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CylinderKnMa/Kn0p06/simulation0020_Kn0p06Ma3p9/Lambda/Lambda_300000.pvtu

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CylinderKnMa/Kn0p06/simulation0020_Kn0p06Ma3p9/Lambda/Lambda_31_300000.vtu

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AQAAAACAAAAgZwAAwQEAAA==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AQAAAACAAAAgZwAA5wIAAA==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AQAAAACAAAAgZwAAtj0AAA==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AQAAAACAAAAgZwAABxEAAA==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eJztwTENAAAAw6C7/g3PxwIUAADAjwE0gnQF
+  </AppendedData>
+</VTKFile>

CylinderKnMa/Kn0p06/simulation0020_Kn0p06Ma3p9/Lambda/Lambda_39_300000.vtu

@@ -0,0 +1,27 @@
+<?xml version="1.0"?>
+<VTKFile type="UnstructuredGrid" version="0.1" byte_order="LittleEndian" header_type="UInt32" compressor="vtkZLibDataCompressor">
+  <UnstructuredGrid>
+    <Piece NumberOfPoints="3434"                 NumberOfCells="3300"                >
+      <PointData>
+      </PointData>
+      <CellData>
+        <DataArray type="Float64" Name="id" format="appended" RangeMin="293901"               RangeMax="366500"               offset="0"                   />
+        <DataArray type="Float64" Name="xc" format="appended" RangeMin="5.5123"               RangeMax="5.9925"               offset="5988"                />
+        <DataArray type="Float64" Name="yc" format="appended" RangeMin="1.0135"               RangeMax="2.5"                  offset="6612"                />
+        <DataArray type="Float64" Name="c_6[1]" format="appended" RangeMin="0.0013272"            RangeMax="0.0021347"            offset="7668"                />
+        <DataArray type="Float64" Name="c_6[2]" format="appended" RangeMin="0.08844"              RangeMax="0.14225"              offset="33648"               />
+      </CellData>
+      <Points>
+        <DataArray type="Float32" Name="Points" NumberOfComponents="3" format="appended" RangeMin="5.5959446386"         RangeMax="6.5028912167"         offset="57808"               />
+      </Points>
+      <Cells>
+        <DataArray type="Int64" Name="connectivity" format="appended" RangeMin=""                     RangeMax=""                     offset="67588"               />
+        <DataArray type="Int64" Name="offsets" format="appended" RangeMin=""                     RangeMax=""                     offset="89452"               />
+        <DataArray type="UInt8" Name="types" format="appended" RangeMin=""                     RangeMax=""                     offset="95288"               />
+      </Cells>
+    </Piece>
+  </UnstructuredGrid>
+  <AppendedData encoding="base64">
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AQAAAACAAAAgZwAAwQEAAA==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AQAAAACAAAAgZwAABQMAAA==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AQAAAACAAAAgZwAAC0wAAA==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BAAAAACAAACAHAAAyRMAAL8TAAC9EwAAqQQAAA==eJxd3UUURWXdR2Fv0N3d3d2t2Ilgo4IdGNgoKrZigN0KiIpigS0GKnYHKGBgYLdiAMo3+M4zePeZ/Nbaa0/3f3LWufdmN/v/ZzbtdtNuGz6fdvt4+GLaHeLhy2l3jIevMO1O8fAVp905Hr7StLvEw1eedtd4+CrT7hYPX3Xa3ePhq027Rzx89Wn3jIevMe1e8fA1p907Hr7WtPvEw9eedt94+DrT7hcPX3fa/ePh6017QDx8/WkPjIdvMO1B8fANpz04Hr7RtIfEwzee9tB4+CbTHhYP33Taw+Phm017RDx882mPjIdvMe1R8fAtpz06Hr7VtMfEw7ee9ubx8G2mvUU8d0Dvt5z22HC93yoervdbx8P1fpt4uN5vGw/X++3i4Xq/fTxc73eIh+v9jvFwvd8pHq73O8fD9X6XeLjej4uH6/2u8XC9Hx8P1/sJ8XC93y0erve7x8P1fo94uN7vGQ/X+73i4Xq/dzxc7/eJh+v9xHi43u8bD9f7/eLher9/PFzvJ8XD9X5yPPzoaR8QD9f7A+Phen9QPNxdeHA8d0DvD532IeF6f1g8XO8Pj4fr/RHxcL0/Mh6u91Pi4Xp/VDxc74+Oh+v9MfFwvT82Hq73U+Phen9cPFzvj4+H6/0J8XC9PzEervcnxcP1/uR4uN6fEg/X+2nxcL0/NR6u96fFw/V+ejxc70+Ph+v9GfFwvT8zHq73M+Lhen9WPPykaZ8dD9f7c+Lhen9uPFzvz4uH6/358XB34QXx3AG9v2jaF4br/cx4uN5fHA/X+0vi4Xp/aTxc7y+Lh+v9rHi43s+Oh+v95fFwvb8iHq73V8bD9f6qeLjeXx0P1/tr4uF6f208XO+vi4fr/fXxcL2/IR6u9zfGw/X+pni43t8cD9f7W+Lhen9rPFzv58TD9X5uPPyMac+Lh+v9bfFwvZ8fD9f72+Phen9HPFzv74yH6/2CeLi78K547oDeL5z23eF6f088XO/vjYfr/X3xcL2/Px6u9w/Ew/V+UTxc7xfHw/X+wXi43j8UD9f7h+Phev9IPFzvH42H6/1j8XC9fzwervdPxMP1fkk8XO+fjIfr/VPxcL1/Oh6u98/Ew/V+aTxc75+Nh58z7efi4Xr/fDxc75fFw/X+hXi43r8YD9f7l+Lhev9yPFzvX4mH6/2r8XB34Wvx3AG9f2Par4fr/ZvxcL1/Kx6u92/Hw/X+nXi43r8bD9f79+Lhev9+PFzvl8fD9X5FPFzvP4iH6/2H8XC9XxkP1/tV8XC9Xx0P1/uP4uF6/3E8XO8/iYfr/afxcL1fEw/X+8/i4ZdO+/N4uN5/EQ/X+y/j4Xq/Nh6u91/Fw/X+63i43n8TD9f7b+Phev9dPFzvv4+H6/0P8XB34Y/x3AG9/3naP4Xr/S/xcL3/NR6u97/Fw/X+93i43v8RD9f7dfFwvf8zHq73f8XD9f7veLje/xMP1/v18XC93xAP1/uN8XC9/zcervf/xcP1flM8XO9eaN0UrvfZbPTwa6adz0YP1/tiNnq43pez0cP1vsJs9HC9rzgbPVzvK81GD9f7yrPRw/W+ymz0cL2vOhs9XO+rzUYP1/vqs9HD9b7GbPRwva85Gz3cXVhrNnrugN7Xmfjas5Hrfd3Z6OF6X282erje15+NHq73DWajh+t9w9no4XrfaDZ6uN43no0ervdNZqOH633T2ejhet9sNnq43jefjR6u9y1mo4frfcvZ6OF632o2erjet56NHq73bWajh+t929no4XrfLh6u9+3j4XrfIR6u9x3j4XrfKR6u953j4XrfJR6u913j4XrfLR6u993j4XrfIx6u9z3j4XrfKx6u973j4e7CPvHcAb3vN+2+4XrfPx6u9wPi4Xo/MB6u94Pi4Xo/OB6u90Pi4Xo/NB6u98Pi4Xo/PB6u9yPi4Xo/Mh6u96Pi4Xo/Oh6u92Pi4Xq/eTxc77eIh+v92Hi43m8ZD9f7reLher91PFzvt4mH6/228XC93y4ervfbx8P1fod4uN7vGA/X+53i4Xq/czxc73eJh+v9uHi43u8aD3cXjo/nDuj9btOeEK73u8fD9X6PeLje7xkP1/u94uF6v3c8XO/3iYfr/cR4uN7vGw/X+/3i4Xq/fzxc7yfFw/V+cjxc7w+Ih+v9gfFwvT8oHq73B8fD9f6QeLjeHxoP1/vD4uF6f3g8XO+PiIfr/ZHxcL2fEg/X+6Pi4Xp/dDxc74+Jh+v9sfFwvZ8aD9f74+Lhen98PFzvT4iHuwtPjOcO6P3J0z4pXO9PiYfr/bR4uN6fGg/X+9Pi4Xo/PR6u96fHw/X+jHi43p8ZD9f7GfFwvT8rHq73Z8fD9f6ceLjenxsP1/vz4uF6f348XO8viIfr/YXxcL2/KB6u9zPj4Xp/cTxc7y+Jh+v9pfFwvb8sHq73s+Lhej87Hq73l8fD9f6KeLjeXxkP1/ur4uF6f3U8XO+viYe7C6+N5w7o/fXTvi5c72+Ih+v9jfFwvb8pHq73N8fD9f6WeLje3xoP1/s58XC9nxsP1/t58XC9vy0ervfz4+F6f3s8XO/viIfr/Z3xcL1fEA/X+7vi4Xp/dzxc7xfGw/X+nni43t8bD9f7++Lhen9/PFzvH4iH6/2ieLjeL46H6/2D8XC9fygervcPx8P1/pF4uN4/Gg/X+8fi4e7Cx+O5A3q/ZNpPhOv9k/FwvX8qHq73T8fD9f6ZeLjeL42H6/2z8XC9fy4ervfPx8P1flk8XO9fiIfr/YvxcL1/KR6u9y/Hw/X+lXi43r8aD9f71+Lhev96PFzv34iH6/2b8XC9fyservdvx8P1/p14uN6/Gw/X+/fi4Xr/fjxc75fHw/V+RTxc7z+Ih+v9h/FwvV8ZD9f7VfFwd+HqeO6A3n887Y/C9f6TeLjefxoP1/s18XC9/ywervefx8P1/ot4uN5/GQ/X+7XxcL3/Kh6u91/Hw/X+m3i43n8bD9f77+Lhev99PFzvf4iH6/2P8XC9/ykervc/x8P1/pd4uN7/Gg/X+9/i4Xr/ezxc7/+Ih+v9uni43v8ZD9f7v+Lhev93PFzv/4mH6/36eLjeb4iH6/3GeLi78N947oDeb5r2f+F698HmTeF6n81HD9f7fD56uN4X89HD9b6cjx6u9xXmo4frfcX56OF6X2k+erjeV56PHq73Veajh+t91fno4XpfbT56uN5Xn48ervc15qOH633N+ejhel9rPnq43teejx6u93Xmo4frfd356OF6X28+erje15+PHq73Deajh+t9w/no4XrfaD56uN43no8ervdN5qOH633T+ejhet9sPnq43jefjx6u9y3mo4frfcv56OHuwlbz0XMH9L7NxLfOHdD7tvPRw/W+XTxc79vHw/W+Qzxc7zvGw/W+Uzxc7zvHw/W+Szxc77vGw/W+Wzxc77vHw/W+Rzxc73vGw/W+Vzxc73vHw/W+Tzxc7/vGw/W+Xzxc7/vHw/V+QDxc7wfGw/V+UDxc7wfHw/V+SDxc74fGw/V+WDxc74fHw/V+RDxc70fGw/V+VDxc70fHw92FY+K5A3q/xbQ3D9f7sfFwvd8yHq73W8XD9X7reLjebxMP1/tt4+F6v108XO+3j4fr/Q7xcL3fMR6u9zvFw/V+53i43u8SD9f7cfFwvd81Hq734+Phej8hHq73u8XD9X73eLje7xEP1/s94+F6v1c8XO/3jofr/T7xcL2fGA/X+33j4Xq/Xzxc7/ePh+v9pHi43k+Oh+v9AfFwd+GB8dwBvT942geF6/0h8XC9PzQerveHxcP1/vB4uN4fEQ/X+yPj4Xo/JR6u90fFw/X+6Hi43h8TD9f7Y+Phej81Hq73x8XD9f74eLjenxAP1/sT4+F6f1I8XO9Pjofr/SnxcL2fFg/X+1Pj4Xp/Wjxc76fHw/X+9Hi43p8RD9f7M+Phej8jHq73Z8XD9f7seLjenxMP1/tz4+HuwvPiuQN6f8G0zw/X+wvj4Xp/UTxc72fGw/X+4ni43l8SD9f7S+Phen9ZPFzvZ8XD9X52PFzvL4+H6/0V8XC9vzIervdXxcP1/up4uN5fEw/X+2vj4Xp/XTxc76+Ph+v9DfFwvb8xHq73N8XD9f7meLje3xIP1/tb4+F6Pycervdz4+F6Py8erve3xcP1fn48XO9vj4fr/R3xcHfhnfHcAb2/a9oLwvX+7ni43i+Mh+v9PfFwvb83Hq7398XD9f7+eLjePxAP1/tF8XC9XxwP1/sH4+F6/1A8XO8fjofr/SPxcL1/NB6u94/Fw/X+8Xi43j8RD9f7JfFwvX8yHq73T8XD9f7peLjePxMP1/ul8XC9fzYervfPxcP1/vl4uN4vi4fr/QvxcL1/MR6u9y/Fw/X+5Xi4u/CVeO6A3r827VfD9f71eLjevxEP1/s34+F6/1Y8XO/fjofr/TvxcL1/Nx6u9+/Fw/X+/Xi43i+Ph+v9ini43n8QD9f7D+Pher8yHq73q+Lher86Hq73H8XD9f7jeLjefxIP1/tP4+F6vyYervefxcP1/vN4uN5/EQ/X+y/j4Xq/Nh6u91/Fw/X+63i43n8TD9f7b+Phev9dPNxd+H08d0Dvf5z2D+F6/1M8XO9/jofr/S/xcL3/NR6u97/Fw/X+93i43v8RD9f7dfFwvf8zHq73f8XD9f7veLje/xMP1/v18XC93xAP1/uN8XC9/zcervf/xcP1flM8XO9+sPimcL3PFqOH632+GD1c74vF6OF6Xy5GD9f7CovRw/W+4mL0cL2vtBg9XO8rL0YP1/sqi9HD9b7qYvRwva+2GD1c76svRg93F9ZYjJ47oPe1Jr7mYuR6X3sxerje11mMHq73dRejh+t9vcXo4XpffzF6uN43WIwervcNF6OH632jxejhet94MXq43jdZjB6u900Xo4frfbPF6OF633wxerjet1iMHq73LRejh+t9q8Xo4XrfejF6uN63WYwervdtF6OH6327eLjet4+H632HeLjed4yH632neLjed46H632XeLjed42H6323eLjed4+H632PeLje94yHuwt7xXMH9L7PtHuH633feLje94uH633/eLjeD4iH6/3AeLjeD4qH6/3geLjeD4mH6/3QeLjeD4uH6/3weLjej4iH6/3IeLjej4qH6/3oeLjej4mH6/3m8XC93yIervdj4+F6v2U8XO+3iofr/dbxcL3fJh6u99vGw/V+u3i43m8fD9f7HeLher9jPFzvd4qH6/3O8XC93yUe7i4cF88d0Pvx0941XO8nxMP1frd4uN7vHg/X+z3i4Xq/Zzxc7/eKh+v93vFwvd8nHq73E+Pher9vPFzv94uH6/3+8XC9nxQP1/vJ8XC9PyAervcHxsP1/qB4uN4fHA/X+0Pi4Xp/aDxc7w+Lh+v94fFwvT8iHq73R8bD9X5KPFzvj4qH6/3R8XC9PyYervfHxsP1fmo8XO+Pi4e7C4+P5w7o/YnTPiFc70+Kh+v9yfFwvT8lHq730+Lhen9qPFzvT4uH6/30eLjenx4P1/sz4uF6f2Y8XO9nxMP1/qx4uN6fHQ/X+3Pi4Xp/bjxc78+Lh+v9+fFwvb8gHq73F8bD9f6ieLjez4yH6/3F8XC9vyQerveXxsP1/rJ4uN7Piofr/ex4uN5fHg/X+yvi4Xp/ZTxc76+Kh7sLr47nDuj9tdO+Jlzvr4uH6/318XC9vyEervc3xsP1/qZ4uN7fHA/X+1vi4Xp/azxc7+fEw/V+bjxc7+fFw/X+tni43s+Ph+v97fFwvb8jHq73d8bD9X5BPFzv74qH6/3d8XC9XxgP1/t74uF6f288XO/vi4fr/f3xcL1/IB6u94vi4Xq/OB6u9w/Gw/X+oXi43j8cD9f7R+Lh7sJH47kDev/4tB8L1/sn4uF6vyQervdPxsP1/ql4uN4/HQ/X+2fi4Xq/NB6u98/Gw/X+uXi43j8fD9f7ZfFwvX8hHq73L8bD9f6leLjevxwP1/tX4uF6/2o8XO9fi4fr/evxcL1/Ix6u92/Gw/X+rXi43r8dD9f7d+Lhev9uPFzv34uH6/378XC9Xx4P1/sV8XC9/yAervcfxsPdhSvjuQN6v3raq8L1/qN4uN5/HA/X+0/i4Xr/aTxc79fEw/X+s3i43n8eD9f7L+Lhev9lPFzv18bD9f6reLjefx0P1/tv4uF6/208XO+/i4fr/ffxcL3/IR6u9z/Gw/X+p3i43v8cD9f7X+Lhev9rPFzvf4uH6/3v8XC9/yMervfr4uF6/2c8XO//iofr/d/xcL3/Jx6u9+vj4e7CDfHcAb3/d9obw/X+v3i43m+Kh+vdH/LeFK732XL0cL3Pl6OH632xHD1c78vl6OF6X2E5erjeV1yOHq73lZajh+t95eXo4XpfZTl6uN5XXY4ervfVlqOH63315ejhel9jOXq43tdcjh6u97WWo4frfe3l6OF6X2c5erje112OHq739Zajh+t9/eXo4XrfYDl6uN43XI4erveNlqOH633j5ejhet9kOXq43jddjh6u982Wo4frffPl6OHuwhbL0XMH9L7VxLdcjlzvWy9HD9f7NsvRw/W+7XL0cL1vFw/X+/bxcL3vEA/X+47xcL3vFA/X+87xcL3vEg/X+67xcL3vFg/X++7xcL3vEQ/X+57xcL3vFQ/X+97xcL3vEw/X+77xcL3vFw/X+/7xcL0fEA/X+4HxcL0fFA/X+8HxcL0fEg/X+6HxcL0fFg/X++HxcL0fEQ/X+5HxcHfhqHjugN6Pmfboaf8Pokni4nicXdRVEAZktUZhUP4AA1HsoLu7u7u7RVEUxQDFBLvFAAxQwe4GwcJAAUFMVMDABFEM7D4zZ/7n4lv75p1Zs27XXmGpJf7/VlzszovdKXylxe4SD195sbvGw1dZ7G7x8FUXu3s8fLXF7hEPX32xe8bD11jsXvHwNRe7dzx8rcXuEw9fe7H7xsPXWex+8fB1F7t/PHy9xR4QD19/sQfGwzdY7EHx8A0Xe3A8fKPFHhIP33ixh8bDN1nsYfHwTRd7eDx8s8UeEQ/ffLFHxsO3WOxR8fAtF3t0PHyrxR4TD996scfGw7dZ7HHx8G0Xe3w8fLvFnhAP336xJ8bDd1jsSfF2TO8nL/aR4Xp/VDxc74+Oh+v9lHi43h8TD9f7Y+Phej81Hq73x8XD9f74eLjeT4uH6/0J8XC9PzEervfT4+F6f1I8XO9Pjofr/SnxcL0/NR6u9zPi4Xo/Mx6u96fFw/X+9Hi43s+Kh+v9GfFwvT8zHq73Z8XD9f7seLjenxMP1/tz4+F6Pzservdz4uF6f148XO/Pj4f7Cy+I5w/o/UWLfWG43l8cD9f7S+Lhen9pPFzvL4uH6/3l8XC9vyIervdXxsP1/qp4uN5fHQ/X+7nxcL2/Jh6u99fGw/X+uni43l8fD9f7efFwvZ8fD9f7BfFwvb8hHq73N8bD9f6meLje3xwP1/uF8XC9XxQP1/tb4uF6f2s8XO9vi4fr/eJ4uN4viYfr/e3xcL2/Ix6u93fGw/2Fd8XzB/T+nsW+O1zv742H6/198XC9vz8ervcPxMP1/sF4uN4/FA/X+4fj4Xr/SDxc7x+Nh+v9Y/FwvX88Hq73T8TD9f7JeLjeL42H6/2yeLjePxUP1/vl8XC9XxEP1/un4+F6/0w8XO+fjYfr/XPxcL1/Ph6u9yvj4Xr/Qjxc71+Mh+v9S/FwvX85Hq73q+Lhev9KPFzvX42H+wtXx/MH9H7tYq8J1/vX4uF6vy4ervfr4+F6/3o8XO83xMP1/o14uN6/GQ/X+7fi4Xr/djxc79+Jh+v9u/Fwvd8YD9f79+Lhev9+PFzvP4iH6/2meLjeb46H6/2WeLjefxgP1/uP4uF6/3E8XO8/iYfr/dZ4uN5/Gg/X+8/i4Xr/eTxc77+Ih+v9l/Fwvf8qHq732+Lher89Hu4v/DqeP6D33yz2jnC9/zYervc74+F6/108XO+/j4fr/Q/xcL3/MR6u97vi4Xr/Uzxc73+Oh+v9L/Fwvf81Hq73v8XD9f73eLje/xEP1/s/4+F6/1c8XO//jofr/T/xcL3/Nx6u9//Fw/W+xGT0cL0vORk9XO93m4werve7T0YP1/tSk9HD9T6ZjB6u9+lk9HC9zyajh+t9Phk9XO9LT0YP1/syk9HD/YV7TEbPH9D7vRb8npOR6/3ek9HD9b7sZPRwvd9nMnq43pebjB6u9/tORg/X+/0mo4frffnJ6OF6v/9k9HC9P2AyerjeHzgZPVzvD5qMHq73B09GD9f7Qyajh+v9oZPRw/X+sMno4Xp/+GT0cL0/YjJ6uN5XmIwervcVJ6OH632lyejhel95Mnq43leJh+t91Xi43leLh+t99Xi43teIh+t9zXi43teKh+t97Xi43teJh+t93Xi4v7BePH9A7xssdv1wvW8YD9f7RvFwvW8cD9f7JvFwvW8aD9f7ZvFwvW8eD9f7FvFwvW8ZD9f7VvFwvW8dD9f7NvFwvW8bD9f7dvFwvW8fD9f7DvFwve8YD9f7TvFwve8cD9f7LvFwve8aD9f7bvFwve8eD9f7HvFwve8ZD9f7XvFwve8dD9f7PvFwve8bD9f7fvFwve8fD/cXDojnD+j9oMUeGK73g+Phej8kHq73Q+Phej8sHq73w+Phej8iHq73I+Phej8qHq73o+Phej8mHq73Y+Phej8uHq734+Phej8hHq73E+Phej8pHq73R8bD9X5yPFzvj4qH6/3R8XC9nxIP1/tj4uF6f2w8XO+nxsP1/rh4uN4fHw/X+2nxcL0/IR6u9yfGw/V+ejxc70+Kh/sLT47nD+j9qYt9Srjez4iH6/3MeLjenxYP1/vT4+F6PyservdnxMP1/sx4uN6fFQ/X+7Pj4Xp/Tjxc78+Nh+v97Hi43s+Jh+v9efFwvT8/Hq73F8TD9f7CeLjeXxQP1/uL4+F6f0k8XO8vjYfr/WXxcL2/PB6u91fEw/X+yni43l8VD9f7q+Phej83Hq7318TD9f7aeLjeXxcP9xdeH88f0Pv5iz0vXO8XxMP1/oZ4uN7fGA/X+5vi4Xp/czxc7xfGw/V+UTxc72+Jh+v9rfFwvb8tHq73i+Pher8kHq73t8fD9f6OeLje3xkP1/u74uF6f3c8XO/viYfr/b3xcL2/Lx6u9/fHw/X+gXi43j8YD9f7h+Lhev9wPFzvH4mH6/2j8XC9fywervePx8P1/ol4uN4/GQ/3Fy6N5w/o/VOLvSxc75fHw/V+RTxc75+Oh+v9M/FwvX82Hq73z8XD9f75eLjer4yH6/0L8XC9fzEervcvxcP1/uV4uN6viofr/SvxcL1/NR6u96vj4Xq/Jh6u92vj4Xr/Wjxc79fFw/V+fTxc71+Ph+v9hni43r8RD9f7N+Phev9WPFzv346H6/078XC9fzcervcb4+F6/1483F/4fjx/QO83LfYH4Xq/OR6u91vi4Xr/YTxc7z+Kh+v9x/Fwvf8kHq73W+Phev9pPFzvP4uH6/3n8XC9/yIervdfxsP1/qt4uN5vi4fr/fZ4uN5/HQ/X+x3xcL3/Jh6u99/Gw/V+Zzxc77+Lh+v99/Fwvf8hHq73P8bD9X5XPFzvf4qH6/3P8XC9/yUerve/xsP1/rd4uN7/Hg/3F/4Rzx/Q+78W+89wvf87Hq73/8TD9f7feLje/xcP1/sS09HD9b7kdPRwvd9tOnq43u8+HT1c70tNRw/X+2Q6erjep9PRw/U+m44ervf5dPRwvS89HT1c78tMRw/X+z2mo4fr/Z7T0cP1fq/p6OF6v/d09HC9LzsdPVzv95mOHq735aajh+v9vtPRw/V+v+no4Xpffjp6uN7vPx09XO8PmI4ervcHTkcP1/uDpqOH6/3B09HD9f6Q6ejh/sJDp6PnD+j94Qv+sOnI9f6I6ejhel9hOnq43lecjh6u95Wmo4frfeXp6OF6XyUervdV4+F6Xy0ervfV4+F6XyMervc14+F6Xyserve14+F6Xycervd14+F6Xy8ervf14+F63yAervcN4+F63ygerveN4+F63yQervdN4+F63ywervfN4+F63yIervct4+F63yoervet4+F63yYervdt4+H+wnbx/AG977DY7cP1vmM8XO87xcP1vnM8XO+7xMP1vms8XO+7xcP1vns8XO97xMP1vmc8XO97xcP1vnc8XO/7xMP1vm88XO/7xcP1vn88XO8HxMP1fmA8XO8HxcP1fnA8XO+HxMP1fmg8XO+HxcP1fng8XO9HxMP1fmQ8XO9HxcP1fnQ8XO/HxMP1fmw8XO/HxcP1fnw83F84IZ4/oPeTFntiuN4fGQ/X+8nxcL0/Kh6u90fHw/V+Sjxc74+Jh+v9sfFwvZ8aD9f74+Lhen98PFzvp8XD9f6EeLjenxgP1/vp8XC9Pykervcnx8P1/pR4uN6fGg/X+xnxcL2fGQ/X+9Pi4Xp/ejxc72fFw/X+jHi43p8ZD9f7s+Lhen92PFzvz4mH6/258XC9nx0P1/s58XB/4Xnx/AG9v2Cxzw/X+wvj4Xp/UTxc7y+Oh+v9JfFwvb80Hq73l8XD9f7yeLjeXxEP1/sr4+F6f1U8XO+vjofr/dx4uN5fEw/X+2vj4Xp/XTxc76+Ph+v9vHi43s+Ph+v9gni43t8QD9f7G+Phen9TPFzvb46H6/3CeLjeL4qH6/0t8XC9vzUerve3xcP1fnE8XO+XxMP1/vZ4uL/wjnj+gN7ftdh3huv93fFwvb8nHq7398bD9f6+eLje3x8P1/sH4uF6/2A8XO8fiofr/cPxcL1/JB6u94/Gw/X+sXi43j8eD9f7J+Lhev9kPFzvl8bD9X5ZPFzvn4qH6/3yeLjer4iH6/3T8XC9fyYervfPxsP1/rl4uN4/Hw/X+5XxcL1/IR6u9y/Gw/X+pXi43r8cD9f7VfFwf+Er8fwBvV+92K+G6/2aeLjer42H6/1r8XC9XxcP1/v18XC9fz0ervcb4uF6/0Y8XO/fjIfr/VvxcL1/Ox6u9+/Ew/X+3Xi43m+Mh+v9e/FwvX8/Hq73H8TD9X5TPFzvN8fD9X5LPFzvP4yH6/1H8XC9/zgervefxMP1fms8XO8/jYfr/WfxcL3/PB6u91/Ew/X+y3i43n8VD/cXbovnD+j914u9PVzvd8TD9f6beLjefxsP1/ud8XC9/y4ervffx8P1/od4uN7/GA/X+13xcL3/KR6u9z/Hw/X+l3i43v8aD9f73+Lhev97PFzv/4iH6/2f8XC9/yservd/x8P1/p94uN7/Gw/X+//i4XpfYjZ6uN6XnI0erve7zUYP1/vdZ6OH632p2ejhep/MRg/X+3Q2erjeZ7PRw/U+n40e7i8sPRs9f0Dv91jwZWYj1/s9Z6OH6/1es9HD9X7v2ejhel92Nnq43u8zGz1c78vNRg/X+31no4fr/X6z0cP1vvxs9HC93382erjeHzAbPVzvD5yNHq73B81GD9f7g2ejh+v9IbPRw/X+0Nno4Xp/2Gz0cL0/fDZ6uN4fMRs9XO8rzEYP1/uKs9HD9b7SbPRwva88Gz1c76vEw/W+ajxc76vFw/W+ejxc72vEw/W+Zjxc72vFw/W+djzcX1gnnj+g9/UWu2643tePh+t9g3i43jeMh+t9o3i43jeOh+t9k3i43jeNh+t9s3i43jePh+t9i3i43reMh+t9q3i43reOh+t9m3i43reNh+t9u3i43rePh+t9h3i43neMh+t9p3i43neOh+t9l3i43neNh+t9t3i43nePh+t9j3i43veMh+t9r3i43veOh+t9n3i43veNh/sL+8XzB/R+wGL3D9f7gfFwvR8UD9f7wfFwvR8SD9f7ofFwvR8WD9f74fFwvR8RD9f7kfFwvR8VD9f70fFwvR8TD9f7sfFwvR8XD9f78fFwvZ8QD9f7ifFwvZ8UD9f7I+Phej85Hq73R8XD9f7oeLjeT4mH6/0x8XC9PzYervdT4+F6f1w8XO+Pj4fr/bR4uN6fEA/X+xPj4f7C6fH8Ab0/ebFPCtf7U+Lhen9qPFzvZ8TD9X5mPFzvT4uH6/3p8XC9nxUP1/sz4uF6f2Y8XO/Piofr/dnxcL0/Jx6u9+fGw/V+djxc7+fEw/X+vHi43p8fD9f7C+Lhen9hPFzvL4qH6/3F8XC9vyQerveXxsP1/rJ4uN5fHg/X+yvi4Xp/ZTxc76+Kh+v91fFwvZ8bD9f7a+Lh/sJr4/kDen/9Yl8Xrvfz4uF6Pz8ervcL4uF6f0M8XO9vjIfr/U3xcL2/OR6u9wvj4Xq/KB6u97fEw/X+1ni43t8WD9f7xfFwvV8SD9f72+Phen9HPFzv74yH6/1d8XC9vzservf3xMP1/t54uN7fFw/X+/vj4Xr/QDxc7x+Mh+v9Q/FwvX84Hq73j8TD9f7ReLjePxYP1/vH4+H+wifi+QN6v3SxnwzX+2XxcL1/Kh6u98vj4Xq/Ih6u90/Hw/X+mXi43j8bD9f75+Lhev98PFzvV8bD9f6FeLjevxgP1/uX4uF6/3I8XO9XxcP1/pV4uN6/Gg/X+9XxcL1fEw/X+7XxcL1/LR6u9+vi4Xq/Ph6u96/Hw/V+Qzxc79+Ih+v9m/FwvX8rHq73b8fD9f6deLjevxsP9xdujOcP6P37i/1euN5/EA/X+03xcL3fHA/X+y3xcL3/MB6u9x/Fw/X+43i43n8SD9f7rfFwvf80Hq73n8XD9f7zeLjefxEP1/sv4+F6/1U8XO+3xcP1fns8XO+/jofr/Y54uN5/Ew/X+2/j4Xq/Mx6u99/Fw/X++3i43v8QD9f7H+Pher8rHq73P8XD9f7neLje/xIP1/tf4+H+wt/i+QN6/8di/x6u93/Gw/X+r3i43v8dD9f7f+Lhev9vPFzv/4uH632J+ejhel9yPnq43u82Hz1c73efjx6u96Xmo4frfTIfPVzv0/no4XqfzUcP1/t8Pnq43peejx6u92Xmo4fr/R7z0cP1fs/56OF6v9d89HC933s+erjel52PHq73+8xHD9f7cvPRw/V+3/no4Xq/33z0cL0vPx89XO/3n48ervcHzEcP1/sD56OH6/1B89HD/YUHz0fPH9D7Qxf8IfOR6/1h89HD9f7w+ejhen/EfPRwva8wHz1c7yvORw/X+0rz0cP1vvJ89HC9rxIP1/uq8XC9rxYP1/vq8XC9rxEP1/ua8XC9rxUP1/va8XC9rxMP1/u68XC9rxcP1/v68XC9bxAP1/uG8XC9bxQP1/vG8XC9bxIP1/um8XC9bxYP1/vm8XC9bxEP1/uW8XC9bxUP1/vW8XB/YZt4/oDet1vstuF63z4ervcd4uF63zEerved4uF63zkervdd4uF63zUervfd4uF63z0ervc94uF63zMerve94uF63zservd94uF63zcervf94uF63z8ervcD4uF6PzAerveD4uF6PzgervdD4uF6PzQervfD4uF6Pzwervcj4uF6PzIervej4uF6Pzoervdj4uF6PzYe7i8cF88f0PsJiz0+XO8nxvs/0/g1TXicXdRVEIZluUZhFFH+UBFBRUUUAwO7Fenu7u7uThsV7FYQxU7ADrBbwRYbuzvAds/s+a6Ddz0n98yadbqe9Vde4f9vg2kPmvbA8A2nPTgevtG0h8TDN5720Hj4JtMeFg/fdNrD4+GbTXtEPHzzaY+Mh28x7VHx8C2nPToevtW0x8TDt5722Hj4NtMeFw/fdtrj4+HbTXtCPHz7aU+Mh+8w7Unx8B2nPTkevtO0p8TDd5721Hj4LtOeFg/fddrT4+G7TXtGPHz3ac+Mh+8x7Vnx8D2nPTsevte058TD95723Hj4PtOeFw/fd9rz4+H7TXtBvP2nPWDaJ037xHC9PzkervenxMP1/tR4uN6fFg/X+9Pj4Xq/MB6u92fEw/X+zHi43p8VD9f7RfFwvV8cD9f7s+Phen9OPFzvz42H6/158XC9Pz8ervcXxMP1/sJ4uN5fFA/X+4vj4Xp/STxc7y+Nh+v9ZfFwvb88Hq73V8TD9f7KeLjeL4mH6/3SeLjeXxUP1/tl8XC9vzoe7i+8Jp4/oPfXTnt5uN5fFw/X++vj4Xp/Qzxc72+Mh+v9TfFwvb85Hq73t8TD9f7WeLje3xYP1/vb4+F6f0c8XO9XxMP1fmU8XO9XxcP1/s54uN7fFQ/X+7vj4Xp/Tzxc7++Nh+v9ffFwvb8/Hq73D8TD9f7BeLjePxQP1/vV8XC9XxMP1/uH4+F6/0g8XO8fjYfr/WPxcL1/PB7uL3winj+g909N+8lwvX86Hq73z8TD9f7ZeLjePxcP1/vn4+F6/0I8XO9fjIfr/dp4uN6vi4fr/UvxcL1/OR6u96/Ew/X+1Xi43r8WD9f71+Phev9GPFzv34yH6/36eLjevxUP1/u34+F6/048XO/fjYfr/XvxcL1/Px6u9x/Ew/V+Qzxc7z+Mh+v9R/Fwvf84Hq73n8TD9f7TeLi/8LN4/oDefzHtz8P1/st4uN5/FQ/X+6/j4Xr/TTxc77+Nh+v9d/Fwvf8+Hq73P8TD9f7HeLje/xQP1/uf4+F6/0s8XO9/jYfr/W/xcL3fGA/X+03xcL3/PR6u93/Ew/X+z3i43v8VD9f7v+Phev9PPFzv/42H6/1/8XC9rzAbPVzvN5uNHq73m89GD9f7irPRw/V+i9no4XpfaTZ6uN5vORs93F+41Wz0/AG9zya+8mzkep/PRg/X+2I2erjel7PRw/V+69no4Xq/zWz0cL3fdjZ6uN5XmY0ervfbzUYP1/uqs9HD9X772ejhel9tNnq43lefjR6u9zvMRg/X+x1no4fr/U6z0cP1vsZs9HC933k2erje7zIbPVzvd52NHq73NWejh+v9brPRw/W+1mz0cL3ffTZ6uN7vMRs9XO9rz0YP1/s94+F6v1c8XO/3jofr/T7xcL2vEw/X+33j4f7C/eL5A3p/wLT3D9f7uvFwvT8wHq73B8XD9f7geLjeHxIP1/tD4+F6f1g8XO8Pj4fr/RHxcL0/Mh6u90fFw/X+6Hi43h8TD9f7Y+Phen9cPFzvj4+H6329eLjenxAP1/v68XC9bxAP1/uG8XC9bxQP1/vG8XC9bxIP1/um8XC9bxYP1/vm8XC9bxEP1/uW8XC9bxUP1/vW8XB/YZt4/oDet5t223C9bx8P1/sO8XC97xgP1/tO8XC97xwP1/su8XC97xoP1/tu8XC97x4P1/se8XC97xkP1/te8XC97x0P1/s+8XC97xsP1/t+8XC97x8P1/sB8XC9HxgP1/tB8XC9HxwP1/sh8XC9HxoP1/th8XC9Hx4P1/sR8XC9HxkP1/tR8XC9Hx0P1/sx8XC9HxsP9xeOi+cP6P2EaY8P1/uJ8XC9nxQP1/vJ8XC9nxIP1/up8XC9nxYP1/vp8XC9nxEP1/uZ8XC9nxUP1/vZ8XC9nxMP1/u58XC9nxcP1/v58XC9XxAP1/sT4+F6f1I8XO9Pjofr/SnxcL0/NR6u96fFw/X+9Hi43i+Mh+v9GfFwvT8zHq73Z8XD9X5RPFzvF8fD9f7seLjenxMP9xeeG88f0Pvzp31euN5fEA/X+wvj4Xp/UTxc7y+Oh+v9JfFwvb80Hq73l8XD9f7yeLjeXxEP1/sr4+F6vyQervdL4+F6f1U8XO+XxcP1/up4uN5fEw/X++XxcL2/Nh6u99fFw/X++ni43t8QD9f7G+Phen9TPFzvb46H6/0t8XC9vzUerve3xcP1/vZ4uN7fEQ/X+xXxcL1fGQ/3F66K5w/o/V3TvjNc7++Oh+v9PfFwvb83Hq7398XD9f7+eLjePxAP1/sH4+F6/1A8XO9Xx8P1fk08XO8fjofr/SPxcL1/NB6u94/Fw/X+8Xi43j8RD9f7J+Phev9UPFzvn46H6/0z8XC9fzYervfPxcP1/vl4uN6/EA/X+xfj4Xq/Nh6u9+vi4Xr/Ujxc71+Oh+v9K/FwvX81Hu4vfC2eP6D3b0z79XC9fzMervfr4+F6/1Y8XO/fjofr/TvxcL1/Nx6u9+/Fw/X+/Xi43n8QD9f7DfFwvf8wHq73H8XD9f7jeLjefxIP1/tP4+F6/1k8XO8/j4fr/RfxcL3/Mh6u91/Fw/X+63i43n8TD9f7b+Phev9dPFzvv4+H6/0P8XC9/zEervc/xcP1/ud4uN7/Eg/X+1/j4f7C3+L5A3q/adobw/X+93i43v8RD9f7P+Phev9XPFzv/46H6/0/8XC9/zcervf/xcP1vsJ89HC932w+erjebz4fPVzvK85HD9f7Leajh+t9pfno4Xq/5Xz0cL3faj56uN5Xno8ervfZfPRwvc/no4frfTEfPVzvy/no4Xq/9Xz0cL3fZj56uN5vOx89XO+rzEcP1/vt5qOH633V+ejher/9fPRwva82Hz1c76vPRw/X+x3mo4f7C3ecj54/oPc1Jn6n+cj1fuf56OF6v8t89HC933U+erje15yPHq73u81HD9f7WvPRw/V+9/no4Xq/x3z0cL2vPR89XO/3jIfr/V7xcL3fOx6u9/vEw/W+Tjxc7/eNh+v9fvFwvd8/Hq73B8TD9b5uPFzvD4yH6/1B8XC9PzgerveHxMP1/tB4uN4fFg/X+8Pj4Xp/RDxc74+Mh+v9UfFwvT86Hq73x8TD/YXHxvMH9P74aR8Xrvf14uF6f0I8XO/rx8P1vkE8XO8bxsP1vlE8XO8bx8P1vkk8XO+bxsP1vlk8XO+bx8P1vkU8XO9bxsP1vlU8XO9bx8P1vk08XO/bxsP1vl08XO/bx8P1vkM8XO87xsP1vlM8XO87x8P1vks8XO+7xsP1vls8XO+7x8P1vkc8XO97xsP1vlc8XO97x8P9hX3i+QN632/afcP1vn88XO8HxMP1fmA8XO8HxcP1fnA8XO+HxMP1fmg8XO+HxcP1fng8XO9HxMP1fmQ8XO9HxcP1fnQ8XO/HxMP1fmw8XO/HxcP1fnw8XO8nxMP1fmI8XO8nxcP1fnI8XO+nxMP1fmo8XO+nxcP1fno8XO9nxMP1fmY8XO9nxcP1fnY8XO/nxMP1fm483F84L54/oPcLpj0/XO9PjIfr/UnxcL0/OR6u96fEw/X+1Hi43p8WD9f70+Pher8wHq73Z8TD9f7MeLjenxUP1/tF8XC9XxwP1/uz4+F6f048XO/PjYfr/XnxcL0/Px6u9xfEw/X+wni43l8UD9f7i+Phen9JPFzvL42H6/1l8XC9vzwervdXxMP1/sp4uN4viYfr/dJ4uN5fFQ/3Fy6L5w/o/TXTvjpc75fHw/X+2ni43l8XD9f76+Phen9DPFzvb4yH6/1N8XC9vzkerve3xMP1/tZ4uN7fFg/X+9vj4Xp/Rzxc71fEw/V+ZTxc71fFw/X+zni43t8VD9f7u+Phen9PPFzv742H6/198XC9vz8ervcPxMP1/sF4uN4/FA/X+9XxcL1fEw/X+4fj4Xr/SDxc7x+Nh/sLH4vnD+j9E9N+PFzvn4yH6/1T8XC9fzoervfPxMP1/tl4uN4/Fw/X++fj4Xr/Qjxc71+Mh+v92ni43q+Lh+v9S/FwvX85Hq73r8TD9f7VeLjevxYP1/vX4+F6/0Y8XO/fjIfr/fp4uN6/FQ/X+7fj4Xr/Tjxc79+Nh+v9e/FwvX8/Hq73H8TD9X5DPFzvP4yH6/1H8XC9/zge7i/8JJ4/oPefTfvTcL3/PB6u91/Ew/X+y3i43n8VD9f7r+Phev9NPFzvv42H6/138XC9/z4ervc/xMP1/sd4uN7/FA/X+5/j4Xr/Szxc73+Nh+v9b/Fwvd8YD9f7TfFwvf89Hq73f8TD9f7PeLje/xUP1/u/4+F6/088XO//jYfr/X/xcL2vsBg9XO83W4wervebL0YP1/uKi9HD9X6Lxejh/sJKi9HzB/R+q4nfcjFyva+8GD1c77PF6OF6ny9GD9f7YjF6uN6Xi9HD9X7rxejher/NYvRwvd92MXq43ldZjB6u99stRg/X+6qL0cP1fvvF6OF6X20xerjeV1+MHq73OyxGD9f7HRejh+v9TovRw/W+xmL0cL3feTF6uN7vshg9XO93XYwervc1F6OH6/1ui9HD9b7WYvRwvd99MXq43u+xGD1c72svRg/X+z3j4Xq/Vzxc7/eOh+v9PvFwf2GdeP6A3u837X3D9X7/eLjeHxAP1/u68XC9PzAervcHxcP1/uB4uN4fEg/X+0Pj4Xp/WDxc7w+Ph+v9EfFwvT8yHq73R8XD9f7oeLjeHxMP1/tj4+F6f1w8XO+Pj4frfb14uN6fEA/X+/rxcL1vEA/X+4bxcL1vFA/X+8bxcL1vEg/X+6bxcL1vFg/X++bxcL1vEQ/X+5bxcH9hq3j+gN63mXbrcL1vGw/X+3bxcL1vHw/X+w7xcL3vGA/X+07xcL3vHA/X+y7xcL3vGg/X+27xcL3vHg/X+x7xcL3vGQ/X+17xcL3vHQ/X+z7xcL3vGw/X+37xcL3vHw/X+wHxcL0fGA/X+0HxcL0fHA/X+yHxcL0fGg/X+2HxcL0fHg/X+xHxcL0fGQ/X+1HxcL0fHQ/3F46J5w/o/bhpjw3X+/HxcL2fEA/X+4nxcL2fFA/X+8nxcL2fEg/X+6nxcL2fFg/X++nxcL2fEQ/X+5nxcL2fFQ/X+9nxcL2fEw/X+7nxcL2fFw/X+/nxcL1fEA/X+xPj4Xp/Ujxc70+Oh+v9KfFwvT81Hq73p8XD9f70eLjeL4yH6/0Z8XC9PzMervdnxcP1flE8XO8Xx8P9hWfH8wf0/txpnxOu9+fFw/X+/Hi43l8QD9f7C+Phen9RPFzvL46H6/0l8XC9vzQerveXxcP1/vJ4uN5fEQ/X+yvj4Xq/JB6u90vj4Xp/VTxc75fFw/X+6ni43l8TD9f75fFwvb82Hq7318XD9f76eLje3xAP1/sb4+F6f1M8XO9vjofr/S3xcL2/NR6u97fFw/X+9ni43t8RD/cXrojnD+j9qmmvDNf7O+Phen9XPFzv746H6/098XC9vzcervf3xcP1/v54uN4/EA/X+wfj4Xr/UDxc71fHw/V+TTxc7x+Oh+v9I/FwvX80Hq73j8XD9f7xeLjePxEP1/sn4+F6/1Q8XO+fjofr/TPxcL1/Nh6u98/Fw/X++Xi43r8QD9f7F+Pher82Hq736+Lhev9SPFzvX46H+wtfiecP6P1r0341XO9fj4fr/RvxcL1/Mx6u9+vj4Xr/Vjxc79+Oh+v9O/FwvX83Hq7378XD9f79eLjefxAP1/sN8XC9/zAervcfxcP1/uN4uN5/Eg/X+0/j4Xr/WTxc7z+Ph+v9F/Fwvf8yHq73X8XD9f7reLjefxMP1/tv4+F6/108XO+/j4fr/Q/xcL3/MR6u9z/Fw/X+53i4v/CXeP6A3v827V/D9X5jPFzvN8XD9f73eLje/xEP1/s/4+F6/1c8XO//jofr/T/xcL3/Nx6u9//Fw/W+wnL0cL3fbDl6uN5vvhw9XO8rLkcP1/stlqOH632l5ejher/lcvRwvd9qOXq43ldejh6u99ly9HC9z5ejh+t9sRw9XO/L5ejher/1cvRwvd9mOXq43m+7HD1c76ssRw/X++2Wo4frfdXl6OF6v/1y9HC9r7YcPdxfWH05ev6A3u848TssR673Oy1HD9f7GsvRw/V+5+Xo4Xq/y3L0cL3fdTl6uN7XXI4erve7LUcP1/tay9HD9X735ejher/HcvRwva+9HD1c7/eMh+v9XvFwvd87Hq73+8TD9b5OPFzv942H6/1+8XC93z8ervcHxMP1vm48XO8PjIfr/UHxcL0/OB6u94fEw/X+0Hi43h8WD9f7w+Phen9EPFzvj4yH6/1R8XB/4dHx/AG9P3bax4Tr/XHxcL0/Ph6u9/Xi4Xp/Qjxc7+vHw/W+QTxc7xvGw/W+UTxc7xvHw/W+STxc75vGw/W+WTxc75vHw/W+RTxc71vGw/W+VTxc71vHw/W+TTxc79vGw/W+XTxc79vHw/W+Qzxc7zvGw/W+Uzxc7zvHw/W+Szxc77vGw/W+Wzxc77vHw/W+Rzxc73vGw/2FveL5A3rfZ9q9w/W+bzxc7/vFw/W+fzxc7wfEw/V+YDxc7wfFw/V+cDxc74fEw/V+aDxc74fFw/V+eDxc70fEw/V+ZDxc70fFw/V+dDxc78fEw/V+bDxc78fFw/V+fDxc7yfEw/V+Yjxc7yfFw/V+cjxc76fEw/V+ajxc76fFw/V+ejxc72fEw/V+Zjxc72fFw/V+djzcXzgnnj+g9/OmPTdc7+fHw/V+Qbz/A7QYh6l4nF3UVRAQVBRFUezi2d3Y3a2oKJjYHXTbndjYooIBYnd3N9jd3d3drTPOWx/v3J8zs2f/7tujY4f/r2fdw+seFrxX3SPCw3vXPTI8vE/do8LD+9YdFh7er+7R4eH96x4THj6g7rHh4QPrHhcePqju8eHhg+ueEB4+pO6J4eE71T0pPHznusPDw3epe3J4+K51TwkP363uqeHhu9cdER6+R92R4eF71j0tPHyvuqeHh+9d94zw8H3qnhkevm/dUeHh+9UdHR6+f92zwsMPqDsmPPzAumeHhx9U95zw8IPrnhve0LqH1D2/7nnBD617QXi43i8MD9f7ReHher84PFzvl4SH6/3S8HC9XxYervfLw8P1fkV4uN6vDA/X+1Xh4Xq/Ojxc79eEh+v92vBwvV8XHq7368PD9X5DeLjebwwP1/tN4eF6vzk8XO+3hIfr/dbwcL3fFh6u99vDw/V+R3i43u8MD9f7XeHher87PFzv94SH6/3e8HC93xce7i/cH54/oPdxdccG1/sD4eF6fzA8XO8PhYfr/eHwcL0/Eh6u90fDw/X+WHi43h8PD9f7E+Hhen8yPFzvT4WH6/3p8HC9PxMervdnw8P1/lx4uN6fDw/X+wvh4Xp/MTxc7y+Fh+v95fBwvb8SHq73V8PD9f5aeLjeXw8P1/sb4eF6fzM8XO9vhYfr/e3wcL2/Ex6u93fDw/X+Xni4v/B+eP6A3j+s+0FwvX8UHq73j8PD9f5JeLjePw0P1/tn4eF6/zw8XO9fhIfr/cvwcL1/FR6u96/Dw/X+TXi43r8ND9f7d+Hhev8+PFzvP4SH6/3H8HC9/xQervefw8P1/kt4uN5/DQ/X+2/h4Xr/PTxc73+Eh+v9z/Bwvf8VHq73v8PD9f5PeLje/w0P13uH0nq43scrrYfrffzSeri/MEFpPX9A7xNVPmFpud4nLq2H632S0nq43ictrYfrfbLSerjeJy+th+t9itJ6uN47ltbD9V5K6+F6n7K0Hq73qUrr4XqfurQervdpSuvhep+2tB6u9+lK6+F6n760Hq73GUrr4XqfsbQerveZSuvhep+5tB6u91lK6+F6n7W0Hq732Urr4XqfvbQervc5Suvhep+ztB6u97lK6+F6n7u0Hq73TqX1cL3PU1oP1/u84eF6ny883F+YPzx/QO8L1l0guN4XCg/X+8Lh4XpfJDxc74uGh+t9sfBwvS8eHq73JcLD9b5keLjelwoP1/vS4eF6XyY8XO/LhofrfbnwcL0vHx6u9xXCw/W+Yni43lcKD9f7yuHhel8lPFzvq4aH63218HC9dw4P1/vq4eF6XyM8XO9rhofrvUt4uN7XCg/X+9rh4XrvGh6u927h4XpfJzzcX1g3PH9A7+vXXS+43jcID9f7huHheu8eHq73jcLD9b5xeLjeNwkP1/um4eF63yw8XO+bh4frfYvwcL1vGR6u963Cw/W+dXi43rcJD9f7tuHhet8uPFzv24eH632H8HC97xgervce4eF67xkervde4eF67x0ervc+4eF67xservd+4eF67x8ervcB4eF6HxgervdB4eF6Hxwe7i8MCe8/tjD8/A==AQAAAACAAAAgZwAABxEAAA==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eJztwTENAAAAw6C7/g3PxwIUAADAjwE0gnQF
+  </AppendedData>
+</VTKFile>

CylinderKnMa/Kn0p06/simulation0020_Kn0p06Ma3p9/Lambda/Lambda_55_300000.vtu

@@ -0,0 +1,27 @@
+<?xml version="1.0"?>
+<VTKFile type="UnstructuredGrid" version="0.1" byte_order="LittleEndian" header_type="UInt32" compressor="vtkZLibDataCompressor">
+  <UnstructuredGrid>
+    <Piece NumberOfPoints="2278"                 NumberOfCells="2178"                >
+      <PointData>
+      </PointData>
+      <CellData>
+        <DataArray type="Float64" Name="id" format="appended" RangeMin="440501"               RangeMax="488178"               offset="0"                   />
+        <DataArray type="Float64" Name="xc" format="appended" RangeMin="5.5123"               RangeMax="5.9925"               offset="3996"                />
+        <DataArray type="Float64" Name="yc" format="appended" RangeMin="4.0165"               RangeMax="4.9925"               offset="4560"                />
+        <DataArray type="Float64" Name="c_6[1]" format="appended" RangeMin="0.00056788"           RangeMax="0.00081429"           offset="5284"                />
+        <DataArray type="Float64" Name="c_6[2]" format="appended" RangeMin="0.037842"             RangeMax="0.054261"             offset="25512"               />
+      </CellData>
+      <Points>
+        <DataArray type="Float32" Name="Points" NumberOfComponents="3" format="appended" RangeMin="6.8098972501"         RangeMax="7.8102496759"         offset="44684"               />
+      </Points>
+      <Cells>
+        <DataArray type="Int64" Name="connectivity" format="appended" RangeMin=""                     RangeMax=""                     offset="51444"               />
+        <DataArray type="Int64" Name="offsets" format="appended" RangeMin=""                     RangeMax=""                     offset="65880"               />
+        <DataArray type="UInt8" Name="types" format="appended" RangeMin=""                     RangeMax=""                     offset="69780"               />
+      </Cells>
+    </Piece>
+  </UnstructuredGrid>
+  <AppendedData encoding="base64">
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76s+fa4mG/2oQSXC9amt5pQSaEzebJnKhwLexT3gI2jsYHoMK5mhWmd6zcDLti3hvLSzzu0stjZDT0jsYeR9alF2ftd1QmNjKHXsGB5buZSZPQFlHw/G6Oeiq0F93r0A9T7F8mOAGvVGzByMfs2Frs5Ti8qFYmX3itBDSAkn9MAkLllKd8TI4b41zXyyC9YV/9vxUQz7vW7lcBx/OeE2dBkg1f+gLvwNHy956TrbDYsEwi3bA5cWBndtewVvmtU1BQeGNoe8L0L7l8uKBAPwL3wLjpA==AQAAAACAAAAQRAAALzsAAA==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AQAAAACAAAAQRAAAGDgAAA==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AQAAAACAAADIagAAvBMAAA==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AQAAAACAAAAQRAAAWQsAAA==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AQAAAACAAACCCAAAGQAAAA==eJzj5BwFo2AUjIJRMApGwSigNwAA+uhMkw==
+  </AppendedData>
+</VTKFile>

CylinderKnMa/Kn0p06/simulation0020_Kn0p06Ma3p9/output/surf.300000.dat

@@ -0,0 +1,209 @@
+ITEM: TIMESTEP
+300000
+ITEM: NUMBER OF SURFS
+200
+ITEM: BOX BOUNDS oo oo pp
+-5 6
+-5 5
+-0.5 0.5
+ITEM: SURFS id v1x v1y v2x v2y f_2[1] f_2[2] f_2[3] f_2[4] f_2[5] f_2[6] f_2[7] f_2[8] f_2[9] f_2[10] f_2[11] 
+1          0.5            0      0.49975    -0.015705      0.04342       3.9436      -3.9431     0.061943  -0.00047583     -0.03029    -0.061943   0.00049718       117.62            0            0 
+65     -0.21289     -0.45241       -0.227      -0.4455      0.41735       38.549       16.959       34.618       3.5445      -1.7364      0.32206      0.51649       2070.5            0            0 
+129     -0.31871      0.38526     -0.30645      0.39508      0.63738       59.113        36.96      -46.134        3.633       2.9106      0.63761     -0.67892       3148.1            0            0 
+193      0.48429      0.12434      0.48796      0.10907      0.04293        3.875      -3.7679     -0.90459    -0.024991       0.1041    -0.059576    -0.012574       102.33            0            0 
+2      0.49975    -0.015705      0.49901    -0.031395      0.04294       3.9367      -3.9323      0.18544    -0.001983    -0.042049    -0.061798    0.0022524        147.5            0            0 
+66       -0.227      -0.4455     -0.24088     -0.43815      0.44969       41.604       19.468       36.768       3.4928      -1.8494      0.36065      0.54847         2177            0            0 
+130     -0.30645      0.39508     -0.29389      0.40451      0.60283       55.984       33.614      -44.769       3.7437       2.8109      0.58679     -0.65906       2948.2            0            0 
+194      0.48796      0.10907      0.49114     0.093691      0.04256       3.8742      -3.7937     -0.78564    -0.020889      0.10087    -0.059917    -0.010756       116.07            0            0 
+3      0.49901    -0.031395      0.49778    -0.047054      0.04373       4.0152      -4.0028      0.31503   -0.0050623    -0.064322    -0.062953    0.0039379       127.64            0            0 
+67     -0.24088     -0.43815     -0.25452     -0.43037      0.47434       43.911       21.756       38.142       3.6221       -2.066      0.39862      0.56666       2277.6            0            0 
+131     -0.29389      0.40451     -0.28104      0.41354      0.56955       52.955       30.449      -43.325       3.7834        2.659       0.5377     -0.63875       2831.6            0            0 
+195      0.49114     0.093691      0.49384     0.078217      0.04226       3.8226      -3.7657     -0.65722    -0.011352     0.065044    -0.059328   -0.0093015       124.28            0            0 
+4      0.49778    -0.047054      0.49606    -0.062667        0.043       3.9127       -3.889      0.42935   -0.0052641    -0.047682    -0.061169     0.005995       130.57            0            0 
+68     -0.25452     -0.43037     -0.26791     -0.42216      0.50487       46.901       24.506        39.99       3.7351      -2.2889      0.44359      0.59218       2531.6            0            0 
+132     -0.28104      0.41354     -0.26791      0.42216      0.53995       50.015       27.459      -41.803       3.5765       2.3493      0.48749     -0.61971       2575.8            0            0 
+196      0.49384     0.078217      0.49606     0.062667      0.04243        3.895      -3.8562     -0.54881    -0.012142     0.085316    -0.060761   -0.0072803       133.19            0            0 
+5      0.49606    -0.062667      0.49384    -0.078217      0.04216       3.8549      -3.8165      0.54316    -0.012063    -0.084761    -0.060136    0.0072003       124.54            0            0 
+69     -0.26791     -0.42216     -0.28104     -0.41354      0.53541       49.721       27.298       41.557       3.6278       -2.383      0.48576      0.61532         2658            0            0 
+133     -0.26791      0.42216     -0.25452      0.43037      0.50569       46.976       24.545      -40.054       3.7988       2.3279       0.4452     -0.59257       2538.9            0            0 
+197      0.49606     0.062667      0.49778     0.047054      0.04339       3.9355      -3.9117     -0.43186   -0.0050432     0.045681    -0.061522   -0.0060658       146.48            0            0 
+6      0.49384    -0.078217      0.49114    -0.093691      0.04242       3.8367      -3.7796      0.65965     -0.01257     -0.07202    -0.059565    0.0092301       114.79            0            0 
+70     -0.28104     -0.41354     -0.29389     -0.40451       0.5697       52.785       30.351       43.186       3.8161       -2.682      0.53668      0.63621         2852            0            0 
+134     -0.25452      0.43037     -0.24088      0.43815      0.47921       44.385       21.991      -38.555       3.7214       2.1226      0.40387     -0.57225         2337            0            0 
+198      0.49778     0.047054      0.49901     0.031395      0.04313       3.9418      -3.9297     -0.30927   -0.0054245     0.068924     -0.06181   -0.0037752       133.66            0            0 
+7      0.49114    -0.093691      0.48796     -0.10907      0.04266       3.8988      -3.8178      0.79063    -0.020285    -0.097954    -0.060286      0.01088       109.51            0            0 
+71     -0.29389     -0.40451     -0.30645     -0.39508      0.60111       55.582       33.372       44.448       3.7089      -2.7848      0.58245      0.65442       2915.7            0            0 
+135     -0.24088      0.43815       -0.227       0.4455      0.44466       41.227       19.291      -36.435       3.6279       1.9209         0.36     -0.54212       2145.2            0            0 
+199      0.49901     0.031395      0.49975     0.015705       0.0436        3.984      -3.9796     -0.18767  -8.2797e-05    0.0017557     -0.06251   -0.0029202       150.03            0            0 
+8      0.48796     -0.10907      0.48429     -0.12434      0.04207       3.8127      -3.7074      0.89007    -0.018922    -0.078816     -0.05853     0.012743       120.56            0            0 
+72     -0.30645     -0.39508     -0.31871     -0.38526      0.63859       59.057       36.925        46.09       3.7946      -3.0401      0.63959      0.67619       3103.4            0            0 
+136       -0.227       0.4455     -0.21289      0.45241       0.4148       38.558       16.963      -34.626       3.4882       1.7089      0.32124     -0.51705       2080.3            0            0 
+200      0.49975     0.015705          0.5            0      0.04399       3.9827      -3.9822    -0.062557  -8.5203e-05    0.0054238    -0.062551  -0.00089742       145.53            0            0 
+9      0.48429     -0.12434      0.48015      -0.1395      0.04196       3.7609      -3.6276       0.9924    -0.012934     -0.04728    -0.057183     0.014845       105.31            0            0 
+73     -0.31871     -0.38526     -0.33066     -0.37506       0.6713       62.351       40.494       47.412       3.5935      -3.0691       0.6925      0.69651       3308.5            0            0 
+137     -0.21289      0.45241     -0.19857      0.45888      0.38955       36.043       14.832       -32.85       3.5233       1.5908      0.28832       -0.491       1936.9            0            0 
+10      0.48015      -0.1395      0.47553     -0.15451      0.04193       3.7601      -3.5938       1.1056    -0.030733      -0.0999    -0.056932     0.015797       103.98            0            0 
+74     -0.33066     -0.37506     -0.34227     -0.36448      0.70176       65.079       43.799       48.135       3.5481      -3.2285       0.7437      0.70536       3338.7            0            0 
+138     -0.19857      0.45888     -0.18406      0.46489      0.36141       33.529       12.831      -30.977       3.2554       1.3484      0.25267     -0.46538       1814.5            0            0 
+11      0.47553     -0.15451      0.47044     -0.16937      0.04155       3.6658      -3.4681       1.1874    -0.025202     -0.07361    -0.054871     0.017495       82.849            0            0 
+75     -0.34227     -0.36448     -0.35355     -0.35355      0.73638       68.295       47.527       49.044       3.4709      -3.3635      0.80104      0.71752       3621.8            0            0 
+139     -0.18406      0.46489     -0.16937      0.47044       0.3367       31.291       11.061      -29.271       3.4123       1.2894      0.22733     -0.43952       1716.1            0            0 
+12      0.47044     -0.16937      0.46489     -0.18406      0.04075       3.7072      -3.4678       1.3104    -0.022411     -0.05931    -0.054823     0.019651       91.304            0            0 
+76     -0.35355     -0.35355     -0.36448     -0.34227      0.77392       71.797       51.559       49.964       3.6055      -3.7206      0.86649      0.72636       3855.4            0            0 
+140     -0.16937      0.47044     -0.15451      0.47553      0.31482       29.143       9.4399      -27.572       3.0427       1.0417      0.19607     -0.41671       1537.7            0            0 
+13      0.46489     -0.18406      0.45888     -0.19857      0.04123       3.6729      -3.3933       1.4056    -0.028008    -0.067617     -0.05374     0.021015       79.395            0            0 
+77     -0.36448     -0.34227     -0.37506     -0.33066      0.81048       75.233       55.645       50.633       3.3297      -3.6593      0.92633      0.73783       3890.8            0            0 
+141     -0.15451      0.47553      -0.1395      0.48015       0.2932       26.998       7.9386      -25.805       2.9031       0.8931      0.17029     -0.39129         1429            0            0 
+14      0.45888     -0.19857      0.45241     -0.21289      0.04141       3.6869      -3.3602       1.5172    -0.022065    -0.048869    -0.053127     0.023064       79.775            0            0 
+78     -0.37506     -0.33066     -0.38526     -0.31871      0.84494       78.311       59.548       50.859        3.195      -3.7409      0.98552       0.7401       4068.3            0            0 
+142      -0.1395      0.48015     -0.12434      0.48429      0.27385       25.369       6.6942       -24.47       2.9521      0.80759      0.15152     -0.37167       1391.8            0            0 
+15      0.45241     -0.21289       0.4455       -0.227      0.04191       3.7197      -3.3404       1.6364    -0.046209    -0.094324    -0.053195     0.024223       74.037            0            0 
+79     -0.38526     -0.31871     -0.39508     -0.30645      0.88287       81.844       63.874       51.173       3.1781      -3.9669       1.0532      0.74147       4283.3            0            0 
+143     -0.12434      0.48429     -0.10907      0.48796      0.25004        23.19       5.4136      -22.549       2.7659      0.66404      0.12848     -0.34376       1244.8            0            0 
+16       0.4455       -0.227      0.43815     -0.24088      0.04088       3.6932      -3.2639       1.7281    -0.036781    -0.069467    -0.051845     0.026053       60.307            0            0 
+80     -0.39508     -0.30645     -0.40451     -0.29389      0.91295       84.786       67.802       50.907       2.9039      -3.8676       1.1106      0.73886         4438            0            0 
+144     -0.10907      0.48796    -0.093691      0.49114      0.23442       21.753       4.4112      -21.301       2.8248      0.58499      0.11366     -0.32539       1164.6            0            0 
+17      0.43815     -0.24088      0.43037     -0.25452      0.03967       3.5117      -3.0504       1.7399    -0.054284    -0.095171    -0.048766     0.025834        71.55            0            0 
+81     -0.40451     -0.29389     -0.41354     -0.28104      0.95063       87.993       71.991       50.596       2.8057      -3.9921       1.1749      0.73203       4565.6            0            0 
+145    -0.093691      0.49114    -0.078217      0.49384      0.21383       19.776       3.4001      -19.482       2.5544      0.44581      0.09353     -0.29901       1068.3            0            0 
+18      0.43037     -0.25452      0.42216     -0.26791      0.03996       3.5551      -3.0312       1.8575    -0.034783    -0.056761    -0.048158     0.028285       69.956            0            0 
+82     -0.41354     -0.28104     -0.42216     -0.26791      0.98672       91.373       76.371       50.166       2.6326      -4.0078       1.2409      0.72502       4733.4            0            0 
+146    -0.078217      0.49384    -0.062667      0.49606      0.19728       18.249       2.5713      -18.067        2.576      0.36662     0.080851     -0.27802       939.56            0            0 
+19      0.42216     -0.26791      0.41354     -0.28104      0.03897       3.5209      -2.9428       1.9331    -0.050609    -0.077045    -0.047019     0.029153       65.936            0            0 
+83     -0.42216     -0.26791     -0.43037     -0.25452       1.0153       94.358       80.453       49.302        2.326      -3.7957       1.3002      0.71478       5093.4            0            0 
+147    -0.062667      0.49606    -0.047054      0.49778      0.18255       16.837       1.8476      -16.735       2.4456         0.27     0.067434     -0.25862       962.96            0            0 
+20      0.41354     -0.28104      0.40451     -0.29389      0.03821       3.4109      -2.7906       1.9613    -0.055926    -0.079575    -0.044711     0.029556       64.633            0            0 
+84     -0.43037     -0.25452     -0.43815     -0.24088       1.0435       96.894       84.165       48.007       2.1427      -3.7565       1.3557      0.69506       5093.5            0            0 
+148    -0.047054      0.49778    -0.031395      0.49901       0.1685       15.522       1.2178      -15.474       2.2305      0.17555     0.054164     -0.24029       816.64            0            0 
+21      0.40451     -0.29389      0.39508     -0.30645      0.03641       3.3134      -2.6497       1.9895    -0.048805    -0.065003    -0.042386     0.030228       74.352            0            0 
+85     -0.43815     -0.24088      -0.4455       -0.227         1.08       100.09       88.456       46.835         1.94      -3.6639       1.4199       0.6781       5140.8            0            0 
+149    -0.031395      0.49901    -0.015705      0.49975      0.15373       14.127      0.66545      -14.111       2.1609      0.10191     0.044395     -0.22004       761.39            0            0 
+22      0.39508     -0.30645      0.38526     -0.31871      0.03638       3.2572      -2.5421       2.0366    -0.026546    -0.033135    -0.040346     0.031469       90.492            0            0 
+86      -0.4455       -0.227     -0.45241     -0.21289       1.1042       102.46       92.008       45.074       1.8565      -3.7896       1.4744      0.64847       5441.8            0            0 
+150    -0.015705      0.49975            0          0.5      0.13734        12.64      0.19855      -12.639       2.1213     0.033324     0.036438       -0.198       679.73            0            0 
+23      0.38526     -0.31871      0.37506     -0.33066      0.03385       3.0459      -2.3161       1.9782    -0.016052    -0.018794    -0.036632     0.030776       69.631            0            0 
+87     -0.45241     -0.21289     -0.45888     -0.19857        1.136       105.43       96.091       43.387       1.6237      -3.5962       1.5348        0.625       5488.8            0            0 
+151            0          0.5     0.015705      0.49975      0.12646       11.601     -0.18222        -11.6       1.9248    -0.030236      0.02737     -0.18268        634.6            0            0 
+24      0.37506     -0.33066      0.36448     -0.34227       0.0329       2.9979      -2.2173       2.0176    0.0031463    0.0034577    -0.034779     0.031746       83.354            0            0 
+88     -0.45888     -0.19857     -0.46489     -0.18406       1.1592       107.64        99.45       41.194       1.3985      -3.3762       1.5841      0.59401       5520.5            0            0 
+152     0.015705      0.49975     0.031395      0.49901      0.11671        10.73     -0.50545      -10.718       1.8486    -0.087177     0.021097     -0.16972       629.84            0            0 
+25      0.36448     -0.34227      0.35355     -0.35355      0.03057       2.7978      -2.0092        1.947     0.066546      0.06867    -0.030513     0.031661        93.09            0            0 
+89     -0.46489     -0.18406     -0.47044     -0.16937       1.1913       110.53       103.39       39.069       1.1985      -3.1718       1.6429      0.56385       5832.5            0            0 
+153     0.031395      0.49901     0.047054      0.49778      0.10638       9.7434     -0.76446      -9.7134       1.6975     -0.13359     0.014655     -0.15467       514.81            0            0 
+26      0.35355     -0.35355      0.34227     -0.36448      0.02823       2.5935      -1.8048       1.8625       0.1006     0.097492    -0.026769     0.030786       102.15            0            0 
+90     -0.47044     -0.16937     -0.47553     -0.15451       1.2106       112.06       106.02         36.3       1.0043      -2.9333       1.6811      0.52409       5870.5            0            0 
+154     0.047054      0.49778     0.062667      0.49606      0.09575       8.8213       -0.968      -8.7681       1.6241     -0.17931     0.010306     -0.14054       497.24            0            0 
+27      0.34227     -0.36448      0.33066     -0.37506      0.02677       2.3872      -1.6066       1.7657      0.12792       0.1164    -0.023227     0.029562       99.527            0            0 
+91     -0.47553     -0.15451     -0.48015      -0.1395       1.2262       113.91       108.88       33.495      0.84221      -2.7377       1.7234      0.48311       5898.4            0            0 
+155     0.062667      0.49606     0.078217      0.49384      0.08794       8.0323      -1.1318      -7.9522       1.5437      -0.2197      0.00647     -0.12836       408.29            0            0 
+28      0.33066     -0.37506      0.31871     -0.38526      0.02412       2.1812      -1.4165       1.6586      0.22294      0.19041    -0.018748     0.029042       101.17            0            0 
+92     -0.48015      -0.1395     -0.48429     -0.12434       1.2493       115.87       111.77       30.576      0.64792      -2.3684       1.7657      0.44306       5984.4            0            0 
+156     0.078217      0.49384     0.093691      0.49114      0.07818       7.2092      -1.2395      -7.1018       1.4781     -0.25797    0.0037481      -0.1156       409.91            0            0 
+29      0.31871     -0.38526      0.30645     -0.39508      0.02239       1.9994      -1.2501       1.5604      0.31766      0.25449    -0.014646     0.028507       103.35            0            0 
+93     -0.48429     -0.12434     -0.48796     -0.10907       1.2682       117.59       114.34       27.451      0.56474      -2.3523       1.8049      0.39423       6078.2            0            0 
+157     0.093691      0.49114      0.10907      0.48796      0.07158       6.5553      -1.3293      -6.4191       1.3798     -0.28574   0.00079246     -0.10532       363.06            0            0 
+30      0.30645     -0.39508      0.29389     -0.40451        0.022       1.9576      -1.1754       1.5654      0.36672      0.27534    -0.012701     0.028914       109.38            0            0 
+94     -0.48796     -0.10907     -0.49114    -0.093691       1.2818       119.26       116.78       24.185       0.4275      -2.0643       1.8411      0.34746       6358.7            0            0 
+158      0.10907      0.48796      0.12434      0.48429      0.06696       6.1011      -1.4243      -5.9326       1.2595     -0.30238   -0.0025881    -0.097934       344.68            0            0 
+31      0.29389     -0.40451      0.28104     -0.41354      0.02216       1.9771      -1.1369       1.6176      0.43939      0.30881    -0.010956     0.030259       107.22            0            0 
+95     -0.49114    -0.093691     -0.49384    -0.078217       1.2956        120.3       118.51       20.684      0.33197      -1.9021       1.8667      0.29501       6340.9            0            0 
+159      0.12434      0.48429       0.1395      0.48015       0.0583       5.3644      -1.4155      -5.1743       1.2245       -0.335   -0.0029999    -0.086536       314.89            0            0 
+32      0.28104     -0.41354      0.26791     -0.42216      0.02234       1.9765      -1.0851       1.6519      0.49246      0.32348   -0.0093091     0.031029       124.37            0            0 
+96     -0.49384    -0.078217     -0.49606    -0.062667        1.308       121.37       120.16       17.102      0.18345       -1.289       1.8903      0.24837       6379.8            0            0 
+160       0.1395      0.48015      0.15451      0.47553       0.0537       4.8891      -1.4376      -4.6729       1.1524     -0.35453   -0.0044791    -0.078968        293.8            0            0 
+33      0.26791     -0.42216      0.25452     -0.43037      0.02354       2.1502      -1.1235       1.8333      0.57883      0.35471   -0.0085546     0.034368       130.72            0            0 
+97     -0.49606    -0.062667     -0.49778    -0.047054       1.3153       122.16       121.42       13.405      0.12446      -1.1274       1.9092      0.19285       6323.8            0            0 
+161      0.15451      0.47553      0.16937      0.47044      0.04681       4.2832      -1.3874      -4.0522       1.0452     -0.35787   -0.0053742    -0.069271       250.66            0            0 
+34      0.25452     -0.43037      0.24088     -0.43815      0.02677       2.4072      -1.1927        2.091      0.64981      0.37065   -0.0085267     0.038665       154.89            0            0 
+98     -0.49778    -0.047054     -0.49901    -0.031395       1.3177       122.66       122.29       9.6241     0.075322     -0.95706        1.922      0.13614       6602.9            0            0 
+162      0.16937      0.47044      0.18406      0.46489      0.04249       3.8543      -1.3624      -3.6055      0.91705     -0.34653   -0.0069951    -0.062075       229.34            0            0 
+35      0.24088     -0.43815        0.227      -0.4455      0.02868       2.5984      -1.2159       2.2963      0.69607      0.36855   -0.0081643     0.041858        164.4            0            0 
+99     -0.49901    -0.031395     -0.49975    -0.015705       1.3321       123.89       123.75       5.8358     0.024623     -0.52213       1.9441     0.083464       6614.4            0            0 
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CylinderKnMa/Kn0p06/simulation0020_Kn0p06Ma3p9/surf/Surf_300000.vtu

@@ -0,0 +1,38 @@
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AQAAAACAAABABgAA8AQAAA==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AQAAAACAAABABgAAVgUAAA==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AQAAAACAAABABgAALwUAAA==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AQAAAACAAABABgAA5AUAAA==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AQAAAACAAABABgAAFwYAAA==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AQAAAACAAABABgAAFwYAAA==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AQAAAACAAABABgAAIAYAAA==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AQAAAACAAABABgAAnQMAAA==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AQAAAACAAABABgAAFQAAAA==eJxjYBgFo2AUjIJRMApIBwAGQAABAQAAAACAAABABgAAFQAAAA==eJxjYBgFo2AUjIJRMApIBwAGQAABAQAAAACAAADAEgAA0gMAAA==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AQAAAACAAABABgAAXwEAAA==eJwtxVFEHAAAANBKkpzkJEmSJMlJkiRJkiRJkiQnSXKSJEmSJEmSJEmSZGYmmUmSJEmSJEkyMzOTzCRJkmT20Xs/LybqXazjHO8EB5zoJAed7BSnOs3pznCms5ztHOc6zyHnu8CFLnKxS1zqMpe7wpWucrVrXOs617vBjW5ys1vc6rDb3O4Od7rLEXe7x73uc78HPOghD3vEox7zuCc86SlPe8aznvO8F7zoJS97xate8wd/9Cd/9ro3/MVfvektb3vHu97zvg986CMf+8SnPvO5L3zpK1/7m7/7h3/6l3/7xrf+47++870f/OgnP/vFr37zP0dFvxfjWMc53gkOONFJDjrZKU51mtOd4UxnOds5znWeQ853gQtd5GKXuNRlLneFK13late41nWud4Mb3eRmt7jVYbe53R3udJcj7naPe93nfg940EMe9ohHPeZxT3jSU572jGc95/9sSVRSAQAAAACAAADIAAAADAAAAA==eJxjZh4eAADsVAJZ
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+</VTKFile>

CylinderKnMa/Kn0p06/simulation0020_Kn0p06Ma3p9/surf/geom.surf

@@ -0,0 +1,610 @@
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+
+400 points
+200 lines
+
+Points
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CylinderKnMa/Kn0p06/simulation0021_Kn0p06Ma4p0/Grid.pvd

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

CylinderKnMa/Kn0p06/simulation0021_Kn0p06Ma4p0/Lambda.pvd

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

CylinderKnMa/Kn0p06/simulation0021_Kn0p06Ma4p0/Surf.pvd

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

CylinderKnMa/Kn0p06/simulation0021_Kn0p06Ma4p0/config.txt

@@ -0,0 +1,78 @@
+variable    BZ equal 1.380649E-23
+variable    PI equal 3.1415926536
+variable    molecular_mass equal 6.63E-26
+variable    molecular_diameter equal 4.17E-10
+variable    gamma equal 1.666666667
+variable    R equal ${BZ}/${molecular_mass}
+variable    L equal 1.0
+variable    xmin equal -5.0
+variable    xmax equal  6.0
+variable    ymin equal -5.0
+variable    ymax equal  5.0
+variable    Kn equal 0.06
+variable   Ma equal 4.0
+variable    To equal 273.0
+variable    Tb equal 273.0
+variable    theta equal 0.0
+variable    mfp equal ${Kn}*${L}
+variable    cpmfp equal 4
+variable    nden equal 1.0/sqrt(2.0)/${PI}/${molecular_diameter}/${molecular_diameter}/(${mfp}/${cpmfp}*${Kn})
+variable    sos equal sqrt(${gamma}*${R}*${To})
+variable    vo equal ${Ma}*${sos}
+variable    vx equal ${vo}*cos(${theta}*2*PI/360)
+variable    vy equal ${vo}*sin(${theta}*2*PI/360)
+variable    ppc equal 30
+variable    xncells equal (${xmax}-${xmin})/${mfp}*${cpmfp}
+variable    yncells equal (${ymax}-${ymin})/${mfp}*${cpmfp}
+variable    Fnum equal ${nden}*(${xmax}-${xmin})*(${ymax}-${ymin})/${ppc}/${xncells}/${yncells}
+variable    tstep equal (-${xmin}+${xmax})/${vx}/${xncells}/10/4
+variable    nave equal 10000
+variable    noutput equal 300000
+clear
+shell    mkdir output
+shell    mkdir grid
+shell    mkdir surf
+seed    7
+dimension    2
+global    nrho ${nden}
+global    fnum ${Fnum}
+timestep    ${tstep}
+global    gridcut 1.0 particle/reorder 100 comm/sort yes
+region    1  cylinder z 0.0 0.0 3.50 -0.5 0.5
+region    2  cylinder z 0.0 0.0 2.00 -0.5 0.5
+region    3  cylinder z 0.0 0.0 0.80 -0.5 0.5
+boundary    o o p
+create_box    ${xmin} ${xmax} ${ymin} ${ymax} -0.5 0.5
+create_grid    ${xncells} ${yncells} 1 levels 4 region 2 1 2 2 1 region 3 2 2 2 1 region 4 3 2 2 1 clump xyz
+balance_grid  rcb cell
+species   gas.species Ar
+mixture   air Ar frac 1.0
+mixture   air Ar vstream ${vx} ${vy} 0.0 temp ${To}
+collide   vss air gas.vhs
+collide_modify    vremax 100 yes remain no nearcp yes 10
+read_surf       cylinder.surf
+surf_collide    1 diffuse 273.0 1.0
+surf_modify     all collide 1
+fix    in emit/face air xlo ylo yhi
+balance_grid  rcb cell
+create_particles air n 0
+stats    10000
+stats_style step cpu np nattempt ncoll nscoll npave nscollave
+run    200000
+compute      1 grid all air n nrho massrho u v w
+compute      2 grid all air trot
+compute      3 tvib/grid all air
+compute      4 thermal/grid all air press temp
+fix          1 ave/grid all 1 ${nave} ${nave} c_1[*] c_4[*] c_2[*] c_3[*] ave running
+dump         1 grid all ${noutput} output/grid.*.dat id xc yc f_1[*]
+dump_modify  1 format float %12.5g
+compute      5 surf all air n press px py shx shy fx fy etot erot evib
+fix          2 ave/surf all 1 ${nave} ${nave} c_5[*] ave running
+dump         2 surf all ${noutput} output/surf.*.dat id v1x v1y v2x v2y f_2[*]
+dump_modify  2 format float %12.5g
+compute      6  lambda/grid f_1[2] f_1[8] Ar kx
+dump         3 grid all ${noutput} output/lambdakn.*.dat id xc yc c_6[*]
+dump_modify  3 format float %12.5g
+run    100000
+write_grid    grid/final-grid.dat
+write_surf    surf/geom.surf

CylinderKnMa/Kn0p06/simulation0021_Kn0p06Ma4p0/cylinder.surf

@@ -0,0 +1,410 @@
+ surf file from Pointwise
+ 
+         200 points
+         200 lines
+ 
+ Points
+ 
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+ Lines
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CylinderKnMa/Kn0p06/simulation0021_Kn0p06Ma4p0/gas.species

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

CylinderKnMa/Kn0p06/simulation0021_Kn0p06Ma4p0/gas.vhs

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