BEGIN:VCARD
VERSION:3.0
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N;CHARSET=UTF-8:Frohn;Daniel;;Dr.
FN;CHARSET=UTF-8:Dr. Daniel Frohn
ROLE;CHARSET=UTF-8:Dr.
TITLE;CHARSET=UTF-8:Studienberatung Lehramtsstudiengänge Mathematik für GymGe
ORG;CHARSET=UTF-8:Bielefeld University;Faculty of Mathematics
EMAIL;TYPE=work;CHARSET=UTF-8:daniel.frohn@uni-bielefeld.de
SOURCE:https://ekvv.uni-bielefeld.de/pers_publ/vcard/en/474807153
REV:2026-04-20T20:12:16Z
UID:e0724c13-537b-33be-807e-f784bf6a8a4e
URL;TYPE=work:https://ekvv.uni-bielefeld.de/pers_publ/publ/PersonDetail.jsp?personId=124786
TEL;TYPE=work,pref:00495211065043
TEL;TYPE=work:00495211065055
GEO:52.037778;8.493056
ADR;TYPE=work;CHARSET=UTF-8:;;Postfach 100131\n;Bielefeld;;D-33501;Germany
NOTE;CHARSET=UTF-8:Office : UHG V6-234
TZ:+02:00
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FZbvKQjnacfSubByjH+5zXQ6Zny0IPDDNEPiJqfCbsO4jk80Tg7algXgUtwPlrqZyo4zVwd5NYUg5rpNYXk1zsg5qC+hr6SvK111qvyiuV0heVrsLVeBXXS2OCr8RdRflFFSKvyjiiqA8Hx81Ppo+9T8VxRPSkRvVcjmrTCoSnNDEkRqMsPSuisnC2LnHsKzLayeZuAM1uNpd1Z2CtLEyo3QkVjUktjaEWdT4EXPnuD3Fd4pbpxXEeAYsW0zHruruBwwxivNq/Gz0aXwIljXPJOKvQg4HoaqKoJznBx0q5FwPXNZmpbUA8Y6VICMZx7VFGpJ54FSoVI2ryaLFbEqyMexzUo3FcZwfeq6tg8nBPcVOrA8Z6UWHck2DHDfWnDgDJOKjzjnpT92SOOadgTJFwSMg/XNSjAGBnHvVcljgA4qRQfX8KY2TKMngnJ96UAFvX6VHv28ZPuaevytkVSJZKQq4GcE9BilIP8JHTg+lJkk4ApcdB+pqiBCCFwOfXNB4GM5+ppxQAHJ96THIIAPfmmK5Hnj6+lRSNtZQOcnrVhwMdMGqtzgICuPwqJvQuOrFU/Mffjk8VMB8g4B7Cq8ZJwMj+tWFAC/NjNERyAAknODn2oAIwOCc8YoHDjqfpSkHfnOEoYhOA/JPPIxSk5A+Ue/NOHXI6CgA7csec9RTsK40DPANIQQuCcVIFx25o2jOCee1OwrjNpHOcn0PNLgnoBTsenU0uAVOaLBcjZc+gFISR3yKeQSB/KmMSpxt96GhpjR35yKGxjJwKa7lXOBkmm5znK8GpZQpUdd2fSmOueSBT9q5Ax9KRm7ZFKwXKcpMY9MdKqsR9M1duEGMnmqLjbkdcdqzaKK0hwMHtTGAkjJ5p8zYXPtzTIRhW5yOtSBWkGBjHGOtULuMEKBWnMoBA9+tULvhs9gKYrnNaxCJYSp6Yrze+t/K1BAectzXqWoIH3AdxxXm2pArqB3dVP511YdnNiVoI7hSW6gHiqoP7zJ69amcEITj3qJSr/UiuxbHCx4k2lxng11GhRs1qD1UHj2rlkheQL69K6zw4kwtHBU/KfSqj8SImvdZ0cH3RSXHSlg+6KZcn5TXSzlicpq3U1zzjmt/VjyawWHzVBZt6OOVrsLVeBXKaMvK12FqvSuqm9DiqfEXlX5elFTonyCii5Vj59H3qfTVGWNTbK5UdsiLGaTbUhXFaOiac2papFCBlc5b6VM5JK7NKcXJpI7LwN4ehaJby7TJPKhq2vGqq+meXCgAXqRTNSuv7Mt44YCF2AcCq8t9/aOgzluGA5ryPauc7nuSwns6JD4DbNrcDPRhXbA521xPgFAsVzzn5uldyEwBTq/Gc1L4UTwrls84q4rKpGO3U1BAuF3MR6D3qGeYCfyVb5jyVXkipsXc0vtA6ADB7k/0qWEjb6N3GKyJGkii3ZZSvsFz+J7VVF8+0v54ZV/uHr9P8aqwXudQnzYB25zxipVwpGa5yLUAgBeVVJGVGc5+lXIr8HGCG3fn+VFh3NpiuPrSr8uORk1mm/iwTvUAepqRr1DDlSCcZAFFgTNAYPQ07I6g8+9Z8d5w3IOD344NWRMpI3Hgjj2pFplhTk47571P6c4GeR7VS85VXIIwcdKek2WJU5H04poe5dXJ75qRfXFVkkwSD19qnEqnJ9KszZKRz2FMON3HAFDOpHHPrS8AnHWnYlDW4OPzqpckCM8DPerjHIHr71VuPmhY45qJ7Fw3I4QMdMYqyh65Ax0zVOE84NWw2OAPlPepiVIeQAeKOCQD+ODSZLE4PPvSEjPBz9KuxBIB8pIP1pQ2M5HHrUIcbDk8etL5gyD0XHPfFNCaJxhhkUMDt6YxTFYKrkKR3/8Ar0B93/16qxNwZiDwBn1zSphuD+dRvNEOCRn86rPe4x5bIOe9LbcN0W3XHPcdOKaWBGd2SByD1qgt+dxUkMR1HQj+hqCa7D4+bHP38cfT2NDaGrmg4WRs5K46il3qBxx9azPtUi4DFWzyoPBNRyXoHBDjnnjNSO5qPPGflyN1HmLzxg+lYzSiYqVk2kdMHFNa6uo8q8RYDqo649R6ikxXsbB2yM3t+lUJwAQwGeaRb0CAPneG6N7U1pl3DdkZ7EVDRaZXukHTt2qvG4D7RVu6YKw5z6cVRUjef1qGik9BZsr8xPU1TuU3Ng1dlC7lyap3Axng/SiwGTdIFQtjjtXnGtx77/5R3r0q94THbFefa6oF0+PvVtQ+IyxHwmU7ZhcY7VUtgeG9DVlyclfUUy1jJXA65ruvocFrsswDL5J75GK7/wAKPsnAkUFZOoNcCI8ThQcHqM12mjNKscci9U6iuatJrVHbh6XM7M6rUtKWH99APkPJHpWBdHg/Sur0+7F7GUbrjpXO65b/AGS4ZT0PIrpw2I9ouV7nJjMJ7F80djiNU+8axG+/W1qhGTWIzfPXScJ0uirkiuxtF+7XIaHziuztAMiuiGxyS3NNF+UUVKg+QUUirHzvEmasbMDpSQLkVY28Vypnc0VWTNei+A9FMFq97KuC3TPpXKaJpralqUcIUkZyfpXr7pFpuliNQBtXFcmKqacqPQwFC8uZnDa6TJesCe9RWG1Y5YG+6wpbpvPuXftnimW8RM4Arz4qyPoKyvDlNXwVC0El2hYbN3ArsQyFwp4/Gue0CDybq554YCtaSVopeIt5HTPAFayd3c8VLl0Llzew2kTCMAyY5YnG0fXtWE+q7wQJyinkbBtH+J/GqWqXkvmKrg7Bzx/EaxmvhJIQAxPZR0ppENm899vcMzLgcBpXzx7CrsMlrLiSRZJZCcYiJHFcqszxjzHicDHDcH/9VXI9YRoxAqylO7FwP0q0gudHLdQQAgJ5AY5KqMkf596lOp2qQgIWZQeeQtc7I9y0DLBcl0xzG3cVnfa5oV8tsNH06AMv407JiuztI7qGdPMErI46hwTgfUcGp7a9WNXVGEi5yAeo/D0+lcRFetGAYmUMB1Unr7irB1UOqiSQeap4yuAabiCkdlFqJyAvKkYBz29D9KLy/K2kTITuD4Nc9aamJVAZcH+Et/jU5nzPBuJEW87vxFYtHRE6Gyvi0RViziBd/TqRnA/X9K0bPVvMSKSRhyp5AwCa5a3naKGZm4yjI307GnWs5Tyw5DIF6enIoKO7hn81gyHb6e9TBxuHODmuW069864mnkkCqTtQHjaBWvFd+aSyqNpHBPBNO4WNhZ0BXaOvJqYSDAx9TjvWVFKDnJ+Y8VaWQBc8ZpqRLiWS3X9aq3chWAnGeRkVJ5g6bvm9qguZNsTE8nPOaUthxWo2J8Nnjp0xVgMx7/e/nVS3yDg856e1Tb/k44NKL0CW5OZMEeo55ppkU4IxycFf8KqyS4G4c81X85UCtJwAOuaq4rF97lUYBfmZv4R3/wAKqT6l5ERaMnan8Xv7etY0lybiWRXJQNwQOirnufWoZtQWSBgSFByI17Kg4zTuFjVivJlHnS/vTncFVgqpn1Jqvc61MirJK6Rqv8O7eT9DWS9+qReV1wu5EPRR6n1JrEkE13KrycjJYLnAHuTRzPoTyo6wa7NIhLMoyTk55H4VGdULqoVndm4BrjbrUEt0EJLOwHJHyqP6mqcl/hATOgUnOxeo9sVSIlodtJfSsOdwYHjkYqP+0bm1ceYIwG7rzkfSuLfVmeIJFtc9FMpyKfHf3Ug8o3LBQvTGF/Sq5UZ3kd2mq2k4ClnTPBKjP5g1I77TuFypX9MfQ9K5CC/2GNA2do5JY8fnV5bhpmblDGeu9sGlZBqdC08MqK4mUFTztHT2IPX8KqvfQO4QTbZVOQY8kH6r1H1FYccJ+0M/2lkQgYPYVK9v5bkzqJbdxgOvzEH1J7VJSRqyXk0QL7g0bHiQfMM+hqE6uxKhSmP+ebtj8V/wqhA0Y3Kj/e4JzlXHv70bIbiRopdsbL+RFS0Wmb1pere2rbiNw680qOImJb04JrnVhmsbjzba4BUjay5yCtbiSGcRKyE42k+hrNotEs7iQjOQMA1AxymTycd6sXGXmY44UDAFVuWfb3pD3M65A8xsnHFefa+Nt8fQ8V6Pdx5Py9a8+8UbBc8jDkduhrWj8RnX+E59vmkYelWbSJkIcDIqs65G4d+tadrGZJI0XgHArrk7I5KauyRIPPvVIXg13+g2g8knbjNY1joZjkDE5ANdNaEREIvFcblzPQ9fD07Ifa/6FqAB+6xqx4osRdWHnIMsozVTUAylX9Oc1uW7C80nrk7cURbhK6LxNPnhr1PGL+ItkYINY0kLB813epaWVu5Fx3rLl0s5Hy16qlc+WknFtMTQlIK8V21mBxXP6ZZ7McV0tvGVIrqi9DiluaSKNtFOQfIOaKDQ+eoOlWT0qtB0q9brvnRAM5bFch3M9H8AaOsdmb2QfM3TPpV3X7kyO0SnitbSQtroqKoxha5+cGa4c15knzyZ9Jg4KEfQxfJ2rkirmn2waTeRT5ojnaK1tOssQ8jtWUtDerPQj0IFrq8JP8QA9q09Q3Rx5VRnGcms3w7j7VeeokxkVf1F94IU7ieCKpnk7nMXha4kIyv0FUJYJIODCXz0K9quzxyJMWiI+np+dI+cbpAS3sdpH4VaZNiOyX5sOjjPToR+VX30lJD5iICSc4wP5VSSWQEFXnJHf/IrWhlyAzkE9skHP1obGlcji05kG7ygo7YqdrISHdMijjptyKsCcH0Ue1SibjqCB2qec1UDEm0SOUk7F2nuvAFUJdAkj3GOXKn+EnNdYAHB6/U8Co3RQeBnA5xRzyHyRONFpdW2QS4GeMHIq3bXk8bbZf3sZ656itueIFOcYNZdzCkbZUn8DinzX3FyWLkl3tSJA2UeQAnvirpk3eWqfdU7j781ixzxFSk5P1ParkEjAgBiUzkAmkUjbtT++jjAzlS7n3rTDu/ywuwH5VgwSOGfC7ey4/xq6ku+QJkqnf3/ABpMqxvQXkcZVUlMknQ9z+NaUcx6uMe3pXORXAjIMcOxR16c1pR3CON2d2e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C857Y9D71diUyF32IBuA7AnvUR+UE7vvc+gJp8iAYiwVOMqWHBH+NR4PkhiApznBPP4elRJFKQdwD27DmplcIRx8mMlqYHQoX2Ec7SWGDn/CmJKqIXL55xjHT2qErD5rlsSAkjtVW4YlGMfygcdOlSF1aJwxARhx2NV2YjAV/lAOCTwapIylIpTs3BKpJgANztIHrVW4O12kchtvCEcke9S3F3Gok3IQD1cDPFYmoTyJIAkedvYdcHvVpGbZBPdyTMyqwwPl685q9YwokuWwCMLxWTGpRZCqlycfNkf5zWvG3loVmI3uASR/jQ10JTLjvslJDYIPSqdxNyVZQSelQGZwGb+Jh0PqKpXF4I12jl8Zwe1TYtMNSujEq7D8w5asFpZtRuRFECzHt2FLPNNfz+VGpZm7Dt9a6XSdJSyi/wBpuWb1qvhQviYzTNKSyTcPnlYfM+K1kAHyjrT8ALtAxUiR4+tQ2WtEIBtX3pcBeeppxXHWmOyoCT+FIYyRz90dTTyBBFj+I9aIV2r5rj5j0FVbufAOOpqhGJrNziNznpXmV7MZrmRj0z1rs/E955FsVz8zVwmSVJIPNd2GjZXODEz1sNUbvp61KjhcgdKij27uuPansfmIXH0rsOMMlue2aikHJJ6U7ljx2qe0thK2+Q/KOgPegRPZQCJN7qN7DgntTpRwNzZGetPm3diCPQdqrNlSMjikMccBumfekZsvwD70oZ+3T3FKT5ZwxOT3FMQ9NpyuCMio0jIbBJ5pcnd1ApWcsBz9MUABiYEjYaKUNJ65ooA7D+z/APZp6afz0roPsw9KctsPSuL2jsdihqY8dljtVhbTg8VrLbr6VIIB6VjJ3OyE2kYEllkfdqnJp4J6V1DQD0qBrcZ6VUZNGFX3jl20/wD2aF0/B+7XS/Zh6UgtRnpWvtGYKCuY0VjtH3asrZ8dK10twO1SCAAZxWUm2dVOVkYE9oFQsw4Fcrqkqo5ArqNf1BLaFlBrzq7u2mkZuxrajF7nPXn0GXNxkdazwTJJgUk0hJqWyXc2TXTscm5rabevpkqyBjsPDrnqK7OG6jv4lZZcRP8AxY6+1efztxirmi6p9jmEMzHyHPHP3T61z1qXN7y3OijV5fdex6HYXO64aFgRnoQ3J/wFbFlcpHCzEhQMjIbrXJxTqJVZHACnqBwfxrYhuPM3vk7s5VBjFcTR2KR1drdeYqgSHb6dx/jTxjZKXcMQxCegHrisYzIsRiVSAQCCOOe9TQ3CrOnU7lwM+g9qlo1izWhK7wjRkgDj/wCvVuIfPvkOVU4PcY9vesm1ug7kFhuB61pRkOSi5AA4I6GhGjLyqwWQPuIYYUep/oB6VIpDEM2wgdGPHtkDtVFJSgKjkuCuMZCCpyVSM5Z+B8pyD+P/ANatOhF7DnkQIoTcpXg8cD8aZJKh6Skk8An+eKiV2kgcybyCeM8Y4qpO204BLleqj3qGhpmtbSqjkEAMFyFyT8vTpUqSl40ZpUYDPIHDHr+FZgkV41Y72IXr34qzBKhVAXO4Akj1I61UWDLLPJJMzEDAOV9/b2pgTzJJGUsAFwqnlT3P40xZBsPlHMhboxzketLFMCoTjn5go9R1zQ1cV9BJmcxMmVLjJPPTnAquWcjaoIk54HH4mknuVjvA3mBVYfKTwMHk1XSeKMNJ5hJycH0x1FJoVyRpWDr5pLqq4wByD6UyaZwo2IoJ5C8DI749KrTMGmAPDOS27HGB/Wor69DokSgAg4GD096SRLZUnuFEjEpsBbDYXGR2rNupSLjeRuZmx8vBxStcbrjLgMvI3g+lQSYeZXIySuODyKohstsFCMNoQ5zn37ZoErLhJQ54PPaqvnfKd+e4yaqz6gIo2IIbjLDNKwye9udnyoT0wTmsZDPezeVbAvJnls8AUtrb3Or3TPDuWI/KznpXWaZpkNhEEjXn+Jj1am2kNJyItM0mOyh5+aQ8s571qrjaMc4pHG4Y7U+NdoAFZtmq2BV+apgOOOtCpt+tKq7eMdakZGTtGaYsZlfe/wB0dBUpTcct90VHLITkDpTEJNJngdqybpyuWzV5249qwNcu1t7V2zjiqgrsmTscV4ku/tF4VDcLWCXLDAPSprqTzp2JPXmqu3A4bnNerTjyqx5VSXM7ksQUAls57VGz/ONp+tKWHTP40iYLBVGSa0MiWOMyzBR071cJC4SMcCmpCIh975+9IwLDPKkUgFOQmQQcdc0xUeRS+RilRGkUksMD1pAX4UDApgSDO0ZNBXPQ5A5ph+UYxkmmhuT2xQBKIgV3nvTCwBI24pA7ZIOKVmB47mgCWMkIBRSxopT5iQaKYXPY/IpRDVzyx6UuyvK5j0LFYQ07yqshPal21PMaIptFmomg5q+VphT2oUiWij5Jo8mruz2o2VXMTYqrCagv5RbQFie1aYTAzXGeLdREUZRTzTj7zsEpcqucX4gv2uLhlB4zWCxwuaszMZJCTVeYcV6EVZWOGTu7lJk3tWhbx+XFmqiL84FXWfbHimxIrzNzVZjxUkjZNQk0AdDoWrK2LO4Y5xiM5/Q11EF3lo4ip5+U/X615lnByOD610elav8AaFWCdgJEHyknG/2rnq0ftI6adToz0Bbrao8skuPlLDnP0q7Gx2BhkuP4zzXNWV+vmnzFKqEIYZ5I7AVoxXgeFopTsGANqknvXI4s6oyOgt5QshkQNvPQHoRVpL10nQh9qE5K47+lYS3qhXh83oo2tTo7rexkZc/LnK87qmxspnVR3TyYd8ICMHH8PNWBJvlGRhRjgjIP/wBeuWivVXPmduNxPb/61Xre+G0MhAHXLHqT7Ux6HQPIrIynL8ZOR6/4VVLx+UzFgpBx04rJa98lwUdmBOeDnd68U83m1MqxVhk47Z60mNaGmJmgBJ+YY4UfzqdbqR3ztKhgDuP8J9R7VjJcEshfAbuPTIqR71lJDTER9x1//VQtAbuaayIqtI8mSFJ2sODzwc1DJfRQlE83cxXD7edue+f0qslzGVKiQFAPnJHJ9OaoLfGcFtqxqnG0fx89/p61S1Iehpxr5l2UuSv7kdMcY680l3EwDyq4IPypt9D/ADNVmm/eAjjdkrxyx9CPSobi7EBYK4JL5C4yB9KLENkqN5YZGkKlsbW9D6Vi3+pNLdSxIRu+6AePrTtY1ASKAWBDDdkHAx7+hrIgZpF87eSR04zxTt3JcuhciJitRydoBPz8mq5kYSIFcZ6sSeh9qie5ZWddyE9twxxWfJctMywxI8jvwAvPNNK5Fy3dakUQsX+b9Kl07R7jUSJroGGDPC93H+FXdI8OGKT7TqBV5eqxjlV+vvXSRqAAAMAdBUSklojWMG9WMggSCNY4UVEXooHSrI9egoUAcGnAZ4rM1QlToMDJ61GFCnJ5PpUqkbeeKQ2O3Ads0KM/M35UqDncR9KM5P8AWgRHJlvpVZ/lBAqw3AyKrSnC0ICpM+FNcH4qvt7CFW+tdZql4tvbyOxxgV5df3JnunlZup4rqw8Lu5zYidlYpsCsmT3pjcMQD1pcnJJPFD4QDoa9FHnMcF+UA9T0q5DbiGMO5G4/pUdrH8nmyZx2AqXzVwVZTj1NIBWcnjofWhXIA8wGmqpOAOR2pxbD4BzimIQrkcGnElVyecU1yDw3BPpSqQARuJFADvlkiLbvnHOAKiOX+Zhge1I+5Wye/TFM+Y+ooAdty2emO1SeWznKjIHORTIhhsEnJqyAhYLuK/1oAaWPGQB7UUpkkU7chsdyKKYrnu+0UYpM0ZrxLnqC4o7UnNJzRcYuKQijmkZgoyTikAYpruiDLEVnXurxW6n5hxXI6n4qI3KjHPtWkISkRKcY7nXXmqxRRMAR0rzLxDffark88CoptWubljliAaz7okgknk120qXK7s5qlTmVkU+rGoZjUqnGaryPkmuk5xsQy2alk5FMg5NOk+UE0DKr9ahY1KzZNQsaAGE0Kdrg+hzSGkqhHoFraz3GmpdWr7yBhk74+tTWV8nleSxYTEnfvHKiovBVx5lk0e7kdq2tQ0qG/G58xyD+NeuK8uUlGbjI9GMXKKlEqW93lz5iBlC5IAqRLlCQVZowg4ANZ8ml31kXkX97GOjDkgelQreCGVS6Mp67WFVZPYXM1ubE16275WG0Hk9jxSjUDEV6sMdvWqEerWuWDQc85x2qVNZg4At0+X7uaXK+xXP5mhFfkbuRnOcdDVldSBXLSFeefas59SsbtQWgEchGNyiqU4t1+ZJTkHvU8o+dm+18XP7lyOOc9D7UrXjH7pBTjv1GK5ZrqRWJWQlcHOKUXjBizNhcbQDV8gvanVRahIqrIzA5GQAMirkd0oRlUAkKXGOQPauNg1YocS44I6elOGs7Y2WM7SWLZpcjD2p1f9qrGqPvGGYjJHIIHI/Os681SJbdUQsrLkt6c1zraqSJAkZLFt2D0H/16Z55cbpXBI4x2AquSxDnctrO7XA3JwTxnnB9asPeiK2Cr8uxsVTtoLu8Ym3idsYySMAVv2fhhMbr1zI3XapwBzSk0txxi3sY1nb3epvsgHyHlpG6Z9M12GmaRb6dvaLLO4G5m5OatRQRxriJFRfRRirIUbeKylO5vGCQgyTwKlVeQRxSqm0c08KcZ61maoFHPrUgHOAPxpFXaOTzS4JNAB1PHWpkUKNzcnsKi27R707kjH5mkA7cSDuNITx7UYOMdqDQIYzA+wqjcuACBVmU7VxWDreoLY2byEjOOKqKuyZOyOV8WamvmfZlPTrXFyEsxOMirV/cG5maVm5JzVIuQM9a9SlDljY8urPmkLgBee/Sr1jYLdbpJX2RRj8TVOCFrmTJ4UdTWmXCYCrwBWjMxpZWUhDhRUIwfvkj6U9fLIY52tTEQluG4piF37eRnjoaE+bLLg8c5pXHZlGR6UioCMcD1oAY5XjGaeDgjHP0pGiKcDBJ96jBYEgE+lAFgqX+YkcdBSKoJPIzUKF8c5NWIUGd5IH1pgAQbOHIIPHFPcnZ85VsdKaSpcr3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
END:VCARD
