU7MtKQTpNK2WC6/uyzz1YRhJlEhUm7PFMpWjLM4gxCyhMug3AsM0rRHqJliwI3AEx8aP2Y9MOkAtZZD2pMw2VZkTxRrkmfYVKYzIKwS4xFhA0PAiTC79FHHy0TbMgD7zRpVPIX3BmYhIjbA9p/Jqgx+MY6QN30rkO8f1OnThVXBITLTAf1Sv6hAmMe4kf4zNDNRqCoDXhtEY0MPmKA75UXCPiLWYQZoCxtlwQ6Q38+oVeYncnMa/zPaNDCYXfSQZro7OnMw1oc9iOk4IvnwfcMgTd4f8yQ+FUyW5njPcz2Je9R2rIgSc9H40X5cQwCAH9JA50zDX6wc+acOGENsyv+iwjWxNPzWjGEAK+JQojFL437ch8EGwSqoICDVpj7/v7776k9RgQY/JeY2csMZH/8ggULJEwSgk+6csd/ko6L/KAp9iAg07GRfwTSKPATZOYzvpkInB7u78MThYUrBhge8ogwzsx6fGo9SesBs6apdzwbtG28+/zGvZn9TBQAZhAD5cYzJ81ekxlVltnkyYNwmuQZZsIWW2xh+vfvLzO40eAza5p08BlhA/9M8oAwTOQDflPyF/yfGWgTIQAXCWbw04biOsHAyUN9QcOIhpkBj1Lz0TiMeQiaNOJc4UR/3HHHicagLoBwPHLkSNEyIfigFcIPC59CnKsRSjiGThVtBRoKJgmgYaITpuEivAj+fZir6VzZzyoSmEXolNCSsJ+GjHshfHBNBAs2TC10lNybxg/BiFEyvoA+PVyb9CFwci6dMhpLtDpoyfDXQqii4+Vc0oDmBIEXTRLmN4Qv/MkIjUIemLjD73TMDBYQfEgvMcnCvpuAUJD0fIRqOu1x48aJmZEQGJQfghTagDFOIKPc/EQI0hblT4ZwwnPAHE4YHeooQhplhqmUsvFaxo8++kg2BA80aJQRZUCaKV+eJSFxeIYIntxzl112EYGVSS+XX365GTt2rMRTJMAzQhX3jyp3OiMEDwRenin3xATPJJ+TTjpJ8plOu8F+ngd1jGeGgMT7RxmRHu7t4zySfsqbskawIt1oyNCCn3766aVCHGRaD9DMDBkyRMJBMUkJjRydMIIyA0fqAAIoz417ETYIMLeHy5IOOmmewpCHJM+QZ5EUynjHHXcUTSPpx2SJMMy68eeff77EeKS8GCwwiYuQVsGyVPIHBiZ+FSmeFc+WNhW/ReogA/GDDz5Ynh/vCAIl7YIu9VcTKD8Ooy4NmKfQQDMqx6+OTkUp0bzSYPGXRiqTGb5huAYBZxFMEL523XVXEUaIaYiQgrASt3a017wg4GCqDXZwPp3AbzSqCDg0nGEtZvhYOnwEPYQ8BJHyyOR80koegWMz6fTDoOFDmOEa5MkLZL5cSBdaPQQajkUI8d/Bn48wEk4neUD4C18b4sod/LncJ9M8IggHyyd8bQRqZi8j2DEBpbx7ZFMP+Bu+d3l5iivL8vIURdJnqNQ9GEAwi544qAiNQVheFG37Aw88IP6KDC46d+4sg1VdcjTfcYKfLg1Yc8GkpZSFjgpNBAJeRYRFoINFAGAEjHaHwLFothghn3HGGaI1o8NMB50/nWfQPOjx6WSjc+dZopUJCwkQPpZOHa1g0sY1k/P5PXhsRaD8yTtlEBTofLlwDy9YcGzwO/jzo9LJvqhrQ1y5gz83mzxyPc5Nd20PfodJ7pFNPYi6d3l5iivLpHkKkvQZKnUP2kf8p8NKDAY1TN4K+rqi/cddBMGRgUs6GKAwIOKvkt9U6tvPqB9TC6aX2kxNzCcvI2EP8PtDGOIF95Af/NDQcNSFl5bnhumPhgwzchAaO8xndLDaOSqKkgTaTTS5cYPMJORzO42JGZ9azM8MHoJg1eA3/HhxMQDcKJgIhh8vkwrTgSsFLkNK/lNpPSIvCk6w+BDFjSZqOjUxn7zo+K51795dGhxmT2Iq8D5r+PwhJOGfFdbo1EZ4bvgnYnrG9BaEsqJ88LlRFEVJAv6d+BIj1GVLvrfTtJlMwELDGLSA+Ql1xGVkOczgb0wGO+SQQ8Tv0btGBMHXGrcgJi7Whb6nplMpk16Y/ceavPj24GjN5mN3efU0DuA4c+MwTkeN03bQmZ9OHJ8ynK0J4kolxBcC52i0QJjagqAdwnmcEB/efIipKMqxlns/9dRTciwjHQI+4+8DjNSYTcnaqRzH7EGuy3quTHTA38hrmpLmM9294iD9TMBg4gXOw6j3cZYnflVw0gvp5bqYBnDsZzQXd30aMEJkEJKDxeJxVMbxnZebySC8qJhleXEHDhxYJybYUEcw7dGI0ShjImQkTz1ipMsMU/UbVYJQP5hURZ1h8oZvv7STU3BvwUcPVxC0b0EYkDKr2Lcz9CG0tfRVQQtGPrfTCHr0xQjEzORHOKZ/8muY06cTogyf+7C7BW4Q5AWTMz6OlJUPQ8U1mfTUsWNHc/jhh6tFp9opf9KLE0Aqtpa0E17sCSecYJs2bYqO3LrRh6x9yr7vvvvOLl68WNaDZR3JsWPHWjfakOO6desmv8HEiRPlPH++q2B2q622ku9se4fWC2adVtehy7U4l3VPg/dm/3PPPSdrqrK+a/Pmza0T9OzkyZNt+/btZX1Z9wLL2qonnnhi6X32228/WTfY54XNr0NbXj7Lu1ccrLN58sknyznz58+XdY7JQ9RatO6llXJ0gql1AqWkgfJIxyeffGK33377yLV7ydvDDz8s1wivw1sX4Jm6RssOHz7c3nXXXVLWRUXlVHilTsI77ga0pZsbsNW590UpC+0p66rTP9Ev0G/Rbt95553SH9A3OUFI6sqkSZPkuMsvv9yOHDmydJ1uT11opwsLC6XPZU121vd3gmjqF6X6SbaWdIUFRqCCU9ERpIIV3o2a7JVXXin7WcAeeHH4HhSG3CjM9ujRQ/YjYCFA8cIhGLGPjfPgp59+kheHfffff7/s++abb+Q89rmRjjTobiRn33nnHRHsevbsaf/88085lnM47tJLL5X0vfTSS6X3QBhDYPj5559F2GNfp06drBsRybnp8glJ7hUFHdGhhx66itBHeYUFRhZ6v+OOO6RsgLQijPft29cuXbpU9oWhoSENPIcwNGTcm999+aaD9LsRZZlOM7xR5oqiKHUJBpvh/uCJJ54Q5QPCEdC+nnLKKWmFJG2nleolmcCYUx0wZmY21Oz/+te/ZB+TCcJgbmbqPWBiZYktTD3EfEPND97/AZW8D2SLWh9Qg3tHW2KyEb8MM7EP5MtffNJYxYMZsIBJmzARTP/3K4Vg+kYtTlw/v6g693UvoXxOB5MoktwrCo7HtB02ZYTNzMRRwySBAzGzeTEPsEYnsxcp23TqfEz7gGk9DGYNrkt5hReRD0MeCQlC2afb8LuJg2u4Oifl6YReMVMoiqKUB20H0H6ka0urA/wOiZdLmCU/Sx03JSbVnXrqqdJ/YYYlGDl9TdRMdsindpoypn1m43rV7avvnzfpoiyV6qNS4jDi33P22WeLr4UbaUXGXMK3j1lUBJl1oy8R0oIxBvFvwOEXJ1l8GxAsfdwzgiwTdBgHYAQm/Pp4KfD14H74hRCglxh6bgQmq1HwUuCLhi8hL2+/fv3kPmGi7gFR6UmXz6T3CoPARJBanITDZYYvI9fxZUQ68RHB1zIT/zqfj2DePPhuso/GjiDMQWflXEBAbmbEAUIjQq76gCmKkgR8RmmDEaoIxp4P7Qf9ESvUECTet8vE0MU3jwE+vq7EJqTtpt8Ixy705FM7zSxt+jzu4wf3ub5nOhASUaYw2xphkbSo73AucIJfgjiM7oHkziQNmJc7duwo5tq7777bOoFKjgubW4cOHSr7Ub3jxwf8znHsxxwL+EHgc8a+Dh06iEn3+eeft82aNRPTrPeL5BpejX/RRRelNQlH3QOi0pMun0nvFQZTvBM0ZeNzEDdqLVNGmDbwcWF/JnizeJSpA/MGvzlBLrUnPe5FFdM8eU23hf1ywrjRqpSNG7GWHsvz1E033XSL22g78NumzeUz7Qd/q5soczTtqt+He9ORRx5p77vvvth+IZ/aadLJdXyeOD7qmVTFFkwH/Ybfr1Q21WSSRoXtriufUde7F0ACI7NmL+ECvOkYM3LU8mPlwexWpvCjkWNN19NPP11M3mj2WDLMXxMzN0vAATNfMRt4SB8aPEar2RLMZ7b3wuzMrGxmnjFDOg4fSBctnXuhU3vLp0WLFjJTGy1s0LTgGgExkxA3i3uTTmb0oQWOguMpXzS56TZmz8VBmbmXXZ4h2gHywWfddNNNt7iN9gIXJKJR0FYx+xZtU3WCu9Krr74qYWNoy5gxTDvPso60dViDzj33XNFAYoGK09LlUztNG811KGvyRdlHPZOq2ChHnw7Kj+/Vpe1UKjlwNzz//PNiGib0C6p0XgBAKMJPw/tPEFoHs/KCBQvkxWOafhgqrRtdyGcqClBxiIOI6p5F65nSj+r/6KOPLmPSpUHh5dh8883Ft5DfCUeAcImQyQvHMW7EJeboINzLC3h8jmqYgvkkkGqSe4Wh4rdv317ySEgFX1Y0CoQeYD9lAAiWRx11lKy3OmrUqNL4gZTfmDFjSo8Lgw8N5hvMIsGF4RFiaYgwhdBAEQqI7/hbRoEZgGMp73Qb6/nGQb54+X150iAoiqKUhxeUAHMkbUh1tx+ENaNNRaAi3Nphhx0mfRA+8Oecc46sckLbfNBBB8kxceRTO0350k7T91V3GZMW3wcjyJIuNUdXI5Vhkobx48eXCUfDrGdmNDthrnR/mzZtrBPyJLwA35s0aSIziPv161d6DPvOOOMMCS2zzz77lF4PkzbnOiHTugpfuj+4cQwhdtxITNLkKpl1L5zc1x/DfVD7o+Z2L17p7Go2ZrUR2obZ0sG8YPrGtA5R+cTsUN690sF5EydOlDBBpJ8Z4IT6oVy4BjPryDehFHyIIsqI3wg9dOqpp4qpJg5+J52EfMC8MXr0aLkP+ef+hCzimbAFwxdVNk7Yl7+uAZD78teNduWZvf322/JbXcLnf9CgQeWGXooi2/PdAEfCCV122WVpZ9crSr5Bffd//efqBBcm2uILLrjAOgEutbfEhEubhutUJubTfGmnSTObb6Nbt25td9lllyrZ/L3Is+83/fMmPUquSGaSrjSBEQgZgI8Ef4P4/bxIwN+o45JARR4xYkQZoS28hX1KqGzEf+KeccJbUtLlE7K9F/niPDauMW/ePBECfJkF4bpcH1+VpC8RxyHYvvbaa9LYhBsyf++qhAYS/00EdQYCdQ2f/7A/b1KyOZ96QLxQBieDBw/WRlhRsoS2OaoNpv2+55577Prrr2+7du2akXCXD+00aWBwj88gnwkTx99cb+AFVRQk9HN+v5JrXDlXtQ+jXwSfv0H8fm+W5W/UcUlAtU/0e1aDwVfQCU6ysbazG53JMd99912ZkC2cg/8f9wzP3s6GdPmEbO+F6p/z2LgGoRS23377SFM21+X6+DUmVc9z3IYbbigz7QhhFDY1+HtXJfgkOeFe8psPZgbX0EuoIlYmwLUg15B/ltLKlmzOp5wxnbVr105cItS8U/1gdsSHDXOjUnOgbQ63wfQ9LHWHOZrnSsi0vfbaS1YIcgJm6qj05Es77QQ1WRGLfhRTOOlKsjmZQs6P+i3dRrvrXbC8fyJ/uT/pUPKHSvdhzDU0qvgIUsloZBGc2LbZZhsJUdO8eXNxHsaXQ1EygTrF4MONcksbvlxTUQfuip6vVD90lvh218XOEb9EBKvXX39dQq+FoUyq6l2sKOTjwgsvNH379pU4vPRJxMzF356BKGHXagKUOYIq7SGTSJmcyTOI2zhn8uTJ5uSTT5b5CVHH+I32FWUPfp4oDJikQ8ihSy+9VJRBV111lVm8eLGkRdu3/KLGCYxUpD/++MN89NFHq0xWobNn1MeM7GxmYCt1G+oOjRVrBvtA8oqSa5j4Nnv2bNOhQ4fUntoPggPRM1iXm1nEQ4cOFSGLCY38Rvu+7bbbyixjBIx8hzROmjRJlBhoFT1o0FgHGo1+eQGz8wWENARA0s6z8BaguI0Z3FdccYVMwmyaWngjaqPP7tSpk0wEHTJkiAiKCNlsTBy6+OKLzbJly8R6x325v5I/1DiBkRlnBO4mmj5/mY3MzGEqGo3OiBEjpOFRlGygkYqaGciM/6owU9dGaPTfe++9MuFCkoIZj3NrA3F5iXI9qc0Q3JpFEGjD0cwRdQIBkoUdPvvsMwn9gpsRq5vUhLLBfLrrrrtKWDXyQMg36jvtBvtYReyEE05IHZ3f8L4iNNIWQlR7GITIJePHj5dwQungmqxqRtQQnjv9NqH1guBqxUpthBDy90fIVPKH+kOGDB5S8pEHU/Jwljz+sCneeAvTZPc93RFuXx49M0YeHTt2lBAzjEB5UTE/H3zwwTIaJdq+VrKaA5oVYkvSceC3GQQTFSNRwi/R4PiRaxAGDvfff7+4IqB55vhZs2aJn094eUVGzfz28ssvy2oG1KWwJhoTGVoO4oX6mKGEO2IVBuJt4jdIx+/9e0gj1yTtNHI0noRZIjQGf3GXCEIaGI3TSb755psSTgohIir/USQ9n/Ii5NNbb70l4T/Iiy8P0kh4DRpsGufy8PfkPm+//bZoAMiX70h8uZIezKuUUfA3TFXEqGvTpo3cm31eCPDnsmQZnSvn+t8oZ8x5aHxZ7YH78vwpe+BaCBakiefAMyfsRhLKyxNUZv2Lywv5oE5SZ/B98xDai/RhvuMz9/d5B6wtmdY/rvPBBx9Injk/fM04uBfPmPBowfqUKT4+L2WAVopnDvzlfSR9n3zyiezDvFsVPnuVwY477ih9E2VPOb3zzjtSbxB6Dz/88BozKAjW8XB9j+LRRx8VNzDqGu0qK62F30MGCMRPRqGDj3i661JGrI6T9D1WKpNiU1RQX8Q9hgoFKwrN8ttuMY07d2F9SjmixmkYgUad0RyNyQUXXCB/iS1VU15IJR46V7TGNC74Ae20007mrrvuMqeddlpprEqgQabx4bfhw4fLclZ0Ngh3mPdwQPfQSeEzQ8xOGnA6O45BG83yj3Rg+N7Q2BEUnjQA1+DaCJFPPvmk3Iv4mghq3rzCPvx9gPvccccd4uhOpxwEjckpp5wiAgiTtgj2zjKZSUl6PkIBPlMEFea9oCFHu0GjnSl0AJQbggvPgRhzAwYMEIET0LrS6SN8YXJjmU0EI8BM99hjj4mP0owZM0RopKyee+45KS/MV4MGDRKBlvygkWEgyDKYCOOUM/WAGK533nmnnEtHDDNnzpTl0hDY9t57byl3nh1aKjrpOMrLU2XXv7i8cC+sI1hOEMg8lAH5YR+Bobku6WBgTH0lBmwm9Y8yYZCBuw6fWX+eezABCiE3DuoTQaipT9yHmLEMzrlXNjCQoT6QRjRvQaivfonXXXbZRSaA1BQQgtCQsYY0/RJlhCk6aKKubdAW0QYgEDOQoF0NayR5D6jjvr2Ng+fNwFzJU0ri5lROWB1FyZRpoSUQi109dB2eLCcZDB/BZ/YNHDhQQi4AxxIahnids2fPln3w/vvv2+bNm1sn5KX2WAkl4zooWUrSM3LkyDJLPwJLdIXD1PCZfaQ1iL9/OIyTP544bR7uy71cp5vaU8LUqVMThcXJ5HzuSxmSPnCdvMTvZOlM1/lLWkkzy1/GQZk7oUxiogVxApeEfXLCjDwTYsbBypUrZWnMcHlwn/A+jiVOnRPSUntKlsokDh2xSyFdOp3AYZ2gJs80iA8X5AS51J5VKS9Puap/cWXuOl0JLeXrC9fv37+/xPJzAqXsI3yLEw7LnJ9J/XPCpXXCmMS39XA+Icri4vrxnK655poyaUlaZ9PBe0TXw/sXhnJu3769/B5Mv5J/EBd42LBhEgYIot5zX8d4H3gvlHylGsLqKEpFYQUDfF0wXwZNUXwm1ARaPjQjwIgeMxyj2mAIo80228xstdVWYp7zfPrppzJyDYZCihr5c72k+PsngTxxP8yRQZKa9ZKez8QvtKjklxmaV199tWgbyTdaJe+XlARmrnI8zyIIGjlMoFyTJTmPOOII2U9ZJA0lhTb3qaeeEhMtaWS79dZbxc2EmZJxcA6uA+Hj0E6hsaKsvMYtTHl5ylX9i4PrBJ8LpmLuwT291YS/YfNy0vrn2nlJN9obTOcezsclAc2Q166GIV1op9Gg+rQkrbPlEfX+oZ3CTE5IMTSMSn5CncJ6wDtBvcK9AM09dSNYJ3mf8E/FgoC2XqnZqMCo5BUIPJh76XTDYJLDLIufXKYg3NCgcX0PQgU+r0EhMhe4Ebc48tOYhs01ScjkfBpoTMF9+vQRs1hwO/HEEzNy28DkGXdPhKSNNtqoVNjBPIzwkQSeA+WO83s4ncwaTgcdFXUA4S4o0AGCBj6AmI29S0GY8vKUq/qXCaSNwQ3pwBwM5Jv6ip9cpnANzIYsLxoON4bvGe8Az457hEGoxMzq6w3X8v6FFSVogvcgeJCW3XffPfIZKPkB7hQsY0hbwwAOdxd8kIODHKDe8c4xAFBTc81HBUYlL0HLEsY7QifV6gVhrW+0V/il0YghgNHg4f+aawdrOnoEGAS/pFqnIJmcz3FMJAoKxhWhvHsiQDCpBYd2Og6EKQS38gRTrhsW4DOBfIaFQuoFz5K/CDrpSFKOlV3/MoFg0ISaYbLLuHHjRABGA8hEE/wXsyUq30x4QUCNK7Pi4mIREvHNZAYwAh2CQbYCANpctMFoUb1A7MGfFe04GtpcD+SU7GAGOP66+KD6gRcTrIL+vR4/AFDhv3agAqOSV6A5wqyIQBcWCHCeppFCU5IpdFL9+vUTUyOdEg77t912m2hXkkKHmw1otEgzEx6YHJIpmZyPsEFnzszzbITTIJgMmYDABIUwTFChg2DiCZoiTMpMWKGc0TyGhaqwsIJQyXloJqI0W0EQKryJGaEGsyrCBpMngvBMqSM803Sm8fLylKv65wnmJQ7uc8YZZ0h5IkAxwYkyzia+LGWx+eaby2zqsICORhoBoFWrVqk9ZSGtDLKY6MKggAEW5Y/wnO1AC40lE5WY/ETePDw/ZpwzsGNQh8aKZzBz5swK12WlcuA5MHmNyVa9evWSCYRsTNpiQKNCfu1GBUal2kGY8J0zflpdunQRrRUhUzz4rL344osilCTtsH3HjECCXxorLXTt2lUaOATHdEJFGIQfRtJ+BYMg7GcGK9oy4HfMsmz+/pyPmZV80vH6kTjHopEL5j+KTM6nbCgjZuSOGjVKyg0WLFhgxowZU+Y+5QkvaLPQ9Jx//vkykxZNE/dEmKI8Edjef/990TRhlkbgQjOHUBK8D2WEsIUWwoMAdMwxx8gMa7QVXtOEoECYDu6FcEjeEZKDGj86JwI+jx8/vsx9EAI5zvtURlFenhBkK7v+Qbq8RIHgNHjwYBEWmSlNfUUIDvo5epLUP+5NWQO+jBwD/MWnE98ygktHQVqYTc6gBa0x51AW1DtftzIFQbN3797i+4YAyntJoG5W+uBeDOTwt0Vg5lkgKMe9H0rVgd8i9So825n3CGEy7JfqtclR7gdBOBdtpJLf1Lg4jErtgTAfhFzBH4ZGiI4Ynyr8XWh4WHWFDgoBhFAhOMHT0WBGowMhhApCA4IcnRlCCIIRYXHo/NGcIIDi14ZWCQEKjQodLPdmo6MiHiGjY0yqjJ4RgrgH56GtQ7BEy4GwRsNHuBJ8yehE0UgRAoSwKVwXB2/2oTkhXxyPPxbXYvWYe+65RzpEOkk0LAhK5IO/mG6YyOHNPEHQyiQ5H00RDTQNMJNeWNd27NixUkaUHQ07qysQTBjTNflkdYooEzJlQvgqYiTiW8gEFybUkD7CsyBcIeCxn79o/bgO10Y7xHHkG0EHUyblQTmSVp4VQjuCDaZOBEeeJZ1G9+7dRajgfGIbUkcI34EAh4YN4QkN1dNPPy1uBdwTTSVaVSb4xGmNy8sT16rs+odAxu9ReaEseKZTp06VvCNEcQ7CPflDEESw9fUVIZ13hLoHSesfWlP+8hy4P/WA83geCGR07FGQbvzU0DLyrrBxb8qbPPA+4dsZVWfjIOYigj9pGTZsmNRR6j5lR50hvZjhqUc8U/KsVC88K9oOBlu8R0EYQPAu8G4FJ6NRx2kXGCgREor6FIZ3bMKECTLg5Lkr1UX5cRgLiJsjn6w7TDZj5nXtYArb7Gs26j3AtRjuVNVDKtUADQidLKDFimpskkIHT8xCOiQCw7Zs2VImFaA1oqNm5EyHmg4EMJ8WzL5BbY9PJ50mwicaJAQoBLFwRxq+DgIGGkM6yST5y+R8hBG0jz5d6XzUygPhAu0gfxEWgppZnx6EKMxR/lj/3UOZ8AzC54P/DSExbNLyGi3uE64Dwd8yzWNcnjyVWf8gLi9hEMSYmYxgS12lI0UgpL4eeOCB0nH7ST+Z1L9gvqPKOwqfbs7xdZ97IEiG3wWldsLgh4l0xIElnmIYhEJisOK2gJtKEH4jhimrvOBLHqwv1C0GvgxeGJRk43KhVAZO8LMrzfKChiLuNXDfCxYvMYt23sGs9exUY1qUDMJVYFTqBAhWTCBAi0Sn6mFk3L9/fwkvQsBdRckHMM0yI5tOOCgEo/0myDha5mxmTCtKJjAQwUUE7SHa5e7du5uTTz5ZtPDAoAEt/yOPPCLaa1w+jjvuOFl5ikGRh0EtFho0xrhHIBji7sB10VTfcsstad0ilKpABUZFEdC0YUYhFlh49AuYxDDl4i+mKNUNgiLr7aJxCZvX0TyySs3QoUNlIoui1CRoi9FW4z6D1hwNdUU190plkExgVFFQqfVglqUTZmID5sAgmFowr+noVskX/OxxzMphCG+Dn1hFZmorSnWB6wf+svgDB9eNV2oGOulFqfXQSOHnhfM8Exj4jh8XM0SZWIBJOp3Tv6JUNUwoYEISE23wBcUkjb8tEwMY3PTo0UP2K4qiVB466UVRBJyrv/76a/Pqq6+K0MisY5a1QlOT7WQQRckVTALCj5FJL0QQYOYpLhVB/1tFUZTKIZlJWgVGRVEURVGUOksygVFFQUVRFEVRFCUWFRgVRVEURVGUWFRgVBRFURRFUWIpKLIrbT1TbEwxKwIUmGInQs49qasp3qO12ej0fsbUb2RMY/e7oiiKoiiKUruQmSzFxhbgvWhMofu/8bIlprD5Dqbh81OMadGCA0w9d4gcKH/cVmyWm+LiJu4jM0eL5Cf/m2666aabbrrppptutWgTCkyBE/mQ/Fbyfz1jGhK2OKAvLFhpC219BEPbyG0FxtZbYeYcf7ZZsVdzs1m/09xJa7p9qaMVRVEURVGUWoY1BcUlVuYV7ttqS5cas9X2xkydakzLbeWIgiK7whY7EbLANEK+dLsKzS8nDDB/7LuN2axPT/OnaWI08peiKIqiKErtpb7bvMKxwaJlxmzXwphnnMC4a0pgLLTLrXWHNLSNjVnu9qwsNOaYs0zxPlubegNONabx2sY05AdFURRFURSldlHPyX5Ymd1HJzViVS74Y5mZs1sLs8HTTmDctkRgrFdqbUa5yJcCd0YDY1bUx5i90m064UVRFEVRFKVWImrFv2Q9fBlNUbH5c7XUXJYUBdYus0VOWrSmUUoVudL8cmwfs2zvzU3zAaebQrOuqW9RVCqKoiiKoii1CcTCgoKlTnBc3awsKDYNVjppcOES8/FBO5iWj75kTPPmJcfZ4mXWFBBYp6FZ5nb8aVaY33qcbczuG5tte3VzQmdTd5HGcrCiKIqiKIpSmygypt4f7u/qJY6MzHpZuNS89e+dzD+fnG7MhptwUImG0RRiv25YImbWW27MieeZbxd+Z/6+9fZmzWWNTHGjH+VgRVEURVEUpfZQv7ihabB0HVPYYA3z+2rsqWf+sXS5+entu8xGT7xuzA5ew1jkBMaVOC82NE42ND+ZZWarux4xs+fMMksKGpumy9Yyi1dbIgcriqIoiqIotYcCy8TnlWZJvTXM4sYFpnFhfbPx4hVm7YKPjOk2yJitd0wdV1Roib9oCuq7g4353VjT7PcFxjS2xuC7uKKxMY1Kp8YoiqIoiqIotQUmNxcsc1tDY+o7eRAl4jLic/9kzN82MabBmiWHWYd8UhRFURRFUZRVMOb/AeLMXTpsDMv8AAAAAElFTkSuQmCC[/img][br][br]
Las razones de un ángulo agudo son independientes del triángulo rectángulo elegido. Puedes comprobarlo moviendo los vértices del triángulo. Modifica el ángulo desplazando el punto en forma de cruz
Ejercicio 1.- Calcula las razones trigonométricas en los siguientes triángulos

Información: Razones trigonométricas de un ángulo agudo