Upload CylinderKnMa\Kn1p00\simulation2355_Kn1p00Ma2p4\surf\Surf_300000.vtu with huggingface_hub
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CylinderKnMa//Kn1p00//simulation2355_Kn1p00Ma2p4//surf//Surf_300000.vtu
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<?xml version="1.0"?>
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<VTKFile type="UnstructuredGrid" version="0.1" byte_order="LittleEndian" header_type="UInt32" compressor="vtkZLibDataCompressor">
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<UnstructuredGrid>
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<Piece NumberOfPoints="400" NumberOfCells="200" >
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<PointData>
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</PointData>
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<CellData>
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<DataArray type="Float64" Name="id" format="appended" RangeMin="1" RangeMax="200" offset="0" />
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<DataArray type="Float64" Name="v1x" format="appended" RangeMin="-0.5" RangeMax="0.5" offset="432" />
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<DataArray type="Float64" Name="v1y" format="appended" RangeMin="-0.5" RangeMax="0.5" offset="1468" />
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<DataArray type="Float64" Name="v2x" format="appended" RangeMin="-0.5" RangeMax="0.5" offset="2476" />
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<DataArray type="Float64" Name="v2y" format="appended" RangeMin="-0.5" RangeMax="0.5" offset="3508" />
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<DataArray type="Float64" Name="f_2[1]" format="appended" RangeMin="0.00026" RangeMax="0.04973" offset="4512" />
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<DataArray type="Float64" Name="f_2[2]" format="appended" RangeMin="0.00076914" RangeMax="0.20641" offset="6376" />
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<DataArray type="Float64" Name="f_2[3]" format="appended" RangeMin="-0.0046849" RangeMax="0.20577" offset="8488" />
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<DataArray type="Float64" Name="f_2[4]" format="appended" RangeMin="-0.094599" RangeMax="0.093749" offset="10632" />
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<DataArray type="Float64" Name="f_2[5]" format="appended" RangeMin="-3.0039e-05" RangeMax="0.032978" offset="12764" />
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<DataArray type="Float64" Name="f_2[6]" format="appended" RangeMin="-0.02955" RangeMax="0.028457" offset="14896" />
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<DataArray type="Float64" Name="f_2[7]" format="appended" RangeMin="-2.6714e-05" RangeMax="0.0032368" offset="17036" />
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<DataArray type="Float64" Name="f_2[8]" format="appended" RangeMin="-0.0010624" RangeMax="0.0010638" offset="19176" />
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<DataArray type="Float64" Name="f_2[9]" format="appended" RangeMin="-0.064894" RangeMax="38.862" offset="21340" />
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<DataArray type="Float64" Name="f_2[10]" format="appended" RangeMin="0" RangeMax="0" offset="23252" />
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<DataArray type="Float64" Name="f_2[11]" format="appended" RangeMin="0" RangeMax="0" offset="23304" />
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</CellData>
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<Points>
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<DataArray type="Float32" Name="Points" NumberOfComponents="3" format="appended" RangeMin="0.49999998503" RangeMax="0.50000001255" offset="23356" />
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</Points>
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<Cells>
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<DataArray type="Int64" Name="connectivity" format="appended" RangeMin="" RangeMax="" offset="24684" />
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<DataArray type="Int64" Name="offsets" format="appended" RangeMin="" RangeMax="" offset="25588" />
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<DataArray type="UInt8" Name="types" format="appended" RangeMin="" RangeMax="" offset="26080" />
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</Cells>
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</Piece>
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</UnstructuredGrid>
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<AppendedData encoding="base64">
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AQAAAACAAABABgAAHAYAAA==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AQAAAACAAABABgAANQYAAA==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AQAAAACAAABABgAALQYAAA==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AQAAAACAAABABgAAMgYAAA==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AQAAAACAAABABgAAMQYAAA==eJw90f8/1HccAHAZR3VTZCTf6jrWZOR0860+r5NV50vcF4burhyHO1/bUAmTEiOULFftprJR6ZSMZbXedZNK+uJ70bjyrSjueye52S977D94Ph7PZk/Dz82aZlHYr7TDO6flaCajoVO49yNahSNSt1x5j0y9lp/fkDmHYjONtUcjlOhJ7r1CgyAVGrwYNZVcqEbue/ejsFI1emC/9nnSnll06zTxeUOpBmln9rPIX8vQhCXJjJSuRH/+/Gl5frkM1We/uEnonkVahVVwirUKzd0fohI+yFDU2rZnizUapLsglAW2KtDNpyF+YyVK1O7x6FoiT4Ymj7NzWsfkaMeJvJUagylknhzwTdUeBbJ4bzmzan4CJfpk/EMbmkIl+kUnp21fo67XuOtpgnFkKn2AO6Ea/s8jRb5iauXQUC+WV5+Gz4UB7JLuFr+3ehRT7kt71SdWYvyrXXkdTWossJIsnd2ixdLInXmFQiMQbLTxQ8wlMGBnzaR8hwfdUHmC4bem8Oba5HgnwxxkW0q8X8fawA90446MWgJkXxhIod5dDaGZlVl/mxHhGAuXJcxyhC5Omct56jqIKRo2t8l1gbqzmtn+KVdQuo+VTSe6A9pFJXIyyOC/ueVD8LgHrBi71qCo84TM2KPREgsM9pkuZjJcfcEfKbzOeVOA/WcxIwb5ATHbraT6Vz9wqGD6tPZuAxujc/7+Yio4hZ+uSbcOgGBPRzoNFwyW8yFcq4EdIKT+1nppNQ1e7JK8C71Kh0my8/xTGgM455v+xmhMSNxv/+4PBRO4R/SO2Pt+A/k4cdzr7yMgsW26YO0/4TCpom9j6+2ES6ZnXxqV7ITLZtYjJsVsMOjyryn7ehf84hj2lVHMbqile+CYh3cDu2jc5+fOKLBGRzJGh7hQ9fs2g9GX0bBppsbbRR0NRSNnY+iEGMB737vB6Y2BcxeTIpiRPHjDC96EZ8QCz73Lze1CLPit4dxfIYoFKzcd+3tFHBy8cr/s2eM4+EvOQiCLB3Njn7Y6Xz7YnvIYIa4TgP8AQeAxx4eNwjsMfSMBDF5ZL9nsJACzJSwdoVEATW53QuIeC6Bmzem7y/IT4En7hKH7ogT4aSHc1qtbAO+/INiN0RKgvmKygL07AcLIolI5PQE8u2afjokF8EW/gbghXQA+jRexba4CGHp4fVR5lw/U8uWUtkcCKPjUkHDAWABrXJtlP+H5sFX2AdeREw/qG1O1XnZ8MFqVY3HSLh7I/Cqze4ZxkNy077y5cRzwt0dFj2yNhYZ+wJ7V8+DL6V52ygYeRDL8Z71Ox8DhuUovjkUMBHBIZeXvuGAitU3nUbhQ0Ycevu2OgniVJ37iatT/D7etJdn8Pg7gr5OES16ywTw31SVyz04g2TyNp9yKBNOo7d3E+HAI6zlzlLcxHG48mhuWPwqDuLNJqezEUOC0bVZoJxiw/Ddh8oV6OnQye8ZW5tJhxsy/0aIlBOblm5OrNgbDjWM0RWFLELQzbdYlWQTAJ+KW8Vf47XB7YYRFu7cVKrM7Vse7bgV9jiRc3ugLImcvS3MKBSyfSyf1gikwrOculYRsAuJI1h8uB71gVxfD7lCIJwSyntcd2+EOXHW18LGKBBG01YaNgSQY5Bu/bLd2gTyT1Hpu0HrAbLvIB7odYLeD/c2lPxKhOWi9U+FNezhc7nymnmILmRVB8Jd0Jeg3i9LlBSugdLRYv9F8GVScYjWaJJvAQ92bnOFGQ7hDO8gq6teD/dHNOS2ZOkxdJV6hCdVi+sLAHvLjKSw/9sTVxUvfYbQckXat7CHGWhThUPpZLbLuv80XGHViucbHlXW4ccSTHvnsFkyjPueoMz2ZGjRSyF+6YDGIbBx7noRmTSOaykMUvn0GefdKit+2y5HiBdeJ7KpEhKQ0ydtWJXpAitcej1ah/M+da5RJSjT/gBgR6aZB97/0cC1wVKNo/KkF0wU58lsWqfO9rUWXrTpCkVyDyLjORVKVFpXwbD8GLJpFfamSAw5lCrQwWHzy0CEVIg3GGTUvU6NDP7qnbnD9iC6HVRd94qRGr76rEu+1l6OQCp3VvP48IqZnpiyIlAjK1o2LMiZRNZbCawUF4grmRbxaJfoXNDYD6w==AQAAAACAAABABgAAQwYAAA==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AQAAAACAAABABgAAiAUAAA==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eJxjYBgFo2AUjIJRMApIBwAGQAABAQAAAACAAABABgAAFQAAAA==eJxjYBgFo2AUjIJRMApIBwAGQAABAQAAAACAAADAEgAA0gMAAA==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AQAAAACAAABABgAAXwEAAA==eJwtxVFEHAAAANBKkpzkJEmSJMlJkiRJkiRJkiQnSXKSJEmSJEmSJEmSZGYmmUmSJEmSJEkyMzOTzCRJkmT20Xs/LybqXazjHO8EB5zoJAed7BSnOs3pznCms5ztHOc6zyHnu8CFLnKxS1zqMpe7wpWucrVrXOs617vBjW5ys1vc6rDb3O4Od7rLEXe7x73uc78HPOghD3vEox7zuCc86SlPe8aznvO8F7zoJS97xate8wd/9Cd/9ro3/MVfvektb3vHu97zvg986CMf+8SnPvO5L3zpK1/7m7/7h3/6l3/7xrf+47++870f/OgnP/vFr37zP0dFvxfjWMc53gkOONFJDjrZKU51mtOd4UxnOds5znWeQ853gQtd5GKXuNRlLneFK13late41nWud4Mb3eRmt7jVYbe53R3udJcj7naPe93nfg940EMe9ohHPeZxT3jSU572jGc95/9sSVRSAQAAAACAAADIAAAADAAAAA==eJxjZh4eAADsVAJZ
|
| 37 |
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</AppendedData>
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| 38 |
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</VTKFile>
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