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rFuYB/Yima97dzaOSAr1jpv29yfde7VM8i5KIvl9/9t/ubV5xiSBpmCsQgoVsEQXgytkLkOvffZpfOfXejiZu+7unM3bsvd+F2rwvvKdvZlrfmHZtpLox399UuirFv4JVG94PT6A+EvTbO/D01RB7d9vfPtNfW1ekNtHUuLWYE7RbsQhLdQ4D3nyfsWvfKg+yB3x5/0e797uHxaNxCHIIjtQ/5lZ4f7K37o65VJdru+upTIyNjYyPbOv3KiUlunDC8c7w2n3zlg516WZTXfb/vPpJCP//3oZV1JY43JQvlSzEjaMoqmlXeuXDlT/PBjGx/vUkpthT6/qHsHDmA042nndg0q0NkYVZMTuoVt5/yrjV6cg0adOvnLTwnTb05Z/mCZtpChvSgmgKJVFBVE0cG3LX9o0/lvn/joSQWh6MYjW/OJU0ptsewgO7drUIHOxqhc0wfK1udfbfTiHHS7rp8Lx0+vP2BtS78Z9AYAhL84zdoHPnNw//dvv5lz4HepdBDJ+DKsnGE8WcqVFnhG3n/b0sSF1bsassb9we38hccOAJjwcsjEV0IdfHbMpx0M4+HcCvTaZFKvzEG36/oZo4a/1BzLbwa98UD1Kmu59tjRrQkvnjmYLSRcLPQIc707y7ozrBvLuk2MmrT0jUVjJo8GgIAQ4GL5hceOR/QLnPWvGJBo1su5Fei065ueoYMOL/Hu7Tlo1EpJXu7bC+atmj795P4civSnRGNIKoiiAy3syOApket+W7M28xUupahPMYybnds1qECnXd+w3OUEoengEm/8xvG+Ef7itLLz53dufOfgth3mRolArCSEnmaLhDB5gNBtZNioh9+65+aocR0dPuHlkGtZ2+sBzV6LGSM77J6euepztZ3jOjw9U1Ne/uN77+95L5Vi3RSuw+r1Aor1lLn7GPRE0PjRC1+eM31hRLtrAFEfIQjiM9df7OzwWOOdbV6lupRIVfP3zlg/Zr67n03f2ekZdG3VV1V/+dLqWOXNGR9nkIySpFSNhqEkM5IWDFd4jXz2s5Uf/f3qzMWTMaXXHs2427m13V+Xsjw+LLP5A8Waz5j03WVuV33UIepDTQ0NuzZ8tPujrxvrhcAMIySDSMaFZCVCwt3T32fRi7PujrlFLMFlZE7DgLxL+yvjrN+303LGRNWjy9zwb+9kZqPp1y/S09em1pUZSdaXFXhQjIIwyQiRi4uX26LnZ85/OlLhInN2Na93TzRd+QqsKNEzAJBFve/YoVkb4sMSWCVk9YMviULdQJHk54u3Hf3nm4qiOprwFkpG0iYpEDJWoqAp0eIXpi15cYabZ9feyFEfSZFdalUyR/SSdTvONLyD45pXy/Z8xhRHO9faX2trGYb5fWvGwyOi9/zf5vqGwRYmkBYMp8W+FvAiBV7znpj+/eWEmHXRmNL+g2Jldm7tH6NLieTWtHOtYvNKA+DW0IaqHCtpgUG9pliW/fHNX56Z+MgncV/UVriR4N9Q72qGQRba3WBSzFh68zfaF555727vIdfi1BxyHMNK7NzaOUDHXXBic8oEL3Pji79/Ofq/1zdrzcXUKVcaXGlwYUHEmGUMCMaHhby0I9pf6ePsOqL2May4S/tnbYjXAEQTadyP6mRtdpwTL3PrewPjPGqu5syHD20uLCxgwI0GBQNSGsQ0CBkQTv3X2Nik24PChjq7jqhDBEGsE9v78plXSRF+ADe/6f7R/S9h258Zp2lQCKUjKLOYAQUlYhkKIueFyH5WvrFrirPriDpHM0TnO/WlHo5RdSmRROuPGe7BpwwPJCXnLiYt2Ph4xJqjv12iwJcGLwPlToLUAozqxlETBMve+WHpXa+PcXY1kUMYENi5XYMK9Og5en35xcBQfqHi/ZhN/4l8e///6SjWmxIOMoGiCWRiF5mI8F22ZN7n2Y8NJsYAwE2vOfmaDOQgirV3uwZ61PXt9eUXfFdTXpe+PmvXhwcoUsAI5ITUw2JmTAZGIJH4DBE/uT76z2UTL6cL1qQDACSKAACmr4Lpq+w/KnI+Gjr44oprpbfGqL2z/IK/DA3GHz/a/93bv+r1pEThbSZZmgGBWWYGgxRcxtKz/S5HHFkmtB3oJDr7u3GR4+hr8y2oHeuV7jW3/MLeZ5T1BGGjH368Q1Oj6du3Mu/zfTX11V+r9AQJLhZCYgbCDLSbPxsimPW76aU06sY3KCGXzEQKI8o/NEHZuXV8nM0V2+DcL4nq1eUX7WJt9KugZr1u2rbh1/uHrf7k1X2NRgnJSmiQmoGpN9QLgFASUyeVvhBEzNKsb+cUHHZ3+YVmSTu3Dg5quWLN+mMPpm96FtTeXn7BFzRFZ2zSJCe988nLe+sagAKJGURmYExg8guSP77ujldffjlEMI9kRTNXsbaZtG5jUPmFYs12bu0doUuJ3DWfzYy5UtCjD+js0Ri115df9H8Mw+zfcerrpN8LTl2mQSyRKywGIwgosZQZGTpkxWuzZ8wLEwqFLwlJOQEAcNuqq86/YT55igJTF49QxmWnAmTtshZonXf1TFQq287nDrYtdaSEDzR7ctNe+UmbU0kAQYGIBNZkqGfAPH7cpJe33D5mXAC32941NABQwADAS0ISAGatEtyxWujEmqMe+gQCrNsR8BQAHIcPr2UFcGWSQ/7+Xbdh+c8XL11iGSCBEEoZk9kkAtkjq6YtenK6z5Dma/z3rqF/faN5Hp9kacCIDhSPwvFWJRPgUev2Zojo/CFU+CVRfSn3SMnTM1Kfnvn5+ZLLFmBJocUC+lFj3ddte2CGIPHJNfOsKQWAO1YL19Pi9bQYALj/YkoHBgoa7dwcegi8eqaPnM8pS0v49Y8f80gWAGgSTDRjnrkgfPl/Zk1UqwBAfLaTc2uzVuH74ABBgaHHj4FXz/SqHxIvT14q2Zy4b8/WkwzLMISFYkkBCPyJycOJWxXgfecqyezV7V2CaGPvGhrb0gGDIIj74Vs7O2yHJX199QwG9SoVpfXLh6dXC4oIEW22GFkgb4jwveuhm+6PnZHgRv6Xtvf9hWigIgjiHvjMzg474TG8zO0aqa1s/PrtAz9+eaIG6hiGFAsZ9dzRS56aOXX2uJYvv+novDYa+EiodW4FBnhQdyYW3pMYaH+fBn3Td8nZm9fuN5FGCighMF4QONQ4fvbksbfOuXI9952rOunuogGMgnrnVmCAd32XEfu+Ymd2dK/RYH7j3ozs7FMNpjqBhPUZJg0Pmljxy8ivWHW3nxENPARBzIDH7ezwO3yCXd8+8f3rOmZo5Wdv/FJZXkOCcYLaf9l/Zs+aPzlGdLJrn42Drg8U1Dm3Aj0/f8Ct9rf9fIfIFB23WL9lnXHnJb1gR+KVb0TemVi4jNi3jNgHANzGzsRC7i6GYfb879j6pE1rn9xSWXPRFdwmEg9szX599oKbhEIBAMxb7ddLNUIDhwmq7dzaP6ZXP8akhy1q88pjIFqWNOqcduH4/63RLkhsvhLnnsRAbmhq2/VlWfbXHSe+fHvvmdNFDJj9YMIIaqqEcAOAfwu0AMCwFgD4cU3Zj2vK5q32+1cifuAYambpcovafB1MHKREqmKz2J5eBNrDoPbyyuO+c/jXs58k7j6efUYO7kNhwiAIEoCQYvUU1CkI/0+Z5oSvIE58zk7s89ogvmmCqq4d0LbF6tmLvL8vnZkAK+xfOL4jUfsgkfkgkQkA3IZtH/ie1YHHD2kfVK+LmfOWp5/wy0MvHmXfz2JjBSD8ip3xFTvjWv5bEH8ZoNbOrZ0Dmr/YG7jWKFfbzi5d0tuTST1bedzWBFhxgt1kZ4cFiSqux/sgkbmVjba9K/dE4d4Tu4+9e/K+x6e9vXWFf6Bv28PvWR0ohiuLdXGAitry8fEprepii9rbertF7R8XjuvyLj11z3svLP1APUe1//JHL65f1iql96we1byRGHhX4iBrOY5LUVuVlZVsZ1of08WPMXFIp5XoTGYMxGTa/gQAYFPkSMnVdq4ufhg0tredq4vtV+L71fksy5YUVby28pPYeet+zzjKMEzP/l0IdVtmDKi5D1VRd/gydxT0/wUPjxCHv2Ad+iz5iss1Wz/MbGgwLPl3lCo0oPMDEOpTLR+ZFJPZ0zlfHizKtwZ1a+LvDya2P/dTW1P/847DTQ3Gex+53dMLvwcNDTQ8COpEYiU3mRRNrM5k17S619DYdOqolqXpm2eMFwrxsjI0MPFgCeE/8DlAO7O+DMPoaxuNBtOUGePb3ovQANPfW9RgYroSptmWPLh6ekd9YIQGJB50fa1Xz7Tb9UXoekAQRH9fmYQQgv6/hNDqwdXTnV0FhJyGN11fhK5b2PVFiB8wqAjxAAYVIR7AoCLEAxhUhHgAg4oQD2BQEeIBDCpCPIBBRYgHMKgI8QAGFSEewKAixAMYVIR4AIOKEA9gUBHiAQwqQjyAQUWIBzCoCPEABhUhHsCgIsQDGFSEeACDihAPYFAR4oH+/iVR/d/58+d/+OGHDRs2sCxbVVUlkUgkEsmwYcPkcrlMJvPy8vLy8rJu226YzeZRo0bZlnh4eAgE+NaJ2oEfwN1NZ86c2b59+549e4qLi+fMmSMSiYYNG1ZVVVVbWyuRSObNm1dfX2+xWEwmU3V1tcViYRimpqbGYrHQNH3p0qW//vpLLBYHBQVZLBaz2czt3NDQIJFI5HK5XC7vKN624TeZTIGBgbb3uru749dPDjx8+pKo/sBkMh06dGjDhg0ajUYsFk+YMGHKlClPP/20n5+fI4cXFhbW1NQAwPDhw2tra0NCQlrtYDQaL1++rNfr6+rqqqqqzGazNcPcRkNDA1dYWFh44sQJuVw+atQo26g3NjaKxWJHoi6Xy6VSKUEQw4YNsw2/m5ubSIT9rP4Fg+qQmpqa3377bffu3Xv27AkNDVUqlSKRSCQSVVVVmUymhx9+eNSoUdye1tpaN0iSLCwspGmaoqigoCCFQkEQhKurKxeJLqWCYZhz5841NTWxLKtUKisqKoKDg1vt02nUrRslJSVHjx51dXUdPny4xWIhSbIbUZdIJAKBwBp17q7BgweLxeJe++0jDKp9hYWFX3755VdffVVWVhYcHHzTTTfNnz9/7ty5jhxbU1NTWFgIAGKxOCwsrNXI02g0mkwmo9FYW1trMpnsP5TZbNbpdCRJSiQSpVIpkUgoihKJRNZseHl5Ofgvomn63LlzRqORoiiVSlVXVzd69OhW+zge9aKior///tvT0zMwMNBsNjc0NJhMJrPZXFdXR9O0VCr19vbuNOpisVgoFPbbqOtSIpfDluw4JQBAViwRnQYAMZlsahR0v6TrMKjtsB183nbbbQaDwcfHp6mpqbGxccKECQsXLmzVZtrWsLy8/PLlywDg4+MzYsQIoVDo4eHh4uLCjR67VI2qqqoLFy4AgFAoHD9+PPeXssXl3JGom0ymS5cuNTQ0AEBYWJhIJKJpWigUWrPh6enZ9vHbRVGUTqczGAwWiyU4ONhgMAQEBLStmCNR1+v158+f/+eff7y9vUeOHMlF3Ww2m0wmvV5PURQX9Y7G59ZCkUgkkUj8/Pxsd/Px8ZFIJI7+rjuiS4lUxUOyNjtOCZAVSySFarPjICVSlZvApkZ1s6Q7CILA0QhAy+Bz3bp1x48fl0gkkydPXrRoUXx8vCPv6wzDnD171mg0AsCkSZNajVe5xrOxsbGkpKS2thYA5HI5t7NcLm/7aJcvX66rqzObzYMGDfL39zebzR4eHoWFhW1ffFzvdNiwYR1VrKKioqSkBAA8PDwiIyPb7mCNemlpKdfCd1Sr+vr6S5cuAQDLsjfccINQKBQKhUVFRTKZrLS0tNV8tVwub9tQW5lMpnPnzlEUZTKZbrjhBovF0vafYDQaa2pqamtrL126VFZWZjabaZo2GAxms7mpqclgMOj1+rKystOnT+t0ujNnzgwePNjPz497F+Ci3tjYKJPJuOhyb5S275gymUwqlQ4aNIgbg+R8veK9/dwztzR7Lc1gSJS6ubvyeVIaaEBF5GZqF6rT83UQdcCBEsjPUS98QQkAc6QfstYAABXFSURBVJtLlB39YjpxXbeo1dXV+/bt27179+7du8eOHcvNr4hEIoPBYDQa3333XaFQ2FH7SZJkUVERRVEkSapUKi8vL4VC4enpyeWnS9WgaVqr1RoMBoZhVCqVp6en7b32+8nWdFk3Ll68yDWePj4+gwcPtlgs7u7uXDszaNAgqVTqeMVKSkoqKioAwN3dXaVStd3BWiuuknZqpdfrS0tLAUAkEgUFBQkEAoZhBAJBN05NGY3G06dPWywWmUwWGBhI0/SQIUNsd2AYRq/XV1VV1dXVXb58uampiUs4t2EwGHbv3n327FmSJIVCIcMwLMv6qcZezs9peYCsWCJpSALsg5mmpM+MyYdy47SxxCNpi79g38yPVOXOiUm7OD8TojstYVMhltg135r9ls0uu05b1MLCwg8++OCnn34qKioKDQ299dZb9+3bN3HiREeOra6uLioqAgAXF5dFixbZvra4V21dXV2rV21b3MtXIBDk5+fTNG0dfCoUCm6uyPYsi3Vex07jaR18kiQ5Y8aMVt1sa9R1Ol2n/WQAKCgoqKqqkkqlPj4+gwYNEolEFovl/PnzMpnM29tbJpNZ9+z0XenChQtVVVUAMHLkyJkzZ7b7q7Bt1e08VFlZWVlZmVQqFQqFKpVKLpezLMu16hRF2Z6aEggEXA8ZACiKoijKts6/r5q07vRpAACx/KbJE+bc5Lkz5dw/2jMEQTS3p1zjmQSLM7coA1O2VnEl5bAtOnaZdqE6Pa8e4Oc2JaX5OSFB4A6gnNtc0quulxaVYZgTJ05wM7fFxcXjx483GAweHh4URdXX1y9ZsmTq1Kltm03rRllZGddxdXd3DwkJkcvlrq6u3TtpWVlZWVxcDO0NPjtqoDpiNBpLS0stFgvLsv7+/iKRqNtnWUwm09mzZ2matlgs4eHhrq6urZ7I8dkvhmEuXLjA7ebr6+vt7d3t2S9oibrRaBw6dGhQUFCre7mmkntzNBqN1peK9Q938uTJJ554giRJhULBMIxMDA1NxG1Rt8c/dlf+utj8VWwqRBPRhwKhoRAAICqTfXoX8UhahDccz7M+iy/4lN+1QF1aYTo+eH5M2k9/hEBejeau+TYl6oXPhcX/SqiLQ7Zkx2ljiaQ/1At/zI4D62TUVdNSXTXwW1STyXTw4MH169efOHHC1dVVrVY/88wzS5cudWTuxHo6BABuvPFGX19frtz6qu20EbBlHXx6eXmNHDmSe9WazeYuNVCc4uLi4uJirrs4depU27scb6A41sEnwzBjxowhSdLT07OioqK+vt526tWRVt1oNObn51MUJRAI7r777lZ9bNtf2vnz5+3XimEYrVZrNBolEom/v7+bm5tEIqmrqztz5kyr2S+pVCqVSttNvi4lUhWvsf5IST0X3z1rasWPj2XV7tu9W/n4j6mHYwAAPtcDNBQCxGRqhzwZkZQ0G/yBS6k6RB0g1/wenBCU/Vn5nlQNwCil+lIpFOR5eYd4wbDhYXuOVkaUXyqFgryw4GEA7sPDNOkZurjgeijICwtWAkBwmCYpQxcXBxnpmrCE7g5QYaC2qNXV1RkZGXv27Nm7d29ISEhDQ4Onp6dQKDQajUOGDFm9erWdxtNisVy4cIF7wU2aNIkbdnp4eHSj8jRNnzp1ymAwSKVS28FnlxooK+vg09vb29fXtxtztlbFxcWVlZUA4OHhoVRe9fKxbdWts192Hkqv13MnohQKhUqlslgsHh4e3TvL0tTUxJ2IYhhm/PjxraZtuYmD+vr6xsZGi8XS7l9w/vz5FRUVXPfYYrEIBIJRo0bdP9N/1/vua9ltUZAVTUTrE5IhKV4D3MwR2A4+b1SnbRNNKz94NjDilV++g3mqeNLPjZ4RUfjt2cCIV355Il21UgMA6rgYTTmhLg7ZkpCrik4DAPUmNntaSuRyuKpkBQDg6Zn2nD9//t133z148OD58+fDw8NnzpwZExMzcuRIR46trq7Oy8sDADc3t3HjxnG/mXYT1XampNVDmUymkpISiqLMZvOkSZO4acbunTCgaTo/P7+6upqiqIiICNvBZ6t+sp05W6vS0lK9Xg8t80w9WWNsHXx6enq26pHa/6W1faja2tqysjIA4AaftlF3/Jd2pf0ccoOL4WJoaOg9ocSrW/4CgKgo8H+aG3xGEis1ALA4U3tL0vK8AA3rq05L4TKrDU1a/qdJc5LxzfunHADUm7ThL6u+qYr5blNO9Gsei8v1t2i35E1RfVMV810mRO8aEZP2U6g2O/h14pFtMV/03pmYdg2EoFoHn9u3b6+qqho2bBjLsi4uLiRJNjY2rl271t/fv9PBp0Qi8fX1DQ8Pl8vlCoWie1Vtd/DpYOPZ6nXMnYo0m80Wi2XSpElubm7dmLPlWAefZrN53LhxtoPPTofErWplHXyazWZ/f/9Bgwb1ZI2xNeq+vr4jRoywlrMsW1dX19TUZDQa9Xp9R3+4L7744ssvv5RKpWKx2GJqMBhFCjfxbZET/LT7mPWmTfP2Ncfmwr3us8rfY7NXQFYs8UhaUHnMK8k5K3PnxKTlEiG/p1aW37Ug5M/UvCoAADc/ZXhZucbnAe3bp7nG0zeOLQuPJF4L137Bck2lbxxb9lQfNp7t4nFQjUZjZmbm559/fuTIEXd392nTpt1///3R0dFdGnwajUaVSsUNPrs6kQMtr+O6urry8nIACAwMHDNmTE+Wy1pPh0gkkvDwcOuzdKmfzNWKJElu8GmxWCZPnuzq6tp2ztZBRqPx1KlTJEnKZLLw8HDbN4uu/tK4c84Wi0UsFgcEBHBvQN2Y/fphBTF/MwCA1M17iKeLepzPqdOmvOLmgWXzLM68dE2eBgDc/CLe/OPvOEiJnPmWpqSc2yd8vKb4DGSdBgAIgYgxEbIhwzS79qi9Q2rz8iBZ+yMsuvOt44URmWwmRBPRRcna3DhICVXFj8pkM6P6sPFsF/8mk6qqqjIzM7nBZ0BAQFNT04gRIwiCOHLkiEKh4CLXUftpNpuLi4u56YdJkyapVCrbV0aXzn/SNH369GkAkEgkt956KzeC7epEjtWlS5e49TqjR48OCAiQyWS2JwYdmcix4uaZAMDf33/GjBlcoTXqBQUFjlesrq6OOxElkUhCQkJcXV29vLxavWk6+EuzDj5Zll20aJG1N2uxWLjVC9wqpY4az9ra2vvuu08qlUokEoZhCLO+VC8NDlM9eP/tll0HB6cfj1NmxRJPmgAKIfAyN4uT9bMmrzZZm5mrSvqpTPOzFuLgZ00JBEYkfxadMitJo8kDN/CB5rncszuPH4fjoI4L05QTajgdr1IBgK+/erYKAGarQ9LjVUQ8gDqEK4lKzdxFqIh4gJhMtq9TyuFHi3r+/PmNGzceOXIkPz8/IiJi3rx5K1as8PT0vPo0ss08n03nw7oWTyQSjRs3zmQydWMih2MymYqKiliWFYlEU6ZMcXd379KZBlvc4LOpqYkkybFjx7q5uUG3WnUAYBimqKiI6ycHBQX5+/v3ZLmstUfq5eVlXWDUvdkvbvBpNpuFQmFYWJh1lX9Xf2k63eZFqo/qJjBl+fnBwcHTxbrko40AEJPJvpAfuRy2ZBdOJVLKASAm89fKRbPK32OzT/txJb4hCTNqkorXXilpGXyqR/gX5JWUA8AopXr2GM2uPTFfOD741KVELs8Ng7Q0DaiTMxemR8drQN282LD38aBFnTp16uDBg2ma5pZ0ent7FxQUpKSkjB49Wio9/enc1bth/thjx4YQRPG3j8b7phw9qibJwrRHoqPW7H58IiOVSocMGTJp0iTrA7ZpoK5eMdLeMIMbfBqNRplM9sADDxAEwb1kHTnT0Ap32YpAIBCLxVOmTPHz87Ods+1Sq24dfJIkGRUVxQ0+rYnKz893ZM6WYx18WiyW0NDQIUOGcBM51h261KqfO3eusrJSLpeHhITMmjWLK2xsbDQajQ0NDZWVlQUFBXZmDV577bWcnByug200GsViurqksglGr34j+dXZsyWS32KJRyAiSfsdLFct2ajWwMIDS1JqIGIT+11jpCp9ThSs2vFmbFYT+MRq3z6tWnmw3hcAsmJTrCUqDYDv7R55v0FgRDI3l5uqA/Wm1ChVijoHXsgMU6kIAFBv4l4CHbSfmpxQLctCSqQqCbiN5Rm6uL5Jav9vUdPS0g4fPuzi4sL9mRsaGoxGY2NjY319deWFSsqFMNQahBKxm4sLN1UokUhycnLcZQQxevr8GwMkEolIJBKLxSKRSCqVcms7pVKpi4uLQCCQSnO33Ld2N9zz/rHX1AAAmnWTNwXu3LyA/PqRhbkLdz4RTpJSqXTEiBFhYWH2px+vtObtzSS0HXx2Y86Wo9frL168KBAIXFxcbrzxRhcXl25/LoT1zCfLstbBZ/cmuq2tuslkCg8P56aUuzHRbTQa9+x584WF31R71XsoFJMnhwzX1ReeGQQtE7fWmVsAAHBTLw4HwqT59ji0zOX+XKjJuszdG2IdapZD65KIZeqsn6+ey+3SzK11/ULbjS79gx3Dg8mkzjS3h9NtXvdFRd9/ctfRyT/GjrY5H9h2o7a2vPx8Besl0l/W00DLZDIvN0ltg9h3hNfFwvMygTBgyu0TR3hbQy4UCiUSibu7OzdY4jakUqmbmxt7adeLydI3v1zmY9Ruf3zJxZhjz040VlRUsCzb1NQklUqDg4NDQkLsz9naj7q1R2o98+n4OttWD1VXV1daWkoQhFwuv+WWWxQKRbej3tTUVFBQwH1sxYQJE7hY1tbWcuuE6urqOmo2uY3Dhw+vX79eoVCIRCKz2SyVSktKiiSNxhqYvCn/mxUqVUsPx3qGJavVmtvDJVCU5Zt313zrzC2A/J51S3dqctz2FDRAOQDIwW3OuiW2Jb7+6ldiIP7Dq+dyk1teUI7M3F7zoPb3rq+DbDqNWe+H/XJHFwYLNlHfETM8Y2ZGwk0XLlz45+O5Byc/MXt064Rzy2VbZ76mymQmF09N8/Zys9TKYMPCH0ov+Pj4REREeHl5icXiX375xX7UpVV74jdP2XnsfX8o+fbR6AUfHIsJrqqurhYIBEKhUCqVjhw5cuzYsY4sY+roBWNdizdq1Kjbb78dujL71SrzNTU1ZWVl3BXwN954o0KhsD09Y11n2ymF4vimZwbpw5iLBQVBQf6j6vPyGrl7Bg9TqQB0KaHPpQEAZOVADACALj/HH2BbNLEN1CHqS6VwPEvt7V8Ae1LzuKHmcM3mAxPnUn/s3JPXADBqHfuxhvjXnvC5E2Bn0U3hcNr3V/axTcQj28KCJ5VA+cEMVS6rDQ1VxY+a3VKnqFSWTXWk8tfYAAlqM11KpCp9YbeG9HK5XD5IAe5+Y8eOHTt2LPEDXLj57mWOz+jpUqao4v+8HPb6vu/u9zGUlpZyC6HaNubtRr1JX6k30kumfiSXy2WyodJ374suLvbx8Zk8ebKnp6cjrTrXsRdc+u7ReA08l/P33/r6+vq6ujpuHY+rq+v48eNHjx5tG6E2UW9/Ns6qoKCgrq4OAMaOHXvHHXdY19naztlCx+3nsmXLAEAmk9E03dTURNMN5YXlTTB69brkV2fPLv5khio32bou4YMsiIrS5uZ5JWszc1XPbYc/jgFEaZtnbl8Ljl+5TaPJA3WchyblqqEm3Dbnr1VfBEYkv+YWv/JVIhoAbktYocrfnAOPRjWsnEXshJbhaOu53H5tAAVVx40rsrs/Xa4KVedw1wzq8nPUoS84fCA3tGFZJehSIoM+TGBTo8K79MxZscSu0ORT8fF/mkzw0Nf/PB/OLfFzPOomk6murk5EEAKpiP0s5t7t8osXL/r6+kZERCgUCrFYvHfvXvtRr9rzfLxvyrFjkdDSqj8eUtvQ0MB9UAu3oHL06NGdrLPtoOtoNBqfffbZHTt2HD58WC6X33hj6Ogit9lM7A+CH26++24JgDIuu2UANiwAfE/m60DVfDFnLgzxg7OXdAClevCNuPl4euN32thfVd9UxSSE50T7Rtx8PD1j2pZYH9U3VSENwy7lqO+8WZN+dDGogwIvF8gKxwAog8M0SUcXQ8ym5JyVuQkrACA4LA8WalluOBrc1Xd2ZVx2dgcbfWPgBDVrQ7wGIJpI437szly5sptLqHXWy4NBGZcQQ+zKSo3q8ttFWjpoWZb7KIGPS7tzEl2XErmUTP2QXPFv8r3P5imampoYhrF+CoQjURfon52aJZHL5SJaol911w8NlX5+ftzgk+vAc5eMu7u7c224tTGXyWSurq5S6ckPow8/939Hmd0vfBrttf9GlStNNzQ0eHt7nzlzZvTo0Q8++OBnn33m7+/fUuWsH9r5dxw7Cd5L4pSQlasJm68EAFC4QHmxlrs34M1Mlrs41jcuNQoirypZGht+LF1za0J2gp6I1gAUhsQlq4/m6yAuNfMrIloD2+JbZm6dcC60J/ge1KjUll9ybwwuuvnHswZcCZC1K60rbfEVMQnN7ytX2vUu0aUsT1/4dXYYpIgkMGTChO5MarQs38t4fkTGTZpnxhuNFEXp9XrbBfHc9HtpaWnL9Hu90Wjk1i0YmxqawOL2yCy5VCSRNNVW1movFIwYMWLZsmUPPfSQYx9GkxVLfOsFt06+qtB/XgxcBIBhHm0GlleXLAn2/7pAMx5AdYsa3OfEpF2cHQwpSRm6uDjVLWpwv2oit78ORzvEoh7QJquv+m3GZHbnUTJjrAfabHa/GupkbXeq0fz83T06MwZiMrnZqc2L4b6PThoMhs4PsP6kTVaDOlnbUqhNVquTtWxmDCyOVauTtSyrTVaHNP8z1SEdlGxSt/wdmo9nM2N68pfpDzCoPdbyYuhuvq56pB5n7OoadbMSPct4195ubPbSJqtbH9HylnHlru6V8B4GtTdcact6GLFeq04369HzV/aV53awFleC2tLsXf2rbNsYdq+E5zCoPZYZA63eyHmr/ah0+TEGWmvWHwD/J5P6gZj5UQCQtSsNINnZdekJJ87GoU7hd4f1TNT8mLRogiCIXRADmlyts+vjdFGpXCPQ59doXmf4vtYXoYGPIAhsURHiAQwqQjyAQUWIBzCoCPEABhUhHsCgIsQDGFSEeACDihAPYFAR4gEMKkI8gEFFiAcwqAjxAAYVIR7AoCLEAxhUhHgAg4oQD2BQEeIBDCpCPIBBRYgHMKgI8QAGFSEewKAixAMYVIR4AIOKEA9gUBHiAQwqQjyAQUWIBzCoCPEABhUhHsCgIsQDGFSEeACDihAPYFAR4gEMKkI8gEFFiAcwqAjxAAYVIR7AoCLEAxhUhHgAg4oQD2BQEeIBDCpCPIBBRYgHMKgI8QAGFSEewKAixAMYVIR4AIOKEA9gUBHiAQwqQjyAQUWIBzCoCPEABhUhHsCgIsQDGFSEeACDihAPYFAR4gEMKkI8gEFFiAcwqAjxAAYVIT6YNm2as6uAEOrE/wPgMpoQJZxh6AAAAABJRU5ErkJggg==</ImageFile> <plotstore> <PlotStore xmlns:xsd="http://www.w3.org/2001/XMLSchema" xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance" xmlns=""> <commandList> <string>terminal=pdfcairo</string> <string>file_name="C:/Users/kraska/AppData/Roaming/SMath/extensions/plugins/44011c1e-5d0d-4533-8e68-e32b5badce41/GnuPlot/hlgn5kp0"</string> <string>font="Arial"</string> <string>font_size=12</string> <string>title=""</string> <string>background_color="#fefefe"</string> <string>enhanced3d = true</string> <string>xu_grid=40</string> <string>yv_grid=40</string> <string>xlabel="a"</string> <string>ylabel="m"</string> <string>zlabel="p"</string> </commandList> <prambleList> <string>"set term pdfcairo enhanced size 3.25, 3.08"</string> <string>"set encoding utf8"</string> <string>"set style line 100 lc rgb 'grey' lt -1 lw 0.1"</string> <string>"set grid xtics ls 100"</string> <string>"set grid ytics ls 100"</string> <string>"set pm3d lighting depthorder base"</string> <string>"set view 66, 246, 1, 1"</string> <string>"set\0020\style\0020\fill\0020\transparent\0020\solid\0020\0\002E\7"</string> </prambleList> <plotType>plot3D</plotType> <titleDefault>SAMPLE PLOT</titleDefault> <title /> <titleState>Custom</titleState> <border>Disable</border> <borderVal>4095</borderVal> <textSize>12</textSize> <textSizeState>Disable</textSizeState> <textFont>Arial</textFont> <contour>Disable</contour> <contourType /> <contourLevels>5</contourLevels> <bgColor>#fefefe</bgColor> <enhanced3dState>Enable</enhanced3dState> <pm3d>Enable</pm3d> <pm3dpalette>color</pm3dpalette> <gridXu>40</gridXu> <gridYv>40</gridYv> <gridState>Custom</gridState> <width>312</width> <height>296</height> <pictureSizeState>Interactive</pictureSizeState> <filename>C:/Users/kraska/AppData/Roaming/SMath/extensions/plugins/44011c1e-5d0d-4533-8e68-e32b5badce41/GnuPlot/hlgn5kp0</filename> <termType>pdf</termType> <mapView>Disable</mapView> <xName>a</xName> <yName>m</yName> <zName>p</zName> <xAxisType>solid</xAxisType> <yAxisType>solid</yAxisType> <xAxisColor>black</xAxisColor> <yAxisColor>black</yAxisColor> <xaxisWidth>1</xaxisWidth> <yaxisWidth>1</yaxisWidth> <xNameS>Enable</xNameS> <yNameS>Enable</yNameS> <zNameS>Enable</zNameS> <xMinRange>-5</xMinRange> <xMaxRange>5</xMaxRange> <yMinRange>-5</yMinRange> <yMaxRange>5</yMaxRange> <zMinRange>-5</zMinRange> <zMaxRange>5</zMaxRange> <xRangeS>Disable</xRangeS> <yRangeS>Disable</yRangeS> <zRangeS>Disable</zRangeS> <xGrid>Enable</xGrid> <yGrid>Enable</yGrid> <zGrid>Disable</zGrid> <xLogarithmic>Disable</xLogarithmic> <yLogarithmic>Disable</yLogarithmic> <zLogarithmic>Disable</zLogarithmic> <xLogBase>10</xLogBase> <yLogBase>10</yLogBase> <zLogBase>10</zLogBase> <azimuth>246</azimuth> <zenith>66</zenith> <scalAzimuth>1</scalAzimuth> <scalZenith>1</scalZenith> <view>Interactive</view> <mouseRedirecting>Disable</mouseRedirecting> <varNameMouseX>MouseX2</varNameMouseX> <varNameMouseY>MouseY2</varNameMouseY> <varNameMouseWheel>MouseW2</varNameMouseWheel> 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<plotstore> <PlotStore xmlns:xsd="http://www.w3.org/2001/XMLSchema" xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance" xmlns=""> <commandList> <string>terminal=pdfcairo</string> <string>file_name="C:/Users/kraska/AppData/Roaming/SMath/extensions/plugins/44011c1e-5d0d-4533-8e68-e32b5badce41/GnuPlot/3yztuhz0"</string> <string>font="Arial"</string> <string>font_size=12</string> <string>title=""</string> <string>background_color="#fefefe"</string> <string>enhanced3d = true</string> <string>xu_grid=40</string> <string>yv_grid=40</string> <string>xlabel="a"</string> <string>ylabel="m"</string> <string>zlabel="p"</string> </commandList> <prambleList> <string>"set term pdfcairo enhanced size 3.25, 3.08"</string> <string>"set encoding utf8"</string> <string>"set style line 100 lc rgb 'grey' lt -1 lw 0.1"</string> <string>"set grid xtics ls 100"</string> <string>"set grid ytics ls 100"</string> <string>"set pm3d lighting depthorder base"</string> <string>"set view 64, 264, 1, 1"</string> </prambleList> <plotType>plot3D</plotType> <titleDefault>SAMPLE PLOT</titleDefault> <title /> <titleState>Custom</titleState> <border>Disable</border> <borderVal>4095</borderVal> <textSize>12</textSize> <textSizeState>Disable</textSizeState> <textFont>Arial</textFont> <contour>Disable</contour> <contourType /> <contourLevels>5</contourLevels> <bgColor>#fefefe</bgColor> <enhanced3dState>Enable</enhanced3dState> <pm3d>Enable</pm3d> <pm3dpalette>color</pm3dpalette> <gridXu>40</gridXu> <gridYv>40</gridYv> <gridState>Custom</gridState> <width>312</width> <height>296</height> <pictureSizeState>Interactive</pictureSizeState> <filename>C:/Users/kraska/AppData/Roaming/SMath/extensions/plugins/44011c1e-5d0d-4533-8e68-e32b5badce41/GnuPlot/3yztuhz0</filename> <termType>pdf</termType> <mapView>Disable</mapView> <xName>a</xName> <yName>m</yName> <zName>p</zName> <xAxisType>solid</xAxisType> <yAxisType>solid</yAxisType> <xAxisColor>black</xAxisColor> <yAxisColor>black</yAxisColor> <xaxisWidth>1</xaxisWidth> <yaxisWidth>1</yaxisWidth> <xNameS>Enable</xNameS> <yNameS>Enable</yNameS> <zNameS>Enable</zNameS> <xMinRange>-5</xMinRange> <xMaxRange>5</xMaxRange> <yMinRange>-5</yMinRange> <yMaxRange>5</yMaxRange> <zMinRange>-5</zMinRange> <zMaxRange>5</zMaxRange> <xRangeS>Disable</xRangeS> <yRangeS>Disable</yRangeS> <zRangeS>Disable</zRangeS> <xGrid>Enable</xGrid> <yGrid>Enable</yGrid> <zGrid>Disable</zGrid> <xLogarithmic>Disable</xLogarithmic> <yLogarithmic>Disable</yLogarithmic> <zLogarithmic>Disable</zLogarithmic> <xLogBase>10</xLogBase> <yLogBase>10</yLogBase> <zLogBase>10</zLogBase> <azimuth>264</azimuth> <zenith>64</zenith> <scalAzimuth>1</scalAzimuth> <scalZenith>1</scalZenith> <view>Interactive</view> <mouseRedirecting>Disable</mouseRedirecting> <varNameMouseX>MouseX2</varNameMouseX> <varNameMouseY>MouseY2</varNameMouseY> <varNameMouseWheel>MouseW2</varNameMouseWheel> <viewRedirecting>Disable</viewRedirecting> <varNameAzimuth>Azimut2</varNameAzimuth> 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</input> </maximaplugin> </region> <region left="9" top="1242" width="234" height="105" color="#000000" fontSize="10"> <math> <input> <e type="operand">F</e> </input> <result action="none"> <e type="operand">c.1</e> <e type="operand">4432.776690326646</e> <e type="operator" args="2">≡</e> <e type="operand">c.2</e> <e type="operand">291.9983807883562</e> <e type="operator" args="1">-</e> <e type="operator" args="2">≡</e> <e type="operand">c.3</e> <e type="operand">5409.054524181147</e> <e type="operator" args="2">≡</e> <e type="operand">c.4</e> <e type="operand">0.0186230177337562</e> <e type="operator" args="1">-</e> <e type="operator" args="2">≡</e> <e type="operand">4</e> <e type="operand">1</e> <e type="function" args="6">sys</e> </result> </math> </region> <region left="27" top="1359" width="233" height="65" color="#000000" fontSize="10"> <math decimalPlaces="6"> <input> <e type="operand">M</e> <e type="operand">a</e> <e type="operand">m</e> <e type="operand">p</e> <e type="operand">3</e> <e type="operand">1</e> <e type="function" args="5">sys</e> <e type="operand">p</e> <e type="operand">f</e> <e type="operator" args="2">≡</e> <e type="operand">F</e> <e type="function" args="4">MSE</e> </input> <result action="numeric"> <e type="operand">63396.1</e> </result> </math> </region> </regions> </worksheet>

4080ca01-65c0-4e42-9a58-81d2047c37f9 8 Martin Kraska 3 5 false true 0 0 decimal

&[DATE] &[TIME] - &[FILENAME]

cwd DocumentDirectory CurrentDirectory :

D Gebrauchtwagen.txt,; 00000 importData :

n D length 3 / :

M n 3 matrix :

j 13 n * (range :

M j el D j el :

D 11.5 880001200 13.5 12000049561 mat

M 11.5 880001200 13.5 120000495 7.5 410003500 13.5 103000750 11.5 101000895 13.5 12400085063 mat

M M 1000 0.001 000133 mat * :

M 11.5 881200 13.5 120495 7.5 413500 13.5 103750 11.5 101895 13.5 12485063 mat

f c.1 c.2 a * + c.3 m * + :

F M a m p 31 sys p f ≡ c.1 c.2 c.3 31 sys 1000100 - 1031 sys 0.001 Fit :

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 terminal=pdfcairo file_name="C:/Users/kraska/AppData/Roaming/SMath/extensions/plugins/44011c1e-5d0d-4533-8e68-e32b5badce41/GnuPlot/2zseq3nh" font="Arial" font_size=12 title="" background_color="#fefefe" enhanced3d = true xu_grid=40 yv_grid=40 xlabel="a" ylabel="m" zlabel="p" "set term pdfcairo enhanced size 3.25, 3.08" "set encoding utf8" "set style line 100 lc rgb 'grey' lt -1 lw 0.1" "set grid xtics ls 100" "set grid ytics ls 100" "set pm3d lighting depthorder base" "set view 82, 201, 1, 1" plot3D SAMPLE PLOT <titleState>Custom</titleState> <border>Disable</border> <borderVal>4095</borderVal> <textSize>12</textSize> <textSizeState>Disable</textSizeState> <textFont>Arial</textFont> <contour>Disable</contour> <contourType /> <contourLevels>5</contourLevels> <bgColor>#fefefe</bgColor> <enhanced3dState>Enable</enhanced3dState> <pm3d>Enable</pm3d> <pm3dpalette>color</pm3dpalette> <gridXu>40</gridXu> <gridYv>40</gridYv> <gridState>Custom</gridState> <width>312</width> <height>296</height> <pictureSizeState>Interactive</pictureSizeState> <filename>C:/Users/kraska/AppData/Roaming/SMath/extensions/plugins/44011c1e-5d0d-4533-8e68-e32b5badce41/GnuPlot/2zseq3nh</filename> <termType>pdf</termType> <mapView>Disable</mapView> <xName>a</xName> <yName>m</yName> <zName>p</zName> <xAxisType>solid</xAxisType> <yAxisType>solid</yAxisType> <xAxisColor>black</xAxisColor> <yAxisColor>black</yAxisColor> <xaxisWidth>1</xaxisWidth> <yaxisWidth>1</yaxisWidth> <xNameS>Enable</xNameS> <yNameS>Enable</yNameS> <zNameS>Enable</zNameS> <xMinRange>-5</xMinRange> <xMaxRange>5</xMaxRange> <yMinRange>-5</yMinRange> <yMaxRange>5</yMaxRange> <zMinRange>-5</zMinRange> <zMaxRange>5</zMaxRange> <xRangeS>Disable</xRangeS> <yRangeS>Disable</yRangeS> <zRangeS>Disable</zRangeS> <xGrid>Enable</xGrid> <yGrid>Enable</yGrid> <zGrid>Disable</zGrid> <xLogarithmic>Disable</xLogarithmic> <yLogarithmic>Disable</yLogarithmic> <zLogarithmic>Disable</zLogarithmic> <xLogBase>10</xLogBase> <yLogBase>10</yLogBase> 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</ImageFile> <plotstore> <PlotStore xmlns:xsd="http://www.w3.org/2001/XMLSchema" xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance" xmlns=""> <commandList> <string>terminal=pdfcairo</string> <string>file_name="C:/Users/kraska/AppData/Roaming/SMath/extensions/plugins/44011c1e-5d0d-4533-8e68-e32b5badce41/GnuPlot/hlgn5kp0"</string> <string>font="Arial"</string> <string>font_size=12</string> <string>title=""</string> <string>background_color="#fefefe"</string> <string>enhanced3d = true</string> <string>xu_grid=40</string> <string>yv_grid=40</string> <string>xlabel="a"</string> <string>ylabel="m"</string> <string>zlabel="p"</string> </commandList> <prambleList> <string>"set term pdfcairo enhanced size 3.25, 3.08"</string> <string>"set encoding utf8"</string> <string>"set style line 100 lc rgb 'grey' lt -1 lw 0.1"</string> <string>"set grid xtics ls 100"</string> <string>"set grid ytics ls 100"</string> <string>"set pm3d lighting depthorder base"</string> <string>"set view 66, 246, 1, 1"</string> <string>"set\0020\style\0020\fill\0020\transparent\0020\solid\0020\0\002E\7"</string> </prambleList> <plotType>plot3D</plotType> <titleDefault>SAMPLE PLOT</titleDefault> <title /> <titleState>Custom</titleState> <border>Disable</border> <borderVal>4095</borderVal> <textSize>12</textSize> <textSizeState>Disable</textSizeState> <textFont>Arial</textFont> <contour>Disable</contour> <contourType /> <contourLevels>5</contourLevels> <bgColor>#fefefe</bgColor> <enhanced3dState>Enable</enhanced3dState> <pm3d>Enable</pm3d> <pm3dpalette>color</pm3dpalette> <gridXu>40</gridXu> <gridYv>40</gridYv> <gridState>Custom</gridState> <width>312</width> <height>296</height> <pictureSizeState>Interactive</pictureSizeState> <filename>C:/Users/kraska/AppData/Roaming/SMath/extensions/plugins/44011c1e-5d0d-4533-8e68-e32b5badce41/GnuPlot/hlgn5kp0</filename> <termType>pdf</termType> <mapView>Disable</mapView> <xName>a</xName> <yName>m</yName> <zName>p</zName> <xAxisType>solid</xAxisType> <yAxisType>solid</yAxisType> <xAxisColor>black</xAxisColor> <yAxisColor>black</yAxisColor> <xaxisWidth>1</xaxisWidth> <yaxisWidth>1</yaxisWidth> <xNameS>Enable</xNameS> <yNameS>Enable</yNameS> <zNameS>Enable</zNameS> <xMinRange>-5</xMinRange> <xMaxRange>5</xMaxRange> <yMinRange>-5</yMinRange> <yMaxRange>5</yMaxRange> <zMinRange>-5</zMinRange> <zMaxRange>5</zMaxRange> <xRangeS>Disable</xRangeS> <yRangeS>Disable</yRangeS> <zRangeS>Disable</zRangeS> <xGrid>Enable</xGrid> <yGrid>Enable</yGrid> <zGrid>Disable</zGrid> <xLogarithmic>Disable</xLogarithmic> <yLogarithmic>Disable</yLogarithmic> <zLogarithmic>Disable</zLogarithmic> <xLogBase>10</xLogBase> <yLogBase>10</yLogBase> <zLogBase>10</zLogBase> <azimuth>246</azimuth> <zenith>66</zenith> <scalAzimuth>1</scalAzimuth> <scalZenith>1</scalZenith> <view>Interactive</view> <mouseRedirecting>Disable</mouseRedirecting> <varNameMouseX>MouseX2</varNameMouseX> <varNameMouseY>MouseY2</varNameMouseY> <varNameMouseWheel>MouseW2</varNameMouseWheel> 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<plotstore> <PlotStore xmlns:xsd="http://www.w3.org/2001/XMLSchema" xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance" xmlns=""> <commandList> <string>terminal=pdfcairo</string> <string>file_name="C:/Users/kraska/AppData/Roaming/SMath/extensions/plugins/44011c1e-5d0d-4533-8e68-e32b5badce41/GnuPlot/3yztuhz0"</string> <string>font="Arial"</string> <string>font_size=12</string> <string>title=""</string> <string>background_color="#fefefe"</string> <string>enhanced3d = true</string> <string>xu_grid=40</string> <string>yv_grid=40</string> <string>xlabel="a"</string> <string>ylabel="m"</string> <string>zlabel="p"</string> </commandList> <prambleList> <string>"set term pdfcairo enhanced size 3.25, 3.08"</string> <string>"set encoding utf8"</string> <string>"set style line 100 lc rgb 'grey' lt -1 lw 0.1"</string> <string>"set grid xtics ls 100"</string> <string>"set grid ytics ls 100"</string> <string>"set pm3d lighting depthorder base"</string> <string>"set view 64, 264, 1, 1"</string> </prambleList> <plotType>plot3D</plotType> <titleDefault>SAMPLE PLOT</titleDefault> <title /> <titleState>Custom</titleState> <border>Disable</border> <borderVal>4095</borderVal> <textSize>12</textSize> <textSizeState>Disable</textSizeState> <textFont>Arial</textFont> <contour>Disable</contour> <contourType /> <contourLevels>5</contourLevels> <bgColor>#fefefe</bgColor> <enhanced3dState>Enable</enhanced3dState> <pm3d>Enable</pm3d> <pm3dpalette>color</pm3dpalette> <gridXu>40</gridXu> <gridYv>40</gridYv> <gridState>Custom</gridState> <width>312</width> <height>296</height> <pictureSizeState>Interactive</pictureSizeState> <filename>C:/Users/kraska/AppData/Roaming/SMath/extensions/plugins/44011c1e-5d0d-4533-8e68-e32b5badce41/GnuPlot/3yztuhz0</filename> <termType>pdf</termType> <mapView>Disable</mapView> <xName>a</xName> <yName>m</yName> <zName>p</zName> <xAxisType>solid</xAxisType> <yAxisType>solid</yAxisType> <xAxisColor>black</xAxisColor> <yAxisColor>black</yAxisColor> <xaxisWidth>1</xaxisWidth> <yaxisWidth>1</yaxisWidth> <xNameS>Enable</xNameS> <yNameS>Enable</yNameS> <zNameS>Enable</zNameS> <xMinRange>-5</xMinRange> <xMaxRange>5</xMaxRange> <yMinRange>-5</yMinRange> <yMaxRange>5</yMaxRange> <zMinRange>-5</zMinRange> <zMaxRange>5</zMaxRange> <xRangeS>Disable</xRangeS> <yRangeS>Disable</yRangeS> <zRangeS>Disable</zRangeS> <xGrid>Enable</xGrid> <yGrid>Enable</yGrid> <zGrid>Disable</zGrid> <xLogarithmic>Disable</xLogarithmic> <yLogarithmic>Disable</yLogarithmic> <zLogarithmic>Disable</zLogarithmic> <xLogBase>10</xLogBase> <yLogBase>10</yLogBase> <zLogBase>10</zLogBase> <azimuth>264</azimuth> <zenith>64</zenith> <scalAzimuth>1</scalAzimuth> <scalZenith>1</scalZenith> <view>Interactive</view> <mouseRedirecting>Disable</mouseRedirecting> <varNameMouseX>MouseX2</varNameMouseX> <varNameMouseY>MouseY2</varNameMouseY> <varNameMouseWheel>MouseW2</varNameMouseWheel> <viewRedirecting>Disable</viewRedirecting> <varNameAzimuth>Azimut2</varNameAzimuth> 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