BEGIN:VCARD
VERSION:3.0
PRODID:ez-vcard 0.12.0
N;CHARSET=UTF-8:Kollhoff;Sebastian;;Dr.
FN;CHARSET=UTF-8:Dr. Sebastian Kollhoff
ROLE;CHARSET=UTF-8:Dr.
ORG;CHARSET=UTF-8:Bielefeld University;Faculty of Mathematics/IDM
EMAIL;TYPE=work;CHARSET=UTF-8:sebastian.kollhoff@uni-bielefeld.de
SOURCE:https://ekvv.uni-bielefeld.de/pers_publ/vcard/en/87302395
REV:2026-05-02T07:41:32Z
UID:3f6136da-ab0c-3ce0-a254-a28b6f548e5c
URL;TYPE=work;PREF=1;CHARSET=UTF-8:http://www.uni-bielefeld.de/idm/institut/mitarbeiterinnen/skollhoff.html
TEL;TYPE=work,pref:00495211065728
TEL;TYPE=work:004952110667550
GEO:52.037778;8.493056
ADR;TYPE=work;CHARSET=UTF-8:;;Postfach 100131\n;Bielefeld;;D-33501;Germany
NOTE;CHARSET=UTF-8:Office : UHG V6-214
TZ:+02:00
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WUyN8o+XtW7pYZWBCisa1QbuAMDua27efZHhQMmoqPSyNKW92bEk5fbH+PsBT4WZWJRcEjAA7U3T7JpEM0pxu6CtIJDbxklwCfTrXBJ6npU1pcoMTGSTy/qeap3MzqOWO4+n8qszXEQBYLk9gelZzb3kLE5pocrELqcdTu9BQsKqN0pCqO1PLKpKrmSQ9l/xq5aaHeagweYCOMdu1arQzUW9jN/eXTbYVKRevc1rWOjtsDFDt/nXR2eixW8YCKpOOXYVYfy4F2g72+lO7NY0luzOisyqr8oRV6D+tQSRxsNzALGD6cn61Zmlyd8jYQdFB61lTXbSSA8AD7o9KaY5RsMmALYCkA9BirVvYo+A6gtj/IpLS0kkfzpMjPTPat+2sxGgJPz9lxVJ3M1T1KKaTEoBKjJPSrH9mqo4Xr0+nrWnFHkb5Dx7UxizkgcA/pQ7D5TNWzDyYHY9vWr0FhyO/fNW44QsYO3/APVV6KMqMbcE8mkh2KcdgvVh9DU62yqOFGatgcd8U/aNpFMLFVIsDP51IEyfan+XyRTlQ0F2AxgAcZFNWIM1TkZ4pVUA+9AIj8sBs03yxkVMwPHHFNA280mVFEbIMZqq64OauEjJqCRQce1SzSJVb5sjFQBCSSelXSo78U3YCMCkD2KE0a7elY15aB1zjmuidPlI71nXEfy9KDJq5x19aIV+6Aa529hynA5HWu21CNVXd0rlruPD4zkHpW9KR5deOphIvzEHpVmI7+D2ps6eXLx0psWRI3bit3qjmW5pRHMOD3qrzHI3tVgH90PXGahn4Ib1qIlSNizG9Ufpk1ruCgK9utYumPkLGe3NbOSeSeK9XArdnzOeNWjF9ytjDCtO1Hyis/GHHFadtwtdstzyaTtBskkGaz5fv81pMKoTjD1vayPPhLmm2yzCcOtehaHOGtkPoMGvPoFzItdjpBeNQVrycQ/ePsMHH3EdvDcgRAYorMiuG2DKiiuXnPQ5T5STO+tixB6mqEUOSMda2IY9kPFYVpLY9KnSko3ZK7bkp8CfKS3XtUH3VyanjYeX157Vzv4QW4yYALknmmA7VGOnU06QgDBPNV5JsoVX7o6mkkNuw3cWcsTyegqozcsQevy1Mn3Gf1GBVOeQR8D+EfrW0VqYyegyU5fYvrzQMB/pSWi7lZ26+tTmNWBcdFGK22VjJasa7B8dc4pkabnJP3RTiMYpssoQKo+pqPJF+bFmuBECE4PQYqGFG57ZqKJjLJk9zWgqAY9P5037qsJPmdyxbxIFGTWlbbVdTjdjoKoQxnqwwPStuwiYkYXNc1RnTTRbS5ncjaMKB2pwWZyWZT7E1o28LEAKu0eta8OlxzY8zJrlZ3Ricl5LySYCsx9AOlXIdEuLn748pPTvXaQWEMfCRgCrH2NPTmmjZQXU56x0S1tVGIgzep5rTjj2r04960Ps67fSq78/Kg/GruaaFWWQnhcn19KyruYKCS21O59fpVjUr1IU8pGBbuBWIyvOQW5HYVLkK/YhklecFslYx0zVyx07f+9kHy9gR196uWmlFyslwvyj7kY/rWvHb5O0AH1FUhW6lWztCzBsZC+vTNaUULOec8dT/hVmOMIigEcdeOKZcXIUbI+SepHatNguyCXGAAO+AKmgtTwzjjrg1EBt+aT7x/QVYi3Ngk0EuLLMcBb5m6dasCIjnHWo/wCAD9akDHgUxJMFjZu2BTvJIwe1AJBp4ZifagLMaF5I7UBMdBTiQG70ofnB6mkOzGbT2603YxbPSrQx6DNIFGc4pjTIehHFMPLH0qy0ec4qFoyOAOtJlRIWHpUL53cVOy7TUW07qRoMMe8ZpiIFPJqYjB4phXnNIlkTDPQVTmQEHitDYB3qtcJikzNnK6wm2Nua4yeY7/YGu211P3LkeleeXDlZyPetaJ5+K0Y64Xe/A461WzmQL3qcOGbA6VXkXyrgN6CulHCy6rAiknXgY6UQDcvvTmGUbPrULcvoT6ZMUvUQjrXS7lVSCa5CzbOoJjtXWO6+UAetejhK0ad0zxsyy6eKtKHQZ1cYrUtVyAKzUxkYrRtjiumeIV7o48PlUmuWRPKhUcEVmvlpQCK0Z5ODWeGzNTjjL6FVOHfZrmRpafF5tyi9q73To1SMAKMe9cJpUgS+TPQ8V3tgfkFctV3bZ14eHJ7pqpFGVBK4+lFKh+QUVzWO0+YreHcwxWi0e2MYFN0+DK5NaU1v8v0WuCpL3j6urRXsUkYchJOPSnQS7nAFR3hMQdehJpLFdnzMee1aNXieFtIfeSYwq/eNV2cLEF6k1JckBS3c1URhku38PT604rQmT1JZ7hYYgo+96VlnMjc96sBTIWkfqTwKkjiAJJ7CtVaJm7yYh/dw7B1NNG7YBnipAo5ZqgkcscLwKW4bCvIOcdupqqWMr5Odo/WrEyEQqij5nNTRW4VVwuccDPc1SaSuJpt2G28JDZK8nt6VoxR7Tnv605h9lhXdgyP29KSElvnPNZN82prFW0L1tbKxDMc1tWqbSAorJtS0hA6KK3bQLuG0bmrmmdMEa1qrDHFdBAMIOKyrFCSNy4rfhiworFnZAfHH8tKWKoSRUpAjjyaxby6n3lYY99Gxulcmur8qpVEJx1Nc9dajczu0UOVX+JhWh/Z95eAfaWEcf9xDjP1NXbXSIEAAX5R196aTC3c5200yWd8uepySelbltpsUI3bd7DpngVqi1QYCIAB1pSuXwq5x6VSSQ1boUjGVDM3X27UttHJIC5+VB0NWfILt8x+XrT5GIj2oMAVaKRXlbaAiklz2FKsaRoS/J6mpIYCgZu57+lKYtzA8n2pjsVzF5jhiPlHOD3q1CpHX0qeKEsOnHv3qxHCwycU0hNkSDn7tOEZB3VZEXPvSmM0GdyELkYxSupCgCpViO7OKc8fHFAK1yvtwAadtyc96kAzxil2kHFBVxq8r0oLbQKeI9pprJkmmJWuND4zTVmyx9KXvTSOM+lIqyEZgx5FNIHBoPJz6U0ZPWkVYXCk4FRtHjoacQR14pvJakyLDWQ5qrcDtV3+PGOKgnUEEUmT6nLayv7pzjIxXmepZE7YHGa9X1SIGFx7V5Zqo8u6bPTNaUfiOHFx0KEch4x1HSrEvzAZ6nrVUMoYEHgVYTDD611s81FiF8cVL/wAs3Ptmq0ZwDmrEcmYWz3rNlk+jW3mM0hHIrYmzjijQrQiAuR16Vde35xio5nzaHt4OnFUbtFWHORWvaIWArPEe2QCt/ToNyDiupt8pwQUVVKk8Z54rOCFZq6KeDrWVNFtYms6Tdz0cW4uiLZ5NwK7vS5GMQDc1w+nruuBXdaeuIxXVM+Tt77NyNjsFFJH9wUVjc2PBdLQGJa2ZIAYyccmsnSOYhW7kEAe1efV+I+yhrTOE1ZCt2R71Gh2jNaWqw5l3471mkYTPvWsXeJ85Vg4zdyGdweD0FV0yyljwO1TTID+NKsakhQelaLRGPUVYlABzmhtiRkjueppZXVPlHXvVYyeY2OoWhXeoN20FY7uOwpYohy7fgKVUAQu3SpFIcxxqOS3NO4IbJHvu1QdFHJ9K0IQigzuNsaD5R/WoFiAeVm43H9KS5cuiRDoTms2+bQtLl1I9z3U+5s4J/SruAuBjAHQU1EW3j3N989vSot7SS5zzRe+w0rGnbSAEAflW9pyFWGBzWJYw5I9TXX6VYnaCWNYT0OqlFs1rBDxnrXQRxjYCRVOztguCRxWkn0rA7IobsB4YZFRNbrnIAq0FAoKFyMdKpGlymLctx29alSJVGKs7Qn0pmM8qMD1qkgvcrzMEAVRk+lIx8qLaFJdj+dTttQEseByTUSDJLsPmPQegp2HYjC4B3nnvikRCz7mBCDoKnIyOnJ4HtUjJ+7z0UCmkNNFSV8/u0HJ71KirsI5IHU+tV1V3m3YwD/KraYK4AwRxitEjRpImjZVAHb2qQsSvFMiTAAIqYKMYBp2MpWuNHOPSl9z+FOC4OOKXAb6UiBgDY9qdwBTsjFRkZbjpQCAjB4pwx3oUDODQ1A2IWz1ppU5yOlKcAnPTFJv4+tMaGlBgmoic9BxUjntxioxxkY6mkUmNw2SKcI+h705TgkYFGWzmlYbZGY2JGegNJsOSTUuSVpCTjmpIuQ8Cq8wq1tqKRcikwMG/jJRge9eXeJofLuzjkGvW7xCVNebeLrU4MgHNVSdpnLio3gzkFAIx271YhOVbB4FVYwQp5/CpVkEcZweehruPIJZZAgTHerEL5Cj2rPnbiPmp4Hywx2qWtCk9TvtBO6xU/hV2VRu6VnaC6JBsJxn1rSmIJrFbnuUP4BUIzPXRaauErnVOZ66WwIWIV1P4Tzqfxj7kcE1h3h5Na9zKMNzWFdSbicVFLc7cUrUifTW2yZNddaXYWMc1w8Euw5zV06qIkHzV01Nj5e9pM9Civl8sc0Vwi6+AoG79aKysac5xuly7UFbXn8fhXP2MLKB1rU2tt/CvNq7n3FFx9mZmone9Zki8AYrUuIjkk9qzp+gq6Wx4WNS59CnNjAA61ErbASOpp0zdh1qqX4PPSuhI4W7DXfkkmljIRMZ5NQBsyhepzVpYt8vPQVb0M07sQsXP+yKtaYFEjTv0XpVeUbEIXnNPyIoUjHfrUS1Vi46O5MZWnmO3hc/pVgvFE29j8wGFHoKqLKsaZPAJ6VEW8yX9TU8vQvmLDStLMFX1ya0bOzIOTyc9arafbl3Bx1PWux0/SwyqWFZ1JqOiN6NNyd2SaXYrtVu/0rrbO1CoOOKqWdsqKABituJMRDFcjdzvjBRRPFhRgVZRefaqsY+YVeiHHualF7CAU8DBFKFz2p5Kjn0rRIdxjKGIyKCgC4qGS8jWTlxx71A2oxh9taIzcxtwrO2Og7CnQqQAW6VBLqMRPBFMOqRLnccD1q0W6qtYvRgFjIeg4FLIrSYzwPT1rNGu2ucBhnpjFS/2vCxyWA9DRYn2mpaeMh1weBTkA34xjvWfHqgeQgjOO4p/2sbuG4I+WndGntDWjUHm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END:VCARD
