BEGIN:VCARD
VERSION:3.0
PRODID:ez-vcard 0.12.0
N;CHARSET=UTF-8:Häseker;Anne Verena
FN;CHARSET=UTF-8:Anne Verena Häseker
TITLE;CHARSET=UTF-8:Wissenschaftliche Mitarbeiterin
ORG;CHARSET=UTF-8:Bielefeld University;Faculty of Educational Science/AG 4 - Schulentwicklung und Schulforschung/Akad. Mittelbau
EMAIL;TYPE=work;CHARSET=UTF-8:anne.haeseker@uni-bielefeld.de
SOURCE:https://ekvv.uni-bielefeld.de/pers_publ/vcard/en/355893371
REV:2026-04-07T10:03:50Z
UID:727783d9-0091-35d6-8717-1a2769b1f638
URL;TYPE=work:https://ekvv.uni-bielefeld.de/pers_publ/publ/PersonDetail.jsp?personId=355893370
TEL;TYPE=work,pref:004952110667622
TEL;TYPE=work:00495211066872
GEO:52.037778;8.493056
ADR;TYPE=work;CHARSET=UTF-8:;;Konsequenz 41a\n;Bielefeld;;33615;Germany
NOTE;CHARSET=UTF-8:Office : Gebäude Z Z2-506\nAvailability \nBitte melden Sie sich per E-Mail bei mir zur Absprache eines\nSprechstunden-Termins.
TZ:+02:00
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egxulxCsqMCemRXTTldWOepGzuSOgyCMHI/X1pu3dH7in/eXqQCOcU2M/Oc960MytNbJNGVdAynsa52/0p7fMkWWj7juK63AqCSLLD/OaYHEd6QmtjVdKMZM8C8dWT09xWLUtWEOzS5po5FKKQwPNKtJS0CFopM0UAQZopuaQmgY403NITSE0AKTTSaM0maAFzRmm5rS0vR7jU3yg2RA8uf6etAFGON5nCRqWY9ABmum0vwwWCy3h46+WD/M1uafo1tYRgRqNxxlz941sRW+7B4ArRQ7iuVbeFIAFVQFHACjFWkddwCxj6mnNGqjHrUyxiMAkc+tU9AGPCstsV43EenAryz4h6iTJHbxu6jAJTPQjqMduT+lephygOW+VeTXivjOaK58RTKGAZTgHtn0NY1NjSG5n6TfB1aGU5T37VqTWSzxEjhiOG/vCuVt9yTsM4wOlbMN89rjcd0L/AHRnp61ySjrdHRCWlmX7SX7OfKm5j6H1HoasiFV3rxskOR6E/wCNZonWflXAccBux9jUqXTRAIRkgZMZ549qzaNExqS+VcfZZOo+4x7iqt1FtJ2jGDVm/jW5iW5iPTpj1qJZBcW/P+sXhqPMfkUk54zyODWjpEmy5QDoHBH51TaL5tw/EVat/wB3cxFeCcn/AD+VU9hLc9CuNOGu6YkYIWXkI/oev+frXJxs9lO1tMMOh2sPQiu00CXESkEbkOR/Wjxf4XE8cerWi/vVTEyjuPX6iqnHmVxQlyuxkWzq2CvIxWvEwIU9zxXKWkklsQCeDXQQTZQHt1rleh0dDYibgfSrIbjtWfA4KjBqyG96CSfqadmolYYo3/jTAe3Q1A/NPL5qFnx7UxDSPYD61G4yOtK0noRULzcYzTQEUgGaru3PFOkl96gJzVJCGyNniua8QTZ2xD6mujfoa5HVn8y4dvyqkSzm7kZbrzVzTMLEygjduxVWf5TuP4CrmkRER7iOvIrXoYr4jSnQC3IHpWBKm6cAeua6Zo2a2YkY4OM1gXSmLAH3skfTmkhyGwKPMyPuoPzNQ3XJyehq1wpx0B/QCqmfMgYnnJOPrVIzZWjPJOe9bWnzBhsP4isVBgKO5NaVurIwZTyDSmVTNGVCkhU9QPzX/PFRw/u5VbPGc1eQCeFW/iXpn0PaqsylASoyO4rNM1kjr4LSK9s1kdQAwJJH8JJPP+NTW093ocgjmBktj0I7VB4YvA9l5TLypwTntW7sVG8uRA1uwPHXb/8AWrp5eZXW5zc1nZ7F2yvIriMMjA7uacM5kKnGGrJn0XYfP0+Yxkj7n8JqKPUb2yRlu7dzj+NBuBq1Jr4ieVP4ToA2M7uCfypp6881lw+IrGT5XYp9aVtc09BuE+7HACgk1XMu4uVmg5V1I4JH865nWbAQS/aI1xE55Hoa2LJpLiZ5ypRX5VT2AHGferN1bi5t5IGxgjg+lUtUS9DiM0Zp0sbRStGwwynBFMHWoAfRSd6WgQtFJRTArZpM0E03NIYuaaTSE0maAFozTc1oaXpcuozYXKxL95z2oAn0XR21GXe+VgU8n+8fQV3lvbrDGsUaBEUYAHGKZp9kkESRQrhV4ArZWALHzz68VtGNiWVo4VC5IyalZcjCjaKDEU5Tof4f8KmiCtjJxj1FUBJbQiOItzuPepso4Knnj5f/AK9OYjyyM5/DFUI5M3e3dt28j0pAOu4PKQjua+evEshbxHeNzxO386+jLlw6kse3pj/P+elfPXim3/4qO72jhpWPH1NZVkXAzI5gxIdRkDj25qVgfuPyD3qkPlLNkZHFWIpmLDOD6A1ytGyZLEzJnFSm4JCqWPB4PcUx1BiMirjPX2qNkzHuB+bHT196llq+xq2zv9kmAYjaQwI5zVcXPltvwrdiB1xU+jRlrC+ZuVCDaPpWSZMP2x3zUpXbKvZI19ylQ68qf0qdPmlhKgfL1rPt5SMYOVPtWlDCJEd0IUxgHOeuTUtWLTud5oX+rDjo+K7dGEtkF/hYYNec+Hb/APdrBKu1wQFPrXoenYeBB2Wt6eqMp6M4PxBozaXeFgD9ml+ZG9D6VFaSfuyuQeOK9Hu9Ph1PS3tpxlWQEH0PY15jPY3OlXstvKCCvT0I9RXPVp2d0b0p8yszajbC5B96siXjmsq3ugyYPWrwkVhWJoy0H9DRvOetVT/s80eZjqKYiw0uDUTS571C0g/GoWkPrTQiZ5PeqzuT3ppfPrTapIQhGT1pcelKBT9vFUIq3TbIGx1rkdQBViR1rrb37oWuZ1GPmmgtocxcIWl29c1taXFmNj2DYrOZMXFbOgoZYxxwCT+taGSVmbAtd1oxI6LXOalaPG8blfvksDjpXdWto8kZUjChSSawfFsX2aIIucoATmnayE3dnFzP+6Yj6VXBxanH+9+uP60TOTEeep/z/OiMbkRB/FlapGTH28Ydi56KKvWxw4zSRQ7LVQByTk1KItisT1ArOTNYKxqwkKvb29CO4pJlxk43L/Mf41Ss77GElxg9Ktlhkruyh59xWbTTNU00XNBm+z3vlM58uX7reh7f59672Ly5FU4ww5OPWvL0ma1nwfuHke1dvpWox3ESFWwwA3Ln0rppS6HNVj1NtonibzIWwCfun7p9/anGdMbJAUIGMMP60qyBlzvBXqKRsSAEemBitzEZJDZsQCsbHtnBpUgtVAWGNSR/cA/nUiRYyTgk9c9qcSy4+UfhTsA4LsBbu3UUjEhlIGeoo3MR04NMYExZJxjmmtxM5vX4RHeCUDiQfqKyF4rpNeh3WgkAyUbr7VzYOKmS1EOpaSikAvNFFFAynmm5pCaTNACk0lGa6LRPDzXJW4u1KxdVQ8Fv/rUJXAqaRoc2ouJHyluDy3dvpXa21rFbxrDCoVF6AVMkQjQIi4AGABU8UJ3DJraMbEtlq2XaucVaQ5NRqBjBGPpUgUH2qhE23IwAPwNIsILdMH12nmmKSPf61YQBjkAfgv8A9egCN22DaeCOmax7nfHcCQcLnit2eJZVxnaw6dP/AK9c7qd0LcGBhvm6hR/M+lD0Gh816qW5DkhicAL1PPavHPFET2+sSSH+JiTgcDJ6V6MGeOVZ5zufIA9AM9BXN+M7ESI0mMsDuUj0PJ/z7GuepqjSOh54FxJ83KN3pUUoxXPIPFOGY3IOCKtxJHNtZAM91PWuduxslcW2G9CpJAPHsD7097d0faeG688ZoQeS5BB565FayeTNbCGcfKeY5fT2NZNmqRVs2Fto90xJIb5B7+tZQQuN+AN3X2rSvFaGKG1GdoJYsD1P/wCqonTCoTjbQn1BogiOwlh06AVt6dCk0TRk4kflT6e1ZEMPmSbkLbV5GR1rUtZBAY5Cc4bk0wRvaBKk8bowxJHnI9RXo+gzE2hic/Oqk59a8ySJItQZVYxlsurj3559RXd6Dcs8PlONk6YV0brz3HqKunoyZ7HYRjBUHptrK8QaH/bFqzQgCeFcq3qfT/PrWvPIFkCJguRwPT3q3aJiMRjkkcn1rZpPRmabWp4wo8tyjqVYHBB7GrsUmB1rpfGvhlonOqWi/Kf9co7e9cbHLiuGcHF2OyMlJXRqCTvmkMlVFlJ70/fUjJWcdP5VCzc9aRmzTM800Id9DTlGTyaYD7VIvNUhD1FPApq1I3yxlvahsCjMu8sfyrBv48kjHSugwMYrNvI8g0IqxyE6lZgPU4rq/Ctlm3BPQgYP61g3NsWuIkVQXZwF/Ou70eFYYkUKAAOlbRMZaG/BbAWkzBeApyffFcJ44GIJJGIyzBAP93/9dehpOBakKu4MDwO59q4TxvaCLRLl3IMouR+CkZx+f8q0exitzy6fKrj3qS3ydmOoGf1psnzID3BxT7IZZc/d3c/TrS6E9TaK4dBnCgbjipZlP2OR+pyB9OM1DHL5vz44fg+3+RVm/YxWzYHG7n34rF7m62bMhPurnnBxUwuSjqDlgR27UyFc5Xoc96bJbuJgdpK+1X1I1S0L7ss0YAORjg1Lp1zLGcxORIjfhWYpeNl5yoNXtNjae/MSsFMn3cjvjNCj2G5dzstN18OTHORG+OMHg10UMwYgs4JPNcUdIujGpMQdgMhlPParFja6ibhcvIYlJ4YEVvFyW5jJLodsOSGycH0oPv19arwGQxorjBHoasY9c/jWyMhAc5FIwzGQe4pwGDxSOcA0wKd0gntXjP8AEK44jDEHqK7T0/CuT1CLyr+ZccbiRSkIrg04Gm0oqAHUUlFAFDNIAWIABJPAAp0UTzyrHEpZ2OAAOtdromgR2IE04D3H6L9KaTYyrofh3y9tzepluqRnt7muoBCDAA/KlVDnnj+lSrGD2z9a2SsSRqHc+30q9bw4wc5+tNUbeBVtFO3IU/WmA4oCONq/jTDlTgHNBfZ16+tOjywyRQAq5b0/Cpl4GPTtUWMdOnpUcs4jO0fM56KD/nigC1JOY12qcsegHA//AFVjXtkjvv8A4+rH+9V5M53Mcue/p7f5/wD1sm+ZsAds57Um7gjmbuA/Z2znKkjNU0SLVbV7eT76jAbv04rdu4Q6sCOtc4u+yvN2PkB+b6Vky0ec61p0mn6jLGV4B7dKqwMAcY5rofFkhOprLHtYHIK/r/WsiKKKWF5YsEqPmTuPpXLPRnRDUs222VtrLlT69qsJ+6bY2Nh6HHWoLT5gMHj861VgR02sAQfWud7nQloULjHQ4K9QfSs+VWLgnBXNa9zaMqYVwR2yaztoRircjrjvVK3Ql+ZYjAQuR/dFOBXz2jbhWJ/OoS+xuuQR1pQRLKmP4WDAetUSa0MpdIpJOPL+Q+/+ea7VZX2WeoLhCmN5HUrnn8utcBcyBY2tkGMKWOP7/Wuz0W7S68OTbvvKp4/Dn9aIbhLY9HiGY12jg4LMeprYtECgfQVjac4kso/ULzW3DwM11I52T3NulxbvG4BDDBB714rr+jyaRqLptPkk/If6V7arZFYXiHS4LyE+agKMMN6j0I+lTUhzoqnPlZ4+j+tTq1WNY0a40W6CSZa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END:VCARD
