BEGIN:VCARD
VERSION:2.1
FN;CHARSET=windows-1250:Dr. Asztalos Márk 
ORG;CHARSET=windows-1250:BME Automatizálási és Alkalmazott Informatikai Tanszék;Alkalmazott informatika - Vizuális modellezés
TITLE;CHARSET=windows-1250:Egyetemi docens
TEL;WORK;VOICE:+36 (1) 463-3702
TEL;WORK;FAX:
ADR;WORK;CHARSET=windows-1250:;Q.B226.;Magyar tudósok krt. 2.;Budapest;;1117
URL;WORK:
EMAIL;PREF;INTERNET:Asztalos.Mark@aut.bme.hu
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+vWPFFFOUe1ItKABSsT1MHP4UoY1HuzmnA10DsPVs1+S3/BzRruurB4CtmQReGY1ndH3/wCuujjIK/7KAc4/j61+tAPNfj1/wdBarew+I/hvGcG0jtbtokXPDFo97t2HRQPXBrjx6vRZ14D+MmfjV4ju2nvG+cvknAxwvvS6DpEt0hgs0Mk1xlQgGSc4retPDEesJf3DsF8i2klAXuwUkA17T/wTi+CR8feIbq/u4lbyWVAMZ214lSqo02+x9JhMM6tdQ7nf/sJ/CC8+Gd3Fqt6sb30sZSPIJMXU8YB55/8A11+gfhHUfiV458OSWvhm8eymRFCSXUI2sO7Bumfr6Vw8vwXvPA/hNr/TdKF1cw/LCqjIDdiR6VhaAnxi8V+G7yaC/OkXUB/cROiu04z821OI1wOQCrE465rzcPOVapZI+pqwjSoe7ql21Z6S1r8ePhdr0V/qF7Dr1qpzJCJFVlHfC9/z7+1fSH7OnxXuPiXYQm5gkgu4yUlhbqGwOn0wPzr5Q8IfBL4iav8AC281nxVrNy+rGKKOzga0jhmlkAPmSb4VR40J27QckYPB4Ne9f8E5vDmraNJqC6vcTXEkkwCGZt7/AHRn5sDdzxkgZrZ0KsKyi9mKhONbD+0Wj81Y9R+N/ii6+HPhi7ure3aads+WgPLnaMD15r441PUPil8VfGTw3fjrw94fiLApZLcKZE54Dj1x29a+xf2xNKn1rw01jaq26dxvMR2tszkgEdMjIzXxh8QP2RdYvfA1qPB2talpevWlyWmhsroWqyqcEFWVhu6EfM+Tvz2ApSo1JVuSLsvMU6ihQdRxcn2W5t/ET9kfVfFfh5T4kk0rxVHID5jGMSJg5yeOc+hGK+UfjZ/wTh0q38G315oNiLLUbMPIEDEhwMnG08fl+NfT2n/s/wDxT8C+FLOeLWr/AFnVJyz3UV7IT5CEnYiXH32YDGd5Zc+o5Psdn8OtUvfh+39twxpeNFiUnBJ468cVFZSpVOVfgZRcatFSmt+j3R+FWgXEk8HmyTSxwLK0BVmCYZTyOB2/Gvrb/glN8YPA3w+/ax0W88bW9ve6cxCwzyIzpbTbhsf5TkAfQg56dx8yftNeEX+FvxW8T6BGpQ2Gt3RRMfws7MP0I/KqnwJdZvFdjvj84CUHy8FsjuCBzj+VetFu3Mj5KvT15JH9cfhnXbPxJolteWE8dzaTxhopIz8rrjqKv18pf8EvvHB1H4HaVYxGSaC3hUJgymOIHoMyfN07c/Wvq1ecV61KfNFM+fqQ5JOI8LxS0CgcmtDJHNg05W9ahVvSnh81sWSg/lX5v/8AByV8ItU8c/sxeH9b0vTRcReHtQe41G5UAtDEU2oDxkgs3rgc+tfo6Grlvjb8J9K+Ovwq1zwnrUXnaZrlq9tOvcAjqPQg4I9wKyqw54OJdKfJNS7H8nNnM1npjJ95rt9hx6HivtX/AIJVWEMGiOW4M1xgn07CuC/bO/4J++Iv2R/2ubvwPNY3Emg3c7XGh37ISl5bZ3r83TeoyrDqCPQivZP2NfDcfgPWJYI43hDTrMYyMeXyAwx+Zr5TGNxTg9z9ByanzJV1tY/Sf4deGrbVdLRJ1URbRgHqc/1rYg+FNnoFy7Wt1NDGx3FcK6g544x9Ko/C+/S9soiJDgqBx/DxXojCOKLcy/eGOcEk+9OjGLimj0lSueX+OPA0Elth5JZ0A+6w2oPooA4pPgnqf9k+L0WEEqowdoG1W/ycY9qg/aA8bGD7DpsQNv8AbJdjyn5QoAyee3Srf7Mus6PYeJRBdXduXHzY3ZOcnIrTnTqJNnYqChS5nqdx4v1IXusZuYztlBXlcBW7Cs3QPhzYXE5uDCsUhbOUypJPPGK1vjHq2krdfZoLuLdOC688j0qP4Za9HLBJZzkSNbttWUdweR9aqVue1zDkUo3SsjRXwnZROD9lNyUI+eSVmC++DxWL8StPig0xzH5akA5A7j/Cu+jtk8sncD0wOoP1rgvitcItlcv8pZl4AOcVlOyOSpCKVz8Lf+Civg9dS/bI8Tm3UZvGVioHRvLQk/XJP512v/BL39lTwv8AH/4qX+j6/cXmiX4jSTTNRixi1u1fhXRhh0fkHjIOPU19Sftx/sv2Vx8KH8U20JbW11KKWRsfNLGxCiP3ySD719Yf8Erv+CbEfwe+Gw8QeJYY5dT8R28NwYim2S1Q7mVN394AjP5V1YSM5y5bHz+cwhRipX1kfU37Lvwo134ZeDLfT9a1uz1Z7dQkbw2wi+X3AbBPvgV68grH8LeG08O2awQsfKQYGRg1sDrXuxjZWPjpyu7jxSr1FNXpTl6iqRByQanK+ahBz0pytmtDUnVsU8GoUbHFSIe1IR8Ef8HB82saJ+yDYa54e0i7vNY8P63b3kV1Daed9kjw6sScHCklQR0INflB+yj+3N4k+LH7SWkaH4l0zSdMivbOaCMWls0LNOoDqzbmOMqjDHuK/pL8RaFB4l0W4sriNJIp0KEMoI5+tfgR8eP+CTnxI+D37f8AqHiDT9K1JvCWn6ydVh1OVlKzQlt7crxxuK4x26DNeXmGEjNOdrux7eUZjUoyVFStFtaH6F/BPxK8ljbEk42rn0BxivYbfV40i2TOAM8jPBr5z+AWuRlYIpDk4w3sR6V69qcjadC93smmjUdIgXJ49K+ZoTaVj71ztIqfHrw3p/jXwvNZo+ycD5HU4YHsR6HNfPfw/wDgH4j0HxvdXK63qIjjTerEZUnPTpitjxd+1zH4W12SGXw34lvblpNkSLp8gWQDod2CuOT3PSrOk/tkeKpf3jfDnVWsnGGT7M/zD6g5B/CtXTp1Hdp/ie7hMNjZ0+WCVn3sbfij4Zav4r0+3uG1PUHmVwsrQymNvzH8q9o+C8EXh3w4LWeR5HA3F3OWY+prwp/2rfE4g36f8O7+3gPzGOSCQtz3JYrzWl4T/avuNf1GC3vPCmvadeu4QxratIpB75XoK0UIU/es/uZOLwGNpUveSaXZrQ+pLTU4RD8rhhjKnPevNvjB4gt9K0q/u5mXy7W3eWRx2VVLEn8Aa1tCvp5raOXy5YFLfdkBU89ua81/aS8J+IPih8NPEfhzwrb/AG3xBr9pJptnHuCgNMPLLk9lVWZifRTTg+eaij5XF1rUnMsf8Etvh3rP7Z/7Ofhz4h/ES7sL6FNSnbTbGzg8qHbCxjV5ck73DBsYwowOM19/WVlHZQLHGioiAKoA6AcV5d+xR+zRZ/sf/sx+E/h5ZXBvF8P2mya5xj7RO7GSV8dgZGYj2xXq6nivqqFJQjZI/OsViqlafNN3FAxQKKctanNcUDinL1pOtOQUWC5xINSA5qMHNPQ5FUbEitkVIDkVChwakQ4NFhE6mvK/2nP2eD8cPCFxaNr2raXaqDLLBZsEN3t5EbNjIUkDIHUV6ir4p7qJI2UjIIxRKF1ZhGTi00fk1oGszeCPF5jJKbpN0fbkHBH+fWvo7wP8TYNT0pJTIiqCM9/TrXg/x48LNZavf+UCslpdSqMDkFWPT8qx/AXxUFm+yaQQvL+7fI4Dev41+fK8JWP1WdppSPoDxN4Tg8Qag00CxujcqpHCHNGlalqPgi0cNo89xAOW8nljz2H4VS+Hfi2KWBWd0ZyQPlPyvXtHhHVLJYUL/cbJwVr0cK6l/cdjso42UFyx1XY4PTdcuvGFoUi0e5ggkHWcBTj6c1p6R4Tg8ObZfIjilJySeSR1r0nUtVs7myQw+WQBjZ2I9a8v8d+J44xIVbYsefcgen+fWt8S6i+KVzOvjpyVpOy7F/xB40hVHYbfk+6M85/CtT9lS5XWPjVauw/1UMrY9yteH614xGrXIhiJMsj5JA7Z5r279ji3Nt8VbUYzutJSW9Tj/wDX+VZYBP20b90fOZjeWHm1tZn1vSqcGmqcilFfX2Pz4kzTk60wcCnL1qRDx0p6nimA5FKh5oGjiFanA4NR09TkVodFyVTkZqQHIqFDipEOKBEgasb4i/E/w78HvB954g8Va3pnh7RNPTfcXt/cLBDEPdmIH4d611OCK/Bn/g4o/ah1L49/GWLQtL1KT/hDfB15/ZcMMZZorq82b55yBndtyqKT02tj71D0VxQjzSsfbPijWNG+L11fa5oF3b6noWu3Mt7Y3aghLmCVmZHAIBwQQa+ffGfhaTQtdlQo6ozMo/2Rn/8AUa9R/wCCfujS237IngS0vUImh0mCFw6lWXC8cHkHGOK7H4v/AA0TUNPZ9oZgfvD+HpiviK1HmvJH6hQdoxi+yPBPCXxU1PwMr2tz5kluxwso5ABI4Pp0Fe7/AA4/aosZNFWOeSIyY5AbnJHvXkl54FknYrBF5jDpzVzRPhohkUz6aigcnaMZ98d65o1akdEU4xi7pntM/wC1PY2+mmNWjXaOe5+npXnGpfGC48YTzRWbNslYh5CPlUdMe/rVe0+Fttcy/LYKy9fmHQ10ujfDow+VGIlG442ooAHNWqtSSsYVHGUty/8ABzwpJc3BmkLSeVgl27k+3tXrFp+0R4a/ZJaLxn4skuLbw9Zyx2dzPDH5rW4mdYxIyjkqpYE4ycZOD0pngTwl/ZWmrbxxIGGC3evAv+CwXhy7uf2BvGkVkjvcW6295tGd+yK5jkcjHOQqk16WEhyTi33OPGLnoTj5M/Uzwv4n07xp4esdX0i9ttS0zUoUubW6t5BJFcRsMq6sOCCCDmtEGvyP/wCDdv8AbkudO8Fw/C/xXeSrpuosLnw5LcyA/ZpGLiS2z2VmRnUdi5HcV+tynFfWWdkz88nHldiQNTlOaYDmnA49qmxBIppyHJFRg06PgiiwHEZ6805SRUWacrZNVY3Jgc09TmoQ23rwO9fLv7X3/BVrwN+zJeHRtLik8Y+J23KLSylRbe3YcESyk4yD1Vckd8VUKbk7IGzrP+Ci37WcP7LvwFvHs5lHifX0ey0mMN8yMRh5vogOc/3ior8OfiL4esPH/ifw1Yayjz2jXcmpTSF+B5Shzv8AUFWGc+le4ftL/tP+Iv2sfiWniPxA8EbvarDa2duCsFrGM5VQSTnJySTyT6YryibSYtWsLgzMyFdCuFiYnaBI40+MZPoftHPtmt6eHVS8H1Oqj7koyts/yP0s/Zkt438FW0K7fKIygHQdwK9T1/wimsaUY2QZAypx0NfNn7AXxP8A+Ev+HMaTFVubCUwsq8AIcPH+cbJX1royLf2ysvzALyM9BXyCw7p3pvofdxxXtEprZ6nh174Da21LAj2OPlyAMN2rf0XQY0CrJCQx437eeld/q3hxJLsl0HOAD3FaGk+FI1CsVQ4+6QegrF0EmXOV9WefXvh9dyhIiQ3yk4yD6Gjwp4XubvWEUxlPKA3SOOPouOn/AOuvVZPDaW0D7UQZHpgfSrOg+HIkcFEUAdBjFUqHYzTSK2laItnbxpgADkkDBNfOX/BTjxJF4e/Zw1sNs36gq2MKMM73kO3GO/BJ/CvqHUo/sybTjHUmvzu/4Kq/FNNf+Ifh7whAd1vZXEOoXO08vI1zb24X6hZ8/jXdh8N7SooHLisRyU3Jdj5X+BV9c+GbazkgLWt5ZzLNbtGdpj86OwljIx6eZKfwNftb/wAE4/23YP2qPh0NN1aWOPxhocSi6Gcfb4ei3CD36MOx9iK/FPwperqvhHS763jWKW80a1IA/wCe0EGoWn4ZkghP4ivU/gd8ZtX+BHxCsPEnh68NpeaZMXjbOUNsknlBHH8SuFOR3z619lUwylBJbnwtbWTP3vHSnA4r5h/Zn/4KnfDz453VppGsXA8HeJbhQFtNRlRYbl+hEUucHn+FsH2r6dRxIgZSCp5BHQ15k6co6SRgSA4NOXqKjHT0p6nJFZiucKH9a5X4r/G7wx8FND+3+I9VttPjfIijZsyzn0Rep/kK8S/aX/4KNeHPhNaXVl4fltdX1SJW3zu+LW22jLMT1fA5OOB1zX5oftLfHjVPjPfa1cXGrXWqa1c29yvnTMT5DR+QdkY6KpE6YKYB2ngnmu2nhZNc0tEbpXeh9Gftxf8ABXHVvGWkXuieA2uND0Z0VZtVSVVlmDtMm0NskKjMEobamQV+9zXxn4g1eHxFqEd7snle0tRD588m8llks5GILAyYKXGPmcdDhF6VF4j1Vl0XW5bVIG+0W1/JD5g3Lsle0ugfqsV7Pg/Wsq3s7jS7rWdNLeYqXF3bxy5yrsqW1uMf8D8s/hXoSgoU+SI6e9zWtI0XULcYIWC84J7p5HmlfyX/AMeFZurQRyeDr6OUZWTQpUYA46W+hyn+tX7q6VprqWPhP9KlTtw7iCP/AMcgf864X4yfGzw/8KtFurTUriZry50+a2itbdBJM/nadbQxuRkAJ5tuAWz26GsKbjBts3kz6j/Yv8WzfDb4xXXhqaURw3Cwwtu/imjtbdFH/AhHMfwr9CPhv4lcOkbtt9PevxZ/Zn/aij+L/jvXfENrZT6bLperWWoQxTTCR3V7qSJNzAAf8voHTpEK/YT4S30fivQLDVLJ1ntrqNZEZSMj1B9wcgjsQa8LM6K51Whs/wBND38qxP7rkl0PZ59Gjv7cOgCMP++Wqpa6dLayEMBgdsZrZ8IRNdacoOSQPqa0brRJFGVUE/7teZKCZ6kattDDFq93tGMr0J7Ctm1s1sLTIwCB941Y07S2VQrKmSM8iq/i5XttOZkBzjiqhBEzqPZHnPxT8eR6BYXUxcYRC35V+Q/x7+Ic/jz4yatrTvJJi+EkasckBL+wTA/GE/nX6K/tZ+LT4U+H2r3NzJHGFQhDu5bI6fUnivyT8TeMU0rw54q1LVpoY00+3n2L5mxnlju7OV0Bzy5eSUDHoPrXq4ClafMzy8wrWhZ9T1LwTodv4XjtLETCW20m/uLWN8feij1WwnBH1ivJD+Jq7oxazsrMOhdo4IwUI+88UUSgH63Fww/4DXxx4L/aw8e6TaSS6tb2N7bT+coRoBBLETHBbhtyYyQIozgg5MeT1NfSHwf/AGl/DXxfv3ls5zaXS3Qu3064IFxFELq8vSo7S4jWDcyjAAGa96liqc3a9mfNSizufFuqwab4fW4upZGh0wvclopPLe5EcZMmGwcbnQgduK+s/wBgr/grB4h+C1umheKRceI/Cy3bW8QZj9p08C4jt9sLFmMi75UwrEHB49K+QLzSo9U8PHT78kRPbC1uiG5CR20ckoB95J8fjUfiC+fw1p08MTIGsHS7Ypx+9is7u4kP0L28B/EV0OmprlkZ31P6FPhj8WPDvxi8LW+s+GtWstX0+5QMskEgbbkZww6g+xrpENfz8/Ab9pPxX+zPfrF4ev7mxgs3a0DQzshDxHT7YcZwVMk0rFWBBJPTrX3/APspf8FqdN8TTQab43XcpC41GOMQvgvIgLJ91smGXhcHCE7TXl1MHJax1Isz8sNWu7vxXpVxe39zNc39zor3DyOcksdFklOMcKP3jcDA57Vs6VoWfHFvMnmNazakytu6Ij61aWo59AsSj8aq2Hl/8I5Exxh9FjHv8/heb+sdbOvXi6XJqMsTHy7aa/kTHpHfaTfL+kjGvTVNJ6/1sdDlZ6f1sc+mmOfCUdu7MTJpv2Q/VtOv7Yf+PWMY/CpNE1U61eyuSrLPqS3EQA6C5l0e6/8AQnk/WtvVtOFlrkdqwAittXS2dcdQmu39t/6Ddj8688tvF1h4L8GaPqMkhDnTbLMWSGmuIATsAwcMwsyASNvAyaK+yX9dRQVr/wBdyL4j/EWHwV4Inmb95c3NpaR20O4BpndZ5QODkAh2+YAgEKD1r5J1K11Txdc31/exNPeXhlu5pioG9mRbkYAAAyQ/T1r3LQU1D4q+K7eWYM8NqkMdlbZOweWts0agEkBpGa2RscEyOcCu9f4O6fax6a9sqT2cEFu0jED54Uvnsy3/AAK2vLZ/+BCuaNBVdwlJ3ufOvwq8Sap+zz4wt9XiikfSbmSOLUYAgJmit7mG4GM9GA8ps5HAIzgmv0d/4J4f8FKbH4YWNhoUcH9u+GpJ3L2cbY1GxmkeR3WKM8yKuGZs4UFhhh3+T774YRa3psWlX0SwXBe2tpA4wQx87S5z+EqW5NeWaP8AD/X/AAX4j0zVtMFzZ6grwyQvG7RsGnR4uGU5H+kQFeOhPrXNWwrhHkavH8jehXcWpRdmf1AfBbxToPxM8GWmuaBe2+oadfJvjlhORnuCP4WHQg8g12TaYjjIXOB9a/GX/gmP/wAFCNb+HkGk6mbu81LR9RlW11TSpLppJ5mAxujW4/1kwXnbDPnhgICMGv2H8EeP9N8feF7TWdJuVu9Pv4hJHIFKnHcFSAVYHIKkAggggEYrycTg/ZtSWsXsz6DCYhVl5l06akI449BXnf7Q/wASdH+FHgmbVNWuPIhT5Y41G6WdzwsaKOWcngAcmuu8b+NbHwV4fvNUv5xBa2cbSyOx6KBk8f0Fflh+1n+1BfftRfEJ2UzJoUGYtPswRh4znMj5yvzgHrlMKQRMBIIrwWD9rPyQYvEKjDzZ5h+3R+1kvjzT7rUdVubnS9DFwlvFEu2RQrsQOVOxnOOilshT8y4ZR8O21rqP7Q2u2D36yWmgNLC1hascea0l4IPPkHTdsSXA7BT6kn2X44x2PxX8X6bZmZ73RvD+p2t5cyrKXhvyILi5IQEn93HDC/zZJczZJYBSee0zTJtB02ELEVawsRI2Bja9vpEt04/Ce+/MCvdp0I3slofN1q0pu7Zw3izwSmpeHmuEiVQ8D3QGMffhuLn/ANuIP0rzHxB8NbvTvFj/AGNnglW7kgRozg8TRQY+mAw+ma+uB4CS4MelOgZnuo9OAPX5rnS7HH4C3mH51z+n+C7TUtWhvXVWEsovPZQ0uq3R/wDHIIz+VaVMFGer3MVUaV/62M79nf8AaUn8Yz2Gj+L28rU7qWJjdldqXyz3cEkhbsJGAA4CoFWvRb7TBfaBGI3kkuNTjup7p87kaS4TToVAPpi7IGPevOfHnwVhj01BDFtktNHgRgF5LLp2nyN+sxrpvhTrd4fHFjol3NJLaSa3b7TIclFGsRRBc9dgiso1C5woXgDJp0+eHuz1ts/69BvlvdHcWdhDrGu2M8pPlX1/FccdP9I8QzMP/Idp/Kuc8PXjapa6dL91AdOc+xaz1O4P6uTWt4Wm+02fhxhgLFDpEhOMn5bTVbwn/wAezS2mmLofhGM7Agt9Ojl4POYPCzyf+hXI/OuhpXXn/kiHt6f5EuiaUH07SoZFODbaZatkd/7J1S1Yf99RH8qh1eU6l4LuRGT5k2l3s54/v+H9On/nAx/Ciipvo/67Fy6/12NvxrqSHWdduCOFvL+7jI45TWtLuR+krGvL2+DsniHxra215cTm0/tJLeCKSRnEIa/1K1ZVB+4N204HGWz3ooqpQTkr/wBagnr/AF3LHhTwsmgeE4LmzQLP9gjmU9xI2hmdP/ItkD9RXcQeH01jXr3SrUhIb0ajp1uFOPLWWR4ICP8AdkXSFH0NFFS0rE9P68yPXtMi+JaXN3BH5c+ti5urdlXBWbULFNRt1/C/srmP6tWVeaQ2r2c/kRx+beJcPZMq5AN1DHrVgB6fv4bmMf7xFFFN66f10Y27XfqcdrVrqnwd8a6rrHhyEX/hfW7h5bvSZIVnguba4t11G2HluCpYRvcKP9qIelfc3/BNv/goSnwz1DS7C+1l7j4feIZ1t4RdTtNDptwwG1YZpCZIWxjda3BJ2gNDLIAFYormqUYu9N7O7/L/ADNqVWUJc8dGj1H/AIKN/taQ+N55vB+j6jaw6NYp52rXckyrA+Bu2MzZXYoBZsgjjkOFMUn52fFX42T+LptU0nw0sq6TaW+pNf6jIpEmpmGx80hQxLLF5kkHUl3IXcSAqgoqaMFThGMfIvFVZVKzchk/gKTQNB1W1wDPZQatan/Z8ix0/S0x/wBtJ5R+ddF4p8Jw3niDxFaQoDH5+rQR98+bqlhpaY/4DGw/OiiuqKsml/Whyrdf10L63iW/iSz1IRkxrqMN6P8AwI1nUc/98pCfwFYemaRbaH4Hml3Mxt9Fdtx/vjwsW/MS3bfnRRWrez/roQ9n/XY3fEml7/EF/aYG6O+1W2fj+GG3063Uf99REVkaXokUGs2d2qgMLqwk3AY5a91e5z+US/lRRTtq/n+oP/P9SXwzbmz0CFyDiz0Uvj1aHwhJIP8Ax6f9a0PiZaNHp+qWMf34m1e0IHotto+mL+pcfnRRWT+G/n+qNH8TX9dD/9k=

END:VCARD