BEGIN:VCARD
VERSION:3.0
PRODID:ez-vcard 0.12.0
N;CHARSET=UTF-8:Tinhof;Dora Leander
FN;CHARSET=UTF-8:Dora Leander Tinhof
ORG;CHARSET=UTF-8:Bielefeld University;Faculty of Psychology and Sports Science/Department of Psychology/Arbeitseinheit 06 - Psychologische Methodenlehre und Evaluation
EMAIL;TYPE=work;CHARSET=UTF-8:dora.tinhof@uni-bielefeld.de
SOURCE:https://ekvv.uni-bielefeld.de/pers_publ/vcard/en/193718873
REV:2026-05-01T09:49:57Z
UID:bf696aca-6f4d-32e9-a237-b1fdfec16f24
URL;TYPE=work:https://ekvv.uni-bielefeld.de/pers_publ/publ/PersonDetail.jsp?personId=193718872
TEL;TYPE=work,pref:00495211064318
TEL;TYPE=work:00495211064508
GEO:52.037778;8.493056
ADR;TYPE=work;CHARSET=UTF-8:;;Postfach 10 01 31\n;Bielefeld;;D-33501;Germany
NOTE;CHARSET=UTF-8:Office : H-Gebäude H0-27
TZ:+02:00
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mvFvjfo87PY6qhzCAYXHoT0NXDchHrAki1TTDJEQ0VxDuQ+oIr57RXfwNJEeDHG4we21/8A61e3eCL+2v8Awfpslq6uEiEbAH7rDqDXlPiDT10y+1zT1bMfmysgxjAcb8f+PUkaw3Z6poUon8P6bNnO+0ib80Faa1z3gy4+0eDNHkOP+PSNfyGP6V0KVL3JJW/1T/7p/lXh3hCcw/F67QHiVp0I9e/9K9wk/wBRLx0Qn9K8I8IDzfi7Iw/56zk/kRVQ2YHsueTSE8cUh+/SjmoGSxjgD3rShXKYrNh+8K1IORQJmWxZZCPQkU89Rnn3pb0bLl8Dk4NMDlwCKYiQDjrRThHxzRSAL+4FravKASQPlHqazLDT9sfnT8yudx9q1JYxPcIrfdj+Yj3pHGWwOKYXI4Yt79OM1oqMDFRQxBVp0z+VEzckjoKBFdkNxeFuqwj82Ncb8SfF+p+G7azeyii8udmTe2SQQOQfz457V3sEZigCnljyx968q8e+M7XRPFFvpV9ZQ6hprqst3BIuShz8rJ6MBk+9VFXYXOIh+KfieJWVngmBP8UecfjV+w0fxj8Q7gT3c72eng4LtlEI/wBlerH9K9m03TtDu7WG+0yC3kikUMrIuTjHv0+laZjTIwMD6VTnbZAc54V8HaX4Vt2SyjLTOP3k78u3+Aqpq962t63baTHGWtob+NJSOd20b3z7cBfzro9Vv4NI02a9lR3VMAIgyWJIAH5kVxraxaeDbu/1TUpE3XQ3wWatmfezszkjsDkcn+7Uq7GjtdV1zTNDtTPqV7FbqBkKTl2+ijk/hWGvxI8Pm089DcMx+7EYSHP58D868qv/ABFqXjfUXvp0ENhAdtvAg4z3YnqT/kVattIupgAkTHPqMVXKluCR12o/EyS4Bit9LhMDDBFyS276gYFYEfiGxhmEkfhTQ1cHKsLbBB+uamh8MyFcyMBnsvJpL/TbLSNNmu5vm8tcjPr2ouiuU9I8Haxc63oz3s9vHCvmtFEseSCq4BPPvkfhXRAYHSuc8AiF/A2kSQE7XgDnn+Iklv8Ax4mukOQKl7mbILmZLe3klf7qKWNfM2uzXvjjx00FqpkZnMUQHIAB5Y+gr274iaw2k+FbqWNgJGUhc/l/MivOPhVpAgt7jxBLC73Rf7PZqV4ZjwTnvzxkdBmqjomyj1zwtpEHh/w9baXbuJBbjY7ju/Vj+ZrYLcVXsrVbKzjt1O7YPmb+8x5Zj7kkmpeprNiFY5GKwPE4C6WXK5KyLg+n+c4rePAzVK/t1vLaW2PAdSufQ+v50maU3aSZydhLvTBPIrQ7VjWatBcNFIPnRip+o4rZFYnfLyA0nalpMVIhKQil6UnWgBuKTvTqaeKBjTTG4p/vUZPNA0RsajPTNPP1phFBaGtUZFPYUh6UWC5CSACTwB1J7Vm/DIf2p4g1rWyDs3iKM+3b9KPE8zWfhbULleCI/LB924/qa0vhBa+V4LWXHM07t9cHH9K2pr3WzmxEuh6HGM9akIA3Y9MUyJcmptuSwx3FWcTPGvjXCqpYS/xbsZ/Bv8K6T4JyM/g+VT0W4bb/AD/rWV8cIB/ZVlLj7so5/BhVv4GXSv4cvYP4o7gk/QgYrT7AM9XHSkalzTTzUEnlOsRTWC6zFB/rrG9a8hH/AAITr/MivULeeO6toriFg0UqB0I7qRkfoa4XxHEIvHOCPkvNPUkepjcqf0cflW54GmL+ELKFmzJaF7Vvby3Kj9AKS3ZpPWKZ0JBrlPH+hzeIfCd3Z26g3GN8YPcjnH6V1hNMYDFMzR418GL37OdT0e5by7lZN4ifhh2PHsQa1fifppXydRQfLJGYZMDuBx+mR+Fcl8QEk8I/Ea31iyQqrkS4XgHHDD8QRXq+qQQ+K/Bsn2bkXMAmhz13YyB/T8at78xadmc/8OZfN8B6Uc5wjr+TsK69DXCfC5iPBsULZDRTyoVPb5if613EZycVEtwLEv8Ax6TH/pm38q8K8FFYvi1MoOd0s6j9T/SvdZuLOf8A3D/KvCfAyo3xYkDdRLcbfrk/0zVQ2YHsLcSEH1qRO9MlG2Y/WlU9azGTR/erRtnzxnms2P7/AFrRtcDFAmVtWG2ZW9RVeHlMGresDAjb8qp2xzH070xIuJnbyaKFztGB2opAMgbfvk/vMfyqVU3PmobIZtIznquauIABTEL0FRH97dKn8KDcfr2qZyFQsegGabbKRFvb7zncaAJHOFJJwPWvl3VHk8X/ABAu51yUluDg5yBGvC/oBX0H431E6Z4N1W5DFXFuyKQejN8o/nXkXwo0gXF1Jcspy3IbHIA/yK1homwSuem6RoMUOkQxFGUqyyKUYqQw6EEVsmTUluonFwrQKCJImjHz+nzdR+tX44wqgY6U5lA7VmO5yHjXxJf6L4enu4mjhmY+VCFG8s7dAM8e/TtXi9zp97eXEcTzy3GqX0oTfI2SzMeST6CvQPF19/bviz7ImDZ6SME9nnbr/wB8j9c1J4B0ganrl1r0q5gtM2tmezN/G4/l+NXF8qKtpc3dK8MWukadBaQxK3lIFLkcse5/E5rQ+xhe1bLRCo2jA7VnuK5ktbhcnbye9eW/FPVfL8jS4jg/flH9P8+teuXsiWdpLcufljUtzXz2izeMPHCIAXE02D/uA5J/z61dNa3YN6HufwjiubTwPa2t1kHLSRg9QjHOP5n8a7suAPWuftFTTo4VhXEcShAo/ugYxT9a1y2sdAu78SMEiQltoyy8elS3dk2PL/jDr0NzLb6VDICd4MuD0H/6/wCVeieG/DyaJp2n2m5ZEtI/lI7yHOW/U14Lo2iXfivxVbGSWOdbqQvKyPyoBGQR1HGPb8q+k7KxjsbSK2gG2ONQoFXPRJDLOfSnquaaq5pxOOB+JrMRS1W7ew06e6S3muGiXIihXc7H2HevPtG8aEzy7Lo3cKfNLaspEsfqVzz/AMBOR9K9OwCM/pWJrfhjT9cVXnQxXcfMN3FxJGfr3HseKC4SS0aMTU1iN7HfW7q8F0gkR16MfX+VSwS7056/WsWxS9sL670PUMecM3Vuy/cf+/s9Aw+bHYhvatGCTB69aykrM7YO8S9mkNKDkDBoqBjaMU4ikxmkMaaSnEU08UARMRzUWB2qUiomoKQ0j3phFPprHnAoGMoVS7BVGWPAFB6VbsTDaut1dEpH/C5U7Qfc9vxqkrilKyuc/wDEcJb+FLfSIyDeX1wioueTg5P4dK7bwtpH9h+G7LT85MMYDEdyeT+pryPX799b+LFlDA3nRwSqibTkcckjFe6wDERZuPaui1kkcFRksSkc8VFeX9pp0MDXcqxiZ9qk+tKGZ22rkk1xHxWvBa6XAvGYo5JeT7AChK5n1H+NI9J8ZaHe2NhqMUt5ajc0UbBnXkHlfTI/WuU+CkhtNVv7Rpo5BLGkgCE8HkEEEAg9K8nt5J7eKGWB2SfeCjqxVgSfUV6lo+iaP9tt72xvLnStWjlEgkkk3wy88qe655HpWrVlYD3TNLUVszSW6M+N5UbsetT7KyIOH8dxGC50bVBwkE7W8x9FlGAT7bgv50eDLkwarrGmucK7rew+4cbXH4Muf+BV0XiTT49Q8N6layjIktpMZ7EKSD+BANcHpUr/AG3wrqPSed0hkI6sskR3A+2QD+FLqax1g0em00g1OEGKQrTMjzj4reFjrnh77ZDkXNlmQDH3lxyP8+lQfCTxHDqXh1dLI23NgAOv3k6A/piuv8YzC28I6pMf4LdiPwFeRfBC2Z9f1G5yQscAT65P/wBYVa1iUjvLKwj0bXNStoIzHDLcmdFOMfOqk49t26t2JvnAqrraldbhbsYhj8GP+NWIsiRahl9C3c8WE/8A1zP8q8I8FyLH8XABwGupl/mf6V7vd/8AIPnP+wa8D8BjzPirAWPS4lI9+GqobMR7TcnbcMPelj+61Nuz/pDcd6dH3HtWYyaHB2k+laVuelZdqclv9liDWpAaEJjNWUG1Qkd6z7fhcYrWv0D2bD0OazIAeQe9MlF1F+Winp05ooAoaTKJtNtnByDGp4+laKEGsTwpk+G7JmOS0eenua2sYGRQIimO91hB+8cn6CrXQVWgG+Z5f+Aj+tWT0pgebfGK9k/4R+00qA/vb2cZH+wnJ/UrVn4b6SLDSSSOThc/Ss3xeRqHieaVuUtEFvHn+8fmY/qPyrtfDdt9m0eBMYJXJHvVN2jYu1kbVY3inXE8PeH7rUWG6RF2wp/fkPCj862K818a3p1fxVb6QvzWumqLmbHeZvuD8Bz+NSgSu7HJvFcWOixWsW6XU76Tygc8vNJ1P4Z617Fomkw6HotpptuP3cEYXP8AePUn8Tk1wngyw/tnxbc6o4zaaXmC39GmYfMfwHH416btptjk7uxGRUTLzVgionIVWZjgAZJqSTzX4s62NP0JbGNwJbk8jPQf5z+lYXwb0Hfc3WsSpnYPKiJ9e5Fct4/1d/EHi6RITuRG8qMe/wDn+Ve5eD9GXRPDNnZhcOE3OcYJJ9a1fuwt3A07gfLisi9sor22ltp0EkMqlHQ9CDW3KtVTHyTWQ0c54M8K6V4S1G4uftLN54WJHnwCmT93PfJIr0QcdsgV5F8Sbtha6bpSHm7uPMkx12R8n9SPyrpfA2tX8+jzvdSGeGK4MUJb721VGee/zZ/Kqd7XYmjuGYKOOtRQTw3EQeGRJUP8aNkGsLxHI2teHLuxsLwWlzMuzeRyB1I69xx+NeGeFPFGpeB/EjW1yXFsJPLuYGPC/wC0P5+4pqN1oI+lSO6/lRwRkU2yuob20juYGDRyKGUipmQDkVAGB4h0c6lbxSwMI761kE1tIR0Yfwn/AGW6H/61YDBS4kRCiv8AMEbgoc8qfcEEfhXdMu4dK5jXo/KmikAxuzmpktDooT1sVo2yvqafVSNsEc9elW06VkdLF+tN6U7FB/lSENNRvntUjVGaRSI6YwqUio2xQMjI4wDTCOKeT6VNbWclzyowvqaaVwbSV2VolEkqqWVQT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END:VCARD
