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  1. .gitattributes +4 -0
  2. CylinderKnMa/Kn0p30/simulation0624_Kn0p30Ma4p3/output/grid.300000.dat +3 -0
  3. CylinderKnMa/Kn0p30/simulation0625_Kn0p30Ma4p4/output/grid.300000.dat +3 -0
  4. CylinderKnMa/Kn0p30/simulation0626_Kn0p30Ma4p5/output/grid.300000.dat +3 -0
  5. CylinderKnMa/Kn0p30/simulation0627_Kn0p30Ma4p6/output/grid.300000.dat +3 -0
  6. CylinderKnMa/Kn0p34/simulation0733_Kn0p34Ma5p2/Lambda/Lambda_0_300000.vtu +0 -0
  7. CylinderKnMa/Kn0p34/simulation0733_Kn0p34Ma5p2/Lambda/Lambda_1_300000.vtu +27 -0
  8. CylinderKnMa/Kn0p34/simulation0733_Kn0p34Ma5p2/Lambda/Lambda_2_300000.vtu +27 -0
  9. CylinderKnMa/Kn0p34/simulation0733_Kn0p34Ma5p2/Lambda/Lambda_300000.pvtu +21 -0
  10. CylinderKnMa/Kn0p34/simulation0733_Kn0p34Ma5p2/Lambda/Lambda_3_300000.vtu +27 -0
  11. CylinderKnMa/Kn0p34/simulation0733_Kn0p34Ma5p2/grid/Grid_0_300000.vtu +0 -0
  12. CylinderKnMa/Kn0p34/simulation0733_Kn0p34Ma5p2/grid/Grid_1_300000.vtu +0 -0
  13. CylinderKnMa/Kn0p34/simulation0733_Kn0p34Ma5p2/grid/Grid_2_300000.vtu +35 -0
  14. CylinderKnMa/Kn0p34/simulation0733_Kn0p34Ma5p2/grid/Grid_300000.pvtu +29 -0
  15. CylinderKnMa/Kn0p34/simulation0733_Kn0p34Ma5p2/grid/Grid_3_300000.vtu +35 -0
  16. CylinderKnMa/Kn0p34/simulation0733_Kn0p34Ma5p2/output/lambdakn.300000.dat +0 -0
  17. CylinderKnMa/Kn0p34/simulation0733_Kn0p34Ma5p2/output/surf.300000.dat +209 -0
  18. CylinderKnMa/Kn0p34/simulation0733_Kn0p34Ma5p2/surf/Surf_300000.vtu +38 -0
  19. CylinderKnMa/Kn0p34/simulation0733_Kn0p34Ma5p2/surf/geom.surf +610 -0
  20. CylinderKnMa/Kn0p34/simulation0734_Kn0p34Ma5p3/Grid.pvd +9 -0
  21. CylinderKnMa/Kn0p34/simulation0734_Kn0p34Ma5p3/Lambda.pvd +9 -0
  22. CylinderKnMa/Kn0p34/simulation0734_Kn0p34Ma5p3/Lambda/Lambda_0_300000.vtu +0 -0
  23. CylinderKnMa/Kn0p34/simulation0734_Kn0p34Ma5p3/Lambda/Lambda_1_300000.vtu +27 -0
  24. CylinderKnMa/Kn0p34/simulation0734_Kn0p34Ma5p3/Lambda/Lambda_2_300000.vtu +27 -0
  25. CylinderKnMa/Kn0p34/simulation0734_Kn0p34Ma5p3/Lambda/Lambda_300000.pvtu +21 -0
  26. CylinderKnMa/Kn0p34/simulation0734_Kn0p34Ma5p3/Lambda/Lambda_3_300000.vtu +27 -0
  27. CylinderKnMa/Kn0p34/simulation0734_Kn0p34Ma5p3/Surf.pvd +9 -0
  28. CylinderKnMa/Kn0p34/simulation0734_Kn0p34Ma5p3/config.txt +78 -0
  29. CylinderKnMa/Kn0p34/simulation0734_Kn0p34Ma5p3/cylinder.surf +410 -0
  30. CylinderKnMa/Kn0p34/simulation0734_Kn0p34Ma5p3/gas.species +14 -0
  31. CylinderKnMa/Kn0p34/simulation0734_Kn0p34Ma5p3/gas.vhs +9 -0
  32. CylinderKnMa/Kn0p34/simulation0734_Kn0p34Ma5p3/grid/Grid_0_300000.vtu +0 -0
  33. CylinderKnMa/Kn0p34/simulation0734_Kn0p34Ma5p3/grid/Grid_1_300000.vtu +0 -0
  34. CylinderKnMa/Kn0p34/simulation0734_Kn0p34Ma5p3/grid/Grid_2_300000.vtu +35 -0
  35. CylinderKnMa/Kn0p34/simulation0734_Kn0p34Ma5p3/grid/Grid_300000.pvtu +29 -0
  36. CylinderKnMa/Kn0p34/simulation0734_Kn0p34Ma5p3/grid/Grid_3_300000.vtu +35 -0
  37. CylinderKnMa/Kn0p34/simulation0734_Kn0p34Ma5p3/grid/final-grid.dat +0 -0
  38. CylinderKnMa/Kn0p34/simulation0734_Kn0p34Ma5p3/log.sparta +319 -0
  39. CylinderKnMa/Kn0p34/simulation0734_Kn0p34Ma5p3/mir.txt +3 -0
  40. CylinderKnMa/Kn0p34/simulation0734_Kn0p34Ma5p3/output/lambdakn.300000.dat +0 -0
  41. CylinderKnMa/Kn0p34/simulation0734_Kn0p34Ma5p3/output/surf.300000.dat +209 -0
  42. CylinderKnMa/Kn0p34/simulation0734_Kn0p34Ma5p3/runmpirun128.sh +18 -0
  43. CylinderKnMa/Kn0p34/simulation0734_Kn0p34Ma5p3/runmpirun64.sh +18 -0
  44. CylinderKnMa/Kn0p34/simulation0734_Kn0p34Ma5p3/slurm-28429765.out +205 -0
  45. CylinderKnMa/Kn0p34/simulation0734_Kn0p34Ma5p3/surf/Surf_300000.vtu +38 -0
  46. CylinderKnMa/Kn0p34/simulation0734_Kn0p34Ma5p3/surf/geom.surf +610 -0
  47. CylinderKnMa/Kn0p34/simulation0735_Kn0p34Ma5p4/Grid.pvd +9 -0
  48. CylinderKnMa/Kn0p34/simulation0735_Kn0p34Ma5p4/Lambda.pvd +9 -0
  49. CylinderKnMa/Kn0p34/simulation0735_Kn0p34Ma5p4/Lambda/Lambda_0_300000.vtu +0 -0
  50. CylinderKnMa/Kn0p34/simulation0735_Kn0p34Ma5p4/Lambda/Lambda_1_300000.vtu +27 -0
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AQAAAACAAACgWgAAjAIAAA==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AQAAAACAAACgWgAAwksAAA==eJxMXHk8VN/7b0FZitAmLSpU2ovK9k6UJK1UUkmrqCgUFVJSJBn7NhjD7CttFCqRLBWhlDaSol0bLX7nTvP9+P11X3fm3nPPec6zP+/nzDj99LDaeTpSx7Vb9uHS0b8mdjaXQYf5UO97nWw6jFZcHLaL3H9RbgwYlUpHwoXmUSoZdLgaREQX0OkomqXQ53Y6HXqHWPcDztGxqtnH8FEwHZssDAu9jtGh4Dj/hGMEHaeZfN/D5Hk/5+V7LUV0fM7Xeld8l44F6oYz6Q10XG87PeQmk44RLgMPrrqZhmyd70e30VNgRz9ucDMsEQOUVxdlnorDsk9hc6d4x0D4JPO7ixkN08SbvFK50VA60Wek6aFoGH+o9kpyj0aCuPJTxv5o7BUrFs4Li8Yc74X26yV0xP7doqKeQkduwyqPGVl0RKrnJe4j66QdLSjYLqWj4OeT9HHkGnKhp28Dj45tTYOyLpLnuo12iNTI/coYUfKxPDoGcbP84y/Scezow8wZhXSoGvyd1F5FB29HH05zGR3vHNTu3LlFR3ubw+IpkXSIbTK7B9DSsKbg6wy7nSnonzSbzCgRn7LE46o3xEFGvs0x8PwSV+9rQcM3umtcZnE06mOiDs5MjcYCFQ3FOaxoWHQefBR4OxovHC6/0+iJxss8P2/JPBrSj2Tf2LePhidhqzXMi+hIV3bQtK+gI37H6ChRLR3f9UepX3pExx3zLwP636Pjit+8lX7lZH3q77crFtPRoLPs/eILdNSIFlWsJOukN+xb9UtIx9SQuEcXC3vfX3Rh3YUFZN+cVhxddjecjsDxFEXSkLtU62OflSlgOjdavpqWiMWyAeMwqi7I03BZDJyKa7s+TaWhgNnTuvFCNCZZOy3PyYhGR+mqFRf40dC3UBOuuBuNoMh8T+WuaLibD7kVMJ+Gsh+lOVPIus5M+T3ymYCG3cGZTZc+0pBf+rvpfhwdr0X6r04S/isdJznoTqNju2vu561n6WAtLdJcSuZna2HDNDtDx2ZvpeDiJDqmKyyY5MaiY79HZlfaVTr8F4kRfq+XTrcb5oRuT6DDN3DsYM2s3v2alvSTyZmTiKSwlxO2LYvDoBLbW3FLY8DKH3rTg6zL8Lrkd9elaGR7W6g8ZEYj631SgdHVaGhYTI7VeRyNlePeafOVaNjHGdHmtYgGvYrhF6KP07Blislrv1s02D0+Z/m6fwwKNEPax9rE4K2bu9/BsBjEVAYvLQ6kg125bVvnATomdC0bp3+Ijhfq6LHwp4MZY9rXIZSOVz8ZtWeSe+V4eIi0KOQOHVsabvVzraFDQrhsLiV/kr/33IrSsM+5aHpJcAqmVz7c+XNlIhx1ZuXd2x6H+4uty5iOMdgVdi43aA4NjtzG/sLr0Vg3NWjtBiJnc0btiKHlReMoc11S0cNoDJr3orNkIA2LjX70yyPr8j3y7JziKRo4xtVmK2poOB1x4K+Bdgy+q71M2rkyBv/EMwbfMozxtzYG+Wc+3hIMj/2P76RrBTqh+URvKPh8/VnYK08ysaumg/PSZcO8Z0TujDS16j7RMc7g5aIxN4g+0Shb2fIsDREiVczPSMFSD8aOgx6JCDM/MWqySxxUB93KTbaOgYBzY67aWBpSKweFmQqicUFhZN+hUb3yZVsZMsbjSTSiw9a+fj2KBvOw20HD7GnQeeJp9fEcDSkTE+Ku3qPBMjffI31CDFw/7VmxZUcMAv0Txk3IJPvlErvf/hXZP8O0pxsNYrHecPekD/6xsHpYdHzLldj/+NBaQXdRPNFDEc4zwg4S/fJU+btrG+HLP9q3Q9ZX0mGxdCXNmuiPTbzaYQ9/puHxhvCAdbUpyPaqnTspJRGnvdye+h+OQ/inGSfKlsfg4ZNdU25NoKGr4fS3JcJo7LruvCwhNhrcJptp1eTe0mBNSnVLNBgOgzN8x9MQ+G76qjVbadizRqWgMJuGk4zBRk1faHgbtMIqyCQG0/v+ZDuGx0Br8dKnd4tiEDD+TKd3v1i4W7btf2gfi64VVUdmxcVi+MOfy7/fi8X5v4meNf3ioH3hzsvYFXHYNM7q83aiDwe8r79t/ZyOJIfjbl2ddPT5O9kp6x0d0z5g9mhTOh6bMYXLxqdiucmYvdInibA6rjbajBOHPq0fn63eHoPlOkw/R2Ma4prctJLzo/9bX96FtT75N6IxN2T8sFnvonGaEsuJNBz6c+KphOiLa/0oQ0b06Pe2LL0WGiYuuTfNVz8Got0Db089GoPLH1cHF97sXZfnV4/jtati8b5zRGtyYiyuv1fWfPI0Foyfs4iKiYNNmNM1WkAcck+NG6BfFYequon+1jrx+JBXsXzPHzpaB6eWVymmY33N2JSAg2Rf1zs/0T6fCmd2xY9ImyTs8F2o+f19HCipKwiJgbWfz+fLFr3yFcTNmDeUyNdIcYDT7ou9fLhqbWVDN9kvsZXrkV8+NNwPVt9y9QINftEPT9p9puFDuxMZOgaqn56+Phcbg/M56ptXPe+VK8MzBeoLPWKRs2KhlltJLM6WeqkYDY3DHh3t6v7E7vhteJlwPjsO+lZX+ql8i0Otj+rm8IXxWDkgN31jYDwO/mqNHVoSD5f3bjO0if3sHP37Vt+vqaCs3p/8JLydfPDMlQXxcAsfEOeQH4O6+tFn962hYVZS8aLXFdEoajK07ZsVjdK/uUe/SKLxpniAeDPRh1fzKUNLg0fWPduRB2ioNY71upRPA/oF/+wi+n1mndspF8sYENk7pk/0xfjwLUukTTEYPqT01aCZsSh03FvVcSYWsw/dtPduj0V7/ztmp2fHIc3L5ofAMw4qX/JoHaw4xGm9n5L9Ow57A1qPPFkej8Tz2dmnGfFodKno2vYxHgeiTE1FSxIw48xSh6tJCThzrbX9tkEy+pZ8aXtyIh7Jy/DyXUMMtmhbfJq1gYbNK5TP2F2JRtqK3PrWuGi4JJ06tILoQ4VmP8J50bhTMePkLLJfW2x1c0N8abApsufal9Gg9DlkdI9iDDRnrGyLWBOD9dKfDm45vfw3TzdBKcgxFq9WvN36JyMWkUu1Nzb8icVY9cDDRvZxKB27mJ5/Og4TBzcuLHhE+Oh7VUwf43gIzp8uuhofDys13/eqb+IRn+H4y9c8AXUXv1s6nUqAg4bf2ON1CTCxmDRpsVEiJqmrXmQFJEIzp/DGcKKfEs/+JJJMw7YCDT5uRiNDwaTtRXI0SpbO8PhB7LJT0xViaaPRrl82+48m4VevQXvjid6YWq94rUpCw3ytB6c2/CHrq0td3ekUg4W/aONnC2KgpvSwqaaH8OP8Hf3fbiN86FlnPbcgFipTj0/uPyAO9n59Z8zZG4ewsWkrR/PjkNfxLOKWQjwYocmXgnfGY6z92ILMoni4ut34c3xAAljJH/zWuCZg+dP4zTOvJKAkJHrq1n6J2NZwlpHmngjxkevmOyoSEX3qjcZ8zSRYXDHzvLw5CZEeQ1YvfxaNt+rV5vlEv2cSKZtJ7PSJ0pdV4tfRMFv75lrZ9F4+fJ1bswClxD5H2+sGjIvBg+nUl2NwqrrP8B2VMbhm6dPA1o2Fj139Ia1jsbAXV5ctq4qFfqXdpEC9OBChcC/3j8OIPH3++KY4XK6z2qJuEI8A0/VxmoSfliymOCce44en3Xg+IwHS7KbAqPMJOFUj2Dv2SwKCSnWmHyT2OO7Jd4t2MdGHg5cl7fmVCPNTm7i7rZJgxLg68W5EEm6M5qwd8zQJSx403nkxKRnm12OHTef36o34LxuVn+rT0Mc8a5GfT6+fQS+c85g3MQbJu/WFP4l/seVk0dfvbURuDfNLDGbH4tJOmeEAY+kPH5UvsZh4NDRFzykOOT/OiS3y4iDOvTR5zPB47BgQfyXqQDzM9p0bWHaDrGvSpRMs/V6+224971f/1gQcZp7vOr4wEUVPrh1Yk5QIz8EaVTUtibDbfiGKZ5CEr89PPpy+LwlHyuPUreqT4PLgWov26GQc3GthPX9XMkp7Rq9mFCRj/PzpLSwl4l/2j5F4GdLg9iej5FgAsXczNBTK79PQvKlE7ZxhDIjxOvg0jvibz6K8N36KwbOe28paS2JRb0EZ7FiYVk5dJCX6T1d57qM6os9fTqwe++BxHL6F6o9ZZRIPJ1bSyUxmPDTax5/K/RQP4ZmUN52rE7A5e9WwoqIEhFRury4flwivHWO6ToYkYsvxQN92wnd2M+urNqokwf7OQc1lrknIbaS1mxUT/vs2aPl+7WScj+LTNu9JRu6J52EjxMk4s3PO6exhKWjRybjzNyAFnvlztNTaUvCh4/qCCctSQVG3lPDh73Kh3WVit9YFjYwcQuzxXadOXdrHGCjP2ddTsSwWdQWDPIovxqJW5+SKgaPjcNArqMTmZBw8t78LTXwRh9ZPdoaaRO+9VrIeve4Kub7dtHrZwAQ8f1qhSd+ZgEPnEvpbEP3AYDpNezspESbjFm1acDQRD4ryi480JSKqn82NyMlJWO3u/OP8qSRIw6s2vfhC7JmLUlrOjmRIekzn7StLxnCNjequBikIHBfQtiosBQ7aen5mv1KgVK9kmOWaCspbmyZIhdW2q0ePf0iFzLwvSsPQ8ndTj7BjoFtNi3dVioVIY912Zc9YPGRSjnQsFnpoGf4wi8Mx23PKsxLjMEVYrN+nJw6sT5mNfl7xUOt7Xbr7Xjwibi++eGZSAt7MNlZ+Fp2AgXrjXBcpJqIyzDh+sVsibLRj512vSsRooYed7YIkHPCZMrIPLwl/lrWV5CmQfckoXTPRNRlLkgfNvlOeDJuuE8M0Z6bAYF6EwDguBcIszO18lYKQe+oTQm1TIV3d4GXASoXh9/uW6z6lIj2FcijTsP3SDqfQ1DQ88MyTanamIUC8MfmTPR32VXkx64i+mHHd0tSvNRa//2wjT8bBY6YsksBm43tDuqbH4+ZNuxSw4nG+z/5hM4YloK3HyTbKNwHHd+bYTX6TgIuU27MqETvMl+mbMxJxzWz2utSeRFh26EwbcCQJwXPTZs97ngQSPDRHzUvGAV3/i03JyagYtfW12c9k1K59pXHAJwVHHdRVltWkwNcqsDJteiooac+jpYKRqS1sUk1DyZDsNe/c07B8ztOObBIvSK+v9+0wpsMzxIJ4knQoeszyT/pOh+mGnraZrun4ftedH1OeDiv6lzdLiF/hKDzl7N4Whz+N57VpbvGIC3dRnHU/HrIw0CoBuQ+v4hk/AUrpR9UTdRNxKX+WhVt4IhKsLt4If5OIqZ+P505en4RTE5bmPKpJwpZrYy+7WiZjwKVlkvlpyRhdZUAirmRMtnhgH0nis33mj7ZdvpcCmTlemIq8ARtD9PjEr9zHPXltTBqy99IujApMQ/HVeH3TyjRUi1/3uaFLx0Hvt0mdJD6/6PVBPOYHHdwfjiSyTUdthNekY5fS4Rv/QZSnl4F7yzZ+HnQqA/1OZq/kv8kACZZHrz0cjyOjD5Qr1cbj57CGc4dtE/A3qYElLUxA4l997vJZvfs0dfDuIOMBSRAWrnRihCTh5qrTQ/d3JeHknJ+/SvcmQ/vwtTteNcmod54muW2TgisVWgPNSlOgbrv+7QfTVHzsWzBj96VUqITSt9WPS4O6TEDTQKvdO+b0jTSsu2qQbaxEh8mh8HZhCB1WO2gGz/qmQxaFbUqHfb+6utyL6Rg7I7vEekQGNt9kXPb3z0D14U9aA+5n4OgpxR/9x2Ri03yNGMXlmeiyP9s98XAmVIZ4D3TySMD7kHVby9sT8JsT9id9QyLcTPqGtd5LxMnHXu9t7Iie0/w6/MitJIQtsErVJfv0R2PU1LTsZDwZ2r115KgUUFqBl5SCE2PrJc+1UjFxiuO84cFkny7HdZY+S8X8zByjR0vS8OhrJuHANOw68ZJodDr6pV/wdj5Fh4d2TFX76HRISZS9lZuO8vgjw0K/pONcEMXwGSiizFpuBmTpq0GZGOm76E2mfSY+Via/VwnMhDeJOk+wMzGqUCdzbl0msql01CAGfBNvOQ8xZkCmLk4n4u3no6l/3yWC/j0uTetoEqwuJ85d0pEElo1mYeS2ZLxIb1s5qj75v3xHa565+oe7KZhzdtVeRYdUbHRvm6t6IRXqn7JPVU7p3Z/o2c397k+i45J6QGX9eRLvvVMnJp6OsXu8XVz80/HC/qVVXkc6PPZRkWYGqmyGrLmclwHe51qHbRqZoLy+C2sysbRksk/nuUzsiK+dU3grE2Xh4kPabZkgTvs39fEMeMsEiYE1soCFAReiff5cY+DMoGEran8zIDDlK35PInpi+KVdRjOSEb/1wPxOfjLuVKZseGGUgvItH//6i1Mw5M/j7rdIhY6xq/7Yq6m4/KDhzFbdNLjENY6LjezlN4zK378sgI4xTPPOg4/oMHxynXgm6choDfA+3JCOTedvfpu0KQPlqm8/aZRlIDzBPD1hbCYuzcgc/mFTJtwc1xhmhmeCEN02ojwTw5rU/bf2YSD0ZGG43gIGTmww8SGxPDIUGdfOMxm4E729Y+RNBn5ZSFfEf2Sgo29n9OSxWTjy/OfjOfZZkLnpB7Kg9XCW6Mr8FPRlVqaWXEzB2CezX0zVT4X9esk5/9xUvJ00IE95ZhpeJt+fKM1Ow2je5Dumur35wSz98+zWAek4WrQrf69vOsYF71md8Sod7Uoq12JXZuCD4q5T459mwGxNYNtw/UzwxSKVum2Z0HSXcDs5mYg4v7L87pNMvL+kWu2nw4Dxx/mLbQ8yIK5y8RvNY4DSJvcaGDjy+xkLvxhQ7hnvXjUxC+anZzuWOmZBKbShJDE8Sx5XZaFRwsqd9C4LpyQ69htGMVH5mOW/yZGJDmPKsU+FpO+Q5orGVIzdnSL5syMNY7o/rEt4k4Yb8xwyRnvTUWbCdReQOLVlv4Zw6D4iN6k6JJRPx/Jfr/+2H8gA5Q05/s5AyaCfv2cuykT/iSkLh5zNxPHLC0803yb8t0X1iJcaAyqzEh33zWOgVFeBmFIGFnYbOJzMYmCgzKFiQCL24w7pZuDz0mvmdKMs7G/aFrTfPQsOswZY2fKz0H7YzfPSlyzYbnC89XYimf+5jW7dW5i4WnP72MJMJv4lophY5jpwwcceJrbKEqjZOK/7Vi3yWhoYU48FCok9DVf2ICqXjvrNjYonPYmeu5t1eMqLdMRlFt+fsCQD+nFFGgefZWDd5yWvaciExOfBrrSwTOT/0h077W6v/HtvSfvpYcuALe1i2JqjDKw9vHO4moiBbMebWkf+MHBsG33K8zlZ0B2wZdrhXVmQpcEys3D3T31LUX0WHE0E3KkqTCw9O4eoPiaCs8+o8f2Z8BPHdudeYMrzItmoNKIyNNm4u8DfYK5dNvrR7VJ5R7NxunvzoxRhNsqejtto9Dgb9DTGlRaHdHyl0hAl6ZghC3x69bSq6ocB5jMzQUt9qXQsKBPLn3sOjKrMBFlM124lBhL0KQ+XgaJpG3iq/gycqoonFpUBo6ebd1v/ZeD1uDfuTkROPnJm6b2OycLJ4YGKe8rIPmUlvF43kIkDLcM6fayZuOm+jqgqJpg+QREt15koadjbqk/2o/vjDc9Ek2x5Xi0beYHlLqKgbNy88exWdFo2DrU8pUnJOv7WzNujo52DD/EBfJF1DkK3Gblv3JaDeavtfYxCc+DYJ3L3fbKeWbVnH/+ZkolSn0vH7x/JxBoD4wt9H2Vipb/yisBxDGi5lTww2snAh4njf5/NZOB7Ddcoo5UBnDvaOcogC5dmUQmALBhQ4ioi8uOw65rwaxaeDNtpUk746527LmE5JhZrtL1UYDHRPk48ILaZCePLizac08/Guz2niw08sxFFezfEIywba2WJhmx4yBLO2ThslzZ0tVYOth9LKtxrloNYHypjnoMhEcLMPeE58roB+X9Rlb7TkxxcDjzf3TGUBZe8+MTfK1nYP/TWwodFmXj3xM7m53AG8o6cfsIg+tkgylzDOZuB+VcvLg9r6dVjJbs7Xmz1ykLHbYOuIcVZqPwRaeOuwISB0xOHTw5MjORtm/InlInc0Itk5Uzo3v3tMVgjG0UOwd8nLM5GogmVSMiG3bIjIzbSs+X5gmzYmxknjlLLgUFPbPFR2xz8VfNqeBGYA7W7Lz4Oz8vBikVvVfXayDq+KCV1DWZBgwqXF7LgKGN8FkI2O6TnprBwZD/DaAiHhVLHbuXdl1noN0XXakopCwkDHXvGxTDk+VEiNyrHP6vpZKH8aH1FqGsW6vKz4jQEWTg9pzilP1lPY+z117rmTJj45mHVfiaUroxzSRAzodB6iVCQCelwlUeDl2RjtfYbrYCYbMwc4kUPvpoNGxkBsvHDlDvDnuxHwqbS5nmncpAZ+dnte24OAvyi+jZ25CD93a4l0GGBoua2pSxAdyJx6VlyP5WF+5cV7f36sjFJ5miyEdmwul5hNRtVbj9Gl2xn43AYd5pfNBuNR8K8q3LZaN1KOTxspO3bv3zlhix5niMLsVR5pg8TSwaeN4nawMTgE1HrLmYzoUexWQsTL7ckX243zcZs8+95GyKykfz1xxr/+0Refg+dvV4pB/waft9lRD4imx7Ujz6bgzPTOV7JD3Iwv9gty0qFBcoLe2TDguVbmxPcXSyYFxV63k9kYa7MsWVB4KNGTDYLH9u0X+2ewIby81+jLqxnw7JdvH6DNxv9jy7PnpvKxoYFF8oPFbFhWzHM7moNGwGHdwhMeti4oNdTNc6SA8moS9Mq9nLkcQQHQXfKTk47xMRd1oTjqaVMnGS+ql+gRPiLPzb1lW02qCqDA5H3/nmLaB/aiN5yX6/XapiDltKbGgsIX8ncw8s5GB+ZUVbYlYPjGQdeLiT7cHkrd/qLnWQfrPdKvGNY0Dcz6fe5gIUrd4s3f+9gwc27evSfGWxkKWtLz7ix0fOWMrhsXK33qf1Vxsb1KkoRcrAgratedxwH3ptnTbhmwUHhmOXE5HLg0RXCNw/hgPICeBc5eLfKwa7hJUeen+Ng3jyW4dTPHLld5iIGI/w/WGTj05r2mAOR2Xi+327wo/psyNyYMUQu6mqbVNxy5HXRHCyP3Nmt35yDj6+5g/NHsiBLg61m4UuuwbCfESxsuhN1biHZl5CkUNUABTLvRWOnbrdm4z3xbiQRbAxbxWGfv84GFU2/0eBgbeyLQXscOXim8Hxu4CEy331zhjbTOLhUkKapEcuR57s5KFdzLCu+x8FVtydZVUpclJzc9bBwKBczfs41nDGbC1PKrEzlov+ijpeVNlwMJdzw0IGLCd/SK/asJFc7DdHxRTng/LWaaB2Vg40yQ5Mjz0Ox8PjOi0kBfkRvfahSKMlnwev7gIp9v1jyeh4bTydRFVM2vts8PDU2jQ0NGSOywa+Ka3iuyUFsmftoJwcOrOxCFGfu5MjzoxwsGkBFGhx83jFvTncNB/ZUuD2Si7Jbr1ser+Ji9ILakSMCuNAbb/x+WwoXs6wGPb9ZQNYhc2i4yPR0XTijiYuQjoiRL99zQUVBRl+58KK26RUXOQ93bdd/zYXD1aRdBQ+52HOryvI82Q+Ngb4G+3gsUFmHUUQ+XDa1zGkEG0UnM+YfDyLyUX3n7HKyD79ifzYpf2fj0sMTz0ZZc+T5NXINrd9w8zEHjG+fdmYN5GI28SanzOOCqh6+d+Xi18ZEHUYGF1cNqYQqF0dGlh6053Nx5sTItZIyrtxP5eJ5if5tei0XmlQ4rctDqalT0e6JPPQ4d7bMmMbD4xinIftn8zBgotvzFeN5cHIfl1BNnvt+ocQ11piHyBA/XTjy8Mv/zVUXZ57cD+FBnMga6H2EjTe7qIIoGxmWVOKc8NVKYVHBFA6qLSYe++jFwcbCkvf3JRxETzcRavfj4tyk94OKZnJBz2ie/8mDCxIsX7WO4OLo17Bf5UIuZOxyhwvBmJnqyV+4eJqULrnVnwczx7UxfvN54Espw8PDmKE9h21O8dDfwLtjfzoPOk0Nw9ITeWi9P/5JVxCZb39KkfNwYHRLxFkmDz/GP47iXuXBpdq05VczDyo/jWMUXvLgIys88bA9kfNM5xEPmjeZ5yY08LBeeRgxFTy4x5YY0pdy0B3kcc2XyMMXdF09XEfkn3jTXepceT6aC4/ud8c7yDqo6HlZHhcvA7iPkgg/zO55kzp3EA/bvue+v0Do+fPmDt5WQs/N+6iKBA8Hf2ZrKbPIlfP8lLCRB7uTTx7f7OTBRImuYfqGh5g8CXv0Xx6e+VYO/qzOx9xdmt9OrOSDBLdd2zfy8ZlhYz+G3N/TutfYbxEfTEV3skQ+6EXpYufpfNh0v++4voAP0/HPc+r0+ZCZW3It/koVpvjY3503dvJ4PgY8mHnMZjnhr7zNDPUELuwVhzoVE76RifMQHt4wI6/0mctDWunZU3oHedDY1KocSudhg/m3pSefkHU55a/qekjoq7+BuAQ8HNKlPGk+tPO2qLXa8FEX3PD7pz1fHqeS7wd3Nt9az4fZi4JtS/z5iPa0Lp0fzMfziFsKxsf4uLCeqjzwoTRt4lbfgN57Cj1QeJovzxPz8Sh1RExsOB8yGAB5r8fC/31tGB95xzaH9fjysejervo2Dz6Cl3s+eLSFD065XvNrQv8yWdmfB6wVuyiU8TDy1fSb2q08XBFOM58xlMzPsIH7xYIPt5Vmv42d+Rh2o2dd7nY+amVpcj72quw4NKyQj1nWLeHj7vLhSJWNn/Lx9Wch8YTIvBpWEhEj+zEh//fpr3wsbxacSXnDR0XpiA23P/PxW8fuhLeiAKupaXzp/d3jeZOrxQc+Ikx91JWf8/FA04hJu8fHKA09URr5nmvdh/V9i/jIMF032eIBHzsWfj/y4zYfbws+nezk8uV+GR/+R3KmWuvyUXkinIzFx21GEIm4CZ3Tx58+k8rHHscXO0Zd4SO0k7s9vpYPnesu46zI9/VMFaIUdATY5JyVVzVegK5rzVxbcr9F3aD0tqEAVJZiuI0AwzVnFlxbIJD74QJUXaICdAG2+r1auptcu22fZ+9ZJYD/g2lmtyDASO+EmNaJvVdZOW+0AH0cKY+fj0k1MbcfEDrEbPpr3f2eD69Ursb5W3x5HEP4XVZg5sMnVO1VYysfi1Nbmgya+LhSGfT0LaG/DObQRwBp8bt086kCLI1Md3mzTICvZ6nEkADpga1WRyIE+Fb0+eLuBAF6Evr8XssTgHvmgd2lAgGoanPuZQFSDqdlTcgX4HKyCgkhBZDwtgSx7wjwfBhVcRLgwZnkwDFMAcYMrx+flSSAIIoKDAUY/erb1jXHBKAvUzo+Zb8Air/EJOIToEB7fXzgegGKj2+54uPWS5d9fOfdx1wFsPqmPn7kQQGS86+3SsnzNr823PCyFuCj+ee0aeMEKJkeMebnCAG0x7/Q4NUJ4K4YJtj/TYCg+UvPfFEUgqoilg4XyvNVQiz4XB/VrCtE1QAF01gTIXb2mA8aMVGIftsD+8eOEsrjCSGGzm9U+rBQiBuOczwnjxPCeeS5Y1s+CyArI70SYOyyC68+XxBg/sli1ypCrwyihStYZP/6d8wP4ggQ9VbZ3jxTAPNrbdcPhgow49n5JzMyBKCyjQ/J9VHayd2LYgXYK0vYCOR+NKH/rrpj8YROwTmdL51PkPVP+tjiHiXAhv5xYTqnCJ9p0FIOzRIi9Vx80m59Iebbdd6+QNaRVbfF5gn5vZ0qH6wTomspFWAIEfddyTVpuRDj96/Q70/WczxdSS3GUojG+ATakZVCGK50dnhI1ktsarjlWCEolEP1fCH2yxKyQkxWfLqldoQQA+6FGoST782SJVqFYNhts8v/JYCGVf2b+j5CTCjSIppMiDVTXioX/hVA5kb0FUJq7BJwp4fs08OHBXUDhTi5fPbBYd8FctyEAJxoo29Tye9H2P0+BJD3LowpWq6tJ0Sg6NK24EayjpMhbc9KyL6o3w9ckCdE0k3KsRLK4zsy/q+ol9IMIfwv59rsThYiL2jOrM1nyHjNC1wWugvR9rf9wHMPIQYzllWPIffrlkzIWG8uhAlVzib0oqeatMy1IfcUvGG3ELSkzDAvNyEWlqQa+7sK8XXu1uive8j7dtPilq/opZurtfemMgchju18xutYJYRo2+fUm8uEIEHKj75LhdCY+FG3gvx+JEKXkF4ISupf7RTCq2Dn6Z+nhYiKWd82IloImfo1EqGv9gT71xtEUDgYPkHdRiSPj0TyOoMITkT64jqF8jhQCNnjz4QofGl50LNWCOURm5/pioRyHJFQjusTwlQstXf0EiJggH/tTfL9VG8qwyWU496ECG60CNjAEUKWluMJMdAi1SmDT/ZXPUHKSBUijRkVxacJYZx6221msBAjHUelnQkSItxg1a3xYUJMdFXOvkW++y+/SPbjGWco6yNZ75OrSoFvhWjKn1l79rEQwpIap4KrIvxavy4l7oQI4gSzOTe8ReiIphIlIpxK8OvZcEaEuJXn940kv//L84tQsOtLtck8EUbz49Lf6otg8ipj5K0BImzJf2ayVk+EHRtKRyXbivCCeAcV9iK0K2a8frVYhGoJVQASIfFPwQO6oQjBe2PGfiZ0lu7J0Sgn4wTS7if4TBbBjHPLL5L8PneIiXnhGvLcjygdrW3ke1Gi2qd+Irio5t2/u0eEMc98ti5YJMLhZQM6enTJuBVPhqxQFf23fy+vRKbquItwaASVoRRDbePS62++kPmHWnt9/iSC3kajx7ptInxRsVlZkS2C1uDC0pKjImzcfl+ZcVIEVernsN7vLajfmHTqkAgydRQowmQZ4EyEQd21TzLOiqA/cP1CRroI83gPQgRsEZQe2bJFhI7J2wPWW2wVIZJ4Id1HRNjDfn3wJEOEHMYSvTsCETIpWFeWCMYkKulbLAJRskQURWjbt/dQdrcIxUvdK/O1xZB6aLw+NEOMX9W3fPXWiaHt+n7S3dViWLjmbTIxFcOmZFvdxe8ieAz9w0g2FOOAAlfbTEcMfhIFyBBBNDm60fmrCFN3jmzeMFyMpBUdJpw/IgTcHaaxUV2MSw3DlfctECNvce3+r7PI/5S7TJ57r7bWpX2cGF9//a0+qyXGsAhfsMn9VosPLkJyf5KlT0RYjG/TKYUqxmWDpwnlimJ5HCSGYZNR57rNYnA43fF3T4tx0CGk6m6WGBUm3gPa48Twva+ve+SsGHN0KMstxn5tZ89JF8VwkYULYlDcY/BCjM47ES/b+0jgQ1+ycYoX+X55+7p7dmJM/TT06REHsRz3Kka/pfuaXwWJoeGcHX74uBgR/IoioxNkPLUxrEAfMYZn7jPuiBSDylrmM8WI0feZ+pHXe1//dmHDWr4Y28LKtKzSxBhz8+eeplQxBAsWzrQ9L4az9qHVX6+LMeAj/yDjixjGk1IGSMrFYNVHX7ldS9b356qlTwNZ97JF4/e1iDFUcMBkdF8JNjct6e+vKsGMW+3nZ6pJECxLOErkfosEawe+0rQdI5HX+SWYtmWqGu2BGE/OGF5NriH0yfl2WYHQ4V9ehfDzgEW5x5UliJ5GARLFiPPIiLpNxr0WSwmsBPd3UIZUgqcfWi0XqEggQx2R/wc19zf7S7671dJ51qbREshgqRYSVOUahlQvkEB1u6rV4GUSZJOoonmtBJ5U9ddBIs/Xk3GKrVdnrpQg59q6RYftJJjuq9+vHhK8HqNZ9GOeBAUUmoO8T4LtcGUPCfImr/dPPCuBTtj5M5NpZP+yNp+Ky5CAckrHpkqwb635dN5iCfz8bm9LdZTI8RMSFJZNX11oLIFMDE0k+Px9nMIre0KXqkVmbGdCJ6qctFEC7C8+lkvm5U3B+3ZIoDw/dIrxUQlmvwm9b5VIxu1za3NhhAQ3mr1fr/eRIL5O2X38Xgki+rAPfw6SQJw05NmYUAn0lULirck8j8kKK73vj1y/STeezFNWFuJKMF4GQJPI89ASpHUv/HKXIcG/NJYEF84P/W1yS4LwTRRwUYINpmPT9cslIM7ojrZ9EiiU35eeJPThu1CAb0J/lc4xu1MkyNcVL/yaTei74h0jUCDBD1+KIBK5/yLBHu610S8vSPDBkMqsSmB7u75cRO7tN4zabnhNAqupqQsmXiR067uLhOwSrCZRiz0Zp709qtSEzHurwrlkG/Lev7wC4UOZmyZBfTuf34+890drk4BzQ4LHovsDKh9JIIPdtEqQQZXv3kqwzcOeuIyEv6IHq7v9lkDxRguxKFLkupuajdSVwjt3UFOIqRTJD3bOknaR9fDX02r6SqESsqm5vL8Ux4JG6Jk/liDBkqqgS0CC+kUTyHcGJHUNDmqWYHTl1fa+nWR/8waWrrtPrq6JL/GU8OucuekDyf//8FYSOa5RggXbplkqXpdge3JQuH+HBB8pNtcg35vW8VdKrqyLe/aKFaWw3PxU+shAil2zde/tXiiFxcXudh65Sve+jq5bJMVFboGtyXop3N/ZUy4HVkWs+6C4S4qfI4cPDt0hxRnb5ta3m6QoGby99rk9GZ8Ko9ZKsUEG2JUinIINWktBoUVaJ0hhvtJ8t+pAKTzm5o/oT+b1z78i8rR2vWVlZ+99e8C8YdqEfi/vuxCXVAJZWqBdgu911IZI/1vPdQq9MUWKngCdmUu7JXLcoUTuH0oRJbbIm0jWs0qWIJEiv7mZ02Qjxfgyzy31zlKsmGRzXc9Riufc40fTQdZBmQlLKZqCunaUekuxLfSTe8sZKU5SMJsAKZROen54EyxF/+q2pvdHpJh0cXjNoeVSSFrjO/bNIfttyxm5ZrEUz5zUk06T3xUoGCEZ/1Losft55Ht8ycgXJwgdl1mfWxRD7v/haaSQwZytpJiacneFkq1Ujuvu3Ze6yef3h5Jx//lLUgR330sZS+ZRUvD5Q/kGKazSNxd9cyPrOPPB+aG7FOL37xNeHZfiV78jL++ekmKoDGAkxb1MRvCJs1Is59qXzYoh+y2DsxN+OEqvS8yRYjFVls6X4nFPH896kRQHZIAFKe6Md7jW37x3ff/8dDLe0JzQrU5SLAoYa+tD+MGOghlul0IWBpF1/sPVSGFGlYmXSuX4FSn8xlORihTOskYOQg+iZS+cl2KGrH9EivLa09M55D21irkpmyKl8L278oCuvxQT69S4WeT6D1cvleM3pPI8jRQvvmyYM7tcKq9TS8HUa1k95aUUNbkfxqrWkPkYUgl6wp8te037XSH82xBhcpus15Fn0+hSIcXXyMA7ZYRO/3DVZJx4m+9W5DvXL3BWHjwtxa34vMNLXKSotjy/Op3wQ+TMxflzg6SYM2KC5inynP92K7dVLKm8DkLoszR0ieQAoaevgncemfe/+qlUjn8lfLE7QYHDlWKH5bj7yReI3IWdbXpQT/Z9+Q2d3Q+kOF9KFVqlclwc4d9VXQ+/kHnmXSwino8UfVlquvdrpViwPUnrwh0p7nK6pnQ9kmLIvtt1mxul2P1gyPXqZil+CDwv6L4h44wuP+LxTSqvm0kRVv62oyuF8PnUBzOGEHrXXzi7h3WU0Pl4aulZwjeaRPsfPyYFVS0VhEvlfRxSeT6e8FcuBZyWQk9WGJfikV2g82OynvUKPS53oqRy/1sK7bis+KMhUjSYNQ0edLZ3/f/yslIMcpoVH3RTChkbF/b+bnkvw4RH6FBOvPlTVVIMJlq0lezjKM0fG7rvE3nqoBLyZF9c2p5P/yVFB7d+/XrFXNiF6brc08jFYz4FaJWikoK/8KSoXadPC4yWYrrj34vXDkrx56mZx3Ii3wGvWyW/yHzNInzqash+7WxeZ6XmK8UX6dWFdmTeVHZkE5/I4ZV5xW5ZUnm/i1SORyd0S8yhp5D96OMzbePxS1KoyxqaiJ5a37foCeFDmVgR+ZLBE8i6PdVM9XzJ/Cu8au6s6ZDi3eorY06Rq7vowVL7VkLH4wMPtL4jeoh47Vu+SvEwZ8mb3e1Ej5Wec6m6JwXlXSa2SKEVrO33ekwuyqmuArJPv3mbOL+JXE3aucZ6FJH/dfWVH+cmE/68JZ2+n0noXHbGhrFTitcTKA9diiCf4G9XyL633Bh2NXBdL7/K3IRMQndlrSV5ub37IYP73ibjMccOYpP9eKHV4diVTvQQXXVCIYfQAWd2lEulOF5Pm0AndHMfa/RzH0XfGN/qV6lkXZ9dxw0k9H8WvURxBaHTqILGsZMIH1X76RATLpXjush6qfLZDynOeh4z+NVG9oFqYyL7/qwvBeCRonO+2msxGeeDf+zzrFipDEzXj6yzLbxtb1+GVN63QvTpNKpiIZXjJKWIIbOiJUrlOBMpoil3hMjl88gUcQzRO3P2xn1LJXze+J4C4hP9kNEz5tohwldmxZOsgnvpKWvjiSDzm/t58KdsMo/7khF+RC70hLOIZ0T47YvfyL+Eb4NlBXOi186GV98m1+rqeVlHCb8+mtQxT4v8/+ib6qESQgfjKZSHQOSFaH29frlYUPfxZgPRn5epshKZx7ZHbsu7iVxGVFAARKIfZAkFYsdyGs0HE32VvKvgoV2gVI6zJ/qNgkO49Nrt+ZTa2SyFaqLTIzXvXvslg+sSfnbKejetlfBPeO2zF6qEnv/iaWKX9pms20b2tzKdAnJL8epkejWP8J+31aWproSO3z+c/8GLJ/p1Y83r+WQfZeETud5/cNyqlv3/6CLXD8l2daqW1USONJx+ziH7fXrvuM17N5J1HRq6JmgN4TeineqJPTn8yGbXdDLPd8+/JecRe7xoUdwMdz2iH7XvrO83WYoECgZgTPQJBdcm/olMvRC+0Hx8cHopef/Av0K6vL4uhay9kNDlHz5dCgo1Wkn2cWBroG41rddO7q1et+UL8QP+dOuZbJgvBZcKy3YTe0m826Xk/0p1KlFO+HbG04lKhL8pNL0v0fuz337M+UTk5R8MXYox18cXBxG+j86kGj6Int1IAZGJnzfoxoGR84ie6TnUKDaT4hPlHi2QyvtSiH7zKL6opU/0S3+/CuYosh5KzRE/LcD/Xkgr8Zu2mo2QruxD9HfLXJuhfyUgwsTYPoDoweoefhTxM1VODSSiK4XyU/0D64if8y/PQ+RJ84vVPeK39UsZOCp9C6HbvJn5q4m9Dqbac4ge/JeHI/4S0S6DHIhdmqn6Po08v/l6pdoooi9GBDhrqRL+qKmclOBC9utfPoXoMVnAQehQmTb9LJGbGOnj38XET/uHi5Gg4c7ICLNnEjzXeTTlBvFTIyjxJP7Zh1zXwwXE3+vvWiN8+FUixy9KELN5z0juDwn2LqIyDYQ/wpUm+6sQeVRJSdgwUorufMZksz8SOb6f6LOzqx8+/iXBrY0UQkCC5S3Dt9h9kSCzrLBrkJZUnk8l79mkT9xM/LMtO/oFnZsoxbC506SzdYieIFHBqtnEX3mU0Hc34asnewW3zI2IPb1vvW/UEqJXrjmf/EH4KaGmvG3oSqm8Tkfo/3t/wc7TEjxrWa51icQTC7aEvLFLlkAGXwqQgD1+aNmwE8Rvf8O4NIjEPSeabyddTSD++cwH38UkroiQvHwbnyuBUc7uI+HS3vjk3o+1LTkkrvmHT5bgH+xSAuso4e6Bt0k8dpRqVJOA6mYMIXEH1X2g8YrEjY1v0jIIfWVmpp68P4VtoU/8Zin1GTXCfyKqYVSKE1T5j6y7xYSqEEjlfUNSed9hLz28jApNRhE6NJiUtmSROHLNDiGjbosEtasH79LaKsES5W5VCxJXUtIaQv6XtZ+uJ/HbOKqDiMRpnrX7wjeR+LdH7893Pwkq5lCenUSOByDz6p6g1p/QIzrj3KZ5ORI8oeBnJL60kCUmJHCSNZqQeDd45qcmEq/+w/VL8OARBRyToON1s9dRQt/JiWUzrsWQ8ec9aUoidNoX5ZPqLZZA1r5E4qF//QsSvH/wOSmkQgL1wd8Nwgi9/uXFyfP/GolwwKnx8OJPYjwfuc9Js1GM4sFpc7IuiHF46ayFWcoSdOpxdAp1JFj198NoYwMJ+mygKs2Efy+dHPJLgcjhpMvvj9aJIWsHfS8GYRriqvXmJeIXuw1frC7B0afjZzbMk2DOi6n6lXZk3xfXi30tJbiiRDmyEkRR8DVrEkcfoDqvJNhpvHmlL7lunD6K3rm2N8+waCLFERJ5nYbwAwVz30747wgFMJRgvqwwKcHS4sDR88lz1j0Kw408JGjrc0PXIkiMBQ2l++YeF4NCMy+PEOMOnwJ+iHFzFqXpxaC6f06ZidGIlf2V7MRwudBnH99ZjK3++nd8AsVo1aeAP2LIyhuRYpj4u8arxovRf8IMz20hYgT6OWUOOylGx61Wf8Us8X/5mtYra0039Ijhenlg5LdBEjyavm/+VHJdJjNMEnl9RIL9zL7XFDVJHL13wITvhP4NPQuqEodLcN1fadAfrd5r+iJRXd44CbTqXfq76Evw4uFSzVAjwjeyxhcxur/0e8dcK8a8Ee2Sm9PEKFUwPqbaIYKSDPggQpU169hAngi/m9fEX7oiwi9T77tnakUIau7THdgjwhCqDfS3SI7vEeMjZe6UxThnMHz71tFi/PlJAZvFuCKlGjTEsIyJGRO2jty/ohZK+GDW+NXuhG73v5hfMfMUQ9bmS+hxiQq/C8XQLN42aHi+GJ2WUa/LK8j/GS+rda6JYc/XIxxA6KZEIbPFctyQGFNPepzUqum9xj0+627GEsG9amK7YoYIHx2vW9wj15WxI4kIi5BJidc1Ed5PXmD4/b4IDHfKMolw6kPMfKMsEb658ww7z4uQ5FnT74JQBB0SnToXibBI1qAiwlMVN+MEiQhnHlKOigh1VPqC0Olfn5EIzi+MCr6liEChboJuiJA7o9FfUipCjViY8TdPJMcVifD3UyeRYBFehSoznRtFmPamcJZCH0In52sbRowXo7aUFb9onBgk2C0caSzGdoPVM37OFWNE0tAIX4jlOCURCtkHH689KMJAl3ffnXf25tOp4GqmjQiytqF1Ipy+QQGiRIicRkmkCGtpKttVrUSQtXfOFKFrV+qoB1oiRJ/U3PX4rxBP9njazBwswvrEtf22aYpw9dJll5j+IuTZ7E5ePEkEqnp3YYwI5qvY5gVDRJg3PPiJ1sTevP7/8vMysRkuwhJZ4CiCrN2KzGPzDZPmO/tF8N/a56V1uAhHyop2tBB6bdITlGk2iLD34unCVddFMKDSGatFmOWSO+WmgwjdyUeIxiDrvrWB5Tq+9zv/4gIhuqjjBZ4K5X3OQnlc0ltfKaTSkGlCzG+y3e9QIJTHUULsJdEg45IQxTsoz1+IUduuvXaiCzEh1HaUrUCIViOqUV+IR/QP5p/J+//iACEI8Ve8Ywghaxsg40T5HRg16IVQHp8I5ecUCCFTp8VCyMKsQiE+Ue055Pmw/nrO1xVEkLlLjULoyID4QvA+/s5S+CPE0HVTOJzu3vEmqtsM29MslMdxQsjC/3ghRAWD6+N2COGxgrLovfWdf/6KEJs2Dgo/OlWI1Y9HHXObLZT3Nwqxe+ev6MubhPCVFZaE0BsTnsj2ESJyKlWJIO+de7escqkQLipLf43dKsS9wtP2UWZCDOQtEStNEoJTonL52EShHPcohMWgERMDNwohg3PuE+JiU7JyGBnvANW2703WzaQOnhCi++hkc/dDQvCp8CxAiJT3KoGSSLIvXdNMnT2EKKPgAtZCuR9M9iXkzrnxnkI0nHf4MoGsz2vb0hUG+8n+DqA6C4Q44Rgx+hx5/l/+SCjPWwkhMytknhRK5qCWEL9LEsY4fBPgStXb3KRHAnneT4irVJsX+f/GHarQIIAqmc2gpwIE+E6YOqVZAOK0vbr8RoBFlm8aBd0CuBhOv22kIYQs/BwkxA5ZIlqIkACq0U6ItRWe+r6JAszxqvfjsAQ4Z2UYOrhAIO/3EUCW5m8SIOn3SmJBhcg6ZqWqPKK3vv2/uq72kT92xz4IkPOY3TKrP1lXcEFIv48CRBadmLu9RgCvNO3XFnfJfGQNWALoPBPc+MUTQCn/7MzF+QJU+1IAA4HcLxPIcZICUF5mZqYAi6k2CLEA22XASgEqi4xO9AgFGFpx8+FDMt9/uHABVJbVVBSS8Y/+uH20vkIAXRljk/c+zXyf+ouPqUTrjdEWoOkLLe7rTAGaaf4BpusF8j4aAcID+01akkC+q/htmg8Zt+0F1RgggOejj+F+ZL7dF789CG4QgPPi04kzdQJkfbbRaHspwF12lNOyewLYPDv4bXusAMI9zw5ERAlQYnNS2/yUAKaiJYdydgrQ+G7pN7qrALEHfyyw3CjAhMybQ7LXkPk9WKYXbS+AYWP7wWULBZAdI2IhkPdnC7Dw5sytd5wEsKPKuw4C+fkTApRXe/e3hACHf3rmLiHPF1y9G/Z7Dh/LV25o7ruTj7l2UycfzuBjvSxhzccoWeM+H5eWUgdN8OX4ej58dhuMuGsskJ//IIDtq6txBTsEeD5HkzFkrwD3bUce6OsuwFp4TVnjJsBKJVvievTiKagom2FL9mk6hVQQyM8zIeuNM7pWuViAfVS4OFmALynr/dapCpDqbN93D/nu4J2cCO5XPiKHGpMl8UFVPV9X8sFWuDVxE5lvM9XOX8PHqlFUBYsPs5K6BFPyO3sclQnggaqqaIt5MEXpgRf1PHkfNR8bZA3TfBx5sV3S7MhHd413RdMxst7Pn5UbA/jy8xj4cJ14oXVTBPl/clR/cQJf3h/KR7nrxjrD/F5cEWce8zX/VS8+SNb+Vs2H6RvNwYWlfMjaSx6T+Y36ck+tmY9Xs/rHf/7Ih1+McDpbQYC8dp+LQwn/0ULMrx7r4GOaytVJR17wsVUseRF0vRcHxFOhDqjgg6JmJJmHTHwtuLhZRLcJDebK+0G5iG2dGFekwZPj+HmYZmAy9mEYD3NkDRk8TNwx7t705zxcvFXh/qqTBxeZY8dHy4vaWW0j+chc+cqu1piPi+xXaY+s+XCWNTbzcSXa1nsC4ZupX2/MNvHly89B4ONHpaFRGJ+P+Y8PlHxk8SG8Hl0vJPPb5UlZNj4O7teiIP5oqlvYueAwH3qyAmgv3R+6U5EZH22/qYMtevFz/8PLDRSenqG1mINHn74ucw7jwCk0NXJKCQc/nz3PLOzm4Pwz77H5xlzM2tLJu+vBhV3GupqxKVxc0aMKAlyUTL3gk6LIQ008BUDn4d1uKuPAAzEmgW9O8PBB/1yNKY+Hn39ShxsW8VBKmeVnPNgMr7tc9ZYHxeJB1NC4r3p4euRXnrw/hSfvh+Bj2LPW8UVafPk5FXwcnTnZ0lKPj5JpY+3s1Plg/CjT6KPLh/3b5C3bpvKRPM156EsDPv4Gp810m0voQbv02XAKH3S6WlTMejb+HUvARsLbxDOX77JhrdvRbKLDgaybdw0HfNe3x/wTOOg39UvH6UccefzNwRSZY8SV90Vz4eZU+HtFLFee3+Qi+Onbu1r3uBhp9lJ//jcuZDD9v1yMmd1qvcqYh8GyA4F4MBpBVQx5SGm/85vpxcPXl84nIo/z8JAqlyfy8A++w8O4o4W/Wgp5WBgWNdqxmQeB19aDzHIeDr0c0Lb2Ng+yY4Ge9uI5T1Ht0608DNNW2qnjwEJ57tbm81ksfJwnYxwkN7bNqpjDxjwZMJSNgznpioxrbFR+tb/l0sYGVfW8YsqBiSwhR+gQU25ZnsuB876/rn6vCH9cmpRnZcBF0pPCJkNbLhRXUR4AF9TpUxaJXHkfEhfesoIdFy2/HSbZXOeiUWz2NKCZi5V3FkhPf+di65shzLZhPHlfNQ+rZQBqHkavn3C1djYP5ROu0HIXEzpdP5w6bwUP66h26zU89DlXmxNsx4PJG3uv4Ok8ef4lB3b2re8HsnPQr7Hj6diPOeAf6aIbzGFBZQ9lUVkInl12urGSBRk8aihb3g9P1n8ztEawlw0KdbSZwZb3vbLhJCskcjBJljjiyPMQHByi3MRqDtRlgA8O1iqvfPPNkIuLf4yMHJZxUVxvemDBFq68btGL61WUFdy5mKiadF14lQvNG/Ov+FZx4bv5542uOi4oLWJawZXnW7mY+yP6U2ExF7cHFafub+Qiwo937N7SbFhWnFFdyMyW465yMOLDphFvF+eg62fou2vncjBTlsjLkeNnWJBSZTNnFoa0GIvbBSww7zZZ3/zBglqrzVWVyWzc/vaxu8qZDdXFBRlro9lot7KavDGfjY22Tlo2T9mY8ePO6uOTOAgqO0U8UA64oYZfu2M5SJlgVKxWxsHCpnp++RsOdjesWfi4h4OuIVRgxpXnHYleuLQ4edBsLua8TOwOWMuFVv4Ltb9BXLjLEgRc+FBmOI0r7ysi958vW1htY+LQ7PnLttCZ0Hiz/LHjUyZeV2Q+fmGTjZN7RliOZ2WD94FW7dSZjRehixR0F+VAyjzAeX4qBwtlBi8H667RAl6ps+T9wCzEsgWsjnAWGmvm1328yYJxrtG0Cd9Y6LdzrejTdDZkbtRmNkTXXgV/OcyGQ1hLlxqHDZmbWcgGqDaLJvLc4XT/u8M4yD+n9GnYUg6m2qV3/PLm4PhUm9PXaRw896Bf0RVzYK/AC9a4wwFV1clv4iBTh0p8cuV5NK7cTmShLu1aucLvLDjIGmmYSC37vvH+USaoaki9gIm1CvMLz/5gyvv0s6G1g0J8ZUNTG2VNF7Mh6xp7m429euVWynNykNGXQhbmyPFzRB7UKjO8VFk4OsejaJklC7NlDVYsOZ6IhXSVK21dD1h4k2k//+swtrzvlY3nz4yJhLEha2OMZMOvv+KzO2w2orMoBmKDb0VpADaobriPv9iwFc4MFOtxICsPT+PA9UMss89qDvxkjM+ARfBjzooBWUiNEZTUOGVhQuMEKiTBEJ0bZd8+Zsn7q5lYzvYbVRfERHMl1XjLRPFiQ3shWf8/fywb22UHumRjYJxD/s2r2fJ8aDZk5fihOajg0t087HNwwflb/uOIHMyivM7bOXCXHfxC+EO7KumEMQtneZSCZ+H4ibPE82FBlha8wAJx2ghDsEB1Lz0dy4aexeLBQ+axIQtXFrNxze/v+1xXNv4d08XGhOmURmLj8bq8uz+LMrHkKIVkYCDzz9IhI9cxcPQGe0EAjQHV2sjFDxoZiKaOidHPAoX+G7Yn6x/M5EqWHC+eBarL+/tCJth6vE+7/ZkQjhANPn6FCRks6WMvHf7XX/YPH5KNDLMbfzuaskGUos7sMTnwVjEa6uiYI69b5+C+EXUyXY48XmfBcsvS06dnsjC9Ym+03RKWHAdH5II6/iCHBeq0H82rLGReN+v6+ogFWXj4hwVZ+eJlBmTpeONMDLejOkYz5efhZUJfdhAYA31kCQsGzo/kRAZnMOA2/+FM6xYGqOzqrTFZSJq7pIPjkYUQ5aaCVHYWKC5NaM+CZ5qDbZ95TLkfwwRzYUZ5bDYTpc5DjGvamPJzBLL/k4fNw4O8Lf2yIYNHsXv77PrOTLey7smWx1k5eHdTnYQIOfjqRSEFc9BnnW2UrxIL16yog/RYkIXb+1g4d6XP3GWJLGx67eu8fG86GjdRFEmX99tkYLDMUcyU45cyobpE369fSqa8r6m3X1J2HMluBmYOnj7aJ52BUDvK8WXgVcHk1ouaWZik8vX/ijjzqCqqOI6bgmUlWGmCS4VLhpigUEBA3wpQUFEDKlFwwZUjR8M8yiIJKkIqJ03fMjNv5s3MmweWCyKYG9kxU8BUJBQXDFNMgcgNMaGQ7r3M6f3/3jvzZub+fr/7vd/v56vgSPLee/aO8MtWcW9G8vZNp1RcbchZmfqcDZndhR5lad+FLttogzGkT/K54zbsi6OCJqkLpSu8fbw0dJXcLp8zU0PBxJgQbq2mc3w0MHt8nQZ/NgjYkfJHi1hN+qTXiUODw5bakTHAfejWDXbUxr6ak9DfwUH7Zjb9poSTlZ0u4dkSKijO400rAufRJKpVn5NkVFQPiWtfKIOeCr5TLOPsLhpol/FT3fp+W70V7N5ct6THcgWBL2RcvVGkoD337RC+mawH72NLvh6ogtIJmsJUPaei4nxWOqlQKiid55M2Fbu/M11PGk/6QGHQtODFNhx57PzoJ9IPut74xqO8ltwHsutucdVw3lT/NN5PAzu2idJA01UhmZru29ZQQsefcxqSKhuS2rMFrPCb+OmX7hYwW8QBC1LyqxZ0BTt4mgUuD9N9PCW45FTVHj8uQfOjhlgrjmZ+ynnuscLPhybMZOx8jQIDZMx+/OfU1ZKM4nFFw12uyBjjSskeCuxJ0/1c55J1wMYiR16W2QpdVXQV9xvac6KKslRaAlTcPH2FTLYq9s04EX63SUWCL1XabMh6FMX3DrfhTuz4HrEpNjixwDLpD/vFe4WnbHquwoZkFnTQMDrfTCY8HhFscOcxnsbvfBwcDtZux1l037oFhY0RY7s8RHTbxUREsgMoCeLaoy2XRAlzmMHBiv7NTcPv51pxmcazesiYP6rMqfB9GV4sWE7q3geUECLjMJWp78hoymxYWjVGgWkGNdQrOE7LiFFBkPuQkUXnFGxqvFQ7rUvB6YL4GwljVTDs1yJV3yeo+GRjin9erarzaGyoPOM89ut3bGAxtTib7tMyYwITMDh4OE/z+KyZQ+Xe0i0XMni40TH6Jo9G70d51V8ISNrdKf5VLcC9ouSXg+9b9PfDAvtCrT4mUNT1MhFxPg8mfrxYwnW3nlnzqyRkD8/uLbxnRemsXxYESFbd7ygjcQpVpmRUtRbmN6+U0W37l1F6h4JvZHBeVGhWsLP8+xcDJis6j1HB3x7LD3cUK5i9Lub1iHoFPZmQq+r7JVXnrKnInW5f5FqqImhL5FrvHBOctoXzqc+acTCROrnNiLwyLMm/wwxaFXwVDkdyN9zr7Msj9wldaDwi6568YugrgFJGkC+AHc+2C3i32WPQbx86eBjd/VJE28OgqEVlIsKzao6mQtL1aQkDaGzDyYoTZeXcm8lWFJEuQWZLdIT6TtvrKSOWbdBkqImWH/vkyLBVzAz99gcZdwaOJLdeRvMM+6MppB4M9qKJAgUsNrdOAcMdfa+A2T5vKehYs+OlgVlGlIakn8i8ZcQkBnYxgVLjtKsOvkn4/R8NLZfNYMczYRzEdf8m3zrCoWe/1W2jx5P3noGqeOSn501Y3U/AoOjwB6OXCqiOL9xmPC2geRYt7BakD+nd+lmFRc+TO/il3X5vsv7VA+rZFAmeI7iLQdckUPUrOMKK+3nPXzx70orBFBdF6mC3L1UGw8qtk0Gb1JZDMnZ91Ks4+baDb+D8ZFnrqUgFXfF+C4InGbALVFAygH8h/rWlE4z4nGJv9hjh1Pg32SGbUNmLPnATJpWkkSs1gVIg3FaZ8W78LWnvXTPmDqt/r2sVh5+LaMHgUPYGC27q+T0e5Q9C7S/5CmD2v62CXicEjKhRalqXWZDKzbPtvm6B/6mppGOJmBtHCZQi5jHBVNLPCyQUXBjZ4FYp4Vrbr/2fmWrFwJopZFK1ApvtEcdelvF0jHFYO/n/qc8fjq4i/5/h2vbLsPdfmRE5fweoatx5eQeilNZBR8MMuk5ugOZLC6kRe6i9SjHqvm8Twsal9TqzxgT6a9PrTaD0yoTJZlQXr58UX27GkJpXjKkfcNjkfEydVcQhhYE8eDA7eC4Pz/OjHo5o4nXdSQCL6ZcIyPWjRhHy3ANbjs1PteCSVvfy4d8tWNJo/T0xXIQ/w3KI8MyYHDinRUReEg2gkfq/bPGctK0SyM132/5U0vPc5D6szyWfsGJhgFSVlb5dn0+2/885vZ3QlkVGD2zrq22O8jKg7p/YAYPyDKBpqbJnjBhMj/U/N4IMzQFjG8jzL23YeD3KhAsua6Nqd5pA6Z4xTmak7RfcO5eYMTm+/NDNm2ZsGkaviMPiUTQJzsHQerJ+szd53l6UcMvj7nOFzt4dPIZ3G33x1gTjmeIyAR8zcIkF0fe+tTzeYUGMMyXWiqDu2YBEx/pnuKp2EQeiqXFcQigTUiX8B/ED6rM=AQAAAACAAACgWgAA5jkAAA==eJxlfGV4G0nTbZhxw8zMTJucMDMzM2yYmZmZecO8Yc4GZBbblm1ZMDPSKMyc3K5W7evvee7+0VqRNDPdBadOneoM+6NjSp22wX/naeUud21oNeVrVv26DWmGX5i58I4NiwZvKHxf/P29/4Qnvy7b8HHfh3tvr9rQofqU3J/+saHK2tURz8TfQ6r3qFr+lA3JP5lOVThoQ7/na5dd22fDknpzfjj/tmFF0bSlwsXn140yGvHQhnKzp29IHmtDb1/eTXedNrT44+66oTdtGJujzOcGOW34ufJDXPRiC0J/ZmmxuJEJd/OGrp6RKxL7b73rcyBtGCaczOub2DQEjbAuW+EJBvzsULb5g2IGXLjUrvvEzAZU2n69xL7cBrQov65SqnoGrE67rcPNRzYk5nr4u6d4jn0n6isjb9iArs1X9BDPOW7wmVRr/7XheMfGOYaI1yLtitw6dE/cZ1i2Z7fE51Klmvrhi1ifI69SbnI8tqHS5f2vTzy1IfLH2CzZwm14FyiY8nK0DTW+jtxbwCLun9422XDzmXll5ZM2bAgvsbDqGyusFUbk8/S2YMLUYXMe/WFCrq4Lur60RGDHi5h0j5+H4lPGGf9eaxGCmXHLtfrrDWhVt9IsUy8D3pZL9rTGaAOs18P1y7sM2NU+17q2AQO2Trx2s1rDEAR8HcSjhuBijyVP3OJ+DuXKe/mWzYYBJzbvCI2zoeDuVr8Gu2x4s8a1sIJY97Er75ceZ7Uh9dp/dw+KsOFuLfqmDZvLtIluL577V7NvL58/sKF/0SZvh4UnfX9vj4NnzsXYUDlVvbJDxL5mn5Sux9hPVpSvvyVsYWsLLvTd/abdTyOyLBuePMeNCCT/7rdujwpF6icbq82sFAI8jb+6bJ4BvX/7qg4aaEC9hTkyZJ9kwPfUt4fEHTHg5LqFBye7DfjTUXdopUYhGPB45lD72hAsqJU2neYPwcvbxb8ktg1FyvnFO205b8Po2YXj9wv72z54ct33Z2zYv6j0oxUnxPO7hrbILO5v+e5rC0ccF/tx51Tr5ZfEenytGLX0tg2ltvhH5AyzQRhN91OxSet0xnfs8/oLNkQkJ8u1InP+b2VuiP1ylyWDNbFdRKBYiiyH20aEQp/vHRdVMQSTtt2p/2yRAXFHwtPsHm7AyJxhlc6tMKDj0Gy96/1jgMN9IST/RwOK509o8qJ9CBbGNpzd+2QIdobGZe+YMRQ3Goy7PmB0KA4MJIsLBVlH1rJhaNj8aINV+23IuWNW49htwm6/2goW3WWDRVjVxN02rOlTZcWUIzaspW29lOTH7V32hD/F/s/tOCfxi8OG+1n21Tgi/G+i5eDP1tltmD3g/uA64y2446/QukZuE479OOY44Y1ACumw4j6EdberE4IG6//p7txgQAmx6jPGG1BSWHH8XANEMJj77qIBw8QqD/liQMMh5GEh2HToSzXtfAjOxwya0alwKAoOmjuyzaJQ3KpYunaR6FDc2bEp65zaYShf6OzvqbvCkPrBrDSZf4b9z+6GuG5+nhRiQ4nqZz3rhd19y2Be10L4U6uiA6OrCLu736zLoU6KDT/yTo3+450NIX++S5sySqzHpwtna5YTnxe71WWpBWUrvl10uZwJB67GVa4ZHYGP7/8unutpKMqlThhozhsCj779cqbJBhxNY6k6r7kBw9OU9yaOMuCPnGShBnyp/TN2Y84QCCN/OahPCEpm3PXg3O0Q9E/Zr1TvgqGIzpN+Qr2doWg7cP+wxp9CIR4299gOYah9plGvfpfC8ONp9IE+f4TjSrles3auDYd1j1bohD+c/90G8WXP6f8Th4K/b8Od/mTwNpysFdGgo4gfgVQ1s9f+04bMP3P0P3vSgn7ppnR+1N6E7rWaWOcni8Sx4+9mLLOEokeO5glpi4Yg76xXDftPMSD10S31k3cw4KFnktZrqgF55RcNSCkDZghaXnv/0zorBFtrBYrlTwhBPdP5pqGdQiF+PO7+5VBQtP5ZIQzNel6f03FOGPxjK3zamRCG1wVoQ8NRo8DwLZuvhONFldtlsmaMwB+OKZWf9Ijg+BiBEc9aih0T8XLf6F7FVBvihZUP/GDDtKu5voe9suF5PfIcG/LERn7u5rVAH/zz4L/zTFgkvL9x60isOPuXSDWhyJipT0KgXghWFHjzdcgyw/+e73cj76PFmwzYvOB7/UmRBvya/3R5ymIhmJWxZNkFIg4G7TkEbz+07bOibiia17y1NGZ3KG6uev34bJ4wPP26t/OqRWGgLPRcPFeB8vROON5lIocPR/3wnXkGF4mAdXD+FRtXRSBh14GLj1NGIk1MqxPn50WicOfaaobXkaDshu821NnQe22n5HaMDruZs9d2G1bv+qPNh+pWlH1XUt8TIuLGh/E955+PhAyDxcKQvVvx1QNb/v/+lVI+QJIdnj35sGamIiH49Grj59PbQ3gdQ9A3xpJlYYdQnHLmjyn/MBTpzhbsO7xBGDLIfB6GWfuOlLj5IwyVfxf7+Wl6ON6O9q66+iUc3nw1P3SaFIHEf0s922+OQN5mtPORaNm0X+TxG5EQwaDDqDJRvD5RGNlx55PHWhT+/Vi2/0aRP7d9L7QmxXwrhNEmP1jEjAvpfl3fUigKP5Idqz15Shi+5MsjQr/w/zeV87zdb8BfcuMMeHex87g9M0V8pLQm4uGOYhumTy4QgjrkZptDsKPZ2vG+7yFIlzLq7sp2oTh/YKuzzr1QVJ5KkSMMo95F1K7zt9i3+1E3JhUN53wRDpEsd2euHoHnfx0IbNobgY0/Hj6Y+joClUPHb2rTMhJHCx8xFXociWt2ctgozhdRkGk6hxHH1pewe7oZcSY9Wa4RheqOaj5mohlZOl3YNmJVFLbMVrKmORCGiC3Jal0dH4JHYx6uvbfEgNDuD08e62hA+rrLytcS8XDPTFpwA2bkH3PqTqEQCKe923VHCDZnGJaxSZZQNDlo2HpsnPCrppcXpY8Pxb1j1fq26pHkV5+Gli3j6BGO5TPJQsPRWwaACBiuHh66734EKKqNyRuJFAeLtEy3MRJLv+2oNyB3FHIVClFxLApFKtd7tS2LEYF+2rQ+7Y3IJx3EiHQEe24bMXD5toPdvxvxWRly2F7ThL+OJr+TWsSnQg0XiJQQgvVDbx63CX8K3ocB3eVCG9gfDLCfXDl6WtoQWGJDXGVnh7Afh6C+TOSh6N6rUdh7Vyh6RbURISKM82oYXowhoBGOJtd31mz5PBzp+i4udqZfBE43I8uIwKUJXUYubR8JQpl6VCQk3BgQhR4r4zPVcUXBoT39sKyUETLtjjCiogykRjQyZhCRwYi3+3d9HFrWhB6fBmT/MdGEo41poU0oefOHQJAmNPMUFl81YGEHegID6ktga0Dbcv5PW56KOJIqT4WxVUPwpOjFKaOFHUb0rrl/f6ZQCCMXACMUU2rEL4rKGobwxiN+fF8XhmqRicuapgrH5AKZXZU2hWOZZUme+akj0EUCqAj8naFlqekpItHxnzOb3m2NxO+oIffuJIvCCKWiWIoonBq75OT3ZEaMnzXneMVmRlD2ab/aiHX3ltQcZjJCBNERiblMuPQ4Zejf/U2oLhOrCUt8TuGxJs6XJlg6ELAwo4Dwfs8kMzbl3Dwk10QDDtXJdarqNQM6dwuzfysegrgT3mopRdwo+erSh8MCZ+wNqRMXvysUCx/+FXNN4IsDaWeOenktDJ1KEGIORyUJ3MORRgKICJz/2EJEhgjsm/BX+069IzFo4KL50wKRmLq/Zd/yE6OQc/aWaRFKFC63JKSSZHdkTTeeGVFaBkoTBo4+b2ndzoREV8atp5aYkPtYvrV/XzGBonJTn8AfifcEQjEzzjXD75QBCtJd48xYdStr47E5LKjanlY4hHFRCEQSuniiUCgwrcn8sH2hCB/QzpC2YRhoVzP/G4b1BCcbh3P+C8c6UZW0mxyBsXembc2bKpL3ORK2qL1ruueNggA3N5QbUZBRI6cRs9NQ5jXicvRtOM8YQejt8HvxXN0ow5o4npowzfxdZHwThFOLTGwCVRnDSphxYtrFX1FDzHhGcOCQGc6tK5f3tZg5rlvQamNi3IdRFq67LCjQ6uyTE8msmCEDWygkfNoTitmysArDXw98K7M/CoN8vFbhOEpwUwlHZL4ujgLzIiBhbPZIvDzwp3CVSCxqfX9+obpRiD46qWGG6ChULpguJEVpI0zF474uGGtEkyWeZ7tEfNhtGVHt0lcjRg3p1OBHLRMa7WgkVtTE8dIEigqtv5o4/5sxS6Dyw/vMiL+1VyAYMzIsTycioQWiSBAAzsL1kQUCVPWvm82KlpfizWNbW1EOpz7ps6xsZ1aIxe5Wv3cYRJIXgCAMI9bPWdVyZjhyLDh1sE6uCJSVgSQC6st0J1JXiWR8HMn4NQrWt7sWh36JQqqCTbfvaWjE1dVbRYYyQsKWRCP7gQn5ZWFh4vrTxPHfjOynrS8W9zRzXWXGKFlomFFbFlYWvHhQr0TbuRa0NdcS71iQcvCfS1f8sqCjaXP/X82sKJ04XlRyVvx+0WqN4aIVreUCWHGzdvd17+vYOF7aGK+E8zol+VXQfyOxVaC1ZZmjuO6OQsF5VFEb4aCvTzdi8MUC1yqFGpG98ISClwRen1hlzDp7FxMqzvcv+bbDhN+zqPIywfiy1HpTfTMGULk+14xOEliZkbmO6/2/6Syg7FVzmAUVJECyIPJ0lK3nCwviJuTZ87ymFefGOCev2WCFACdix6wQ4MG1T9QLhL7ejLbh7zIErG0YZfOJzGWDs/uxRzFN7RwP7Zjg+37qrcAVK0IoQYp6fX+mDVt6RWF+f0JYUYwzjYwPjPAkH9Ht/BsjelA6bWxC5Z6EuP7D7SbU+Tfzlx9VzTi9pEub/YvMcJz91n/CEzP6Swey/K+eJhR69W8LrrW9WHffVwv7hxWBRslOddhn5brSirmyEBP1ezFCZDZYs1BmsEEU9x0WiucZJwOQnfO8neOyHYMlUI7m9YtG69xVF/ebGcU4KwpfHg0/Pbi7EcYFx1ZlEnGi5whiGow4WejXnrNin7bFFt26bp+J182E6UUWWUt3NGOCR1mw8ogZl2osjxz3wgxZTje2MI9iQfsNDY4v/WhBMhlorLxuAn85OotUZEVup1r8Xg4bllahwGiDhCOHbGynNnSTAMSOv2ouut5YPM9LCzmMHaco/GSPhixvu0Rj8hSqrKIZN0dDpr0SMSi66+iz1xOMeD6VEr4RaQ7MzbqzoPCfQ6OuBKaaQNkjY4QJI8TTdy1j5nrPDBk+wsyoJa7SrbgF00ru/L1pgQVDRxFCtfDnraDssXeCFdfutRbQ2QqyalsqG9LXmPA7tK0Nxw/Ftct/VNQJklCw4/pQqpztmFbufPnv5+2QcMttZ/wbzbgtGp2fDRMVXTQGrDkTeq9CDOa93F0q+dgYDDwyZ9zgMzHY2I3uKIZxYSw2i6r0TCMT3lDZu9qEk5Q234o4fu727NPNzJDl+F4z437z//iOIC61gLzyYAor76sVjl/bt5c+bkWn8DnVton9Ud8VMU8cZENpZemBiNM2VPZ17d9D2NvhSvQ/dhBrcueUnetEO2aVzfBh9Z/RuPT1hogk0WhY5u7EeS+juV6NAVn3420xGCGJhxjG4bEgNFFyTizHuVjOJw7mWxx4T7eR1ozDtKzTzSDrzGoyo0E3Yg4sUMvYGhXaKPYp18ThhYUfdepNHirinIgqp/dYkXrM0yP6CyvuFnL/42phw1VXi0FN9thAaD6zy4ZmoZ1Oz69vh6nXppEV99iR9k3u1p1/CP8xBHpGtYlGl3GElMVzralTfeOPaPQhWNsoBrvGfO/Vc08MSmS78DzPixic7Vn6R1fEMm6KRdTS21dmxMUiiwzQDuaBHHjamZCWA0/O5hGVjAPW1u1EqojjvGeBhBlbLZDwQ7UgSDRYIdPLKSs0/9u5e39Zcehn6+z5eibxgzVlohTxTFjh1q52jmd2rM50ZlaJ93aUTj52bGzfaN7PaEi6KnUMtlvTjy4+PobzWwwSO63f+dcfsVhtdgrkE4u4NT9HfFZisZTCWWkHLgtUFujnYFzmQIioEkonOlBcAsQ4SLObEofiZ/oJE4hD4hdHjXYp4hmnx6PR+cy5vD9E3KNwOcYKQyZC7lbUfX+mXuOqNn5+G5pkaSuW2Aaq6it0sCOG4Mjfdo6j0Zwfo5HjXZOokTYRD+QPxOD1L0osMQg73OLa+58xjAtjcTMfIZFYZCR6JjYWq7I/Orq+hAOvmhIydHB95sBsCZwdkOY+II5xQRxOvzULBBuPu9+9d8eOiAdZbb4n8dj1bbYIWQkclxIwtd2ZYpM3JqBeC0JINuYtRHyTgMyGHaUpQtjxa4SsbNh+7FxnRGOiJFCjMUQ+UAwIrV06kuT/ueoTYxzLcTMW6WVgi4Xc3kEOjjMOtDhQckCNrw7IMqRjHNLKRBMHeVt6HP9+PAZ+yCWWPB7j5cbEg9Do3h4JqD8gd4694jkiplPESkCMqNKvp3FyXHeCWIZym50QRUypBrXt6CcThp15Qzuke4o4nf7x82+pb0fjwiACBDGgIvfRgRj+XAzzQ7FcD8fiVjUqIByQMGewg/OZA7uqVHnQqH4cDlUn5iQOwvjfttTioFu3R737M555q3jkNDaPefMhHsKpC9fonAD3q7MJMw4ncH5OgFFU4yUzOvG+OxVsTkg6RDxHZUkEOplHSuQ8nYhBJf9R+69JZPwSjVWLmp3sekXEbWHFHcrGSDa/4KUYGLOWWNaqQCzOXH69xrUwlvFrLCLX6+nb/engeOTgfkAcumY1+bMMjWO+JQ4FJTEfDyuVZ2Pi4c9BhUo8RNFzpUnpBM4TCdA2E6WUAFGEVp+S28nx2IlsMtE5cS/HlYGZVCckTVQkEVdKNu5QqV8iTsx+Vq7+lkTm2xPxmejH1C5McTcW0MAFCdv7upB2EDH1MQgx9ImxZImFafb6AUdEfJY0VnwsMv35uXDleklx7FD+Kgkl08RB0opz4kDZ7R9XHNf18ZC01P543HJQIInH9YxkUcKePlLjIAGvBvUZ0zWDE8NM02ZUr+tkvsCJZpuW/jHS4cTExamebKyWCHmbixOxqSMx4oloaCsmoJYLA2+1yZSigguGkiVEKeBinOPi+lj8uzRoF7Kvf1V0xt8uiCR+aPVFFwRIPH5X5Jvtb1/XqFzQAZn2Vzs4XzqYF4jjPBGHv6jsrx7PfHI813nxsBzLOW1umwTuHySglSTEnOi48FOJFsOd+NLNe3zvYyeSO1OkXyP2o6Td0y3ZukTmgROxri0xpi7UkP+5QN2FdD3EvjzuOy/DIhf3sVxIIwk2F15RWfHNhQNNmv1OlceNuNwjahtKutF+co/YmS3c0IqTBbhRXTtfSlnq5nrLwfk8Dk0Hq8bicXFcJ8Yz7omHbDuVTWCcncDr4sTquYTYnaCrZjA7cYXMW/iHAP/CIsV+0Db9SkTWFosbbS7jwpoZ1CFywfjuzxsNxrlwVkT1VhtdzPO5UF82IFyokoeYEBee96SFdqPPN2Pqj5Xc2Pp0dKEeHdyoKIk9Nz41rlB1+HQ3DlL43+HG/RFE8LmRTb9+IaXPjadr8rf/940bYtPJpXH5lm2q+Xs8BslEkIC5srGUAGlWtZ0YLROVE8cdRDQkQsKMRYn4SLSrXfjLrph5/Qu4UFX+oAu7arZ8fnKsC+LLG3qvdWFvUULoLmxz1rn3KdzFz+9CHtqGEm68E9n5RSs3KKqvmODGJaIR97lxjtL9eTdkm0XcfzdZ+Lhx6N95olR2M0/v4XzlgSyT6nlwc30agUg8WJpwcUKXkR5QlGl1NgG9JFHkBLHyr9c4OZ46saQnIZdEroMTUabjq5llM7jwd9YBnROruzh/u7CM4MlyF8rkLO7KJval8Neli31OFxpJwsaNXyLrtm3ihqSdRrtBXYhzR90g1P+HTezXX2NqlXzlhgz/KTxwGsigPZB0eG4P6osqdGkVDypIQt+DmqP9B11DPbDXo4rRg+PjqBL1oL1sdHnYLzzY2pUWxgNZTpZPRCZJLIh9aVI6X72MLqwmOryZCx+zkUO7uF/pQvlTOUTkd3E/z4UhMkG5sYXohY5uSDptmhufqTw87sYUSXS4uc5yI1ev7fN7pfKgoSTsPPhlnaWXrubBZ32WQAQeFCXz2eBBuobUUfQwT+vhPpx4TmGlZ3wefFlFRLoHkm5J7sUfn3sLy/aiaSN/7Nlv4vtFqeL3YBIt21sPnntq538g9iO1bCC4QF2iJsI/KDuMyuBGq77lBSRwMx/oZt7XjRvT63SabnAzv+ZGBUlAeCDpkD4eyPA118Pr58FwEZ0/P/Nw/eMJtjWNHoyl8lnxcF0i1n/dvuUNX3qYD/Jyn8qL5LWujj9XxYuHPdPnXlnDC3tP6qR4IeGx+NyhTkobcy0v0kqC0AvqMqbv7IWkmfp4UeVob2ExbripzTnEjUcPpr52b3Eju3Jo2e5rbog/vB11NzKL6tuX18P1qQdtCS7MEPcniSwPbJTub3jQRV7QA0lHaB7IMimVl/uFXuYzvMgx5F9LhRFeJJONFy/zeV5caErA38s8t5ft0os7s4np9XLf0gu5LP94MV4CLS/qZaSK3Atij1+dFd+XG+8Frcr9PV5IuijcjfHCS/oJfwj2VTxIsSddgQMDhV9TG1jsR7BPL+6f2iJ2D9bTsr/xQIAakeG9WEY0o1hPqjb/Euu5QBL9Xsi2zyovzrdyz8l53st1k5d/z4uWuzNXDzF4MarM0qOKzQvZpkmlIE2rkDNTMynMIyqYJ4kYLw6/z3+7+UexbyJLVHzhxdESRESL639cmOW9KvZ1fGgup3gltGz3eFGjMzGmXtBVn6zxcN/dg76SmPVABL211Qt4UU0ajhd5i1Fn3AsRZASi88IwkAKzF/2kQ3ixvzIJMrwcT7zMT3hB7K0nucJ1qsI4W0FeWbAoqHgnrMW8MgpE8M9erZTCegoFdDf1SiT9HcSdCspLYk9hXk6BpN/F9y5uJEChYIrwgndFFCyUC6SAUPzxrArjUy+Ifdsxy4ue0tG8zK95uW/gxeIXH19t/CzsgWj3jAokPZRDwd6N45o9EdddQW2k7gomkfxhiML9GQVFqI2wQGGdgYLUJ0+NGDdfwZdJIZNPTFPYjxWUGUmKEgWkKngr/r5iJuChgKq4B7MU5iUUJFY/ETZ0qAJHAYqgCkZLwYhYJ1kYK5Dtlf4KDs74Mu5yS7Eum5sL11Q4/ns5j3hZvyKuN2+B2EKF8bzC/TIFTSkci+uTGuTtLgWybDgo7kcKChQ8ykOMs8J6HAWEgopeFP8u5QUK98sV9hcFdatTJ0zhfpuCpyeS5Y06pOBU1WvZFPEarA8UzPpnskBGCi4dIWJB4X1RuI5TuM+lQIBOgbQVrkcVyHJmnIK1VM6K9Q/6ucJ8iLCDX9T4UCA2XSRKhfs/CqrPJObtPztUoUnmX2V/UpkHVbnvoqIs0RH5VBh23d6xSfy9VUS1wT8VEHo591GsP8kuXijcf1IwUpaBCjwlhrYtaRKfk4SewnqNpHUpSf8cpmBPKar0FOZBFLQ5srNLRbG+fW+/FCugcNxSkO/JFFGJqlznqcx/qCDW1NxVZb5KxYfqa9QdPVW0kAFaZXygoopsEInnkgIGlXlyFdf/yS9SmoqR1YjpUdl/VMhtyaByv1dBMvmfyn1mlfvO4n6j29+L1f6LPwqM1G4S70+UQi2xP+OJkFVQpw4xtwrnJWG/dVY3GawqkOXHKwWLt1MDVtj3jlTCY1T0k4WaioySOFDx8SYVHCr3hVU8JFp8qdgfol1ni/eP6C+Gi+eR5fRElflnlfOWyv0jsU5u09Ps45LW49u7FC+OdlMh07m4XlRO+gUVRYe96tu0kQrXsqapCjZVMS/rzoIzxfr+7heyYX1jFSfE7rcQ7wdxlco4UYW4GVGYqaybUCHbVOL9IL+s4prI0lf6qGwvKgpIQKGybkFlP1JBrFTxv1XmcVTIcHpJZbyr4sLueVci1qtIJgsqFTJdiL9n/FwikKV4vpMTd1vEeq0iGdtUFf6VRJCoGLrszWjvKpV5LRUhF4kIUzE3J2UgFRJWiHXLIC+ksi5CRZYvP6o2naXiDtFeM1TWIahcJ6pcZ6rMO6q4kpYIEGFPdcmCNV5PjeO1hmdUFmTTEF52R7++mTVIWPtBhWyrBlSs6HFn82xFxY7tRLCo8IRf0JI9VFlHpLKuT2VeK+n6iy8TcaAyjlSxjdpdd1RMlwFB2AfRpvdVUNaed0U87/fNxaufVXHuwSbbuQMq+gjrripeZZvrqAoB6m4tENcN1o0qukkCXMWsFm/ub3+hQpafbpX1Vhpm2v+6beyvcZ9Bg6S9eml4UoAEbOL5Kf2L91eNnpb2Ug0NxKruLqWxLkhj3k/jeK1xvaxBGJmIYBrzahr2XBpdv0E+jfsCGopJ4jTpd+bIBre4n7Zpn/8W699cJlINnxvkTP2tuYYa7p0iA2toKgOTBupSHa6ksW5IgwhWhUen1v63f8G+mwZiSZo/0CAuXrDUBbGvUjikcT2uoZ1AJ57pGusGNfQledgADT1Jtjco6Xorc5PwRmN9mwZJu3fRMF42tMRzZx6/ffBkDcMHxLdMOUvDMClY05BQMo0IFRqkvEr8frDu0NjfNVSTDWKxDmRWq8X3GxADqrH+UwN1ITzPNFzJNPns2jixP9nCTd7PGqR7fdDwjdpMXo31bBqWHYg4HWXTIFcxTNw/yVROC/utTAFEg6QfQzQs2VRxcIrr4v4yUaNLY3ylsU4g6XMy7Bk13Kay9qkGuWzi72B/XQOpiVaZNVCVnSjur58k5jUMSksdVg16a1LUaFxf+pjv8aGdLLR8CClCjI4Poze/nIdaPhSTBYAPorgVCMXHcc4HSW9M9yGDJLZ8rKfQIGmKtxrrY8TvXAlMvZrLh9s3qHD1Icu9qrvL5/WxztXHui8f1pd9mfmeuI9g/zbp74/LShXuXNsHScNV8GFutW05Xpb3MZ4TnycZT0sfpFxhrI/5VB9WtZyZrUE3H/PMPuY7fPhjVfTHjDN8GEPus9yH7Imr+1RZ4UMOggXib+l+J3yQsotDPhQXaC7lOR8SqK0ufo/UdGO6+ji/iM9RmTLYx/oJH7TZk4QL+xD9gAojH+N7H1o/3tb6yE4f6/t8aCOFnuL+m4+Z+EZcN4iXfOhNbYdIHyx3vDkLhfg4zvtwdmomAZV9CLqjj/l6P/O3Po4vPjwm+sDkw1KiDZ/6OL74GI/4uT8nvkf0TBs/ps+oXrftQD9k27aXHxLGOcS+ODdM6vvGx3lX3PeVIuWK/+uDbEs+9uEhlWteHypIR/SxPkusI8mfxX0FeU0/MqnNb2co58ePrphYvqsfhSTx7YekEQr5UVMSCH6cq0IKPD/aycTn5zzpR4o7qf/IKT6fj8KZ+H7Qj/0oZmgiIIsfhG7fT/ZjgvwBP6Qca4gfYyVR5Gf9iZ95BD+kTHq3n+OjHxMJRrr/s0s/Ykgm0dOPQ92/T/tzpB8SNonfF8WbcBg/rswlJZgfUiY33495lLbX+FlvIO7vnw2nS6/yo48UBPgh3Uisb7BP7getwpDxfmR8PUWYnp/zjB+TG5In+bkO9aMHtaU3+VFLElZ+5JCFgx/pC5CCwM/8nx8fCZ5pfu6z+ln3oeNJQ7ohHV0+J289weNnnOTn/fSzrtePUGrbHBB2IQUUfpAKsc8DP26QnCDGDylrP+5nfZ0fUv5538+6Nz/rGv3YUpyAh1iXfVTA+ZlP09FRCth1jBvxqMrH935Ukw0+HRlJVtZWZ1yko5hsdOuYQ/TyOB27qUxeozPPq4NYyq8LdOQmWfhUnftXOkbK/3S2Yx2ynSR+J9n54c9aFtUh4cVnP/Pcfsy8dzB/lQQ/ykrg6Wf9qJ/1mn5IGG/wY9bOtV86is/3zEIdn6Tn2U10YHmddZ9+zgN+SFohn475YrdvtdFB2S2ymo66h7MlX9lZZ1ypQ7ZhxP3upTZpa51xn45JsqDRUe35k84d/9FZt6cjG9F0J3TWuenMD+ncr9BRRza+dUQRDSfeX3Luj4pZRumsb9LxkmQdYh1DUpQWl9CZ/9cZp+p4kOqvhIhuOuttk/bFTbSI+F1ZBpt13Ol1rv2X4zqIFX0yQWfdoM58nY7y0wYO23lSR09a5gvi9yRBqLP+TocAezt8D3XWbeoI/bfpuTFOnXV9OgZI4kCHMOKFWd7r3LdOer5gHaIz/6gjRWtSHujwJXtYsKF4JXX2CvGcwX6Bzv1QcZ9rigjkKNZ7CikTdeZldNZr66w317HxEQlEdZ7jENdblD7+1l6d+Vqd7ULnfKtDwoV3OusQAtynDkDK4msFWKccwC+6jbc6MsnCSOd+os5zIgHMkoJeYffUjgnTmZcT9pOKLE9HN5lIddZN6KwP1EEqw3bifqZKwZ0O1+GyxjLifoJ6MJ31TTrzg+I5Hyb0uf1SZ/25znWZjjESiAXQTQLuAMqTfM2vYzG1tdIGUFUKzwOs6wtAtq2KBnCc5J85AqxTD6CZNLgA960DUHKSsDPA/fcAthK9IewhhUwYYv9JFrRB53pe+LeNCDcdP2r1OVr4iI7DJM+4KvZVOobO/XwdUoYh1i/IhwbQQRJbOijb++/oXD/oeN2DiBkdwlhrLrqe9PztZWMzANkWTRdgXjbwv/cfD6KIEEDWV5GOCXkCrKMOQNK0hQI4TOMBYr2C/hbAXNkADmAOuevcAPP/OvNlOgoXWDxrwH0dK4/QxunMGwr/oPJO2F2XnNTZ0xE7kwoCneeQdK6LdeaTdOSXwrkA84cBfLQTwAggW2OyJJ1xnc66+gDIWxcI/0opHUBHo/5T4suJ+5dt2uYB5KS2oHidLYW6AbSRDdQA9zUD6CyqmCbNhH2SzLNgAG+IZq8XYJ1UAC6SO4p9CuYxHbc+E0GlY3sW++964TpK6XtC6sTprHvSIeXgy3Tuh4u4RHKWsUn2+oFoR7vOupWkfQr2QQOgX90p9kO2J6w6Vl/9kjOZV4dsc73RcW0UFf466zJ10CrmEH6q9ScBjY4Rx9uI0KHj5ukXt4t/0fEsOxErAa5PAli64lf6yj0DjE8CIDXqcOG/snwTcXPjMxIm6Mzz64zndWSVgiCdcb+OuPuXzceEX1NWafJCZ9yuMx+j81yZsP9cJHzScc/58+1AYedBHKgzPtG5fk9az2AdL/JkH4rYOiSs03Wu2wKsUwpgOdEDH3XWaemslwzAk4aIuwDnQ2EXsqEn4lVTstgASH1aea2OuzRmJO4jqEfQIWGriL8HU5AgS+SNjsR0CTuWglkdsr0gXk99JwG9zvpFnflKsc6LiAhNyl/BPq7OOgYdzj+pcSvi1Pb0961ROqrLRrPY//xHp3cXcVTKlcX+yOUR6xjUT+qgKr6O2Md3JJ8UzxPEuUnr8l982OemBw+wXkKHXI5JOs856cxz6ZBtBhEnh/emSltnnZjOfQ2d618Rf8ouWHdT4JMgzhf+KgsCHTOk4+koKgOPjmPU7hfrMvXIAJHhxP6/OXKhaISI57MbPBrzMClPButinefFxHpQW2+pzroN4dcjiBjQWeenI4ts8CbZXVU5uKJDjoUJu2+88uu7FMLugnWZsJ+DBGR11muL68qGglgnageI5xEgRAQOEZ/WTP5VWuDGIL/pZzzvZz2KH3uJXvT7eV7uP/ws7PspOZLOfIXO/SYdtahNukTYDZXtM3Q0kESIuA8pDBHf60oLoYOmhDb3F/dRPNfT3OLzMg0u1FmnofN8nc71ssi/5E4uEed7tP7aRvhNkC/2sy7LjzLjrM1q3hJ4m8KJwLHbR6waNkDg5GAc9UPS9wKvuagNInBxMH+K70liw4+XNMYoXiXMzqajtQQu4velIF7gcIKlqp/nnPwQRX72VdF+1qmIfZQARuA2ogVq6zwvo/O8wn92rbNeRGe9gs51pc58pQ7DXFvoskHCHwl+23TWxfohZQminvhM5VMPP9rIgsOP8bIg8mPV/nICiflZf+SHhEWifgnq6vxYSPLOWUn1iWxjirpGpg1RX1HX83c/P/PGfsyRxLEfpHo5E+rnOVRRr0jixo8ZqwPnFp/zM//gh3SfX35EEx0jcDdFsebiuUtNp46XzvW68K+PlabeqqhzH1DHzpM0CKSzTknU6ySr/u3j/Oznfqwf5H3pxb8H+6o+nuvwM67yQY7VFvPjAY3ZlPSDVFQNy/ixgdrmnf0gVmmTqOukbFXUl0Hdl595MT/bsx+Szszpx6I9fa/Z8/hZ3+9HKbkgfq7/hR90JYDmx9rqNFDm5/liUW8UpUkMP8/jivpUCp1EvUdjHcJegjjWx/1wHy5qBGR9yBt16PDCJT7ub/ggZRlnfaxH9DHO8CGe5I/dfbhN8vWRPiQnGDwxiZcI9uN8kOXzUx+8JAtw+XhOxQdJez/z8Vyj+F6p3iLV+rg/kcQ3/MczlJBCIj/34YT9b6YCxc/6Xb+sejKl8POchp/ztrDTNESs+vCBxhdz+xgX+zD9z5GHqv/SeC5XY12KBik/faVByna/aZxPfTw/4WPdTBJf9X4GTbD4mLf0sc7Ax3WNj+tFHxZKYkw8t2yci+cmtxOvwX6VD9Pmkif5QOzjT7H+0s13+DCR6KDNvuCYtXgNziv5mJ/2gVR2Jf/x8fr4IGVYnzTINplDY/2/xnFPgxyTnK1hrBx81HCA3HWnxnOUGvcRNchlualxva0hOA6mcX7UGPdqjGc0ri801gNpkGV1Wh/36X2M53yoKwc+fayr8aFmcICF59B8PG/iY1wonvtG4eXPuyS9fnBRYNbws2rTWf9M1iBlUFM0kHrp7kqNdTcaKp9b8bjhDo31yBoE+Dz7e6rG/qehvxQEa7ihRy04tkpjPZvGOmuNdcMaqlF5INYpyMcI+xhNygiNdS4apsuBZw0FSHa2WKyn+eE3iOvvrEcdPo3rN4374RryeXrnuW7S4O2WbN0oo4ZkXffWvZmoob4kTDWe59GYp9FwqsO++NedNe7DJPHpITOISNBYz6ex7lA854dRwlY0nqsW9yWFKRr3gTWUkASnyvlC4z6ZhilygVT8Y6Af1lh3rbFeR2M713BYRIe1uf7jVzWcX0wFv8bz6RrPkWj4UxIJGqTccojG+E7YH4137dEYp2k8X6ox7ybWhegFcb9B3U7SdYI6ABVynNKr8pyzynP4KmR5+FC4BrntFRW7adw0VOU5WhWUrTs9U2HqTwIZlfl0lXG1yrpaFbJNJN6vRub1WGX+QGX9pAo5VqCqrEtRUZvKRZMKSWdHqszbqBzXVNSVxLUGOT7iVlmHriK9HKxROd+omCkPMlBxgMY9fCrP16uMw1ReP5XnulTGdypkuBbvB/WbKvNRKmyXr95rPVqFbF8sV/H5GSV0FdS1LbtDfF4OMqiQ7e8ZKuuRVfSTgn4Vkm4YqKK/JCZU7ouo6CQPAFA536gYJRveKvOcYl+koFHFImEltXapmCcHV1VIOHZS5fpLhZTXTVUZB6jME6gIG0VCMZX1oSooihaaokLKIMVrcB5IBal7tk5UsekuFTAqesoNVlmnpjLPJ55fDsCrrBNWIduK1cTzJhJhoUIeC1BB5TlGle1X5fik8jytijLVaEJCZT5WRQdRHT/9P33loB+oPO+j4jalC/H7xIKM7qXiEdE03ZL62//dT7AvpkKacTOV54hU1tOp3P9SIWHOHyrzgCrPt6ms11cZNyoYWNnToNpzhXkKBbLMSaNikCTCVdx7SEKIJN1AME+qPB8ifucaCWJVvNZOZbmZTwVNFWxbomCs/B+F61wFo2WCVzh+KcyvKugtf1Bl/l3lfqDK8zDCX2ist5iKFwlFRKWi8ryvsEeZCBXOv0n9dDk+YFR4fkZhfkrBD5K9P1JY16/weSoKJBy4ouDgBnJshfWuChrIgSSFzytROG8qPK+vcB3v5TpEYd5fAWWFYQMUZJENRYXtUGHdt4LwVyH/Nj2nQL3yZ9ZXkQrkOEOUgiMk97cqrFNVuP5SkEE2ypP0FDSl0uZW0vNJ2kXct5XGCW8okO2mYwrksm1Q2J8V+EkmOl9h3KVAlu2DFO6PKdyHVCDpsFFJ79Mq/TvIy3PzXsbXXr6+FxI+BbzYt6Z73n7pFOabFEjYXkKBbP8VVyCPn6gi7nM+WYDC/XGF+ZskXZEM05OTdEO/09OEmgIjjYv2U3iOUsFGonnFc+wmmcochfO2Ajl+JOyvkhxgUZgPUZCNxo16JemAgvWJAlJ5jxf3IWV8Cz3Y0PjO+UEXPRgnG6Uenl/zQjj9nbAWXu7TetHo5Zvo4eu9zHuK90W13/2hF8Rm3HR4maf3sh7Ey/P2Xoxv9qTuwhwKOlKaFnYT9FuF+SphN+/V1DGtFOa9FD6PR8GNNDQAkaQPC/KfCs8RK1i2mAoaBWXkAJfCunTlf/q5QVeru3d+8zK/4+b5QDfr8z1oQDKgTh4+f8KDOiQ/POyBlFX964EcJ3rt4bjiRSU5aO7FNCl89KI3uf1fXtYZeyHT1m4vn7/hxXy5MF7W23nxmGh1sV40rbNU/B0cJ/VyH8fL/Qov5Bidx8tzMuJ6RNs7vTw34sVBGrvVxPflwKSX+4telGxBzIgbb2nMq7Wb84cbEjafdjMudWN0/7rZtqT2cB/Xw3PTHtbXeDh/ekAoOvGeB8ExfA9f38Px0svx1Qvylq21vBAPFXpY2IuEBX3Fc1KbaLAXcqx0vBdyHHK+eJ3xt3G2sKMgj+ZlPOHFSZKPHfbiN9HDh7w4RWXjpSQ9Z5Bf83I97OLzUVw8j+Ti83PckOMZddz4oxohBDf3kd08n+1m3sSNDHIQ1INpclDFw/0XD/eFPZBj53s9PHfgYbzkQVyNdimsVg/PR3qwNyUd3OTheO5l+/ayHtrLumQvz30K/yD5SRMv95W8kMcRtPPy3J0XT3MvKbitqhcjiRZpmYgZ8gYSGW+6eG7Ahe6FqGPsYn7Sxfo3F8/Duzl/uLkucPPcq5vnX9yMy9yoIokPD4rKQREPn4/iYR7OAxmmVnsg6cqdHp5vTNL1Bs+18vC8iQc3SuzLfcfv4bkMD95PppO0PHzOjof5HA9OXNn6sMs7D+ebBDylNkBjJ8o8WnGiV6iT8Xsin+OTiCGyME5kv3dxH9nFuh4XHCnp/1w8Z+7i/rWwd5Kxt3BDli/D3MwDujkfutn/3Hz+iniu0gToPcgnhd0eyDZAVw8SzGNbxw/zQMrXxnn4vBEP8+0eFNpW1fLpgofjjYfPu/JgoWwsiDgjAVQ8817xKCJ25UbhBK4nE1i34+TzFZzct0nkcyESUUM20hN5Tt/FemsXjgzddz/9chefi+QCnfJ03uKCbJ/8cvFckZt14G7Iy/d0o60kNt3sl8JvrhJwcePycgL+bs5zbuQjuiaFh8+18cC0Y6pA3B6UkwJ/D25Rm72Xh3VpHsh2yuA4EIvWxBrH9hSPQlpYxosb49G6M52sFI+4xyEi0iegJrnT5QSe13PynIsTsq17wsl2n8j5KhGELrInJvI+ufhcKBf3PV0wlqEI4MIOHzWUXKzfdHF958bMwzc7lqjk5rrazXjTzfO7btbzuhEfvXhqy21u1o+7IceIbrgh4ZDZzesbyzpeB6grd9Dl4L53HPNwcZBjoFXjkUs6djz3jeJx2F7zdV3x/MFzxRJYf+oEseaPhjshj/MRdhCcU3AiOoGI+ETQqQT9tiVynZTI8UbEQ/q5Vi5I2dQsF88Durgf6eJ62oVHovr++s4F6rKmTOVmPOqGPM6rmBvD5EEMbuYv3YicRIxQDMfXWOaFYzmvxbLex8F1qwPF5UC9g+uAOPbLOD5PJJ55r3ieQ47HULkQCZDtr7MJXE87QerXQU2caN+dEIiT5wSdkHCteSKfg5TIPEsi9zddrB9zIffYDu83dHMxv+2CTI+7XTyXK/zl8+nt6e+7WGcg/GW4LIRRSz5gNKQMp0IMn9sQA9k+zhuLs2vjRiebGMvPFQtJI9V1cH3mgKRxfjtY9xYHeRzPrTj8Q/Kc8vGQx5mtSprjCs5RJTCvksDndiVA0tM/E5jXSJqze791rIDuTj6/LZFxh7ADSQwn4sv6Cw2vlHThKo3htnVxXncxnnXxnJ+d+xF25rej+fyAaNYvRXO/LYZxdtK8ZLC+jeVzBWMhacpyDkj5zwIH82AO5iniOO/EMW6J47nBeKhE7x6M5/PN4nkeOwGk5nqwKYHnIRJYt+3k+3biIYX7rU7mP50gFjt560TWwyZirkxIiZgsheFJ56AF+Uwb6xTs3Ke0I+WLo916NYpm3UE0dpeniYUY1sPG4CKNXSbEcF0cy33xWPa/WNZBOPBpZ8LWlcsdrD90oJ8UiMUxrx/HvEocSO2YsWQ84+p41p/Gcz81gXnnBNapJnAcScACKXR2Mr5y8jkITszfbBQR2QppVrusXMfakEo2IpPO0wzOydl5ftjO50TZeQ4pms//i2ZeN5rnDmKw5qJb3345hvn9WI4vsfgqy55YnjdwYMG0QOio2Q40lUJ1B+gUgMh8cagtBz3jmC+NY11+PAwRFFji4aXj4xbFYyWZmzWe58Himf9PQAKNPV1J4HlLC/bspv8s2NKfIpCF+4FWvKLy5rQVOyk9fbeCWJx+fW2Q4y+PbPDRMU+F7azzsvM5H3YEAVE0qMq6My0a9STxEc38WgzzoTGQMjJDDBpJgU4s6xRjeX4nFiYKa/kdfB6PA7Lc/9vBvK8Dgcu0AXGQMqj9cXweTRyIHThcNh6SlhkQj9y1dq1wlzBzn9eMc3Sbv8zcB7WwPtqCTdS2KmLFShrfGW7Fg0b1p6tXrDx3Y+P5CRvzBDbWM9khZXTb7VhFsmmvnc8BiGa9YzTr06NBpxAYisSwncbw+RkxeEdjpuliMV8m2FiQCvDO+VjIY83exGLdl44iYzu4H+1gHaKDz1kT8VBUNb6xcXyuqIn77SbmF0yQ8sqOZlwnujvEzH0DCwptzHdy3UIL4ofpzfJYLeia4dbdY9WsfC6mFbE07n4t6TyMYB/NxrodG/NYdq6P7XxumZ2fJxrJpJAkms/xjMbDUDqQIBqtSZ5VJwbN5ME1Mdw3iEF3eTBZLJ8LFsvnNMRiuCS8YzFPHjzkYLxp5Lht5H63iXX4SeebBOfyzYznzKwPNuNbcyJALcyzW7ivaUHLeTRhZOV+oxVU/d66a8VQCbhtzFMmnV8a1Hvb+RxCO+sK7ShGY9cv7dhDx5i2iWZePpr79dGsZ4nhueIYPucyBlLe+TuGdamxyFGRTs6IgkLykNdRnH+N3F838rkeRuSSA9QmnlcwIYzoq5cmPk/PzPOtZsYbFrSRid7C83sW1vtZIOFeTSvjVyvzyVbGzTaeg7dx/WpjPb2d+wV2Pi/JzryaneffolkPEY2/ZCMtGl9zEhMZw/EthnUtEaxHi2RdfRRoerz3kyjuNxghj73aYYRZyrGMjN9MnOfFK5WlkSaO32bur5v5vE0z90ctzA9ZWPdmYd7JCnkMUgcrlM90kKjY/zzXTcmcVj7/ycbzszZI+bbY/3NHTwuEYmN9pJ11iHbIMe/rdj5nU8R/SmN9o5FKCnzDuS6M+N85pxUPqrMnzYyEbBOni2IdbBT3dY2s8zXy+XdG3KewkdPEPK8JzSSBbGKdm4n5ZDOfT2LGVHlAoZn7OBaeU7GgnQT4FuZjrFz/WHnO2crnplj53GYb161J/h/Uodi4HrdjTcSzq4eH2vH/AOPjYbQ=AgAAAACAAAAIDgAAlxcAANUCAAA=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eJztwSEBAAAAwyC9/oUf4hYoAADgMdglZfU=
26
+ </AppendedData>
27
+ </VTKFile>
CylinderKnMa/Kn0p34/simulation0733_Kn0p34Ma5p2/Lambda/Lambda_2_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>
4
+ <Piece NumberOfPoints="1818" NumberOfCells="1700" >
5
+ <PointData>
6
+ </PointData>
7
+ <CellData>
8
+ <DataArray type="Float64" Name="id" format="appended" RangeMin="12901" RangeMax="15064" offset="0" />
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+ <Cells>
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+ </Cells>
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+ </Piece>
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+ </UnstructuredGrid>
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AQAAAACAAAA4VQAA9xEAAA==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AQAAAACAAABoDwAAwwwAAA==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AQAAAACAAACgPQAAlgkAAA==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CylinderKnMa/Kn0p34/simulation0733_Kn0p34Ma5p2/grid/Grid_0_300000.vtu ADDED
The diff for this file is too large to render. See raw diff
 
CylinderKnMa/Kn0p34/simulation0733_Kn0p34Ma5p2/grid/Grid_1_300000.vtu ADDED
The diff for this file is too large to render. See raw diff
 
CylinderKnMa/Kn0p34/simulation0733_Kn0p34Ma5p2/grid/Grid_2_300000.vtu ADDED
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_AQAAAACAAAAgNQAAqwgAAA==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AQAAAACAAAAgNQAAWgMAAA==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eJzt1T1LAgEcwOGIBiH1XiQQBJdwkMOpL2CDObU6CjUo16DggTS0nE0NTg5CnHLc5hYpaE6CREOEUMotLjeFjbfdZrv/j/Cbno/wKM6FN5nGiwoiHujr4eWqlkBEQffpJdidJRFR0Dxq2ifviCgZufXxn6UgomBw2ht1NBURBUvlVqSYiCjZ7Tf0xwUiSobf17dqWkNEwUqy8DpoIqLksJr/VD8QUfL4OZYZZnVEFKxvfu+MNiJK/icyn30homTqZvlj5FKIKHjveOdvD4goufVt62qNiJJ7jC93YA==AQAAAACAAAAgNQAA7BAAAA==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AQAAAACAAAAgNQAAxBcAAA==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AQAAAACAAAAgNQAAvSgAAA==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AQAAAACAAAAgNQAAkygAAA==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AQAAAACAAAAgNQAAOxUAAA==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AQAAAACAAAAgNQAADQ8AAA==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AQAAAACAAAAgNQAAJAAAAA==eJztwQENAAAAwqD3T20ON6AAAAAAAAAAAAAAAAAAPg01IAABAQAAAACAAAAgNQAAJAAAAA==eJztwQENAAAAwqD3T20ON6AAAAAAAAAAAAAAAAAAPg01IAABAQAAAACAAAA4VQAA9xEAAA==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AQAAAACAAABoDwAA3gQAAA==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AQAAAACAAABoDwAAaQgAAA==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AQAAAACAAABoDwAAbQ0AAA==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AQAAAACAAABoDwAABQ0AAA==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AQAAAACAAABoDwAAGwAAAA==eJztwTEBAAAAwqD1T20JT6AAAACAlwEPaAABAQAAAACAAABoDwAAGwAAAA==eJztwTEBAAAAwqD1T20JT6AAAACAlwEPaAABAQAAAACAAABQGQAA0wQAAA==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AQAAAACAAACgPQAAlgkAAA==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CylinderKnMa/Kn0p34/simulation0733_Kn0p34Ma5p2/output/lambdakn.300000.dat ADDED
The diff for this file is too large to render. See raw diff
 
CylinderKnMa/Kn0p34/simulation0733_Kn0p34Ma5p2/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 0.0026 0.061849 -0.061841 0.00097148 3.0806e-05 0.001961 -0.00097087 4.6062e-05 12.448 0 0
11
+ 129 -0.31871 0.38526 -0.30645 0.39508 0.12855 3.4192 2.1378 -2.6685 0.52845 0.42337 0.04188 -0.035264 875.82 0 0
12
+ 2 0.49975 -0.015705 0.49901 -0.031395 0.00231 0.0559 -0.055838 0.0026333 -0.00012416 -0.0026329 -0.00087902 6.3669e-09 13.173 0 0
13
+ 130 -0.30645 0.39508 -0.29389 0.40451 0.1271 3.3673 2.0218 -2.6928 0.5688 0.42707 0.040691 -0.035588 882.24 0 0
14
+ 3 0.49901 -0.031395 0.49778 -0.047054 0.00248 0.060767 -0.06058 0.0047677 -3.9387e-05 -0.00050046 -0.00095217 6.7028e-05 12.911 0 0
15
+ 131 -0.29389 0.40451 -0.28104 0.41354 0.11961 3.176 1.8262 -2.5984 0.58227 0.40923 0.037831 -0.034387 838.05 0 0
16
+ 4 0.49778 -0.047054 0.49606 -0.062667 0.00241 0.060271 -0.059907 0.0066137 -2.4694e-05 -0.00022368 -0.00094136 0.00010037 12.884 0 0
17
+ 132 -0.28104 0.41354 -0.26791 0.42216 0.10956 2.8938 1.5887 -2.4186 0.574 0.37705 0.033971 -0.032068 767.69 0 0
18
+ 5 0.49606 -0.062667 0.49384 -0.078217 0.00255 0.060761 -0.060155 0.0085613 0.00016413 0.0011532 -0.00094229 0.00015259 11.949 0 0
19
+ 133 -0.26791 0.42216 -0.25452 0.43037 0.10695 2.8422 1.485 -2.4234 0.5455 0.33428 0.031894 -0.032814 761.27 0 0
20
+ 6 0.49384 -0.078217 0.49114 -0.093691 0.00251 0.0583 -0.057432 0.010023 -0.00025679 -0.0014714 -0.00090614 0.00013433 11.018 0 0
21
+ 134 -0.25452 0.43037 -0.24088 0.43815 0.10041 2.6556 1.3157 -2.3067 0.59082 0.337 0.029947 -0.030939 717.13 0 0
22
+ 7 0.49114 -0.093691 0.48796 -0.10907 0.00259 0.062862 -0.061556 0.012748 0.0010904 0.0052654 -0.00094975 0.00028294 11.439 0 0
23
+ 135 -0.24088 0.43815 -0.227 0.4455 0.09533 2.5379 1.1876 -2.2429 0.59593 0.31553 0.028014 -0.030275 700.58 0 0
24
+ 8 0.48796 -0.10907 0.48429 -0.12434 0.00198 0.044632 -0.043399 0.010419 0.00033485 0.0013947 -0.00067642 0.00018557 9.0627 0 0
25
+ 136 -0.227 0.4455 -0.21289 0.45241 0.08963 2.3804 1.0472 -2.1377 0.59638 0.29217 0.025817 -0.028988 658.24 0 0
26
+ 9 0.48429 -0.12434 0.48015 -0.1395 0.00224 0.052776 -0.050906 0.013926 0.00054091 0.0019772 -0.0007911 0.0002498 12.76 0 0
27
+ 137 -0.21289 0.45241 -0.19857 0.45888 0.08414 2.2195 0.91337 -2.0229 0.54767 0.24728 0.022949 -0.02789 604.69 0 0
28
+ 10 0.48015 -0.1395 0.47553 -0.15451 0.00205 0.047939 -0.045819 0.014096 0.00086853 0.0028232 -0.00070606 0.00026575 11.832 0 0
29
+ 138 -0.19857 0.45888 -0.18406 0.46489 0.08091 2.1198 0.8112 -1.9584 0.56184 0.23272 0.021567 -0.027106 561.76 0 0
30
+ 11 0.47553 -0.15451 0.47044 -0.16937 0.00216 0.051541 -0.048762 0.016695 0.00037186 0.0010861 -0.00076008 0.00027929 12.632 0 0
31
+ 139 -0.18406 0.46489 -0.16937 0.47044 0.07495 1.9691 0.69601 -1.8419 0.55835 0.21098 0.019703 -0.025618 554.52 0 0
32
+ 12 0.47044 -0.16937 0.46489 -0.18406 0.00237 0.053383 -0.049936 0.018869 0.002212 0.005854 -0.00074962 0.00038834 11.213 0 0
33
+ 140 -0.16937 0.47044 -0.15451 0.47553 0.06998 1.8391 0.59571 -1.7399 0.54121 0.1853 0.017858 -0.024419 513.04 0 0
34
+ 13 0.46489 -0.18406 0.45888 -0.19857 0.00207 0.046852 -0.043286 0.01793 0.0034966 0.0084415 -0.00062499 0.00041422 12.239 0 0
35
+ 141 -0.15451 0.47553 -0.1395 0.48015 0.06531 1.7193 0.50553 -1.6432 0.52189 0.16055 0.016138 -0.023289 482.71 0 0
36
+ 14 0.45888 -0.19857 0.45241 -0.21289 0.00216 0.050217 -0.045768 0.020665 0.00581 0.012868 -0.00062764 0.00052671 11.035 0 0
37
+ 142 -0.1395 0.48015 -0.12434 0.48429 0.06112 1.5941 0.42065 -1.5376 0.52964 0.14489 0.014927 -0.021876 458.6 0 0
38
+ 15 0.45241 -0.21289 0.4455 -0.227 0.00203 0.046287 -0.041567 0.020363 0.0045478 0.0092832 -0.00058147 0.00046567 11.908 0 0
39
+ 143 -0.12434 0.48429 -0.10907 0.48796 0.05709 1.5083 0.3521 -1.4666 0.49097 0.11787 0.013242 -0.021185 423.57 0 0
40
+ 16 0.4455 -0.227 0.43815 -0.24088 0.00177 0.041435 -0.036619 0.019389 0.0065443 0.01236 -0.00047239 0.00049869 10.736 0 0
41
+ 144 -0.10907 0.48796 -0.093691 0.49114 0.05337 1.3966 0.2832 -1.3675 0.50981 0.10558 0.012456 -0.019822 407.67 0 0
42
+ 17 0.43815 -0.24088 0.43037 -0.25452 0.00218 0.048991 -0.042555 0.024273 0.0079741 0.01398 -0.00054318 0.00060085 11.672 0 0
43
+ 145 -0.093691 0.49114 -0.078217 0.49384 0.04874 1.2698 0.21831 -1.2508 0.4909 0.085677 0.01114 -0.018302 379.89 0 0
44
+ 18 0.43037 -0.25452 0.42216 -0.26791 0.00221 0.049616 -0.042304 0.025924 0.0090427 0.014756 -0.00052245 0.00063898 12.9 0 0
45
+ 146 -0.078217 0.49384 -0.062667 0.49606 0.04637 1.2069 0.17006 -1.1949 0.44697 0.063613 0.0096918 -0.017769 350.07 0 0
46
+ 19 0.42216 -0.26791 0.41354 -0.28104 0.00222 0.047947 -0.040074 0.026324 0.0095117 0.01448 -0.00048006 0.00064092 11.427 0 0
47
+ 147 -0.062667 0.49606 -0.047054 0.49778 0.04272 1.0952 0.12018 -1.0886 0.42312 0.046713 0.0085338 -0.016365 319.14 0 0
48
+ 20 0.41354 -0.28104 0.40451 -0.29389 0.0024 0.051875 -0.042442 0.029829 0.016855 0.023983 -0.0004019 0.00084523 18.723 0 0
49
+ 148 -0.047054 0.49778 -0.031395 0.49901 0.03967 1.027 0.080579 -1.0239 0.41727 0.03284 0.0078198 -0.015566 315.32 0 0
50
+ 21 0.40451 -0.29389 0.39508 -0.30645 0.00243 0.053533 -0.042809 0.032142 0.01689 0.022495 -0.00040713 0.0008582 14.94 0 0
51
+ 149 -0.031395 0.49901 -0.015705 0.49975 0.03573 0.91659 0.043177 -0.91557 0.39846 0.018791 0.0069369 -0.014086 284.05 0 0
52
+ 22 0.39508 -0.30645 0.38526 -0.31871 0.00252 0.053613 -0.041841 0.033521 0.022406 0.027968 -0.00030527 0.00096582 16.309 0 0
53
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AQAAAACAAABABgAAEQYAAA==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AQAAAACAAABABgAA9gUAAA==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AQAAAACAAABABgAAFgYAAA==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AQAAAACAAABABgAANQYAAA==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AQAAAACAAABABgAAMgYAAA==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AQAAAACAAABABgAALQYAAA==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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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_AQAAAACAAACgWgAAmxAAAA==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AQAAAACAAACgWgAAjAIAAA==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AQAAAACAAACgWgAAAkwAAA==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AgAAAACAAAAIDgAAlxcAANUCAAA=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54znrmzues7654znrmzues7654znrmzues745+jnrm6Ofs745+jnrm6Ofs745+jnrm6Ofs745+jnrm6Ofs745+jnrm6Ofs745+jnrm6Ofs745+jnrm6Ofs745+jnr2wvxyFnfXohHzvr2Qjxy1rcX4pGzvr0Qj5z17YV45KxvL8QjZ317IR4569sL8chZ316IR8769kI8cta3F+KRs769EI+c9e2FeOSsby/EI2d9e07mrG/PyZz17TmZs749J3PWt+dkzvr2nMxZ356TOevbczJnfXtO5qxvz8mc9e05mbO+PSdz1rfnZM769pzMWd+ekznr29szZ317e+asb2/PnPXt7Zmzvr09c9a3t2fO+vb2zFnf3p4569vbM2d9e3vmrG9vz5z17e2Zs769PXPWt7dnzvr29sxZ3x6qOevbQzVnfXuo5qxvD9Wc9e2hmrO+PVRz1reHas769lDNWd8eqjnr20M1Z317qOasbw/VnPXtoZqzvj1Uc9a3h2rO+vaqzVnfXrU569urNmd9e9XmrG+v2pz17VWbs769anPWt1dtzvr2qs1Z3161OevbqzZnfXvV5qxvr9qc9e1Vm7O+vWpz1rcncM769gTOWd+ewDnr2xM4Z317Auesb0/gnPXtCZyzvj2Bc9a3J3DO+vYEzlnfnsA569sTOGd9ewLnrG9P4Jz17Qmcs769l3PWt/dyzvr2Xs5Z397LOevbezlnfXsv56xv7+Wc9e29nLO+vZdz1rf3cs769l7OWd/eyznr23s5Z317L+esb+/lnPXtcZ2zvj2uc9a3x3XO+va4zlnfHtc569vjOmd9e1znrG+P65z17XGds749rnPWt8d1zvr2uM5Z3x7XOevb4zpnfXtc56xvL/Gc9e0lnrO+vcRz1reXeM769hLPWd9e4jnr20s8Z317ieesby/xnPXtJZ6zvr3Ec9a3l3jO+vYSz1nfXuI569tLPGd9e7Yf/xCL57H1eJw90EHoDwYcwNFfarUjh50sKWVlF0q5kL+V1g47cNlKWsvBhQORw3KQWCRNWy2hbSW2tVojlIgTag5LLmrt4ODgqB0cdpiPet/bO7/FYrG4tGHv0vsPNyy94eL6lX3jRysPjv/55sj433eOjk9sOTZe/vr4+MK1k+O1+0+N//jgzHjz87PjBxfPjXd89t347xXfj/c+Pj9+dfLi+Oi2H8bv/vfT+Nubl8erDlwd//Lhr+ONL34b3/vx9/Enu66Nn753Y/zFX7fGL0/fHh/efne8WNwff33ny6VDWze9dc/cM/fMPXPP3DP3zD1zz9wz98w9c8/cM/fMPXPP3DP3zD1zz9wz98w9c8/cM/fMPXPP3POftzbPM/fMPXPP3DP3zD1zz9wz98w9c8/cM/fMPXPP3DP3zD1zz9wz98w9c8/cM/fMPXPP3DP3vGb9R/PMPXPP3DP3zD1zz9wz98w9c8/cM/fMPXPP3DP3zD1zz9wz98w9c8/cM/fMPXPP3DP3zD1/9fPH88w9c8/cM/fMPXPP3DP3zD1zz9wz98w9c8/cM/fMPXPP3DP3zD1zz9wz98w9c8/cM/fMPT9Z/ek8c8/cM/fMPXPP3DP3zD1zz9wz98w9c8/cM/fMPXPP3DP3zD1zz9wz98w9c8/cM/fMPXPP687vnGfumXvmnrln7pl75p65Z+6Ze+aeuWfumXvmnrln7pl75p65Z+6Ze+aeuWfumXvmnrln7vnYis/nmXvmnrln7pl75p65Z+6Ze+aeuWfumXvmnrln7pl75p65Z+6Ze+aeuWfumXvmnrln7pl7fnZq9zxzz9wz98w9c8/cM/fMPXPP3DP3zD1zz9wz98w9c8/cM/fMPXPP3DP3zD1zz9wz98w9c8/rl+2ZZ+6Ze+aeuWfumXvmnrln7pl75p65Z+6Ze+aeuWfumXvmnrln7pl75p65Z+6Ze+aeuWf+H29Kv+Q=AwAAAACAAACAagAApBMAAJkTAAA0EAAAeJxd3VcYh2Phh/F+w95777333g2UaCiFrIa0h6ZSoqKlaCAjbQ00FJUy2yG0ixSFdpGm/A/+7+fgvd+T73Xd1316Hz3X+zwPe9j/f5Nh1xp2zfDpsGvHw2fDrhMPnw+7bjx8gWHXi4cvOOz68fCFht0gHr7wsBvGwxcZdqN4+KLDbhwPX2zYTeLhiw+7aTx8iWE3i4cvOezm8fClht0iHr70sFvGw5cZdqt4+LLDbh0PX27YbeLhyw+7bTx8hWG3i4evOOz28fCVht0hHr7ysDvGw1cZdqd4+KrD7hwPX23YXeLhqw+7azx8jWF3i6dDve0x7O7haw+7Zzxcb3vFw/W2dzxcb/vEw/X28Hi43h4RD9fbI+PhentUPFxv+8bD9bZfPFxv+8fD9fboeLjeHhMP19sB8XC9PTYerrcD4+F6OygerrfHxcP19vh4uN6eEA/X2xPj4Xo7OB6utyfFw/X25Hi43g6Jh+vtKfFwvT01Hq7LQ+PpUG+HD3tYuN6eFg/X2xHx8L2HPTIerrej4uF6Ozoerrdj4uF6e3o8XG/PiIfr7ZnxcL09Kx6ut2Pj4Xp7djxcb8fFw/X2nHi43p4bD9fb8+Lhent+PFxvL4iH6+2F8XC9vSgerrcXx8P19pJ4uN5eGg/X2/HxcL29LB6ut5fHw/X2ini4Ll8ZT4d6e/WwrwrX2wnxcL29Jh6ut9fGw/V2Yjz86GFfFw/X2+vj4Xo7KR6utzfEw/V2cjxcb6fEw/X2xni43t4UD9fbm+Phejs1Hq630+LhentLPFxvb42H6+1t8XC9vT0errd3xMP1dno8XG/vjIfr7V3xcL2dEQ/X25nxcL29Ox6ut/fEw3X53ng61NtZw74vXG9nx8P1dk48XG/vj4fr7dx4uN7Oi4fr7fx4+EnDXhAP19sH4uF6uzAerrcPxsP19qF4uN4+HA/X20fi4Xr7aDxcbx+Lh+vt4/FwvV0UD9fbJ+LhevtkPFxvn4qH6+3T8XC9XRwP19sl8XC9XRoP19tn4uF6+2w8XG+fi4fr8vPxdKi3Lwx7WbjevhgP19vl8XC9XREP19uX4uF6+3I8XG9fiYfr7cp4uN6+Gg+/cNivxcP1dlU8XG9Xx8P1dk08XG/XxsP1dl08XG/Xx8P19vV4uN6+EQ/X2zfj4Xr7Vjxcb9+Oh+vtO/FwvX03Hq6378XD9XZDPFxvN8bD9XZTPFxv34+H6/LmeDrU263D3hKutx/Ew/X2w3i43n4UD9fbj+PhevtJPFxvP42H6+1n8XC9/TwerrdfxMP1dls8/Ophb4+H6+2X8XC93REP19uv4uF6+3U8XG93xsP1dlc8XG+/iYfr7bfxcL3dHQ/X2z3xcL3dGw/X2+/i4Xr7fTxcb3+Ih+vtj/Fwvf0pHq7LP8fTod7+OuxfwvX2t3i43u6Lh+vt/ni43v4eD9fbA/Fwvf0jHq63f8bD9faveLje/h0P19t/4uF6+288XG8PxsPvGPZ/8XC9PRQP15sDs4fC9TaZjD1cb9PJ2MP1NpuMPVxv88nYw/W2wGTs4XpbcDL2cL0tNBl7uN4Wnow9XG+LTMYerrdFJ2MP19tik7GH623xydjDdbnEZOzpUG9LDXzJyZjrbenJ2MP1tsxk7OF6W3Yy9nC9LTcZe7jelp+MPVxvK0zGHq63FSdjD9fbSpOxh+tt5cnYw/W2ymTs4XpbdTL2cL2tNhl7uN5Wn4w9XG9rTMYerrc1J2MP19ta8XC9rR0P19s68XC9rRsP19t68XC9rR8P19sG8XC9bRgP19tG8XC9bRwP19sm8XC9bRoP1+Vm8XSoty2G3Txcb1vGw/W2VTxcb1vHw/W2TTxcb9vGw/W2XTxcb9vHw/W2QzxcbzvGw/W2UzxcbzvHw/W2Szxcb7vGw/W2Wzxcb7vHw/W2Rzxcb3vGw/W2Vzxcb3vHw/W2Tzxcbw+Ph+vtEfFwvT0yHq63R8XD9bZvPFxv+8XD9bZ/PFyXj46nQ70dMOxjwvX22Hi43g6Mh+vtoHi43h4XD9fb4+PhentCPFxvT4yH6+3geLjenhQP19uT4+F6OyQerrenxMP19tR4uN4OjYfr7bB4uN4Oj4fr7WnxcL0dEQ/X25HxcL0dFQ/X29HxcL0dEw/X29Pj4Xp7Rjxcb8+Mh+vtWfFwvR0bD9fls+PpUG/PGfa4cL09Nx6ut+fFw/X2/Hi43l4QD9fbC+PhentRPFxvL46H6+0l8XC9vTQerrfj4+F6e1k8XG8vj4fr7RXxcL29Mh6ut1fFw/X26ni43k6Ih+vtNfFwvb02Hq63E+PhentdPFxvr4+H6+2keLje3hAP19vJ8XC9nRIP19sb4+G6fFM8Hert1GHfHK630+LhentLPFxvb42H6+1t8XC9vT0errd3xMP1dno8XG/vjIfr7V3xcL2dEQ/X25nxcL29Ox6ut/fEw/X23ni43t4XD9fbWfFwvZ0dD9fbOfFwvb0/Hq63c+PhejsvHq638+PhersgHq63D8TD9XZhPFxvH4yH6+1D8XBdfjieDvX20WE/Eq63j8XD9fbxeLjeLoqH6+0T8XC9fTIerrdPxcP19ul4uN4ujofr7ZJ4uN4ujYfr7TPxcL19Nh6ut8/Fw/X2+Xi43i6Lh+vtC/FwvX0xHq63y+PhersiHq63L8XD9fbleLjevhIP19uV8XC9fTUerrevxcP1dlU8XG9Xx8N1eU08HertumGvDdfb9fFwvX09Hq63b8TD9fbNeLjevhUP19u34+F6+048XG/fjYfr7XvxcL3dEA/X243xcL3dFA/X2/fj4Xq7OR6ut1vi4Xq7NR6utx/Ew/X2w3i43n4UD9fbj+PhevtJPFxvP42H6+1n8XC9/TwerrdfxMP1dls8XG+3x8N1+ct4OtTbr4a9I1xvv46H6+3OeLje7oqH6+038XC9/TYerre74+F6uycerrd74+F6+108XG+/j4fr7Q/xcL39MR6utz/Fw/X253i43v4SD9fbX+PhevtbPFxv98XD9XZ/PFxvf4+H6+2BeLje/hEP19s/4+F6+1c8XG//jofr7T/xcL39Nx6uywfj6VBvDw37v3C9+eHzoXC9TaZjD9fbdDr2cL3NpmMP19t8OvZwvS0wHXu43hacjj1cbwtNxx6ut4WnYw/X2yLTsYfrbdHp2MP1tth07OF6W3w69nC9LTEde7jelpyOPVxvS03HHq63padjD9fbMtOxh+tt2enYw/W23HTs4Xpbfjr2cL2tMB17uN5WnI49XG8rTccerreVp2MP19sq07GH623V6djDdbnadOzpUG9rDHz1dKi3NadjD9fbWvFwva0dD9fbOvFwva0bD9fbevFwva0fD9fbBvFwvW0YD9fbRvFwvW0cD9fbJvFwvW0aD9fbZvFwvW0eD9fbFvFwvW0ZD9fbVvFwvW0dD9fbNvFwvW0bD9fbdvFwvW0fD9fbDvFwve0YD9fbTvFwve0cD9flLvF0qLfdht01XG+7x8P1tkc8XG97xsP1tlc8XG97x8P1tk88XG8Pj4fr7RHxcL09Mh6ut0fFw/W2bzxcb/vFw/W2fzxcb4+Oh+vtMfFwvR0QD9fbY+PhejswHq63g+LhentcPFxvj4+H6+0J8XC9PTEerreD4+F6e1I8XG9Pjofr7ZB4uC6fEk+Hejt02KeG6+2weLjeDo+H6+1p8XC9HREP19uR8XC9HRUP19vR8XC9HRMP19vT4+F6e0Y8XG/PjIfr7VnxcL0dGw/X27Pj4Xo7Lh6ut+fEw/X23Hi43p4XD9fb8+PhentBPFxvL4yH6+1F8XC9vTgerreXxMP19tJ4uN6Oj4fr7WXxcF2+PJ4O9fbKYV8RrrdXxcP19up4uN5OiIfr7TXxcL29Nh6utxPj4Xp7XTxcb6+Ph+vtpHi43t4QD9fbyfFwvZ0SD9fbG+PhentTPFxvb46H6+3UeLjeTouH6+0t8XC9vTUerre3xcP19vZ4uN7eEQ/X2+nxcL29Mx6ut3fFw/V2Rjxcb2fGw3X57ng61Nt7h31PuN7eFw/X21nxcL2dHQ/X2znxcL29Px6ut3Pj4Xo7Lx6ut/Pj4Xq7IB6utw/Ew/V2YTxcbx+Mh+vtQ/FwvX04Hq63j8TD9fbReLjePhYP19vH4+F6uygerrdPxMP19sl4uN4+FQ/X26fj4Xq7OB6ut0vi4Xq7NB6ut8/Ew3X52Xg61Nvnh/1cuN4ui4fr7QvxcL19MR6ut8vj4Xq7Ih6uty/Fw/X25Xi43r4SD9fblfFwvX01Hq63r8XD9XZVPFxvV8fD9XZNPFxv18bD9XZdPFxv18fD9fb1eLjevhEP19s34+F6+1Y8XG/fjofr7TvxcL19Nx6ut+/Fw/V2QzxcbzfGw3V5Uzwd6u3mYb8frrdb4uF6uzUerrcfxMP19sN4uN5+FA/X24/j4Xr7STxcbz+Nh+vtZ/Fwvf08Hq63X8TD9XZbPFxvt8fD9fbLeLje7oiH6+1X8XC9/Toerrc74+F6uyserrffxMP19tt4uN7ujofr7Z54uN7ujYfr7XfxcL39Ph6utz/Ew3X5x3g61Nufh/1TuN7+Eg/X21/j4Xr7Wzxcb/fFw/V2fzxcb3+Ph+vtgXi43v4RD9fbP+PhevtXPFxv/46H6+0/8XC9/TcerrcH4+F6+188XG8PxcP15kLjh8L1NpmNPVxv09nYw/U2m409XG/z2djD9bbAbOzheltwNvZwvS00G3u43haejT1cb4vMxh6ut0VnYw/X5WKzsadDvS0x8MVnY663JWdjD9fbUrOxh+tt6dnYw/W2zGzs4Xpbdjb2cL0tNxt7uN6Wn409XG8rzMYerrcVZ2MP19tKs7GH623l2djD9bbKbOzhelt1NvZwva02G3u43lafjT1cb2vMxh6utzVnYw/X21rxcL2tHQ/X2zrxcL2tGw/X23rxcL2tHw/X2wbxcL1tGA/X20bxcL1tHA/X5SbxdKi3zYbdNFxvm8fD9bZFPFxvW8bD9bZVPFxvW8fD9bZNPFxv28bD9bZdPFxv28fD9bZDPFxvO8bD9bZTPFxvO8fD9bZLPFxvu8bD9bZbPFxvu8fD9bZHPFxve8bD9bZXPFxve8fD9bZPPFxvD4+H6+0R8XC9PTIerrdHxcP1tm88XJf7xdOh3h497P7hentMPFxvB8TD9fbYeLjeDoyH6+2geLjeHhcP19vj4+F6e0I8XG9PjIfr7eB4uN6eFA/X25Pj4Xo7JB6ut6fEw/X21Hi43g6Nh+vtsHi43g6Ph+vtafFwvR0RD9fbkfFwvR0VD9fb0fFwvR0TD9fb0+PhentGPFxvz4yH6/JZ8XSot2cPe2y43o6Lh+vtOfFwvT03Hq6358XD9fb8eLjeXhAP19sL4+F6e1E8XG8vjofr7SXxcL29NB6ut+Pj4Xp7WTxcby+Ph+vtFfFwvb0yHq63V8XD9fbqeLjeToiH6+018XC9vTYerrcT4+F6e108XG+vj4fr7aR4uN7eEA/X28nxcF2eEk+HenvTsG8M19ub4+F6OzUerrfT4uF6e0s8XG9vjYfr7W3xcL29PR6ut3fEw/V2ejxcb++Mh+vtXfFwvZ0RD9fbmfFwvb07Hq6398TD9fbeeLje3hcP19tZ8XC9nR0P19s58XC9vT8errdz4+F6Oy8errfz4+F6uyAerrcPxMP1dmE8XJcfjKdDvX142A+F6+0j8XC9fTQerrePxcP19vF4uN4uiofr7RPxcL19Mh6ut0/Fw/X26Xi43i6Oh+vtkni43i6Nh+vtM/FwvX02Hq63z8XD9fb5eLjeLouH6+0L8XC9fTEerrfL4+F6uyIerrcvxcP19uV4uN6+Eg/X25XxcL19NR6ut6/Fw3V5VTwd6u2aYa8O19u18XC9XRcP19v18XC9fT0errdvxMP19s14uN6+FQ/X27fj4Xr7Tjxcb9+Nh+vte/Fwvd0QD9fbjfFwvd0UD9fb9+Phers5Hq63W+Lhers1Hq63H8TD9fbDeLjefhQP19uP4+F6+0k8XG8/jYfr7WfxcL39PB6ut1/Ew3V5Wzwd6u2Xw94errc74uF6+1U8XG+/jofr7c54uN7uiofr7TfxcL39Nh6ut7vj4Xq7Jx6ut3vj4Xr7XTxcb7+Ph+vtD/Fwvf0xHq63P8XD9fbneLje/hIP19tf4+F6+1s8XG/3xcP1dn88XG9/j4fr7YF4uN7+EQ/X2z/j4Xr7Vzxcb/+Oh+vyP/F0qLcHh/1vuN7+Fw/X20PxcL15kPehcL1N5mMP19t0PvZwvc3mYw/X23w+9nC9LTAfe7jeFpyPPVxvC83HHq63hedjD9fbIvOxh+tt0fnYw/W22Hzs4XpbfD72cL0tMR97uN6WnI89XG9Lzccerrel52MP19sy87GH623Z+djD9bbcfOzhelt+PvZwva0wH3u43lacjz1cbyvNxx6ut5XnYw/X5SrzsadDva028FXnY6631edjD9fbGvOxh+ttzfnYw/W2Vjxcb2vHw/W2Tjxcb+vGw/W2Xjxcb+vHw/W2QTxcbxvGw/W2UTxcbxvHw/W2STxcb5vGw/W2WTxcb5vHw/W2RTxcb1vGw/W2VTxcb1vHw/W2TTxcb9vGw/W2XTxcb9vHw/W2QzxcbzvGw3W5Uzwd6m2XYXcO19uu8XC97RYP19vu8XC97REP19ue8XC97RUP19ve8XC97RPv/wCy2N0yeJxd02cUh4XAhvGo/wghIRHtvffee++9BxIho6wKDSqyVfZuobLK3rKplJlVoWjYo/We857n9+G57i/3Ode5vl7LLbTA/2/54bcdfpvwFYbfLh6+4vDbx8NXGn6HePjKw+8YD19l+J3i4asOv3M8fLXhd4mHrz78rvHwNYbfLR6+5vC7x8PXGn6PePjaw+8ZD19n+L3i4esOv3c8fL3h94mHrz/8vvHwDYbfLx6+4fD7x8M3Gv6AeBsPv8nwBw1/YPimwx8cD99s+EPi4ZsPf2g8fIvhD4uHbzn84fHwrYY/Ih6+9fBHxsP1dlQ8XG9Hx8P1dkw8XG/HxsP1dlw8XG/Hx8P19vR4uN6eEQ/X2zPj4Xo7IR6ut2fFw/V2Yjxcb8+Oh+vtOfFwvZ0UD9fbc+PhentePFxvz4+H6+3keLjeXhAP1+UL4+lQby8e/kXhejslHq63U+PhentJPFxvL42H6+1l8XC9vTwerrdXxMP1dlo8XG+nx8P1dkY8XG+vjIfr7VXxcL29Oh6utzPj4Xo7Kx6ut7Pj4Xo7Jx6ut9fEw/X22ni43s6Nh+vtvHi43s6Ph+vtdfFwvb0+Hq63C+LhentDPFxvb4yH6/JN8XSot7cM/+Zwvb01Hq63t8XD9fb2eLjeLoyH6+2ieLjeLo6H6+0d8XC9vTMerrd3xcP19u54uN7eEw/X23vj4Xp7Xzxcb++Ph+vtA/FwvX0wHq63D8XD9fbheLjePhIP19sl8XC9XRoP19tl8XC9XR4P19sV8XC9fTQerrePxcP19vF4uC6vjKdDvV09/FXhevtEPFxvn4yH6+1T8XC9fToerrfPxMP1dk08XG/XxsP19tl4uN4+Fw/X2+fj4Xr7Qjxcb1+Mh+vtS/FwvX05Hq63r8TD9fbVeLjevhYP19vX4+F6+0Y8XG/fjIfr7VvxcL1dFw/X27fj4Xr7Tjxcb9+Nh+vte/FwvX0/Hq7LH8TTod5+NPwPw/X243i43q6Ph+vthni43m6Mh+vtJ/Fwvd0UD9fbzfFwvf00Hq63n8XD9fbzeLjefhEP19sv4+F6+1U8XG+3xMP19ut4uN5+Ew/X22/j4Xr7XTxcb7+Ph+vt1ni43m6Lh+vt9ni43v4QD9fbH+PhevtTPFxvd8TD9XZnPFyXf46nQ73dNfxfwvV2dzxcb/fEw/V2bzxcb3+Nh+vtb/Fwvf09Hq63f8TD9fbPeLje/hUP19u/4+F6+088XG//jYfr7X/xcL3dFw/X2/3xcL09EA/X24PxcL09FA/X2wKTsYfr7WGTsYfr7eGTsYfrbcHJ2MP1ttBk7OF6m0zGHq636WTs4XqbTcYerrf5ZOzhulx4MvZ0qLdHDvwRkzHX26MmYw/X2yKTsYfr7dGTsYfr7TGTsYfr7bGTsYfrbdHJ2MP19rjJ2MP1tthk7OF6e/xk7OF6e8Jk7OF6e+Jk7OF6W3wy9nC9PWky9nC9LTEZe7jenjwZe7jenjIZe7jelpyMPVxvT52MPVxvT5uMPVxvS8XD9bZ0PFxvy8TD9bZsPFxvy8XD9bZ8PFxvK8TD9bZiPFyXK8XTod5WGX7lcL2tGg/X22rxcL2tHg/X2xrxcL2tGQ/X21rxcL2tHQ/X2zrxcL2tGw/X23rxcL2tHw/X2wbxcL1tGA/X20bxcL1tHA/X2ybxcL1tGg/X22bxcL1tHg/X2xbxcL1tGQ/X21bxcL1tHQ/X2zbxcL1tGw/X23bxcL1tHw/X5Q7xdKi3nYbfMVxvO8fD9bZLPFxvu8bD9bZbPFxvu8fD9bZHPFxve8bD9bZXPFxve8fD9bZPPFxv+8bD9bZfPFxv+8fD9XZAPFxvB8bD9XZQPFxvB8fD9XZIPFxvh8bD9XZYPFxvh8fD9XZEPFxvR8bD9XZUPFxvR8fD9XZMPFxvx8bDdXlcPB3q7enDHx+ut2fEw/X2zHi43k6Ih+vtWfFwvZ0YD9fbs+PhentOPFxvJ8XD9fbceLjenhcP19vz4+F6OzkerrcXxMP19sJ4uN5eFA/X24vj4Xo7JR6ut1Pj4Xp7STxcby+Nh+vtZfFwvb08Hq63V8TD9XZaPFxvp8fD9XZGPFxvr4yH6/JV8XSotzOHf3W43s6Kh+vt7Hi43s6Jh+vtNfFwvb02Hq63c+PhejsvHq638+PhentdPFxvr4+H6+2CeLje3hAP19sb4+F6e1M8XG9vjofr7S3xcL29NR6ut7fFw/X29ni43i6Mh+vtoni43i6Oh+vtHfFwvb0zHq63d8XD9fbueLje3hMP1+V74+lQb+8f/n3hevtAPFxvH4yH6+1D8XC9fTgerrePxMP1dkk8XG+XxsP1dlk8XG+Xx8P1dkU8XG8fjYfr7WPxcL19PB6utyvj4Xq7Kh6ut6vj4Xr7RDxcb5+Mh+vtU/FwvX06Hq63z8TD9XZNPFxv18bD9fbZeLjePhcP19vn4+F6+0I8XJdfjKdDvX15+C+F6+0r8XC9fTUerrevxcP19vV4uN6+EQ/X2zfj4Xr7Vjxcb9fFw/X27Xi43r4TD9fbd+PhevtePFxv34+H6+0H8XC9/TAerrcfxcP19uN4uN6uj4fr7YZ4uN5ujIfr7SfxcL3dFA/X283xcL39NB6ut5/Fw/X283i43n4RD9flL+PpUG+3DP+rcL39Oh6ut9/Ew/X223i43n4XD9fb7+Phers1Hq632+Lhers9Hq63P8TD9fbHeLje/hQP19sd8XC93RkP19uf4+F6+0s8XG93xcP1dnc8XG/3xMP1dm88XG9/jYfr7W/xcL39PR6ut3/Ew/X2z3i43v4VD9fbv+PhevtPPFyX/42nQ73dN/z/wvV2fzxcbw/Ew/X2YDxcbw/Fw/W2wHTs4Xp72HTs4Xp7+HTs4XpbcDr2cL0tNB17uN4m07GH6206HXu43mbTsYfrbT4de7jeFp6OPVxvj5iOPVxvj5yOPVxvj5qOPVxvi0zHHq63R0/HHq63x0zHHq63x07HHq63RadjD9fb46ZjD9fbYtOxh+vt8dOxh+vtCdOxh+vtidOxh+ty8enY06Helhj4k6ZjrrcnT8cerrenTMcerrclp2MP19tTp2MP19vTpmMP19tS8XC9LR0P19sy8XC9LRsP19ty8XC9LR8P19sK8XC9rRgP19tK8XC9rRwP19sq8XC9rRoP19tq8XC9rR4P19sa8XC9rRkP19ta8XC9rR0P19s68XC9rRsP19t68XC9rR8P1+UG8XSot42G3zBcbxvHw/W2STxcb5vGw/W2WTxcb5vHw/W2RTxcb1vGw/W2VTxcb1vHw/W2TTxcb9vGw/W2XTxcb9vHw/W2QzxcbzvGw/W2UzxcbzvHw/W2Szxcb7vGw/W2Wzxcb7vHw/W2Rzxcb3vGw/W2Vzxcb3vHw/W2Tzxcb/vGw3W5Xzwd6u2A4fcP19uB8XC9HRQP19vB8XC9HRIP19uh8XC9HRYP19vh8XC9HREP19uR8XC9HRUP19vR8XC9HRMP19ux8XC9HRcP19vx8XC9PT0errdnxMP19sx4uN5OiIfr7VnxcL2dGA/X27Pj4Xp7TjxcbyfFw/X23Hi43p4XD9fb8+Phujw5ng719sLhXxCutxfFw/X24ni43k6Jh+vt1Hi43l4SD9fbS+PhentZPFxvL4+H6+0V8XC9nRYP19vp8XC9nREP19sr4+F6e1U8XG+vjofr7cx4uN7Oiofr7ex4uN7OiYfr7TXxcL29Nh6ut3Pj4Xo7Lx6ut/Pj4Xp7XTxcb6+Ph+vtgni4Lt8QT4d6e9PwbwzX25vj4Xp7Szxcb2+Nh+vtbfFwvb09Hq63C+PhersoHq63i+PhentHPFxv74yH6+1d8XC9vTserrf3xMP19t54uN7eFw/X2/vj4Xr7QDxcbx+Mh+vtQ/FwvX04Hq63j8TD9XZJPFxvl8bD9XZZPFxvl8fD9XZFPFxvH42H6/Jj8XSotyuH/3i43q6Kh+vt6ni43j4RD9fbJ+PhevtUPFxvn46H6+0z8XC9XRMP19u18XC9fTYerrfPxcP19vl4uN6+EA/X2xfj4Xr7Ujxcb1+Oh+vtK/FwvX01Hq63r8XD9fb1eLjevhEP19s34+F6+1Y8XG/XxcP19u14uN6+Ew/X23fj4br8Xjwd6u0Hw38/XG8/jIfr7UfxcL39OB6ut+vj4Xq7IR6utxvj4Xr7STxcbzfFw/V2czxcbz+Nh+vtZ/Fwvf08Hq63X8TD9fbLeLjefhUP19st8XC9/ToerrffxMP19tt4uN5+Fw/X2+/j4Xq7NR6ut9vi4Xq7PR6utz/Ew/X2x3i43v4UD9flHfF0qLc/D39nuN7+Eg/X213xcL3dHQ/X2z3xcL3dGw/X21/j4Xr7Wzxcb3+Ph+vtH/Fwvf0zHq63f8XD9fbveLje/hMP19t/4+F6+188XG/3xcP1dn88XG8PxMP19mA8XG8PxcP1tsBs7OF6e9hs7OF6e/hs7OF6W3A29nC9LTQbe7jeJrOxh+ttOht7uC5ns7GnQ70tPPD5bMz19ojZ2MP19sjZ2MP19qjZ2MP1tshs7OF6e/Rs7OF6e8xs7OF6e+xs7OF6W3Q29nC9PW429nC9LTYbe7jeHj8be7jenjAbe7jenjgbe7jeFp+NPVxvT5qNPVxvS8zGHq63J8/GHq63p8zGHq63JWdjD9fbU2djD9fb02ZjD9fbUvFwvS0dD9fbMvFwvS0bD9fbcvFwvS0fD9flCvF0qLeVhl8xXG8rx8P1tko8XG+rxsP1tlo8XG+rx8P1tkY8XG9rxsP1tlY8XG9rx8P1tk48XG/rxsP1tl48XG/rx8P1tkE8XG8bxsP1tlE8XG8bx8P1tkk8XG+bxsP1tlk8XG+bx8P1tkU8XG9bxsP1tlU8XG9bx8P1tk08XG/bxsN1uV08Hepth+G3D9fbjvFwve0UD9fbzvFwve0SD9fbrvFwve0WD9fb7vFwve0RD9fbnvFwve0VD9fb3vFwve0TD9fbvvFwve0XD9fb/vFwvR0QD9fbgfFwvR0UD9fbwfFwvR0SD9fbofFwvR0WD9fb4fFwvR0RD9fbkfFwvR0VD9fb0fFwXR4TT4d6O274Y8P1dnw8XG9Pj4fr7RnxcL09Mx6utxPi4Xp7VjxcbyfGw/X27Hi43p4TD9fbSfFwvT03Hq6358XD9fb8eLjeTo6H6+0F8XC9vTAerrcXxcP19uJ4uN5OiYfr7dR4uN5eEg/X20vj4Xp7WTxcby+Ph+vtFfFwvZ0WD9fb6fFwXZ4RT4d6e9XwrwzX26vj4Xo7Mx6ut7Pi4Xo7Ox6ut3Pi4Xp7TTxcb6+Nh+vt3Hi43s6Lh+vt/Hi43l4XD9fb6+PhersgHq63N8TD9fbGeLje3hQP19ub4+F6e0s8XG9vjYfr7W3xcL29PR6utwvj4Xq7KB6ut4vj4Xp7Rzxcb++Mh+vtXfFwXb47ng719t7h3xOut/fFw/X2/ni43j4QD9fbB+PhevtQPFxvH46H6+0j8XC9XRIP19ul8XC9XRYP19vl8XC9XREP19tH4+F6+1g8XG8fj4fr7cp4uN6uiofr7ep4uN4+EQ/X2yfj4Xr7VDxcb5+Oh+vtM/FwvV0TD9fbtfFwvX02Hq63z8XDdfn5eDrU2xeH/0K43r4UD9fbl+PhevtKPFxvX42H6+1r8XC9fT0errdvxMP19s14uN6+FQ/X23XxcL19Ox6ut+/Ew/X23Xi43r4XD9fb9+PhevtBPFxvP4yH6+1H8XC9/Tgerrfr4+F6uyEerrcb4+F6+0k8XG83xcP1dnM8XG8/jYfr7WfxcF3+PJ4O9fbL4X8RrrdfxcP1dks8XG+/jofr7TfxcL39Nh6ut9/Fw/X2+3i43m6Nh+vttni43m6Ph+vtD/Fwvf0xHq63P8XD9XZHPFxvd8bD9fbneLje/hIP19td8XC93R0P19s98XC93RsP19tf4+F6+1s8XG9/j4fr7R/xcL39Mx6ut3/Fw3X573g61Nt/h/9PuN7+Fw/X233xcL3dHw/X2wPxcL09GA/X20PxcL0tMB97uN4eNh97uN4ePh97uN4WnI89XG8LzccerrfJfOzhepvOxx6ut9l87OF6m8/HHq63hedjD9fbI+ZjD9fbI+djD9fbo+ZjD9fbIvOxh+vt0fOxh+vtMfOxh+vtsfOxh+tt0fnYw/X2uPnYw/W22Hzs4Xp7/Hzs4bp8wnzs6VBviw/8ifMx19uT5mMP19sS87GH6+3J87GH6+0p87GH623J+djD9fbU+djD9fa0+djD9bZUPFxvS8fD9bZMPFxvy8bD9bZcPFxvy8fD9bZCPFxvK8bD9bZSPFxvK8fD9bZKPFxvq8bD9bZaPFxvq8fD9bZGPFxva8bD9bZWPFxva8fD9bZOPFxv68bDdblePB3qbYPh1w/X24bxcL1tFA/X28bxcL1tEg/X26bxcL1tFg/X2+bxcL1tEQ/X25bxcL1tFQ/X29bxcL1tEw/X27bxcL1tFw/X2/bxcL3tEA/X247xcL3tFA/X287xcL3tEg/X267xcL3tFg/X2+7xcL3tEQ/X257xcL3tFQ/X297xcF3uE0+Hettv+H3D9bZ/PFxvB8TD9XZgPFxvB8XD9XZwPFxvh8TD9XZoPFxvh8XD9XZ4PFxvR8TD9XZkPFxvR8XD9XZ0PFxvx8TD9XZsPFxvx8XD9XZ8vP8D7r00TXicXdNDEEQJogXRHndVjW3bttG2bdu2bdu2bZtj2zZ/xI93Fi/v5kZk5DbnmnOO/9/cw685/Brh8wy/Vjx83uHXjofPN/w68fD5h183Hr7A8OvFwxccfv14+ELDbxAPX3j4DePhiwy/UTx80eE3jrfY8IsPv+nwm4QvMfxm8fAlh988Hr7U8FvEw5cefst4+DLDbxUPX3b4rePhyw2/TTx8+eG3jYevMPx28fAVh98+Hr7S8DvEw1cefsd4+CrD7xQPX3X4nePhqw2/Szx89eF3jYfrbbd4uN52j4frbY94uN72jIfrba94uN72jofrbZ94uN72jYfrbb94uN72j4fr7YB4uC4PjKdDvR08/EHhejskHq63Q+PhejssHq63w+PhejsiHq63I+PhejsqHq63o+PhejsmHq63Y+PhejsuHq634+PhejshHq63E+PhejspHq63k+PhejslHq63U+PhejstHq630+PhejsjHq63M+PhejsrHq63s+PhejsnHq63c+PhejsvHq7L8+PpUG8XDn9BuN4uiofr7eJ4uN4uiYfr7dJ4uN4ui4fr7fJ4uN6uiIfr7cp4uN6uiofr7ep4uN6uiYfr7dp4uN6ui4fr7fp4uN5uiIfr7cZ4uN5uiofr7eZ4uN5uiYfr7dZ4uN5ui4fr7fZ4uN7uiIfr7c54uN7uiofr7e54uN7uiYfr8t54OtTb/cPfF663B+LhenswHq63h+Lhens4Hq63R+Lhens0Hq63x+Lhens8Hq63J+LhensyHq63r8bD9fa1eLjevh4P19s34uF6+2Y8XG/fiofr7dvxcL19Jx6ut+/Gw/X2vXi43r4fD9fbD+LhevthPFxvP4qH6+3H8XC9/SQerrefxsN1+bN4OtTbL4b/ebjefhkP19uv4uF6+3U8XG+/iYfr7bfxcL39Lh6ut9/Hw/X2h3i43v4YD9fbn+LhevtzPFxvf4mH6+2v8XC9/S0erre/x8P19o94uN7+GQ/X27/i4Xr7dzxcb/+Jh+vtv/Fwvf0vHq63OSZjD9fbUyZjD9fbUydjD9fb0yZjD9fb0ydjD9flMyZjT4d6e9bAnzkZc73NORl7uN4mk7GH6206GXu43maTsYfr7dmTsYfr7TmTsYfr7bmTsYfr7XmTsYfr7fmTsYfr7QWTsYfr7YWTsYfr7UWTsYfr7cWTsYfr7SWTsYfr7aWTsYfr7WWTsYfr7eWTsYfr7RWTsYfr7ZWTsYfr7VWTsYfr7dWTsYfr7TWTsYfr7bWTsYfr7XXxcL29Ph6utzfEw/X2xni4Lt8UT4d6e8vwbw7X21vj4Xp7Wzxcb2+Ph+vtHfFwvb0zHq63d8XD9fbueLje3hMP19t74+F6e188XG/vj4fr7QPxcL19MB6utw/Fw/X24Xi43j4SD9fbR+PhevtYPFxvH4+H6+0T8XC9fTIerrdPxcP19ul4uN4+Ew/X22fj4Xr7XDxcb5+Ph+vyC/F0qLcvDf/FcL19OR6ut6/Ew/U2Vzxcb3PHw/U2Tzxcb/PGw/U2Xzxcb/PHw/W2QDxcbwvGw/W2UDxcbwvHw/W2SDxcb4vGw/W2WDxcb4vHw/W2RDxcb0vGw/W2VDxcb0vHw/W2TDxcb8vGw/W2XDxcb8vHw/W2QjxcbyvGw/W2UjxclyvH06HeVh1+lXC9rRYP19vq8XC9rREP19ua8XC9rRUP19va8XC9rRMP19u68XC9rRcP19v68XC9bRAP19uG8XC9bRQP19vG8XC9bRIP19um8XC9bRYP19vm8XC9bREP19uW8XC9bRUP19vW8XC9bRMP19u28XC9bRcP19v28XC97RAP1+WO8XSot52H3ylcb7vEw/W2azxcb7vFw/W2ezxcb3vEw/W2Zzxcb3vFw/W2dzxcb/vEw/W2bzxcb/vFw/W2fzxcbwfEw/V2YDxcbwfFw/V2cDxcb4fEw/V2aDxcb4fFw/V2eDxcb0fEw/V2ZDxcb0fFw/V2dDxcb8fEw/V2bDxcb8fFw3V5fDwd6u3E4U8I19tJ8XC9nRwP19sp8XC9nRoP19tp8XC9nR4P19sZ8XC9nRkP19tZ8XC9nR0P19s58XC9nRsP19t58XC9nR8P19sF8XC9XRgP19tF8XC9XRwP19sl8XC9XRoP19tl8XC9XR4P19sV8XC9XRkP19tV8XC9XR0P19s18XBdXhtPh3q7fvjrwvV2QzxcbzfGw/V2UzxcbzfHw/V2Szxcb7fGw/V2Wzxcb7fHw/V2Rzxcb3fGw/V2Vzxcb3fHw/V2Tzxcb/fGw/V2Xzxcb/fHw/X2QDxcbw/Gw/X2UDxcbw/Hw/X2SDxcb4/Gw/X2WDxcb4/Hw/X2RDxcb0/Gw/X21Xi4Lr8WT4d6+8bwXw/X2zfj4Xr7Vjxcb9+Oh+vtO/FwvX03Hq6378XD9fb9eLjefhAP19sP4+F6+1E8XG8/jofr7SfxcL39NB6ut5/Fw/X283i43n4RD9fbL+PhevtVPFxvv46H6+038XC9/TYerrffxcP19vt4uN7+EA/X2x/j4Xr7Uzxcb3+Oh+vyL/F0qLe/Df/XcL39PR6ut3/Ew/X2z3i43v4VD9fbv+PhevtPPFxv/42H6+1/8XC9zTEde7jenjIde7jenjode7jenjYde7jenj4de7jenjEde7jenjkde7jenjUde7je5pyOPVxvk+nYw/U2nY49XG+z6djD9fbs6djD9fac6djD9fbc6djD9fa86djD9fb86djD9faC6djD9fbC6djDdfmi6djTod5eMvAXT8dcby+djj1cby+bjj1cby+fjj1cb6+Yjj1cb6+cjj1cb6+ajj1cb6+ejj1cb6+Zjj1cb6+djj1cb6+Lh+vt9fFwvb0hHq63N8bD9fameLje3hwP19tb4uF6e2s8XG9vi4fr7e3xcL29Ix6ut3fGw/X2rni43t4dD9fbe+LhentvPFxv74uH6+398XBdfiCeDvX2oeE/GK63D8fD9faReLjePhoP19vH4uF6+3g8XG+fiIfr7ZPxcL19Kh6ut0/Hw/X2mXi43j4bD9fb5+Lhevt8PFxvX4iH6+2L8XC9fSkerrcvx8P19pV4uN7miofrbe54uN7miYfrbd54uN7mi4frbf54uN4WiIfrbcF4uN4WiofrcuF4OtTbosMvEq63xeLhels8Hq63JeLhelsyHq63peLhels6Hq63ZeLhels2Hq635eLhels+Hq63FeLhelsxHq63leLhels5Hq63VeLhels1Hq631eLhels9Hq63NeLhelszHq63teLhels7Hq63deLhels3Hq639eLhels/Hq63DeLhutwwng71tvHwG4XrbZN4uN42jYfrbbN4uN42j4frbYt4uN62jIfrbat4uN62jofrbZt4uN62jYfrbbt4uN62j4frbYd4uN52jIfrbad4uN52jofrbZd4uN52jYfrbbd4uN52j4frbY94uN72jIfrba94uN72jofrbZ94uN72jYfrbb94uC73j6dDvR04/AHhejsoHq63g+PhejskHq63Q+PhejssHq63w+PhejsiHq63I+PhejsqHq63o+PhejsmHq63Y+PhejsuHq634+PhejshHq63E+PhejspHq63k+PhejslHq63U+PhejstHq630+PhejsjHq63M+PhejsrHq63s+PhejsnHq7Lc+PpUG/nD39euN4uiIfr7cJ4uN4uiofr7eJ4uN4uiYfr7dJ4uN4ui4fr7fJ4uN6uiIfr7cp4uN6uiofr7ep4uN6uiYfr7dp4uN6ui4fr7fp4uN5uiIfr7cZ4uN5uiofr7eZ4uN5uiYfr7dZ4uN5ui4fr7fZ4uN7uiIfr7c54uN7uiofr8u54OtTbvcPfE663++Lhers/Hq63B+LhenswHq63h+Lhens4Hq63R+Lhens0Hq63x+Lhens8Hq63J+LhensyHq63r8bD9fa1eLjevh4P19s34uF6+2Y8XG/fiofr7dvxcL19Jx6ut+/Gw/X2vXi43r4fD9fbD+LhevthPFxvP4qH6+3H8XBd/iSeDvX2s+F/Gq63n8fD9faLeLjefhkP19uv4uF6+3U8XG+/iYfr7bfxcL39Lh6ut9/Hw/X2h3i43v4YD9fbn+LhevtzPFxvf4mH6+2v8XC9/S0erre/x8P19o94uN7+GQ/X27/i4Xr7dzxcb/+Jh+vtv/Fwvf0vHq63OWZjD9fbU2ZjD9fbU2djD9fl02ZjT4d6e8bAnz4bc709czb2cL09azb2cL3NORt7uN4ms7GH6206G3u43mazsYfr7dmzsYfr7TmzsYfr7bmzsYfr7XmzsYfr7fmzsYfr7QWzsYfr7YWzsYfr7UWzsYfr7cWzsYfr7SWzsYfr7aWzsYfr7WWzsYfr7eWzsYfr7RWzsYfr7ZWzsYfr7VWzsYfr7dWzsYfr7TWzsYfr7bWzsYfr7XXxcL29Ph6uyzfE06He3jT8G8P19uZ4uN7eEg/X21vj4Xp7Wzxcb2+Ph+vtHfFwvb0zHq63d8XD9fbueLje3hMP19t74+F6e188XG/vj4fr7QPxcL19MB6utw/Fw/X24Xi43j4SD9fbR+PhevtYPFxvH4+H6+0T8XC9fTIerrdPxcP19ul4uN4+Ew/X22fj4br8XDwd6u0Lw38+XG9fjIfr7UvxcL19OR6ut6/Ew/U2Vzxcb3PHw/U2Tzxcb/PGw/U2Xzxcb/PHw/W2QDxcbwvGw/W2UDxcbwvHw/W2SDxcb4vGw/W2WDxcb4vHw/W2RDxcb0vGw/W2VDxcb0vHw/W2TDxcb8vGw/W2XDxcb8vHw/W2QjxclyvG06HeVh5+pXC9rRIP19uq8XC9rRYP19vq8XC9rREP19ua8XC9rRUP19va8XC9rRMP19u68XC9rRcP19v68XC9bRAP19uG8XC9bRQP19vG8XC9bRIP19um8XC9bRYP19vm8XC9bREP19uW8XC9bRUP19vW8XC9bRMP19u28XC9bRcP1+X28XSotx2H3yFcbzvFw/W2czxcb7vEw/W2azxcb7vFw/W2ezxcb3vEw/W2Zzxcb3vFw/W2dzxcb/vEw/W2bzxcb/vFw/W2fzxcbwfEw/V2YDxcbwfFw/V2cDxcb4fEw/V2aDxcb4fFw/V2eDxcb0fEw/V2ZDxcb0fFw/V2dDxcb8fEw3V5bDwd6u344Y8L19sJ8XC9nRgP19tJ8XC9nRwP19sp8XC9nRoP19tp8XC9nR4P19sZ8XC9nRkP19tZ8XC9nR0P19s58XC9nRsP19t58XC9nR8P19sF8XC9XRgP19tF8XC9XRwP19sl8XC9XRoP19tl8XC9XR4P19sV8XC9XRkP19tV8XBdXh1Ph3q7dvhrwvV2XTxcb9fHw/V2QzxcbzfGw/V2UzxcbzfHw/V2Szxcb7fGw/V2Wzxcb7fHw/V2Rzxcb3fGw/V2Vzxcb3fHw/V2Tzxcb/fGw/V2Xzxcb/fHw/X2QDxcbw/Gw/X2UDxcbw/Hw/X2SDxcb4/Gw/X2WDxcb4/Hw/X2RDxcl0/G+z850ztSAQAAAACAAACgWgAAAw8AAA==eJw13KH/OXCcH/DvNre5m+1sZzfb2c5ttnN39ngIgiAIgiAI3/ANgiAIgiAIgiAIgiAIgiAIgiAIgiAIgiAIgiAIgiAIwsL3+fuU59/web9fr3fg6/cFGWKYEUYZY5wJJplimhlmmWOeBRZZYpnf/GGFVdZYZ4NNtthmh1322OeAQ4445oRTzjjngkuuuOaGW+6454FHnnjmhVfeeOeDT7745odf/+qXAIMMMcwIo4wxzgSTTDHNDLPMMc8CiyyxzG/+sMIqa6yzwSZbbLPDLnvsc8AhRxxzwilnnHPBJVdcc8Mtd9zzwCNPPPPCK2+888EnX3zzw69//UuAQYYYZoRRxhhngkmmmGaGWeaYZ4FFlljmN39YYZU11tlgky222WGXPfY54JAjjjnhlDPOueCSK6654ZY77nngkSeeeeGVN9754JMvvvnh17/5JcAgQwwzwihjjDPBJFNMM8Msc8yzwCJLLPObP6ywyhrrbLDJFtvssMse+xxwyBHHnHDKGedccMkV19xwyx33PPDIE8+88Mob73zwyRff/PArAAYZYpgRRhljnAkmmWKaGWaZY54FFllimd/8YYVV1lhng0222GaHXfbY54BDjjjmhFPOOOeCS6645oZb7rjngUeeeOaFV95454NPvvjmh19/8UuAQYYYZoRRxhhngkmmmGaGWeaYZ4FFlljmN39YYZU11tlgky222WGXPfY54JAjjjnhlDPOueCSK6654ZY77nngkSeeeeGVN9754JMvvvnh17/9JcAgQwwzwihjjDPBJFNMM8Msc8yzwCJLLPObP6ywyhrrbLDJFtvssMse+xxwyBHHnHDKGedccMkV19xwyx33PPDIE8+88Mob73zwyRff/PDr3/0SYJAhhhlhlDHGmWCSKaaZYZY55llgkSWW+c0fVlhljXU22GSLbXbYZY99DjjkiGNOOOWMcy645IprbrjljnseeOSJZ1545Y13Pvjki29++OfDH2CQIYYZYZQxxplgkimmmWGWOeZZYJEllvnNH1ZYZY11Nthki2122GWPfQ445IhjTjjljHMuuOSKa2645Y57HnjkiWdeeOWNdz745Itvfv4Mev7ylwCDDDHMCKOMMc4Ek0wxzQyzzDHPAossscxv/rDCKmuss8EmW2yzwy577HPAIUccc8IpZ5xzwSVXXHPDLXfc88AjTzzzwitvvPPBJ19888Ovv/olwCBDDDPCKGOMM8EkU0wzwyxzzLPAIkss85s/rLDKGutssMkW2+ywyx77HHDIEceccMoZ51xwyRXX3HDLHfc88MgTz7zwyhvvfPDJF9/88Ovf/xJgkCGGGWGUMcaZYJIppplhljnmWWCRJZb5zR9WWGWNdTbYZIttdthlj30OOOSIY0445YxzLrjkimtuuOWOex545IlnXnjljXc++OSLb374Z9AfYJAhhhlhlDHGmWCSKaaZYZY55llgkSWW+c0fVlhljXU22GSLbXbYZY99DjjkiGNOOOWMcy645IprbrjljnseeOSJZ1545Y13Pvjki29+/ix4/sMvAQYZYpgRRhljnAkmmWKaGWaZY54FFllimd/8YYVV1lhng0222GaHXfbY54BDjjjmhFPOOOeCS6645oZb7rjngUeeeOaFV95454NPvvjmh1//8ZcAgwwxzAijjDHOBJNMMc0Ms8wxzwKLLLHMb/6wwiprrLPBJltss8Mue+xzwCFHHHPCKWecc8ElV1xzwy133PPAI08888Irb7zzwSdffPPDr7/+JcAgQwwzwihjjDPBJFNMM8Msc8yzwCJLLPObP6ywyhrrbLDJFtvssMse+xxwyBHHnHDKGedccMkV19xwyx33PPDIE8+88Mob73zwyRff/PDPgj/AIEMMM8IoY4wzwSRTTDPDLHPMs8AiSyzzmz+ssMoa62ywyRbb7LDLHvsccMgRx5xwyhnnXHDJFdfccMsd9zzwyBPPvPDKG+988MkX3/z8CXb8p18CDDLEMCOMMsY4E0wyxTQzzDLHPAssssQyv/nDCqussc4Gm2yxzQ677LHPAYccccwJp5xxzgWXXHHNDbfccc8DjzzxzAuvvPHOB5988c0Pv/7zLwEGGWKYEUYZY5wJJplimhlmmWOeBRZZYpnf/GGFVdZYZ4NNtthmh1322OeAQ4445oRTzjjngkuuuOaGW+6454FHnnjmhVfeeOeDT7745odff/NLgEGGGGaEUcYYZ4JJpphmhlnmmGeBRZZY5jd/WGGVNdbZYJMtttlhlz32OeCQI4454ZQzzrngkiuuueGWO+554JEnnnnhlTfe+eCTL7754Z9gX4BBhhhmhFHGGGeCSaaYZoZZ5phngUWWWOY3f1hhlTXW2WCTLbbZYZc99jngkCOOOeGUM8654JIrrrnhljvueeCRJ5554ZU33vngky+++fkT6PwvvwQYZIhhRhhljHEmmGSKaWaYZY55FlhkiWV+84cVVlljnQ022WKbHXbZY58DDjnimBNOOeOcCy654pobbrnjngceeeKZF155450PPvnimx9+/e0vAQYZYpgRRhljnAkmmWKaGWaZY54FFllimd/8YYVV1lhng0222GaHXfbY54BDjjjmhFPOOOeCS6645oZb7rjngUeeeOaFV95454NPvvjmh1//9ZcAgwwxzAijjDHOBJNMMc0Ms8wxzwKLLLHMb/6wwiprrLPBJltss8Mue+xzwCFHHHPCKWecc8ElV1xzwy133PPAI08888Irb7zzwSdffPPDP4H+AIMMMcwIo4wxzgSTTDHNDLPMMc8CiyyxzG/+sMIqa6yzwSZbbLPDLnvsc8AhRxxzwilnnHPBJVdcc8Mtd9zzwCNPPPPCK2+888EnX3zz86fI8d9+CTDIEMOMMMoY40wwyRTTzDDLHPMssMgSy/zmDyusssY6G2yyxTY77LLHPgcccsQxJ5xyxjkXXHLFNTfccsc9DzzyxDMvvPLGOx988sU3P/z6778EGGSIYUYYZYxxJphkimlmmGWOeRZYZIllfvOHFVZZY50NNtlimx122WOfAw454pgTTjnjnAsuueKaG265454HHnnimRdeeeOdDz754psffv3dLwEGGWKYEUYZY5wJJplimhlmmWOeBRZZYpnf/GGFVdZYZ4NNtthmh1322OeAQ4445oRTzjjngkuuuOaGW+6454FHnnjmhVfeeOeDT7745od/inwBBhlimBFGGWOcCSaZYpoZZpljngUWWWKZ3/xhhVXWWGeDTbbYZodd9tjngEOOOOaEU84454JLrrjmhlvuuOeBR5545oVX3njng0+++ObnT4Hzf/wSYJAhhhlhlDHGmWCSKaaZYZY55llgkSWW+c0fVlhljXU22GSLbXbYZY99DjjkiGNOOOWMcy645IprbrjljnseeOSJZ1545Y13Pvjki29++PU/fwkwyBDDjDDKGONMMMkU08wwyxzzLLDIEsv85g8rrLLGOhtsssU2O+yyxz4HHHLEMSeccsY5F1xyxTU33HLHPQ888sQzL7zyxjsffPLFNz/8+vtfAgwyxDAjjDLGOBNMMsU0M8wyxzwLLLLEMr/5wwqrrLHOBptssc0Ou+yxzwGHHHHMCaeccc4Fl1xxzQ233HHPA4888cwLr7zxzgeffPHND/8U+AMMMsQwI4wyxjgTTDLFNDPMMsc8CyyyxDK/+cMKq6yxzgabbLHNDrvssc8BhxxxzAmnnHHOBZdccc0Nt9xxzwOPPPHMC6+88c4Hn3zxzQ+//uGXAIMMMcwIo4wxzgSTTDHNDLPMMc8CiyyxzG/+sMIqa6yzwSZbbLPDLnvsc8AhRxxzwilnnHPBJVdcc8Mtd9zzwCNPPPPCK2+888EnX3zzw6//9UuAQYYYZoRRxhhngkmmmGaGWeaYZ4FFlljmN39YYZU11tlgky222WGXPfY54JAjjjnhlDPOueCSK6654ZY77nngkSeeeeGVN9754JMvvvnh1//+JcAgQwwzwihjjDPBJFNMM8Msc8yzwCJLLPObP6ywyhrrbLDJFtvssMse+xxwyBHHnHDKGedccMkV19xwyx33PPDIE8+88Mob73zwyRff/PDP4Z4AgwwxzAijjDHOBJNMMc0Ms8wxzwKLLLHMb/6wwiprrLPBJltss8Mue+xzwCFHHHPCKWecc8ElV1xzwy133PPAI08888Irb7zzwSdffPPDr//zS4BBhhhmhFHGGGeCSaaYZoZZ5phngUWWWOY3f1hhlTXW2WCTLbbZYZc99jngkCOOOeGUM8654JIrrrnhljvueeCRJ5554ZU33vngky+++eHX//0lwCBDDDPCKGOMM8EkU0wzwyxzzLPAIkss85s/rLDKGutssMkW2+ywyx77HHDIEceccMoZ51xwyRXX3HDLHfc88MgTz7zwyhvvfPDJF9/88OsffwkwyBDDjDDKGONMMMkU08wwyxzzLLDIEsv85g8rrLLGOhtsssU2O+yyxz4HHHLEMSeccsY5F1xyxTU33HLHPQ888sQzL7zyxjsffPLFNz/8c7AvwCBDDDPCKGOMM8EkU0wzwyxzzLPAIkss85s/rLDKGutssMkW2+ywyx77HHDIEceccMoZ51xwyRXX3HDLHfc88MgTz7zwyhvvfPDJF9/88OuffgkwyBDDjDDKGONMMMkU08wwyxzzLLDIEsv85g8rrLLGOhtsssU2O+yyxz4HHHLEMSeccsY5F1xyxTU33HLHPQ888sQzL7zyxjsffPLFNz/8+udfAgwyxDAjjDLGOBNMMsU0M8wyxzwLLLLEMr/5wwqrrLHOBptssc0Ou+yxzwGHHHHMCaeccc4Fl1xxzQ233HHPA4888cwLr7zxzgeffPHND7/+5ZcAgwwxzAijjDHOBJNMMc0Ms8wxzwKLLLHMb/6wwiprrLPBJltss8Mue+xzwCFHHHPCKWecc8ElV1xzwy133PPAI08888Irb7zzwSdffPPDP4d6AwwyxDAjjDLGOBNMMsU0M8wyxzwLLLLEMr/5wwqrrLHOBptssc0Ou+yxzwGHHHHMCaeccc4Fl1xxzQ233HHPA4888cwLr7zxzgeffPHND7/+3y8BBhlimBFGGWOcCSaZYpoZZpljngUWWWKZ/x+c/YhUAQAAAACAAABUCwAAGgAAAA==eJztwSEBAAAAwyC9/oUf4hYoAADgMdglZfU=
26
+ </AppendedData>
27
+ </VTKFile>
CylinderKnMa/Kn0p34/simulation0734_Kn0p34Ma5p3/Lambda/Lambda_2_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>
4
+ <Piece NumberOfPoints="1818" NumberOfCells="1700" >
5
+ <PointData>
6
+ </PointData>
7
+ <CellData>
8
+ <DataArray type="Float64" Name="id" format="appended" RangeMin="12901" RangeMax="15064" offset="0" />
9
+ <DataArray type="Float64" Name="xc" format="appended" RangeMin="-4.9574" RangeMax="3.4845" offset="2984" />
10
+ <DataArray type="Float64" Name="yc" format="appended" RangeMin="3.5897" RangeMax="4.9573" offset="4152" />
11
+ <DataArray type="Float64" Name="c_6[1]" format="appended" RangeMin="0.016191" RangeMax="0.029735" offset="4472" />
12
+ <DataArray type="Float64" Name="c_6[2]" format="appended" RangeMin="0.18988" RangeMax="0.34871" offset="12484" />
13
+ </CellData>
14
+ <Points>
15
+ <DataArray type="Float32" Name="Points" NumberOfComponents="3" format="appended" RangeMin="3.5471440458" RangeMax="7.0710678119" offset="20400" />
16
+ </Points>
17
+ <Cells>
18
+ <DataArray type="Int64" Name="connectivity" format="appended" RangeMin="" RangeMax="" offset="26556" />
19
+ <DataArray type="Int64" Name="offsets" format="appended" RangeMin="" RangeMax="" offset="38860" />
20
+ <DataArray type="UInt8" Name="types" format="appended" RangeMin="" RangeMax="" offset="41928" />
21
+ </Cells>
22
+ </Piece>
23
+ </UnstructuredGrid>
24
+ <AppendedData encoding="base64">
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AQAAAACAAAAgNQAAHhcAAA==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AQAAAACAAAA4VQAA9xEAAA==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AQAAAACAAABQGQAA0wQAAA==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AQAAAACAAACgPQAAlgkAAA==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AQAAAACAAADtAQAADgAAAA==eJzj5BwFIwYAALvgEVY=
26
+ </AppendedData>
27
+ </VTKFile>
CylinderKnMa/Kn0p34/simulation0734_Kn0p34Ma5p3/Surf.pvd ADDED
@@ -0,0 +1,9 @@
 
 
 
 
 
 
 
 
 
 
1
+ <?xml version="1.0"?>
2
+ <VTKFile type="Collection" version="0.1"
3
+ byte_order="LittleEndian"
4
+ compressor="vtkZLibDataCompressor">
5
+ <Collection>
6
+ <DataSet timestep="300000" group="" part="0"
7
+ file="Surf/Surf_300000.vtu"/>
8
+ </Collection>
9
+ </VTKFile>
CylinderKnMa/Kn0p34/simulation0734_Kn0p34Ma5p3/config.txt ADDED
@@ -0,0 +1,78 @@
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
1
+ variable BZ equal 1.380649E-23
2
+ variable PI equal 3.1415926536
3
+ variable molecular_mass equal 6.63E-26
4
+ variable molecular_diameter equal 4.17E-10
5
+ variable gamma equal 1.666666667
6
+ variable R equal ${BZ}/${molecular_mass}
7
+ variable L equal 1.0
8
+ variable xmin equal -5.0
9
+ variable xmax equal 6.0
10
+ variable ymin equal -5.0
11
+ variable ymax equal 5.0
12
+ variable Kn equal 0.34
13
+ variable Ma equal 5.300000000000001
14
+ variable To equal 273.0
15
+ variable Tb equal 273.0
16
+ variable theta equal 0.0
17
+ variable mfp equal ${Kn}*${L}
18
+ variable cpmfp equal 4
19
+ variable nden equal 1.0/sqrt(2.0)/${PI}/${molecular_diameter}/${molecular_diameter}/(${mfp}/${cpmfp}*${Kn})
20
+ variable sos equal sqrt(${gamma}*${R}*${To})
21
+ variable vo equal ${Ma}*${sos}
22
+ variable vx equal ${vo}*cos(${theta}*2*PI/360)
23
+ variable vy equal ${vo}*sin(${theta}*2*PI/360)
24
+ variable ppc equal 30
25
+ variable xncells equal (${xmax}-${xmin})/${mfp}*${cpmfp}
26
+ variable yncells equal (${ymax}-${ymin})/${mfp}*${cpmfp}
27
+ variable Fnum equal ${nden}*(${xmax}-${xmin})*(${ymax}-${ymin})/${ppc}/${xncells}/${yncells}
28
+ variable tstep equal (-${xmin}+${xmax})/${vx}/${xncells}/10/4
29
+ variable nave equal 10000
30
+ variable noutput equal 300000
31
+ clear
32
+ shell mkdir output
33
+ shell mkdir grid
34
+ shell mkdir surf
35
+ seed 7
36
+ dimension 2
37
+ global nrho ${nden}
38
+ global fnum ${Fnum}
39
+ timestep ${tstep}
40
+ global gridcut 1.0 particle/reorder 100 comm/sort yes
41
+ region 1 cylinder z 0.0 0.0 3.50 -0.5 0.5
42
+ region 2 cylinder z 0.0 0.0 2.00 -0.5 0.5
43
+ region 3 cylinder z 0.0 0.0 0.80 -0.5 0.5
44
+ boundary o o p
45
+ create_box ${xmin} ${xmax} ${ymin} ${ymax} -0.5 0.5
46
+ create_grid ${xncells} ${yncells} 1 levels 4 region 2 1 2 2 1 region 3 2 2 2 1 region 4 3 2 2 1 clump xyz
47
+ balance_grid rcb cell
48
+ species gas.species Ar
49
+ mixture air Ar frac 1.0
50
+ mixture air Ar vstream ${vx} ${vy} 0.0 temp ${To}
51
+ collide vss air gas.vhs
52
+ collide_modify vremax 100 yes remain no nearcp yes 10
53
+ read_surf cylinder.surf
54
+ surf_collide 1 diffuse 273.0 1.0
55
+ surf_modify all collide 1
56
+ fix in emit/face air xlo ylo yhi
57
+ balance_grid rcb cell
58
+ create_particles air n 0
59
+ stats 10000
60
+ stats_style step cpu np nattempt ncoll nscoll npave nscollave
61
+ run 200000
62
+ compute 1 grid all air n nrho massrho u v w
63
+ compute 2 grid all air trot
64
+ compute 3 tvib/grid all air
65
+ compute 4 thermal/grid all air press temp
66
+ fix 1 ave/grid all 1 ${nave} ${nave} c_1[*] c_4[*] c_2[*] c_3[*] ave running
67
+ dump 1 grid all ${noutput} output/grid.*.dat id xc yc f_1[*]
68
+ dump_modify 1 format float %12.5g
69
+ compute 5 surf all air n press px py shx shy fx fy etot erot evib
70
+ fix 2 ave/surf all 1 ${nave} ${nave} c_5[*] ave running
71
+ dump 2 surf all ${noutput} output/surf.*.dat id v1x v1y v2x v2y f_2[*]
72
+ dump_modify 2 format float %12.5g
73
+ compute 6 lambda/grid f_1[2] f_1[8] Ar kx
74
+ dump 3 grid all ${noutput} output/lambdakn.*.dat id xc yc c_6[*]
75
+ dump_modify 3 format float %12.5g
76
+ run 100000
77
+ write_grid grid/final-grid.dat
78
+ write_surf surf/geom.surf
CylinderKnMa/Kn0p34/simulation0734_Kn0p34Ma5p3/cylinder.surf ADDED
@@ -0,0 +1,410 @@
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
1
+ surf file from Pointwise
2
+
3
+ 200 points
4
+ 200 lines
5
+
6
+ Points
7
+
8
+ 1 0.5 0.0
9
+ 2 0.499753280182866E+000 -0.157053795390643E-001
10
+ 3 0.499013364214136E+000 -0.313952597646568E-001
11
+ 4 0.497780982301540E+000 -0.470541566592573E-001
12
+ 5 0.496057350657239E+000 -0.626666167821523E-001
13
+ 6 0.493844170297569E+000 -0.782172325201156E-001
14
+ 7 0.491143625364344E+000 -0.936906572928624E-001
15
+ 8 0.487958380969374E+000 -0.109071620698271E+000
16
+ 9 0.484291580564315E+000 -0.124344943582427E+000
17
+ 10 0.480146842838471E+000 -0.139495553019615E+000
18
+ 11 0.475528258147577E+000 -0.154508497187474E+000
19
+ 12 0.470440384477113E+000 -0.169368960122646E+000
20
+ 13 0.464888242944126E+000 -0.184062276342339E+000
21
+ 14 0.458877312841991E+000 -0.198573945317390E+000
22
+ 15 0.452413526233010E+000 -0.212889645782536E+000
23
+ 16 0.445503262094184E+000 -0.226995249869774E+000
24
+ 17 0.438153340021932E+000 -0.240876837050858E+000
25
+ 18 0.430371013501972E+000 -0.254520707875186E+000
26
+ 19 0.422163962751007E+000 -0.267913397489498E+000
27
+ 20 0.413540287137281E+000 -0.281041688926065E+000
28
+ 21 0.404508497187474E+000 -0.293892626146237E+000
29
+ 22 0.395077506187845E+000 -0.306453526826488E+000
30
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AQAAAACAAAAgNQAA1hcAAA==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AQAAAACAAAAgNQAAUygAAA==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AQAAAACAAAAgNQAAGRUAAA==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AQAAAACAAAAgNQAAGQ8AAA==eJx1m0tsnGcVhp3EcWzHd4/tcez4Hse5khBBRSF0iLiKa7isiEBIqKISi3+cS0NCKIE0GRAiLBCCCoQEFSwqgVggdcEqlUBCsGLRBbAIsGukpiU3J07C+HzvM+98P6o3f2bmu5zvnPec857z/Tlf+c2Hru+o13pf/WVxdKZeO7rxj531WsfGX1XPSr32YtH8Zape+/TLM8+/1vx99vnXjr/cW69dvXZ75cQ2fb+pXrt+rrngcL22sVzvYL3WXP1cZbPG3ylqd1ZOXL22VtSObPw9KNL6nZrfX6+98JPmX089jduqfZvr//Uvzb8h77sx/Hh3Pa2zzc9XmuJc7fU6T2/8jXidkItxTbluHG+u1JQjPj8qauc39NGlec3P9Q2FdEsPffXahzcOuE3P7fXanqaYt/t07jHt29TPhpgz85J7SXqa8O+h7+V6Wn9J8s9Kvua4kGNG553RflOSe4f0OiA99GmdPu0zqPmce9DjQs5JPXdK/mk9K9pvXOtV9ZzWfjM6V9v54hzjWr+q/bZbvo1lV9aLlr1CrgHpc1rzD0ruj0qOU/r8N+nr46tp3MLJtO8/TyV9HTkrXHwjjb/7rYSbT15O86Yaaf//NNL3Pd9J57vXSHr8RyPh7reNtO7pRpLvPY0kb1cjyTOk8w3JP/ol36g+D/vcsU6P7DlovIHHOPeQ7QJu8L+Qc9L6DHyOGvex7hbtv0W4aOI39P1mkT6/XqR13yhqG8c519Q/OI/v14rWvNi36ZfgPeTaIjna5Ao9DfscsV9XSR78uc9+F/jBb0fs52GXPuGh1/gEv8xDv+gfv4tzEB8eFy3/R/7Y71HRWjd+3y75m/NCL51av0d63qbvO4xbzgdukS/GT2j8tH4ft3+hv9DDDsk1Yb8JPezS/BU99+v7PVp/UXpekB14vlP7fULjntP5/q74cGY1/f79k2m9Z06n85z4WsLjv59L41/6dtLzjy8nnHfJX77bSH71w0b6/Qd6Pi2/afpHiqfyl831VtyMeZ3WY8i7WfrY5Lgb+3TL36saNyK7DWh+t3Ef8/v9mbhDnAlcjGrcTulx3nEOOwQeKo57MX9En7uNH/AQ5+nT96POi+Q38AkOYr1l7btHeNktPO83DkL+Xsn9uGjhOdbv1roP5U/r8u/7Rfp+TX59q2iNC/3f1zqbtE6H5UN/6Cn8YMz+jL2IX5n/jVlv4Jw4hj+ip5BzXHYe8WfiIfZjXuy31bwhPo85vsa4CeltVuu93Xkj5F7SvF16HpD9npDdj2mdz2v89/S8pfXOrSZ5f3VScflMkveL5xJOT30zrXf0Unq+cjnN+9eVpIdjjSTPF/R8r/xjayOdY7v9g3iHHcBh6PmA5D8s/B7W7/s1b1l63C3975c+F4y/sPO81pnU93OO33HOLsc94jT2jd9njHfsEHqYK8WvSeGkIj32ev3Q03bzkoB7m73xs5BjU70VR8AV/AW+wTpxnj7nW/QZ4zZJziHnUXAV84aMxzj3gH7v8boxb7iUv6c0bpfmjctv+us5P6ja32L+qJ/Zutvtd/gBfACeC+5jvxnts6T1J83TMjvM2R9CLwvOI7HfvNcLu85qn31ab6/mfVDnfUb7/Uznuyn9/nQ16eWx+NjFM8lu7z+f5r3jYtr315fS93++nL7//ZUkZ5fyS1ejlSfx+8zuY+YJIfd98xb4etjzTtHiI+T7GN+r8w+a34bco8ZjVi9M6vtZ10Exf8p6Bo/kLeQHjxkfr9g/s3Xnfb6wV8X4hCeRD5GXOoN6K56Pi5a/ZXy0x/UQ+OZ3/CX22ax9ulxvZXXRoPMjPDXzz3HLCT/LeO2k6y78nDog9hnwPvAr7EK+4tzsQ16mDgu7tPkv/kOdhB8RP+L3busb/8SuyM1+8N+Qe0n7z2r+Icn3KX3/rPb9hfR2X88/rqZ9a6cSnpeeTc+vfD19/+LFpNc/XErneelyel640sIT+Rocxj7j8o9qqY6rmu/wZBz6hmdkdXKv416WF6rO5+iZOBTPXcZ1Jk/FcTjOOSd97jVPQr/Ux8jHM6s7Jv8/ToNH/CTs2G9cpLrPdRi8jfxLfRXzhi0/cZL4Tz0c646V/HHUuCO/EJ/5PcNpp/bpcN5EHs7BOfE79gen5OPYt6rntHEKHjhX7L/VPC/22WJ5Yv0OzadeXzf/zOq7busHP4vvV8xjYv4h6ffd+v4jzish7yXp6Zr09NRqkqPzZJLv56fEY89qvQvpXHcuqo90KY8j23xO6mN4cejhYdGKR8QP9J/Zj3ptt+uI5LfmoeAdfISYczr3is7V1qfBf0L+tnExf5/7QVnfZ4f7JKFv8sii7LrHn8NvJ+wnxLXQw5TzEv5IvQlfjPX3mndSn3L+kGNJ45bdxwp9LJbiy5TrWuID52Yc8sTnTscd8ib1HX6OXenHxT5b6q26iHo/9ulwvUm9Dz+gPxHyVZ2f6W+eVz8U3k49ShwMeSvmffSDqJsC3/3mdfQ7yKOx7qL1Ap+O87xN379P8z8jXH5Z61zU/D/JDk+Kh82eTONunEp6O3Y2nft3F1r9W+IIeZv8EXqfsj7gz8RJzg0uY/0dzkf4A35A3UE/M7N3xfw45g+7niZv8TtyoH/iPHGVfBLnOmA8h14OmteGXEc07rD0t8+8GL/CH6mjkBc9wO94Ep/hEVn/oV96GvB56EOE3tvwRvyJcVu1b4d5EH5MnKUuI96FPtrqLfI5fkWeou5Aj/Ah+CHngg/Dk7I6qC0f08dgPXgdfBachV5mHU9C3mXXKVlds9Pz6TfHunPGJ/GMuBRyHBHuPqBzf1b7XNa612WXL60m/XzuZDrXE6db9Qb+nPWfqsYL/YYYd8j5jjhFP5D4RXyM5y73gfAneCn9FXh/1udfcD2OP+Gv+C91BPaAP4AT8EleAEesF/JMG4+sB8+A58F7wAF5F3wjN3jIeNWk8xjxE34N78/qlGZdE/i7535WrN9Wj5NP6TtRz9DHI74gB/UvfdT4frfzIXpGXuoY+gScN4sDg85P4Af+EPpd1O8HzIuIl/Ql6LORb/Av+kXUcxkPHHIfBd6SxZMF94fgMeR36nx4WeDjhPTyI+Hhhtb96mrr/PD0LF9UrIcyH4YP4ff0ZbEX+Tvsclv5+37R6hen+5yiFbfK9wbw6eyeoWr7UcfBk7hHo49G3gcPxFniKf1/+qjYnTwFT4AXxfgV70e/iDjF+bE//Jz7BOovcA0uySuht4rjRpZ3Bs0ziV/EIfw96yPN2V/Jp8R5cEgdA77LfIv8Qt4KPXS6biN/wMO4H6ZvQ3+CPESdwjnhtegx1tmlz/POC9gb/IEP6qHMrr0+R+ijy30L7AGfJR9hv5D7Scn7Mem/Yb+nf4JfID/+QDzi3iP232x5snuQBfNE8k/su1Li4Xsl17LlpG4gr8Z+045L9P2oH4nr4Dv01qH174hPE4d7jE/WyfLekO814BHEzXI/H34H/unfghN4EbiEV2MvcE58Am/EA+yP36HfjLd1u54gD4Ff+DvnAi/wOu5rwC/z2A9/w+7IyXngxfBq7IdeyXNZv6Fa8v+K8Y6cWR24s1SnL3hd/Bs+RV+LexTGk7eJR+CG+i7kPyj87JNe3iU5njK/IW9g77Bjp/uDqe4v3Y9MlOJ7p+MTeQf+QZ1DvIJPZfsPWi/wHvI+/Ai7wKOyfFZx/IbP8czq4CV/zu7/lhyv8Bv4J3KSx8j3nB8/hscQt8kDxHv8g3xA3QHf5j6I/JX1k8rvecybVxDn4HfU0fAP1kGP8FHycLkvyDrlPiHxmnqGceCVfhf5kmfGy0bNW7Ez+qLvQDyBb2Vxa8b3Kdyj4AfYL6vrhkt2HDZ+8S/k5wlOiKfEF/J5OV7yGbuCC3BNPUCcxy74EzwYP6cu4V4i5u0t1fkj1iO4RI6s39rWV6D+hEcRL8ETfV76CMiVyd9W74ArxuHf4An58CfmkSfpA8Tvbfdc8AnWAz/lvg/4eFXvZYFn4jJ+A36z9+TmPQ7eC68nnhEXGQ9vyOrkOb9HFno6aB7LubO8V+5jzhq/nAf+DN+CN4B77pnhEaHH3e6XcF7iDv6U4WKyhKcZ6y/jCyPmqcjBOPAGP8Nf2Ic4ht+GnIvmRdgb3gjeiYvZ/cOi+z/4Lf2prD4EN3tcX8E3sjjeZx6U9SV7HIfov8dz3e+BZHXyDj/Rc9idOrnDPJx6MXtvsttxCh5MvKHODrlu+32n7D5i1nYE79iLeJ/VW2Ol/s+E8zH5Hz8j3mX9+C77I/cS3FvgP1l9P2XckD94TxX/p68d8w7bbsRDzpnx4j2u3/lMv57+P/sS94l3WV0xVIoXVecLeCP9vqxuGna+wF/e6n2brM6YdHzHP+hnIR/6z+5/+81riX/oGXtQr4A7+i3pfQDdR98RjsHTXb1/eLfUn+9/i/urMu7H7UfwRu6jrut9RvwHfBOX4APok/c24E1ZH7NSyjuTjhvkEz5Tv+DvZRxxDwdfA6fYA17OOvC97L5gwHYnL4T+VsxL6DMhH/kHnIEP8Mf9MfoPPdzz+6Mh75rrPewV9mnqN+av6X7wnvoAt6T/m0WS87+2f8jF+2uPitb7C9n9fb/9gGfWH6uU+tX9rheRN/Z9oHh4y3LRVyjnR/gleSR+HzdfBI/sBz8kjiEPPId4m/HWdcfVwO9997nwC/QInrl3xV8y/3lQtPoG1OeBvzX3Sbnnxk/op4WeHxate19wT56nb0V+o78CPyDeoA/iDXkq6wsMlr4v1ylDvp/gvS9wRvyPfR4WLdxRr5OX8LvsPZFO1/XcR6DPOO/dopVvef+Me3j0U7YH+sv8odP8jfdveKIf9EWfC7txjwmeGE+dQ/5lPvEVOeJJ/+yxz4W/0beEH9Bvgj/DY/GrjN8MlO4t6cdvc3yP/d/0e1fE26zP89jvo4Z9Hjo+45ex/m3LjX/EPuD+dY2/aT+CB4DvwMFD5ZV1vxcLb+B+tny/Q53C+cAv8Rg7IE+WZzrcN6Ku5P4XXGOvGLfu93TJ78zP+qcd9VwPDxSP2+Ic7zEQ/8gT2If348A3eOc945j3huzY1seFlxIns/e2etxnIo8SF8ib2X1423079xTEpfL/68EvsAd8hHPjJ1m9MmQ+wjjW5TNxBT2EnMSPLY4b2T3tVuMBfP0P6BSxWg==AQAAAACAAAAgNQAAJAAAAA==eJztwQENAAAAwqD3T20ON6AAAAAAAAAAAAAAAAAAPg01IAABAQAAAACAAAAgNQAAJAAAAA==eJztwQENAAAAwqD3T20ON6AAAAAAAAAAAAAAAAAAPg01IAABAQAAAACAAAA4VQAA9xEAAA==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AQAAAACAAABoDwAAbQ4AAA==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AQAAAACAAABoDwAAfAgAAA==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AQAAAACAAABoDwAA/QwAAA==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AQAAAACAAABoDwAAXgYAAA==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AQAAAACAAABoDwAAGwAAAA==eJztwTEBAAAAwqD1T20JT6AAAACAlwEPaAABAQAAAACAAABoDwAAGwAAAA==eJztwTEBAAAAwqD1T20JT6AAAACAlwEPaAABAQAAAACAAABQGQAA0wQAAA==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AQAAAACAAACgPQAAlgkAAA==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AQAAAACAAADtAQAADgAAAA==eJzj5BwFIwYAALvgEVY=
34
+ </AppendedData>
35
+ </VTKFile>
CylinderKnMa/Kn0p34/simulation0734_Kn0p34Ma5p3/grid/final-grid.dat ADDED
The diff for this file is too large to render. See raw diff
 
CylinderKnMa/Kn0p34/simulation0734_Kn0p34Ma5p3/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 0.34
17
+ variable Ma equal 5.300000000000001
18
+ variable To equal 273.0
19
+ variable Tb equal 273.0
20
+ variable theta equal 0.0
21
+ variable mfp equal ${Kn}*${L}
22
+ variable mfp equal 0.34*${L}
23
+ variable mfp equal 0.34*1
24
+ variable cpmfp equal 4
25
+ variable nden equal 1.0/sqrt(2.0)/${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}*${Kn})
29
+ variable nden equal 1.0/sqrt(2.0)/3.1415926536/4.17e-10/4.17e-10/(0.34/${cpmfp}*${Kn})
30
+ variable nden equal 1.0/sqrt(2.0)/3.1415926536/4.17e-10/4.17e-10/(0.34/4*${Kn})
31
+ variable nden equal 1.0/sqrt(2.0)/3.1415926536/4.17e-10/4.17e-10/(0.34/4*0.34)
32
+ variable sos equal sqrt(${gamma}*${R}*${To})
33
+ variable sos equal sqrt(1.666666667*${R}*${To})
34
+ variable sos equal sqrt(1.666666667*208.242684766214*${To})
35
+ variable sos equal sqrt(1.666666667*208.242684766214*273)
36
+ variable vo equal ${Ma}*${sos}
37
+ variable vo equal 5.3*${sos}
38
+ variable vo equal 5.3*307.815564238681
39
+ variable vx equal ${vo}*cos(${theta}*2*PI/360)
40
+ variable vx equal 1631.42249046501*cos(${theta}*2*PI/360)
41
+ variable vx equal 1631.42249046501*cos(0*2*PI/360)
42
+ variable vy equal ${vo}*sin(${theta}*2*PI/360)
43
+ variable vy equal 1631.42249046501*sin(${theta}*2*PI/360)
44
+ variable vy equal 1631.42249046501*sin(0*2*PI/360)
45
+ variable ppc equal 30
46
+ variable xncells equal (${xmax}-${xmin})/${mfp}*${cpmfp}
47
+ variable xncells equal (6-${xmin})/${mfp}*${cpmfp}
48
+ variable xncells equal (6--5)/${mfp}*${cpmfp}
49
+ variable xncells equal (6--5)/0.34*${cpmfp}
50
+ variable xncells equal (6--5)/0.34*4
51
+ variable yncells equal (${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)/0.34*${cpmfp}
55
+ variable yncells equal (5--5)/0.34*4
56
+ variable Fnum equal ${nden}*(${xmax}-${xmin})*(${ymax}-${ymin})/${ppc}/${xncells}/${yncells}
57
+ variable Fnum equal 4.47883616959053e+19*(${xmax}-${xmin})*(${ymax}-${ymin})/${ppc}/${xncells}/${yncells}
58
+ variable Fnum equal 4.47883616959053e+19*(6-${xmin})*(${ymax}-${ymin})/${ppc}/${xncells}/${yncells}
59
+ variable Fnum equal 4.47883616959053e+19*(6--5)*(${ymax}-${ymin})/${ppc}/${xncells}/${yncells}
60
+ variable Fnum equal 4.47883616959053e+19*(6--5)*(5-${ymin})/${ppc}/${xncells}/${yncells}
61
+ variable Fnum equal 4.47883616959053e+19*(6--5)*(5--5)/${ppc}/${xncells}/${yncells}
62
+ variable Fnum equal 4.47883616959053e+19*(6--5)*(5--5)/30/${xncells}/${yncells}
63
+ variable Fnum equal 4.47883616959053e+19*(6--5)*(5--5)/30/129.411764705882/${yncells}
64
+ variable Fnum equal 4.47883616959053e+19*(6--5)*(5--5)/30/129.411764705882/117.647058823529
65
+ variable tstep equal (-${xmin}+${xmax})/${vx}/${xncells}/10/4
66
+ variable tstep equal (--5+${xmax})/${vx}/${xncells}/10/4
67
+ variable tstep equal (--5+6)/${vx}/${xncells}/10/4
68
+ variable tstep equal (--5+6)/1631.42249046501/${xncells}/10/4
69
+ variable tstep equal (--5+6)/1631.42249046501/129.411764705882/10/4
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 4.47883616959053e+19
81
+ global fnum ${Fnum}
82
+ global fnum 1.07865304417639e+16
83
+ timestep ${tstep}
84
+ timestep 1.30254425963829e-06
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 129.411764705882 ${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 129.411764705882 117.647058823529 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 66372 child grid cells
100
+ CPU time = 0.0997683 secs
101
+ create/ghost percent = 1.13874 98.8613
102
+ balance_grid rcb cell
103
+ Balance grid migrated 66244 cells
104
+ CPU time = 0.0925253 secs
105
+ reassign/sort/migrate/ghost percent = 60.2896 0.0328451 8.68963 30.9879
106
+ species gas.species Ar
107
+ mixture air Ar frac 1.0
108
+ mixture air Ar vstream ${vx} ${vy} 0.0 temp ${To}
109
+ mixture air Ar vstream 1631.42249046501 ${vy} 0.0 temp ${To}
110
+ mixture air Ar vstream 1631.42249046501 0 0.0 temp ${To}
111
+ mixture air Ar vstream 1631.42249046501 0 0.0 temp 273
112
+ collide vss air gas.vhs
113
+ collide_modify vremax 100 yes remain no nearcp yes 10
114
+ read_surf cylinder.surf
115
+ 200 lines
116
+ -0.5 0.5 xlo xhi
117
+ -0.5 0.5 ylo yhi
118
+ 0 0 zlo zhi
119
+ 0.0157073 min line length
120
+ 374 0 = cells overlapping surfs, overlap cells with unmarked corner pts
121
+ 59296 6702 374 = cells outside/inside/overlapping surfs
122
+ 374 = surf cells with 1,2,etc splits
123
+ 109.215 109.215 = cell-wise and global flow volume
124
+ CPU time = 0.101962 secs
125
+ read/check/sort/surf2grid/ghost/inout/particle percent = 26.4725 21.3585 2.49371 21.2943 28.3811 6.26692 0.169788
126
+ surf2grid time = 0.0217121 secs
127
+ map/comm1/comm2/comm3/comm4/split percent = 13.3959 24.6079 4.9665 1.83776 12.3559 6.95294
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 1906 cells
133
+ CPU time = 0.039749 secs
134
+ reassign/sort/migrate/ghost percent = 7.28261 0.0696119 21.737 70.9107
135
+ create_particles air n 0
136
+ WARNING: Created unexpected # of particles: 453485 versus 453486 (../create_particles.cpp:346)
137
+ Created 453485 particles
138
+ CPU time = 0.0135862 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) = 1.6084 0 1.6875
144
+ grid (ave,min,max) = 3.23499 1.51379 5.26379
145
+ surf (ave,min,max) = 0.0205994 0.0205994 0.0205994
146
+ total (ave,min,max) = 4.86398 3.22189 6.97189
147
+ Step CPU Np Natt Ncoll Nscoll Npave Nscollave
148
+ 0 0 453485 0 0 0 0 0
149
+ 10000 13.163397 505601 7350 6442 19 478144.41 15.9129
150
+ 20000 27.237008 506940 7264 6398 19 492707.65 16.1309
151
+ 30000 41.7982 508480 7281 6347 16 497626.29 16.1896
152
+ 40000 55.716956 507228 7407 6498 15 500127.63 16.2396
153
+ 50000 70.562388 506182 7307 6381 15 501613.45 16.24
154
+ 60000 85.132667 507097 7268 6368 13 502520.37 16.2593
155
+ 70000 99.443177 507737 7444 6506 12 503292.95 16.267543
156
+ 80000 113.16135 507380 7477 6520 20 503836.2 16.26755
157
+ 90000 128.12009 508245 7368 6458 13 504269.37 16.278778
158
+ 100000 142.52133 507414 7321 6410 14 504634.02 16.27987
159
+ 110000 156.60206 508120 7367 6403 9 504874.71 16.282255
160
+ 120000 170.2234 506638 7315 6378 20 505089.77 16.284333
161
+ 130000 184.39743 507706 7420 6535 7 505277.84 16.286331
162
+ 140000 199.45923 507279 7229 6296 18 505450.67 16.286521
163
+ 150000 213.10693 506896 7347 6416 20 505562.29 16.286233
164
+ 160000 227.32666 506676 7254 6359 8 505671.69 16.291806
165
+ 170000 241.05394 507140 7202 6309 11 505764.68 16.290406
166
+ 180000 256.36926 507888 7385 6467 11 505867.56 16.291633
167
+ 190000 270.3736 507131 7270 6311 24 505955.32 16.291411
168
+ 200000 284.25099 507050 7330 6419 12 506003.76 16.28901
169
+ Loop time of 284.252 on 128 procs for 200000 steps with 507050 particles
170
+
171
+ MPI task timing breakdown:
172
+ Section | min time | avg time | max time |%varavg| %total
173
+ ---------------------------------------------------------------
174
+ Move | 0.022283 | 12.371 | 81.375 | 461.7 | 4.35
175
+ Coll | 0.34105 | 10.666 | 93.024 | 459.8 | 3.75
176
+ Sort | 0.11477 | 2.136 | 15.264 | 196.8 | 0.75
177
+ Comm | 57.857 | 90.589 | 101.11 | 93.4 | 31.87
178
+ Modify | 0.019043 | 0.1195 | 2.433 | 99.4 | 0.04
179
+ Output | 0.003809 | 0.010725 | 0.012451 | 1.2 | 0.00
180
+ Other | | 168.4 | | | 59.23
181
+
182
+ Particle moves = 101200752464 (101B)
183
+ Cells touched = 105726432447 (106B)
184
+ Particle comms = 205631291 (206M)
185
+ Boundary collides = 0 (0K)
186
+ Boundary exits = 19858523 (19.9M)
187
+ SurfColl checks = 189000640 (189M)
188
+ SurfColl occurs = 3257802 (3.26M)
189
+ Surf reactions = 0 (0K)
190
+ Collide attempts = 1707815193 (1.71B)
191
+ Collide occurs = 1336173257 (1.34B)
192
+ Reactions = 0 (0K)
193
+ Particles stuck = 0
194
+ Axisymm bad moves = 0
195
+
196
+ Particle-moves/CPUsec/proc: 2.78145e+06
197
+ Particle-moves/step: 506004
198
+ Cell-touches/particle/step: 1.04472
199
+ Particle comm iterations/step: 1
200
+ Particle fraction communicated: 0.00203191
201
+ Particle fraction colliding with boundary: 0
202
+ Particle fraction exiting boundary: 0.000196229
203
+ Surface-checks/particle/step: 0.00186758
204
+ Surface-collisions/particle/step: 3.21915e-05
205
+ Surf-reactions/particle/step: 0
206
+ Collision-attempts/particle/step: 0.0168755
207
+ Collisions/particle/step: 0.0132032
208
+ Reactions/particle/step: 0
209
+
210
+ Particles: 3961.33 ave 27771 max 0 min
211
+ Histogram: 84 16 6 10 2 6 0 1 1 2
212
+ Cells: 518.531 ave 519 max 518 min
213
+ Histogram: 60 0 0 0 0 0 0 0 0 68
214
+ GhostCell: 13340.3 ave 24514 max 724 min
215
+ Histogram: 22 8 12 10 17 3 6 4 16 30
216
+ EmptyCell: 0 ave 0 max 0 min
217
+ Histogram: 128 0 0 0 0 0 0 0 0 0
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) = 1.6875 0 3.375
246
+ grid (ave,min,max) = 3.23499 1.51379 5.26379
247
+ surf (ave,min,max) = 0.0205994 0.0205994 0.0205994
248
+ total (ave,min,max) = 5.11741 3.39595 7.14645
249
+ Step CPU Np Natt Ncoll Nscoll Npave Nscollave
250
+ 200000 0 507050 7330 6419 0 0 0
251
+ 210000 26.48314 506448 7375 6479 11 507222.63 16.2832
252
+ 220000 52.498508 506858 7370 6441 16 507097.44 16.27215
253
+ 230000 77.643667 507404 7433 6472 11 507159.04 16.269233
254
+ 240000 104.59819 507189 7420 6477 18 507210.26 16.288125
255
+ 250000 130.05932 506716 7307 6360 18 507194.08 16.27348
256
+ 260000 156.31292 507200 7315 6376 12 507179.06 16.284683
257
+ 270000 183.31685 507522 7421 6556 17 507240.37 16.298829
258
+ 280000 209.50731 507219 7400 6501 9 507331.15 16.294412
259
+ 290000 235.97669 508008 7319 6410 15 507335.43 16.295722
260
+ 300000 261.61032 507654 7320 6412 21 507387.73 16.30147
261
+ Loop time of 261.611 on 128 procs for 100000 steps with 507654 particles
262
+
263
+ MPI task timing breakdown:
264
+ Section | min time | avg time | max time |%varavg| %total
265
+ ---------------------------------------------------------------
266
+ Move | 0.012701 | 6.2391 | 41.008 | 327.0 | 2.38
267
+ Coll | 0.17044 | 5.3854 | 47.989 | 329.2 | 2.06
268
+ Sort | 0.065751 | 1.0875 | 7.5185 | 139.0 | 0.42
269
+ Comm | 35.808 | 52.563 | 58.383 | 63.1 | 20.09
270
+ Modify | 2.362 | 17.263 | 107.51 | 504.4 | 6.60
271
+ Output | 0.037294 | 0.048176 | 0.065653 | 5.3 | 0.02
272
+ Other | | 179 | | | 68.43
273
+
274
+ Particle moves = 50738772605 (50.7B)
275
+ Cells touched = 53006540772 (53B)
276
+ Particle comms = 103020931 (103M)
277
+ Boundary collides = 0 (0K)
278
+ Boundary exits = 9953965 (9.95M)
279
+ SurfColl checks = 94584915 (94.6M)
280
+ SurfColl occurs = 1630147 (1.63M)
281
+ Surf reactions = 0 (0K)
282
+ Collide attempts = 860328350 (860M)
283
+ Collide occurs = 673075851 (673M)
284
+ Reactions = 0 (0K)
285
+ Particles stuck = 0
286
+ Axisymm bad moves = 0
287
+
288
+ Particle-moves/CPUsec/proc: 1.51522e+06
289
+ Particle-moves/step: 507388
290
+ Cell-touches/particle/step: 1.04469
291
+ Particle comm iterations/step: 1
292
+ Particle fraction communicated: 0.00203042
293
+ Particle fraction colliding with boundary: 0
294
+ Particle fraction exiting boundary: 0.000196181
295
+ Surface-checks/particle/step: 0.00186415
296
+ Surface-collisions/particle/step: 3.21282e-05
297
+ Surf-reactions/particle/step: 0
298
+ Collision-attempts/particle/step: 0.016956
299
+ Collisions/particle/step: 0.0132655
300
+ Reactions/particle/step: 0
301
+
302
+ Particles: 3966.05 ave 27595 max 0 min
303
+ Histogram: 84 16 6 10 2 6 0 0 2 2
304
+ Cells: 518.531 ave 519 max 518 min
305
+ Histogram: 60 0 0 0 0 0 0 0 0 68
306
+ GhostCell: 13340.3 ave 24514 max 724 min
307
+ Histogram: 22 8 12 10 17 3 6 4 16 30
308
+ EmptyCell: 0 ave 0 max 0 min
309
+ Histogram: 128 0 0 0 0 0 0 0 0 0
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 = 66372
316
+ CPU time = 0.00935316 secs
317
+ write_surf surf/geom.surf
318
+ surf elements = 200
319
+ CPU time = 0.00161164 secs
CylinderKnMa/Kn0p34/simulation0734_Kn0p34Ma5p3/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/Kn0p34/simulation0734_Kn0p34Ma5p3/output/lambdakn.300000.dat ADDED
The diff for this file is too large to render. See raw diff
 
CylinderKnMa/Kn0p34/simulation0734_Kn0p34Ma5p3/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 0.00244 0.060625 -0.060617 0.00095225 -2.6372e-05 -0.0016788 -0.00095255 -1.1412e-05 15.6 0 0
11
+ 129 -0.31871 0.38526 -0.30645 0.39508 0.13135 3.5797 2.2382 -2.7937 0.55528 0.44486 0.043878 -0.036894 962.91 0 0
12
+ 2 0.49975 -0.015705 0.49901 -0.031395 0.00249 0.061084 -0.061016 0.0028774 -7.9461e-06 -0.0001685 -0.00095852 4.255e-05 14.799 0 0
13
+ 130 -0.30645 0.39508 -0.29389 0.40451 0.12556 3.3999 2.0414 -2.7188 0.61137 0.45903 0.041667 -0.035496 933.22 0 0
14
+ 3 0.49901 -0.031395 0.49778 -0.047054 0.00266 0.064862 -0.064662 0.005089 0.00043281 0.0054994 -0.0010089 0.00016632 13.224 0 0
15
+ 131 -0.29389 0.40451 -0.28104 0.41354 0.11896 3.2254 1.8546 -2.6388 0.58116 0.40845 0.038259 -0.035034 866.88 0 0
16
+ 4 0.49778 -0.047054 0.49606 -0.062667 0.00272 0.066879 -0.066475 0.0073389 0.00040489 0.0036675 -0.0010378 0.00017288 15.986 0 0
17
+ 132 -0.28104 0.41354 -0.26791 0.42216 0.1127 3.0766 1.6891 -2.5714 0.58226 0.38247 0.035677 -0.034383 830.19 0 0
18
+ 5 0.49606 -0.062667 0.49384 -0.078217 0.00227 0.054369 -0.053827 0.0076607 0.00043717 0.0030717 -0.00083861 0.00016858 12.115 0 0
19
+ 133 -0.26791 0.42216 -0.25452 0.43037 0.10652 2.9088 1.5198 -2.4802 0.61036 0.37403 0.03346 -0.033082 815.07 0 0
20
+ 6 0.49384 -0.078217 0.49114 -0.093691 0.00225 0.054754 -0.053939 0.0094138 0.00019336 0.0011079 -0.00084419 0.00016527 10.935 0 0
21
+ 134 -0.25452 0.43037 -0.24088 0.43815 0.10057 2.742 1.3585 -2.3817 0.60058 0.34256 0.030772 -0.03203 750 0 0
22
+ 7 0.49114 -0.093691 0.48796 -0.10907 0.00225 0.056118 -0.054952 0.01138 0.00023206 0.0011206 -0.0008595 0.00019635 12.662 0 0
23
+ 135 -0.24088 0.43815 -0.227 0.4455 0.09375 2.5505 1.1934 -2.254 0.56724 0.30034 0.027656 -0.030687 692.85 0 0
24
+ 8 0.48796 -0.10907 0.48429 -0.12434 0.00232 0.057443 -0.055856 0.01341 -0.00067872 -0.0028271 -0.00088801 0.00016623 13.319 0 0
25
+ 136 -0.227 0.4455 -0.21289 0.45241 0.09018 2.4626 1.0834 -2.2115 0.60167 0.29476 0.026468 -0.030106 686.02 0 0
26
+ 9 0.48429 -0.12434 0.48015 -0.1395 0.00221 0.053777 -0.051871 0.01419 0.00045818 0.0016748 -0.00080756 0.0002492 11.698 0 0
27
+ 137 -0.21289 0.45241 -0.19857 0.45888 0.0838 2.2796 0.93807 -2.0776 0.5888 0.26585 0.023983 -0.028458 649.82 0 0
28
+ 10 0.48015 -0.1395 0.47553 -0.15451 0.00232 0.056928 -0.054411 0.016739 0.00094127 0.0030597 -0.00083987 0.00031098 13.978 0 0
29
+ 138 -0.19857 0.45888 -0.18406 0.46489 0.08029 2.1793 0.83398 -2.0134 0.58584 0.24266 0.022302 -0.027814 617.35 0 0
30
+ 11 0.47553 -0.15451 0.47044 -0.16937 0.00209 0.051448 -0.048674 0.016665 0.0013988 0.0040855 -0.00074257 0.00032593 12.283 0 0
31
+ 139 -0.18406 0.46489 -0.16937 0.47044 0.07237 1.9834 0.70108 -1.8553 0.55898 0.21122 0.019792 -0.025825 571.29 0 0
32
+ 12 0.47044 -0.16937 0.46489 -0.18406 0.00233 0.055437 -0.051858 0.019596 0.0022723 0.0060135 -0.00077886 0.00040225 12.703 0 0
33
+ 140 -0.16937 0.47044 -0.15451 0.47553 0.07095 1.9255 0.6237 -1.8217 0.55801 0.19105 0.018561 -0.025613 552.5 0 0
34
+ 13 0.46489 -0.18406 0.45888 -0.19857 0.00214 0.050595 -0.046743 0.019362 0.0026443 0.0063839 -0.00069268 0.00040439 11.689 0 0
35
+ 141 -0.15451 0.47553 -0.1395 0.48015 0.06399 1.7327 0.50948 -1.6561 0.52004 0.15999 0.016171 -0.0235 493.61 0 0
36
+ 14 0.45888 -0.19857 0.45241 -0.21289 0.00208 0.050102 -0.045663 0.020618 0.0032878 0.0072816 -0.00066561 0.00043823 10.991 0 0
37
+ 142 -0.1395 0.48015 -0.12434 0.48429 0.06292 1.6761 0.44227 -1.6167 0.5636 0.15418 0.0158 -0.022972 493.65 0 0
38
+ 15 0.45241 -0.21289 0.4455 -0.227 0.00221 0.051512 -0.046259 0.022662 0.0054135 0.01105 -0.00064158 0.00052953 12.689 0 0
39
+ 143 -0.12434 0.48429 -0.10907 0.48796 0.05638 1.5122 0.35302 -1.4704 0.49209 0.11814 0.013274 -0.021241 441.25 0 0
40
+ 16 0.4455 -0.227 0.43815 -0.24088 0.00194 0.044922 -0.0397 0.02102 0.0065634 0.012396 -0.00052049 0.00052488 11.034 0 0
41
+ 144 -0.10907 0.48796 -0.093691 0.49114 0.05381 1.4551 0.29507 -1.4249 0.51074 0.10577 0.012657 -0.020719 432.84 0 0
42
+ 17 0.43815 -0.24088 0.43037 -0.25452 0.00207 0.048086 -0.041769 0.023824 0.0053336 0.0093508 -0.0005723 0.00052109 12.949 0 0
43
+ 145 -0.093691 0.49114 -0.078217 0.49384 0.05062 1.345 0.23124 -1.3249 0.49004 0.085525 0.011329 -0.019468 403.14 0 0
44
+ 18 0.43037 -0.25452 0.42216 -0.26791 0.00211 0.046078 -0.039288 0.024076 0.011168 0.018225 -0.00044169 0.00066443 12.33 0 0
45
+ 146 -0.078217 0.49384 -0.062667 0.49606 0.04616 1.2213 0.17208 -1.2091 0.46792 0.066595 0.010053 -0.017946 370.41 0 0
46
+ 19 0.42216 -0.26791 0.41354 -0.28104 0.00207 0.047244 -0.039487 0.025938 0.0089369 0.013605 -0.00047985 0.00062111 14.181 0 0
47
+ 147 -0.062667 0.49606 -0.047054 0.49778 0.0429 1.1482 0.12599 -1.1412 0.46008 0.050793 0.0092056 -0.017128 354.81 0 0
48
+ 20 0.41354 -0.28104 0.40451 -0.29389 0.00202 0.044337 -0.036275 0.025494 0.013773 0.019597 -0.00035344 0.00070827 13.91 0 0
49
+ 148 -0.047054 0.49778 -0.031395 0.49901 0.0396 1.0499 0.082371 -1.0466 0.44524 0.035041 0.0082874 -0.015889 317.27 0 0
50
+ 21 0.40451 -0.29389 0.39508 -0.30645 0.00243 0.055512 -0.044392 0.033331 0.021245 0.028296 -0.00036358 0.00096799 17.292 0 0
51
+ 149 -0.031395 0.49901 -0.015705 0.49975 0.03631 0.96537 0.045475 -0.9643 0.41138 0.0194 0.007176 -0.014842 305.47 0 0
52
+ 22 0.39508 -0.30645 0.38526 -0.31871 0.00254 0.055929 -0.043649 0.034969 0.021283 0.026565 -0.00035131 0.00096654 16.634 0 0
53
+ 150 -0.015705 0.49975 0 0.5 0.03321 0.88714 0.013935 -0.88703 0.39726 0.0062406 0.0064587 -0.013835 285.25 0 0
54
+ 23 0.38526 -0.31871 0.37506 -0.33066 0.00278 0.063184 -0.048045 0.041035 0.023107 0.027055 -0.00039171 0.0010695 20.173 0 0
55
+ 151 0 0.5 0.015705 0.49975 0.03154 0.82352 -0.012935 -0.82341 0.38675 -0.0060755 0.0058716 -0.013029 266.01 0 0
56
+ 24 0.37506 -0.33066 0.36448 -0.34227 0.00296 0.068274 -0.050497 0.045949 0.02801 0.030783 -0.00035321 0.0012052 24.338 0 0
57
+ 152 0.015705 0.49975 0.031395 0.49901 0.0302 0.78027 -0.036756 -0.7794 0.36429 -0.01718 0.0051447 -0.012512 247.97 0 0
58
+ 25 0.36448 -0.34227 0.35355 -0.35355 0.00289 0.065143 -0.046781 0.045334 0.030264 0.03123 -0.00025944 0.0012026 23.977 0 0
59
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+ 99 -0.49901 -0.031395 -0.49975 -0.015705 0.26822 7.2971 7.289 0.34374 0.0027352 -0.058 0.11453 0.0044882 1803.9 0 0
181
+ 100 -0.49975 -0.015705 -0.5 0 0.26893 7.341 7.3401 0.11531 0.0005403 -0.034394 0.1153 0.0012709 1797.1 0 0
182
+ 101 -0.5 0 -0.49975 0.015705 0.26822 7.2252 7.2243 -0.11349 0.00024059 0.015315 0.11348 -0.001542 1742.8 0 0
183
+ 102 -0.49975 0.015705 -0.49901 0.031395 0.2734 7.4058 7.3976 -0.34886 0.001905 0.040396 0.11623 -0.0048452 1811.5 0 0
184
+ 103 -0.49901 0.031395 -0.49778 0.047054 0.26542 7.1945 7.1723 -0.56448 0.0084833 0.10779 0.11279 -0.0071733 1760.3 0 0
185
+ 104 -0.49778 0.047054 -0.49606 0.062667 0.26563 7.2117 7.1681 -0.79137 0.01892 0.17138 0.11289 -0.0097384 1766.2 0 0
186
+ 105 -0.49606 0.062667 -0.49384 0.078217 0.2644 7.1968 7.125 -1.014 0.029435 0.20682 0.11238 -0.012679 1769.3 0 0
187
+ 106 -0.49384 0.078217 -0.49114 0.093691 0.26021 7.0974 6.9917 -1.2202 0.040745 0.23346 0.11046 -0.0155 1739.5 0 0
188
+ 107 -0.49114 0.093691 -0.48796 0.10907 0.25959 7.0323 6.8862 -1.4261 0.061213 0.29559 0.10913 -0.017757 1743.9 0 0
189
+ 108 -0.48796 0.10907 -0.48429 0.12434 0.25683 6.963 6.7706 -1.6255 0.074693 0.31112 0.10752 -0.020645 1706.5 0 0
190
+ 109 -0.48429 0.12434 -0.48015 0.1395 0.25031 6.822 6.5802 -1.8001 0.10152 0.3711 0.10495 -0.022446 1712.7 0 0
191
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192
+ 111 -0.47553 0.15451 -0.47044 0.16937 0.24076 6.5776 6.223 -2.1306 0.14786 0.43187 0.10007 -0.026683 1658.4 0 0
193
+ 112 -0.47044 0.16937 -0.46489 0.18406 0.23782 6.5239 6.1027 -2.306 0.16131 0.4269 0.098392 -0.029516 1679.3 0 0
194
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195
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196
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197
+ 116 -0.4455 0.227 -0.43815 0.24088 0.21908 5.9471 5.2558 -2.7828 0.2982 0.56321 0.087239 -0.034864 1515.2 0 0
198
+ 117 -0.43815 0.24088 -0.43037 0.25452 0.21154 5.733 4.9798 -2.8405 0.32782 0.57473 0.083369 -0.035588 1462.7 0 0
199
+ 118 -0.43037 0.25452 -0.42216 0.26791 0.20342 5.5825 4.7598 -2.9168 0.33612 0.5485 0.080044 -0.0372 1443 0 0
200
+ 119 -0.42216 0.26791 -0.41354 0.28104 0.199 5.4141 4.5251 -2.9724 0.38787 0.59047 0.07717 -0.037414 1377.9 0 0
201
+ 120 -0.41354 0.28104 -0.40451 0.29389 0.18981 5.1423 4.2071 -2.9568 0.39046 0.55557 0.072216 -0.037717 1286.8 0 0
202
+ 121 -0.40451 0.29389 -0.39508 0.30645 0.18786 5.0983 4.0771 -3.0611 0.40149 0.53473 0.070346 -0.039683 1282 0 0
203
+ 122 -0.39508 0.30645 -0.38526 0.31871 0.17793 4.8177 3.7599 -3.0122 0.46562 0.58118 0.066371 -0.038185 1238 0 0
204
+ 123 -0.38526 0.31871 -0.37506 0.33066 0.17158 4.6639 3.5464 -3.0289 0.46201 0.54094 0.062962 -0.03908 1227 0 0
205
+ 124 -0.37506 0.33066 -0.36448 0.34227 0.16456 4.4834 3.316 -3.0174 0.48552 0.53358 0.059712 -0.039014 1157.7 0 0
206
+ 125 -0.36448 0.34227 -0.35355 0.35355 0.15677 4.2808 3.0742 -2.9791 0.51564 0.5321 0.056386 -0.038436 1134.2 0 0
207
+ 126 -0.35355 0.35355 -0.34227 0.36448 0.1523 4.1497 2.8878 -2.98 0.50168 0.48617 0.05324 -0.039171 1059.1 0 0
208
+ 127 -0.34227 0.36448 -0.33066 0.37506 0.14566 3.9528 2.6603 -2.9236 0.55238 0.50263 0.050462 -0.038027 1036.1 0 0
209
+ 128 -0.33066 0.37506 -0.31871 0.38526 0.1362 3.7076 2.4079 -2.8193 0.56616 0.48355 0.046715 -0.036688 990.62 0 0
CylinderKnMa/Kn0p34/simulation0734_Kn0p34Ma5p3/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/Kn0p34/simulation0734_Kn0p34Ma5p3/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/Kn0p34/simulation0734_Kn0p34Ma5p3/slurm-28429765.out ADDED
@@ -0,0 +1,205 @@
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
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 66372 child grid cells
6
+ CPU time = 0.0997683 secs
7
+ create/ghost percent = 1.13874 98.8613
8
+ Balance grid migrated 66244 cells
9
+ CPU time = 0.0925253 secs
10
+ reassign/sort/migrate/ghost percent = 60.2896 0.0328451 8.68963 30.9879
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
+ 374 0 = cells overlapping surfs, overlap cells with unmarked corner pts
18
+ 59296 6702 374 = cells outside/inside/overlapping surfs
19
+ 374 = surf cells with 1,2,etc splits
20
+ 109.214731023047 109.214731023047 = cell-wise and global flow volume
21
+ CPU time = 0.101962 secs
22
+ read/check/sort/surf2grid/ghost/inout/particle percent = 26.4725 21.3585 2.49371 21.2943 28.3811 6.26692 0.169788
23
+ surf2grid time = 0.0217121 secs
24
+ map/comm1/comm2/comm3/comm4/split percent = 13.3959 24.6079 4.9665 1.83776 12.3559 6.95294
25
+ Balance grid migrated 1906 cells
26
+ CPU time = 0.039749 secs
27
+ reassign/sort/migrate/ghost percent = 7.28261 0.0696119 21.737 70.9107
28
+ Creating particles ...
29
+ WARNING: Created unexpected # of particles: 453485 versus 453486 (../create_particles.cpp:346)
30
+ Created 453485 particles
31
+ CPU time = 0.0135862 secs
32
+ Memory usage per proc in Mbytes:
33
+ particles (ave,min,max) = 1.6084 0 1.6875
34
+ grid (ave,min,max) = 3.23499 1.51379 5.26379
35
+ surf (ave,min,max) = 0.0205994 0.0205994 0.0205994
36
+ total (ave,min,max) = 4.86398 3.22189 6.97189
37
+ Step CPU Np Natt Ncoll Nscoll Npave Nscollave
38
+ 0 0 453485 0 0 0 0 0
39
+ 10000 13.163397 505601 7350 6442 19 478144.41 15.9129
40
+ 20000 27.237008 506940 7264 6398 19 492707.65 16.1309
41
+ 30000 41.7982 508480 7281 6347 16 497626.29 16.1896
42
+ 40000 55.716956 507228 7407 6498 15 500127.63 16.2396
43
+ 50000 70.562388 506182 7307 6381 15 501613.45 16.24
44
+ 60000 85.132667 507097 7268 6368 13 502520.37 16.2593
45
+ 70000 99.443177 507737 7444 6506 12 503292.95 16.267543
46
+ 80000 113.16135 507380 7477 6520 20 503836.2 16.26755
47
+ 90000 128.12009 508245 7368 6458 13 504269.37 16.278778
48
+ 100000 142.52133 507414 7321 6410 14 504634.02 16.27987
49
+ 110000 156.60206 508120 7367 6403 9 504874.71 16.282255
50
+ 120000 170.2234 506638 7315 6378 20 505089.77 16.284333
51
+ 130000 184.39743 507706 7420 6535 7 505277.84 16.286331
52
+ 140000 199.45923 507279 7229 6296 18 505450.67 16.286521
53
+ 150000 213.10693 506896 7347 6416 20 505562.29 16.286233
54
+ 160000 227.32666 506676 7254 6359 8 505671.69 16.291806
55
+ 170000 241.05394 507140 7202 6309 11 505764.68 16.290406
56
+ 180000 256.36926 507888 7385 6467 11 505867.56 16.291633
57
+ 190000 270.3736 507131 7270 6311 24 505955.32 16.291411
58
+ 200000 284.25099 507050 7330 6419 12 506003.76 16.28901
59
+ Loop time of 284.252 on 128 procs for 200000 steps with 507050 particles
60
+
61
+ MPI task timing breakdown:
62
+ Section | min time | avg time | max time |%varavg| %total
63
+ ---------------------------------------------------------------
64
+ Move | 0.022283 | 12.371 | 81.375 | 461.7 | 4.35
65
+ Coll | 0.34105 | 10.666 | 93.024 | 459.8 | 3.75
66
+ Sort | 0.11477 | 2.136 | 15.264 | 196.8 | 0.75
67
+ Comm | 57.857 | 90.589 | 101.11 | 93.4 | 31.87
68
+ Modify | 0.019043 | 0.1195 | 2.433 | 99.4 | 0.04
69
+ Output | 0.003809 | 0.010725 | 0.012451 | 1.2 | 0.00
70
+ Other | | 168.4 | | | 59.23
71
+
72
+ Particle moves = 101200752464 (101B)
73
+ Cells touched = 105726432447 (106B)
74
+ Particle comms = 205631291 (206M)
75
+ Boundary collides = 0 (0K)
76
+ Boundary exits = 19858523 (19.9M)
77
+ SurfColl checks = 189000640 (189M)
78
+ SurfColl occurs = 3257802 (3.26M)
79
+ Surf reactions = 0 (0K)
80
+ Collide attempts = 1707815193 (1.71B)
81
+ Collide occurs = 1336173257 (1.34B)
82
+ Gas reactions = 0 (0K)
83
+ Particles stuck = 0
84
+ Axisymm bad moves = 0
85
+
86
+ Particle-moves/CPUsec/proc: 2.78145e+06
87
+ Particle-moves/step: 506004
88
+ Cell-touches/particle/step: 1.04472
89
+ Particle comm iterations/step: 1
90
+ Particle fraction communicated: 0.00203191
91
+ Particle fraction colliding with boundary: 0
92
+ Particle fraction exiting boundary: 0.000196229
93
+ Surface-checks/particle/step: 0.00186758
94
+ Surface-collisions/particle/step: 3.21915e-05
95
+ Surface-reactions/particle/step: 0
96
+ Collision-attempts/particle/step: 0.0168755
97
+ Collisions/particle/step: 0.0132032
98
+ Gas-reactions/particle/step: 0
99
+
100
+ Particles: 3961.33 ave 27771 max 0 min
101
+ Histogram: 84 16 6 10 2 6 0 1 1 2
102
+ Cells: 518.531 ave 519 max 518 min
103
+ Histogram: 60 0 0 0 0 0 0 0 0 68
104
+ GhostCell: 13340.3 ave 24514 max 724 min
105
+ Histogram: 22 8 12 10 17 3 6 4 16 30
106
+ EmptyCell: 0 ave 0 max 0 min
107
+ Histogram: 128 0 0 0 0 0 0 0 0 0
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) = 1.6875 0 3.375
114
+ grid (ave,min,max) = 3.23499 1.51379 5.26379
115
+ surf (ave,min,max) = 0.0205994 0.0205994 0.0205994
116
+ total (ave,min,max) = 5.11741 3.39595 7.14645
117
+ Step CPU Np Natt Ncoll Nscoll Npave Nscollave
118
+ 200000 0 507050 7330 6419 0 0 0
119
+ 210000 26.48314 506448 7375 6479 11 507222.63 16.2832
120
+ 220000 52.498508 506858 7370 6441 16 507097.44 16.27215
121
+ 230000 77.643667 507404 7433 6472 11 507159.04 16.269233
122
+ 240000 104.59819 507189 7420 6477 18 507210.26 16.288125
123
+ 250000 130.05932 506716 7307 6360 18 507194.08 16.27348
124
+ 260000 156.31292 507200 7315 6376 12 507179.06 16.284683
125
+ 270000 183.31685 507522 7421 6556 17 507240.37 16.298829
126
+ 280000 209.50731 507219 7400 6501 9 507331.15 16.294412
127
+ 290000 235.97669 508008 7319 6410 15 507335.43 16.295722
128
+ 300000 261.61032 507654 7320 6412 21 507387.73 16.30147
129
+ Loop time of 261.611 on 128 procs for 100000 steps with 507654 particles
130
+
131
+ MPI task timing breakdown:
132
+ Section | min time | avg time | max time |%varavg| %total
133
+ ---------------------------------------------------------------
134
+ Move | 0.012701 | 6.2391 | 41.008 | 327.0 | 2.38
135
+ Coll | 0.17044 | 5.3854 | 47.989 | 329.2 | 2.06
136
+ Sort | 0.065751 | 1.0875 | 7.5185 | 139.0 | 0.42
137
+ Comm | 35.808 | 52.563 | 58.383 | 63.1 | 20.09
138
+ Modify | 2.362 | 17.263 | 107.51 | 504.4 | 6.60
139
+ Output | 0.037294 | 0.048176 | 0.065653 | 5.3 | 0.02
140
+ Other | | 179 | | | 68.43
141
+
142
+ Particle moves = 50738772605 (50.7B)
143
+ Cells touched = 53006540772 (53B)
144
+ Particle comms = 103020931 (103M)
145
+ Boundary collides = 0 (0K)
146
+ Boundary exits = 9953965 (9.95M)
147
+ SurfColl checks = 94584915 (94.6M)
148
+ SurfColl occurs = 1630147 (1.63M)
149
+ Surf reactions = 0 (0K)
150
+ Collide attempts = 860328350 (860M)
151
+ Collide occurs = 673075851 (673M)
152
+ Gas reactions = 0 (0K)
153
+ Particles stuck = 0
154
+ Axisymm bad moves = 0
155
+
156
+ Particle-moves/CPUsec/proc: 1.51522e+06
157
+ Particle-moves/step: 507388
158
+ Cell-touches/particle/step: 1.04469
159
+ Particle comm iterations/step: 1
160
+ Particle fraction communicated: 0.00203042
161
+ Particle fraction colliding with boundary: 0
162
+ Particle fraction exiting boundary: 0.000196181
163
+ Surface-checks/particle/step: 0.00186415
164
+ Surface-collisions/particle/step: 3.21282e-05
165
+ Surface-reactions/particle/step: 0
166
+ Collision-attempts/particle/step: 0.016956
167
+ Collisions/particle/step: 0.0132655
168
+ Gas-reactions/particle/step: 0
169
+
170
+ Particles: 3966.05 ave 27595 max 0 min
171
+ Histogram: 84 16 6 10 2 6 0 0 2 2
172
+ Cells: 518.531 ave 519 max 518 min
173
+ Histogram: 60 0 0 0 0 0 0 0 0 68
174
+ GhostCell: 13340.3 ave 24514 max 724 min
175
+ Histogram: 22 8 12 10 17 3 6 4 16 30
176
+ EmptyCell: 0 ave 0 max 0 min
177
+ Histogram: 128 0 0 0 0 0 0 0 0 0
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 = 66372
184
+ CPU time = 0.00935316 secs
185
+ Writing surface file ...
186
+ surf elements = 200
187
+ CPU time = 0.00161164 secs
188
+ Processing 4 grid chunk(s).
189
+ Completed grid chunk number: 3
190
+ Completed grid chunk number: 2
191
+ Completed grid chunk number: 1
192
+ Completed grid chunk number: 0
193
+
194
+ Done in 0:00:10 (wall clock time)
195
+
196
+ Processing 4 grid chunk(s).
197
+ Completed grid chunk number: 3
198
+ Completed grid chunk number: 2
199
+ Completed grid chunk number: 1
200
+ Completed grid chunk number: 0
201
+
202
+ Done in 0:00:09 (wall clock time)
203
+
204
+ Processing SPARTA surface information.
205
+ Processing dump result file: ['./output/surf.300000.dat']
CylinderKnMa/Kn0p34/simulation0734_Kn0p34Ma5p3/surf/Surf_300000.vtu ADDED
@@ -0,0 +1,38 @@
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
 
1
+ <?xml version="1.0"?>
2
+ <VTKFile type="UnstructuredGrid" version="0.1" byte_order="LittleEndian" header_type="UInt32" compressor="vtkZLibDataCompressor">
3
+ <UnstructuredGrid>
4
+ <Piece NumberOfPoints="400" NumberOfCells="200" >
5
+ <PointData>
6
+ </PointData>
7
+ <CellData>
8
+ <DataArray type="Float64" Name="id" format="appended" RangeMin="1" RangeMax="200" offset="0" />
9
+ <DataArray type="Float64" Name="v1x" format="appended" RangeMin="-0.5" RangeMax="0.5" offset="432" />
10
+ <DataArray type="Float64" Name="v1y" format="appended" RangeMin="-0.5" RangeMax="0.5" offset="1468" />
11
+ <DataArray type="Float64" Name="v2x" format="appended" RangeMin="-0.5" RangeMax="0.5" offset="2476" />
12
+ <DataArray type="Float64" Name="v2y" format="appended" RangeMin="-0.5" RangeMax="0.5" offset="3508" />
13
+ <DataArray type="Float64" Name="f_2[1]" format="appended" RangeMin="0.00171" RangeMax="0.2734" offset="4512" />
14
+ <DataArray type="Float64" Name="f_2[2]" format="appended" RangeMin="0.04198" RangeMax="7.4058" offset="6420" />
15
+ <DataArray type="Float64" Name="f_2[3]" format="appended" RangeMin="-0.11023" RangeMax="7.3976" offset="8484" />
16
+ <DataArray type="Float64" Name="f_2[4]" format="appended" RangeMin="-3.0611" RangeMax="3.0372" offset="10584" />
17
+ <DataArray type="Float64" Name="f_2[5]" format="appended" RangeMin="-0.00067872" RangeMax="0.61137" offset="12648" />
18
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AQAAAACAAABABgAA+AUAAA==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AQAAAACAAABABgAAFAYAAA==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AQAAAACAAABABgAA+AUAAA==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AQAAAACAAABABgAADAYAAA==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AQAAAACAAABABgAAMQYAAA==eJwtk3k8FHgDhydkskkWsUpyrPOThqx3KvF13xNCSochud4wSTk2NbWYZBwNixAyTWJCyD36Katdb72OV+utqeTqQmy1jsrx7vt+3j+fv55/nkdzKIl7+W/uZP+BVukboe6E+cRDo4zjQUJyBmyfUjwJs2KDbVeCKzGpSdmRU+FKLobIbJcwdCMm4S5/GqoySNou+VeM0y7EfilUxTfZlShKNU9r+DgRx8gfNqcnO5O5eYPPxXUOpNDYKe9Srz15I6GYObfanmTI8zppctZE6Z7z+KMOGxLk/XKj98fdpLkwV44bDWJ1tdmi3YBO/n2q1Oz5AJ3E7vhzliJNJx3eTfx/CncSzsLa4BEdOpHua/CoppiQAKlf7XomNxMd2t1K4Ts98sAh7bO4RosYOiXyQ36RJsap1kmBBkN3j6lKhlDEatDWumiW/lgff5TbKGYv/QD1IzYPn6WboTp6g3OnjRV04g2btjTaY2S4dF4g4Qi7QtlD+5U9MHp1+3vPSE/MU17kmT7zwWUFZZZhlR90onSGz2T6w/7mGt33iwFgREhZ0FhB2Jud7D0nEYoErbFbY15/R2JI+G/bqCzEirqj+ruj0eOufHR1UAw4mvoRzIBYJNCVlaSPJcDw0aDPc8VzEB/+etjUm41DpdOMzbPnURpZ2mH+OQkf2HUGvnEciG/uodYVX8JbBbn2rs40TLmPntR7komb3HMlJ0ay8PBCKi7tyoaw3o+ZmZoD0anl93X+eZjZl/t2a30+dihZHqRSC1HdKvd7TtBVbDUcjeFVFSM8JF+8l3oNJ3ivM8MiyhA8F8/9+IiPo1fOpsZNXkdxLzvBNPwGtjBmg5b7y8E2qjkUVViB2w+exkixhBDMp9dY1N+CyLfKbUFQDael2W/WTtfAhXlSrlimFk3xY9eNZ2rh/2OwM7ugDvptV/ozU+ohMRv8+MzPd/CPz4EzXSoNYPlTe1Q9G5FYo7lj21gjPjzpDTTgNWGx4sO/GIHNMOQaSe3Ub8Gi2QG+elkLntpk/aQQ3Ap6qjXzVV8rsi4aXLajtcGH81yWPtyGVRwPQfB6EYKVHhpVpYggEJePmUi2Y5VxsbXtighRtDDuoGc7+LxdqxhJ7bBc3REnva4d3JC+Ptxrx7jYw6TnpQiz19ZOHHwtQnJsy8WZX0SQ105y3OQowriJ5M8fZtogiq+0jUxpwwGVpn7KUCsCUqk5jJZWHEhz/0vVghdaxoN04xZYgiuvHtEM3pp05tiXJiwXXVg8Pt6ISe5MmqtPI6rl2M1C3wZ01FskdCbegVe8+f2we/UQxSGSnKlDL+e/Q9bhk3pIwe2l2/BaM67gqH4bgckHLXm8aqhmvDEtHbqF8tyqWXsbIVAZQPQGK5CnFutCnSyHtxr1iFHsDfRuECQxfQT4YpAhWZPLh643K87argyqXdGuQs1r2FXLmau9UIIiFb27Ys8i/C+LjYUo7+GPrmTkw/T6pVGfwVzQu8bK/Oxy8PHKVEn5qmwoymezNDOzcPrEpnXDRln42v3dlmBaGmjKKb+9m0yFUf4C/6YpB4+s+/orc5MwuTu5KVB8ARroWPm6wP5/l4kY+PaYEismAYVBBSX9snFYvjM3VqhwCv7tViufJqKRkEOZ1NvLwkm1bfr3d4dj8yZdMhERCqWGTFZDxTEEvtXqxdqjSHfbFCZ1mono86xKv9j92EtVT9Lp3Ifvl6Nj3xR4wem4eGfaaxd0/35YsVbWBW32S+fvzFvh2ew+huCpOSzWT/eII+h4d626yE+GhlE9aVresC78tPWal/I0sOX+Wb5wRBJu7wZkpvw0iL3rktXolAahf6kRJnZRSDFt/aLaC2MyJzl+vLHblOgODKwzSzEmL1W+PI7aRidVlIVvztmZE02Hq5+2y1kSiqyv86FqcyL+yA4t2m1OXk/YTnun2BBp7QABP9+WrLyJ/tH4gS05m7F1Ssi3Jqfm7qZsDHIgKYqjz1bnOJI/jvy0UMJ2ICXy34aNDDiRyC5RbsUtF1LRzwuqoLsSSntrzAvBHmLgxtUe8nIjbfKvJlz9GURGarvWtMUe8t3RtsGdAX9xtjj6YYELUU6QO/14lEEuD8dJ7We6k/8AZdr5RA==AQAAAACAAABABgAAMQYAAA==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AQAAAACAAABABgAA6QMAAA==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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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_AQAAAACAAACgWgAAmxAAAA==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AQAAAACAAACgWgAAjAIAAA==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AQAAAACAAACgWgAAAkwAAA==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eJztwSEBAAAAwyC9/oUf4hYoAADgMdglZfU=
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27
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