BEGIN:VCARD
VERSION:3.0
PRODID:ez-vcard 0.12.0
N;CHARSET=UTF-8:Mitzel;Norbert W.;;Prof. Dr.
FN;CHARSET=UTF-8:Prof. Dr. Norbert W. Mitzel
ROLE;CHARSET=UTF-8:Prof. Dr.
ORG;CHARSET=UTF-8:Bielefeld University;Faculty of Chemistry/Anorganische Chemie und Strukturchemie
EMAIL;TYPE=work;CHARSET=UTF-8:norbert.mitzel@uni-bielefeld.de
SOURCE:https://ekvv.uni-bielefeld.de/pers_publ/vcard/en/4468927
REV:2026-05-02T08:19:05Z
UID:71edc0eb-1eec-3edb-bb1d-dfef69842d53
URL;TYPE=work;PREF=1;CHARSET=UTF-8:https://www.uni-bielefeld.de/fakultaeten/chemie/ag/ac3-mitzel/
TEL;TYPE=work,pref:00495211066182
TEL;TYPE=work:00495211066181
GEO:52.037778;8.493056
ADR;TYPE=work;CHARSET=UTF-8:;;Universitätsstr. 25 \n;Bielefeld;;33615;Germany
NOTE;CHARSET=UTF-8:Office : UHG E4-135
TZ:+02:00
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nFFJRQBhvbR3dtc67pEkH2k4ZkZVAXHUdOuK5p/E7ySxz6nJLMsMpP2JowMtjgnjgDNSeBkmi1eYi2a4VY8Mm4dSRjrxWjrvhyyvNQur+/u/sGWAET4Ibj2ruvrY57GRD41eS9lN1bRx2NwNkiR8nHTvT7exsVXzNJ0y7vjuJjkfKIPxP3quW+ieFr62T7POxcfIcyFcn1ANVZ0W6dYg7tbQYSCNXxkDgkD1Jpgb1lqmox6JdX+pxJFbpmH7HHFhmPTqa5OO20z7Zb3kEDrC8+ySO4BYKccZx2zV2eWaVrOCeea4jUMQjHJjIPUkkcDIGfUVHbSz21zHc2+HlUkeUR/rF6nI/OmSdDe2GkpN9gu7K3iimTKyxDaVIPr2rkbjwxfR6rcW4lEkMYEu5pPmMeeoz6VduIWu9ZtrnToLn7LOSGTlhHIeqkHpjrWlfaRc67q0jW93bxxW6iFyx5PcjA7dqWzKObsbC+1OOSO3tHd/vqyKOAeM1ly2csB8qaNozvKEHrnPIrpm0rU9N11bHRr1sSDe/lH5EGenOatt4Hur0teajqIjk3Zkkbn6GncCil1cjQbfSpplWJ2ZsAbt65+6KsaRaS2sRZlKJIxaNWPO2rtzoNk+jxW2m6it3d2rs5UMMup+8BipEhWOC3MbSNHsx8wACnPT2NZVfhNqHxFlenNOHWmLwKdniuFnqxFLYNN3MM5xj2pc02kUNY56UgFOHBPFKFOaAG4zTxHnFPVOlPC0AIFFLs5pwABozjpQIiYEdqae9SscioSPTrTERsx9ajLHpUpUd6Tbg9BVEkBUmkCY4qwUPpTdoH1oERbOKYePfFStUZoEyBznmoCpNWdh5NN2c4xyaohkGygrhSB2qXGO1Ry4VetNEspTnANM0oBr1p55TDaRAmRsZ3D05qbAaQbwSo5IHer9nqX9nXKQS6bHIsvJLxnH4ev1reKOepIpJrsMV082kWkVsEyRK2CxA9jwKuWf23UpDrd7elhZ8ySQ4yqYztA9Sa0/FUOnaLrVrM1jG0MkPmfZ14ywx19qW08a2EgGmahpEVvY3Y2O8XYEcHjrWy2OVsW81K5111kth9lhKHBWPEgAGRl+nOP1rB1vUdR1jUn0i7lVbS1fdECMkKB1z3rem0+zsUMUcnnQ/eS6RsKU7A4HWqOpR6fBpsKg/6WJSPN6ExuM7T681RJb0tLC5uoIpI45Y44vNhDHDFgR0H4Vz8lnqHiTxVcRXjfYJpOERxxgdBn86tW+ny3epW1opQE27KctjnrgVI0Ul3Yy2k8z/I5AkzjynBI69cUCL0OlX9vPdaQrW5KKtysqctjONuT9DSfEG9gljtoEbfLGhyRyB2x+Nc7b6B4gurWeRDKWicxOvm4PHP4jmrll4QuvJa7vpdkKfNIinc3SgaOh8IXSHRnke5X7NAgUFuNuMk5zWDc6Hf6teyPp1uPsm4t5zcK+Tn8RVS41yOWxTTLGy+z2TndIWf53A6/nXVPqljqts1pbC8jlij2xqu5E4Hc9KWwHNXfg7XLWJpUkScAAeXC3JHpWdod3Paaq5t7dRfM+2JXThOxz9BW1Yz3WkX6PPqb3Kxrl4rddw+mehqe7ntbuaYafaskly26V2G18+g9qYilfaJHfag82p6n5ly5Jf7PGZAmO3HStTRp7vS7W4j0i9j1SNRue2lysij2B6iqhs7ixmhtp0it1cE5Mq/yPIzU+l2UUuvhopSkkAMkpDADBGNp9SeKRRkXfiLTdUIL6EkUxYYkikKkH8q2po7vR5Iry3sRHauoY7MeYPqOjVyV9o+oaeHupbVlt/MJDKQwAzxkjpXZrqsmu6XZvZSobu0Hz2p+VpBjBIPTpUyVxp2NnStZttZt3aHcssZw8bjDD8KuGvNrPxDqsGtKHhSSQv8AdZNrH2yK9FgmNzGHaIxP/EhOcH61y1KfK9DaMrj6UGk9aUYrMoUUtJRQA6lFNpc0AOx9KKTr2ooA53TdKHhPSWluZhHcysvlqvJ3e47iuI1C6n1PUPN+03E7lyHLrhRn0Hauh8Z6k/8Aa06Qo4cBYi2CGH046e4rM8Mab/al7IhcokS+Yw9SDwDXcu5gQ6Hbtd61BbsdrAP5bEY4wcGtb7RIiKJsp5BAZUUFiOn8zms7U3udc1Jv7MsvJjjAT5F+7z1z2rvPsVnp1lHPqRhlljQb5okCkvwBnnn8aYmcXqVzanwteB4WhvJJgsZcfO68HH09qhXW9KaxtVlhNveou13SPgHpk456VWvvPu7+ESh3Vbo7S+CSpAx047CklRNRmkSZF3lSsRjUnae+QOSaog3tO1WCxsr6OWSfNw4ZDGAcArwVI7cVT1DRYmsS2kSzyPFHvuYZGIbnnJ9abYWtuNPshDc+ZcR5WdQcbFJzyKt2F3Kby9vJCsUMNtIHHru+6M9yTmpLLfgiy+zaPLqht8mTIaVn5VR6DuK5nUdV1TxDduplZYAx2RK2FA9663Q9TTV/BNxp1oUjvYUICdNw65xXnCu6s6sSGLfMuaFuBp6Zo+qXs0k2mA74fl3I+0/ga6SxvJJ7EWn79b23cm881sqewxVrwrrFuukG0lvFiu3yUDDjjgHP4CoI7B9OmnkkuopJbk73KsDuI6kfiamexdP4ky9HylKTzio4nGzg08KxbOK4GevFjwDTgpbgipMDgnFP+XgjipLuReX7VIIzinAHdjHFTKBQK5CY8ClHynJFTjGcU1lHegVyI00qKkK03Z74oEQuppuwkVMV5pdnFMCBoh3pMAcDpUjimOOhxjimJjGPrnNRnPQDvmpNrNyeKXaQKZJAyGm7AvJNSn3qNwOcUCZGzBemMVXkbcelK7HPQ8UzOaom40nAzULkyNgc5p7kuDt5NU7+WXT7dZI2AkkOFJGQB3/GrhG7M5zUVctpaTxRSXIljXZjflh8o+lanh3WvJ1EEO1xGAd8T/vHc46r6Yx2rlrCzFzA0gjW4uCwO1j0+o7it3SvDOrTNDfaZbJZtauf30hwJPbBrqUbI4Jz5mYGra4NU164vZonkQOQqTNyq9lxXU+EfDen+Inu55yw6YiXjZ7A+la934U0jV3h/tKSK1v5zumlR1xuHsOOaw5tH1fwjr8bWAkmhGDFJG+7ceODx0xVEFa6u08HeIJ7PSpxfWc67JIJhld2cbfrVzUNOsr60tntpXj3yfPb5z5bjnHT3rWfUPDesTQahqQ+zzW7N5kUcJ2mTPJDY71zs+rpNLrF/ajaizL5ORyp4XNMRj6g8r6lJaxpKl60mIipxjB4wa057W+ktRCLSYXj4+0AKTljwTnoCetTwiW6lmuLceZJbkTNJsywzxge/f8ACpYb+9upri0knlAkgcyyBsFQBkH25H60AWZbQXOqO1l4gWIhkjkhLYGQACfc8V0otLW2sJbK51RJzcKVZ9wG0464FeNxWsq4knjmVS+CQMMT2q/Z6ffahb3bwW0jLEpPmKORz0J/OlYDUl8DX4uQsUgljY8TAjBFat5JvmfSpDutrQKMKpG5sc7j3rOsZL/TfDt3LLNKXmIgt1kycn2H581oatdJLNbMqRLqOz/S4oydoIxjcQP0oGQ20FsGUz3C2lvHyS527j9K5pIFluZ7mQtKDLtiKMVxg/yx6Vs/8I62txNK17DbSwrho2PyNnJBX61jW8t1F/oM9k8qq2ANpBz9aYh2oxwT/Z7maWfzGIRtz7iR6jNdVqbaatrCLEySq0Cu8hHL8cD/AD61mXWjW1tPC09xHLKyBltUB2xDHfmtaxhs7u7nheKbz4k84KjYVgONvfApDGaLbRSTXVpK7R2k1sTMjcBT6j0NcbDIYWC2plE6yYSRG7A8YrpCdX8SQvY6dZRwQO4bCY+76O317Vp6b4MGj3ttPJq1vHeRsHELcrmloUZulaxi6hbVLfEyE7bgR8he+4VHqV7qGkazPqVnIZLKQq3J+VwfSui8U6TexG51yXUkh8uPbFEijYc9Qfqay4JoP7LjhKGWznAZcY/dt3xn+VTZME2jpdN1GDVrQTwkBxjemc4OM1a6VwdhpWq6bfG802WJrXl2YnAx6EetdnYX8eoW6yKQHx8y+lc9SHLqjaMrlqlzTRThWRQvpS00UoNMBaKKKAOQudTuZh/puZo/uyIQoI45IbqDWEk6eHvEivA5eznUFGB5KGtJrlbeJ5Y0OD/AwGfuhQfr7VZ1lND0eLTRfRPdXUce3ylOMZ5Ofzrt8jAka2utJe5Sa7itrO7jMvyHLsgXoPTrWdpGqLqOgzaM0cn2iFzcRsOTIFOcH3p3iCzOr3mmS2RcQThUhVgcqO+T+NdZdaxo3g2GCynjBuDHljGBkj3NNEs5L7Qk8bL5IeOeHEbHB2v1HHYZ4zWHBqjpcECyxfN+63Dgls+nr0rXmuIpY3uzayxWczblGM7c9Rx36YzV+/sbu2ktr6W2CCdBsbyh5gAXPzHtmqFYoWmiSaOZDqNwIzM2HdDkhf6fWqHiS9la+bThEILWA/KinPmejMe9a9jpT6tcncEW1h+a4lHAwOSPcmsqIT+IvE5mitWkRpRxGuQiA45/CpKNXQPAupXcMeoiYWqk/IDnLr7j0NbGqaNoc2omHU57S18qIbfLIXcx67hTfE1v4rNwq6e7GyiXAaE7SM+oHXFYlx4QuW0qbV7CdrkRp+8duWY5+YYxnj3oTuIdb+BnuZLh9Pv4pbUNj5eGcDnA7VHodslvrF5FfQPBaQo7fvQBscjAwfes83X2K8trvTbt0uBGZJDsKr/ugd+lblxq1j4i0mRjGH1YBSoVeTz2pS2KhuT2uSoJHUZq+mMjmsmEv5gBzgHB+taiEMorgluetDYnC7xntT40xzmmxqqp8ucegqVRk1BoSbBkepox/kUmKcOlIAzgcCmk5p+MimbDnFMQ1gOoOaMGhiF65zUZY9QaAHEYOKRnFMZi3FNzt61VhXFY8Uw4Ip0GLq6S2RkMkhwoY8Vfu/Dmp2TB5ZbFIe7SOVGfSrjBs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
END:VCARD
