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Clausur="18991230" Lesson="20061003T14:02:58000" Indent="L" Position="0" Autornew="KlasseDozent" Autorupd="KlasseDozent" Datetimenew="20070121T00:22:26000" Datetimeupd="20070203T19:29:02000" Datefirstused="18991230" Datelastused="18991230" Clausurfirst="18991230" Clausurlast="18991230" Desc1="BG 11 - Analysis I.1" Desc2="Lineare Funktionen" Desc3="Ablesen aus Graph" Desc5="Mathematik" Int1="0" Int2="6" Int3="0" Int4="0" Int5="0" 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Clausur="18991230" Lesson="20061008T21:52:03000" Indent="L" Position="0" Autornew="KlasseDozent" Autorupd="KlasseDozent" Datetimenew="20070121T00:22:26000" Datetimeupd="20070203T19:28:12000" Datefirstused="18991230" Datelastused="18991230" Clausurfirst="18991230" Clausurlast="18991230" Desc1="BG 11 - Analysis I.1" Desc2="Lineare Funktionen" Desc3="Funktionsgleichung bestimmen" Desc5="Mathematik" Int1="12" Int2="12" Int3="0" Int4="0" Int5="0" 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Clausur="18991230" Lesson="20061030T21:21:28000" Indent="L" Position="0" Autornew="KlasseDozent" Autorupd="KlasseDozent" Datetimenew="20070121T00:22:26000" Datetimeupd="20070206T19:44:02000" Datefirstused="18991230" Datelastused="18991230" Clausurfirst="18991230" Clausurlast="18991230" Desc1="BG 11 - Analysis I.1" Desc2="Lineare Funktionen" Desc3="HÃ¶henschnittpunkt" Desc5="Mathematik" Int1="16" Int2="16" Int3="0" Int4="0" Int5="0" 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FUX4DoU1/Y5/uzmyYC5nxVoj3FnYIQ1twcjlBav5iwcjlBav5hxAMUVuRgVeEFnHPN+ufOGwcjlBav5iiZlVq5tmHABg5HKC1fzAsNyMNJ8ILOF5v1E842gGM9JtS2EgLByOUFq/mLByOUFq/mHEAxJbkY874QWbR5vnVzhsHI5QWr+YkcOdskdKg4AMHI5QWr+YF9uRho3hBZw/N+ornG0A/no1qewoBYORygtX8xYORygtX8w4gGKU3IwKfCCzjfm/XLnDYORygtX8xS8ym1b2yDgAwcjlBav5gZjcjEn65BGWDV5vm9o2gJvAZFkroAULgMeyT0BxiiKk4kxUy0ZYNNVbp8X/ENfyvQs60+yAcBEzKrVzbMV/K9CzrT7IGKqVgld5Zzi/OnpH6oDaIBfyvQs60+yK/lehZ1p9kBkieMFJWTH+46Q48RUn+v0j3lqvBs199P1/VHRv5XoWdafZF314dB//9H+zAF8Oasl9KRX8r0LOtPsgVKlY613lnNr86fGn1QG0QC/lehZ1p9kV/K9CzrT7IA58ZiXgGZLLbzSnDrQ4klJPcK8hjlquLoZCjco9t+i3DOu+o99TBfkI70/xIdJ9UrDRu8s5w/OnoK9UNfyvQs60+yKre1dJMON/TLpoXAqeZmoLebpGMV9V/zbvf8AKTBSabpuI0RUlc26pJOIreo99L6fpF9VV6r4EY71/K9CzrT7IGUqVgU95ZzjfnT0y9UX6mflETy6MwwxrsKBkPEwuemI+fmZqFR1/BZFX+A7KFpcSS0KJSTykZHWRjLJjqmMmzKgxH2z30Oqvkn+BpHHO42j0uX8KMqilmeVdHzFs/8AoRXp/iQz8c/uOf0bXXpr+xz/AHZzZMBcz4q0R7izsEPMLjXWNULSqW6djT0MYVpaZsa9UoiQVZkpBlVvnvkYagacp+Bc7RiZFzDkiOUNq8fhSUuGab0qjNBkSiOqrerD08/GYnveZe1EPOx7tKLedJl2SxDfPzM1S466+KpaCr/AdpDshxBLQ2wpJlWRk8Zkf/qJtS1dYw1+xMyq1c2zDjFFVKwKu8s5xzzp6Z+qGv5XoWdafZEhwDGek2pbCRX8r0LOtPsgWFSsNJ7yznC86egn1QG0QC/lehZ1p9kV/K9CzrT7ICRw52yR0qDjElUrHXe8s5tHnT41eqGv5XoWdafZAOAfz0a1PYUK/lehZ1p9kC+qVho3eWc4fnT0FeqA2iAX8r0LOtPsiv5XoWdafZAUvMptW9sg4xSlSsCnvLOcb86emXqhr+V6FnWn2QDgJvAZFkroFfyvQs60+yBmKlYk/Wy1Vg1edPi/4gGhcBj2SegOAhcBj2SegOAgETMqtXNsw4CJmVWrm2YBxCEA5sTxgpKyY/3HSHNieMFJWTH+46Qu+vDoIAvhzVkvpSHAL4c1ZL6UiA4hCAA/no1qewoOAfz0a1PYUHAQCXmU2re2QcBLzKbVvbIA4hCAYaYSSaDpCoiKuM4Z1Fv7kwNzPirRHuLOwQemv7HP92c2TAXM+KtEe4s7BAN8iMxKaNqSy282e+hxJKI/wMcVdxdCoWbkBt+i3DOu+o99TBflSd6f4kO+IVW9q6SYeajUbdLDaUcGnWZaCcWRNUjGIz+kf12zT/lJhf63TkPJSVzbriS33aOfS+XtvVXqvgRjsxMyq1c2zDivUz8oieXRmHEj3Y0C+8TDk4ob5+ZmoVHXXxVLIq/wHTirStyQpCiUk3CqMjrI9wkfciNHlsmzJYbfbPfQ4glJP8DHARcbQxSJK4Tb1GOE5kVR76mCLcpP6KTvT/Eg/HP7jn9G16QQ8/8A0u6WFwGn2pqC3m6RikZ1f8273/KTF/W6chZKSuadcSW+9Rz6X0+29VeL+BGHp5+MxPe/Bl2UcOdskdKg489FuwoJ2kVtOzihvKbQRNTUKjrrrVWVSyKs8vkHfQtLiSWhRKSe8ZHWRibUtXWMNfQB/PRrU9hQcA/no1qewoSHEIQAJeZTat7ZBwEvMptW9sg4CATeAyLJXQGPe36uceXoWmplKtUi3KdbvWGTJi9QacZb3RE+Vf1VVVERZMhnvGQBWKepZthttFyVJOpSkiS4l+MRLKrfKt0jqPnCd0NM/Y2lP1EX+UdmFwGPZJ6A4Dz/AHQ0z9jaU/URf5Rio26anHG5BLuMpIryS4kqno5VlfGf1nCr398qy4jMenlPOR2DcaiuyVFV3to0ko/zKIv8jhUS6sropCFyjkrcwxrQTzngxEsr1KmzVelWVVRkRV1GZVkZmA++6GmfsbSn6iL/ACi7oaZ+xtKfqIv8o9APh1am2lrS2p1SUmZIRVWo+IqzIq/aZAPHw7oaY7oKS/8AyNJGeDY3JPx605Fb5m5Uf4Ge9lqHT7oaZ+xtKfqIv8o5Z0hNVd8wRsTYrS3G21smlN6uth5ValJUZHUZFUXGRnlyD2gu+vDoPP8AdDTP2NpT9RF/lGJy6anP60w13GUneHGcUZ4aPXXfI8uEvePIZ18RGVdXrR5qnZy8A06ZyYEtKq2Yzj5JN4iMq70kGaXFHvElR+XKRCAvdDTP2NpT9RF/lF3Q0z9jaU/URf5R6AQD/9L3M+6anG5EAkXGUmZLk3qq3o55MGvevXDq3t9VRc9dRHt7oaZ+xtKfqIv8o+qdpOKw0aaROTCQTl4weNpYTJUZHvLSu+IiqrO+q9h7w6tGmo6MimuSmUrAovn0GRpdOot0VXkPfAcjuhpn7G0p+oi/yjFSt01OM0ep1u4ykzUlbZkRvR1F9NPkS4Z/4/wPWjK+t911cVtp9klN1lLTgzSk+IiM66/amoBye6GmfsbSn6iL/KLuhpn7G0p+oi/yjfc8467c3Rjj7i3HVxGlLWs61KUaCrM+capqnkQZC4yb59LSjbLjVVk/yA83S1P0uuh5qVXIUkhKo7hGs5EapJXp5cjtYG5+nqWbucoxtFyVJOpTDaJLiX4xEsrwspVukdR840Rn0O0NS5RpbkuIUIjJ1x5Tpk6aF36azM6qiJB1eQzPIQ6tzPirRHuLOwQDH3Q0z9jaU/URf5Rd0NM/Y2lP1EX+UegHyojNBkk71RlkOquoB5SirpqcehGty4ykyUbzxVE9HTkJxRFkU4R73NVxVlUY290NM/Y2lP1EX+UbLnjfOilFIkOSHESpKDddqvlEl9ZFvVFvEW8OoA8/3Q0z9jaU/URf5Rih3TU4ubSCFXGUnetvJJJk9HLIbaDymbhEeXRMy/Gsh60eeuemQ5k+SqBShy2EoJJpclYVa1kZ1rva9wnyVEREfERVVh+90NM/Y2lP1EX+UXdDTP2NpT9RF/lHoBAPHO09SsqlXYki4ae9HXGSo0uOR1EZ3yi8rl75d6uvmqGFdGEhRuUfcRTVFOH9ej50dgvypevT/Eh3nJjTF06b2epSKllKbW+feiJNZGaD3KUZPpFlM1FlPKJV0zlJLNm5uJ/UTrqVLWZoio/71bs+ZBH7SHXw/U/rP0ycPPLpG7ujUKci0dNlNIKs00nilZFaNupq/FJj8or/AMgU5S8iIkrjpThJdWS3Yz6HGlGSD+iszJB/m/yPRt3L4+4Ui6OV/VHCOtMe9vIrfsbrO+PnVWfsB0vMmR6eouIwxJZhIfQk1Mo3DpqSor06t5KSIjq8tfq5ateuMTtnh/oTuhpn7G0p+oi/yi7oaZ+xtKfqIv8AKPQCHBryVJ3TU41HaNFxlJmapLKTrejnkNxNf0XD+J5OMyLKNvdDTP2NpT9RF/lH5dUtTZR1nNwKEIcUTOGdaOQsr29SSmzLLvkRVnv11HUPQJM1JIzI0mZV1H5AHnl3Q0xeK/8AxtJ73lkRf5R5W5O7+6G6KGpM25B8mzZUWPR9w0RVcThlk9ij9g/pgCbwF+yV0AKFwGPZJ6A4xRJTZQmCNLuRtO8ys/J7A2Nt6L2pX1AHBR1qW2ZqOsyWsvwJRkQ+cbb0XtSvqAxZTeCVuXs4vzK9I+YBtEAxtvRe1K+oWNt6L2pX1AMkTxgpKyY/3HSHHiSm/wCv0id67lbZ8yv1+YdHG29F7Ur6hd9eHQOCUtRS20Ee5NCjMucjT1mPnG29F7Ur6gKpTeOtbl7Nr8yvjTzCBtEAxtvRe1K+oWNt6L2pX1APp1akuMER1EpZkfOV6o//AIFGJ+U3ho25ezh+ZXoK5g2Nt6L2pX1AHBSFqQ2RpOo79BfgaiIx8423ovalfUBlSm8CncvZxvzK9MuYBtEAxtvRe1K+ofbbqXSO9JZVaSDT0kAzU1/Y5/uzmyYC5nxVoj3FnYIYp9OIeuZpaRIivxiaS6zeXhuqyJyGZII6t/8AAJcpSDD1yVErQl+oobScsdwspJIj308Zb/l3yAd0QDG29F7Ur6hY23ovalfUA+o61LbM1HWd+svwJRkQUYospvAq3L2cc8yvTPmDY23ovalfUAcE0tSnHyM6ySsiLmK9Sf8A9BrnMNNqccwiEJKtSlNLIiLjM6h54rrFTXn0XOwXKSv3OFqJSIyNyksqyIzUfMkj9pCq0m2g9QtaG0KW4pKEJKtSlHUREOCq6dykVGzc5BVSJ13py1ng4qT8u731+xBH7SAooJue4Ui6OS/SjhHWmPi60RWz5m6t17Vmr8B3kyGUIJCG3UpSVRETCyIi+Av2V3zy74McNm5tc6Ya7opyqUUhKHEx73BxkKrVvNl9KqrfWah6NKUoSSUkSUkVRERZCGNMpvHXdy9m0eZXxq5g2Nt6L2pX1CLXm2rTgnVqS4wRHUSlmR85Xqj/APg+cbb0XtSvqAvym8NG3L2cPzK9BXMJG0QDG29F7Ur6hY23ovalfUA+pC1IbI0nUd+gvwNREYUYpUpvAp3L2cb8yvTLmDY23ovalfUAcBN4DIsldAsbb0XtSvqAzJTZwnyvXcravMr4vYAaFwGPZJ6A4CFwGPZJ6A4CARMyq1c2zDgImZVaubZgHEIQDmxPGCkrJj/cdIc2J4wUlZMf7jpC768OggC+HNWS+lIcAvhzVkvpSIDiEIAD+ejWp7Cg4B/PRrU9hQcBAJeZTat7ZBwEvMptW9sgH//T/swF6HFkutPPxmXXGDvmlrQSjbPjSZ728W8GEA5dIxG4tCUqbZq78266qs/KaPJ8BXM+KtEe4s7BB6a/sc/3ZzZMBcz4q0R7izsEA6gh8uOIabU44tKEJKtSlHURFxmY4KrpnKRUbNzkI6ROuo5azwcVH/eqtfsQR+0hVaTbQddhxDUZxxxaUIS44alKOoiK/PKZjjrumcpJRs3NwzpA66jmLM0RUf8AffX7EEftIHCuYKeWMXQy1UmsnVmUaq8ioO+Peb+tl8qzUPRpSlCSQhJJSkqiIiqIiF+yu+eXfBm1wUXL464l+6GaulVkd8mOacHGQfM0X0vas1DsRkpQuQhCSSlLhEREVREV4kaADGek2pbCRFrzbVpxCEJAI4c7ZI6VBwCOHO2SOlQcBAH89GtT2FBwD+ejWp7CgDiEIAEvMptW9sg4CXmU2re2QcBAJvAZFkroDgJvAZFkroADEmRkwmCOS0Rk2kjI1lxBsdi8pZ1hChcBj2SegOADHYvKWdYQGLMi4JXhLOcX9ctIxtARMyq1c2zAWOxeUs6whY7F5SzrCDiAceJMjFT9InjLVRts1Hfl646OOxeUs6whkieMFJWTH+46Qu+vDoAx2LylnWEBVMi4614Szm1/XLjSNoBfDmrJfSkQLHYvKWdYQsdi8pZ1hBxAMT8yLho3hLOcP65aCg2OxeUs6whP56NansKDgAx2LylnWEBlTIuBT4SznG/rlpkNoCXmU2re2QCx2LylnWEP3GmTaW4hZOk2Vaia3Z/AspnzBHHENNqccWlCElWpSjqIi4zMeZlU0um3kFc5EdmqZM72aqQtiIlXOZH36riIjLnIVWk20Guk6ZjLoSk0SkqguNxlXzcpSEnUpJkkyMlGWUyMt+scWgbrMYueo2FQcZMt5qI025IfXgY7SiQRGRqPKoyPyJI/aQnLjHUUXSUq6Gkzph1TS3UNm2bTSFkg8poJRks96oz3iIqiIeiuWQhu5OiEoSSSxJk6iKrKaCMxfsrvnl3wZtc5uhIs5xL90VKt0o4R3yY98SIzZ8zde69qzV+A7yZUNCSSiQwlKSqIiWRERDQIRa821axRZkXAq8JZzjn1y0zDY7F5SzrCFEzKrVzbMOJAY7F5SzrCAsTIuGk+Es5wvrloJG0AxnpNqWwkBY7F5SzrCFjsXlLOsIOIBiTMi4674Szm0fXLjUGx2LylnWEJHDnbJHSoOADHYvKWdYQF+ZFw0bwlnOH9ctBQ2gH89GtT2FALHYvKWdYQsdi8pZ1hBxAMUqZFwKfCWc439ctMg2OxeUs6whS8ym1b2yDgAx2LylnWEBmTIpwnyKS0Zm2r65cQ2gJvAZFkroAULgMeyT0BwELgMeyT0BwEAiZlVq5tmHARMyq1c2zAOIQgHNieMFJWTH+46Q5sTxgpKyY/3HSF314dBAF8Oasl9KQ4BfDmrJfSkQHEIQAH89GtT2FBxmluNsmw66tLaEOGalKOoiK8VlMxx1XSvUko2rm4Rz8tRzHTNuKn2KqrX/0I/aQqtJtoO844hltTjq0oQkq1KUdREXGZjzky6Vyk28Dc5DOf3xBY44d5FQd8X1t9eXQI/aQdu5cpriZF0MxVKupO+SwabyM2fM15fao1H7B15RJbjJIiJKErb5iIr4hfsrvnl3wZtchu5cpriX7oZiqWcSd8lhScHGQfM0RmR+1RqMd5KUoSSUkSUkVRERZCIecueujlUrSjkWQho21xiksrbZW2V6aqqt3lWW8ZKqTXxD0alJQk1KMkpIqzMzyEQeJ54nFiGOmv7HP92c2TAXM+KtEe4s7BD5m0hFpC5+kVxXScJMdwjyGRluDMsh8ZZSPyj6uZ8VaI9xZ2CHJr/9T+zCEIAETMqtXNsw4CJmVWrm2YcBAGM9JtS2EhwDGek2pbCQDiEIACOHO2SOlQcAjhztkjpUHAQB/PRrU9hQcA/no1qewoA4hCABLzKbVvbIOAl5lNq3tkHAQCbwGRZK6A4CbwGRZK6AAxIrKoTBmk6zbT9Y+INibGgf5j6xQuAx7JPQHABibGgf5j6wMWIxglbk84v6x6R842gImZVaubZgLE2NA/zH1ixNjQP8x9YcQDjxIrP9fpEr06ibZ+sfrjo4mxoH+Y+sZInjBSVkx/uOkLvrw6AMTY0D/MfWBVEYx5rcnm1/WPjTzjU462y0p11aW20FWpSjqIi4zMecXdI9SkxtFzcI53e1ljb9bUZOVOUlGVbn/UjLnIZWk20HdcYiMtqddMm0IKtSlOGREXGZ1jgqpoqTUbVzdHqn5ajmOrU3FT7Fb6/wDoRlzkNDdy5THEyLoZaqVdSd8llSbyM2fqtbx+1RqMd5KSSkkpIiIiqIi8gv2V3zy74MeXK5Bp+RHep6U5Sri3MrC60xkblRletVmR1cajMx6FMKOlJJS3URFUREo6iH6/no1qewoOItebatBibGgf5j6wUmKyltJkk6ydb+semQ2AJeZTat7ZCRnjUHRUJSlRKOjRlKrJSmWiQZ+XfII7DcvkKjSFMkms1IqJSXOIjrrMi9lQ1iGzMzqPMTaHW7Q1NuUiyhJSWFKwSJC3KlJSdZ3xkRkR5Kk7xVc5jVcpR0Vi5KiUNtmlJw2lVX6t80kZ+XjMx0Ka/sc/3ZzZMBcz4q0R7izsEMG3E2NA/wAx9YsTY0D/ADH1hxAMUWIxgVbk8459Y9M+cNibGgf5j6xRMyq1c2zDgAxNjQP8x9YFiIxhpO5POF9Y9BPONoBjPSbUthICxNjQP8x9YsTY0D/MfWHEAxJiMY87uTzaPrHxq5w2JsaB/mPrEjhztkjpUHABibGgf5j6wL8RjDRtyecP6x6CucbQD+ejWp7CgFibGgf5j6xYmxoH+Y+sOIBilRGMCncnnG/rHplzhsTY0D/MfWKXmU2re2QcAGJsaB/mPrAzIjJQnzJJ5G1fWPiG0BN4DIsldAChcBj2SegOMURhw4TBlKdKttOQiRkyf8Q2Ac5W98EdkA4CJmVWrm2YsA5yt74I7IGKw5gleFvZxfkRpH6oDaIBgHOVvfBHZEbDhFwt74I7IDCw62xTdKOuuJbbQyyalrOoiLd5TMYzulfpNRtXNwTnFvHNeM24qfYqqtz/AKkZc5DztHRod0N0LE+k481TdJMNvxWn3W3GiqSaiM0EZkR1Zcqch8Rnl92UZaUklMp0iLIRElGT/wBR6LxWk7YzPJkOQ3cuUx1Mi6CWqlnUnfJZUm8jNn6rW8ftUajHXMiTMZSkiIiaWREXkypH7gHOVvfBHZAqYcx1rwt7Nr8iONPqjja821a2iAYBzlb3wR2RYBzlb3wR2RIn89GtT2FBxifYcw0bwt7OH5EaCvVDYBzlb3wR2QDgJeZTat7ZCwDnK3vgjsgZTDmBT4W9nG/IjTL1QG0QDAOcre+COyBkopJtPgTrLqqjrKTkKurJUaS49/fAflMKSqhKRIlEZpjuEZEe8d4Z/wD0Dcz4q0R7izsEOC1RFJM3P3RNTVKiLeUp7DR3yWbp4BBKVWpBVEZpPycZbxEOrcpEcauSolOPSV+BtKrXeGZVpI6vo7xV1FzEA7ogGAc5W98EdkWAc5W98EdkBRMyq1c2zDjFFYcwKvC3s455EaZ+qGwDnK3vgjsgP//V/swBjPSbUthIsA5yt74I7IFhhzDSfC3s4XkRoJ9UBtEAwDnK3vgjsiwDnK3vgjsgJHDnbJHSoOMSWHMdd8LezaPIjjV6obAOcre+COyAcA/no1qewoWAc5W98EdkC+w5ho3hb2cPyI0FeqA2iAYBzlb3wR2RYBzlb3wR2QFLzKbVvbIOMUphzAp8LezjfkRpl6obAOcre+COyAcBN4DIsldAsA5yt74I7IGYw4UJ88adPvaslSOL/iAaFwGPZJ6A4CFwGPZJ6A4CARMyq1c2zDgImZVaubZgHH4eUh+iAeOucuReoefCvio5k4EdCFOQ45ock7lSN2qvKRnuj36zJPEPYgEcOdskdKg4u97XnNmRGEAXw5qyX0pDgF8Oasl9KRDTiEIAD+ejWp7Cg4B/PRrU9hQcBAJeZTat7ZBwEvMptW9sgDiEIBipr+xz/dnNkwFzPirRHuLOwQemv7HP92c2TAXM+KtEe4s7BAOoIQgARMyq1c2zDgImZVaubZhwEAYz0m1LYSHAMZ6TalsJAOIQgAI4c7ZI6VBwCOHO2SOlQcBAH89GtT2FBwD+ejWp7CgDiEIAEvMptW9sg4CXmU2re2QcBAJvAZFkroDgJvAZFkroADETJxJip5oiwaaq2j4v+Qa8lemZ1R9oULgMeyT0BwAXkr0zOqPtAYqZWCV35nOL80ekfrDaAiZlVq5tmAryV6ZnVH2hXkr0zOqPtBxAMSUysdd78zm0eaPjV6wa8lemZ1R9oSOHO2SOlQcAF5K9Mzqj7QFSZWOtd+Zza/NHxp9YbQC+HNWS+lICvJXpmdUfaFeSvTM6o+0HEAxPplYaN35nOH5o9BXrBryV6ZnVH2hP56NansKDgAvJXpmdUfaAykysCnvzOcb80emXrDaAl5lNq3tkAryV6ZnVH2gMl6awmpDOHvyPvjaSImsm+ZGqtXsLiG0QDxrLUpNy9Kx4ctty8jH4Y406onDvDvkmla674iLKZHVWreyGQ6tyjc9NyVEk7JYWrE2jI0sGWS9Kovp+Qqir8vNvDoU1/Y5/uzmyYC5nxVoj3FnYIBtvJXpmdUfaFeSvTM6o+0HEAxRUysCrvzOcc80emfrBryV6ZnVH2hRMyq1c2zDgAvJXpmdUfaAsJlYaT35nOF5o9BPrDaAYz0m1LYSAryV6ZnVH2hXkr0zOqPtBxAP/1v6ylMrHXe/M5tHmj41esGvJXpmdUfaEjhztkjpUHABeSvTM6o+0BfTKw0bvzOcPzR6CvWG0A/no1qewoBXkr0zOqPtCvJXpmdUfaDiAYpSZWBT35nON+aPTL1g15K9Mzqj7QpeZTat7ZBwAXkr0zOqPtAZiZWJP1vNVYNXmj4v+Q2gJvAZFkroAULgMeyT0BxwmadwLDbWLV3iSTXf79RewffdD91/c+QDtAImZVaubZjmd0P3X9z5Ao9P3rZlite7Wec41GfEA74hxe6H7r+58hd0P3X9z5AOmjhztkjpUHHATT9UpxWK76ElVhOdXNzhe6H7r+58gHaAL4c1ZL6Ujmd0P3X9z5AlU/XKbViu8hRVYTnTzcwDviHF7ofuv7nyF3Q/df3PkA6b+ejWp7Cg44DtP3zjB4r9FZnnPVUXFzhe6H7r+58gHaAS8ym1b2yHM7ofuv7nyBSKfvmyLFat2g85xKI+IB3xDi90P3X9z5C7ofuv7nyAbaa/sc/3ZzZMBcz4q0R7izsEOfSdO4aipbWLVX7C013+9Wk+YHQVN4tQFHMYvfYKK0i+v6q6kEXEA9QIcXuh+6/ufIXdD91/c+QDpxMyq1c2zDjgR6fvWzLFa92s85xqM+IL3Q/df3PkA7QBjPSbUthI5ndD91/c+QJqn71x88V+ksjznqpLi5gHfEOL3Q/df3PkLuh+6/ufIB00cOdskdKg44CafqlOKxXfQkqsJzq5ucL3Q/df3PkA7QB/PRrU9hQ5ndD91/c+QJ2n75xg8V+iszznqqLiAd8Q4vdD91/c+Qu6H7r+58gHTl5lNq3tkHHAkU/fNkWK1btB5ziUR8QXuh+6/ufIB2gE3gMiyV0Dmd0P3X9z5A5FPYSM63i1V8gyrwm9k9gD/2QAAAAAA" 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Clausur="18991230" Lesson="20070121T13:05:58000" Indent="L" Position="0" Autornew="KlasseDozent" Autorupd="KlasseDozent" Datetimenew="20070121T00:22:26000" Datetimeupd="20070203T19:29:47000" Datefirstused="18991230" Datelastused="18991230" Clausurfirst="18991230" Clausurlast="18991230" Desc1="FOS 12 - Mathe" Desc2="Lineare Funktionen" Desc3="Anwendung" Desc5="Mathematik" Int1="8" Int2="6" Int3="0" Int4="0" Int5="0" 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Clausur="18991230" Lesson="20070121T13:15:53000" Indent="L" Position="0" Autornew="KlasseDozent" Autorupd="KlasseDozent" Datetimenew="20070121T00:22:26000" Datetimeupd="20070121T22:33:40000" Datefirstused="18991230" Datelastused="18991230" Clausurfirst="18991230" Clausurlast="18991230" Desc1="FOS 12 - Mathe" Desc2="Lineare Funktionen" Desc3="Ablesen aus Graph" Desc5="Mathematik" Int1="0" Int2="8" Int3="0" Int4="0" Int5="0" 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Clausur="18991230" Lesson="20070121T13:31:53000" Indent="L" Position="0" Autornew="KlasseDozent" Autorupd="KlasseDozent" Datetimenew="20070121T00:22:26000" Datetimeupd="20070121T13:32:27000" Datefirstused="18991230" Datelastused="18991230" Clausurfirst="18991230" Clausurlast="18991230" Desc1="FOS 12 - Mathe" Desc2="Lineare Funktionen" Desc3="Ablesen aus Graph" Desc5="Mathematik" Int1="0" Int2="10" Int3="0" Int4="0" Int5="0" 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Clausur="18991230" Lesson="20070121T13:32:18000" Indent="L" Position="0" Autornew="KlasseDozent" Autorupd="KlasseDozent" Datetimenew="20070121T00:22:26000" Datetimeupd="20070121T22:45:25000" Datefirstused="18991230" Datelastused="18991230" Clausurfirst="18991230" Clausurlast="18991230" Desc1="FOS 12 - Mathe" Desc2="Lineare Funktionen" Desc3="Ablesen aus Graph" Desc5="Mathematik" Int1="0" Int2="8" Int3="0" Int4="0" Int5="0" 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"/><ROW Clausur="18991230" Lesson="20070121T13:45:51000" Indent="L" Position="0" Autornew="KlasseDozent" Autorupd="KlasseDozent" Datetimenew="20070121T00:22:26000" Datetimeupd="20070121T13:45:51000" Datefirstused="18991230" Datelastused="18991230" Clausurfirst="18991230" Clausurlast="18991230" Desc1="FOS 12 - Mathe" Desc2="Lineare Funktionen" Desc3="Schnittpunkt" Desc5="Mathematik" Int1="6" Int2="6" Int3="0" Int4="0" Int5="0" Body1="LTggMSAzDQotOSAyIDAgMCAyIDAgMQ0KUlNMDQotAAAADgEJU3R5bGVOYW1lBgZOb3JtYWwIRm9udE5hbWUGBUFyaWFsBFNpemUCCwAALTkgMiAwIDAgMiAwIDINClJTTA0KGwAAAA4BCVN0eWxlTmFtZQYETGVmdARUYWJzDgAAAC05IDIgMCAwIDIgMCA0DQpSU0wNCgIAAAAOADAgMSAwIDAgMCAwDQpCZXN0aW1tZSBkZW4gU2Nobml0dHB1bmt0IGRlciBiZWlkZW4gR2VyYWRlbiBmIHVuZCBnIG1pdCBmKHgpID0gMnggLSAxIHVuZCBnKHgpID0gLXggKyA1IQ0K" 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Datetimeupd="20070121T13:56:58000" Datefirstused="18991230" Datelastused="18991230" Clausurfirst="18991230" Clausurlast="18991230" Desc1="FOS 12 - Mathe" Desc2="Lineare Funktionen" Desc3="Schnittpunkt" Desc5="Mathematik" Int1="0" Int2="0" Int3="0" Int4="0" Int5="0" 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Clausur="18991230" Lesson="20070121T18:34:09000" Indent="L" Position="0" Autornew="KlasseDozent" Autorupd="KlasseDozent" Datetimenew="20070121T00:22:26000" Datetimeupd="20070121T18:34:09000" Datefirstused="18991230" Datelastused="18991230" Clausurfirst="18991230" Clausurlast="18991230" Desc1="FOS 12 - Mathe" Desc2="Lineare Funktionen" Desc3="Funktionsgleichung bestimmen" Desc5="Mathematik" Int1="5" Int2="5" Int3="0" Int4="0" Int5="0" Body1="LTggMSAzDQotOSAyIDAgMCAyIDAgMQ0KUlNMDQotAAAADgEJU3R5bGVOYW1lBgZOb3JtYWwIRm9udE5hbWUGBUFyaWFsBFNpemUCCwAALTkgMiAwIDAgMiAwIDINClJTTA0KGwAAAA4BCVN0eWxlTmFtZQYETGVmdARUYWJzDgAAAC05IDIgMCAwIDIgMCA0DQpSU0wNCgIAAAAOADAgMSAwIDAgMCAwDQpFaW5lIEdlcmFkZSBoYXQgZGllIFN0ZWlndW5nIDQgdW5kIGdlaHQgZHVyY2ggZGVuIFB1bmt0IFAoNXw5KS4gQmVzdGltbWUgZGllIHp1Z2Vo9nJpZ2UgbGluZWFyZSBGdW5rdGlvbnNnbGVpY2h1bmchDQo=" 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Clausur="18991230" Lesson="20070121T18:38:21000" Indent="L" Position="0" Autornew="KlasseDozent" Autorupd="KlasseDozent" Datetimenew="20070121T00:22:26000" Datetimeupd="20070121T18:38:21000" Datefirstused="18991230" Datelastused="18991230" Clausurfirst="18991230" Clausurlast="18991230" Desc1="FOS 12 - Mathe" Desc2="Lineare Funktionen" Desc3="Funktionsgleichung bestimmen" Desc5="Mathematik" Int1="5" Int2="5" Int3="0" Int4="0" Int5="0" Body1="LTggMSAzDQotOSAyIDAgMCAyIDAgMQ0KUlNMDQotAAAADgEJU3R5bGVOYW1lBgZOb3JtYWwIRm9udE5hbWUGBUFyaWFsBFNpemUCCwAALTkgMiAwIDAgMiAwIDINClJTTA0KGwAAAA4BCVN0eWxlTmFtZQYETGVmdARUYWJzDgAAAC05IDIgMCAwIDIgMCA0DQpSU0wNCgIAAAAOADAgMSAwIDAgMCAwDQpFaW5lIEdlcmFkZSBoYXQgZGllIFN0ZWlndW5nIC0wLDUgdW5kIGdlaHQgZHVyY2ggZGVuIFB1bmt0IFAoMTJ8LTEpLiBCZXN0aW1tZSBkaWUgenVnZWj2cmlnZSBsaW5lYXJlIEZ1bmt0aW9uc2dsZWljaHVuZyENCg==" 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Clausur="18991230" Lesson="20070121T21:58:53000" Indent="L" Position="0" Autornew="KlasseDozent" Autorupd="KlasseDozent" Datetimenew="20070121T00:22:26000" Datetimeupd="20070121T21:59:52000" Datefirstused="18991230" Datelastused="18991230" Clausurfirst="18991230" Clausurlast="18991230" Desc1="FOS 12 - Mathe" Desc2="Lineare Funktionen" Desc3="parallele Gerade" Desc5="Mathematik" Int1="6" Int2="6" Int3="0" Int4="0" Int5="0" Body1="LTggMSAzDQotOSAyIDAgMCAyIDAgMQ0KUlNMDQotAAAADgEJU3R5bGVOYW1lBgZOb3JtYWwIRm9udE5hbWUGBUFyaWFsBFNpemUCCwAALTkgMiAwIDAgMiAwIDINClJTTA0KGwAAAA4BCVN0eWxlTmFtZQYETGVmdARUYWJzDgAAAC05IDIgMCAwIDIgMCA0DQpSU0wNCgIAAAAOADAgMSAwIDAgMCAwDQpHZWdlYmVuIGlzdCBkaWUgRnVua3Rpb24gZiBtaXQgZih4KSA9IDZ4IC0gNy4gQmVzdGltbWUgZGllIEdsZWljaHVuZyBlaW5lciBsaW5lYXJlbiBGdW5rdGlvbiBnLCBkZXJlbiBHcmFwaCBwYXJhbGxlbCB6dXIgR2VyYWRlbiBmIHZlcmzkdWZ0IHVuZCBkdXJjaCBkZW4gUHVua3QgUCgtM3wtMTApIGdlaHQhDQo=" 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Clausur="18991230" Lesson="20070121T22:01:25000" Indent="L" Position="0" Autornew="KlasseDozent" Autorupd="KlasseDozent" Datetimenew="20070121T00:22:26000" Datetimeupd="20070121T22:01:25000" Datefirstused="18991230" Datelastused="18991230" Clausurfirst="18991230" Clausurlast="18991230" Desc1="FOS 12 - Mathe" Desc2="Lineare Funktionen" Desc3="parallele Gerade" Desc5="Mathematik" Int1="6" Int2="6" Int3="0" Int4="0" Int5="0" Body1="LTggMSAzDQotOSAyIDAgMCAyIDAgMQ0KUlNMDQotAAAADgEJU3R5bGVOYW1lBgZOb3JtYWwIRm9udE5hbWUGBUFyaWFsBFNpemUCCwAALTkgMiAwIDAgMiAwIDINClJTTA0KGwAAAA4BCVN0eWxlTmFtZQYETGVmdARUYWJzDgAAAC05IDIgMCAwIDIgMCA0DQpSU0wNCgIAAAAOADAgMSAwIDAgMCAwDQpHZWdlYmVuIGlzdCBkaWUgRnVua3Rpb24gZiBtaXQgZih4KSA9IC0zLDV4ICsgMTYuIEJlc3RpbW1lIGRpZSBHbGVpY2h1bmcgZWluZXIgbGluZWFyZW4gRnVua3Rpb24gZywgZGVyZW4gR3JhcGggcGFyYWxsZWwgenVyIEdlcmFkZW4gZiB2ZXJs5HVmdCB1bmQgZHVyY2ggZGVuIFB1bmt0IFAoMnwtOCkgZ2VodCENCg==" 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Clausur="18991230" Lesson="20070121T22:03:56000" Indent="L" Position="0" Autornew="KlasseDozent" Autorupd="KlasseDozent" Datetimenew="20070121T00:22:26000" Datetimeupd="20070121T22:12:41000" Datefirstused="18991230" Datelastused="18991230" Clausurfirst="18991230" Clausurlast="18991230" Desc1="FOS 12 - Mathe" Desc2="Lineare Funktionen" Desc3="Nullstellen" Desc5="Mathematik" Int1="6" Int2="4" Int3="0" Int4="0" Int5="0" Body1="LTggMSAzDQotOSAyIDAgMCAyIDAgMQ0KUlNMDQotAAAADgEJU3R5bGVOYW1lBgZOb3JtYWwIRm9udE5hbWUGBUFyaWFsBFNpemUCCwAALTkgMiAwIDAgMiAwIDINClJTTA0KGwAAAA4BCVN0eWxlTmFtZQYETGVmdARUYWJzDgAAAC05IDIgMCAwIDIgMCA0DQpSU0wNCgIAAAAOADAgMSAwIDAgMCAwDQpHZWdlYmVuIGlzdCBkaWUgbGluZWFyZSBGdW5rdGlvbiBmIG1pdCBmKHgpID0gM3ggLSAyNy4gQmVzdGltbWUgZGllIE51bGxzdGVsbGUgdW5kIGRlbiBTY2huaXR0cHVua3QgbWl0IGRlciB5LUFjaHNlIQ0K" 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