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CylinderKnMa/Kn0p06/simulation0024_Kn0p06Ma4p3/Lambda/Lambda_55_300000.vtu

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+<?xml version="1.0"?>
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+  <UnstructuredGrid>
+    <Piece NumberOfPoints="2278"                 NumberOfCells="2178"                >
+      <PointData>
+      </PointData>
+      <CellData>
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+        <DataArray type="Float64" Name="xc" format="appended" RangeMin="5.5123"               RangeMax="5.9925"               offset="3996"                />
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+      <Points>
+        <DataArray type="Float32" Name="Points" NumberOfComponents="3" format="appended" RangeMin="6.8098972501"         RangeMax="7.8102496759"         offset="45076"               />
+      </Points>
+      <Cells>
+        <DataArray type="Int64" Name="connectivity" format="appended" RangeMin=""                     RangeMax=""                     offset="51836"               />
+        <DataArray type="Int64" Name="offsets" format="appended" RangeMin=""                     RangeMax=""                     offset="66272"               />
+        <DataArray type="UInt8" Name="types" format="appended" RangeMin=""                     RangeMax=""                     offset="70172"               />
+      </Cells>
+    </Piece>
+  </UnstructuredGrid>
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76s+fa4mG/2oQSXC9amt5pQSaEzebJnKhwLexT3gI2jsYHoMK5mhWmd6zcDLti3hvLSzzu0stjZDT0jsYeR9alF2ftd1QmNjKHXsGB5buZSZPQFlHw/G6Oeiq0F93r0A9T7F8mOAGvVGzByMfs2Frs5Ti8qFYmX3itBDSAkn9MAkLllKd8TI4b41zXyyC9YV/9vxUQz7vW7lcBx/OeE2dBkg1f+gLvwNHy956TrbDYsEwi3bA5cWBndtewVvmtU1BQeGNoe8L0L7l8uKBAPwL3wLjpA==AQAAAACAAAAQRAAAuzsAAA==eJxFm3c81n3//qmsUCFZIYVIQoVCXpyfc2aVUSKrQhlZWYUWhbIySogoVKhQShllZFVmKCOjjDLKKCN+r+v3eNzf86/349TF5XN8juN5HO/76lawD+BZf4EOB3znVHRP0uHBbSffI1Z08J0qenrTmw5fTszZmFynw0aONAYjhw43tAK03T7SYdCxr/jcAB0KVvIdkhqjwwu1ueYL3+lw2bbPYeQX/hwL64V5TgZY7e9z2inOAN3OdVNCOgwQ/bIuNECLARdii1zlVRgQf6XI4tR+BtyvWfc80pYBK8SG7gYcY0BkuNyrlgAGkDT10xSvM8CUVEtbDmOA8u6Pfy0jGXCn4eKGuRsMqKLrJBil4fdnr/azec6AS51uBYllDGhIv8rj8Z4BkHtRRa+RAYsXYh8vfmWATqOV6WWh/RAZdq7WWHE/mFFSt3Nu3Q+1gZdmn+yhQ64eH9cZWzosT+++rRlEh30ucwXfAungubyjTPAiHU48MH9gfYUO22XFL6mdo8NH/sxNsvjPSS3IadWn0SHsqDv7+TI6pK7jO9XXQocxPffamV78OXT31O1DdPA4cqJMaJoOBzXdr7uwMID/9f2qvK0MUKVby/MqMmDP880W5doMeGFmLKmky4C6zxFfXtEZ8GnsYjS3MQPm1MxjVzgwIE1gyGDUnQGTxrXBoacYcKZ/yX7CiwGphhWs2qjTKdXa3ZDBgBMr+op6HzBA+PfxrUKlDNC/uOFoSSsDDhQudWz8wACWnRq6QoMM2Fzs9uHHIgMeprtLu6rRQT1uSo6LRoc/bbXtrqfo8G7n7WHV03RoCR7bejyADtWuPslhqEOv6fI5vTg6uO5nO+wRQ4dtvUX7KSn4dT5xscF0OtzcHcpx7gkdFOs1ogte0EHZz1qPjP5pyaCe4WtHXZOpm85/Y/pml9Sykt4cHawNT+i+5mJA0pv7wV0bGZAh6d50VQ318dKZMzdgwPD0knq3EQPyXHU0FMwZ0K9pPJeHzx8i9+XmHR8GHPtysVQcz6ftF+NMAxkQut66mwf9sq92VeJkBAN2f/MO94lhQGZOhOFIOgMskteVbipiwOeXSzf3VzDA+6f17KqfNLjlJ2Rx/BcNhmbNxXrHacCStJy4l5sOb7ra6HcU6cD+q2Jvkx4daLFOW94549cD3S/EoB9Ci4z/sl6iQxyd7S1PPB0+2/qE1abSQai1qGEknw6LW7nvniuhQ6tMqM2h95ifP4n0jD70yTVjlrgOOqzrkFM0RV0SO+8L/sV8JVfJWTqgHpo6Tr+F1zCgskKumpWXAdLBFf3pm/B9HzFm/N3L9EvRxwgrW2v0+41Hr2QxT5n7je+2HEIfbe8THcFz02/vFDU/BnzMWxe9JpYBWRNujw/EMeClqn7fcgKeRRENZNSp84v1y3M8dLjTbN0YLIF+n9Jv9d2C7/t0pPM2OTpwFjsd5dhEh9NKSn36+PX9qVOZJ1TosHNzjlQDHbkxTP13+yAdIlXScoyPIGeem7+WcKVDtrD89fWOdHC6e8LTCc9QvylXaczZnqKPerqRmI+NQjql9+nQr7U8qlRBh7/Tm6U3VtIhgP325Ds8Of9unDneRgf/V0/79eeRNx0b1z3nZ0BCZAlH4BYGbNHtu6ipxMzV9W+rcw8BAwag7eMe5MzaiXMN45gjgc0nGIb4+ZVu24mUowwIYBtbonqjjzITc45cYEDQdv2/nJgf1/dTu9TbaTCZFJp67jsNPtttObd/ggb6jwK2rfhDg1LPuPEznHSoDwnNqOSjg49A6US1JOqkkLO6AvNUdojv6sf9mIMdW5T2m9IhXPd2tAXqIubAxn/Ikg4vuyqag7zQPxqRktsi6DBS/NF79VU6BBksb32JOSrbGeq5oZAOb3sfKWbV4T+vEfBgNfLlSeujx3pf6XBuhZCoNvpGWTVgtKsbdRQM3fwefRMo7yPAwsMAvzP6jywxR0TfhjQFEQbUS03x58oyQETUnd8COcNdvkFWxIIB6Rb6IV8MGeAv4vSy4whylPxR9Zsrfh+L+89OzNe+iaHoRxU0WDXqFKT9lgYtlXMZbxppUJV7SXj4Mw2KDuesUPlKg+RHy5/ejtJgmsugccdfGsicFlcNw/x09vZFsc3R4LbUC20nMeRhl3Fy917kLk9+UALqoPKFOvrZiQ7dimmXwpDDqqtzop/4Im9PLfenuNDBbnH3+Hs3OgS/0+/iOkuHhyzyC38xXzZP9b8ao19Ww6XtZgXok3caDqPI4QtFOpf63yHPBSK/j6A+xkHGYy3IGYGLtXyWa5Gjz3b4WvMx4N5grPhuCQZMfY2dcpJBXW7t2Cqox4BdOuYBcyYMuPrrYnEr9pRS1NPRngMM4JidYu26SoNNlpqz5qk0sNOp1Hn+hAZ7Xi8L6NfRIF2qrjCsjQY/H126fLmHBsN7NQOoqEtNIpv1oVkaSD+YG+5ip8PtfvPC6xvwPR6+fZ1PFvul1nooQpkOS03mvivV6fCruO+HvC4dHJ/1bV9EztyMHft41YYOSW+NfaxQj9Nr5TPE/ekwnmd+8jr20ez7im0W0cjPyUdOyg/pUHHvo78J8uaphbuHKOao9aRTeUkpHcxqNRYMX9OhUfUSYV1Fh7NLsUThDzocL39En+NgckYtqsJ2aTUDbtwp+hEsxoBzqTvOZWF/l6taH5Y8yIBtl3LsNSKQj2alAz9SaOBVe6ml4R4NLlioprQX0eDtm+Vm/zIabFWvPFyGfln/8NK4RD8NVpPzp20wP80XhQiLXhrMRPHd+If+qU0J3f0V/7xM/YWG1CQNcpyFaBmrcYew64a92449m+JuD6jH57IvBz8Z0mEgw8n2AOoi//rLVt5DyJXOWlb1Y6hTs76F/Qk6dMmL5yxjruwVbsdlYG9dO+FTcOMWHWROjbkEoS4/NkXOPUCffHcbcoxCPcJtp7o4cedU2rtPeOfSwblSJz49jw7FgdarPZE7ooHmTye76HDY80uvGe6dFim2sAbM3wZBD43aQ+hre1qM8VEaeB6vNFJ0ocEup9L92j6ozxHdYu9wGvSlxZ2j5dEgwEnpYu9jGjz9d+L62gIa2M5Zc1U1M5+fQ9DAMBxPATndlZ9/YH6USh8+GqHB3Z4hk82DNNAc6hu4ifkKcRXq4uCgQ0f7l/5fyJsTNPFFugYd3Ds+VpkY0OFishNPKXJXfkEjf9QCe6q5NveeO/6+T788eIp9tYXKt5+KZ/doidRmzJVIivWEJHLnbmfRNaFs3AEq3OGej+jgtpOt2qwcc/iu6KV8A+5Dfr4lSiMdFr7ePxWO+8Y1u0Tx3yQdrH6zGe5k0OClzpHjCdY0OMc53VJ7nAaHi4Sky1CH2iClYZVQGvizjMs+Rz0afk4Jf0ukgR67zcaQlzSgxgkJ0l/RIMtcldMLz8F6H73YDzQ4aZmzfb6DBlemvqR8Qh1yt794XcVGB7+OPk0vfP7+FY1yVvM0cFNXjbRdpAFsoIW7/mH6LPscn8KjFXToC+B2jBTC37/V2n5ElA4K1C3l9jJ0WNtmTNfDvmKZK3KvQv5s9faZFPNDnZRul7rgDj7Pv+WMfTgdPilG8jhl0uF+bUnWWtw1n8Xj5I6hPwhW8R6LCubuG/rDxmurTQPFJhybZHzf74U2+ejRgPYiTZ7VmAYd1gYJungunKxcY2lHg9kzmhs70S91VXGSWxxocNmhdJN3IA0qa9kuRNzC5zqs2RCVSYMD++rcTiNv2B5H1o0+oEErt82XfPRTegZ32od6Grw3VKqe/0aDMw8C4lNQj3qOukgu7CX7930lQuLYG0Hci78FkBPKObWTCtibd8YMBhh0oJtHunmZ0MG7wfxFG+brrlbatjwC/SOR82fFAdy1+4SKGzFPGmVtf02xrzOOL29xRy6vf9C2mHKDDq9WbmnQyaLDofclTR3om/BUY8fvqA+HaOCGeAkavKpLWxhXpIHGIPdypAENJOeW6YQJDXhV+hWMLDDnivZ5VDPm55I88TiGOw08bHT9M87TIOVj6I9zF2lA2XEkJvsSvtcMoRKXO/jzVtrr7ctGXdvnvB/n4Hs++qJnMYsGR2xfcFan4Z+TKttEc2lg7yY/dK2EBm9KAhYnMGfi792v+gzQwMA9zScP+fx54IRDFOrWr6tUoLFMAyNT8bVcUnQYNo+rmcY83TLn27gb9/CVg3FnjqFeOkV9b2zRL0OC+Y4R+NnlgZNkkA7mZYPqesN9dOgZ1/n7CPssdG/cABV9lGw4/avoMxXcPss/MPtJBVqXvHbxMBWC38snxLMhFx/nP5dHnfJPNLIqa9JgcTy0UZ7M9M+xEwZmbjTsmVR5rgobGoSmyJ+xxlxtlu4XjvKigXFFpMo+1OX5jLuZWBwNYu1VxXal0+DJXN+zkGoaxEcL/QhC/pp8dzL1rqVBYllAjOlHZl+9rp3iOo06GPcPBf7oosFD1k8//VGPdXNfjq5CPs+V+uxpGaIB3S8uN/0fDbSjL9XcWU+HldV9p0LQRzNjtSfDUKdDbmwL+qiH4g+dD/3IYTPnS9IVR+nQ+cr8nD5+zmcXVrj3hQoByixlPENUOLAs1M43SgUNzngB+iAVHmwO27itlwppgUduReCfR0wKKY2x0+BDgu6EiwD2qWvjqKw8cmSTL1+mHA2EPsdd8cacLT7KdHuLeQo+Xfk+FDk8zj/+NwNz1C40bH3gDD7f9q7sVWdp0La2/6lWEg2sosQfJ6EvvrcE/M1Ev4wsWdf8fkcDXaucN9bY2za+4hIXUIcH5+NYVZEfio1O5qXTqGtwpGMf8uWidr7qTswXO1+dLwv2uTZ/ZcEA9tS+NbrdR3AnJ/a0da/Yhv75ZNz9mIw9XNlWdOkoU5diBs8KhatUIPTCRj9EUUHCz9nofA4VXo/Lr8uupIJ6p5KrZzsVPq8STgDUI4yY9jo6SYUs0ctuG1AP5Y0s5sVraODKd/mKpDANCuSnDbo2Ix+fybOd3U2DH9k5d87q0oC1N/KnlD4Ntr+P83p2mAai1UINA0doQKoUUj9vhfna1D9ehboMbbA5sgY5fM8l/+0qzM2BAPl5Pezxd3+dZI/fp4GvOm3VheeYm0i+f7fQJwaPl1muY37C05bNHVmQB1dD98ivwfvizEfBFOTL/v42jobNeNrGbbyKvW1C3qLAKk+Hwawxtc+4a9ZzalY9RM6o7ua3mUmkwqqYfreSO1So55L25M6igpHFfE0c6nF4IdMnq4gKmd72dok1VLh7seu0UCsVPrXlT5xqpoKKNDvbB/TJwmqePR9ZafD7nqb2urU0UBgR+mIhiL5dwX7tFfrkvVFX0TlVGjQuLnvy6DP7STlIk60ReeMQm79ANqVBQmHasjrqsyzinOZ9An32ho+R6E+DX0vu2vyYL4uM26cUbyBfpI4EDaOPJmadYpaQP+985DUlsM+p/J/kV1bR4EXn2Jj3JxrsEDB4KYP3heOZlyrNsLfkxHQnRbC3xpv7Aij82Ct/9Jd0NuLuyrEJ6jtDhee37N3XBVMh4a+S8abbVIifzjmXkEuFN1L8ERylVEinsryqeEWFryWVra54Tk9s0b/WSQVFLxuvAsyPnI7vrMkPKvC/y6dRJqjQ/VTzYOMMFTpZ4sue/aaC3YXG1+uRN9dPfyKy1+FuV/aYyd2Ee2LruM0s5miDaWNlpiXukaO0bMvTyAEZG9ZdATSYz0h7m4c6nL2kxL9wAfd9PZvgb+SM2bg7a1g6s78jdtS9Y7xGHVvm9L7jrkktCrWwxV1Musc3Z4SfM7Iifcxf4P3hEfe0LfKYR//FXa8a7PnQuFGFbvRjsO/5bnv0vdzdh3+9qZA8qSm2/RwVYnn+uyEgD9p0X9bcogLf5vi9NU+pkNL6ouBKCRWWbn3KfFrCzE+biccqmS4qnIky4ZtH3qT6f3qzcoEKdY5d9JuYH5/n+atfo0/iBdhryJy4Q2nDF65uwPf0KP+6rQwNHhflUFOlmb21RtV+RScVuWtdN3IBfbPqen5W/jEaHFXsZ72C/S3xXHz4C54nPkQ+voU9/h+FhEJooPLVJ/8b9rb2zrpf/M+w33iPCCXg/ekNi43V4Urk74L1HXnk8JsgcU9+3DkrMthoBrjvFmMCf0jsxvdFvTuvq0WFUZrEwDcyFVzjPI5/s6ICpa3x0lYbfO4XXYNfHakwKSl9+i3qpDqT3yoUT4XTfuMLkEYFyYBxGS7M18IpD5auJ1R4dGrcRAx1mhvI0eb9gPocmL6yETkjmUTzLJqiwkspFqHhlXivC6/rG+fA512M1HLmxzzs9ei5h7yJj6nsWubDXct5OUVuGw16BHyXviFnDkh4bCknM3vLSsW+Y60h7tNJtpfv9Zk5Wydu71HiTQP3jTbCWpGYnyJuDinkTPZnn6mip6hn3dyxCcyPeVLcaxH0U5tgmXONLBWehlxW+Yp6FGd71KmrUWFikaYXjp9Tg9jD16jj8xkmhReRqMDCQtrYTKHCk+VSNz5jKpSXfer95UGFEK/p+NgbqOfAC8tHqEv9NXurAylUuN5U2q+NnNn6+YVnYT4VTpbplvChf6w3RB37gdz9F904l4K56ggyaXVfpMJZxyPJn1AP8VjdqgxR3F33XsQYiWF/j/PpcmyhwaddztUzKtjDsarZbHT0yZrpG3/MkQvepTWJtjT49iSt7TSeekNsjZ/QR+nB+SabPGig1cB92gtzVn47DZc39ppvzlAP5mrqu3vuLObHcdlgr7sw5oKeNbx1ExWk+ct0lxWpkC1ZoC6Fz73l+vx5ZT0qPJuiHYulUuHOy/59x4ywV9obha5bIk817wZ8P0iFkrjptZl4av3SPZN7jAo9h9kPfriE/Tui+S4xDHmxXnrSIQZ3yqvGo1kxzLyt5JbIG0feTJaX3n/WQAUD42mxiy3Y069fbHb+yfRNuux8QBz6Q6lT/I+xOO6FZTa730rIix/cJlLA9EvGal/BCdx/XBc0b+/GXrqwGFCt959Oajbar5E/d+Jy1OVOYZ70DSpN8N4wJ97F8jUB8/OSpUmyiwLZb+Zt4/spQKqbnlw9QgGGo0RNLAcVAmcbF/dKUKHfkf/RDPpjlLPMnFOHCn9Spv8mAxUKn9izbjdDXY7wr2xCHWzLu/Z4HaHC8kIphY7ntTHd/YOnqMAulKVy/SIVXtUbjLkFUuFmicmdhotMP9HfmNTEn6VC0n//cznqs/e4L1t9JhU4y2kbYh9R4cUF+95p9NO/lnwLtk9UMCvUhefIabbC0hsz36jgRR/v5FxCfj1RSn0vi/vue6RO4T68F3RxP1rE5//6WmjgpzPeg/w0qen2yIc+Nr4HqIerclfze08adMrUV010UMC0yeNW13cKnPZPGiufoMAdy22On/CcVyhzPL9AgaB5k5aK1fi+D2RpFfPh+96Tu2qTHBX+SqoN9qmiHh7svoYHqMDTaOJejFw5m2UvrIo8ETeL2k5DDk/etT/C4Yn5mVG92BGK/jK7vPYB5uglJUzhLvZTzkS+4Ggq+nA5Z+7XTSpkNFQG3MAer6NfXhxGHeaHlARvFlNBSiZq9boK1Df8yCMD5I6Zh02PIe7fUarHrxPYTxvHtxTJdlMhN65xiyOebiJhu3b9okK176ftqajT//yk6dRYbqVMg41RpeMiO2jg/YJnvCSPAvkKhio9byjwh6X75q4vFFD1u/u0+zP65FLSp6JuCozf5rlzZpgCm3/Y0PfNU8BV7eX1I0sUMOy0/9jIhvvir4m2zRoq5O/PCry+kQoCDf1rDyhg/yZM31ttiM87YBB0Dc/49QUvqw5TIW6d8oCmM+qZYP/lEe446XFVRSo+/3iiTc7ULebn2/dNeJ8id69Hdl1sRx3WH5zvTcEe/8yZ5FJbT4WCek3fA6hL/rsXadXokyMDmd+ufafCu3NHVspjjz+wG87kQP5k92a+ejtGBdMnpSe34/mxc8uB1lU0sFzN3muAHAreMPIk9BIF6ndY+FEiKLCH3WVTeQIFDlm+VFZ9TgGN0eEXop0UOFI1H26N+vwJSsoZH6TA1t5hjbJxCixbZw32TFPg5MqmtfOrsF92q+ntRj1+rqti2yhChbUpgafOYq6cJ0zMTiJ/5FZUWf1B/+Q0HqnVRN7qZjp3HUTeHhbLLfxkh/tsT1Iky2kqrA4b31N7ngqaY6UpW3zQT9aX/6ZeoELfqm08NthLvDujxBsfUEGhrjQyB/UJ+v+/OBWuCPPfW9dIhe+HnNtc8HmflOVP5f+jAmlQ3DsPe0lBztd+Dz73qh3zjbLIHacTNvWRuP/4OF2eScdSwHM/vWR1CuYgXFr5+kMKvG5lub4qkwK7DpJeiGVRQHiL6d2TryjQc1RNpLOUAqxyhhyCtRRg+eacmdtOAaM7YWKBYxRYaZTL0r5IAR7PpMQd6Jddii8zjq3DXdLU/yEQdUh7MzzqjXny082Ki9+B+uR4TLMoYc6n69aYauBzKWYpEoeocMLjcl3EUSpwR3isNXGhgstHA6G9qEdztcnVCjfs45UFAVp+qKuUxMP70ZgjbmkO9wwqxLypXFIrpIJgi2Z9P567tvPk96E+D+7Vcbi1UaEpvc5zNXLFLalOwg93cEhTjosk7rxnZ18KDvhRwC5c2WBbIAVi5LvtO65RIGuTrXx6DAVe3E/6tiORAl8e81vTsynwWd4w2b+KAmnHldeP1lCggb99XdpHChz4Nm58up4Ca87epZJQF4nX83cdUZeFXBaTyl8UeCNLMuPHPKnb3t30lgvfnx//cNB6KsjEsSiSpbFXuEhstbvweU7zZLIjf0vM4kNq9NFfCR5/GRZUsAmcb+c+iTtGLWkuCblaqSIxtMMd+2VakzLjRYVhEFZrxpwddLisvxM5VMy+7W4F7hteb48g9STscd4senws895wWIOdNeQ16pxTZ8n6DvfgNHvdrgMUaDtiWPrEkQITOu0pnt7o/00DbcdCKPCxl2W1bTQF9r7jSehHXYzOK3/8cIMCHJssGjehbwpyozZueUEB95UDISJlFJjs82izr6aAg4WywhTypeUxy7Ac5ufNPRan9yuR54ezovXxPNE4fOM2N95XqpzfLKMe7gNdtFE81XtsVAMFcOdr5CYGoz5qn7usp3Df9PjyRP3bzuxv1w0FhttMqWCSO3x5C/J5vQeLxHvUSTxu/Lm0E/I6ZvpblzkVhNPsK9NxJ5uX1701QQ6n1+hmcmLvXHYeHz7/Ev0lF7W7E3v726vcw2xyFKBdqN+vjKe98MIrnr0UiK6Q6N9jQoEQUZer/G4U4Hp496S/PwWkW3kepKN/SOOBbJXnKZBays/uiv4R7wjk4n1EgVtvLzu0l1BAimPgcX8RfmZzeKf9mMkbq7/9HKWtFChdsAmpRu7YOWTt8cCe+u+/Ggr/55vsyzqHJynwi6Z8hG2ZAs0nk56oY66G7gQu9YgyuaMmojXSiBz+luB7sF6XCvtrj3g/MKFCdF+dloM1FR5yFGSyoW8sahrdHP2YetBZCoy9kDvdbZX2YdeRGzT29RTME7+yX5rjBgqMjPIvfd5NAeWQqiddqhQ4OsOz5Zk6vs+pKA0+JXz/l0luRRQKrNBvF/tgQ4H3f1iSztlRQDO64IWwAwVA12L/rlMU+N4TdnYf6vbsr++2O5eY/hFUb7KcT8V8uRe0OGVQ4GEty5oHyBtp76yv8cgZ6Sn7mQMtTD22WmUZnf1LAa3m4a3LuGMqW+zXZaAe/w7dVa8XQx2SAlsFN1OhUUrNn7qTCrSNasXC+3C3vrKRZUcfxN3w+HABuVvSYnL7MvKmcKLyGhfma36/cKEifvaeLb0iegJ7mBJPB1cqHEqlXxb/QwaXhHrq0CIZYDPrUvAaCvjd15LJFaFAxz21BoWdFLi+YUE2W4sCvHM8BkHKFDhu0u5me5ACAiamFalW2Lt6pm68LhQIr+cXUfRk8ub3douBr5irrD6W1MrrFMhwe3nzaiQFhsn0pS7kr6aK4SQ3+sb94t3brcgbt3IWmfz32FMu2+7ZIHfEYoSbxfDzS472G+RvFNhdEGivMkWBq6mXD9uuwN7EdGxA3hx66cHxRpDpF/lgdoYW5ohqGU+eRb9IJk8f30Pg/l3U/c1pQIUq1bslL5DDBj6ByhqYo4jXVbKZtWTYp8EaldZLhssxTV81JsjwmFXEROAXU5/ObQsR8+uxJzfN6F0CCgzOhnEf0aGAZf62twZUCmwztLCaMkIfu9b7kfQpUPRGwqD1EAUePMzCpUqBVrP6IdlzqOPhqi2rURfR01qPB5A/pWIOFTOXKdCua6gYj329rirMtOQuBQyeh+Xcwl4ya5s+7YA+YUvg31ODvIkQNFTdivwN/m2T/PEH+nZX2Ss+/LzcZT+XiP3UlDWvIYh6xOZNq8pKUuHYfummeuwnrsHGbfp4T/DZe3foIu5fQTVpJ3/kym4+Na0S7O3UFenmZg1kGL8wINKEelQDq+GHVjKM7Q3q7/1BhvW+3e3m02T4spNVc804GebqlHNGl8jwal24Sicv5ojqILuM/kg8aejQtp8C5Vtc3LnQHztzpB/ewZzIh6nx0U5SoGalX/Yc+mXTFgehUOTwRzvSzL0rFKh+ze/BGYXv2awq8j7294ln/OI+2N/nJbqHAlCPwdi7Lm/vUYC7ieWYZi4FZBec00/kUCBPky74/SXl//bwBd2Xq58NM3exQ2LUs8ZeCnASalPmmDMdsrKSFjsVBsY+uVQKUcFKSMvUBfuaj6OsIgN9YvHYtJv8gAw92uGljwrIoN+u1UV/QQbfVeljL2vIsLWq7LlYIxlOjWRdO/SdeWaKh5MTUR/uWMPaHsyVO6eAofQCfv9svNwffgpIXqrvjZPG/fmTR6OUge/5W9SNn3r4XGfom9ajXh4PckOE0DfTu22jp1GvMsmRxPPuFFA5RWKoI4e5RlimDgUhJ0hNnWbhTF0KlJo4TuL+9ZdtkvAox35K59cLxR08sanJhsDetu8YhzzceZ4/+qf/oU+4qnx7Uobw64dyTU9hb41Ik8pz/1Egpc3+PgcvFW6lB8plYz95OC/8LE4gwyfroCuvMshwjC+d5exjMhBTue8/vCKDc75h3vViMuSIiAzueMvUZaVqcMCuHtSjZ1vxK8zRNY9uYYVlMsQeHDkgthb9HmR47LoknjDRnieKz3OsXSgEOawQo1VqoUuB2XNV777RMEc521ZuQs4E+pd1Lh9n+me1M6kn6Qxy9i2/slow9sxhemMd5ufoDelgiWSmL1aMeZi8eYI8/T1uvyOfApWFPJXTzyhARAnvK2qkQFds1Gz6KAXenpJ+7v+D+dlrR5WZfS9Tt81uCxuCo8hgm2WbeSAc3+vIS1afNDKEN5L61PPIIDaTe2wX+sNBhyPL6DUZsuUFatRQl+1/s3adwxypiiU0NNeRgWs0d7D9PRl2J5r2RWCuBjdEM0JHyaA5lXT4MSu+5//+M5sw+tbU1jt9O95LjprmJKA/ZuYud6WhDgVG7ZSb5ujz1TNG9U4UoJ+gD4TjefCqWkC/M/ZJfK5ElRfyolhiTtce++rF3XV3jlJg6legUgT6Z0tjWLMwctgkL977HvZS3uJwOCfq8SszXoof/XPsp/M8YC9xcVoAG/b1hkQernU/KfDhle9M5hzqzl/8UfQgvudvVdP7z5Lhegc9Uu8qGTzdgirIl8lQxJaX+vomGX5uSC/LukcG1usDN7cXksGPU6aSeEaGiYqqs3vQN7ziCXbq78jw0tlly1H0y+6OAmfnTjIU7gnOXPyEP1eN1b4d85SuGCx39ycZgqxHjn+ZIUMZS7RBkyAFVt0sk2dso8AT6RlvvT0UOGvYzVVIIIfd6HbfTfG5Nk7UqGNfd77jnziOO8b+rNqpzchZKBO2Gfdkcvg2r8sZ41AKnHqQtPZvDPO+NMw24rWcToGBA2XclgW4g+OEFwdxF0eYKydE9lCgwiuYGnWcDFMbClXfWZOB5Qfddi9+DnUKtrrlTYZHZxbangaTwUZG8hV3HBkMe0lhR2PIcPKqS4/ObTI0KSRwHX3IzM/bJi1xsQoyaF90qI4pQf/IRP/KQZ+E1mjtlm4jwwlf22CRYTJ4LybpZGKeTspxbNiNPBa/Xe/+ZIbZ21xcHCpXcNdJwEiQ4i7kQ7k03y/MU1VHfEcuckXgRoFB4DH0d0zu9MJZCiSIO5hbXMD7TjW/xXIA9rOyBe/DMAo8ZnGxu4Fc+fAlcNcn3C3XzxT824W5uqpbf6EVdTGYc+ZlwVyt36sAi9pkOOjK+1fbgAw71xVrPDclA7+KzI1he/T79Rle/dNkGH0yoMnpQoYsSoJSly8ZFn5r3VS8RAYtC473H8PIIFxXf2MIfbPjjeGhpymYq5iBQxbI3wkKh0PgUzKsHld+ZYc6pVKCX75GfZ5Ua6WWdZBhv8EMMYm62JD9OIqxj4wfkxxlUJ8r5WpX12FfK/43PwSZvIlhDGRwqFHg6ztp+8uozx5ZT+sJ7O/y+7mWhrh/f/B5/klGvkTus9jkhNw9IjcgP+OD94Q7d0fFo5j3RgaXwy8OvC9FZwjf43qA+nEb3TnJi89nn+zKvRl9+8STzXEn8i/NT8pGgwwCs/SeONTHN3Nkw45TTB0ExbPbD10kQ/zr9uQqzI8ud5716HUybGuia7yMJ4NBsq3cTCoZPhsGpxc8Qj2CHSYtnpPh3l7eHO18zMNxv5+OqI/VZ7XcaOTM6W7loI7PZHgT3v5N/hsZEuvV2FwwR4mrE6IY6JeU+aRHulPovzDDr0Nc2LeSC2tTMUe7//C8EEH+rhIM0l6FJ+fVKoou7r6uliRPVtw53PlZghHGqE8zv2vZcSZ/9jIML27F/JzvDbRKRX+cEWlIbFgkYIJaeHiJBd//RHdOPxcZjKh5SwEimIOVDSmCcmR42GJ7p3QX7ofrQQKRDDJ4+Qa7mx8lw4bUkbdJqMvLa552184y9dmzVfKAezQZZvYJKIXdQL8ZcBSvxT6CldlPP2E/80d1nzxThd/PKuP+tILJ3RbjmRUS2EOJjBmRrZNkGKooWCWCnFXskm5o48b9Waj1vgl98upG/UaJVbjjl6JeuODulRsUXlmHugx/j9p6kE6BOu4gM17cd8t98W/uaaBeai6kP8gdyl4HAcDeJhdJy82jfy7lZB2ywb3zfEVHccE8Aa0bGUJtrPj7HVRoFFqHv1fxzG2J9ci7jUSpiSgZlJ2Tt+8VQh5KECYvNuDOeu1Sdl+FDEsXONjXYa5uhgSVLRzG3amQff7cCWauWqa1tt8IIkPJOb/Ay5gjm+9lyjuwnz59LfNgQb5EhbgwujBHEDKSLIacEYi1hSX0SaODZ8lj7GknZd4KWiVyZQ/rvOYAGXRkg1vX4E553ZYbGII8CezK8kvAvj7mZtHOhn29+Lzgl/l/Pb3FLyIL70VKF0mfjXG/6IaWXZSmMXMUN8tucws5M1iQ9fCXIQXmPbJTTn0h4J9Eg/n8LwLeVXuySnCQYWQtY5WgGOpgmU5XkcSdTcm+v4DPHeUg8E+RQJ+Uj2jlqZFhXWhwbp8mGWR1sr+/18IcTNbXb9XHvv1kuiHEigy0kAV+TdTFziX496IH5i7a5Z16KO6NQxwZ7MhbcS2B29K4XwamCmQPoF9qOLPdVyFXvtv5HV6JfXQgdMD1OPZRm8XCY5UiMpjLR4v5VCN3QyxaXqMud5YkcLGRYfmtlvfsf/cCY89DVtjXzWsF0p9jL33S9qNfnyNDxBcJL1PcdQn7XBLC0Dc5uyeOmOAOroso0zHGe1PZyexCzzEC5lxl3vWOE/DjUJ4m+xwBD3YQ0bqzBJTJVJtwY27+yJZHjaNPWg7L1MuhP3YJlw/VKiLPCJkTn3TxuZ65OAvokOGQXcJoOX4Gh+gDrkZ4Dhrayx1h+iOgsyk24hgZOh44xKkhf2Mami68P4fP01ulKh5CBoW2+nUE+uZsU/13f+Sv+L+CtbQYZm+niKaPuKN/fraTVOuQPwfY0y9JYL5OOY/4JHXhz7lg67oOe7q6pOxYGObLcCmpbTXqwW06oc2KfNH3axfQQr5c4Ain9yN3E5Z4eHJkkMPBChuFHxHwco2d9sFyAkZyeQ8vfyDgp1jz1fyvBKh9G/kahvrI2OZJ//tOwMEIAbXTfwi43TqSwbIWef6vfSGEDXvyjSdpko8Mvz0Stu6XwhwclVRp20qG+WjWUSH0zZm5KssUYyZXVEGy75odGVr/lq3Y6Ix5e2VRKIV6pH+sPygYQQalqqbtmrjrKK9NJ1chZ2T7SBJv8OufJCUXu++QIbm9LJQrB3krLXIsHE+3b2oKP5E7RhRW3kXkTJ0Sh1M16nLO00HCFfkrWFy2pxz5K8uS7OSG/TR4q2n3+6+Y08vtMTdRnxvrBx/AA4J53kgvnc8nwJx7sJz+ioA9YxMRKe8IiNMkMli7CYjW23eVq42AwZfBJwI/I19rZkgE6hJQ7EfrxTzV+4rE7llNBr1D2f3BqIudgUKmIXIlYrEpfZUE/vsTg2QNlcnQu6WQfpVChnz3cG8a6sNmFe3og7qYthsan/Rk7pYPIFA5FkmG46bBdn24c///X+e5RQaP7cnHutEniduS3/thP5H9PaNSUJ+NvhMGfriD16S26wdgP5fcbqpV6SbDx7uGHiu/YN4ZftVD/3FmSHq/yiwZ7sqzGguxUCD8uYhVXBQBhPBgC2c6+r+G4+WxpwS8LYh+O1ZEQNdGy4hp1OO6pboz33sCfPo9X69oIuCXYfEqftShKlWA82gLAffLg2wiBwnYuZswcvuB+nCYvd+EeZpSK/aa5STDUVFCfkIcc8ze8K5nExnOSxff5cRcZW4u5rmHuniXjmQxsKe5bwXFjGAvnTnHQeunk+EiT/G6MUvktF7COJcr+uSKZ7pVCHOn0LPbVb2wl71v28ZGI1/YV+R5T6Eemq0kbtYs3C2/C2J+ZGIeNiQ7yKIuosrhG67i3g2ONy2qRF2U7tePc6MvlB5lZ990JuBqXYKQ7BkCJk+Xk3SDCRDQ6FAOjCTgexXvsGgaARtkLX1+oF86xma+SzwmYOGPi82eUgJ4NKqLrVoJyFxpVz6DPvlpocIf/Y2AW07ZjPYR5EsWBxz4TYD1vfA3NOSQmF8yzP0jwMpKJvwQ5krwQrTP2Ebc8QdkfBOwn69WORiJ7SHDv6Uq0XoaGeTdeCMysKc3fm7/uWY/8nKR1HkfeylEU7Lo7UnM/2aZ0QrkSW+l4YWzCUx+/G+//I+7DxQT7pSjHnk9Wspf8HOFSRCn7UvMUbDtzc4PyKV5VqHAkwSI7BycC3Uj4E10YeozdwI2x6mIl3oTkBdSKGVxhYAox/LxvBsE3OtifbcLfcNLanD0yCVgNkTGfKGMgCwqIWWF+fki3PHc6SMBsv0Ta0mYoy9tM2YrewgY8ElfuQF1sd7M+LQCc6Rhkse3D/eK6UK7gxTuFYU9hY870S+P2RliEugTD15ig5I65pciM6eBvdxkJCkhiPy9b5VQ/gd9coWFWOl2APlQbXttCfvJWVDdYMsh3PXK6d+2Yq5sT7Ju9ELf9IZMzCRjfibf0Q++RX/Qh9TKDzwhg+PlEY6iXOz5iIHtMfg5xNasZNGQgIyz1SIShzAPceo+YEWApdikqLsrAfPxKvmbPQnoHQm+UhhAQOW+DgvqVQL+/19DuEmAvHtxkHQiAZIMxloCebvPRj3+cxUB20zVhc5jH98cdrC+MUX8304Bzg7/vgkCglh7ghrRNw89ZH5lD+HPK/XzyEZdtIlCRVXMUQSLmX8kcua6popiP+7c/356LOZF54Hn01bsJe64hWIb9MvQyvILvmZkUDESqYrFXjpWMCI/jj31PHVCTNyGDH0RM+lPnMjwLXChNBv1Cbrk6ReHu5f7zEyAMvqmKbd9Og258/2bgOz+/ci5gOq8S8YE7D9s1spmh774KLAtFv3gEa0yNY3Pvy6i0PunL1MPRlM0v3oQAQYssy94rhHgfEtm20gSAWtC8mo67uDzyvUUrbtNwJG1jjebswhoH/FcF/+WAPEyVt9R1GdoKyNe+ScB7vLVga3TBBSYFS5vRr5U3OS1pKNeo60uB96sIP9fjvj5Gyga3Mxd8z/fzPRamP/De4CBdvbBU6hP5+nwr/2oC42aHGqFOlTslnn99L/74ykO72m8Hz0ZrSrwc0M+qCd/3ROAO/5h95YjuOuEDR3tdigSoCly3shJnYDkjYsNnloESCer1zWhT8avlLccNSPgnB/R8deegPXLCwHyPkw9LIVcyd8vEPCpOmHs6DkCzhZIXtdHfQJT05uK0Sdq1dFxX2IJ6JG20+CMJ0B0g92NAeSw55m8a0aYp4JbCbbhyBUDSSO2V+iPHZeTS0yHmbvFt3rC1EoA7y9K6l4ZW3AnHU6XOCmLzyFMxIVjP98pdxk5vY0Mv1wFDpbvJsOKKUNeA9xz7zeq332Gfuk3Fpk4in20ZkX5D370i/Zdl1VvHPE+89aCsxB1aXnWfbfQH3NYWMyRJ4Dv+7SlvLY4AS6v87TTd2Ke56K/ftlBgHBE9Q9u/LxTdVJnUoOAvz+j34vRCXDyZnA8NSXgCbf/gNwpAuJtGoqKvQh4nayQuwv1efEjWEzEn4AVuyzDHkVjLjb3/O2/h36hGmkvoD7SS56+Q//5pZGDdwZ5k83t6MqF/P14VWbM5jUBj16Ey93GfHXdFkl/jKf4ki1rDe6ZprEB92X0j2QW6/cPmJu3zSNrkvmxB1TUOTmxhyiS+6KSFJCXy/Ve+kp4D/lk4caO/dxz19OKhHmZPpKQsAO5Iuf8X1My991W18FEsUUSfHurvpJ/JQGnjF0H/XjxPVkMvlPcxPSH05/w3zOYnwuP8xT69QgQqklPtcHPp4ei14xjnj6ebEh7inn6H3eFJ1gTpdAXBX8W5G5i/8xIOrZaIld++BT6q2YQwHJafd9yNu74735ggP7gWjs4yldIAMmk/OrRYgKol2R27ETuzl5Mv+iBvdy8m5E92YxnPkfJoy4CuNWIwRbkypEnrB+r/qLOuuqUmGUCHHQLbzVifjbHBivsQ99sbh54Joq6vP7cTYnGe8E1H94+VbwH3Nqfzp0NZHDnKof72EN9sc1HtWZJsLI722bXagJ2l6l30vG8k0nY13MT4LpyvU/sOvz3zyasjUO/rE8pR3IQ0Cbl39u7j4D+53nnz+Cp3y2S0Erg/lJybWNFXexiiv+qmRMQoWM389MaOaw++OL5CXwuhwZuA8xX+jSruRH6Z+encL8B5MvByYXWVZifM68EKnRSCEg6W5ixlMTcd515CUd1H6KfKnlNnqOOxfyD67/kEFBnus+dpQI59jgcMtoJUJdr0P3Vizntczl+Efupf9pWuAl72+2kDGc+3hes0jh+lCCPPzpKPlZGH21la9h5VpoMlcsyb0eaSPAwwfJP/3sSkHsK+dQ6SfBsUMH2ygQJVFeIajxZIMEdx8HPY+zId/XZHZ8kCCDrTJbqyeDvf4NY8ttFgNklhqiHJgGbdnglSqAusXO8u8U0mfrQRqIzjI0IOJqiwv7sOAErz5aXJ5/GvVEi8lT2IgFX2Lzq/a/j9wk7XqhFjvB7Fw42ZhKg9zL6ohj2s32aiF03+qTFV4HLvJJ56qkbJXx6ztTDcNDzoCPuPZtTebzTuGssCoPvGyF34EpCZDLqMCrQ8PkO7t5VC6bFtoJk6F40NarC3VtbaLQt8g0JfmiFFB37TILwompDwV4STI4pMAK7SdBvPps9jKd0eXlP+DcSNBrMbouYIsH5epXYq1yYB4aX6UoO3FGcMaEs/Pg8Jy2d1snhDteajLu0HXdYZmGSCwX3guCi31fM0XdprydbUY81gwIx3wxwvypMHp7TR30kvX7NHSHgq3O1xxz29Jc9PdOJyBetc8WL5y/j/UbXrMMQdWrTaVaIvEWAdmZyQ30Gc8fcvKLwNAB7KXXYr/Upfs6qCeZJL0G+m++7XYt7OItjMOE89lUdn+XaRNzDg2dlPqcin3fODFTG4L3pwyn/GzufkkBXdb2i0mMS1E7lFTpXk0D4tGuqVTsJzNKNzNPw+WFUQbJwkATEUS/ZX/0kCLCb3GONn43GZCYXZkjwVu18asE/Euw74Wj1jRV1uWKU8koM+9fD0oRjA+6xrYv7P8gSQHczs5dC7loPJuzL1EUuTPN6j6FOkeT//p8b+L7aREgkY+ae+f1M5uzOYwRcFpkM4fYggLJp9MJG7KXj/sWOYsgba2rz6KsI7JfVk93f8ax5lHxtDnX6/3+dMQH1oTXIpiKHVQ5UP1+P+bKb8Pz4Fu8LnNx260P/uzeVBEdSkT8C3Q16nkEkmDo3W2STSAIvMdnAD0kk8Akbzb2YS4I6tRjBliISDEfZLTZVkOD+t0L7mjoSuDfuczPBPO2QjelgdGCOtlwbPT5NAr255H/+qIP9YHZBFebpKIvofb1lElTbD1LCkDsf2GOmkgSRN34d8x0CTH1kBpJZK9A/eQ6WbY8UmHm6MRNuFYP9fW4+uGLfUeSX+OTjVuwn7xX+8yqoBz0y7+nH60yu/O8eIDS08IP3PpMrW+XNaLvQFw6bLfU3I5ef9S7cPFeA/a1qxOqJeWsgiSa6B5Kg7HTI6SU/ErQNVFMvh5LgwhNL8eOox7nXzdv6MkkwmGr5tfMVCbg3itoq15Lg0zuitxv12CUqWl/fQAJKRodVfzkJgmTXh6zGz1arUs61/SCB3I6Qtdp/SPCxvhDo6JeYWKMn51agTsccay6wETB2fPCJ9Bq8r90jGh3W4vsdFlmvjH0997RQpEYJc5ZVPD2G+qjJzB4dJuH9jWbHOH+AgJdT4TXb/+spedcNraiPwl67uxa4f5tj89z/IW+kPvI28eH96J41ke+H/vCa9zSQQF947W1uX0DujO5qFv6Aejw+pVJcWIP3JJ2MMyM2JEjOcL3w9jQJ/FubXy36ksB6pJrtKeojBqJuWcEkYDVd89IynATbSet1JuJJIPq3UP056jP2luGvUkL6P870Kq7vTC5h5utiXMezEuTLJkP/doMhEnTZjvZ2YU+fDjGz62Bn6rDrVeGKMuyj14HNtiFSTA7fylNPLsN+2rYhJGgz+uaHZc9KPlXky/1Cdk4GkzffjzdrsOGeaU0qFOezxPfPsAw5hr20wmffKP8l5HsrbzQgZ3acIDwyMT+N+oy9PLhnJhyK4xXxPmAq9cq6S5sELxPOD0iRSCDB+Sam2xx7Y4W27IQbCcqVZAc3nSHBzXFCWOI8CYr/FkerR5KgPnBWvxL1qA5ztSDdJcGyHicPHTmT9bDj6Zl8EpzViIHkJySgnlx8EJmN+fqjcm0Gv361nuDKwnz9W5XReqiFBM4WXjHXv2Me/XtMLDBHHePpHalLpP/r65RN5zMWkbuO3Jy5V9EflVY9t7xVUKd/vNaD//UUC6fSduRLanj5PxnMT8tngexxG+b9SMGvXGEPcpfjgYyjJ+ZIx7lc2A97etdNhXE25IvUQaPXh3DfmPO9OdtKxfea5bWS1wh/b0aG1VcDEgg6rh+sw3Omuqfq83Hk5rpnNU3oE/pju77zV1A3H//7v2+SwPxXsdb9ZBJwus3eS8Xn/DCknjVWTII8zowlScyHwNnBnC/IVb+JbBUpfN6GtGa3xS4SCDmN1rSMYg8tS546iWefqVez9S8S3N5zfrfwPL6PMLNrd5ErWzQWN77GHA2WFm4PRd5W9koGF28lwD+aOLUe7wEPPJv75fGUP2i300ebgOnF8KdbdJC/u1yX67CftNlWxHcYM3eM0ijHLm93pk/+19dE2gr/zi0kOCJIPmi9C31/TDRIQocE736azXVoIff2bT9wjMTUpTB9djIVzzGZncI16BvuUruwe6dIMP3WcuIA6qSWPbg3D/nSmjb4TQx16uDfPmaOvuE9fv6mVBYJRHy89D3QJ5TvxaUM1C0utWOXSA0JerKMhD5gb6flMfh7sYeOqYf83Y09FSCxpmP2NwkWS/al2GMvXVizfnocddonw9nCgbx5tChy7hLmK/5t4aGDyJf11nYUNcxTzUeZtHz0j/V99YIa3MNEscK/AORL/TyH+xLmKIJ1hfNaC+RCSt6RaTfsz0VX9ztvdOFM+k1liQ+6cCxJNEy/URf+qLznC+nQBX7xzneNzbqQxt+bPvtRFzhV3/U3jOhCqPGz17MzuiCy503B+gVdGEjjbLbgJsHnhQ6DUgESHCzyX1Uggj7wvLlmSIEEkdte0Vq2kyAi2/9opBrusxBOIR9dEqyS2pMvpkeC3+ai8VuNsZd+M5JOIq/UdzxYCHDGn3ckRnq/Fwlyv1V/GUJOdQf/9xfakU9nZzcvoA8jKoya8++RoCXZbu2Nh5hH/8la/2f4ni6Pjpu8IMHlL/vG8pDvUq37Ejci19fybAqQw577u060v7WHBBp7QyIS+0jw/wAtxd9/AQAAAACAAAAQRAAAtDgAAA==eJxNfHk8Vd8bNUpIJfOQIRWZKhIReUxpkNCgpBQimcsUEUmDBiFSiXDPcM8lpZSSoULRQEpCRaOKJqI00Puc+77f333/2p8j3e5eez1rrWfvfRLznBXtl8SAn/Shc/nbGNBX1Pu33pMBKZ2cHfuiGXg384mV2jEGVq+cmZ9ygYGXee+dpzxh4IX1nuiBjwys+BKtM36Qgd/eX+sVPzPgSvwxF/3FQID/mAvC0jyAo7u+T9HmwXe3jQcClvHg+mfb8FwHHjz8rHW0ZQEPEhyFRnXX8IBaFJ9hEcSDYZWkN3NDeDAuua02O4UHQaXPtmad4sFTRYlg82wenJCoaW3O4YHB7lXrmHwePMncopZawoM0p4Hpu+t54DqknyvVzAP5VR9nnnnBg/UDO9fvfskDH/br9fOg5US4boleEZTdnybnYVMEHFF/jwcLikBrp52KvBkDi81POiV6MaB5V7EsLZGBLtFl4w1w9NtG9+zYy4CS1oc5gwcZOOVX8XRpPAOXD+poh+KfZzTr58USDHjqmfZE1jFwNi23vLSDAWllt36HHgbkeTmHaxCf2L9dFPxhoE4s6q+iOA/u7VEPeGbIg4+7V9jsNsXvf0A+5NcSHqz0fvojypEHp8p7F6xexYM7+bK2Yht5UGd7blvXdh78s5yoNCMe5x3Q/jUlkgcH8wMGAxIR34cb6PQTPBi48ijwUikPOoWCrJOv8sDu7eBQ3AMe7NNSdzF9xwOj01mf7bp4kCg9z09mCNdhm+vZt5OK4FhXmMY1EwYMTjetGLeYASPP77ymAAbmyUVXNoYy0Dwo43NqNwPJfk+r5FMYeJ5EViRmI28KtX/HZTJwmxZSas5n4PpMKcnLFAOWN0f7npcxkLexesirioGIjcM3f7UyoDP4+/jwcwZy1ka6SX5CnnlPKH4zzMCNKEPvs0I86P+WN+Ye8iftQPX1LC0efOldsyXCmgeGBgnVs9bxIHeJ4ZP765Ef2t1B4T48sH9+Ztk4nL/X6PhT+nt5UDrs5EUm8eByyvE/aod4YF7WEFV9FnFd1K8XiPxRD1YtVcDnkoGxt1YgToptR6MX3+bB0FkTGH3Eg/Q2pQjbD1woebzE8d1nLtiUZ89z6OPCxPkvv9eKMyDzZ6zLEQMG5ris3Cy8nIG55peNlwcz8Gv5j+bHyIf6CE23hGQGfCRtJi07yYBxXensEA4DC8/ciFhfzkABu5y3GCh3GPvm5SMGfhYHlql+YKDQQbOxuAs/V2F/w8c+Bp5EycY9xvoqMWhx90M8FhX4vgAFHvRk9QUby/PgbHh5H6nLgxUt6RtG7QR8kS7mZXdv40GZW5l5UzAPGt2yV4l488Dk5P5X03EMlbK1rk7mwcka2567WEfNTjnbVQp5wC2yUHhG8GD+qL1v7WnkTb1Zgux4Br6mP1jzXZWBjSnWQ1LTGBgcad35UZuBdC/50C3qDPQvdt36RRPrgZw0EGuI+Mx+K/18CQNp0i6vxFcycP6jjY3uega23ZlYkxPCwJm6qRd2+DPQffCL+1Mc3eJLrngnMMCxalQzTWcgSDz13lWGAZEncHBLAwNDeXe3OTcyMLknas5PHM8VtHraP2NAI4nXUiTMg2fyvzcrT+HBW5nF6gcNeLBbSdOy00xQV0FNN40LlvLAe8/5D22BPCifYObYuIMHTbfyoobxWV8pq1XCnwfVs2sTKvbw4FGR8DK7ozx4b/rK81Q5D1h2FjzigtjJX5N2v+bCvl2+XTzkg5mM/wXmOxcasl1uvhLF75kY05ApxcC1LtNVmojL40J2Qgw8tG//NrgM1/NCt2zfavzz1O319a4MBAuZTrXdwEBPc7moYyQD9sbOJbppqB/n9u6twvpy7tGIP451JP5Rd8fBq6hHH3yspj5koPi2TNvtdgbWvJieU4T6MmC9JV0bebNaxBuhR5xNZnwpRd4cOLR9VFuOB8trv0kbYR3VbTpu0qvJg/by4we/zeGB3rvLMhWoM1V/3lQF+PLAauEV3xvuyK+dooUz8fmNytnG0RgeqG7a5bcU66tGSkzCtZoLF0abvaoruTDDe9mMlntcsJcfnRDaxgVv/sJzYf2SGx8GergQmn/D4tcgF0YHGg+96uXCD50Nx24NccFvdlhMsTID3+qKFe3MGeiw0SrxQRwgVG+lVxADl2IPPCtAHTZP3N1dE8OA1hhr+fnImxK/3P747Qw0Kbt2Tolj4JbC9Xi3UwxUirQcn4t8Sdycql6D9TXJ8LvaX9ThU0tbJa0eMBDT+O/t1y6BzuyaU+1/TBF1weHiYq4yD/JODnnrzORBoa7FSP5sHuRkFNe2oC8ll4tpTt3Eg1qpJjoVn/+u4tl3eGDdFSuVTErkwt95Xx6EnuTC1Jj3Lvt5XKDd819o1nMhw72q9vNDLsTxiSjARe3e9V5h5MuKRXpHZo1lYNh0pOOYHAN3yX7J8zMYmK0Wnlc6h4EiLbV3m5E399ofPhi1Rp1Mt/kyDXVmdejEoKzN6LuJXr++o948c749bLiLgSVB0VIP0Y/unyg+FHYc9fi3HTKJgWlr5M5fvMLAieMuv22xjp4WnMaZMYDkkZhzE3V+1nQsLeSTuqHUqQEGJPkFzoMLr1cHeqHO6CT8TFWR5YH7L19Dhxk8mDlnrnAN+ndr28HNqhvQr/zdfx7bh+vtS5WNnuDC/vCJxvPykBfjZ/WNlnIhaJP1nOfXuLB57NFT9lVcKHs/10Siiwv9lauD7mP9hC7hiMx8hnxy+3w6DfnTPLv79wX8852LvtVkfeLCwFfj2aqotxpGsSEF+gI8HHfcKNF2xvVelqWzyxH9xn6o7YYbA7MenJvs5sPAWq30+DRfBrKeRCxswbqio/t3P0ffmmMclDmUgzr9dODuEOJiek5O5BrypGRpudYOxEM61f3HDMw5GnwDZ6C379fpdxcZeKDJ7MtA3Rn68b5Q8w0DqZpCZj/Qt1j1NnqPdSqSE/5tORc6rCvay1Zy4Wt4XJmZDxc476ylLgdzYUJjY925JC5o5Gk1iHO5cOqb40glw4Vpq5mOMee44FQxK12yiQsWYU0HH+H8fxYJdQfjqJWl2zMVfeiPpUNMzzsu7MBqnvaSC1/GtaxvwfrSxk8LGyvQ4bOsTGI9LfRKEct0YuD7Oam+o6i71b93frjugb5jqPPYf4fAr/YaD/+px3qb2SWcVxYm0B3hws235YoZ8Dp4pjrvPOa6wRt3Ntcz8ImFowV1zX+H0bg2rMPVBxe/fof6c3LP3eGfmA/8izIarLgQ0nnk8eQ1XLi8uis1bD0XVvWNOFiEcCEa1dsV6+atI/flN8Sje371j/sZXMjbsGrqpUtcSP7m/+bgZS5sCF/87x6OvyW2lp9oRB7Ar+vRrVzYuttETBzn/dX8gqrmGNS5I22uT3D+J4c5XOOfXHCTOnlg+S8uvFdkg5qAZ1vbVlp3/uPCWtvopWfk0Xd1Ltloo/6c91zkIIZ156Mzs3MN+tXjWRZ1gHjE2S9PmRGLftRT9NYHc/DxlWxiRT11XpC+mcfAkes2aK3oc9umJBQiP0IUWMcW5L7jIY5vk4y54LXd7HuRORe2iOw+OsMG13m5ovfQYlzX5qF4syVcuBSjOu77Wi6Mv64T+xL5cmVOvuKXDagjUfuZWZFcsPSPeuGRzgWh28b+H85ygf+IerO5OHTzDg4XfLy/bw9GPl0JeJpcdpsLtY/1fZXRn8J2JdVFIR7Jj5MU49GXXiaeKNk8BXndscGkWZqBbG6XSrse5vhYJ6nx6Euve1bPFUJf4tuNDQNmQ3ve5toxoFCjW7zahYFx+isuK/gxwF8W9GuvkbO1cajL3oYJ++5nYa5Vrt/hWMTAQb2/yl3IG/anNpcZ+Hv7aZ67DOrf4HPbtdO4kLre67enHReUTiVumr6UC1P0bv/KceHCk/MRVpaOgueAgi07ArZyoaVpm4J/NBemEyFbN8Vw4fO3p1uOxnJBItDnU3I2F3rcl+pXF3CBdPyXsZrCesvatccdnyUdtCJFTnPho9QDy2v4c5VDFl1vy7lw7Y+qxiyss97IwzfWdXPhQ43Y+Y2oz3JNIbOOv0J//6awxOUv8q9kd1CGBgMV0gry2xcgv55VPZ+JeXh2ZNrTvUuR5+zXQr6cvpLgS+KzvYtJrAnq0vVPT3O/WDKwaK+c5T70sw/7LBQdkEc94soNl+7R8Kr5m9/ELhp4fiwhaUibde+p7zANV0XGDw1K4/eW/CJmaciFoTlLfQ+ZC8aPrVnNA5ZcMJ/546GVGxe2p01+J4l1tcmh9PmjAC7wDFgGcSE+6kZk/REunJMPTg3P4cLY8ycsjG9yYfBWruR0Vn+Pyf81rePCngwRyc13BX71n0+FBL+KYdq5wD2ScHY74qGf/GTdLfw5s9VG5+sbLhzJ/SZz5jcXKK/hgydl0I/eTt4ejjyKdloSOAFxuoUpyxvxKFuzdIvGFuwjH8abX9qIPjwpNy8adbn9EYfJu0/DHLkLakfaaVhuqo4tHg19EVP7mCc0TLasrgp8SEO3cvAamQ4a7lyf7nP5Fw3x4jyH8+OQ91buRhvU0C/Mzvx6osr9X521tl68XI31tDOhcu051GE0x5srNyI/mpYbngnkwuK0ZaWc7ThvsXGTrTIRl7UxIl40F+7J5PoqIF9kbjx4XX+LC9fbumge+nb11hm209sFOU+qItkutJ8LovJrah6hvhiUl6nIYH0tWvKiqXqAC407ZJZtQp9SlGKViYHO9F6LGh2sMyE2MWA9OZ1VC9sowCX9dJTRgwga5v8Z8+5KPA0OoLLiVA4N+i6Hb9aW0dDvc3+jY4MAj40j7TPgNQ3WxgelPiFfeo7L1z4R5gK/G5LkgnN03s4mBS44WkUp6ugiPmnX5nJNuZC4VG/VfdQd2/taa545oR/PkLglj/VFHJ3e9noVF5qUesYG7+DCJ+wmXqPOKMWdPq54igtPg13+nMvlgknM3YAK9POkBe9ajl4Q1ItbeeyKWKyfFsvERbtHEC/FTWV3JLF/dtutfAT1pU2ILHDAfuDS10MvE9C339/ZtL51JvaBX+nbjvNRL7qOiu5DnVlXUv5g9UEa1m+x6HY+SoOubW/UjywaLiZKPK9APNZXrlOaRtOwwDK5//FVGlhXv1lHg6J+gOHEWhrKzzhuX4M8+Zx00yR6kAa9dW+CFohwYcH/NVpQjT184CfyhLf02/55eljn4hb1PBuBP92bs9domisXXr/7uMF1GRdcX2z4G+zMhYc5h1YreXDh5KGjMWrIG6s+lVliWF/6BddnNB3iwpkVF5+8Qx4Fv367+0Ah1oP2zSmPUIeHcjdl5tcgb6YvIdtbuDBHfsr3BajHV3fubN6D/u1fKte4VoQBcr+p0JTJDHy+IvkgUgXzquMY4HnRIDFfec3+7TTUfqU8ohAX6SN7He+coaGtTmRTyzkazgVpDJwoomHEz7tiMo5TKs/f3XeXhtnmXzIntdHAqr7QCxoyLoTOlH5Fw67f4n9fvafBs/30ucq3qD8zJ+V3/6SB4EkUfhmDPqRxXTJTjgt2EeKqEvO4sPKq+r4+xEPp/ibNcF/UmQ+z1LvCuTDmfpwYIA5sOu3YifXzz6Mx9Sj6a8cCs/YcgX+/+fN6ZdYVLsirz7v+BXPNizJlWhNz8a+2A0MO+Nwq1Ttt30Xsq5csd6lFPb5Zf0hleS0XOkseit3Deut7dc9eeiUNHdlBlu3eNBxedW6fuz/qg/nH+DeBNBz1WvFQ+wANw7/XZ6sU0HBcyORyEOLyz2aGXeo5Qf0MKruEOjygQTV7+6oxOBpcWbrI5zMNX80WLd6BerLo7LG5r5En2w4Hxmn/oUE0SGz6Dwku6LDbXcrIe8kyC0JJ4FtNRz9KOKL+jjmVu+jrauQ/W8bumOdY+NahDyd0LIzBca7ZMs9c9PH1E1N2GcRjX3RIWMYpH3NOQO5V1fOYg5oUsfXA+bpdahrGUcFVNt4KddhxLC9hMuYcbO4L7TDfJX4rsHdUpyGaH3RpSPn8RbhiDg2bG3rdmpfSkO1m91rdkQZmuGa63mqsD/eAqm7E6eMV+9lme2nwj9yx/3UqDb8KF3ouQbxEjR5enpNPw5vf0fE9xTTUxXLcTlbTUHJ29FLPHRqq3sipNb6jAZv/wtIfNGjfyX108zcNh6w0fOtEuf/Tm04z71lW+Fyz9HG+vzr6z4mogNnzuTA5ekhv7gKBX7WozyFq0efFHtVTWbaCOhvs3vt0NubhC+GP/c7s58K/3u0IDepYsteNjCIu8OPwDS54nNwXtQL59LQjLcFvMg1iMQtPymmgby7ZV7pvKn7/stAv5xEfo5apos6aNGzKksxKmEVDXHnMG8KQhtu3JpvHL0TdDEjeTXniz1lZS6Sh2NzacPEx9J1VY82qDtMQWmkx1w11pq/uHXa8NEhJdP+ZgvzJrnOXNmkR1FXzvnTP1i80PBD5PEkXfehTZ1fI0klcEJ92eF4/jjN/x2VKK3KhS7NeKEUb60PVNuv0Qi7ErN/9Ug/1xKA/8aIu5rzVIYUnetC/HTYGfl2F+sMf/LnAuqdmBNbh2mkuI3u50LBBefWUM1xg03kj1s9DdntAmIa9K8TVIiRoeBbQptytSIP9ik3NTw1oOF3GVCw2pYHfJhvRsGf6nnE5CxCXzzpNrotp+AJz1RYgHgpVq4R/WtLgszvE/+4KGh5xbzSahqFeRJpVLIumodRJTyUwgQa2CI7giM2vrSjyRxm73auoN9OKPBbOrKLhdTSblGlwkn45OJvNM6cuy6Uhb7IjMvd2jOUCv13DPDNVskUzbAbmr58985fPE/DlrKbqpU+Y/47f9ldbg77kKftIZe8K9JFfE2UnYv/0yHWSn+xm9N2ZhrltyBfWtOhjXBB2Xn+1+BYFu9eyCkTB700liyQfUuDBb/ApMIphlYqG8AoDbVPky/75gd+q9Wh4alRy1QxHvlxbo06O2h5TQjwK2uahJNBwd5Xb4yF7GrZKlYnYudFwRsXf6n0IDVM/JyReDsDPy3VYrxcq4FPoBOEbpVtpYNN4/n4a3sWrPkhH31oVeSyo5DTq9+K6zCXIJ+fMZPvO2zQcGMlbR6NO+95xmOr5lIal/A0Y/HcJ1giwP+w5zzo2ZMV9mu2C81fszz055M2FcXpvurdiP6Cg8FxqJ+LB7rpKYN6L6fv7zLeGghYxtiOmgD/dpxRoh8jXWeP48dvk285vKHBWVwhw+k5BnEH8h6TfFMQy7SefStPw27Yh5h/i83L2n0jaAvVy/5+Gc6grqaWynkmraHh4WiNhm6tgvpKfz/jtiaLhwzN2wxfxGPI5/hf9SauUeB6POnM6u/aLBeLwZdpy19no49nmGxVksa6ium77LeYhr0a2HJG6RINhZcbba6g7foXizDP07fmmFivj0Z/ev+l0MWqiodrvWlAEji53fHDqqPMvIu5N6qeBvw2JfGqezDbo6O/R1z1Poy5/nPgz3eM4Bd/fibYvpilA8VySf5OCuzeEZ23EcVdB4ufNdRQ4ru+fuK+ZgoveVxcIvaZgdlr+sFEPBZHvLllKfaFgioPNt+EfFJRrvzjRIEqDyETTSHV5GvjbC+aIF9v24njdVsPAx46G3NwJqRlraXjiaf/MKJIGWf6BiUBvE1wUdTPx+fTXl+i4NKzwIpMOIQ4DkudnxJRg/n310MOykoaDiXbclYhLm+rUkxzU4cRJ7Eww3+w9sK37OX7ugE2zH+bi5LNmibu7aWg9tWvJMNabBDkn+Qz6uPw6oVXjWB3y+PTD3ZcCuzXLybNhFDxP2LIgIpYCQ5/xbWY5FLw1+LTtAPIl9nb1ljeIS8Lc2wc67lGwQZPdSaRAmL9BQkHSFF2PGZ8puDCWPYGgoG+0dLKaCP57mCJqsK48WnrMylF//PgbY6iHpZVF6qi3eeiKN7Cewsre7O92wvnuPrzixHoaruxfuUs6GP22w+PuL/RzxoUNWDRYbpUUP4c48duNk1iXGlcG/REfIbWee5IXUKfYcr+Beq3KJkP0L7nej9OxXlbY11zZjb608Inm/NqJ2BdKq9y8PYQ4CL1Rnof5j1RYpk1HUfDZQeO78B4KRM5qOIgfo+BpYKyLyyEKTKMHazYcpoDfRufjz2uzU6YRFPiwtCihoG3K5VuDVRRoHV9lUdtKAdsl3nhLwa0VpQGTkS/89vkXBXfY7VfEYSW/EaDhZ2lS934l9OEol5Q+HLWigkPLZ2BeM/qQ/NAGeT3MEgN9md94Yj2oOK6b4kPDPJkC6aANNIQYwfx5vphf61NvF+zG/N/e7K2bgbx7whID9dzzargXgTpC7tF4gvjMc2rfPRd1JfDKQMa/RkG/ZJf+5b0c5rzsc0OLbD0o6N1YqVG+iQIT/gYtBSdEZRPkIinoWq9d2x9HQZCok2PxEQr0nad+kivC+ZpseJuHOOCkHdIvUzDsOvHPwlIKjq99r5SGuFxz3XKuAHHhH5d1UPCsu0O96hUF+1qKMZlScOPehCm+IxSwaeTORFwng9bTPWo0VPYKf0/TpUFO7OHXP/Mx5296aCvigOu24HypI+YXFepKqw3qTHRbCHuEBVP27NxYsxn74rdXVy1AvEw+e5/+iH8eBi/3CCejTllOdidS0AfJiQiJoG/AJrvcCvONgb7TMptyxG2agtEnQwqW8Q2bgvl3rjldXUvBVYvA8o3+FGyOrvheF05ByMH+02sRF6+VcXG2yJ/qTtcznFSsBzPWgSgocYgifZEn6spFD/4hTqYi/RW7sY6sO/8JBT7Bz2uq2fijjwLxRhHtMByfUqVVCoMUhLU0ruxDPMamddY14uiNKWfdXwrY05fxk3C9piROPIj5Jm7TBt4jBfSVPWPrj6F/f1UZJMuBBnF+AaAf3VqGrScNVhkZ6vvRn/YfO6ibjn6V9TgvIxzranzAsEIb6i6/3cZcXJy+cZsyI+gXpuR+X6UqRsGBrtevFuL4l90GUaIgzz45QXoe+obQv0w9V9THwQLJXuSNftC4q1NxrL2+oS7am4L+hMWruSEU8OUe62nnVTUVBQ4FvMuGaA0UnJQta3x1XKA3WhYsQhQIRZycM+cGBUftRmYHoU+xqIW0Iz/mvgkm0acuK1ku/4N1FcwXYPSzjDuPB8bQ/9OdizLfiwnU4aB7iZcyMee0Pl78UgpxIY5cFZq3jIaA/F9nrm+koXPH7Po1vgI8usZEbGoKQnz5jSoN+7JftophPWnwC5wEuZLFr2LlKAi/dtPlgDwF/LJTpABDyebwSRSkfNprIKlNATb73wxsKCD92GBAwcNTbNCiwH1Eer+wIwUZ7LY84hZ+5lnyLtTfB8cDx29B/uTNzLskmkzB6MTOomMHKFixecG5Z6g3VBy7kUHB3sAvHxKuCfB40FQYrfeSgrMLs5ml3xBn9pgIdcYwz8bu31j0mekTQwIlMY/yFxLnLT9ScGom9j/1I4sp9KOTRqKBZ1B395Xdzpe1pcH1eb92DeYa1tVKUH9EV1zZY+FCw52hr7/vu9PAiVxtYtNKwtj5K68s6SQhs3LBncRPiMsufw39YRIsXWjLCmkK5u03t8lRpeDmSKLYuMkULA9NmK0yF3UkViF5wIqC3DMFV984IZ+nBb9xXi3QG6n4aH3HCAoynY8FK6MfTSq8XPhgOwVV/47JaqPesKeWIsgbjcEgt3jUm9S+7qFTl7B+rNidRtSnd9OqZfF57WWCo3of/VnWezbTSYH8v2j7fb0UbDskhI5FwU939uABf8+6IM8K+cKeAkhgHbVPCLO5gnyRymm4Lzqbhk8pJZJghvq6IONewhJBHbEu0USQwK5S9XUSlPgbzySMfj04/skDAT7x41pzXL+TsFOrMTxegwJ+bJ9KgTn/4A2/1yttzl3UmR2masLPDdBHzuUd75pPwSENny/rbSkwWNxgnbeRgoODz57uQb3xZ7fTUH8UgqbnffKjQHRkn7oR+nXy9UtRz/ZR8M/6WnA3R8CTTQkyZy1Qb141sY0IBUXWs8ZJPUYfO3pizEJ83s5vLAR6w3bDW8WxHr4leyagP104tmLjL8RDm1luJIZ8WB7WO6YRdeWVRNXoDCsatmSkX7pAk/Az8uUZaZIEfpt/gYSrkfOdIxtI8ORvQJDA7ha33CXhlpNDltdzEmIiU4U7+kjYPsYKjiA/MKy8D9DH3GUcUL0M+SE+prnqANaJn/EBQmEZ6g49RefbCsxpbPxDHf7aWGt7bhvygt7RuWoHBatVxTxnRWOO5wdOCorNnqw/iXiwu5RCKeg3f2t6G9Lx9yJmZP9LQxzvz+gVPUvBRN5EjAYUTH/RrNvQLMjF5lcj7sfcRv9LWB74GOvsGrOnJxzz3tI5AT+LhGjo3TXx5nZl9HF+Y4K8WdQyRmMvCQ93+YgLpZLwp0R8tDyDBAPd6LNvOCSIL8xZc7aIhNM7xXY+uiUYTd056oWIjx6fOCRc8nLydW0noeZrd6VZPwnXr5R7ZIzBdVYJ6rXUw/y5w3ltNPKEf20Bn8cNzcKWhYKX+8513EW8GpodSnJWIo5+SxNPr6eAdedxXhTMNO5yiw0W4CJ9WClKCXXXVaG6uo2k4Lym2ew3FIVrwd5woIA+/z7wBOa81pOTw5eiT61L8zM43USB0sYu1RJ8ll06OPfQOwpiotgdGtQh4STzWPSn3rKQvZ2hJDiLXcxbH0/CxwlHKotTSLjTZpzsc4KEvyl395tkkWDf/eKuTK4AF7Pni0OcKkho8GIPBhCfhzPQMki4MOb9EZ3PJLyKXzN79SgJ7O7E/F8ktHyMma+AOmxqWbXyhCbqr/3WU4t0EIdZbEDH72/D7jBin9efrTCE/n3eSv33FzcKvrDbIVspsPpon8Rg/aRakHuHEgS8oGf0hUVkob+YTFMSy0a9fqlfMXQa/YqlyRUKIi62xta0ULCVb7yC56Hv1DT52wLceqbrfvTyJ2Ge/4ezL71JWO/tO28ghoTFC+05FgcF/Hit9nKpZDYJ1+r/Pn+YietfyhoXCb0QuPsv1pOYd8d9TQbxm+1aZYJ1lfS+q1brDv7885M7dt0kXGa3M36ScFH64NMhSQrcvoZZzEM+HDNmgx4FlexxkzkFj53Nrl9ejj8/HCDtiqORx0W9W6i/lRHHlcYiLnz6O2DOCT0j17MQ/UuPvdCF9XHnu7IL5r/1Pg8lCvZiPSoUtI9HPJpuL7t/KQPr9pdu6hj0pf/6SsUk1UxD1JfsKRMi12G+48evmfj9vptix0aCokOs6/VNuO7r92gWeZDAP+4PI6FExmDS1t0kJO6Zar0f62dZU8rCsmOoqy1Ry18gX9SVrIddCknoronZ/hr5YqJdt2HlZeSLhKzDpYskdFmywZ4EGH1UaNVIQvD7P0z/IxLCHnrGW6Jvl5reXrFTAvs2dpsB88u9J8ecBqajbrafsn1vQsFk9rjHWpBjXl09kqOCOtvIE5+vvEagw9tUe6O9AinobHypExMp6Jcqlk4Q0Ue/Tkw6LG9yEnOh7JesGMx7InqqNnr1+Hvf/27jLCCBv9tnQgKbbqzwmT0F9HIiwepDR/HvDSSQ8t0uw0Ek3Mc0Oj8A1/f5KYn94SRwMhYIOyWTkL7k2bAs4jGf8S8ewfpR5hc0CTlTe62EkCevI0eSXiBPEieoWXDrSNgw1abfB+spd/bhlAfImyz22tsjgW/fK7xwuBBz3WkPtqGj4J1N7CHVacj/370861mYzwzZC1+Yz0U7Lsbh/LtEJNCaKNjNblugX0t+Mkp/FIS6EFv34RrqyjnZ7DfyB7Hu2G2tRAqc2W0nxGXqGWe1okz0e34jgesVVXBtxXQStO6Xjejrow8cbd7yz5KE4uLgQ3cWkaAgm3Ms0A7XTSnyXJUzCQvZa2vrSUj21vdfj/VUJtyeKL4df6/2ifDkaNSTAzfSrVF/6emJOfWH8XPFPgUMYD3t+zzTJw7xUelWzOaVYd1kXU3dXk/CNrcrUjHo18Uqydde4CgdfKd1YweuixN7QUKgN/xbBZjzdnT9uyMhizmY3X5HvRnPv7BAAf/aC/rThtS1U2NRdxex13XcKWCrPxJ9qRBTzm7sG7OSQuZsw/zy/eiHvMij2G/33M3vfEmAB39jgoCp4mkFPmIkFGluP0ZKkaBpEepzCfHxm6vavNVagMMyu6O2Ge4kOKo735NCvky8fdC+wJeEw8ygbFMI/v0N3L+BqDOdU48fObOPBP62aBr6boCBV/AREixep00kEJ//8kv7kGRU7RUStvSWfEq6KfCl//iSmeIhavSQhICUrJaG9yTwr99hHR3VKj5ainhovq3EZEb9L/c1akyw/KmO/c/I02vbjCmwwO7Yc5FAf9JPSW5Qx/rhJbkuzUV+UHrBuPQEsLc8Xj4mILr6rMqcFwRcZm3kMwGZsp/1iL8E1D59WtEqTgLFtm0aJARpNthIGGM9ZZ1Ij0VcDkXJr9y9UoBPx+dLd5dvI0HEIXv+gUASjPkExnzK2gXqi1mynsmufBJWfpPbQeYJdPf+6XWo+CRIao/q9GLdfGLjZhf6sOfpaTc+knCKve6DuU6cf3ELP284ZcwH1N/Nlnv3jyIu/GtN6EMPLri2hWK+iwpd5J2kQkHaszlni1F3yjR0p9Wib2s90Hjcifyp/jnf/zzmnbhHKWNXPSAg0ac5714rAar2gYty3hDAP4Z4TwDXbFLl+i/IE/5FMALCmr/TR3sJOJUw6HR6HPrt/VijTFnUg+3C/pmzSWDTE3rb/+pKlBiRuuBGgnzaD7iBdVS4yQNGtmIdurM3a0n4vKhMbRXWEZLqnQTqjJvuwseOyJfvb0+LnEKdCZ5/c77TWRJk+BdSBTlFd/psoaOoJy8yB9ZLvBD4dc6YseGD2A80Gf/QmiKFfcCaPOt2XdTRynuL4mYK6ug/nXHMrCLPzMG+b8et5JZiAthTusV1BMzVmPxheScBc24yUjO+EsD7wl4oJOCF3a2fozhvXdEXno+USAi/6rarXRLrPoLdgUffsJpG2cuQkBA4c5ntNNTP81MfrJuHOXUBM8cRcXkrfzAvcykJUfwLKsjreZvTBpEvTcG3quZifpHkX3wlQbh24P2zJPx8R35lQrKMX+co6i82+alF6SRkHyOIAwUkrOmIXvQNcXH4vFv+JfYD6mEbjaZXoj5RX03GYh0VwS3DzehLhAs/cMEb4w5wxlx38BoRcB150xtb2HcLcfp2MzDbFPsmXJwHx2oIWDHpbMS0mwSI8IlBABbJmcoGAjQKW9TqmgiQmvRDe/9bAthTGkXkx4/W3qIiEVy3KPYGBwkFBQnoSCQcMMla5IXPYs3J2ilaOP+qAN9bcwT8YHd5T5iTYM3GDtTfG2NDXjxYRcKXzyfeJm4U6O+57uXLFb0F/vSfb/PYeByF/jvlWsgy1B92t0wB66s6RdP81FUS+NcxS0nYlS+vdBHrK21YPvAq9geV4+I/fm4mYYXtR0lN1Bf29Pwq6q7KLaN7eWMxj7i8zI2LJSAw8ZELJ42AZVqWBU/PEnBx1pimlRcJYLuKqhuoD4NV+19eJeDgrIWnexsRJ7P+J6mvCZgxib1ZRUCIctiJjHcEtDpELkgbIqAybZKUF+rKuu3sTgTmsfCWtH4dga5czFEe8TcjYfrSySWJtujLVTcVtRGPGFYeUW8btH9J1yAO/GtWmPMyV8w4GeBHAruLvWknCewtPOH9JDzoVQs5gCN3lD1oJMGnvFnPGHOd7r3JdyoQl0wjq/ueqL8J/EBGwrpjf9z60LfJ4eHkT8gf/vEO6q9r5d1OaicB72KfLd+H461tNw9XJxGQvjhsuu9hAp6tZE+6CODbcAkBe7exFUDARO58Tk8R6sknpwmNiMs1mn9RFyqSguuOo87qrSn8NAtxwcUKNkFdeVmg83DmAAE/zxfP0xXFvoR/cR/XpX8gokRHgAt76+kX1g9Pt3GBKvLj7vO46RWoJ3nabKOBPnMovLUF/fn9KHtQh3qhrTB8CP0posl5uyriwz/exBx8LmDpYnP05w72et41Es7v7E0fV07CrA1uXsY30NcDOuvnPSbh6OnzGcdQX76vM57bsJGA1x+zLk7YTsASxRy38XsIMPKap//sAAHFqarYchAw7MwyhwBxS8PEbwUEeBbGBm5GHCQUB8RDCALc+I0+AUksbasIOPTmRtE7rKfkQTlz++cERGw2tx2HOKQl0Wn6yJcxkpvv3hAmAcNe11FRgU/PUb6z5Af6ksa+Pter6riuG39nE3NJiFRndxxIqA+LFKrbKMgpId2c0Vj05Tf17EGjgC92xaPitYkkPA2Q2lWAYwC1K7cV+wJH4W3/xhSjLtecWFuCuKSULq+xR168ZI9DzQjY/3bLazcbnKe7wvK/ruiXTtduXd+A31uOvdlHQPCY6PwVMQRcim/wKNlNAH/7IJUA/2lBO2NJxDEi49xsGn2Fv/FMQPgTy8VvrxNQMtgZVIz623p9J4SgDoXxN1gJEBqpTviOdbWHvRbWT4C9Ms9bb4QABVZOJ6JusPFcDX3COcqYgz69Rtb+hdhUEtqKjavnoC9dMdiU/QrQV2WeeIzB/C8zN21rdqhAPxTzsg8djRHobqAue5KGenIkvvE25rvbf7b/eXcc+78S27vOPKwXTF3aJgR8DWWDPvK60nxD0UL8nvMPK0raEZA78MFh3WoCdvELHvkfxDKQAHP+iwcEzKwcS1uhrox5qMOuHPzW+9W+MZ+AHvZYCOuog91OP0/Ap+UF31UQF/ttod/2YR2Nk2a2KWJe+Ybq7vv/8SVkufO618iT6dWylzwnYG6YGFBzGX05iN2OUcCcdruzuwN5wrpIljYJ4/gXrLC/y/mrkGuAv3+SfUGEBKOLW1LfIW84C9QaYrF+TKNSes/twX4ma+bkqEMkjOE33tg/KY0zuIbPLfwbEQQ8eThu85hpBLR7Lf+9Sxf9053tUAhoeBA2xgoIuDFmjLjGMtTFXcmnNdcQIGOklfHBl4At/ANDAjjp/BdSYKi6//LWEwQE/d9gBG+T2AufBHyQjcmIwJxSrKz8dvYtrDN6dcpF5M2yePdO5hrmNgW/glzEZSQwBqWKgAzR5S/bUGdWnMoJtf9JQN/qX3npWC86elPaViMekyPKeFrIF2tZr9rH2Afo8DfOSShvtfGUQnxKb6yN6MN+KcJuVdRvGxL+bZi3xXIZCY3C109bog77VSndTUHe3OasviWLurPgnoFtqTyu+9ZPjqbqBMRNcDsTMIsA3bLiP3dsCeC/xoDz1zsWkrxokQAPC37gQZy0+CcEwJDX5G8FEOC+36ytPpiAtQ/L6u76E2BXdNxYLhr5pcLeHCTgfDR7cQx1hf9iBAFT+BdvCNjNtg+XkWdsbLuPdTVrfeKVJ4I6Uk59b5zfJcg1//HG0pk94UJ/9nUy+Ia+/U1J/Y878iLFzjRttinqB38DhQSJF1rb3VBf+NsvDiSMbbQ4MHc1CZMKlj1QRz96f2vJnICfHBBnXxcSwTovYS+sEuA72jJ/G/KEf+1OkwB2N+/AXOT1n3U3Q7FeDBYNZFkjHnLstvwK1MVIXlzzEgKobKV7g4iP7IT3Kn6Ig4PEb8mF3gTEZ6/MPuKDPFBdl5qGOsx2/SeOEWAc+iSSi/5zxM/3Txryw7dONN+1QpBb4vTohVqYa/nHccMEsKdxX38jrxrZA3UCsr6UXNL8R8CVAu8zNRIkjPzgbzDCarOk1YfUBH60M27X03zMMbXerZd/WJEwd/1ilBysjy8xo2WuJHi9PlbY9JwDfiuy6+t6OCB6Y+e4iSMc8GavPf/iQO/O+9a+fznQmstuvBMgHb70SZQs1o1wjUPGVFy3rdpKTagvdlOzzQascb5g4lmxFOuD3Y51IKAaU+sPT+T5XbnwyRHI79R6Uwbx6VrnopS5Ded3aWrmz+0C/fXI7MDOjAA1S9nTM04IRvXQAY8IzDMH2GNP5E8A/0IsASmbVTcs6EE+X1U9bz1IwGYLpVJnIexTibn1qmMxT3W+Ot+ognn7aNbJrZjrfp+UEo/AuhlkfLIeGQvy3Ul2+eo4UKc9N3zPPQ5UssczbRzgXz/+yPkfP9bIdIi5KxDAdgO+irjuE1QfPsJ6Wh7M7K3EemLfBpKZTfxPd5vl2IM4Aso9H+9NWknA3xHvK1tQV4pN/51fsIOAScN/DW0xrzx/UtTwIRH7vCt6KZ/2Ir6WPy6tO4Sfl2re3J4t8OXbK2dsksBxPtseoP5eqV7ifw91RW8k+ZIH5t++xr+c0EcENB4nArW7CbDlb5wQUGrC3uQgYJYVu8KYQ/r+hKVNRp1QL/BbgnUkqiwsn4o+dFeePSHgQEN59MTfjzhg/MsvZ8pjDrQ1lJQdaeWA/Q3N1UwHBxgZ31Dd9xzYtKlv5fRBDrC3GcrF0T/Za/o4Vt1K+iMsRcBnL/ZGKgFst7hwBgGrynbMMdRH/CLDLsw3QnwqVaO6cTyuwr5RR8D1r2xBE1CTyD+YhW5j9iBXoDf/5bsLd+yXXULfbogvinyNOKq9Hdq8Ev3KvmvHkM9xAjbcufr6NZcAfXJrbEopAYbSobkJ6E/8+IE6nSL+b5r/fYEeL+JfPMTP67tJDGO9RbCvGZzkwK8VbOPIgbcrPm4eOcuBqENr9hqWc2D16pFl72s58FhGHy2BAy/zq37v/MCBjfwLvRzgt71YR3s5b5+YjyNg23yWeQQUTR1X8UNUgI/c2GOhX1Fv1gT8sNY3RH6Q7AubuI6m3JE21Jc20/o3hesJGDuVfVMPfeascp1YFNaXX2tcFs73lc2lvi7kSc+5iklPMgWjn9y9Wef2C/CwlBP9bZ8nyL1LC7NdDVB31O5IZTkgDq9msA03AU3/ijAhYj/Fbh8hHuftTLTcD3CgJGelp34BB0r5bTsH5vPpy4HY2vi3bTjy5buYA/3lC228r3OgOOze4pXIH1itYnQJ8Xl/bFuwyjMOFCz5GT5+gAP3d53ZdusHjo+vFWZOFtQVc+vsqweIx7jvaxs2KKOe6j7o2a5EwM5dk0UGtJAf2X/e6iBPiFeZ136hvux5GDs8F3Pdv0s9dzYhTktq4tXMtgp48V+OCdS5rNiCuLHdysJ4ArRf2arfPEqAtdMsjz7sD7LaL1e9QL+avvf5opOFBJy9UDfmLuKUYPjt+S7smz6OvyLtHMUBg8Gbc00jOMDuHkYe4UBGzFupcXmC+WPzhB0m8uNvt7Q8jwM+ExWxpeDA94x/jd1VHJAJ7NcVuo286miIXHWXA2sXblaf+w71tspVf3k3BwIr8j5UfOOAW8X1pv2ouzq6F4SoCZjPOqI6VaQJ2O6+74EQ6o6R9kiVnLogzyx2rzl1EnVnlD1OtML+b+De5iNLBDlmYr0aKigBMajusph/+ddfEaefH1mBxzyCKlSGOhxr/qnaB+urXmNR7jXsF0KllfqmYN+U+0Rk13LUHY1JMoVxNhxYWi2zJGUjB5adasVvwIGLBTkje3ZwwOqEVYRNPOoEptrLKRwI6wvJ603jQD17fTabA/vsQvu/IV5v9zRMc6rkwGX5P/e+NArq6UgVe+GZA5Jxi1AyOaD+a++e910cMPMNqZZ+IcDHrOrwzzfIn45SdmOf87964r8WjfyJdXt0KFQH8+pXdsMA/YO9Not4qPzJOCrmIdCV//qAUcmxwnMjBLqiNW5Plh3yIoy/EUzAjtDdtfaoy3nx7A4wATdFTs4Ns+bAieYBy6sW6I8JbX+HHTkw7sm4mYWbUAf4G7QcuFbLGgqub+f8n2uPceC5gafBhHQOzBbxiR9znAPH/x7cVLqfA7L8gyzEj7+xyYEs78VvXGo40ESxG7YckNOMtPiDfDGye5MytYkDTzlhC8c/5UAMf2OHAw78Fy45sKb71yKJ3xyYbB0gOxPzzaZy8SNDE3G+LsNBaqq4rm8nGn5HPdZlXxdEfG4rfu63xfy7o8bONd8Z9XXx30MmyI8X8anHFJAfK/T3Wc9GXlROG+5ehvVz5Jm/UCjmGHPPPR+WnkLfYV/L1kRdVGUrHXWhbueDogUc4F8zRXywib7/YTEHtNc8c/rmxIGPT9uc/7mjTrSyB+8c2MB/0YDzP505u9ZyaMleQX1NSkp1u4z6wj8uKOGABmtX9QLd/Q8HeT6BEO/RjWfN+9C/2Ou8qMM97/dTn9CfXMIHpskib8RyFhw79I8DYxe2XvGSE+iNYoXMnl4NzDHs9b2ZmHf5hMCcImTcfRNxYZzOPP/qIqijs0KH0rXCBf3ABn7gLQRX/oUG1IUeVvBQB9nXhefiOiuH6leZcoA+wV4g4gD/tUlXDkivGTauRDz8T4zlMr64fuw1M9SZqfwXO1BPRFml4IAdT8fTN5gD7O7njJ0caM9RyjiO9cV2ta2nsG58f2u9PoeflzanIAnrSNQkTrLvtsCvM2WS1gyh7n7MHX/1PeY6i3D2Ri4HLPkvOHNgMz+gYZ/Cvq6Hulta8ynP0kDAj3lSm9M3YX/048qp8f1YR+wthBPo007D5O4u7B9fPhvcCphv3iuzBcaBKz8ZvXmTOf/v/XdcPx1v6VocF0zrJlu1OHAvKQUOIU8UtrEnfPjzc8/yf3hwYKHPpov9qCfDUz5ffYXzZ99aOpgoqI//dPXFpoVfPHC+B34NiHzicKBb/uY/t4scOOP6fc1AKa4/+1rENQ50Cj+VN77FgS3WP2J/oq584qxaa4X5Dr+MzyPU27v1Suvu9HOA/1qrMPG/Mb+eH7Rgv7v/+3mS2Ac8ZA9UcZ7scae6IMe8Nvew9l8o4Ml/fm3sovzP6k0hnI5X51h+L4TjqTsMc4SQ3x+1bs8dKQQdnUX6P0UEuLD/C0IBjjPJ/GeOyJs5hZ9PVuhzQDX+vthYxMmaf6GfA5dmsI7FAS9ni78myBuTU/1XHmEdeSepVO9DnpSt1ZCKR9yyjzb90k3lgGeB1IlS9G0Z2dZvs9CfetltIRzbwtJ3VVQgr9jjAPSlB/e8fqohb35MX7RlHdZXGnutAetr0tzGBvd2Qa75T1+0ww2+8jAPs29hpKG+GDpamGRPIcBl9IuaiTbOf16e+GtLAnQqZv99GVcIL8Zd7u5MKYTw/AOdpkcKgb+NklkILyvZjchCmPP8muGjw4WQCq4dF6hCCJL4lb/1UiE42Ho0kVcLQZIf5Auhc11KjNujQqA9og4mtBdC9bbfnxL7CkEtMmLD0U/496cFTiR/FPK7kAmI74K7N4NEJnDgkbJSjLssB/ivEaFesf/LRuksDuQ7v136yAR5o1D5QX8J5pS/cnf2rOVA4kx2hw15FGedb7wN9Thh1vkNocjP63F9tbEc+Jzzp+gO+twr6yUKhqjva4hb7bboc5+/K707hT7X0fRz1RsS/SvkwP56Lgf+D72x96Q=AQAAAACAAADIagAAvBMAAA==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AQAAAACAAAAQRAAAWQsAAA==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AQAAAACAAACCCAAAGQAAAA==eJzj5BwFo2AUjIJRMApGwSigNwAA+uhMkw==
+  </AppendedData>
+</VTKFile>

CylinderKnMa/Kn0p06/simulation0024_Kn0p06Ma4p3/output/surf.300000.dat

@@ -0,0 +1,209 @@
+ITEM: TIMESTEP
+300000
+ITEM: NUMBER OF SURFS
+200
+ITEM: BOX BOUNDS oo oo pp
+-5 6
+-5 5
+-0.5 0.5
+ITEM: SURFS id v1x v1y v2x v2y f_2[1] f_2[2] f_2[3] f_2[4] f_2[5] f_2[6] f_2[7] f_2[8] f_2[9] f_2[10] f_2[11] 
+1          0.5            0      0.49975    -0.015705      0.04335       4.4015      -4.4009     0.069135  -0.00015415   -0.0098126    -0.069129    0.0009318       176.59            0            0 
+65     -0.21289     -0.45241       -0.227      -0.4455      0.44255       45.716       20.112       41.054       4.1422      -2.0293      0.38097      0.61297         2734            0            0 
+129     -0.31871      0.38526     -0.30645      0.39508      0.68437        70.53       44.099      -55.044       4.4871       3.5948      0.76315     -0.80813       4231.6            0            0 
+193      0.48429      0.12434      0.48796      0.10907      0.04169       4.1961      -4.0801     -0.97955    -0.025889      0.10784    -0.064494    -0.013692       135.17            0            0 
+2      0.49975    -0.015705      0.49901    -0.031395      0.04357       4.3977      -4.3928      0.20716     -0.00166      -0.0352    -0.069025     0.002701       177.54            0            0 
+66       -0.227      -0.4455     -0.24088     -0.43815      0.47541       48.753       22.813       43.086       4.3027      -2.2781      0.42591      0.64099       2896.6            0            0 
+130     -0.30645      0.39508     -0.29389      0.40451      0.64792       66.779       40.095      -53.402       4.4515       3.3423      0.69971      -0.7863       3996.2            0            0 
+194      0.48796      0.10907      0.49114     0.093691       0.0425       4.2615      -4.1729     -0.86417    -0.021901      0.10576    -0.065889    -0.011913          152            0            0 
+3      0.49901    -0.031395      0.49778    -0.047054      0.04381       4.4256       -4.412      0.34723   -0.0029547    -0.037543    -0.069347    0.0048644       179.35            0            0 
+67     -0.24088     -0.43815     -0.25452     -0.43037      0.50831       52.343       25.934       45.467       4.2953        -2.45      0.47482      0.67568       3108.9            0            0 
+131     -0.29389      0.40451     -0.28104      0.41354       0.6146        63.27       36.381      -51.764       4.6051       3.2365      0.64377     -0.76224       3853.4            0            0 
+195      0.49114     0.093691      0.49384     0.078217       0.0428       4.2589      -4.1955     -0.73223    -0.011359     0.065085    -0.066079    -0.010479       173.54            0            0 
+4      0.49778    -0.047054      0.49606    -0.062667      0.04311       4.3121      -4.2861      0.47319   -0.0043075    -0.039017    -0.067391    0.0068197       165.05            0            0 
+68     -0.25452     -0.43037     -0.26791     -0.42216       0.5442       56.116        29.32       47.846       4.3412      -2.6603      0.52873      0.70975       3387.5            0            0 
+132     -0.28104      0.41354     -0.26791      0.42216      0.57763       59.525       32.681      -49.752       4.4588       2.9289      0.58336     -0.73546       3539.9            0            0 
+196      0.49384     0.078217      0.49606     0.062667       0.0442       4.4225      -4.3784     -0.62314    -0.013887     0.097575    -0.068991   -0.0082552       154.83            0            0 
+5      0.49606    -0.062667      0.49384    -0.078217      0.04304       4.3148      -4.2717      0.60796    -0.013484    -0.094743    -0.067309    0.0080612       162.48            0            0 
+69     -0.26791     -0.42216     -0.28104     -0.41354      0.57649       59.416       32.621        49.66       4.5462      -2.9863      0.58379      0.73313       3574.5            0            0 
+133     -0.26791      0.42216     -0.25452      0.43037      0.53824       55.543       29.021      -47.359       4.4334       2.7168      0.52548      -0.7012       3317.9            0            0 
+197      0.49606     0.062667      0.49778     0.047054      0.04257       4.2899       -4.264     -0.47075   -0.0077101     0.069837    -0.067097   -0.0062972       144.77            0            0 
+6      0.49384    -0.078217      0.49114    -0.093691      0.04279        4.314      -4.2498       0.7417    -0.019738     -0.11309    -0.067063    0.0098738       165.07            0            0 
+70     -0.28104     -0.41354     -0.29389     -0.40451      0.61223       63.084       36.274       51.612       4.5266      -3.1813      0.64086      0.76072       3765.2            0            0 
+134     -0.25452      0.43037     -0.24088      0.43815      0.51162       52.747       26.134      -45.817       4.3982       2.5087      0.47958     -0.68026       3217.4            0            0 
+198      0.49778     0.047054      0.49901     0.031395      0.04303       4.3157      -4.3024     -0.33861   -0.0021053     0.026751    -0.067612   -0.0048984       167.59            0            0 
+7      0.49114    -0.093691      0.48796     -0.10907      0.04288       4.3405      -4.2503       0.8802    -0.021802     -0.10528    -0.067104     0.012172       130.12            0            0 
+71     -0.29389     -0.40451     -0.30645     -0.39508      0.64781       66.642       40.013       53.292        4.442      -3.3351      0.69827      0.78469       3898.6            0            0 
+135     -0.24088      0.43815       -0.227       0.4455      0.47781       49.202       23.023      -43.483       4.3492       2.3028      0.42994     -0.64682       2908.4            0            0 
+199      0.49901     0.031395      0.49975     0.015705      0.04461       4.4897      -4.4847     -0.21149    -0.002597      0.05507    -0.070483    -0.002457       199.48            0            0 
+8      0.48796     -0.10907      0.48429     -0.12434      0.04225        4.231      -4.1141       0.9877    -0.023963    -0.099813    -0.064998     0.013946       152.33            0            0 
+72     -0.30645     -0.39508     -0.31871     -0.38526      0.68663        70.75       44.236       55.216       4.5781      -3.6678      0.76674      0.80968       4197.3            0            0 
+136       -0.227       0.4455     -0.21289      0.45241      0.44431       45.711        20.11       -41.05        4.114       2.0155       0.3805     -0.61313       2767.3            0            0 
+200      0.49975     0.015705          0.5            0       0.0433       4.3593      -4.3587    -0.068473  -0.00022883     0.014566    -0.068468  -0.00084672       178.88            0            0 
+9      0.48429     -0.12434      0.48015      -0.1395      0.04117       4.0999      -3.9546       1.0819    -0.033286     -0.12167    -0.062639     0.015082       125.49            0            0 
+73     -0.31871     -0.38526     -0.33066     -0.37506      0.72421       74.702       48.515       56.804       4.4156      -3.7712       0.8314        0.833       4460.5            0            0 
+137     -0.21289      0.45241     -0.19857      0.45888      0.41726       42.887       17.649      -39.087       4.1486       1.8732      0.34238     -0.58453       2551.5            0            0 
+10      0.48015      -0.1395      0.47553     -0.15451      0.04205       4.1707      -3.9864       1.2264    -0.025284    -0.082187    -0.063012     0.017972       116.19            0            0 
+74     -0.33066     -0.37506     -0.34227     -0.36448      0.75954       78.268       52.675        57.89       4.3301      -3.9401       0.8954       0.8474       4639.9            0            0 
+138     -0.19857      0.45888     -0.18406      0.46489      0.38654       39.832       15.243        -36.8       3.9588       1.6398      0.30161     -0.55228       2355.2            0            0 
+11      0.47553     -0.15451      0.47044     -0.16937      0.04151        4.123      -3.9007       1.3355    -0.027279    -0.079676    -0.061697     0.019726        108.8            0            0 
+75     -0.34227     -0.36448     -0.35355     -0.35355      0.80123        82.45       57.378        59.21       4.4948      -4.3557      0.97186      0.86161       4854.2            0            0 
+139     -0.18406      0.46489     -0.16937      0.47044      0.35948        36.97       13.068      -34.584       3.8284       1.4466       0.2654      -0.5205       2232.3            0            0 
+12      0.47044     -0.16937      0.46489     -0.18406      0.04189       4.1488       -3.881       1.4665    -0.030226    -0.079991    -0.061434     0.021778       119.63            0            0 
+76     -0.35355     -0.35355     -0.36448     -0.34227      0.84169       86.734       62.286        60.36        4.231      -4.3661       1.0448      0.87951       5192.2            0            0 
+140     -0.16937      0.47044     -0.15451      0.47553      0.33864        34.92       11.311      -33.037       3.7604       1.2875      0.23673      -0.4987       2116.4            0            0 
+13      0.46489     -0.18406      0.45888     -0.19857      0.04164       4.1165      -3.8031       1.5753    -0.021134    -0.051023    -0.060069     0.023942       100.34            0            0 
+77     -0.36448     -0.34227     -0.37506     -0.33066      0.88023       90.531       66.959       60.928       3.8781       -4.262       1.1127      0.89008       5333.8            0            0 
+141     -0.15451      0.47553      -0.1395      0.48015      0.30968       31.927       9.3877      -30.515       3.4921       1.0743      0.20231     -0.46244       1900.9            0            0 
+14      0.45888     -0.19857      0.45241     -0.21289      0.04083       4.0459      -3.6874       1.6649     -0.06297     -0.13946    -0.058909     0.023961       94.017            0            0 
+78     -0.37506     -0.33066     -0.38526     -0.31871      0.91337       94.193       71.625       61.173       3.8892      -4.5536       1.1861      0.88935       5562.6            0            0 
+142      -0.1395      0.48015     -0.12434      0.48429      0.28622       29.728       7.8445      -28.675       3.5201      0.96298      0.17851     -0.43528         1814            0            0 
+15      0.45241     -0.21289       0.4455       -0.227      0.04145       4.0845       -3.668       1.7969    -0.030969    -0.063215    -0.058101     0.027232       87.294            0            0 
+79     -0.38526     -0.31871     -0.39508     -0.30645      0.95145       97.985        76.47       61.264       3.7636      -4.6978       1.2603      0.88851       5905.1            0            0 
+143     -0.12434      0.48429     -0.10907      0.48796      0.26482       27.194       6.3484      -26.443       3.2612      0.78294      0.15094     -0.40305       1668.3            0            0 
+16       0.4455       -0.227      0.43815     -0.24088       0.0404       3.9564      -3.4966       1.8513    -0.033524    -0.063315    -0.055448     0.028085       80.259            0            0 
+80     -0.39508     -0.30645     -0.40451     -0.29389      0.99132       102.14       81.676       61.324       3.5611      -4.7429       1.3388      0.88874       6068.3            0            0 
+144     -0.10907      0.48796    -0.093691      0.49114       0.2459       25.326       5.1358        -24.8       3.2039       0.6635      0.13099     -0.37912       1571.6            0            0 
+17      0.43815     -0.24088      0.43037     -0.25452      0.04078        4.038      -3.5075       2.0006    -0.040368    -0.070773    -0.055728     0.030313       84.482            0            0 
+81     -0.40451     -0.29389     -0.41354     -0.28104       1.0292       106.19        86.88        61.06       3.4201      -4.8663       1.4184      0.88265       6395.2            0            0 
+145    -0.093691      0.49114    -0.078217      0.49384      0.22644       23.334       4.0118      -22.987       3.1071      0.54228      0.11182     -0.35254       1429.2            0            0 
+18      0.43037     -0.25452      0.42216     -0.26791      0.03938       3.8802      -3.3084       2.0274    -0.030668    -0.050046    -0.052447     0.031059       90.504            0            0 
+82     -0.41354     -0.28104     -0.42216     -0.26791       1.0673       109.94       91.889        60.36        3.136      -4.7741       1.4926       0.8731       6472.6            0            0 
+146    -0.078217      0.49384    -0.062667      0.49606        0.207       21.397       3.0149      -21.184       2.8541       0.4062     0.092186     -0.32636       1265.6            0            0 
+19      0.42216     -0.26791      0.41354     -0.28104       0.0392       3.8771      -3.2405       2.1286    -0.035612    -0.054215    -0.051459     0.032583       81.558            0            0 
+83     -0.42216     -0.26791     -0.43037     -0.25452       1.0991       113.48        96.76       59.295        3.048      -4.9739       1.5677      0.85323       6789.2            0            0 
+147    -0.062667      0.49606    -0.047054      0.49778      0.19206        19.71       2.1628      -19.591       2.8398      0.31352     0.078578     -0.30279       1180.6            0            0 
+20      0.41354     -0.28104      0.40451     -0.29389      0.03929       3.9341      -3.2187       2.2621    -0.059072    -0.084052    -0.051485     0.034212       97.305            0            0 
+84     -0.43037     -0.25452     -0.43815     -0.24088       1.1323       116.68       101.35       57.809       2.6892      -4.7148       1.6342      0.83397       6887.1            0            0 
+148    -0.047054      0.49778    -0.031395      0.49901      0.17638       18.085       1.4189      -18.029       2.6139      0.20572     0.063346     -0.27996       1124.5            0            0 
+21      0.40451     -0.29389      0.39508     -0.30645      0.03738       3.7466      -2.9961       2.2496    -0.039862    -0.053092    -0.047687     0.034501       96.796            0            0 
+85     -0.43815     -0.24088      -0.4455       -0.227       1.1748       121.03       106.96       56.632       2.4513      -4.6298       1.7185      0.81681       7033.7            0            0 
+149    -0.031395      0.49901    -0.015705      0.49975      0.16187       16.651      0.78437      -16.633       2.5721       0.1213     0.052721     -0.25935       1024.3            0            0 
+22      0.39508     -0.30645      0.38526     -0.31871      0.03565       3.5747      -2.7898        2.235    -0.049951    -0.062348    -0.044604     0.034127        109.4            0            0 
+86      -0.4455       -0.227     -0.45241     -0.21289       1.2022          124       111.35        54.55       2.2023      -4.4955       1.7836      0.78623       7342.5            0            0 
+150    -0.015705      0.49975            0          0.5      0.14724       15.115      0.23742      -15.113       2.4408     0.038342     0.042067     -0.23678       904.26            0            0 
+23      0.38526     -0.31871      0.37506     -0.33066      0.03443       3.4266      -2.6056       2.2254    -0.015555    -0.018213    -0.041171     0.034669       98.617            0            0 
+87     -0.45241     -0.21289     -0.45888     -0.19857       1.2369       127.44       116.15       52.445       1.9741      -4.3721       1.8555       0.7551       7561.8            0            0 
+151            0          0.5     0.015705      0.49975      0.13556       13.854     -0.21762      -13.853       2.3274    -0.036562     0.033139     -0.21816        858.3            0            0 
+24      0.37506     -0.33066      0.36448     -0.34227      0.03399       3.4235      -2.5321       2.3041   -0.0069302   -0.0076162    -0.039882     0.036071       120.32            0            0 
+88     -0.45888     -0.19857     -0.46489     -0.18406       1.2656       130.48       120.55       49.933         1.67      -4.0318       1.9197      0.72099       7760.8            0            0 
+152     0.015705      0.49975     0.031395      0.49901      0.12268         12.5     -0.58883      -12.486        2.072    -0.097713     0.023296     -0.19766       769.95            0            0 
+25      0.36448     -0.34227      0.35355     -0.35355      0.03043       3.0276      -2.1742        2.107     0.031627     0.032637    -0.033654     0.033607       121.43            0            0 
+89     -0.46489     -0.18406     -0.47044     -0.16937       1.2877       133.02       124.43       47.018       1.5919      -4.2129       1.9795      0.67235         7950            0            0 
+153     0.031395      0.49901     0.047054      0.49778      0.11143       11.501     -0.90237      -11.466        2.007     -0.15795     0.017351     -0.18258       701.33            0            0 
+26      0.35355     -0.35355      0.34227     -0.36448      0.02847       2.8467       -1.981       2.0443      0.12677      0.12285    -0.029126      0.03404       130.26            0            0 
+90     -0.47044     -0.16937     -0.47553     -0.15451       1.3178       136.26       128.91       44.137       1.2569       -3.671       2.0446      0.63561       8157.8            0            0 
+154     0.047054      0.49778     0.062667      0.49606        0.102       10.449      -1.1466      -10.386       1.9223     -0.21222     0.012183     -0.16647       658.22            0            0 
+27      0.34227     -0.36448      0.33066     -0.37506       0.0262       2.6385      -1.7757       1.9515      0.17091      0.15551    -0.025208     0.033096       123.01            0            0 
+91     -0.47553     -0.15451     -0.48015      -0.1395       1.3391       138.24       132.13       40.647       1.1139      -3.6207       2.0928      0.58159       8404.8            0            0 
+155     0.062667      0.49606     0.078217      0.49384      0.09264       9.4282      -1.3285      -9.3342       1.9091      -0.2717    0.0091204     -0.15088        607.8            0            0 
+28      0.33066     -0.37506      0.31871     -0.38526      0.02396       2.3919      -1.5534       1.8188      0.24839      0.21214    -0.020499     0.031901       133.12            0            0 
+92     -0.48015      -0.1395     -0.48429     -0.12434       1.3672       140.82       135.83       37.159      0.87652       -3.204       2.1473      0.53334       8323.9            0            0 
+156     0.078217      0.49384     0.093691      0.49114       0.0837       8.5132      -1.4637      -8.3864       1.6832     -0.29377     0.003449     -0.13634       554.25            0            0 
+29      0.31871     -0.38526      0.30645     -0.39508      0.02208       2.1838      -1.3654       1.7043      0.35022      0.28058    -0.015946     0.031177       133.31            0            0 
+93     -0.48429     -0.12434     -0.48796     -0.10907         1.38       142.81       138.87       33.339      0.70137      -2.9214       2.1922      0.47778         8676            0            0 
+157     0.093691      0.49114      0.10907      0.48796      0.07539       7.6625      -1.5539      -7.5033       1.5476     -0.32048  -9.9121e-05     -0.12289        505.1            0            0 
+30      0.30645     -0.39508      0.29389     -0.40451      0.02186       2.1893      -1.3145       1.7507      0.42712      0.32069    -0.013938     0.032536       142.43            0            0 
+94     -0.48796     -0.10907     -0.49114    -0.093691       1.3976       144.71        141.7       29.344      0.53151      -2.5666       2.2341      0.42061         8933            0            0 
+158      0.10907      0.48796      0.12434      0.48429      0.06818       6.8878      -1.6079      -6.6975       1.4362      -0.3448   -0.0026972     -0.11062       455.57            0            0 
+31      0.29389     -0.40451      0.28104     -0.41354      0.02139       2.1272      -1.2231       1.7403      0.52475       0.3688     -0.01097     0.033129        171.4            0            0 
+95     -0.49114    -0.093691     -0.49384    -0.078217       1.4159        146.6       144.42       25.205      0.40335      -2.3111       2.2747      0.35959       8961.6            0            0 
+159      0.12434      0.48429       0.1395      0.48015      0.06299       6.3983      -1.6883      -6.1715         1.42     -0.38848   -0.0042141     -0.10304       440.02            0            0 
+32      0.28104     -0.41354      0.26791     -0.42216      0.02251       2.2037      -1.2099       1.8419      0.59975      0.39396   -0.0095833     0.035119        169.5            0            0 
+96     -0.49384    -0.078217     -0.49606    -0.062667       1.4242       147.69       146.22        20.81      0.26575      -1.8673       2.3009      0.29754       9136.2            0            0 
+160       0.1395      0.48015      0.15451      0.47553      0.05581        5.681      -1.6704      -5.4298       1.3218     -0.40663   -0.0054765    -0.091675        366.2            0            0 
+33      0.26791     -0.42216      0.25452     -0.43037      0.02453       2.4265      -1.2678       2.0689       0.6224       0.3814    -0.010138     0.038488       170.04            0            0 
+97     -0.49606    -0.062667     -0.49778    -0.047054       1.4468       149.45       148.54       16.399      0.15185      -1.3755       2.3356      0.23598       8920.6            0            0 
+161      0.15451      0.47553      0.16937      0.47044      0.04998        5.075      -1.6439      -4.8014       1.1997     -0.41074   -0.0069775    -0.081869       328.63            0            0 
+34      0.25452     -0.43037      0.24088     -0.43815      0.02656       2.6469      -1.3114       2.2991      0.75085      0.42828   -0.0088048      0.04284       193.66            0            0 
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+107     -0.49114     0.093691     -0.48796      0.10907       1.4039       144.97       141.96      -29.399      0.49069       2.3694       2.2375     -0.42456       8765.4            0            0 
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+108     -0.48796      0.10907     -0.48429      0.12434       1.3808       142.36       138.42      -33.233      0.75511       3.1453       2.1861     -0.47259       8372.9            0            0 
+172      0.30645      0.39508      0.31871      0.38526      0.02221       2.2564      -1.4108      -1.7609      0.32412     -0.25967    -0.017068    -0.031738       127.48            0            0 
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+109     -0.48429      0.12434     -0.48015       0.1395       1.3605       140.27        135.3      -37.014      0.81153       2.9665       2.1379     -0.53479       8123.5            0            0 
+173      0.31871      0.38526      0.33066      0.37506      0.02378       2.3499      -1.5261      -1.7869      0.24744     -0.21134    -0.020085    -0.031387        129.4            0            0 
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+110     -0.48015       0.1395     -0.47553      0.15451       1.3347       137.75       131.66      -40.504       1.0317       3.3535       2.0842     -0.58353         8132            0            0 
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+111     -0.47553      0.15451     -0.47044      0.16937       1.3158       135.81       128.49      -43.991       1.3046       3.8104       2.0387     -0.63113       8108.8            0            0 
+175      0.34227      0.36448      0.35355      0.35355      0.02905       2.9023      -2.0197      -2.0842     0.095541    -0.092586    -0.030224    -0.034192       132.16            0            0 
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+118     -0.43037      0.25452     -0.42216      0.26791       1.0999       113.31       96.613      -59.205       2.8467       4.6453       1.5622     -0.85698       6675.2            0            0 
+182      0.41354      0.28104      0.42216      0.26791      0.03886       3.8202       -3.193      -2.0974    -0.023089      0.03515    -0.050516    -0.032392        77.51            0            0 
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+119     -0.42216      0.26791     -0.41354      0.28104       1.0613       109.59       91.599      -60.169       3.1625       4.8144       1.4884     -0.86948       6559.7            0            0 
+183      0.42216      0.26791      0.43037      0.25452      0.03988       3.9592      -3.3758      -2.0687    -0.044356     0.072382    -0.053721    -0.031356       88.671            0            0 
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+120     -0.41354      0.28104     -0.40451      0.29389       1.0243       105.64        86.43      -60.744       3.3467       4.7618       1.4101     -0.87933       6251.5            0            0 
+184      0.43037      0.25452      0.43815      0.24088       0.0405       4.0187      -3.4908      -1.9911    -0.073705      0.12922    -0.055988    -0.029245       81.449            0            0 
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+121     -0.40451      0.29389     -0.39508      0.30645      0.98449       101.47       81.146      -60.926        3.636       4.8427       1.3317     -0.88092       6046.6            0            0 
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CylinderKnMa/Kn0p06/simulation0024_Kn0p06Ma4p3/surf/Surf_300000.vtu

@@ -0,0 +1,38 @@
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+        <DataArray type="Int64" Name="connectivity" format="appended" RangeMin=""                     RangeMax=""                     offset="22920"               />
+        <DataArray type="Int64" Name="offsets" format="appended" RangeMin=""                     RangeMax=""                     offset="23824"               />
+        <DataArray type="UInt8" Name="types" format="appended" RangeMin=""                     RangeMax=""                     offset="24316"               />
+      </Cells>
+    </Piece>
+  </UnstructuredGrid>
+  <AppendedData encoding="base64">
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AQAAAACAAABABgAANgUAAA==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AQAAAACAAABABgAAAwYAAA==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AQAAAACAAABABgAAKgYAAA==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AQAAAACAAABABgAAfwMAAA==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AQAAAACAAABABgAAFQAAAA==eJxjYBgFo2AUjIJRMApIBwAGQAABAQAAAACAAABABgAAFQAAAA==eJxjYBgFo2AUjIJRMApIBwAGQAABAQAAAACAAADAEgAA0gMAAA==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AQAAAACAAABABgAAXwEAAA==eJwtxVFEHAAAANBKkpzkJEmSJMlJkiRJkiRJkiQnSXKSJEmSJEmSJEmSZGYmmUmSJEmSJEkyMzOTzCRJkmT20Xs/LybqXazjHO8EB5zoJAed7BSnOs3pznCms5ztHOc6zyHnu8CFLnKxS1zqMpe7wpWucrVrXOs617vBjW5ys1vc6rDb3O4Od7rLEXe7x73uc78HPOghD3vEox7zuCc86SlPe8aznvO8F7zoJS97xate8wd/9Cd/9ro3/MVfvektb3vHu97zvg986CMf+8SnPvO5L3zpK1/7m7/7h3/6l3/7xrf+47++870f/OgnP/vFr37zP0dFvxfjWMc53gkOONFJDjrZKU51mtOd4UxnOds5znWeQ853gQtd5GKXuNRlLneFK13late41nWud4Mb3eRmt7jVYbe53R3udJcj7naPe93nfg940EMe9ohHPeZxT3jSU572jGc95/9sSVRSAQAAAACAAADIAAAADAAAAA==eJxjZh4eAADsVAJZ
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+</VTKFile>

CylinderKnMa/Kn0p06/simulation0024_Kn0p06Ma4p3/surf/geom.surf

@@ -0,0 +1,610 @@
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+
+400 points
+200 lines
+
+Points
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CylinderKnMa/Kn0p06/simulation0025_Kn0p06Ma4p4/Grid.pvd

@@ -0,0 +1,9 @@
+<?xml version="1.0"?>
+<VTKFile type="Collection" version="0.1"
+               byte_order="LittleEndian"
+               compressor="vtkZLibDataCompressor">
+   <Collection>    
+    <DataSet timestep="300000" group="" part="0"   
+             file="Grid/Grid_300000.pvtu"/>
+   </Collection>    
+</VTKFile>    

CylinderKnMa/Kn0p06/simulation0025_Kn0p06Ma4p4/Lambda.pvd

@@ -0,0 +1,9 @@
+<?xml version="1.0"?>
+<VTKFile type="Collection" version="0.1"
+               byte_order="LittleEndian"
+               compressor="vtkZLibDataCompressor">
+   <Collection>    
+    <DataSet timestep="300000" group="" part="0"   
+             file="Lambda/Lambda_300000.pvtu"/>
+   </Collection>    
+</VTKFile>    

CylinderKnMa/Kn0p06/simulation0025_Kn0p06Ma4p4/Surf.pvd

@@ -0,0 +1,9 @@
+<?xml version="1.0"?>
+<VTKFile type="Collection" version="0.1"
+               byte_order="LittleEndian"
+               compressor="vtkZLibDataCompressor">
+   <Collection>    
+    <DataSet timestep="300000" group="" part="0"   
+             file="Surf/Surf_300000.vtu"/>
+   </Collection>    
+</VTKFile>    

CylinderKnMa/Kn0p06/simulation0025_Kn0p06Ma4p4/config.txt

@@ -0,0 +1,78 @@
+variable    BZ equal 1.380649E-23
+variable    PI equal 3.1415926536
+variable    molecular_mass equal 6.63E-26
+variable    molecular_diameter equal 4.17E-10
+variable    gamma equal 1.666666667
+variable    R equal ${BZ}/${molecular_mass}
+variable    L equal 1.0
+variable    xmin equal -5.0
+variable    xmax equal  6.0
+variable    ymin equal -5.0
+variable    ymax equal  5.0
+variable    Kn equal 0.06
+variable   Ma equal 4.4
+variable    To equal 273.0
+variable    Tb equal 273.0
+variable    theta equal 0.0
+variable    mfp equal ${Kn}*${L}
+variable    cpmfp equal 4
+variable    nden equal 1.0/sqrt(2.0)/${PI}/${molecular_diameter}/${molecular_diameter}/(${mfp}/${cpmfp}*${Kn})
+variable    sos equal sqrt(${gamma}*${R}*${To})
+variable    vo equal ${Ma}*${sos}
+variable    vx equal ${vo}*cos(${theta}*2*PI/360)
+variable    vy equal ${vo}*sin(${theta}*2*PI/360)
+variable    ppc equal 30
+variable    xncells equal (${xmax}-${xmin})/${mfp}*${cpmfp}
+variable    yncells equal (${ymax}-${ymin})/${mfp}*${cpmfp}
+variable    Fnum equal ${nden}*(${xmax}-${xmin})*(${ymax}-${ymin})/${ppc}/${xncells}/${yncells}
+variable    tstep equal (-${xmin}+${xmax})/${vx}/${xncells}/10/4
+variable    nave equal 10000
+variable    noutput equal 300000
+clear
+shell    mkdir output
+shell    mkdir grid
+shell    mkdir surf
+seed    7
+dimension    2
+global    nrho ${nden}
+global    fnum ${Fnum}
+timestep    ${tstep}
+global    gridcut 1.0 particle/reorder 100 comm/sort yes
+region    1  cylinder z 0.0 0.0 3.50 -0.5 0.5
+region    2  cylinder z 0.0 0.0 2.00 -0.5 0.5
+region    3  cylinder z 0.0 0.0 0.80 -0.5 0.5
+boundary    o o p
+create_box    ${xmin} ${xmax} ${ymin} ${ymax} -0.5 0.5
+create_grid    ${xncells} ${yncells} 1 levels 4 region 2 1 2 2 1 region 3 2 2 2 1 region 4 3 2 2 1 clump xyz
+balance_grid  rcb cell
+species   gas.species Ar
+mixture   air Ar frac 1.0
+mixture   air Ar vstream ${vx} ${vy} 0.0 temp ${To}
+collide   vss air gas.vhs
+collide_modify    vremax 100 yes remain no nearcp yes 10
+read_surf       cylinder.surf
+surf_collide    1 diffuse 273.0 1.0
+surf_modify     all collide 1
+fix    in emit/face air xlo ylo yhi
+balance_grid  rcb cell
+create_particles air n 0
+stats    10000
+stats_style step cpu np nattempt ncoll nscoll npave nscollave
+run    200000
+compute      1 grid all air n nrho massrho u v w
+compute      2 grid all air trot
+compute      3 tvib/grid all air
+compute      4 thermal/grid all air press temp
+fix          1 ave/grid all 1 ${nave} ${nave} c_1[*] c_4[*] c_2[*] c_3[*] ave running
+dump         1 grid all ${noutput} output/grid.*.dat id xc yc f_1[*]
+dump_modify  1 format float %12.5g
+compute      5 surf all air n press px py shx shy fx fy etot erot evib
+fix          2 ave/surf all 1 ${nave} ${nave} c_5[*] ave running
+dump         2 surf all ${noutput} output/surf.*.dat id v1x v1y v2x v2y f_2[*]
+dump_modify  2 format float %12.5g
+compute      6  lambda/grid f_1[2] f_1[8] Ar kx
+dump         3 grid all ${noutput} output/lambdakn.*.dat id xc yc c_6[*]
+dump_modify  3 format float %12.5g
+run    100000
+write_grid    grid/final-grid.dat
+write_surf    surf/geom.surf

CylinderKnMa/Kn0p06/simulation0025_Kn0p06Ma4p4/cylinder.surf

@@ -0,0 +1,410 @@
+ surf file from Pointwise
+ 
+         200 points
+         200 lines
+ 
+ Points
+ 
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CylinderKnMa/Kn0p06/simulation0025_Kn0p06Ma4p4/gas.species

@@ -0,0 +1,14 @@
+# Species data
+
+# species name
+# molecular weight (atomic mass units, e.g. 16 for oxygen)
+# molecular mass (kg)
+# rotational degrees of freedom (integer, unitless)
+# inverse rotational relaxtion number (unitless)
+# vibrational degrees of freedom (integer, unitless)
+# inverse vibrational relaxation number (unitless)
+# vibrational temperature (K)
+# species weight (unitless)
+# multiple of electon charge (1 for a proton)
+
+Ar    39.95    6.63E-26    0    0.0    0    0.0    0.0    1.0    0.0

CylinderKnMa/Kn0p06/simulation0025_Kn0p06Ma4p4/gas.vhs

@@ -0,0 +1,9 @@
+# VHS collision model parameters for each species
+
+# species name
+# diameter (m)
+# omega (unitless)
+# tref (referenced temperature)
+# alpha (unitless)
+
+Ar    4.17e-10    0.81    273    1.0

CylinderKnMa/Kn0p06/simulation0025_Kn0p06Ma4p4/grid/Grid_300000.pvtu

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