BEGIN:VCARD
VERSION:3.0
N:Santos;Marlon
FN:Marlon Duane Kaercher dos Santos
ORG:ISCTE-Instituto Universitário de Lisboa
TITLE:null
PHOTO;ENCODING=b;TYPE=PNG:iVBORw0KGgoAAAANSUhEUgAAAGQAAABkCAYAAABw4pVUAABIYklEQVR4XsW851cV69b22Z/7Q4/nOWfvbZacc84ZFMUEEiSJKKIIiASzgpgRJCM555xzzjmade9z3uftP+TqOe9F4ZJ3Pz16dA/pGmOOu2rFqvm7rxmqaq3/7X/7f7EMp10A20haIIZTA2Trb/3FtniM1oXxc2y0PsTveRtIYwBG3wbJXpsehNGMYPEcG2/zayTj1/JjI+myz5Ct/3jN0JsADKYEoifZF2/8dOm7+DF/sT9DqX7CpH3l9b6nXuh/dh4jb/yEjab4Y4w+Q9pmG07x/Wmbbei1j3h8Z3zpjeFXPmJkG3l+HsPPvIQNPfXcGXf77Zctf+eg0XSZo2XOkgFhZ0sOlZns9ZLx8zILFDaWefG/fV72nTIQ0neOpDHYIAy+DESypwrG0i/KYIt9CxCj2BdpwhCsUZogbGNpBIMnT8oF2pYB41GA2jXuhsUw5IEMvfgBhG0w+dweA8kix5ENZ1zEUAY5J1NyfJBwKjuRH+PnJKeyA8cyQ2hd9l62HYdnh+w8Jm/yn8X2A5D894Wg/5Ufnp1XETD4OX4fv348S/a5PPJj4vvpNeO8D5KaGZA0kSTls6JZXdsABt/4/rQtALJaJCgERLLB515CMXsKZKIoEuOF1zFZcAMT78IxkXsFkzmhmMy6JGwiKxgT2eTMbHa2zNgpo/Qc20g2WU6IACFgMhxaH88NxVjOpR1A7ETJqWy95ACZY2WgpHEkPRg9L33otbL38mdInyONwuh5fg3vq/Re6XNk2zIl7qhrGxCbBOUnUK9+Dl07UPZaIQsNyVioT8RizQOsVN3DUnkclkujsFoYgcXcy+h7dgZb1dFYrYrEfFk4pvIvkV3GGD03QvBG2PHvZON43hWMsoPoOXYYw2VgYj1bZmM5DCSInO4tAEk2lh0qXicAbK+PZMrAjuZe2gE9lifbFt9PzzMQfv/E9nukCSB9rgiPmYHiscH0Hzltx7ZzkgSG1cI2yDC2VTLwbA+BvG99jfctL7BcdhtzeVEYfUMzNPEcOuJd0RrrgPqbVtgsu4r3jdHYbI7GXFkoFqsiMF8Zh4myW5gsjxXjeFE0JkqiSG1RGCuIwER+BDnvGjkvnIBdJVhXSYFhAhxbd4qfcDzbeI4MsARUBjVMGD/GEPopTwy8DRDr/NiO0XvlTcDKk6mTYUogh0nlrGQpXEp5Tcqh8gpiQCLXvPbdUc1uv/2yZT7jBlrjPdBz+yR649zQGe2I1nBr9Mc6oi/eAc1RFlgvCMGHhgi8b7uBtYZr2GiJw2pLElbaX2Gp5SUWmp5jvvEZ5hqTMV+fjLm6JMzWPMRU5R1MlCdgrCQG46W3MFF8k9ZvCngj7yIwmn+DxmsEUTaOFVzDIDmwn/NVXpgMZH64AMlq6+NEzooQj/0whikBFQBpnV8vwRYqZZVth1ahtO3QxmoVRQiFSpF/tvOOGOWKgN1++2VL9UULdEU6YSDGGSMxThiMtENXmDkGo20xSArpiLbESq4/3tddwVbrNYJyHWstMdjofIG1niysduViuSsHK51kXVliXOrIIFhvsdz+hoC9FtAWm19gofkZOETO1T3GfG0S5mofYab6Aaar7mKy4jYpLRZjpLDB3GsC4igBHC2IJFCRQnGDmaSA/OtCgfImHtuGxyZTpARHpjQGyUBEyNuGItQiB+hHkfFz3hlM3UMgTSFm6I20x/BNRwzH2GPkpj16wmVAhmLt0XvLCsuZ3vhQc5lCVhg2W67KgHSnYKM3H+u9RVjtLaaxBGt9RVjvL5WN9Ph6XwHW6DUr3XnCVnvydsAtd2QTNAaXgdWOTCy3pWOx5Q2mahIxWn4f883PMUPwZupJbbWJBO0+Ke4eKU6mOrbxkjgBbpggysDJALHaJkhtAg6FTQnQbhXt2Hb+4UqT85J8pckw+tP2EEhHqDkGbtjuABm75YjeCEuxPprghP44G8y9OYPNqovYbLwioDCQrd632BosxuZgOTYHqmi9GhtD1VgfrBLGj20MVAhb2x5X+8sFMMk2+8uw0VcqYDLAtZ5CAZAVJwOZK4PXmUnQ0oXqeFykvMfGoXKu4akIkZLaZNAShNqEFVO4LLopVMb5jdXExtCk/CaMVDSSzeFNBkgCw+X+QIb/3gFpv2yOvggbjN5ylkGg3NFz3QJDN+0wescZQ7ftMfP6FDbKg7BZH4L1xstYaaIE35OG94Nl+DBSQyBqsTlct2PrcttbI/XYEK+pFuPmsGx9fZDWB2oESDYGKGywEltDslEGtEzAk0ZJgcII2mrPO6yxAll524pbbksTaltoeUXQXhI0BkdW9wTT1Y+E2iYr7mKiNF7kttECqRiJlEHahjNMVRrbIJX+u/32y5aOKxYYjLLfATIWR/mEYPRTyBqOd8LwbSfMvT6N9ZIAbNQEC5WsNUUJIB+HK4SDhfOHGoRt0Drb7u0fRo+PNGJrWGYfhuvxfqiGxtqdcecz5UyCLhu3AQuTlPgzsNXeQqz0vhPA2ETI7MrbCZXLrakiv4ncRqGRc9p8Dams8i6mSmOFTXIxQgXIKLUAu/32y5a2MAtyvj2GbjmROYi8wWNvpDVGCM5QgiMW3pzFRrE/hS2CUncRKw03BJAPQ+V4P1onHPy/Wv227X68eQcIK2SxtQCLTXlY6yrC5+FqfBqpxsfRWlIWm+wztkab8H6kSQaR1qXP4nUBmcDIYMkg/VBhpTAOmaw6BidB41AphUhWGBcnslyWJpQlQiK1A1w9zjY82TsgFVF2qCMY7bep5I2ncBVLoeq2i4A0Sr3I6F1XTD47idUCX2xU+mOtJgjLteHY7HyNjyNlwnHSrJecJBk/Ljlwa7SFHNoss4F6TDcW4PFlT1xxNcbb6AvIu30RpY/DUJ8Si+78JEzVZVIYKiHVyMIev0+CybZBn8cm1uW+X5oMsu+t/6HYn9QmC5kC3nZolCCJImVHVbIKcqkrc++A3ImxwSOyp5EWKKEk3pXgsgNkKM4ZE49PYPolhayiC1grJyBV/liupkqr/Rk+DpUKIDJHNQunS+vyzhPPDbdipCoPLRlJKHgYiSAHA/ha6SDW0xkvws4jJdwLzy+dxCN/F7y4fAplDy6jJjkSVU+jMV2fLRQiQdht6/xdY61iFDa6/Z1yk0Pal/djzWQyiD9AyeCIXEaAJEhcsEghcLffftkSmmCH8Hg7RN8wQ1qcA1oICvcfPTdsMHbnGEbuu2HwkYtQyHqZv4CyQkC4Mfw0XCqL9z9B+F9tqqUMl0/aw8NQDdGnHfH6uj/SooJx1c0cXsYqOKVzGKF2erjj5Yy0yAC8Cj+PcBdDJHjaI/qUDYoTb1IoayVHtgrHs22NtwkYPPK2tL4xLltnMP/rBJGfJNtKkwPzfrRhR0EcTqVCg8Pebr/9siXqtQ+CE+xx7aY1XlICb0xwFkA4j4zwOnXrAw+csFFIyijyEVAWSy9htTlRAGGFiBm6bTszdtsmGkoQH+iJ47pqcNdRQaCdCeLPH0NufBjeRFzAo8CTuOxsAlf1QzhtpI6zpjo4pq+KkwbqcNVShoumEgIdLZB26yqVv5T0xzoIQLuwrXFel8HZHG8WJgGSbLeaeJ9+gPoBZX3oR75bo3C2PrBdIRKcNco/u/32yxbXaDO4Rxjj8i0bJCc4oJHC1fhtV1FlsQ3FOWLgroMAspTvg9ViX8wWBmGh7j6FrBJyUL3MKXSQa8NNshk6LttuL0zFGUs9nDDUwilDXThrKOKMoSb8rAwQ4mAs1PImOgSpMWF4GxcJdyMd2GqowvjIQbLDMFU4CuOD+2Fx9CC8zPQQ5m6LuZZSfBxro9nMQNp2AGxNtMhM2t5+TkCQA8QqE/lsB86PcMYmC3fbeYkrRYKyTsXGbr/9ssXtvg28HjogKN4GD2Nt0Xr/OPqibNB1laqvG7LTJ8MPXPGhNBjLFLZWSCUz7wIwX3UHX0ghDET+oNfHWgSQtYEmXDntDDua5ccNdBB+2h3XTrnhvKUR3PVo9uuowk1XA276mnDWVscpC1Ocd7SFjYYmDA8fgf7BQ8IMDx2E6eH9MD/0DwQ7mOJFuDe68p5hY5BK5m2nSyDkAe0oRw6O/GOSkncr+udQtg2Fwthuv/2y5Xz6KVzK9ELgXTvER5mjNtZJwOi8bIGeazYYjHEUQD5XhmKp0Bsr+ecxlxeAmfI4fBosxMdJOoAJmrFTHcLE+kQnhutLYK+tAsMjB8SMt1E+gmN6mvB1sIK/qwMcdLRhRCrQ2fcHDMjpevt/h8G+fwpFmBw6QBAOwl5dGadM9BHu4YoYz+PIiLmM/DvX8Oq6L1qzk0kpLQSlBe8nfzj9/852w9kJYz+p5odahHoICJfbu/32y5bTKScQlH4WseneiLxqhGoC0H/DkYBYoeuKNQYi7TB4zxkfq0KxUuqHxdxzmM3zw3x1PJY63mKZEt5cfw2muqowTTbbU4W+6jycMNOHydFDMKGwY6Z4BG56WvCxs8IpKzPoEiDN/QeEae3bB919v8Hq8B84qaUIb1MtEc5unnFCxAlbJHi74eVVX7wI9aQEb4fzJpo4S7kmgIqA4ifRolFkKDJH84SQGa/Lb+/OOWw7MGhdPpSxCVhjstKdw9Zuv/2yRf+SDqzCDBB4hxwQboKKSAd0XrFFx0VLtF40Q+91gnLbHlvlF0WnPvfuDKbyvClkUeUzlIOvs034utSLb8sD+LY4SPJvRYSvOyxIEfZamjBXVoKjrg5OGBnAUkWZAPwOzT/+gM6BA9Ddvw9mpCAPQw0kBnmhKvEWRgpeY4l6lM2Ocmx2UUPXTSVoZynmqjPwOOA4TuspwpOgeJvSewjSWH2eCFkfJrto7CK1dP+tieemuoR6JZNXD4c/CQqPEhAuk7eo+trtt1+2HDDaB0XL/Th9xQw3wi1QGm6HlgBTtAWZoz3YDH0EpDfOBuslgXjfGIr39RexVkdVVmMMVtueYK2/AGt8jmq8UVQ545R0nfSUYaWqBEtlVVirq8FUUQF6Bw5SeNoP3T/2w+jAPtgdPYAzuspIDj6NnqxEzNfl4ENvJT5TiPhCDvlKs/krOfB/LI3ir7k+fKHKpy31NuJOW8PbUBHHqCq7YGuI/CdxmO+pxcoQzeypXmHvp/t2bPf2hym2HmECkGQT7cIYrgiB20WCVL3t9tsvWxR0D0GJoJy7ao2Ia+akECd0hFqjM4TyyCUZEFbIWnGAALLZFIK1hlACEo3qZ94Yrk7GQPVrDNW9xVhTNtqLUnCCZjCHKdOjijA4eAD6B/bDcN9BmBAUK0rQ3ibaeBN+ASP5L7DenIePXSX4k6qbPyfb8G26E19nuvF9th/fF4bw58o4/loawfepFnzsL8dUeQqeBnsgzMUUJ3QUcfG4Fb1uEF/nB/FxlgF0Y2OiG+uTPdiY6t+2wW3rx9pEL1bGurE21omloVYsDjZhvr8Bq9S4LlGhsDjQIMLuXG81Vih3cJGyNdm+d0AM7NRh6a6DsMQziIq1QR01gwMUtnrDbdB7zQr9kdYYvuOAlXe+pI5L2KwPxkrtJXHVMCvWGZWvwtCe/xBt7x6gKfse8hNvwEHjkEjk+vsPwowStiUlahtShavCPiT6HcNcaQpWGrLxqa8SXyg+/zXVTmrowJ/zffg2P4CvczL7tjCCb6SQb0vDBGUY32e68I267JmaDKRS8+hvroITegqYbauQzXAuLKYpRE334PPiGP5an8NfG/NkCzv2fXMB3zbm8C8a/1ybFfbX+gy+rUzi++oEjeP4ujKCLwR5i5SzTGqd7qvdOyDGjlR6+pvjUuJJhMeYo/mxB5W6TuIMcN8NK3EGeIgUMp95Fh9qQwSQtfrLWG2Ixce+N9jso3g/Uol1mr1rveXIuB1G1dFBGB2mSonK1jNUWZ1VV0QQden5EdTpV7zG+6Y0fOoqwPfRWnyj8MAwPk914vNML76QMj7N9JENCPs8P0TOGRYK+DpHqpntwHcKj3NVaRTujsPTWBHp8ZcxWJ2OwfosjJLiJtpLMdlZhZmeekz3NmFuoBXzg21YGGqn9WZh8/1NQh1LQ81YHm7BCuW+Nepv1scpbE13CPsw24WPc934MN+zd0DsPYzgEWKNwEfHcfWWOepp5HNZ3KmLxpA79ruOmKZqbKOcT8EHYrWOSuD6WPw1UYDPVPbyzPxEs/ILhYw7F73gqEmVFYWm42oqiKAmMN5GG9XRPph/dwebNc/wuSMDX/tLSB11+Epx+jOVyh9phn+Y7MBHCjlsHOM/TvcKY0Bimx7/Rk76OtGEz/1laHgehXve9tT5U/+U9xgt7xLRTGNr4RO0l75CT1U6eqkY6KvJ3LH2ohdo2n5dc859oeqW3AdoK0xET/lTdJY9QXfFU/RVvcJoYzqF4QyMtWbtHRBbB2WcDzTHjYfHEUUdeyspZeyem2gIB/mSbrwjRu85YeaNh2gK1ysuYJVC1nzNTfxrqhh/LZADZynELIxRiBnDw6sBcFA9AstD++ClpYJHzqZ4e9YS48/DMJcdjbWqJHzszML77iK8H6gWJw0/TcoU8pGMwX7mJE4h6zOpRRpFIqZK6gvN3M9jlPiHKjDw7iEyI88h/cY5rNLnfZlpFvZ5uhlLfWUYacrFQE0aukiVnZR7lgaqsNBTgtH6DDTlJKDydQQaM2PRV56EgcqnwvqEPUd32TN0lT5FR0ky2ov38PS7u9V+XPU1wDUfDcR5KaH7oTsmCc74PVcMJzgKG33ggvlU2RnfDQZSdRFzlVH4c6wAfy71UKLsFjGboTyLvgwn1cNwVjiAMDMdvDhpiZqwExh7eglTadexUvEYn7vyyKFV5NgmAYKVJcsd/TQOEtghfF8cxfdl+szFkW0bwscZUslEM97zdRN6/zLN4OI7/ih9GILR2rcEskvAbKTSOeLCMby8HYqUu6F4nhCMtMfX6TMG8Ym+Y7qnErW591CVEYOKtzHUxKaJBneLlMfGVdZifzVBTEV5+iNUZibuHZDECyYojDuBhkdn0Z10FsMUsqYeuWPiwTGM3HYSl3EZyOJbTyy/88Z6uR+WK4IwV04HOJIrgLwnhXycpwS8OI7rXsfhpHIAfgZqiLLRxetTpuiMO4+hJ4GYzYrCRu0zfOsvxp904H/N9eBf8734PtcrqqtP462i++Yy919cYS0OCzicP7ji4td9nW4TVxU/0Gz/2FuCqqRQZMWcF+GK+yEGFxl4BoEnrZH7LAZjbfkYJeuozsQK5YfPy+NibKt4gcYiCllkffVv8GW+G59me4WlP45GuI8LboWcxnX/Y4gMOrF3QEqC2WHH0X/fHYMP3DDx2B3TiTIoo3ddME4wRh86YTnDE3NZZ7Fa7I3lskDMFF8hh6ThX4s9+Lo8IWp8ntURXicFkCBDFbz0dEDNNQ8MPQxA/+MLWC68gw/Nqfg6VEbhrhV/TrcL+06z/it13J97yvCppxjfydl/DlMybizGQEkmyp7fReWL+2jLeoap+lx8oUbtE3XQn4ZqUPc8AqlRZ1GffZeaU8pjCwPory9A6Dl7XPdzwSxVcqOdxeimhD/ZU40vy1P4SKArc+6gKjeGxpuofXeb1E2hklTK789/mYDMpEj6nEyMtRegszpl74C0h1mLe7JYCZMPXDH1+JgAMvuEwsx9ZwFkPNEVy1leAgjnkdXSQMwVh2Gr87UAwuGK63ouUx9dDxFAzqn9jppbARhJDhXqGHpxBVu1L/G5uxDve8qx0VuDdXLQVnc5PpDDPrTkUH55hQWK2cNZ95F21RehdkbwJKUFWOrjqpMZ7p53Q9HdMIyVv8V8axmWqJvvyLyPnNv+aMq7g4WBMuFQ7kdCztgi4IQZprrLMDvIUPIxRXnlC5W0X1cG0VB8H9XvolCefR0V2TFUVbWJUpcVNt5Rijf3qHJrzMRUVyEGKLHv9tsvW3oiHdEX7SiufTAQoY4nBCX5uAhVDGQiyQ0reT5YyDuPhXeeWCr0w0xeMDbbnouk/mVlAh/mBkn2oxhprIKt0n6cJSDN9y9h5CUd2LMQbFS/xFxFCrqynuJBkCdu+59B/t0oZN0IROODcExlJGD0VSQ6H4bi8UkznNU4gpiTrrjj6YHrTtZ45OmO/Ei+Sfsuki6cwHlrE8TR57RkPkBh4iWqrO6gJuc2vq+wU0eQGB0MXzcjFKfdRV9TJiYob/U1pKK79jW6al+griAWVXkRBCQc5RRKF4eqBQyGwlCfxwVhoCGDIJdjeXQPT7+3RzmjJ5avnR8Tzp/cBjJFQMYfu2DsoSvGaFzMOU/duj8Wcs4SGG9MZFFP0fgY/16WAflEvcKHuWEs9LfDzUAVZ3UOoet1HIbe3sJo1h0UxAUj2FYPwQ4WiDrrgTv+PvDQVsNla2PccjZBWaQvVguTUR8fjHja9jPUQYitNTw01XHF1gI510OR5OmKZ15OyLvhDw/6jtNmWngRcR6TNS/RXUxhLT0a35cGBJDq7Ke4cNyM4r8bWsufoy7/DmrzEwhEPI23hDoqcsJRmnkFJenXMNVTJEAwED4nl5MciabCJFJIASa7C/YOyECiP1rj3DF0z10AmUqiKouBkE1QqGIo48nUXWeew4fKECzlUS7J8cR0XgA1h4/w78UuEbI+kUI+TFN3OzmICJ9TOE0Oq0xOwMOL5+BtrkM9yWF4G+lQI2eAk/q0raON41pauOTkgPsXPHHR0gBZEcGofxILH3rvRRsruKmowllVFeb7foPL4d8Rf8IGz3ydUHvvCopvX8ZK4zvUJkfgQ9c7cacIl7BcJXFn31WRjYQrnvA/aYKWsmRK4tR3lBKUgpsE4waqcq6jLCsMJRmXUZQejl6qtL4s9snyyHy/6GOexPhgoPENKerZ3gF5X/WUmrYT6L97AuP33QQQDlEzT90FkElan3jqhum3p/GpJkQk9bk8L3GRar3pMVVDVB0tjIpZ+XluhA5mHEnRV6gXOYCCR7HwMNaB6f7fcN7IAL6mJrBXPArLw4dgtv8g9SpHYKugJB5zUj6CppQnGC/Lg6+ZLlyVjsBN4ShCbSzx0Ps0HnudwEhWMr61FmA8+yGS/ZyoQMjDZks2Pnbloj0rGi3Zsejn8pccOt9bj6SbQTjroInCtCjUF99GXWE0WRQB4VB1VcAozLiIgrTLFLYSRJUmQhb1PuOthXgQcRadVcloJZi7/fbLlj+pqqm/44u+OydFYhcKobA1TUmdR4bCQMZeHceX+svi3qyFEh9MUR5Zab6HPxeolNzuFfikHsPprc5HMamj4tltcVHpgoU+fE0M4KqsBJsjR2Dy++8w/WO/WLc+eAiOSkfhb2mEtrfPsdnbhGsn7PEqxAev/E4jzfckko9bIdXTBTUxweh5QSpozEFGhBcVCMUE4x3WWtMwWU2deu4tDNS/FTOdz2nFhZ5FqKc10pJC0FCSgPqSGDJSSMENlOWSyrIuoSA9WADJfXWNgHTvAFkaqMHTWD9UZMagvfLR3gH5r4lWNCRdQd/dU6LvGKOGkKHMPTslRilkDT93xUdSCJ9+X68PEadPVlvuEpDWHSCbkz1i5OZupr4Qr8O80Z32EJestHFS7QicDu3HKS0N+Jubwt/EEJ6UQzyUDyOUEnS0uwOma4vwr+kBvO9vRvQxC6yXZaDuJjns4km89XZC9a1gDGbcJxClmKHue6sjH98HSzFSmihCVhOVsZ0Vz/FpvkM0gUkxIXgY6Y0nsV6oK4pDXdkt1BVHCyAl2aFCHflvg/Au9SKyX1AIHKsRIUucP6P+KP1RGN488EdHxR4C+Z/LwxjOT0LfvbMCCN+pKMrepx6yPEJlMAMZSKYQUX0JWw2XsN54SZxgXGyK3wEiTgDS+GGiF+vd9SiODUVqIPU3KXF4FeCGcBsdhFsb4IaNEW67WSHW0RiP3S2R4XcMbwNOINbDEZ8G2vAXOePP2X7UPInDIHXIn1vz8Rcp4U8qj792V5AiysQp+LmaVKxQOfrnUDkmql9gpikFDbmx1FPcxdZMk0jQ3dU51CS6ItTLBI2lFLKKb+4oRFJHXmoAclMCkZcSiuayRPE+GZB+1Oc/wau7vuis3MOQ9Rd1rtwXNMWfwuDt7TsVHx7fqba4yuI+ZOiJk0jqfMP1WoPspuv5hhj8Od8id3pjBCuDzWjPfo7bx8yRRSDqE/zxqT4VAym3qRB4gbxrfsgM9aSq6gJGqJMeTrqG4rCzeBd1EV+GW/Fv6sj/zdXOQCPGi15hOPsROl7exGpNOqofX0drSjyWqBwV/UxnHj72FeED2fuhYtRRDimlSmtzukEoZHOyCz5u+gg8ZYCmsnsiZNUWRaEqPwJFmSHIfeOPnJQLyHnNUIJQnB65ndiHRNia662kxO5J3fydvQPyfXUGf013oSMxkMKWB4ap/BVhi5QxQyGLm8PRR64YTHQmIKSQuhARsjYbQ7HYeBN/zTaK+l0CwheI/prsxu3jFkj1skf59ZNYyr+HvzpyUHwniHqXYnztq8Z7Ss5LJS8w9DSS8oQ9PrYU4NtwPYWsDvx7hj5jgho1UkT3s2i8u+SO1PO26CV4S8VJWK97Lc6Hfe0vFjC2+ovwcawMVRk3UZYehY3JGjHTeb8SY4IQeNoYea+vUti6hYbSW0IhHKqyX/vtAMl5HYj8N9ewQd/PJTwrnuE8v32BOvrYPQSytiDOG61Uv0LL3bMYfHCGSmCZShgKAxG9yNNj2CoJwkZlINZrA8VN1/M1N/BtukbU7aLKovJXhK6pHtQ9uol4B200xHihKc4TiwX3qCrKwGz5a1JXLibePcEA9SlvPO2wlJOEL61F+NZbhc89lfhEIL711eH/HGrAfzXlId/fGVlnLdAVR31QRhw2ypOwVf+K4KaTuvPxYbAYa/15qM2JQVnGdVEZsTN5X2pJlWcdtRAV4iBUwkBYIQwk65WvMIbCYavwLfUjfRX4siwLv1yt5Ty7gdwX4XsH5OvaEv5amcL38SbUU8c78DQI/Q88MP6Iqq1Hbhi/54yhu44Ye+ImbpZjIGs1VPLWBmOpLgrfJqvwVcxGyiNL46If+Tjehf9J4SLKTgf1Nz1RGGyDxcw4rBfcx1xGLCZeRaE05CQe2+sh2lgZm4Vv0JEUi4wQT9TEh6GVYKYEnsEbfw/kU0JfTo1Dgbcdnjmqo9DPjtR6CQvv4jFf/lBA4duR1gZyUJdLzV5WOPJTwvFtuU/M9JH2Mvh5mMHnpD4a6fWNpfGofHddAGEQ2S99KX/4iwRfmhWBMWoEPy8NirzICb67Kp0KA689BLIwIc6q/numE4s1KRinJmn6pb9QCTeKY3edZCqhams9zxebFYHihuvVygAsVV/H59ESfJ3brt+XZP0IX379L0rMlffC0XLbDzVXXdEWcw6dt7zQHeeNzpvnUUjh7J6ZGp64WeCakRr8NY7iguZRxNgY4raDGQKoKvM++g/cNDqMscQrGH9IFc8xA7xw0kW2jxXGU65iKu8mNlreYKs3Bx1FsajJuYZK6r6L0q4KIJ+XhrAw3Iy4q17wcFCjJB6J2sIYlGRd2QHCMArSgkQZXENNY39LJilkQBwLAxlrL0G4r8PeAZlqzMNoZSrma9+gP+0GRl8FYuiRB/qp2pp8cAyT99wEFO5HNnIJSHkAVkp9sFzii8XKcJqdVHrOdYokKEpeOhC+ysen0BfrstH+IBCtN0+jxN8e785ZoMjbBu/O2iCRSuGHVnp4QdXVeaX9OH7wd7gd+APHDv0O9wP/xJkD/4kYMy20RPqgm/qBzpuBeHPCArEmqrhto4G2uxcwnx9LuSiFqro0NOXdQG1uOMV7bviuYnmkVgDZov2IDz9PQDTw6kEAqvIiUZwRgndvAmQw3oagLOeqyCusntaKJ/i+0o/vy7Lr6otD9bh2wWXvgAzn3MdC+TNs1rzAYt4tDCd6it+I8D29E1Rxjd12pnLYQfQjfAqegayW+Yobr2eKLmKj4w2+TDXh84zsegJfIOKb0vjaxWjpa7QnXkT/Q3/keVnirasRUpwNkWyriwRjdSS72SDe1gx+6go4r66E8xqq8NFWhTep45qJJt6ed0Mhla3ZBPGhoz7CdY8iSOmfuGOribHX4ZSXbmGz6RkWW54LIHV5EWjIj0QNKaevIV3kkQ/zlJjvhuGMvYboR2rfxYiwVpYRRlWVzOpINa0Vd9BZnYiOyuf4MNMq8iKXvh+m25EcG7B3QLJp5qacNkKerwXqr9ij/5aruLeXf9Y2keCM8XgHjMTbY+SuPaZeumOjzE9cxl3M98JcQRAl9gfiLnj+aRnfUMY3lvFtmB9Gm/F5oBr1Dy+i62EQMs+YI9XVGM8dDHDbRAPhOiq4YWaAMBN9BOtrIlhXDSF6qrisp0CPq+GlpxOenrZB0aVTSDvviBP7/3ecOfJ/4KrufjRGU5GQFYXl/BgsliVgsuwORmuTMFSXjIGaJPTXPMNke75w5tZkKxYGKtH07jEGal9hsS8Ps11ZmO/JFTbXnYPZ3lwsDhZgdaQMK3x2t68Sq1TxsfE2X1ff7bdftuR6WZOzTFF4wRq1VxzREemELgLCNziMkUrGYx0xEGMtVDL1/DgB4d+I+Im74BcLA7FQFY+1ttfil7LL/LOw7gKs9RRjpatQ9AhrtS/QeMcPb0+b4jUphIHEUs4IUjmIC6QMt9//E34aKkg66YyUc27ofhBBpbI3tkpTMZ52H/3PbiI39BQSPe1REOGDzvsXMZNyDbOpVzFDoWkii/94IE78Jn6mNRUTja8w3ZKGxZ5CMUlWB0ox35WPhqw49JclYZKen2/LEL855J+zrQ8UCNsYlP2QdLk7H1tD/GMd/uFOuXgdv363337Z8sLdDA9ddPHc0xR5BKQyyhmNUXboibLFKP8ql8AMRFli8JYNZl+4Y4uSuhSylooCMFtyHUu19zBf91j8PHm+/on4tetsTTI+dKTjW3sa2h8HIf2MGV46U85w0qfkfhGvT9ohTEcRZw7tw9nD+xFupIUbpppIPmGNRMoVfJqkmxrHv5pzsV76lPqPx9iqfIKl7Gh03fNCz31P9CX5ov/1RSzXPMR6ZyrWe7PFnxnwuNn/TthGN213p2OtIw2r7Sni3yeW215itfWVCLf8vo2uNGz0ZGC9KxOrnWlY6UgVP79myPyj0D39jeFNO11c0KPZaq2IiLP6eBRkgrRLRmi7YYNRAjMUYY3ea+bov2lFDaIzzVx/kdRXSCELBb6YKrgo/rtk6F04+rOvCuvJuIK2lBC0vgxG29NAtD3yxzt/O1KIAV656KP5ug9VbZF4c8oOD53MEE35ItZMB3HmOkg5Y4/59Mf4UpGBrbIUzOc9wEL+XWzVPMGn2sdYyIlE0y131Fx3QWv8aXQ988cA5YThwngMl97FYPFtYSPUcwyV3EEf5YzOzGvooZK2kyrIttRQtL65TOMVsd2VdR3d2REYpPcPFSXQGCdsoCCOtuNp/Ra6c6/vHZAAax3YqP8TpgYH4OSqhtAQc8QH66P+hh1GIu0xcM1a/LNDb5QMyMeKIKGQVYKyUOiD2YJgDGfL/ptkiCqcoexQ9KUHo5NK5y6yjmQKM4990BB5BmknjQmIIZWvJmi5fh6d0b40eiLP0xbpxyyQcdIG5UGnUBbsgTxvZ5RRqGqIPY/prFv4WP8MnxqeY6PkLlpvn0P1NTc0x59BZ7I/esnJ/bk3MJBPZeu7aPTlRZFDYzFYEIM+Atjxlpyfdhkd9Lq216FofnGR7BKaX19GK4W+tjQClnsTvfnxZLHoJzg97+LEdldeNNooLO722y9bPG30YKZ1AIfV/gO6tlTphFjgerAhysNtMHjDAT1XrcXvRXoiLTH3wgMfymUhi4Esl1wghQSRQi5hMCcMA9QD9GZcRmfqRbQ880PzU180P/FBc6If6qjCSfW0QjJXWVQxvT1licqQE2i7fgbl/g7IOG6E1056eGSljjijI4g1VhR3rPQnX8WH6mf4F+WoL81vMJl5i8LqaRSEOCHnoj19/kX0UBjrp0ZxoOgOunOi0ZkViU7q2juyb6Lu5SVUJgei4WWocHxX5g305fL/qNzDWOkjDJc8xnBZInqLHmGognJM/XOMUbjlf434QN3/Vl8W2R7mkHN2+jDVOQgV3QPQslKAu7chrvjpoeiKNfoi7NB13QatV83QfMUEPXfsRNm7VuGDtTJvLFH4mi8Pw3rzfSw3U5xv439OeI5pqnjGKx9joioRYxWPMF5G+YXKybpHV5B40gxxVpqIs9RF8jFzFPAJyGunMPboshhzLziiJYHyR1IEprIf4ntrDv6rtwj/pmJhqewFUi+eQLwbhdZjusgLP0XxvwgfxhrF/VqfqPzuK3uOfso58+15mG7LwXh9Kmao2ZttzkRfaRLKX1Cpm3wJPZST3o9VY3O0RvzDBP9sjYuA5Z48FD29hNacOAFnhhrPeYKz22+/bHG104aR4WFomCrC0FkTdh5UgnrqoCCUf6zjRI3hacwmnhO/yF1KOU8J9gJWy72FMZDpkisUayPQmnkdNW9I/jRbO2gG8mzjO+P7yh6hr+QhhsppPfc+XlxwQqS1lqwzVz+CaCsdpPk4YS79Nt4XP8Wnipf4Xp+BLw3Z+N6Wj8+teVivy8Ro7hM89HKEj84RBBso4PEJEwykJqAu7TH1HKWY7W/Dykg7GnOTERt4DPfDfVD48jYq395GRVq8uFV0oOI52vNvo/zVVZS+jsACVWLzvaVY7C8Xdzou9pZgqesdWnIS0JR9C2P1rzBa94qO49XeAbFx14eZmw50CIaRuy5cvIzgf0oLuUEWGIpyQ+tlS9QGGZBSrDB01xmbJQGiD1mv9MUSqWWh5jopIBKNby6i8L4XyhJ9UE9Js7/4DgbK7qMzPw4tBKktN1ZcSEoPP40b1Bie11TASaUjOK54AF7airjvYYtmKnn7n8egISEE9Wx3r6CGmrq35NzLdqZwOfoHTijtQ7ilJiqivDGdn4ihqndQ3fefsDPQRWLMdXL8S5S+TCAIz4S15iaSUSgreIBeClPdhQnoeBeL9rwEDJBi+mifukseoSP/HtryqDl8dw9d+fdFiTxU/ZxgpGCkLn3vgBgf04OuowY0qZPVtleDhasmvI9roPCiLdouWqEp2AQT8cfRFmaG3jg7cTspA9mq8cd6TYg4n9WTGUTJ8SKKH3ii9NF5VD8LQB0lzJbMCNS9uYLqV5dRmxaN1uzbyIu5gMxwX4SYaMND+Shcjx6C3f5/wPHAPxBua4gYJ2NEWGsj2lYPoUYqCDZWJgi/02v+A+5KB3HVQhtZFz3Q/YTPZSXi43gPgr3OQWXfAZhrauD+tWD0VhYhMTIWlzzOoT41CcUPL6PxZTg630ZQko/GAAGZquCQ+gTjZPOt1Le0p2OxLVP2ZzaknPfDlfg63Yy/5jvwZbpt74CoGStBWV8RKgZKUNE/CgMTZXhYKSHbzwodl2zQF0ZgQkzREmKE/lg7bBReENfV+VLuRu0lzJVcQtWD4+hIuYiKx34oe+iDUmG+eHfnHIoeeKM48SLqMu+hOesJblDeeOF/CgnOFrikr4bz6oo4rXpUQLGmmc4qOK60H66Hf4Pbkd/hfPA/cFLxN1yz1Mc9Vwuk+1CfFOOH3qSrGMtLwpfJQUz09EDziBIMVDVxwtoOz+ITcSc8GSEeYXh5LQordYX4UJuCLxRCN0i172uT8aX1Lb5QY/i+t5AawFIB4MNYHT5Ntog77Nm+zPId/TLb7bdftqiqHoSy6gEcpVFJ9RDU1Q/imNFRpHuZoznQEt1h1LVftxP/p8V3pWzxL6lqgrDVwNfWQ7FUEY7K++5U24ehNzceHRk3qR94iD4KAaMVTzFZ9xqLnXTQ452w01LEw8BziD1ug9tOprhjZ4xbtkaIsjHFZQtDBBjpwF9fAxdNdHHF3BBhZnpIcLPBa18PvPVxx9tz9igOcEXTTV9qNsMxlP8c/2N1Dp9WlnHZPwj6atqwMbQkhV9AUlwmrvvEIsEnDK3Pn2D0xU0spF3HclYUVqmc5WsqIzl38XH7D3REUTDdJbu/d64fn2cH8XGax358mOndOyA2WgowIhDKygRG5RA0aN3NUAFZPlZou2yPfurc26+aix9/8r86rBf6Y7P24s4vqRZrI/F1IBXvBwvE/4KI/7oarsFE8ztMthdjqDEfvbUFOO/mDNXf/4EIz+NIDj6LG9b6VG3p47aVAR46mCLJxRIvTtjjxUlbpHjYI/W0IzLPuSLjnBMyPR2R40ll7jkHlPq7ovLaeZTEhWGpvQ5/rS3i28Y6clPTYaCuBWMNHZjrmCAiKBqv76YgyvMSGpOfYjGDlEGl8FZBPDYL7+A9TZoZmjRfR2vxaaaDQHQLEHwN5fPiBD4tTuLr0jTezw7h4/zQ3gG5RKGD7zTUoapHU0sJOpRsXSmEpZ23REe4E0YTTmDgJv94xx49sbZYK7gggPAVw6XaEMxVR+LTYAY+jlaKf0HgH0ry7fvXAz3QVJaNytxUxF8Pg6aCIpT/+AMhp12QeycSYVaGiLLUQzxBeUBwntobIcXVDG/czKknsUQudfHZ1CjmnLLGu7N2yDttjxzq4vN93JAT4klqfIvvCzP4c22VgGxioL0LRpo6MNbUgpm2PmyNrODtehax/tdQk/wCMzlPsUbJ+nPVU+qlkrBRdA/TfENEXwW+zffh+9KQuJbOVz0/L02STeHryoy4G5Mh7fbbL1vCnY1x0lCF5H4Yhylm61JYcdQ+jGcexmgOtcdQrDv6ohwwedddJPWlXO8dICv1VwhINL4MZ+HzVD3WRpvFDyQbCl7jWuBZ1JXkIDY8DFoEQ+XgEeipqCLpVgRKXj5E1BlXnNdRQbipDu5YGyLJxhApTiZIdTFDOucKssxjVsg+YU1GgKgKSz9ljzfe7nh36xqpsRdflpbwbW1NAOlqbKFj0ISJpi4sdA1hY2ACBxMLnLJxws0LVA02V2Ors4LyCZXULVn4Up+CRepXtrrL8NdCr7jqKRTC9yjzNR2GQ8Y/RuLfLO722y9bYpyMcJ4SuoX6YeiqHISZjgIc1X5D8nEDKndt0H3dEZ1hliJk8S1Csxme2KiW3X2yXHcZMwTk01A2Pk/Lfs3KO8+/dL0XeRWnnR13YKgcpNBIs7ck6y1qclIR7X0acZ7uuGSmjzBjLdy1MUIy5ZRndkZ4ReNrexNkuJgj1dkEb8heE6BnFNLSwoIw11RH3zNNuWMVX9bW8XV9AxX5RdBWUhUhy0yHoOjowUrPAPYGxrA3NMQZB1vEBHoj994NdGUlYq4iFdPlKVTiPsef27/SYhjCSBEMgtcZCo+7/fbLlrsO+gil0vK4+j64ah6Em9YhnFT9TyS7aKPygiW6rvG/Olig+6oFOiLMMJPGP/4MFUBWKKnP1ZFCRnIpDrdhfrADbeVFOO1gD+2jitA6qgzVAwoCBpueqgYq8nJQlZOGhGAfxPmcxh2fUwgy10OQjipuWegjydaEoJjgJSV7hvLG0QSvKL/ccTTHswBvzDTXCxjv5+exOb+ArYVFvF9cwsvHT6CjrCaAcNgy19Yl04aZlo5YdzQ2houJCZz5T3CocPCk3HXvki9Sb9/A0kAb1sf6KDyNEoxxEbK+LE6JsPVleVrYbr/9suWxox4eOOkj3tkIsS4miD9mgrsu+kg5roeS8ybovGKHlmBTdF2hiivSBhMp57BRcxVrddex0BCDmYb7GKS4nJl4CwGnj8NYVQW6ispUhqpAZb/iT0A0jiqhMCMdTaX5iA32xQ0vd8T6nkbC+ZO4edwRl010EKanjjhzfdy1JIdRnnlgY4ybVIE98TuPkQoqGqamsT47h425H0BWp2eQdOchAdGAoZoWjDQ0BQhTTU0ybRiry7btjEwEGBs9XVhpaMDFyADu5sY4bWuGq76eeBp/E+XZaZgd6KL8MbdjX1bn9w5Isr0OnrsY4JmbIV4cN8bzY0Z46WaAN646yD9lgM6rTmgMNEVriCXabthh8IUPVmrisVD/iLrveFw9ZwMbnaMw11KBoaoqwVAUYUr9kJIMxP6jUD5wVKwfoeatKDsTk31deEpd9Q3vEzIgvqcElIe+ZxBkoodzagrw19PGBQMdeOlq4YaHO7rLSrE0NIzF0XEB4MPSMoWqNRGu1mZmERdxk0KWuuhFjNQ0YKKhJUZjFU1YaOoJKJa6+iJ82errw0JLC5akIFdzM7iYmcLByBDu1lbwcnEUFup1Fg1F+aSYWXxfXdo7IE/stPHMSYfCgi7SCESKsy5S3XTx1k0P2e56qPK3Qg117TWXnVF5/SQywpyRfNkFAY5asNM+RAerBFN1NXHwekoq0FZUEqFK/YjyDhBhtK584DCS71H5uTgvQlu4l4fIJbcvnEM8wWCL9T6HC7ZWcKbPtFdXR6DbcQw2NmGsqwcLo5PYml/ezhuczNdFQu9rbsf9W7ehpagmFGKsrr0DxJAAsUmQLKgSs9M3EorhbRsDAziZmcGJwhnDYkAe9P3nXZ3gTaV6wKkTSI6/tXdAXp4wR6Kjjrial+pKoeqYLlIofzCUtGN6yDtvheIrpxDjaopj6gdgp0YQyMxUj8BEVQkmaqp0wDQzVTSgo6AiYHDXrHZQFq7YeJ1DmOqhoxTrE1FTVIjFsRE8oHL4uqcH4vyoWfQ9i/gAH4SePgX9owTyt31UJh+EjqI6nt9PkoFY3RQAZCBkxkpZnZpDQuQtEbKMCAarhHOJtK6jqCpKYd42pSqMk72NgRFBUtsJZS4WFlSVmQhAjsZGOG5liVP2dvBydsY5R8e9A1JBTdZ9By0kk70ihTwjhTx1NcDT42Z47GaKu8fMcJn6BDulIzBWPAp9Ckk6CkoiT+grqwpV6NIB6xxVg9ZhGRCNw4oCggSFYWgdVaUwpoD0F6/R3dSMuZFhNBYXUDd9FtfOnUS0jycifL1grasrFHXkjyPCNJS1oK2ig4yXqfiwLCtx5YFwLtmipB56IZhylIooHLj0ZeezsWJ0ldQEFFMtPejTxDGjkSFY0ncxEDYGwUBsSSVmFM5s9PSEWhgM226//bKlMsILjwjCY3sC4WaChy6miKdegH/RdEJbTYAwVzoKIyUlAYBBsNPZtEkRfKAyVagI01ZQEyOHLLXDSjQqCuPH+fVZr1OxSjF/enAA0wN9eJYQg9CzHrhxwVeEDQNVbeio6uDoPso5+xVgoGWyAyXiyjVsLlDukIPyaW0FixOT9Do9aCqrUwOqDEMNGQwGw0rRo8dZPXqqWrSuKaBwPmHj8liqxFg1DIRBGVO4ZDC8zaB2++2XLXwj8/PTlrhlo4NYJzPqC3ThRuHIQoEUQUowUFQRKmDHs7FTebZLzpdt/wxEPK+gKmYsw+Dqih/n8PPk7gN8pP5hhaqltakpVOZk4pr/BZy0d5R9xlF1aBGQQ78rQOmQGkz0rGBuaA07c3toKmkiLPASJgeGt5Wyic/rqxju7YXKEariWAnKMmOnS8rgfZFNDmV6jB/XIAAyILLyWGYMx1qfH9cV1RlPQH7citSy22+/bMm9fAJvgt0RRD2Am5aa+Bc4IwUFEZpYDSIcCVMXVYwYybkah1klrA4ZHFm4km0zCAkQ5xM2fpzfZ0EJ9cPyimjqtuYWMDMwhEs+/tSUakJdQR1qBMTR2pUqMkrQujZQVdTH/fgkjHQNU+dfg6jLNxAZGoHhrn58Wd/Ce8ohFUVFUKd9ZSDSPuqraAm1MQTFfYehtP+ISPoMg5/nUGauY7ADQhol5XDJLEKyCoU6bZ29A5J28TgeervASvGQSKZSYpZCkmQseWGKmvScugAi5QZeV/rjsIj9DEPYzvOyz5IAsmI+rW6I2c0JuaexFcftXUgBdjA3sICliTVuXk+ArqYVHO28YG91Gi+fpGN5comqqW5kvEhHeNBVRFy6ipHuPixPzcLnrKeAIQGR1ChTqKzaY5Xw/jMQfp7VwzmFlcJq4IpLyicMRlIIHzsXBrv99suW5wEn4W3M/wR6iLrrH6GHHSg5UQpDIj9shyIpBEjrR387jMP/OIjDVBkpHDgiU8n2ayXFCGVR+FqZnsP3zS3RQwy2daGnuQMt1Q0oSH+H3Ld5yM0sg7X5WdjbXICj7Xk8vvMafe39GOzoxcLYHOrLqtFe04SN+SUsTc6I/kadc5kihysNAUXaN36Mc4dQDucRyic8QSSVcI7hUVYas6o0xTaHPFl+lNluv/2y5b7PCbioU/V06MgOBG7q2KRtcWBSKNqOx6qHOFn/AKJCIYtNlaGK5CqL3SoUrsRjCttgyUHtdY1CJe+XKGwtrpCtUem6gMn+cQx0DuLx/dews/aDqaEnjPTckXj/LXrb+qgYmKf3bVEOWsf7hRXMDI5iemgUR/cf3HE+fw/vlzJVevy9WoqycpsfN9UxhIm23rZqZWGYlcIQOLyxMTA2SUlSgbLbb79sSaBu2U75EHQPU1I8zKWprIdQO8hg+GBkByaqJgV2uKJwMh+wBEA6eDYOG/w6Np61/Ho2fr+AQjM10NMfzZWNqCquQmVRJcryy9DV0IHR7hF0NnXhlLsfTrhehqWpHyxMPXEzIgkrs6v4vLqGj0tr4nSJWKdcNDsyThNCYef7JCDS/kj7wsfBz5loG+xMLKEoRQagKQDIRlk4+1GUKIvj3e23X7bEeJ2ExdED0KFZJADwuSfKBQxE9YBMCbxDkrFzGYAS9RRCFdtwpIPndck5EkA2yQlcRRlrGqI0p5hmfa9Izv1t3agurERnfTta69rgYHOScocfAfGBlbkPznpcxtr8uujQ2Tj3MBC2oc4eEQYlx0tOlIchhTPx/TT7Rb6h1/HkkJQg8gsVFroqXLz8DJaPabffftly46w7jA/+Ac0Dh2UQCIA497RfUZgS9QPK+2UQeOckAEIh3JEflhk/JyDxzNx2hAzIz7OVneFq44j1uUURsrjaEuejpucx0T+CxalFnHH3haX5GRgZnoWFuS8B8sbq7AY+r2zsQGHj9759/mrnu+S/T+p/xD5uPye/Lu0Pg2ITxQAZhzg1BdnxSMfLx7Xbb79suXTCBTr7f4PqfqqSSBEMQ5g8DF6nnZIgSAphE/mDz1NJwHYBYeMZKuUSAYR6Ds4H8l23SPJrW/i89h7eZwJgb+0JQwOG4gUnuwtYn/+ArflVkTsYBKuEm8QrASE7zpW+g0cpt0n7LDlYUrBkUq6TjMtnCYj8se722y9b+P/WtQ4cIDUchgJ1xv+dMSwpcStSnlE6SDt7SLbTigePUmd9FKpHOGdIipCFKmk2KnPI2wZiTHV+XWnFTx03A/m2/h5Tg2OwMnGAsb4bDHQ9YGLsDSfbIIz3zWNtZmUHCtva7AJCfAN/ms0MgWFI2zuQaL95f9nk95MnixRe5Y1fx8fIpnhgD0OWq6kp1PfvF42T5HzeAWmdHc0jq4Sh8A4qUNLn14gD3A5fh38/vJPkJeMDYwDyQEQ8p5Iy42UKqUF2tU86jf514z3qS2upbNag6uoYNYanYWJEIcs2ENcuxWF9dg2bczIYbNyDBHj6/qRcKYTuANh+TtpWOiiDIk2mvwtjEkAJCNtuv/2yhRsgVgd3s+x8yeSBsMkDYRhs0s7ywUkQZZXVz1CkyoyNn9emMvPp/UeiY+fEzPmAO24uZxuqWqCiYAgjfQ8Y6J+DqbE/bC39YWXqjq2ljxSmZAr5sLhKOWcIdqZWO8WFfGiStiVVy894+f3eKddJNeJ1R7aNChxFuePd7bdftvCZWc4ZCr8f+QnIbpPyiQRDHop0sHx2didEbI+y2ffzY1zpnD12QiR2qYTdpHFhag5v3+RBRdGMcsc5GOr7wNjQj5pEP7jYe+Pj6je8X9wUMLj87WpsE/uw41AJgjyYbYfL7+ffQdl5jvouWUhWpgkmO0aeaLv99ssWcdqDw5UcEHas/Mim+IdMJfIhTR4IH5R4jPKJ/CyV1ndCx7ZKtFTURA7g0+ecoD8RlIXJBSp1XaCsaAkzkwswNvKHkYGvKH9dHHyxuSQDIkIWVWhVhWU74Wdntu9AURAjn5CU9k0eivy+y5v8ZJM/1t1++2ULN4EcrqTrDxIIzgnSY7zOQNikndxt0ow7su/QT7OUFSJt75TK2zF7ZW5BNHcMhVWyvrCOo4d0oaxsK4CYGAdQDrkggNhbn0dLbT825zewMbsoTpsEevn9FJIkKPKTYDeA3bb7cfnjkcL23gLh0vDAjwtC8sYgJONtaed2w5AOgEcR3g7KVLA7lovS+JCsSeQ80tveLTuFvt11f1x+D6Uj+lBSshHVlalpgABjZeYLR1s/3E94jZWpZazPLGBhfAZHfjsgAy0PYzsXyI//HQQepffuPEcK53Nx/Jw41j9k4Xq3337Zwg7ikPV3qtgNhJ0tD2Q3HHkorABpporZSgctuv6Dst6Fqy97S9vt0ncTX1a48/4IDRVTaGg4iP7DxMQf5qb+1BxegK2FDyLDH4izvssTM6KJlM4i/ACiugNGfuR9kl/fDUcCIwGRoPDnO5jbwNP99N4B4R3ZDYHXD/12aGeb1+WB/J3Jg+HXshrkVSLBYBMnJvkai5qWyB3fuAcRYL5AU9UM6uqOOwrhKouB2Fv5i3NaXPquTM6is6FVdhJRzvHsUAkOV0mqR9R2AMiHtd1KkUw8T9FCaf8hOFna4Na1G9Tn+OG0q9veAZFmtDwQCYb8KEFj5/93YETy3/68o1RKSx266A22r7FLQFhBuuraaK6qFVC4D/m88Rk6mlbQ0nIhdfgIhTAUC7MAWJp54/atl5TUt0SVdSc6TtYAHpGpQt6pMgD8OJeuP1eCf7ctGXfkNsZmiIuIEhfNvI574JidPezNTfcOCO8UO1A+PMmDOPjPgzuqkVTydyaphEf+zIO/H/qRYPmMMZ+o5G5/29ghDOzOrQTMTUxhcWIaG4sb0NawFECMjD1hZOoHfSNvAYfzyP2EN9SzfBLwuGwWpzXkZrv8jP87APKP7VY1K8NIUw+nXI6RucLD0RUuFFLtjM1hqW+wd0CkGS0PRIIhb7uByCtGXjV8wGL7gOxxUWVx3qC6XoDYPjfG36t2VA0JN+NE/zEzPIa68npoUMjS1HSEvsEZ6Bp4CSBmZn4wN/PBvYRUfFz7KBpKD7fjQn0yNciUIA9Emmg/KUAOnjxENg5/J50IgrWdCFf2JhawMTSFpZ6RuKt+t99+2cLJi6/ySVAkAKwMNmlbAiWB2A1IAiJvUi4RUCQYB2RJU8xKmrEXvHyxTiGIb/EpfVdKOcQE6qrWBOQ09KlTN6Tkbkz5xMzUG9ERTzE/sSDguTm4/G3YkXe8UMF2gpYUwWFJlOM0GfgavmTGWvoCiAXfHmRgDCt9hmEiLmrpaewxEO4d5HMImzwQadwNRF4pEhB5OAIywRYVF59D2j5rLAERoYSALVEZyycWs19nQk3JgIBYQU/vOLR1TsDQ4Cw1iJ4wNfGC5+kwtNZ2IDslTTjx72BIn8vfz8D4vJm8cXXH+/CTyskHtiaW4vYhQ21dmOkawVzPGKbaxuJXWVyi7/bbL1vM9Qyh8McPBcgDYQgH/nFArPO4O9nLH9QR0TRuJ3R5IPQ6dhAnX3aWvIKESgjI2MCIOPUeHhQGFQU9qCmbQZvCFucSHU0X6Oscg6GeOzzcgzExOIn89CzRG7DqpM+UB7KjTlbQ9mUCqTGVLiNI+yhVg/Zm1uK6COcRVgUbrzMQvnC122+/bOHkeOS3fX8LhMd9/7FvB4p8Ttmd7BnI4b85H8YHza//OyBsHD5c7Z2p816BvYU9lI5qQVXJGJpq1tBQs4GaipUIYVoadrCz9sD0yAxyUzN3rtnIw5VGSbF82kQ6vS6dYpfOFshf3+HnrI3MBRADdR1xmZfNUEN374FY6RuLm6B3A5GcfuC3g9j/zwM7CpG33UBk9iOUSc6S1sWMpZnNJu9IDmGL0/OwNrGGwmENqFDYYpWoKplDWdGMts1p2wKmhg4YHRhHVPiNHw2cnDqkdWm/pBOO8hBkalHA9cthZJdxzNFZhDFDbX3oKGkJCKZaBsKM1HXFjQ98j9duv/2yhb+UO3XpICQYku0GIh++pNfLTILyc45hJ/HIrxc5Y/tKpLxK+PHs1GyYG1mS8zQpbOlDVdEIygo0WRQMoULrasom0NOyQE97n4j58rlIHq4UJtmkkCheK72O3quvqY0bYeH03GHcjY0XuYVvX9VSlgEx1tATMHhkILy+22+/bNFX1RVO2q2O3UAElN9kimHjPoNNHuRuGJJSJCA8skrkQwznHT7V7XPOD2aGFgII363IUBQP64hR+aieMA0lPdRXNeDIf3N1U1KHtC/8fXw6nS+o7XwnQeSLZWEXWR2u8D3nLUIbw2DjvMFQpNFQTWdvFaKloCFmrBSCpNwgAZFg7DYJijxIeSC7jZ3Dny05RprNEhBrM1toKpNaD/EVRm2RS44e1ITCIS0Co02gtCkHaOF50sudK5aSAuXVISmXjdf5tZrkUHa6hiJVWcrqENf8qezVVtEWo/Qcj5xDOG/8/waEy1G+FrJbHVLZuxsE275/7BcjA5FA/j8BIr1GUolQETuSTENJh8KJCo7u58pITawrHFCjbSoGDqqLdeXD6jDSNdl5D98dL30Oj9K+SN/J6zxxjuz/UWYrHZapRALGTSWDYDCsEAYiQEgq2WsgfHr5yD9/PpEoAdkdsnbbboX8d2rhbSl88efKK0RyruJBVeqHlHB4+zEJDoOQGQNSIYeq7LxH2L4f58/4s3dPBPkcuP8/eSLtEyZNOAbCSuG+hkeG8FPY+v8A5P8Cn4wn1/NdffoAAAAASUVORK5CYII=
EMAIL:Marlon_Santos@iscte-iul.pt
KIND:individual
URL:https://ciencia.iscte-iul.pt/authors/marlon-santos
END:VCARD
