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  1. CylinderKnMa/Kn0p14/simulation0219_Kn0p14Ma3p8/Grid.pvd +9 -0
  2. CylinderKnMa/Kn0p14/simulation0219_Kn0p14Ma3p8/Lambda.pvd +9 -0
  3. CylinderKnMa/Kn0p14/simulation0219_Kn0p14Ma3p8/Lambda/Lambda_0_300000.vtu +0 -0
  4. CylinderKnMa/Kn0p14/simulation0219_Kn0p14Ma3p8/Lambda/Lambda_10_300000.vtu +0 -0
  5. CylinderKnMa/Kn0p14/simulation0219_Kn0p14Ma3p8/Lambda/Lambda_11_300000.vtu +27 -0
  6. CylinderKnMa/Kn0p14/simulation0219_Kn0p14Ma3p8/Lambda/Lambda_1_300000.vtu +0 -0
  7. CylinderKnMa/Kn0p14/simulation0219_Kn0p14Ma3p8/Lambda/Lambda_2_300000.vtu +0 -0
  8. CylinderKnMa/Kn0p14/simulation0219_Kn0p14Ma3p8/Lambda/Lambda_300000.pvtu +29 -0
  9. CylinderKnMa/Kn0p14/simulation0219_Kn0p14Ma3p8/Lambda/Lambda_3_300000.vtu +27 -0
  10. CylinderKnMa/Kn0p14/simulation0219_Kn0p14Ma3p8/Lambda/Lambda_4_300000.vtu +0 -0
  11. CylinderKnMa/Kn0p14/simulation0219_Kn0p14Ma3p8/Lambda/Lambda_5_300000.vtu +0 -0
  12. CylinderKnMa/Kn0p14/simulation0219_Kn0p14Ma3p8/Lambda/Lambda_6_300000.vtu +0 -0
  13. CylinderKnMa/Kn0p14/simulation0219_Kn0p14Ma3p8/Lambda/Lambda_7_300000.vtu +27 -0
  14. CylinderKnMa/Kn0p14/simulation0219_Kn0p14Ma3p8/Lambda/Lambda_8_300000.vtu +0 -0
  15. CylinderKnMa/Kn0p14/simulation0219_Kn0p14Ma3p8/Lambda/Lambda_9_300000.vtu +0 -0
  16. CylinderKnMa/Kn0p14/simulation0219_Kn0p14Ma3p8/Surf.pvd +9 -0
  17. CylinderKnMa/Kn0p14/simulation0219_Kn0p14Ma3p8/gas.species +14 -0
  18. CylinderKnMa/Kn0p14/simulation0219_Kn0p14Ma3p8/gas.vhs +9 -0
  19. CylinderKnMa/Kn0p14/simulation0219_Kn0p14Ma3p8/grid/Grid_0_300000.vtu +0 -0
  20. CylinderKnMa/Kn0p14/simulation0219_Kn0p14Ma3p8/grid/Grid_10_300000.vtu +0 -0
  21. CylinderKnMa/Kn0p14/simulation0219_Kn0p14Ma3p8/grid/Grid_11_300000.vtu +35 -0
  22. CylinderKnMa/Kn0p14/simulation0219_Kn0p14Ma3p8/grid/Grid_1_300000.vtu +0 -0
  23. CylinderKnMa/Kn0p14/simulation0219_Kn0p14Ma3p8/grid/Grid_2_300000.vtu +0 -0
  24. CylinderKnMa/Kn0p14/simulation0219_Kn0p14Ma3p8/grid/Grid_300000.pvtu +37 -0
  25. CylinderKnMa/Kn0p14/simulation0219_Kn0p14Ma3p8/grid/Grid_3_300000.vtu +35 -0
  26. CylinderKnMa/Kn0p14/simulation0219_Kn0p14Ma3p8/grid/Grid_4_300000.vtu +0 -0
  27. CylinderKnMa/Kn0p14/simulation0219_Kn0p14Ma3p8/grid/Grid_6_300000.vtu +0 -0
  28. CylinderKnMa/Kn0p14/simulation0219_Kn0p14Ma3p8/grid/Grid_7_300000.vtu +35 -0
  29. CylinderKnMa/Kn0p14/simulation0219_Kn0p14Ma3p8/grid/Grid_8_300000.vtu +0 -0
  30. CylinderKnMa/Kn0p14/simulation0219_Kn0p14Ma3p8/grid/Grid_9_300000.vtu +0 -0
  31. CylinderKnMa/Kn0p14/simulation0219_Kn0p14Ma3p8/grid/final-grid.dat +0 -0
  32. CylinderKnMa/Kn0p14/simulation0219_Kn0p14Ma3p8/log.sparta +319 -0
  33. CylinderKnMa/Kn0p14/simulation0219_Kn0p14Ma3p8/mir.txt +3 -0
  34. CylinderKnMa/Kn0p14/simulation0219_Kn0p14Ma3p8/output/surf.300000.dat +209 -0
  35. CylinderKnMa/Kn0p14/simulation0219_Kn0p14Ma3p8/runmpirun128.sh +18 -0
  36. CylinderKnMa/Kn0p14/simulation0219_Kn0p14Ma3p8/runmpirun64.sh +18 -0
  37. CylinderKnMa/Kn0p14/simulation0219_Kn0p14Ma3p8/slurm-28428410.out +221 -0
  38. CylinderKnMa/Kn0p14/simulation0219_Kn0p14Ma3p8/surf/Surf_300000.vtu +38 -0
  39. CylinderKnMa/Kn0p14/simulation0219_Kn0p14Ma3p8/surf/geom.surf +610 -0
  40. CylinderKnMa/Kn0p14/simulation0220_Kn0p14Ma3p9/Grid.pvd +9 -0
  41. CylinderKnMa/Kn0p14/simulation0220_Kn0p14Ma3p9/Lambda.pvd +9 -0
  42. CylinderKnMa/Kn0p14/simulation0220_Kn0p14Ma3p9/Lambda/Lambda_0_300000.vtu +0 -0
  43. CylinderKnMa/Kn0p14/simulation0220_Kn0p14Ma3p9/Lambda/Lambda_10_300000.vtu +0 -0
  44. CylinderKnMa/Kn0p14/simulation0220_Kn0p14Ma3p9/Lambda/Lambda_11_300000.vtu +27 -0
  45. CylinderKnMa/Kn0p14/simulation0220_Kn0p14Ma3p9/Lambda/Lambda_1_300000.vtu +0 -0
  46. CylinderKnMa/Kn0p14/simulation0220_Kn0p14Ma3p9/Lambda/Lambda_2_300000.vtu +0 -0
  47. CylinderKnMa/Kn0p14/simulation0220_Kn0p14Ma3p9/Lambda/Lambda_300000.pvtu +29 -0
  48. CylinderKnMa/Kn0p14/simulation0220_Kn0p14Ma3p9/Lambda/Lambda_3_300000.vtu +27 -0
  49. CylinderKnMa/Kn0p14/simulation0220_Kn0p14Ma3p9/Lambda/Lambda_4_300000.vtu +0 -0
  50. CylinderKnMa/Kn0p14/simulation0220_Kn0p14Ma3p9/Lambda/Lambda_5_300000.vtu +0 -0
CylinderKnMa/Kn0p14/simulation0219_Kn0p14Ma3p8/Grid.pvd ADDED
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CylinderKnMa/Kn0p14/simulation0219_Kn0p14Ma3p8/Lambda.pvd ADDED
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+ <DataSet timestep="300000" group="" part="0"
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CylinderKnMa/Kn0p14/simulation0219_Kn0p14Ma3p8/Lambda/Lambda_0_300000.vtu ADDED
The diff for this file is too large to render. See raw diff
 
CylinderKnMa/Kn0p14/simulation0219_Kn0p14Ma3p8/Lambda/Lambda_10_300000.vtu ADDED
The diff for this file is too large to render. See raw diff
 
CylinderKnMa/Kn0p14/simulation0219_Kn0p14Ma3p8/Lambda/Lambda_11_300000.vtu ADDED
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AQAAAACAAAAwJQAAwRwAAA==eJxNWndczd//D2WvEiq7FNlRZHw8Ze+MyAiZ2bLKyEoIqYhsIiOkrHT3fb/fd+9kZZRs2WRTfc95e//065/7qN73ntd5ndd5PcfrVp6VGblBZsMqcewHdboNS5cp+41OsaFGy9br48Q2xAxqNChdY8O5bXNXVLlsg9OCT952WhsW1K5rvvHUhiMPP4xyfmXDgEHLftYpsiF437pg+zIbDrZx2XerWg4SfSLbt2iWA0+PsOmBPXNQoO/1uUolGw5VbXRsqrcNm2x1PGIG2TCqQqdjAf1suNV2tuuTCTaMTW4Rv3Ipee6Nb+6Y1TbUq9P68LItNrzed6XmUhKnxWNDp48Pbbh32TH27lcbMi8PC1pSKweiCaM3z3PJwZuyxi9MNXKwuic3j91pRd6xiU4pZ6ywnhadfyu1YtkobvgDpRUhhvhdfWRWxByznLfdtqLaqLGmO7+sOJywoJ/G34arLfuMaD/ZhpAE7mvrEBu0Pw+Pit1oQ+gF+52qgzYk6GoGaZU2fJppnjJMb8OczcM7L2tgxdUDeVEhjayIn7AzsEInK+rceFV7RpgVsuCLw3+ctuJ3j3BrbK4Vkz0nNLb+sSJ9eU391A/k/1cjHmx5YUWxvlnNXt+t2OLZdFTX51Zsnzrw8sPc8udu2w7vCHKxYVquy8XU8xYY+LRaMM+v5fvLXyzYwC9kAZ/2PxYErtRbwitZ0axD9/d7a1uRkTctIrCpFRe8YiV1+lgh//1UPn+2FYf6vvSL2G5FZN2eY1+RvCQFv3RJlFuRtfBiR6f7VhSFlhxXRVnQbt2r6F/JFkhb1amRdcYCjOm/dZzMgg+VEu+rDRYsXjw8cMITCyree5Pf7IMFZ6oP9FxZ0Yqw6kfv5nlaMXiH/tKOblbM4X+saHf8+erwSCuM2yPqj1lvxb7oxR3nxVkx7JL/kZ+3zbDdX9Tw0Bszwtb7Van6woyRA9rEtbe3wFhSe8Cm3hbUm6662Xa2BXZLNtlrEiw43Px1b7tzFrisc5inPWkB83KbI5dqQa2SeiHpaRbsvdc8Ke6IBa37My2CyHOz9uy+eumsBdNomuebsWXv8aDfK8ygtyP4ohk3HL62Xy4xo+GtbHPRFTMKkrZtmXTTjPHZa0aueWTGr+kxH+c+NaMzLfcvZjycSyOxwNnhV/9jLcm6br9aiSZYEFESnX9pkQXkUKt/WGbB61XmPrP/mLDV/45mka8ZM37EHnAaYkaVy122WBeYseBWP1/JZjPIZZrrvtCMNbumnFxD/t5z17WggngzEsInfTyZaUbFW7euZCnMIA+tWnPaDGO3Bw8PHDND5uDkDK0ZMwfUOjP9hxkjSHV+u2aCR+f0J7vMJhyPpwVsQq0LqzyK9SbM36b0WnDLhHUhjdpof5owon7c0Nf2JN/8RSdxWV1H329kRpeHG8nNNSNNO6zb9gCyb/+hU4/OLI/v+oMOvnfnmeG5xlWzbJgJJ+74fvAfYILilM+kQeNMaFzVUNEr3IRLy+bufhdF4rhwkVSkCUXkllQ/avoXZ5NldCUTnovG9phQZsJhf/GjE63NKJtML64ZZPPNLRPMmL1rTezASDNIUzHV1RlhXJg4ZKDViCcVZo/N+GhE9PKBe79VNsGhYdv5nWqZ8PBoFonQhKEB2ft9B5pw85TzirVDTNjW4J71+1gT3AP3ZBwkcf295yZM+dnOtllqQvI+r9MpD0zw3ZjdJ/qJCVnbk3432WFEsy8Lx6/LMOLWbJ/LP0VGdK34SbKeNcKl2qLu+58YoWAbeo11MOHgJuOP764mVHqbOja4twnnTo3sU2+6CUeP1ozfE2xC8wDaSUygu1dNM0GyoNrPlDATSBIvtFhqwspec1I6lxogd6E3xYjVE9L8LD2NaJTXhn0SbsTDu5vITo04k7OanIQR07dX2TtCbISpuPB9er4RTQzPceqREREL7Z+sLDGiFdnNMDcT+i0/OnBSG5PQ90zInjI34+ZgExbwCTDgwY6S2d+fGbDmT8EZ/DagUmivzVtJHAbappoa8WLFxOELextBLj3JuBEFFavtaDbTCHXfi/MKlhpRs5njWPftRtxtSBNixMC+k0krNqJx332H/ssx4nS7fo3fkDwtWLc7J3m54d/rNvV/yb1XGDDXJHYO3mfAitzf2rvHDLgXRQvUIPQXA5rzB2FEzjvPXTd6GJG/VvRMROIYzxeWEc+G5PolLTHiTeLhx5WjjEJ/MSKhK+3QBpyIOXh9w2wDksbQTzDgj9/E1KYnDZh/b9K0ltcMCD94k5ysAflZMVE5Vw0okZ0bvIX8HheWkwPWgPuVLjKJtw34r5V8SdQ7A0jRTLNUMEJ/QJqcWMcI2j3aeRlhMdMfPbpeGheteazHmPVj3t38pMeSm8dLBjsa4McnyoBdrd/VUnQyoDCmr33jvga4u+UHvB1uwMZ1K14bwwxo+21/ftI2A7bnFhTWSCrPy8n3fAOGAx+AAd031KvuGK7HMe8VU2fu12MwhfOzeuztdPNbZrr+XzzKQ5Xsl3/Rg3+8qgHj6vXPr9LcgAi3eedkTQyY7rY1IdbbAHqKUwca4Dv31fHCGQbs7t8xdcJiA1L39KgwIsaAI8pqW6r66/+9uqWuDPIL0CPEv+4eh+F69CuzJzdQ/y+un99dG9aO0ePapbNNSg/pUY3SApMepPiGPX+nBw8jFUg9HIo8ctLDANX1AQdrdSZ18dhjxtCWBpiOdNi53aKDHf+jRy1yi1666HFZ+fZYr3Z6pJctP9Cxox4fGk1bO2eIHvTN+ol6oU/pkUK6fK855a8bb3mNfB+px6tO06ZuXKfHwskUKfTAuW9Fq0iecu1oZeswaVbPR4G7dFBbnXtkXtaB2fc2r6pah5XxFUhF6mBYenbFpVId+PKurkfvkGUPvZvoEfljwZWB/+mxigdoch7KdU38w/Tw5Q9Aj62NPv6cTvKxx502aD14mOysw4LBD2cW9dOhD6vZ4TZcJ/RPHYYc3ejFbdXB69lmwmB0uBFydneyUYezIY+ndHiiw7aHNbsVFuuwc2mpl7O7HkNmXos/76XH68n0xuoFnCN5949p47dWj6exWT+c7XQCvyCfl7zcO6ONDjys+uiQPt7rzxjosC75JZs/UQc+jaE6sN09hq7drBP4mQ50lViJDhf2VVPesunw0+dFhuczncDXyOevKvLyqaoHveXeGVqIT99OFOm0OORZYf78e1rwMPhFi7lXXy/Pqq9D5WNr6+xvrENp27YjhgbooJp1PjRojA6bCZqOnqPDmmd1yCM6cMzyD4/36GDVZZ2YcUQHnzeaUSOv6ZD79HvXkns6hL27XsOyUougFS33lyVq0eC36b1BpRX6tBbXi0turSrSQicR7ar8USvwQS02vf36PuG7FnHF3U7UraBDxqaLTu1q67C+R9Muo1x12MgfpA5teuwxbRisQ3WJnCCdDombnebcL9Xg55zDjW7W0/57zZx2qdH19lrcWBFBoFOLPSsszw4v0qKvl2v3Gmu1cH7X5tSfU1oUzXY2tb+oRZ1rFfuNzy7PU2GxqurjG1oB37T/4tndasjd4QoNBvKFrgFlGY6PNMhSTUvye62Bf1j/eUs+alDQ7MO4tiSOc8e71T/XSQt6eh2Hk99/253qulQLvkxitQJf1cKn76prS9VaqD11R3NZrcALtcjPnU8qUwM/gu6DlmkQQ7e7TwMCLoToaFB9WK+UhUYNyGbun32qQdOzrwZ3KNOAFNXvjKpaBMgySCa0ON5sYNWErlrMmqBpdHCQFn1cVr3/L0SL0Tyh1uL0EO9X3/ZoUXl44Z38XmQ/JbQQNOj96l76rxANPDOtPs3XajCD0rBYDbqV3Etw3q3BREq/j2mgp+Wg1GB0SiCBAvIcT0Q12EK6+cSvGtTmiaUWPfnGr8V6lxa97vuTuJIKuim+qVEcEXMzuqEGdQjb3N1Kg+F8Y9PgtJwCuwZ3nT4H2OZowDlRoaLB1VxKKDRQ3Huh/RKjQWLKD3IDNGieu2RaFasGY1qlbL/0WIP+i+mNJ+8b/fl140paELALWGdSoyeVBwVqZLk5fZ/wS42mpYfSR9chcSo6EWmlQR+e8GrwHw/w5ev+7cMa2FJObIjeqcE3UrXnyXk8pHTslAYRhUccT8s1oN248A7JW+VN+/rtVGP5ySmkFajRytm9sO55NU4oZo/cr1Gj6JCBMEk1Vg34qNz3Vo1Pc2mHUAt9WYOVSS7242trBJ6rwRTadnpq8H2Pdm6TcRqUhhaKv4dr0DVi++uLmzQgl2797x5q2D119f0SqBZ4rhqhlgrR3deoBZxSo0sjysjV0PPySi3wazV4GP6pxtZJN2VPnTX/zqVSb8TVbaqBK0+UNHhG1AzXUYP0xrRTq3Dr0wHCvFT4Q1ByopMaP3Zl/ne1pRrc1rPBxs5qnBtBCa4aU5Sh3RZOVuPCZIrkaqSdm02oiBqFitpHupxUQ7qeXZx3XY2TA2inUKMxbdcf1SBimTA1NV6E7LhgVKjwl96p/q2voOF8VWHKw4GVVtVQw7yBNgy1gI9qjPhxen1BkBpErBS9nUX+P2NG8dJFauymdGW9WtABagTcWmc35rAaVA1HitV48HP9fNkKlYBLKhTHjyWdTYVtPz9XfJuqgpKGfU2Fbx4DyNVSQXp7OWEKKtAuc/+xCm15wqvCLI+6mW8aqgV8UuM4lcPj1dhhoY1UjbFY0mbMdDU20O23VqEHTwRV8KLtepIKd7pXnpUZqcJ1sQ8pSRWGtrxhap2sAg976Sq48wlVIZAvXBUm80Jchajbxphpr1UCv1dhHg9AaugGNp96t6MaVDUeqqoCvfW3W6gEHFJhHJtGmLNK4M0qRN5ZLM0JIXlnKBCpBFxU4RWVfbtU4OnTCRVGijlpiFoF2NETVyG6MWVCKqgvd1icWkGNHj1dG3tmckK/5YS+x4EEk1frAYd6Q7503vGcA3UryuxVIGKLMFcVvj+bTiSOCnx7GELyStj4CxLX3GR7UkKk7mhbXaZCyztPxtrFqRD22dK12xmVwEc5jLx2IfFzEocP6fkRJ8QcZu5PK3DL41DCUkDjsHPhy9/nPnHgftGj5QQ84kDZnJ2LCi5vty7a2VmFyw2OVwztpRL0lkrAo/LXsburz6wRwEG/liaeA39MkzkEHNcnnVrAwfHR9okdt3IonU13xGEhlR9XObSLLrs4S8dhRt0J3a/pOVT4/erWPhsHelvTCjgBLznw1/gPJ+gcFXSO1DDikJfneT67Mof7tB16cljMN3ZO0A0cOvCCjRN8CJLvL/VPue7kwNOs/RxcL6aer3aSQ/O19AkOTuRUPe5wCGzaYP6IYg71eeOJ1BsvoFhc61XnvfU+K/RZFpcJi0r4wwr+DAeqOuHHYQmp5qskH3/xj8OyRWkuL5dwgl7h8J7KifOc4BNx+Fp8xr2+luzv2CV1JSOHeWMo0rPY2ryKp/kai+BQ/evxNhbdeIBm0TujVv2nZN0nExpm3yB5cFvMOxGou7IZoZocNC+e3h/lw8Fd1aZA34tD0x0V17kHckjtGXvUewWHijwwcsifSo0eDsN44cYiemd9vwNbWVBWtfkYCzNhMX0vsvDLHbO6J8cirNXm1Ge3WVQ5OOtZu7csSJMhnYPDUUeKWBzUlA60IOcqMw2IalUej0u/7jcy+nIgl/FlJ1If0WmUELAY+0qm7TCa5JHs+kwIi6X/Vb+bGs4KfZ0V8JbFDlI9y06y8B1GHQkWzYY1k6QoWBhVVAiygj/F4sejoWQnnKCPOFA1Wa0DJ+Atg94OzKrKtVjEnTgyN7gFC77t+bOomXQuevQQVtBBLEJ4wUU+v7D16pXx5fngZdUBFu/oNTnPCrjHIqrVHCKdWbTliSjJl7cDSS2DGt6U4TPYW48SLwa+BJXeOrFwIN0msj2LtCUUeVjwdLEvi/PrKPErj+OvbmShJbfRllJeD6qvrUMSyHlQlT7yBouc9adia15gsJhPBIN92R5HGsgYLPm4xRDEMqjDExNG8LsYpLh1zG9ZmRX0GAtePnVi8by/tLo3WDThhQiLl2NCxn2bwoJvj5EsHpx96lNpHwv/HxxhygxOEJWfupKBgcqJBAaS7+FEojDg5RyJIzduwM17BgZf3KT9v95hwNsiZP2/eMuAumT3KrEIpWXjxmL0/UZR0zuzaFCPOgYseDk4gAX/53GMoK8YQdcwoO7g7tWMoGsYbPemypFB+8lvdsZcZ1CcNP94vI7BLhpGIQPeDi5jIHvVdnCXBix6mPc3DG3GgrqQyzqQfC+hSMPiTll38h8GbNn4KzM9GPSZX6/V954MeBs7kMEKavtMY8DbMYsZQdcxEBXZyEkwqK9tQCCAgTKb/oER8J0BdYevkLooPNE6p9VnBlRUl9Qm588jK4mbPzgGPJy3ZHAWv3e7d2YEncngt/uJ9i/HkHoaQQGHPEdQsIzkYf+T81c+7GAQRmVAMgN15Iw7O08w8Kd23SUGHjygM4IOZsDTs4VKtKFvP6DEH749KtFTt5EggBKOfONlEPT09GF1cwbOIelprC+DX9Sm7sfg+eFFhKqVx8HTpEUM1jpnDHq8hsRbuipz0kEG7vR4L5L6uEANZqXgNylRnzeMlDhfW+y6mFEKfEYJ++6tp595pwRlhXlVGWwgLCTJhQF1LQ62YXBxKzVuGMRX/thg8CgGrXyqkrcyMD1wHFljKtkn3wAYQW8pBB1F9tN0UePLDZQoosc+QinobCW6XugdPPmyEq0/tySUVAn5U2cSmRIFS3fEP/ushHv8yqWNajHgbcxm5Xng7UySh0VlxqFJ5Dx4+E5WCP6cAq6J8oKST+R3XigpoRxMnSYl+HR3VMKOLzzye4JrWtyG8vzz5fxMCV7GlCoxiL+gDHg4dGMQ6EErhMGVLydqvJ6sEPq5AiP4gi9/3UpufdopBeKb0gpUYONsqnQU4OVsHSXyZlFjszyOv4EowdObs0os3xhK3qpE9pFhS8fdU+L05q8bahfLMYiWZWsFVITtRM5Q4JLB7WvdXQrcCE6c0+6QQvApFWjIEyCFgNsKFBF11qJEIfAKJVZX+HbjXFslliacrjNlVHld+PLESwldh9Fyv0tywfeXg4fbIjn48nJWIJ3auoEKHP2i+JQVpoDdbkL/wxVY/uWHfMSG8v0P4gtPAd4mKlQgsjho28OaSsyuUE+0spsSYTwhU+K2/ejvFQbLQbtE69Vy9LOnDqJc6PNyAf/l8O1AHRKF4I8qBD9SgUV8A1EIuKrAm+VZ9X+bFNjdLrRi9nsF2gSv2r/zh0LwG5Sg7CSjlhw/SbTfPOQIbvG81e3ecvCyc5EclTv+qp4bJxfmCXLY29OdySHZnHew70s5+LFCE4XAe8i584azAqHNjko+T1T8q8cxPGFV4CtNU7IMa7/rCEOTgadZn2XoP3x7yzWucii+mffY+cnBl+1UOTTNqYMuF+YbcvBy4pYc+430oimgOE4BRAGeDnRXCHxLAR2JpukoBS6frHyzU5QM1ZW3bId3yPDCIW/Q2QwZROaiKwfyZLiWxBJlKhP0Vfn6A6jtN0+OuJjrpPLkgt6Uo7iXqOeCbDmaND+Qqvsghyqvb+JmJ4XAtxQgJFvm4CRDKl22v0zoRzJsmkxPXIbV1BZKl2HlpVLbdIUMsVuo0JMJfVgG6lr6estx6T86mZMjNIIyQFJ/zSPO5Py/euDpCjmHafzAQirMM6SgXf2UM/mcEZTJygSckGHDiDtp2+bKwNt9cTIBF2WCPyrD7RbdVLV+yEBNiLlN5Iin8rGPHIGZe2fHzpTjWQo1kOWYf+r054gYKY78vN24+QEpPj6kRrRU8L+kGEth2lGGdfCbKhkiE/SVDHRKqYiWgbKnKVtkiHyw5UWPXTJ8p+nOkqFPp0EJjx6Q83n1ae3hUpnAB+RY/OtqM293Kfjx0mgpsjo/3v9rtRTVGmzrojwkRSteOEqxl46rZFLQ6dbgh1LEe1AhIsP7vbUJhMowkR9AyUDINFGQMox2flVv9R4ZqvLAIYOi3tWpNZ/L+KhrVpQKukyK3vyAVCroDqkwP5HCO3nypFrbpbCNrEyutlTQnyQuKidel+fhrw9Znoe/PEEm4LMM7XkDTgJevhVLBF9QIuguKeh002+iFPR2aJZJUckm3zYsXgp/yvYZEsdq6shK0YNPoBSedJz7hvy//rlO1+uS8xxBB4kyNOA3Tvb/O3j8ob0S8OPhKxL0zqlec2K+BLxN8VYC0tRIZ5NAH1Cty6IyCd7mUyNNCv4ajyd5qUonClKkdC5dp91SHkdHpnePlc9JPnyogpEK82oZUs4kX/w6QILX1ahRJsGKtdShlcDN90tg+GUJnl+lQkaCb2toQyDr/XKQTn8gEeY3EnD5E6Xv+krB2zdBUiy0tSMZk8Ip9u7XGhFSlO2jAyspZBQG7khRI+vMap23BFOoTdFWgi3TXr8cQdY/ea0bYYoSfJ5KK0gCfmyukCCT0mmLBA6+jl17ySXY3JAOVCUYVxAfPumjBDPXUOeJ5PlqgJdrd6kw3ytf/68OEaPaWQfSKSX/1qfTrSQ/yb/9P+U2JbYLlWAiDywkv1MpM5HAb21KfRdyDnPpmEUjEebhEsGXlYBWeSV7KfgxYR0pPpPuaZ8mRkc6FcgSC3MQMVJUUQTKxPhC5VsDEjdvvErQkcLXOIngu0pAxG2E4nh5/m+/3TQ+VC8Bf61vSlBGu5IdOb+qpdl7mkghehFfun+BGMX+NV9kJopBv73QMFsszMvEePooLMS/rgTDVR8dfTwl4O2y9hI8oPTet3z94fyAXAJ+vLZbIvgP5ef/f+d+td8fVXJTMY5HUKNGjJyPc2oVBIuhz93WIW2JGDLbpxtP4sRoWeMAc1Eqxvl+1GAUYzu9Np0lCOcbIsnrga2PPWaQc6VwukgCvl2TV4aObWIkOELpY5oEkg5/CqNei2DrvHPUQgcxRJmVXsa1FsPvTdyHncPEOPdrn3VbmBja1CCu3hqx4DeKhe8liFHUj07MxYLvK8avd2+Y7h4kv7yAkAjzfgncz/R3ksdJkOY7Y85xnQgBNaq5TCkQQb9/FPuYrFt6o9s8N2cxyOWMXtxRDDplXzhejAYNBz33mi/GUUp/IsVY9feLK9hZuIFIPLJedapsxIL/LBZ0JzlvfhAlwYRgh/k+q0RY4ujyptEBEXy/eTaqc10EZ+vi9kmPRbhSt0nFQRXFOPbmd3hiXTGMoze2PuAjBv81l8lipL648GwmWVdNx33RJB6+sMU406rdp41XxLiapaCMEu0pvXghxo2I4fn7ppDPHVp0cOoMEcL6lR4MiBLB8fE0+10HRTAk/Ki/QCSCQ9eXhQdzRFgb+Pza2WcilHmeG+5TheR76OSQp13EKJx56UkQqbuU2AE1e5L9mpPTd4STdf/6AGK8j6KtWowFB2vqil1FSNi+d06xvwiN+UYtgt+hkLhNK0WoOCQvOylWhDXqV+ItGSJk2o589Sb5p67/epJ/r/A3i4+R8/+zxLNnV5IH/tq5i/HkRVBnuyAxLukzm83YLBbmpWK0oLK3JBvbCkVxh91EWOY7aPx6sv6k9YVtApuL8P25OWJLbxHaNlB6pweJkFtyJPrPQhE69/p2dcIOsl730OCksyLkh6apqmeL0LL2vT6SPBFqO52MCqhB6vzDIoJ4YoyMykr1HyTGfXuXZDy6jvav5D72dtmCP5ktzMmy4Xbm+q2AqdnI+cwTE1S+dyVqytZsNK65csLj5GxcdwyM6JKajSpYaleiyMY6z0Qn6fVsZBwvvfpClw1Db/2V0CfZeBfN+kV+ycb/ACnHmZ0=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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AQAAAACAAAAERwAA2A4AAA==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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/simulation0219_Kn0p14Ma3p8/Lambda/Lambda_4_300000.vtu ADDED
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CylinderKnMa/Kn0p14/simulation0219_Kn0p14Ma3p8/Lambda/Lambda_5_300000.vtu ADDED
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CylinderKnMa/Kn0p14/simulation0219_Kn0p14Ma3p8/Lambda/Lambda_6_300000.vtu ADDED
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CylinderKnMa/Kn0p14/simulation0219_Kn0p14Ma3p8/Lambda/Lambda_7_300000.vtu ADDED
@@ -0,0 +1,27 @@
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
1
+ <?xml version="1.0"?>
2
+ <VTKFile type="UnstructuredGrid" version="0.1" byte_order="LittleEndian" header_type="UInt32" compressor="vtkZLibDataCompressor">
3
+ <UnstructuredGrid>
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+ <Piece NumberOfPoints="1515" NumberOfCells="1400" >
5
+ <PointData>
6
+ </PointData>
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+ <CellData>
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+ <DataArray type="Float64" Name="id" format="appended" RangeMin="31701" RangeMax="62800" offset="0" />
9
+ <DataArray type="Float64" Name="xc" format="appended" RangeMin="5.5271" RangeMax="5.9825" offset="2436" />
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+ </Cells>
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+ </UnstructuredGrid>
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AQAAAACAAAAERwAA0w0AAA==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AgAAAACAAAAALwAADBMAABsHAAA=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CylinderKnMa/Kn0p14/simulation0219_Kn0p14Ma3p8/Lambda/Lambda_8_300000.vtu ADDED
The diff for this file is too large to render. See raw diff
 
CylinderKnMa/Kn0p14/simulation0219_Kn0p14Ma3p8/Lambda/Lambda_9_300000.vtu ADDED
The diff for this file is too large to render. See raw diff
 
CylinderKnMa/Kn0p14/simulation0219_Kn0p14Ma3p8/Surf.pvd ADDED
@@ -0,0 +1,9 @@
 
 
 
 
 
 
 
 
 
 
1
+ <?xml version="1.0"?>
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+ <VTKFile type="Collection" version="0.1"
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+ byte_order="LittleEndian"
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+ compressor="vtkZLibDataCompressor">
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+ <Collection>
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+ <DataSet timestep="300000" group="" part="0"
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+ file="Surf/Surf_300000.vtu"/>
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+ </Collection>
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+ </VTKFile>
CylinderKnMa/Kn0p14/simulation0219_Kn0p14Ma3p8/gas.species ADDED
@@ -0,0 +1,14 @@
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
1
+ # Species data
2
+
3
+ # species name
4
+ # molecular weight (atomic mass units, e.g. 16 for oxygen)
5
+ # molecular mass (kg)
6
+ # rotational degrees of freedom (integer, unitless)
7
+ # inverse rotational relaxtion number (unitless)
8
+ # vibrational degrees of freedom (integer, unitless)
9
+ # inverse vibrational relaxation number (unitless)
10
+ # vibrational temperature (K)
11
+ # species weight (unitless)
12
+ # multiple of electon charge (1 for a proton)
13
+
14
+ Ar 39.95 6.63E-26 0 0.0 0 0.0 0.0 1.0 0.0
CylinderKnMa/Kn0p14/simulation0219_Kn0p14Ma3p8/gas.vhs ADDED
@@ -0,0 +1,9 @@
 
 
 
 
 
 
 
 
 
 
1
+ # VHS collision model parameters for each species
2
+
3
+ # species name
4
+ # diameter (m)
5
+ # omega (unitless)
6
+ # tref (referenced temperature)
7
+ # alpha (unitless)
8
+
9
+ Ar 4.17e-10 0.81 273 1.0
CylinderKnMa/Kn0p14/simulation0219_Kn0p14Ma3p8/grid/Grid_0_300000.vtu ADDED
The diff for this file is too large to render. See raw diff
 
CylinderKnMa/Kn0p14/simulation0219_Kn0p14Ma3p8/grid/Grid_10_300000.vtu ADDED
The diff for this file is too large to render. See raw diff
 
CylinderKnMa/Kn0p14/simulation0219_Kn0p14Ma3p8/grid/Grid_11_300000.vtu ADDED
@@ -0,0 +1,35 @@
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
1
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+ <DataArray type="Float64" Name="f_1[7]" format="appended" RangeMin="0.82956" RangeMax="3.2897" offset="52372" />
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+ <DataArray type="Float64" Name="f_1[8]" format="appended" RangeMin="374.06" RangeMax="496.03" offset="60100" />
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+ <DataArray type="Float64" Name="f_1[9]" format="appended" RangeMin="0" RangeMax="0" offset="64608" />
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+ <DataArray type="Float64" Name="f_1[10]" format="appended" RangeMin="0" RangeMax="0" offset="64676" />
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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="64744" />
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+ </Points>
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+ <Cells>
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+ <DataArray type="UInt8" Name="types" format="appended" RangeMin="" RangeMax="" offset="78776" />
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+ </Cells>
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+ </Piece>
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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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AQAAAACAAAAwJQAAehEAAA==eJxFWn38FWP6TqKXX1qbloS2N4lUnJk5c86cM2fueZ8537Iq27YWm6hsKbSpUFEtasPaH/KWCLG1fqRNCCklEb0g2dq8JW0/eScS2Wfmur7b95/5nHNmnue+r/u6r/u+n/m26bX4ns92FeTYZoPa9PqyIGcMPXJw+euCNMn+3uPnNwsyuLxk7fh3CnL5Le2bDVpfkKvaPRq/v6wg5kx3yM5FBam8+6sbb3+0INlty+8tyPVH/3P9t7cU5Nlx6oHxBdm1f8EXr/cryA/ZZagmp7d45PizA02y5Zf00OSK3d1Pb3GqJuf85YVvehzP71toMmH5vR36/FgQLfv7qiDZbY/86+D+S7/68c2JCwry/ZSRait+f2VBpt7mz7r4+oLcdaf6e1qT5P0r2z36sCb3h+qJWzWZs7rTorEzNGk7fcUr867VZMsDl9qtJmjyx4v++smk32uSuTOmwO+P0eS1V9Vfa00euls9qHDqum3flJHKjnydtQX525oGc+bKgrTKH9BFPd12ehNdLsyA+VaTTV3UA69oclyf7d0On6fBj0maqN0c4zxNLskMOZ/+nqvJwgymMzXgOFAD/uo+47xlaWtPg98na/JUx2s/7j9Yx7WkS2a+8wsdeBylA4fmupyZGXSoLldnMH2n4fMOTZxswVc1xHmJJlG28B2aZCi2G0PcRmh4bjD3m6hLZub2C3XJ4AsH6dI3I0Koy94eKoKGLsOzv+66rJunAD9Bh70tdVEsU4TTJAv/hds0yXZdu1QDbgtp1wOa5GFUccqf/1EHfz7RpfOiscpFXTIatnmN+zykg1fTdJn72cNrGn6jyy+VmU/VdODt6vJGv8xBHXws6uCJpcsdKkwrTtHl7CxQvXRZqdxZOtCQzLyKY0jPLADHGKJQb9qzuQG+HGYA111cZ6sOfr5BnFdxnX8w/rfr8qKiyUWX6eDBSF1easgA0+XTLPx3GZJ9++w4Q3J4RhiSXR6ODGmaGdDbkDytLEO+VLQ4smSAb515PcRAHPfo4O9POvJQXZEvupyQOfiYjvz6lyEZq3a8aMh3A3fMv3u1ARzXGLJBfT3/GQN43Wkg/tcbyIexBuI00pCvVTh3DzeAWz8D6/cx5EHF/i1dDfGG7NzY5TjiFRYlWyZ2i+CZXmReFWF366J8rsJmtiyCVx8azBcD+CwzJLOy080GeWmAR78ykM+6IZl8LT6B9i0syomHqwj9vShnZQ9eUySu/DykCH2TIp8vymXK7AdOK0pG8/bditI6A34f8dhm4P4VBnTrQQPxvcWQenbj3qIoMuxfsKko9ynzu62hH6uL+H12Eboxlp8HFZFnpYM4NF4zs2cpPKAjReR70yLy7jsD8Ztkwp4hJuJbNUWhvW3fgSL5WATflD15Hi0pSpAZOJNxmHoQj1zX+vI5qwien1REvrcvQk+eMOVlRb8OfzGhR380wc/hJtZNTfDpRBP1oY0JO38oSm7+x0Xw53XivqII/ZxTlM0TlQczyIOLi9C5A43PmzIkd8xE3r9myklZAJaZzBsT/o0zUS8S3tfLBB9/ZkouFz8wrh8etCPP7+eLsqe/QrZnCfFpWwIPd5vI2y0mnlttQk+Wm4jz4yb4sshk3TFFqczU26abkt3WcZiJuvNbE3jGxKu7CX1/roTrPSXo/tQSePa7EuJeL+H5cgl861bCfkeWWKdNxtcEn1eY0KknTcm2WTPLhH9Xm3y+DJy+LrFulfh8CTr6f7Rncgl8G1pCXarRrkoJfNdKqPNtSqj7n5uSXTZ+wPi/aILXg8vAZWAZ+RCVwYveZdx3WBm6v7cEvXqX620sIY8VLvnv42nvOSXoulmSY7IFupaQ3z1p9/Yy63qZOlsGT84uQ8d+W0a9qZTBh+PLwKVZGXVL2QMdLbPOlKBvH5WojyVZ9Y0qbNN47WJRJyzys4w6834Z9e+JMp6/rox8H899hpUZ1zL0QcVldlZG9jO+n5fA660l6OprJfplgX9TLOTrxdy3zOuxlhxQ23X/oox1NnL/h8pycpZIM8qI2xll5utBHHL+f1wCXmpf9HcW7J1voQ+52QLesyzWKYtxsYCHZwG3Iyzoi8JhQLbsprJkaXzOY2U+X4auTCzDbhUX1LOKZPBN/UUFdWO/Bb69YSE/5lmsRxb6ROU/+iYL9da3/huXPB+aWMyTMvEk/x6lv7Mq8P+cCnS1fYV9iYU+4gOLOmEhr1dZ4MtqrrvYAj9nW+wjLfB8OK+RBR0/1ZLJmbC1rCJueyqIx78rrLcV6PbcCnRiRAX2NVTAm6MrrAMV9AtNKvDvPQt4bbbQd/zDQl5Mt6BbE6r4fEEVOlqt4rlOVRmdBaptFXV5ZwX59lyF/XqF/VMFcT+tAt1oV0H8PragYx9ZsOv/LdSHb6qI69tV8q6K+nlFFTj0rUInulShD99VgNNHFdb5Cvrl+yroW66usB+usA/j97+ssE+zwcN2NvvxKu5fyf0eob/38fMNVejLmVXW+yp0smcV/n5bQX+xsUI8K+hXZ1aA3xwbujXMpj828qm3jXxX/uc4bOa+K6pcpwr9eLDKuaKKfOhTRb51qILnX5EH71TQn75lc66yGVcb+AyxwbtBNvtBG/w81Eb+b6oiPgr/PA/nVdFX3F5FPC9lfKIq+yXe59awfqca63eN/tjg7wKbfYzNucVG3RhtA8+zbPZ/NtY7hPF58yAOeX1SduT683KNc1AN/eC4GvWgRn2vMV9s5P3TNv2woTtq/9zOM2z0D4mNOmDbeO5U4nekDX0Z7LC/c8C7wx3gt7VG/tfY59L/MTXMHXYN67eoce6wkb9rbc4nNuaAEfRX4QDeOPTLAT9+7XC+dcDTQxz2uTXUHYVD3ldcVkN+Dqix/+e+vWrsD2uch23UjWds5HtzoT8OcHzaQd7c66DfusbhXOmAX4Mc8tBBPFo6qNdv1NjP1MCrC2ro5/0a87AG3tYFuqsJ6tmxgvq6n+u/5bAfcYDLrQ706nIHuhc55L8D/rRzgNtu4r++hrlydg26e6GwfgnytiLUAYF9Rwl1UqhPDvqYFxzqvsM65hBf8qA77fiefu6ooa4vEfSTfxPo3t0C/Zom6JsnCOrU74iDL7C3O69HC3VfqC8O9Ps9B/PmQgf1Z5LDusN1twg+PyaobzcJ+DmZfo8S5MMfhPOXYF0R6ILaH+cnwn5WUP8ULrket2y8z4UuNXNhX3MXde9L4rhVgNcK4fmKcP6iHbOEvBLMp2ME+nWegGf9BHw+XdD/j3KRf0Nc6EjRhZ99XMS1o4v6c5SL/u0Lgc6+KrDrBfq5SKgDgryYTF6ofXM8+xKve1z08QqZvF5Pc1E/fu+Cb4HLOcdlH+RCP3/O53aTz+sE+qF4kOfxbYJ+YYZgDp1Cvq1x2Ue70L+/usij6S7wHu6yX3GhG2p/zB0ucFP+53lztAu+HhDWU9rxjECHlB3obzzqo8s+0UUf8pSLPkz5Dz1zqSsu5wsXOu3QPo379XZRh09xqXfEZxfx9zzEpbPHfPM4j7rg2Qcu+xEX/F7mgs8Pu+DpbOIw3gV/lB25XtVdxNF2eZ7B+67z4Mdoj3OEx/nUw3x1ooe4H3BRp3Zy3XXk11IXefCsi7o932X/6UKHJ7k8R3CRF0974MEcD/owzUO+D/UYL+5X88C/kzzo7jEe8uV7xnG9S/3g57n070byTO2bpcGln3jw930Pdq3zUPdWeTxf4PrX8/sLPJ6jeOgj+niob524fyuPfRVx3eri+Sdd1F/fx+89fOR1Ex/16UMPfN3kod9/wkMffb8H/s3wMHeM8VifPdQv1wNfux/kQ57n/+Ox3vmoK2UfcTjVR/538lFHfvIYNw/2vuIRN499AtcbRf9V/HOeefxd4Z/zW+Gfx3GuT3t96N1IH3gpO3J9qvm010f8W/s8lyVu//bAm7c88teD/t/hIR8mkhcDPOjI8z7q2oM+ddGH35f74PsgH3nX30fcqz77K96v8Ec/4SHvthL/Fz2cszzm4Rxkrod1OgecTwPE4x0fvFzts775sP86H3ow2kedVXY0xj/nXS8feHfwWQ+I007ybjV5XwhQ17oG7OcC5PMuH33HOsZzhY84zvdh100+z9EZh7N96LFN/0/zeU5EPranHTMD3HdugP5qcADdVnbk8T80wH27ud9mH3r7nA9cHvd5Hucjflf6PJ/yUacbfJ7/+ugLFgf4fXbA84KA5+gB+rnf0B47QH51CBCHQ3jf2z7yeznXXeCjbtx5cP/cj4t86O1nAfixOcB9LwfIv9UB9P3vAfj0J+43MuC5XABe9wgwj7YNwI/PfJ7r0j8Vj5yvTxHPcsi5NmR8A+TB8gBxWBRwrgmgq39mfEcEyP+hAc7j1P65P1aAPOsYkL8B6wP5MCoEnoNC1O1qyD4o5JxI/DbRjvUB+ca4Lgio+wHiMzbg+6KAfKGdrRr9CNlXhtCDCdx/eAjdaAh5PhOyTgaIw4YA+bw2QP+9hPGcQVwvCXBucX5AnQuQh5+GPEcImXch7Lw/RFyvDdFXjAvBz1+HqPe9Q/BjX+M6jTwO+P4iQJ/9AHGfFmD9syL2txHqb9OI59Ah7FsZ8r1CiD7s0hD6ODREX+WEfP9DXPY2xos8+oD+qXjkcRoeoa84MwKuesS+PEJ92h/CjtdD2PVcCD25kf4q/1EnQvCqb8j5MoRONw957hHArlUR7L454nlOBF6q/fN1ekfA6dgI/ee+EPmm4pD3acp/6H7Ic84QunxJCBwHhDwvDHmeF/E9VwT/F0ew+7YIfL4m4pwR8T1WxPkgQvxaRsyjkO93yO+HmF/K/3yOGNmIfwydPSXGPofF7Ku57xMR5svJXHdYhP5J7Ytz7AjzmROBdx0int+GqEMqDnk9W8p8mxMjHqNj4JXG5H+MfDkQ8Rw8Qr5sibCOwiHn09QIOt8/gt6o/TFHc/9WEc/Puf/iGDira47rDTF4clWMdc6PMReeHLOfjOGvikPeT6+N2GdE0DEVf5xrRNDFIELcevG6PQa/X4iB7/Pc7+4YfFD7oT+LMUd0jZFfP0aoU+9FqCevk1/LI+B1TwRduJo8GBKxT0j4fAxd2BBj/lgRI49eiqFHC2PgNIl29Oe+/WLEqxuvX0ewbz3zbFHE/pDxGJGAl15CnU34Hj7mOUrM94sx6ubamO+zY+TTBfT/jBh9cEOM/kvhn/vdlPZvjDCf3ZhwPuBV7Z/bJQnq4c8T1NMdMeaKt2POxzHrWIy+Rfmf8+PKGLwYGqM/D7lvlxj7fZKwTifQsVkJ6sZVCfJhWIK6Gyc8b0zAyy9i8HtPzP4sRv+6iLy6I0b/c1OM86SpMc85U+DaPKXeJqhvT3L9WxPk93ja1T/hPMjfmyXQ70+Jt/I/19uXiIfaN9eFK8jrc1Oe76Touw5P4d+2hH1iwnk0wbnAFQl4fEmC+lpPMI93S5hvCd+rxNDh1THweZL8vzfle8AUvBmaok/yuX/3FPd/y32ep/8TEvaFCfItIs97JYjribSnFZ97NwYO76ScL1OeSxDXP6R8X5WCn1qKOtE2hT7uTTifJtDHuxLqXkJ9S1CHOiecIxLUjSPqPFdO0U+vScGHx1PoxQ30c3gKfIMU61u8dkip++TzygR1cGnCvj6BfoxK+N6xjvrh1Pl8nedRKfRkFfd9JAXv/5yibg+kn0X+ruKf+3tEijqyMwEvXmX8FyR8/1Cn7tQ5Z9bRH9TqiONRdfDg+xQ6+s+U/5+Rok5ek/KcJeV8kGKeOII83JP8l395fLfX+V6qjr5lWp3nlnXwIq6jDz2ujrmySR36ofbN47Qh5flLyjkrBa79U+hpxxS6sz8BT1o0QDffrbPe1KEnq+rMhzrztc7/g6hjrlX4531ZO36v7EC9S9lfp3w/QN4PSIFbx758H9mAODzbgHrxvw3sxxugR0MbUGeNBupMA89jG9BHbKizTtR5jl/nuUAddXRKXf4DUbcEtA==AQAAAACAAAAwJQAAESIAAA==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AQAAAACAAAAwJQAALxMAAA==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AQAAAACAAAAwJQAAkRYAAA==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AQAAAACAAAAwJQAAIQ0AAA==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AQAAAACAAAAwJQAAHwAAAA==eJztwQEBAAAAgiD/r25IQAEAAAAAAAAAAHwYJTAAAQ==AQAAAACAAAAwJQAAHwAAAA==eJztwQEBAAAAgiD/r25IQAEAAAAAAAAAAHwYJTAAAQ==AQAAAACAAAB4PAAAQAwAAA==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AgAAAACAAADAFAAADBMAAD8DAAA=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CylinderKnMa/Kn0p14/simulation0219_Kn0p14Ma3p8/grid/Grid_2_300000.vtu ADDED
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CylinderKnMa/Kn0p14/simulation0219_Kn0p14Ma3p8/grid/Grid_300000.pvtu ADDED
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+ </UnstructuredGrid>
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AQAAAACAAADAKwAA+goAAA==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AQAAAACAAADAKwAAOBYAAA==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AQAAAACAAADAKwAAbxsAAA==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AQAAAACAAADAKwAAIgAAAA==eJztwTEBAAAAwqD1T20LL6AAAAAAAAAAAAAAgJcBK8AAAQ==AQAAAACAAADAKwAAIgAAAA==eJztwTEBAAAAwqD1T20LL6AAAAAAAAAAAAAAgJcBK8AAAQ==AQAAAACAAAAERwAA2A4AAA==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AgAAAACAAAAALwAADBMAABsHAAA=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AQAAAACAAADAKwAAYwcAAA==eJw12qG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CylinderKnMa/Kn0p14/simulation0219_Kn0p14Ma3p8/grid/Grid_4_300000.vtu ADDED
The diff for this file is too large to render. See raw diff
 
CylinderKnMa/Kn0p14/simulation0219_Kn0p14Ma3p8/grid/Grid_6_300000.vtu ADDED
The diff for this file is too large to render. See raw diff
 
CylinderKnMa/Kn0p14/simulation0219_Kn0p14Ma3p8/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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AQAAAACAAADAKwAAIhIAAA==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AQAAAACAAADAKwAA5CIAAA==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AQAAAACAAADAKwAAWCEAAA==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AQAAAACAAADAKwAAJQ4AAA==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AQAAAACAAADAKwAAgiAAAA==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AQAAAACAAADAKwAApQ8AAA==eJxdmnl8TdcWx1Ge8FpT0xdiCqFiiCGKNqhDIg1SQ8UTSVQMVVVP0fTde3Nzz52OIjSGSlpatHiqZqWEhxJzGnOb5FGapmjM9TE8fVreyV7f63w+zT/7s/de67d+67f2OTl73906dW7+vesubXzFXxtdK14xpWfNFF37KSN4wyujde21vCbTr7mstun0a0PyfLq24RXTYoGu9axpenypi3+Brk2tGCjVtfsRJvApcL7XtYowEeW6VgEzJEnXgisA5tDO07X4CsNvdG3/PdPxOPYlxLsMfpGuXR9iItyBT2O34DVyy3grt7bSpF9c3S3xI5m/q2vHCs2/ILfWueKvqVv6day+sgtzSz493cIrwi38e7u11hWEXsAvwS08o9xaBc3Uzm7Ro7lb8k8lfk/we7klv+FuyasH44Pwj6F9x605KwL76PvBnUxcw61VyNFkvlurVPGXyfgE/LLhleWWOn6EHl+Qxwf0nVYcxXchOAvJfzr5ZsJ3pltTsmTD+xN4rIfnN26px1H4FqDfAXTYwfwxcPbQ/xr/LcQpdEu9v6Iem4hTwyM8r8P/Fno+hO95/IM8Eq+hR/Kv65E8anlEl0oesTP7AX+Fdw4+N9Aj2CP863iEb32P8DH7Kt4z4D9n9ZUuDTySfy3i1gGnqkfqVYe2kcVP8QnziP7tPLLO29NGeIRXB4+2eJH51w2/SI/o0hm8dsx3wb4B8RvBO5R+E/iFkf9LHlkXneCRwHgKevdhfgjxWhO/A7gdyfsl7LvS70Y+L5OHhn20R9ZdNDxi0Xcw9vGMm61aByaeeq57Uj/TXq2XkdR5APG6EKcrOqTg9w7zY8FLYnwYfJI9Uv+x6JhGnqOZn0z9xtNOhm8qdjHU/21aJzymkGc6uuvweou+Qb5zsM+A1yj6E6nHJOrpIG8nuDp6TGHeRh5T0c/OfBZ+Lur4D+YzqFfAfyz5jSEvF+PvostS7LPRJZfxbHRdQHw/7XTmfdhnUocPiZNBHjPJ9zNrXun0JTwPsd5WwH8FOm0hrxXMb2Tdfg3vZei7nP4O+uvQ5TPqtQidS4m7HbsD4B2E12bW22birwVnF7z2Ybeb+m5Dr3XE+QKd1oF7ing/0b+BTqXkdR7eP7PeCuF5CJw16BzI9zB6H4H/V/BZD58S7H8hj2KrVfyLqfsx4lygLkXw2sr8UfBL4HkUu5PkuZ+4v5BXgH8JvH+grsetVul5hvXwHbzOYX8Snb5l3Ryx+iqfM+hcSj3u0v8d+5vkU846+S9xiuBdRh6VvRLvAXkWo+ce8E6T9yH8K3lFlzLszxHvEfFugn8TPW4Q5zZ6lKP7LfL5DX7X0PEh+lTxCk5zr9Qxwit8OjIeTFvLK7g1veJXzyvx6jIfhF9Vr6yXp7zC8xFxG3ufxJPvHK/k2dUr9WjLvDmueLdlvJVX8g+hb+KourT0Sj3awysCvCiv6BSF3o3Q0cxH8QghTgR+UeB19/J/xSt6tYVHN3Bexi4G/460Xcm/B3FepD8YHonYJTDeH536oN+7jKfDx0PckfglkVeyl/c3fMbDcyx4dq+sn2nk8TZ1mAFOFvWYg46z8csk/jTG3ehqx96Mo56z0eBMov8veGyC1zniFoNzBpwCeOUx/m/iLWU+D7zt5L0eXTayTpaia5BPxmv7hFewT+xr+ETnWj7Jp5JP8Kr7JN49cK945Xk7iy63wb1PnlfhUQzfPj5ZLzHgxvrkuWlN3O4+qYtpp9ZnL5/kk+gTPTr5BP952jjso/FvDe/2PqljDrwXYZ9O/Dd8wneoT9bHBJ/kMYE4Q4mbhZ0XnWzgmX2l9zj8X/eJrjvJZ59P6rgLnG3gnySvg9itBecQ82XMf08ea4i7H/yT8NnoEz0fEf8u+Vf3897xs8/yi84PwDdb9bzdo47P+CWfGn7R5TH5Pwb/ab/wrOYX/2hwu9N/kba/n32QX/wH+KUuqX7RPdEvcUfBZ6Bf8kmkNe1UvIH4N8VuKeNbiWP2lZ752M2Hz3zsdPjOx3+cX3R5E79p8Mn2y3O3Ctx47Iv8omcp/Ivw/w/6/IhfHjglfnk+t2O3nTi7GN8H3g+0Z7FbhP+v6HYL3o0NqUdlg/2IIXjBhtS1iiHr4w/ilMPrITrcQs/T6FGInZmv8usETpAhz8erhvD5DZyWxI01xL+HIbxaGaJTmCG8Kxmiz9/wv0Z9bxB3il/w1xqSd5wh6/mfhtStL/7jDInb25D3Rbwhz40ZV63PEfQ1eHeETwP8b6LfB9RrPPqNxj7BkDqkkK85rnQaQZ7j4PW6Ibol4z+U/H+nXp3I39Rf5bmR52wevMeBn0I+DqtV/v3AH0zcTPJzomcgbjfsBmLXgni7qc979HPQNR37eeSxi7hu+OvEmc26eY++F13Neij9+qJra/qB5ymbeMvQbRH4gbquRudV9BeQhw08N7r4Lb7KfwD1iybeDr/omA6/L7D/2Iqr+muwX08+8w15bsewrqZi7wDnTXRIpT8cXQt5Hj6ERy64S4jzKfpkWX2l8zjiDCGPoVZ8FScNvfqxLqax/r5mvRjGkzoG8BWvueg0m/4AdBwLrt16XlT84aybaOLXAzcS+wN+wRnNuo0j7yhwEnivBJ7zZOyiqWcSeSdSx7HMT0T3LuT3PLqdoX5J6P8W+fUHP5G8hjEexXMRjn931u8LxGtLPrXJ83fwg+GxnPd/b3TrRF7tiVcH3FO833+lveyX+FXB+R/vqerUrTHxnqZuN7CfyfvtFu//IPR5Gh128X7PY/4kz89p/q+U8x7eyft5J+vvGHkcZH0ExmeBtxT7bfx/WMZ4Lu+9HN77TuJOIJ9ltCvgvwo+C+ExBpyFxI0nv6ngpGE3mLY/+ieDOwy7yX+yT6bNtMbluxv/WPiEkmcH+D/me6Qh9pF+zvHI8w7fJbUZr4Ue1Wlv8H3XBPwq6P6I76+bfLdd4nuxjO/dQuY38V34MzyOMX6W77Er+B/2SV5bGT/P91c+9iXW96aKr4PnIF46/gbjc+E9h+86PzgryTeHODl8L87nO8/0U+tzLt+Ho+D/CnESiaOR72vgRhO3G9/HHfBvy3dhOPFaYt8Hu9rECwfvZb5Pq4D3HDq0AScEvg0YD/U92W8o++rg17f2Gwq/LvrdZl/4mH1NKHntYn9Twr5jL/u7I/RLmT/C/mMv+4+D7E++Yd9ygv1Ivld47mb8e+IeBs/DPsxp7fuUXzrz7+M/Cx4z2f/kwnsOfR/7yun0FxNnNnHn0n8X/mnscxNo0+DxNnGT6L/B/GRrvynfMbQa+76e7HcD++c4a16tm27oFYVerci3NfF60MYSJw6eGry7Yd+J8VBwuxA3GH3COHdohl0bdGkJTiR+4Zad8mvPPrclejeEf33aMHAaE68O/g1pK9M2Jv8q1rjshzgvqkJ9K9EGUZ8axK0M/lXOue5ybnTf8+R8Rn634rzpJudCz1KvZzgfKOL86BbnaE+x7y/n/O0n/C9zrvYL52ZXOC97YJ2TKbtH2FUmvwf0r1jnWiruVeKeAOcI/A6TzwX6Vzg/PMv52XGrr/DOEr/UOv9S75uL8LxEnEvgnedcrsg691R13QuvQJtvnfcq+xLrHFWee87lAnyPEG8//A7QP0r7LbgF8N4L763w2g3ednRczfwezgH3wKOAOh0mz63g7SHuJs4Jd4C3A7886rkF/Dzy2YAOW9BpC+e9a8i/AB4//OkceSf9NdivgudX5PM5cTdxvrkZnVbht4C4szjH/Jw4y6njEua3s37Wk9dcq1V5GNh/hL6LyfNz+h/Tn0X8XPA+Qa/A7xEz0dNHu4D8PyXfXMaXov+H5Dmf/lzizGb8S9olVlyVXy7jOej1PnxmgG9QtxyLv9LHRt8Ax0D3efg70NsOX4/1O4+yn2T9LqTawO9C75HnNOwywQ3g2NF7Onl6qedInoNE8MZhnwzf4fgNZT4V3ETqr5HnW8wnwWcYPAaCM4K8A7+zpYA7ALx4K57KI5Z13Jt10Zf6vkZ9usMzDr/u1u+CKm4seXYHpxn9LvTDsWtP24LxTvBqRrw25BP4fbQVeTa3fj9V+fyVOjXBP5L10cDCVTq1or490D/QD4VfCLjBrIe66BwMnzD8Ion7LPM18WvOeEPacPgG8mto8ZDzTXjWhXdtK45a7+2JF0L9LvI7+Ql+/7/D7+R3+b2+qufJ7/LyfUZd7nMP4anA/yfw61DfEPzqwrMadT7BPYFt3GdYw72CfPC+Zf4q9wxK4HGc+IXcd7hEv5T7IRvBK8O/jPmV3FPwci9Cx24VcddwD8HF+AL8VoNzAb/T8LkO3h+MX4DPQXjEYJcAfn/uW8Ra90LkHID7DSPJL4v5UeCO4d6Cl3gu2unUZwr+leH5PPbVuC/RiPsXvcBNse6zqDqEEycO/4ngvwp+LPdQFpKPgZ9fF7wV3NO5rbP/4X7Rj7rkW859ntroGg3fl8DriG5d6E9iHXaw7unI+nQJTlvwYrg31F9/wkd+d9eF7zp4nef+0j7sy7i3dIl7SSvJo5h7S6XcZzqaKfNhLmknuNiHuySPR4y3Az+SvG266DuDe07jddF1sc55ILyWkMda4qY5hf9FJ/ezMuX53pbJ+btL/Ie7uFfjEp6nGL/j4j4I97bacE8rXpfnbiQ8MuC538E9pgyeuwwZH+Tk92en8KqfKePvwKcgU/LtRz3edHGO6OI5cInfA9pKxN1jF/2qOWRdTnEI3zyH1KsF8Wdn8N5z8rsKPA44ue8Fj1yLj7J/lMn/BZfk8xe79J+1y3x/O+eN8NhnF/96DsnHBa9CB/YZwqswQ+InOCW/5U7RrV0m9x6IO8DGPSob7xWb5FPM+EWb1KuxnecLXvl2zpEcgj/RwfccukzKEL/NGTJfk/Uxw8bvFjbB+btNcOw2WX9uG98/NsFbbZO65tPWs4v+aXZ42wX3jJ1zNwf3tByi0xibrCOXjfs05NWDeDHkO8rGeTxxU+GZDp/RNqnDCvgesIl+D/HvZef+GnqNgG+yTfIfaGNfyXwX2mbwM1v1Xm0EzxD8ouCZgl4Z9JfBawQ4w+ATsIuzeMv3D20/m7w3YpjvSV6d0SWM8QbED0WXfvBbZ+kg68+qm8rX1FvVP431NAb7Qdj3JU4L+PbCPsJq1Xg4ee1Dn4PgF8B/i03WwTrqtRC/2eTptfSQ/1v0Y8B71eKpcF4kvyPU/TvqdRkex9BhPXbzrHUr9xyp2yD0D+iQhD6d0SMKPULgVZt1fB1dCm3cX0T/bPKbQ/7Z4GSRx1Tiplh6yn0E8moBz3b4h/L+qGkXnKvwvAjvMnjk4b+X9b2F+Q3okguPxdTVAc+AHubz83+aJstaAQAAAACAAADAKwAAIgAAAA==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/simulation0219_Kn0p14Ma3p8/grid/Grid_8_300000.vtu ADDED
The diff for this file is too large to render. See raw diff
 
CylinderKnMa/Kn0p14/simulation0219_Kn0p14Ma3p8/grid/Grid_9_300000.vtu ADDED
The diff for this file is too large to render. See raw diff
 
CylinderKnMa/Kn0p14/simulation0219_Kn0p14Ma3p8/grid/final-grid.dat ADDED
The diff for this file is too large to render. See raw diff
 
CylinderKnMa/Kn0p14/simulation0219_Kn0p14Ma3p8/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 3.8
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 3.8*${sos}
38
+ variable vo equal 3.8*307.815564238681
39
+ variable vx equal ${vo}*cos(${theta}*2*PI/360)
40
+ variable vx equal 1169.69914410699*cos(${theta}*2*PI/360)
41
+ variable vx equal 1169.69914410699*cos(0*2*PI/360)
42
+ variable vy equal ${vo}*sin(${theta}*2*PI/360)
43
+ variable vy equal 1169.69914410699*sin(${theta}*2*PI/360)
44
+ variable vy equal 1169.69914410699*sin(0*2*PI/360)
45
+ variable ppc equal 30
46
+ variable xncells equal (${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}/${xncells}/10/4
68
+ variable tstep equal (--5+6)/1169.69914410699/${xncells}/10/4
69
+ variable tstep equal (--5+6)/1169.69914410699/314.285714285714/10/4
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 7.48055604219512e-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 = 0.332663 secs
101
+ create/ghost percent = 0.789233 99.2108
102
+ balance_grid rcb cell
103
+ Balance grid migrated 387525 cells
104
+ CPU time = 0.315143 secs
105
+ reassign/sort/migrate/ghost percent = 40.2937 0.0350025 5.79267 53.8786
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 1169.69914410699 ${vy} 0.0 temp ${To}
110
+ mixture air Ar vstream 1169.69914410699 0 0.0 temp ${To}
111
+ mixture air Ar vstream 1169.69914410699 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 = 0.267607 secs
125
+ read/check/sort/surf2grid/ghost/inout/particle percent = 9.44892 8.40946 1.06487 13.8063 67.2704 4.95639 1.03297
126
+ surf2grid time = 0.0369466 secs
127
+ map/comm1/comm2/comm3/comm4/split percent = 27.1909 17.6463 11.1962 1.36422 7.55785 6.41099
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 = 0.190498 secs
134
+ reassign/sort/migrate/ghost percent = 2.74614 0.033454 4.69487 92.5255
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 = 0.0440488 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 89.764944 2752483 121802 102466 35 2686864 32.1826
150
+ 20000 231.4809 2913168 136388 116075 38 2772734.3 32.4806
151
+ 30000 384.90998 2939021 138385 117738 37 2825093.6 32.584333
152
+ 40000 539.00281 2943901 138986 118469 22 2854275.1 32.65385
153
+ 50000 693.56974 2944674 138936 118450 37 2872374.6 32.73462
154
+ 60000 849.48308 2944552 138685 118199 34 2884469.3 32.7788
155
+ 70000 1002.5815 2945107 138569 117926 26 2893114.3 32.820043
156
+ 80000 1156.0763 2945394 138916 118241 32 2899689.9 32.848363
157
+ 90000 1310.3496 2943969 138574 118068 27 2904725.7 32.851444
158
+ 100000 1463.7839 2945229 138741 118177 24 2908701.2 32.87589
159
+ 110000 1619.0931 2946895 139108 118454 29 2912117.5 32.895782
160
+ 120000 1774.3627 2946737 138395 117899 36 2915033.6 32.916183
161
+ 130000 1929.0093 2946268 138576 117862 31 2917453.4 32.925577
162
+ 140000 2083.3916 2944318 138579 118102 39 2919457 32.932486
163
+ 150000 2237.9978 2943077 138146 117583 35 2921077.2 32.938353
164
+ 160000 2391.8569 2943700 138257 117661 30 2922446.8 32.935956
165
+ 170000 2547.0189 2943660 138497 117896 37 2923739.9 32.9404
166
+ 180000 2701.6289 2944926 138752 118400 26 2924916.2 32.944283
167
+ 190000 2855.5528 2945187 138510 117971 32 2926029 32.947984
168
+ 200000 3010.2132 2941505 138420 117887 34 2926912.4 32.9485
169
+ Loop time of 3010.22 on 128 procs for 200000 steps with 2941505 particles
170
+
171
+ MPI task timing breakdown:
172
+ Section | min time | avg time | max time |%varavg| %total
173
+ ---------------------------------------------------------------
174
+ Move | 0.030665 | 95.376 | 526.99 |1163.4 | 3.17
175
+ Coll | 1.9166 | 201.61 | 1882.1 |2368.0 | 6.70
176
+ Sort | 0.78636 | 61.618 | 367.78 |1112.3 | 2.05
177
+ Comm | 142.93 | 176.54 | 193.37 | 87.1 | 5.86
178
+ Modify | 0.03301 | 0.57429 | 8.1097 | 171.0 | 0.02
179
+ Output | 0.0062099 | 0.17516 | 0.19846 | 8.7 | 0.01
180
+ Other | | 2474 | | | 82.20
181
+
182
+ Particle moves = 585382480892 (585B)
183
+ Cells touched = 612521215613 (613B)
184
+ Particle comms = 496650493 (497M)
185
+ Boundary collides = 0 (0K)
186
+ Boundary exits = 50254250 (50.3M)
187
+ SurfColl checks = 285622323 (286M)
188
+ SurfColl occurs = 6589700 (6.59M)
189
+ Surf reactions = 0 (0K)
190
+ Collide attempts = 31946846348 (31.9B)
191
+ Collide occurs = 24116457100 (24.1B)
192
+ Reactions = 0 (0K)
193
+ Particles stuck = 0
194
+ Axisymm bad moves = 0
195
+
196
+ Particle-moves/CPUsec/proc: 1.51926e+06
197
+ Particle-moves/step: 2.92691e+06
198
+ Cell-touches/particle/step: 1.04636
199
+ Particle comm iterations/step: 1
200
+ Particle fraction communicated: 0.00084842
201
+ Particle fraction colliding with boundary: 0
202
+ Particle fraction exiting boundary: 8.58486e-05
203
+ Surface-checks/particle/step: 0.000487924
204
+ Surface-collisions/particle/step: 1.12571e-05
205
+ Surf-reactions/particle/step: 0
206
+ Collision-attempts/particle/step: 0.0545743
207
+ Collisions/particle/step: 0.0411978
208
+ Reactions/particle/step: 0
209
+
210
+ Particles: 22980.5 ave 147816 max 0 min
211
+ Histogram: 84 14 4 8 8 4 2 0 0 4
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) = 3.5332 0 16.875
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) = 18.2844 8.74039 33.2404
249
+ Step CPU Np Natt Ncoll Nscoll Npave Nscollave
250
+ 200000 0 2941505 138420 117887 0 0 0
251
+ 210000 242.87857 2946459 138678 118035 35 2945006.6 33.0087
252
+ 220000 487.64618 2943977 138747 118119 29 2944748.3 32.99025
253
+ 230000 731.0891 2944653 138967 118350 37 2944553.7 32.9838
254
+ 240000 974.17073 2945922 139034 118379 31 2944756.4 33.005425
255
+ 250000 1216.6093 2942275 138607 117966 31 2944659.9 33.00852
256
+ 260000 1460.2824 2943820 138485 117963 32 2944362.1 33.01125
257
+ 270000 1703.5116 2944151 138889 118419 35 2944311.3 33.013543
258
+ 280000 1947.0928 2944856 139028 118487 38 2944385.1 33.0208
259
+ 290000 2189.5992 2945143 138589 118010 33 2944459.6 33.014322
260
+ 300000 2434.7747 2944550 138612 118244 28 2944575.7 33.01002
261
+ Loop time of 2434.77 on 128 procs for 100000 steps with 2944550 particles
262
+
263
+ MPI task timing breakdown:
264
+ Section | min time | avg time | max time |%varavg| %total
265
+ ---------------------------------------------------------------
266
+ Move | 0.025765 | 48.859 | 268.47 | 802.6 | 2.01
267
+ Coll | 1.0237 | 109.61 | 1087.4 |1756.3 | 4.50
268
+ Sort | 2.3012 | 37.064 | 199.64 | 781.7 | 1.52
269
+ Comm | 75.215 | 94.275 | 102.7 | 62.1 | 3.87
270
+ Modify | 17.613 | 131.19 | 720.52 |1361.1 | 5.39
271
+ Output | 0.22935 | 0.23085 | 0.23507 | 0.2 | 0.01
272
+ Other | | 2014 | | | 82.70
273
+
274
+ Particle moves = 294457570998 (294B)
275
+ Cells touched = 308081796628 (308B)
276
+ Particle comms = 249215553 (249M)
277
+ Boundary collides = 0 (0K)
278
+ Boundary exits = 25256149 (25.3M)
279
+ SurfColl checks = 143296114 (143M)
280
+ SurfColl occurs = 3301002 (3.3M)
281
+ Surf reactions = 0 (0K)
282
+ Collide attempts = 16237224970 (16.2B)
283
+ Collide occurs = 12251580013 (12.3B)
284
+ Reactions = 0 (0K)
285
+ Particles stuck = 0
286
+ Axisymm bad moves = 0
287
+
288
+ Particle-moves/CPUsec/proc: 944831
289
+ Particle-moves/step: 2.94458e+06
290
+ Cell-touches/particle/step: 1.04627
291
+ Particle comm iterations/step: 1
292
+ Particle fraction communicated: 0.000846355
293
+ Particle fraction colliding with boundary: 0
294
+ Particle fraction exiting boundary: 8.57718e-05
295
+ Surface-checks/particle/step: 0.000486644
296
+ Surface-collisions/particle/step: 1.12105e-05
297
+ Surf-reactions/particle/step: 0
298
+ Collision-attempts/particle/step: 0.0551428
299
+ Collisions/particle/step: 0.0416073
300
+ Reactions/particle/step: 0
301
+
302
+ Particles: 23004.3 ave 147930 max 0 min
303
+ Histogram: 84 14 4 8 8 4 2 0 0 4
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 = 0.0512853 secs
317
+ write_surf surf/geom.surf
318
+ surf elements = 200
319
+ CPU time = 0.00288117 secs
CylinderKnMa/Kn0p14/simulation0219_Kn0p14Ma3p8/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/simulation0219_Kn0p14Ma3p8/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 0.01489 0.58708 -0.587 0.0092214 6.1951e-05 0.0039436 -0.0092193 0.00020679 32.813 0 0
11
+ 129 -0.31871 0.38526 -0.30645 0.39508 0.26425 10.689 6.6835 -8.3424 0.97869 0.78408 0.12035 -0.11872 944.32 0 0
12
+ 2 0.49975 -0.015705 0.49901 -0.031395 0.01527 0.60984 -0.60917 0.028728 0.00022454 0.0047614 -0.0095648 0.00052602 39.624 0 0
13
+ 130 -0.30645 0.39508 -0.29389 0.40451 0.25135 10.207 6.1286 -8.1625 0.98109 0.73662 0.11167 -0.11664 896.61 0 0
14
+ 3 0.49901 -0.031395 0.49778 -0.047054 0.01484 0.57953 -0.57774 0.045469 -0.0022176 -0.028177 -0.0091096 0.00027162 34.137 0 0
15
+ 131 -0.29389 0.40451 -0.28104 0.41354 0.24059 9.7104 5.5835 -7.9446 0.96701 0.67962 0.10289 -0.11411 870.41 0 0
16
+ 4 0.49778 -0.047054 0.49606 -0.062667 0.01477 0.58233 -0.57881 0.063901 -0.0019031 -0.017238 -0.0091214 0.00073295 28.168 0 0
17
+ 132 -0.28104 0.41354 -0.26791 0.42216 0.22682 9.1629 5.0306 -7.6584 1.0178 0.66855 0.095004 -0.10979 829.44 0 0
18
+ 5 0.49606 -0.062667 0.49384 -0.078217 0.01465 0.57387 -0.56815 0.080859 -0.00094348 -0.0066293 -0.0089389 0.001166 36.319 0 0
19
+ 133 -0.26791 0.42216 -0.25452 0.43037 0.21676 8.6945 4.5429 -7.4133 1.0105 0.61922 0.087228 -0.10672 784.8 0 0
20
+ 6 0.49384 -0.078217 0.49114 -0.093691 0.01374 0.54149 -0.53343 0.093098 -0.0048245 -0.027643 -0.0084545 0.0010281 33.913 0 0
21
+ 134 -0.25452 0.43037 -0.24088 0.43815 0.20187 8.1001 4.0133 -7.036 1.0502 0.59902 0.079533 -0.10111 721.6 0 0
22
+ 7 0.49114 -0.093691 0.48796 -0.10907 0.01453 0.5693 -0.55747 0.11545 0.00056886 0.0027469 -0.0087474 0.0018565 33.166 0 0
23
+ 135 -0.24088 0.43815 -0.227 0.4455 0.19158 7.666 3.5872 -6.775 0.97664 0.51711 0.071685 -0.098294 700.15 0 0
24
+ 8 0.48796 -0.10907 0.48429 -0.12434 0.01343 0.5236 -0.50914 0.12223 -0.0044771 -0.018649 -0.0080675 0.001627 32.545 0 0
25
+ 136 -0.227 0.4455 -0.21289 0.45241 0.18086 7.2728 3.1996 -6.5311 1.0011 0.49044 0.065981 -0.094883 662.88 0 0
26
+ 9 0.48429 -0.12434 0.48015 -0.1395 0.01369 0.54115 -0.52197 0.1428 -0.0050115 -0.018319 -0.0082775 0.0019552 31.567 0 0
27
+ 137 -0.21289 0.45241 -0.19857 0.45888 0.16872 6.766 2.7843 -6.1665 1.0064 0.4544 0.059541 -0.089722 612.5 0 0
28
+ 10 0.48015 -0.1395 0.47553 -0.15451 0.01333 0.51444 -0.49169 0.15126 -0.0057572 -0.018714 -0.0078136 0.002082 33.55 0 0
29
+ 138 -0.19857 0.45888 -0.18406 0.46489 0.15724 6.296 2.4094 -5.8168 0.95485 0.39551 0.052843 -0.085153 575.26 0 0
30
+ 11 0.47553 -0.15451 0.47044 -0.16937 0.01239 0.48255 -0.45653 0.15631 -0.0048423 -0.014143 -0.0072469 0.002233 31.35 0 0
31
+ 139 -0.18406 0.46489 -0.16937 0.47044 0.14912 6.0337 2.1328 -5.6442 0.94045 0.35537 0.048272 -0.083073 550.91 0 0
32
+ 12 0.47044 -0.16937 0.46489 -0.18406 0.01171 0.45503 -0.42565 0.16084 -0.00083942 -0.0022215 -0.0066991 0.0024915 30.439 0 0
33
+ 140 -0.16937 0.47044 -0.15451 0.47553 0.14144 5.6678 1.8359 -5.3622 0.96813 0.33147 0.044044 -0.07902 523.7 0 0
34
+ 13 0.46489 -0.18406 0.45888 -0.19857 0.011 0.41988 -0.38792 0.16068 0.0029148 0.0070371 -0.0060474 0.0026344 23.827 0 0
35
+ 141 -0.15451 0.47553 -0.1395 0.48015 0.1286 5.146 1.5131 -4.9185 0.94944 0.29209 0.03868 -0.072669 484.4 0 0
36
+ 14 0.45888 -0.19857 0.45241 -0.21289 0.01074 0.42507 -0.38741 0.17492 0.0046043 0.010197 -0.0060128 0.0029077 36.35 0 0
37
+ 142 -0.1395 0.48015 -0.12434 0.48429 0.1189 4.7654 1.2575 -4.5965 0.89737 0.24549 0.033847 -0.068343 444.8 0 0
38
+ 15 0.45241 -0.21289 0.4455 -0.227 0.01062 0.40923 -0.3675 0.18004 0.0031567 0.0064437 -0.0057228 0.0029291 23.36 0 0
39
+ 143 -0.12434 0.48429 -0.10907 0.48796 0.1125 4.5195 1.0551 -4.3947 0.88232 0.21183 0.030431 -0.065701 437.9 0 0
40
+ 16 0.4455 -0.227 0.43815 -0.24088 0.00928 0.35903 -0.3173 0.168 0.0060943 0.01151 -0.0048882 0.0028196 28.923 0 0
41
+ 144 -0.10907 0.48796 -0.093691 0.49114 0.10405 4.1688 0.84537 -4.0821 0.83988 0.17393 0.026471 -0.061388 391.88 0 0
42
+ 17 0.43815 -0.24088 0.43037 -0.25452 0.00879 0.33524 -0.2912 0.1661 0.012665 0.022203 -0.004375 0.0029577 25.397 0 0
43
+ 145 -0.093691 0.49114 -0.078217 0.49384 0.09617 3.86 0.66365 -3.8026 0.79791 0.13926 0.022957 -0.057541 365.71 0 0
44
+ 18 0.43037 -0.25452 0.42216 -0.26791 0.00801 0.3087 -0.26321 0.16129 0.012202 0.019912 -0.0039426 0.0028463 21.884 0 0
45
+ 146 -0.078217 0.49384 -0.062667 0.49606 0.08863 3.5525 0.50055 -3.517 0.82337 0.11718 0.020795 -0.053402 363.25 0 0
46
+ 19 0.42216 -0.26791 0.41354 -0.28104 0.00802 0.30509 -0.255 0.1675 0.019854 0.030226 -0.0036935 0.0031058 20.968 0 0
47
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+ 90 -0.47044 -0.16937 -0.47553 -0.15451 0.48953 19.655 18.595 6.3667 0.2521 -0.73633 0.29604 0.088437 1659.9 0 0
172
+ 91 -0.47553 -0.15451 -0.48015 -0.1395 0.49508 20.049 19.162 5.8951 0.22417 -0.72868 0.30451 0.081151 1713.1 0 0
173
+ 92 -0.48015 -0.1395 -0.48429 -0.12434 0.50601 20.393 19.67 5.3812 0.1733 -0.63347 0.31169 0.074574 1689.9 0 0
174
+ 93 -0.48429 -0.12434 -0.48796 -0.10907 0.51076 20.54 19.973 4.795 0.14964 -0.62331 0.31607 0.065526 1721.3 0 0
175
+ 94 -0.48796 -0.10907 -0.49114 -0.093691 0.51931 20.894 20.459 4.2369 0.097275 -0.46972 0.32289 0.059173 1754.8 0 0
176
+ 95 -0.49114 -0.093691 -0.49384 -0.078217 0.52538 21.099 20.785 3.6275 0.072057 -0.41287 0.3276 0.050493 1754.1 0 0
177
+ 96 -0.49384 -0.078217 -0.49606 -0.062667 0.52685 21.274 21.062 2.9976 0.058202 -0.40895 0.33174 0.04066 1808.2 0 0
178
+ 97 -0.49606 -0.062667 -0.49778 -0.047054 0.53318 21.38 21.251 2.3461 0.033689 -0.30515 0.33432 0.032058 1780.5 0 0
179
+ 98 -0.49778 -0.047054 -0.49901 -0.031395 0.53444 21.591 21.524 1.694 0.017412 -0.22124 0.33836 0.023133 1874 0 0
180
+ 99 -0.49901 -0.031395 -0.49975 -0.015705 0.53307 21.609 21.585 1.0179 0.0065425 -0.13873 0.33915 0.01381 1872.5 0 0
181
+ 100 -0.49975 -0.015705 -0.5 0 0.5411 21.732 21.73 0.34136 0.00156 -0.099302 0.34134 0.0038021 1874.1 0 0
182
+ 101 -0.5 0 -0.49975 0.015705 0.54165 21.794 21.791 -0.34233 0.0013816 0.087948 0.3423 -0.0039956 1838.5 0 0
183
+ 102 -0.49975 0.015705 -0.49901 0.031395 0.53473 21.641 21.617 -1.0195 0.0056721 0.12028 0.33964 -0.014124 1870.5 0 0
184
+ 103 -0.49901 0.031395 -0.49778 0.047054 0.53269 21.515 21.449 -1.6881 0.01463 0.18589 0.33714 -0.023595 1829.8 0 0
185
+ 104 -0.49778 0.047054 -0.49606 0.062667 0.53464 21.451 21.321 -2.3539 0.025438 0.23041 0.3353 -0.033354 1736 0 0
186
+ 105 -0.49606 0.062667 -0.49384 0.078217 0.53121 21.401 21.187 -3.0154 0.055481 0.38983 0.33366 -0.04124 1857.3 0 0
187
+ 106 -0.49384 0.078217 -0.49114 0.093691 0.52634 21.119 20.804 -3.6309 0.072215 0.41378 0.32791 -0.050533 1785.5 0 0
188
+ 107 -0.49114 0.093691 -0.48796 0.10907 0.51829 20.927 20.492 -4.2437 0.10296 0.49716 0.32349 -0.058848 1768 0 0
189
+ 108 -0.48796 0.10907 -0.48429 0.12434 0.51421 20.779 20.205 -4.8509 0.13456 0.56046 0.31948 -0.067391 1769.5 0 0
190
+ 109 -0.48429 0.12434 -0.48015 0.1395 0.50483 20.314 19.594 -5.3604 0.19855 0.72577 0.31089 -0.072798 1710.5 0 0
191
+ 110 -0.48015 0.1395 -0.47553 0.15451 0.49813 20.116 19.227 -5.915 0.21305 0.69254 0.30535 -0.082031 1717.9 0 0
192
+ 111 -0.47553 0.15451 -0.47044 0.16937 0.49131 19.759 18.694 -6.4004 0.2501 0.73048 0.29756 -0.08906 1676.5 0 0
193
+ 112 -0.47044 0.16937 -0.46489 0.18406 0.48099 19.324 18.077 -6.8306 0.31017 0.82084 0.28881 -0.094396 1616.9 0 0
194
+ 113 -0.46489 0.18406 -0.45888 0.19857 0.47099 18.877 17.44 -7.2239 0.33362 0.80543 0.27918 -0.10082 1610.5 0 0
195
+ 114 -0.45888 0.19857 -0.45241 0.21289 0.46176 18.587 16.94 -7.6489 0.38563 0.85408 0.27215 -0.10673 1590.9 0 0
196
+ 115 -0.45241 0.21289 -0.4455 0.227 0.44928 18.058 16.217 -7.9445 0.42703 0.87167 0.26143 -0.11109 1539.3 0 0
197
+ 116 -0.4455 0.227 -0.43815 0.24088 0.43442 17.503 15.469 -8.1904 0.4861 0.91809 0.25061 -0.11423 1500.1 0 0
198
+ 117 -0.43815 0.24088 -0.43037 0.25452 0.4249 17.191 14.933 -8.5175 0.56203 0.98535 0.24338 -0.11831 1505 0 0
199
+ 118 -0.43037 0.25452 -0.42216 0.26791 0.41479 16.732 14.267 -8.7426 0.59881 0.97718 0.23349 -0.12197 1447.2 0 0
200
+ 119 -0.42216 0.26791 -0.41354 0.28104 0.40213 16.132 13.483 -8.8567 0.63503 0.96675 0.22176 -0.12393 1388.1 0 0
201
+ 120 -0.41354 0.28104 -0.40451 0.29389 0.38801 15.625 12.783 -8.9844 0.71251 1.0138 0.21199 -0.1252 1338 0 0
202
+ 121 -0.40451 0.29389 -0.39508 0.30645 0.37556 15.061 12.044 -9.043 0.73779 0.98264 0.20077 -0.12661 1301.9 0 0
203
+ 122 -0.39508 0.30645 -0.38526 0.31871 0.36038 14.524 11.335 -9.0811 0.81533 1.0177 0.19085 -0.12665 1252.1 0 0
204
+ 123 -0.38526 0.31871 -0.37506 0.33066 0.34772 13.994 10.641 -9.0886 0.799 0.93551 0.1797 -0.12806 1210.4 0 0
205
+ 124 -0.37506 0.33066 -0.36448 0.34227 0.33103 13.358 9.88 -8.9901 0.81414 0.89473 0.16798 -0.12716 1167.2 0 0
206
+ 125 -0.36448 0.34227 -0.35355 0.35355 0.32082 12.986 9.3253 -9.0368 0.87601 0.90397 0.16024 -0.12775 1137.7 0 0
207
+ 126 -0.35355 0.35355 -0.34227 0.36448 0.30523 12.303 8.5616 -8.8349 0.90557 0.87755 0.1487 -0.12499 1084.4 0 0
208
+ 127 -0.34227 0.36448 -0.33066 0.37506 0.2959 11.9 8.0088 -8.8016 0.94089 0.85614 0.14058 -0.1248 1035.6 0 0
209
+ 128 -0.33066 0.37506 -0.31871 0.38526 0.27944 11.205 7.2768 -8.52 0.95796 0.81817 0.12935 -0.12098 963.54 0 0
CylinderKnMa/Kn0p14/simulation0219_Kn0p14Ma3p8/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
CylinderKnMa/Kn0p14/simulation0219_Kn0p14Ma3p8/runmpirun64.sh ADDED
@@ -0,0 +1,18 @@
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
1
+ #!/bin/bash
2
+ #SBATCH -J Cylinder——Kn
3
+ #SBATCH -p wzhcnormal
4
+ #SBATCH -N 1
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 64 ../../../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
CylinderKnMa/Kn0p14/simulation0219_Kn0p14Ma3p8/slurm-28428410.out ADDED
@@ -0,0 +1,221 @@
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
1
+ SPARTA (4 Sep 2024)
2
+ Running on 128 MPI task(s)
3
+ Running on 128 MPI task(s)
4
+ Created orthogonal box = (-5 -5 -0.5) to (6 5 0.5)
5
+ Created 388281 child grid cells
6
+ CPU time = 0.332663 secs
7
+ create/ghost percent = 0.789233 99.2108
8
+ Balance grid migrated 387525 cells
9
+ CPU time = 0.315143 secs
10
+ reassign/sort/migrate/ghost percent = 40.2937 0.0350025 5.79267 53.8786
11
+ Reading surface file ...
12
+ 200 lines
13
+ -0.5 0.5 xlo xhi
14
+ -0.5 0.5 ylo yhi
15
+ 0 0 zlo zhi
16
+ 0.0157073 min line length
17
+ 912 0 = cells overlapping surfs, overlap cells with unmarked corner pts
18
+ 346955 40414 912 = cells outside/inside/overlapping surfs
19
+ 912 = surf cells with 1,2,etc splits
20
+ 109.214731023049 109.214731023047 = cell-wise and global flow volume
21
+ CPU time = 0.267607 secs
22
+ read/check/sort/surf2grid/ghost/inout/particle percent = 9.44892 8.40946 1.06487 13.8063 67.2704 4.95639 1.03297
23
+ surf2grid time = 0.0369466 secs
24
+ map/comm1/comm2/comm3/comm4/split percent = 27.1909 17.6463 11.1962 1.36422 7.55785 6.41099
25
+ Balance grid migrated 3809 cells
26
+ CPU time = 0.190498 secs
27
+ reassign/sort/migrate/ghost percent = 2.74614 0.033454 4.69487 92.5255
28
+ Creating particles ...
29
+ WARNING: Created unexpected # of particles: 2674643 versus 2674646 (../create_particles.cpp:346)
30
+ Created 2674643 particles
31
+ CPU time = 0.0440488 secs
32
+ Memory usage per proc in Mbytes:
33
+ particles (ave,min,max) = 3.2168 0 10.125
34
+ grid (ave,min,max) = 13.712 2.45129 26.3888
35
+ surf (ave,min,max) = 0.0205994 0.0205994 0.0205994
36
+ total (ave,min,max) = 16.9494 7.72189 32.2219
37
+ Step CPU Np Natt Ncoll Nscoll Npave Nscollave
38
+ 0 0 2674643 0 0 0 0 0
39
+ 10000 89.764944 2752483 121802 102466 35 2686864 32.1826
40
+ 20000 231.4809 2913168 136388 116075 38 2772734.3 32.4806
41
+ 30000 384.90998 2939021 138385 117738 37 2825093.6 32.584333
42
+ 40000 539.00281 2943901 138986 118469 22 2854275.1 32.65385
43
+ 50000 693.56974 2944674 138936 118450 37 2872374.6 32.73462
44
+ 60000 849.48308 2944552 138685 118199 34 2884469.3 32.7788
45
+ 70000 1002.5815 2945107 138569 117926 26 2893114.3 32.820043
46
+ 80000 1156.0763 2945394 138916 118241 32 2899689.9 32.848363
47
+ 90000 1310.3496 2943969 138574 118068 27 2904725.7 32.851444
48
+ 100000 1463.7839 2945229 138741 118177 24 2908701.2 32.87589
49
+ 110000 1619.0931 2946895 139108 118454 29 2912117.5 32.895782
50
+ 120000 1774.3627 2946737 138395 117899 36 2915033.6 32.916183
51
+ 130000 1929.0093 2946268 138576 117862 31 2917453.4 32.925577
52
+ 140000 2083.3916 2944318 138579 118102 39 2919457 32.932486
53
+ 150000 2237.9978 2943077 138146 117583 35 2921077.2 32.938353
54
+ 160000 2391.8569 2943700 138257 117661 30 2922446.8 32.935956
55
+ 170000 2547.0189 2943660 138497 117896 37 2923739.9 32.9404
56
+ 180000 2701.6289 2944926 138752 118400 26 2924916.2 32.944283
57
+ 190000 2855.5528 2945187 138510 117971 32 2926029 32.947984
58
+ 200000 3010.2132 2941505 138420 117887 34 2926912.4 32.9485
59
+ Loop time of 3010.22 on 128 procs for 200000 steps with 2941505 particles
60
+
61
+ MPI task timing breakdown:
62
+ Section | min time | avg time | max time |%varavg| %total
63
+ ---------------------------------------------------------------
64
+ Move | 0.030665 | 95.376 | 526.99 |1163.4 | 3.17
65
+ Coll | 1.9166 | 201.61 | 1882.1 |2368.0 | 6.70
66
+ Sort | 0.78636 | 61.618 | 367.78 |1112.3 | 2.05
67
+ Comm | 142.93 | 176.54 | 193.37 | 87.1 | 5.86
68
+ Modify | 0.03301 | 0.57429 | 8.1097 | 171.0 | 0.02
69
+ Output | 0.0062099 | 0.17516 | 0.19846 | 8.7 | 0.01
70
+ Other | | 2474 | | | 82.20
71
+
72
+ Particle moves = 585382480892 (585B)
73
+ Cells touched = 612521215613 (613B)
74
+ Particle comms = 496650493 (497M)
75
+ Boundary collides = 0 (0K)
76
+ Boundary exits = 50254250 (50.3M)
77
+ SurfColl checks = 285622323 (286M)
78
+ SurfColl occurs = 6589700 (6.59M)
79
+ Surf reactions = 0 (0K)
80
+ Collide attempts = 31946846348 (31.9B)
81
+ Collide occurs = 24116457100 (24.1B)
82
+ Gas reactions = 0 (0K)
83
+ Particles stuck = 0
84
+ Axisymm bad moves = 0
85
+
86
+ Particle-moves/CPUsec/proc: 1.51926e+06
87
+ Particle-moves/step: 2.92691e+06
88
+ Cell-touches/particle/step: 1.04636
89
+ Particle comm iterations/step: 1
90
+ Particle fraction communicated: 0.00084842
91
+ Particle fraction colliding with boundary: 0
92
+ Particle fraction exiting boundary: 8.58486e-05
93
+ Surface-checks/particle/step: 0.000487924
94
+ Surface-collisions/particle/step: 1.12571e-05
95
+ Surface-reactions/particle/step: 0
96
+ Collision-attempts/particle/step: 0.0545743
97
+ Collisions/particle/step: 0.0411978
98
+ Gas-reactions/particle/step: 0
99
+
100
+ Particles: 22980.5 ave 147816 max 0 min
101
+ Histogram: 84 14 4 8 8 4 2 0 0 4
102
+ Cells: 3033.45 ave 3034 max 3033 min
103
+ Histogram: 71 0 0 0 0 0 0 0 0 57
104
+ GhostCell: 77934.3 ave 143096 max 4166 min
105
+ Histogram: 23 7 12 10 18 2 6 4 16 30
106
+ EmptyCell: 94.6406 ave 580 max 0 min
107
+ Histogram: 75 6 12 7 23 0 1 1 1 2
108
+ Surfs: 200 ave 200 max 200 min
109
+ Histogram: 128 0 0 0 0 0 0 0 0 0
110
+ GhostSurf: 0 ave 0 max 0 min
111
+ Histogram: 128 0 0 0 0 0 0 0 0 0
112
+ Memory usage per proc in Mbytes:
113
+ particles (ave,min,max) = 3.5332 0 16.875
114
+ grid (ave,min,max) = 13.712 2.45129 26.3888
115
+ surf (ave,min,max) = 0.0205994 0.0205994 0.0205994
116
+ total (ave,min,max) = 18.2844 8.74039 33.2404
117
+ Step CPU Np Natt Ncoll Nscoll Npave Nscollave
118
+ 200000 0 2941505 138420 117887 0 0 0
119
+ 210000 242.87857 2946459 138678 118035 35 2945006.6 33.0087
120
+ 220000 487.64618 2943977 138747 118119 29 2944748.3 32.99025
121
+ 230000 731.0891 2944653 138967 118350 37 2944553.7 32.9838
122
+ 240000 974.17073 2945922 139034 118379 31 2944756.4 33.005425
123
+ 250000 1216.6093 2942275 138607 117966 31 2944659.9 33.00852
124
+ 260000 1460.2824 2943820 138485 117963 32 2944362.1 33.01125
125
+ 270000 1703.5116 2944151 138889 118419 35 2944311.3 33.013543
126
+ 280000 1947.0928 2944856 139028 118487 38 2944385.1 33.0208
127
+ 290000 2189.5992 2945143 138589 118010 33 2944459.6 33.014322
128
+ 300000 2434.7747 2944550 138612 118244 28 2944575.7 33.01002
129
+ Loop time of 2434.77 on 128 procs for 100000 steps with 2944550 particles
130
+
131
+ MPI task timing breakdown:
132
+ Section | min time | avg time | max time |%varavg| %total
133
+ ---------------------------------------------------------------
134
+ Move | 0.025765 | 48.859 | 268.47 | 802.6 | 2.01
135
+ Coll | 1.0237 | 109.61 | 1087.4 |1756.3 | 4.50
136
+ Sort | 2.3012 | 37.064 | 199.64 | 781.7 | 1.52
137
+ Comm | 75.215 | 94.275 | 102.7 | 62.1 | 3.87
138
+ Modify | 17.613 | 131.19 | 720.52 |1361.1 | 5.39
139
+ Output | 0.22935 | 0.23085 | 0.23507 | 0.2 | 0.01
140
+ Other | | 2014 | | | 82.70
141
+
142
+ Particle moves = 294457570998 (294B)
143
+ Cells touched = 308081796628 (308B)
144
+ Particle comms = 249215553 (249M)
145
+ Boundary collides = 0 (0K)
146
+ Boundary exits = 25256149 (25.3M)
147
+ SurfColl checks = 143296114 (143M)
148
+ SurfColl occurs = 3301002 (3.3M)
149
+ Surf reactions = 0 (0K)
150
+ Collide attempts = 16237224970 (16.2B)
151
+ Collide occurs = 12251580013 (12.3B)
152
+ Gas reactions = 0 (0K)
153
+ Particles stuck = 0
154
+ Axisymm bad moves = 0
155
+
156
+ Particle-moves/CPUsec/proc: 944831
157
+ Particle-moves/step: 2.94458e+06
158
+ Cell-touches/particle/step: 1.04627
159
+ Particle comm iterations/step: 1
160
+ Particle fraction communicated: 0.000846355
161
+ Particle fraction colliding with boundary: 0
162
+ Particle fraction exiting boundary: 8.57718e-05
163
+ Surface-checks/particle/step: 0.000486644
164
+ Surface-collisions/particle/step: 1.12105e-05
165
+ Surface-reactions/particle/step: 0
166
+ Collision-attempts/particle/step: 0.0551428
167
+ Collisions/particle/step: 0.0416073
168
+ Gas-reactions/particle/step: 0
169
+
170
+ Particles: 23004.3 ave 147930 max 0 min
171
+ Histogram: 84 14 4 8 8 4 2 0 0 4
172
+ Cells: 3033.45 ave 3034 max 3033 min
173
+ Histogram: 71 0 0 0 0 0 0 0 0 57
174
+ GhostCell: 77934.3 ave 143096 max 4166 min
175
+ Histogram: 23 7 12 10 18 2 6 4 16 30
176
+ EmptyCell: 94.6406 ave 580 max 0 min
177
+ Histogram: 75 6 12 7 23 0 1 1 1 2
178
+ Surfs: 200 ave 200 max 200 min
179
+ Histogram: 128 0 0 0 0 0 0 0 0 0
180
+ GhostSurf: 0 ave 0 max 0 min
181
+ Histogram: 128 0 0 0 0 0 0 0 0 0
182
+ Writing grid file ...
183
+ grid cells = 388281
184
+ CPU time = 0.0512853 secs
185
+ Writing surface file ...
186
+ surf elements = 200
187
+ CPU time = 0.00288117 secs
188
+ Processing 12 grid chunk(s).
189
+ Completed grid chunk number: 3
190
+ Completed grid chunk number: 7
191
+ Completed grid chunk number: 11
192
+ Completed grid chunk number: 10
193
+ Completed grid chunk number: 8
194
+ Completed grid chunk number: 9
195
+ Completed grid chunk number: 2
196
+ Completed grid chunk number: 0
197
+ Completed grid chunk number: 6
198
+ Completed grid chunk number: 1
199
+ Completed grid chunk number: 4
200
+ Completed grid chunk number: 5
201
+
202
+ Done in 0:00:44 (wall clock time)
203
+
204
+ Processing 12 grid chunk(s).
205
+ Completed grid chunk number: 7
206
+ Completed grid chunk number: 11
207
+ Completed grid chunk number: 3
208
+ Completed grid chunk number: 10
209
+ Completed grid chunk number: 8
210
+ Completed grid chunk number: 9
211
+ Completed grid chunk number: 2
212
+ Completed grid chunk number: 6
213
+ Completed grid chunk number: 0
214
+ Completed grid chunk number: 1
215
+ Completed grid chunk number: 4
216
+ Completed grid chunk number: 5
217
+
218
+ Done in 0:00:40 (wall clock time)
219
+
220
+ Processing SPARTA surface information.
221
+ Processing dump result file: ['./output/surf.300000.dat']
CylinderKnMa/Kn0p14/simulation0219_Kn0p14Ma3p8/surf/Surf_300000.vtu ADDED
@@ -0,0 +1,38 @@
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
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AQAAAACAAABABgAAlwUAAA==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AQAAAACAAABABgAA3QUAAA==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AQAAAACAAABABgAAGgYAAA==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AQAAAACAAABABgAALgYAAA==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AQAAAACAAABABgAALAYAAA==eJwdkXk4FAgYh6nVamvVqlZusaZLkc51fYYcSblHypXcNa6cDZkDtaNVRkZshTSawYpcOb80WpKJaWYSYytLsSVmWV2Kbfv7fZ7f8z6/N/T6VGr2MB15fczGOjYD9dRL+r7n0rGw41yueSUdV+52HMg6SMdJomJXnjMNPeOD1294RcNWnn16dToVr7t5WjyYoaKSW31JjhwVwW52bKIyBav1C94yoihIkruSs+FeIrr82VD3vCgRn8/Fk7ujEjDOeatxqUIsTrjc1kp/HY2v6z8WaRKiUKpaWi8mRuC75mCupUY4KnO95tgXg5HnlsSmDAWg9bnkxXsCApDQupp/yt4HCzTOxvs9O4Ryvh+nfTgkfKOaeL2K6IHNJ2P6InnuaGA+mjDq5Ybdn5VsaBYuaDq3pfJmigMSbfYMGt44gEk6/wa+2GGHDZfubGRILPCyqYfqujxrjDAuWz4SYYRhsnMyibIpVhw4PhG3QIBnVYvqAxYbg43fvmUfU60h4smRSEvZASBwbHQHug5DVoNMRemZD/AHFLU55BDg5W1852hJhmrp8iECLQY0XEmaDL9YkKO6ltj2U6DFYYsDbqdCtMoS4YJKGsz/41tnPHwGllEGh2/eZ4KrOJ9i/z4LkpJMPC8qswBtWTre8rmgOObWuYmTB2WNQ/5cfgFElFqZKRsWgmb2lOsrVjFsct+tkiotAf1XCoUvRzmgeLI5b26UC0njzUe8rpUDpZj6xr+jEu6PhH2glVfBd4434tTFt8Djx3Sf1ea1UJU1csZBrx60eG0zmcq34aAw23veugkGEmxkmNsCZ/tnl8Xz28DzSDVOXL0DK1kKjs8ft4NBkOpfh1T4kJja4vm7Ywd0bnVp3Vl1D4pn1Jr3zv4Bytv0WeNBXZCeX58axLkPpKBna9oXuqEhIHXAPKkHovJFQduqBTByvNdgqXMv8J9YXWAo98HKvxtuLh7rg7LNhS+SooRgp+Pbb/hECBnqsg9H0x7BjZqcdpfpR5CQJqKrpIhgrb/2laZpEVh3O5WlmIhhUv9XoUmZGJoGmZ+D3omBWFAdamIqgeK0/0UkEMjKrqm6IQFUurz9Wq0ExNY7mhhPJHBs8rCVxbgEBHFqYbwWCVxXzSytyZFAqyt7XVacBPym5hNvHv7C5ek/n/okhjPOnOAVtWJYmzhp7h0jhrdC3hdjEdR6zTYOMkVQQySo/rxMBD+lGsmGKI/ArOhE95qnQrDqDZaMhQuhxnf5i73NfeBvxsiYX9oHzSssw1et74Vf6t6vlhsRAFPQWVcc0AOfNJmLUnQfwI79i8TiW/fBK2PP43vkLoiuyJSGynXCwpiRny/1HtwNa89so3eArX7cogJFPiz+OtwOv4c9jWZm3YGT/crTxN42mG37py6E3QJfc5CaYJPp56KtrrdBjbN/geVeD7+Nz7jYetfC11u9bsGDfRtS1o1WAekRM3JDciUE6nIGzJTKIUe+iKnewIW9ZzeHTJ0rBa8730T8KSgBQrnuUKB7MYyG6PUf2FgIapGbW3ep/wba4VKj7+h54BtaKbLfnwuCCg61diEb5gQdsetI5yHbVuFgPS0TNvZQLofdzYDIodbdw410YLNe/HSxjQqbat5dmpdSgLyLFHA1NxZmSD5nwh1iQO1pRftc2QkgO+3UThaEwJWrCceIR/2BfLTHUTvKDV4nT0xspzqA6xb55Ofv94Kdnrr2pTAzsNH62yPgpALkouVWbBG2mY95mJTbGeNYqE8LfdgEGfLJV4es9iE5QVBTPuOIzubdkRGFdmglt2Z7iK4Lcg1ltLs2bugRqsMWaLjiDzFPFzqXuiHBkvtSYOaO5cV844mXh7D5qPRazxIvtDd42GrAOoKD23D0gpY/Fq9WZJ/WPIZhRAaX1BSMzPNOXQ+loehrJlilGkLGyVVvS/K+jUQaHiyyuB2NTmn89ou749H78pjFVHIc6ndaqTrxEvB0o3/T4T2nsGi+5mWn3ymsOAuGNLnTeCFufdY0/TTm6/UpFMRS8fyurEOZTjSMnzQwUhunouAYw3SJGh0zNpP4O+7ScKlG4BsHAh1HpxiXZDIGakn7CU0iOrL35zOtJ+j4H0vBJTU=AQAAAACAAABABgAAKgYAAA==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AQAAAACAAABABgAAFQAAAA==eJxjYBgFo2AUjIJRMApIBwAGQAABAQAAAACAAABABgAAFQAAAA==eJxjYBgFo2AUjIJRMApIBwAGQAABAQAAAACAAADAEgAA0gMAAA==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AQAAAACAAABABgAAXwEAAA==eJwtxVFEHAAAANBKkpzkJEmSJMlJkiRJkiRJkiQnSXKSJEmSJEmSJEmSZGYmmUmSJEmSJEkyMzOTzCRJkmT20Xs/LybqXazjHO8EB5zoJAed7BSnOs3pznCms5ztHOc6zyHnu8CFLnKxS1zqMpe7wpWucrVrXOs617vBjW5ys1vc6rDb3O4Od7rLEXe7x73uc78HPOghD3vEox7zuCc86SlPe8aznvO8F7zoJS97xate8wd/9Cd/9ro3/MVfvektb3vHu97zvg986CMf+8SnPvO5L3zpK1/7m7/7h3/6l3/7xrf+47++870f/OgnP/vFr37zP0dFvxfjWMc53gkOONFJDjrZKU51mtOd4UxnOds5znWeQ853gQtd5GKXuNRlLneFK13late41nWud4Mb3eRmt7jVYbe53R3udJcj7naPe93nfg940EMe9ohHPeZxT3jSU572jGc95/9sSVRSAQAAAACAAADIAAAADAAAAA==eJxjZh4eAADsVAJZ
37
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38
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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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AQAAAACAAAAwJQAAUCIAAA==eJxFWnlYjO3bVolUsqRsSURoQVQoOkuLLZUWSkKh1Oz70jTNJLSpSBEiUWmTUohCQkqbFyUtChWRtClKvsfveI/v/es67mfmuM/tmp57yfxYYO9ItxT58u+iTT5LUVC6L9a4S4razG31nkSlN2bPTZEJRoczmbFKPRhr7HPWZakFI0Sd8llfJRgbDbye2UwNhqfadmUqUcf3NT51nRuM7tvc5EWLgqGv03jooHEwRjcoKyhYBuP85vnpbB8pgtxjNC4FSTHpeZTVzctSuE69diU0V4qX/aqsgrtSaD6unmGaIwU58GvYpCdSZH5x3L6lTopXOv1G8vVSFLd3len8lCJnYuz7D6rB6E0T3dfQD0ZEz+s3tDXBuH67yiV0UzBmlOlcdLOTop8U8y3SQwoR3WCLy14pPJ/PyTzClGLc+uSNHJYUtzo/pX2TSHF1dkTqzVgpLu85aKd0TYpYWaX9FQ+lGMnLd2YVEvgG8YF5xVJYhZRftC+VYoPzxRVZLwh+6S8cNxO8IqIzpJYGUsxwevZuoqEUTxxCF4cbS7FctFrLcOV/Y5c7K3KtbKWQLt6VO7xdCsM0te8iRym8bB8p6O2TIn4H17qGJ0VbfPTVq8el6NV+5mQcIYVfc+YIOYyYR+/P1BcXpXi+1Cy5854EzaQhL9ZjCSKXnnLZ9k6CP4vT7QwnSjEh/GagtpoU01pKKybrSfHAN2gkbpkUY7EHH70yk2LhG0+bLwQ+KZ0Z83SXFEfVPKu+u0rRfuGN1YibFE0Fy0o9vaVoydZ/4U7kJsq9sGx2igQPqo4rOz6QoCBrp7TgiQQSN8m4A2USvLlV9bP6lQT9Fws3DBF1o7rbrSdfJAie6FV+o12CnW53K3+1SLB505HFh5sl0GvqO3l6QILVRWPlIeOlePtWWUpRIXjeuGxhPUWKtZkD5RYuEtRRBi3N7CTwm/Jk+fmtEvwI8sty2yVBq8340CX7JchXKtryiC3B/vgX2pdDJZAJySd1Jkng279WuSNHAv2utdo9JRKorq/5XEr4ZLjTwrb9uQSlbNKHhDYJlB9JjVndEuw5w9k9fSQIjSTLnhMLCP4JtrERhhLcdg5pn20jQV/0gZj9DhLoZNyecIvgMYXu9D7EmZhHO36drKcEnHd1wUe8JdiaEmWtyZOA3BtSuPaoBK6358dNjJJg0yffLk6EBIkVN5s+xEvALm+OJMTg1A3akmltQdhvMyqYNF6CkvDh/ukKxLzBIzJTlCWY2HC4Z+MyCa7t6Oav1ZFgRCbfKVtXgum5POMVGySIcTqo4LFJguzvLz3FhE/DhV9uue6WwKds9JSVUILBm8kz/xC+nFP1X19mEoSvFpFPY5yCkLsmsjnhYBC86UvradIgkI6ovsjJJnh4v7dRyw/CPSMjl4CyIKyJcotwkJHg0YRfv6YqSvB4bFRhsooELpd1LpUSPg3ahXcpmElQ9CBCYarDf7nIks9v0Hsshtwl4R9hqxgKSsELGV1irO13lFS1iMH0V37nKxOEcMWVx9caBqG5Y9VbB1IQeO1+OQMxQei3MVzBzQ2CWkSIx4c3QVjV+oLkNhwEk9m/Ksfag/Dz/GD15L4gjCjsOr97GpHzpmcWFz3FKFk4Z+3IXjG0p7qsSjknRpTmg9ufa8TYM1gx4UOvGOJK7+Ksj2IY5+kZaA8Sn7++wDQjeL1ZePPxjB9iXHCJjmZoBWHiyrnOPuuC0HnfUmt9UBA8frxdOD8jCPs6Ws1n5gVBL9VgUqayGNe//c7TWifGvivnbw7sEkMQ8vE6jSGGusXGlqJgMcYV32U3pxB8rFYPDNwSwyrmyHSft2JMoUU6HxgW4/CTpt3PJwXhQmLuq/kTgpDTObXZjeAlk8brFTeJkTJF9gy5TQyhad72oy8DkSd74sOL+kCkpwZd/fAkEKy6NI1Yono/WFKX3hcIg4srZ6ZNFUN+Drlrva4Yk3/xFhqYijEg7s7Y4S6G98ykZ98InxbvEBx1CBFjY+rTuMdXxPhRfTjz1DMxkp0a1z8m8Evevcp6Mz4Qbdd0/tmkG4gFCl9217kFwkejYdskXiCMJi3V9PIOhDY1vYVzMhBvnZn2Xy8HYqLJsHLf40B0vPXy1HkVCF5gRH9TZyCq99W3b+0PxKWMzi3mc8XIWdDMpruK0X7t1O3pdDHyDOSqnfJEuO34KfNcnQg7HOZLMSqCvcovg7jpgQiJy6GvMQhERd+D1FmGgVhdt3nPNNtAMI7pazjtDMTIdYWx26cC4WJhXMgqCsTlwB1LbGoDsW+bdknO10DsqdfMKugIhFvnrJjilkCk9hiPLzskwqjy3ozQsP+q4mumMiVFhLMmPAdBjQjKt1edUWwVYXVujp7GkAjFDRGTg1cHYtXuTa6q1oEo3x+gUXQoEJURnl8nHguE8+SdQ9pJgXAtMnnIuB8Im47GylWvA7G09cS9IR0Rjie3t7tuFMFlZU1PklgEeT/SZ+55EYKjdhZcvSLCifc+stGFIiiU6QdMfyPCg5UDH8I7RKiy1IuY90kE9xKaVWS9CDvHb/n84YsIp3/bf/unTQS1M+Y1v3pEiP4jaylRDkTRAd+HU4oDcDBs1sOU7AA8Z1/0Tb5PVD3RwoE3AQh5uNjjzkQRulZkjNxSF6HweUP8Hi0Rzn/cNBpuLMJS+y2G5z1E8ClQzDI4JsLHnUNi9xgR8qlLF/wm+B6V9ai4mC5CAz05bXqOCBqLc6oNtQLg4mHzdoF7AIoeVYZqkAMg3fD87BIRgZdbk70gOADLtq9T23clAFm7DZSktwNw/nWv/UBOAJjnHHzXEnU02u64fU0AqDXvA4x/BCA3OXP2fV0RAuRvOhfbijA9pl31sA/Ba7v+d7VmIWZu+2p8tk0IXbmJ+Wz5AGipFXQtWxqAnAeNzI9rAmBTrax/0jUAcrNaK3+yAjBgebThbngAYqRtMornCH70jN28swFYlW7rsr0gAN1itdZ7VQE4c+yYf89wAD7fvDZwZ4YILdfPpCrQhXiao2Kid1KIWGez0lfxQtBCksZUkoQw3MjPZzwWwrfcYEj1nRDPLXLC1LuE+N/PTDMAEzSXkR1tArB3tYuWCiUAy7cdfZTLJ3wSZFhRjwXgsgPkbI4HYO4dOU4F4c967wTtWnkh7vPClX6oCcFM0l/w2FSIdarL8dxeiI00M3HhfiHudP58acsR4lT9uqK600J4bDT/1JAlBEsv5LXbIyFMLx7t31cnxKDuKlOtSYTuFH/10pUBYJu+De7ZROicxNlUYE745LOcLsgSIFUr7NrL5wI8lPnnin27AFoWeq8zZIVQKkgVlC0T4i7DknzJmhiTQ4xmEzVrv+ITZSshjPaOr9fZJ0S/doP4RJAQ255vLk5jCuHXXji7XCDEKsf7NpWEb280J9Lca4SImp4Rvs9XADX3p21L/ATouFJnM/ekAF2xTV6qCQLU7RBua0kRQO6GzLT3FQI8vlYgPDtRiLQNizsfawrxD72iSaQtRIR9/O6eNUJoJiUV9vsJ0fCTYn5QIsTZBxs7KohcTk5Xp+tmE/3BjS7znSyAkbzoWYqZAKQdrrsGNghQqXQj2t5TgIBnW4N1+AJIbzhnzQkRQD0y5QrvqADJgpQXYenEONf8FfmVAJdSzQaCBwTIS+PfnjwmwNA9n2sWGkJ80TRSv6YlxAHVAeZqgk9iw/Xaic/5UCgwPT36gQ/Fg3M9t8oKoHJ8nNkpHQHMdbKdLYwFsFa5FWhkScxj7np0grcA70f7qC+oAhyW7WL2HBOglZlZx78kwOi2oXc9RQIMT68Rb6kRgBpx4lXdBwE6R+zX7h8VoHvVLq8oAR+BryVD1if4GCRWT7VX+FBZEbp5+z0+KL3v/s4Ex2MO7+q7+dhrf9CyaJIAhm8Tht3nCmCz682j9wQv78FNsyboC2ChecNr/ToBBioc6cp7BHj78nHvKoEAmuTcRt84ATYzXco9JvHRPD4kQHExHznP4zpG7PnYLjeoscmbj7vzU1d3HOQj/Ft+TGM4H/ecjg4aS/l42XctcUIuH1O8fRUT6/loWyrgRMkIMN6nJmeIwH1KLs9QWCOAUkVD62dTwnfNLoNXjgIIP/o/mFrFw+hPjzSTZh5maVQMerTykDdH5vm4CXyYvPsngG3EB/d44ZbczXxYdD08coPA/0fhq9YhIR/5KW5BcYQvM1/drvycR/D0oEyJrOKj4NFA8bFWPh47GJBnfuRjmdUN+Vm9fEQdXXXRicYDLTVxMETCQ+Nv3Ye88zws13Z023CPBy8TmWPtNTwczxep/vzIQ71GwA712Xz0yJeYxy0n9Od2FW9cyUfsbcoyQ+I5sbhdMLyMD5efVm/izPggzfMRHPbjY3HelDz9s3xsNj/0pcaIh7lSvueD/TxYs4b/VAbwcEXMpDWIeAi3U9yQJeXhz8nPtZ8FPNwaubHOO5SH6o8/dNoSeci2MF/lW8bD4R2fGcuGeTCo7JQaKfDxed6dGZcX8nFIHHR6oRWR+wsnzWAHPk75vFfO7+Vi+rh/uhv/cFEvrP3dMYUH0smxa2eW8VCiu3TnLgce6t7avF/B4+FBUmvxWBDBS7furmY8D79iE7XPXOWheenkmFLCj6ETLiEWL3lQb7yanPuDh2HeNJn3RH+Qhys3s+bw0cn+u9Pk4pTllqb7yVwUbHvo8iaXi6/2vIv8ai5kLe4GjrzjoiTshObBMS6s7ffV1Ovz0HWoYoOqIw8XPU6cPOnGg8ZvwcFibx72Jh6w+CHkQanj57xX0TzYy7aPU8rgYZXqTrZxKQ9WF6ld23dysbFh68XLVC6ur3xz+HQYFy6breprsri4n1YV+7SUC5NZ0UMOTVyw7Bg3TnVxcZO/k/dilIsFzzocHs7lQSvoseJ0Ex4+UcpWzLTjYcc5pu59W8L/E4Ol9515WPmj0NiazsO25nddW9W48N666MXzpVzEXMuMr9nORdiIWGvFbi6Kww1dX9OJ5+q+yqxgLn5/Hmw+cImLL3PPNi3N4yLjECnwZC0X56Knhjt1csFbz6sM7+PCq7DHO1ONh5vef/+w8DDB1b3iE8EnIEltVt5dDjbs7a6a8Y6DZWcj7zd3c7Dog/fOdWMcnNb9sX7RAi5e7myUO7CaiytU5dQJ4OJV2N0neQ5c5Jr8XdFxYZ60cMOIhIvSlNmWsxO4UNGZ4rqxhIuIbb+06OWEX7fG7FhtXHzU+7uh5+CYc4RBehAHWdsVHt2NJ+r4DpFyLgfG4ra4RTUcVI+befB5HwfrHdPW353Gxd/d1Li1XPxydDvL3srFHV873gk7Lly1M1LfenKRPrk/3O4QF34aXTwvEhfOe4/tXs7lYrNYZQNLiwPR5BLG7DUc2PCfJGo4cHDwiVrRCSYHddurBxcSPJgndDWZURz8VNFeFnWNg/bNj2bvus0Bw+TRJr9GDrz2+7roEnwmjNbe81XlovZ93bfDBlzUSYtfXnfmwv/sF/E+ChcCPZnOgFE2Ho5XXeQhy4Gq7toirYUcKAcq2UqWc9CVwoq+ZcaBprHO4z1OHLTdXvCUtJeDmahXUBFw8OODhfvGUA7ejF6/T0/k4GL/9deCHOJ7U87duVHOgaV9/2flTg5ih9QDXo3nor2tXxDwlA0BW1tf9z0buevHSrgdbJTl4tzIIBtsbr24XpkD8vZ0mXUzOSgWPo+QXc1B+lo/ThU4IDE3rlruw0Fr32/BAy4H8+d/sBgj8BdUl06yS+Ng8PWvsk6iPyzmzlhaXMGB9bSh3xZ72bB+9urOKT4bT5qfJN0JZeOA2uJ6uQtsODo8LqvMYMMrotk8s5KNnSmhvge/sJFETXpo9pONmEM+Stn9bMy3IhNbWg5WP8yYb6HHQfKrvdaNhhxsHF8SunALB06P3wzL+hH4i349XaDPRnr8/QUXTdiY2WH/K9KVjcLJ+Xa1dDYClXNdm8VsPHUvS7sVzsaVcP0P32OJzwNoj1gpbHx+8TOOVc1GotX97z1v2HBgew6X/OWhYf10bDIHj5cMy1zR4SDH7/RHGoG/U65F1fg9C56+n6yXfGdhoHeO/D9T2Di1TGg2T5uNpf87UGBD+09wrLYzoVvv8G7vQ2xsvdH8/lgIG6UXkrarXGJDy3fQj36LjXq7+w0dRD7GsTN+27ayMWtpiB9riA1aSbb66nkcNOionSh4wMKcbb+9vr9mYV0b7cmUdywYBM3urBhhYa7x3ZaTymzImC/ff2cZG7orr8s+tSbmjxCLl21nQ+9d1HPVA2ystkoYlWewYX4mfcv3Y2zIRaXv/3mWjdCZlzxn57Dx4mBBTt9dNvQzL3Ufj2LBJXF+TFw6C9ceWS/1KGchefLch7caWLjkOHBI5RsLdgnhVl9l2dDIvdcercLGmTjpXlUDNl7bHNJ02cDG2Wf7tQ5sYSNWdc2d++5szFi2NOmjHxv8pPRVnWw2bhwOebZawMbgOoPl1htYaDa9WuyzlwVO+K/y4kMsfKc+3GgZwsKsdvMWx0QWZDMbCuenssDgkhKUy1gw7vVLn1nPwoYXnLaJnSywX+nrXZNjo8ksvyFZnY2VXg2Mw0Q/LDwijVy8g425J1a9qOMRfrSTjl76xkSH+TrFqfIsHO+64OqqycIp8+xkGLFQV5cQyXYk/KWXrjPisrB4U1xRnISFzGcnynLPsXAo1d1mUQ4LKgFfJivcZ0EalGJ/vpIF5+iGMdMmFhx25iaeJvz5Ejf56YffLLxv5fHZz5gwxRNG62smkg4tqVr5h4mhUvbTC8os9Jyz3TKmzoLX/xqG0KVnYrliDaH3mEWY7i4WPizM7tztz8KfoKHPL4+yQN0WVv6Q8KFZfW56NuHD1TCNsvxG4rmxra13MwtZyR+FklgmpDrzLOakMzGnj+1My2Oi9p1pwef7TByJbCwtbGPiOncvu3QcC499LzvbTmfhU/fsl54Efsq9L+RnYOHGlNHCPFcW1ttqGrD2seDHeLpyyWEWHjpP145jsbDNcvqOtDMsCFK4tSabmVgoVEiYs4sJ1LimR3OZMD4k22B7holZvxg2rOtMVHeuSeu+y4T1/h+jwhom5i52UXtQzcQE3+9DEQ1MJKfaaTV+IsavMykrVFiYGBJpEqjPwpmM/CfG5iz8ICt/j3Un6p5UnZK5TLyw61DZYcYEVcHa/KIdE71qa40e7mdifnGbOZPEREUYV81JzARnp9JXw5NMnJ25f34igV8zZ6bfhnomyj9/+XmunYm8nGOv/Yh+MKxi58T+YsI88ZiciPBDpeB2ynyiLzx8yFZafQwYX6qm7x1iQE+c2F76mwG/5dKU8SpMuFwZ3bLAmODfOutOH+FDYtr3nXYeTOg7zXw3geAx5rUtOlXIxIWEjCe9J5gITtbcNCuTCcWkWe6rypg4IPR1v1BH1GzbuV/7mFCbfykm8TYDiWfPpRe8ZmDDs9Hu0a8MKB/UD0v+wQBXuSF8Uz8Dl394mO2YTvSx4lb9kJVMZMlstTqxkYm6L5X98V5MFA9YcIoJ/Xon+k/tPsIEv2KKjD6Rx5X8U7nGt5hY8/zhng4iB8UZuaFexxlomfvJ9vc5BuT/t2BjgPG5P+tPNePfc3AGXrToJmRPYOKhe0+T1h8GrD98bLBQY2Imbc7JFh0mvPNX9940IfzT4rRauhH5mFyJ6GMwIeu0I/NiMBPX8lr2hkYwkeCocZ7vzYDBh23bl4gZSKlXysg7zcBdu+3Ba64yYHuENjiUzUCOz3DG90cMbPpsIDjTwcCk70vY174T318RcmGIwDfemaV3Yxqhz/jvCoXoq3OPTp9awYTP1XWTs8yZ+GKwQrHShYm2mxz6jTUEf6/ZXGLthcqsnsk1exgo9I6Rj6cwoBSTF70vjIGJLyOMbycysPbbOtcD1xm437/SXfqUAaKJnLpfMrAjyvP36hYGTObW8vYQfqygXpEpkmeiKkV27cTZhM7cW6xMQyb8Iut2vB7PgOtWtlnSNAbCGnTotksZsNEbkr25kcg1zHpU05EBr1BLef29DEy1aRqSEzCgq7O4X3yKge2dAp2uewyEdK2kh79hwCMnKrS6noESTdVlVYQPIy3fK9V6GOgveOTAI3hkH1k6fmYtHXZrwiz3t9MRtNWUpvCLjhf9nuNqZzKguNY0cY4mA6UJ42dEr2RAGFR1RN6SgZul6VqOmxgw8kyQ4bsyYGf77tsPfwamSO5k7jrJwO4nL5QMLjPAj9fSTiJyKDSf2NtUx4DTr2HTfcl0qP8ctCLfoKNrnIGswmM6VttbubTV0OF8Ppbp1E+HSzXTKHkKA92O12S3rGbgoryt3DwnBpoN9So8DjKQucN9rxyZ0E3btNaAz8C6m56Xp8QTOcnmZ/sQOTTuLfnqksPAPdpTYX4wHd0TuJf3xtERnJDiPDmX0Nkk/nnwCR2/Jvneji+nQ2+xWv3Gt3TopqvWWr+h4wmZ2htH+ME0nFDHGKVD2z+5ZtNsBiQ3hvvSVhHzB2+VUbFlIM3LeaMSwUfuRuouGpHD1K/On4Nd6Zh6xfDqKxodk36MX24kInQ90DiuFE7HLNO5Z9TP0fHliaN9fiYdpkHU0iMldNi8FE+l1tP/Pe+no643PXthNx17hpJyLeQZiJhjV/qd6IcjvfNsnTQY4CmVU5XMGAjQseGEzKPjVGyYh7wh/d/7BzrSHlz71ribjjzVQrOndDpCtLu/HJLQcf0kNY6RSMf6h7Hqywn8HrLR4rEqOvZKP21JePWfflGd8W6VAcIHbbuszj90WD1ZG6SqyMCom8ayW800XAgVU34P0PDosXBsihIdtZHR+wd06PgpniInu5EOwaw/H5Y50lHg0hJFJ3g02+41FHPoMFmQbfgphI7GIvWExal0COm8Ouo9OqL8bqcNPqOjfZvcuQMEj67bisXuLXTUF0wkZQtoGHt/oEQlmwbnkPD9/1TTkPm+3t28iYb0efmTTxE8sifMbGtSI/qq61L8a106Ir33fvUGHZaOi+ybtxH40RKuvgcdciqjchaEH+XjR+dsIfpijUtk/5rLdPj7bljQWkBHiqabtZwvDY5fvs75QOBO2n775K5IGhgkjZErhTQkeP49AafBdqFR8IkvNBwoHBctp0hH07JHfZEL6XhDPn/2owkdt2bLNmoQPgyUt5/zdCJ8nlG0qtCbjoCyd1k8Kh0ONeokVQJf761Gp0kbFeHOTpUd6jSIe0e6L6+mYeG0g/ZtTjR8n+OwT/ckDSdOhG8pL6IhcXtyYTqh+600hPm1iwa7v3ZNJfRmSgynLaYjbmIU/Q+Bb3TvW/ZmOzoOtCQ8GHaj4/DWy++/EfipPv4UzmkqFpYZdv/Ip/57jk/FnqxrJUbKNMwe47tc1qGheF5bfqsNDVp2FrLGJBosEmK0UqNoUJTEO6ddo8Ewuy9dgeDx58jYsMwYDdy7G5yiVOlQ3E4Zv2EFHV8/N3hTCP2zpb6GvmQqCh6Wut8KoKIk5nX2xVgCV+DqW/CQCh/10ZOBX6iImMWdFTtGxeDylujGFTQIjV7H/txE+Kza8urHIRpeVI1ZFFJoiNydeVyQRMOxVs+XS8v/y2FQy57hI0/8rj3P6FUNUVCSv/fRLl0qJpTb3QzfTMXp6w49Z+lUWLI6X7KPU3Hgjum499eJcVvylllFVCyd9yMyivBh0fnMjnULaViRmvCN4/Qfrtyh674HJDT8kHUL00yk4cEiUzqrhgbaisc2W65Q8DU64klFKQVVH1632PVS/r0/oEKhxKHkmB0VXTPOvVUQUlFfYfpPTTgVXyHKcDlHRZFKxMSthA/Mm8sXqXdS4bul0blqIpFzbUw8jeChfGEhd48VDef/LvOcibqhVlHZnYI3jLxSe18K9FUbvKeHUVA3Z2u3TT4FekX0yEl1FOiY6nTky1Jx5J5b8WEjKpY0Ppx3zZmKfbsFVFsmFSMJr+PjpFTYxlfmFmVSUVWdzNNtpeLYAbsb31RoePpo6rrADUSfjfw9yKLAXNc9fcSDglvn5kw+yiZ0TtzXLx9KQaiXPp97kYLh3rYrU9IoOMmeybxVQQFNycwwRpnQ98do901TKrJa/25EqdhZsKUrnfDhwdl/LiVHU9EZ7rTxRgYVvMNukXfrCP8X/b2JIWOTV9XtAU0KslwcdwzqUXD0WdSq41soGHz652XpMQpY8yu8LDMpUMwYXfCVwHvtqnM5oZKCt3yloLbvFEhiuN0aM6jwHLjblbqO+u99GxUXojyWhEmoyNhJD6NcIPqtcZVZxxky3BVPhZoWk3HnSBmlq48MlXm9czJmUVCr/UXt3kIK2FbO3F+WFEwPyMuycaUgqlGgX8ah4HeqknJ+POXfey8KDpgta04boID3xdZPokHF+BdbUqKsqWhwCfZfupuKlnGr35U4kP+91yGj1afX2yuUjGe+h/uOpJNR+WRZyPwOMnKm8TITZxJ+6+870wYKCnzNthm7UXBlXtPG0cMUJB7Oe7tLQMFmuvahiKuEP1flNavzKNg7y/rPvlrCj9I29Q0yVPR8fHnAYwIZ757s1KOuIcPIN7DC0J2MU615OW1RZDTmlv0qOkvGNCLtfTfJ0O49c8+snozrLWc+bx8hIyVNu9FlLQXX/pHPTCLwY2OunCYdokAcNm9VeDgFc//3QqDAZ9hhjWMrBYd66qxsOkh42udcsv0LCfEl3ppW0wh9btNturXJKFwXpzzOlYxLGydF6TDJmHf+5dyr8YTuXVQVUS4Z7ytzOsaVkHGG4SxX1UlGwc+g1ye1KXiWe86ZuomCjAqFwgt7KKiuDEYejeDlv6QnNIeEfNN1VowyEuZpPhr2ayLhdPm+qZsmk2HnM8FsyloyuhIPMXZvI8NnTL+3kUT+/9yDXqzwGL1NJva3AwX8R4Tv9CZWxlMy2kxJe64OklFfOzPSQ50Ci/wkSxeiD6tidMN3uZMQ6nYzhHSVhBd70k7GV5Cw9VSkZSVRjz+l/lJpICHg4N+T3//067mcqu3VJ+Pc/EU3WraTQZmt1jz/NBn/KJ/lal0mQ2kHW5WURgZ/kVy7x2MyLJUmzfJsIWPt87nq7gtIMHk5S8FzHgmJvYGM9K0kKA1/Gd91hATLoMubIi+S/r03IyHsPkNBqZmEzvHP9Eg/SBCdGWqePZ2MBzffP3Qk8FuHjbuLnQmcW5tod6LJGFCf0rPuBhkhAzPWWTeR0ZmJeV3/+KM261aW8oA/1pxd7zJJnoS/b9FaNYLHhOHyrHUkTE+ZFRDOI4Gj4iJaVUDCuHL2p4EiEu5P3xzm2UiCQUvD4a2jJJzLPWxqNpsMmvHlP6+Wk7E5/V2rjx0ZpdOuOn09TIxVFh74c8wfjY0G5TL3/KF/wt6u6pU/yv+EmZDHkeD2vxc3CYWtymNiQ8LXzgk/o81IaNi/voV4KeNPXJxOShLBR/XVd4MsEszkXWLNiD5oNLpVH9xCwt//VvguT4aBXVxL90oyFNP2fyLv8cfNgL4bjiR/BHoPf9hx1B/j6F8bWAn+oI9Llp+c7A/z+myXCY/9ITZhNp/u80fp1v3VZVNJSD1QvfrHYhJqQg3OOnuSwDt7fkZECAm/E0/NSr9A+veekIS0FLkrTQQP2abjMy95+qEgdKkOTeKHqsG/G1E/FF2ZOv3mNT+8muo6vLrIDyVPB3t+VfrBQ8VB0f6NH14cm7y/8asf5NUfnpbK+ePGexeSl7o/SpLJjZYm/vg1e6lpk5s/zm0JF2vT/WEq+PrI/7g//g+2zS1bAQAAAACAAAAwJQAAsxwAAA==eJxNWndcz9/3j7KSMrJllj0iIaMnUVZGNtlk1KfI3pIys7IzsmVmVe/9fr1f770LiSRbVtmryO/el/v49vPPW6p7z733nPMcRwVuRcVqf+w43UL8e/NXO+ZmF4S3+27H15/yYevJZyPb73DX6pmot/9ulXnNM6GZttf3bbNMvN8Uub1Lw0wsH1Lp3d9GmfCfvCivjUcmcjZtiy5tmYnGecfSHnbMRNNZRZMC/DNRTT1Qs29QJm72a1nfr6odMYOUaz162PHw17pw2RI7Sl0DN/jvsSPFoZ79xEk7LH3Dfpck2HFG/yGy+KYd57J3i/S37cib9aZ/3bt2zDqqrBJfORMOV2frg5pmIu7+4YAC30xcarlF4tY3E707v9OOHJ6J5lunBl3Ps2HD+29Fu37YEOo1gRzJhouD4q/HN7Xjt8e28mub2zGtX9L1eT3tsEe8r5kdaoffPW1k1xg73u6/4RJ92Q5DpT5HxibbEeu36nf+OTsazk7cc/OaHf39sq4GmOwI36xsGUHici9se+b3GRtu5EiRf8mGX+3tG6U3bSjy2pHV86INm0eeneN2y4bRmYXkX2zwML7Emcc2DD+o1bx6bkPizWvnPUptSBuhn1WxrR1D+mUc7BpkR2jlRSP5YDvunHFfsnqwHbtefG5ye4Edt3q7FdlyrUhT04exYo1zzCeXBjYkdHDyaz3DhsPSA7vdVtmwMKBZedeTNji2XPgu6rgN46vU2eyjtGHXWbcpI8n+C716dSv/yYbXqkcTpYU28MXY/OsziddHmeToZEfLxiO7vXS2o77TONcON6zo/uSLuvJTK/bJeupj3lux67eKW/zBii8kqmmVyH33Txl1k3w2WjOjy1hvG3Jf6b7GedkwQ32nXVh9G76ea15bV8fG3ssGa6/hWXsm23BVuvJi/ygbXgy+7bt3gQ3nXw/q+LeZFSMsqzrvq2XFmIQv3U9Wt8KNpksrK45/OK8b2t2K/WvHO/0NtWLc2qvpM9dbMe12vSunL1oh9702NlZrxfesC+2SX1rRv8B32VZyTzkh2U4hP6y4en/ashGNbagre91ukA+JO3T5lzGbLfiyNzx5p96C2he806u/sGAwTZdKVmS0phlsxbNUY4NvJI7oSR9PpTa1ImXB4Tthna0Q0qiXFfqh3bf2m27FnQfGJ61XWjEz7uO851us6ExWOxFnxbpRhXc+HbJi5I6DUTU3WuC3vpZzjYUWPO6u+G5JtKBqkNfS8kkWdBcObEGn+Qn3QrItMLiM0SntFhyL71P4MceCT2TVtJ8WvO8kbeVW1YrwWq1+9HK34s3a5xH29lZ0EgKzYpFmEkkNK2Jcv7yscN+MHUfpAmZcCI9NKXGwYOqsgyn5DSxQV/v52zvAgnbh3qRkLVini3dsNtGCxOZdLj/bYUEz64Sux45ZMOyh8sbtMxbEZPSNfUbuKfcpvRAL2lR4NPV2vbJ3eSL+sdAYbcbqiOmXnLab8Ws4fUgzBjyq1DRtqxlB71JIBGb4/JpzpOEdM46/3X3kaUULjvQQPz7Z2oLg6LEPlgdaUC368vaH8yxwhy4vLc6C8GFfdo5eYgENqsV6CwJCbWdFFy3YWHzAb0odM8RbPmgu1zWzujFjfzuZOXCNGULaJ5nRuA5dwQwhnY+ZEdHu+8FHe81ockzyeeJxM4aLeelkjRlCOeeaUW1n4viCehb0upjU9K2/BXNF5ZKbBFlg+m/34CCbCXJaBt9MIEXyYVENM2at4mu6tTYjrFwt0dLuZsSOm254O86MjY+uRYbMMeNEl9K1ungzohcp+4ecMMPB45W56jUzVgiBl8UV9qL9+/mbzfC892y0Q4IZwrJHTGgc2eh6nWQTypMoKu8ygTSFWbd2mhC7u/308hkmCOWZZUK1ravbr31tQtjZwW1efzchcjGNzIwawgJmHNkV0V/bwwxvIfHNiJtNAzYjceULt4rkHram/XR3eG4EadJ76zmZkDrtWsP0DibWz02o8XsB6RwmPOc3kJ1NMJanDcaEiSRLXEg8B6oo79pJvKTormy4YsKxnPteF0l8U3M63a/20ITxQuKaIXXrS1LXDJdl6vTAw0bQ6k8XGxEw/WVm84dGlH/w7lGTD0ZQVKhayYSiaRPnj3I2MfwxYcq2SyZFOxMahOQ2XDPDhA4tuzXJ2WRCTOz22r6HTEgZb+qiuW5C35I9JJNNOFm9HGnFJsxf8DHeOMaIU1Xfhr5aUvaZenjNTesOI1RR99Nb3zTC9/aolb14IzZG0Uo0QigDFxNuHrq/ZnJDE1x6/2jc0c8E4ZrGmVAh5Ee5QZEmfMqZvWPVFhOwpN9a81ETQu/Inrt7GBHc4PTSMb5GVHmapasRYYTiAW2QRrwtGBbYNsEIjz7rFtxJJt/XvCuuIDXiWMftW616I2YIBWVE0Rr4TpUYQdEww2KEUF5qI/6ahuwdlWlEEg3/jRFLr5XaZygM6PEw79Dxawb4zezgX4EzgHbPwTkG6J5aUl85kJ+jYbuS+x199WPHumT9PhTQjViZOunwx6FGnDfPnPkl2givVFvnpqtJ/H9kFwbFG6Ftem3RvD1G1OjWWz7qALmnWVlLlnUx4MebFQTCDZA1//l4yDIDq1sDipa3dv661QAJbQvnDWh9ZFH8crEB9BRvbhjwm7xuAPlscirLQ2MzQGhbnwx43q0BF9rUiI+kqvv7GRGffnRo9FgjYhvt877zXY+W+mO3VcV61scMmBHd48slPwPrYwZEbWr48dcMAyYJBWFAyoWwiLV7DHi5bvOpvskG0FN/OmaAAPsZBryutTJxidWAM6PH+5u/GHD96RvCBIzo9Miz4ob9epRMjtSW3tBj4KJfbm8y9LjoKq4fxenx/OKND9ue6BFk448v+6nH45+5PkPLG1B6d8Wblp0NENrOaANy5p85+5ncS8LDeQ4LNhhYfzXgyvz86G07Dcj299hVP4XcH4Xvbnq435zq8nKAHt/Eudv+hOlxz6/i7NTlenyu5GiXb9aDkIDIukl6bORMJwPT9Vilb9Mz0axH418bNxTk6/F3BX1IPSaebkxu1gAh/foZ8H1m61a5Yw1o9tbf4cIwAwbnBNNURL6hN1laj6pTv9Y+U1+P4avoSfT42mXbywPj9Hi1cuHye1F60KrqSD6bGfpV8YnUQ0bhe5Me/90I6jPgtB5u9/76WQ7qWT/Ro86Z+tvP3dRjTbYpbtpbPQKlzm1wQYcqkX4Hn13UYcLuOe2TbDrEHbdetGfrMIZe/xMdTfbBLuX1jDfqWV/Xg6KiU4geW461WTJ1lh60Cxft0lPyUv492b9HF8pM9KBd4hW5j4xbDWr+mKBDVFeKXDoM6xD6bnucDmNLlvSec0IHUeP4dyEiHYpvNmnTXK2DcF0aHfIkR873fKHDoeKVo/c461m/0uOSPXvc+07kPG4HGy0fokcTyQlF2HA9IgUiQs69hxI6HTjCDvt31aExpZsjdIzf6FDx/sDzV9foQE/XbrMOm4xjVClndHh+9oim6TUdci8Xk0zT4T3pAjMe6tCJZOmhbzo8qEwbgx7Z9iPbxtTTo8CDMiU9gp/ce9Q7W4sOBAWKXmlReJ/+oBbjZHvIC+gw0HFFVc/WOjRXtyVPTNYLoQxJB3nJc3l4mA6LIlPqFZC4Ok+bGrN2iQ47e53d+G29juGNDjO2Vto3TKxDSc+Fti23dSidThuSFlUJ6j3eqkVjjc29Z6oW0U09qx7itFB/az15F6/FsLmtNp5+ocVb09yVjfO0uE9hoKIOHyPpTevg2H9cxqrhOgSfcybMRwfT1mW1R63TQaBJG3SID3BqFLBfx/iVFknp6wmkabHve8Vph4K1cGo2kXOK0mIQQaVTB7VIn3vAKeVC2f7C9v/vXo6SWwutTM67bSdh0jp0F4hP2Tt5OFIGr0M779lLLxVo0F5IHA1252qMf1y1uEmqfH07LSjbfNBHix4CoGhhnHj/jut6LaKIOpqdqIWQ7nvL/p12yWY7tTDTazimxVcK0zry+3MHECjSwkcQFho4nypyJHuh5PXd/fbPGtaHNMhuRiPVoHv3c63af9LATKr9yx8NCFj8GVRDi29xXoSpa7H9T9iPFzO0GPt9CoFoLQR6s1kLApoS+RktLhWc+bGDvNPnayMjkpZr8OtH/bqucRqEuNPOp4GLdWmD+Rc0qNLw+NQ2Zg1MhO3uKNKgxsLKY8O/a5D12nXmXGctwwst+taizF6LC99p49dizIJq/+2frkWDlIT1ydFa/C3wJhmlBSGvooVNNawfanBlk6bPAX9yrlBHIs00mF2x7fPHczWMF2tAxGmtyZc18Jw5xDOLxJG/d3P8pDsaTKY0PU+DJydbZ7Yi95NH26iTFjdIdtRvpIVAA7po8ebT6iOl79UQ0re8huGDBkX7XElnIuei5TZcg4enLBUPzyb3SMOO1rC+rEGFTZejvh0l349/1XPHLQ1cH9YJ62bQQKXd1iBYrcFl7XmiWDW4m/SKVKCG4YKa8Uc1OnH+PZe+VEOgsR/VUH5KI5mpwfCjeR9GumvguP/TB5+OGsYrNWjVufLlRpM0WGp9cSQyiuxH6fgKDdoNo0pQw/BRgx+WRAffNA1GudGXUIOq5vWxatb/1IzHqiHAtVwNWh2PrGrG/9X4Ek0LXQ2Kqv0+qUEenzA/DePdGlAWNDFYw/BKg6R9sYT5aBD8n//VarXVMN8rbn6ygxr1F+fU/NxPDaH8J6ox7F7K5nlL1IznqyHAY6oaf8Jdq1uy1BDa7jM1No2lDUmNYlE3onDUOHSaCn3y83ltPC7/VcOFnDKmigafJOsIBeOB8aHXle95hgNqCG2umRrXdg2f8qu9GoWzFxIpqoZvv7trHUapMd4++EPDaWpQFE1Yr4YgN/aq0e2SP1lJjfUC7KtR5deJuTffqkFR7HQ5DYIEIcGDXBrpiDzS/rvSqWYuj3haVi95ppN5eB/v1/+vE4nXJy/G7qbGvXGUyKoRX7lHXFtfNY7WoYJSDdEL0eieE9Qop2pEGJ2a6R41agvCXw1C2i+23MIzfc4z/4AHATeisHjQ6quu50GaX1KfTB5tSLZ7vuEhpOVXnvF4NYQy91LjxAiKLGr8vbGalLYaj7tQ5qbGRaJ+Vy5Uwz6HGjw8qAtRvj/Zl4j1+iE81CRbl8/kGS7xIJtKRDt4hs88hpa/e/dGGo9owtqWXOMhlBF5F8oG+j/jESMIDJ75KzzW9WzsM7K+Go7Te2/cVKqC69x1vpUq89hSgz+9owWPlRNSfK29eKYjePBdXZrUGM3j4JVvgQGhPIRlwnns4oUGjiPG7oTB8nhAYSOdx0DjpcUuBh4T62ZkOeTz+NyPnoyH0LZkKvyj2SrMu3pn0NCXKgjH+K5CwpC3Tl1r8BDoajMeQjvszGMSbc/DyLsSVVInjGe+CY/1AtDxuLz7897wZJ75NzzjJzzr4ypsJ2jw4LoK06kskaiwpSMV3ipERQWPmPBMhevbulMmAverA5+ucudhexxHEI1HOV+aYTwqrVlXr1lvHoKdNILHuORLV+5PI/f19WHOhsU8CDkhipFnPFyFwzUHEyqmQkdq85xToZaQWCrEFuSrvfQqVL2dEHjngQpUXY54ocJloo5i/6rgVJDQurAaj6A1rebI6/FoT2VxKx7fb1EDiWe4x8NHeFgeMxps2rWljQqElA2vOFCFPgIBUIGIyUTdPBXzW1Sonvqu7vtNKuR17EqorQpdhYRRobR/ceE7TgXq+q3OVeF9CGVYKuYPkXybQ4U0D0HWBfAonkGNEg4SSnN/cChYQAtDhfraRUMvNSPrjK5wOrGnCi1OdigYNVmFk3GHCRNQ4c30P8nqNSq8bEWZswr7HjTdm3BUhdYDuGZjLqjwpbeoV0SGiukoFXIdr3C7s1UQ5J+KY3yfY3jCYYK24eGBpRyEdlZJhXMzfm45VFOFzU9bECRSMZwjvy8YMyoUHvYqFx6uYjirwo+lT47WOKvC/W9ViaJV4Shhj3NEKqg/1ujslchhXvP/Vqw6y4G6ipeucKhGbR0Rx3wdDnUEQc7hbO75550dy/b/h7MqLJ63p3ANVKAuVrlBKnhMmt3r8QgVBtBrnaTCmgHBWz1XqTB+xcHtP4dzWCkAKcfwhEOwANAcWrk3f1L9IsfwhGO+F4d/MoADZfnSTA5N21DGyGHX6CWeB/9yKEyvSkpNBWeh4alQYi4yqgNUCLs4fcyoVhyKj4zcEtOfQ0lz+lAc5utOvXk/m2O4xjHfhkN0w2pPOuwm378g83h6i8OedbTgOHi9SSIVz0GAG5IPQhkXcvChtgm5j4kCEKmYvuKYb8ShotAYOIbzHBJRb0VRHw6CzTKCg0ADppO8uiAINniu9/6Yt5rDcgHgObQXgJyDYHtxHByFhkbWd6EGEAcCSkQKKLFgYI8OK7KU6Oc65ND8EiUou/Qj+2+ZNSUvyJEDaeZDrI05xjM4rBWQi0NctRGp+8I49KTyjZyfsk3JxrL3IOSBNG6O+Woc5ORWngQqMfPe9pNH5ykhd6CMUIm4gQ0HXtYqmQ/OQbDj3Ek+CQSRw4K2o2b814xjPIuDwbrQ0R8cyOYkRA4CzC7mGM/iQMQXEa4cBLh2VKJWe9qxldjr0XDDiilKtHarmnZupRKFA7cZrm1TMr9KCcGm+qBkPiKpG2FgwGGJQPTJPkFUcHAIbEsdaQ7faDsL4hjP4ZgfpMC1y13bVHikgGD3/FJgoECslKCumX2wEn2ozR2pROVd3XZO2K5EjRcnSOUrUfA8d2Rnm5Lp7rL76DLWu+2FWhwE29aLg7Mg4DjmMytYX1WgRYf9GS2OKmBvX2XkaLMCqsUfniY+V8Bajjr9CuwnaiKkvZLxGyWKsxs1PXRaicExSZPS75F7EoBHyfidEgI8lpbFsXtjzTm5pXIokht0euSpQHoH6hgqMOFK8M+z6xSgXdi0VYGDVOZfUmBm9Ql+twwKdDEaiGJQMN5D4pVQwakEddUSxyshyNrFSrzMpkaAEgK9uKMEVctFl+UQ4EInh8vER2/93sj/F4e5A2XcCjgIhabAuFjtU0uqgul+BQTaWEkJ5aB5ZrG7EgLdakfeu6flYN3pSqbzlRDazQ4lvAWCK0ccXX6/nPVXOVYu3VnuwTs5qHp0/SJnuKvA6+QnMwOrKdg8QIGlTWLuthyugJaoqsANCjT5+h+BFPI1tXmyFIhdHEQknpLxPCV+0bFUC7KuXFW35Wg5AjudnhA1X45ugsEox6urXi82HpfDyWnx159yOdOdctyosSXnW1UF8/sVEOR+FwWcTOcmP52iwOle1EFQMB2uwN7xBfV2yxWsD8hYH5Ix31+OxNdh7uYOcvwgKOgxVo7oPs45pxfKGf7J8Vqm6xhC9v+nv+VM75adv7ysQk13KBBBuq3LGAXmCH8U8EdC9caRMpyn45FYGRafmhK/L1mGBEVs11lZMgjwV06O1YLhLsfyk+LhLUgc/q8fXC6eLIcokRasHOEPJk3zvCXH4W/U4JFjW+/Bkjmfy+IQTQjZOL+eAsL4r5YM3d42a/Con4z1RxkqXfeJt0XImA6SYds1aoDJGD7JsK8WJaoydCU/9b6mHJQlL+oohyAzyLsItHoxOT8du12UM19SjhLBmZH9b99wIVAZhGMNkzHfUIYBgkCQsXkD+VowasnX1G4slEGgVeQemlC7prEcdvnmoTt7yZkOL9v/AB3fbZdiijCIk0IIN1vKdI8UbSZThilj+FB27jYCwsuYDpYxflC2/795lJzhnxw0uwmnxAa7W4u4gVII7W22FMu69Bgy9ZgUj2ur/o67IUVabYqUUqYLpQy3ZJAh/9K4ljKGV2Vx/PNLZXhVgRpFMryg7e5x2fnPbHG5tKKFFE+ndHzWq7MUcwQAkjJ/Tgr3Ayv6PtgnxQPbj9HPz0qZDpNiw/7+2/8rkDL8lOGjcv/7+5VlmNP5+i9RNxkCVtyK1kwqeweF9+G29fbLINiQUgmbK0jwHx2XOkoxyKcOKTUpDtg/E6YlZfpLigBBcEiZ/ydFzYhPbRx0UuZHSpnOkyGdjhnqy0CSx2ORT1ke7rg1Jn/nQgn8SdbN3iFh/F/C/DAJBNutkpT5cFJQ1fHXX8r8QSnzJ6WgU8+3u6XoHZExZd7Vsjhod1z7vCwf/s03JBDGsz0lzC+UoJwgsCV4Ten1MQkou6qvlYBcYsmFTxJUqEudZinWCwMDKfNtpWyeLGXzL5IXdCx9SwqBZudLYThEhYaEzUklkBYGLD4WJMGGlvym8+MlEGzkCAnq1LshyV4sgU8krSQJmztJ2Fxbgq39KHJKQZpGo33ehMHTMW6AFDc9+w7rQPb/5w9IUexMhYEYAwRDXIxORPXKKkiYDyZBmJCoEhxfTW+2bL9//psEivw/n6amSfDQhxJ8CUhyz+r7XcLmbVKmP8l7HzA9rDFcyvqyGPXWViAUUIzH9PpuizHf17Po+lcxaJfN/yNmc2EJWv4eRbiLBJ+pbTNQglO3uv/kZ0vY3EvC9LmEzfUloNNPdwcpSujYr5YUbseOL5/VT4ztITm5JWPErA+I2ZxCDIHG6MXwEYQU+VowziUQxh/k3f/pMAmmHQqunTBEggslDme6RUuYH0nyXiDi5D0EwivBdd/Qlca/ItzNiva90U6MCj+jvugGi7Hx8aZ6qSvFkJd6+i+PFSPtSeC0fkliNrcRMz0kRmlLSsAl/8s7untuDwmKaBpMkkCw+WLIPa/e2Cn4HDn347N3vZ6L8DQztLesQASHchHZV6uIYbnruaJ/AzFsO8c8/hUoRqjzoJIm08XICXdbfTJGDHuw99GIQ2LQKXHaOTGCDlcjFEPM9LkY1B0p8ZAwH1TC9JgE82zF+2bdEMF9WchXTi/C8el/l0blirCux6AtnyuIEZfTMbJHezEiPu/LXtJHjIbtOtuHTBIjJntPi2Pk3SduH1HO+7gYVEVMPi/GKkHIiZlPTfJiOnWqxBDG1iQP//FjEeynn/3dmSJCd5/irIUmEbTjMm9pyGfh+pi08BwRzN/SDzt/EiG/cVzMGnJ+X2ofNBdj35AVAakQ42pNSmDFWO49M9lhG8m7hKTUxF1ipgfFeP57GPmrGHujhr6I9REh2Vi6soG3CFfyny6bN0GEPQMXtgjbLsLWNnsGdDotQt2YoDe3lSKIz1/qVeehCKtKFmftJvuHnW9yN9CZ3G9YeE1ZMzHEz56l5A0Q43hLn/xxq8QQxgEHxbhC7RqFGMMPeSftL8zAponzCrpWJb9fmtV9fgMRyj2OzO/RRgS/1XNvjR0swuEa9GQiNPVaFrkgQwSlW6UqIQoRLh1Ysm/jAxHGdr1XavsuAmd9puWri5E6NTCokqcYKQ1bfxzuL0aDkQuCrOPFeCP5uPHLhQy4CoQyAzWHTKvs9yED63YVv6tdR4RnfqF95/UR4f22+k8L+4kwKOF46OshInROO+v6eZUIu5N3TO5+VoSMwtV3p6WKkNJ15pxkkgc997s4jM0ToUXN+ANLSf4/DpkVYPEi5z3+muyYwf4/TwZ2D7l+OjolA3svq7PGSjIgavKRc+AzULX13TsDn2RghNlt8ssqIlzteN5J40neuXe7+druInQcvfdJtfkiXN7Z6I1Lggia5VQBifDtU+byDJKPE3o2Oe5lIOfvPdu0+UQ6RkY9/JGiTMdpk3dRxax0xuPTYVrYO7nct3Q0/Gx3eeaYgYC+ijhn1wx8Pb/j7ZKmGbhXfnXwma4ZUIsaDogIzMAr69NJhTMysCZpb93DMRl4ubaRdc/+DHB97MndLmbg/wDBOZdIAQAAAACAAAB4PAAAQAwAAA==eJw92juo32cBxvGIKbbFeLdeqlZaJRFbMaIVU7TBhLZgvBSsaMCILRqxEStaMKLhXDzX/+HcD+d+OFXI0AxRWzFqI0aoQ4Z26KBDhnbIkA4ZdOhgB/Pl4fv8pu/4GX/v+z5Hv/K7w0/c8YbDe258h3/0+/Z9M39o33vumfbBy8+27772x/b+m//UvnP/hfYHH/hz+73f+0v7Xb/+a/utv32ufes/LrZveuVv7T17/t4+esP88Ik31mxjtjHbmG3MNmYbs43ZxmxjtjHbmG3MNmYb88Htm2q2MduYbcw2ZhuzjdnGbGO2MduYbcw2ZhuzjfkdV95Us43ZxmxjtjHbmG3MNmYbs43ZxmxjtjHbmG3M/33/rTXbmG3MNmYbs43ZxmxjtjHbmG3MNmYbs43ZxvzSt95cs43ZxmxjtjHbmG3MNmYbs43ZxmxjtjHbmG3Mz669pWYbs43ZxmxjtjHbmG3MNmYbs43ZxmxjtjHbmJf/9baabcw2ZhuzjdnGbGO2MduYbcw2ZhuzjdnGbGN+8rZ31mxjtjHbmG3MNmYbs43ZxmxjtjHbmG3MNmYb8yOPvLtmG7ON2cZsY7Yx25htzDZmG7ON2cZsY7Yx25jvXX5PzTZmG7ON2cZsY7Yx25htzDZmG7ON2cZsY7Yx3/bS+2q2MduYbcw2ZhuzjdnGbGO2MduYbcw2Zhuzjfm1t3+gZhuzjdnGbGO2MduYbcw2ZhuzjdnGbGO2MduY//21D9VsY7Yx25htzDZmG7ON2cZsY7Yx25htzDZmG/OFuQ/XbGO2MduYbcw2ZhuzjdnGbGO2MduYbcw2Zhvz+gt31mxjtjHbmG3MNmYbs43ZxmxjtjHbmG3MNmYb8+l9H63ZxmxjtjHbmG3MNmYbs43ZxmxjtjHbmG3MNubjx/bXbGO2MduYbcw2ZhuzjdnGbGO2MduYbcw2ZhvzocHHarYx25htzDZmG7ON2cZsY7Yx25htzDZmG7ON+fbLH6/ZxmxjtjHbmG3MNmYbs43ZxmxjtjHbmG3MNubXb/5EzTZmG7ON2cZsY7Yx25htzDZmG7ON2cZsY7YxX3nwkzXbmG3MNmYbs43ZxmxjtjHbmG3MNmYbs43Zxnxx/FM125htzDZmG7ON2cZsY7Yx25htzDZmG7ON2ca8/fyna7Yx25htzDZmG7ON2cZsY7Yx25htzDZmG7ON+czez9ZsY7Yx25htzDZmG7ON2cZsY7Yx25htzDZmG/OJI5+r2cZsY7Yx25htzDZmG7ON2cZsY7Yx25htzDbm+0fuq9nGbGO2MduYbcw2ZhuzjdnGbGO2MduYbcw25jsufb5mG7ON2cZsY7Yx25htzDZmG7ON2cZsY7Yx25hvaGu2MduYbcw2ZhuzjdnGbGO2MduYbcw2ZhuzjfmVL3yxZhuzjdnGbGO2MduYbcw2ZhuzjdnGbGO2MduYL/3qaM02ZhuzjdnGbGO2MduYbcw2ZhuzjdnGbGO2Mf/muQdqtjHbmG3MNmYbs43ZxmxjtjHbmG3MNmYbs4155H8P1WxjtjHbmG3MNmYbs43ZxmxjtjHbmG3MNmYb82OHvlSzjdnGbGO2MduYbcw2ZhuzjdnGbGO2MduYbcxHTn+5ZhuzjdnGbGO2MduYbcw2ZhuzjdnGbGO2MduYP3LhqzXbmG3MNmYbs43ZxmxjtjHbmG3MNmYbs43Zxrz3tYdrtjHbmG3MNmYbs43ZxmxjtjHbmG3MNmYbs4356me+XrON2cZsY7Yx25htzDZmG7ON2cZsY7Yx25htzP/82TdqtjHbmG3MNmYbs43ZxmxjtjHbmG3MNmYbs4357DPfrNnGbGO2MduYbcw2ZhuzjdnGbGO2MduYbcw25on/HK/ZxmxjtjHbmG3MNmYbs43ZxmxjtjHbmG3MNuaTB79ds43ZxmxjtjHbmG3MNmYbs43ZxmxjtjHbmG3MDz3xnZptzDZmG7ON2cZsY7Yx25htzDZmG7ON2cZsYz5w/rs125htzDZmG7ON2cZsY7Yx25htzDZmG7ON2cZ8y/XHarYx25htzDZmG7ON2cZsY7Yx25htzDZmG7ON+dW7v1+zjdnGbGO2MduYbcw2ZhuzjdnGbGO2MduYbcyXH/9BzTZmG7ON2cZsY7Yx25htzDZmG7ON2cZsY7Yxn3v6hzXbmG3MNmYbs43ZxmxjtjHbmG3MNmYbs43Zxjy4dqpmG7ON2cZsY7Yx25htzDZmG7ON2cZsY7Yx25hPHfhxzTZmG7ON2cZsY7Yx25htzDZmG7ON2cZsY7YxHzv5k5ptzDZmG7ON2cZsY7Yx25htzDZmG7ON2cZsY77n7E9rtjHbmG3MNmYbs43ZxmxjtjHbmG3MNmYbs41539Una7Yx25htzDZmG7ON2cZsY7Yx25htzDZmG7ON+fpdP6/ZxmxjtjHbmG3MNmYbs43ZxmxjtjHbmG3MNuYXH/1FzTZmG7ON2cZsY7Yx25htzDZmG7ON2cZsY7Yxn3/qlzXbmG3MNmYbs43ZxmxjtjHbmG3MNmYbs43Zxjz/8pmabcw2ZhuzjdnGbGO2MduYbcw2ZhuzjdnGbOfteKhmO2/HQzXbeTseqtnO2/FQzXbejodqtvN2PFSznbfjoZrtvB0P1Xzg/HDNdv5Fh2u28y86XLOdf9Hhmu38iw7XbOdfdLhmO/+iwzXb+Rcdrnn9hZGa7bx3j9Rs5717pGY7790jNdt57x6p2c5790jNdt67R2q28949UvMt10drtvP/PFqznf/n0Zrt/D+P1mzn/3m0Zjv/z6M12/l/Hq3Zzv/zaM2n943VbOeNfqxmO2/0YzXbeaMfq9nOG/1YzXbe6MdqtvNGP1aznTf6sZpfvXu8Zjv//OM12/nnH6/Zzj//eM12/vnHa7bzzz9es51//vGa7fzzj9d8/NhEzXZ2BRM129kVTNRsZ1cwUbOdXcFEzXZ2BRM129kVTNRsZ1cwUfPlxydrtnNOmazZzjllsmY755TJmu2cUyZrtnNOmazZzjllsmY755TJmg8Npmq2s4WYqtnOFmKqZjtbiKma7Wwhpmq2s4WYqtnOFmKqZjtbiKmazz09XbOds9V0zXbOVtM12zlbTdds52w1XbOds9V0zXbOVtM12zlbTdd8++VBzXb2G4Oa7ew3BjXb2W8Maraz3xjUbGe/MajZzn5jULOd/cag5sG1mZrtnAdnarZzHpyp2c55cKZmO+fBmZrtnAdnarZzHpyp2c55cKbm12+erdnO5mS2Zjubk9ma7WxOZmu2szmZrdnO5mS2Zjubk9ma7WxOZms+dWCuZjtn2Lma7Zxh52q2c4adq9nOGXauZjtn2Lma7Zxh52q2c4adq/nKg/M129nJzNdsZyczX7Odncx8zXZ2MvM129nJzNdsZyczX7Odncx8zcdOLtRs59y9ULOdc/dCzXbO3Qs12zl3L9Rs59y9ULOdc/dCzXbO3Qs1XxxfrNnOtmexZjvbnsWa7Wx7Fmu2s+1ZrNnOtmexZjvbnsWa7Wx7Fmu+5+xSzXbuCpZqtnNXsFSznbuCpZrt3BUs1WznrmCpZjt3BUs127krWKp5+/nlmu3skZZrtrNHWq7Zzh5puWY7e6Tlmu3skZZrtrNHWq7Zzh5pueZ9V1dqtnO/sVKznfuNlZrt3G+s1GznfmOlZjv3Gys127nfWKnZzv3GSs1n9q7WbGdDtVqznQ3Vas12NlSrNdvZUK3WbGdDtVqznQ3Vas12NlSrNV+/a61mO3cyazXbuZNZq9nOncxazXbuZNZqtnMns1aznTuZtZrt3Mms1XziyHrNdnZf6zXb2X2t12xn97Ves53d13rNdnZf6zXb2X2t12xn97Ve84uPbtRs5x5po2Y790gbNdu5R9qo2c490kbNdu6RNmq2c4+0UbOde6SNmu8f2azZzlZts2Y7W7XNmu1s1TZrtrNV26zZzlZts2Y7W7XNmu1s1TZrPv/UVs127r62arZz97VVs527r62a7dx9bdVs5+5rq2Y7d19bNdu5+9qq+Y5L2zXb2ddt12xnX7dds5193XbNdvZ12zXb2ddt12xnX7dds5193XbN8y/v1Gznvm6nZjv3dTs127mv26nZzn3dTs127ut2arZzX7dTs537up2a9+zZrdnOJnC3ZjubwN2a7WwCd2u2swncrdnOJnC3ZjubwN2a7WwC0/8H6tf1oA==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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AQAAAACAAAAERwAA2A4AAA==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AgAAAACAAAAALwAADBMAABsHAAA=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AQAAAACAAADAKwAAYwcAAA==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AQAAAACAAAB4BQAAFAAAAA==eJzj5BwFo2AUjIJRQE8AALsOMTk=
26
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27
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CylinderKnMa/Kn0p14/simulation0220_Kn0p14Ma3p9/Lambda/Lambda_4_300000.vtu ADDED
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CylinderKnMa/Kn0p14/simulation0220_Kn0p14Ma3p9/Lambda/Lambda_5_300000.vtu ADDED
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