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DkOiCwqCrJXX3MXX+E1SMtp+KETMco1X4SJSR/zQZVMXap6541q6yrV68R1tY/wKrE83f9DustwmrlrlXG6FDD6DALq09Nw3J6ViVh1bMNG7BeAWvG1Egrq0W15PRIM6NEI6tB61uiLKpqC7PWrnW1uGukEoOlsfjb6g6cuvtuvHryEbx/+lGc2LQaj98+hYfYqr3Jy1AWbIm2ZCf0Zrhhe1usakXtZJwBpjxL0r1ECKqrTutZCpiYu6pZaNrJqF2BtOtPq6w9BCQmL4lerT+zOWtWWVeprOcPadtQYJ2548+w3nyeyuLmLmfjcmbeWJqGtqpcdNUWsA1FWZUY7apmK9apGu/XQpsgPAE4QePfMMjqr1UJfyNrEz1rmp61a6wCO5jaaxOXY9f4EHauG8PRO27HZ6cfwD5+/dqmBtxal4Gt5WHID7RHboAVOlJcsLM1DFOdmRgnLGnHWYNX7aiUpVWXNpzOKGwGmKhMm7lmYf3x+IaLNZdqbYWoxfp/Kev5Q5uvK+sMlXXu7wKrET//rIXVxj9UKUsSvCaTyspDd30R27AcQ4Q1TFgj3TVY08032Fuvah3Vto7tKZNygm98gqF1kov2eqneCmzhJPwbJ+HOwTIMl8ZgS1sVHr/vXrz79FO48sRu/Gv3KN7dvxOf7VuPQ23Md8k+SF9uifZkZ2auEOzo105CacHZ5VpOJaQNZV+UtWd2BZJWlI8loKo1SJ1MaI9upNTBYEEYGuXYRk5W5awrJ4i7YeD/MHhOQ1HWic3leGxrGZ6lss79vQZP7ZxV1lF0sscrsqPVWXtrRSbNvQC9jSUYbNUoWCOdNVjbU481PXUYI6S1/Y1YN9yNydFeTI50Y3ywFWPd1VjTVsgplqvOrW5ZXalg3d5bgPbMEDywcQTfvXQeX154AV89ej/e5JT8gjHi8uFpPLM6BTWxHigJcyAsF9zesBL3DKVhDfPVwMwJhJxxybWnMkEd3fRUEM5MyRGOOolgyRGOHN9IaUFFEFIomvLD1PGzgKrLCkQdQdXNLtLXYf34I849uJmwyhhMS9mGVTj3Ny2sn65dwxvnjlGysdBkR6G2MJHKkrP2/OvKGmirIKQajIqy2IZjVNWa3kZMTkxgamoKG9ZPYGLNID9fRx9hm1RFMu9EsQ3LsXNNFfaO16I1MxQPbt+ML84/j9f334+nb5vGiX4Nzt26CW/uGMH+xnDUxHigjTtjQ7wT7mpZiQcHQjHeko5etlyvHDez3QSYnJ4qOOqoRluzh4FyzqUtCaHR6pyrWZ3XhypQteqcPkhVXQ7Bya2w655FXj8Q1tmD/MtRWSe3lOKZHZWMD9V48o56/MTo8DphiXwlOminYQbaq/PQSXX1t5RhkNPw1dNr8NA9HdiwTkNwtWxJ+tXkJDZt2sjrONaN9tPX6qgCKoH7X78mHBNdxbhjtEpNw7a0VVjf1YpX7tuFt48dw0u37cTxjlLsbi7GE5Od2FEegL7CaAzn+WJtgRd2ta7E7t4owspQp6fquGZGYQJLqyw529KqSk5RpWZhzZ7RN+WHqxsaAqc6MxBlqYGozA5HZVY4qrlu1eXMrDuzsKQNzz4wjePT5epG6zM7KvAs48PpP8DqpnRL0sPU/cH6kjS0VGSjtTJXARvpK8PxY/3Y8LdM7H4gCpsnOd06G7Bu3TpMTBDU2lGsXd2Lka5a9NemM9dEcGkNVUfJ27nq7FnfzKU5EBVpCXjrxGEc37oV/zx5BGcmW/Agw+qTm9qwXROC6ril6Ej1xHD+Mvyt0Q87uhLUqYPcxOgjJCl1eqoOAGdAUV1yB2hWWa3FWlithCV3gepyQ1GREYiixBXq/mFxciCqsiMJjJkyi7tw9v+AdfXazzhDWKKs41NFeOo2DZ6hb53eUY9rTPCvPXdMTQ11ZyeXobSJ371umnxDDlpp9Bs21GH7wwPoHufqI+l6vBhdrXUYXj2INSOs4QGsGezGcOcMLA2VVR6iblD8nZ51cGs/VmuSEePnjvfOPo2Pn3kG7x44hBc29uHCRg6dsTKszliKprRA1MZ7oi93Oe5o8MPuwSQFS87me9h+naIkwupUapLj5Ti0M5K0E1KbqKkkBs3Mi42EJFWdFYLS1ADkxy9HVhSHR4Q3ilOCCCsaFXJjhrBq/i9Yzx6YorLKcGwTv5PbyxWwJwjrKlv0lbPH1EF/MWFpcuhd3SuwensURnYWoXskBWM7qrF6Vwmaxph+1y3HrfeEYrC/Aj2dLejvbsFQXzuGWUPt1XxjGVxeI9BbGswxn4H7J2uwc6iCnhWMjGBv3Lt5Ep9efB5fvnQRnx68DRcmC3F3QzQ0IQ6oT/RBVZw3c5YXJoqX4P7BeK43afwGpGhVJTcxqDIB9ruy4qko7W0ygdVCZclN2ZrsUJSmBCCPoDIjfZES6o1kLvElqaEzsKLYipEE+gdY8t/Vn37BM/s24uimUhzfVKTiw1O3C6wGBeulM8cVrEL+QWXFlPLGGEzuCEP1BL1rOhC92wPQsM4fHasjUd/IibM2FD0DBWiuLUF7Qzl62mox0NmIgVaGyxlYfVSWjPsjd66hsnoxUJqAgmi5/RSOlx49ig/PnsWLd4zjzuoorMldiYpwV5TH+6M22Y9t6IfNFb7Y3RNJWCnoktajuXdLibI4/TroU+30KLkRK60nG4isbPV5VBRBlacFIT9hBTKj/AhqKeIDPREXuBil6eFq6stN5IpMacUZWFLy37U/wBJlyb1DgfXYbXX48YcfcOHZ4yq05XGkJrUHoWycsHatQskIg9u6YDSOeqJ2wBVDkz5o7vNCZ18Y6utzUF2agYaKXHTUl6OvtQZ9LRp1u767TAvr1qFy7J9qYc4qR3t+DMqSQmiwUbhltA+P370d9w5xNWJG2sAVpSnJF3G+Dshnq4wUB+G2+pU4MBiFsaYUBaiLPtXFNpSSNuyUCThzt1par6kwUimqOisUmvRgFCWtQnaMH9IifJBARcWsWoxYlmRJDWGpK6syM1wL6zdR1x+UdWRjCY5sKFD3DqUVT22vww+Edf5prjsMbTlZq5BQ74vi1StQOuiL6ulKVG8oQmadLbqHVqJlYDES8o1Q1WmHjo5YlOcnorY0k75GD2usQHdDKbqq0rl/hWOwIhR3rS7Cg5vbuRSXoD6TGacgCfUF6djL2HDh1BEc3z6GPVzA72KEKOMbS1juim6O+ZGiVTg4loU9vWGYbElVaV3uJQooFRuk9Wb8SmCJsgSWqKqKqiqjqgoSVyIr2g+pYcsQH+SJ6BUehOWpHnLRZPEbJ9eMSKrrj7BkGl77BU/v24SHNpTgYcI6tbUETxDWyVvrcOXKFTz35FGO2FBkJa9CXksyytYEoHQN26Y/ATn98YgrN8fw2iBUNi1GYY09KtucUNMQgSJKubIwGY2V+WivL+PkLEZHRRpbOgKDlZHY0leKu6eHsGOyn0k7i29CNoQM7Ll1I9584SyeP3YAp++7DQ9O9yNmxRKkhPhitCaNSgvArp547B+Mxq6hdKxtTlOgpPWk1LMPBCSKklIPjuSGK1CiquJkrVdliFeFsQUJK2alB9twCcozRVUxbEftKUs5E4B61uG337Swfrj6M54irMPri3B0Y5F6LusxtuIj22pw+bvLePaJI2oNyClPQtV4Fuo2ZKB8dTbGbylBmmYl0ip9MTGZhOpGH2QWW6O02V61bH5aOMo4EGpLqK7qQmYzQtOkMuOIwQahIj8Zk3J2z0DbzVb1dLZHQlgADu26DW+98BxefuoUXjx1DA9sm4CrgyOWujlTCSvQwyDZyb9PcoAT9owk48D6kuuQxKOalZJk6mlbr0aerJkBVcIcJarKifVHBltQHqNKICx59iw+yAuFKWEoSg1XJdO/NDXk/4Z1aLKYrVjIrFWk1HViaxUufXsJTz/2EHo6kuhVNei4tRIDtw2gvD0Y63c2o7o3CdFl4ShtC0Z2mTuqGnzRt2YpinMTUZAZj+KsBJRk04Bp7nVM/5LTagviEB60Cj7LliEjLpSLeDUykuJgb+cIbxdHPPrAHrx98QW89eJ5vPLsk9i2bhQ2ltaqAn28sHKJB+HZwdHGEstcrTBElTZJJGCrSTUwFjTkR6rHkOSBloqMYAVKAmchvUpUlc0WTL8Oi55FZUWvdEc8oSUGLeZkXIzi9GjkR3nOwJppwyuE9eS+KTxIWIcn83FiupDqKsKxzZX4+quv8fiJB9A5okHrHUOYuP9WtK3twMTWdnTTUzSDWYjIXIbipmCkFbiitNoX/WyP4pwUFGYlsRUJLSMWI721aCsIpHnGoppetnSpL+ydPODvvxKdLfUIDQ6DhaUd/N2dcebkI/jwjdfx4ZtvKmBNNfWwtrRRZWZsAhsrW4J1gJOtLVzsrLDc016pp6FAWk4gMUwSlPyaPOwmk688PQglbL9ZVUlcSA1fpsxdjD1yuRsi/d3Y7vJ8lhui+HFveyOq4t1mlSX7oRbW6T2bcGC8EIcm8hgfCIvqOjJdgX9//gVOHNmLhrU16NncwizVg8Y1zZi+dwuhNSGjMR7JOctR2hLI1gtFQfly1FQIqGTkZ9DXWGX5Kfj7bZMYqWS2oXGWZcfB0cUT1rYuSIiNQUpsOFxcPWFp5YCK4nI8sOsevP/qa/jo7Xfw/ksvwt93BWxs7GFuagZzwrK3c1GwHAjLyY5lbYIImr88jyGQqhkkpe0quZyLorRPBVJViauQG6eNC/L0Xyojg4IVsJhw3BWgaMKKX+WuVNbbVo/mZA/tIn29DWnwT9y/EfvXEdZ4HuNDAU5MFeKhqQp88vGnXGX2o2KU02y8DMWt1WhcR2XtuRPFxVRNKUdsXSxquoNQmEvJ0zuKspMUqNy0OOSlx6O6LAd77trKlB6CwrQIZCaGw9rOFVa2zrB35NXaEbYO7rCwsMWGyWl8/tVlfPjRv/Hh+x9iamQM9vYuMDY0gYmxGSzNLGDv4AIrqszOxha2lpawNtGHl6MZR30IFcR2SxNAVBIhiZlL60mmyo2dMXUqKpkhNImg4ghKShsdPJDArJUSzOlIWAMdTWgUWKIsefh2VlmP75nimM7HA+tyGR/yafT5OLxJgw/e/wBHH9mPoS31WDuVg7LualR2lWBoogdVlXkoKYpFL5fmAk6+AqomNy1GAcoiqMzkaE7QaNRo8nDvndMYKAtGTmIoYiOCYElV2di7w9LGmQpzhp3jYliYW2Ji3Qb8++vv8OWlK3j3vQ8RF5UAW1tHmBiZwNbGUX2NqMzK0pZtaQ1LU1NYmejBxdqQ6nJRbzJGlKHUwXaSolpEeaG+zghc6ohVS+yxwtMWXk7m8LAzhZ+7NWL5dYkElRa2BOms6BXuGOxoREPSLKxff8N/COv7q7/gsT3TuH9NAQ6szVGwpA5v1ODdN9/CsYfuRk9PCmrrwtA+UYuiojj0ddWhrqYUeVRTe3MVclOikZcag1xWXnocslJikZEYhcwk5pXiTGyfGkZfSRCyCSsoYBUsrJ1g5+SpgNk5uFFhHvQgG4yt3YCvvr6Eb777AUePPgoHRzfY2TkrnxI1WYp3WdnAyspO+ZelmTnMjXTgZGmApc5mfPMm8LA3gbudMRbzKh+72hgRppH6GkcLfTio0lMfuxKyGz8fu8KF0cQTmQy9GYQVSbj97fVaZcmj3b8QllLWtV9xas9m3Duah/1jOXhoMlfVwckSvPHyBRw58DdoUv0RE+iFlJjlSIpYjq7uRqTnJiEsnGGO/4NcJu/89Fh6VBwrXrWgqCqHEMsL07F+uJUpnUEwIQTLfPxgYeMKW6rJ1sFDgbKXNqRKtm3/O769dBnffHsZa9euhx1b0M7emX5lAUulKqqLrWjGj01N6GEmJoSlB0dLfSrECn5u5vBxMYOvqzn83SywwsOaV0v+ugWWOZtjiaMpvBxM4MlSV3tjOPP3xix3IiwqK9QLqbyG+DihhyKoS6DB//zzz9dhibIE1n2j+dg3mk2Tz8XhiRxl+K+cewoP77kNmhQ/Spv7U4gPEsP90TXYiqTcBAQFOiIi0AG5yZGEFaMmXxHjQl5arAIliisvSFMHg01Zy5EeGwQ3j6WwsnMnLE/Vfg7OnvQlV2Xghx9+FN9e/gHffvsdkpLSFSxra6poBpZ8bGxgAGNjU3qcNdvTkLD0YW+uD29nLRR/d3NCssByd8JaTFjulrxaYaUqS6zy1F59CdXb0RgulnqI9LWnV7mzPJAc5KHata+xHIXhzrOwfr2urJP3b8bu4TzsHcnCwfFsPMjauzYfF04fwxHCatOkM2AmISHcl7C4zHIqxnLp9F1mivhgB+RwAc5Li9bCYr7KZysKKKlSTsPhtnKuNP5IiQ5g+3kpWPbOS1QrOhKWLdVjZWGFl195g7B+xPvvfQAnRgtpQQN9A+VXs7AM9PRgSngmBGYmyjLWh42pHtztqRoqx9fVjNDMqChzpTABuJyqW+FBSJ6WCPCyxnIP/rorv9aFbWqlj2BvG0JyU7BSgtwVrGZNLnLZOaoNf/7lV+VZP/z0Kx65dxN2j+Rh91AGDnDvOrguG/eP5uLs8b04+vBhrBufZLCsRUNpKt/wCoyMdKO0JB0rl1ojxM8WOUmElUKDl3YU7+LrrMQIVjgzV6K6bVaa6IOY0JWwtvdQbSjQtLC8YEMTd7R3ol99p2Dtvvt+tqaoTdrNHDbWDoRpDVuBp6sLAwNjmJlZKd8yNzLgRNTFMhdLuNkaw93WCEudTLXtKK1Ida3ytFaQRFWiOAEqX+NhZwRnK0Plb8s9LBHp50Cjd+UAsENFDte5MMISZf308y9ag2d0OLF7A3azDe8eSMe+NZl4YG0W7lmdhYd278D0LTvQWFOG6pIMVObHUkEhKC3PxfJVS+DmZIKl7mbKuHOSwqiwCNWS2bxmJIQhIz6UmSsBvQ1FSOR3LXilHychIVgzNoiy2IZOAsvaHpERMbj03fesH1BYUEYwTtDX1SNIJ9WK1jR1GxsH6Oksgp6+EVvTksqiutiGlsa6WOLEFvSwVUbvTRDKt9iCy6moFWw7qSWOJsrsna2Nafx/LhkG3vy9IUvt6FmO6CiKQSYtZs5PP/2Eaz/9fH0anrhnPZVVgLsH07lvadV1a2cKF+BKtDfVcb9LY5iUn6kJQl7SSiRG+8NziS3/8rrwXWyKzLhABawoPRIDjdnob8lFdlIoMhNCCS4K5bnxiAlwg7/PMqrKBaaWjrBTsDyVZ8mkq66uV7A+/PBjOLt6wdDACOYWNkp1VpyGAsrC3Aq6CxfA0NiCnsVET5M3JSwLTkRvRgGJBAJIfMtfKUjbhnK1N9eDhbEerEwNYGfB6TgDzIPtKy0a7G2LCF87mr2Dqtjl9gjje5tz7RqV9ZNWWd/9+LOCtWt1Pu7qT8O9q9OwdzQDnYWBWOntgqhgTsCoEGRE+SIzRvapJcwv7vDxdmDqXsQdTY8ThHte5HL1CM/nz0zhywt3YoL7ZGFiIKfnSoy2lqA6ZSm8PL0ULCMzvnmHxUpdkuQtmZk2bNiMb7+7gt279zKoOtCrjFTbyWuJClLGRsZYMG8uTM1tFEhTKktgmRvqcMKZYaUXYSklSbsJNBo5QS3m1DPWI2TdRRwQusrn7CzYsnb8PWxRASVtKF/r48wpaWdIL9ODp+UizLl6TZQlsP6rYB2/ez3uWl2oYO0eSsN9BJYc5IrFDuZwtTVHyApvLq3saeYRCXuhvk70K6rDln8o+z6ekzIxYAnl64agpU5qbMf4O6pfS1jlhf7KdNTGu8PFxUO1oKGJFawkY9G3zMwYLulH+/YfwjeXvkdRcSX0aeoCScGykhBqRzAW9CpDzJt7M2HZwtzcmkYvyjKAGWFJwPR1t2ErWahELz7kRv+SbGVmsBAL596IuTfdiAXz57KVF3KS6sPJhkOAf1cPfp0EWzcbQ9iZLIS5/jxV1vpzMefHq9cgwOSnwrTK2oA7hwpwZ28KfSsFu1h+/K4IrMriPDRXFXGDj+DSaoOgZQ5Y5W2PECZif1crhC/nnhWtVVBixAqVw+JCfJnLvLms+qEgdhXaipJQEk1DZ54ys6IXGVkoaKIuY1NrArPEkWOn8MlnX3Li0dMIQnmVTEGuQfKxIUHp6xlg3s03w8ySuyLVJVnL1FALS+KDpHkLI13CWQQjvfkw1JGaBxP9BTO/thA6C+Zi/rybsGjhfOY0rcHbm+nCxnghbE3YKWY68LI3gLeDIZY5GWHODz9egwATWJdFWYS1cyAft3cmUV0puL0rQYW4pBBvdDdVqVtfnZVsq+SVWMqpE7DUQa0SiWzPlu7V0JSXojA7EcVyeJYVifJM+XlB7oIpwShIDkJBEj0tbhUjgxthOSpYxmZsLX4s/mPMiXfgwaN46tnnmaEsfgclSZ1Tz5h7oa6ODkuXb3QBzC0d/gBLH6YGOrA104OdOVO6paR1Q5q4oTJzF5XgGT5nXjsRjp2ZPvQWzoMOgdmY6MDCYD70F9wIA8K1MlqkYC11JCzWnCs/XIUAkx9HUW24eyN29Odhe0ci1ZWEybpIhC615RYfh6HWSvXzOUP1aeomQFKYN+KCFiOSvhXguxiZ2bmor61BJZO6PCM/VJ+hHtgYa0rDcJ38nE2Cuh2VFR+oNXcLe+gbmitgFlSXgaEZjIzNcedd9+PW2++CPmOBJVvQkq0nLSrtJ225aCFVsUgHCxboUFkOMPsTrEWEQFBWAsQES/iNXs7IEOBlc70Cl9hw0tmqTOVDb7Ix1YX+onkw0p1P1S2ApdFCKlOfbctd05LT1Z5B18EAc76/8qN6SlmUdemHn3Divmls78nBbYQlNy+7ClYhjYm2oYCwGuUnHvLUoz1dFXHc6gOZ5j04Rcz4l7KEp4crWhtq1Y+myE9ETLRmY21TOtY2pmIdgY3WJ2OsIZmtGqBig4m5nYK1UMdA+9rAFEYmltgwtQ1tHX2qLc3ZegLKhPHAyNBYqWrRggVYyFqkQw9SsASkGUxmYHnQxAWCG017lQCica+aSe5i3jIdZUr6uGhXHhcqTHZEB05JKTtpRTMDqpJeZqFLk6fBs+ZcJqzL32thffv9NTyyZwthZWNbuzzXGYPiOC9Ec1/Kj/NX50PDdalY356lnkSRG5NycCawZB9zdbRDc0Weus9WkLAKubHyU6Q+yGZlRS1TNy+lfL1cYGLBKUdz19HjVFuoBwMjSwLQgTENu66+FWWaOqU8Y8IzYjsaGpkpVeksokEvmE9znwdd/l7xLAWTKd7EQI+etIjeY6D2PDN6lvzdxOC1JRnKiGFV2pJfw8QuQBwIRLzKzpQtzLKmX9lbandFRwsODMaixbaE9R1BfXf5ioL1zfdXcXLfNtzSnY3NLXFYUxnGyO+ibmXLzxW3lcape/7yMEWvJhblVFZGlA9b0RNhfk6w5QgOWEqzX2zD76gd5W+jaoX6mCNZXjP/uDo5wsTMhrHBRrXg3Jvns6V0CWA+DIytlEoiY5IJkC2qb0zFmairLoPpImarhQvm4eYbb4KegdmfYBkrWAu1bUiFGCtw4lvyplnc/aS1pASQg/kfIBGQNdvPwnABTDgQxPMczHUIjLAISlpxjuQZCYC//kZYXC9OHdiOrV3ZmKiNQnOWP+JWOKOKSumVH8CuSYI8l1mZHoDKtFUoTZbTRh/1c8dy0G/JVUMmjfwFHSzEYA3pHYbKSOW1pGVnxg8xcilpu3nzdXAzYenSnwSWnoE55tG4589fSHCWhLOIkAzZfuJV9Kn581RkuOkGmjA/L7BMafyzsEwJS9RhabSAE2/Bn2FwylmJH/Fz8nkpK8KxNBQz52uWwLJlZPBjGy9z0Ef0UhOkrbBAQZidFpYchQisrwnr8UM7sYWweoqCkR7iyh3JiQoKQ6dGHpNOxhr6T2txJMOnB7KjvNUhWSZbLIVXT64ZOvNvVmapt3CumijXa5G25HNq3FvaKkPXIYQb/noj9PnGxbDnzqUX6RmxNXWxkO05f/58XuU1Qc2brxR10w034Ia//BVGpjR2C5o/PUtOT6UNxbMEjp3pIkJbBAeOf2klZysduFmzLRmcxax9nCUOSCzQh6+zAfxdDLDC1VApSH6vdMYqNwMk+Bgjyc8UKcvNMeebS1fUIZucln59+Qc8efQeTHdmozbdH8sZ0iL9nFGcFKRg9dekqueg5BHD1FBPBSw1dLHyJPGimAB3LJx3M9/IX3DjX/+Cm/76V16l+PqGv/KN/pXZ6AZ1lGxh7agUsWiRrnrjhvSmRTpUkD5NnlHCxdkdOrqERoWJP93MTDV37ly27FzcdNNNuIHAjDkUTGfaUFrXSI/TkaFTcpKN8XwqhMoyXci8xAlpsRCuTOHuhLbYRgdL7fXg46gHf4IK8jBCqJcRIqmiOD8zxPuZI36lM+L9zZG60hzpKy2QEWCJOV9/+z2++PJb/EJYX1FlTx2/Dxtp4PnRS1S+CmfgLEkJRUux3A5PwmhDKqNAqjLshAAXZIR70sz9ueIsRUqoF9xpqDffeAMWKoUxANJkZf+SybTU1RorvOzh7OJOYC4qYBroG1JZ8sYdlNkbm9urVO+3PFgpR5cqU6oSlVF5NwssquvGG29UX6uURViGNH9jfa4vhosULGu2lLTTbKmgybIT86byRHGishVuxgRlhghvM8T4WiBxuTUyAm3Vra/CSA62cDsURNijNMaFsLhWfP7FN/j5VyqLW/6Zxx7AuuZMgnBlHrFTt7WrsmPQXp5CWCkYqU/FVGeOeog1iZGiKN4HJYl+CpZS1yp3eDlzRHs6IHAZ90lGi7ggLyQEL0Eig21SqDfc3Lk4O7ip004jI1MVLk0tnaDHGGFMQBIHgsPilPqkVfX0DKGnDN5QTcy5VNpNNzK9cwMwJyz5M2RXNNbXgZUxQUgEoKHL2iKTbzEnoJyEejuaqLjg62rKfZGxwsMcYd6WSA9yQEGkC0pi3VDGKo9zQ2XyMtSmeKIh1ROtmUvRmeuPOV9RWZ9+/iV+Iqyv6F3PnT6Mobp0tp8L97/FyIpZgcrsaLSVp6KtLAXdFUnY2JGN6a4c9cRcJpVVkuiLnJilClhyiCd/nxvig5ciMcwP8XKiGkLVMWJkxfirOytyU9XRyV2dIpiZWag0rs/oIHFCWlEUJTcvZGLKJBRY+lSYrq6BUtnsADAysVaxwszUnBnLSMGSeJAa5ISUQCekBzsjO9wNORHayov0QEG0B0rjPFmLUZ7gRShLUMPFvjN/OdZUBGG8OgQTNSEYqYzAhroQbKwPx8aGKGxqjMacL765jI8/+QzXfvmNyvoe5589znUmFSF+VETwMuQmyI/4xqKpJA11hfLQWBY2duZic08expvTUZS4HNmRXsiN8WZrerMVPRG7yg2pkX7IVQeBkWrVkVtSUvKveqxc7qd2Q3WoZ2aOBZxuCwlJh0AkLhgTkgEjhbSgnFdJ+BRICxkv5s9foAaBMdO8iSnXH4ZVA0MTBlY5VtZD7EoX9JeFY3VFBAbKwzDE6zDfuNRIVSTGaqIx0RCnalNLEm7pSsdtfVnch3Nx71gh9k0UY/9kMXaNFuDwxgIc316HU9s1OHlrKeZ8SWX968N/4erPAusyXnz+MdQVJyMyyB+J4SuRnRDGHY/5qjAZFWzHofpMbOrKw9befKxvy4Q8SZcczMkY6Ync6KWcjl5IDJKHK+S2dzg0+WkELY8sJjLIan9+OS8lXN2gkDs2ZqamMNDVUX40j5NQT98ECxcRziI9ZfCiLF0qSyajPj8n4dTCSo6EZCekslQWI2Q9XbUky09O3D+hwYGNVTg0XY3DW2pxbHs9Ht3RiFN3NuH0XS14+u42nL2vE+f3duLCgW68dLAHLz/Yg1dVdbO6WJ2q3nz8Nrx1pB8v72umsgjrg39+oM7fRVkXLzyNmvIcJMZFITkmDNlJkSjNjEV1XgI0WdHoom+tb8/F9oEibKJ3yQ9t58X5cjK6o5D+lRVJbwqSe3UuaCqMQUNJCnqq0zHSkM7hkKJ2xJKMCJq8FxzYira2djAkLDHtG/5yg0rlckZlxjVHVp/ZNtSjykz465b0OStZrBk9TGUFol/pMazqMKxacPF94s5GvLSvG/94sBdvHu7DG0fG8PrJW/DeYxN479Q6vHtyDO89ugbvPjKKd04M4+3jQ3jr6AC/rh9vPNyH1w/34h+He/CPQ1147VAn3nr8drz5cC9e2d+COf/+5nu89+676pRUlCWw2jubkZmZjrSEKBSkxUCTHY9yqqsgNRJ1+fEYqE3HFNUlRi+PepcwnIr8s6gu+edIYle5INzPUfuIT34Mf6883xSGYrZhflIA0mIC4OTiSd+Se4EOsLawwM2MFjIV589fRE/iSkN1iaIkuIqxi5ps7Jy5WNurZyFm44Ic18iZlJwcyM3Vtx8eZA3hnSNDeO/Yarx3fBSvP7IFr53cRmCTCth7M8Cuwzo2hDcJ7E2B9VDvDLBuwurCGye34M2HqLwDCtZlvP3mG+p45qtvv8GFi8+hf2wM+blZSE+MQVZSDCFFs3WikUSlyesKKqw6J4ZKSUdnaQx9yx/RTPrhPnYKWApVFrLMnp7nhcyEQOQwpxWmBKEkLRiazFD1L44sWbJMtaG9Hdckaxvms7n4K/OW5C5ZrvUISYDNp09ZcioKIHOWBRUl7WdsbK5OUPWpSn2GXTmvkseNPnpiEz56fIOqj/n6k9PT+OSprXj3sVvw6qO38rqewNYqYFp1rZ5R1yDeVOqiIo/08tpDcN2sPvzjYDteOcA2/Pxrwnr9NS7RV/HVN1/juRefw9Z77odGU4rMxEikJ8UjMyURGVRZTGSUuqZGBSAjLgQN8qO/hRFcsn1UjIigmlKC3Zi9PJjPHFRILcmIREmmnGuFcVCEKVAO9o5wYBva0eDd3bzoZ0VM01YqwEo7SsuJJ0kyt7J1UielFvLkDFtTFms505ITCH09fegxy+lxKxC/kjO2z54inNPr8enjE/jk8XHWupnXk3j/5EZcPLYVb59cr9rx3UcJ6xGtut4+NkBg/QrUm0f6WD1UWjfeYCv+42AbXn2gVQvrjVdfZgv+qGCdf/Ul3Lb3IDQNrSjKTkVaXDgy09KQkZKMuLgk9fxUSnQgIkKC+OZjUJa8XBl8WpinUlPoMlt1DB213BHh/k4olAfZqMSK7AiqMRweri5M7tawFoNn1nrozu345skDeGZzG4x1GAmY0kVFcoxsznRuIWfuhCUnqFqPktMHI+gsWgQdLtS6C+aybuYqNZeh1xKfPT1FYBvxOYF98tg43nt4AC/ubsaprWV4dGMunt87hBeObsUbj1BhhPUuYb2jYA2yHftp5gJKC+sNwvoHYb12sJXKYht+/s0VvHbxBUiE+Orrr/DCP17DyKZbUFzViMz8UuSkJymjT4qPQ3xiGrKossyEcMRHhXAf9IG3k5lqwfRwL+VTcl8u2l/uijiqgzZ5srmcOa0qJwr1+ZFUlYNSlKPLElTn5+HTs6dw6blj+GhXPyYrUmBhakLTZ2uyPeWujZGct8uhoJEJTGSlYUzQ16OhL5jPPXQudObdhLlco2SlsmYgPbe3D58/tUnV24/dge6yBOSEumC8bCUODyfg3J5BnD+yBecf3ozXjq+nsn5vxd/VJbC0rfiPwzIZO7Se9fmlH/HK+WfxGVeeL7/5Co+fOYOC0kpk5JUjraAGKQX1SEzNQ3x0DOIjgllB9CI/Ls3WXC304G5niswIec5zMUJ97NW9uUAva0T42KoDOPkHyWryY9W/rtZSHMudzxWurp5cTwzRW1WOj589iUvnTuLFdVX41/1TCF/mqp6WsbZhNKCaZNqp5L5wEZP+PNbNzGU3YSGz2fybOBBYC7hv3vjX/6fO2Dd0ZuGrs7fg309uwD/P7McrTzyI/RPV2FQThKFCf62yZmA9/9AULh6ZJKwRpa53qK63RV0z7aiUJbDoWS8fkDb87hounnkCH3/6Bb6ksg4eP470nGKk5VUhtaAOManF8AuIVCuKK9+op5sbFrs4wsbciHugBRKCmPIZF8SjApbYKFjLXOQGpS0igvxQmhWL1rJEdRQtP5rb1VCLXZOboMkpwIEt0/jomVP458ljeHvXJC5uGUVhsKeCpD39lFvzDJxGDKe62mC6QEIph4Es5qIouVOziOqaR2hzuZOG+Tvjy2en8e6earxNEO89+wBee/IhQixBe0EEnt83TFBbFKhzhzfh3IMb8MKhcbx1XIDNwppVVhdhdag2fHk/Df6z737GC888hg8++gz//uoLHD55EpFx6YhOykN4Qg4CwhKwzDcAiz2XYbGHFxa7e8Dbww0+7vbwW+ygHsLwdrIgIHN1j87PTW6dm6jPFRXko6Fc/h2ZbNw2WIjdk3X8CzyMfz5xEm+eOIzXjhzE+X334ZWDe/DB0f04s64dE/nRTOqS0hcyQsiJ6FzM4/IsXibnWHILS6DcLLey+GsSGcTg9RfOVacahvS91x5mazFgXtyeRWCb8MrRndi9pgHjdamENTKjqmk8f3gjYa3H2QfGce6BtcxabMdjfYQlJk9zf4jmfqgdr9HcX97XhDmfXPoFLzx9Cu++/wEX6s/x/GuvICQ6Hn6rIuCzIhyLl/jD3cMb7lSWh7snYS3GEsJa6uYAVzsLOFjKDUpT+LtbwdfNXEGTGwXebvbIycxAT10+7horxdaeHBzdNYV7Wofwwalj+ODRB3Fh/248cc9d9IR9eH73XXi4OQt3aHJhbqCjHgLRYYyYz6V57k03Q4f7o4G+PgyYqfR1FkGXBr9gPiOD3iKG2oUw1tPeD1zANp1sTccHJ8bwyFQpLtyaiXN/68Cu7gzs6ExXsERVz1NVzx3agOcOEtaBCZzZN4Yze4fxyuEBAuYkPNLFvNXBcMtJyNjw0t5GzPmYsM6dPom33n4Hn3z+MV556w1UtLbBxc0T7p4+WOztj8VevgqYm6sHyw1uzk5wdbCBs40ZnKxN4UZYng7ycIWJuqlpb2EAD0cr5GelYaI9BxMtadjQXYLuunK2qic0kTF4/cBenLn7TuyfnsbpnXdg/2gvNIEeCHTgesMJp45bTAxgYcKdz9iAoPRgZW4OS34sd56NDPRVO8pNChMu0HL2Lp41/+YbUZkTgU+emGIoXUtgJXh+UzyeHQvBYyMhOEdY55SiNipQZwjq2X3r8OzeUTx9/xCeurcP5/dzEj7UgdcPtbEFm9mCjbi4tw5zPvj6Z5x57Bhef+0f+OjTj/HCqxexfscd8PBaAlt7J/Wsp7PLYriocoOLkzOcHezhbGcNFypLAbMygR0Byb05eXrFglPJ09kWhekSXFPQzCy2bU0Xlrk7q2fc3fh7lznZYZmjHaPGUtze1w1N1Cqk+zjC3kgH1maGsLUwoS8a8zUzl6khTAx01Z0da3MT9bEAWzT/ZgVNFmgzQ131TRqsT1LR4ZMn1uOjUxN489BqHJvMw5n1UTgxGIDn9o5o1XRwUgtq/zo8vXcNQQ3jyXsH8MTdvXjs7x145p5WGnsLI4OsT/V48f4azHn3i5/wzKmjePXiBXzwr/dx/pUXcevu3QgMC4e1rS2nki2nE8c91xJ7jn1He3s42dvC0daKsCzZiuawpdnbW2jP2eXGgCkD4hJXOyb2UJXweyvTsLqyEHf01nH7z0XwMi8q0gJOtpawYlRwMDeFiZ6oQ1dBsrM0Y5leh2VFOBbG+siIjUDESn9+Y0wUHDm61tfVVZ+P5ICZro/Cw9vqVAj9lCH0Y+6DH52cwKv7+nBkbQaenojEGUI5c2CSkMbxDBX19N4xPHXfKEENEVQ/HrurCyfvbMWJ2xtw8g6B1IALe2px/t4qzHnrs6t4+tEjuPj8Wbz3wTt44ZWLWDO1CUnZOcw6sodZqbKysoYN1xI7GxvY21jBkSXqEmUJLHkixcZUH7amuvSP+Vjq7oBWRgXZHbuKUrF3pAUn1vfg5IYO7BuqQVKAHyzUmbkuoZjAkfAcrM1hb6UF9SdlsR3TI5mTNjShryIHWVFBVKSbepjD094M5XHeWFcRinHW5s40fPjIGP716Diva/HPE2vxzsP0qV0dODySjKcJRQtpLZ7aM4YnCer07tV4nKBO/b0bj+xsJ6hmHLm1Doe3VuHwlgo8eacGp+8owf8HBtweWMAmKUoAAAAASUVORK5CYII=) | ANA RITA MESQUITA BABO TEIXEIRA PINTO | Ana Rita Babo Pinto é Advogada no Departamento Jurídico da AMBISIG – Ambiente e Sistemas de Informação Geográfica, S.A. - empresa no mercado português, com vários projetos em curso com a Administração Pública, nas áreas da consultoria, tecnologias de informação, sistemas de informação geográfica e desenvolvimento de software à medida. Trabalha ativamente nas áreas da Contratação Pública (apoio jurídico em procedimentos pré-contratuais) e Contencioso Administrativo (nomeadamente, contencioso pré-contratual).
Para além disso, é Assistente Convidada da Faculdade de Direito da Universidade do Porto, desde 2019, onde leciona as cadeiras de Ciência Política, Direito Constitucional e Direito Internacional Público.
Desempenhou funções como Advogada Associada no Departamento de Direito Público da Sérvulo & Associados SP RL., onde trabalhou nas áreas de contencioso administrativo, contratação pública, arbitragem, e em certos setores (energia, água, transportes).
Entre Abril de 2017 a Abril (...) |
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fLDrEn8mY6sN0hYBd61OhuYGVonQMrlmAJSNFbbeCz7xB2BqmxN2QOqJ1k1cFQdu2dudSQPGpVJqqDXFAZtAvXKqIRxQLwm9luGssJfPXwPD6/fRqf3aQ23buAv/L4z1em8Z8fPMf//cOH+OeLG/j27gy+uTeNv5BhH80O4c2pLtqZRrwYacBvTvbw+jF8dnUQ/3G+Fw/JyIM7HLBllRXBWg6fA9uQ20yL0NkAFcFKTU2nbqkxO5CC0YFcZHTWYl+YCs7e0djhGwsnnxg4ekbCySsau5kl+3yjsNMnlt/HYhvPbfciWCdnmYanJnH27DGcYYtxtZpC2+CNu80+uNvqhys9KgpqGi73p6HMd7cCVKSDLbwP+MCDD/MIV2E/wRLQdpJhtQVZ1I9CvBwvoGOPRZyTGdQ7LDGm8sUIy/Cfr03gu6eX8fM7D1n1nuDntx/hhxe38PnVE/jDqUH88PIefvngBb5/cBFfXT+Or25N40c6+19YEX9++y5+enWL4z3+/i6vvYJvH5/iPUeptTXYY8+FPLgTfdS+29XxKG8rRnpXAxIL8pCUlIq4hESMdqVghnPJZip6pmZiq08ctnrHw8EnHvae0djrE0lwYmDHsPeKxVavOGw7HIXEAG9q1qmjOHWaQJ09gVOnjuHUsX5cKz+MG5WHcKvGk6lI+9+erHit8gAXROzcCR//KHiGJ2G3aFRQMsdkpmESzyXi7lAp3poqIVhFqApwRoWPLeoCtmI2P4KpWUDL0Iev757CTy9Z/t96gB9f3affuognbEtqgg7idBGZybbkeEka3hxtxWfnx/Hdo7O0Cnfxr/ffwH/+lnr20Rv49/sP8NPbN/ENfdqfLo/g1UQTIvbvwK3GNLr6ZrzLfrCppwzpPdSs4gKoCVZCYhJGujJxaTgdZT2ViK2rYDGKhzMZtN0nCq5+1F2/GDItDtvlPMc9ZFl3jCfOJB8UZhGg0ydw9txJnD4zjdlTx3G+PRNXC/fjWtEBXOqIx1BrCs5zNXJjQ+AeosLukGQ4B6XAKTAZjv4UdAK1N0hF4NS4OViGt49V4MV4CWoCnFDla4e2iJ2405iDN7pr8HyoBn+kznxx7QS+vHVSib/fO4v7rRXoVoWhK40FpaIAkyUZFF4V3h9pJljn8feH5/D9SzLr3Uf46c3b+MfLG/iS5z+9O4v3ZtpxvrkQQ7kxeHgkD59fGMRvp5rR0l1CZjVBVVZEoJIZanS15+LcQCqae0uRye9cwtWw84zBXoLk5JsAex+GdxwceLzfl/Yixh3nox1xKWEnNEYnRgnQCTJrRgHt5OxRnG1OptgfYrjjDsV9uicD091pKMpLxaHIVHhGp8CL4R2djJjEVITFpyE4Ph0hCelsjcrw1rFKPB8tQmPINtQH2aM5fDvOV8bjxVgjbtNFvzfVhP+Y7cSfzg3gj5eP4jfnj+He2CBOd7biXH8/jjW34fpQNx5MDeE3l05S32glHhCYK5P4jPG3e6fwV7Lx91em8JsLY3gyUovTDVl4f4q94ngrvrzO+5HZ3d15SGUaJjdVQp2croh8NcG8MJSO4f4C9o1NCC8uxoHgOLgGJ5BNCdjhL2McDgREYzTaDaeD1uNCtAPOhFtDo4cvd/Ik2TV7HGPHxhCRW4Y9ISlwJYPcQlUYZ2tyvCMVVwfTMdCYj4qiPJTmZ6AsPwvlBdmoLClElRIFqCzMRWdVDp6TVU9G8pm2jqjys0drxG4cyw3B5aZsagtZN1RBge7AG8d7cH2gGVc66nCruRYPGmvxoqsDr3p68OZgN15N9uEV9fStc8fxPkH73dUZfHJxFJ9cGsMnN6fxuysE+uI4bvdV4vFIPT6/cRSf8vM5WqG+jixUtRVC1d6IpOYapKVnIC01FfmVuWghu/KOFCGovhbe+UVwClDB3lcFW59EMkulaFZP1AHM+FvhmsoFMwFrcczLDBqV1eWoLOaNouhUD7rB3TME3iEJcAtLxi5q0khjOmZ7M3CuLw2DNekEJBs1pXPAlBGscn4uI3jlBK+yKJfnc3CiKgEvJ0pREbCdLZI1GoId0ac6RJMaj5tdpbhFdr2YbMJFWoW+9Di+WCTOxKfgYUYRHuVV40FOBR7kluJKcg5m0jJpPMtxl8A9P3cUv7/KuDKB33L84OoxvJodwIXWQlzion50rg+jfbUIrihGWVMe/Guq4VVTi8DaKqTl5yErIxOZ2TlIystHfFsToloaEVZXix2cpxjpbWTWdv9EBAdG4njwFhzzscCluJ046mmCfm8raGyzMkWwHdsVp62I3mavVLpIuvGgHbuxm5Wipy4V423JmGD009SVk1kSZQSrnMBUEKyqUjKLUVlShAqKaQMN3sOBPFY/f6S4bET6vo0o8bZDV4o/ZuoycaYhE7eoJy+n2vDb6R4876/B5fo8zJbn42xtGa40VOFpdyveGu3F+yw4L0facG+gHs9nevHRpXG8fXYYLyj8L86N49lMH6bK1fByscHMSBbSKtMQU8EmmWkZXFWKcIp4UnM10sqKkUGwsrKykJObi5zeVqR3NiKe7HJgFbf2ToCNVzxsPOPhSIY1hHvhbKQ9rqp241ykLcbj9kDDlfnpFhiPnRTqHYzdRHgPy+g+ni/OTsc19lNDLWmY7krH2BG+RAGDIJWTTZWvQSsrFADJqmJ+zk/nd5kYLopi2qmRvHsjUvdswsV6CneOL/rZ5kzXpGG2NpXmtwTvTB7BB8da8LS3BCerszFalIXRYloVeqQ3j3biD5eoU9em8Ed6qvfOErjZXjw+OYD7s8N4cmoE1wYbMSt/tYk/hMsnCpFdmYIY9n4p5emIrshFYkMpUo+UIqMkDzk5bKQJViYjt7UKBXWFLFYpcOa8nf1UCkiOFHgHWgl/30jcL/fGO0NJeGc4CR9OpkGjnP1QGRvIWrrbhiJGoRpHSpPQU5uCydZU3BrKwNm+DMxS5Icb0lGSm07NykZJQS5KCJIAVUIASwlQCc8Xke4FuWxYk2MJlgqZB2zJsCBcqw3DqRw3lEccQmtqCI5XJeEWteadU/149/QAHo414cF4B+5N9ODJ0V68dXoYH1ygPt2coV5N4c0Lk3g83Yc7kx24fbQHVye6cIGMO0Ydvd2ciCMloThzNB/59VlIqKWvqsxCSFkBAsoKEVdbiLTyXGRlklmZWUr0d+TieGcqgUrEVurVVgK1jeM+CnxycAjG/G1wymc5HhbtwwtaqKfF+6HRUpSCzooMtJenUpxTMNCUirG2DKZeBkZaUungU3GqmyM1a7g+DcX5uUoU5uXMAZZH4PKyUFpUgGI65QKClU+w8jN4X+pUG1f8dicBzz+I2az96I3fjdTDO5AWcAi1adE41lKOkYZi9NUUYqqzBdN97TjJFuV0fxOujnXg7vE+PJwZ4LlGVsoGnOyoxAkayqm2GgzXFuBaSwauNyagtzEW0+N5SKtIQTRFPL4yB35MPZ+yEgSWFyOJ75r5GqjsrGyMNKfjdG8KQuKTKO5JtAo014EqsioRJVEhuJrshsvUq/sFB/CqMxLvT6RCoyBDjUlq0enWTFzsycElduaXu7JwrTcbF2jg7gxl0TakcxXScIzXFJE9pQpIWShmFBG0IoJXUligjAVM3SKeL8nNxNFsb1wo9cPlqmCy6gBO57iiI8qZ/ssBZTSswXu2IfjgPsQF+SEu2A+q8BCkx0UjPzkedQVsoKsL0VVTgCYuaHFqNGrY6FamhKMqLQodhSk4UZdNA1qKa42s2uxtT4zmQVWVjdjyLMQzDf0qK+BfUoJEvltWdhY1KwPZBCuXIt/GYnWmLwXNFUxBfxX2BCYqqejkl4T9/vE4ofLErXQPvNkfj/cnU/HeRDI0Hg+V4K2Jcrw5Tn/E8dVYCZ6NFOHJUCGeMp6zbblCwE6xIoqNKCYIJWwfSsikuShURmFVcT6By5tjXYU6DJcbk/j7MtxhB3C5NprdvBfaIneiyt+e7t4RpWFuSDjojMDdDnB3ZuxwhqfLDor1Tvi77UOQhyvCvQ4g1scNuRFeqE0JxkBpIs635ePBSBXePVrDSZTj1hh7wze/gmdQDiK4kKoaNt2VeQgsLkK4OhVJtAwZqXFITk5UgMrPzUNVcSam2JWM0lMGx6lg5yMMUzMlk9jiqFAW4otbmYfxzkACXlQfxpMMZ2i8onl8OVrMoDciOA/68vF0mOI6TuDol55P5NOUkiWd6Zg8kq4AUUywJO1Ki/JpH1gVaSHKFB3LUzSrhOzqT/NmtavEo+FC3OrMxBu833RZIgZVrvRetmzKaSniDqE0gjoWeRAFYe7IDHFHTqQPihKCUZUaiSM5MegqiMVoZRJm2ZRf66eFGKnB08l6in8d3jtWjwfnLuDVx//CzN3PYH+oEGt3qeGfnw8f+qoDIfHwjIxHQHwC0lNjUJSVgDxKhEQxrc7p3lT0NajZ31K3RNx9E9nqJCA/xA+z/qtwNWwjHsTa4knyNrzVHgaNFwTp8WAB7vXl4cVoKZlVqgAnTBOWvZgoQDf7rVFq2DRFsZAvIlFKJkmIuBcXcCTDSumGS4uK0JzkR1PKBSBYpyojFKAecwGO0Wf1xbui3McGJQSrKd4HTQleaFL5oK8wHgNlyRigdo435uJEWwkdfQnOdhTifEc+rvQWs5WqwMPxOjyfasSTqXY8ePgBHn70LzQffYl1Lumw2JrAiMfGvSnYG5CIfQExOBwRh0A20BEJsSjMiEMBFzs/h7qVmU4LwUrI6m/nlQhb7zlTGhAYjevJ1NkkFzyr8cezAlc8znLBm53hTMPBQrYhpaR0Fd6erJiLiTLl3Ek67VOc6Alq1yzZNdacxYdJtaPI86EFTDmhdD5NXmGBpGIRyjOTcPmIGi95vydM56l8fzzlve5yMY7mxWAgYT+ZZYP2zEQMjN9GZ3oEahP80JoVg7HqHBxrKsQ0gTrZWozTHSU431WMSz3FuNpXjttDVbjRV4ZLJ07i0ht/x8yDbxCUPQEjuxhGHEwIlrmjCiuck7FlfyZcaAPcQ2PgHxuHkLhY5NIA5xIkASouMQUO/N6Wvkq8lbWMXgkELh6lkYG4lnoQT6oD8Ea+K54X7MPTbPaGr8bKlJR7a6IC75AJr8ioK0OlGBisRdtoIybHqjDdm4Upiv5sN9sEehWpdkVkU3FhIdNOhF2YRbDyMjCQF0mgKvB8sgyzlZE4WxergHWrg6mc5oPBBFccYXN65eFnSK+eRnNWCo6kRqE5PQb9FPLJ6iwcpx2YoSs/016MC50Eq5tg9ZThzFAfzt76GMcffIeG4x9ig1selllHYql1FAxtY2AqzHJQwcpJDattidjiQg8ZlAD/6FgEE7AEVSzTkf1sglrZWXBkw+zoFQsH2YrxlDEG4QlJyM1KxYz6MG4kOuNW6DrcCrDCPZUdNJ4OFylp+IArf7c3F3d6cnF7sAh3eO4+NewRe7yLA1m0Eem0EDnIyZZULKBPaURjfTVamxsw3t+KFrruEy15uN+Xwz4tj/fMRUfCPjzg+JBxsToGkymHMap2w/mZq7j84ltk1J5GdBgZVpCEvnxWtIpMHKvJxonGPAJVivNMw/MdxTg30IrTF9/EifvfY/DqV4gqPwcj22gs3RQKgy0RMCRYpvxsbh+L5UxDC7toWNpFYL1TItZtI2P2qLDDPQkeQUk4GJhAYOJg4xEDa4bN4VhYvw6/GBUa6Mna6dEmgmxxwW8VbiQ44m6xFx41hELjjcF83O/NwY2ONDwZyMZTxhOa0Ie9aXhMb/W4Px0zrGbH2lJwhmBW1dehhr3WyFAnetrr0dxYhdqqEtSwvzxVE4U7XclKnKoMQ0+SG253p+AWP5/ID8Kw+iD6i3PhWXQVtVNvI7nsGFzcQtBToEZPngoDxakYZckfr85gSmbhaHsTZk4/ZLp9h7Hb36Jp5g+w8anGoo2hWCaxORwG1hEwto2CiU0UQYqBhW0kjDcGYKVjPFZvS8AaxlpnFdZvT8LmXcmwdc2Gg2cm7Jly9ky5rQx7OvZDYSo0NpSglW7/FE30RdUePKDleVgTivuVQbiXTVN6k4bxPj3VE7Y1D/syybBMXB8swbnOAlyaaMJIrVTBZIyz5Tndk4225iqmXw6y01UoyExGPimbx+gticNtgnKPIN/vo0eK34dT1dFkVjbuMI2PqCOQFBSNqLR+WGc9x6Gy2+g+/gTOu/1RkhiJ4YpsdOUnoz2X5byjFzPn38Tpxz/g2IMfMXn3H8jvfQ4LMmXhxmAsJKOWbg7DMrLKiCCZkFWmBMqcjDJcexhWW2OximCt4fUC0pZdqbBWIkUJO5cMuPqwJUrOQGpKKkpyuJjVNKn19Jt16biYHYi7uV507Z64k+CAm2HrcCdzLzSen6rD05M1uHO8FrPDDZgYbEFjexv7wUqW1SJcahdTWoiWphLM9hawkmRQ4LNpIdjaiMjzuJG92P2hHDwZLcAbY0UU+ESUB+1DE61EYnwBtrtlYP0ONdY7J8DaOQbeNe9iRdJtJHW8hCq7G+HevhhtKMfxkeMYPvshxm98gYsv/4nZJz/jBMFKPnIHy2wisHhjIJZsCsaSzaFYsiVcAcr4NVhmFPhlClAxrxnFFHQmULszsHl3OiNDObbmsS1Huz2Z2HEwC2HRWeguTMU0m/GjxfGMOJyN24ubvla46m2BK+Ebca/EBw/rWA3fvtaFmfFmjA52oJfd+dmhJrYTVezbSlkRaR3GWLJpKY40FWGkrYAgsWOnbmWr4pAR7EFmZbFKlrC3K8MYaVxbVIrDvpmwdknFJq7ihp3JWLNdzQkkYs3WKKxyiMGuuFFEdn6MtOFPUTv2AcKjClE18Sdk9H2CrKHPoe77C1IGfo+2c39GYvUlAhM6B9TGIBgIo0SrKOyiW0Yi7HaxMCaAFvbRTL8EBhm1Iw0bd2fx+el8DwImsTuToi/vlkkdy4LN69GWcdgnC1VJKvRlRWI6cheuBG/EtexDuFYWhLvVYbhT7AONk9MjuDrSiCujTRhsqqS3YSUbryRIZUoVu0T70NRSi9yaOoxRdI+oI9EbeQjtIXtR7O6A9INOiA2Lxa6DydjM1VpL2otGrNuuwiqKq5VDLCMeKx3imBJq6k0IAlP70Hft72g7/wUGLv4NxU3X0HX+GzSf+R5VM98ic/RvCGj7AxwTp7FwczAWbQqimAfDkCAZCqMIkjHTzphAGXIUZpnwe0sCtcopGesJynqCs45AbeC4UQEqC5v+v7DekwPbffmw2V8AG9dC2DHsDxTCxz8HPXEhuFcRituVIbjFuF3qj2sha6FRU1GGmR6mYBt9Fb3N45Eyuu4iPCKrxnqqUdpQh1F+f3+8ApMNvBGBag7YpURH8B5kex/Gasc4vhgZRI1YQb0QYCQdlnOlze0iKbpRWO2URMMYBzPHGEzf/wrTT35kdfsGsw++Re30X5DY8wlCWj9GePsfkdD3ObzL7mIJxVtSbimZtWxLGIwEKJ4ztA6HOe+ls8INeqs8sGS9H1Y4JGItwVlLoNbuzMCaHTzmuHYHjzmuJtPW8tz6XQTLJUcZ1/A7S6cULHdO4ZhMf5aCVcLIvXT5MWoCFYa7GftwK3gNLvssh8bLqTq8nKhiVOLZaLni4h/TlJ4ersaZ4RqcHqjB2ydqcaazDB1psWgN2guVyxZk7LdDc5ArNjmyTAtAFFQLewEoBpYEyZKjuU0kzFmdrDix9dtTmUYhqBt+grMvfsKlVz/hwrPv0XDyL1D1fIqUwb+idPo7VJz8BvHNz2HI34guLWPaGXA0Fj+1IRgmHIVJyx0SYEqrYGIfh5WcpICziqMVJ7/SOZWpn47V29N4LlUJ+X6dgOachpW8xnKbGssZljSwK/h5hXwm4JYMsR+rtqngfyAK1wPX4Ia/FW5Eb4HG+zNNeH+mUYl3TtTh/mQtBrprcaS1Bncnq/D+ySYcpya1qEIxxB6u9LAT1Hs2I89tKxvgA7DgSgsYApIJGSQVabldFIOiS/E147iWL2RmHw+/lD6cf/kTrrz9C66//SMaZv+KhlOfYuLu12g6+x2az36DkuH3YEphFlYtYxiJj9ocQZCisHg9wbKJpvFMwFKyyWC9rwKQtDnGNvJ8LhBN6QqnVAW0FdsEiGSs5ELJscVWFb0YQbaN/V8Ta7Y1kYDHK6MUCXPGcp5fwWes4LxqD7qwR9yMB+KzXk7V49XRBkYtLo3Uo6G5Dk1HanBtuJbnGjFen4++OB+m3G4UuW9F+j5rtMZ7YSiPZm9bsMIcYZQJJ2aiMImTIWgWHAUsSb01O9NgRBacefw1Tj3/Cbfe+wXDN75F/WmmIc/dee9rjN74OzpOfQyr3WlYyt8tJUgi4oYMYwJlxgku54SMmI76lvthzufJ5A23RLFCkn28ZrkARRZJalk6qhUGmXPihta0FATTlKAsd0zCKrJu3e5cvlcmVu/Mwupd2WzAs7GOIam5chsZui2J94uH+94I3C0Lpm4FU7NaSzDOvmu6vwHF9QSH+nRrtA5Pxmrpr0pQlRBGkBzIpi1IC/RCIatfRUkJ9nmkwJiiakEWiZYYiKYIExhmIrqcsDljNVfelLT2S+7B+Vc/4+zLX3D17Z8xeJOa9fAXXHz+C268+Qum7/4V6/fnkk1R1KdIpY0xJIuk2v264vorXLFw1UEFCGN+XkjGLdoofmsOKGGTpQO1kcdm9olkW6zCGCumowIMU1FYZ0rALAnISoK2iuBYcRSQrfiuK4WJCit5Ddm1yTkO1wtoUpPdoVFcx/5rpArlbF3qGmvwYKIar4414vlEHaZby5EbchiZQYeRl5GJvIJSduoliE/Kw0qyyYClXMRWaTvopg2V1iNCMYjif0SEV5JVuvx+4NxHOP74R1x/51849+wnBahrb/4TN9/6GRff+BZbvcuwhOAs4sSXKUx4bQsI9JL1/phv7kKAyC5ORJrmxQRKjy5+EZ8rwFkyzcwJjDEZKGllLilH/THgs/VWHsaCFe5YuD4QJrzWgmCb8FoDvqeSjkxNSV9LgmhBDTSRQrIpBKb0dqvsIzCr8sAx9ooaE931rHxV6GurQGp5LeoJ2Mn+Orxget5nlz9QKzsKRcjPL0ZhURkKC8uw2SURS9d4s5QH/6/vMVTACucD5vo0CSuKpglfYv2BHFx+82dMPPwRN9/9Jy4Im976F4H6Cdde/Yj9MW1YTICWMJYxXQw5IRO7eMUi6Fm5Y9FaPyyn7pgTEAOCsYRALWTq6ZFVizZHkj1MNV6vu4F+jMxcuD4E8033QstoB4HypHnl+5BpS3n/BeuCoMvvl/A6UwJmQSZK2oq2CZusCNhKEXmRE4Jla+eNiJ0bEJAZAY3ulnpc6K7Co9EaDLZWIL28moDVYqKrmueqaCWqMNNWhtKiYhQVlROscuoRV3XVYSxZ66ukn1QsAUvE2IwPEaGXVFxDai/hZJIrZxVWnX7+T1x6QXYRqBtk1LWXPyC2ZEYBSSYpQBkRDNGWJRuCsGSdvyLMq7ZnkAkqVkcCQYAkBKiFvPdS/saAv5+/2gc6DG3z/dAy3KZUTklXE7JGlwycvzYQ+hwV7SJIwjz5XuyCFd9TUk+q6mpJQ5paEXcrSozHtp1IYTeSW5IOjeFWVr+WOtyjTXhIwK4MlKOLlbCkthbdbXW4O8YKOVSNq71VaK0ph0dgBpas9sQiTmQxQ4RYKpcixtQaqUhSsURYhdbS9E7d/BT9N77HhVe/4NTj73GJIn/+6feoGXxKAAgUQZBVN7KNYxpRm7gQy+ivpKTLqhsSQF2CI6yYt8YfCzjxBWSHALXMOobn/AjSAWgaOGOh5UFqkqSZSknVBeuDoMeFXEL9EvYZk2FmAhQ1S4TeilbCgowy5wJJ+2TE55oqEYLlW4IRtW8bqnNi0dhYBY1jnbWYHulAX1MNbg/V4GZ/GS70VaKuvgLVDdUY6qjFE9qJR6MEtboMxhv8qVXBWLD8AFc+QKlCywiOjLJVImCJ3sgLLOPENx4qpKf6GZ3Xvsfs0x9w+sk/cPbJ9zh6/TNYbk+hRs2ln+iTEX+vY7EXC8kqU6avsV0CmRmlpM38tQGYt9oX89f4ErRAJeUW0UroEUBN0z3QNt6h7EQIGMsIyiIpErJofA8RbxF20apfgVrOYwFbdE+fgC6hRoneGjP1ZOdiOWONfSRS/VxRXpSOWuKhcWewGp1HWPmaSzHRXquk5D0y6eZgJcZaS1FeXYGWI1W4M1KN+Kg0mLBHW0TBXLzGB4v44gKQojOcsBwb8AVl4hbMexHr0IITOP7oB/Td/AdOPv4HGfUDzj76Fm7RbdCXasZJLZUQISajdNYHYD5fXnstRV0YtIafySbtVb7QXOkN7ZVec+cJoC4B1LL0gJbJbk44AIs3UeyZdkYEy4AgL1zFa5e7QctsH7Q56q/zUzoCPZpjbd5DnrOQrDPg8yUrlO0e2h8RdrFEW5wikea1HzWVhaisKoHGzf5KXOwux1RHDQY6jmCivwVT7TW41F2JO4NVOMpesampFnFp5UqfZ8BVX7YhEDrme6Fv5aFsvhmIblA/BCwJYwImzlp3UwTKx94mUN9h4v6POPvGD3jjvT+gZeLRXNlnLOEEF/Kl5zN9RFN0NpBFZIxMRNJuwZpAMopgrWaqEbB5HHX4vaTi/LVklRmFnMxazPcytGa6WnlC02gntIx3YZ7VYehRu6RgCIAL+T66/O1CKUrCZqampL0pvzNjKIaUWruCmruCeuWwIxoVkUFIjItHfFo2NC53lSqg3BmowtXhRgw3leHqUBOqamsw3lJF0a9DV3MNtrknK5VuGV9KqtNCskB/uasipJJ2BrKqskIEwJTgGTFM6G9Gb3yBpovf4Nijn3D07je4fPct2BzKw2Jq0DIRaabUvOUEimmlS3B0BCSCICHpt3hDGAElsBIbCeyGcIIawYIQA62VPtA03MmK6YmFBE/LaDc0jV2gSzYa8HupdCsc1NSjRAKSQONMgPiey7ggS/jcRWSsPsHXXeXN8FIqpxBgCedmsNaHnUe48mcxW8YWz0Sa0pZi1LWXob6jDA2d5ahi5WvqqkdbdxPKKotQKX/VjSqEGSkqfZkBS7Y+wZImVteU9F/trXispZz4r2DJS0kV3OTTgKnbX6N89mum4o84dvdbFHbdZ8oEE4S5F17ANBK2iBBLys1bzRA2KUHGEcD5BE2HQOkzFgtg60N5LVllso8A7cJ8Czdoc9QTJtFP6TBVxVfNN3Nl7KNH2wcdpqECKtm5iM9b+Dr0qYN6nMMiAraYgEnxWrbGE4ZrveDlG4XcVBWKMtUozUqhKSVYhS0lKKBmFdNrFbXRHhwpRntjAXWrFqMNlYqTNaKoizVYwknqU9jnrzgIHZNd0DV3pdBSIDkhQ0lFhjG1Spy11YEyjN38O4pnvsLUgx8xev0rOHpXKGxaSL3REQ1a7k4GCatCoEeA5gtgolGciDBHa4UntKy8yTgKMRm1cH0YdIRFljxvvJdguHHhPAnGAehauHIhA1ipA+j9wlhsJLXIKpt4uvwYJQ31eR89Ya08R0lrFgyCJQDrMhav9oIx+06LTYFQRUShKTcRddnxqJP/0CmfwOQTqFw2y/mtZShqKsZgcyFuUcuudJVj+36VklbLyAZxw3MViGCJeBKseUbbFZ1YzAmIbi3jCy0j1SWtltglsQf8BnnHv2Kz/AOaT/xWAUmPYEhom7oqTNJZG6yErhwrgs6JEChtAqLECm/6qABWwDAFVAFS0/yQMrklfI4wRJf306G2LeJn8Wpmr6vpUrEmmyIVpi9mGPCzEYEzYpqKP1N0Vgw1q6Ex52dBY22xKQgWmwORlJCBqswM5KTm4EgmmZVN8U6uq0dSbSPUjHL6q/62I+g6cgSePvQ59B/SpS+mNi2iXulJ2eaLzRdWECxtg21YQLesv8pHYZUAtVj0hyu4yDoOvde+RdbRL9F/7TsEZU8q1+lyNbWZOprmB6HNdFJSbzWLhjCLx1qrXrOKjNJcfpgizmsF2JXCggBoEkBJQbENerxWgBfLYOWcSVuQSkGno7dhF0BmWVCzxCqscBJPlck+kMFjCwfZCVHxmlh6Ky4w57dUrBC9o8XmYNjtiEJxahYy1LmISipCc4YaGmnVndif1gHXtE64pnZgb0ob9qW1w96vmC1HDEs6UaeAL2EKClA6vKFQV9vKi2JKQTV0gtbSrdC1dFdYtUREW8o6GWDB5rXj8jcoPvl39F35Ozbsy8J8/k6baaO5dBtTjMdkg4AjuqUcK2ARkJVkjwi4JXsyswPQMNlLcGk8X4M3f/khLGAaSVVb7pyuhJkjm3bHZCwnYFb8vMI5A5YcLQiW8dYk+ippviMV96+nLCgJwBCglrHPNWL7ZkqGraB92O+XgTt37zDu4u79B7j/8BE0zt99iunrj3Dq5lNcuP8C15+8iaFT15R2RUASMZbcFq8jWjKPaaRNVmmt4Eub7oPmMkdoLrZlSu5mxQpXtEqPYM1fF4wN7uVoZSUsnv4aDVO/Zer6KhqkyZ5NqpbojjbZoiXB7zSVIEgETVMBjJ8tuSjmbgRrjxIKYMZ7FGYvoxZZOGXAnEyxJGMsOJo6sNEmYwwZxvZJymhI3VLO0ZCKs5cdCamO0oBL1pgRcFPrcJjRg5lzXOcci47+UXz66R/w2ad/5PgnfPbZp9D441++wB8+n4tP/izxNwQl11GDfBVzuZiM0qWoLxCgyCiFVXxRTQqzhul+AmUPzSX20F5qr7QkOlwxqWCSXk4hbWg893fkTn2JkLyT/B1Ti7/TXOJAdghLPKBJdmkJS8kgOdaU1BOQFKDIKotDZNZBJe00BTA+U8tsP0GQrZcsMimV+pTChp0tDlllRhZJmDulYbmk27Z0uniJNIV1pmIlyDJJQfFYRixGkoam1Coz+i8Bq6lrCF/87c/44ovP8eWXf8WXX/0NX3/9BTS+/+kX/BrfMZ69+xu2AnGKmIurXsSqImwR4ZVJyYS1qTtaTANNvrTCLL2N0NLboLQOYirnESwt6o9r4jBKZr5ENjVrq1cZU5dALLXjpPk7CrQmgRDQFaD+95jMU4LXctQwJajUKwVcMkrSUf7oYU5GmTLdLBUdymIakmEExILnzGXPigDNhYBE8CRFqVMmBMqIQBvSkIoXFENqTnZJ+plR2E1puKcH2/Hs0jSeXDiOB2en8FCJCWhcPzaBK0fHcGlyFFV1g9iwmytjS5NJRkkKisOWZlifIEgqysS06Um0aCS1THbCzsYFR5LCcLaWv7OhVr0GS3OVP3xyZpAx/hdUHf897QKZYuICjYWbCQwZJUGB1xQwLAiSgCWfhUny2ZyxnKBJ2v4vWNQt+ikLNr+W27MVoOZYQ4CEYa9BEdBMJHjOhKwzJptEs0yZllIIxM1LKppJKgqzaItMZW9ujRdsrPfheLYbTua5YSbPHSdyD2Gm4DBmCn2gcW74OM4MjMI3MIeVgWWUIqe3fD90aDi1ljFd2MkvoDWYT3DmU6ekL5M0nEejVxkTiMetqXjRk4NXo+XYti9aaVW0qGsi0KFll6Ea+gs8i24SZIKju5ZM3E4A5lgjWqSkl+iQACWAKCHHc8ApqforkEYudN0+MCNIZo5pClBmTDVzHlso6cg0JDhmDqkEKAWGin6RSXYqBtlkO1clxd0vpdAvJAkMZJNPWqU13lixyRP9GX6YkP9BRn4wpgoZRWE4WhaLydI4aPQUZaIth/m+7hDbGF8l/aTP0l1Dl04GLaD9n2fqouwyiE1Q0o5V0Nl+P8bTfXCrPgHvj5Xjo9k2hAQlsQoGUqAp0lY+iKq5g+Cuz7HRpwmai6ypVVs5YVZQgqXxWrgltaRQaNDcKgwSppkIYPyOgGmYEShjpi1ZtcDigKJDywmWhRMB25ahMEh0y4RASZpJGNqrFY+3iAAtIjgSS9g3ynaQ7GKI31rK0UBYJUCxtdFhq+O83hrB1osRvGURQqyXIGjzUsYyBG0xRJC1ETTi7E0QY2cMq3Vuyv7UAppNAUu2YHXZ+evKlsiKQ3P9G79bQMattbTGYKoPHrWk4GJDDgrj1AjxjMa2HWxjxLDywTLZyNqH2N/0R+hYMrX0CdZSZ2hIKinMEgvw2hKQMTIq3xnNhYYRASRIGgKcIc8Z7oI+dXAJe0PRpRWsfmYClKTZVkkztcKiZWTREoK0kJVSnyDp04AuYihAERzZO5MtIWGXMSVDUm/BCg8sX3MAahsdpNjOR5L1AqitdRC7YQHiNuogcfNCqOwWQyPTXh9Rmw1gvJqOmJ2/HgGRdmaZGDVWQ9nzkS2Uxcxr2eJdbOqE9gRfvOrJwPGKLKywZrllFRHna2UfhzVOKQwK79YEbPVrwQrPTuga0+XTWiyg3mjTMsyl2lwKahAEAVHTYCeDx8s4LttBK7KPjHaFNq+dx9/JNrWIsyGZs1QswVaySNGmVBhRpwwJlpwz4HdLCdZigrWYpngxgZJYslnAYkg3wjCktzJgazOPc9Zhr3tgpQXS7bSQtVUbKTZaSLXVQuImLSRsYGzURvyWBdDIsNOH4yY2m+LGmW76vIFs5yodOYVaqCoVQ/5SIn+gOLDDAxcrozFblYw1tuwXCawxWWjA0ZS+zGKr/JFSxUhSwpwl2oIlerVzKu/FYsE0Vf65EF/QUFJgvfzeH0aUAPMtoUo1MiL4S9naGFD/JKWEPUtpSaQ10eOkF2yOgS6B0CcgC20SoLslDro8p89UW8TPS6hN4sGWKWDJH0HmYgnZJIDJTsmyVfR4TH3xdzusnZBOcNRbNJFFwNSbNJHM44T1mlBt1ETSZi0kkXEaWfZ6MLLYCT2LvTBn6TTbEkbPQd8h+1Jkl7z0Unb6hnyIbLn67j6A0awgODpzIgRoqXTqTFXZCFxKWst2iJkIKlfTzJatEl/QiABZ0eNYyF9gyARjTkrOm3IBTLjKJhzF9ctzTMkK2R0wokjPp64t3sgWipPXosgv2hRN8U5T2KNPIHS38HfW7P+oT4Yi6o7pyu+W8PnCqkUEVl82ATku5PsrPSIXdtmqw5hH2yMdxCJ+znNeRJA0Eb9BEykEKZ4gxa1jrNVE5GqOPK+205E01IPjhp0wXueNhURbJm5A5E3IKAtOwoIu1+y1eZPWZ4fjQcT4ETw+ZCnZILum0rzqWB3GYmqVsmdEARUmysQXs1DornBXBFU0Rsq4nvSNBGGp6IkILu+9iBNZQA+3aGMENGhahSHiu/To7+TaeatlS+YAdDaSIbY0lGJAaTzNlcpIkOyTld/oC+s2RfG6SOiw/dKVqsd761PrFoq8rJKCxQosW0Prw7DLdjdKnDVR4KiJTFsyajOBIbNUBCiGYMWu06JuaSPRhszKcViMA1scsXSlO/Rl22W5K3Qs2LTKX0nMqBks6/M5WWmAF9ESmG/0VnZLZf99EVm1kOm6mBNcQKAWmO6CLiesz1ZnMUFYSpClqs4X60FBN5JJMqX0eL0OGavPSeiRTfMJnoQ2rYmO7H5SqwRQaabn08kvJpN0OFnN5XT7bIPmbYqBpuxnrZLKy3FtMDTZi2px1OLz5snuhDyDi7uAx9J6SbO9dLWHssOr+Dr2oAsIaoqTEQq3aSLHnrGVzLImYNZaUFGvotcSqPXaFPz5BEsfGgXOxkjcuhJLVhzAYgq4IX2MCcGQVDSmxsjfBeXP47L1K1ZChy8j+1GSdnry5yfqmqycsnFHEdcmvcWPKedJfT15WdlZoK/SZQdgQA1ayPSZt07aolAs4OpKyGdNVlydDRGcCCfNhlm+F3OqTYB0yULNVQTF3AML+HtdprKWfL+WIPEZWryHtgDOmCehgMdOgiHvvGilBxauYFERi2LFlm19BGxs3FGxewEqXOajcPt85G2bjzRqUyqronqLDgHTpbjrkll6iLcxgEaekxWyt62C7QZXhaIL5aZkyRKySNy7CLxURn2ujLBmIR++kMDo05gKeLIPLkzR5csKe2TvW4s+TItWYB4nLLudwgYt2gUtOvgFfFH9zbGYvzGKLJDv/JU+UntdmGJUZRtm3kYCI7+lRmla0bMx/fS2JPCaELKC7FrNxaKAL6AWaa8PZxBsjpJWApLcT66ZT6YtkL0uekWp5FrMFqUjWBNM1sUiwNERNQcs0HDIChX7l6N870oU7l6NvF1rkLNzHbK2b0D2zk3IcrFG+m4baFR7uqHG+xCKPDxgbRcAS2vagM0hMFH+lV24spWxYDWBYtXQYeiu4sP5AqIvstUiIftQenxRSaF5lnwp0QRx5vRPikWQCRMkpfcz3DHHmg2RjAgFSOkDtSSdBFRplDfFsQNgp7CBYK0hiBYEkSm3kFVPay0/r6D3I5B6ZNc83mMegZ4vIBEcBXiGACXvqkMPpUMZmEdp0aacyN6ZPFePqVx2yA4dAVvR7L8DbcH70Rp0EEeC3NEQ6IH6IG/UBfqjNtAPlQEBKPGjke5LzkFfSjb6VWrUh4TBxZET4Qpoc8Ii2kspkvJXExnnCThsP2QrWGmEFb/EydGJa6+gvsiLEkgtMZzizsWRG9Kxi7EUxy5mVM4bsOUR/8R0m7+OWiR7V7JPtZLAWbCtkVaIYGmuZpqti+RIRjEd9cjIBaJXBFaLaSSAC6O01zDlyBZh6jxhkwSb9vlcuAXS/EvDz/vKu+lQv/Qp/uIPq/aboe7QKlS726Le1wWtIe5oDvVCU4gfmkID0RgagqaIKDRGRKMxkoVnorAJY7kVGE5JR1OwP2oO74KrzS6W1j18CFOJLYYemSWhJeAIANKiCGvETBrSRMooPZ/S573u6X69VmGY/NVF2hqek15PrjHYoRhRLbJKmxNVtmZkAQiq4tpN6fqX85wAtYqsM6N2ERTxWJqSsgo4/E4YyZQTcVdYRebMkx6WjFog2z+yQSnvwoXSlt1YMlAKkiVtUqq9LlLoM5NslzHdrFB2wAa1XnvIKl+yygd1Af6oI4HqwiPREBkOjcmSVkzkEaxkFTpCPdHg6Yg6dxvs3rJTMana8tcRMkm2aDRZHZWJKv3bPmjNXwZtXQtoLjCHpv4GaC1mS7NYmu9dbFcEUIbSwhBYAUzcurQzcg+lMea5pU5zQJKZCqOkgTZlT2hCBhIgTUueX0HmyS6EjAKcVEFhocI+fiZIsssh99ASGSBQ2gz5y4/sgSmsJnuFeQsIloH4OTbQxbuNkOm4DCp7I6Q4mCHL2RI5O9Ygf7+D8v+gqQnwRbmfH6qCQ1ATFgKNqbIWdtY1OFFUimN5uZjKyiBwyWiNjoPrdlYN2gFl+1h6OLYqGpygAgQnOM/AHlo6JtBZZAGtefqYN08X+rqLMU9v+RwIwjZhkLBPgJKWhq2Mck4AkhU3kVQluHK93FfAEma97gs1BDBz6SOFdT7QsBKQXofo3co5kJRNRAGKfaiyFWRAtstuhtgE0UsB8zUD5W+W5puCkbbdBjm7KN47rJG20xqZFPEcF1uk77RD2i57pO60R6yjHRKctyLZxQn/D6XU6RGfva0TAAAAAElFTkSuQmCC) | DIOGO CALADO | Habilitações académicas
Licenciatura em Direito pela Faculdade de Direito de Lisboa
Mestrado Científico em Direito Administrativo pela Faculdade de Direito da Universidade de Lisboa
Atividade profissional
Advogado do Banco de Portugal
Assistente Convidado na Faculdade de Direito de Lisboa
Investigador do Centro de Investigação de Direito Público
Outras informações curriculares
Autor de várias publicações nacionais e internacionais relacionadas com direito administrativo, contencioso administrativo, arbitragem e direito do urbanismo
Palestrante e formador nas áreas de direito administrativo, contencioso administrativo, arbitragem e direito do urbanismo
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