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  1. CylinderKnMa/Kn0p14/simulation0233_Kn0p14Ma5p2/Lambda/Lambda_1_300000.vtu +0 -0
  2. CylinderKnMa/Kn0p14/simulation0233_Kn0p14Ma5p2/Lambda/Lambda_2_300000.vtu +0 -0
  3. CylinderKnMa/Kn0p14/simulation0233_Kn0p14Ma5p2/Lambda/Lambda_300000.pvtu +29 -0
  4. CylinderKnMa/Kn0p14/simulation0233_Kn0p14Ma5p2/Lambda/Lambda_3_300000.vtu +27 -0
  5. CylinderKnMa/Kn0p14/simulation0233_Kn0p14Ma5p2/Lambda/Lambda_4_300000.vtu +0 -0
  6. CylinderKnMa/Kn0p14/simulation0233_Kn0p14Ma5p2/Lambda/Lambda_5_300000.vtu +0 -0
  7. CylinderKnMa/Kn0p14/simulation0233_Kn0p14Ma5p2/Lambda/Lambda_6_300000.vtu +0 -0
  8. CylinderKnMa/Kn0p14/simulation0233_Kn0p14Ma5p2/Lambda/Lambda_7_300000.vtu +27 -0
  9. CylinderKnMa/Kn0p14/simulation0233_Kn0p14Ma5p2/Lambda/Lambda_8_300000.vtu +0 -0
  10. CylinderKnMa/Kn0p14/simulation0233_Kn0p14Ma5p2/Lambda/Lambda_9_300000.vtu +0 -0
  11. CylinderKnMa/Kn0p14/simulation0233_Kn0p14Ma5p2/output/surf.300000.dat +209 -0
  12. CylinderKnMa/Kn0p14/simulation0233_Kn0p14Ma5p2/surf/Surf_300000.vtu +38 -0
  13. CylinderKnMa/Kn0p14/simulation0233_Kn0p14Ma5p2/surf/geom.surf +610 -0
  14. CylinderKnMa/Kn0p14/simulation0234_Kn0p14Ma5p3/Grid.pvd +9 -0
  15. CylinderKnMa/Kn0p14/simulation0234_Kn0p14Ma5p3/Lambda.pvd +9 -0
  16. CylinderKnMa/Kn0p14/simulation0234_Kn0p14Ma5p3/Lambda/Lambda_0_300000.vtu +0 -0
  17. CylinderKnMa/Kn0p14/simulation0234_Kn0p14Ma5p3/Lambda/Lambda_10_300000.vtu +0 -0
  18. CylinderKnMa/Kn0p14/simulation0234_Kn0p14Ma5p3/Lambda/Lambda_11_300000.vtu +27 -0
  19. CylinderKnMa/Kn0p14/simulation0234_Kn0p14Ma5p3/Lambda/Lambda_1_300000.vtu +0 -0
  20. CylinderKnMa/Kn0p14/simulation0234_Kn0p14Ma5p3/Lambda/Lambda_2_300000.vtu +0 -0
  21. CylinderKnMa/Kn0p14/simulation0234_Kn0p14Ma5p3/Lambda/Lambda_300000.pvtu +29 -0
  22. CylinderKnMa/Kn0p14/simulation0234_Kn0p14Ma5p3/Lambda/Lambda_3_300000.vtu +27 -0
  23. CylinderKnMa/Kn0p14/simulation0234_Kn0p14Ma5p3/Lambda/Lambda_4_300000.vtu +0 -0
  24. CylinderKnMa/Kn0p14/simulation0234_Kn0p14Ma5p3/Lambda/Lambda_5_300000.vtu +0 -0
  25. CylinderKnMa/Kn0p14/simulation0234_Kn0p14Ma5p3/Lambda/Lambda_6_300000.vtu +0 -0
  26. CylinderKnMa/Kn0p14/simulation0234_Kn0p14Ma5p3/Lambda/Lambda_7_300000.vtu +27 -0
  27. CylinderKnMa/Kn0p14/simulation0234_Kn0p14Ma5p3/Lambda/Lambda_8_300000.vtu +0 -0
  28. CylinderKnMa/Kn0p14/simulation0234_Kn0p14Ma5p3/Lambda/Lambda_9_300000.vtu +0 -0
  29. CylinderKnMa/Kn0p14/simulation0234_Kn0p14Ma5p3/Surf.pvd +9 -0
  30. CylinderKnMa/Kn0p14/simulation0234_Kn0p14Ma5p3/config.txt +78 -0
  31. CylinderKnMa/Kn0p14/simulation0234_Kn0p14Ma5p3/cylinder.surf +410 -0
  32. CylinderKnMa/Kn0p14/simulation0234_Kn0p14Ma5p3/gas.species +14 -0
  33. CylinderKnMa/Kn0p14/simulation0234_Kn0p14Ma5p3/gas.vhs +9 -0
  34. CylinderKnMa/Kn0p14/simulation0234_Kn0p14Ma5p3/grid/Grid_0_300000.vtu +0 -0
  35. CylinderKnMa/Kn0p14/simulation0234_Kn0p14Ma5p3/grid/Grid_10_300000.vtu +0 -0
  36. CylinderKnMa/Kn0p14/simulation0234_Kn0p14Ma5p3/grid/Grid_11_300000.vtu +35 -0
  37. CylinderKnMa/Kn0p14/simulation0234_Kn0p14Ma5p3/grid/Grid_1_300000.vtu +0 -0
  38. CylinderKnMa/Kn0p14/simulation0234_Kn0p14Ma5p3/grid/Grid_2_300000.vtu +0 -0
  39. CylinderKnMa/Kn0p14/simulation0234_Kn0p14Ma5p3/grid/Grid_300000.pvtu +37 -0
  40. CylinderKnMa/Kn0p14/simulation0234_Kn0p14Ma5p3/grid/Grid_3_300000.vtu +35 -0
  41. CylinderKnMa/Kn0p14/simulation0234_Kn0p14Ma5p3/grid/Grid_4_300000.vtu +0 -0
  42. CylinderKnMa/Kn0p14/simulation0234_Kn0p14Ma5p3/grid/Grid_6_300000.vtu +0 -0
  43. CylinderKnMa/Kn0p14/simulation0234_Kn0p14Ma5p3/grid/Grid_7_300000.vtu +35 -0
  44. CylinderKnMa/Kn0p14/simulation0234_Kn0p14Ma5p3/grid/Grid_8_300000.vtu +0 -0
  45. CylinderKnMa/Kn0p14/simulation0234_Kn0p14Ma5p3/grid/Grid_9_300000.vtu +0 -0
  46. CylinderKnMa/Kn0p14/simulation0234_Kn0p14Ma5p3/grid/final-grid.dat +0 -0
  47. CylinderKnMa/Kn0p14/simulation0234_Kn0p14Ma5p3/log.sparta +319 -0
  48. CylinderKnMa/Kn0p14/simulation0234_Kn0p14Ma5p3/mir.txt +3 -0
  49. CylinderKnMa/Kn0p14/simulation0234_Kn0p14Ma5p3/output/surf.300000.dat +209 -0
  50. CylinderKnMa/Kn0p14/simulation0234_Kn0p14Ma5p3/runmpirun128.sh +18 -0
CylinderKnMa/Kn0p14/simulation0233_Kn0p14Ma5p2/Lambda/Lambda_1_300000.vtu ADDED
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CylinderKnMa/Kn0p14/simulation0233_Kn0p14Ma5p2/Lambda/Lambda_2_300000.vtu ADDED
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AQAAAACAAADAKwAAMCIAAA==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AQAAAACAAAAERwAA2A4AAA==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AgAAAACAAAAALwAADBMAABsHAAA=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AQAAAACAAADAKwAAYwcAAA==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26
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CylinderKnMa/Kn0p14/simulation0233_Kn0p14Ma5p2/Lambda/Lambda_4_300000.vtu ADDED
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CylinderKnMa/Kn0p14/simulation0233_Kn0p14Ma5p2/Lambda/Lambda_5_300000.vtu ADDED
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CylinderKnMa/Kn0p14/simulation0233_Kn0p14Ma5p2/Lambda/Lambda_6_300000.vtu ADDED
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CylinderKnMa/Kn0p14/simulation0233_Kn0p14Ma5p2/Lambda/Lambda_7_300000.vtu ADDED
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AQAAAACAAAAERwAA0w0AAA==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AgAAAACAAAAALwAADBMAABsHAAA=eJxd3Vf4vwP9x3HfYe+999577733rJAKIVKpFBUNexZFUYmyRxENinZ2RamMiEILkTJ//4P//Tj4PD8n7+t6Xc+zx+F9fe57qqn+/zc23NmGO2v28eHOns4+Mdw50tknhztnOvvUw50rnX2a4c6dzj7tcOdJZ59uuPOms08/3PnS2WcY7vzp7DMOd4F09pmGu2A6+8zDXSidfZbhLpyOE49Fh7tIdh6LpbPzWDydnccS6ew8lkxn57FUOjuPpdPZeSyTzs5j2XR2Hsuls/NYPp2dxwrp7DxWTGfntlI6TjxWGe7K2Rcb7qrp7DxWS2fnsXo6O4810tl5rJnOzmOtdHYea6ez81gnnZ3HuunsPNZLZ+exfjo7jw3S2bltmI4Tj42Hu1F2Hpuks/PYNJ2dx2bp7Dw2T2fnsUU6O48t09l5bJXOzmPrdHYe26Sz89g2nZ3HdunsPLZPZ+e2QzpOPHYa7o7Zeeyczs5jl3T2zYa7azo7j93S2Xnsns7OY490dh57prPz2Cudncfe6ew89kln57FvOjuP/dLZub0lHScebxvuW7Pz2D+dnccB6ew8Dkxn5/H2dHYeB6Wz83hHOjuPd6az83hXOjuPg9PZeRySzs7j0HR2Hu9OZ+d2WDpOPI4Y7uHZebwnnZ3HkensPI5KZ+fx3nT2g4Z7dDo7j/els/N4fzo7jw+ks/M4Jp2dxwfT2Xl8KJ2dx4fT2bkdm44Tj48O9yPZeRyXzs7j+HR2Hh9LZ+fx8XR2Hp9IZ+dxQjo7jxPT2Xl8Mp2dx6fS2Xl8Op2dx2fS2XmclM7O7eR0nHicOtxTsvM4LZ2dx+np7DzOSGfncWY6O4+z0tl5nJ3OfuJwz0ln53FuOjuPz6az8/hcOjuP89LZeZyfzs7t8+k48bhguF/IzuPCdHYeX0xn5/GldHYeF6Wz87g4nZ3Hl9PZeXwlnZ3HV9PZeVySzs7ja+nsPC5NZ+dxWTo7t6+n48Tj8uF+IzuPK9LZeVyZzs7jqnR2Hlens/O4Jp2dx7Xp7DyuS2fncX06+yXDvSGdncc309l5fCudnceN6ezcbkrHicfNw/12dh63pLPz+E46O4/vprPz+F46O4/vp7PzuDWdncdt6ew8fpDOzuOH6ew8bk9n53FHOjuPH6Wzc/txOk48fjrcn2Tn8bN0dh4/T2fn8Yt0dh6/TGfncWc6O4+70tl53J3OzuOedHYe96az87gvnf2O4d6fzs7jV+ns3H6djhOPB4b7m+w8Hkxn5/HbdHYev0tn5/FQOjuP36ez8/hDOjuPP6az83g4nZ3HI+nsPB5NZ+fxWDo7jz+ls3N7PB0nHn8e7hPZeTyZzs7jqXR2Hn9JZ+fx13R2Hk+ns/N4Jp2dx7Pp7Dz+ls7O4+/p7Dz+kc7O45/p7Dz+lc7++HCfS8eJxwvDfT47j3+ns/N4MZ2dx0vp7Dz+k87O4+V0dh7/TWfn8b90dh6vpLPzeDWdncdr6ew8Xk9n5/FGOju3N9Nx4uGB35TsPMbGRjs7j/Gx0c7OY2JstLPzmBwb7ew8ph4b7ew8phkb7ew8ph0b7ew8phsb7ew8ph8b7ew8Zhgb7ew8Zhwb7ew8Zhob7ezcZh4b7TjxmHW4s8SJx2zpxuIxe7rxeMyRzs5jznR2HnOls/OYO52dxzzp7DzmTWfnMV86O4/509l5LJDOzmPBdHZuC6XjxGOR4S6cncei6ew8Fktn57F4OjuPJdLZeSyZzs5jqXR2Hkuns/NYJp2dx7Lp7DyWS2fnsXw6O48V0tm5rZiOE4+Vh7tSdh6rpLPzWDWdncdq6ew8Vk9n57FGOjuPNdPZeayVzs5j7XR2Huuks/NYN52dx3rp7DzWT2fntkE6Tjw2Gu6G2XlsnM7OY5N0dh6bprPz2Cydncfm6ew8tkhn57FlOjuPrdLZeWydzs5jm3R2Htums/PYLp2d2/bpOPHYcbg7ZOexUzo7j53T2Xnsks7OY9d0dh67pbPz2D2dncce6ew89kxn57FXOjuPvdPZeeyTzs5j33R2bvul48TjrcN9S3Yeb0tn57F/OjuPA9LZeRyYzs7j7ensPA5KZ+fxjnR2Hu9MZ+fxrnR2Hgens/M4JJ2dx6Hp7NzenY4Tj8OHe1h2Hkeks/N4Tzo7jyPT2Xkclc7O473p7DyOTmfn8b50dh7vT2fn8YF0dh7HpLPz+GA6O48PpbNz+3A6Tjw+Mtxjs/P4aDo7j+PS2Xkcn87O42Pp7Dw+ns7O4xPp7DxOSGfncWI6O49PprPz+FQ6O49Pp7Pz+Ew6O7eT0nHiccpwT87O49R0dh6npbPzOD2dnccZ6ew8zkxn53FWOjuPs9PZeZyTzs7j3HR2Hp9NZ+fxuXR2Huels3M7Px0nHl8Y7uez87ggnZ3HhensPL6Yzs7jS+nsPC5KZ+dxcTo7jy+ns/P4Sjo7j6+ms/O4JJ2dx9fS2Xlcms7O7bJ0nHh8Y7hfz87j8nR2Hleks/O4Mp2dx1Xp7DyuTmfncU06O49r09l5XJfOzuP6dHYeN6Sz8/hmOjuPb6Wzc7sxHSce3x7uTdl53JzOzuOWdHYe30ln5/HddHYe30tn5/H9dHYet6az87gtnZ3HD9LZefwwnZ3H7ensPO5IZ+f2o3ScePxkuD/OzuOn6ew8fpbOzuPn6ew8fpHOzuOX6ew87kxn53FXOjuPu9PZedyTzs7j3nR2Hvels/O4P52d26/SceLxm+H+OjuPB9LZeTyYzs7jt+nsPH6Xzs7joXR2Hr9PZ+fxh3R2Hn9MZ+fxcDo7j0fS2Xk8ms7O47F0dm5/SseJxxPDfTw7jz+ns/N4Mp2dx1Pp7Dz+ks7O46/p7DyeTmfn8Uw6O49n09l5/C2dncff09l5/COdncc/09m5/SsdJx7PD/e57DxeSGfn8e90dh4vprPzeCmdncd/0tl5vJzOzuO/6ew8/pfOzuOVdHYer6az83gtnZ3H6+ns3N5Ix4nHlOG+mZ2HP2xOyc5jbHy0s/MYHx/t7Dwmxkc7O4/J8dHOzmPq8dHOzmOa8dHOzmPa8dHOzmO68dHOzmP68dHu1XjMMD7avRaPGcdHu9fjNtP4aPdm3GYZ9pnjxGPW8dFuqnjMlm4sHrOnG4/HHOnsPOZMZ+cxVzo7j7nT2XnMk87OY950dh7zpbPzmD+dnccC6ezcFkzHicfCw10oO49F0tl5LJrOzmOxdHYei6ez81ginZ3HkunsPJZKZ+exdDo7j2XS2Xksm87OY7l0dh7Lp7NzWyEdJx4rDXfF7DxWTmfnsUo6O49V09l5rJbOzmP1dHYea6Sz81gznZ3HWunsPNZOZ+exTjo7j3XT2Xmsl87Obf10nHhsONwNsvPYKJ2dx8bp7Dw2SWfnsWk6O4/N0tl5bJ7OzmOLdHYeW6az89gqnZ3H1unsPLZJZ+exbTo7t+3SceKxw3C3z85jx3R2Hjuls/PYOZ2dxy7p7Dx2TWfnsVs6O4/d09l57JHOzmPPdHYee6Wz89g7nZ3HPuns3PZNx4nHW4a7X3Yeb01n5/G2dHYe+6ez8zggnZ3HgensPN6ezs7joHR2Hu9IZ+fxznR2Hu9KZ+dxcDo7j0PS2bkdmo4Tj8OG++7sPA5PZ+dxRDo7j/eks/M4Mp2dx1Hp7Dzem87O4+h0dh7vS2fn8f50dh4fSGfncUw6O48PprNz+1A6TjyOHe6Hs/P4SDo7j4+ms/M4Lp2dx/Hp7Dw+ls7O4+Pp7Dw+kc7O44R0dh4nprPz+GQ6O49PpbPz+HQ6O7fPpOPE4+ThnpSdxynp7DxOTWfncVo6O4/T09l5nJHOzuPMdHYeZ6Wz8zg7nZ3HOensPM5NZ+fx2XR2Hp9LZ+d2XjpOPD4/3POz8/hCOjuPC9LZeVyYzs7ji+nsPL6Uzs7jonR2Hhens/P4cjo7j6+ks/P4ajo7j0vS2Xl8LZ2d26XpOPH4+nAvy87jG+nsPC5PZ+dxRTo7jyvT2Xlclc7O4+p0dh7XpLPzuDadncd16ew8rk9n53FDOjuPb6azc/tWOk48bhrujdl5fDudncfN6ew8bkln5/GddHYe301n5/G9dHYe309n53FrOjuP29LZefwgnZ3HD9PZedyezs7tjnScePx4uD/KzuMn6ew8fprOzuNn6ew8fp7OzuMX6ew8fpnOzuPOdHYed6Wz87g7nZ3HPensPO5NZ+dxXzo7t/vTceLx6+H+KjuP36Sz83ggnZ3Hg+nsPH6bzs7jd+nsPB5KZ+fx+3R2Hn9IZ+fxx3R2Hg+ns/N4JJ2dx6Pp7NweS8eJx+PD/VN2Hk+ks/P4czo7jyfT2Xk8lc7O4y/p7Dz+ms7O4+l0dh7PpLPzeDadncff0tl5/D2dncc/0tm5/TMdJx7PDfdf2Xk8n87O44V0dh7/Tmfn8WI6O4+X0tl5/CedncfL6ew8/pvOzuN/6ew8Xkln5/FqOjuP19LZub2ejhOPN4f7RnYeU9LZeXjh7pTsPMYmRjs7j/GJ0c7OY2JitLPzmJwY7ew8pp4Y7ew8ppkY7ew8pp0Y7ew8ppsY7ew8pp8Y7V6NxwwTo52d24wTo90b8Zh52GeaGN15zDIx2k2J26wTo91U8Zgt3Vg8Zk83Ho850tl5zJnOzmOudHYec6ez85gnnZ3HvOnsPOZLZ+cxfzo7twXSceKx0HAXzM5j4XR2Houks/NYNJ2dx2Lp7DwWT2fnsUQ6O48l09l5LJXOzmPpdHYey6Sz81g2nZ3Hcuns3JZPx4nHisNdITuPldLZeayczs5jlXR2Hqums/NYLZ2dx+rp7DzWSGfnsWY6O4+10tl5rJ3OzmOddHYe66azc1svHSceGwx3/ew8Nkxn57FROjuPjdPZeWySzs5j03R2Hpuls/PYPJ2dxxbp7Dy2TGfnsVU6O4+t09l5bJPOzm3bdJx4bD/c7bLz2CGdnceO6ew8dkpn57FzOjuPXdLZeeyazs5jt3R2Hruns/PYI52dx57p7Dz2SmfnsXc6O7d90nHisd9w983O4y3p7Dzems7O423p7Dz2T2fncUA6O48D09l5vD2dncdB6ew83pHOzuOd6ew83pXOzuPgdHZuh6TjxOPdwz00O4/D0tl5HJ7OzuOIdHYe70ln53FkOjuPo9LZebw3nZ3H0ensPN6Xzs7j/ensPD6Qzs7jmHR2bh9Mx4nHh4f7oew8jk1n5/GRdHYeH01n53FcOjuP49PZeXwsnZ3Hx9PZeXwinZ3HCensPE5MZ+fxyXR2Hp9KZ+f26XSceJw03M9k53FyOjuPU9LZeZyazs7jtHR2Hqens/M4I52dx5np7DzOSmfncXY6O49z0tl5nJvOzuOz6ezcPpeOE4/zh3tedh6fT2fn8YV0dh4XpLPzuDCdnccX09l5fCmdncdF6ew8Lk5n5/HldHYeX0ln5/HVdHYel6Szc/taOk48Lhvupdl5fD2dncc30tl5XJ7OzuOKdHYeV6az87gqnZ3H1ensPK5JZ+dxbTo7j+vS2Xlcn87O44Z0dm7fTMeJx43D/VZ2Hjels/P4djo7j5vT2Xncks7O4zvp7Dy+m87O43vp7Dy+n87O49Z0dh63pbPz+EE6O48fprNzuz0dJx4/Gu4d2Xn8OJ2dx0/S2Xn8NJ2dx8/S2Xn8PJ2dxy/S2Xn8Mp2dx53p7DzuSmfncXc6O4970tl53JvOzu2+dJx4/Gq492fn8et0dh6/SWfn8UA6O48H09l5/Dadncfv0tl5PJTOzuP36ew8/pDOzuOP6ew8Hk5n5/FIOju3R9Nx4vGn4T6Wncfj6ew8nkhn5/HndHYeT6az83gqnZ3HX9LZefw1nZ3H0+nsPJ5JZ+fxbDo7j7+ls/P4ezo7t3+k48TjX8P9Z3Yez6Wz83g+nZ3HC+nsPP6dzs7jxXR2Hi+ls/P4Tzo7j5fT2Xn8N52dx//S2Xm8ks7O49V0dm6vpePE443hvp6dx5vp7DympLPz8MHUKdl5jE2OdnYe45OjnZ3HxORoZ+cxOTna2XlMPTna2XlMMzna2XlMOzna2XlMNzna2XlMPzna2bnNMDnavR6PmYZ9xsnRncfMk6Pdm3GbZXK0mxK3WSdHu6niMVu6sXjMnm48HnOks/OYM52dx1zp7DzmTmfnMU86O49509l5zJfOzm3+dJx4LDjcBbLzWCidncfC6ew8Fkln57FoOjuPxdLZeSyezs5jiXR2Hkums/NYKp2dx9Lp7DyWSWfnsWw6O7fl0nHiscJwl8/OY8V0dh4rpbPzWDmdnccq6ew8Vk1n57FaOjuP1dPZeayRzs5jzXR2Hmuls/NYO52dxzrp7NzWTceJx/rDXS87jw3S2XlsmM7OY6N0dh4bp7Pz2CSdncem6ew8Nktn57F5OjuPLdLZeWyZzs5jq3R2Hluns3PbJh0nHtsNd9vsPLZPZ+exQzo7jx3T2XnslM7OY+d0dh67pLPz2DWdncdu6ew8dk9n57FHOjuPPdPZeeyVzs5t73SceOw73H2y89gv3f8BYN+0snicXdFVELYFFUbRH+RTsUVRsRODsFAwsZXu7u7u7u7u7u7u7u7uVDDARGKGedfFt8/NmXlm362ZJpnw7s08/IWGv2D2WYa/cDr7rMNfJJ19tuEvms4++/AXS2efY/iLp7PPOfwl0tnnGv6S6exzD3+pdPZ5hr90Ovu8w18mnX2+4S+bbv7hLzD85Ye/XHYeK6Sz81gxnZ3HSunsPFZOZ+exSjo7j1XT2Xmsls7OY/V0dh5rpLPzWDOdncda6ew81k5n57ZOOk481hv+utl5rJ/OzmODdHYeG6az89gonZ3HxunsPDZJZ+exaTo7j83S2Xlsns7OY4t0dh5bprPz2CqdndvW6Tjx2Hb422TnsV06O4/t09l57JDOzmPHdHYeO6Wz89g5nZ3HLunsPHZNZ+exWzo7j93T2Xnskc7OY890dm57pePEY5/h752dx77p7Dz2S2fnsX86O48D0tl5HJjOzuOgdHYeB6ez8zgknZ3HoensPA5LZ+dxeDo7jyPS2bkdmY4Tj6OHf1R2Hseks/M4Np2dx3Hp7DyOT2fncUI6O48T09l5nJTOzuPkdHYep6Sz8zg1nZ3HaensPE5PZ+d2RjpOPM4a/pnZeZydzs7jnHR2Huems/M4L52dx/np7DwuSGfncWE6O4+L0tl5XJzOzuOSdHYel6az87gsnZ3b5ek48bhy+Fdk53FVOjuPq9PZeVyTzs7j2nR2Htels/O4Pp2dxw3p7DxuTGfncVM6O4+b09l53JLOzuPWdHZut6XjxOOO4d+enced6ew87kpn53F3OjuPe9LZedybzs7jvnR2Hvens/N4IJ2dx4Pp7DweSmfn8XA6O49H0tm5PZqOE4/Hh/9Ydh5PpLPzeDKdncdT6ew8nk5n5/FMOjuPZ9PZeTyXzs7j+XR2Hi+ks/N4MZ2dx0vp7DxeTmfn9ud0nHi8Mvy/ZOfxajo7j7+ms/P4Wzo7j7+ns/P4Rzo7j9fS2Xm8ns7O45/p7Dz+lc7O49/p7Dz+k87O47/p7Nz+l44Tj/8P/43sPN5MZ+fxVjo7j7fT2XlMGI13dh4TjcY7O4+JR+Odncd7RuOdnccko/HOzmM0Gu/sPN47Gu/sPN43Gu/sPN4/Gu/s3CYdjXdvxOODw/6B0fjO40Oj8e7NeHx4NN69FbePjMa7t+P20dF4NyEeH0s3UTw+nm7ieEyWzs7jE+nsPD6Zzs5j8nR2Hp9KZ+fx6XR2bp9Jx4nHZ4c/RXYen0tn5/H5dHYeX0hn5/HFdHYeX0pn5/HldHYeX0ln5/HVdHYeX0tn5/H1dHYe30hn5zFlOju3b6bjxOPbw/9Wdh7fSWfnMVU6O4+p09l5TJPOzmPadHYe301n5/G9dHYe309n5/GDdHYeP0xn5zFdOjuPH6Wzc/txOk48Zhj+9Nl5/CSdncdP09l5/CydncfP09l5/CKdnccv09l5zJjOzuNX6ew8fp3OzuM36ew8fpvOzuN36ezcfp+OE48/Dv8P2Xn8KZ2dx0zp7DxmTmfnMUs6O49Z09l5zJbOzmP2dHYec6Sz85gznZ3HXOnsPOZOZ+cxTzo7t3nTceIx//Dny85jgXR2Hgums/NYKJ2dx8Lp7DwWSWfnsWg6O4/F0tl5LJ7OzmOJdHYeS6az81gqnZ3H0uns3JZJx4nHcsNfNjuP5dPZeayQzs5jxXR2Hiuls/NYOZ2dxyrp7DxWTWfnsVo6O4/V09l5rJHOzmPNdHYea6Wzc1s7HSce6w5/new81ktn57F+OjuPDdLZeWyYzs5jo3R2Hhuns/PYJJ2dx6bp7Dw2S2fnsXk6O48t0tl5bJnOzm2rdJx4bDP8rbPz2Dadncd26ew8tk9n57FDOjuPHdPZeeyUzs5j53R2Hruks/PYNZ2dx27p7Dx2T2fnsUc6O7c903Hisffw98rOY590dh77prPz2C+dncf+6ew8Dkhn53FgOjuPg9LZeRyczs7jkHR2Hoems/M4LJ2dx+Hp7NyOSMeJx1HDPzI7j6PT2Xkck87O49h0dh7HpbPzOD6dnccJ6ew8Tkxn53FSOjuPk9PZeZySzs7j1HR2Hqels3M7PR0nHmcO/4zsPM5KZ+dxdjo7j3PS2Xmcm87O47x0dh7np7PzuCCdnceF6ew8Lkpn53FxOjuPS9LZeVyazs7tsnSceFwx/Muz87gynZ3HVensPK5OZ+dxTTo7j2vT2Xlcl87O4/p0dh43pLPzuDGdncdN6ew8bk5n53FLOju3W9Nx4nH78G/LzuOOdHYed6az87grnZ3H3ensPO5JZ+dxbzo7j/vS2Xncn87O44F0dh4PprPzeCidncfD6ezcHknHicdjw380O4/H09l5PJHOzuPJdHYeT6Wz83g6nZ3HM+nsPJ5NZ+fxXDo7j+fT2Xm8kM7O48V0dh4vpbNzezndO76yPzg=AQAAAACAAADAKwAAYwcAAA==eJw12qG7OQCaBeC7O2bX7NgdO2ueRxAEQRAEQRAEQRAEQRAEQRAEQRAEQRAEQRAEQRAEQRAEQRAEQRAE4QbhBkEQNtz395X3b/jOOYGv3wsyxDAjjDLGOBNMMsU0M8wyxzwLLLLEMiusssY6G2yyxTY77LLHPgcccsQxJ5xyxjkXXHLFNTfccsc9DzzyxDMvvPLGOx/85pM/fPHND7/+7ZcAgwwxzAijjDHOBJNMMc0Ms8wxzwKLLLHMCqussc4Gm2yxzQ677LHPAYccccwJp5xxzgWXXHHNDbfccc8DjzzxzAuvvPHOB7/55A9ffPPDr3//JcAgQwwzwihjjDPBJFNMM8Msc8yzwCJLLLPCKmuss8EmW2yzwy577HPAIUccc8IpZ5xzwSVXXHPDLXfc88AjTzzzwitvvPPBbz75wxff/PDrL78EGGSIYUYYZYxxJphkimlmmGWOeRZYZIllVlhljXU22GSLbXbYZY99DjjkiGNOOOWMcy645IprbrjljnseeOSJZ1545Y13PvjNJ3/44psffgXAIEMMM8IoY4wzwSRTTDPDLHPMs8AiSyyzwiprrLPBJltss8Mue+xzwCFHHHPCKWecc8ElV1xzwy133PPAI08888Irb7zzwW8++cMX3/zw66+/BBhkiGFGGGWMcSaYZIppZphljnkWWGSJZVZYZY11Nthki2122GWPfQ445IhjTjjljHMuuOSKa2645Y57HnjkiWdeeOWNdz74zSd/+OKbH379xy8BBhlimBFGGWOcCSaZYpoZZpljngUWWWKZFVZZY50NNtlimx122WOfAw454pgTTjnjnAsuueKaG265454HHnnimRdeeeOdD37zyR+++OaHX//5S4BBhhhmhFHGGGeCSaaYZoZZ5phngUWWWGaFVdZYZ4NNtthmh1322OeAQ4445oRTzjjngkuuuOaGW+6454FHnnjmhVfeeOeD33zyhy+++eGfhz/AIEMMM8IoY4wzwSRTTDPDLHPMs8AiSyyzwiprrLPBJltss8Mue+xzwCFHHHPCKWecc8ElV1xzwy133PPAI08888Irb7zzwW8++cMX3/z8CXr+9kuAQYYYZoRRxhhngkmmmGaGWeaYZ4FFllhmhVXWWGeDTbbYZodd9tjngEOOOOaEU84454JLrrjmhlvuuOeBR5545oVX3njng9988ocvvvnh13/9EmCQIYYZYZQxxplgkimmmWGWOeZZYJEllllhlTXW2WCTLbbZYZc99jngkCOOOeGUM8654JIrrrnhljvueeCRJ5554ZU33vngN5/84Ytvfvj1918CDDLEMCOMMsY4E0wyxTQzzDLHPAssssQyK6yyxjobbLLFNjvsssc+BxxyxDEnnHLGORdccsU1N9xyxz0PPPLEMy+88sY7H/zmkz988c0P/wT9AQYZYpgRRhljnAkmmWKaGWaZY54FFllimRVWWWOdDTbZYpsddtljnwMOOeKYE04545wLLrnimhtuueOeBx554pkXXnnjnQ9+88kfvvjm50/B89+/BBhkiGFGGGWMcSaYZIppZphljnkWWGSJZVZYZY11Nthki2122GWPfQ445IhjTjjljHMuuOSKa2645Y57HnjkiWdeeOWNdz74zSd/+OKbH379zy8BBhlimBFGGWOcCSaZYpoZZpljngUWWWKZFVZZY50NNtlimx122WOfAw454pgTTjnjnAsuueKaG265454HHnnimRdeeeOdD37zyR+++OaHX//4JcAgQwwzwihjjDPBJFNMM8Msc8yzwCJLLLPCKmuss8EmW2yzwy577HPAIUccc8IpZ5xzwSVXXHPDLXfc88AjTzzzwitvvPPBbz75wxff/PBPwR9gkCGGGWGUMcaZYJIppplhljnmWWCRJZZZYZU11tlgky222WGXPfY54JAjjjnhlDPOueCSK6654ZY77nngkSeeeeGVN9754Def/OGLb37+DDv+95cAgwwxzAijjDHOBJNMMc0Ms8wxzwKLLLHMCqussc4Gm2yxzQ677LHPAYccccwJp5xxzgWXXHHNDbfccc8DjzzxzAuvvPHOB7/55A9ffPPDr3/+EmCQIYYZYZQxxplgkimmmWGWOeZZYJEllllhlTXW2WCTLbbZYZc99jngkCOOOeGUM8654JIrrrnhljvueeCRJ5554ZU33vngN5/84Ytvfvj1f78EGGSIYUYYZYxxJphkimlmmGWOeRZYZIllVlhljXU22GSLbXbYZY99DjjkiGNOOOWMcy645IprbrjljnseeOSJZ1545Y13PvjNJ3/44psf/hn2BRhkiGFGGGWMcSaYZIppZphljnkWWGSJZVZYZY11Nthki2122GWPfQ445IhjTjjljHMuuOSKa2645Y57HnjkiWdeeOWNdz74zSd/+OKbnz+Dzn/9EmCQIYYZYZQxxplgkimmmWGWOeZZYJEllllhlTXW2WCTLbbZYZc99jngkCOOOeGUM8654JIrrrnhljvueeCRJ5554ZU33vn/3bHnvA==AQAAAACAAAB4BQAAFAAAAA==eJzj5BwFo2AUjIJRQE8AALsOMTk=
26
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27
+ </VTKFile>
CylinderKnMa/Kn0p14/simulation0233_Kn0p14Ma5p2/Lambda/Lambda_8_300000.vtu ADDED
The diff for this file is too large to render. See raw diff
 
CylinderKnMa/Kn0p14/simulation0233_Kn0p14Ma5p2/Lambda/Lambda_9_300000.vtu ADDED
The diff for this file is too large to render. See raw diff
 
CylinderKnMa/Kn0p14/simulation0233_Kn0p14Ma5p2/output/surf.300000.dat ADDED
@@ -0,0 +1,209 @@
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
1
+ ITEM: TIMESTEP
2
+ 300000
3
+ ITEM: NUMBER OF SURFS
4
+ 200
5
+ ITEM: BOX BOUNDS oo oo pp
6
+ -5 6
7
+ -5 5
8
+ -0.5 0.5
9
+ 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]
10
+ 1 0.5 0 0.49975 -0.015705 0.0151 0.84979 -0.84969 0.013348 -0.00021099 -0.013431 -0.01335 -1.2989e-06 76 0 0
11
+ 129 -0.31871 0.38526 -0.30645 0.39508 0.33221 19.339 12.092 -15.093 1.8313 1.4672 0.21869 -0.21402 2625.9 0 0
12
+ 2 0.49975 -0.015705 0.49901 -0.031395 0.01536 0.87815 -0.87718 0.041367 0.00020962 0.004445 -0.013775 0.00071958 89.519 0 0
13
+ 130 -0.30645 0.39508 -0.29389 0.40451 0.31715 18.275 10.973 -14.614 1.8384 1.3803 0.20123 -0.20787 2416.7 0 0
14
+ 3 0.49901 -0.031395 0.49778 -0.047054 0.01551 0.88009 -0.87738 0.069051 -0.0010671 -0.013558 -0.013798 0.00087164 88.481 0 0
15
+ 131 -0.29389 0.40451 -0.28104 0.41354 0.30129 17.369 9.9871 -14.21 1.7777 1.2494 0.18479 -0.20358 2317.2 0 0
16
+ 4 0.49778 -0.047054 0.49606 -0.062667 0.01529 0.87655 -0.87125 0.096187 -0.0009491 -0.0085969 -0.0137 0.0013758 94.259 0 0
17
+ 132 -0.28104 0.41354 -0.26791 0.42216 0.28458 16.43 9.0202 -13.732 1.8428 1.2105 0.17063 -0.19668 2187.1 0 0
18
+ 5 0.49606 -0.062667 0.49384 -0.078217 0.01509 0.8528 -0.84429 0.12016 -0.0023385 -0.016432 -0.013298 0.0016293 86.108 0 0
19
+ 133 -0.26791 0.42216 -0.25452 0.43037 0.26804 15.528 8.1134 -13.24 1.8778 1.1507 0.15693 -0.18989 2116.1 0 0
20
+ 6 0.49384 -0.078217 0.49114 -0.093691 0.01386 0.76796 -0.75652 0.13203 -0.0032879 -0.018839 -0.011935 0.001778 75.696 0 0
21
+ 134 -0.25452 0.43037 -0.24088 0.43815 0.25233 14.555 7.2115 -12.643 1.858 1.0598 0.14246 -0.18194 1972.2 0 0
22
+ 7 0.49114 -0.093691 0.48796 -0.10907 0.01386 0.78846 -0.77208 0.15989 -0.0071373 -0.034465 -0.012239 0.0019701 77.754 0 0
23
+ 135 -0.24088 0.43815 -0.227 0.4455 0.23543 13.626 6.376 -12.042 1.8207 0.96403 0.12875 -0.17401 1866 0 0
24
+ 8 0.48796 -0.10907 0.48429 -0.12434 0.01366 0.75324 -0.73243 0.17584 -0.0056182 -0.023402 -0.011593 0.0023944 77.989 0 0
25
+ 136 -0.227 0.4455 -0.21289 0.45241 0.22156 12.756 5.6119 -11.455 1.7849 0.8744 0.11618 -0.1662 1759.2 0 0
26
+ 9 0.48429 -0.12434 0.48015 -0.1395 0.01342 0.7588 -0.73191 0.20023 -0.0094385 -0.034501 -0.011645 0.0026031 74.563 0 0
27
+ 137 -0.21289 0.45241 -0.19857 0.45888 0.20814 11.98 4.93 -10.919 1.8279 0.82534 0.10615 -0.15854 1668 0 0
28
+ 10 0.48015 -0.1395 0.47553 -0.15451 0.01258 0.71467 -0.68307 0.21014 0.00033389 0.0010853 -0.010724 0.0033178 77.944 0 0
29
+ 138 -0.19857 0.45888 -0.18406 0.46489 0.1931 11.206 4.2884 -10.353 1.7597 0.72889 0.094999 -0.15117 1564.8 0 0
30
+ 11 0.47553 -0.15451 0.47044 -0.16937 0.01144 0.63986 -0.60536 0.20726 -0.0049856 -0.014562 -0.009587 0.0030268 61.37 0 0
31
+ 139 -0.18406 0.46489 -0.16937 0.47044 0.18177 10.508 3.7142 -9.8293 1.7692 0.66854 0.08613 -0.14389 1512.8 0 0
32
+ 12 0.47044 -0.16937 0.46489 -0.18406 0.01156 0.62424 -0.58394 0.22065 -7.2228e-05 -0.00019115 -0.0091733 0.0034629 59.706 0 0
33
+ 140 -0.16937 0.47044 -0.15451 0.47553 0.16733 9.6712 3.1327 -9.1498 1.6386 0.56103 0.074944 -0.13491 1362.6 0 0
34
+ 13 0.46489 -0.18406 0.45888 -0.19857 0.01107 0.63664 -0.58818 0.24363 0.0027401 0.0066152 -0.0091957 0.0039307 68.081 0 0
35
+ 141 -0.15451 0.47553 -0.1395 0.48015 0.15837 9.1203 2.6817 -8.7171 1.6171 0.49748 0.067523 -0.12911 1308.6 0 0
36
+ 14 0.45888 -0.19857 0.45241 -0.21289 0.01009 0.55296 -0.50397 0.22755 -0.0016394 -0.0036309 -0.0079417 0.0035172 59.249 0 0
37
+ 142 -0.1395 0.48015 -0.12434 0.48429 0.14514 8.3946 2.2151 -8.0971 1.6214 0.44357 0.060262 -0.12022 1206.4 0 0
38
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AQAAAACAAABABgAAnAUAAA==eJw9VHs8VGkYptw3ibEhl6SbpJRLlOq8ZtDKitq2olJtlDRKl5XUarXxS5ctW2wq/HKJqS2jdZmu76bIqBgMpplhXBL2JNcSoT1njt9+/5zz3d7neZ/3ex9emvO3vEUkZicklcv03yOXU+JygvUem6MM765qJvGzYnUEV41Eu4xN+/Y4deAe3iPz5vwOXHqCpaMf3o6aeQ6xFXvb8aiFPKVA1oYbK726Tbe14oXwgJ703BZ0mqfeEFjdgre+i82LtWzCyfbCMn9JAw6+OFZbfkqGscdFf/t/fINOmlrvOnprMbkmeHHekBh1uYnbD7jUYJFHsq69sBpv6m31U9hXom2wScsmo0qUOXhPEIsrsL9s+qTlg6JxviI81RPSerpAhB6SnoHV/tVY7iyTX0kVY7a63bBOtRh5jdMkNk/FaC5sIzIVEjwnC1HZHyNB1xEn/wwLKfJYIndJjxRPfr0T9MJTjkq6NXIcFixZf66/AVfsiNe87KNAQ/Vh99RZTdiicTzaeEYTdv/VEHHjfhPSaPznCkwZeNJbsLsR+9wqd9W2y3HrGGe4i5RgnEtdSZhjHRb2j4ojO0Wo8XCHLP1VKX5fUvrodxc+lu+vEq4j8wjtsaI/zE1fE6LozNOTbksJXujJnC8qbwnPiuLUiM8kcXpAVh9zqI+o1Q6x4kYOEgeH9DqLckeIbZoVJmulqvDzJWO1DZPVgRsZlWX7TAt8Tun65hrqQop+1uOn9VNAqU8yC0xTA+e99JsKR56kTbNrMAFhBPWTawb6Lx4IzntagpKvoRVQUThm5EwoseQfDNGfAw2zNGISJ1qDUvcZNhDvtr1N1GILP03ZtDRfyw4Mfvun/EbbIrj+nLqgZQ8BQa4KXx8HZp7jCFsuFH+0HnGC1qxrzy3DnYGKmtAld4EF91K6s+csAypKWcRKV/A7/+c+g53LIbU7u9S7aAU40OMQAVf2UQg2ABSqlew+MPMANwZf4AbpHpTCjmyGRwEbKgd/aM0i2eBJCx/CYeJmcOAmBc+/xwH69UTNcgeFL73hzpw3dQdzmvh0d6DDln3i/L+fxDnLbZdxIJZcK7BI5IAdLYgHB9q/8HqrdTmMTnlsqPGhGM1jwwqd+ozwx24gsKBuhLhBGH3wHjB8rIHR0Y0AE6pqCwxWQk6pt3P8jeWgQg9wZXjoLYNjNFGpC4xQMD5sZ6DlKp2/BAIfeE2acNuR2Q9wgNlUeTjkYgZPsAhkQ9GhjwYWMufP2jLrLjZMve2sGdy+2bDjWc384KGZMLc4LnujjhUkP0y6qLfMEk6EPjp8SWIGpspETeAMv7kz8eDU8fgsCL61ff26ufowwN3wy91CXaCaSq1ETxvsjyyYMf2wOvRS3RgnUIWiKpXGCdqjxNOczDXAGiTS850/Fwf1EfltW87cLieJuzF3DGwnvyX8lQ9PSsQWXvc+8ONrortlVDDal0eUGnX1spfxscV1MVniV4ppbUfDj9RR/V9Vqr+X8o+x3sAC++Y3uO3YLq9fr8oxUUw3SCMW7k5Sy+EpMP7fOxRCE4Yd2hlVTH19LaaG+vQ34mjas+NHVZvQb0mbTvdBBa7s6qkPOt+I97NqLwpeyJHKnmooOQ5aLFz64bIUw3KM2/ez61FI24+FBLmbL7+xvFSHW6ksnswXo9JGdWrwasUajVXCKgxM2QmfoqpwptJQRXgtoLDOSLsKjd/HhZ21rxr3u0pU3CS+JFiJUHgg+zB/rAqV7Wwqxg9atIOJkfveoHbzxNrx+2+wnHvRy7NCikxdGpD8avbu5TdNyJ/Yfs66qxm7bDJHMqUtqJQjoBU/XqeNqQ2NJp8KUmW9wyFDlVYTxw58a0g7Ysd4vp14K3jvLwmiDuR96ox8BSRGb1T7ullIooBypZhIEh/qQShrLon/AU45ONk=AQAAAACAAABABgAAvwUAAA==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AQAAAACAAABABgAA0QUAAA==eJw1lHs41FkcxqXLU7TxSLVyS1oV6Uoqta+sa+2MSLGiXFItSSgkRHItUoRKLSIlhmR1o5+7sBJlXDONlKkpxnVmzIx2fu3s+e+c5znf877fz/s97Y5Fv9/N1SFYa94upp3RwTbhuU/lZ62JEpnJZxlKVkTL84cZ61e5Eaw+NcbWYQ/Cp4XqIrU9hPhatlFRZWYAYaCSMifUNoKoYrtnvmDqw17GoKXe8xRB9zqaqjmsQDTdPCY86nsENb3Z9it6HYhTGTsoKusicMJTtmV3bQrqvGV0FtkmQ+vEohqjjtvY9GPdQXjwvEUqB+/h3gPDxT3ZxXD75dMfljrFKGl6/Gu+QSlkIuduuaBdDq/+gdDorApsHUpeQP9eibo91JIHiVWQXbEq9NLTepw01pBekNmIyZLqQ0n6r2DvF+acoNYCbbvA1Iu8NjwOogYxeG+xRTew1S6RjkKH65zdIjoslM3za3M7sYl/5Kbymx60dHstucHuA4tiqn1J9z32wlvbxqUfiqyFZ66e6kdIU/rai7EfwVeU+qCkx0K5KrPkvSkLNu2zrLkz2HDPc7a1WcnG6uXV2n0vv+HC7ea8lvZh+Cj/9F43kQOdydR3SdEj8A6fVXt5wxj6pOfFqbuNwTcuYWBUfRy+fLnPjwvHka/icNiQMYEAXQ318eNc3LNr3FjzkIvqNzruSv1cTLtzB1wyeeDt/ZBzs4Yv2U+hTYqsKEBvR7ifWbIA5R8UVRs+CmDIsIpPPSHC+PH9IbTSabjK228teSnE5mZDauuVaShEVDRmmorQlxQd6fBGgOXHA4Ny1kwjqsG28l62AKqkHCshFrqQCoQgQlS3HDURQGw2I7ZoCvOT7p+3tuRJ6vOgttiDMpbARQ7VSHxlQuJ7Arksi7XfNcZQ1/v3heDXI/hq/UQtks2B6j6K/Gn1r2hIiDcqo7FR5lgT4EpnYf3h0w8Gsz/h+oTrqpXdTGgU+R678q0PAxFkY7sghtI8cLMDsSuClGp9W1F1J16T3l8Pr9rp4rOjFYio1A8YJ54g5mm2x/N5NMS4OfWazUwD3VvrruzDOOwOKG3KdTSE+fITukuWUkArdT3XtSMWq2naAtrc2/CUO5sZ9i0Dy62u0q4HP4eD+b6FJu+qId3Ffqc+3ICePRteMS604WyMWYC8YTu2zTlcGHCOjvgg8oCBzBfu1NTaDzhS/nNjrP9HlF9yfZrTPghx05ifr7HhGDBmG937f044YAYp0syZowh7bHS+v34UMsdIEuNI35RVYsCbBKsrf8rRi4tMut7wFlM+OJEkIB6+XCue75PPl3CdQieJf1KAJ2SZNCFm37m6bQZFBGd/KzEaEfamaCSc9hHilZJ1t3KwCGRXAmWnMRQM/YPPRNi8vdwmRUMk4SiEdNlsBUWIQN//dd3zlUI0krGgCiH3Q9gUxCFDNoOPpRUHlu0c4eNWmFZVVC4feeJU3ArjorHauODPvkkYZTNeLEifwKDg/kgbZQITPWRQxyU5HgWt85BY4Rj+C8gIftjx52C0jSK2NoQsp8jkv2yH8Gg1OdhsSW6+IELPrfWU/2c4MZ3W9hsOItRu1vcDDQOIGScfGEBaFFPTdRcTpHo5WSZYZXVrrcsZ4GQVLmu274P3YTV+RHgXSBXLijolc9iOwkNFyqW6bxFH4ipuw43Sc+45lq0QQy6zK/gH5JT8ptIEuxbLYeVD9chz9wy58roKK7v3WfAtK5Ewh7PYYk+F5L8og5ey2U4OrxRaQhvxz1KMPeKpVIgowpyO3tbvvgUwqKMGzqPmwN/A6vTL5gzsatNP8i69DilleQ1aejxqhgyj6kOjsGaD9qxm4/2Yr2fyzOSGE2GuOSVfaOZDBGqmyRU88yPyRsiGHSNMdbjSj4xdiMuV625s0wsnui0TIjfediWWrfewcfc7SRAynHef4v2IdM+0zBETZ0L4xDxsYNCZaH+RaGSZtYnQoRR4+kppEf8Ch+wujw==AQAAAACAAABABgAA6QUAAA==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AQAAAACAAABABgAAKQYAAA==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AQAAAACAAABABgAAKgYAAA==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_AQAAAACAAAAwJQAADgYAAA==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AQAAAACAAAAwJQAAwwAAAA==eJztzb0KgWEYgOGYpGTR+xaDhZVBGQhPBkpMVjGY/QwsbCgj21cGBmVAyhkYWJS+UpKRSSkDo5LDsNzXCVyPW9i98SgZ5Bs+I6EktF0HqmUlb++xVuorMYbOVnihJGrJ9Rymkk+hsvu+lEwOc/OktCTj98syosU6snnGRS0ze8rf7GjJtLvB7EyL/Tytx/ZaVulry/XU8uDj4+Pj4+Pj4+Pj4+Pj4+Pj4+Pj4+Pj4+Pj4+Pj4+Pj4+Pj4/vT9wP0XLdjAQAAAACAAAAwJQAAjAIAAA==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AQAAAACAAAAwJQAAaSIAAA==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AQAAAACAAAAwJQAA0R0AAA==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AQAAAACAAAB4PAAAQAwAAA==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AgAAAACAAADAFAAADBMAAD8DAAA=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CylinderKnMa/Kn0p14/simulation0234_Kn0p14Ma5p3/Lambda/Lambda_300000.pvtu ADDED
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+ <DataArray type="UInt8" Name="types" format="appended" RangeMin="" RangeMax="" offset="46272" />
21
+ </Cells>
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+ </Piece>
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+ </UnstructuredGrid>
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AQAAAACAAAAERwAA2A4AAA==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AgAAAACAAAAALwAADBMAABsHAAA=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AQAAAACAAADAKwAAYwcAAA==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CylinderKnMa/Kn0p14/simulation0234_Kn0p14Ma5p3/Lambda/Lambda_4_300000.vtu ADDED
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CylinderKnMa/Kn0p14/simulation0234_Kn0p14Ma5p3/Lambda/Lambda_5_300000.vtu ADDED
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CylinderKnMa/Kn0p14/simulation0234_Kn0p14Ma5p3/Lambda/Lambda_6_300000.vtu ADDED
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CylinderKnMa/Kn0p14/simulation0234_Kn0p14Ma5p3/Lambda/Lambda_7_300000.vtu ADDED
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_AQAAAACAAADAKwAAEQcAAA==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eJztzb0KgWEYgOGYpGTR+xaDhZVBGQhPBkpMVjGY/QwsbCgj21cGBmVAyhkYWJS+UpKRSSkDo5IDcV8ncD1uYffGo2SQb/iMhJLQdh2olpW8vcdaqa/EGDpb4YWSqCXXc5hKPoXK7vtSMjnMzZPSkozfL8uIFuvI5hkXtczsKX+zoyXT7gazMy3287Qe22tZpa8t11PLg4+Pj4+Pj4+Pj4+Pj4+Pj4+Pj4+Pj4+Pj4+Pj4+Pj4+Pj4+Pj4+Pj4+P74+/H7nkUEA=AQAAAACAAADAKwAAewIAAA==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AQAAAACAAADAKwAAnCMAAA==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AQAAAACAAADAKwAAGB8AAA==eJxFWndATl8Ytkn2DiF7byLxkC0lW2b2yixkRBIhIzt77y0je4TsnHPPvR+SlRUZkS1+7zldv+uf6/u63znvec973vd5nvccahxZtqmHhmNF833r8ZOj8dquG/fu5/g+9vq4nf4cRbdO6FKvGcfGcU+btinE4X+s4K+b7xmQbrfHuocM977YT4w+zqCFVt81ZjXDcMeuHnkmMGw/e7Fw+c4MT+2X7Q7uyMAdL98p4MJQM2d068vLOZIrpbtaZxhHli/V/E5V5ei+IrB7pr8M7Z8Y8a46w4euVfJP381g/2F83sfzGAbXv1a2zFCG7rFtPxTrx1C1TZ1CHvS5zOZqrzr1ZshZ9GeFqB4Ml+K9T79zYxgvza3JsL9jbvY6F4df9StdBz9m8AvyWVTiPENKwW0OYTsYKjvu++sXwdDFcXydh0EMQYH+b27QuE1e39/3k8YNLXT/zjdaR+2erbvmb8Hwp0oVj3bNrHnehoUcX+fOcDOk35tXHgwdN3V43pYzJA+81cf9muWfY09a9mu2hvwhzZrJMH/vjXNVghlqHc/zfFOI5bexx0/WatyfocTTo/QLBrk71XoxZOs502kvPZU7vBmuNF7ZxL+ZNY5b7BD91QiGGrQL2mAG17nrK/n3ZQhLHfztOY3nG1vVzovWkf3U2W21ejJsDll9fAa997ZhYmDCSIbd2zyb5qf3ni1N8Ez0YZiWe1XxSe3I304vKuhNGJ6EuGUqTustW3H6gpP0fs0aF5q4TLCeezOFRa8me5vJ5fWy9isiflnobJovuJvPtTfdrH16t7pc+hFkb4eDywfPHcjg3GHCtdtjGX5sGhr5xo/8vfj3xQv07NRiTtczSxgqrezVMyfFQUPjyqi6tE8nHUZfeBXKsIFf/Al67rw5YMDncQyZnLwvZBptre+fHQv7bJkyktZly/epWewQhgSHuikdaL5En9SN0dMYZDRVmMXgEZKTTCI7PG9NqUVPx8bTx2gbGWiyvJe2MowOq11s0FKKI/e9TuMWM0zY+2rbt4UMDt2SW70kOzv0+VE1dpYVT5dX97udnvYn2+L6i3qEWesIH9n8SoMZDI3qZ0g+NZ0hQ5tRz57TMzU0Jc5G8VHl6yryHMOpTecGe65iKCTDNZKhaHyzpPabGQ6Vut2j7nqGA62fTilwgGFe1uUeJy/R5y8t3XrdYRhXqqx9xAWGdrzesjEUf3NKZS136yidhwvh+v4N1riv5bLI/urdhE/ROQxydzqS/X9f1ezXl+xf90MvXorOx/VFC5ueoXkCTs79cHmf5Y/FDrsWzCD/3Ik5tnnAOoZrWWUGYVjhM67B570U36srF1khGFyW3pzRhs7dtpgPo37SOgwadWsMQ9QEufMMs0bXGL7AoH3s/bRP9WcMRY6c0v3oHH3fs8LuPP2+X9Y7Dh0fWH9Xaeoew77iPQc1onNNiyhj0PdpAcPgFTMwS+UEOscHchZM+E1xuFVOzBDYu1jlqz8oDp9UC9/0naG+99YSWxiDjJr425a9/87xv3x0ata91W6vGOpWL57tegaORTRb53QcFfUmjosdON7+Lf7ypj1H5gsBWXKmMmT0cZ015w/9flGj7bO+0O+CTjQNJvsOz3em0GZYn1dmSI4HDQZUa5KZI3+Fb40K0HP01vRnMufj+JalX0T7gvz/98JrTarmVJLjF0J/fKL5J7gO2VSbxt9a5uTv0BSGXQm1Mq5IZsjS+vpevxwcj3fg15LSHOc2Fq0RX5ZjZUDT+8urcDRo13f9wKYc687bzc7WgOPr0eh+y+pxZOs64mtT+ruMYhThGD9/0fNPNF+LrY0ok3DkXldny1FnDt+AKdurNucIRL2+p9rS+B4zvpZpSXUhogZlAo6FM2Sl4OijEhPHjBFn/JfReFNrLc//rjJHfdeznVY6cYRId9K8ffP+HlOuEceWGcFhBenzgXv9JnYowWHs37DsEc330t+7vS+Nu+uqu/M8qkPhQ6quuePJMVYFBMfl5W22rKInKx33Y/oIjrrn12TM5Ef1pPzvThjDsdT/9vO1ozjip0Y9j+rMUS9iztMyA2h9o3YVeUV/r5g9ZZ4rrWMpigS8b0z1L7tt61h6TpOvu3DEtCrV11aD41GXbZfuuXG0H9f1/qSW1roz0G4VAEe5MkP7d6B1BP/dPyimFUcpFXAce0TSzG4+HDv9D/2J7U/+/35p0B763Oe8j7NvL46ESzPDq9LnH22PdYgZyJE971jaCo5jXR4tGtuT40KvUs2S6fsh6h9HWJcivbKNJ3sOjeo4ZBbHjXkTC3aazkFBvdZrLkeBd5W3/d7G0eNZ+sGdD3A476hQNTmIo+rGF5PHTrLqbv8d7/p5D+dYUC1Tw4pk15rlwXQCaf+Oyok5ulw9HxtFz729Glc4S36qQqfCjn7nVDLFt1sgB99dhUak+L3+pOLkCRwPK8lCytFs47Vl20ZyHN6SRas5jewucLPa/jkU1+oAUPx270ZTWfbOm1o18DV93pqYNGgs4YKuv/wpsjk84s4f4bSOGNsG73z0ebYsPys4Oq1tcPLxZo5V4bmn1N9L9scNSzdmJodbeYeG9lM5lqx9mmUa+UOlz9l0DpzPfb21lCPxxMGMrxZwjFAGcHQs8Dr/ZPp+fobA0h2WWn6rQ9l9SSTFh9el9nHnOeRb/rc5tm3/NDFE4yi9o0W+szROnVF/b7RbxvFx9vUuF3dRXMs0fpHGVwCH/K0CgeP2LfmP5vuWnjI8T4NNHzjsK2H310QOOuQL2r3hiKvjnkEIjhLFZgb0oXkzqURN50CWuxO037KM0vzD7t7FxSscDWXauEB5qMT5E4mxtM9qoznu9j93Jt0vjuqU3Wq95Bh5os+wA/S76YSuel2nOMxc42d2Tv6p2HvxpS80T/iDy9dTKV5zuH4rUV3D52sl6X8cZVf9DZ9O43RPqnG6Qm4NDVu2Hv+DnhE/J3dekl3D6PYdKMQ0yNNbP4MG92Wd7r4rp+G4UdhuVEMNEr1tdNZAoOfwMBcNsWdD3Rc10kzcoqH2vmcLb5XRsMvl+ZAoGmfhlLmtJuXRMEjCpqwaKmzfFOdeVMO8Zj4v7pbWsGDzumHdnTT8OCsPnobMhauQqzUUL3fwTq1SGlr8fPf2As0bs14CAs3EY5qJFzWMSNtANFGASkPbU0M+3a5P318MOxdcVwNb6VfpQGUNeW6xhG/0/feRR1o1bqFBemtBSw1rG9/NnsNbQ5aZK5qH+WpodfxzqgjQTPyoIWdq/t77dmko6V6SSivZ9fZZ/aIXNGTN9vJ18lQNJ+xvTyg6XEOfQvnXLh6pIZcCPmSf3JZFGnwUgNKwPqj8pTk7NbNeaqjzY8jaYpqGThU2zTv0VIPc3ddCQyk+hjKghnBPCTjIjk79fZ2uaTj9yXtD1kka5rrLwqNhskqAGlzTAgGPXHUn52gN812lB2gfutasvDu/QAXP95MqZhdmfdQgkiNm3viumXVHwDZn/rg/5QVevMtGISTwuUvowxzOAnkmlAwS9H1UluPtDjUQSBQrYj+5CrNuCAwqk+fg28IC07IHJecoKkCgKDZ3GQH7Yzsmx9DfD8s01l5gplx2dwHarKlD2grMi8jXNqW2QK3DP6LqdxFm3hMo027qrBr0/vngugOZv4A6RgECA+K23MqyWqB7r8PnkzYI1Jgzfkuf2QI71l4udYh+d9lt//BH4wT8p7YdeHSRwEjRvO6pWQIU9A3fLxdgmSUREbhfbs+JLMeFmQcEXAtk/tmCxluUaOfuuklA/rXdIYGjh3Y6/lkjcO5RanLfYwLve7oRZRDY5Huj4KMX9Hsvh79NEgQKlH6SZ4+g9TVZUqGtTWCGKiQCff40p4gVkNEd90OASFD5+iV1XO4pPUXrulvhU9lEgZ/9Qz4Oo3FkFTyQU0feEqOKHy6k4203Gdg64gpJhKub+F2Hgt+TdLhP9M30bIKOeWWnOFwZr+OsoyQUOlTZc9Ph5pQh1+Z2uolTdXQLPHB8wAwd/urg6yav0M041dHXXSI7HQ0UMNdRVsKfBbqJa3UUP17thm+4DrtCoXXOr9FNPKVDufGQDsmiErbriDx2rs2wmzquSbh4XsdUzymPvz/QYS9P2X0dC4bKBKdDovGtz3VIdBNn01FABbKOoFyfX2S+p6NRTFDSl/c6htcr+/5wio6arRc/jqMnv5p3ZHIlA4pOlTSwJCqGh1Y3zLpqoGVlWfEMzGkgM6uBG5S9t3kaUPCymIEcWd2OBNkZ8PpdxM+Wz4BeXh4Mw8Q1BkpHV350zdUwcZSB98tzGX9pvEIjPD4v6mzgjQwTXwOQ292e3h+3eHvuPgZSnDfnSR9qmPjDgLcywAAlYcrENF61ANY93EA5lWAM3Lm0YeL3kQaUm4caIDBpV72bYcaxgWt9P/wJOEjrezeNkJhhxruBcZK2HzKw+vRKqpAG1LBDDNg1CKlcb6oBRTdXG+hX6WaemFMGZHTNPWZAwbNtBh77+g2ccslAz49bDpa6bSDz8KtbEpNoPfKY3aLfy7SXaODIbEkoDMTNfumy8KiBgrtr0tAGxmx4E772qYHAu5HeX04acGnkQCma7C8cSEMZZh00UFIlFPKfTCc/DTPODVByowRioL0SHmyI1qoMdqD3Q+XyhWHWSwNddt/PuP8C+Y+86/XYQO9JMiMZ+FhHAnTDrKMGlBkPDPx1Sv064Qn5v1Lm+L7cQD5FGAw0VYFD43SWkW+g4dFrE89tNKBgHdk7bXoRJ1f6vbtKfDbQoUoNjjewM3LZxY5k547+3+dG5LNhQ1/pUAPPbh18me6iAdFG/sJm1hEbimv5CYLbkCzd/Z3siZWF2oZJCqAbaKKAhYGnUiY4bPllUfr7b+NL2hDU5nygYwMbyrYc1ONKMRtO1u+y4LOzDbZ4mdBtILLVsGlNGwLVhhkmDjCgfT24r24lG5Ly6b0y9rLBVSU8iqNsT9nVvDa8/rr06jBHG1S5LmhDzDB5cmxI3fZgZ0ItG/pS0Wjjbs1Tq9zS14ML2NCo8+szV6vbsP6ULDg2s17b8GHxN2JsNnh1vmn8LE3rr596fzG97xB+ljKlAQUn7G1wIxb7md73WVbvjRM99+26WDcHrXO6SwlKnTaEFW0f/ZHskywjRwYbFB2k9aiPVWwokjRnVFhtGybfajr4N32/RMLBJjbkXfi+1MQdBsqX8Kr/IrsNNzrsCXQpYYM8nf5lbXCRckesgdmTJJGlc71qdL5ZFEdv/aSwRfGrbUxtQ/OWOZc/sm8OG65Jukp2fTEudLMrZIMKD7JXsv/tuW0oNfXsrwTaN+3RE/tluw3Y2p+7/5Li5t963ZSQZCA/VbP5LwzMyC8zkQ1L+hccM4jsUvChhg05Di2mSm5gxRoJNGxQ8gv59fDTxBVH6HPX/C3is5ay/R+PCTIt3LXizUMVYgPvNFm4DaiyS+f218qGBDlskOw/lfzmqginFY/Zt7zPGE7jXUja4FqVft9t8OOCF+kcHA+ZRkfHhtLO0Tm//zbgayeVGeP/9T4rIYEO5cmxEulT/pNl5zN9L2nHRwNEMl5vpPMWfOUpWUj558+JpY4Ut1EShle04ZXjztdtKH4Kn2DpHtH+SvTSjOImDW8bGJZ5zr7RXyh/yHAge9LqKuWrDbf3xOqUpzNUCS103/K3P6G3XwcMdGj0u573VgO0eS9anDYwVsJT2geVHsiPjyZuPulZxorzNBxv4PTd3juXrKTzt0oCXMq/YzM2wQKap2TezqXnGVj1bM+RD/PJDkJhiSvofE3fNjfHXgNlj77oPZ+em5xlBqS6s7wmHTkDH55KIc1A6sULfh8oH+Z0fvI5mvY957h9YXHDDJPP0b5V6/U2LMRA27xSQTJMXmuYfNQweacB+4gL+09PprycUzImA60lTQ8wsL1tJTrC5JfTkRPjKP8rGYvW72YnV2aYuqqOJdkH2jfLRXXh3jRCeFbdk+zsMs2Tht8MpDtA9LWUgX2y/NPvRkt4VttAFUVsDEyMPt5ydU4DnXt3/donrwGZZX2crXrWXcp8sTpGKkCrIyVaJhodEv3uPqNj0tB3x+0JF7wgdt2DxveQ6TwT5aN+MhGQH6OnTU7/VUfqiFwExXUTlxqmHkD1RsK8QYbJzw0TN+tYfr/UsgXrdMhTcmyebupxOtI5vrxpT/ijlBKUdVz3vqflIpzTIsz31a/dOj69KZ7xiM3CEWqbntJ7rp+yZqR1XBx973jFSN3U1XQUUYlax8dCbQgi6GYe1qFgUAfdzPc6KqnEquNG7cuHq48m/ENZ/ENXHZ4VW1xw6kJ4q41k/DoejJfCtI7OK50WTRin4wNlr7uTdXwZKpUsHYmDJYEW5rkWWDL9l8vYO8KsNwLLH0mCKxCZQwaWMOudwM3PT97vixeQ7GPtH4FCj16UPpdfx3EJu+x0nJgigZcweZeO8LmVlrSoQTiK2MDdFgJeMm3WIRyvhDDC70qwFSafFqb+ILD6o3vqmd0W7l7j9qrexHkC5Rcylz2Ej7Oc7k9bJjB47PIzLmTvpDyycgic3K6HR9HnUfJYlxZQtL6igIsC+AJt5l87NJ/4RfztzoRQBYgUBK3pKXA8rnpd23CB9juytyo3QaBeq7e7RgQLKPo9WphxLfBqd66TDvS5rxL6hXmOiY8owVbDjDPd97cnfiNBZsMsAo0lLcopMOX3ox34peGYlMXeaHhVRCZy4k0lZQAJXPzb7chA4i9puo8138AZ9xtP7iEQer48UQsBRZ9dBIIbyhE1/F2xovz2TRqInNEJIP4m5dn9GhJ+e1BEaOhA6D2aeF45Kfe/1aDSLc0f/0YK9JqpZ2pY2lsSBw0r5XBxGqQ6Pvk58damI/JXoHWl9Qk0hAxKnz9qgoZL+XJXXDteQ/Nucsc1KNo+WIOcrQo9ZTVpMEAzdXzN5AMWL03rW2jIK2Ej2T3xybq8289q8LSXniV7IiUR4v/rAUrG/MlNfKOhnnK8hl8331+PdtPQY1e924086Xcrb8TlpWeVi8/GvuyuYX+8TMya2VfRoNJMbQ3rCp15XaUN8VnZzhhI/L9q7KzTkRw+h4oR4+BIXHPdOe6hpXv80y9WJt3Ldvktx96k06W/P+ZoIul7PIeiPbfp7038mwXe5GirCghHQZUoNfQq16P4nd8ctypKoV77X3+5sz1qT9JpDiXjxnATR3ATD3IQCK29k8Zrpw4+N/EmxwBF2Dn6zl6+sQvZd9ZFEheOodPrZc1G806T8hf5q3L3gFVh37mJ/8luO1mYuRm3HFGJsVRxLP3pn/5F4KRS6Wj6nWokWH6p/qxRrbdXrPWqcn+f44R063WOpJ+Z6WRyeB7dG/5pGcfELvWaiUCOL3kkgOKYK9sQfhxKZqbvs58XsWvnW08la6y19LhtY6VyytGMvBNBfiIy2LbVHY7W6sBzvOi/2aj7gZv1i+Mhjd5qOTf5N0c/dcA5Jje6NPximPUeGZWuE82j4MA6btZ3jiljJxmjaR5FG2k9BCre5TzHUcst4Oi4y9zkN9ysFxxZD9eZfWckx/O2siFi6ZT/9NTCGzP4uM7iUDB7KMf6lHPJx+iZph9wPJ7nTRSL46OXFA45fnxzKJwrhObr1zco0J+bOgQHkXMaiUOq3pm6caTWlAZxvPtoG7RwCodUA5JmcqQvErtp8wyyz6vWncchlg7arpVkfhwK5oZafkjLcxz3Pqa0855j2TNA0o+2HA+KTetfuytHRzmcm6VPnyogA5uDDh1b0pubfJFj3MvufkE+1vdKDnPmeLt/5v58VTkcqSqeBoeSq7twhBeQiJUjmP6ai/zSOKrRyBN9KM5UoFt+zPGm10t/b9qvrUtd0ntQnGSUyh838yKHZC+rW9N5XTuffsFRtKO0nCMmJaRcCS/r72l5lZs8nqOQIs4cql3jyFGm4NVCwcU5BpN1nSpw+Mm2aA2OP8ROy9ci/9Y75rufPqfVMW7ydHpfwlval9BRspHHkV81oKxnfMSGQ5cz0vmS6cne6sNIdLCZPl/qKBED+eHGd4oAy47ICAmsaD/alWU3K9K+jiq85m1dq6/xr4/RX7bFyI5Ge9aUekOfpYr25DPDRkLfa14y8IRvxJgYKFlR5qfPRfZv3WPHMVA1bDhSdpSmGTlmdWy7Pqg8R+CSuyv9KnFsiPgyoCL5IQ2vcUg1ZCjt3/ySA9/3pHi48jLhgRf5papsX59gWHpg9bTI2wwFO03v9E5jUOnxDUOChLlPGJ7LdtIHht0jgnf9SsdRQDUaOVoqIsSxJ5l7DMjDkTfmVNTCLNysWwx3CJ13S2KQKkK+3JQ/FHC3+l/eoyXSYlDl7LE177/3VPmJZfBXB5aZdZEhQtK0GwxMwnR6dlWOY1A0ieb9k9z3WO2nDAenrXx1MZ6hj3wtjsFdAVNm1l0GiU7e7Lf6ovJt79MMHx/KBhGDQ6ZuuaodseZrJdPlNWbiQYb11cPm3Y5hqHZk/YedVxk6jlwzad0Wel/C8z0MnRSgZJieTmZGhtmyDb2dQdH21QxnpXy7wvpcXbZfdjBc3ZmOMgJT3b2kreT30GHkAlqHKngMeyScucAAR9lxte4R/OszD35eNWl4KIOXSnAMR4LsHp5ay7Dg5EiCEgySdR+jedL0ZYZ9DaXyYfWtH0v6GsxQu3H/eVmXM0TJMhfBkH1Yad+AKTS/bPeMZSZeYJCqaNk+DC8ny0TMIFlYSgjDlOe5s2yYat0L6DImp+8KHwaXg4fdu4yx+tyRfFsBf3ovDR+TPWGykcOwTcKxQQzq+sUohpKKCDIoeW8oM3Gzdf9CzyQVJQZFO9pa9yaUrD+Q4Za9JNYMhy9nvLGjN0P59CNG3O9J65FpwctaJxVfz1u0zjT9k2H7yPKPff0YZma6srjWJAY7KZeMtMZdvz7HoqXdrXsujrINTXYplZ3sSet7MCh5sw5DGQVMrHsgSt6l533ZBp3IkCLhOj1ld7k8+flr0yo1B5H/JhK6OER+aLGrU2RWsntWDYl8GZyI7cxuTPsuYZ4zM/sYFH+KSJNfU3O1nNmEIWDdljInf1t97X/xLHLN8DB2WfcZ/q3/n/8UzR/B0F8VXIa4y9dpRAZ1faQ1AyV7r0vtKY+8lgSFmToVg2pLBVh57l/+Uq/HWfcClnxaNmLjIso/YwaV+DGL4mJNtmIb+jITH1r2SxVpM43/J/Dq7IxODL1VQWSmrsVQR/3TQMG+0+W5VS//1bM5GeWFEP7/fQN5m8VxsXWPJDnoSKXuAdZ9otMtZIIjf3Rr/qyEO0NWrea0FrTOANUopnjp0XHW8CICnicvne59WUOxGvFls8zUUCmyWXmHhpqpR3LkoVOQexVHbAEZ+VZdSdO9mamnMxwaP4xKshX3aXySmfoZM9cl8PpRdLmY9QKSHS7sI9AlYTshE2HWCw0STQSHaSitLohoIJK5+35GDUXlNZfDHAoW+nK4Nf+bqXAVDl+1EQz7CVWlnLPusaSdKx3eP+9m/lJNN/UfYeqpwsQ9Vp8mjb8LfP8tgY6GQQcnEbXSMKWzVBwI1xdu3pAdoPrr5re+VU8rHrKqCxOUd39I4VdHHinfdddxLFVesNKRWR47ml/JtcSz03QlgWgpix8hfqmEaqvfpNq/DzQoWTjc6uN5qMRk9WnTudxaVdhHN/t4Or5J+bOrxePT+pK6qdPpOCNllZfEP7/FTNWJfyvauF3AJtucqwR6q8IuzPpO/JhOu3sGYeoGmqk/6ub9Otov2bZzsPo2abqpDlUuK+oY8HncqF203hqFk9dHfBGmfiWQe8DQ7OttAunVBSUB99slKDMS//eQgSjMe3QCIx6Nm7+I4sVTNTp0PO4gFU7i+xVlgOpI/yiD3fySOtQ1LjsdKmztdWyW4VNQhx4rgZluxo9u6pbC7GsTn5XwfqVQ6lTv8QIStTjuFHjwRxJcgb9N5I0GgZxKGBf4JMsy+clvSx9iQALzpMywVZj3E4TZ3xe4Jx87BAJUIhIw/Pivq7TeNH4mTN1foEBvqRQL816iQN288kaJgLpGRucirc8j0EFdhCH/SdkhyOrXpemlAjumS2WNxi3sU3L9KYHPMh3FkF3qgonAtRzyBoTAfXkdpRDxfUmjSlj9z4yKUAuobRpA6zzkRUhAwLeXVKIExhWTN4wEQrc0JaYhzHuPAtWl3Eb+S+vDWP3FSsReatJnIm1ennSO0nCOZuIzzeyTaWinDo6Gjoq4aeZ9TM3U07T/+6zZ1YUuy960eynCvAcjzH6VgLoe11+DVPN+j9HwQMposzUo2E78f5pamGbiB6svHfdQJjTN7OdpGOK56splskveFpn2TkOilJ2SKP/Ia3p5aV2UReeVFeY9UA0yC42oqSFk5ivKbBqay/RQWcMZ2baic1tPET+rf6/a/FM1SBR2NpTel9dByC452sHDmlnPNBP3aJDebrNFAyWFpweJH556MD918DcOqTr/ddLMe5wakqV81UaDass317CSsklUIw31CR2erKWZ9x41OPjJm4Pa//an3a+0+vvqOs9ysiNYNrqI/5X+/rgd8TjJZs8RbxMnbiUeieCmfm7dw6Dgop0gPqYAEPmfrC36hZt5gPzfX3boNbPeW/cpMvmlfD/roeE/GEcXXQ==AQAAAACAAAAERwAA0w0AAA==eJxN21/IlvUdx/Fn4cAWMhoiUYi0ojwwwoMi3P3HsG0REkXEWEQHhcjoDx4U4UERIhZYWBDRgohNiKigzGTOqeXGGkjUIKKCCA1k2ECGDSQs6H5zfd4frufoffg6uJ/7vq7f7/u96da3Nz574uh7S4u/jQ/ua//q6Xfa17+xv73++LvtdacPtK9e/pf2L68+2F79m7+2L9lyqL1y59/aP997uP2zvx9p//Tk0fbS0vvtmxbmj+89VLON2cZsY7Yx25htzDZmG7ON2cZsY7Yx25htzCtOHajZxmxjtjHbmG3MNmYbs43ZxmxjtjHbmG3MNubNW/fVbGO2MduYbcw2ZhuzjdnGbGO2MduYbcw2Zhvz7tNv1mxjtjHbmG3MNmYbs43ZxmxjtjHbmG3MNmYb8/H7X6vZxmxjtjHbmG3MNmYbs43ZxmxjtjHbmG3MNuYLz+yt2cZsY7Yx25htzDZmG7ON2cZsY7Yx25htzDbmm7e9UrON2cZsY7Yx25htzDZmG7ON2cZsY7Yx25htzE+efalmG7ON2cZsY7Yx25htzDZmG7ON2cZsY7Yx25g/ePiFmm3MNmYbs43ZxmxjtjHbmG3MNmYbs43ZxmxjXnbuuZptzDZmG7ON2cZsY7Yx25htzDZmG7ON2cZsY960/Zmabcw2ZhuzjdnGbGO2MduYbcw2ZhuzjdnGbGPecf6pmm3MNmYbs43ZxmxjtjHbmG3MNmYbs43ZxmxjPvbYzpptzDZmG7ON2cZsY7Yx25htzDZmG7ON2cZsY15aeqJmG7ON2cZsY7Yx25htzDZmG7ON2cZsY7Yx25gfX/ZozTZmG7ON2cZsY7Yx25htzDZmG7ON2cZsY7Yxf7/8oZptzDZmG7ON2cZsY7Yx25htzDZmG7ON2cZsY96+YkvNNmYbs43ZxmxjtjHbmG3MNmYbs43ZxmxjtjGfu/jumm3MNmYbs43ZxmxjtjHbmG3MNmYbs43ZxmxjfmTVHTXbmG3MNmYbs43ZxmxjtjHbmG3MNmYbs43ZxvztpbfUbGO2MduYbcw2ZhuzjdnGbGO2MduYbcw2ZhvztjU31mxjtjHbmG3MNmYbs43ZxmxjtjHbmG3MNmYb85krbqjZxmxjtjHbmG3MNmYbs43ZxmxjtjHbmG3MNuYH1l5bs43ZxmxjtjHbmG3MNmYbs43ZxmxjtjHbmG3M36y7qmYbs43ZxmxjtjHbmG3MNmYbs43ZxmxjtjHbmLeuX12zjdnGbGO2MduYbcw2ZhuzjdnGbGO2MduYbcynrltZs43ZxmxjtjHbmG3MNmYbs43ZxmxjtjHbmG3M9224qGYbs43ZxmxjtjHbmG3MNmYbs43ZxmxjtjHbmE/OLqjZxmxjtjHbmG3MNmYbs43ZxmxjtjHbmG3MNuYju84e1WxjtjHbmG3MNmYbs43ZxmxjtjHbmG3MNmYb88E9J2q2MduYbcw2ZhuzjdnGbGO2MduYbcw2ZhuzjfndFz+q2cZsY7Yx25htzDZmG7ON2cZsY7Yx25htzDbmt/50uGYbs43ZxmxjtjHbmG3MNmYbs43ZxmxjtjHbmN94/fWabcw2ZhuzjdnGbGO2MduYbcw2ZhuzjdnGbGN+df+LNduYbcw2ZhuzjdnGbGO2MduYbcw2ZhuzjdnG/OfDu2q2MduYbcw2ZhuzjdnGbGO2MduYbcw2ZhuzjXnD7j/UbGO2MduYbcw2ZhuzjdnGbGO2MduYbcw2Zhvz+pd/XbON2cZsY7Yx25htzDZmG7ON2cZsY7Yx25htzGvfurxmG7ON2cZsY7Yx25htzDZmG7ON2cZsY7Yx25jnO84f0WxjtjHbmG3MNmYbs43ZxmxjtjHbmG3MNmYb8zWv7q/ZxmxjtjHbmG3MNmYbs43ZxmxjtjHbmG3MNubrn/9dzTZmG7ON2cZsY7Yx25htzDZmG7ON2cZsY7YxX3lwz2HNNmYbs43ZxmxjtjHbmG3MNmYbs43ZxmxjtmOejMyTkXkyMk9G5snIPBmZJyPzZGSejMyTkXkyMk9G5snIPBmZJ6PPxnT02ZiOPhvT0WdjOvpsTEefjenoszEdfTamo8/GdPTZmI4+G9PRZ2M6+mxMR5+N6eizMdW8+GzXbOd/sGY7/4M12/kfrNnO/2DNdv4Ha7bzP1iznf/BmhffITXb+a6r2c53Xc12vutqtvNdV7Od77qa7XzX1Wznu67mxXf1TLOd35SZZju/KTPNdn5TZprt/KbMNNv5TZlptvObMtNs5zdlpnnxm1iznd/umu38dtds57e7Zju/3TXb+e2u2c5vd812frtrXjx71GznGalmO89INdt5RqrZzjNSzXaekWq284xUs51npJoXz3g123kWrdnOs2jNdp5Fa7bzLFqznWfRmu08i9Zs51m05sWzdM12nvlrtvPMX7OdZ/6a7Tzz12znmb9mO8/8Ndt55q958c5Ss513q5rtvFvVbOfdqmY771Y123m3qtnOu1XNdt6tal68G9Zs5x22ZjvvsDXbeYet2c47bM123mFrtvMOW7Odd9iaF+/gNds5K6jZzllBzXbOCmq2c1ZQs52zgprtnBXUbOesoOaDe07UbOdMpmY7ZzI12zmTqdnOmUzNds5karZzJlOznTOZmo/sOluznbOvmu2cfdVs5+yrZjtnXzXbOfuq2c7ZV812zr5qPjm7YK7ZzhnjXLOdM8a5ZjtnjHPNds4Y55rtnDHONds5Y5xrtnPGONd834aLarZzlluznbPcmu2c5dZs5yy3ZjtnuTXbOcut2c5Zbs2nrltZs50z85rtnJnXbOfMvGY7Z+Y12zkzr9nOmXnNds7Ma966fnXNdu4marZzN1GznbuJmu3cTdRs526iZjt3EzXbuZuo+Zt1V9Vs5w6oZjt3QDXbuQOq2c4dUM127oBqtnMHVLOdO6CaH1h7bc127tpqtnPXVrOdu7aa7dy11Wznrq1mO3dtNdu5a6v5zBU31GznTrNmO3eaNdu506zZzp1mzXbuNGu2c6dZs507zZq3rbmxZjt3xzXbuTuu2c7dcc127o5rtnN3XLOdu+Oa7dwd1/ztpbfUbOeOvmY7d/Q127mjr9nOHX3Ndu7oa7ZzR1+znTv6mh9ZdUfNdmYharYzC1GznVmImu3MQtRsZxaiZjuzEDXbmYWo+dzFd9dsZ+akZjszJzXbmTmp2c7MSc12Zk5qtjNzUrOdmZOat6/YUrOd2Z6a7cz21GxntqdmO7M9NduZ7anZzmxPzXZme2r+fvlDNduZoarZzgxVzXZmqGq2M0NVs50ZqprtzFDVbGeGqubHlz1as51ZtZrtzKrVbGdWrWY7s2o125lVq9nOrFrNdmbVal5aeqJmOzOBNduZCazZzkxgzXZmAmu2MxNYs52ZwJrtzATWfOyxnTXbmb2s2c7sZc12Zi9rtjN7WbOd2cua7cxe1mxn9rLmHeefqtnOjGvNdmZca7Yz41qznRnXmu3MuNZsZ8a1ZjszrjVv2v5MzXZmiWu2M0tcs51Z4prtzBLXbGeWuGY7s8Q125klrnnZuedqtjOzXbOdme2a7cxs12xnZrtmOzPbNduZ2a7Zzsx2zR88/ELNdmbja7YzG1+zndn4mu3MxtdsZza+Zjuz8TXbmY2v+cmzL9VsZwehZjs7CDXb2UGo2c4OQs12dhBqtrODULOdHYSab972Ss12dj1qtrPrUbOdXY+a7ex61Gxn16NmO7seNdvZ9aj5wjN7a7azU1OznZ2amu3s1NRsZ6emZjs7NTXb2amp2c5OTc3H73+tZju7SzXb2V2q2c7uUs12dpdqtrO7VLOd3aWa7ewu1bz79Js129kRq9nOjljNdnbEarazI1aznR2xmu3siNVsZ0es5s1b99VsZxevZju7eDXb2cWr2c4uXs12dvFqtrOLV7OdXbyaV5w6ULOdncea7ew81mxn57FmOzuPNdvZeazZzs5jzXZ2Hmv++N5DNdvZLa3Zzm5pzXZ2S2u2s1tas53d0prt7JbWbGe3tOZnTxyt2c4Ob812dnhrtrPDW7OdHd6a7ezw1mxnh7dmOzu8Nd9+zz9qtjHbmG3MNmYbs43ZxmxjtjHbmG3MNmYbs435F1/+q2Ybs43ZxmxjtjHbmG3MNmYbs43ZxmxjtjHbmD/5/Yc125htzDZmG7ON2cZsY7Yx25htzDZmG7ON2cb8/Gf/rtnGbGO2MduYbcw2ZhuzjdnGbGO2MduYbcw25jvv/LRmG7ON2cZsY7Yx25htzDZmG7ON2cZsY7Yx25hXffJFzTZmG7ON2cZsY7Yx25htzDZmG7ON2cZsY7Yxf37bVzXbmG3MNmYbs43ZxmxjtjHbmG3MNmYbs43ZxvzHj76u2cZsY7Yx25htzDZmG7ON2cZsY7Yx25htzDbmuzb/p2Ybs43ZxmxjtjHbmG3MNmYbs43ZxmxjtjHbmC87/t+abcw2ZhuzjdnGbGO2MduYbcw2ZhuzjdnGbGP+8rf/q9nGbGO2MduYbcw2ZhuzjdnGbGO2MduYbcw25pf/+f+abcw2ZhuzjdnGbGO2MduYbcw2ZhuzjdnGbGO+Z9N3NduYbcw2ZhuzjdnGbGO2MduYbcw2ZhuzjdnGvObYDzXbmG3MNmYbs43ZxmxjtjHbmG3MNmYbs43ZHu5TfrJRsz3cpww93KcMPdynDD3cpww93KcMPdynDD3cpww93KcMPdynDD3cpww93KcMPdynDD3cpwz9Iz/eEUM=AgAAAACAAAAALwAADBMAABsHAAA=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AQAAAACAAADAKwAAYwcAAA==eJw12qG7OQCaBeC7O2bX7NgdO2ueRxAEQRAEQRAEQRAEQRAEQRAEQRAEQRAEQRAEQRAEQRAEQRAEQRAE4QbhBkEQNtz395X3b/jOOYGv3wsyxDAjjDLGOBNMMsU0M8wyxzwLLLLEMiusssY6G2yyxTY77LLHPgcccsQxJ5xyxjkXXHLFNTfccsc9DzzyxDMvvPLGOx/85pM/fPHND7/+7ZcAgwwxzAijjDHOBJNMMc0Ms8wxzwKLLLHMCqussc4Gm2yxzQ677LHPAYccccwJp5xxzgWXXHHNDbfccc8DjzzxzAuvvPHOB7/55A9ffPPDr3//JcAgQwwzwihjjDPBJFNMM8Msc8yzwCJLLLPCKmuss8EmW2yzwy577HPAIUccc8IpZ5xzwSVXXHPDLXfc88AjTzzzwitvvPPBbz75wxff/PDrL78EGGSIYUYYZYxxJphkimlmmGWOeRZYZIllVlhljXU22GSLbXbYZY99DjjkiGNOOOWMcy645IprbrjljnseeOSJZ1545Y13PvjNJ3/44psffgXAIEMMM8IoY4wzwSRTTDPDLHPMs8AiSyyzwiprrLPBJltss8Mue+xzwCFHHHPCKWecc8ElV1xzwy133PPAI08888Irb7zzwW8++cMX3/zw66+/BBhkiGFGGGWMcSaYZIppZphljnkWWGSJZVZYZY11Nthki2122GWPfQ445IhjTjjljHMuuOSKa2645Y57HnjkiWdeeOWNdz74zSd/+OKbH379xy8BBhlimBFGGWOcCSaZYpoZZpljngUWWWKZFVZZY50NNtlimx122WOfAw454pgTTjnjnAsuueKaG265454HHnnimRdeeeOdD37zyR+++OaHX//5S4BBhhhmhFHGGGeCSaaYZoZZ5phngUWWWGaFVdZYZ4NNtthmh1322OeAQ4445oRTzjjngkuuuOaGW+6454FHnnjmhVfeeOeD33zyhy+++eGfhz/AIEMMM8IoY4wzwSRTTDPDLHPMs8AiSyyzwiprrLPBJltss8Mue+xzwCFHHHPCKWecc8ElV1xzwy133PPAI08888Irb7zzwW8++cMX3/z8CXr+9kuAQYYYZoRRxhhngkmmmGaGWeaYZ4FFllhmhVXWWGeDTbbYZodd9tjngEOOOOaEU84454JLrrjmhlvuuOeBR5545oVX3njng9988ocvvvnh13/9EmCQIYYZYZQxxplgkimmmWGWOeZZYJEllllhlTXW2WCTLbbZYZc99jngkCOOOeGUM8654JIrrrnhljvueeCRJ5554ZU33vngN5/84Ytvfvj1918CDDLEMCOMMsY4E0wyxTQzzDLHPAssssQyK6yyxjobbLLFNjvsssc+BxxyxDEnnHLGORdccsU1N9xyxz0PPPLEMy+88sY7H/zmkz988c0P/wT9AQYZYpgRRhljnAkmmWKaGWaZY54FFllimRVWWWOdDTbZYpsddtljnwMOOeKYE04545wLLrnimhtuueOeBx554pkXXnnjnQ9+88kfvvjm50/B89+/BBhkiGFGGGWMcSaYZIppZphljnkWWGSJZVZYZY11Nthki2122GWPfQ445IhjTjjljHMuuOSKa2645Y57HnjkiWdeeOWNdz74zSd/+OKbH379zy8BBhlimBFGGWOcCSaZYpoZZpljngUWWWKZFVZZY50NNtlimx122WOfAw454pgTTjnjnAsuueKaG265454HHnnimRdeeeOdD37zyR+++OaHX//4JcAgQwwzwihjjDPBJFNMM8Msc8yzwCJLLLPCKmuss8EmW2yzwy577HPAIUccc8IpZ5xzwSVXXHPDLXfc88AjTzzzwitvvPPBbz75wxff/PBPwR9gkCGGGWGUMcaZYJIppplhljnmWWCRJZZZYZU11tlgky222WGXPfY54JAjjjnhlDPOueCSK6654ZY77nngkSeeeeGVN9754Def/OGLb37+DDv+95cAgwwxzAijjDHOBJNMMc0Ms8wxzwKLLLHMCqussc4Gm2yxzQ677LHPAYccccwJp5xxzgWXXHHNDbfccc8DjzzxzAuvvPHOB7/55A9ffPPDr3/+EmCQIYYZYZQxxplgkimmmWGWOeZZYJEllllhlTXW2WCTLbbZYZc99jngkCOOOeGUM8654JIrrrnhljvueeCRJ5554ZU33vngN5/84Ytvfvj1f78EGGSIYUYYZYxxJphkimlmmGWOeRZYZIllVlhljXU22GSLbXbYZY99DjjkiGNOOOWMcy645IprbrjljnseeOSJZ1545Y13PvjNJ3/44psf/hn2BRhkiGFGGGWMcSaYZIppZphljnkWWGSJZVZYZY11Nthki2122GWPfQ445IhjTjjljHMuuOSKa2645Y57HnjkiWdeeOWNdz74zSd/+OKbnz+Dzn/9EmCQIYYZYZQxxplgkimmmWGWOeZZYJEllllhlTXW2WCTLbbZYZc99jngkCOOOeGUM8654JIrrrnhljvueeCRJ5554ZU33vn/3bHnvA==AQAAAACAAAB4BQAAFAAAAA==eJzj5BwFo2AUjIJRQE8AALsOMTk=
26
+ </AppendedData>
27
+ </VTKFile>
CylinderKnMa/Kn0p14/simulation0234_Kn0p14Ma5p3/Lambda/Lambda_8_300000.vtu ADDED
The diff for this file is too large to render. See raw diff
 
CylinderKnMa/Kn0p14/simulation0234_Kn0p14Ma5p3/Lambda/Lambda_9_300000.vtu ADDED
The diff for this file is too large to render. See raw diff
 
CylinderKnMa/Kn0p14/simulation0234_Kn0p14Ma5p3/Surf.pvd ADDED
@@ -0,0 +1,9 @@
 
 
 
 
 
 
 
 
 
 
1
+ <?xml version="1.0"?>
2
+ <VTKFile type="Collection" version="0.1"
3
+ byte_order="LittleEndian"
4
+ compressor="vtkZLibDataCompressor">
5
+ <Collection>
6
+ <DataSet timestep="300000" group="" part="0"
7
+ file="Surf/Surf_300000.vtu"/>
8
+ </Collection>
9
+ </VTKFile>
CylinderKnMa/Kn0p14/simulation0234_Kn0p14Ma5p3/config.txt ADDED
@@ -0,0 +1,78 @@
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
1
+ variable BZ equal 1.380649E-23
2
+ variable PI equal 3.1415926536
3
+ variable molecular_mass equal 6.63E-26
4
+ variable molecular_diameter equal 4.17E-10
5
+ variable gamma equal 1.666666667
6
+ variable R equal ${BZ}/${molecular_mass}
7
+ variable L equal 1.0
8
+ variable xmin equal -5.0
9
+ variable xmax equal 6.0
10
+ variable ymin equal -5.0
11
+ variable ymax equal 5.0
12
+ variable Kn equal 0.14
13
+ variable Ma equal 5.300000000000001
14
+ variable To equal 273.0
15
+ variable Tb equal 273.0
16
+ variable theta equal 0.0
17
+ variable mfp equal ${Kn}*${L}
18
+ variable cpmfp equal 4
19
+ variable nden equal 1.0/sqrt(2.0)/${PI}/${molecular_diameter}/${molecular_diameter}/(${mfp}/${cpmfp}*${Kn})
20
+ variable sos equal sqrt(${gamma}*${R}*${To})
21
+ variable vo equal ${Ma}*${sos}
22
+ variable vx equal ${vo}*cos(${theta}*2*PI/360)
23
+ variable vy equal ${vo}*sin(${theta}*2*PI/360)
24
+ variable ppc equal 30
25
+ variable xncells equal (${xmax}-${xmin})/${mfp}*${cpmfp}
26
+ variable yncells equal (${ymax}-${ymin})/${mfp}*${cpmfp}
27
+ variable Fnum equal ${nden}*(${xmax}-${xmin})*(${ymax}-${ymin})/${ppc}/${xncells}/${yncells}
28
+ variable tstep equal (-${xmin}+${xmax})/${vx}/${xncells}/10/4
29
+ variable nave equal 10000
30
+ variable noutput equal 300000
31
+ clear
32
+ shell mkdir output
33
+ shell mkdir grid
34
+ shell mkdir surf
35
+ seed 7
36
+ dimension 2
37
+ global nrho ${nden}
38
+ global fnum ${Fnum}
39
+ timestep ${tstep}
40
+ global gridcut 1.0 particle/reorder 100 comm/sort yes
41
+ region 1 cylinder z 0.0 0.0 3.50 -0.5 0.5
42
+ region 2 cylinder z 0.0 0.0 2.00 -0.5 0.5
43
+ region 3 cylinder z 0.0 0.0 0.80 -0.5 0.5
44
+ boundary o o p
45
+ create_box ${xmin} ${xmax} ${ymin} ${ymax} -0.5 0.5
46
+ 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
47
+ balance_grid rcb cell
48
+ species gas.species Ar
49
+ mixture air Ar frac 1.0
50
+ mixture air Ar vstream ${vx} ${vy} 0.0 temp ${To}
51
+ collide vss air gas.vhs
52
+ collide_modify vremax 100 yes remain no nearcp yes 10
53
+ read_surf cylinder.surf
54
+ surf_collide 1 diffuse 273.0 1.0
55
+ surf_modify all collide 1
56
+ fix in emit/face air xlo ylo yhi
57
+ balance_grid rcb cell
58
+ create_particles air n 0
59
+ stats 10000
60
+ stats_style step cpu np nattempt ncoll nscoll npave nscollave
61
+ run 200000
62
+ compute 1 grid all air n nrho massrho u v w
63
+ compute 2 grid all air trot
64
+ compute 3 tvib/grid all air
65
+ compute 4 thermal/grid all air press temp
66
+ fix 1 ave/grid all 1 ${nave} ${nave} c_1[*] c_4[*] c_2[*] c_3[*] ave running
67
+ dump 1 grid all ${noutput} output/grid.*.dat id xc yc f_1[*]
68
+ dump_modify 1 format float %12.5g
69
+ compute 5 surf all air n press px py shx shy fx fy etot erot evib
70
+ fix 2 ave/surf all 1 ${nave} ${nave} c_5[*] ave running
71
+ dump 2 surf all ${noutput} output/surf.*.dat id v1x v1y v2x v2y f_2[*]
72
+ dump_modify 2 format float %12.5g
73
+ compute 6 lambda/grid f_1[2] f_1[8] Ar kx
74
+ dump 3 grid all ${noutput} output/lambdakn.*.dat id xc yc c_6[*]
75
+ dump_modify 3 format float %12.5g
76
+ run 100000
77
+ write_grid grid/final-grid.dat
78
+ write_surf surf/geom.surf
CylinderKnMa/Kn0p14/simulation0234_Kn0p14Ma5p3/cylinder.surf ADDED
@@ -0,0 +1,410 @@
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
1
+ surf file from Pointwise
2
+
3
+ 200 points
4
+ 200 lines
5
+
6
+ Points
7
+
8
+ 1 0.5 0.0
9
+ 2 0.499753280182866E+000 -0.157053795390643E-001
10
+ 3 0.499013364214136E+000 -0.313952597646568E-001
11
+ 4 0.497780982301540E+000 -0.470541566592573E-001
12
+ 5 0.496057350657239E+000 -0.626666167821523E-001
13
+ 6 0.493844170297569E+000 -0.782172325201156E-001
14
+ 7 0.491143625364344E+000 -0.936906572928624E-001
15
+ 8 0.487958380969374E+000 -0.109071620698271E+000
16
+ 9 0.484291580564315E+000 -0.124344943582427E+000
17
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CylinderKnMa/Kn0p14/simulation0234_Kn0p14Ma5p3/grid/Grid_11_300000.vtu ADDED
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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="1290" NumberOfCells="1190" >
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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="63101" RangeMax="89490" offset="0" />
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+ <DataArray type="Float64" Name="xc" format="appended" RangeMin="5.5271" RangeMax="5.9825" offset="2092" />
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+ <DataArray type="Float64" Name="f_1[4]" format="appended" RangeMin="1446.3" RangeMax="1531.3" offset="32944" />
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+ <DataArray type="Float64" Name="f_1[10]" format="appended" RangeMin="0" RangeMax="0" offset="64240" />
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+ </CellData>
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+ <Points>
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+ <DataArray type="Float32" Name="Points" NumberOfComponents="3" format="appended" RangeMin="5.8673390251" RangeMax="7.8102496759" offset="64308" />
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+ </Points>
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+ <Cells>
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+ <DataArray type="Int64" Name="connectivity" format="appended" RangeMin="" RangeMax="" offset="68516" />
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+ <DataArray type="Int64" Name="offsets" format="appended" RangeMin="" RangeMax="" offset="76156" />
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+ <DataArray type="UInt8" Name="types" format="appended" RangeMin="" RangeMax="" offset="78340" />
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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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D96+Jk684/KJJHLztjEkgmw0x8hSD3tfFoNvFMehpQgw4DouR/wRxSdCvEuj7DRPwu0/i9P046n5iHHU+Lo7nefEEesjFoa92ceDyq/gJvoI8t8fo2wnGmUC9TkpQzwn0oWqC/p9AfTQ9fn+c/MRRb3+No4/dSDwujaOfp+PsY3H083OS6CvNksCpXhJxbUqg7hYm6L8J5Hd9AvyWE9B1LAGf+XUCvrgxjjp9LA59zSU/D8bh8+uScokP+21JzitJOS0wyiTw8V6DfLonOW8lxX/c+rcT1E+CfTNBf0/guXck0G8y/LxeAn41OcU5IIX79BR4+yUJ/T2TRJ2OSKJu/sD1Sknke0GS895xvhPUSwJ8eevCdxLw1edT6B9TU6ibcSn0sxtS8jsfuFIKeXRPoS5+TBK3JOevJPlLyi3+wDI4yfpMom9U+XmnJHi8Og2d9EyjTlql2RdT6G/rU+QxBR08lIKeB6fgP9WU/OzBcHM4xX6XRN28lURfnZHk/ETedqb53DRwmZ1m3aSB74A0/TaNOj8tLV+5vjOkoNvlKfA2MsU5K0W+U/KyF/7KFin0k6NJ6Gt6BvFdnGH9ZTDPfpAGbkvT8J3paczbN6WhOy3NuY34/DrN+TfNOScFnp8gD148gc7fygDvlRn6UwZ+MTIDngsZ1gmvb0vDh95LI5+n0phX70yj/1+ZxvfOZ1ynpLGuh0cwby7P4r5bs9BHtyz84OcM8v8wwzgz9JUMdZyBHs7MIM9v0uD59TR0sySN/uDxA/74/kyBb3yVPfEazBsvZYHPX7PI+5Is+mDbLHz+YAb4Pk38h2egw1yG83AG8+tPadThp2n0yesF9VcS+HNngc83FtTLz1n4xfos+y9xuCGLektlURcdsvCJIxnst17PoP/en2FfJD5PCuJ7iOuOEdRDfxE/vDa6QH9Rwb6lk1Afgvy+z2KfsDpLHrPoN5dnmWeWcxB1uVnQp18S+gLXnSmi+41yogD3fgKdWQI/P0+go2aCOj5F0Kc/yZ7QReAT92VRPx4egS930oBHPQ2+vVPgN+uZzwrh/Mx4HhY+RzDn3Crw3QGC+i4K9weCftdR0N9PIU+3aNBZP653lYZ5w9Awr3bWsN7pGubyvYJ+8K5A7y8L9kPPcp15Al3cIujnwwU4XyvA+U0N+lmj4fpDGvAbr8k437iu5/qX8r6Mhjgv0MB7Qw15fyTAaa3Ap5YSn/sF/I4V9sMceG2Uw/f2asD/fQ3z2DIN/NzO16s18JDTMLf8nq9tNeixvgYf+FYw733AvF8R1KeVw7zgrRv0m9Y51P9+DXF+qqF+P+F6L2vUE3nwcAj08EcNPGka1vmdRh1rWO+A4P7ZOeAwOYf6HJVDv7suhzrXc9yX5ziX5LDud8R9owYel2vsuxr7E+O6QcM821dDXZ2ax3M259BnVufg014cgc/cmqOec5gLvPWD53Tj/e1zqP/Tc/Q1jecUJ+MI6vhBDb5/WZ7zZ579I4/55JccfHx3Drp5M0f/It9Tc5zzc9CBVwCBjr04Ap9pl0M9NiVPezTWWR5+/1QeeN6dh6765+GTSh64tsyjXx3Jkdcc3r9AHJbx/Uw+f2QOdXJZDv3Q00fAXw+d/UaH33yR59yax3wxK4/6HpdH/H/MQwfZPPTY6WQc8Isc98nM/3GuO534XKPLu17ZLSjpPG/Q4Vun6pgL9jHvD/Os7zzPB8j7hDzmjGsZT4nXwyf5CfD7Nof63qXDB/6lA+97+f5aHTo1dfj62Tr69oE8eN2ax+cr8/D3eXnoeALXuyaPecXJQ/8X8XoLA/Ed0sHDuzp9U8f8PE2HHobwep3OcwEd81Eb4nMkzzkkDzyfYRz3U39jifs9Bn3LIB4GnnO+AR9raKCf7dHRH5/WiaOOeujLdWM65o3WOnTWQKcuqTdPD4GuVxrQyQMG8zDgE64BngsG6roH42lnoE8d1omrjnpbqqOuPT7Qx3XO/bq09okL6/Ad1eQ+38Rzjxmok60G5pdFBvrNHQb6y9UG6taLI1ivqwF/OKbzfENnP9XB53yuey/fP22SZ5NzkIm82picmwzodLuBuJ8zwN8kg98zMF96uAT+fqUBv77IoP8Z2M9vYt6HTcwXO0zuQ0yeV5iY6waa0IFhIv6zTOiunslzNIN1bsAHhjK+Pgb2F7aB+jrPQF8JWYinmYX5/JiJuX63yX5iQn9PmNxfmOi7tgneO5voH01N1NEhA3X8nsH5yMBcPt2A/66zUJfzLZzv9bOoTwvrNrJQBwdM8PahCd3+y+R8zDiGmJhroiZ8pYnJc3jq/DUDPt24AP/eYtEPLeA1x8I53SiLOmX+PSz429kWdPKNiTw2mNDtYuI8yZRFXvueeDXf9zSJewG+MawAH72ogLwPWsDhDQt8z7Og36EW/EK4bneL55MWz59MzhUm/GuBiX410+S5TwF5P17geW4B9fSPAubdPgXw37bA/ZaFOfcdC3E/aqE/jrFQz72Jv6eLwA+aWpyzTPhK3OZ5pQ3c/lNAHksL4H1Ogf2/wH5Z4NxWwPN+scDPBxbP9S3o8S6Lc5+FeaijxX2FDRyus6G3vI24z7VRB7u4/poC3i8oIL6/kYf+Bcw/3QvQzVHiv8lCPS2yONdbqIfmRdT1Ppv7Rxu832Kzb9voW51t+EkjG/x+WcAcs7yAeh9X4Ll1AfFHCqyzAvzpSwu+OqDIubCIftC6CDz22NDLszb4HM91L7a5r7HBbxMb+Rxg3lsLPHcroG7HFLif57r/5Doji9hX9y5yn1LkvrGIujlsQ89v2zxXsVGfHg84L7PRP9vbyMPLP/CX5wo8ly9wbi9h3jy3hP3u9iLP2Yt4P7qIfl4rYo7sVMT+8Qcb8+s2G31noY3Ph9n0DZtzrc2+YtOvS8jz5hLwiJSg79NLPE8osv8X0c//VoT/X1lEnr2Yf+Mi/OBTG/PZCzbm9Yk2dO7YnIfLPI8tQy/vlzBPzSrhev8SfL9nCXXapASf31uEHp8soh/fVeS5ehH7hfZF8ObhEOD6kY3+dncZ/WlwGTrIl3mOWwI+K0rA5b4S9DGIeCglzokl7sPJw/IifGpykfucIvtTkXGWke/aMnkto6+ML4O3bBk4fVPiPFGiP5aw3+tTgv67lni+WkJ9f0f9bS1invF0if1eBXrsUuE5bBl4fFJGHuvK8PsZZcTvljFfNSzDPzaWUK8Pl1h/jCNR4jx2En/4agU+PqUCH6irgL8zKux/ZfTZ58roy7PK6BsDy+AvXYYvtSijX3zK5y8uoW6HlrhvJD91Vfj80Qp/r6nAb+dVEP/QCvL08g/i/f74c8vcBxDvoWXgpJQ5n5UR944SdLmc+S+s8lytClwur3LfVsU6Wyrcr1a4T66wH1Xo/xXMZR7+mK/KwGlYGecSUga/rcqor2Y14PNGlXNyFbq4qQqelSr4P6WKOeDVCufWCvxuIPnXK7ivVwV87yuj771Avu8sw2/n1vg7UA3P71KDTr+qIq+NVdT5Y1XoaHCV/s3ruyvI46kKz3Uq6JMFvrap8JykzH2Rg3l0c43n8DWeu/O1RQ37pS1V9jeu90CVc1gVdfn7KvBuXKVvVFDXj1AXf67AhzSHfuDwvKsGf99W4+9rNeZVQz5da9DrYfK+vQr8/l6FbjJcr2MVeder4veFXRXU0xQHfXCQAx3ZDuK4wOH+1OHvWDXoYkkN37+0hnr11j+ug6B+DpHn+VXsJ/5U5TkG8Xjegb8vc4D3ZAc6G+hwznTggz0c7tcd6O9Ajf27Br1eVeP/LRCHVjX0v7er6A8zq9yPOpijXnOAo7dugOM0h/sgh/3FwfeSDvuig3zOcFCHO4n/pBrPO2vsizXovQV12cuFfzd2geNeB7p938F+cJWD7z3swCdGOPCVSx3kkeF9PcnDbxye39foczXqtsb9hQs/s134woUu6uUMl/+H4fA8mvm94KDuPNwD+/F4D3zDcqCjXg7PQ/l5Ewfzg6e/oH/f72LOu9FF/3Rd6CDj4nttXPQbb91gzjnk8HcnB/p5xwF+s5nf7Q70dIUDHD38g/7djTpZ5WIOXexy3nVxTjTK5X6P+aZdzGUtXeisvst5mjxucDBfLCO/0x3U83AH99cx359d+MkWl3i56I/eupivXO5XiUPBhe90ZXzNXNSRx3+gu69ZX2858LOnHfTlRxzUa10d5t4udcD3gIu6+bcLPWx0OZcyby+OAK9xLvpNP5f7Opfn6S7yO83Fcz0eAvlsIx8v1kF3j9XBd++tY/3X8Zy2Dnl3roMuz6jj/ye44O9Lvnr4BPE+T7xnuNDpCBf+fo0r/wf5ZxUQAQAAAACAAAAwJQAAdyIAAA==eJxluHk41P8f9S9pQ5SypcTMmBnbmH1lZuSEUlEhbVpEEpJ2ShKFkJSSRAkhlfaylEoqZY02JSFlSahsFb/3df0+9/394/7rdb2XeT/O85wz/zwNhif/GVAjgcHXaTEaNYSatFzp1rAhKIMbKaOdhthAO9G9vMYQjJvCEe27hihbWGiak2OIKxrHEirCDBGU2sxXdzNEqcqDB/FOhih6WZj43dQQzWGhlIDZhgg90/7rNNkQay+c0TImrmcWk0t3uZDgdLVPTBeR0GFH+mepS0LSmTnzdf4aYorVrtPCdkMwt7tEkMoNMWeLcVRjgSHy6pb2VN8xRMEU97cjF4n3Ck/dNEn/33XPo3mv7501xIm39zb4+xniZdSSgbzFhvDZnLMwMZEE70sxZdEHSVi09VaSqT8JpdOslj7zJWH82EMZ5htI0BrNm+blRcJOKq2I5USCq9+mThGdhNqKja7fNEn4Vbr++YeJJHRFrEkTtRpCSZa7dEKpIW4u+Ur7TvhicOc+2SPDEHGeU2YbjyOjTCvn2sZ2EtZefbtt73MSFJ52vzUuIsF++5X359JJcO45IykNJaFV5QhLtJWE+LUj7fGeJNCHQ7VJy4jn/kWutwl/5jNVk45SSQhoq6ZqzCDBkpNQ/F6DhImhS50vqJDw2mX2INeVDPb9qvBAGRn9Mf9a9AUE/41ORrcqGTqKuoHjWkigSskrOK9I0LHO2R/ygPC/z1qj+AIJ346UyhYR/szftnIL5RgJanOiKqsjSVBSeqeeu4ME6Y4445+bSbiSZGE9QOjqcfLS0TtKhnJ5xdKfoWTkfm65e24bwVs+GPl3KRliS4+iODkZbttPTPvNJkNBWZp/n0oG5aFLbrEpGQt2Pq14PJmMLP2Vr/pbSfDyc6TE3SX43BfrLt0koVJjtdJOQle+blFBZCxx33Le7+ZqMtb/Pp6Tn0+G9w3lFY/SyFi18/J4nVQyuAove6KTyAgIYKQt20dGSuumxs41ZJAeZWuKrcjwtYhILeQRz7sXFczjk5FxPpZ8gLj/YQn19gNDMu4vj/CtVSGj2dF8+/zvJISywsvZLApKDA0OTxdTELJ1ow19NgX9GikJ9qoUvPxw9nf+LzJur4tv+fSJDObjz/eUiTOP3ES595IMpYqyRO9bZGz4JZdyCZ2hvi5q8fvJ6Iu7UKC9gozph1LNVReSseT2LI8WGzLMntuumB1PASXahrl3MwWKtW/LFVwoUKqJWBNuQ8G3U2POnpdREHlVW9GRTcHd5pmrt2pScNLk+sDvETL0J6Q+flpO5D9m9qoJuWR0L7538NQ54vvCf3a90WQEffffPOBLRrjPVcGpVUQ/ksTWgZ8pqGuqaugvp+C+56PnRrcpKCWLggSZBHepJxKiKSAdOXlmcC/BDTj8q57Qwy+9aH1NSMHbM+/NN1lRcKJru8sQh/j9urEKynQKtFQ6Au5NocBW+uNFw0/Cj1ZHbXkPGWsVKYGhvkboWXVhh7/ICIyX1+/eVzXC+vsHLLb0UCAfr13+8x0FjaunZJ8soECn6snDT/kUZHVOINdcpyD6+sG13VcooKpU50w+T0HtGpv1nonEc5Mk5vyjFPjfPXop/DAF44+lt8UROic2zGxrLCe+D4PGpCdGMKnVXv6q2AjSl0m9GmeNoHPi176w9UZwe2xg/9HOCO8/J3qcpRjh9bpVLpEKRmj+OO/2pUYKtg9+kWcUU5CXE/KqmeDqqLlWucVScD0r4pifHwVee2IOfF5PQXiID51EpqK2/dz73EEjhFn6F00i+CvKYrL2lhrhkZnyns5aI8x43dOeXGiE1vWJQ27pRpjyplr4PdwIGT26bpuWGKFN/+dtO6oRyimjYxpHKFBd+nZtUS3hZ2ls0LjnBJfuuTP4JpHb5b2mNUlUTNH/9O7sPiqkSwTnLAOpeLRluVOoFRXry0YfZalS4VW6vOtyuxEUVkddIRLG8Md0FZM7BDdJbro92wiIVk+nxBD3Vz6mzgwg9B0/rzF+sRHSmf+q3eVG6E451O1BM4L4lNmi8lEqgsrcdIy+ELw6rYj596io7r6ubkPocH3Za3tsBxU7x1azg12p+PCt5IibBRUzdb673JhORYwkzu+OAhWr7HQN1IaNwNTw7+77SeSxaPdrg9b/+RI9dGxM2kUjqGVW/7TZQEPJnYJVl+1oeHR7Yy+TTwM9xW2+mjoNz274Xy0cQ4N7bJ3LnM8E56OehmsZFVcG7qQsyqSi0aR4ICCSCpNTtpo7t1Ax4/3VG7fnURFS8nPXFC4V7+kZSotmUYEK9z33+o0wcZOILi+ioZI/fWZAOg13C8crp8XScELph/q5SBoOTdjB69xOQ3demOarNTQobTTgzVpMwweLKrNJdNr/9Ue52U4tuZ7gzRqNdrhJRUnfkXPKJ6mgJ50O7Qul4sTfgL3evlTkhXmHTplBh/+xPW7XR2mInhRHV2si5pm2Tcn3Ng1zdPc7Kh6lob8zQrYznAbmasnyB0HEe2XSxXt20DCeZlVE86Ch+cqtqvNiGgLLM55omdJQvu0Iv2wa4Rc3UpX8g4oydjPP5CUVkVXqTuYX6Fj17pfpkT10PLr/Jdx7CR2K3VMdHwvoSJg0Zq6QTscSt9+JVX9oYDT55cx7RUOM3Yty5Us0qG48vtjuNA1OWkPGdwh/Frl+SM+LpyEBtZGJO2mYkrEv8ukSGlIULqy/MocG33fvN3yaZIyAN9y4tjY6QqbJdk5/Q8eGdxvtbz2ko3IfqdjgDB0TGd6tzX4EvzxA8MCBjjmNl1Uy5XRMMZkp6KXRceWApuaJiXQYZHg81GuhYdjMQq7xkvDBXp9/mMirLb/yUWkmDWvPWTY4nTTGnItnjnmEGkMn31xx7lxjHJp2PUE62xhu+h3vdCYYQ+PqxqDUTjqSYrKudT2j41t/1OBgDB3ub8+XqHnT4ZX4ZFzGXDo6ti3L9ufS/29OqrnN9A9j6bCfMfdN9jca/N2p2TEVxoh3MdQ7UGKMmddtf2/MN0ZrSOU+vQhjSGnrDy5aZYydb4c1Y+XGmM789dPC0BgLPscc8h9njJLHA/cU+ujIjqwwMHpB9CBRSKqMpePDYNH1pxvpEBtGl6l70NE4sMnOwZXIbeNU/y4fE8S8y3p92MQEjWMvZqQqmIDd/XjowTdj5Kt96txNnM5f7vvebDAG12xMStENY9yMXs4MDDGG11mb0w3rjBF5Qqpa7Uzo8PDdvHeBMeZfcGzdKjaG/9vDQ+sH6ZCTnBbdLiJ6cHV09Q8zUzyqPbfjp44pXsZtdVT9YoL1FzeOVT1vgkDDq7H8VSbA5l3NUQYmCPh03VB/rAnSa+vGOgwaQ5gnzq15Q8zNvVHscNUYuZN1N9TGGeNZ+Ptn11YbY9F6XQUFCaHrw6ssZ6kxAr2LGV+dTRHSmntUmWMKpx/Nr1tnmKKuYvueq5NMEXRhzFH/ThNcSaweN7vKBNIex0mTU0yQUS9f37HdBN4tI5Xq80yQUl8xt8TMBApFU5VnaJvA16B9XLyiCW7HPomb+scY0adyfbbUGKOj0kCc+9MUOnMmqT0qNUXHAmuXlDxT9E3yTGZFmwJcT2/7tabYvtHnsY+NKXZ6abt1s0zhbvr9voaKKeLc+3R53SZw6zxp/LPOBKVxI+xmQo/y3vOXF201wf1Y4SWJjQk+KA2r62mYwFVwZ1TiZwaD0pXqw0vNkNCWU3iAYYbXdWnnfaabQXFeQ9NIvyl8vye6+FSbYmJEYJ5iGqHjd92KqoOm4As6Y48vMEXW6Zk3pmiaInWFbpRfjwmYO25N8yL8GCkhy67fNsG3uVrmn4l8pGGmmtF65vjmouHs9N4Mvtu4SicyzRBp8u6z93ozhHbW33liZQavayNRXnTi7Ik79UnJDCc8dm0eqDeF6ri8Au3HprAUXtMUZ5liffeOjKLThK5SxYLgYFPEn+uOWGhnCjPhiw9fCD06sa93xzmYI56h8uyK0BzZX1327tUxR1NSt1rhXzOk0HVRWmUGRtjcD7wjZkiiKiw+v8EMG7Y9/LpptRli6ByVAJkZ2qrLplzQMkPjscdto72m8PK/er2mmPDdIi+SQfDtb6buXB1uivK2yrBsGgM9DeTZGQPmYEQ/3uJ30RwbgmXB5/eYoz+xYVyymznKmvqfbGKYY6J6NcVe0RyhP04c+PzCDFPmT4+oSjLD9bVvQhSCzJBrWOe82oXwifnFbFRsBlX7P8fyzM2gMVfRSTBE+B44fq00lgF3m4177q3535n945X6TS4DSqem5/oMm+OlRwpbv8oclmUVy86cMkeB0Z5lFdvMMXycZ3GeZ47qlKdpYcNm6D820zKk3Axsxf0d86+aYfcPQ887B83wbMaO1PmbzaC0VpFpLLaAd8TrMX8VLFCZs8x7yW0Gvq1zvHYhnIEC38OD+3wZeNtiv3q1hAFGhYadogYDbWe3rd3Xao7cS6yK9LvmaNM7EbzlLHGuoER9I3wJ61NoCrU3R0ruIL1WyxxJJg9mFPeZIW/I56RakQU2lL+4GhVngb/pjR3HV1kgY5dO4mszC0w82+WV85MB50k7w6+8J/jdXh+P3GBAuEjjY/FRBqJ3a1yq82RAa/qzBC6bgdSeG+7jR8zhs3fcWPtX5lBL2HHsb7o5ks1N96zaYo4zvuuaZIpM6Kcm0TI+WqDv4r6xijctwH6TU7HqtAVsa0y8UnZboLv11yw3IwsUBNg+Oj3MgOLqkzVRxQzIX2ZOfx/PQMBo7pa/2xjw3b913VdHBhaU3Yj/QfSi9kLfU6txDHjvc/MvJfwY3pky88xCJuKdFB8bmjMxkHhgjZI6ExNbhyes6LJAYOStvU+eWCBmzKy7Z+9YQCvVSCUo0QKDGeEPY/YT/BuJpxmeFijd4rXNjmWBtRNsyj+NEv0jsUucexigT1u5VvUaA7v3SS/q7GCg+uB316RzTNR/rn+ccYiJLx//sj9GMtEh+ZLW7s/E4w2khveLmHh7n3VntoAJztOlCm7aTIx4FUgK/hIcbqJFR7MFyvtUmv7UWGB62u6d/VkWcI/eMcPHzQJ5t/Ue7FlsAVeHwJ4yjgV6/s2Yod3FRPbRTiPdZmJO54cxVoVM+Ke40h5lMGGoXvWKeYzgyaemmIcwUWAXsETuzUTn+7G9G52ZYNN5V9+xmFDc5rQlZwJxvTzquk+TBeackFvMfEDMv31czK1IC0xxr9qxYo0F4pa/eli/goVXbV8HLaksqCSFHglWZmHzg2GO3S8mHk1cuq73FRMKu9dnWF/83/yaUxXjRjczwTBpiKgluHIjom5zmVhXpHdvnwUTHoXPFo7RJ3waTHzmrMTE/Fc2yx+0WEDTbYpF/gYWVIO6b8QRXLvoR/qufBZ+7XOmm01hYe4kfmapAgusRXNnjPwj8tUzUGO0MvHzTNuoTgkTPcES3qRMQs+dvmsFB5k4Grh0gwmhQ40de3GdExMCu1g1PwkTVyI5MyJnM/E189TC2XdY/+05WCDd3ny3LYEFj7nUMtsDLOwvFp9MX8dCz/7hEQqHhb0fZr9TIbOgUHgt+PVUFmo8V+6/1ENwbqVLHtQzkbhNt6u6lIkKyvUQ9RwmLvna6Z5IYOKQy/mGo+FM9D25xV0+g4241QlHer+x0Gfz2tHhFQubIvau9CJ0HBN3h/ieZsHel2m36RALwSMBQdMJftW32CrePBba1/1WVpOwcHMR3b3GhIWu0ZIedfX/V8fji1uvb7nHxLlVRsufb2RDZZ3/VPF8NqJKdKf6UtnIXXZIvnIKG698D130+sPCIr/+SvUmFric2efzy1nofpxizb/KAuPnM5VjJ4i53UeLdX1YUNtzxl6D0OHx2PazUMyC+Pvrw1mmLEg7mdcuT2TBpXbShjfVbPydYFR8ppD93z6GjczgfXdXbWWDcXfgKceWjerKgocbaGxkJRVRKtTZWGssfrLkFwsBG3qtlQg/kt/t75r+lIUTK07P23uTheXPvgxlHWMh6k+H8/PtLDg+f2I/RPRj1gWn21kcDtbUGGtGTOBAd/3FW8pdbIy3rQ9+VMnGbm8yfX4OG58up5eaHWGDLWS9tvdh/7f3YeP6ySifEe7/dJi/jkoz6GfBb9ztTcENLAgSVuwRPWIhNC37/q1rLNiKmYolnhxQwp6kwJHz376Bg+Ph3iFFahzEZP48pf+TDcfpx288+czGjeHXu2a/ZGNenaV+1iU2Suvy5jrGszFYFlw0uo0NcMa9V1rJxjqV7O+e+F8+2jO79r9WYmNcd+mLX585uDe68vnnGxzM/rKA9CCGgzrXQI9rGzkoDn49uWEeBzSDY2G2ZA4OPKNE7hlm4+GA05K6T2ykpxo++VzCxgy563TFK0QPWhb22x1jI0dsV9dB5OGb0/bj2Fo21Epy2h9Zs1Fo7cYbVuXiB4eWl9vD+W/PwUFr3e47A/kctLPXUZROcRCXvaa/eAsHtSddPmS5cNBco7rcjcvBBLpNRr0+B7J3DfzpYzkIar96vqGRjWSDuNgnD9gwk5jo3E9lIyltzHRuNBt3jXy540O5WDRa8z5mDReSltFzmMPFlIXbSi4acmEQaWK1XIGLow5WU91aOPBn9/5dcZ2DcxsudCmEc6BlW3hTaw0HLawzKautOBjNuep7bxYHcpFPkK4qB9tNRb3Pf7Dx9NZTxTaiD3qMMcne2VyYbrqrNeMwF9/cth6le3DRPnC0Kcuei8tlxbKlci5+b9tnXU7lYmtdcN7u6Vyom+2I1vvNwQdtl8D1rziwLVL/WpHHQZOzLKeZyMM/f6rOws0c5BpsL9N14sDqTOoJbSEHB99U2Pga8nDkRG/kmFEuJvz+8fNqFxd7tKXnBE+5EHmxeyuTuZjbPHtJ324uNCpHRaJl3P/2QFwoLF6weMtsLq6Nzd75aogDDmlWwvHXHFjKqmYwijlQnJyr5n6Bg/OlLOb4WA48mzsfJ5/mYZXNCte+zTxkd287EGDBw8gbq82a43nI76DVhbRz/9sHEfNOmqz9LZeYj8l1Fhzkwprsyt9A6PARup7dQvii7OSrOMuVi7JPJwVUYy7i8vRL3v3jQDraeV5YxcGDispz6xt4GP077FNcwoO98rx8UT4Pv/+9v6cezcOnh6tv3VlMcH0n3Ith8jC3rVFPbQIPp6v/BFj84OKpTSvsSrj4UpCZQz3KReDt9rojG7hoS3KeqL+Yix7NxLpiIo/n0lr1qwZcRFt+fsvR4MNAy25/QS8PLeFtyeuaeAjZl3Eu+DkPMfeuRObc48FXoffOtWM8XGGUa8V78vAy80jwFi4PtrZ+a6ZN4SHL7+uET0PEfM6mL4WtXCw+vyo69yEX+rGWgb1pXKjWDAZfOULw2xS6b6TwURNbs/bhPj52pXcfHJLwYRsbrFA6kY/T2soaTV95qKWzvpHredBPLBhnXMQD+6gk1fsMD+q75vz+GsxDiXHqjAWuPEz9pZ65msxDMjP6JneQi/0nKTbV77iA0tafw7e5mF/bUh7cyMesvWKPukt8DCiNby4/wUdxbVP9cBAfPmWBn6qd+WgZX7Z/C42PLvLuicpqfAyvCesRjPAwJA0vuFTDg7Nd1tjWazwYcg51msTzkGcxK0x1Fw8BVg3dLAeC3zuUVajHA1/v+qSaTQI0xOc3RM8RoK7nhaLXWAGGIhJWrirnwyE/wXjbOT6eOG2frL2XD5KbTWftfD6857Z5ymbzQftd6Ok2mY+XPgUCjTYeHr4M5rUROUj8VutGZ/IwbniMsX0MD3/1mi5Tw4iePL9YcCpOgHdLtonidglwLvRDwGMvAdw0Lu99skoAjvjUArGpAGOeJEaMdvOhG9Ikqqjkw0znVdyETD5uOS9MbdzDR8gBD59Ty/iQMdtGOFw+nr/sXjyF6EXYv49X4r/zUH/YtyTvJQ89Ae5eQ6MCPNSb6FPZKIDt6burtW8IwJ05bsfCYAFOr3+zN89fAOOQskDDNQLQ/omGjhoLEDpXVlg8wAdrMLnJsJaYd16mxcrLfJjf6f0UEc1HrVnPNZnH//rwZuKQSKrIh0J+XV6ZrxBfnEftG0yE2JZfc2fuJCHuF708NverAD/ieqzargqw7pq0wy9agHsrjFbO2ibAl8q1yddcBPh+JPyTLUeAA5kVI48UBOinLjv4iuBX/hgX/CCHj96I2TJ2GB/6K9ofvvDjo0Qx8umeSiF+1I80nswmuK8bzdu3CrHpl0KjmZUQItnM1L8aQrzmHxYmdwigcbG9zatKAOp5n/1ZVwQ4vHHsnp59AuScjRtavVAAd/WbYic64VfipsKMSQJI+A5p9l/4iF3r4LemkI9fgizNBzNFoJW32fsMCOGu13vqQq0QMy7pVeRlCnG809/PYbcQEeYR59SthfhUr5M1R0eIM542DQ6dApgYZsQW1grwRHf98fpCAcp3zVdoPi+A3a6NRWo7iDzOb4w2chBAr+RD5heaAF9nJnvMWi4C6/n4YW2GCGrXJi8+pSbC0tFjQRH/hNBUu7CE1iJEwuQSNefbQqx4b3dqwhHhf3sVIdLH0W8GEDlQKGermBOEyJqj0dnTIkBnFZXkRuRgfa9H5V+EAPuMlxY89yHy6FLYmNwnwrXL/ywHKkRIntr363SMCIvDSsvVXUV46vEhwYglwoVO56y0iSJsvvuBsfSjEA/PZ+kM3hDiu2bzspiTQjTdOVTp4i3E9pqq7zU8IboClaz6SEI8X6FyYutYIVJLQ27UNQtwua+vI3ylGENnVbXGzhZDo3+HnmOrCB33KdMkhSJg410d/wQRVpZsj+JvEkHbKe2+zFKElw9LR1naIriMSNUndQkRqtGlnPRECF2H2KiLKUJ0/ObH7g0WomZFSP4ZByGq3vXylbWEuPsqtHRusxhK+5N/PM4Ug39twadNu8TQTFJ44Wsrxp+Ue7mHJotxYetP5+cfRTCsSXX+c0+EkbuZl4KSRSAv8lXauk6EJiujffutRCi1YT3T1BLhiWETdfJbIUKWVB2MJXwQtiygTEsSoiGvfc1CI8l/+xQJJqy9lbeiVYzI1WYJcSfEWG8UqT+yXIxWm3+i+3wxAtOqsumaYjzeZM0RN4uwSVZpP/RYhDfpS971nRVBdrinbKmnCB8b2zP654oQU0O3cSL6sDD00puuDuL/FlW4YdsBCT53yX77rpQgV9f1oZFIglVmcpOjMyXopLI6djWJsdegStqaIEZXmMKGdYT/v2SUnH4hoWu537PA8WJQeufNVqkXYVriCd+K5yKIO3YtqEwX4e9gJCUgUgQT362Dh4leGq9h3Dj0U4KoJ8JNL+5JoGbTvmp6nASzGxmzXuyQYMhr+MxDdwl0pPORxZfAI6redHavGMm6AZE12WK0eC5qKNsuRrB0nVbNHPF/+zUx8hw1qzu+iqAf6LE38JEIVvNuUJYR/t8r9g2NX2QJfnGUZbGhJaLb+GnL2iRg/ln66GiGBIygp/Yj/hL0RL41OOcsweYoe/t5xPylNQuVd02QYLmDkd/gRzEKty7ItbstRsJ7X3dGuBgkXte6mYvFqPBe1/pVR4yowSO6vZ1Ezm9CZnLfWSIlS7TmdqQleqraHjottMTmatf2IZYlJnhz5AkKllDJnLVLo0CC3dnTSscfkeDycEBI0S4JftDnf0x2kMD0reXpJlUJzoj976+uF0NHfCQompjf4eWLy7yDYpztfxG8gOjBl92319YbW6F6tSBhkr4V6oevqh5tssQyt1u8Z6ctoRhjcvf4Osv/9lqWcHy9nhuvbIkXO3rz7tRJ8MW8/ffECxKcHZmnHk7432/rWHPNRoLotUk95lMJf3ZO3N9M5L9YlWTjck+MoP4FsYFxVlB12mPUOs8KSlN3/pEbWcFW5rhi9hDB1TWiOxZbYo9jfnZRDMFzm6ObutgS8dRY7q6ZlmhgR6rtGpYgY03qe4u3EmystOp/XSbBvzZO7uswCYLanLzGukrwtHew7hBJAu0bbS3XtaVwO8AaPdJshXDuP4fT5wnucZemRb5W2KXJrm5wtEKqj2b+B7oVXBq+Rizps4S+Xdya8DxLBHVXDokDLTHv3cqd42SWKEp+tk1llMh3Wdfdcx8kKLy7wmHwigR6sz3HWBHzt51nm5wOlIK5KK3kuJ0Um923ma4kS3G9gzsw96MVKqwdjmkes8KsPMZbQxcrdJxSK/HmWGH1jM6rv7WssPK0O3/DZ0vEvphCVb5hCZ8b2vuijlvCfJ1dVo67JcI6whbMM7PEy5M/mm3GWGL9+B53j24pTANPChOzpdiSNtNswEeKSq+Jx4odpAhekZx83EiKgD+dmU1frBBzPf7grXSC75danr3bCk/H/P7ze4UVDNt11NPVrHBq0sNWZpklFidLI27nWsJPY6mLxhFL/HI0qPbcaonc3Y0z9x2S4V30F+tpVjI4l3/ZyRuRYvlG996CEimePz+qJYySQqteEFHoIsWXB6VjDpGkWGRzQO5ZZYWFpIPK7wj+/+mBvJR2IH27FeL8u+UZVCv0HX+kseu7JRZJxl42J+a/8OHu5O31MkS0aJceeiAD5b3Fz4sRMtx6VWE3XSjD8RU/f0wl+E2eZ9wTy6Xwsnmf2HKR0DHRgHLNU4rofnZZmb4UHx8s/rLyvRW6koP0J+YTeV/ecHjrcSsYqPjk5y6wwhKrmeeciP7///srOSSCS+YxHTKohJV9X1kig/W2OUNHE2Twfmb0Ln6zDH0X7ovajGR4oRIT5tQsRUyBmvb3+wQnPPT8yBEp5tG/5X5fKsXaEq6xxQQp7COU45c2WeGwc7ZWTpEVHA2ZaauIHoS0vVb3WSlHbG9ZRxJPjuqrvxmjWnKcGBNf93RUhtsCPRdelQxJ+5R1HybKIE2gWQ4tlSHw8aES0nQZdqxbkkX5JsVljU6hx0spnJ69PKhxXIqaJzabbG2k+Hp/68lJU6Xoe199g9Zmhfunmu/XHpYjPDHcOSJQjnNWa8s8lslBc/BK44rk+DfdW/GsoRykM54/UqbI0WYan95I+L+yK4frHS5D/Qs9aoSlDMxplXv5Q1LEBZmmDlRLYZD4lN5zVYprjvVbWiKkKL8o3WFB9M9NIzRn+I4cajd9Y7ackmPfrv1r/YPk2DWYVFy/UY7pBi+GftvIsdas7NVvgttWvv1fOUmOJWumnXmsIYfmgbbUSQMyZM7ovxpwToajjbsv6XjLkOZWwrMhy/DGvr1+uEWKgf1PH7aWSsFbkGYzrkEOYfC0IJVKYg5mxaTiYjnGvjm7tzxVjkMR3vs0ouRgdgyofvSSY5msoeujTI5PH/iX+BZySOvar+2fTujoGj3hOSTDopqzYWVE/gvz0xaIT8jQaWssdF0sQ3Xn0jofdRnG6MkfNMywhrzj41zWgBzdfk+4RxvlaEl7EN9EcD+UzM+dky7HLKdxd9Pj5dir3Ttz01Y57i6LMb6xWI4QF8YDT0s5GKfZvEoi/ykB5fPc9YgcxpsN3vwpw98v5o/oT2WYoBj7yTaFyH/kbtsDf2s0hlP/eM+xho/ThXCHadaY92y0ZMkYa/SYNxee7pHDLBU+XvVy6G8d280gdHjpP/6ReUGOGpJqttYhOSbC0aVilRxjEs9PuT5XDtsWI/E5rhwFT+L92EQOoojy/E3j5UjZVF+TUmcN9+zLDg/vW4POW7Jyf6Y1Dlptz7gTYY1K3ewP3DXW2H1lZHKYtTXWc3r/5JtZI3n6YmagpjVMmHLq13HWmOkR+/1mvxwv2rZ/0CD8WfIr6FbLAzn+uCnPvXJWjqGk78UXjsjx/wF+DRB6AQAAAACAAAAwJQAAlCIAAA==eJxFmHk0lP/7xmelVIoooYi02EIoxf22RptQUcgWRUULFZWkKFG2CEVKilJI2lSkQrImEiptjBljzL6a8XvO+fT79td9nnnmnPu6X9c158y5PqmLfe8tpUD1/s/lDioU8C6s7fdRpMBg9bPYDMkwhJU6f67tG4aABdkzJ58Ng+YRhk7tnWGwfrfFrTNqGA6+90+eAcOQY/bg1i7zYcBNdY0sJ2PPwYtcLvOGoIb5tYwlHoIA3Ybeqdjz8+GTGl/PUCC0J7Xqtx8FOCtHhi5aUMCieE1+/CwK5BjFDmwXDkO6cva4SucwDA4v16l/+W+/3cFDgbnFw+AwuMZapeDfM1VpUahhzjB4Nu4Yi9gxDOTH+xKOWgzDvh97HXE9FFhD3xtMe0WBbYyD+AtFFHiov6WSfoMC5h/PRN/JpsDJ7bXqg7kUWPaF3Lv3JAVu79r06IcLBY4c2PTpgykFrruENOVrU0BeSy6HwhqGzHj/D+nvh4H0qyrgWs0wbNNTi3hbOAwxf94e2x48Av4qFnFU2xEYPZpalTl3BDZkkOcy5EbAXn6Lm/EwBV7qdrovraGAgnBvQvcdCsz8PGnVmkOBrFHRV3witm8OQyfcnwL4G8uDHJ0pEFhzp7HQkgJ1IVvc4owoMF8J1++3iALPFLOW81tGwHjTyRPC8hGgmE+rXlM8Ah7Hj/oRIkaAi7OL8Vg1AtOyTq45smgEcNcm86ymjcDwh4M3P1Ao/+PjsrXqx80OChCs7eYNvaOAUYLuiNl9CjiUZnX0FWI6Ip69UjlHARn3ksdZVSrUbKCE2BOp8GfR5A4V9gjcef9UurZ5BLpmXW3NqhwBCfXh692FI5DplJS9IW0EdLZO9r3MHgG+TVbF9QMjQHaeX4ZfMwJ+a+/rziOMwJoaTl3NBAUqLiiZ2mG6fKfuGGv9QIEUjtC6LYwKcz09Dh61pcLWP7MORepTIWbwcsWmpVSoSnsl9lhIhXZc6uFw2Qj0GZx59uXLCGjK31i37v4IOBwaCyosGoGHnDKHqlv/PsevVHLvTxqBIcHT2PH9mD/+qYdrnbDvJV8ycxmigvGfnXtTmVSIv3LJw6ydCg++H1h4+jEVHl/Nu3gghwpy32V5OSepkOtj+zzhBBVC99j2RQRT4ZDuXke/tVSYf+shjraMCoNr9xZr4qkwcHXj5a0fsTsfvxVUvB6B8+pZm39Uj4C5H6l3sT8NQjhOliPLaTBganyGpkyDX6cuKftNUIG3wlzrgoAKnq5lZ/8MUyEgprB5cz0VZoiGEweKqeC1MLikLpAKZfZ+ewdXUqF+d4f7OQNsX2gPY9EsKkQrTdsaSx0BXZ0ki0vdI3A4qTv1XSMNFkzR3OB2jwYHNsRvj06jwW/1wmZZDA0s29ofFnnRwP/O8O2otTRYV00Pks6mwZbBH6WhDMzvMa+xPi4VxErN3adHqCAb35kc3YfxuH+et+cFFVzUBsp8r1DBpy3+2fkMKlzzfVmTEjMKF1y8jKavGoUyufMWV2U00K228lXrp0Hnini14lc0aFbLMwzIpkGp5N6t2CQaPLc732OYQoM2vtEvr3M0eJ06HHIjigbv9p/QyA2hQdrV4cTknTR4SjIv/LHln87KB1GnvNijoFUotRoeHYVZ70d/Vf0chRDq0O2up6NwHLWb3t0/Cm0s6bxN60ehL+XlavP5oxBz6+XxKeM00Mfn0VPe0sDl5wqkk0cDI6Xbax8docHj7LB3wT40sBW+EcwwowE174js5iIaNIYLNAt30UF8iOj11ZAO9gZPChxZo3BiYHBkHW0U+A1DTirSUZDFz3xIHBwFnsCX5lA7Cjhdd5OK3FHwybh31n77KFSnW03s0BqF69fR8190GhgPGhWdraaBI7Hwgn4pDbLWknI8LtHgE+HckRNiOoxHeo5l99JB//L62XOb6WBzPPTdoUQ6WN8fDL25lg6nz0tFSur/9BRXC75q9I2C/gdWnHvjKBQdK77TcXMUzpeolgecGoXTF43eaHqOgkHBvVuGdqOwfavXJr72KAQ/UDx06dQYPPWHHaa+Y3DqZ0qVz6IxyK9fTGaL6DCY73glqI0OM9++UC+9TQdRZ32vSSQdzrxzM/Fzp4NdctSCvJV06Dl6Wo2wnA69Q+s5sUuw9/ym7kvK9P9xeem8ohAaRqG80+fD7skxWHxKkfWnfwwMW8Ljt78bg43qn8r3Zo7BUQ6tyDp+DPCejp+HvMZgQZOKK85iDKxLKm5cURiD2NlEr5QhOvyaNvPQ9wY6HPhmFkfMpsOFwVWaRTF0aP5aL1D3pYN2+LnsJ/p0aEj/Hlp+kAGJDa2mIZsZ8HmKGbpkzgAncY1Yw5gBq/Gw44cKA1Icb+2eIh6DPjXIqx4eg5GFTVlzq8b+x6eDHaOx1WUMxrpUImjzxyD5xPpP9gI6FMe6Hfw5QAdDgiojs54Ot26sfMkcYYBhVqPKgiYGjK+Me+Z2nQFNk6UO+mEMON66OX2ZJQN0Igg5r5YyYFVm5KlgTQYcsi9oDlNlgMIMiPkgHYNzuYnbbD+MwR5aYEnf4zG4Q6Gd8cgdg5m1KR4FYWOgsX19ZIL1GJwd++0UlzsOelHlAR1B4+D0dnbqT5NxyD3icDRRcRwqp8StKhUzYOoUxYd19QzY7MHXvH+JAS3fbEQLvRnwUb/gQrbDPz5bP7a6b17FAFW5F+pycxkw6qfesos6BtkHcu5Hdo/BgbJzI0RFJuiYGQRFj48DMUG+WmlgHOafm+FeWTcOUXO6GBtSxyHgctE5t63j0F+hlbR+6Tiodswub5k3DjFNWu8XYHrujl3ZGNzFgHCceotyEQMeSIvupCQw/ufX6o7G6sotDPA8NrXEIpQJTb2+NrbeTLhWz1LWMWeCdP0KD5EGE0ycrQZ1pjPhxKS9ZQBvHOr6A5o634+DSbgBYdrJcQgihAe2bhyH29+S2dba4/Br3zqOlcL4/3zarB0XfbKVARZuzLgZdxlw0Dm3sDiFCWTz4rwZZ5nA9820749mQlRt6BLznUzI+e27U9+BCYz+oaXGpkzY18Yymz6fCX4h955sncaEyo+9LeHScZAPyg+b2joOBePUX/Njx8GgfgbLHtPxkcPT9Fk7DmaK4fFPLLD3Bhf1LjOZsCx1aLt1ExNiPq7fHXyfCc4Rp8u68v9N5fxR1YYsJnQGziThTjChrjqieGQ7Ewb35k4GrWXCTOGnh7OACfR9Gq5Vq5hwQHnDnP1GTGC7P6l8RWDCxWNXpqPn45BdXOHwdT8Los7X14j8WWDxsuJsJbBgaN5F3orZLAiwnCowojAhNy5CpeU1E+Znhz7FlTPB0ymTIFfCxH6XM/+oZjJB9wRRfTrGJcyw8lHALmw2jCYKMS7THh1vr8T2Dj8VpH1ezgRr8C3wPceCyhnHFX8fZEHsvYot7oEsyGcpdm/2ZAGt4a7chD0L7mgS1V+YsKAg022LZCYLjFYT95IETDjiffx7dz8TTB9+Yl1+z4RbSkuSrtcw4Qx31eSLB0wQT6ncUlSK7aM7zpuZyoTPxYokPzoLvgesOrCpnQX3peHVL2pZQE0xfPyslIXlKuPNj0ss8E58Md/nBAu+GYwOqWC6Ij4VTMz3YoG+vmDmN0cW6A0VGMaas6D7U8XbhFkseJrlyczjYnnIGGxR7mWCT/LoUMhTJnRlEe5ZrmZDGPPLKQ19NuxRX390pTIbDLIydFzxbFCd6jsDMVjwlRWe9bGHBXa0mPJFT1jQoRNEe1jMgmqPTyz7eBbIfqrYpe1kgdmmoVLztSywf2XWNYnx+KI2teSPNgs0fUZDXmH+/DDNqVh8jw0WWzIOrz3Nhrq12i2RfmyY5mTIW7OCDahywvenBhseznLjjM5gw9OdFWf9BSx4Pa+P4drHgkPfY1JXt7EgM+sWtbqGBTvfKG4tqWLBLH5Mu2IhCzr1Q3MaYrFc6EY9VPNjwT2vif3kZja8PhG+9f5LNpCN1Bm4UjYI33UdWneFDVOLaUfSY9iQ8HrPseRNbFAJVU+9bM4GPz/taS4mbHhg9sKGq8mGDq+KSBqBDaE6brobRllw6Ymi+atmFiyOr/g9H9u/921GER/jYf+kdDFnGwdi0h3CVFZyIP1ljbSdyIGO5w59zsNs+L4sgzD7IxuWh/NnrnnChq90m9bGPEzPTkXHn0fZMP7JJ3ahJxvk9+QgR3s2fD6c429swAbcxootOHU2mPTRyOVKbHjeGuM3MM6C58u+S4xyOHC56UraaMy/qbwsPMrJjwPPuOmHeas4cO3xykKF+RyIHyq9c03EBnrGl1MffrHh9FztDS012N6bf76wstiw+GScxmxMR3X1Hq8bwWzIOaKY8NiFDc2HVJQGV7Gh9lZCaCOZC5buK9Mcf3LgConWsPIhB8QTvMHkDA68zzPQE8Vj02yPID2IA5ufGhyxd+GA/rY/U3AGHDh8xCe2U5EDuHKH5zulbNjnHZlxEePS4RFXNtjIhtx7PjMYdzDOT3yMvqSxIeZ1gL79Di5s8ZtXO7mGC5pPeFqKmlxgmLxWj5JyoMXG4cKDLxyQWq2b0/ueA2zb1qhrFRzYOSbZ+CGXA+Umgd7sWA5EhGzWveuL8RHNMNdYwwGXfIcLMi0O/O4pnz2A4wAqa836PMiGI+vSi6rOc4HMsn/+IoILrO7eU0u3ckGjfPyw2J4LDbX7tyoYc4EwvHtJoZADmiP739l848CZzQ7Ppz/hwPKO5CO5eRyo/pOg1n6OAwnMhFXPDnD+l4s4xz1LmOgfD7pu8u1tI1z4OvRIu6aWCzGp1ETlXC44DDdQtKO5EGFc+iTCnwutfVttXT25UDzFQZRmy4UT73f3bjPjgq19+dn9C7mAO5a/UReHzVlfFrz4wQHmqsam85854Bpbrjv5gAPnGmfb5Z/ngHWWZVqRBw8m3i/avsOUB3crTOw3mfMg7M+CaaTZPEinlPBZVC4EBR1mebVw4fUd700dRVy4ILOs+HaGC1S18tlWh7lwC2ez8eQeLiwMmm36eQMXph2cx/Cbx4WahvGqdhUuoAHqNhKBC64zA9YnP+KBEftQfckdHlB/ypXIonjgrz3Oxm3nwXjTzakKiAdPKh+l5y/mgaxTnxyuwANO74NdpiwsZ49auDffccE6b7fXg1QuOG1Lf5N/kAvPFpWv0PXhQk/2qTKbVVzwVXdYNj6fC1uZH/4k2/GBEK3mqi/jwUZ574Kj/TzIWvJRybmWB4lU8cWyLB7Yu3hvOuXz736aRoLQbiYPUqO/aRzF9n7bGO2q8x27u7VOobyeC+nztK4tLOPC+bT93YHJXNDynpHwBuPQt//C46WufHi2+ZrhWmzvy8Z91T3KfFifm/ZG/JMHQQYtCfPbefA7yOSwzwce9H+JLbt2lwffN7uuMDjBg+xA113JGIdYXLJTjhE28xrmLlfkQecG3mTXKBe007xnSDq5sHdBvq/zAy6wr302pj/l/+05+MBXLnly4gIfpP5yzuOH+VBHrKMtXM+Hop03qe2KfBhRdD2rK+aBXsH0BO0/PCj9emzB4ecYf8Yx149XePDpVXadVzwP5m/qVSzeyYPLKXXed2x5cE43+jvDmAe5EvLKZSsFEECfv69DwIfBTdzNy77yIdVajmLyjA+NiftI7Rl8WDrzgcPtGD4kvfE/nruOD942+kdk+nyYk3U26ZUaH3ydTHSUSXywO3Jz2a0f/3RIUkvk5uTwINLa2yjrMA+0Nb/uO3FVAGl3bohuRgngg18nq2atAJTjnHen6Atg15v7kY9mCuB35qYVF+h8COLqqv3u5MOpEG6a9AEfPs5dFH0zhQ83Xvrv1d2G8cgXv3yO6bir1FByby4fmpsYBD0yHw4Rvg24feHB2+l2edYLhfBN0dlygCwEufirE449gr+9hwCmvJjrmnRAAJ/ia5OVXQRgW/DM5tUyAei1LXNylRNA6fTswcIBPiitF3/1aOXDzKh93RHVfPDYfCFk8DwflvtO71bbxYfxdHF+B5YPMwMlU2ahEBa3dARu3COEkmsHF+o4CqGqMXjPpQVCUD4+9/pphgAqdDYR+5oEEHprrmJ1geBv7yMAp3WfXRN3/NORf/hz7bMpAkhusPC/OYzl4muV2+JGPhhsxB1nVfJhjWaSntoPIWyUFC7zfyv82zcIIfi1R/rDg0JYx3ybY79JCKPfPH6ILYUQhpY1bNUQgjd+i+1zlgAGPnImU9sFwND6/N39ngA0e88kaSQLIEN1X/f88H/+VEmndTdpCODRO4WElDgRmNZprol1FIFGm46QrCyCTUHBXk2/hJBY1hwV/FIIX9ekKuNShHBuaG1jiacQjqy6szvdXAjFfvNHe6YLQX7ET/8BF/OZ+zN3uEMAX/tE94tKBHCqKYnnnSGAdanLzYbCBKAeaEy4/EQERhWzfm7LFEFb46yF+sEiqOLHL31hK4LDBgdZh7RE4Gt1tFxMF4JmRPCxhy1CIM24saP2hhAWzLzD900UQuh1itPdQCHsV33WtmqFEPLXLPc4NU0INRofilV+CsDuRqpOY6MAvkfEP7NcL4Z2k7IV17TF0OdTGCMnEYFxbJ714o8iePiS1HvsjgjYS7df2h+PTe8O03x7EVipnIkmyYtg3923vQ29wr89jxCOb0i6/fqsEE7nUizMw4VwebhZReAihE17srS6sDxIz4ZlkU+J4fTbbmOvLWLQGuiOMNATg6Kx+UwVohh2PWFPXhOKwNvQ1uprrwg4/B8j1q9FQB8QTghzRLCqn7Skfr8I0vY2v/NdI4In4R6V6zE/rk9PzfSiYPfF+ikcficEppdo4+XbQqjTYR8wmicBK3Tg0JIxMXRNnbUwqUcMZq/eeJ24LYaUl+6dmfvFYK1ubD/HTgxJaqv3f1cVQ0b3rt42gQg0V75SONYugp/rbC/oXReBh0MHq+mgCIZ2bPy90U0Etsv3BrssF4G74pnQNEyHCnq51/6RBJqPG2W+ipZAqEFY8TIDCQxcfkNx5ovh2Q0nz/iP4r99kBicpt22hHgxCHs3nLVxFQO5r/3jRVsxeGqaD1ZjXOJ4Gz6dUxGD/OyNup39IgizaDZHt0Sg6rrxbdAeEVh/95zxUX4C0tLP8aKGsDtvEnsTOiVg0CUwDCmUAEORXrTcSwIHXb1s4g0lsG5O/HtvgRjUMza8ff1FDAZTC/MK88V/+x0xvL3OrmtaLIbx4e5UVUUx5AncD+qJRKDnXXarvUMEhflDPT82Yfv8Zro7LZoA043X86QzJmAazdPoBVMCY2tWxG39KoEbU/pbttyVgEg+zHHfQQkIrX6MXDWVQOCs+GdDBAnMSH8fdWhYDBdZ13e0fBBDR+tL2prrYtBsea9CihRDfzqdgHaIwZuhuDB7cgKSVc7d7u+dAKmqxov0sxMwin9ipGQ/AQq/3E6XzJ2A/fsy605NSqBz1/W+j4MSSP4T+uf+YwlQlrrbLrokAeevxGNzd0rA4v11ao6GBFakbHi04Y8YzC+7B/i/EkN0xAFWR7oYKPSYaYNbpDBdPYoxoiyFDXOlzYG8CSihq2/Y2T0B5rWw48ytCUi8OrjKPmwCTs4yOnzGZQKEBKuTAeYT8CQw13qFRAIxZPcfIV0SaCDuVDAukQC7Zmq14JwEFuQv2fbNVQI7zegEhpIEZtUHrrwjJwNx+x6ucbcU3IV7goPOSuF2VYFo3mopOFuFquwlYToqV+WLeiZg9k23zsIrE9Cvc33ZB78JuGd8fV218wQs//apNl514m//JIEyvFd42hsJ2Kh1+6kUSUBTMtRjmi2B7wbaX/5YyOBMUoxETU0GfK+c/YUEGfSsvvv7JU8K1w3q5+56IoUvJw1/zQ6TQvBgouorJIWbcqdH3BWkQFgmFb3umgC14buPJu9M/O15JoA48Xh+PpYL+chztw20JmDxloXCeq7kb+8ig/VRgXuq82VwdFvclKvBMlCIIpSYzZcBefndt13TZTD/zZ9EnlAKbxc7etpUS2Hb54l53lFSmEeNy53iKAXKAlaFoqoU9MWKdnEjE6AyRVUm/+RfHk4z6pcct5qAlx0JFtUek3DZhJapJ5PBiQ69I2afZJBxscv4UIkMfOjVNpcDZPCicE/UORMZvPPJGDyiLIP2c4l6P+lSeED4FHHltRTCOyemDsVJ4fw+iNFwksKVqKaoU7OksM4uoj722wTs2x0kiHw7AQtbdpvP6pyEDTY14pjCSdj4XRKjt2MSJCHrfr9TnYSQsupLKYMyWHul9eHLMhkEyRcs602SwdOlOXS+nww8JDbr9mnLIClCxW/RLylo7VpMvlklBdqyNjuDFCkwbhQ01/hKIW1J6B+FJVgun0qLV6vj0MtZXrbmBBxy9NLKjeiZhNYorZGn1yZB0/1107HASaBUFn3OU5+EDG+fZLthGahF+/Qn38emUs59nUsyYJdvtv1xQAaPfttMzXHF/L8ZrqSnKoNjS1cZHhmU/u3bpBCh+B79ssWhsQPXF1nr4dDeoHvG6ko4lHR3aoWaHA5ZUD5G3KJNwktSVy29chJqmk4l3YiZBMstjcFz1k7CzvFknXypDMIurHM42ymDgTNfyvRuyeCCwmLVBn8ZBHZtvnFdXwbz/mzulMrLoPekYNzhFg7Vzq2UNKbg0Gyre7XDgTi0/N5xSzzCoePFxGS0BIcKmgV1FjNwaKVn/jqt35Mwa0Fjt/DBJKivq1EPTpoEaVH+PKVNk/DqYGO1//RJSNjxZQ2bI4NYYG4ub5FBlz9Nuf0mpmdRpv6ZYRyKbmtK66/D7llaHKN7FYde3Q8VdMfhUCbe6WNpCA61PmaxV27AobR3rKu+xjjUX3uccXUODlXZFt2h8ibh9qErE83vJuHRcS2hYTp2f01y5qmQyb992yScVonbnvlbBunCDDMVGzzKxOUOLpmDRwlGU/1PCXEoodHRdE4fDk1ECryyqnGojVHvIc7GodEPfe1ymA71sbaTb/Zieq6evmW7FocC75x+q78chzwfEHXGVXHooFxj1qKvk9D3dXfwAYyD9wP5RU7Jk3B3h6ebfCge/den4FGexumWfYBHD50F/oun4dGLw6O3M4Zw6E3dektyBw5ZpoWWpDzHISPykx8tuTh0os9tdnQiDtm/CbqqEI5D22Y5xbS54FAXwf1smTkOaWZmdglm4dDd+dUzMrmTYODvmKd6C49Yzp7apcl4ZPxZZeHtKDyiGUaYBwfhUc/tF7zva/AoI9ttwEIBj/6ff8uvVR2+nThU1tymSarEoZlv+iy90nFIfHNUb/UFHLKJOfdD+yAO4TltF1f645BChUCw2A7LYTe/ZA0dj5pt1/uZNOGRv2mfsW4ZHhm1K0ZlXMOj1o2ffrZdxKMvvxQNDSLxqH1MJTBmLR5pWUgdDdQwH/I+Pazj45APq2J2+2cc6nzn5vP9AaajzY1zKR+HFL0yzUIS/vFPfB++6PpiAsopSVw6NJWA9mWoyxp/49Fnu7b7cc/x6Ng7FZZTDh7917Ph0ck7hrFN2P1OsimDPVvxyPRXQbH9ajxKcWGtf6ONR3Kdj93KcXgkdSImMwZx6L656kL+CxzSiZTuF17HoV2HCOuj4wgo09DsQ8sGAno0/F3SoUdAXNeKgdUqBLTd+QXvEhePQn7GzDmC3a/dlqJnfxePLFgT06n5eGRi56uXcxqPli2OstqyHY/qE9v+1JvjUVfw0MgU7P6OVM8fi7D9XfjiDH0sB2fO0fScHxHQSr2C4htlBOT20sdmUwIBRQ51rWvzJKBuYltClRkB/ddrERB1m9nqSTEeMVaubzz9BY+epi1emvYMjwal/LkHMP6l2z7FxJ7AoyTr0KZFPnh0aO3oA11rPFKL9axs0MGjJWoZXY84BDROWmzS2URASR2NgyaVBNQ5brMVn0VAU6xuHboeTkC3DitOHHcloAbDF0ZxSzEOcerte+QIKKV8yvm7TMx/66bzd/rxiHJ28ZTbHRhP20/1v7EcKmqPNuifx3Q1aN9y2Y1HKwavdNRtIKKFZvwDpcuISImrNTodR0RVR/cs//SNgCLaXttnthCQLCpyx7UqAmpVNTxyOY2AotzUXeuCCEhdEzYesCEgpcyUxApNAlqVrXKogINHR3Q/Hbr6DY8IrMi7Fq/xyHFnk78+dv8vAn98MpGIAoNbu3fsJSLTg61chy1ElNJfdGjTYiKad78x7jCPgNx5BgUzOwhIf5G6p/tzAho+Hhk2q4SArIxuuVdj/PW9VT4q7MH+Ep2cEtfoQUC/DuT0ckwI6I2nod61WQRk94ygwMNycPaJPCWqh4gMWLy6G6VExH+aP6EfT0SH75XKTQ0nIqvLNZeubSWiCctI03YDIrpCznn6DLs/L/pPaO0QAZ0dK99S0UVAbxk15KqbBNQUknLJLpKA5Nt9wu8HEpAlc7NG6CYC+tP/fWDIGuNzOF152JKENnyhtjXLk5DjK/yvxEEimpVQumDWMyIq+Y3/cCqLiIjPtTYcjyQisXF4Qo0HESUsjnt0aD4R/ddXEf+Xgx6C9mXT3wRUEh8evPAhAXX5TVkee/Hf/SYWRQ/jwkjoZjbPOdmHhLJNTYt8sf1E93KDDBIJCejUxF3Yfo838vL+tURkf7q8zArjoJxuWvQglogsn5eWG7kRkey2zfT1i4jokUtkoNFUIjpQ2BpF5xPQz1yfb6nN2N6GVt8hLP//9Vck1LNLXl7xGAl9+bz12WxfEgop5o2XAwmVnki/l61HQgXnrgz+FhIRNaFo6v02IirC02ykT4iI4rz5k/8VjLNl4N49h4lodY5NsJ4dEanNnNLrtpSILEa1tuxUIqLdJ78PZGE5EKV8XDhDTEIH260d85pJqNditlVoEQm9D0p4VptAQqqtvcPRISTE/uK9rcqWhO7v0Au4NIeEtI0aSwrGiEgjVu/1ho9ENEP1u0NWHRHRFgZWtV0los0LmEX39hBRbE/+xihnIlonn3KJifl/46L9XZ4ZGU3xDyh6MpeMFnWaqH/kklB99O64Ze0kdDI4OpVfQULyb11HVa+SUEvPx7B3GP+3m4tiUi1IqHJljWoi5vuERSPa9JWIaiRUo6Q3RNS8b6XXlgdE1Po9YcqOTCLqnRrj+m4/EcWXLjrdcxDbc9WycK4zGTWHeBc0LSQj1YDfTLICGRFcJBcnBjC+PXVFOytJqMvr1NmDD0lod599DCWfhBQs8/M14kho//Z55cnOJNR2dDb1gC4Jid5EpzoLiMhLPpBW2479vj8kuNXVEFFfuGXJ3QIyskp6MI18iYxMw+zXrYwmo8C0520n3cjI0S1AnGFORt4zZlR3TiEjw4veia8/kxDDIN0jrJ6E7L7XrZ5RSEIBy4oysk+TUOSxhIPbMf+7Fld31iMS+q8fJKGotTWv7tKIaLyRO/fCOBlFb7be/66ejPTVAn5ZFZFRnJX37R3Y3uCwlvu0rWQ0f1j55xogo4f7vB9YzyGj+kH9BxljJDTw02S9SRcJTTuwf+Ib5r9z5m/hSAkJLTfVGuCdJKHUH65r/ANIyFvZ5uSAIwm5eKddNfKRQzd3LJjtpCOH5pramw4OkdGwtb17czt21/SAN5ufk9G7TS5XLl4hI//zj7TDjpGRpxTnfdeTjBrON1A6TMhoVEu+o0VCQv/1hCT0+MRu+eD3JOSkO29BOOZ/bo+LnNIlEjqrpHyz4Zsc2t31rK2/Xg6JRizq/G/KoRcXGUGZ0XJIef4jnLGzHBqWc/k8c6Ec6qJ9vXZSTg4tPbZgV+oIGdkqeOs97CYjO8VvktUYn9tyVNXUm2TkULHgxPBxMlLIf/SFsJmM+kseCekryej/ACRSRz8=AQAAAACAAAAwJQAAawkAAA==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AQAAAACAAAAwJQAAARIAAA==eJxFWXd8VFX+dRERESmCoLJiKCE0IUAaEpObXieZSe+ZTMpMpmT6REUsoKILAZXeFLArP8Q1iKssXEFYuqhIsWFDF2lBKWIQfu/dc1j5w/t57937Leec7/d7Jy5MmeX82ZEnm/R/T+bLjYF5t3e9kC+NbYtabt1qlLmxTyeZFxhlj0Mveu6rMMkvLz1s35hqkrZnTz2UuM0ku5b0uuefbSb52vac2KdHFcjE6Jr3s5YXSNfPna+f/Uch1i2FckL3NX+vOFcoT5reG/zEiRzs+ypX6q8bHAbZp2xy+45uBvnECW1DeJ7cu0f7d9IgtV09u9ycL8/9eeD+4z/lSy3aztezjHJtxncP9v/GKCfp/wpNUjczJdEkvx7e7bEFM0zIZ1wBnj/LlK2bXrhzvCETcbRnSj2dHhlZWC9mycUtt86Qd+bI/rrhqFzYHZZLHAzy2P6hX17Ky5MvadsP/ZYHfy/k4znFKKfpCZUbkd+sVPnDy8s+CotMk8s/ClvnG5kunz/zqoZQptSiXpsxIVOuvHP818NjMuXOkBbY3Zny8utnPzX4MuUdOqC+LJnds8uYmenZsF+fIz++WPjDy1NykcepXORxwCCn6gH/IqRO07FHk2SqAihZvvubBlhzMux0S5Gf3398xITfU+Sg8ToiaVJDO7Spd7r0auZf3J+O+HdmytVp2smuWfLXTw2WPiOzpE5Tz+eypU5P6HSOLNITE1Pk3C3nR1Z9HC+TzToyCVKZDSbKTD3BCIG45wnGlyS3atvnTk+Rmrq0BFPlZ5r5sqdTkPcWPh9Jl4/YNQWWZSLuJzOlRRfGyGjEszgW52+JlbtXaYFOi5PargFHesXLhilH89taE6R+/PaXEuWQdT7bs3sTwIMnSepyjU5Ilnq6nuoU6GNEigzqBq8kI97rU8B/0VjobMJ45HV+otRUvuLMzzGoj4PRUlPLrlUvxwD3dXHQiz8e5+cnyCP7NMLCGYchETq7UQDHKwnAuX+S9OuFdHWkXKjX4dSx4O34OHlF++8I71hZpQMdPwG6GjMJeq6Pknra+1qjWR/RwOPfUdBxjxg5UA+gPk4OUwUbD75rE+TYxju+Lxt4q+zzYMybCYfukIHhi64+8/BQ2N06XOrhntoYAd6njyQfEcBpTgR5GCk/3KU5nBeJOnhkEvJNi0KdjoiRmrWUWXti5AOa7Lqv6Ux8K/zHGc/v7SoG9Fs215GyLTGxtPLtzSe7yfcdN11aae0nb+wYkGl8aLB8oOy16L0fDIHOwsIRz+UxUod5//eMo9co8jcWPNwQKe/Swjg6fqIcd3XInxc+DxPqOf8Oser3CT+tbRwgbojqGxM/bYD44L22bh0DeonYO2VlWNLZxKSz9Xuqc26Rxze8df3Pe/rJ/vtTD3ecGyA1NS1qmThEBtbf1rm711A5O/uXrlGmIfKToTqgw2XdxOLI0ceHyd8L9UAnCKW7x8cJVU/rRgnVLxJGiLv1hvb8UHHdsw933usZLBxLW5evHjZInNbkWPNgf5Hhu9T7+IbLiW+YiwoiVp5NPPliYWnC7jObh84Jege19ZRXGi/+WLeqrxx16pZNkeX95dIl2r/JMUL1g84oodJ0TRLQzXih+nSPe4QOv9N6j7igld2W9aOFgu1UhPjjYT3ScDF/5hMVn301RKxuj/19y493iXPOkmlrQwOE6r9P3Cx2Wx8Y/NWKo5tRR/cJVV8Xpwil28BkofDvdq/4j9b2k0Qc4hkULfL0gj03Uag4l0wQCp/Hx4pwJYjRQulm0iihHk+GC1V3M8LEKxrb634dJFS9xyXzXJKI0Bvd6CSh9Hs1UejTw3Q4Af63T0F+n8fhXGasUPPm12ih6vftSQJ1EonzR8eLAmVgDP2FC9UXd6QivjGpQvXjuSlC6c2XJFQ9vSGE6httQqh+NV3AvjcR/s/Hg+8r92LdFCtUfxwfLXT3Fz+bJPQxucI9Ed/nZOC9Pw32vk8Rqq+7UoVezmMiUvG+S4rQ2+CAJUkC8zMJ8XZPEmruVguhp/XC0kTYz78P31+bIlQ/Px4r9PE1w5MNfk5kA4+MLKHm9aoM6PZAOnBJSgO/UalC9XFrilD9Iz5FqP7zZTLwHZqMfQcE4rhHIN/eQqi5ttDA/HOFmvOXc4Sao/1yhGoHufQ/JFOoOT87Q6h7wFTi8lsaeLg7FbwuThGq/76agvPOa3ElIz+bEXrfkC/UtlAecTQI1b8X5OKcFod6Xp+NfHKyhNJ3dSZ4TMsQHfqYnpwBOwfTocP2NJxrTBWqLzebhOq395lQF1eN6DduI/LMMQLvZfmoz7Y88YZGpyXSINT8P5sj0MdygH9qtlBz4GgG6iI3A/mfSUc97i0Uas7IAthZZxKq7xWbwNMhI87XGgXmvRF1eCAfOFjz4G+TQVyn/9ufK9QcqskFfh050LcrG/g7ioSa64O4nigU6h4YXgg+2wuEmi+VBUKNlz0moe45YSbkXWkUqm8HjEKHcfub+VhP5GHfYYNQc3S7Af2gskQomk4UI6/GYuDesxh4FBXBz5pCxJNSiD773wKh5svjBehDO0zg7yYT7BYaUTcN+aiHyXnQmaMUvISXCnWPfKVEqH7fowR2MouBV1Mx9u0tQt1+UyjUvVfDQdXlzgLgNa+AdVWA+nvPBDtPmaCjb8rAT0QZ9u8uFeresqkUuBeXQr+1JdDXd8Xgr6oYuh9YDJ7fKkKfSCuC/tYXom8NKxTqfvlqAfTSWIE5sKtcqHtJSrlQ87SjVKh72K+lqN+eZdDHhlLwUVMK/ewrEToNab1KhJr/5mLkFVks1P1yVRH5LBTqfnK5Erp6plKo+8+PFfD7TgX8fVou3DqxS8rAV0MZ8rq7TKh7T2cp+A6UQmfnS4SasxUl6PcdxcC9rRhzZXI16vWJKjFKD+BwJXicU4m6dvC5VyVwu1gOvVxXDn21lUEfy8qg16llqC9bmVD31dWlQt1zjKWchzXoj3+r4XM19r1RBbvmKsyxYVWIa1sl91ViTl2owD2gVwXnYjnw7CgT6vr8QBnm0yNlyLePGXG/Wov+OJbrnhq8j6iB/4pq4B5ZDb5/qcL5OMb1bSX0dRdXVwXWU+XAp6YcdpfT30wz7BaYkU8/M/icXws/xlo8p9agv5+pBr9bGEefavi30X9YFfytIA6vVOD9M3XYH1aHuH8187sZeppvht1sM+2YwesHtYivRy31VYO1sIY6oC5uqGYdVKHfjrJgX2cd4llQhzyqGMfIOuBwzgye32b+DjPney3sTKjl/a4G8S6swT5/Dd73qUHcX1hgx0u/fgvnoYXzro72/spfnVvK9R/EI0T/4Wacn1uL+O+pxb4utcBlRj34G1hPfVmYvwX52Sz8bkHea+rA01N1sJtfB9y71iHeE/R7zIzzi82wF20Gzt0bEP/Oet5v6b+1HnZvr+fcot/NjMNsAX8TGcffLcBtZR1WQR4u008H/W5rgF4PNuD7/Ab2gQahrru9G4D3kXrgaefapZ66IB9PW5BngwXnJzCeLhbErcWh8JzXSH024vy3zPdD+n2Wz1kNyO8q/X1RDz0sq0d+RXwexOeNFuzLtiBujQ/0jSZ8P9kIfj9vBC/uRuA7mHH0acT+E8TBSVwGN3Ae1uPczHrWRT3yG1pPXC3Yf6UJ+2UTdHRvE8793Ijv73ItaWR+9PNTA+LZThxeJ/5W+u+oB35b65FHsB72V1sRv9GKc3dYEc+PTdzXhO+RTTjfSRxeJg+Zjdjflbj8pwHvVzbgWfOPvxvxvdGG/H+wkneu5VbYNViB429NiL+1Cc85TcSzCfaOEfenGnk/Jv6/kffN1N1xG9adNuhrtg3x9mQcH1jBg92K76lWxH2Ued/fxDndBHz+1vQ/HtS+1kboZmgjdPddM3D1NSPO25qB/2EbznsZR5QNdk5bgetUK57HEf/L1N2eJvAa4prexLlCfdjtOD/MDn9fN+N5VjPwmMJ4PrVRDzbUk7CxX9s4J5h3LeMZRj5OkfcZTcjviB3970k7dWhnX7ez7zDfdcy/uJl13Ey8ibuf+Y+w8Z5sZd+zwn66FbhaHLATdBAfB+vDDnweYhwD+HyumXOtGfYi6f8L8r6H62zyMdkGnL5kHdzuxLqYfowO4uQAb+12xDvXzjq2g5dxxKUb133NnCPNsPdf4j+T/qts/H3s5Byn30gnvh+gv5cc7M/M/zTxLrbj+1jyfz3z/6oZ+59qxvfcv3So8Cxw4fxtLuT1i5N90Yl4+3J9m3k/5+A8drAuqLM2+//0p+oryw68utuB+2LqYIcL+LS4WP8u4D7KBZ7OO6k/J/bH8fl7B+J6xwH7DzgQ/63Uwwo756MdcSbzubQF/MS2YN+/XTzvAv6l9BvuAp4X6Pc1J/sI10/o7w0H+znzH8/3W4h3vBv29rbw90oL8o1poe5c5NeFeAwuznsX/O53sl86Ocepgz5O9lkH4naTj11u6G6Zm/dJN+epG7wuaOG8bsH5Yy7y6WJfIB/pxOEY/QSdiKvUCf2O4NrNw3s+7e91k383/ES6YfeHFsQxnbhHE4eDLpx/jfjHMp6+1OH/OZHPDCfys3iQf5wHeHbhus8NHtrdrE83+7UbetrZgu+Pt8BfGPH/g7qTLviZx+c4xtXuQf5LPOA96EH8aR7eDzycs27oUsNf7VvlRj6J9H+pBeuRFvDtZP69rr13Ib4wL3A97cH7Dz3AcY0H+D3sgZ88+o/gvlu4fueG/XbyPtHN+/01fujvsRacr/Qi3vu8eB7jRX6XaH8383uR9h/zIK9CD/BL8AC3m7l+Sb23UX+CeviTeL/rZX/0gp8qL+xGe8H7bYzjEHW1kXbncfV7WNd/6UCdG0Ke/iQPW5jvKea3zQtcZntxLsBnmxd2ExlPd+Z/ygM+DjPPpczfRT8Gvh9NXnoRrwwf54QPcV6kvQ+94GG5l79/vdCtxct7HNduXujiG+K8mfyvJO/TGYeB35f5eC/24dwIH++JxPWIl7+/uM4i/lbGMZk4RBL3Tua3k/iv4/MK4vGRj3Xm472baxH938r1Dy/iO8E41nNd4AVeLXw2eWE/mv6vklcNd4VXVz/vGczroA92d/N5DtcEH/gYzPUC7X3GvDcwnjf5firrrIC6G8K4sv1YB/vB23kfvn/NdSf5fcnHe5wPeE7xIc5RjKcL933khQ5epL+l5PlBPq/147zbzznpBx9RfsR7s599yge+vqau3vTxdy75yOX3cOLTyTw/Zl5rmf9VP3Df6+c9xw/+nPRrZN5D/Pz7hw88nPPh+376X8TnBn6P5/vejOck/Q8LIK67Asj7Jz/2r6M/zb/CyeNnHfqpIz90f5n66qCu3icPS3zYr+WvcEvj+8cC5DUAHmICOHcn47hEPDcR30V+1I+NeRu4jiIv1xOHXYzjJeK+iDrbRX/P0X5jgPf3AHQ3MIBz1zGOg+R5hR/xTmMcpeQhinkPpw57+NnPfIjrhiDsfxXg79oA3k8LANeiAOxF8DksAF3ewv2fMJ+lXKcz/0w+j/PzvkwcooM4d1MQfHXQ/qEA74UB/r2E62T60/hW+PUm778wz63E9QXyfz/5SGbes4PQUWUQuogKcr4E+Xcx+vkX8Z1HvKsCsBcXYF+m/xvJyzY/42W+j1KHG2l3cRBxNgVRH2lB9pMg+wDtfEcc3w4grpkBnC8iHuMD0H88dXGBeO5j/leJ47f0e83/SvrxMv8Mrv2C0MU58vwJ/bzKPEN8Xx6AXvLI+0i+N4Tgf2gI584Q1wPM959B8PU0dWXmOpL7ugdhr4P1tIv8L2PeHq5Gfn8yhLxrQuyLIeqPz0eDOP8x7bYHgWsb8S4hPtf89w/ydzt1tZP5PcP8N4Wgh9dDqK8HQzhXFuLfD+n3xhB46SDOO4OId2kQ5+sYRxKf+wZx7gz9HKTezjC/7SHk8VYIOD4Xgm6CIc7TEHUb4v07xD5Kv98EYWc1+Q8w/xj6HUjex7by91sr//8T8/yCfG4I4fsLxFnzr/iLY3y9Q7B7mvl9wvz+RX3Now4sjKulFf4z6Ld3K+uOeX/KvN5hPo/SbzPjSWR8g7mvk/YPMp92+llI/9ZW/l20Fd8vE78dtDcvxL+jhBB/HXmMpJ8e3H+Ydbue/WIu/frYv8qD4v8Bf9q2Aw==AQAAAACAAAAwJQAA3RwAAA==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AQAAAACAAAAwJQAAxAwAAA==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AQAAAACAAAAwJQAAHwAAAA==eJztwQEBAAAAgiD/r25IQAEAAAAAAAAAAHwYJTAAAQ==AQAAAACAAAAwJQAAHwAAAA==eJztwQEBAAAAgiD/r25IQAEAAAAAAAAAAHwYJTAAAQ==AQAAAACAAAB4PAAAQAwAAA==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AgAAAACAAADAFAAADBMAAD8DAAA=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_AQAAAACAAADAKwAAdggAAA==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eJztzb0KgWEYgOGYpGTR+xaDhZVBGQhPBkpMVjGY/QwsbCgj21cGBmVAyhkYWJS+UpKRSSkDo5IDcV8ncD1uYffGo2SQb/iMhJLQdh2olpW8vcdaqa/EGDpb4YWSqCXXc5hKPoXK7vtSMjnMzZPSkozfL8uIFuvI5hkXtczsKX+zoyXT7gazMy3287Qe22tZpa8t11PLg4+Pj4+Pj4+Pj4+Pj4+Pj4+Pj4+Pj4+Pj4+Pj4+Pj4+Pj4+Pj4+Pj4+P74+/H7nkUEA=AQAAAACAAADAKwAA3wIAAA==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AQAAAACAAADAKwAA9icAAA==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AQAAAACAAADAKwAAOQsAAA==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AQAAAACAAADAKwAAXBUAAA==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AQAAAACAAADAKwAA7yAAAA==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AQAAAACAAADAKwAAjxkAAA==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AQAAAACAAADAKwAAIgAAAA==eJztwTEBAAAAwqD1T20LL6A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Ndt78x2u+/MzRmu28n4/WbOf9fLRmO+/nozXbeT8frdnO+/lozXbez0drtvN+Plrz7duP1GznLXqkZjtv0SM123mLHqnZzlv0SM123qJHarbzFj1Ss5236JGaH3p5vmY7//WYr9nOfz3ma7bzX4/5mu3812O+Zjv/9Ziv2c5/PeZrtvNfj/T/APBLMPU=AgAAAACAAAAALwAADBMAABsHAAA=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AQAAAACAAADAKwAAYwcAAA==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CylinderKnMa/Kn0p14/simulation0234_Kn0p14Ma5p3/grid/Grid_4_300000.vtu ADDED
The diff for this file is too large to render. See raw diff
 
CylinderKnMa/Kn0p14/simulation0234_Kn0p14Ma5p3/grid/Grid_6_300000.vtu ADDED
The diff for this file is too large to render. See raw diff
 
CylinderKnMa/Kn0p14/simulation0234_Kn0p14Ma5p3/grid/Grid_7_300000.vtu ADDED
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_AQAAAACAAADAKwAAEQcAAA==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eJztzb0KgWEYgOGYpGTR+xaDhZVBGQhPBkpMVjGY/QwsbCgj21cGBmVAyhkYWJS+UpKRSSkDo5IDcV8ncD1uYffGo2SQb/iMhJLQdh2olpW8vcdaqa/EGDpb4YWSqCXXc5hKPoXK7vtSMjnMzZPSkozfL8uIFuvI5hkXtczsKX+zoyXT7gazMy3287Qe22tZpa8t11PLg4+Pj4+Pj4+Pj4+Pj4+Pj4+Pj4+Pj4+Pj4+Pj4+Pj4+Pj4+Pj4+Pj4+P74+/H7nkUEA=AQAAAACAAADAKwAAewIAAA==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AQAAAACAAADAKwAAIBIAAA==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AQAAAACAAADAKwAAECMAAA==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AQAAAACAAADAKwAAuR8AAA==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AQAAAACAAADAKwAA+g8AAA==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AQAAAACAAADAKwAAIgAAAA==eJztwTEBAAAAwqD1T20LL6AAAAAAAAAAAAAAgJcBK8AAAQ==AQAAAACAAADAKwAAIgAAAA==eJztwTEBAAAAwqD1T20LL6AAAAAAAAAAAAAAgJcBK8AAAQ==AQAAAACAAAAERwAA0w0AAA==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AgAAAACAAAAALwAADBMAABsHAAA=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AQAAAACAAADAKwAAYwcAAA==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AQAAAACAAAB4BQAAFAAAAA==eJzj5BwFo2AUjIJRQE8AALsOMTk=
34
+ </AppendedData>
35
+ </VTKFile>
CylinderKnMa/Kn0p14/simulation0234_Kn0p14Ma5p3/grid/Grid_8_300000.vtu ADDED
The diff for this file is too large to render. See raw diff
 
CylinderKnMa/Kn0p14/simulation0234_Kn0p14Ma5p3/grid/Grid_9_300000.vtu ADDED
The diff for this file is too large to render. See raw diff
 
CylinderKnMa/Kn0p14/simulation0234_Kn0p14Ma5p3/grid/final-grid.dat ADDED
The diff for this file is too large to render. See raw diff
 
CylinderKnMa/Kn0p14/simulation0234_Kn0p14Ma5p3/log.sparta ADDED
@@ -0,0 +1,319 @@
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
1
+ SPARTA (4 Sep 2024)
2
+ Running on 128 MPI task(s)
3
+ variable BZ equal 1.380649E-23
4
+ variable PI equal 3.1415926536
5
+ variable molecular_mass equal 6.63E-26
6
+ variable molecular_diameter equal 4.17E-10
7
+ variable gamma equal 1.666666667
8
+ variable R equal ${BZ}/${molecular_mass}
9
+ variable R equal 1.380649e-23/${molecular_mass}
10
+ variable R equal 1.380649e-23/6.63e-26
11
+ variable L equal 1.0
12
+ variable xmin equal -5.0
13
+ variable xmax equal 6.0
14
+ variable ymin equal -5.0
15
+ variable ymax equal 5.0
16
+ variable Kn equal 0.14
17
+ variable Ma equal 5.300000000000001
18
+ variable To equal 273.0
19
+ variable Tb equal 273.0
20
+ variable theta equal 0.0
21
+ variable mfp equal ${Kn}*${L}
22
+ variable mfp equal 0.14*${L}
23
+ variable mfp equal 0.14*1
24
+ variable cpmfp equal 4
25
+ variable nden equal 1.0/sqrt(2.0)/${PI}/${molecular_diameter}/${molecular_diameter}/(${mfp}/${cpmfp}*${Kn})
26
+ variable nden equal 1.0/sqrt(2.0)/3.1415926536/${molecular_diameter}/${molecular_diameter}/(${mfp}/${cpmfp}*${Kn})
27
+ variable nden equal 1.0/sqrt(2.0)/3.1415926536/4.17e-10/${molecular_diameter}/(${mfp}/${cpmfp}*${Kn})
28
+ variable nden equal 1.0/sqrt(2.0)/3.1415926536/4.17e-10/4.17e-10/(${mfp}/${cpmfp}*${Kn})
29
+ variable nden equal 1.0/sqrt(2.0)/3.1415926536/4.17e-10/4.17e-10/(0.14/${cpmfp}*${Kn})
30
+ variable nden equal 1.0/sqrt(2.0)/3.1415926536/4.17e-10/4.17e-10/(0.14/4*${Kn})
31
+ variable nden equal 1.0/sqrt(2.0)/3.1415926536/4.17e-10/4.17e-10/(0.14/4*0.14)
32
+ variable sos equal sqrt(${gamma}*${R}*${To})
33
+ variable sos equal sqrt(1.666666667*${R}*${To})
34
+ variable sos equal sqrt(1.666666667*208.242684766214*${To})
35
+ variable sos equal sqrt(1.666666667*208.242684766214*273)
36
+ variable vo equal ${Ma}*${sos}
37
+ variable vo equal 5.3*${sos}
38
+ variable vo equal 5.3*307.815564238681
39
+ variable vx equal ${vo}*cos(${theta}*2*PI/360)
40
+ variable vx equal 1631.42249046501*cos(${theta}*2*PI/360)
41
+ variable vx equal 1631.42249046501*cos(0*2*PI/360)
42
+ variable vy equal ${vo}*sin(${theta}*2*PI/360)
43
+ variable vy equal 1631.42249046501*sin(${theta}*2*PI/360)
44
+ variable vy equal 1631.42249046501*sin(0*2*PI/360)
45
+ variable ppc equal 30
46
+ variable xncells equal (${xmax}-${xmin})/${mfp}*${cpmfp}
47
+ variable xncells equal (6-${xmin})/${mfp}*${cpmfp}
48
+ variable xncells equal (6--5)/${mfp}*${cpmfp}
49
+ variable xncells equal (6--5)/0.14*${cpmfp}
50
+ variable xncells equal (6--5)/0.14*4
51
+ variable yncells equal (${ymax}-${ymin})/${mfp}*${cpmfp}
52
+ variable yncells equal (5-${ymin})/${mfp}*${cpmfp}
53
+ variable yncells equal (5--5)/${mfp}*${cpmfp}
54
+ variable yncells equal (5--5)/0.14*${cpmfp}
55
+ variable yncells equal (5--5)/0.14*4
56
+ variable Fnum equal ${nden}*(${xmax}-${xmin})*(${ymax}-${ymin})/${ppc}/${xncells}/${yncells}
57
+ variable Fnum equal 2.64159929186054e+20*(${xmax}-${xmin})*(${ymax}-${ymin})/${ppc}/${xncells}/${yncells}
58
+ variable Fnum equal 2.64159929186054e+20*(6-${xmin})*(${ymax}-${ymin})/${ppc}/${xncells}/${yncells}
59
+ variable Fnum equal 2.64159929186054e+20*(6--5)*(${ymax}-${ymin})/${ppc}/${xncells}/${yncells}
60
+ variable Fnum equal 2.64159929186054e+20*(6--5)*(5-${ymin})/${ppc}/${xncells}/${yncells}
61
+ variable Fnum equal 2.64159929186054e+20*(6--5)*(5--5)/${ppc}/${xncells}/${yncells}
62
+ variable Fnum equal 2.64159929186054e+20*(6--5)*(5--5)/30/${xncells}/${yncells}
63
+ variable Fnum equal 2.64159929186054e+20*(6--5)*(5--5)/30/314.285714285714/${yncells}
64
+ variable Fnum equal 2.64159929186054e+20*(6--5)*(5--5)/30/314.285714285714/285.714285714286
65
+ variable tstep equal (-${xmin}+${xmax})/${vx}/${xncells}/10/4
66
+ variable tstep equal (--5+${xmax})/${vx}/${xncells}/10/4
67
+ variable tstep equal (--5+6)/${vx}/${xncells}/10/4
68
+ variable tstep equal (--5+6)/1631.42249046501/${xncells}/10/4
69
+ variable tstep equal (--5+6)/1631.42249046501/314.285714285714/10/4
70
+ variable nave equal 10000
71
+ variable noutput equal 300000
72
+ clear
73
+ Running on 128 MPI task(s)
74
+ shell mkdir output
75
+ shell mkdir grid
76
+ shell mkdir surf
77
+ seed 7
78
+ dimension 2
79
+ global nrho ${nden}
80
+ global nrho 2.64159929186054e+20
81
+ global fnum ${Fnum}
82
+ global fnum 1.07865304417639e+16
83
+ timestep ${tstep}
84
+ timestep 5.36341753968708e-07
85
+ global gridcut 1.0 particle/reorder 100 comm/sort yes
86
+ region 1 cylinder z 0.0 0.0 3.50 -0.5 0.5
87
+ region 2 cylinder z 0.0 0.0 2.00 -0.5 0.5
88
+ region 3 cylinder z 0.0 0.0 0.80 -0.5 0.5
89
+ boundary o o p
90
+ create_box ${xmin} ${xmax} ${ymin} ${ymax} -0.5 0.5
91
+ create_box -5 ${xmax} ${ymin} ${ymax} -0.5 0.5
92
+ create_box -5 6 ${ymin} ${ymax} -0.5 0.5
93
+ create_box -5 6 -5 ${ymax} -0.5 0.5
94
+ create_box -5 6 -5 5 -0.5 0.5
95
+ Created orthogonal box = (-5 -5 -0.5) to (6 5 0.5)
96
+ 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
97
+ create_grid 314.285714285714 ${yncells} 1 levels 4 region 2 1 2 2 1 region 3 2 2 2 1 region 4 3 2 2 1 clump xyz
98
+ create_grid 314.285714285714 285.714285714286 1 levels 4 region 2 1 2 2 1 region 3 2 2 2 1 region 4 3 2 2 1 clump xyz
99
+ Created 388281 child grid cells
100
+ CPU time = 0.314542 secs
101
+ create/ghost percent = 0.826039 99.174
102
+ balance_grid rcb cell
103
+ Balance grid migrated 387525 cells
104
+ CPU time = 0.234394 secs
105
+ reassign/sort/migrate/ghost percent = 25.3932 0.0535377 7.32977 67.2235
106
+ species gas.species Ar
107
+ mixture air Ar frac 1.0
108
+ mixture air Ar vstream ${vx} ${vy} 0.0 temp ${To}
109
+ mixture air Ar vstream 1631.42249046501 ${vy} 0.0 temp ${To}
110
+ mixture air Ar vstream 1631.42249046501 0 0.0 temp ${To}
111
+ mixture air Ar vstream 1631.42249046501 0 0.0 temp 273
112
+ collide vss air gas.vhs
113
+ collide_modify vremax 100 yes remain no nearcp yes 10
114
+ read_surf cylinder.surf
115
+ 200 lines
116
+ -0.5 0.5 xlo xhi
117
+ -0.5 0.5 ylo yhi
118
+ 0 0 zlo zhi
119
+ 0.0157073 min line length
120
+ 912 0 = cells overlapping surfs, overlap cells with unmarked corner pts
121
+ 346955 40414 912 = cells outside/inside/overlapping surfs
122
+ 912 = surf cells with 1,2,etc splits
123
+ 109.215 109.215 = cell-wise and global flow volume
124
+ CPU time = 0.245059 secs
125
+ read/check/sort/surf2grid/ghost/inout/particle percent = 9.07002 9.73661 1.19033 14.8326 65.1704 2.84889 0.0616504
126
+ surf2grid time = 0.0363487 secs
127
+ map/comm1/comm2/comm3/comm4/split percent = 27.3242 17.5377 11.4298 1.16683 7.83428 4.94666
128
+ surf_collide 1 diffuse 273.0 1.0
129
+ surf_modify all collide 1
130
+ fix in emit/face air xlo ylo yhi
131
+ balance_grid rcb cell
132
+ Balance grid migrated 3809 cells
133
+ CPU time = 0.186143 secs
134
+ reassign/sort/migrate/ghost percent = 1.98917 0.0224666 4.78678 93.2016
135
+ create_particles air n 0
136
+ WARNING: Created unexpected # of particles: 2674643 versus 2674646 (../create_particles.cpp:346)
137
+ Created 2674643 particles
138
+ CPU time = 0.0437732 secs
139
+ stats 10000
140
+ stats_style step cpu np nattempt ncoll nscoll npave nscollave
141
+ run 200000
142
+ Memory usage per proc in Mbytes:
143
+ particles (ave,min,max) = 3.2168 0 10.125
144
+ grid (ave,min,max) = 13.712 2.45129 26.3888
145
+ surf (ave,min,max) = 0.0205994 0.0205994 0.0205994
146
+ total (ave,min,max) = 16.9494 7.72189 32.2219
147
+ Step CPU Np Natt Ncoll Nscoll Npave Nscollave
148
+ 0 0 2674643 0 0 0 0 0
149
+ 10000 80.856592 2757141 90889 77625 38 2686761.5 40.7802
150
+ 20000 214.07857 2933791 102626 88777 44 2778508.6 41.29685
151
+ 30000 369.38909 2957442 104397 90400 48 2835426.5 41.6012
152
+ 40000 526.59584 2962794 104637 90570 47 2866825.2 41.77145
153
+ 50000 684.19976 2963814 104538 90634 49 2886282.1 41.86204
154
+ 60000 843.76038 2961668 104476 90749 49 2899175 41.941333
155
+ 70000 1001.3363 2963722 104448 90674 41 2908320.5 41.984629
156
+ 80000 1158.3512 2963143 104421 90605 32 2915187.1 42.0108
157
+ 90000 1316.6902 2961456 104470 90669 49 2920482.1 42.038856
158
+ 100000 1473.5877 2963505 104261 90572 40 2924735.2 42.05798
159
+ 110000 1631.8374 2964018 104551 90747 37 2928254 42.078991
160
+ 120000 1790.5401 2963793 104693 90826 44 2931189.4 42.112483
161
+ 130000 1948.1227 2965878 104702 91115 55 2933847.8 42.131815
162
+ 140000 2106.8309 2965239 104605 90881 46 2936125.9 42.144814
163
+ 150000 2265.586 2962378 104506 90724 38 2938007.7 42.15946
164
+ 160000 2423.0951 2961501 104546 90805 40 2939535.1 42.169713
165
+ 170000 2580.354 2964701 104468 90659 43 2940918 42.164529
166
+ 180000 2739.0766 2962556 104534 90692 51 2942159.3 42.1716
167
+ 190000 2896.9034 2963920 104371 90620 43 2943294.3 42.176111
168
+ 200000 3054.5027 2961640 104484 90692 41 2944308.3 42.17752
169
+ Loop time of 3054.51 on 128 procs for 200000 steps with 2961640 particles
170
+
171
+ MPI task timing breakdown:
172
+ Section | min time | avg time | max time |%varavg| %total
173
+ ---------------------------------------------------------------
174
+ Move | 0.037542 | 95.967 | 569.07 |1178.8 | 3.14
175
+ Coll | 1.8809 | 172.05 | 1874 |2279.5 | 5.63
176
+ Sort | 0.75173 | 61.338 | 359.72 |1115.6 | 2.01
177
+ Comm | 137.1 | 168.23 | 183.55 | 84.5 | 5.51
178
+ Modify | 0.037119 | 0.61792 | 9.4791 | 190.8 | 0.02
179
+ Output | 0.03469 | 0.2029 | 0.22346 | 7.2 | 0.01
180
+ Other | | 2556 | | | 83.68
181
+
182
+ Particle moves = 588861665287 (589B)
183
+ Cells touched = 615327870959 (615B)
184
+ Particle comms = 486139093 (486M)
185
+ Boundary collides = 0 (0K)
186
+ Boundary exits = 48064933 (48.1M)
187
+ SurfColl checks = 432214227 (432M)
188
+ SurfColl occurs = 8435504 (8.44M)
189
+ Surf reactions = 0 (0K)
190
+ Collide attempts = 25003676562 (25B)
191
+ Collide occurs = 18967420196 (19B)
192
+ Reactions = 0 (0K)
193
+ Particles stuck = 0
194
+ Axisymm bad moves = 0
195
+
196
+ Particle-moves/CPUsec/proc: 1.50613e+06
197
+ Particle-moves/step: 2.94431e+06
198
+ Cell-touches/particle/step: 1.04494
199
+ Particle comm iterations/step: 1
200
+ Particle fraction communicated: 0.000825557
201
+ Particle fraction colliding with boundary: 0
202
+ Particle fraction exiting boundary: 8.16235e-05
203
+ Surface-checks/particle/step: 0.000733983
204
+ Surface-collisions/particle/step: 1.43251e-05
205
+ Surf-reactions/particle/step: 0
206
+ Collision-attempts/particle/step: 0.042461
207
+ Collisions/particle/step: 0.0322103
208
+ Reactions/particle/step: 0
209
+
210
+ Particles: 23137.8 ave 163183 max 0 min
211
+ Histogram: 86 14 4 12 2 6 0 0 2 2
212
+ Cells: 3033.45 ave 3034 max 3033 min
213
+ Histogram: 71 0 0 0 0 0 0 0 0 57
214
+ GhostCell: 77934.3 ave 143096 max 4166 min
215
+ Histogram: 23 7 12 10 18 2 6 4 16 30
216
+ EmptyCell: 94.6406 ave 580 max 0 min
217
+ Histogram: 75 6 12 7 23 0 1 1 1 2
218
+ Surfs: 200 ave 200 max 200 min
219
+ Histogram: 128 0 0 0 0 0 0 0 0 0
220
+ GhostSurf: 0 ave 0 max 0 min
221
+ Histogram: 128 0 0 0 0 0 0 0 0 0
222
+ compute 1 grid all air n nrho massrho u v w
223
+ compute 2 grid all air trot
224
+ compute 3 tvib/grid all air
225
+ compute 4 thermal/grid all air press temp
226
+ fix 1 ave/grid all 1 ${nave} ${nave} c_1[*] c_4[*] c_2[*] c_3[*] ave running
227
+ fix 1 ave/grid all 1 10000 ${nave} c_1[*] c_4[*] c_2[*] c_3[*] ave running
228
+ fix 1 ave/grid all 1 10000 10000 c_1[*] c_4[*] c_2[*] c_3[*] ave running
229
+ dump 1 grid all ${noutput} output/grid.*.dat id xc yc f_1[*]
230
+ dump 1 grid all 300000 output/grid.*.dat id xc yc f_1[*]
231
+ dump_modify 1 format float %12.5g
232
+ compute 5 surf all air n press px py shx shy fx fy etot erot evib
233
+ fix 2 ave/surf all 1 ${nave} ${nave} c_5[*] ave running
234
+ fix 2 ave/surf all 1 10000 ${nave} c_5[*] ave running
235
+ fix 2 ave/surf all 1 10000 10000 c_5[*] ave running
236
+ dump 2 surf all ${noutput} output/surf.*.dat id v1x v1y v2x v2y f_2[*]
237
+ dump 2 surf all 300000 output/surf.*.dat id v1x v1y v2x v2y f_2[*]
238
+ dump_modify 2 format float %12.5g
239
+ compute 6 lambda/grid f_1[2] f_1[8] Ar kx
240
+ dump 3 grid all ${noutput} output/lambdakn.*.dat id xc yc c_6[*]
241
+ dump 3 grid all 300000 output/lambdakn.*.dat id xc yc c_6[*]
242
+ dump_modify 3 format float %12.5g
243
+ run 100000
244
+ Memory usage per proc in Mbytes:
245
+ particles (ave,min,max) = 3.58594 0 18.5625
246
+ grid (ave,min,max) = 13.712 2.45129 26.3888
247
+ surf (ave,min,max) = 0.0205994 0.0205994 0.0205994
248
+ total (ave,min,max) = 18.3371 8.74039 33.2404
249
+ Step CPU Np Natt Ncoll Nscoll Npave Nscollave
250
+ 200000 0 2961640 104484 90692 0 0 0
251
+ 210000 250.09323 2962483 104666 90779 48 2962235.3 42.3092
252
+ 220000 502.41534 2962965 104189 90544 48 2962792.9 42.28815
253
+ 230000 754.37825 2963052 104383 90738 51 2962913.7 42.257367
254
+ 240000 1005.3934 2965052 104626 90853 46 2963250.7 42.29535
255
+ 250000 1255.9778 2964433 104598 90702 40 2963531.6 42.28874
256
+ 260000 1508.1294 2961420 104379 90297 42 2963533.5 42.285633
257
+ 270000 1758.2885 2962831 104534 90868 42 2963370.1 42.2953
258
+ 280000 2009.3319 2962757 104647 90890 38 2963414.1 42.285987
259
+ 290000 2261.4307 2964093 104609 90743 40 2963448.1 42.289389
260
+ 300000 2512.5524 2964237 104470 90436 45 2963566.4 42.29141
261
+ Loop time of 2512.55 on 128 procs for 100000 steps with 2964237 particles
262
+
263
+ MPI task timing breakdown:
264
+ Section | min time | avg time | max time |%varavg| %total
265
+ ---------------------------------------------------------------
266
+ Move | 0.026639 | 48.937 | 292.64 | 812.3 | 1.95
267
+ Coll | 1.0011 | 93.861 | 1098 |1709.5 | 3.74
268
+ Sort | 2.2653 | 36.914 | 207.76 | 784.4 | 1.47
269
+ Comm | 76.864 | 92.682 | 101.3 | 60.7 | 3.69
270
+ Modify | 16.161 | 131.02 | 763.79 |1387.0 | 5.21
271
+ Output | 0.2161 | 0.21783 | 0.22192 | 0.3 | 0.01
272
+ Other | | 2109 | | | 83.94
273
+
274
+ Particle moves = 296356640345 (296B)
275
+ Cells touched = 309651886777 (310B)
276
+ Particle comms = 244058178 (244M)
277
+ Boundary collides = 0 (0K)
278
+ Boundary exits = 24174574 (24.2M)
279
+ SurfColl checks = 217139042 (217M)
280
+ SurfColl occurs = 4229141 (4.23M)
281
+ Surf reactions = 0 (0K)
282
+ Collide attempts = 12745816987 (12.7B)
283
+ Collide occurs = 9662937912 (9.66B)
284
+ Reactions = 0 (0K)
285
+ Particles stuck = 0
286
+ Axisymm bad moves = 0
287
+
288
+ Particle-moves/CPUsec/proc: 921488
289
+ Particle-moves/step: 2.96357e+06
290
+ Cell-touches/particle/step: 1.04486
291
+ Particle comm iterations/step: 1
292
+ Particle fraction communicated: 0.000823529
293
+ Particle fraction colliding with boundary: 0
294
+ Particle fraction exiting boundary: 8.15726e-05
295
+ Surface-checks/particle/step: 0.000732695
296
+ Surface-collisions/particle/step: 1.42704e-05
297
+ Surf-reactions/particle/step: 0
298
+ Collision-attempts/particle/step: 0.0430084
299
+ Collisions/particle/step: 0.0326058
300
+ Reactions/particle/step: 0
301
+
302
+ Particles: 23158.1 ave 163925 max 0 min
303
+ Histogram: 86 14 4 12 2 6 0 0 2 2
304
+ Cells: 3033.45 ave 3034 max 3033 min
305
+ Histogram: 71 0 0 0 0 0 0 0 0 57
306
+ GhostCell: 77934.3 ave 143096 max 4166 min
307
+ Histogram: 23 7 12 10 18 2 6 4 16 30
308
+ EmptyCell: 94.6406 ave 580 max 0 min
309
+ Histogram: 75 6 12 7 23 0 1 1 1 2
310
+ Surfs: 200 ave 200 max 200 min
311
+ Histogram: 128 0 0 0 0 0 0 0 0 0
312
+ GhostSurf: 0 ave 0 max 0 min
313
+ Histogram: 128 0 0 0 0 0 0 0 0 0
314
+ write_grid grid/final-grid.dat
315
+ grid cells = 388281
316
+ CPU time = 0.0510143 secs
317
+ write_surf surf/geom.surf
318
+ surf elements = 200
319
+ CPU time = 0.00326001 secs
CylinderKnMa/Kn0p14/simulation0234_Kn0p14Ma5p3/mir.txt ADDED
@@ -0,0 +1,3 @@
 
 
 
 
1
+ dimension 2
2
+ create_box -5.0 6.0 -5.0 5.0 -0.5 0.5
3
+ read_grid grid/final-grid.dat
CylinderKnMa/Kn0p14/simulation0234_Kn0p14Ma5p3/output/surf.300000.dat ADDED
@@ -0,0 +1,209 @@
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
1
+ ITEM: TIMESTEP
2
+ 300000
3
+ ITEM: NUMBER OF SURFS
4
+ 200
5
+ ITEM: BOX BOUNDS oo oo pp
6
+ -5 6
7
+ -5 5
8
+ -0.5 0.5
9
+ 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]
10
+ 1 0.5 0 0.49975 -0.015705 0.01544 0.89007 -0.88996 0.013981 -0.00018012 -0.011466 -0.013982 3.9501e-05 87.182 0 0
11
+ 129 -0.31871 0.38526 -0.30645 0.39508 0.33793 19.888 12.435 -15.521 1.8262 1.4631 0.224 -0.22081 2694 0 0
12
+ 2 0.49975 -0.015705 0.49901 -0.031395 0.01576 0.89538 -0.89439 0.042178 -0.00027211 -0.0057701 -0.014053 0.00057187 81.452 0 0
13
+ 130 -0.30645 0.39508 -0.29389 0.40451 0.31907 18.831 11.307 -15.059 1.9733 1.4816 0.20859 -0.21326 2577.2 0 0
14
+ 3 0.49901 -0.031395 0.49778 -0.047054 0.01493 0.85894 -0.85629 0.067392 -0.0015077 -0.019157 -0.013474 0.00075763 85.106 0 0
15
+ 131 -0.29389 0.40451 -0.28104 0.41354 0.302 17.902 10.294 -14.646 1.8866 1.3259 0.19132 -0.20923 2476.1 0 0
16
+ 4 0.49778 -0.047054 0.49606 -0.062667 0.0154 0.88375 -0.87841 0.096977 -0.0011488 -0.010406 -0.013815 0.0013598 89.446 0 0
17
+ 132 -0.28104 0.41354 -0.26791 0.42216 0.28339 16.735 9.1877 -13.987 1.8978 1.2466 0.17412 -0.20012 2303.9 0 0
18
+ 5 0.49606 -0.062667 0.49384 -0.078217 0.01421 0.81437 -0.80624 0.11475 -0.00022273 -0.001565 -0.012667 0.0017778 84.015 0 0
19
+ 133 -0.26791 0.42216 -0.25452 0.43037 0.26642 15.75 8.2294 -13.429 1.9117 1.1715 0.15929 -0.19254 2216.2 0 0
20
+ 6 0.49384 -0.078217 0.49114 -0.093691 0.01432 0.81131 -0.79923 0.13949 -0.0033873 -0.019408 -0.012607 0.0018861 76.823 0 0
21
+ 134 -0.25452 0.43037 -0.24088 0.43815 0.25317 14.901 7.3831 -12.944 1.9386 1.1058 0.14642 -0.18594 2053.3 0 0
22
+ 7 0.49114 -0.093691 0.48796 -0.10907 0.01427 0.81439 -0.79747 0.16515 -0.0072246 -0.034887 -0.01264 0.0020461 88.985 0 0
23
+ 135 -0.24088 0.43815 -0.227 0.4455 0.23667 13.994 6.5482 -12.367 1.9266 1.0201 0.13312 -0.17824 1986.4 0 0
24
+ 8 0.48796 -0.10907 0.48429 -0.12434 0.01402 0.79648 -0.77447 0.18593 -0.0042243 -0.017596 -0.012231 0.0026441 76.638 0 0
25
+ 136 -0.227 0.4455 -0.21289 0.45241 0.22146 13.145 5.7832 -11.805 1.8581 0.9103 0.12003 -0.17113 1895.1 0 0
26
+ 9 0.48429 -0.12434 0.48015 -0.1395 0.01313 0.75527 -0.7285 0.1993 -0.0016024 -0.0058572 -0.011468 0.0030384 79.509 0 0
27
+ 137 -0.21289 0.45241 -0.19857 0.45888 0.20842 12.276 5.0519 -11.189 1.8404 0.83097 0.10826 -0.16269 1731.3 0 0
28
+ 10 0.48015 -0.1395 0.47553 -0.15451 0.01252 0.71318 -0.68166 0.2097 -0.01079 -0.035074 -0.010876 0.002743 66.063 0 0
29
+ 138 -0.19857 0.45888 -0.18406 0.46489 0.19495 11.609 4.4426 -10.725 1.7745 0.73502 0.097654 -0.15692 1660.8 0 0
30
+ 11 0.47553 -0.15451 0.47044 -0.16937 0.01199 0.68906 -0.65191 0.2232 4.5817e-05 0.00013382 -0.010239 0.0035079 75.647 0 0
31
+ 139 -0.18406 0.46489 -0.16937 0.47044 0.18494 10.963 3.875 -10.255 1.7744 0.67048 0.088737 -0.15055 1557.3 0 0
32
+ 12 0.47044 -0.16937 0.46489 -0.18406 0.01136 0.63566 -0.59462 0.22469 -0.0035434 -0.0093774 -0.0093955 0.003382 61.408 0 0
33
+ 140 -0.16937 0.47044 -0.15451 0.47553 0.1712 10.132 3.2819 -9.5857 1.7757 0.60796 0.079442 -0.14102 1489.4 0 0
34
+ 13 0.46489 -0.18406 0.45888 -0.19857 0.01141 0.65221 -0.60256 0.24959 0.0083523 0.020164 -0.0093334 0.0042371 76.265 0 0
35
+ 141 -0.15451 0.47553 -0.1395 0.48015 0.15817 9.335 2.7449 -8.9223 1.6663 0.51261 0.069287 -0.13209 1326.1 0 0
36
+ 14 0.45888 -0.19857 0.45241 -0.21289 0.01013 0.57627 -0.52521 0.23714 0.0026286 0.0058217 -0.0082084 0.0038163 69.997 0 0
37
+ 142 -0.1395 0.48015 -0.12434 0.48429 0.14661 8.7206 2.3011 -8.4115 1.6671 0.45607 0.06233 -0.12496 1303.4 0 0
38
+ 15 0.45241 -0.21289 0.4455 -0.227 0.00945 0.53482 -0.48028 0.23529 0.016748 0.034187 -0.0072809 0.0042327 65.445 0 0
39
+ 143 -0.12434 0.48429 -0.10907 0.48796 0.13751 8.1365 1.8994 -7.9116 1.5685 0.37657 0.054472 -0.11836 1188.1 0 0
40
+ 16 0.4455 -0.227 0.43815 -0.24088 0.0088 0.49145 -0.43432 0.22996 0.0090777 0.017145 -0.0066795 0.0038814 60.621 0 0
41
+ 144 -0.10907 0.48796 -0.093691 0.49114 0.1219 7.2211 1.4643 -7.0711 1.4983 0.31029 0.046535 -0.10619 1081.6 0 0
42
+ 17 0.43815 -0.24088 0.43037 -0.25452 0.00829 0.46083 -0.40029 0.22832 0.014181 0.024861 -0.0060648 0.0039768 53.977 0 0
43
+ 145 -0.093691 0.49114 -0.078217 0.49384 0.11691 6.9652 1.1975 -6.8615 1.472 0.25691 0.041932 -0.10374 1077 0 0
44
+ 18 0.43037 -0.25452 0.42216 -0.26791 0.00736 0.41349 -0.35256 0.21605 0.017288 0.028212 -0.0052661 0.0038366 51.898 0 0
45
+ 146 -0.078217 0.49384 -0.062667 0.49606 0.10823 6.4472 0.90842 -6.3829 1.415 0.20139 0.036495 -0.097095 989.41 0 0
46
+ 19 0.42216 -0.26791 0.41354 -0.28104 0.00728 0.40516 -0.33863 0.22244 0.044437 0.067649 -0.0046211 0.0045565 60.341 0 0
47
+ 147 -0.062667 0.49606 -0.047054 0.49778 0.10057 5.8827 0.64553 -5.8471 1.3666 0.15087 0.031605 -0.089473 908.15 0 0
48
+ 20 0.41354 -0.28104 0.40451 -0.29389 0.00716 0.39463 -0.32286 0.22691 0.062385 0.088765 -0.0040914 0.0049584 62.291 0 0
49
+ 148 -0.047054 0.49778 -0.031395 0.49901 0.09274 5.5127 0.43252 -5.4957 1.3395 0.10542 0.027834 -0.084666 880.26 0 0
50
+ 21 0.40451 -0.29389 0.39508 -0.30645 0.00674 0.37113 -0.29679 0.22283 0.070115 0.093384 -0.0035604 0.0049669 58.545 0 0
51
+ 149 -0.031395 0.49901 -0.015705 0.49975 0.08415 4.9792 0.23455 -4.9737 1.2711 0.059945 0.02365 -0.077182 777.77 0 0
52
+ 22 0.39508 -0.30645 0.38526 -0.31871 0.00655 0.35898 -0.28016 0.22445 0.071759 0.089569 -0.0032734 0.0049324 57.204 0 0
53
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179
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180
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181
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182
+ 101 -0.5 0 -0.49975 0.015705 0.71293 41.976 41.971 -0.65933 0.00075309 0.047939 0.65926 -0.0096033 5423.1 0 0
183
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184
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185
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186
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187
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189
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190
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191
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192
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193
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194
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195
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196
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197
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198
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199
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200
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201
+ 120 -0.41354 0.28104 -0.40451 0.29389 0.50147 29.573 24.195 -17.005 1.3219 1.8808 0.4008 -0.23755 3889.3 0 0
202
+ 121 -0.40451 0.29389 -0.39508 0.30645 0.48769 28.712 22.96 -17.239 1.461 1.9458 0.38359 -0.24022 3830 0 0
203
+ 122 -0.39508 0.30645 -0.38526 0.31871 0.46944 27.645 21.575 -17.285 1.5486 1.933 0.36321 -0.24114 3680.4 0 0
204
+ 123 -0.38526 0.31871 -0.37506 0.33066 0.44754 26.275 19.98 -17.064 1.598 1.871 0.33893 -0.23865 3466.4 0 0
205
+ 124 -0.37506 0.33066 -0.36448 0.34227 0.42729 25.271 18.692 -17.008 1.655 1.8189 0.31959 -0.23858 3364.3 0 0
206
+ 125 -0.36448 0.34227 -0.35355 0.35355 0.40712 24.026 17.253 -16.72 1.7895 1.8467 0.29911 -0.23361 3291.7 0 0
207
+ 126 -0.35355 0.35355 -0.34227 0.36448 0.39099 23.059 16.047 -16.559 1.7626 1.7081 0.27974 -0.23327 3077.2 0 0
208
+ 127 -0.34227 0.36448 -0.33066 0.37506 0.372 21.847 14.703 -16.159 1.8006 1.6384 0.25923 -0.22807 2956.6 0 0
209
+ 128 -0.33066 0.37506 -0.31871 0.38526 0.35674 20.949 13.605 -15.929 1.7961 1.534 0.24191 -0.22611 2792.9 0 0
CylinderKnMa/Kn0p14/simulation0234_Kn0p14Ma5p3/runmpirun128.sh ADDED
@@ -0,0 +1,18 @@
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
1
+ #!/bin/bash
2
+ #SBATCH -J Cylinder——Kn
3
+ #SBATCH -p wzhcnormal
4
+ #SBATCH -N 2
5
+ #SBATCH --ntasks-per-node=64
6
+
7
+
8
+ module purge
9
+ module load compiler/devtoolset/7.3.1
10
+ module load mpi/hpcx/2.11.0/gcc-7.3.1
11
+ export UCX_WARN_UNUSED_ENV_VARS=n
12
+ /public/software/mpi/hpcx/v2.11.0/gcc-7.3.1/bin/mpirun -n 128 ../../../sep2024-sparta/src/spa_mpi <config.txt
13
+
14
+ /work/home/ackp4pog0w3/WANGXU/ParaView-5.11.1-MPI-Linux-Python3.9-x86_64/bin/pvpython ../../../sep2024-sparta/tools/paraview/grid2paraview.py mir.txt Grid -r ./output/grid.*.dat
15
+
16
+ /work/home/ackp4pog0w3/WANGXU/ParaView-5.11.1-MPI-Linux-Python3.9-x86_64/bin/pvpython ../../../sep2024-sparta/tools/paraview/grid2paraview.py mir.txt Lambda -r ./output/lambdakn.*.dat
17
+
18
+ /work/home/ackp4pog0w3/WANGXU/ParaView-5.11.1-MPI-Linux-Python3.9-x86_64/bin/pvpython ../../../sep2024-sparta/tools/paraview/surf2paraview.py ./surf/geom.surf Surf -r ./output/surf.*.dat