BEGIN:VCARD
VERSION:3.0
PRODID:ez-vcard 0.12.0
N;CHARSET=UTF-8:Kaßmann;Moritz;;Prof. Dr.
FN;CHARSET=UTF-8:Prof. Dr. Moritz Kaßmann
ROLE;CHARSET=UTF-8:Prof. Dr.
ORG;CHARSET=UTF-8:Universität Bielefeld;Fakultät für Mathematik
EMAIL;TYPE=work;CHARSET=UTF-8:moritz.kassmann@uni-bielefeld.de
SOURCE:https://ekvv.uni-bielefeld.de/pers_publ/vcard/de/36063392
REV:2026-04-06T11:35:19Z
UID:79b5940d-59cc-3447-ab29-cab577028c29
URL;TYPE=work;PREF=1;CHARSET=UTF-8:https://www.uni-bielefeld.de/fakultaeten/mathematik/ag/kassmann/
TEL;TYPE=work,pref:00495211065006
TEL;TYPE=work:00495211064775
GEO:52.037778;8.493056
ADR;TYPE=work;CHARSET=UTF-8:;;Postfach 100131\n;Bielefeld;;D-33501;Germany
NOTE;CHARSET=UTF-8:Büro : UHG V4-222
TZ:+02:00
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r6D2rkiztyzkk+pr0MPSUPenuctWblpEnklZySzZqIt6VH3pc12OdznULD80cYpuaXtU3LHUuaQUd6kYopQabS0Bcb8yklQDnqDQJV5DgqffpTh1pPlZtp/Cpatsxp36D+CoI6UjZ6g4Ycg04+gpOtVawrnT6VqO61RzyudrqP4T61sq6th1OQehFcVpNyLXUEEhxDL8j+3oa6VllsnYLzGTyP6ivToT5oHDWhaRY1G5eG0CRZ3ynbkdl7/4VDboY0UBWDDnp0qd4GlTzCN6Mv5VDtIKrISM8LKD+QP+NOdOUtWOEox0NS61Se7iSO4b5N28gJtBPqaxb8SjUhIE/deUMMPqf8RUrXFxbny5WLAHg+lRysWuJJAx2SoCydtw4J/ICuZUuXlhFaXNlPeTZbsIpbllhT5l9MVV0N5b/wAUrJKmxlYkr/dAHA/ACptFv2tbm3jJ/dh2V/xxtP6EflXVWml21te3F5GP3s5JJx071pe2jDl5rNGvYahd6XdefZylGP3lPKt7EV6JoXii01hRE5EF33iY8N/unvXl5YZHIpWXPzKcN2x2rmr4eFVa6M6IzcT2yg15TZeO9T0jaLr/AEy0T7wb/WBfZu/416Xp2o2uq2MV5ZyiSGQZB7j2Poa8itQnS+I6IzUi1RRRWJYUUUUAFFFFACHpWdqD7Ym+laJ6Vlan/qW+lJjRzOizyPfy7mJG6u0gOUFcRoMZF3KSSctXbwfcFAE1PWmU9aYh9FFFABQaKDQBG1C0NQtAD6Q0tNY4FAEbHmk3VTnuwkm3NRm+Ud6ANDcKTdWYdQUfxUn9pJ/eFAzTLU0sKzTqSD+IVGdTj/vCgDTZxinxMCKwZNWjzjcKtWmoK+OaQGwSM0VUN2oPWikBy9t4fhifIQflWxDZiNMAVoiJR2p20CnYLma9mrjkUwaZHnO0Vq7RRgCiwXMhtGgY5KD8q8I+KnidLzVn0OwbFlaNiUr0lkHX8B0/OvbPG/iBfDXhO91AECYJ5cA/6aNwPy6/hXydLI0krOxJLHJJ7muihH7RnN9BAaUGm5pM10mQ/OKAaZmlzVJiY8H1pRTA2RilB7VoQyQGjNNyMUoNMQ/PFFNzS5+XrQMXrUUgIwR1FPoIzUyjdFRlYlRxIgYfjQRVeNvKl2n7rfpVnHNOD5kTJWY088Gu20a5TUdJUvzLF8j+/ofyrieK09Av/sOpKHOIpvkf29D+ddWGqck7dGY1o3jc7LT38ud7cjKHlTVm5sUlQgAc9R61mSk214r/AMLfpW7C4eMNxyK9V6anAtdGYdzau1uY3GZFGFP94en1rKsz5qbSeVZgf0rrZkDD6dK5kxCLVLoLgK2HGOxPX+VOMFJilJxQ6O0d/N8kZkEbMB9Bx+uK67SLsXunQzA87QTWRpBKOQQN0i5B+nQf59asaP8A6LdXVr0RZDtHop5H6GubEwSeh0YSba1NtiM5ApVOaY56evShSc8ZrnO0huEyCPWtT4X681nq8ujzufKlYooPZx0P4jj8qoTruQkda5uGeTT/ABG08Z2uNky/7yn/AOsKwrw542ZUXZn0pRUNpcJeWcFzH9yaNZF+hGamzXgnWFFJmigBaKSigAPSqN5D5iEetXqjZc0mNGBp+mfZpWb1Nb0S4UUgjANSDigBaetR1ItMB9FFFAgpDS0hoAjehaHoWkMkqOU4U1JUUvCmmI5fUp2S6IAqi105GApqbVpQLo89qoJIGbrWd2aJIdNPIq521kXOqzQ5+U8VvSorRg1z2pIo3Y9aaZLRRl8QTA42mmJr00mPlNUrhAWX8aLVBtWrEa0F9LPMBtNdLYmRQCVNc7pyL9prs7OMeWKTBFSe+ZZMZNFNvIV+0Hiis7lWOszRmq3mj1pfNHrWpBPmmM1R+Z70xn96APHPjprG59N0dG6A3Eg+vyr/ACb868YNdl8UNQN/4+1Eg5WFlhX/AICAD+ua409a7aatFGMnqNzSZppb5sUGruQOBpc0ylzSuMeKdnvUWaepzVRkJofnilBpgOOPSlBrVMhofS5plLmmIcKWm5pQc0ANdcrUkLl0wfvLwabUZJjkDjp3+lQ/ddy0uZWLNNPWlzkAjvSVp5mZ11pd/wBoaOrtzLF8r/Ud63NIufNhCHqK4fQ7v7Pe+U5xHMNh+vb/AD710mmTGG+MZ6V69Cp7Sn5nnVYckzoJXG8g5rmpP+QzNCP4gpH410dyQCGB4IrnYR5viOc9SsYP+fzrem7akTjdGvC22ZCBjaeOe1WZh5Wq284OEuEKH6r/APWP6VSVylxjFXrsGTR5ZgMtaypMP90na3/oQP4VniFeFysPK07GqpymM80gOeKijfciMDwyg0rthuox7VwnposKd4wfSua1hPJ1W3cjhtyfnz/SugR84NY/iZSI7Wf0lH+H9aiew1ue0+Brn7V4O09iclFMZ/4CxA/TFdDXE/C+fzPDEsWeYrlhj2IB/wAa7avCrK1Ro6o7BRRRWZQUUUZoASiiikMSiiigAqRelRZqRaAJKSiimIKDRSGgCN6ENNkNKlIZKKim5U1KKY4yKYjjtTsWmuy3NVYtMZXzzXVyW6s5OKb9mA7VNi7mGbJmUDms660Yyk+9df5A9KQ26+lFhHAy+GyxHFNi8OMmPau+Nsp7U37MvpTDQ4+20cwzbq6G1hZVxVw2yg5xViGEYpAYlzas0xNFbjwAt0oqLDOOTXg38Q/OpRrY7sPzrzPTri7mQZJrVaG68rdvNXcSR3S62h/iH51J/bEYUksMDnrXmwF6rgBz1qe7+1QaXdTvIcRwu35A0kOx5HrV62o6xeXjdZ5nkP4kmqPWhzk0inNelscu5Ax+Y0ucimv96gGpb1GloOpc02incVh1Lmm0ZouBIT0NOU1HnKfSlU1alqJolzQDTc0ZrW5nYeDRmm5ozxRcLD845pCNwwaTNLmjca0CFypMZ/CpjVZwfvDqOlTI4kQMKmLt7rHJdReQcjqK6O1vDKILkfe6P9R1rm81c06fa7Qk8NyPrXZhanLO3c5cTT5o3R6M0gmsEkHasTThnxFdn/pj/UVf0Wbz7AxHnIIFZ+nHGvXLD/niR+or0ziTL07ESZX09K3NBjTULlrCQ4S8heAn03KQD+eKwrg4lHP4Vc0i7NrfW02f9XIrfkaupHmptIyhO1RMsaRM76cqyriWFijg/wAJHBH5ir5AIx1pdYtRp3jfV7UDEVwwuo/pIMn/AMe3UxTlf5+1eXGXNG57OxGkm1tp4qp4hAk0SU/3GVs/iKtT4++M+9NnjW7sJrf++hA+vah6qwzrvhJejfqNmTyVSVR9Mg/zFeoZrxL4XzmPxckY48yB0P5Z/pXtleLilaodNN6C0maKM1zlhRSUUgCig8VXlnCdTQMsZpM1US6Vj1qwG3DNADs1KvSoM1MlAElFFFMQUh6UtI1AFeU0sZpkxp0R4qRk4pjninioJ32qTVCIGcbqTzBWLc6osc5UtjFQ/wBsxk43ikUdB5go3isIasn98U4aqn98UAbe+kLVjf2qn94Uf2oh/iFIDWZ6mhYYFc++rJnG4VctNQV/4qANhiM0VRa9XPUUUgseL6IoIWupaAGAYArndFjIC8V1PIhAqJFozBCol5FU/Gci2XgvUH6F0EY/4EQP5ZrTCkzZrlfipdmHw9ZWoPM0+4/RR/iRVU1eaRMnZM8gc5NIh5oY01TXpM5Rkn3zUeakl+8DUXtUyKQ+lzTQcijvSuFhwNO60wUu6ncVhw64pqntS0zOJDSbsNak4NLTFNOrZSM2h2aM8U00VVxDs0ueKYKXPFFwsPzTFby5Mfwt/OlBpGAZcUpd0NdmTk0iuUcMDyDmo4n3Daeo4px96tS6olx6M7Xw9d5XAOATkVaRPI8Rzj+GSEsPzH/165fQbsx3Hln1rrrkZurK5H+1E30IyP5frXs0qnPFM82cOWTQ65HcCoYZdsmOODT7hv3ZI7VUDjzVweorqizknodx40b/AErwrrHa7szbSH/aXDD/ANCaqOfmbuDzU+vsb34QWd4vMml6ipLeikkf+zj8qowyh4o2GOV6148Fytx7NnsxlzRTJ2IKkfjUcbbXoL4x15qMthiD1qmUi/4Fb7N8QrVOgZ5APoUOK9zrwXw75i+P9JlSMmMyAM4YcHkYx1717zXkY1WqHRSegtFJmkzXGai5ozSZpKABzha5/WLt4YXZOoFbspwlcrr8m21fA7UhkGialNcH96CDmusgfKiuH0F9ygkY5rs7VvkFMC1nmp06VVzzVmM8UAS5pc0lFMQuaa3SlprUAVZzToTxUc55p8PSp6jLI6VRvmxEavdqz7//AFZpsR5N4l1aaDVZEVTgCsm21meRhwelX/E6A6pKfasnT4h5q/ShFG0NRmEeSDUB1qZSRtPFWGiHldKzTH87fWodykPk1+ZT0NIniKcrnaao3EQLj6U2CMeUKA0NCDW557jZg11GnXk4AJU4rjtOiBvTXeafCDEOO1Mdhk+rMspGTRVW9g/0luKKRIyz0loiOK1xZsVAIraW2jHapfJUDpUPUdznV05t+a8w+MZ8u50m3zyEdz+JA/pXtzRqK8G+M0hbxdBH2S0TH4sxregvfIm/dPOWqMdae3Wowa7GzAV+VqBuCKnbpULcqTSY0Ip5Ip1R9xT81KGLmhvWm08crT3AaHpGOHz60jcU1j0rNvoVYsKaeKhQ9KkBraDM5IdRmkpO9aEDs0ZptAoAfmlBpgOaWi4CMSjBx+NTZyMg1EeRimxE5Kdh0qU7OxTV0WreYw3COD0NehWri5slA9Aw+o5rzc123hudpNOQn+E4r08FU3icWJjtI6jR9XsrWzube7TBlPJ8vfvXB+X2+tctvIZd3VTir8p2tIB6msu4JGSPUV30qahJy7nDUnzJR7HdaZML34Z+KtPbnbCk6/gRn/0EVhaHcfadHgbPIXBq54VlZtO8QRH7r6VPkfQAj+VYHhSRjYSJnhXYCuStHlqS83+iO3DSvTSO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END:VCARD
