BEGIN:VCARD
VERSION:2.1
FN;CHARSET=windows-1250:Gémes Kinga Andrea
ORG;CHARSET=windows-1250:BME Automatizálási és Alkalmazott Informatikai Tanszék;Alkalmazott informatika csoport
TITLE;CHARSET=windows-1250:Doktorandusz
TEL;WORK;VOICE:
TEL;WORK;FAX:
ADR;WORK;CHARSET=windows-1250:;;Magyar tudósok krt. 2.;Budapest;;1117
URL;WORK:
EMAIL;PREF;INTERNET:Gemes.KingaAndrea@aut.bme.hu
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Vrk9o/k9LSLUY3I+oXwj6j/B32b5Ta4HkkvY+dHrVkIiVa5faH+WjSfsyw3QaIRvgWFy9EOj/sZYLFj+xDdvR+ONaN6TQ1yR0nkm/kwwxPiT5INRVJDZle7G9F4xQtGIkfI4FMbIva7L09qiS2uheMUI+dEMfso37YtlCIvhaI6iNTE9LLERPgWkRlWyjN+Na4/xWvVrlPyj4RGR5kSM3LP/xABAEAACAQICBQcJBgUFAQAAAAABAgADERIhBBAxQVETICIyYXGRIzRCUoGhscHRMDNigpLhJENyk/AFFFOD4vH/2gAIAQEABj8C+5P6jOo/6zP5o/PFTDVdWN9omdOuPYPrNlYd6j6zN3XvSffYuwCBAXABvsljpGHtZZio6XRqL2XnRrUT4zI0SP6oGq8jhsRlUFxN3jNk6pnVPhCxBsOyPVahVGI+oZlpSfmy+M86o/qmWlaP/cEp/wC2A0ixzwMDaZ6O/dMJFm4Q22TrX1h6TlGHAxV0wf8AasNZXDIBe4jucyxudeRMc4m28Zc7dX8g/nn3SHuqCebD9aystalgJbiDORTzhvdCTnfn3WzJvptmDBUp6PRxekpQXWebUv0zzan4RKj6EldicqeIi8bkv9NwUy17csbe8TPQD/d/8zPRGT89/lzHq+lsA7ZUq1WLu2ZM7ZsnVnUMzHjOGrsi16WfrLuYRK9IDC3unVEvU0em54ssu+h02M8yT3zLRAPzt9dd4wU+RQ5fWW4wEibNWYlmQGE0TY8DMDix1W3Tk2b+Hq7ew8fsKnFhGaco0yy7Zt5uY6W4zA47jx1pjN6tPoNzsZmAb7AxF7YrEdEbB9gQRnuMsZeBGNqdfI9+6W5lpaUF3EYrQX2A2gt9gRDl0TqRgbFTcGUK4zxKL9+/mZwzRnJ9Ej/PGKd5MWbZt13M8mlpmntnSUW7TCpjIdo1Cne9r+79iOdRPePhKSeiIEDBe8w/xdNRw5QS4rqe5pYtfVeo1uyeTUUhxbbOnVaoeGKwnUv3sYatG6W2i8Uti5TEc5WXS6fKg2s3qzTKCtcKylfHD8xzqh3r0oxpOaFt6nO0SoV5So4xMzm8w06aeEtyY8Jei7KR6J2TCFS/rYZUq1GL1NlzuhuZtnRJlct6k0VSMwt27znHw746f8lNh8/lzlYLjXFYyqKig09IR8FxsO3/ADvlHBkuDOZLNkLnYM4lRlGKobwuo8hV9x5lHRBmL8pU/pEs2+e2aMw4wcxnOxRcwtWqEaOT1b5eG+UkQ4aps1NvxTkiOTrUiVekdqnXyK9X+Y3ZwiKN0ZHFxOh5ROB2z7ioTMkGjj1nzPhCFuzNmzttaYdxi00yFpox/HDr2yvnmwwykhQBRtbfaU1pWRqXTXui6RdtH0nCPKUzn7eM85Sp28l+88rWJXgotEpIMKy2u2zWr1TZT9L/ACilFIVcs98UjjA3YPhr3+Eqq/VK74wvfKKw2rLobrfVhXOYlyadN8U6RnHv1AbRqRN7tBEvsvKN/b4zdP3m2OpzEqM5sL7ZemAz2xCV6dUYXK3K93/2NxmN8p0TfumwzIXm7xhwUsuJMW+qjR9QEn2wRD2iFbbGlwpIHCY7Ngtw1Et3z8I2CWvdmOZlWuOiQuZPeItam2Km4uDMBGRhNNQCRYzPEJ1bzZgWWGpnbYBKlU+kYIzbwy/OPfFt3CJhpVujsyjW0asScjllKmEguFJAlSmgC4b3xb1hem3J4d5O2WK58cU0vEoagKQIZly66x6NXo6O58n+A/T7DklYBVGJgd8Gp1tkWW/v+sZqNNahPrAzPQ6Q/I/1nmdD9LfWbICihHa+IWyUSmyaOgCbRbrQ1a1M8mdmHjNNvjNqeS+r01+kBFdbsQCtpor3xMaS3PHKX5pjniYNWnHgEPvjcb2+GrOw741Sp1V4Rlv5LGWAZbnsvKjYh09tll+nfv8A2mlIl3c08PiYvLkUR+HNjKNKnfAigC+vbNuow69NT1qY+MYei37wcZ0gDKlEOFY5i8vYnunk9GqueCoYH048iN1JesfpKi6NT5NcJxW7uflrJhj/AIlImkUza+Vh467hqxS+TdUWijSC1So25cgOyLTpIEQbhO2VBxW0HOMJhOsRhe17QEVSpB27vbFxtha2y2q42iXGw5ztMtGQ7VNuaeZbWD2x4xJu9MWv266f9A+EGp8sms3OOpRrEfulMHaRKi8avyGun3Q9ggHZKZ4g862oxRrw93xgb2QLwn//xAAnEAEAAgEDAwQDAQEBAAAAAAABABEhMUFRYXGBEJGhscHR8PEg4f/aAAgBAQABPyHhXb90G2u0OI7ECFOFInvUyvRLY3FxBv4vsxglu2V8s02CBfzBob8EPmeP44d5ww1LH4l5wDP9RiFaXkriCd12Mt5eYzGeQrheFcceWVoGxpxLoPpb6opjzRTWv65n8aUwx4m6KfpjH+EIUP8AGGqjodJkzUNrFQNhkKy1gD7itA3NYh9q3V9I1hel2Y0rMDXt/sduq59B3Hhf69JxyDt+6IjOQyCujMilN9vLGFr1WxOgdD0mzRGCWSBWcvwwva2wxUGwq9HGnzNR9rF/ijhIAluqRf02M7pZEatdJBrVNYP4JUr0dVOpcjBFuBY3l0B2hE8Jll1GueCadDsg6lKKw6x6nyiqFMJ3QxJs9N1uMv8A0TE86oLFCBujc/DaPzD4gQVKgumgLuPUvB558onI1HSDgt2IbZc4WZXwT28CA+1SjxZbMsaTOIQqTBdxtQrzs8f8V6MsEfDCDPH/AL9XMqznHeaT7XALw8t4VyT0ME0sgYCIqPyjY6kQfSRE3mIXUqvl/jR9vr0r0qVOmDQjLsGX3fsJo3mzBpbWt+sIRM5hHHX0FxpHMxemeCKPc5jmNJhNVe3J7/csy1JUqVKXLvNDYqpqTkNmH/yIdWRdWHXUBCsEKRk9CEBTRl1W0maqYtYQmpEgs6n/AAKQsS7Q3imPw4Yu8s15/wAlmeJhn3RV0+80llItfSVkh1ywUtDwg8IW9ExKKYh409d44qInYgdGl/x0Y09bswEzO4feB+JVJhsJo2eWi5Yzjq/ZELsUZaoustKtFw3PiAb4d37dCN96PYBB7Wv4axyWzCxUzmE+soq3pMeFxM6t/aCwODksvf4CJ1f8BetJUFX1Vqq1+LlakNuBwGatUDW++IetrwSaAXSsLdEuRdrmlxVkWWphSKsXD8TM2uBdV4ucqA8uCb+GGuo+5mJkXcUzbTlwIDSz1qVAU4W9SBegWLRHfFQtliRYlq6rvNpWLjJ4S1A90yGh+/MxCPmtJj5q5amEQKjW4TYe7DXSwX8x8/RH34vqNe2D6Ix9MRLE6EqVSrU8Bubyr1dtg2N8P5gHniRZO0BMRLQs3DIbfkYV1BqoDBOZlU23o+d5oewBDxzG9gfmLElbW3WAyaCmp+7QefadMQRX/W3r0EEJUA8pfxcPqGJsVf8APMWvaC6UzXj8xS56K2jTgiwesUfiH4TSFkc1xLPCVtcsahhuWEWmkShJmXt+l1wqecO7ArNR1RrOFiV86/Q9SQ69EaNzJ8zI5KWzKvtu5uTVAQdN6mrMXWgtepK9r7L2nLeIFFvVAm9+ZZWRq5kXKT37GszEdZXpi+0ywWCK97Tqe6dcjLmFRsKlcpqnubeYiovZjXmHy6RFV+UBTQ/3zcPoK277y6w174rgm/PhK3RnxqidgNND2gVGRuCiAdp3V/j5g96L+QzEotUfUea0nVBzu7gN+7GjOusQVoKJnNGBdCAJoi2soav9BWf6lZVUIosNkgNKAMXBqAcWwusa65lXf2YDFgli4gVXGLPa6dDQ+JmIAjYD+dJSvp3uc/qMskcKh1ZcYXkAvmMPaKBvUJFIbGIa3vL7R+G7hDkxND/ICveXhPSFs44R9opAG2HGg42TXnvE1akVEu5IAdJaCyRgit7eQQO2vgmsczGgmCguKhnApSCysYY+6xVKKkAmzMbdefMtSMxtgF7pmIQK/UOo6azQjEDD8PiUF6i4pZen8JgMEWAbsV26NW1LYVVowpGM2aLhVWqiKa6nSbUpSA9tntgvawdlH6E2Gam1DXbKi96K95WoMhBiqLrEKGTZGnpm8dIWKg3pgRcFNXQDmsYvLguAgzN1F3085mp8IWwLiYijPvHXCPOR/WJQLi9xUq8hq4CbqtPgsyhjZl64H189Jr7RrNmTkuUCoRbjf4mN9KLYS6nhhCD6ke86fzSD81Ey55Vy5r2jUzCJ5g5Ip0nCgU6o6tuUU4zO8sweVhBO29YuG9mlbf5qb3Zd30cj/c+j5XQhdsusXBUkbS38nv8A7MbRz7urPNasw7r/AAhY9GyYwMQMazInLHa+PQql5Jj3x6PLNZ7Ayo6tPspuZJysqzDEZMUOeO8HZynaJi+gSz8I+qC/DKSpgzGaiVysIdpcjxMpzChw1lQlAyz9A32lb1vPisfU36QtXZ50ZrhQmXXgNDgmpHMsYfX2MFBesuFUoIa5zHy3Y9lpK4VZ8kxahgLlliU08z8yiSrUeh+f6gelz4r7YjRW3oSAP2Ht/srFr01LzLzMtgzEoi6bQlztoSsDXhNv0tvZ+5RtBhsDQL3c/n4n/9oADAMBAAIAAwAAABAzpQCFBFxUvm7nWS/g3fgt9jlHRvHkKucAGbvQLat1KyScYlv/AJr5Jd4SIKWV7VLEP2ex8wzrj2nJqTchDU3vT+Fssy/VAN8VgyhxQvj2ulKvhwbOriSBpp9Za712LyRZP/IyVzdh/wBW/wDkPbXlA7GeAHieqcCrLhhPSyYGrNIc/nU9dxABVgfZ07RzNR1Wl6KYALX+SYsKywEJ+s1Kxsc2wt3u2HUMEZcDnKi3y5yedtUQwc55GxB02cLcj//EACcRAQEBAAICAQQCAwADAAAAAAEAESExEEFRYXGBkSChsdHhwfDx/9oACAEDAQE/ENFh14RgAydMEu5yw+L2Eh0LZ5kF74w6W7p+rfpY8GDu0cN0A4JfpK+LfhCzhpKOUJuOySjxK9sP3Dj9XHjZnskB0Egy/ZbOkDw4fSc1QyFLV5GY87+oft+oE/0to/Sd92nqw9WM8Q2PcnIuOAfABox9Y/qpZ6ganEmeTCbE/Bb1krwXxwzrwZynUzx6lZMX2SpGn1YDpfux6f7sun+7ltRnOeUuQTlmWLhhnguM3LD3dsQW8GQxnmM4binku+YLPDPDS4Sr5PVgMsQUjkRJtW3cXiXohBOSzYyoHTz/AAyDiDRwHVqgwMC3lwPAbZnkYaS5Mg7BiOEGfwTBnF2ZJ/G6ZMLkeNuFu8wohMdTpxPJjaPxbFng3azHgXPUuk852CEeRbsF7ZGOGZkqjLAhK4J52ynBLC9yPxh0q5LZmwdK7eIvnJ5OH1ls0fvONivhyHdznHzMF6UmrmyyUhHqTKHLKE4hRT93C64puwM+kWmn4ipGsfBZPe4OM5h8RT6AhyflIPCx8cPBGseR+LUfTej3ZOcsnUAl6uUHPK0A+b6NlgDANk3rt+3/AGOJLnLmCRef4HLlg5vz9nu6mO4jEplwckz6vb/4seBAEHEln2Hs/MPt7+P92+oPldf1AYcr2/NuFnhgHxcHnzh7l7hBnFnPdjYK6Q/qezP0OILDAsub4sjlHHmbvD+mNhwP7iCNonk31/iYx7sgukYcPa4reMLDuCuUx4dtPM+6o7nmtmnyB3UDhOYwJ3a4ObuDGRoyuBK8wORhe3x1h8zF2N+LBBy2cB7La1iBwZ9JcZekZyzWwSiJIePGMtn4uAWyq1k2QFZHcnaDU6YcTrkdMbrPH78/jLak59FyN9QPZcgN/wCpU6cv6gZpAPNwNLT3Hyni4csZi6htjt1kJrLB7/1c+r/qCkYc5IdBdyI4/g/1A457sDF214WmCXPBgmVGG4Rwz7nopEtfmM98d6FkI9pTdYxVg9tlNfeDgdRe/GOywsOu7lvcijlT2Ijux0XBtbSSDiwLH7lGD8vUS5OePju0sgxg6RfIlPcpaO7OY8t8pN8AOfAQhv7hE8H7i59bXUD7guZxccT4z+BcJirHTHieF1s4sggNP/epN46gOiJflBjjHeHRLjDMezwi8B78YGFs4QdoXSyNhuYSkM3pf/stpHA+rfPiy/k4tXYHcgsniXEpeJMwvUccuiHAnkSZ19H+ZS3H7sei56svs7ejJJjHto5DWeY7oeJYSzZHoga/N//EACQRAQACAgICAgMBAQEAAAAAAAEAESExEEFRYXGRIIGh0cHh/9oACAECAQE/EJDyzzS7XtB9H9niP7PV/ZrxJm4HcXKYZ5hlpkYOFb1/sH0x4j0RFsSvAieyV7Ij0y5WMOGYLjUzLc9cpPBBKZRn6yxDMFBDEaEzNRvnUSttiEw6/wB/ydAf3/Ijx9wKlv2TCFQAolJ3LZc3Esj5QrO/MVjZ47iOmJBNkbQa/U9f5/8AZoDfNwHcextlDLEJ75b3C20QQs4hiyCgJ4YALD6I9v1EAUD6IHofRFNn6m0EvnAtEZVss1EkSxRqaJjiEicFuSZ5w6ly/wALl1DoPEGuY6iXiYzSI82AZRE9MzBKFb/C5cwUiqjGlwFbh4mbwMYicsTYAsiXEs6eblxyo1iYiU+cVyoOHUYt1ErcrNw3XU3mGGyVz+AFxLxhaa/EuTwJWO+BKoW1h+4LkjQIE4IymWuFkCQAhKGrhu/bAShDyorVMUuMfqAGFuUbKTFXH38RQmMvU+cTAxL4Qyi7gpFQVAqDA8pKAsY6gMS3KkKidaP0RBhG0vMswickZQ6giYfxbjuX95NjF+0v3DIJhDqLc0lo1Em4bz4PmJGyC40jADX4Ki4gtKHppjeQe4mrhmXk76g3iXEyWLFmsTKtxEvR1HWYW1HQYrOReJbBLMMXI7i4dkr7fcqxJsyCURJ5It8aRqt4zDuKwxXbzzgngEl1LEdYl5l1BjPCOGKkWL6uuDYR0cBJ9EaVsMVeJRd4hqOyVmAXUbpIixbqNNsJ2ilhqe4I6jshq8GDxpqrwZ1nq4Pvma8nk8/qYIk5j2MSkGg8wKVDGEv3EVc+UOO3gqpBGHUviOxPUq/6kwMPxB82Lrr3MvPvQJnXgPhxL8HMO1pnkxumAVpv/jEHYf2G+M8KyuS0ZYY4aCIRG3ZDEFTMSGp1HUR+7/jLhWYCVjmK6jRLEpEOeAcDkLUUcREjZFXiHrCUcsmSI1SK1sQJtnlhciShU0S7ODhtDU0q4pM2zMhlCKX+piZ3fnXCbmEw7iVwFygm5Rgg4lwepm93G1Twsl6lSpX1C1YJW1wAmRiJ1MESJEW4cATVEeam18Ez9wFoxHV3FXMcR1AOSOrdsQpS9XUwzFuOZTK64ihcXSLm+LzMbzK42zqOUFRrvUW6+JrLv3AqGSIJpNr4DUK1iZ4bsbCzGP8Aa85SM5hhqV8C2XZLh5hNsWioag4WaTJhKGYIx4Tqf//EACYQAQACAgEEAgICAwAAAAAAAAEAESExQVFhcYGRobHB0fAQ4fH/2gAIAQEAAT8QMCh2MaH+1cw/bB+Rj6oREKsfJ+YEK1otnvpEAUOFfh/U2rX2PlI688C5dECorhlL3CFtOF+eZV9Gx5Ch7YGXhBm0IvFAU+IJVdIjB6JrFFfeAvzOdeWgILVMEx55/cdLwAf3EabwXOT8iPNuxSAugC17G4kkgWCx4AD1L88Ly/0SqDfCfKEv19xljpJToI78giny6AY82SkoC3G+9hl6t1W3jmduYwDwVBdl7FTBLHI8wmcGmyauVdgMu71PHFjyFWD9y3ghx7o9/CVnIzaW/mBHdeJYLVebgOv3yog0LOZprcMoW1Vs7FQS1TpvyZcx/cdpLl+K6RUmbEOSznH9ITOOQU9HuOaHzqrz9QeRvqxeKJigo/EQc55qBON4YCEs9fUANezDNACdS5Tsk/Q3hGn84u6IWEBFSZ5Ku60alt8M/wBRvIen8SyUQ5gMgaCzhtQ6ofJsuBAVZYAwPEcIYZNPuAFuVADsnhEs1GjNyFoxc2i9gXoN8Mh2pc+sAHBiJLUM4DA1c6KoZUWU4SX1uuiB1/0WOB3JaIgiGpXMPqr10RqjTJWTlenhBl3puifTopH9JYjKeZqjLQVHQUs5mBJC98rmQT7/AIaRvgZFf8T/ADSWgNsYGr05YEOtADFAFDdg2NoDmuB5lMSDVxBCl6QoIFsC3dFsUbXapWwJyMSus52LsdJhGbXjyS7V++GFd5a7MqLe9WfAWlvS74qiDIDasgSv8UqpTzG4BVxgj6DcKkrVd1IU426qFRKE2yZYPy+mE6pynhfcdGLkNPQ3U9BoAeJQ031rMJgz5m0kfkVCVGNHJ+/EpvPGf1dpUBNbOkBKk4uPzejbleaF9V5d5jhKuM9hiGBB/wChDYtcMKuoO+R/MK3FzXgt/QfcpdOhfId3iAKYKjqcL4gpK1E0xSUP7i2rDlhohYQYSbQypbwg0cBEDRuTowkdl1NBfYcC+6MFb5+spKS0TWV56r5hXAZl9HEqpq7pboc6y89mbnjbGAa9BiElCBUFFccQLp3PIWUPfvHwxAUceosxiZ6ASD1huuwZSuYGmNm2GkEbGEDVAoKUK4yNdkldolbJXSPxUGrjmBln5lDjangyfC++1MDwumXD6+0EJTX8QxAMK7NgawqFfHuY3g0bYksGhu3ohMhzhh6gNLrtfFpg+Xlt08JLTU68IT2LsxrtKNliy9q7YfXqCxHSUnWM1KqC5j2lPSPZQDwXZ12uzCVgbgLz6o9EGmxJT6At13lnUqIx0lMf534YEMNLzMitQ8MWmyvQ2YwDcgauHL0NygvHKw8ID5mU45Gp8wd6xKnUXkTe+IlMxEu4UuWw4/Fy5UjTLVQZBeHSPquCD4s2ul9KVjSzGJUqIE6ypACYb1mSvnDDxWQgGOqRGqGRcarcPKKiYB8mdgPWJmIle2cROhTTgfJUzvO9CC25UGOKD3q0v1UqXixaKto43xqu8fg8ofLzKtOiqXh3Bdoxax4ifGnfQ/IkWSU89APhR4I30PNLpa/P5ic2n5aLS73b/stqDXLf3ExqVAEox5sSiUYErThz37y+OmIDV6KorVe8QXZUZzQNeyB3AwrV1zFdF00RbVleGYxM7C2ab3VFCBpSqCug7CqnntKBAOmVD6lAGuYQALEtSwutR8Opy5y+BEbdt+o0FQleP6SyUQjeMvfupk/eGupaauWf8J7aI0AW/iJwWHCRAtAb3e1NxtaZtHU5MKcW4jssAYFkO5adZlCqr6S6aCtRc4csKBur2KrguUjPOgAV+oDFdG8xMF/pSLA80+YFD0hR83FrThkPOBZ0ROX9FQ0roXQGDyqqeSTaqjCGmVQX3fpQjDVseioX9y/XZZk1dH9/4QYcNHmYzlRLwvDuYlUDqJRIKFXRpyY6RcDZL9yhc5fZi1RVJXapKDWS60kLGmP0pPqLesgF7LlrwkuysowDKvK43DMuJR3Icr4AlAlJQlRdlUkIGn8zOQVf1MgCQm3Ti7CHYiLXYVFLaNGMSoQZ5KmYgsBWEsx5X4/yrj5InTTeICz0B9QcaFKd4fdMBwtpo1J1E+lIhHSF2lwXSrT1BLOKdwlsOF4ITIBLF3ZSRLcWW9l4vdeY3pQ4ulMq+vixWBAUdaVA0oQH97QihYnMxciFNUFlw2aKxlG8U+gNSohaq3V2pL4w/cGzWQhQLfXRn+psWlT+NLWo3umsREqSvKhs9h9w2UZm4pHLSiu3eADoiA5UJopK6OfYCehFb1A2/wCiMVsibRP6eo1YhppEfqaC63g8pDAT5tH8y1uuVAQSjYYcjAJ2Fr6KtrealLgZ+af5mrb6xUbWzqAHovFYVrRj5SgM94wOMSUYOHhPYxp5Vmd1FludRrG4BDYWqBEM8kN7LT2VLFKRcBllbDbwN19yizYaoZMcGMEZQu3Rbl6DhfRZTVXnh4eiNicIkFXedSAf5p80lcxhq9X5ufMFmFzfyh9Cy0rKF5MQS+GL6cS0STGWg46sZfchsDCeAEbCwpczxd2rG59JjtXajFg5Ssd/4YrFoAwrkzm+YQZUMR1heBzXWMqNQoKpcNa1vtGpXKWhgNthgDa+b/FcAG2gSvFA3ZnESshVm0tWKz5rHMKhzPAOEO0ycO5RgyCygICyF0A+5AVyWvMOI44l6WEtRl1qIgWIrV9IwGu8vzaBtrXHUvnCyByfuWNWkleYw5oJTxtn+YTk83keQ1vX2BGIDlnwTofuG+DiUtgvaOqRVV1Y6yoKtaoktgNh092FHquoDOWwZWM22IS9W0IAbRbXPI2cYlkPTgFblWrzDildB3Al8FreKMYDnxZFSOepDd3ccBYcxGNDeIRoLYbrwHMKHo+5WRQ29+koVSB0C8eMsTrzV/MGh3Yt4JrGVLSdF1nJxccBC4mKAPgPji5SC3GWsf3+9Y6LIUYF/wBama3FgKgPJBvmXYkNkKNRorJzdjCJlykkrHRMGh8UM7QMLTZZD9ok3eEBKUWgPWEVKQnVNpTErB2MJd0XDutAvLzGLTc7M1xrRGsXuOYt6EQMHC6ImNrZl+WOg4QL6uD+YgEsKD5/1KD8jHwfuVCciHNIc6+chjkZwE5AT4VfMTwiPyYsb+PmZY3SqnqH1O/CmRrIOF8XeaqWScEvIpRQQZL0CkvGCu8Avg79M5w1jLluxE/zME3IzRZSvhE27JpgHToxAaRqAToxtQzyQz6X1jtjHXSbTTQEw6mtnvn9SwDBa/Bf7goM1QfJ/EqNY3zUQd8J78TEPaqOKjkc1cNMK+5Zu3lHURrixxKHeWImQVZPAxUpbCHlkLGEmS2kNXrBYeYZVzWUuUrK2vLEoBa2ucb+MRxLNE90fuKBdVLALBmhQa+GCXDTH4VgD3SFbnIJak7wSssWPz/oPmGw5S/UoDI2e5YHoZVrBFpfsFrdxRt6ucEbL0N7hyFDZenpHyivWIjkv7Mn3FqWJ3qpPqOu6p4s5/EJHIX+/wC5hs8iIfqKUWkgbzVS8pxLVeiJfbflK8yDkcwHRv8Ax+iMljSzoD/UqPUPU7hL9twcSvnRf9XyEPfCFvNqL0r4juYZyIAb7J5uo2WM3HQrNQvVj+k9kP1FaaFs/vxMcdT0S1wMAUOsDyubG8RFzTN6KQlr0uxFYNH5MBQKKQe7/uEbbcr5/wCwI1pD9XKxzj8w8Cwj1bqG6oh3jR8W/MunHYGj5U2ZhSd5uLqe5/SW5iovf+kaxhcjvv8AmAprfYZDtAMTrKCA2LiYFpGsYHHWPY1beJsxTJ3V/wCfMBw2ER6Bf98xrYEEruL+oR3Bb5xFLih+WGSsaHOLH8oxpZtNWj+SAuh76G76AR//2Q==

END:VCARD
