Upload folder using huggingface_hub (part 9)
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- data/Dataset/airFoil2D_SST_85.129_1.736_1.952_3.253_1.0_17.464/airFoil2D_SST_85.129_1.736_1.952_3.253_1.0_17.464_internal.vtu +3 -0
- data/Dataset/airFoil2D_SST_85.264_-1.334_2.364_0.0_18.665/airFoil2D_SST_85.264_-1.334_2.364_0.0_18.665_aerofoil.vtp +120 -0
- data/Dataset/airFoil2D_SST_85.264_-1.334_2.364_0.0_18.665/airFoil2D_SST_85.264_-1.334_2.364_0.0_18.665_freestream.vtp +95 -0
- data/Dataset/airFoil2D_SST_85.264_-1.334_2.364_0.0_18.665/airFoil2D_SST_85.264_-1.334_2.364_0.0_18.665_internal.vtu +3 -0
- data/Dataset/airFoil2D_SST_85.373_7.196_3.707_1.763_17.931/airFoil2D_SST_85.373_7.196_3.707_1.763_17.931_aerofoil.vtp +120 -0
- data/Dataset/airFoil2D_SST_85.373_7.196_3.707_1.763_17.931/airFoil2D_SST_85.373_7.196_3.707_1.763_17.931_freestream.vtp +95 -0
- data/Dataset/airFoil2D_SST_85.373_7.196_3.707_1.763_17.931/airFoil2D_SST_85.373_7.196_3.707_1.763_17.931_internal.vtu +3 -0
- data/Dataset/airFoil2D_SST_85.488_6.826_3.112_3.445_1.0_17.471/airFoil2D_SST_85.488_6.826_3.112_3.445_1.0_17.471_aerofoil.vtp +120 -0
- data/Dataset/airFoil2D_SST_85.488_6.826_3.112_3.445_1.0_17.471/airFoil2D_SST_85.488_6.826_3.112_3.445_1.0_17.471_freestream.vtp +95 -0
- data/Dataset/airFoil2D_SST_85.488_6.826_3.112_3.445_1.0_17.471/airFoil2D_SST_85.488_6.826_3.112_3.445_1.0_17.471_internal.vtu +3 -0
- data/Dataset/airFoil2D_SST_85.519_7.963_6.333_5.46_6.878/airFoil2D_SST_85.519_7.963_6.333_5.46_6.878_aerofoil.vtp +120 -0
- data/Dataset/airFoil2D_SST_85.519_7.963_6.333_5.46_6.878/airFoil2D_SST_85.519_7.963_6.333_5.46_6.878_freestream.vtp +95 -0
- data/Dataset/airFoil2D_SST_85.519_7.963_6.333_5.46_6.878/airFoil2D_SST_85.519_7.963_6.333_5.46_6.878_internal.vtu +3 -0
- data/Dataset/airFoil2D_SST_85.587_9.118_2.643_0.0_7.612/airFoil2D_SST_85.587_9.118_2.643_0.0_7.612_aerofoil.vtp +120 -0
- data/Dataset/airFoil2D_SST_85.587_9.118_2.643_0.0_7.612/airFoil2D_SST_85.587_9.118_2.643_0.0_7.612_freestream.vtp +95 -0
- data/Dataset/airFoil2D_SST_85.587_9.118_2.643_0.0_7.612/airFoil2D_SST_85.587_9.118_2.643_0.0_7.612_internal.vtu +3 -0
- data/Dataset/airFoil2D_SST_85.691_1.344_0.994_4.15_0.0_5.785/airFoil2D_SST_85.691_1.344_0.994_4.15_0.0_5.785_aerofoil.vtp +120 -0
- data/Dataset/airFoil2D_SST_85.691_1.344_0.994_4.15_0.0_5.785/airFoil2D_SST_85.691_1.344_0.994_4.15_0.0_5.785_freestream.vtp +95 -0
- data/Dataset/airFoil2D_SST_85.691_1.344_0.994_4.15_0.0_5.785/airFoil2D_SST_85.691_1.344_0.994_4.15_0.0_5.785_internal.vtu +3 -0
- data/Dataset/airFoil2D_SST_85.752_6.341_0.382_6.715_8.448/airFoil2D_SST_85.752_6.341_0.382_6.715_8.448_aerofoil.vtp +120 -0
- data/Dataset/airFoil2D_SST_85.752_6.341_0.382_6.715_8.448/airFoil2D_SST_85.752_6.341_0.382_6.715_8.448_freestream.vtp +95 -0
- data/Dataset/airFoil2D_SST_85.752_6.341_0.382_6.715_8.448/airFoil2D_SST_85.752_6.341_0.382_6.715_8.448_internal.vtu +3 -0
- data/Dataset/airFoil2D_SST_85.763_11.065_1.74_5.104_0.0_19.742/airFoil2D_SST_85.763_11.065_1.74_5.104_0.0_19.742_aerofoil.vtp +120 -0
- data/Dataset/airFoil2D_SST_85.763_11.065_1.74_5.104_0.0_19.742/airFoil2D_SST_85.763_11.065_1.74_5.104_0.0_19.742_freestream.vtp +95 -0
- data/Dataset/airFoil2D_SST_85.763_11.065_1.74_5.104_0.0_19.742/airFoil2D_SST_85.763_11.065_1.74_5.104_0.0_19.742_internal.vtu +3 -0
- data/Dataset/airFoil2D_SST_85.797_6.201_5.364_5.552_19.21/airFoil2D_SST_85.797_6.201_5.364_5.552_19.21_aerofoil.vtp +120 -0
- data/Dataset/airFoil2D_SST_85.797_6.201_5.364_5.552_19.21/airFoil2D_SST_85.797_6.201_5.364_5.552_19.21_freestream.vtp +95 -0
- data/Dataset/airFoil2D_SST_85.797_6.201_5.364_5.552_19.21/airFoil2D_SST_85.797_6.201_5.364_5.552_19.21_internal.vtu +3 -0
- data/Dataset/airFoil2D_SST_85.84_10.702_0.466_4.088_14.066/airFoil2D_SST_85.84_10.702_0.466_4.088_14.066_aerofoil.vtp +120 -0
- data/Dataset/airFoil2D_SST_85.84_10.702_0.466_4.088_14.066/airFoil2D_SST_85.84_10.702_0.466_4.088_14.066_freestream.vtp +95 -0
- data/Dataset/airFoil2D_SST_85.84_10.702_0.466_4.088_14.066/airFoil2D_SST_85.84_10.702_0.466_4.088_14.066_internal.vtu +3 -0
- data/Dataset/airFoil2D_SST_85.861_6.295_2.129_7.839_1.0_13.532/airFoil2D_SST_85.861_6.295_2.129_7.839_1.0_13.532_aerofoil.vtp +120 -0
- data/Dataset/airFoil2D_SST_85.861_6.295_2.129_7.839_1.0_13.532/airFoil2D_SST_85.861_6.295_2.129_7.839_1.0_13.532_freestream.vtp +95 -0
- data/Dataset/airFoil2D_SST_85.861_6.295_2.129_7.839_1.0_13.532/airFoil2D_SST_85.861_6.295_2.129_7.839_1.0_13.532_internal.vtu +3 -0
- data/Dataset/airFoil2D_SST_85.907_12.326_3.865_5.533_1.0_15.136/airFoil2D_SST_85.907_12.326_3.865_5.533_1.0_15.136_aerofoil.vtp +120 -0
- data/Dataset/airFoil2D_SST_85.907_12.326_3.865_5.533_1.0_15.136/airFoil2D_SST_85.907_12.326_3.865_5.533_1.0_15.136_freestream.vtp +95 -0
- data/Dataset/airFoil2D_SST_85.907_12.326_3.865_5.533_1.0_15.136/airFoil2D_SST_85.907_12.326_3.865_5.533_1.0_15.136_internal.vtu +3 -0
- data/Dataset/airFoil2D_SST_85.932_7.572_5.082_4.563_7.109/airFoil2D_SST_85.932_7.572_5.082_4.563_7.109_aerofoil.vtp +120 -0
- data/Dataset/airFoil2D_SST_85.932_7.572_5.082_4.563_7.109/airFoil2D_SST_85.932_7.572_5.082_4.563_7.109_freestream.vtp +95 -0
- data/Dataset/airFoil2D_SST_85.932_7.572_5.082_4.563_7.109/airFoil2D_SST_85.932_7.572_5.082_4.563_7.109_internal.vtu +3 -0
- data/Dataset/airFoil2D_SST_86.027_-3.133_3.068_6.365_14.244/airFoil2D_SST_86.027_-3.133_3.068_6.365_14.244_aerofoil.vtp +120 -0
- data/Dataset/airFoil2D_SST_86.027_-3.133_3.068_6.365_14.244/airFoil2D_SST_86.027_-3.133_3.068_6.365_14.244_freestream.vtp +95 -0
- data/Dataset/airFoil2D_SST_86.027_-3.133_3.068_6.365_14.244/airFoil2D_SST_86.027_-3.133_3.068_6.365_14.244_internal.vtu +3 -0
- data/Dataset/airFoil2D_SST_86.05_8.94_1.499_7.799_1.0_13.797/airFoil2D_SST_86.05_8.94_1.499_7.799_1.0_13.797_aerofoil.vtp +120 -0
- data/Dataset/airFoil2D_SST_86.05_8.94_1.499_7.799_1.0_13.797/airFoil2D_SST_86.05_8.94_1.499_7.799_1.0_13.797_freestream.vtp +95 -0
- data/Dataset/airFoil2D_SST_86.05_8.94_1.499_7.799_1.0_13.797/airFoil2D_SST_86.05_8.94_1.499_7.799_1.0_13.797_internal.vtu +3 -0
- data/Dataset/airFoil2D_SST_86.061_2.445_0.422_5.645_19.256/airFoil2D_SST_86.061_2.445_0.422_5.645_19.256_aerofoil.vtp +120 -0
- data/Dataset/airFoil2D_SST_86.061_2.445_0.422_5.645_19.256/airFoil2D_SST_86.061_2.445_0.422_5.645_19.256_freestream.vtp +95 -0
- data/Dataset/airFoil2D_SST_86.061_2.445_0.422_5.645_19.256/airFoil2D_SST_86.061_2.445_0.422_5.645_19.256_internal.vtu +3 -0
- data/Dataset/airFoil2D_SST_86.098_11.107_2.762_7.22_1.0_15.677/airFoil2D_SST_86.098_11.107_2.762_7.22_1.0_15.677_aerofoil.vtp +120 -0
data/Dataset/airFoil2D_SST_85.129_1.736_1.952_3.253_1.0_17.464/airFoil2D_SST_85.129_1.736_1.952_3.253_1.0_17.464_internal.vtu
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<Value index="0">
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0.99999994491
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</Value>
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<Value index="1">
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| 35 |
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1.0000000657
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| 36 |
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</Value>
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| 37 |
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</InformationKey>
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| 38 |
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</DataArray>
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</PointData>
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<CellData Normals="Normals">
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<DataArray type="Float32" Name="nut" format="binary" RangeMin="0" RangeMax="0">
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</DataArray>
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| 60 |
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<InformationKey name="L2_NORM_RANGE" location="vtkDataArray" length="2">
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| 61 |
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<Value index="0">
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| 62 |
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0.99999996007
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| 63 |
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</Value>
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| 64 |
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<Value index="1">
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| 65 |
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1.0000000344
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| 66 |
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</Value>
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| 67 |
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</InformationKey>
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| 68 |
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</DataArray>
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<DataArray type="Float64" Name="Length" format="binary" RangeMin="0.000005471944347089781" RangeMax="0.008150197286440005">
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| 70 |
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
|
| 71 |
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</DataArray>
|
| 72 |
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</CellData>
|
| 73 |
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<Points>
|
| 74 |
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<DataArray type="Float32" Name="Points" NumberOfComponents="3" format="binary" RangeMin="0.5" RangeMax="1.118033988749895">
|
| 75 |
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data/Dataset/airFoil2D_SST_85.264_-1.334_2.364_0.0_18.665/airFoil2D_SST_85.264_-1.334_2.364_0.0_18.665_freestream.vtp
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</DataArray>
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</DataArray>
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| 18 |
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AQAAAACAAACgUAAAUTAAAA==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</DataArray>
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| 37 |
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AQAAAACAAACgUAAA7ikAAA==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<InformationKey name="L2_NORM_RANGE" location="vtkDataArray" length="2">
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<Value index="0">
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84.457964518
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</Value>
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<Value index="1">
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85.27063707
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</Value>
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</DataArray>
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</CellData>
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<Points>
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<Value index="0">
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</InformationKey>
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</DataArray>
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<Verts>
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<InformationKey name="L2_NORM_RANGE" location="vtkDataArray" length="2">
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<Value index="0">
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0.99999994321
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</Value>
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<Value index="1">
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1.0000000664
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| 36 |
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</Value>
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</InformationKey>
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</DataArray>
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</PointData>
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<CellData Normals="Normals">
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<DataArray type="Float32" Name="nut" format="binary" RangeMin="0" RangeMax="0">
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</DataArray>
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<DataArray type="Float32" Name="p" format="binary" RangeMin="-8344.349609375" RangeMax="3647.969970703125">
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
|
| 60 |
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<InformationKey name="L2_NORM_RANGE" location="vtkDataArray" length="2">
|
| 61 |
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<Value index="0">
|
| 62 |
+
0.9999999623
|
| 63 |
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</Value>
|
| 64 |
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<Value index="1">
|
| 65 |
+
1.0000000373
|
| 66 |
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</Value>
|
| 67 |
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</InformationKey>
|
| 68 |
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</DataArray>
|
| 69 |
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<DataArray type="Float64" Name="Length" format="binary" RangeMin="0.000005453860064565642" RangeMax="0.008062973280496167">
|
| 70 |
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
|
| 71 |
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</DataArray>
|
| 72 |
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</CellData>
|
| 73 |
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<Points>
|
| 74 |
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<DataArray type="Float32" Name="Points" NumberOfComponents="3" format="binary" RangeMin="0.5000000014713522" RangeMax="1.118033988749895">
|
| 75 |
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0.50000000147
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<Value index="1">
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1.1180339887
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</DataArray>
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</DataArray>
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<DataArray type="Float32" Name="U" NumberOfComponents="3" format="binary" RangeMin="84.42876294155464" RangeMax="85.41244544252383">
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| 18 |
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AQAAAACAAAAMUQAAVjIAAA==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<InformationKey name="L2_NORM_RANGE" location="vtkDataArray" length="2">
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<Value index="0">
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84.428762942
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</Value>
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<Value index="1">
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| 24 |
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85.412445443
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</Value>
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</InformationKey>
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</DataArray>
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</PointData>
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<CellData>
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<DataArray type="Float32" Name="nut" format="binary" RangeMin="3.0270899120665717e-9" RangeMax="0.01519049983471632">
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teWN+OdSIzZ3NmIe+4JPMr7gyLNf0Kj5C2qPacJzM5swoqAJj7xowl8GzdgS3Iw785qRu96MW5W+4mfHr/gpU2HFXzG/4auCt7+ha8w39Nz2Df3ufMMu/nc8Kf6O6tnfcdaZ7zjv83cFH7fgk4gW3PBPCzZVt2BHdwvy7X9g1ZwfaF74A9c9/YFfB7Zir1srVv7Vin+dacX39a3ob/wTZwT9xOxVP1Ek/4mdX3/ibLNfuCLiF/674ReWV/3CMa2/8JtlGw6IasNxf7ehN7ahfmsb1lm0Y7i0HbPWt+Pui+2Y+LUdBcN/Y0nwb7Ra8RvDSn/jwvrfGGDQgbc9OtAvqwNrjnZg4ZMOvKP2B4MFfxQ88gel2//g2mt/sPznH8w360TjkE48uKwTxxZ3ouarTnTW7MIa1oUR8V34Pr8LjakLQ792KXilG294dmNkRjduL+jGB7e68cLvbgwy78H6wB7MWdiD8iM9ePR+D27r6kHrUb14PbgX+y/qxZAjveh6rxffdPTiErM+vOHXhzoL+lBtfx92X+/D/d/7sL2/Eg0boUTG9ko02FuJvsQo0aVUJUpYqUSfdihR/Aklqr+kRNoPlGhyvWL9txIlaioTN0yZDCcq0zVXZQWvK1NbojLlLFSmor+ViVegTP1KlGngVWXSf6xM3z8pU2GHMoVq8ujFUB4JrXm0Q8yjmiAe9U7nkXo6jxpW8Oi/rTxadphHDmU8BcPzyOIJj9Z84lFVO4/uqKnQS0MVolEqdFigQg6eKvRdokIR8SpUmalCf1aqkGCrioK7Vci2RIWMSYWe31WhlDoVUmlWPDtV6Iy6Kl03VKU6C1WqmaRKMlClRYGqNChWlVYmqdLPLFUSrlJV8LEqpe5XpeknVWmMTHHmmirNfKBKT+tUaeQXVYJ2xR6PTxFafDIz5tM3Sz4l2PLptROfrLz5FBzGp8ypfEpJ4hOXyaePS/k0Yz2fzm/lk9p+Pk0o4pP1OT7xKvl0qppP0nt8Kn7GJ9X3fLJt4pP9Lz596OaTmK9GyVpqtNVIjYxGqtEnMzXKV9gmgRotSlYjyVo16lwvujRO+celdCOnqrH8eVXvTfOqEvT2ValuOV1lZnypSp13u+rkghdVjlsaqhbHt1ft7FXGtDPquMpLG3VvGuA9WxO0X22GwVfGoFejDfI77TH6lyPaPwNMP+KJKrH+eL0rBHevkuLf7bG4NCQOl29PxMNX5uKzZ2no9CwLf9EiTPDJRe9jKxTnV2Gry1q8uHQ9nj+bh6+ebsR1vzbhgH75Ci3ZhvsH7MAipV24/stu/FKzF7ML9+GTlAIsm1SIF78eVPT4YWz0PoqzGo9h9PLjmKF7EvvtPoVzjIrRbfMZ5JRK8Nzsc/j9v1I8ZF6GC7LKUe9KhWLW5NjpfgE9F1/EyNOVCr+XcFR3FeYZE2rYXcZAjyuoFHoVR0ZdwzPR1agkvY5VATdQzN3E2vH/4TL9GvzaVoNXH91C1dO3Fb7vKGb0Lu40uYcPP9zDrKP30Sr+ARYMf4gWTx6ifN0jnMFqcd77Wsxb/xi1rJ/g79tPcFfSUyzgPcNpu57hqnHPsVz+HA96vMA9d1/ggfCXOPXpS1wqfYURta8U81uHS6/XoeXk17ji9Gvkhr3BKRve4Ktfb3DWlLfof/UtNo56h07r3qHb53cKXXuPgwve4+bf7zEh8AO2HPyAz9o+KPShHo221+P1d/V4y/ojjlj0Ee2ufcRxSp+Qc/ik0D43GJbuBurb3GBEmRtoP3FTsJ8bNA92h7NCd1gQ5Q46C93hxB53Bde7K9jcHbq73MHNxAOmO3nAsVgP2LPYAyr+9YDjlR6Q/soD4rs9QNXEE+5M9gTXGE94t9ATIvZ4wi25Jwx+7glxHZ6wcrCXglm9oFriBZWZXnB+qxcsP+cFgQ+8wKTFC1DLW8HL3vDKzxskc7zh7jpvMD3mDfOqveHSB294r+wDr4f7gIrYB/pifODBXz5we6cPZJb5gOcjH/ja4gPbtXxB38oXNvv4glaiL8St8oXyQl94W+ULdq8U9scXphj6wRQ7hQX7gd08P9DY4AdvjvpB3lU/YG/94EO3H8QP8YfPDv6QFOoPTSn+4J7nD+nH/KHmqj90vPFX5MMfxhsFwAT7ALALDoCBcwOgYW0AXDkUAOkYAAEvA+BRewCs0gsETZtAxX0CYXB8IGTkBsL9vYFgVREI0x4GwsWvgfBNPQjazYOgTxwE6tFBoLMgCIZsDoKOE0HwpDoI8t4GwZyuIDA1DIZHE4Nhql8w6CcEw77cYBizNxjWlwXDl3vB4PclGE6qhsCA4SHgJgqBhWEhUDIvBKrWhkBbYQjwKkMUtQ6B1u8h0KcRCu/NQ6HaORSKpKEwIy1UEWMo9BwOhfKqUPB4Fgq9P0JhY/8wMLEMg5PiMHCMDIOCtDCYkBcG2w6HwZ9LYTD1aRjsbglT/C8cHM3DYYFTOJyVhMPllHDoWRsOWoXh4HMhHGIehcPc5nAI40tglqkEsphEkX8JuCdJwGqFBPT3SqCzVALvb0ug4KME1vYq9gZHgPLECEDvCFg8IwIcF0bA7/wIOH8yAryvRQC/LgJ2t0WAlZYUGkdJYQknBZ1IKRyeLwW2Xgq3CqVgf0EKNx9KIaZJCtUqkRBpEglX7CNBEhAJGB8JY5ZGQuWOSLA8EwmbbkQqahsJf3dEQptOFEwbGwU3XaJgUnQU7E2PAn5eFKQcioJnF6PApTYKHjdHgZgfDUXDokFXEA2LAqOhPiEaApdFw7ud0eB3NhrO34wG03fRUPInGobqxUDxuBgwcouBkzExYJAZA0V/x4DekRgIuRSjqE0M3PweA9YasfCXaSwsmxgLUf6xip6JhQfFsVC/MhbGz9jprPl0pThY8lzs4anNRey34go7PLhZObGczp35nOaF5ZxF3Aaud0k+9958D2cVX8j9CSzi5jcVc/Ndy7jn0Re5naLLXNP765xRzG2u6vADbuGVJ5xLxUsubtVbrnb8R+6fM43cW51vnHFIK8fS2rkX6Z2ckrSXC9VWBsFHHpw6rQpRSWowx0gdoi9qQFFof1j2egDETNOCxMfa4OuiC/xDemDYpQ/3fAwgdpMh6NweDAZKQ6BxvDGUBQ2FI8kmoJk7DCZvNAXB1uEQlD8CSjaMhDOLzcBntjn0BFhAobUllPYbBZqvRoHZydHQlTkGLovGwr9/xkLF+XGglzwelIZZwakaK2jKsAbdITaKXrOBJOkEhRZMgNNrJsJDI1tYe8wWaiZNghsXJil6xA4ML9tBPmev0DZ7KLFzgKXHHeCUiQB0NwrgdKcAeuMZnLnLoNleCKW7hBDVKYTzUSK4Wi6Cc7qOsGyOI0guO4KG4WT4MXsylMsnw3N1J1CNcIK4QicwaXICDTtnCPvLGcyrnGGUshjOuIoBV4hh/GUxePeKoUnEAZfJgdtpDu7Uc6AxFMA0GBQ1BlhdDtD3GRT64gLRXi4wa4EL+Bx0Adu7LuD9xwV0zF3hnJ8rvEh3hdw9ruB/1RXuNLqCpZobzDNxg/8B0iBiUw==
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</DataArray>
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<DataArray type="Float32" Name="U" NumberOfComponents="3" format="binary" RangeMin="84.4280010420568" RangeMax="85.4124669442411">
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| 37 |
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AQAAAACAAAAMUQAAaSsAAA==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<InformationKey name="L2_NORM_RANGE" location="vtkDataArray" length="2">
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<Value index="0">
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84.428001042
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</Value>
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<Value index="1">
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85.412466944
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</Value>
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</InformationKey>
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</DataArray>
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</CellData>
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<Points>
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AQAAAACAAAAMUQAA7SEAAA==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<InformationKey name="L2_NORM_RANGE" location="vtkDataArray" length="2">
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<Value index="0">
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| 32 |
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0.99999994458
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| 33 |
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</Value>
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<Value index="1">
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| 35 |
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1.0000000513
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| 36 |
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</Value>
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| 37 |
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</InformationKey>
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| 38 |
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</DataArray>
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| 39 |
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</PointData>
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| 40 |
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<CellData Normals="Normals">
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| 41 |
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<DataArray type="Float32" Name="nut" format="binary" RangeMin="0" RangeMax="0">
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AQAAAACAAACcEAAAGwAAAA==eJztwTEBAAAAwqD1T20MH6AAAAAAfgYQnAAB
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| 43 |
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</DataArray>
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<DataArray type="Float32" Name="p" format="binary" RangeMin="-7876.9599609375" RangeMax="3657.949951171875">
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| 60 |
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<InformationKey name="L2_NORM_RANGE" location="vtkDataArray" length="2">
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| 61 |
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<Value index="0">
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| 62 |
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0.99999996291
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| 63 |
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</Value>
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| 64 |
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<Value index="1">
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| 65 |
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1.0000000374
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| 66 |
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</Value>
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| 67 |
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</InformationKey>
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| 68 |
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</DataArray>
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| 69 |
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<DataArray type="Float64" Name="Length" format="binary" RangeMin="0.0000055069557447357925" RangeMax="0.007178960467341327">
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| 70 |
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
|
| 71 |
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</DataArray>
|
| 72 |
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</CellData>
|
| 73 |
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<Points>
|
| 74 |
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data/Dataset/airFoil2D_SST_85.488_6.826_3.112_3.445_1.0_17.471/airFoil2D_SST_85.488_6.826_3.112_3.445_1.0_17.471_freestream.vtp
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| 16 |
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</DataArray>
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| 17 |
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<DataArray type="Float32" Name="U" NumberOfComponents="3" format="binary" RangeMin="84.585438077361" RangeMax="85.52147219982923">
|
| 18 |
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AQAAAACAAAAEUwAAyDEAAA==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<InformationKey name="L2_NORM_RANGE" location="vtkDataArray" length="2">
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<Value index="0">
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84.585438077
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</Value>
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<Value index="1">
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| 24 |
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85.5214722
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</Value>
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</InformationKey>
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</DataArray>
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</PointData>
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<CellData>
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<DataArray type="Float32" Name="nut" format="binary" RangeMin="3.0270999040737934e-9" RangeMax="0.013679499737918377">
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| 35 |
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</DataArray>
|
| 36 |
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<DataArray type="Float32" Name="U" NumberOfComponents="3" format="binary" RangeMin="84.58478702096697" RangeMax="85.52151353714669">
|
| 37 |
+
AQAAAACAAAAEUwAA2CoAAA==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<Value index="0">
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84.584787021
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</Value>
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<Value index="1">
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85.521513537
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</Value>
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</InformationKey>
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</DataArray>
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</CellData>
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<Points>
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AQAAAACAAAAEUwAAZCIAAA==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| 30 |
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<InformationKey name="L2_NORM_RANGE" location="vtkDataArray" length="2">
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| 31 |
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<Value index="0">
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| 32 |
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0.99999994405
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| 33 |
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</Value>
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| 34 |
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<Value index="1">
|
| 35 |
+
1.0000000584
|
| 36 |
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</Value>
|
| 37 |
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</InformationKey>
|
| 38 |
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</DataArray>
|
| 39 |
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</PointData>
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| 40 |
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<CellData Normals="Normals">
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| 41 |
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<DataArray type="Float32" Name="nut" format="binary" RangeMin="0" RangeMax="0">
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| 42 |
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AQAAAACAAACkDQAAGgAAAA==eJztwTEBAAAAwqD1T20ND6AAAAB4MQ2kAAE=
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| 43 |
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</DataArray>
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| 44 |
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<DataArray type="Float32" Name="p" format="binary" RangeMin="-27919.19921875" RangeMax="3659.6298828125">
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| 60 |
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<InformationKey name="L2_NORM_RANGE" location="vtkDataArray" length="2">
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| 61 |
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<Value index="0">
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| 62 |
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0.99999996371
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| 63 |
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</Value>
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| 64 |
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<Value index="1">
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| 65 |
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1.0000000392
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| 66 |
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</Value>
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| 67 |
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</InformationKey>
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| 68 |
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</DataArray>
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| 69 |
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<DataArray type="Float64" Name="Length" format="binary" RangeMin="0.000006273016775618516" RangeMax="0.011872330871550301">
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|
| 71 |
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</DataArray>
|
| 72 |
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</CellData>
|
| 73 |
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<Points>
|
| 74 |
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<DataArray type="Float32" Name="Points" NumberOfComponents="3" format="binary" RangeMin="0.5000000001967846" RangeMax="1.118033988749895">
|
| 75 |
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
|
| 16 |
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</DataArray>
|
| 17 |
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<DataArray type="Float32" Name="U" NumberOfComponents="3" format="binary" RangeMin="84.57181347417365" RangeMax="85.57757666330488">
|
| 18 |
+
AQAAAACAAACUSgAADzIAAA==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| 19 |
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<InformationKey name="L2_NORM_RANGE" location="vtkDataArray" length="2">
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<Value index="0">
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| 21 |
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84.571813474
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| 22 |
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</Value>
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<Value index="1">
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| 24 |
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85.577576663
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| 25 |
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</Value>
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| 26 |
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</InformationKey>
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| 27 |
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</DataArray>
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| 28 |
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</PointData>
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<CellData>
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| 30 |
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<DataArray type="Float32" Name="nut" format="binary" RangeMin="3.0270499440376852e-9" RangeMax="0.016449499875307083">
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</DataArray>
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| 37 |
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AQAAAACAAACUSgAARCwAAA==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<InformationKey name="L2_NORM_RANGE" location="vtkDataArray" length="2">
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<Value index="0">
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84.570192172
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</Value>
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<Value index="1">
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| 43 |
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85.577575448
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| 44 |
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</Value>
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| 45 |
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</InformationKey>
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</DataArray>
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</CellData>
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<Points>
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<DataArray type="Float32" Name="Points" NumberOfComponents="3" format="binary" RangeMin="199.90364770349916" RangeMax="282.843154416012">
|
| 50 |
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AQAAAACAAACUSgAALCAAAA==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<InformationKey name="L2_NORM_RANGE" location="vtkDataArray" length="2">
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<Value index="0">
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| 32 |
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0.99999994465
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| 33 |
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</Value>
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<Value index="1">
|
| 35 |
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1.0000000495
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| 36 |
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</Value>
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| 37 |
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</InformationKey>
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| 38 |
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</DataArray>
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| 39 |
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</PointData>
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| 40 |
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<CellData Normals="Normals">
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| 41 |
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<DataArray type="Float32" Name="nut" format="binary" RangeMin="0" RangeMax="0">
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AQAAAACAAAAIEAAAGgAAAA==eJztwQEBAAAAgiD/r25IQAEAAAAvBhAIAAE=
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| 43 |
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</DataArray>
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<DataArray type="Float32" Name="p" format="binary" RangeMin="-34821.19921875" RangeMax="3665.389892578125">
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| 60 |
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<InformationKey name="L2_NORM_RANGE" location="vtkDataArray" length="2">
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| 61 |
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<Value index="0">
|
| 62 |
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0.99999996294
|
| 63 |
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</Value>
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| 64 |
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<Value index="1">
|
| 65 |
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1.0000000313
|
| 66 |
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</Value>
|
| 67 |
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</InformationKey>
|
| 68 |
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</DataArray>
|
| 69 |
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<DataArray type="Float64" Name="Length" format="binary" RangeMin="0.000006071889378127624" RangeMax="0.007519339398189789">
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| 70 |
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
|
| 71 |
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</DataArray>
|
| 72 |
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</CellData>
|
| 73 |
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<Points>
|
| 74 |
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<DataArray type="Float32" Name="Points" NumberOfComponents="3" format="binary" RangeMin="0.5" RangeMax="1.118033988749895">
|
| 75 |
+
AQAAAACAAAAYMAAAAiAAAA==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
|
| 16 |
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</DataArray>
|
| 17 |
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<DataArray type="Float32" Name="U" NumberOfComponents="3" format="binary" RangeMin="84.56432886677341" RangeMax="85.6241338308715">
|
| 18 |
+
AQAAAACAAABgUQAA3zAAAA==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<InformationKey name="L2_NORM_RANGE" location="vtkDataArray" length="2">
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<Value index="0">
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84.564328867
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</Value>
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<Value index="1">
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85.624133831
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</Value>
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</InformationKey>
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</DataArray>
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</PointData>
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<CellData>
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</DataArray>
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</DataArray>
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| 37 |
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AQAAAACAAABgUQAA/ykAAA==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
|
| 38 |
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<InformationKey name="L2_NORM_RANGE" location="vtkDataArray" length="2">
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| 39 |
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<Value index="0">
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| 40 |
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84.564328867
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| 41 |
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</Value>
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| 42 |
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<Value index="1">
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| 43 |
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85.624149569
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| 44 |
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</Value>
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| 45 |
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</InformationKey>
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| 46 |
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</DataArray>
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| 47 |
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</CellData>
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| 48 |
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<Points>
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| 49 |
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<DataArray type="Float32" Name="Points" NumberOfComponents="3" format="binary" RangeMin="199.93859264302802" RangeMax="282.843154416012">
|
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<InformationKey name="L2_NORM_RANGE" location="vtkDataArray" length="2">
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<Value index="0">
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| 32 |
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0.99999994334
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| 33 |
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</Value>
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<Value index="1">
|
| 35 |
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1.0000000581
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| 36 |
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</Value>
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| 37 |
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</InformationKey>
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| 38 |
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</DataArray>
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| 39 |
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</PointData>
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<CellData Normals="Normals">
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| 41 |
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<DataArray type="Float32" Name="nut" format="binary" RangeMin="0" RangeMax="0">
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AQAAAACAAAAAEQAAGwAAAA==eJztwQENAAAAwqD3T20PBxQAAADAtwERAAAB
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| 43 |
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</DataArray>
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<DataArray type="Float32" Name="p" format="binary" RangeMin="-1767.8599853515625" RangeMax="3677.050048828125">
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| 60 |
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<InformationKey name="L2_NORM_RANGE" location="vtkDataArray" length="2">
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| 61 |
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<Value index="0">
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| 62 |
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0.99999996395
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| 63 |
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</Value>
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| 64 |
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<Value index="1">
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| 65 |
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1.000000033
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| 66 |
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</Value>
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| 67 |
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</InformationKey>
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| 68 |
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</DataArray>
|
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<DataArray type="Float64" Name="Length" format="binary" RangeMin="0.00000654169710132532" RangeMax="0.006596054914676199">
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| 70 |
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AQAAAACAAAAAIgAAZSAAAA==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|
| 71 |
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</DataArray>
|
| 72 |
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</CellData>
|
| 73 |
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<Points>
|
| 74 |
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<DataArray type="Float32" Name="Points" NumberOfComponents="3" format="binary" RangeMin="0.5000000000041149" RangeMax="1.118033988749895">
|
| 75 |
+
AQAAAACAAAAAMwAA4iEAAA==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
|
| 16 |
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</DataArray>
|
| 17 |
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<DataArray type="Float32" Name="U" NumberOfComponents="3" format="binary" RangeMin="85.01404533191926" RangeMax="85.69928411929718">
|
| 18 |
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AQAAAACAAAAwVAAAfjMAAA==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<InformationKey name="L2_NORM_RANGE" location="vtkDataArray" length="2">
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<Value index="0">
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85.014045332
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</Value>
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<Value index="1">
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85.699284119
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</Value>
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</InformationKey>
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</DataArray>
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</PointData>
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<CellData>
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</DataArray>
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<DataArray type="Float32" Name="U" NumberOfComponents="3" format="binary" RangeMin="85.01389255241523" RangeMax="85.70167089915121">
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| 37 |
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AQAAAACAAAAwVAAADS0AAA==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| 38 |
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<InformationKey name="L2_NORM_RANGE" location="vtkDataArray" length="2">
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<Value index="0">
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| 40 |
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85.013892552
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| 41 |
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</Value>
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| 42 |
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<Value index="1">
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| 43 |
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85.701670899
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| 44 |
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</Value>
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| 45 |
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</InformationKey>
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| 46 |
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</DataArray>
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| 47 |
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</CellData>
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| 48 |
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<Points>
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| 49 |
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<DataArray type="Float32" Name="Points" NumberOfComponents="3" format="binary" RangeMin="199.94752008482834" RangeMax="282.843154416012">
|
| 50 |
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AQAAAACAAAAwVAAAuCIAAA==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<InformationKey name="L2_NORM_RANGE" location="vtkDataArray" length="2">
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<Value index="0">
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| 32 |
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0.99999994693
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| 33 |
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</Value>
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| 34 |
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<Value index="1">
|
| 35 |
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1.0000000528
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| 36 |
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</Value>
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| 37 |
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</InformationKey>
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| 38 |
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</DataArray>
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| 39 |
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</PointData>
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| 40 |
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<CellData Normals="Normals">
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| 41 |
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<DataArray type="Float32" Name="nut" format="binary" RangeMin="0" RangeMax="0">
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| 42 |
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AQAAAACAAADQDwAAGwAAAA==eJztwQENAAAAwqD3T20ON6AAAACANwMP0AAB
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| 43 |
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</DataArray>
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<DataArray type="Float32" Name="p" format="binary" RangeMin="-15611.7001953125" RangeMax="3679.64990234375">
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| 60 |
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<InformationKey name="L2_NORM_RANGE" location="vtkDataArray" length="2">
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| 61 |
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<Value index="0">
|
| 62 |
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0.99999996549
|
| 63 |
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</Value>
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| 64 |
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<Value index="1">
|
| 65 |
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1.0000000366
|
| 66 |
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</Value>
|
| 67 |
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</InformationKey>
|
| 68 |
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</DataArray>
|
| 69 |
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<DataArray type="Float64" Name="Length" format="binary" RangeMin="0.000006053685104105439" RangeMax="0.008021480734480037">
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| 70 |
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
|
| 71 |
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</DataArray>
|
| 72 |
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</CellData>
|
| 73 |
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<Points>
|
| 74 |
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<DataArray type="Float32" Name="Points" NumberOfComponents="3" format="binary" RangeMin="0.5000000000056372" RangeMax="1.118033988749895">
|
| 75 |
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data/Dataset/airFoil2D_SST_85.752_6.341_0.382_6.715_8.448/airFoil2D_SST_85.752_6.341_0.382_6.715_8.448_freestream.vtp
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|
| 13 |
+
</DataArray>
|
| 14 |
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<DataArray type="Float32" Name="p" format="binary" RangeMin="-2.2261650562286377" RangeMax="2.7340450286865234">
|
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</DataArray>
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| 17 |
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<DataArray type="Float32" Name="U" NumberOfComponents="3" format="binary" RangeMin="84.95236328353025" RangeMax="85.77951500959449">
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| 18 |
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AQAAAACAAADQUAAAkDMAAA==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<Value index="0">
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84.952363284
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</Value>
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<Value index="1">
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85.77951501
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</DataArray>
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</PointData>
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<CellData>
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</DataArray>
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<DataArray type="Float32" Name="U" NumberOfComponents="3" format="binary" RangeMin="84.95210863786997" RangeMax="85.77957691833441">
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| 37 |
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AQAAAACAAADQUAAAQi8AAA==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| 38 |
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<InformationKey name="L2_NORM_RANGE" location="vtkDataArray" length="2">
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| 39 |
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<Value index="0">
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| 40 |
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84.952108638
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| 41 |
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</Value>
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| 42 |
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<Value index="1">
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| 43 |
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85.779576918
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| 44 |
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</Value>
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| 45 |
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</InformationKey>
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| 46 |
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</DataArray>
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| 47 |
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</CellData>
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| 48 |
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<Points>
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| 49 |
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<DataArray type="Float32" Name="Points" NumberOfComponents="3" format="binary" RangeMin="199.93472978578976" RangeMax="282.843154416012">
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| 50 |
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AQAAAACAAADQUAAA4CEAAA==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<InformationKey name="L2_NORM_RANGE" location="vtkDataArray" length="2">
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<Value index="0">
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0.99999994469
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</Value>
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<Value index="1">
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| 35 |
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1.0000000663
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| 36 |
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</Value>
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| 37 |
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</InformationKey>
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| 38 |
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</DataArray>
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| 39 |
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</PointData>
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<CellData Normals="Normals">
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| 41 |
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<DataArray type="Float32" Name="nut" format="binary" RangeMin="0" RangeMax="0">
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AQAAAACAAADsDwAAGgAAAA==eJztwQENAAAAwqD3T20PBxQAAADwZA/sAAE=
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| 43 |
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</DataArray>
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<DataArray type="Float32" Name="p" format="binary" RangeMin="-11325.2998046875" RangeMax="3681.2900390625">
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
|
| 60 |
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<InformationKey name="L2_NORM_RANGE" location="vtkDataArray" length="2">
|
| 61 |
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<Value index="0">
|
| 62 |
+
0.99999996199
|
| 63 |
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</Value>
|
| 64 |
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<Value index="1">
|
| 65 |
+
1.0000000365
|
| 66 |
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</Value>
|
| 67 |
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</InformationKey>
|
| 68 |
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</DataArray>
|
| 69 |
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<DataArray type="Float64" Name="Length" format="binary" RangeMin="0.000005548880901313959" RangeMax="0.008030626602011417">
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| 70 |
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
|
| 71 |
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</DataArray>
|
| 72 |
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</CellData>
|
| 73 |
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<Points>
|
| 74 |
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<DataArray type="Float32" Name="Points" NumberOfComponents="3" format="binary" RangeMin="0.5000000025942696" RangeMax="1.118033988749895">
|
| 75 |
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data/Dataset/airFoil2D_SST_85.763_11.065_1.74_5.104_0.0_19.742/airFoil2D_SST_85.763_11.065_1.74_5.104_0.0_19.742_freestream.vtp
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|
| 13 |
+
</DataArray>
|
| 14 |
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|
| 15 |
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7nbQZyM76QenTjrzYCc9/aSTNg/6RRttflFpzC/68vovOuXPLzrBtIue2NtF2y500THvu2jruN800/k37Uj9TX/f+02rlP5QV8EfmuT7hx7O+0OXN/6huaP/0kGOf6l23F967sZfOrjzL7WZ2U1ne3TT5iPd1OlRN92l1EPXzuuh33f1UONTPdSuqocKeb20RtBLJ+ztpSOyeunbql7qxO2jQeZ91GdXH7XM7KPM4z5a39dH/zPqp7LN/ZQj76dzsJ/y2/pp2cQBOtRhgGpFDtDWggGaXTdABzhKyNFVwvq5SnjOVgmtPZSwLEgJNVOU0C1HCUNYJdzzTAlXfFJC5R4lTB6ujKrTlNFhgTL6OSpj9A5lDAlTxmVpyvhdsYPvZJSReayMnQ3KOO6XMo4epILfdFUwz1gFLZeoYK6LCvbtVsHpkSo486AKap9VwdflKuj7QAV/1angqhYVjFRS7O0jVDFhqirumK+KOstV8bRijx/hrYpLIxS1FFXcd0oVhcWq2EZV8eBzVRzUqIrrfqpiqDIH/TU56DKJgyNMOJgDHJzgyMH9mzl41IeDRw5wMDKZg5aZHKzK4+AahoO5dzn46hUHa95zsKiNg379HFTX4GLYGC5WT+Mi14yL6ou4+NWei5nruThlJxfF/lx8HMXFb0lcbMzg4s0cLoYWc/HnVS6K7nIx5AUXT/zHxfQvXFzTzsUPvVzczOdhiSYP74zj4W19Hh6dw8PFAh6+seah8UoebnDmYcAmHtrv5GHvPh6mh/CQF8ND8wQeig7y0OQYD/9m8TAjl4e/i3loSBTaCoXHHR72POJhQhUPVd7wcEE9TzEvhf4bD1+38XB3Fw+rehSeSnzs4fLx+WA+RgzjY58WH51H81Gsy0dfPT7qTeXjNQM+Gs7i4yYjPnqa8HGJGR8/zOejq4CPOQv4eMmSj4dEfLRbxMfb1nzsX8zHqTZ8VF/KxxIFNsv4eExB0f/H/+X/q3cpNMMUNCn0MsW9LuDjDIXPeIXfFyEfYy0UcR4fO+fy8d85fDxoqNBM56OuPh9HT+JjjaLH3YpeKxQ9HxmqqA3i4x1VRV8DPCzs5mH0Tx7O/KB4p295GN/JQ1Do9K4rV1i+2lqRKz1SUd1XVDEp8VZFr1l1xQ+7TxXCnZ0Vk/yUaUuoGv3gNozWjtWmRjd1qa7TFCp/NoNmWRjT+6nzqaBqIf2uspgW6dlS01kO1GCyMxVx3en0Vx5UmupJlcz20C23feleUTBtOhtBt3ZH060ZErp0Riw1uRRP9QyTqPbJFDpCVU5HbjpExxX9Q5060um12cfomo2Z1Ed8kg49eZqaFGZT1dIcWlB0jrpkXaCc+Dz6dkc+nScspEO5xVR+9xK9FllCP80uo/NeXaGFvoRm81g6/PBVqq9znZoevkEFfEqF/kgv/1tJT5vdotzE23Te6zvUZOI9Omnzfbr+6AP638OH9HzXI/ph3BP6RfiU1jk9o+mez+ki/xfUJKyKbg9/SfnBr+iivdW0eWMNXWv7L82f85q2DH9Dx/94Q5Nu11JhRh2dvuM/mm/0lmZ0vKXaZe9o5P56mjO9gcb+10DDkhtptMV7WtnwnlrJPtAu/Y+06eZHumfDJxrZ/onqyT7TsJFfaGrWFyqb8ZXOL/5KH5g00X8uN1Fvo2bqmNtM90z8Runhb9SP+53GBXynBo0KVvygpSU/aIdOC60Ia6FWdS3UX9BKY4+00tDWVqq3rI0+P9FG49vaqJ31T2p16Ccd3vCTHp3VTrsD22kttlMY3EFz7DqoRnQHnegVABxBADxNCYCYkgDIrgmAwu4AyJkQCDLrQFjtGQidCYGwtzAQnj8PhImdgeCmEwSRwiAI3RgEttFBwM0JgoI7QWD1NQiuDQ6GobODwdwhGFb6BoPH4WCwuxIMg/8Nhkd/giFobAj8XhACDhtD4GCkYn88HQL/YgjUNoZAmUoohE4JhelLQuHW9lCwlYXC2XOhUHMnFNQ+h4I+LwxGTwuDLpswoDvCwF8WBn1nw8DvdhhUfQiD8arh4DQ5HAIWhUO0RzhsiwoH41Ph8PV6OCTXhcPY7nCIHB0BT+dHgJpzBBj5R4DoYAQIiyNg0pMIaG+OgGK1A2A97QDQxQdg+pYDEBF5AJ5nHoBuRkG1gvYD8HFYJFw1jIRw20jQ8oyEI+JI0DkdCdJrkXDv30j41REJU4ZHgaVhFBgujwLe9ihojIqC85lRsIhEwf2qKBC0RMEjTjSEjoiG8XrRUDA7GowXREPZ8mgwWhcNJ7dFg4pvNGyMVJwlRUP70WiYfV6Rl0aDBKPh9JNouFobDY++RMO9zmi4pRwDZUNjIHNcDIinx8DaeTGgax0DH1fFQLZ7DDh5xQAvMAaKYmJgUWoMPDweA2suxEBdaQy4YQzcfBwDs97EwJFPMdD0MwZM+2MgYrAYrmuLoW2yGPTniGH9AjGELRNDmpMYzm4WQ7G3GK4GK5CI4VKaWPF8Yjh4QQx+pWJwomKY8UgMv2rEUPleDJIWMQi7FV5cCZzUlIDteAl0TZdAipkE9EEC11dIQOQigcqtEljio8hDJWAmk0CBXAJjTkgg4oIE6kskYF0hgcwHEmh6JQHzBgnIvkngQZcEVFSksGCIFAJGS6FwihQ+G0lhlFAKAhspbHSUQoy7FDI9pVDmK4WnEVJ4GyeF74ek0HtSCup5UhhWJoWRVApjHkpBq1oKQxqkwP8mBeUuhUZJBt/UZVCnLYNHk2SK2cvgorkM0qxlEGgvg/WuMhBtk8FUHxkMCpVBq0QGr1JlwB6TwT9nZbCvWAZrr8rA6I7i/LkMWmpl8OCTDM62ySChRwbbebEwUTMWOLqxsNEgFvLnxkLUwliIWBILWQ6xoLEjFkrDY8Fmfyz8GTbPKiC3wqqqU12UtG+uqM9jrehhjZ9ovGOcaIz+P6IXulmiSvd8UVLfFVGXNoqukAeitO9VonO0TjRD8FE0xeO76K+gU5T+qEdUkqwMUVpcyA9Xgzt31WFs11C4MXgEvOSOgj1fdcCndCyk7xwPjVw9GJw2Ga6q6kPBdgM4VTIDLFpmwW8dI5AYG4PEYi4EG5tB6+j54N1uDmtuCGBV2AK4M8MSpjy2gg9bANZ/WwT8XYvBs24JlFsvhS2nl8Hzn8sBhHYwLnQFXClaCfZ19rByYBW0jnWEEKPVYCFcA+5WTmC2YC0omziDqt46CFZzAf9mF5h31xVGnHCDCXvWg3S+O4h73MH62gZQDdoId2ZtgpL/NsGghM1Qb+wBm155QLH/Fvg6dCuMP78VwgTbQPPBNvi7djv4vt0OIVt3wJSPO+DkVk/4+NYThq3bCcsf7YQzll4wodALvozZBcOluyDzmwLH3aBZuhuma3lDx35v8H/sDTf098DniD3w48UeaJq6F34E7oVPt/dCt6YPWG/0gRvnfcC7xQc8zPZBScg+8Li2D7x798GXBfvhW+h+2Fy+H9b/3A+8Wb5gv80XjI/7wq1nvqDL8QN9cz/o8PKDE8f8YOIDPzj02w+ypvqDnqM/TA73h3kX/OFBlT/0d/lDgmYA/B/PBFTr
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| 16 |
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</DataArray>
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| 17 |
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<DataArray type="Float32" Name="U" NumberOfComponents="3" format="binary" RangeMin="84.69396313102484" RangeMax="85.80903983889344">
|
| 18 |
+
AQAAAACAAAAMUQAA4DAAAA==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</DataArray>
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| 37 |
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AQAAAACAAAAMUQAAgSoAAA==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
|
| 38 |
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<InformationKey name="L2_NORM_RANGE" location="vtkDataArray" length="2">
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| 39 |
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<Value index="0">
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| 40 |
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84.693910707
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| 41 |
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</Value>
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<Value index="1">
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| 43 |
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85.809041686
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| 44 |
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</Value>
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| 45 |
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</InformationKey>
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| 46 |
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</DataArray>
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</CellData>
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| 48 |
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<Points>
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| 49 |
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<DataArray type="Float32" Name="Points" NumberOfComponents="3" format="binary" RangeMin="199.94130248426387" RangeMax="282.843154416012">
|
| 50 |
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AQAAAACAAAAMUQAAuyEAAA==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| 30 |
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<InformationKey name="L2_NORM_RANGE" location="vtkDataArray" length="2">
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| 31 |
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<Value index="0">
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| 32 |
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0.99999994354
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| 33 |
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</Value>
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| 34 |
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<Value index="1">
|
| 35 |
+
1.0000000656
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| 36 |
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</Value>
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| 37 |
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</InformationKey>
|
| 38 |
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</DataArray>
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| 39 |
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</PointData>
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| 40 |
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<CellData Normals="Normals">
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| 41 |
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<DataArray type="Float32" Name="nut" format="binary" RangeMin="0" RangeMax="0">
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| 42 |
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AQAAAACAAAB0DgAAGgAAAA==eJztwTEBAAAAwqD1T20KP6AAAADgYw50AAE=
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| 43 |
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</DataArray>
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| 44 |
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<DataArray type="Float32" Name="p" format="binary" RangeMin="-6399.81005859375" RangeMax="3685.080078125">
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| 60 |
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<InformationKey name="L2_NORM_RANGE" location="vtkDataArray" length="2">
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| 61 |
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<Value index="0">
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| 62 |
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0.99999996336
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| 63 |
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</Value>
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| 64 |
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<Value index="1">
|
| 65 |
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1.0000000349
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| 66 |
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</Value>
|
| 67 |
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</InformationKey>
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| 68 |
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</DataArray>
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| 69 |
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<DataArray type="Float64" Name="Length" format="binary" RangeMin="0.000005476250106937641" RangeMax="0.010639804766222827">
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| 70 |
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
|
| 71 |
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</DataArray>
|
| 72 |
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</CellData>
|
| 73 |
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<Points>
|
| 74 |
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<DataArray type="Float32" Name="Points" NumberOfComponents="3" format="binary" RangeMin="0.5000000096089415" RangeMax="1.118033988749895">
|
| 75 |
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jrJhn3s4hh3vqsoeWW7Bln09yTo3bTrbtzNu7tuYUfh22yhsbB6FGz6Mwq/GSjjbTQlJmhLalCth72UlTOtXwudMZbRyU0aXVGWcuksZvzUr4/ZeZVQ1UMEAZxVcnKiCwk0qOKNRBR92quBCNVWsd1CV7yCq2JqriqerVTHtnir2flfFOZZqmLVADTemqeHyHWo467wa3vpXDWerqWPpVHWUhahjdbY6ph5QR7Nr6lj5QR179DSQOVsDLaI1cGStBrYc1kCfGxr4T78GfmNoyn2aOBSpiSdzNDGoShNvXdFEs3eaGKyphYKpWugYqIXPMrQwbZcWPmrSQoNnWjjxlxbqW2pjG0cbRXxt7M3XRjiijZHXtNHzrTZaq+ngfVsdDPfSwTPJOji8XgeNa3Xwyw0drO7VQQ91Xbxgq4uDHrpomKSLmkW6+PiwLq5q0cWv/+pi5F9dXGuhh9nOesiL0kP1lXpYtFMPB07r4dR7ejivX84aDHw6gYHceQy8EcdArdUM+bsz0Ois3H6XgbwP8p1KRR+VrfXR2kUfjSP0sXOpPqaU6uOtY/rIvKyP45/ro+o3faS6Bug/yQDPuhngQLQBKmQa4INSA1x11AB/XDJAvw4DzBowwGxVQ3kPDPHBbEMEP0N57wwxc7UhBmw3RIVaQ5RQQ7zfbogDfYbYrWiEBSZG+GOKkbxGI1wbYYT8NCM0zzPCsl1G+KDWCHsuGWFrmxEuf2OEXcNGaKVtjNZjjbFnhjHmzDfGjnBjHEw2xlerjHFHqfy83xgnnDTG0WiM9+8bo9crY0wdNEahIhPH6jNxrxUTHzswEV2Z8vqYmMdlIlPMRKNsJi4qZmLMFiZaVTCRcZKJmo+ZKO1hoh6v5FJ7g3LzTbFL850ocfOxwxua3y3b1zzH/USzroA2X1S433yH/W+zouXn5iLp3+a89WpUzNSjLRImPfHSgr40nUAvsqdQCTjSsKlzKEvBjTrIPKlzpD+NeRlKd3txaf9uPuW2iejngXR64b9ltONFNvWuz6VuZ/KpWV4RDXNfTz1+lNCrhzZRG9hKBW3baX34Lmp/v5yque6haVX7aNRQJR3nfpAOFhymg7Kj1OpNNX2kcpzGj6mjVyadoH/sT9Et48/QAwbnqOpwA4VHTXRltYzWLb1A1R0v0X/7mmnsPqS581vo3p4r9GTONfpW+zrdtesGfcO8Rdu33qZble5QWHyX6j26RyfObKPFGx7QqGcP6Q2bdjoppYP6VT+miV1PaLP+M+ro+px+THxBXYtf0t8HO2mYtIvuvvkvvdH+iva86Kb9na+p44seev7RG5p/4y090/SOrjzUS++vf0/fij9QmVcf9RnXT68M9VObmx9pWdkAded9olMmfqaBvZ/pqWODdDn/P3rT9AstaP1CW3O+0rt232jJw2900qrvdJ3FEL1waYgqcYfptG/DVFT6g9ZZjdA/p0foevkGmNH6kzaH/aLiF7+oP+833f7qN93I+0P1Xv6hlhF/qfTuXzpgrYBLuAr4aocCTr2tgK6KimjkpIjuYkXMqFTEo22KmKowCmPsR+HVviCobAiCHabBEDw/GHYsDga6Jxg6rgXDk8/BcMo8BOI9QmB4SQjk7A2R20NgzOcQ8B0dKteHwvxFoWBVEQoPL4cCty8U7hmFwTzXMCgVhUHd1jBolMm5Oww2aYXD/Fnh8DYmHJYVhUNHfTjYdIRD7J9wyJsYAVv9I2D5igiYXhkhzxEBOR8jQNc4Epa7RMp3ukh4XhIJSmciYdTTSOj4Gwn/TIwCsV8UKGRGwbo9UdCPUeD+LgoKdaJhn2M0HIiKhkO50bDlaDSE3I6Gj5+jQcLkgrYLF0R8LrQUc0G9jgs2bVyY/J0LluYx8JMTA08SY2DjhhiwOxEDZx/EgO1QDOw1j4W3nFgwT4wFl/Wx4FkXC673Y2Hs11joN4mDw85xwI2Pg9/5cbDiWBw8uxkHrh/joJQRD/9zjIe+8Hj4mR0P3/bFw3MaD5e742G7Cg/8J/Hg20IeSNJ5oLyVB3lnePD+EQ9chniwxYwPUmc+tMby4VUuH74d5MPXK3y4+YYPlWoCyLQTwCwfAXSlCWD5ZgFonxLApjYBjPwngCSjBLg0OwGMIxIgIisBinYnwJnzCXD7eQK8/pUA7ywS4YNrIgzEJ8L1dYlw8GAirGpJBM7rRPikJIRKGyH4LxDCe6EQCoqFYFkthCPXhWDUK4Qi9ST4PikJkryToCUlCSxLkmDV8SS4fCsJ1PqSgK0lgtTJIjjjI4LXqSJQKBWBRZ0I5rSKIKJfBJnaybBtSjJU+CZDVVoy1JQmw6m6ZJC2JsM//clwVjsFzk9JgXrfFLk/BXaUpkBxXQpkt6ZAWn8KxGuLYe4UMQz6iOXxxXCpVAx19WKovi2GA2/EYKeSCuVsOZalwte0VFCztHOdsPqE65m2X675KmM5fUrOnJclIZzP61I4WmvXcEKHJJwPW7Zy9I5WcBp8qjg9O6o5OiUnOP+QBo7nkQscs47LHI0H1zncfXc4x1gPOedqn3B+DL7klBm+5uQzejnkQz9n6qFBTif7O2fJmRHOS+2/HP2jirC/QQlypCrAPKEGD8s0QGOZFmi66wCo6cFfyoA96QYQyDACXo0xWDqZwE2ZKTQ6jganI+awQssCzqZYwhQ6Fpy0rWEkcBwc2jQe8lts4NqnCVBjbAvhsyaBrq8djMTYg7toMtilToH25KmQwZsGdsEOYOM6HTbbzIAtKjPB9dVMeNrkCCUbZkFQ+GyItHSCl6+c4HsVgcNcFow3YEPJVTYMZMyBbAtnsL/qDCBygYuqc2H/obkw3tkVBPddYbGAAz6DHNBYA9Cu4gYnNrpBre48eL55HizQdgc9iTsE/HUHleXzwbN3PhhGLYDc6wugytEDNu73gFAVT+gVe0L0XU9ABy8YvcULcvq94JenN5w86A3rfnjDooCFcOTwQhj3fSG88/ABjTIfkLz2gZUOvjCQ7QsdLb4wXdMPGIF+ULrTDw4/9oNwM3+QRfnDnQp/2NbhD+aGASD2l2N9AMy/HAA6PwLgtEMgqAgD4d+KQJjUGgimCkHg5BgEZrwgsCoKgv8DA72U9g==
|
| 16 |
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</DataArray>
|
| 17 |
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<DataArray type="Float32" Name="U" NumberOfComponents="3" format="binary" RangeMin="84.76251445732862" RangeMax="85.83981235805314">
|
| 18 |
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AQAAAACAAADUTAAAgTIAAA==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| 19 |
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<InformationKey name="L2_NORM_RANGE" location="vtkDataArray" length="2">
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| 20 |
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<Value index="0">
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| 21 |
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84.762514457
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| 22 |
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</Value>
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| 23 |
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<Value index="1">
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| 24 |
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85.839812358
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| 25 |
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</Value>
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| 26 |
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</InformationKey>
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| 27 |
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</DataArray>
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| 28 |
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</PointData>
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| 29 |
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<CellData>
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| 30 |
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<DataArray type="Float32" Name="nut" format="binary" RangeMin="3.027319950277274e-9" RangeMax="0.01827229931950569">
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</DataArray>
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| 37 |
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AQAAAACAAADUTAAAEi4AAA==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| 38 |
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<InformationKey name="L2_NORM_RANGE" location="vtkDataArray" length="2">
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| 30 |
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<InformationKey name="L2_NORM_RANGE" location="vtkDataArray" length="2">
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<Value index="0">
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| 32 |
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0.99999994559
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| 33 |
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</Value>
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| 34 |
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<Value index="1">
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| 35 |
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1.0000000571
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| 36 |
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</Value>
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| 37 |
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</InformationKey>
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| 38 |
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</DataArray>
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| 39 |
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</PointData>
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| 40 |
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<CellData Normals="Normals">
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| 41 |
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<DataArray type="Float32" Name="nut" format="binary" RangeMin="0" RangeMax="0">
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| 42 |
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AQAAAACAAADQDwAAGwAAAA==eJztwQENAAAAwqD3T20ON6AAAACANwMP0AAB
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| 43 |
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</DataArray>
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| 44 |
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<DataArray type="Float32" Name="p" format="binary" RangeMin="-17628.599609375" RangeMax="3687.590087890625">
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| 60 |
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<InformationKey name="L2_NORM_RANGE" location="vtkDataArray" length="2">
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| 61 |
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<Value index="0">
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| 62 |
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0.99999996307
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| 63 |
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</Value>
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| 64 |
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<Value index="1">
|
| 65 |
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1.0000000376
|
| 66 |
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</Value>
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| 67 |
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</InformationKey>
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| 68 |
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</DataArray>
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| 69 |
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<DataArray type="Float64" Name="Length" format="binary" RangeMin="0.000005632493302431684" RangeMax="0.008109174035582463">
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| 70 |
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
|
| 71 |
+
</DataArray>
|
| 72 |
+
</CellData>
|
| 73 |
+
<Points>
|
| 74 |
+
<DataArray type="Float32" Name="Points" NumberOfComponents="3" format="binary" RangeMin="0.5000000000005069" RangeMax="1.118033988749895">
|
| 75 |
+
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| 76 |
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data/Dataset/airFoil2D_SST_85.84_10.702_0.466_4.088_14.066/airFoil2D_SST_85.84_10.702_0.466_4.088_14.066_freestream.vtp
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|
| 13 |
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</DataArray>
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</DataArray>
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<DataArray type="Float32" Name="U" NumberOfComponents="3" format="binary" RangeMin="84.8924484354" RangeMax="85.88441003424211">
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| 18 |
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AQAAAACAAAC4UAAA6TEAAA==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<InformationKey name="L2_NORM_RANGE" location="vtkDataArray" length="2">
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<Value index="0">
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84.892448435
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</Value>
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<Value index="1">
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| 24 |
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85.884410034
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| 25 |
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</Value>
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</InformationKey>
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</DataArray>
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</PointData>
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<CellData>
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</DataArray>
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| 37 |
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AQAAAACAAAC4UAAAHysAAA==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
|
| 38 |
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<InformationKey name="L2_NORM_RANGE" location="vtkDataArray" length="2">
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| 39 |
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<Value index="0">
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| 40 |
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84.892448435
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| 41 |
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</Value>
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| 42 |
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<Value index="1">
|
| 43 |
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85.884442919
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| 44 |
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</Value>
|
| 45 |
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</InformationKey>
|
| 46 |
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</DataArray>
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| 47 |
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</CellData>
|
| 48 |
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<Points>
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| 49 |
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<DataArray type="Float32" Name="Points" NumberOfComponents="3" format="binary" RangeMin="199.9365577566279" RangeMax="282.843154416012">
|
| 50 |
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AQAAAACAAAC4UAAAoCEAAA==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<InformationKey name="L2_NORM_RANGE" location="vtkDataArray" length="2">
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<Value index="0">
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| 32 |
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0.99999994338
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</Value>
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<Value index="1">
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| 35 |
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1.0000000536
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| 36 |
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</Value>
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| 37 |
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</InformationKey>
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| 38 |
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</DataArray>
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| 39 |
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</PointData>
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<CellData Normals="Normals">
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| 41 |
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<DataArray type="Float32" Name="nut" format="binary" RangeMin="0" RangeMax="0">
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AQAAAACAAABgDwAAGwAAAA==eJztwTEBAAAAwqD1T20IX6AAAACA1wAPYAAB
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| 43 |
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</DataArray>
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<DataArray type="Float32" Name="p" format="binary" RangeMin="-7022.2900390625" RangeMax="3689.7900390625">
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
|
| 60 |
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<InformationKey name="L2_NORM_RANGE" location="vtkDataArray" length="2">
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| 61 |
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<Value index="0">
|
| 62 |
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0.99999996209
|
| 63 |
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</Value>
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| 64 |
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<Value index="1">
|
| 65 |
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1.0000000371
|
| 66 |
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</Value>
|
| 67 |
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</InformationKey>
|
| 68 |
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</DataArray>
|
| 69 |
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<DataArray type="Float64" Name="Length" format="binary" RangeMin="0.000005648480210535853" RangeMax="0.008784755815435651">
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| 70 |
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
|
| 71 |
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</DataArray>
|
| 72 |
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</CellData>
|
| 73 |
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<Points>
|
| 74 |
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<DataArray type="Float32" Name="Points" NumberOfComponents="3" format="binary" RangeMin="0.5000000008812456" RangeMax="1.118033988749895">
|
| 75 |
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<Value index="0">
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0.50000000088
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</Value>
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<Value index="1">
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1.1180339887
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</Value>
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</InformationKey>
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</DataArray>
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</Points>
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<Verts>
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<DataArray type="Int64" Name="connectivity" format="binary" RangeMin="1e+299" RangeMax="-1e+299">
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AAAAAACAAAAAAAAA
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</DataArray>
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<DataArray type="Int64" Name="offsets" format="binary" RangeMin="1e+299" RangeMax="-1e+299">
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AAAAAACAAAAAAAAA
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data/Dataset/airFoil2D_SST_85.861_6.295_2.129_7.839_1.0_13.532/airFoil2D_SST_85.861_6.295_2.129_7.839_1.0_13.532_freestream.vtp
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|
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</DataArray>
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</DataArray>
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| 18 |
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AQAAAACAAACATwAApDMAAA==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| 19 |
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<InformationKey name="L2_NORM_RANGE" location="vtkDataArray" length="2">
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<Value index="0">
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| 21 |
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85.005190457
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| 22 |
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</Value>
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| 23 |
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<Value index="1">
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| 24 |
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85.894666145
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| 25 |
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</Value>
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| 26 |
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</InformationKey>
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| 27 |
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</DataArray>
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| 28 |
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</PointData>
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| 29 |
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<CellData>
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| 30 |
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<DataArray type="Float32" Name="nut" format="binary" RangeMin="3.027220030205058e-9" RangeMax="0.012239299714565277">
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</DataArray>
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</DataArray>
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| 37 |
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AQAAAACAAACATwAAQy8AAA==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| 38 |
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<InformationKey name="L2_NORM_RANGE" location="vtkDataArray" length="2">
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| 39 |
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<Value index="0">
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| 40 |
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85.004631319
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| 41 |
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</Value>
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<Value index="1">
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| 43 |
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85.89468996
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| 44 |
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</Value>
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| 45 |
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</InformationKey>
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| 46 |
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</DataArray>
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</CellData>
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| 48 |
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<Points>
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| 49 |
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<DataArray type="Float32" Name="Points" NumberOfComponents="3" format="binary" RangeMin="199.93170503989023" RangeMax="282.843154416012">
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| 50 |
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AQAAAACAAACATwAAbSEAAA==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<InformationKey name="L2_NORM_RANGE" location="vtkDataArray" length="2">
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<Value index="0">
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0.99999994408
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</Value>
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<Value index="1">
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| 35 |
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1.0000000538
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| 36 |
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</Value>
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| 37 |
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</InformationKey>
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| 38 |
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</DataArray>
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| 39 |
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</PointData>
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<CellData Normals="Normals">
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| 41 |
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<DataArray type="Float32" Name="nut" format="binary" RangeMin="0" RangeMax="0">
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AQAAAACAAAD8DwAAGgAAAA==eJztwQENAAAAwqD3T20PBxQAAADwbA/8AAE=
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| 43 |
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</DataArray>
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<DataArray type="Float32" Name="p" format="binary" RangeMin="-13514" RangeMax="3692.93994140625">
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| 60 |
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<InformationKey name="L2_NORM_RANGE" location="vtkDataArray" length="2">
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| 61 |
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<Value index="0">
|
| 62 |
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0.99999996112
|
| 63 |
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</Value>
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| 64 |
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<Value index="1">
|
| 65 |
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1.0000000374
|
| 66 |
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</Value>
|
| 67 |
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</InformationKey>
|
| 68 |
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</DataArray>
|
| 69 |
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<DataArray type="Float64" Name="Length" format="binary" RangeMin="0.000005629972879330035" RangeMax="0.007987955873869386">
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| 70 |
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
|
| 71 |
+
</DataArray>
|
| 72 |
+
</CellData>
|
| 73 |
+
<Points>
|
| 74 |
+
<DataArray type="Float32" Name="Points" NumberOfComponents="3" format="binary" RangeMin="0.5000000080796917" RangeMax="1.118033988749895">
|
| 75 |
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0.50000000808
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<Value index="1">
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1.1180339887
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</Value>
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data/Dataset/airFoil2D_SST_85.907_12.326_3.865_5.533_1.0_15.136/airFoil2D_SST_85.907_12.326_3.865_5.533_1.0_15.136_freestream.vtp
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|
| 13 |
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</DataArray>
|
| 14 |
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<DataArray type="Float32" Name="p" format="binary" RangeMin="-4.317745685577393" RangeMax="5.837224960327148">
|
| 15 |
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nw3oir4hbZpiSC9Vb3DLJEMaX2NI9hcM6VWXIQVpGtFVByMapuK3Q7cZ0eNcI8rkjEjjHyNa892IYo2NaYOK5zr4G9OlOGOaXGpMYWRMGY+MKbaPCTmamdBxdxNS9zchYawJTSgyoX7HTajqrgmZ9JpQmK4p7Z9oStE+puS8yZTO7zElR5kpbTqvkk5Tmt3fjD6YmlHEZDO67GtGnSqO/HqfGZ2RmVGAiiufeGpGb3+a0TADc+qaYE6lXuZkt96cMpPM6XSxOR1j5pTWbk5juswpW82CLptY0EdnC/rH24ISgy1IN8GC4g9ZkLTBgmQXLCjhiQUZfLWgVC1LuiS0pE53S7q12JJSQi1JI8mSQg5ZUvphS4pV8fA59yzp5XtL8le3olwjK6pysKLUWVY05i8rqg23ot5EKxqSZ0UfpFZ0hLeiWR1WVNBpRWd7rejcUGtKN7UmS0drypphrfqHNd1bZ03l0SpOn2lNDUXW9E1hTQZkTV+vWVPhY2vS7rGmgH42lDTChtZZ2JCGow2lTbVR9WJD/QNs6HWYDeXstCGdTBtVnTaUUGtDG5ttaHybDZVft6EXD1RxXTb08IuNCgsBGY4QUKCJgMJtBeTtJKCeqQJaNE9Ae3wFVLRaQGFhAvq1XUBrEwW0d7eAducKaF6ZgK5IBGTVKKDJJwRke1ZAd64IaO7fAop+KKDQ5wKa+FZArZ8FNOingEarCWnIUCEpRgjJRl9IAaZC+staSLp2QjowTkjPJwrpm0iomhEhTZkhpJw5QpJ7CinFW0jOC4W0f4mQ6pcJqXy5kKYFqPQqIZ0OFFLVWiGtWCekU8FCerFeSFdDhLRyg5AuqOTj/9f/z1aq/B2qc7kqboIqfofqXpLq/nxVnjZ/IXX6CenBUiElLBZS+wIh/TtfSM0eQvKYJVRhK1TNnZCGOQtprYOQ4lU1z1LVzkyE1KUrpIvDhbRkkJAq+gqpsFdAU98LKPuFCisVDq63VDheElDlKQHFMIFq3wR0tlyFmwpDWYaAZooFFLFNQIK1AmryEpBwhkA1NwK6FC2gqsf2resPHmzNmdfWeqX7aetwxx+tZ0IG8dqztPn16Ub84E3W/AY9e357thNf99KNn2k1m++e6cUf9l7Cl870522tg3j/t2H8t4ptfPm0WD7oWQL/oCiZT/NI59e93s1/j8viz6nn8F8S8vgJ7wt4uwUlvHp1OV/UVcXnW9fxP7xl/Puwet4zroEfltDEO0UyvmDFMT7bpZWfrnaS39V2mvfddpbXMjzP3264yCumXOGPH7vG24/p4H/Pvsm3vPqbt3K+y7dF3uMPyR7wFTcf8U4fnvBVas94g2HP+ZxBL/kN317xZ5908Vf4N7wi+x2f9VcPf97gI+977RO/L+Y/frNpL7+A+8onenzn77X/4A8v+MXrrOlDSqO+tPFaX3KJ70dav/cnmxv9KWP7AFqsr0aFzWr0l/dA4jsH0rkodUof9BuNPfgblZsOot6qQeQ3ejA9qRtMEYIhZFs+hGAwlPbsHUqCfsPoj83DqPPhMPrsoUFZRzXokr4mXd+pSRkPNemr23CaXTic/P8bTuu9tSi2Rot2fdeig14jqL50BH17O4KipmiTTpo29bZrk6vhSDq5ciRVV4+k5y9H0iE7HeoI0aFYiQ4dfq5DMZaj6NnyUfTy4CgqujKKugfo0htXXToXqks7S3Xpy3Vd0uinRzROj5pW6JH2bj0qUerRjCd69LGfPi3ZXoreZaU4trcU26pL8eB4KRw6ShH2shTlKp5HOmU4b1eGc1PL0LCkDCmhZZidWIaevDJkK8pg0laGA3fK0OdtGZYMKMch/XJcty/Hx+nl6Le0HGph5XiRUI5TueXIkpUDJ8vx7GY54l6VY8CvckRoV+CaoAK6kyvg412BpMAKlG2vQG1mBapKK7C7sQIB5yow+l4F7r+tQHL/ShjoViLfthIabpUI+7MSpwMr0X97JcZmVMKruBJrj1QiqK0SC/+uhNMr1dmPSpzRrMJOiyqYTayCYnYVBMuqcHBDFb7GVmFuVhX2VFThRFMVnv6vCj/uVOHL6yq8/FGFa5rVkJpXY/P4aljNrMatxdXYsq4a36KqsT2jGq8LqzFXUY1svhr/XKuG5pNq2H+oxrwBNViiUwNPmxo4O9dAd04Nun1rIA+uweroGmhm1KC6oAaOsho0Hq+B+eUaJN6vwT/dNTD5WYPFGrVIMqlFkX0tpG61UM6vxdEVtcgLq0VMbC0W76mFYXEtLsprselELUZdrsWRe7Vw7lLFfauF1ZA6xBvUoX20is+71mHxnDqkLqnD4bV1uBxRh0dJdXixvw7/lNeh7Ugd5FSHjKt1WPSgDiO763DuWx02D5ZAS1+CaoEEDk4SHJkhgY2PBFkrJegJl2BOrATFmRI8PCSBTp0Eni0ShJ6RIKlDgsLHEtS+lUDyQ4LyIVLs1Zdis0AKj4lSWEyX4p23FHUrpFi5QYrh0VIcTZFiSY7KXy5F3GEp+rdKkXpRin53pNjUKcWtD1KM6ytDuoYMdw1lMBstwxonGSTTZXjmLcOQFTI4hMiwZLsMW3bJkJQtQ06JDFUyGco4GYrOypDfIUPGIxk2d8uw9KsMUJfDeKQcb83kODlGjv0iOZbNlsNioRwPA+QoDJVjabQcQ1PkaNwvh1+pHAPkcsg4ORaelaOnXY69D1XxXXI0f5FjrpoC17UUWGaiwFNbBUKcFao9UGCntwJqyxVIDFag7zYF4hMU+LlHgZgCBd7VKLC6UYHHpEDAZQU67ijwZ6cC13oUsP+lwPYh9eirVw8j63pYOtZDMKUer2fWQ8unHkGhKju1HiyiHmpegW4F3e/duoIc3YvDAt0tt6S6704pdH/wVuHO+pB7yH9X3Uv6PHTv79bt/uncV/eSu/0RMGgwTP7TxOtaHUy0NERrsBm2x1ljTJAtvC3H4k7TeLSauYCtmYzFycDXxBkYEjAHXYaekDMvBDj7YHT+Yqg9XIq7g5aDMwjAlhGrcef9Gtzg1sEkJAQZA8NwK3MjTvzcjE6/CAyvjcTjR1H4Wz0Gh41jEacVD9OhYgz9Jca+Vwl4eSURnrIkfEnYBTufZNgYp8DwcQpQkopzS9LwYHA6TrJ07FuZgQi1TNRXZmKF+26U3lRJ0B7EftqDVXF7Eaq2D60p+xA3MAtnxFk43JsFn7BsnHmYjXHz96OG24+pFgcwIvUAxr4+gJY/ctBcl4MJagfhs+IgBE0HcWxQLiz8crFFlgv511x0zsqDY1YeCu7kwcUsH+pr8qFdm4+Yl/mYOvoQVgcdQt/KQzB6eAjH9QrwxrsAx1IKMPZEAXzeF8DRqhAXFxXCLrkQXk2FmP+0EFOGF2Hg5CK0ri3Cxn1FGMEVgT0qQqh6MRzGFKP/gmK8jSjGx7xiGB8rRty9Ymj+KMZloxK0TSrBx6UliIkswYIDJZh6uATuF1W+ZyX4s28plhqVosyxFFXTSvF/J4RN1Q==
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</DataArray>
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<DataArray type="Float32" Name="U" NumberOfComponents="3" format="binary" RangeMin="84.77943278951481" RangeMax="85.96651574723658">
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| 18 |
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AQAAAACAAAA8UQAA5DIAAA==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| 19 |
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<InformationKey name="L2_NORM_RANGE" location="vtkDataArray" length="2">
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| 20 |
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<Value index="0">
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| 21 |
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84.77943279
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| 22 |
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</Value>
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<Value index="1">
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| 24 |
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85.966515747
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| 25 |
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</Value>
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| 26 |
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</InformationKey>
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| 27 |
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</DataArray>
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| 28 |
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</PointData>
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| 29 |
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<CellData>
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| 30 |
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<DataArray type="Float32" Name="nut" format="binary" RangeMin="1.2597800322318225e-15" RangeMax="0.02257860079407692">
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</DataArray>
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GaCKuiF+tTbE3vmGmLDZEPUYjBvQaIi7rhni0T5DDNQ0QqUpRrh9gREeiTBCaq8RNkqNcPFFI/z3jRG6qxozWMYYc92McV2gMaolGmNGsTE+VBijyj/MPGCMTWNN0M7GBNsYXNy73gRfJ5nghxITBh+YIPuOCfp9NsHM0aaYyzVF95mm+HOVKa6KMcUTuabYJTFF6TlTDH5sigPfTHGKlhmGWZlhvJsZClab4eVtZrg2xwzLasywrcMMy++Y4bqPZnhd2RyFhua43M4co7zMkR9ozuAXc5yzzxz3MTgl5bg5g0/NUe+VOVK/zFFFi408LhtNndnYt5DNYCY2vtzBRvUcNqpVsLGnlY1pXWxU7mHjlD42rhpmgbbaFviUZ4FBThbY4W2BH9dYYFekBcYlW+CwQxa4tsaCwXIWWNppgb73LPDZGwt0+2GB8Woc3KPPwdkTOXiHz0GXuRzcsYyD2Rs46LWdg09SmPkAsy5n6A0cXH+Sg3+7Gfl/OJj1goPxXzg46y8Hn47ioq8uF6PZXAydwkV7Zy7K53Dxlw8XTfy5qL+Ri6eiuOiSwGVwPhdz8ri4t4iL6jXMdwOXqREudpzi4uFuLhrc5GLMAy4mPOfiyndcBmdzMeIHFyuVeAxm5eGGMTwcmMDDZQY8DDHj4Xwej6lHHnrY8jDNkYeRLjwcMZOH0e48Js88rJ7Pw40+PBzux0PT5Tx0XcXw1/Awfi0PL6zjIR3MY87Lw8kbeegbysO4MB6ahfOwjBkD/3/87/t/tEVh/8koM7KBjM4hRjeK2YPH7LXGn4fhK3m4YBkPW5fwmNzx8O48RsaDh39m8XC8kMfEmIdudjzMsOFhLOP3eMb/VSzG5ngestR5mKfM6P7mYspXLv59z0VOLxe/3+cy9cHFqgtcrD7JxcXNXEyq46JaMReFuUxs07i4JZ6LO7dw8fZKLubPYuLpxsXSSEY3mYuFgqsnDbdFd8S7N3V0vbrd4V/6uaNSOJz+EqtB7x/UoTWHmdLdZy3pPT7T6M2UgA5WmkVrTfaidWYvpgfdVtK+k9fRIcPDaKOzW2mliJ30qyEiejWdQqtuzaBf6WbTP5r30e4zD9DdZ/Lp+44FdFxZMa30s4wO86ii12fU0sUKMR38WEZ3DDbSS4a00Dt/tdE9byl618UT9NBSmtYJPk2fNDxH93deoAM3dNNt3y7RM3ZdpVW+XqeXBtyi7eg7dPHYe7Rg2QN69IEeWuv0Y9rrxVN67e/ntI/aSzp69Gs6cthbenbfO9rzxgd6p/gTbR37mQ5w7mdsDtBFtYP0vAXf6PgP32lu8k/6+5jfdP+BP3TPiCG4+9QQnBajhIO8oXjxzlBsShyGfzjDmf4ajsUhyqg3XAXZRSr4esoIdDo9ArcuVMXsB6rov24kur4eiVaharjgjRr6BY/CjkejMM13NK7qGo0nBepYV6/O1KkGXtqtgTavNNBt3hjmIh6Dx8doon6EJnPvaaIneyyTu7EYfWMsijhamB+rhS2dWjhZZxw2rRuHIfJxGPfvOHzrOh6zU8YzvPE4ZtQEZM2bgEl7JmBk1wR8qayNo2ZoY/tObRzfrI2mb7WxxVgHzZboYGi6DmZTOhjwVgcpPV08M0cXK7fp4u4qXTx+TRcv9usiS0sPt4eXgWNKGbgUlkHDsTIY3VkGvo/KIGOgDI6rlcM5k3K4Yl8Op+eVQ0VgOYTHloNZDrOuLId1VDncu1IOC3vL4dj3cvijUQHT2RWwiV8BcfMrIGNdBYhiK2Dh3gqwq6iAD20VkHexAhyeVMCFgQqYObIS6gwr4fvUSpjuXgmRKyrhSEQliJMqoTa/EqrElRDTUQmeNypB9WUlY6MSVqhXwX2TKlhuVwVn5lSB7soqiIiogqOiKjh7sAoe1FbBZ0UV9Fyugu4nVVDeXwVBKtXA0auGW1bVEO5aDX0Lq8F/XTVc3lbNYO5qCCuohkZpNVzsqIYf16phyPNq+DxQDc9UauCkbg0cnVgDXs418Nu7BhrW1IBDZA3QSTUw9WANVFXXMOdicHJnDey+VwMlbxmdnzXQM7oWbhjWwgWbWqgV1kL6wlrwWVsLqltrGd1aCDhQC+8rayG2pRb6zjK827XQ8qIWlAZrQaBSB1u16yCfUwdV9nXQ5F4Hp/zqoHp9HWRtr4OItDpwza+Db9V1UNJaB7PO1cGbW3Wws7cOvvbXQeSwerirVQ+WZvUQN7UeCNTDwIJ6MFhTD24R9eC3qx42ZtfDhsJ6WCiuBz5VD6ad9fD1Tj3jQz1EDdSD4TAxXBj737vTZxsxRLowsxezXsHQQ8RgGCOGqFQxdB0Qw9dyMdg3iiGwQww7Lolh/30x1L4WQ/2gGCTDJXBUSwJpJhLwt5GAvbMENDwlcH2pBBKDJTArSgIPEyWQlSMBdpEETtZLYEa7BM6flTB5lwD1WAKWHySQ/EMCPSOk4DhBCrvMpHB6shRUXaTg7SmFhKVSOBokha5IKbxIkMKQbCmMOCoFsxopWDZLQR+lYHpZClr3pTD8lRSe9EvhxhAZyNVlsEdfBj5cGUy2k8EgyKDDWwZpK2TguEEGQ6Jl0JQog+C9MhhaIIPWGhksbpaBMv7vHVAGcE/2/94HN3yRwfC/Mtg7Sg7aunIoYcuBO1UOjS5ycPSUM7mTw9x1cji5WQ7u8XKgMuQw85Ac2srlYCmXQ7FCDpwLcjh6Uw7qT+SQ/14OI7/LYbFyAxSPbYAgowamdhsg0rEBemY0wPe5DWC5qgFqEhqgNrcBupY3wBn/ky7XAppdw3brCAtl84SLyuKE7Dt5wvt/qoXbJO3CNexO4Ziiu8Ik/kuhk96A8FTdEHjwXQVMR6gD+44WxIXpQshFQ7D9bgZx/3JhWtckWLhlKlz6OB2K3QXgusMVFmXMhJ/R7vAUPJmceMOlnYvgy9slgK7LQDVmJdN//mBwdC1kpwSBYNkGuDo+FFjHw5m62Qz/XogEpSnRDG87HDgfC6GDO0ExfhcsNtsN5/YlQnKaCMi2JKhYnQwi1xRI0E2Fj+9S4QdJg8Hd6UxuMmDhrwzQbcqEvYFZ8EF9D/Bb9sA532w4/iUbJu/ZC17GOSBoyAFNp32gfmYfTJmzH6gL++G4Wy54d+TCEbs8KKrNg2SdAxCTcgBiPx6ARt+DYKw4CJ9Yh2B63CH4fPcQOE7LB9usfHj+OB9W2x6GtpTDMPTWYbA2PQLbw49AZ+sRmPf7CAybdRTepx0Fw66jgCMLQOxRAMppBfD6VAE4/SoAq+mFUBZeCOcrCiHjbiGMGVUEc1yKmB4sApWSIsi5VATKP4ognFMMRxYVQ09cMfyuKmZqtRjmDhQztVkC14UlMCWoBOrTS8BJXAI/L5bA3/clwFIvhfhJpaDmVQoPQ0pBP60U0itK4fvJUkj5pxQC+0vBZUwZRFuWwWWnMoibWwb/B5c5PmU=
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| 35 |
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</DataArray>
|
| 36 |
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<DataArray type="Float32" Name="U" NumberOfComponents="3" format="binary" RangeMin="84.77943278951481" RangeMax="85.96660620720887">
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| 37 |
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AQAAAACAAAA8UQAAQywAAA==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<InformationKey name="L2_NORM_RANGE" location="vtkDataArray" length="2">
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<Value index="0">
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| 40 |
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84.77943279
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| 41 |
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</Value>
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<Value index="1">
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| 43 |
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85.966606207
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| 44 |
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</Value>
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| 45 |
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</InformationKey>
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| 46 |
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</DataArray>
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</CellData>
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| 48 |
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<Points>
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| 49 |
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<DataArray type="Float32" Name="Points" NumberOfComponents="3" format="binary" RangeMin="199.94126079193182" RangeMax="282.843154416012">
|
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AQAAAACAAAA8UQAAzCEAAA==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| 30 |
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<InformationKey name="L2_NORM_RANGE" location="vtkDataArray" length="2">
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| 31 |
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<Value index="0">
|
| 32 |
+
0.99999994384
|
| 33 |
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</Value>
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| 34 |
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<Value index="1">
|
| 35 |
+
1.0000000505
|
| 36 |
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</Value>
|
| 37 |
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</InformationKey>
|
| 38 |
+
</DataArray>
|
| 39 |
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</PointData>
|
| 40 |
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<CellData Normals="Normals">
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| 41 |
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<DataArray type="Float32" Name="nut" format="binary" RangeMin="0" RangeMax="0">
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| 42 |
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AQAAAACAAABcDgAAGgAAAA==eJztwTEBAAAAwqD1T20IX6AAAADgMw5cAAE=
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| 43 |
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</DataArray>
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| 44 |
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<DataArray type="Float32" Name="p" format="binary" RangeMin="-22295.400390625" RangeMax="3694.97998046875">
|
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
|
| 60 |
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<InformationKey name="L2_NORM_RANGE" location="vtkDataArray" length="2">
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| 61 |
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<Value index="0">
|
| 62 |
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0.99999996141
|
| 63 |
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</Value>
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| 64 |
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<Value index="1">
|
| 65 |
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1.0000000333
|
| 66 |
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</Value>
|
| 67 |
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</InformationKey>
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| 68 |
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</DataArray>
|
| 69 |
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<DataArray type="Float64" Name="Length" format="binary" RangeMin="0.000006144098592656745" RangeMax="0.01035698741202135">
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| 70 |
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
|
| 71 |
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</DataArray>
|
| 72 |
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</CellData>
|
| 73 |
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<Points>
|
| 74 |
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<DataArray type="Float32" Name="Points" NumberOfComponents="3" format="binary" RangeMin="0.5000000000225464" RangeMax="1.118033988749895">
|
| 75 |
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0.50000000002
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1.1180339887
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</DataArray>
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</DataArray>
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| 18 |
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AQAAAACAAACMTAAAdTAAAA==eJyV3HVcFNv/P3Ds7mKB3Z1BTFQEBuOaZ/Ua2IoJYisidl67sBvJZXdnQGrFvnZgFxa2YncnV8X8vt4Tq4/P4/fPj7+ej32cGSZOvM/M+0zmALspZJvAdpRJNx5QXX2xh9tOOB7+/tcl0Q5fgM+u9rdYVM8tnsKtggv8K7CuQxLExXBDuHs6L82DR8FbeFGcBF+DT/kY+dFwse0Cc0k38CFwM3i5kysfCKfCy4668N3hMjsEFjdDJ3WEW8FcOZ3UBp4KF3CO4hn8EG60KZJvBLffKbCXzconkLfDFXLXSgKs3yWw4BYRfG14AZw/YRVfDX4L109N0XNwr90Cax1eKoF8CO544LTFBQ7eIzCfviv4cvA3+P1+Pzfy4L0C6zNmqfz7Wbhtm9X6EnC9fQJbV2SpVBC+BD899DmWPHa/wAoPWyT/fgMuUmm8hTz5gMB+SIXcneDyGQJbYFzI5/a3m2bA42ovkMguBwXmUVnxTrjYsfmyux8S2LXI/AnkD3CVIcrvgYcFtvvdaBfyF7j6uHVmcuQRgY2umted7HtUYCvv/NKTL8Cjw52t5JHHBDbZu4CBXOy4wNpsmS3vPxU+O89J9t8nBHah6S/5OB/A1XJmyvv896TAIhK/y/vsckpgJx/+kI/nLVwoRXQlLzstMCf8kWtkCmzVz69ymW9wp04/LOSYM6gzM7/K+693VmDNquXKZQqdE5i34YtcJgke2muK/H9N5wU2vO8XXr6GFwQWWSOfnq7tFthU8ZN8zTtm4RynKeYuCqznkP9kf4A9xzyW78XKSwKbXe4/nlzrssD0RXLkMj/hnX1zLXR/L1wRWGjiR/m+j7wqMOcTH2QXvYZrEvBeIt+Cv/X4KHvjdYEZSyhl2t0Q2NF67yWqV8/g+hvfS1Tf9twUWE6LMe7kZdkCK5WluO8ttIXOb+Uy3+DZHxXH3BbY2K+lzVSHQ++gvFDGTHW70V2BlSyicyOXuId6VWaURL4LH30YYSFPvy+wJpmv5bagewAXWK2nNvISfjblQDy1nf0PcWzXQ/XkFY8Edu5TmETu/1i5d2SfJwK7XED5/Tx891WYRO0x7Cmu1fJQntpp02eoD11HyC79HOVHV4onP4C3XIlyI297gftSPlRu1+EvBTameIhc3v0Vjl98rqe2fxCOaR4qUZ+w+rXAJnYdLvcPg95gPx8i48l+bwUmXB5rJhd8J7CUTcPk8tfhf9eGyJ74XmC60x/l8uU+COxjraHyfh7BfZNb68k7PgrsXiNl20U5Akv9/ogj9/kPbeHMELmP+gzfin1pHgiv/SSwPe33xZOHfhbYQOkJR27wRblW5CK5aMvNHonkbHh4vceyp3wV2KP2c9zIFb8JbGSVhxzt/ylc4fNA+dh2f8f1HDpYPoYeP9CWP/QXyTlwYlag7GM/BXZo2ADZ0b8E1mpzjht5uJMfa775qHxeBfP4MfH9J/n3RHi1U3ejfE3ywlnhFrrOZfP5sRFvRtno+m+Gn6z/LN+vOfn9WHalyRZytwJ+7F6+h3KZd/ArdstG931FQT9Wq9IVI9WHfoX82JfyV2X/gLU6E1fYjz3K30uk+la/iB+7dOoqR/XwMuzq0Ut2clE/Zmp8Q6S63aKYsi3V+ftw+dVXOfLM4n7s6rN5empHriX82OHEALmt7YaXFbsoknuU9GN5sy9y1Garl/JjpR9kcdSWj8GuOydZqK8YWNqPRfXqJPctv+CVAa8tH+CQMn4sNbAj/wouUFY5hsdwIlxv4lL9Xbh5OT+WPLOtdB2+DQ/9p510EZ5W3o9tmdyKz4SdK/ixAT38+WPwHHjbo2aGA7ChIrYt+NGyC94LTy93wLoF9qjkx/J55rGtgw/BNzfst1rgfs5+rEHaB0s0fBIu9aOgYQnsrfNjAZNnGebB5+Almb3jZ8AjXPxYYuYM62j4Mnxm827rcLiJqx/Tx+6UBsLJcJta2/nucAs3P3YiZSffCb4HszZ+CW3gtnpcq4cnrI3grbBx0Ba+DuxqQJlRzy3V4Plw9MJMPQ+/huOnPTaUp7HJ6MdaBG4zFIIPGJVrmNvPbqrGKf4Ir4JfirmWV3AufPG/ZOkuPJD3Y2+9me0inAlnfZb4Y7Cvu7LtATgernRirGEXXKCyHzvYZbxhPTwKXrK+h9UKX4OP/F3JfTXc3MOPVelVLmEJPAF+c3a8bT6cBpf7Eek+CS5TxY99rl02YTg8Fe66qGxCEPwQ5j3bWTvBzlX92JXqxRPawO3h6BBmM8HbYbHnYnc/2FDNj0W8mGSsDneFN0wumOAKL4R9LuVJKA+/hQv65EkoCXtU92Pvfh4wOMG9YGn6fsPHYLtpOXnfZPcn8CE4Pus7fw+uWcOPpXxnthtwP7h94bf8GTgCbjj+kZQBn4Brrn4k7YK/w3s/ZfNb4bo1/VjM/h7GJHgI7M9lSzFwLFx2p4dttWqXbq/NS+Cz8MFvR/kZcF5PP/ZpvGCYDNeDi342JYyBR8AnFi+xDVJtrLuP7wvbPJX71QO+DI+uGG9oqzq8u8VgggvXQp38nMw3hpvAZn9J8lPdv7lHgpfq3p0S+OrwWLjjORvvDifBBZotsFZQ7dVnobWkavq/hf5wHvgm3GtKLdvXvnZTydp+rJPTXGuO6qDUObzmnyP6SK9Vf+09Xnqq+r37Y/6e6vFxzHhD9fOuvSXNfzctaruk+sjA2tYzqmcsa2ggt4Azf9W0Hocnw+Yq76wZqj9Oqi5pbveBl3ar9u5agd+qek6PCIfLxKYYNL9aWFpKV03nm6R6hHmIVXMb/+D4JPUYKk/qYkhSj815e5V4m+qXzcOtMar3TFzgcB+9jdPcwctg0DxHqiBpTqhUWNRsv+fmKF9IGuHwgfZO3GrVOz/esS1V/fSVyaK56Iiaes363YUdvw/pEWbUfHbcCUeZfHP7OPazueoBN/JN9b6Tk/7HoXOYm+Z1Q564au58YbxF87YCw82aG+W002s+c+5gnOZhRQe7aK5XwynaP1AZZ2uL1biWcCN4X6ablX6/iLE4KlSn13zbrTKnuX4lUeyieletdWJP1TktRE5zbgU9r7mOi0WveXAZs6R5VMAGi+air50d5Qt4VHSU+ZzcwxKs+mxuGWmw6pUFflgGq8c/oFo9w2D1+Jdnv7VoLvmilLtmr+en9eTR8JVlK+T9UFxB1/l/fR3mTP5u5OKIN76cOurwnXptZTN45ruF8n4oJtEF75P/rx2e0XchT76T9/c+/zTFLRG11riSW8NNWiqeBg/4NFfeluKZAxmb5WN+BB8eOlf+XzrENmPit8vlO+T/vU+KeQ613Sb/vgPWj1BsLPC7DMVCrYZ9l/e/CF58pJJ83fbB3vHf5P1TjFSl2yZXuuZVECO171Pele5Fb7hL08/yPToMl25a0ED+DO9d90m+X56InYTFObLXwiMGFbWST8JNn3yUt6X4qlmG3Uz2RnwVvLxjPHkobGj+Tt72HPxOKCZvmw+xlsfSt/K2FIP9+OudvK0I2z68kssXKUpxQkG5fBO4SeArufw4+B/zC7lMNjza7ZOF6m0pxGa5VV7wVJ9bwiVbPJPI6XCpXy8tZIrfjgwe5k6ugPjNde9PuS1QLBc1+olc/im85OAj2RTXeawrIredzrBz20fy/inGazNzqZnsjhhvZxHejUzx3obA+/K2S+CJc53kbT/CQ5f1l/9vEGK/ENM9eT+r4Wn778jlKSZk80rI5esgDgz1CpR/j4Zn6JQymXDRkFvytk6ID/fog2RTrJi+4KZcJgvOvKhsWxCxYtjWG3KZv+AqVUbI50sxJCvSWy5TvJxSl8jN//BEuGamLp58B+7n7CK7FWJLj4oB8j4pziw0cZW8z01ww4GX5H1SzNk/vZd8zSnm9PrRVS6/HZ6bb4G8nxdwQCfF3RB/TvSIkr0P7jA9Kp7uKcWiM2qEy3WpN/yrz1o38nLYfLqdXAc+wf6z28umGPVGrr9cTyLgOjNXyn0Uxasn98XJ/RLFq1HZbeUyQ+DRrebFU7uIgy+J8+KpveR1+d2+Rvxh8Q9TTHv1TR65f6CYNrpTXsuIQCWmnSkd5MbCN+GOmw+J5FKIab9/NVjJU+D49xlymXR448eD4pRAJe6l/c8KVOJezRT3ll3eSCQ/hX/+6+JGphj4QqMmXHigEgOXjttrXgbvgjcm/SWb4uGJs+vHr6H6iRh48Mx11liqn/Cl11l6MsXGiyMuG8gUG4+Ks9tsVFdhv24+XHKgEidHuW83ko/BQWW9xPRAJWam49wWqMTMDy6M05Oj4MAz4/V7ApX4mcochAXEzHH3RuvJIfC7O2/1JwKVWLp6s3DzWarD8P6SCRyZ4urSWRXjL1Mdhh9dTRRvBioxtm79DD2ZYmza/324mIfip4FKvH19+BvLm0Al3l6QGG75L1CJt4WTrjz5Ntz7nov0LVCJvceX4aW8Qajn8KBLFfnCQUocXnLhXUspeBP8vn8n2RSTvzz/wlIhSInJ64wuHe8WpMTkQS7Zend4TlXleGoEKfF5u3IrJfJzeFeQZPUKUmL1k9EbDfWClFjd+ibL0iRIidVzyy/jW8B74clTsvX+qgOWhPOdg5QYvu6Ez649g5QY/nJQuNQ3SInhlxyZKZti+BKl+lsHq65+axYfGqTE868LbLeMhT/Bkw07LFOClNh+8Psm1plBSmz/IWa1NVx1u/SR0tIgJc5fdDfGuiZIifOjnEN5zZ03/BUfE6TE/Gu6Bkm2ICXmD7+cYkhSvaFjA2N6kBL/ZxRvaNkWpMT80Sf68rtVdzZ2dtU83f+cdDBImQv03HSEPx6kzAUSRp/jz6qO/nFSuqT6onN3M5nmCO067eNvBinzgu0h/0r3VO8qNsf2VHWr9FTjmyBlvnCn0W6JTHOE2OPr+RzVh65ftH5TPS8qgc/TV/GEWYl84b7KPGJBY30CmeYL8TZJKqm6xb0YvoJq/0MvzZrrHcxvdFVtrbFEcu+rzC8WXtfb3NW4zmvMYr6G6l1/j7F6qS5Sc5zDb4ZMluqpzl92qtRY9f3nr3jNuU8nO5x9qI6theqTOUZDWzVePZ7hZWurxrFLBvgZNW8IiLd2Vl29agOph2qnee0dft9+B6+5UJvKUl/VKXXG2gZrsXH9urxmrzoGSbO712qD5laVSjlMbSf0D49VPeDNcIPmr9ve6TXPrTLIqrl3vuui5o1rKlsnq47/eoWbqfqH32ZR84qHvgbNnXL2Osp0DolyuLXYz1Fm99vljm139T/o+L1U/zDH7+Xv3bZqnp/4xVEmS9hhma86w96C0+YOXx7qOW3uUL9FLYMW22dVOmTVfC34u1FzyZqXbZpndrrpcLmKmx3ziG994xyuO7O0w61WdXXMQepatzr2/z3d31Hmc8NEw/9r/vL/az8hO17zwpWtHS5wdJzjGP45Vsoxr4mbkxaruWyZuxU1cykTYzRPOlHOMffxWrDZUT45a7RjP6e+pDjK6396xL4fhDF3qS+b53ncoHlmynGr5qqHfrvbmwcOd/7221lV8xo1d6r92yvzzi6p+elu3qY5u6+/XvOKYduNX1Q3mN7Y+FN19b9u2zRXy23r8KrB3xxlCnkdtmie3mKlo4y4Ld3hXR0uGAsMVlypkt1YTDV7cdGmme6LZrecspzmM/MirZqnHt8saq7c7aKhrOojPj04nerXzfOU1dz46TrH7zkNb4maryc2lzTzujrx5Pt0nPNceXKFZb7sl/m3dzXuzBtV67dcslVVnbD/uFHzKne74/fW7dY6fremjnP8PoJZJM3Mx85r/mLc7vj99TK7w5uC67tr7td0j6M8H37YUWZM5m/3zJfpKJNuOmrVPPLaDYPm5+2uOso3+i/L4ckXrzi2veF5w+ExG4/Ha36RuF+v+fDGm44ye+5ec+yn8/jrDmfrrjrKNDv1299jfRzHM7toQ4fnjGvmcPfSxx37cbr029sTMxz72f+H12fvcJTplLHzd/l1tRzXcG2PrY7ytfvkWmupdnuyjvdV3fXEJIPmsPAISXOVmWsd9qs8Mkoz1VvNDV7Mdexna/lxUkPtvD4utjVX/eHkdF7zmQfDJc2fC3tGt1Jdv08A30H1vnPORs1XzvpLmqutL1UpQHV/uM8fx/OnB6h+VLOqNEy1z25nfpTqNvs8jRO0/dczS9Ngf/h6QnF+DjyT7vum5fwi1YfXXDesVN0uzMkaqfrizwJ8vOqvzd+ICarjr34Q01S/rF0uZpPqOroH4j7Vm3c+EU+rPpseYb2gutnJCOs1eBvV1XMHuUfwU3jo6GPce9W3+/V2/ql67c09XIEhigdsizAUU702aYvorPpRbn3nKqpX3n9ZwQd2Xe7LPKzuzs3gznDRsASxg+o5H2db+6huHxLHDVMd+G6V8wTV6TsixTmqL01Yyq1QnZAYyZnh+XDZtKViKrwbrsiWcttVB7cNNhxRXWrofPGU6kxxvnhB9Q8hwHpbdTthOvcCfg3v51rGfobdV/gyz8YtY3+qXn9qkph/qOJ+M1tZi6m2bgvlyqjuM3Ek56z6+9FmBoPqz+8GiFVUTw2L02nuZhko/94DnhkXwJGXwD9qD3L49bDuouYgXW+Hb5Qb6PAj/zOcQfWzBSl6Z9Uzz3YXy6ju9bMNV0z1sXrjXfKrpvpM50ve+W1Q3AvV6eZW4kPVhlE15WtFtn9owp0a8nvb7X84VfWE043FSNVLR3pZ56h+81TgRsIZ8Ik4kyvVgY/wgVGC2Ep1RtU61lqqObdmlrKqC5atLNdPcs7ZzRzV52orMSbeameg+h8ET0pyFVeqNr+Y5DZK9ZRezmJreBV8qUctkcadY/CSEkaOxujclcrxn4brrMI56ly4KHggvKUoMwyAT8Ouh3aba8O+q31Z6VgDlzsQc1u4dVQB8QAcD/faVFKcDjdYg36+yhq3RvA1+GmNaLdcyj+JUP7XFnp3DwcvLqofBG9Y68v8K+fhysOzIn3ZQamOIYNyG6IwVqZ8sw2C3aMxFnz9GV8Yrhbjy3Y/yG9JondYsco+m9C7qjhfVmLHVePZYPxfsy/LU9fV0BP+2+LLXnW7aruPGOmZ1Zcl3T1oGwJniL4spmMJ6y3MdzITfNngBl/17eBr63zZ6luFLHsxX66Y4sse1jltrAJnpKE+nG9omNPHbhqe7su6PN6tv9Yb+9/ky0bftumrwsu24v6+TNGP6mU3XdyOMfd2CcOWnpgv7/ZliYvr2570sJu89qM/j55pKw+3OYS+cdwVg6m73dT/mC+b322GcUyA3VT2tC8rubqMcU03u+nXWRyzdbkhvavddP0y6v+CZXpzF9SrK74srWk+axjc+KEvuzyltMGpk91kv+nLNh5YaHgFT8vxZTtCv+kXd7SbXB6gThaobqgP7/zhy8Ibmg1cG8xPH/uyCHNxw6m/7abR95Xr6Yjryhw3vFQ96tgJwyPVG6IWxmuuGxlg02x78cJR5t3DAUbNh1NzrJpnxP12QKH8jm3flirpKB/yKZ/Dt7iSjjJ0bHf+8DWtTLS7TfPIJ4lumgOyLPGa7bPqGTWPbutsuaC6bLsdttPaPic3M2rOGXvI4WdF58YfUf15VWvbftVxG5uWJk+B69c5WHoH3BLuUOxI6c2qwzrpl6epzn+n1apE1XT88X94peq1vYJti7TyCZLrXNV7I4zmiarHlWvjGqL6fbn7xkC4FMWiHQ7FdYCzl2DcCR9g+0v11qIDjFVV1z/c31hW9dh25c1f0E6T4UKl79nuwOPg7JqrzEdVbzzWz5gIN4GbvQm2URsvAnfr39fWUfXJns5xHHxlMZxxy/gKbVmE281eq6N8trDFFFcH2SgHIx/c4E0fG+UMxC3yZWvENS70Xt4bPnH3ppHeiZ9ciH5ja2kzvY/uB8+9eNNWBz68AGPl7d62+WjX78IRA8RnG+ndnBFuG9fHSM9SdPN92bp3gTZ61ndnri8r8OvymiZos6Pn+LIisIS2eWaWL7szvEe57WiDGTNwbQPyrRiGduc/Df3Pkh4RdrSpsCmINzr2sIWivbyfgP5N6mhM9kcbHIM6cyXL2LuV3dQzDNd8xTHbJIZ+bxjGrNvtbYUb203TB2BcPrzT6FwPZQJRZ/5557bey24aEIB5TUFP26HqdlOeDsp9H8jbTQ3/Rl/hU9a2TGc3XWrsy9z5xPhGZeymAgLGLF0J4/jCdtO5mmgjnZyMjX6lmXI5X+Zyu63bov/STPsq+rLmXb5au7xMM1Uoruxz3b00k8UJfZTHXcOEKyiT48MqX0x23XMqzTT+mQ8zT0uMn7w/zbQs24ctq8252jenmQqd82EXymRZAxLTTE8yfNjUY4esIyPTTNW2+LCjjfZZfyxIM2VKPixP5SOGolPSTAXX+LA2sfsNESFpputzfNjXVRusUq80U4mxPizCZjc0bZNmWtfPh7WrucEwtT7239GHvSy03jqhapqpXmMf+ThbVUgz1a2puGz+NJOns2Ldx1RT74I+LPv8TEP8g1TT+xxv1vvuOOvLi6mmlY+82X4XT8uEo6km8xVv9uR6S/3hnammdie92aDyAy2hG1JNY/d7s/WeZoMhOdV0e7s3y60mWRITUk0DtnqzgM55rJsTU00Xtnmzb0u3Wb6npZpO7PFmTm/9Lc47Uk0bT3izd1OPWcJOppoqZ3uznt+6Gv66n2rq8583S2j9wLLYKc3UrSKuw2Nnazeci6mpD3sqFjeO6ppmygjzYc9+7IxfMT/NNBDXKr30DmvhfWmmpbjOYWadLe5TmumEM+7dtAT9vdp206KuqP+jjhrXoh66ox6WLTnUmG+4Mv62qT7aFjvCbiqOsbJ816m2iFA7rrlyf3vBWRhzIz7mVKoPW+CPNRcY84Yq43L+48H67OGKa4XmFf+FBfjC0b6WZbATfGDkDOMQOBP/q8SYcFtLOBr2PNPXUlN1QssZxtKq6f9+ClGOjXwrRIkZ5v+10HZSdXifAZa9qqfOy8+lqPbsOFgfoTrP0Tm2BSFK7NEypFLM7BAlJqF9/vOHx6t2KbbSFqZ6Vt4Y21DVnwJmGzW/C1rsMG2rOe+WgTGaP26NMWr78Yydr9f2v5Lfqv9HPZ4z3VKMC9TjvDFnmW25arf+0Tbt+GdL33SS6tc7UmwbVTfaFSefO12fWxFVuXMhynX7d/pu4wPVuZfqG+ga0jW/UMZiK6LeC7e5dpte9X7fPbb66v3yW55h6aLexyFO24xhw5VYi85xwXClDpBT4AKoGy5PTxhPwKPgO6+v6p8NV2Kw9m+260uFKnXpRbtXeqozzeHxDbbpg+E0uEHL47ZwuAzisT09b9u2wRth9+7duftwe8Rm1YPyGkqhTj6Dcwt1tPnDCxCnHWk0zhgOV0actvM8L+6Gc+AMp3m2HPg4YragdtU4vzCcO2K2ZdsP6CfDBRGnfev9wJYBN4/3ZadPz7eUHIm4BTFbcF7BEjRSidnyn3xuWQ8vQ8w22SvY6DQKcRRiNp+heSxBcEHEbAV6DLXthP9O9mW/QgdYdKPtpj2pGL+Enca58MD1vqxHfDHjS7j5RvSl7iX1fcYgztziy/RjMq0X4J//Irbcfsfaaqzd9GiXcm2PwF/3KW41DtcEMdu0Je0M5+HM47gm3lZL7/GYl53xZYeOdLc+h9Mu+jJ+jb9h9gTcxxuI03yLu1WcaDetvoeYWdyo3wYve4Yx7vBKt56TMJa982VfKiyy5pkM5/qy2rocczp8OJ/AxsyK1/eYgjitpMBsD50MX+FsncCC7rZxs/5jN72pIrBdgYetjafaTVYfgTUdssiaAb9qpuRGuk9DHeig2B/uH6TYG+46QvFVlE+fqrg5PHqp4sPYf2mzwKK3LYl/g+NZ9K/ANnotM2fhmDN2CSyxW2nbXNy7rvdQvo+XjfKXXi8XWFybVGcao91XCGznjIFGynHqAf/lVC6Gcp+WwCZjJRvlRGXAx7ZXMlqDaY4jsNGTC+gob6r6SoHVeR5tWx9McxmBRQQ42yi3ajV80P1AHOVcHYM7vk2Jo1ysXDim2mPjsWBqjwKrvcHZSPlaA+E65XTipWBqdwKrMSnWSDldTqsFVqFFrJFyvQR44bRYG+WAhcDjfsUaXwdTv4oyB+JiKE8sCz7u5yJ+DaZ+WGBTJk7TUS7ZX3DtsDhjIXj0GuW6kRPh55zZRrln1+CKHcw2ykkrHoF76mk2Uq5ac7j4PsHMU44cHDfyUAzls92Bv1x35SjmKbsWx7BqbizlvLWCPYrF2xrB0+D7q9xEyovbBPfY6yZSvtwjuHaUGyfn0UUK7HTPVHMPuAN8NMRDR7l2c+B+lfTcIMqpgxeEeunIL1RTbp4hSjmXMZRTp5ry9/apngG/g1MnGrh5lF8XLbDdh+rHUu5fb/jYRINIOYHL4XbxdXXRFL/B/36oG0t5g59Ur4M9YwSWPcnIkfvBuXFGkfIMI+BLcTZxC3wS7j9srZlyEb/DVc4aOcpRHBIrsJplrHKsGAe7HdqpOwOfgzu04Thy3jjlmCnXsb7qG/AIuGpxXqR8SDGOrj/TPYEvw7VK8RzlTBZB/Z8VzouUS9kEDrbzHHksXHI2z1G+5U146yVJdELsWipeYEb9s0qUk9kCLvqF50rAU+D9oe4c5W2mw3HHA2JdKBcUfjA3ypVcwSIw33LPoinPsy18bLe7SPmfM+GIqpVFygvdCjuNCdYJ8FO4RM3KHLmTFf8rsjJHeaTz4a/bK3MmeBf8y1xZpLj6Nfx2X2WRclB5m8DmVvGQ3QPuZwjRUZ7qEti9hgcXRDml8KOVHiLlsn6E77iG6CjHtZoosAFRHhw5CM7KXcdRHuwqOOPE+9hJ8DG4wMb8bpQrW1uS21Es5dAOhGc0SxLJUXD+a/V1lGebKSn3ZRXlCcOhj5NEspCAezTpm47yckPgXs+TOMrXjU9QylMeb5ZqO+USJ/72X/C51GSR5heJ8LezyRzlA1+Db6cpLrZOYK/OJIuUM9x8nbIt5RJP+MNpqinf+DZctuFfOspDLpsksMpLK6wlt4InBv8VS7nKU5OU8pTDvAmu9z1FpNzmh3AAl8pRzrNzssAK/kyRPQcuoU8VKS96O9y+cSMd5Us/h7uHKzakoM9PSxUpp7or3OJwqki51gvhU/+mynnXe+GGZ1LlfOx3KcoxUJ62R+pv94LvzWkcS3ndy+Fpo9JEeT0O3L1uTxfyJ3h3+b3y2oeaaQI7dKKGnDfeD66alCY7Ap58uIacZ34C/laopkj553XtaO9ZRVzIQ+C86N/IsXbqH3bqKI/9HLy8eU2O8tvzrhfY5tQi5cn14L+rNdVRnvwI+O2umnJOvm293DfGki/D3w7UFCmHv3D67/z/Jn94LFzW21NeI5AEl3d7Fk1roG7Ci+t4irQ2quQGjGsTPDlyC7jvscuxtH5qMtxsiqc4HU7foOyTfO8Pl9+ItnDDk6O1V23hAmuNcbQmawYc8nG9vD5rK/xpuIcL+Qns7pYur+Fy3SQwfftaYhTcCS5aR/E8eNzlz3HkXfC8ubU4Wv/1Cv75kzcnwvxmgR1ekS6Su8Ovp87hyEtgKbkWR3PtA/CA3ek2es72AV72UnG1LQJb+zPdSA6EZz1ON+5UPe9Luo3Wo62Cm7Y6rCMfhXsnvY8g58Ldk96XOwrX3iqwTt1r2zLhAXBq4Q4x5Ci4ZXBtI/k0vGT2BgP5F5yUtMGQBftuE9iBqRus1wcoa99a7dpgvYU5dYYR477fIuOJduhn4IQRLpYh7RXfbhQhvlHtOidaP7gDYgMOY+iIYO5SB8rhQX8SaRXrYZ6+Gv56vLFlNfwVbvk5insNR/MCq7+jsWTqRPk5Apt00dWwGr4IVznUgL8Hr6uMPurgEH2dznbTRA91jINbV1F8BtZVFdjex2Ol8l0wVsIebiMN3eF91dAupoXxFnhFdaX8YziyhsA6t17MV+uKsammwLaJK6QQWPJEfZg+X0qEs2thrF++mL8D368tsB07oiWuG+LeOgL7kGeCIRB2ryuwnrfW8lFwX2+BFfr4OC4Ljka85xu+3FIgAOfii/Mqkyo1h68LAtvyd5RhGnzHDzGAZLZthnX1UR9SNkqP4G4NBLavf1135+5205GGAhv4zM63gr0bIVbRbZYmwGGN0b+V2yelwclN8L+EOMNV+H5TgZXJ18Q9P+atrs0Flmk5xPvAPRiO0+2g1B9ebUJ/dXmZcQWc2QJj3NeTPD1vKfg34rGME9JDeGIrgZkTTkhleiJuaa1ctwawoa3Axraf7NYf7u0vsNntrkoL4Yh2iBmKX5U2wufao98LvcJfhQt3xLhQcaLtB9yiE67tQ5vBoxfGzc449y9B7n/Du7ogVjz5SBoKf+wqsH9sN6XlcO0AgeWRgmwb4ZDuAlsZ9lg6Dyf0QD1v+Jh/C6f2xLlv6WYr3Rv9eS+BTbgVafCGn/fGmM4947vCHoHK8Y+DayLGLmt5zy+H6/ZFfL52FJ8CjwhGPb/7VjoJj+knsPE9x0jP4Mn9lW3z9bGbtgxQrId3DlRcHz4wCP3JvFWuXeAjgwVmqLvSdQQcOUQpswCOHyqwI4tn8SIsDcNY/HwmvwdODcG18nJKuAxvHI7+v2uW4Q08KxTneG8GnzcQ8yDMBZ4typNQMZCeawnsXcglfV2470iBzYydw1OutdcogVnbz5dzEfOMRn9uOqkfB1+EC3eax1Oe3rox6LevhEv0/G3SWPQbef+V8+XajBMY92A+T7lwuvHoJ9ss5Cm37SX841ianMO2fwLmOBMXyPlpfSYKrI+9ME+5Z5/h3MllLJRvdmoS7ld2IYlyycyTsc/weBfKGWswBeeSaXahPLEr8NCMotIIOOUfeMgSiXK9WmKOMyFriZzfdR/uFPjIjfK4Zk0T2IvXRXnK13KbjvGrstWFcrHewP+F2OIo/2rpDIwdYSUkyrPKga/p9rtRbtXqmQLznrBczqGqM0tg14uWlHOlzsD5X5SQKPdp+Gz0889KSJTjdBGuc55zoVym0XOUe0d5SsXnIk7QubtQDtJEeNEW3oXyi+7MFRw5Qq3nKaY8n0eqKcdmznzFlPP/QjWtBegWjhjjxWqO1h3sg/fPemum9QtVFqCfzFdWXvuwAr49/7YrrZX4DJfi13C0tqLfQsTVNcpxtObiJPz36nIircvwXoQ+cGtZkdZuxC2imKEcR2s98i0W2JBuSTpaDxK2WDkGWidyBb5kSNaVpzUmS9AeA1pG0rqSZNjXNTmW1ptkL1HK0zqUUph7jmkfaaO1KlPgEfExLrSG5T480yvSSGtb/JcJ7ESVai605mUmXKVaio7WwmyDS7SOstAaGVfMQ+vN66YLDaZ3pgJreyxKT+todsPrNkdZ6XrSGskGZ6LlPCtynV3jYygvq+ILzKGyTspuB9/yOOWsedZKZxvdl1mw2zZnG+WD0frKDJuzUfOxpoPjNP93U9DRPX0GJ9WZHkf5Zm4vBXbXbHXWfLLqEyPVgS4v5ZghlnLYaJ1m4QWxNs1OQ9dFkPfAI0vE2aj+vIEHrpqr81L93vopTnPyARf5d1rj+Swgzkh1r+cr9ZmAamNWnJyDtxT+9EoxrQMtnR0n5+yRn36KM1IuXw5cKe2MM7nGa4HxY802zfP2u+goD7AvXPMfs5HqP60hpf+lef8nVy6P6r7HAmIpz/A4nP7NVSR/hY92ceM0x4e5cdSmvN5g/1PjRcpXpLWorSN/e6zVjSPHwPv3uHHUHs/AidfPxdxTPe5Vx1iy01vE3p30HJnWscautcXeVN1tvEWkXMrhb+Vj05Gt8OFGfc2aw96e11E/cBEekz7QTPmZhd7J8xqd5j6lDJxmOnfqQxrBxTdfcKZ3E6PhepJB1EzbktfBxZINHJnW0g73yIrZprrauCxn6pdKvBdYuYZGkczgKn2MnOYt1UeZKe90Evylh1GkfFQ7PPIfI6f5ZKbiO+/lc4mlfo/W55bL7Om6RjXN0cit4ejIHvLv0+G9zyJjl6oe0poTKVd28wflHMmP/8fTLnEi9be6j4hV/uM4yrntACdc+u1apSRRs8ezSB3l6M6Fq9bhOcrdpTXCcr/3P34J19vJi2RjDmKYc7w4WHXONYmjfOAAOPStYlpfHPCVFzXvLeMu0hixL0fZJ+UYv4dbTnfnNAdHKK7yH67tPHeRxhdam5wZ5y62UG19liB7BdwopaQL+Qhcf8BJs+aE5JIulOdMa5lPuSdyNGZ5fsLxF7kWo3nc0kSR3P+T/PzBpW6Qst55VOAxcw3VT5ul6cin4OOz9su//4Czi68T3VWX/pXIUW62z2eB+fvvM5NprXSfb/ldNM/beFL+Pe4zzVlsOhpbz8OfZ67jSqmma0LO9wV9y0Pld1pnfXdfXGxh1WcfrxNpjA6DS3oncWQJ5jsliZrf+1eRx/ErcFbXJI7yz2mNdlr0PvN/qheuTxLJTeGb26vI+erjYG5LEvdG9bYnVSTKdU+Buw5dqCPT+u5auqq85jT/ZJFc+ivGaK9kkfLkW8JD2ydzN1XTeZGn/OENqi+rtj4I1FFO/n14xNuqIpnWjHcvVs3hc7lVOc1rr7cwUzzjD/cdGxxLOf+z4GPNqnGa5X4A3ga3WFeNo/UCtPY8YXs1bpvqhanOrmS377jOIxR3hiNvVhM1P3pZTV6PEA6n+1YXaZ0CrVsvmxEXrTnYt7q8luENvNotWEd2pzXsK6pzNtVLdZmxFJvROvefa6uL5KVw35nBsZq/HwjW0XqKDDihYA2O1lnQWviKoR6xmp9/b+Sq2bOtUqb6T4yVPjVEigP7winBafKaDvLu6H068mp48KwaHJnW1Ofd3083RTVdK1oz8hW+/bCGvK6kzi+B+X357X9e1uA0Z/2qwdGalEHwmeZ2I61VobX5Rn1IjOblLY67kM/AN2bYbbQWxsnJjwW02+TSU7X/PLuRLMCr4uw2Mq3rp+PRvPR9TWMX1RcLetpoLY8Fnvurpk1bY5j9paZRc0qX9daWqs+2LFap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AQAAAACAAACMTAAA2ikAAA==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
|
| 38 |
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<InformationKey name="L2_NORM_RANGE" location="vtkDataArray" length="2">
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| 39 |
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<Value index="0">
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| 40 |
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85.044572793
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| 41 |
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</Value>
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| 42 |
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<Value index="1">
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| 43 |
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85.983264132
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| 44 |
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</Value>
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| 45 |
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</InformationKey>
|
| 46 |
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</DataArray>
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| 47 |
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</CellData>
|
| 48 |
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<Points>
|
| 49 |
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<DataArray type="Float32" Name="Points" NumberOfComponents="3" format="binary" RangeMin="199.9163029078541" RangeMax="282.843154416012">
|
| 50 |
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AQAAAACAAACMTAAApyAAAA==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<InformationKey name="L2_NORM_RANGE" location="vtkDataArray" length="2">
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<Value index="0">
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| 32 |
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0.99999994297
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| 33 |
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</Value>
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| 34 |
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<Value index="1">
|
| 35 |
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1.0000000469
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| 36 |
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</Value>
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| 37 |
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</InformationKey>
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| 38 |
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</DataArray>
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| 39 |
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</PointData>
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| 40 |
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<CellData Normals="Normals">
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| 41 |
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<DataArray type="Float32" Name="nut" format="binary" RangeMin="0" RangeMax="0">
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| 42 |
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AQAAAACAAACsDgAAGwAAAA==eJztwTEBAAAAwqD1T20ND6AAAADgywAOrAAB
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| 43 |
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</DataArray>
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| 44 |
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<DataArray type="Float32" Name="p" format="binary" RangeMin="-3634.489990234375" RangeMax="3705.75">
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| 60 |
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<InformationKey name="L2_NORM_RANGE" location="vtkDataArray" length="2">
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| 61 |
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<Value index="0">
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| 62 |
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0.99999996039
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| 63 |
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</Value>
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| 64 |
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<Value index="1">
|
| 65 |
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1.0000000329
|
| 66 |
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</Value>
|
| 67 |
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</InformationKey>
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| 68 |
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</DataArray>
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| 69 |
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<DataArray type="Float64" Name="Length" format="binary" RangeMin="0.0000056785740200429415" RangeMax="0.00996360893471194">
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| 70 |
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
|
| 71 |
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</DataArray>
|
| 72 |
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</CellData>
|
| 73 |
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<Points>
|
| 74 |
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<DataArray type="Float32" Name="Points" NumberOfComponents="3" format="binary" RangeMin="0.5000000005743944" RangeMax="1.118033988749895">
|
| 75 |
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0.50000000057
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1.1180339887
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| 16 |
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</DataArray>
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| 17 |
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|
| 18 |
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AQAAAACAAAB8TQAAZCkAAA==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<InformationKey name="L2_NORM_RANGE" location="vtkDataArray" length="2">
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<Value index="0">
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85.345226821
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</Value>
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<Value index="1">
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| 24 |
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86.02930589
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| 25 |
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</Value>
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</InformationKey>
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</DataArray>
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</PointData>
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<CellData>
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<DataArray type="Float32" Name="nut" format="binary" RangeMin="3.1924798915561325e-10" RangeMax="0.0080454396083951">
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</DataArray>
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<DataArray type="Float32" Name="U" NumberOfComponents="3" format="binary" RangeMin="85.34517323424755" RangeMax="86.03052348834991">
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| 37 |
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AQAAAACAAAB8TQAAmCMAAA==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<InformationKey name="L2_NORM_RANGE" location="vtkDataArray" length="2">
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<Value index="0">
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| 40 |
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85.345173234
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</Value>
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<Value index="1">
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| 43 |
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86.030523488
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| 44 |
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</Value>
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| 45 |
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</InformationKey>
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| 46 |
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</DataArray>
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</CellData>
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<Points>
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<DataArray type="Float32" Name="Points" NumberOfComponents="3" format="binary" RangeMin="199.92176144741404" RangeMax="282.843154416012">
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AQAAAACAAAB8TQAABiEAAA==eJxN23dcT+0bB/CWVNo0VNrRUGlo0E5lRlZ4QjZZGZEdKcneIw2jjDIbGtT33IeQTSIjFYqkoSWK3+85d8/n9ofX6+37Ot9z7nPd1/VxjmgcwruJiQ31FhMTc79fG+Am3eXYitcuEl32s+yT3/THT3Dk69T80i4bKncrSO/y+Ez7gi1ddi2bXeDTZePC2IKO39ShwacLUrqc63ajwKvL+TNeFDztpHYqqisY2+UVLlKiWx3U3o4qItMu103QFa3/RV1y1EIk+kk9TcxZ1NxOXbPTV6TR5fdu40VmP6hPqc8UmbVRn+gVKlJvpbZ33ihqbKYO8YoWZTdRN63bJVr0vevzewdFPRqppS1OiA7WU3cmnRbJ1FHHWKSK5tZSvyu6JkqroXbYlCt685m6aCgRfa+iLu5XJGr4SL1b55noeSW1Xb/XovjyrvP7VYpGlFGbb6oRlb2hbn7wXTSulPqYzS9RWgl1Wok4V/Wc2lFfmhN/Sr0zTI7reEj9sESRKymi1hzSk9tzp2sNNzU4k1vUY7x1uKMi6o0v9LmqG9SDV5pwSjnUZ/XMOZVM6k8vrbjaK9Tq8XZcYlrXvix14kzPUZf5u3LRp6nzBntxOQlda3Dw4wqOUfd2G8kdPkhdOS6Ac99DfWT1RO76duqp5//hfkdST/4SzKlspL7mOJdrWN11vwcXcseXUSuJLePkF1IHr13F+c6mTpFcz/lNpZZ6FMHJT6R+dTKSO+hPPWNDNFfmS50ZvJ2rdqOuHrGTu+JA3cN9DzfQqqvmg/ZzYSbUEa6HuKU61O1Dj3L6PalzguK4GFnqF+EJ3Ok/voJnxp/kQluow4rOcHU11CZi5zitcuoYt1TuezF1RtQlbuU96vwXV7mEm9QFVpnckqvU9/dmc5VnqH/9yuPajlDPCS3gUmOp9esI17Ge2juskKteQl3drYgLCaY2THrIRQZQKwx5yll5UYsai7kQW+qx519xtobUb0PectEq1KscyrkZYtTO8h85Uucj2K22mjvzljqh5CsnXUS97H499yGL+mlRE+d8mvplcRvXbQ91/JdfnPfaru9KiZGG2dRVvSWI7GjqTHspst2JWmOCNFliQN17nQzJkKW+lyJHJjYOoXP3Sp6MfUU9R0mJnM6nXjRShfieoZ6wpycZuJ3a8pUaWbKYWrKfJvk6hrpynRY5b0ddWqJDTqtRtzrqkeJWb8E+iQbE8SV1sbwxuZdFfTWiL9l6iPrLT1MyawX19nUWZMYY6pMSVmRNf2qXvQNISnfq+cZ2pLLCi2ZawUBimkedFuxElh+gLpMZTHJDqF9edyW/PKhTFnsQK3XqQHNv4l/jKfjHNx8y/ib14eyhxHkPtVvsCPJjOvXvmf4k1pr6g1cAqe70oD1vNp7I3qf21wwkXw5T1ytMIZtmUH+Rm0pum1P7KQWTa9/d6X5pzyLuOdRzrOaS2RupXYctIFpe1KkLF5FAKeobh5aSXrfdBK+9s5wM3Ur9XWwVqfGktvZaQ753utK67VhPJmZTG7/dRBSWUa85vpkomVK/HB5Jxrxzob3xZyu5u5d63/VostiLumVFDLH7Ppiu0z6WqCZRf/yxg/weQR3O7SK1LYPotXbvIc/iqWun7SNnvKmf2x0ggdXOdI/kD5H3MdRKNYeJjSl1yP2jxP22k+DGK8fJn+nUKcdPkJk/HAXvikkgU3dTp6xNIpUG1M2hp8jHaw50PQvPkAme1HYhKcT04UCaM4vPEf+J1KNXXiC5b+1pT25KI0HB1MP3XCImFXaCtU5fId2nU+vlXSNNpbaCJ73MIC8DqPm2LJJcaENzWyeHjHKiNvTJIzdTBghWXn6TfFKhNjpdQDLWWNNZe8URzTIr2vMqt8gfN2qJ0YVk0glLwcv33iUqrf1pL70oIhojqafrPSQTEywEP1z0mNyoNRdslv+U2DtSL+hZTC5uMBMcuaiEKItM6bzfe0WG/+5H+9D8DfFxol69+x2pW9xX8KbW98Qy0YTm58xKUnffWPCwpx+JdrMR3V/vahKvQd2c84VMdTAUHGBXS3zGGNBZuFxHXOfoC75u3Ugsw/TorF1rIr836dJ7dGolR6L6CB7I/SDlUTq0tiN/EVGENs2fN52kzyotet2BYnzZnN6CD2wS52tGa9L+LJLg+9prCB6vLsWHq6oLHjWrG3+7ppdgj6vSfNONnjQnxWT4qhhVwbdHy/KR/iqCByTJ8RcVlAUPaezBjyhUFPzNS4F3C1cQrHJIkV9oJC84rlqJz7wjJzh0kAovNkdW8KpdqrzVr+6CD5b35A1jpWle2anxIpVugk9Fq/M1+yQFTyzV4LfISdDZt+jNL1wnRvdigxavcK/T619feaTNL93xU7CWXh+ec20THLdEl7/zvkmw/E093ndZg2AfOQNe/HutYN2JhnzBjC+ClyQZ8d6iT4Jlvxjz4xUqBfPWffnrQ8sEL1zZj7dd/lpwcZYpv3N7ieD7rWb8zt3PBPext+B/RjwSfGhJfz4huEhwZ7Il72VZKFjntRV/tYoTnC03gM/ceZMe72jDa+vlCF4VbMtfjc8QrB1lx/vKXBHslWzPp01LFXxONJBPT0oRLPPSgbd5dFJw78+OfEfVCcH7m5z4rzVHBJu2O/OvSvcL3vVjEH8yfZfgZY2DeePwGMGbP7jw3v0iBYc8cuULN68T/OKqG/9ye6jgBbvc+b1z5wh+EOzBP9CYIjjRwpNfFu8veOs3Tz6kzUuwZooXn2riKLhtvDdva2ohOLfdm5f6oyu4/cAQfsAFVcFDjXz4Z2bSgp3P+vC9O757/usgPV/ewL9UsPsOX952eIHgxTW+/LuGM4JDXfz4+16xgh9E+PFbN08TLHPdj/d72U9wcpkfT1QqPIT8afPjHWfOFPz/dyNeolJ+8L+OCZ307/sRL2QvfW8S7HDSwFWiyz4HZfNb/vgJnnw7If9dl4eJ2vPzulxRZl6wq8ujgycXTOhyg+3WApUub/0RV8D9pk4SzyiY02WJ0Q8KfnVSh1R8LIjq8omczgLxLlsu6iFa2kHtqKcpevyL2r/VWKTf5deNNqIZP6ndVd1FB9qpqwJHijJ+dH2Xnyy63UYdP36e6FYr9Wb5MNHVFupzYZtFO5upb4THiMY3UV/bs0ck+536Vu5h0YUGatOf8SKHeure/smii9+oH2eliRRru+7dPkM0uYZ6xZ080c7P1K+W8qJzVdR1lvdFqR+pG8Wfiw5VUuvXvhbNLae+Xlsp0i6jbpb8Ksp6Q61p2ySyL6UOXv1LdKiEWqZGnCt9Tm1rLM39fkIdECLHST2ijrqhyNUUUddr9eQu3em63ygNbsytrn3s0OaeiKiLIvQ5i5vUc1RMuJk51JWXzLgVmdRzJ1txU69S91Kx4/QuUiuXOHLXz1FvOufC9T1DHR3jyS1IpB6+ypfbfLyrDstGcCGHunpm3RjOZG/Xdw9M4C7Hdq0zZwonE0U9q246Z72pq1Y2czjDNdQvI0O498upv35cys1dRK0zIYzLmEO9v3gtd28adZ5NBHc6kLpdLJLzGNO1v6+iuMSh1FbXY7gCD+oxCTu4E05d59m1m3McQN0jah+3qx/1s60HuRO61L92HuFmqVEnxB/nyntQP8mK51QkqM+/SuKa2nwFe0ie4aK/Uac6nOUKK6klVlzg0l9SB2Vf5IY9oH4ifZWLFlGHT8vgFmRQhxRc5xrOUovM8jiNOOq98fnc213ULVqEc42glj51m3NaTv3W9h5XNIt6/8MHXMN4avflT7hzPtS/9Yu5+oHUn0tfcpwJtUb8G05XjTo55D0nJkWd5vWBm/vdR7CvSTU3qpx6j+pX7spD6iS5em53LvVBhSauMoV6m3Ybd2F/1+f2v7jKDdQvJv3houdT298SJwfHUl+rkCTdXahbpKTJG2NqOSsZoqBA/TtIjhxrHiK4fJ88WfuG+uYDRXKJo05WUCFWZ6lTxvck7TuoH5xUIzKh1KYtGmTSOOo7/lrkw0Dq7Es6JEWDWkZNj8T98BZ8d7MByX9FLdViROSyqR8u6UvCD1Nb15sS6ZXUg1ZZkLQx1J2SVmRuf+roowOIVXfqD3Z25He5l2DjkoHkSQ71xE1OJHEf9XbrwWTOfOr7Va5E243aPNmD5KpSZ4Z4E7cqT8HrHH1JQjb19h7DSPF26vqqEaR0MnXuPX9y1pT6R3oAcWj1EJyTPJ5sJNSyiYEkfBd1W+IUohNIvffcVDJbj/pDdjDxqXIX3PFkFslNpa5pmEuyl1LnaIYQR1vq1UMXkwFNboJtIkLJ0WvUTQUryLxQ6nvdV5OD/am5wLVErdpVcNXlDaQ8kdowJoLUTqRe6bKFWMlTf2uOJPEFLrTfrkYRy2XUS5ZvIy/0qSMct5OYR4Np/ovtIK5rqac/2kmqjagdk3aTdfcHCZ68ai+pC6UuGrOf2PWi3mN9kLhmOgu+oHqYiI+n1v95hCxrcKL5/+kY2RxLbVoSR4wMqQuK4smw6460b/lEUjWM2pA7SWpLHWiek9Nk5Dxq83vJ5EfjQLrm52dJ+RrqisrzpPW3veDg1lRitpl6pOIlslCM+oz5FZK63k7wvBHXyKsWW1qf0AzyYSG12fEsklNmI9jobjYZ7k+96Wcu2Zo7QPBgm5tkohF1wKICkhZjLTg/lSMra6xo79XzJG4odaRjIVE6bUmzLvIuyWvvT+tZXER2jqTWNHtIFsdZCJbc8pgMrzIXrPL+KVG0pHbyKCZnlpoJXpRcQloumgo+pVhKvlX3ozO47g1Z2Ye6rPYdWenfl87sjHLycq2J4LWvK8nWU8a0byd+IrNuG9HeK6km0z4YCj48pYYEdRgIvl5RS7yVqb0X1ZOfuvqCDX42kgWmerQmO5pJWH9dmuF6bUTKog/d06x20mGkQ+duTAfx1NCm/vab5Ehp0ZoUivFDazUFN2pI8M8faggeHiLJu5xXp+u/KcXP36hG66YqzQ8a1YvO17zu/CG1nnRP82X4f16q0FlTk+OX7lemWbe4B3/NV4nmcKE8371ZQfBzPUV+zHF5wUfWKPGLnXvQ3HuuzLs/lRWsZaXKn58hQ+sc05PfXiMt2PZDL55b2I32vKs6b/tJUvDXIxp83kQJwc8aNXlXkZhg9xFavJX3b/Kve5zR5se3/BTcs0OHTz3cJthqnC7f3LdZsMN5Pf5bcoPgP536fGDPb4KnBxjy35d8EWx22ojfmP2JfrfJmL9ZXyHYzbMvv6RXmeB+u/rx4/u+FpxVYsrbmJQIzuxjzt9Rfia4boYF//rzQ3r86f685cV7gk0qLPnoqbcFp2lb86ntIsHrxw7gZ2++IXhilA2/pvm64JZ0Wz5jbLpg9TI7vjzukuBlkgP5B4/PC75p5MD71J0RfMnNke/Tlii4bZwT36/muOChs5x5pzuHBI9eNIg3272Xrn/JYL7YbQddZ4gLr1EaRY+f5so/DYoQnD/cjX9yIEywubU7v8UjRLBFDw9+X8E0wdPKPPjXyuMETz3nyXvZ+9Hv/v/PlmyzwYJ763nzDo1WgjuLvPkbsYaCOxYO4Se1qgk+Je7DG9rLCl6zw4dfHfODE/ZX1pe/MKpM8Os1vnxgNi944TtfXuXeOcFudn58TMQuwY/X+vHqBbMEH0/345UfWQjWfOfHDwyuEglr+/+z//SEeYL//XnRSSkr7j87/eV7kswT/vJrCeZJf/mxOLPbX04RY+72l//5Ywmf+838tZPZ+C+P7WBe+Ys59ifzwXbmPT+YN7Qx/9PKbNbCXN3EfOA7c/9G5qv1zIZ1f52/lllUw1z7mbmzirnpI/PDSuaY8r/uvYw5/g1z86u/jilhtnrOrPCEmXvA7HuP+fht5jyOOfkm88Qc5qIM5t+XmesvMB9LZm5LZJY+zkwOMPfd9Vedo5mfbmRWXM38bgnzoLnMfaYyR4xjDhrGfN6NOdiOeXU/5s9af/WkAvPFP/3hugbm6RXMLU+YkwuYZ1xk1jnOfDeKOTCU+fpk5teezGmmzH0UmTW/W8Dbi5mnZDKHHWQWLWM2HsUc1Zf5Tqc5fP8Z84pk5vgw5r7ezDUKzKIXZvDm48ziQcwqWsxbik1h/R3MWa7M8rX94E+HmCUGM+u/6Qv/CmP27cGccdyEzZQRc1qKMRxpyKxxxIhdS4r51XxDuN9tA3iNJvOomfqw3ik9eOZLXVYfceZyvT5wqY0OXOCgzT631IJnq/eGD9VrsBzLVofXhaqxuVDvBTufV2VzaqrC5mWfEvzjowKcoy8Pn/KWg8ePlIGnOUvDrrJS8IRccZbzh36LUPPl7bBZ92Z44eg62MPvM+xWUwHn2b2BH+gWw14pD+BTt27BpitvwDcupcONiy/AYqlJMJl2GE7dvAO+2yMCnv1lHqwzzx+W3WgHr9TSgPVHfy9Apummw2e+BsMXd57L/8+LbSPc0LeJQe7/ufq9CE7o6OHxn4u/OcMuc0JgS343PCbvPHzXqhBeavsR1q8T98QMnlSFHT2M4e0lDvDI5cPhdwbT4ZnNK+Hajih4t8F+uLMhAT6+Mg0elZULR4vuwSMSSuFB/9TARyQ7YNOx3b3+8zYTFbh3pDa8anlf+PQvG1ilnxuc2jkcfhUzCY5+Nhc2/xQGf/60BVYctgO2MjwIc6vj4cQxZ+E/6VfhdedvwDrOd+EpC4tho2EV8Kc3dfB+y054nDH9WYxw7zqKcGOkOiw1Uw9+esMUto2zhWdIucL0F7VcN/ZcF/6Xv/3l+dLMX/7y8u7MEjLMx//yIFnmD3/5kBxzQA9mDXnm6r/MKzCnKjInKTGfUma+psL8VJX5T8+/nnXVmHerMzdoMM/pzVyvxbxHh9lHl1lVn7ndgPmn0V/32Jd5rClzmjlzX8u/7t2aeast88KBzOucmLMGM/dxZ87wYt7gy7x2OPNlf2a9ccwPApnzgpjrZjAvmMdss5h52Iq/1raGeX3EX/u4jdl0D3PvI8xrEplHnWOOu8q8KI/51m3mi0+Yrd4yj/7MrNnCfFDCGr6vzHxXj/mwNbOHB/PTAObA2czvVzOv3slseYpZJYfZ/inz2Rrm9d0GwHcMmOPcmZWmMztFMFufZpa/y1xTx1ylYQNrezNfCGXOSGKe/JxZJGMLK3oyL1zPLJnHLN7JfMTLDm7ewTy6lLnM3B5+F8Ec84bZYPBAlmOJzHZyDrDnWua5Dcxtixxh/wbme2udWD/IO8P5KcxKwwaxazUznzk3mNV2rgu8ydqV5ZKEGyxWyaz/0B2Wue3B6lnkCUuVecFHxYbAP2x9WJ1X+cLHivzgTJth8KS04fDewSNZv5WPgoefGA07hwawc04dx+ozZwLLxthAeN+DyWx+rYLYPF6dxu4lcAacbjAbduk5j9XcMgQOXbGYzXhVKMvq7SvhZ9PDYfWF6+GAwAiWsYe3wBtbtsIDw7axnteIZX1YthO++mAPPPTDfvi18WH45oFjLCdt4+EwyZMsA2WTWQ39zrOacBfhiPBr7Phl19leX77B8taRwDt73IUbBjxi608thjsi3rDczqyEz4+qgV+N/s76gfsJjy0WJ//5TZQ0nBXeAw69ogzfHaAOX+vUhidoG8Iau03hw1Os2TmjHODjvdzgS/K+cNoKf3bM6EC4OCUYVooIgadUroQtXmyCra5EwdqFO+DcAfvhs81H4RvqSWz9J87CerGX4a1V12Hf6yI4W6II3vb4ObuWcRmcJ/sFnhrdDC8NoH+3/K9b06Xhf5YqwMtiesFjpHTgwM9GsM2g/nDxH3t4t7sbLNb17ysmTOjmRX8v5v4xSQpeUSsJizsx742UgPUei8MXtZhd5orBh2b98fzP1352wk/2dcDfTH/BcqJ22DTwB+xT1wrPjGqBI3Sa4fj073Du8Eb4VUU93BJeB6sqf4MHnP0Kj3KrgUNefIa3LaqGkyWrYHL8I/ze5gPcebcC1gouhx3byuAJu9/By03ewntuvIYvjiuFi2pewtWbS2Cp3i9gwyvPYXe/Z3BQ2RN4bdhj+Ij8Izjj9AP42aD7cP3Te7D8gruwudgd2O/IbXi21S14y20CJwZx8I2mArg0Nh9uM7gJ98rJg23G5MKjq7PhRRuvw9vVsuCzaRnwLe90uOL1VfjPsiuwjuxl2DnpIjzRMQ1e+egCvG/OefhSx1n4wYEU+It5MixNTsPGk0/Bng1J8LRtifB63QT4WOYJOGtkHFz84RjcuPYorKh6BLY4fwge5nEQnvtyPxy5ZB98stteOP/EbviN3S64vWgHrD4zFrZrj4ED9m6Dl/SLhnfkb4XPTYiEC2s3wx8iI2Bxh43w4Nnr4FX7w+GrojD4a91yuG+fUHjGiMVw3JoQuOTsPFi5ZDY8QmomHG07HRYFB8G/dk+GHW5OhEO/joNTewfAn/z8Yf1VI+B/zgyFDz3zYTkp5g33sPZgeTjVlWXgjkEs93IcWdZV27N8U7dlmTbEmuXY8v4su5LMWF497ssyqtOI5ZKFAcuiybpwtxhtljlZmixnPqqxbFHtyfLEQ5llyFIFlhvxciwr7neHX7dLsUwwlYAT0n57/Oeesu1wzJwmuJP7Bq/Q/Qx/XlsJT335Fn5m9xIeuvcpfLP2Pmw7rBA+myyC+0jkwfunZcLd8y7D6zUuwN9XnIHnPUmA3/Y/BgdsPwAXftoFu3jFwFcTtsAjW9fAjpeXwAbzZ8HyBpPg1tKRcMV+T/j+CAc4S8oCTrqpB+9Y1QsOs5aFRU9+uaOfvT7BIRmPYLe+2XDPoyfhz7I74HVt82GTN4Phx/mKsJfxv/8XpGsfp3nALy66wANUneH22IFwnoYtLJ1tBS9aaAFvsjGFS2RNYLlmAzirXhde3aENf+3dG870U4fDo3rCr58pw1usFeHecT3gkWqycGG8NOxsLwWPfyUOH+j5B89gCXt/wvb9WuFbJY0wl/ANPrXxC/wu7BPcEFkBTz73Dj5eWQo72JbAmYefwSeVHsPRJ+7DTS534TUNt+C0LA422pMPr1qTB3uEZcO6WzLhK4nX4MMPL8Mre1yEGyddgNMzz8KzDZLZeeJOwd7GSfDD3HhYbHocvEv5GGz2+DAce/wgPG/5fnjdxL1whO9u2NZrJzx6WCx85J8YuCg8Gr6QtBXueLYFjlTaDCumbYRPjFwHDxELZ+cvXAlbJi6DE7cvgbdFLWTn3z8ftrkyB7Yrm8nOoxMM314wlfVD4RR4ke0k+GnaBHjDwHHsXePBGHhBqD+sYDgSLigfxvowzQ823+oDj53vza47yZPVfLw7POsfVzh/8WBYcocz3HrNEZ7yaSDrZwN7OGa+LVyePYDNnao1/DvMks1UpQWrT6A5fOaFKatzUD9Y/asJbLLFGB5gYATL3jWAo1bpw6v768FZX/rAmpd04LA12nDKCC14q3Fv+LOkJnzpizqbqRdq8LM7veAvBT3hkpuqcDinAl8uUob/KVWCp31ThI9JM9cZK8CeQ+VZVoT2gEPj5WC1x7Lw8G7Mre4y8J+N3eFRRBq+I8s876zwvsz/6673aMHh7ZJw7AjmuHgJOK1eHM73ZH58QAzm7gvvzoI/Lv0Nd+/VCZtn/4JHBf2EQ8Xa4QNn2uDMoa3wq9pm+NfeJlh34HfYs7QBnr2hHt5mUAefv10LP1jwFa5XqIFVr32GB06shif9/ASvTfgIx3t9gEVVFfCH2HJY2vo9bPb8HTxy9Vt4ifYbeF9BKZwx6xX8svtL+GfqC7jPmGLYo/kZPPPoUzjK5Ql8rvwRfH/rQ7jO9AGs8rAItl92D56odhdek1MIn5h6Gy4QvwVXJhO423AO7ldXAA/fnw8vdrgJ732dB6dvzIVLDHPg9sLrsPbCLNhNKROekZ4Obw28Bp/9dQUuSrwMf/O+BCt9ToNtd6bCEwZcgMOLz8Fx4WfhfJ0UuFx0BpaccxruK3sKHnYxCV4UkAjvaYmHrx07ARe7xsFtFcdgreijsKv5ETj40SE4cvlBOEX9AHw3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<InformationKey name="L2_NORM_RANGE" location="vtkDataArray" length="2">
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<Value index="0">
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| 32 |
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0.99999993925
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| 33 |
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</Value>
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| 34 |
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<Value index="1">
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| 35 |
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1.0000000565
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| 36 |
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</Value>
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| 37 |
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</InformationKey>
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| 38 |
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</DataArray>
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| 39 |
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</PointData>
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| 40 |
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<CellData Normals="Normals">
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| 41 |
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<DataArray type="Float32" Name="nut" format="binary" RangeMin="0" RangeMax="0">
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| 42 |
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AQAAAACAAACMDwAAGwAAAA==eJztwTEBAAAAwqD1T20LL6AAAACApwEPjAAB
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| 43 |
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</DataArray>
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| 44 |
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<DataArray type="Float32" Name="p" format="binary" RangeMin="-12332.7001953125" RangeMax="3705.679931640625">
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
|
| 60 |
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<InformationKey name="L2_NORM_RANGE" location="vtkDataArray" length="2">
|
| 61 |
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<Value index="0">
|
| 62 |
+
0.99999995979
|
| 63 |
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</Value>
|
| 64 |
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<Value index="1">
|
| 65 |
+
1.0000000365
|
| 66 |
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</Value>
|
| 67 |
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</InformationKey>
|
| 68 |
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</DataArray>
|
| 69 |
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<DataArray type="Float64" Name="Length" format="binary" RangeMin="0.000005666868752416221" RangeMax="0.008555653262301698">
|
| 70 |
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
|
| 71 |
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</DataArray>
|
| 72 |
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</CellData>
|
| 73 |
+
<Points>
|
| 74 |
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<DataArray type="Float32" Name="Points" NumberOfComponents="3" format="binary" RangeMin="0.5000000001214551" RangeMax="1.118033988749895">
|
| 75 |
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0.50000000012
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<Value index="1">
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1.1180339887
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data/Dataset/airFoil2D_SST_86.05_8.94_1.499_7.799_1.0_13.797/airFoil2D_SST_86.05_8.94_1.499_7.799_1.0_13.797_freestream.vtp
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|
| 13 |
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</DataArray>
|
| 14 |
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|
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</DataArray>
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| 17 |
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<DataArray type="Float32" Name="U" NumberOfComponents="3" format="binary" RangeMin="85.14927916715568" RangeMax="86.0917818325915">
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| 18 |
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AQAAAACAAAAEUAAAiTIAAA==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<InformationKey name="L2_NORM_RANGE" location="vtkDataArray" length="2">
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<Value index="0">
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| 21 |
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85.149279167
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| 22 |
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</Value>
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<Value index="1">
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| 24 |
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86.091781833
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| 25 |
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</Value>
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| 26 |
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</InformationKey>
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| 27 |
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</DataArray>
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</PointData>
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<CellData>
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<DataArray type="Float32" Name="nut" format="binary" RangeMin="3.02668001772588e-9" RangeMax="0.014556599780917168">
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</DataArray>
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<DataArray type="Float32" Name="U" NumberOfComponents="3" format="binary" RangeMin="85.14912828875575" RangeMax="86.09178932800937">
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| 37 |
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AQAAAACAAAAEUAAAkSsAAA==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| 38 |
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<InformationKey name="L2_NORM_RANGE" location="vtkDataArray" length="2">
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<Value index="0">
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85.149128289
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</Value>
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<Value index="1">
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| 43 |
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86.091789328
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| 44 |
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</Value>
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| 45 |
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</InformationKey>
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| 46 |
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</DataArray>
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</CellData>
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<Points>
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<DataArray type="Float32" Name="Points" NumberOfComponents="3" format="binary" RangeMin="199.93334130678343" RangeMax="282.843154416012">
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AQAAAACAAAAEUAAAlyEAAA==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<InformationKey name="L2_NORM_RANGE" location="vtkDataArray" length="2">
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<Value index="0">
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0.99999994485
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</Value>
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<Value index="1">
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| 35 |
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1.0000000471
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| 36 |
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</Value>
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| 37 |
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</InformationKey>
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| 38 |
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</DataArray>
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| 39 |
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</PointData>
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<CellData Normals="Normals">
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| 41 |
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<DataArray type="Float32" Name="nut" format="binary" RangeMin="0" RangeMax="0">
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AQAAAACAAAC8DwAAGwAAAA==eJztwTEBAAAAwqD1T20ND6AAAACAZwMPvAAB
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</DataArray>
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<DataArray type="Float32" Name="p" format="binary" RangeMin="-3704.39990234375" RangeMax="3709.25">
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| 60 |
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<InformationKey name="L2_NORM_RANGE" location="vtkDataArray" length="2">
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| 61 |
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<Value index="0">
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| 62 |
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0.99999996449
|
| 63 |
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</Value>
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| 64 |
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<Value index="1">
|
| 65 |
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1.0000000403
|
| 66 |
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</Value>
|
| 67 |
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</InformationKey>
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| 68 |
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</DataArray>
|
| 69 |
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<DataArray type="Float64" Name="Length" format="binary" RangeMin="0.000005498996731181586" RangeMax="0.008404586122430141">
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| 70 |
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
|
| 71 |
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</DataArray>
|
| 72 |
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</CellData>
|
| 73 |
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<Points>
|
| 74 |
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<DataArray type="Float32" Name="Points" NumberOfComponents="3" format="binary" RangeMin="0.5000000000700567" RangeMax="1.118033988749895">
|
| 75 |
+
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| 76 |
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data/Dataset/airFoil2D_SST_86.061_2.445_0.422_5.645_19.256/airFoil2D_SST_86.061_2.445_0.422_5.645_19.256_freestream.vtp
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</DataArray>
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</DataArray>
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| 18 |
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AQAAAACAAAB8UAAA8zIAAA==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| 19 |
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<InformationKey name="L2_NORM_RANGE" location="vtkDataArray" length="2">
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<Value index="0">
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| 21 |
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85.275910999
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| 22 |
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</Value>
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<Value index="1">
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| 24 |
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86.071761161
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| 25 |
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</Value>
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| 26 |
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</InformationKey>
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| 27 |
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</DataArray>
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| 28 |
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</PointData>
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| 29 |
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<CellData>
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| 30 |
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<DataArray type="Float32" Name="nut" format="binary" RangeMin="3.0275200124663115e-9" RangeMax="0.010256499983370304">
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</DataArray>
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</DataArray>
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| 37 |
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AQAAAACAAAB8UAAAKC4AAA==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| 38 |
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<InformationKey name="L2_NORM_RANGE" location="vtkDataArray" length="2">
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<Value index="0">
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| 32 |
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0.99999994758
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| 33 |
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</Value>
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| 34 |
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<Value index="1">
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| 35 |
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1.0000000672
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| 36 |
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</Value>
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| 37 |
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</InformationKey>
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| 38 |
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</DataArray>
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| 39 |
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</PointData>
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| 40 |
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<CellData Normals="Normals">
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| 41 |
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<DataArray type="Float32" Name="nut" format="binary" RangeMin="0" RangeMax="0">
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| 42 |
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AQAAAACAAACADwAAGwAAAA==eJztwTEBAAAAwqD1T20KP6AAAACAtwEPgAAB
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| 43 |
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</DataArray>
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| 44 |
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<DataArray type="Float32" Name="p" format="binary" RangeMin="-13114.099609375" RangeMax="3709.530029296875">
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
|
| 60 |
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<InformationKey name="L2_NORM_RANGE" location="vtkDataArray" length="2">
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| 61 |
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<Value index="0">
|
| 62 |
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0.99999996845
|
| 63 |
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</Value>
|
| 64 |
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<Value index="1">
|
| 65 |
+
1.0000000377
|
| 66 |
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</Value>
|
| 67 |
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</InformationKey>
|
| 68 |
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</DataArray>
|
| 69 |
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<DataArray type="Float64" Name="Length" format="binary" RangeMin="0.000005613084235937506" RangeMax="0.008794011101639248">
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| 70 |
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Hty/gwYZilRfFcOpkSN80zVzjAqdRKWMsTkVeF+rbcn1kiCi5OQ3qkrCOVFPh+9tOzChyNnIqbgDnYcv+bu3UyKV45R6hhol2n2lOh/3UqB344PmfnMKrPibRyqNkUO2Q+mSchg5eFcaNwW2yNDDfDqys4Rsu7dXnqyQIsNWSGTcz+It4jPX9T9XBzeJ3aecKQcYNomN0wKdyxb/iKVM/iH9sr8EVarlotvXDWJaWoC7U2U7pTyHUPiHaGxNGtg3s06kcLKfvmm4TtSLPjlHU7tGGN9u/m+TYY24c/viKcfEVSKwS3BV8esK0byj0P+mwwrRlxXXkPT0N6H4Ve7KJ73fRFRx11JO9zKxoGcYcQDLRPS5r5P37v4i7haHWc3p/CKmTZpCPjxZInw2hrh/2i0RtPc2BXonFokvGTnxSrGLxK/XeUv11ItE2+fuokMXFoiyJ5NifxQXiIR0bg7Ryz+J8zef1pZ+mCfsv195lGP6k7hxk6FEQ3CBGK1OPrBqukDUc7jzxigtEHbz4W88Bn4S9v5V7889nCf6jLxnOEPmiD0Bx7rY+meJg5tCqizfvxMmPPTKhW+miZlPg4UMlVMEo4O2R77hBCH5ijOc/u1nIiee/g5H8xhx8SWP/ulzo8TldevZ2+cPIuIWdVTp2EGo3OM2j+A1gDnF+YIhVwNM8fh/lLhoAKv3D0+QPhng+SnpfD8hw+07vyWj5WcIVf+n1pW1hmBZGS9JmzfE2Ugof1IwgqPL/QS1JCNoDNmElvcYwSdu0CqF1hiNEcbu762MYfQmrE+j3Bj9z64yCEwbg/rfcmiqjAl6B84teaaZYHHhi7tWvwlEZZZ0RLlMcci8PiPbzxQxwlwJ0y2muMSXnmiywwyvnUxDZezM0FRaQTpZY4Z+j+t8K+tmOG0stc/ZzByjfErZmpfN8b5OnOryqjlopV+uUplbQKVVK2222gJ0ZA22VpsW6E48FcQjaQmZ9ePG+Y6WqGoq4iY7aok0qfPkLa2WOFC553rVF0t8b7rnP8pihWjGkik6HSuEb9oo3I2yQgIb7aDMZSvc5JpKE35pBbuNNCUOkjX8+q6jX9l6e7/MsnYGW+OVzvmxaxesYUsh67ZnxBpibYbDrFQ22Jv3aDRb3QbXFhLzVaJs4EP6YyVRYwOqwBdvL3y0QUGdSDkjhy00fdZ0Kcxt0dn5pnYp2xZcN5ojprpsQR93sN1+3RY8/44E0ijYoepAC6dahB3CU4Un6urssMyRnDk2bQe5LCW9nSL2KMo0Ub3nbY+Jm8sjoZX2mOeYlBD4bA+uYy9CCnY7QFY5m1vT0wHM9V8eXLvkAG4rzQ88Ew64E1dHMtnrCLOVY6dXAx3xdvS+738NjlBzru04teQIds3Qmm5lJ8T2jx1uTHeC2H2ihPuhE27zsoxnMzhj0yd/LcreGSbllrv4KpyRw7QgTD3jjCJe/55FBRe8SOSaPpvpgtL9HBfuD7rA71d8QSivKxaDJVzZglyxp1yf684tV/g7iXZ60bohOeVQJrWzGz66jx26Vu+G1PeFJ4o33eDDqN4XZ+0OxmJHH8cad/jESkz82XCHl0lp6Ji1B7SXIizT6jzwPdC1M5zcE/X16gWbUp6YOOaVKOXiib5cxp2duZ7Q/HFUfeamJ3oLuDQSpzyh6MOeUs3uheMFuarWel54J5MTdjHWC7pDlCYS1V5gEfgRHffaCyueDAxaNN64eZB+3zE1b3y80n48Jswbn6/KFnRWekP8j2DT5EtvhOQ8jzOl9YGXiKHTKcIHT+KPVarG+mDCSFwZdT44t+Axrzvug9N3W8Ov7vIF17UfH2YtfXGg9kVsY54vAmaV5Zt6fTHOrXW4+a8vfgWJb1op+8HETkykONoPx/77MS3T6IeywIG3czN+4Lmx6jYj5g/WpI3QPj9//BvRTvWq8ofTmcAAlwl/JAp758UKB+BhUFbEU5+A7X/VVghXB2zvz/IE7ukAkLGVmwyJB4L+9yclnbBA7FK9X2DbHAgJ3wbtgyuBiG2bTObUCMK7p56RooeC0Jl21irmcRBYQ1/OZrAE44u1l4KJ83Z/l24ebb0SjLCDr7L/zQXD49P+HhHVECzzOGfTZYegJIKtef55CCJFXAuLd4eCzlZ8aCksFF6VDDnWd0Px7Vt2dRFDGAalFEQb3MMwISLFmdsUBnMb+11elOH4Kh1wdM0+HEJtLwwa68OR80Jw1yHyCJAC/u1pdYhAQvZeDb3rEfjaH2vwnTISL4fz/SNkIzEU+KzkgVskug2bLjodj8SJqiMThbcj8VVz1XLvt0gsvprndOOKguU7K1F2gygU29UeU0+IAuVGrPmvmih4akt4qb/dfneuf2Wjj4ZJk+YjV81ozPcK0x2MjMboG4EnXVeikXvJ9Nvt0WgskhLK9XbGYFQk8mKGdgxWOxlkJRNi0NLVYpTQEIOMucQhn8kYqJz6OLHAG4sremUJmzaxeO+3dqEzPxazkXIq9H2x8PSoSPuzFYvj7XfEzqnFIXy5MvhdXBzq4zgt7jTHwf1D0iWN+TgQX58dC5eMh+VjlwXLoHgshmjMvqiJx3ObyEDq6XhoicaYz+5NgJR91YPCgAT0kowaX15NwF1jyj+PZxLgxltVXSGViOv1/r2kqET0h9QLaLQlQlX2/WOJP4lg+FNc/xZJYB8wvGZ5dDsdGwdzBpPwUNl/8ihHMlgDhafN3JNxJ/Zm71hNMnJ6pxzVl5LRqn08PEozBZv6+TsD8lIwZyv8Rf11Cu6Kyf34KZyKE/ZDH6KjU3HSsbT0ZU8q2Ituj+xgTcPnAiVbeZ807GpZm9/dlobWogotOpp0vGak5R5xSccY7WOenKZ05A1jWZYqAzaq3cbtrhmI+OH9Trs1A15cISKOVJkYXnjCzyCfieuP1FvhmQnav4qPZwsy0cRB5bRw/CC0XZ9ffDd8EG7/aZEZsxsgyyq3tcfFAHRXe2Q1LxvgS4B4a+s3Axhxt/vckzOElvxEkWqyIYbne98/fWCIoee3use2d47xA92pXy5GWFRU7SbVGOFjdR5f/W8jjDJLqxrrGcOwNLxo4eS2hzs6li9+MUbreVb5ZwommCA5NTLkmmDnwJz+7TcmmHO54JwnY4re3KRizUOmUOb8VV781hT6VSykSTkzGMWtfpLKNQNZla3hsXEzFHHKDwZomKOdlO1rWGaOy5y3nyssm6Nyylv4spUFRnUmnYqbLFDGu6pGorHEwW+5IT0qlpgsXnl7JGh7/3mc3G9Ybgl38sMoHLTEuGFWHDuZFZhvdt92lbfCj6jl4NAAK3w9ZeBEdt4Kit0i0SPPrXBa8m//BJU1JvP7X2hqWmN1QOz521hrOB4OKVm/Zo2O1++8iietcSQk6+Eqvw0cTGEq6GiDxg986aSTNrBlnJySGrTZdqwrwYPWFqfL3RV2HrTFtNu6ZvohWwx9rWpT6LGFH6mqbm7LFjPF0P5C2EGFisf5coYdos7/3KrqtoOm/4uxSnJ7WO+xOXFVzx4XA3WOKeTaI8oouLh1wB50e9vuPmR2QIVqpskbewdIGnNwTJ13QHvYSprqpANM5AVaR/ZvuzdM+WA2zhHuLTev6nY5otx8zsqXzgn+prEmBvZOGFiJM7p62Qk3Ka+wP/3phHe3GbXiCWeIPAt5+KXAGYGG86vmH50h0HBm5I60C5pfMsxJZblghGyc7fJLF7iIHDcp3+eKshiRHy/SXKF1NcJ44IUrPu+2bM2TcINKUdso9WE38FP/l0s/5ga/yRZ+SyV3XJb/SLwsdkeJ3KeL/PPuoGjZRVdj4oHDVf275bedmxU2bP+8wxOJvhdfGSp6ol3yH8nKf9uzg2pjd0o9MbLF6Up64om0m27ZzX898e3LFmlTxgumwzInZn284Khc9qGszAvSXTfYawe9kNUuzFJG6Q3d/lfitNu+aVsVu61FeuOF0HvLuqvecK76UcI37g3HET0WSx4fBP8uaae03XZt6fVuzhM+oO81ZAx57AO549Z3PEm+cLxX53pK2xf6l6uKnqT74tZrEQ2yu77osXQrtN3wReoX5ruS6n7IjLHL/pzsBwOWzgdcnX64Tj6zlv/PD+Il3fR6Wv44zr9TW+WwP57bKnBHPvLH1+utCsI7AzBWKODw1ioA/0XzNZ4oC0BeUeVer08BaF/gv/9SLBB/1Cm/9EcGwqMjo6qjIxB7ZAzeSpCCIKTH/eqPZRBsA1Zbgy8EIenCkydvZrZdO7RbSF81GLsfnbCPzA3GWE5J67k3wagX+Dx1WTwEBdXFQf0pIWALUHr2YygEk9/stIeFQnFPNK3hZ0IofGNiBRiHQsHlVJv6TSQMIjcb6MnTwmDVRPtV6XUYkrTuLAfJhmOzqEQg8Xg4rnR71E9Nh4ON9WHCfv0ITL01l39+JQJpSSPxV8kjcbl8xzrngUg0jR9pXPSOxLXb/1pTSiJBRwpuutQXiZIr/fH665H4b2tY4sz+KBQy342N9YzCX4HMZYbTUZg6epiJ/0kUOIe6aCa2omD9I3rBQikavvryWzph0ThA/7bzb1U0oqLfm7h8iMa7hn9HLThj8Eo5d5DLMgZvd+sP2hyLwZptqpPvwxg0VBveUSKPRaOHsX25ZizWxgakRpJj8YPVUKvuViy4pQJ9dVZjEfn76tM6pTgIqZ0n742PQ81/DZfK2uMQf3qvseZ6HF6Q/xKuUI9H4Mw+46H0eDyhnEl63BuP8rLxikrqBJSPSOsLmyUgVpSJKDqVgOLsmeHRdwm4uuY88E0oEfscaopehCRi5JyYYM22U/2xssY2ZEmIfsPyetQkCXdmf9TZliXhenDBz9qpJCwH52tMyyejwp2eg+FwMm72pYmqv0jGR5sbZjoiKfg4l0/SjU8Bo+GnjIOPU7D6OvWBBn8q8tc51sW2fRIpXmYS70/FHT9RNp7daQDF1f9EEtKgsvRVSGQ4DcVWwZ/UJNIx/mMvdWh2OmhnHenOj6eDTeI77yqRge5KTUXnCxkQ3LPj+sTfDMhPC77ul86E7qvDFDc8MrGf4UG5eHEmqh154hTuZ+LV60nuyd+ZGN/xsEVIPAuSlawyG65ZoJFeSo0qzsKn5uCko31Z+B8J3t3f
|
| 71 |
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</DataArray>
|
| 72 |
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</CellData>
|
| 73 |
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<Points>
|
| 74 |
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<DataArray type="Float32" Name="Points" NumberOfComponents="3" format="binary" RangeMin="0.5000000006517341" RangeMax="1.118033988749895">
|
| 75 |
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0.50000000065
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</Value>
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<Value index="1">
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1.1180339887
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</Value>
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</InformationKey>
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</DataArray>
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</Points>
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<Verts>
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<DataArray type="Int64" Name="connectivity" format="binary" RangeMin="1e+299" RangeMax="-1e+299">
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</DataArray>
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