Sammelband "Ästhetik des Zufalls" erschienen
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kfTeOdYstD7VNI1W34c4o1fUGshHZy6bJzWjxtzAry9M7gnOPvTXNji5Y2rSNJOpHzrSDJq3Yl2nvplldR99rnex2gQmSJTJExXlXxG+QPI10Oo5YW/BircJUZ9RBXs07E1YEMNWiBB2we8NEftMn3Dl8kTse0SJuJIO0nhnhom34kjlt725RTltRt+4Qd2D4Yxy4Hjj8M1ji+BwnLguXxKSXJ5KP8A/Zr1jzGq2YUAFABQAUAFABQAUAFABQAUAQSRXZlHUUrKcWlZOmSJ2CKWJAAGdzigaVukdP2gcIzcGapZ2VzdxXRubKK9V0QoFV87EEncYNZYsvcVmmXHoaRp9E1nUNEvRe6NfT2V2qlBNbvysAeoz78VcoqapkxlKD2MNtqN1Bqaahb3ciX6S9+twj/ZBJnPPnzzvmhxTVeA1ST1HS2faVxnZTzTwcT6osk28hebnDHGM4YEZwBvis3gxvwWs87NJNxPqx1wa5LrF2dXDBhemcmUHGPa8sbY6Y2qtEFHTWwlLI5X5Ll12gcSXst5LccRajK95CLa4Pe7SxDmwjADHL6zbf2jUrFjXCLcsvk1p4gv/qINGOo3H1KEnfC05j3Qf8Ll86vTHVq8k/8Ak06fBvNL4+4u0/So9L0ziHVIbHASOGOU+qPBUOOZR7gal4cbepoFlyL4UXbMdoPBdpcX9tFxHo1rc4aacwyRo58CxYYzv1O+9S+zkdbMpd2G5orjibXLmGyiuNWvZY7Gbv7ZXlJEMmc86+RySc1axRV0uTN5ZPZssWGvcT3fEx1TT7/VZ9flXlNxblnndcAY9UZIwAPmFJwgo01sOM5uVrko3lnq13rlzb3Vrezau0rGaEwsZjITluZQM5332qk4qNrgTjKUt1uVL+zudPvJbS/t5ra6iPLJDMhR0OM4IO42Iqk1JWiHFxdMwUxEJJFjxzZ38hRdFRi5cEPSE9/0UrH25DWdCQBzZPuosO2zLTICgAoAKAIStyRk+PhSZUVboqQsUlGfgalG0lqiXqs5z7JwCY+GexHiHjDTLSzuteW/WyEtzAJhbw+pnCnpnmOfiPKuLN8eVQb2O3ClHHqXJ9Nm03T9c7bbG51iC3L2nCcV7DC8PNGsvORnu/EKGJC/DxFc+pxw0vc2pOdv2OI4g4i4J1CXg3UNR1C24m1Oz1Erfy2ekPbekW5VmAaPlwxRuQ8u5Iztua1hDIlJLZV7ktxteSHbKZeJODbjiHQuIdJ1nhiDUFURxacttcWZYYWPnwCyjmXOcHod6fT1CemSp/eTmTcLR8p4B4jThPim01p9Oi1FrYPyQSvyLzMpUMTg9Mnwrryw7kdN0cmKag7aPT/Y72hXvaLql1GeFdNsdMtEBmuRJzkufZRQUAz1J8gPeK83PhWJfNbO/FPub0fGO16GXtQ7Y5NN4Js4Z2tLc2qkSJGkvdEmR8nAwC2B54zXRh/8OPVPyRL45OK8HC2nAutycaTcJ21tFca5FK8TRpKoXKrzNhmwMAV0LLHRrfBzzxyc9KPpfYVwPqFp21G11O1gkbQMyXYEgZY5GjPdkfhYYjp0O9YdTmTxWvJphxOM9/B1Xb7p/aTqGp6jZwc0/C19cQwWdlbsjSSsFDY5QOf2gzHJxhcnYVl00sKSb5RpmWR7Lg4CPsD4+ew9JOn2avjIt2vE7w+78HP/ADV0esx3Rh6WVGw/ky29xYdsEtpdxSQXEVncxTROMMjKUypHmCKnrGnitFdPFxm0zqOCGK/ysdfCnAZrsH3+oh/0rLJ/pkax+1Z8+7W9H1DX+3TiDTNGtJLu+nulEcUfU/YUJJJ2AA3JOwrfBNQwqUjDNBzyUi5e9gHHlrYm4W0sLlgMmCG7Bk/8wCn6aF1mNsH0sj5SylHZWGCpII94rq5OZqnRQuABM2PjUvk6IPYtxgCNQNtqpGEnbJUCCgAoAKAMMvrzIngNzSe7NI7RbMN0uJM/hb0mXjdosxNzxqfppoxkqdHT8H8b8Q8HNcnh7UWtUuQBNG0ayI+OhKsCMjzqMmGGT5kXDLKGyMl3x/xTd8RWWvT6xO2sWcfcw3SqisEyTykAAMPWOQQc5pLBBRca2G8071FvUO07i6+1GwvZdVEc9hI01t3FtFGqOwKs3KFwSQSCTnqaldPjSaobzzbsrcVcf8R8UWEdjq98jWSSd93EFvHAjSfhsEA5j8aqGCEHaQp5pTVM57TLG51TUbWwsIWmu7mRYYY16s7HAFaSkoq2RGLk6R6g48vbbsY7ILThrRplOvairI06bNzEDvp/djIVfL1fKvMxJ9Rl1S4R6E5LDCkfLv5L4x2uWoxj+YXP+CV0db9mY9Lu2dTwl/3utQ/4u7/+3NZS/wBMaL7YucMzSp/K61SNJHWOSacOqsQHxbAjI8cHfeia/wDTIE6zM0nGUPEusfylLuw4av5Yb6C7Sa3aWVjFbhYELOVORjBIIxvnHjVw0R6e5IiTm8tJn1HgjQ10XtLCav2l3etcRNBJ3+lN6qEFQfY5iF5diBtXNklqhtCl7m8VUt2crwfj/wBLPiTlAA7qb6e7hrWf+mRnH7VlLgr/AL2eu/793/8ATSnk/wBMgj9qzFBxbpfB38pzie91w93Z3A9FNxyFu4ZkhIYgb49XBI86fblk6dKItajldnTa/wAAQcb6rqnEPZ92iTm8ucmWBLvvYhzLjk9RgUUjIwQcVlHL20o5IGkoa94s8s39nPp19cWV3GYrm2kaGWM/espKkfSK9SLTVo86SadM1dz9ub4Ck+TXH8pcT2F+FUjF8joEFABQAE4BJ6CgOTDbjm55D1Y1KNMm1RC6Xmiz5b02LG6ZC0b2l+cUkVlXks1RkFABQAUAd/2JcVaJwZxmdY4htrm4ijtnS39HjDtHKxUc2CR97zDPvrn6nHLJDTE3wTjCVs+pcTdpnZDxPqf1Q1/hzWL675BGJJYvZUZwoAlAA3J2865YYM8FUWdDzYpcnz+37QuGeF+1vT+IOEdClteH4rc20tt7MsnODzuMsRkHlwM4PL4ZrWWGc8emb3FDJBS+Hg79e03sr0/jI8X6Zpmr3Gt3jgTOyFEgDAK7hWbHNy+C5zv0zWKwZpQ0PguWTHGV+Ti9P7RdCtu3qbjQW2oJpMhkJj5VaUs0Pd5C5AAJAOM7Vu8Enh7fkx70e5qFb9qFjYdut7xna2t1LpV0e7eFgqzd2Y0UkDOMgoDjO/mM0307eFY3yJZksjl4O4n7Sey/SeMZ+MtJtdYvdeu8JJEFaOOMMFV3w2Bzco6DOSPDOawWDNKPbfBs8uNPV5OSbtM0LTO3q54v0u0u5tHnQxT9BJJzIFaRFOMbqvqk74PTOK17Enh0Pkz70VktcGW/7ROFdK7aLPjLh2HUbi1uEkGpRSpyNzOvLzRgnyAODtkdd6SwZJYnjl+A3mhGepGbX+MuzC/7RbrXbzSNU1az1O2Md3HLGFEMvqgSIpYHPKuNiMdRnOxHFmUNKdUEsmLVbNtw9x52Wdnhv9T4LtdZvdVuoe6EU/OFUZ5gpZ+gyBk+sdqiWHNlpTKWXHjXwnwPVr+fVdVvNQvGDXN3M88pGw5mYsce7eu+MdKSRxTlqbZp7n7c3wFD5NcfylxPYX4VSMXyOgQUAFAGG5bCco6ttSZeNW7EIpAABJgeVKmNzi/AGKQ7GXanTDXH2MCkxyjPgd6ng1fxI67TNBiuodMMtwyPqPpAidQCkRi/GfHqcY5VIO/Solkab+go4U0r8lqy4OupWuY55YBKIvsAjkyrTc0IKMcYAAnTPxGM70nmS4COD3K0fCWpSyQrEbVxMQI2EuzZ7rzH/v4+vv8AKq70SexIacIak4Tle0Pecpi+zfbAyK+V28FYEg4OAdjil3oj7EineaDdWtjFd95bTQyMir3MvMTzmQIemMExP4+G/WqWRN0TLC0rL93wncwwWrrNbqzkwymWUIonEsiGNSQOgTJzt1wTUrMingZSfh8CC8N4ZkuLPULeyeNF8JDICdxkEd3tkb5pSycV5LxY+UyacK3scHOstqY+VpftuSqBY3JOB4JKjHGcDm8qccqFkwtu0WrbhG+Nwgu2gihWVIpiJPWQs0Q5AMbtiZCPDfrsaHmXgSwO9wuOEL0X/cQTWjRyzmG3d5uXvd/DbqBjPz4zQsyq2J4HdIx23C10y2dxNJbiwuHiVZkl9sOxAVMjdsKxx4YwcHan3VwuQWFrdlm54RlW1uTbzxy3CTsIlEm00IQtldvbHKcg46HGdsys2+45YKWxUk4Uv42kEktmgQnLNNgBQkbl+mygSx7nxbpsarvInsMparo1zplvbzXDQsk2y92/Ng8iSAHb8GRD49fdVRmpbImeNxVs1tWZhQBSuftzfAVL5N8fylxPYX4VSMXyOgQUAFAFcHvLr+ytTyzX5YFiqMgoAqXS4cN51LNsb2o6PStK1a50RJbNnFtMH51M6orkErgLzZJIUjBG/TcVnrje5bhJfKWrRNRltdLkt9TvWl1S4kRoklKktHyAHJYBiQwxnGOUb9KG427XAlGVLcyjS+I4niiS7YGTuygXUFUE92rjGWHsqVz+DtRrxvwLRkWxYsk4nbSo4ra7AtpMNEwulBcmWNAFOeobu8eIHQgZpN47KSyJGov7PVl05Li+mZrWZ0VA9yG52KiQYXOTgS5zjbnPmatSg3SM3Cdbmwl0ziiT0nvZ7mRkJWRWveZmMZlyoHNliDFKcf2T57zqxorRkZWn06e11bSrebU7mGfVF5ZnhbnKyGdouViGHNgrk75BqXJNNpcG2OLT3fJZl0K/ksIm029ubxEmmt5ElkEZj5CseQOY+pykAnoAADtRDJHyicuOXKZgj0nX2jBSZhGqA83pihFjHMytnmwE+xMQenqbeFVrxmejIzFqy63pVqJ5ry6jicoyZuhzMcZDBQxyAWb1vDJ6E004Pah6Z++xq4NRvkhVUvLhFKqpVZWAwDkDAPgdxV6V7GTk06TJ/VK+2/ntzsQw+yt1ByD18DRpXsLXL3H9VNQ71ZfT7vvFyVfvmyMrynBz4rt8NqNMfYNcvcwzXVxOirPPLIq7qHcsBsBtn3AD4ADwppJCcm+TDTEFAFK5+3N8BUvk3x/KXE9hfgKpGL5HQIxTOVKKpwxP6qTZcI3bZlpkFWJZYySEzn31KtG0nGXksqSVBYYPlVGL52HQBWmEsgA7vAHvqXbNYuMfJds9U1azgSG3up0gQkrGG2ByTkfOT9NToV3RbyJqrLNlrGpWtvDFb3U0EcJZo0Uj1CxBJHlnlXPwFNwT5Rnra2TMn1c1PlQenTkIQVy2eXCBBj/lAX4AeVHbj7C7kvcBrmqLHFGL+4CRKqRrzbKAVIA+BjQ/8op6I+wdyRivdTvb5FS8upZkVuYK52B5QuR5bKo+AHlQopcCc5PkzXHEGryczPf3UjNnPr7nIYH6RI/57edLtxXgpZJPllG+1XVb6+gvLm5ne5gIMUjNlkIbmyD58xJ+JzS0Kqo1WRLezJa63rNscxXdyp5zJs2PWLBifnYAn4UtC9geS97H9WtUEfdiafkwy8vNtghgRjyw77dBzHHU09K9idX+4r32o6lqEUcN5cTSwocqjnIXYDb5gPooUEnaRXcSVWKtDmCgAoAKACgCEhcewoPxNJ2UkvLKzRSsxYruffSpmqnFKjInfqoHKCB5mjch6G7JFp/wFHz09wqHuQijfvg8nxzSocpR00izVGR9P+tdD+WJMefow/eoN+0h/Wsi/LD/AKMP3qKF2kB7LIgP+2JP0YfvUUPtII+yyKT2dYkP/hh+9QHaM47JFP8A7Xk/Rh+9SsOyS+tAPytJ+jD96lqDsh9aH/4tJ+jD96jUg7IfWhH5Wl/Rh+9RqDsh9aEflaT9GH71GoOyI9kSjrq8g/8ADD96jUg7IfWh2yNWk9382/8A2o1D7P1AdkSk4+q8mf8Ahh+9RqQdkf1oR+VpP0YfvUakLs/UPrQj8rSfow/eo1B2Q+tCPyvJ+jD96jUHZE3ZEAP+15P0YfvU7DsmB+yqNTvrEn6MP3qYdpEfrWxfliT9GH71AdpD+tZF+WJP0YfvUULtIPrWR/lh/wBGH71FB2kRPZdCDg6xJn/hR+9QPtIkOyyIkf8AriT9GH71FB2kcZeaCtvdzwC5Ld1Iyc3IBnBxnrXbHo9ST1HmT6rTJxrgw/Uhfx5/M/jT9Ev5v7C9W3/D/cPqOv49vzP40ei/3f2F6z/b/c+/qwA5W2PSuE9onTEFAF7R4Q91yno24rKbotbn0zSeFormyinMoXmB9Xkzjf4158+ocZUbKGxc+SEX49fzP41Hqn7D0AeEIvx6/wDT/jR6p+waA+SEWPt6/wDT/jR6p+waB/JCL8ev5n8aPVP2DQJuD4iMd+v5n8aPVP2HoH8kIvxy/mfxo9U/YWgQ4PiyT3y7/wBj+NHqn7BoH8kIvx6/9P8AjR6p+waBfJCL8cv/AE/40eqfsGgPkhF+PX8z+NHqn7BoKup8LRW9lLN3obkGccmM/rq4dQ3KhOGx821iARTEDzr0YO0YSNX41p5JHQAUAQf7Ynz0mMnTEVX02xdiz2VqzE5JMSkk/RV65e7IeKD3cUclxdw7c3V/A+lWUQhEeG5CqDmyfDbwxXThzqK+NnF1PTSlK8a2o0vyU1n+pj/qp+2uj1OP3OT0Wb2LjccX7KR6NaZ8uVv21l6WFcs39dkvdIkON9QAANvaZ+Dftp+jj7sn94T9kP5cah/VrT6G/bR6OHuw/eE/ZHQcM8W301zGTBajDeAb9tc3UdNGK2Ozpuplke6PS/CMrXXDFo8oAZ1YHlJH3xG3jXznURrI0etjeyZxzapfr2dzyD6qG4EjkX3fDbE5Ub83NjG2MftryO5LsXv9/wCP3n1a6bC/2io/DVL4a/237Vzvyd1r0eOHr5UkmjKW7lXjlZXUhSQQ3XO3WvUxbTR8rN2mzj7TU7yRLPRNbup01aCW3ljuYXMQv7cuoL7eO/K6+BwRsRXZLHFXkxr4Xe3s/wBcGKk/llz+Z2HEjvHw/qMkUjxyR27ujo2CrBSQc15edtY5NexWdtY5NexR0W4l+rFxBK86I1vHJHDO3MT1DOrZO26jGeu+Bms8UnrcX7LZ/mZ4pPW0/Zc/mWOJ1vjYxNpqtK6TI8sCSCN5ox7SKx6HoeozjGRmuk6SfDNzb3elCS1luXTvHUpc57yJgxzG2d/VO2+dsbmgDntWvn4e4ymlu57iXTtRsHaGJ5mKx3EW7IgzgF1YEe9DjrWbemRjJ6JW+GdJw5Yzafo1tBdzyz3QXmmkllMhLncgE+AOw9wq4qluaQVLcrX8r2+os92ZhaO0YjmibaJs7q48ifHfrg4rKTalvwYzbjO5cbfh95l4rma34evZUALKgIB6dRXXgV5EjabpHmni3i2+t7pwsFqd/EN+2vpMHTRa5PJ6nqZY+Ecx8uNQ5vua0/Nb9tdPpIXyzk9fOuEP5cah/VrT6G/bR6OHuxfvCfsg+XGof1a0+hv20ejh7sP3hP2RjfjjUO8X+bWm3X1W/bUvpYXyy112Rq6RL5c6gSALa0/Nf9tP0sPDYvXZEraRL5cah/VrT6G/bVejh7sn94T9kJuN9R2xbWm3ub9tJ9HH3Y1+0J+yD5c3/wDVrT81v20ekh7sPX5PZHK12HnBQMKAOs4M+60+NcXU8HpdEesuCF5uErJQSuVYZHUesa+V6r7Rnv4tkh/Jmw+oTaKZrn0R2LlTN65BbmI5uuOY5rh7EdHbvY9H95ZfULqaWr7vpXH3bGzv7OO60uazuJZBFJGY3kD8rcpGDv4EjxrojLttS9jhktbr3KE2kaXcRaULlhM9hKslrM8gLq6jHteOQcEeNNdVVtNfFsJ4W9muDZahaR31lLazFxFKpR+RsEqeozWc4KcXF+SZwU4uL8mO006C2nM4LyT8gj7yRuYhBvyjyH+NTHGou/JMcai78mK8Sz1Ju6F0BPav3mYZgHiYAjfHuJBB2q1JPZM3linFKTTSfH1JWSWOnBLSGWNJJWaUK8gLysTlm33JJzRqV1YLHNxcknSI6rpljqr2npqLI1ncLdRDmxyyKDg/rNQ5Qbq90ZuKdWbBGVlyrAjzBzVRlGSuLtDNZjTLrUZ4Fu4pLgESTWyzA7jGCyZyPD9VDxp7szcItmDjT+i2of3Y/wARXR0/2iHP5WeTONvut/jX1fTcHhdachXaeWFAwoAKBBQAUDCgQUAR5vXA8P8AWpvei9Pw2M7sNzQ+RLZDqhHV8GfdifGuLqOD0+jPWnAv9FLD4N/mNfK9T9qz3cfymtvbt01i31oACxSf0Npe8HL3THlJx/eAHPkK8ic2sizeLr8OPzOSU2prL4uvw/7OufHdnmxjG+a73wd65OT4YmjSPTo75IxzwL6FIPYO3rKPJ/8AEdPGvE/Z84pY45Vylpfj6r/3fmuPJ6/Xwk3kljfD+Jefo/u/J8+Drq9w8cKAOH4gtWh4ra1iQiHiG2FvMU2IaI+sxPgTE7DPmorlyRrJX83+P+D3ekyKXSdxvfC7X/y4X/2S/qzLwMs1y4F8C1xo6NpnMV9pg27g+9BEfnNPBb+b+Hb9f2J/arjD7PjLU/wrj8G5HSX68k0MiMEd27lj5qf9RXH18O3khlg6cnpf1T/yvB48eKLsaKiKqABQMADwr0scI44qMVSRBwthqVhp/aJxjPeXVvAsVjYtIzuAQAJic+PlWzXwozTSkzf8YuJOE751zhogRkYPUeFadP8Aaoc/lPJ3GwzdP8a+p6fg8PrDjgByZ/XXWuDzm/ioYzgZqlwS6vYdMRFj6wB6VDe+5cVtsMDBJHjVJVwS3fI6YiEg25vLrUTXkuD3okccufDFN8EpO6Ew9TPj1pNbWUn8VDXfJ86a33Jkq2HVCOr4O+6k+NcXU8HpdEes+B/6J2ORkcrbefrGvlOq+0ke9j+UurJYtp7MLdfRlYgp3I6g4Pq/GvLXV4ZYHlS+FOuPN1x95s+mqXbpf4LF/cRWenTXE0bGGKMuyquTygb7eO3hXW2tFtbDw45ZMixw5bpGuOqWI0qwultZmtrp07lVgyQW9klfvc5G/v3xWf8A49C+Hb7jp9Nl7s8bktUbvf2538mxkvY476G1YP3sqlk9XYgdd/nH010VtZ5rypTWN8sg2pQdyJYy0qGUw/Y1z64OMfSKelieeFalvvX4mHVtSjsbi0ja0ubmebn7sQRhioUZJJJGBuB89OGPXbtKjbU1sY+HtZtdaiupbKKaNYZ2gcyRhQ0i7NggkNg7EjbII8KeTE8TSfncFLUPS9ZstXu9QtYQ4utPlEM8UsfKyEjmUjzBHQj3+Vc7UMmzV0KMrtIloWt2mtxXMth3rQwTvbmRk5VdkOG5c9QCOvTyqoyUuBRkpcGpN3DeLfXsWk27wWsvLKZoR3pZSe9wMHJGFxvvv7q30VSb5/SN3iSaT5f6RZ4pnF1wbdzqjoskIcK4wQCR1FVgVZUjHKqTR5S41+65PjX1PTcHgdaccoBUV2JKjzpN2NSSN6I8CkknsOqEIgHIIpbPYatboSjlYqOmKlbOipO1ZKrIDqMGkHBBPwT96aiPsaS/m9ydaGYAYGBSSrYG7dhTA6vg0fztPjXF1PB6XRHrTgX+ilh8G/zGvleq+1Z72P5S2tvIupyIFPozsJyfDnGxH04PzV4cennHqpRS+BtS/HivxdM7XkTxJ/xLb8P1sWdVt2u9MurZCA00TxgnoCVI/wBa9OSuLRlgyLFljN+Gn/RnM6LPcXGj6Hpz2F3Bd23ci5EsTKsXdAZIfHK2Soxyk5zmsINuMY1uqv8AA9TqoQhmzZ1NOMtWmmrer6cqr3ujea9BM0VtcWac9zbygqB4hvVb9TZ+auyDXDPnOqhJpTgt0/z2ZXsdPktdVeFUPoQ5bhG8O85eQj9XN89OUrjfkzxYXjy6f4efxqv+Srx1daitnb2GkxXaS3zmKW9giMnokWPXfABPORso8zk7CtOnjC3Kfjx7/rydkr4Rb4Za3htDp2nadc2Wn2KJDCZojGH235Q25xtlj1JNRmtvXJ22NeyOOk03VZ9Ya+0qC4ga9ubnTrwyxtGRbs3NHOM4zy8rAf3lclO7RlTu0b/s9gktrXWIHtJ7aManO8CyxMgaIkchXPhj/CqxqrKx7WK39KsY9asHsbqSW4uZpLd40zHIsu4JbouCTnOOm2a63UqlfB2OpaZXx/gv8VxdzwddxZzyQqufPBAowO8qZy5HabPKHGwzdvnzr6np+DwetOQAHlXbSPN1MKYgoACAdz1pNWNNoBt0oSoTdhTAKADG5PnSoLESQMkfrpWUop7WCnmAOMU073FJU6GTgZxmhuhJWdVwUQ1zGR51x9Q7R6fSKnR614F/opYfBv8AMa+V6n7Vnu4/lNnJcSoyL3SFnYhV5t8eZ28q5yrNbxfrM+g6dFexW0U8HpEUU7SSlO6V3Cc+wOQCwJHlW+DEsstLYpOkVLziuGK916zghDXOl2y3ADvyrPkHKggHGCAp67sKqPTtqMm9pOvuDVyT4l17UNC0K11GXSxdP3kaXNtbylpFDEA936v2QjPTbONt658jUX8O6FKTirMtrrxv9S0n6lra3Wk6hbPcpdrMc4Xl6Ly4OeceIxg5qbDVbVcG7uZREikgbsFyegz51RTdEo+Yr66gNnwoGabWdXltdUt9Ns44DdzwyTx+kSciychA5F82OfmG+9aRha1M6MWFSg8kuE0tvr5NzAzPCjOnI5UErnPKfLNZmDVPYqXNxPEftcZZ35I05jlvf7vE1zzyTj45exaimUuNM/JbUPPux/iK7um+0iYz+VnkzjX7rk+NfV9NweD1pyFdp5gUAJiVGQBUydDik9gJwMmn4CrdDG4BFCdoTVOhKSRk4pJtjkknSHTYkFAED67cv3o61L+J0aL4FfknVmYm9lvhSfA48o6ngr1b9V8CciuHqNrR6fSO1Z624EOeFLDHk3+Y18v1P2rPch8pskS4EsspRDK3qqefZV8B0+c1zlENf02PWNDv9Nn9i6geEny5lIz83WtMc3jmprwDVqjmF4Runbhq4uJ4Wu7bnGpsB6twHxI4H/zkQjPhmun1MVrSWz4+nj8idPBuuLba/ubWyXTLeGZ47yGeQSy92AiOGONjknGBXE9xyTfBrtI4Vk0fjCW+sJlXRp4pZDZn/YXLshdo/JH5SSvg249o0lGmJQqVo6qYMVAVVYffK3iKosVrEYouU9MkgZzgeVAkaPirTLjVY3tWsrS7s5Ijy965R4Zs7ODgnoeowRj37aY5KO9nX0+WOJ6raf5r2Nzp0Eltp9tBPO1xNFEqPM2xkYAAsfid6iTt2jnnJSk5JUmYe5uBdSzlY3fHLHlyAq/R1J61y6J63Ok34+79clXGkijxiGHCl8HILd0MkeeRXf0t9yNmOThnk3jX7rf419V03B4PWnIV3HmBQAEZBHnSasE6dkVOVUfTUp2ki5Km2Jdgy/RQtrQPdqROrICgAFJDZFfVXAU/qpLZcFS+J3Y1zvkYoV+SXXgHyVIAzmiXGwRq7Z1XCClrqMjYhq4+p3R6XRbHrbgUY4UsAPwW/wAxr5bqftWe7j+U5LVZuIxxNY6HpnEdzJqc8rXl3i3gMFjZd4cAgx8xdhhEy25DN0XFYFnacXTXFtwtq1xZXD21zDayyxyoqsVZVLDZgQeniKAOZiu9XueBeE70azcxXt21k1zMsMJMom5edcFMLjmOMDbAzmgDpeMJrm24U1e5sbhra6gtJZopVVWKsqlhswIIyPEdKAOY7NNaudZ9Hlm1y6v2fTLe5uLe4slhEcsm/NGwRMrswx63Qb0Ab7jvV20bhyeWC6t7S9uCtrazXBAjSaQ8qs2dsLux9ymgBdnmvjifgzStVYqZ5oQs4UghZlPLINvJ1agDX63fajD2ncOafBqE0enXdldzz2wjjKu0RiC+sVLD7ac4PgOm+QDsvCgDi9Avb+btN4osbjUJ5dPs7WzlgtmVOVGl73n3C8x+1jGScZNAG540/ovqH92P8RW3T/aoifys8mca/db/ABr6vpuDwutOQrtPMCgAoAQXBY+dSlTG3aSDHrBqK3sNW1DqhBQAUgCmAUAFAHV8G/dafGuLqeD0uiPWnAv9FLD4N/mNfK9T9qz3sfynJW/Dk1jf6xbw8YNHf6rdD0qX0NDcF2jJSNXz6oWNTyjHqgE9az7cq1VsVa4PosttFNaPbTJ3kDoY2ViTzKRgg/NUDOT4e4Km0tNOs7nW7q+0nSypsbWWJFZOUFYw8g3k5AcDYdATkigDoeItOfV9CvtOjuDbG6haAyhA5QMMEgHbOCaAI8M6W+i6DYabJcm6NpCsCzNGELKowuQNs4AoAr6pocmocQaXqL30i29jzkWfdqUkZlKliTvkA4GOmT50AYOFeGjw9d6u8V/LNbahdve+jtGqrBI59bkI3wcA4Od8nxoAr6/wvdalxRYa3aaxJZz2NvLbxRi3SRCJCpcnO5PqJjpjB86AN7o1lJp+mQW013PeTIDz3E2OeRiSSTjYbnoNgMCgDm7rg25fXtZ1S01+9tJdVijglWKGL7HHGGC8hIyG9dt9+o8qANpxggj4TvkUkhYgBk5OxHjW3T/aoifys8m8an+dvuOtfVdNweF1pyNdx5gbedIKCmAuYA4JGaVoel8hzDOMii0Gl+w6ZIgQTgEZpWh0x0wCkgCmAUCOo4OIGoJzdPCuHqT1ei42PWvBCK3CNkjKCjKwIPQgsa+W6n7VnuQ+U5jRre1PZXqMcvQS3itlzzK6zuqjOcgjCgfAV05HL1Ka+n5IiKWhn0SGJIoUiiULGgCqo6ADYCvPe/JsV9OCrFJjb7K4/wDMcV5n7LjGGKVfzS//AE0i58meaFJlUSDKghsedemQUtJgTuRLghw8i5z1HMdv1CgSNJ2jwRT6fpIlQOPqtZr8zTKGHwIJBHjWeThfeZ5kml96OpSSNneNHUsmAyg7rnpkeFaGprLONBr+pbDJjiOPjzZ+nH6q83BGPrMv3R/vd/kdWRvsQ+9/4LGjRpHYjuwApdyMePrHH6sVv0UYxxfD7v8ANmfUNue/0/I+a68sUev63GFe0aXWbJE1FThbNjFGxJ3zhzlfwSZN69zG24R87Pb33f5f4MjveNP6Lah/d/8A5CuTp/tEZz+Vnkrjba+f3mvqumPD63g5E9c+HSuzyeauKGRuKfknwFMBbLk/OaXG495bEUBJ528enuFTFXuypOvhROrIIP7XMPvcVnLmzSHFe5MnbI8elW3sQlvTChiQUAFMDqeDmU3ahvAiuLqN0el0ex604Cx8k7DB2w3+Y18r1P2rPex/KWBw1pI1F70WgE0koncCRhG8gx65jzylth6xGdhU9+enTf6+/kehXZuNsViUYEtYUIKrjB5huevnXLj6HBjacY8O+Xz788lOTZnOCMV1kmK3git0KQryqTnGSd6AKmsaPYazFFHqUAnjicSopZgA46NsRuPA+FJxUuSZQUuTJpumWemJKtlEI+9fvJCWLM7YAySSSdgB81CSQRio8E7qxtrqRZJo8yKOUMCVOPLI6j3Vhl6XFmkpTW/9Pw28fQ2hlnBVF7GdFVEVEAVVGABsAK3UVFUuCG23bNX8ntJJ1DnsoXF+MXQky4m/3gTg+Va96e2/HAirxbFHbcH3kUWRHHCqKCxOACANzuavp3eVMifys8ncbMDdOQQcHNfU9PweH1e7OSxtiu2tjzL3sF6ZpIJbOh1QjGSGfBI5R+us203Rqk4q/LJFhsAQSarUvBCg/JKqJIgguwyPCpTtspppJiQEHB6LUxXv4HNrleSdXRAUwCgDY6Xd+jTK/wCusMkFI6cGbQztrPjF4YQiuQB5GuOXS2ejHq0Z/ltJ+Mb841PpCvVxD5bSfjG/Oo9KHq4h8tpPwz+caPSh6uIfLaQf7RvzqPSh6tD+W0n4xvzjR6UPVxD5bSfjG/ONHpA9XEDxtJ+Mb840elD1cQ+W8n4w/nUekD1aA8bSfjG/ONHpA9Wg+W0n4xvzjR6UPVxMF3xlJJEymQkHbHNVR6WmTLq1RxWrXpu5WYnrXbjhpPOz5dbNZWxzBQAUAFABQAUAFABQBHn+ycvhj9dRq+Ki9Pw6iVWQFAESzCQKCNxmobd0WktOonzHzqqIthzN50UFsGdgpwaTRUXvuJHdlBJ60o7q2OezpEuZvOqoixczedDQJhzHzNKh2HM3iaEgbE7NynDb0NbbDi99wVyUBLHpQuLCV6qBJGZcknPSlHdDn8LBGYgksSM7URQpPwhSFgMg/NTla3QQp7MFIYZFNO0KS0umC5ycnIG3SkrscqpUOqJCkAUAFMBMcAnypN0rHFW6FvgEE5pb1Y9rpog/MEB5TkHOah3XBpGtVXyZQcgEeNaLcxarYKYED9vX/dNZv5kWvkZOtCAoATeyfhSfA48oUX2tfhSh8qHk+ZkqokKAClyHAUwCgDGvinv/AFVmv5TWX84yeV294yPjQ3pbElqivoTAwAPKrSozbt2Jug+IpSHEi3qNzL08RSe26Li9S0skmDzEdM/6U1vZMlVJjqiQpAFABTAPjSYL6ECCm6nI8jUtOPBomp7Pkmd1I2zVPgzTpkY1KrgkHFKKaVFTkpO0SqiSJVi4Ycuwxiop3ZaktOkeDzAnGB4CnTvcVqqQ6okTAkEDG/nSfA00nbEoZVABXb3VKTSoqUoydjUYUDrVJUiZO3Y6BBQAUAFMBYHMW8SMUq3seragIBIJ8KGrBSaTQ6YhMM+OKlqxxdeB0xCUBQceNCVDlLVyOmIKQBQAUwERkEUmrBOnYYzsTkfClV8j1VukAIPQ5ppp8A01yOmIKAAHypWFNBn30WFMKYCJAGTSbS5Gk3wHMPP6aWpBpY6oQEhVJPhSbpWCVuhc39lvopaitP1BWDDIzihO+BSi4umOqERDAtgA5HXapUrdFODSsbMFGTn5hQ3QlHVwOmIKAIhwegY/NSUr4KcGuRqQwyKadiap0x0xB0BPgKTdbglboAcgEeNCdg1ToKYCJwM4PzUm6BK9gVgwyM4pJ2OUdLpkYvtY+NKHBWT5idWQFAhL0PxqUVLkZ8KYl5CmBGT7W1TPgrH8yE5DJyjcmk91SKgnF2+CeMVRmHUYNDVgnRCQljyL49T5Cok7elGkFS1smAAAB0q0qM273YUwIL9tf4Cs18zNJfIjZJpFzPaRywBXMql1QHBwr8p3O3h51E8sVaZePDJ00TOiahn7nPKckMWVQRuepP8AZb6DVd6HuT2J+xk+T+pDHNByk52ZgDkEAj3e0N+lLvw9w7EyvBoepnYWchJbA9ZcHOMb5xvkfTURzwSds1n085NUOfSLuCBpjEDAq8xkDDlPTpvv7Q/0q4ZYypeTOeGUW/oW+F9FXV7z+dXHothG6JLPjJ5nOEjXO3MxBAJwBgknApZ83aWyt/rf8Cunwd178H0LSOGtNm0e8uLLTdO1COKSROXllaTlQ4PrOPWkLbAKFXp515mXPPWoyk1/T/Hj+56ePBBRbijl9V4RkZb1bSya2urOMTmKMlo54yGJ5AWYo6hGJXmZSBkNuobpwdUlSk7T2+7/AI/ozn6jpVK3FbnF16J5gj7J+FJ8AuRRfalqYfKi8nzsURATB2pQaS3CabexIHIzVp2S1Ww6ZIhtkGpWxb33Q87jyp8i4QUxEZPYI8TUT4Lx/NYmGQGXqKGr3Q06bi+CSkMM1SdkNUDEhSQMnyobpbBFW6ZGPCjcMWO52qI7IufxPbgkpLE7EDwyKpOyJJKh1QiBBWTmAJBGDiodp2aKpR0mQTScoRHkVAc4yQPopNKXgE3DyT76XBHeyYPX1jv1/afpNXpRGpm7tWso7GH086nHdm5CScrNymPILEf2gp6fA+Nc8tWp6aqjqgo6VquyFstkIWYLqLOsMkku7hV9TmibIHskhc56AZyRjER1cOuf+zSSi91fH/ROa601dPvoba8u+8ZIhChJKtse8DZ9/TFWoz1JtLz/AMGUpQ0tJs3XCt1fWvDluumaVHqYmvpO+jdOYLKixGFj4DGX6+BbcdRh1EYyyNzlVL+29m/TylHGtMbtndW8cPpiwxx3tgjKWjxEq24Zw+IxKHIDFyu2CTyZIwSa8+3Tb3/P76r2/M9DZUlsa+61Wa5WxNnY3V0bye3ktIO6LJZxB1AfvIzh/ZYgnY82SoFWselu3wnf1f3P9fUhz4VbnyTUBEt/dC2x3AmcR46cnMeX9WK9qF6VfJ4mStborMfVOxPwqpcEx5IxnEYBVsj3VMXSouauTaZPerMgoGFABQAUAFABQIKACgAoGFABQAUAFAgoADuCPPagZvDxNfMnK6Wzjm5hzxZx6qrjr0wi7Vz+nh4s6H1Mnsx/Ki+GeSO1QFeT1Yz0xgePgNvhtR6aH1H6qfhIx3GvS3NrcQz29ue9XlUxrycm+SQB8Bt0A2prAotNMl52000YtF1CO2Etvd96LWVlfvIsGSCVc8kqA7EjJBXbmBIyDgh5cbl8UefzXsPBlUPhlwzuLbUWS0u72zutKu7+XaNFnjhgjUAgMY5CpB9eUkcpJLEeyTngePdRkml+Lf8AVX9P+zvWTZtNN/2KfE3EVpBFHHp9wtzdIp7sxhSkDleUyc42ZwpIATCBmZ+pAF4enlJ3JUvz/X13rYjN1MYqo7s+f9Nh0r0jywoEFAxAZAIJz55qavdFXTpjNUSB3GKTVgnRGPoQc5B8amJU15QYy53OB76dWwukSqiRE4G1J8DStjx0xRQX7hTEFJggFCB8hQgYUwI/7TGTjGetR5ov+Gxt0PhTfBMeRjpTQmL74bml5H4AnBFDYJWB8KbBDpiEVyxJJ929TW5WqlSIj1n2JwOu/WpW72Ke0d+WTrQzIOSpBGcdSKiTp2XFJqmT9/hVEEGHLll291S1W6Li9WzJ1ZAUAQJ5Xz4EVD+F2WvijRIDA99UlsS3bHTEFIBEY3H0UuOCk72Y6okKAF4mp4HyOqEFAEf9qM+IqP4iv4Rt7JqnwKPI6YhN0z5VLHH2DqD76OQumAOd6FuDVDqhEXJ2VfaP6qiT8IuC/ifCGAFXHgKe0US25MdUIWxbB8qnlj8WQX8A+B3+FSv5S5fzIBvyZoXgbVWZK0MQoGRf734ipl4Kj5JVRIUAJ/ZqZcDjyIdR8KSG9kSqyAoGI9RS8jXDHTEFAEJfZHxqJ8F4+RKSXXNJcjapOjIa0MwPQ0nwC5DwFCB8iHj8aSHIdUIwknvG3rFv4mdCS0ITEkjJPWk27Q0kkzP41ucpjBPenesv4jZr4CY9tvgKtcmb+VH/2Q==)
Zu der im September 2013 von der GS PoL veranstalteten Tagung Fallgeschichten des Zufalls. Zur Epistemologie des Unvorhersehbaren in Literatur & Theorie ist jetzt ein Sammelband im Winter Verlag erschienen!
Die Publikation geht dem spannungsvollen Verhältnis von Ästhetik und Zufall von der Antike bis zur Gegenwart nach, insbesondere im Hinblick auf literarische Texte. Die Künste scheinen einen kreativen Pakt mit dem Unvorhersehbaren geschlossen zu haben, während andererseits neue ‚Gegenmittel‘ in Stellung gebracht werden, um den unvorhersehbaren Einzelfall – etwa in rechtlichen oder statistischen Zusammenhängen – zu bannen. Dabei geraten nicht nur die Ordnungsversprechen in den Blick, die gegen den Zufall in Stellung gebracht werden, sondern auch jene Ordnungen, die der Zufall ermöglicht: Im Raum steht die Frage nach der wissensgenerierenden Funktion des Zufälligen. Im Gegensatz zu Wissenschaften, die ein Wissen vom Objekt ‚Zufall‘ entwickeln, vermag das Medium ‚Text‘ Strukturprinzipien des Zufälligen in ihrer wissensgenerierenden Funktion zu reflektieren.
Herausgegeben ist der Sammelband u.a. von Christoph Pflaumbaum und Stefan Tetzlaff, zwei Alumni der GS PoL und außerdem mit Beiträgen von
Matthias Schaffrick und Dennis Borghardt, Mitgliedern der GS PoL.
Informationen zum Sammelband auf der Homepage des Verlags.