/
stl.json
38 lines (38 loc) · 291 KB
/
stl.json
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{
"metadata" : {},
"objects" : [
{
"type" : "STL",
"model_matrix" : [
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0.0, 0.0, -10.0, 0.0,
0.0, 10.0, 0, 0.0,
0.0, 0.0, 0.0, 1.0
],
"color" : 16733491,
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outer loop\n vertex 4.898953e-001 -1.000128e-001 4.000000e-002\n vertex -4.898953e-001 -1.000128e-001 4.000000e-002\n vertex -4.675081e-001 -1.773024e-001 4.000000e-002\n endloop\n endfacet\n facet normal 0.000000e+000 0.000000e+000 1.000000e+000\n outer loop\n vertex 4.898953e-001 -1.000128e-001 4.000000e-002\n vertex -4.675081e-001 -1.773024e-001 4.000000e-002\n vertex 4.675081e-001 -1.773024e-001 4.000000e-002\n endloop\n endfacet\n facet normal 0.000000e+000 0.000000e+000 1.000000e+000\n outer loop\n vertex 4.675081e-001 -1.773024e-001 4.000000e-002\n vertex -4.675081e-001 -1.773024e-001 4.000000e-002\n vertex -4.330127e-001 -2.500000e-001 4.000000e-002\n endloop\n endfacet\n facet normal 0.000000e+000 0.000000e+000 1.000000e+000\n outer loop\n vertex 4.675081e-001 -1.773024e-001 4.000000e-002\n vertex -4.330127e-001 -2.500000e-001 4.000000e-002\n vertex 4.330127e-001 -2.500000e-001 4.000000e-002\n endloop\n endfacet\n facet normal 0.000000e+000 0.000000e+000 1.000000e+000\n outer loop\n vertex 4.330127e-001 -2.500000e-001 4.000000e-002\n vertex -4.330127e-001 -2.500000e-001 4.000000e-002\n vertex -3.873025e-001 -3.162227e-001 4.000000e-002\n endloop\n endfacet\n facet normal 0.000000e+000 0.000000e+000 1.000000e+000\n outer loop\n vertex 4.330127e-001 -2.500000e-001 4.000000e-002\n vertex -3.873025e-001 -3.162227e-001 4.000000e-002\n vertex 3.873025e-001 -3.162227e-001 4.000000e-002\n endloop\n endfacet\n facet normal 0.000000e+000 0.000000e+000 1.000000e+000\n outer loop\n vertex 3.873025e-001 -3.162227e-001 4.000000e-002\n vertex -3.873025e-001 -3.162227e-001 4.000000e-002\n vertex -3.315613e-001 -3.742554e-001 4.000000e-002\n endloop\n endfacet\n facet normal 0.000000e+000 0.000000e+000 1.000000e+000\n outer loop\n vertex 3.873025e-001 -3.162227e-001 4.000000e-002\n vertex -3.315613e-001 -3.742554e-001 4.000000e-002\n vertex 3.315613e-001 -3.742554e-001 4.000000e-002\n endloop\n endfacet\n facet normal 0.000000e+000 0.000000e+000 1.000000e+000\n outer loop\n vertex 3.315613e-001 -3.742554e-001 4.000000e-002\n vertex -3.315613e-001 -3.742554e-001 4.000000e-002\n vertex -2.672329e-001 -4.225951e-001 4.000000e-002\n endloop\n endfacet\n facet normal 0.000000e+000 0.000000e+000 1.000000e+000\n outer loop\n vertex 3.315613e-001 -3.742554e-001 4.000000e-002\n vertex -2.672329e-001 -4.225951e-001 4.000000e-002\n vertex 2.672329e-001 -4.225951e-001 4.000000e-002\n endloop\n endfacet\n facet normal 0.000000e+000 0.000000e+000 1.000000e+000\n outer loop\n vertex 2.672329e-001 -4.225951e-001 4.000000e-002\n vertex -2.672329e-001 -4.225951e-001 4.000000e-002\n vertex -1.959833e-001 -4.599897e-001 4.000000e-002\n endloop\n endfacet\n facet normal 0.000000e+000 0.000000e+000 1.000000e+000\n outer loop\n vertex 2.672329e-001 -4.225951e-001 4.000000e-002\n vertex -1.959833e-001 -4.599897e-001 4.000000e-002\n vertex 1.959833e-001 -4.599897e-001 4.000000e-002\n endloop\n endfacet\n facet normal 0.000000e+000 0.000000e+000 1.000000e+000\n outer loop\n vertex 1.959833e-001 -4.599897e-001 4.000000e-002\n vertex -1.959833e-001 -4.599897e-001 4.000000e-002\n vertex -1.196578e-001 -4.854709e-001 4.000000e-002\n endloop\n endfacet\n facet normal 0.000000e+000 0.000000e+000 1.000000e+000\n outer loop\n vertex 1.959833e-001 -4.599897e-001 4.000000e-002\n vertex -1.196578e-001 -4.854709e-001 4.000000e-002\n vertex 1.196578e-001 -4.854709e-001 4.000000e-002\n endloop\n endfacet\n facet normal 0.000000e+000 0.000000e+000 1.000000e+000\n outer loop\n vertex 1.196578e-001 -4.854709e-001 4.000000e-002\n vertex -1.196578e-001 -4.854709e-001 4.000000e-002\n vertex -4.023328e-002 -4.983787e-001 4.000000e-002\n endloop\n endfacet\n facet normal 0.000000e+000 0.000000e+000 1.000000e+000\n outer loop\n vertex 1.196578e-001 -4.854709e-001 4.000000e-002\n vertex -4.023328e-002 -4.983787e-001 4.000000e-002\n vertex 4.023328e-002 -4.983787e-001 4.000000e-002\n endloop\n endfacet\n facet normal -9.977564e-001 6.694921e-002 0.000000e+000\n outer loop\n vertex -4.963869e-001 6.000000e-002 -4.000000e-002\n vertex -4.963544e-001 6.026834e-002 -8.000000e-002\n vertex -4.995945e-001 -2.013297e-002 -4.000000e-002\n endloop\n endfacet\n facet normal -9.999106e-001 1.337347e-002 0.000000e+000\n outer loop\n vertex -4.995945e-001 -2.013297e-002 -4.000000e-002\n vertex -4.963544e-001 6.026834e-002 -8.000000e-002\n vertex -4.995945e-001 -2.013297e-002 -8.000000e-002\n endloop\n endfacet\n facet normal -9.977602e-001 -6.689154e-002 0.000000e+000\n outer loop\n vertex -4.995945e-001 -2.013297e-002 -4.000000e-002\n vertex -4.995945e-001 -2.013297e-002 -8.000000e-002\n vertex -4.963869e-001 -6.000000e-002 -4.000000e-002\n endloop\n endfacet\n facet normal -9.927306e-001 -1.203574e-001 0.000000e+000\n outer loop\n vertex -4.963869e-001 -6.000000e-002 -4.000000e-002\n vertex -4.995945e-001 -2.013297e-002 -8.000000e-002\n vertex -4.898953e-001 -1.000128e-001 -8.000000e-002\n endloop\n endfacet\n facet normal -9.891688e-001 -1.467825e-001 0.000000e+000\n outer loop\n vertex -4.963869e-001 -6.000000e-002 -4.000000e-002\n vertex -4.898953e-001 -1.000128e-001 -8.000000e-002\n vertex -4.963869e-001 -6.000000e-002 4.000000e-002\n endloop\n endfacet\n facet normal 9.927306e-001 -1.203574e-001 0.000000e+000\n outer loop\n vertex 4.963869e-001 -6.000000e-002 -4.000000e-002\n vertex 4.898953e-001 -1.000128e-001 -8.000000e-002\n vertex 4.995945e-001 -2.013297e-002 -4.000000e-002\n endloop\n endfacet\n facet normal 9.955921e-001 -9.378949e-002 0.000000e+000\n outer loop\n vertex 4.995945e-001 -2.013297e-002 -4.000000e-002\n vertex 4.898953e-001 -1.000128e-001 -8.000000e-002\n vertex 4.995945e-001 -2.013297e-002 -8.000000e-002\n endloop\n endfacet\n facet normal 9.999130e-001 1.319381e-002 0.000000e+000\n outer loop\n vertex 4.995945e-001 -2.013297e-002 -4.000000e-002\n vertex 4.995945e-001 -2.013297e-002 -8.000000e-002\n vertex 4.963869e-001 6.000000e-002 -4.000000e-002\n endloop\n endfacet\n facet normal 9.977564e-001 6.694920e-002 0.000000e+000\n outer loop\n vertex 4.963869e-001 6.000000e-002 -4.000000e-002\n vertex 4.995945e-001 -2.013297e-002 -8.000000e-002\n vertex 4.963544e-001 6.026834e-002 -8.000000e-002\n endloop\n endfacet\n facet normal 9.927523e-001 1.201789e-001 0.000000e+000\n outer loop\n vertex 4.963869e-001 6.000000e-002 -4.000000e-002\n vertex 4.963544e-001 6.026834e-002 -8.000000e-002\n vertex 4.963869e-001 6.000000e-002 4.000000e-002\n endloop\n endfacet\n facet normal -9.848379e-001 -1.734772e-001 0.000000e+000\n outer loop\n vertex -4.963869e-001 -6.000000e-002 4.000000e-002\n vertex -4.898953e-001 -1.000128e-001 -8.000000e-002\n vertex -4.898953e-001 -1.000128e-001 4.000000e-002\n endloop\n endfacet\n facet normal -9.676545e-001 -2.522791e-001 0.000000e+000\n outer loop\n vertex -4.898953e-001 -1.000128e-001 4.000000e-002\n vertex -4.898953e-001 -1.000128e-001 -8.000000e-002\n vertex -4.675081e-001 -1.773024e-001 -8.000000e-002\n endloop\n endfacet\n facet normal -9.526865e-001 -3.039545e-001 0.000000e+000\n outer loop\n vertex -4.898953e-001 -1.000128e-001 4.000000e-002\n vertex -4.675081e-001 -1.773024e-001 -8.000000e-002\n vertex -4.675081e-001 -1.773024e-001 4.000000e-002\n endloop\n endfacet\n facet normal -9.146552e-001 -4.042349e-001 0.000000e+000\n outer loop\n vertex -4.675081e-001 -1.773024e-001 4.000000e-002\n vertex -4.675081e-001 -1.773024e-001 -8.000000e-002\n vertex -4.330127e-001 -2.500000e-001 -8.000000e-002\n endloop\n endfacet\n facet normal -8.915918e-001 -4.528400e-001 0.000000e+000\n outer loop\n vertex -4.675081e-001 -1.773024e-001 4.000000e-002\n vertex -4.330127e-001 -2.500000e-001 -8.000000e-002\n vertex -4.330127e-001 -2.500000e-001 4.000000e-002\n endloop\n endfacet\n facet normal -8.379669e-001 -5.457212e-001 0.000000e+000\n outer loop\n vertex -4.330127e-001 -2.500000e-001 4.000000e-002\n vertex -4.330127e-001 -2.500000e-001 -8.000000e-002\n vertex -3.873025e-001 -3.162227e-001 -8.000000e-002\n endloop\n endfacet\n facet normal -8.074053e-001 -5.899972e-001 0.000000e+000\n outer loop\n vertex -4.330127e-001 -2.500000e-001 4.000000e-002\n vertex -3.873025e-001 -3.162227e-001 -8.000000e-002\n vertex -3.873025e-001 -3.162227e-001 4.000000e-002\n endloop\n endfacet\n facet normal -7.395756e-001 -6.730735e-001 0.000000e+000\n outer loop\n vertex -3.873025e-001 -3.162227e-001 4.000000e-002\n vertex -3.873025e-001 -3.162227e-001 -8.000000e-002\n vertex -3.315613e-001 -3.742554e-001 -8.000000e-002\n endloop\n endfacet\n facet normal -7.023074e-001 -7.118738e-001 0.000000e+000\n outer loop\n vertex -3.873025e-001 -3.162227e-001 4.000000e-002\n vertex -3.315613e-001 -3.742554e-001 -8.000000e-002\n vertex -3.315613e-001 -3.742554e-001 4.000000e-002\n endloop\n endfacet\n facet normal -6.220297e-001 -7.829937e-001 0.000000e+000\n outer loop\n vertex -3.315613e-001 -3.742554e-001 4.000000e-002\n vertex -3.315613e-001 -3.742554e-001 -8.000000e-002\n vertex -2.672329e-001 -4.225951e-001 -8.000000e-002\n endloop\n endfacet\n facet normal -5.790201e-001 -8.153133e-001 0.000000e+000\n outer loop\n vertex -3.315613e-001 -3.742554e-001 4.000000e-002\n vertex -2.672329e-001 -4.225951e-001 -8.000000e-002\n vertex -2.672329e-001 -4.225951e-001 4.000000e-002\n endloop\n endfacet\n facet normal -4.883735e-001 -8.726347e-001 0.000000e+000\n outer loop\n vertex -2.672329e-001 -4.225951e-001 4.000000e-002\n vertex -2.672329e-001 -4.225951e-001 -8.000000e-002\n vertex -1.959833e-001 -4.599897e-001 -8.000000e-002\n endloop\n endfacet\n facet normal -4.407364e-001 -8.976365e-001 0.000000e+000\n outer loop\n vertex -2.672329e-001 -4.225951e-001 4.000000e-002\n vertex -1.959833e-001 -4.599897e-001 -8.000000e-002\n vertex -1.959833e-001 -4.599897e-001 4.000000e-002\n endloop\n endfacet\n facet normal -3.420688e-001 -9.396749e-001 0.000000e+000\n outer loop\n vertex -1.959833e-001 -4.599897e-001 4.000000e-002\n vertex -1.959833e-001 -4.599897e-001 -8.000000e-002\n vertex -1.196578e-001 -4.854709e-001 -8.000000e-002\n endloop\n endfacet\n facet normal -2.910380e-001 -9.567115e-001 0.000000e+000\n outer loop\n vertex -1.959833e-001 -4.599897e-001 4.000000e-002\n vertex -1.196578e-001 -4.854709e-001 -8.000000e-002\n vertex -1.196578e-001 -4.854709e-001 4.000000e-002\n endloop\n endfacet\n facet normal -1.869046e-001 -9.823781e-001 0.000000e+000\n outer loop\n vertex -1.196578e-001 -4.854709e-001 4.000000e-002\n vertex -1.196578e-001 -4.854709e-001 -8.000000e-002\n vertex -4.023328e-002 -4.983787e-001 -8.000000e-002\n endloop\n endfacet\n facet normal -1.338019e-001 -9.910081e-001 0.000000e+000\n outer loop\n vertex -1.196578e-001 -4.854709e-001 4.000000e-002\n vertex -4.023328e-002 -4.983787e-001 -8.000000e-002\n vertex -4.023328e-002 -4.983787e-001 4.000000e-002\n endloop\n endfacet\n facet normal -5.368308e-002 -9.985580e-001 0.000000e+000\n outer loop\n vertex -4.023328e-002 -4.983787e-001 4.000000e-002\n vertex -4.023328e-002 -4.983787e-001 -8.000000e-002\n vertex 6.123234e-017 -5.000000e-001 -8.000000e-002\n endloop\n endfacet\n facet normal 0.000000e+000 -1.000000e+000 0.000000e+000\n outer loop\n vertex -4.023328e-002 -4.983787e-001 4.000000e-002\n vertex 6.123234e-017 -5.000000e-001 -8.000000e-002\n vertex 4.023328e-002 -4.983787e-001 4.000000e-002\n endloop\n endfacet\n facet normal 5.368308e-002 -9.985580e-001 0.000000e+000\n outer loop\n vertex 6.123234e-017 -5.000000e-001 -8.000000e-002\n vertex 4.023328e-002 -4.983787e-001 -8.000000e-002\n vertex 4.023328e-002 -4.983787e-001 4.000000e-002\n endloop\n endfacet\n facet normal 1.338019e-001 -9.910081e-001 0.000000e+000\n outer loop\n vertex 4.023328e-002 -4.983787e-001 4.000000e-002\n vertex 4.023328e-002 -4.983787e-001 -8.000000e-002\n vertex 1.196578e-001 -4.854709e-001 -8.000000e-002\n endloop\n endfacet\n facet normal 1.869046e-001 -9.823781e-001 0.000000e+000\n outer loop\n vertex 4.023328e-002 -4.983787e-001 4.000000e-002\n vertex 1.196578e-001 -4.854709e-001 -8.000000e-002\n vertex 1.196578e-001 -4.854709e-001 4.000000e-002\n endloop\n endfacet\n facet normal 2.910380e-001 -9.567115e-001 0.000000e+000\n outer loop\n vertex 1.196578e-001 -4.854709e-001 4.000000e-002\n vertex 1.196578e-001 -4.854709e-001 -8.000000e-002\n vertex 1.959833e-001 -4.599897e-001 -8.000000e-002\n endloop\n endfacet\n facet normal 3.420688e-001 -9.396749e-001 0.000000e+000\n outer loop\n vertex 1.196578e-001 -4.854709e-001 4.000000e-002\n vertex 1.959833e-001 -4.599897e-001 -8.000000e-002\n vertex 1.959833e-001 -4.599897e-001 4.000000e-002\n endloop\n endfacet\n facet normal 4.407365e-001 -8.976365e-001 0.000000e+000\n outer loop\n vertex 1.959833e-001 -4.599897e-001 4.000000e-002\n vertex 1.959833e-001 -4.599897e-001 -8.000000e-002\n vertex 2.672329e-001 -4.225951e-001 -8.000000e-002\n endloop\n endfacet\n facet normal 4.883735e-001 -8.726346e-001 0.000000e+000\n outer loop\n vertex 1.959833e-001 -4.599897e-001 4.000000e-002\n vertex 2.672329e-001 -4.225951e-001 -8.000000e-002\n vertex 2.672329e-001 -4.225951e-001 4.000000e-002\n endloop\n endfacet\n facet normal 5.790201e-001 -8.153133e-001 0.000000e+000\n outer loop\n vertex 2.672329e-001 -4.225951e-001 4.000000e-002\n vertex 2.672329e-001 -4.225951e-001 -8.000000e-002\n vertex 3.315613e-001 -3.742554e-001 -8.000000e-002\n endloop\n endfacet\n facet normal 6.220297e-001 -7.829937e-001 0.000000e+000\n outer loop\n vertex 2.672329e-001 -4.225951e-001 4.000000e-002\n vertex 3.315613e-001 -3.742554e-001 -8.000000e-002\n vertex 3.315613e-001 -3.742554e-001 4.000000e-002\n endloop\n endfacet\n facet normal 7.023074e-001 -7.118738e-001 0.000000e+000\n outer loop\n vertex 3.315613e-001 -3.742554e-001 4.000000e-002\n vertex 3.315613e-001 -3.742554e-001 -8.000000e-002\n vertex 3.873025e-001 -3.162227e-001 -8.000000e-002\n endloop\n endfacet\n facet normal 7.395756e-001 -6.730735e-001 0.000000e+000\n outer loop\n vertex 3.315613e-001 -3.742554e-001 4.000000e-002\n vertex 3.873025e-001 -3.162227e-001 -8.000000e-002\n vertex 3.873025e-001 -3.162227e-001 4.000000e-002\n endloop\n endfacet\n facet normal 8.074053e-001 -5.899972e-001 0.000000e+000\n outer loop\n vertex 3.873025e-001 -3.162227e-001 4.000000e-002\n vertex 3.873025e-001 -3.162227e-001 -8.000000e-002\n vertex 4.330127e-001 -2.500000e-001 -8.000000e-002\n endloop\n endfacet\n facet normal 8.379669e-001 -5.457212e-001 0.000000e+000\n outer loop\n vertex 3.873025e-001 -3.162227e-001 4.000000e-002\n vertex 4.330127e-001 -2.500000e-001 -8.000000e-002\n vertex 4.330127e-001 -2.500000e-001 4.000000e-002\n endloop\n endfacet\n facet normal 8.915918e-001 -4.528400e-001 0.000000e+000\n outer loop\n vertex 4.330127e-001 -2.500000e-001 4.000000e-002\n vertex 4.330127e-001 -2.500000e-001 -8.000000e-002\n vertex 4.675081e-001 -1.773024e-001 -8.000000e-002\n endloop\n endfacet\n facet normal 9.146552e-001 -4.042349e-001 0.000000e+000\n outer loop\n vertex 4.330127e-001 -2.500000e-001 4.000000e-002\n vertex 4.675081e-001 -1.773024e-001 -8.000000e-002\n vertex 4.675081e-001 -1.773024e-001 4.000000e-002\n endloop\n endfacet\n facet normal 9.526865e-001 -3.039545e-001 0.000000e+000\n outer loop\n vertex 4.675081e-001 -1.773024e-001 4.000000e-002\n vertex 4.675081e-001 -1.773024e-001 -8.000000e-002\n vertex 4.898953e-001 -1.000128e-001 -8.000000e-002\n endloop\n endfacet\n facet normal 9.676545e-001 -2.522791e-001 0.000000e+000\n outer loop\n vertex 4.675081e-001 -1.773024e-001 4.000000e-002\n vertex 4.898953e-001 -1.000128e-001 -8.000000e-002\n vertex 4.898953e-001 -1.000128e-001 4.000000e-002\n endloop\n endfacet\n facet normal 9.848379e-001 -1.734772e-001 0.000000e+000\n outer loop\n vertex 4.898953e-001 -1.000128e-001 4.000000e-002\n vertex 4.898953e-001 -1.000128e-001 -8.000000e-002\n vertex 4.963869e-001 -6.000000e-002 -4.000000e-002\n endloop\n endfacet\n facet normal 9.891688e-001 -1.467825e-001 0.000000e+000\n outer loop\n vertex 4.898953e-001 -1.000128e-001 4.000000e-002\n vertex 4.963869e-001 -6.000000e-002 -4.000000e-002\n vertex 4.963869e-001 -6.000000e-002 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endloop\n endfacet\n facet normal 9.251391e-001 3.796282e-001 0.000000e+000\n outer loop\n vertex 4.802591e-001 1.391087e-001 4.000000e-002\n vertex 4.517252e-001 2.143463e-001 -8.000000e-002\n vertex 4.517252e-001 2.143463e-001 4.000000e-002\n endloop\n endfacet\n facet normal 8.791618e-001 4.765233e-001 0.000000e+000\n outer loop\n vertex 4.517252e-001 2.143463e-001 4.000000e-002\n vertex 4.517252e-001 2.143463e-001 -8.000000e-002\n vertex 4.114919e-001 2.840324e-001 -8.000000e-002\n endloop\n endfacet\n facet normal 8.522621e-001 5.231149e-001 0.000000e+000\n outer loop\n vertex 4.517252e-001 2.143463e-001 4.000000e-002\n vertex 4.114919e-001 2.840324e-001 -8.000000e-002\n vertex 4.114919e-001 2.840324e-001 4.000000e-002\n endloop\n endfacet\n facet normal 7.913373e-001 6.113799e-001 0.000000e+000\n outer loop\n vertex 4.114919e-001 2.840324e-001 4.000000e-002\n vertex 4.114919e-001 2.840324e-001 -8.000000e-002\n vertex 3.606012e-001 3.463622e-001 -8.000000e-002\n endloop\n endfacet\n facet normal 7.573121e-001 6.530532e-001 0.000000e+000\n outer loop\n vertex 4.114919e-001 2.840324e-001 4.000000e-002\n vertex 3.606012e-001 3.463622e-001 -8.000000e-002\n vertex 3.606012e-001 3.463622e-001 4.000000e-002\n endloop\n endfacet\n facet normal 6.830174e-001 7.304021e-001 0.000000e+000\n outer loop\n vertex 3.606012e-001 3.463622e-001 4.000000e-002\n vertex 3.606012e-001 3.463622e-001 -8.000000e-002\n vertex 3.003711e-001 3.997214e-001 -8.000000e-002\n endloop\n endfacet\n facet normal 6.427480e-001 7.660777e-001 0.000000e+000\n outer loop\n vertex 3.606012e-001 3.463622e-001 4.000000e-002\n vertex 3.003711e-001 3.997214e-001 -8.000000e-002\n vertex 3.003711e-001 3.997214e-001 4.000000e-002\n endloop\n endfacet\n facet normal 5.570078e-001 8.305073e-001 0.000000e+000\n outer loop\n vertex 3.003711e-001 3.997214e-001 4.000000e-002\n vertex 3.003711e-001 3.997214e-001 -8.000000e-002\n vertex 2.323616e-001 4.427280e-001 -8.000000e-002\n endloop\n endfacet\n facet normal 5.115370e-001 8.592612e-001 0.000000e+000\n outer loop\n vertex 3.003711e-001 3.997214e-001 4.000000e-002\n vertex 2.323616e-001 4.427280e-001 -8.000000e-002\n vertex 2.323616e-001 4.427280e-001 4.000000e-002\n endloop\n endfacet\n facet normal 4.165719e-001 9.091027e-001 0.000000e+000\n outer loop\n vertex 2.323616e-001 4.427280e-001 4.000000e-002\n vertex 2.323616e-001 4.427280e-001 -8.000000e-002\n vertex 1.583340e-001 4.742682e-001 -8.000000e-002\n endloop\n endfacet\n facet normal 3.670776e-001 9.301903e-001 0.000000e+000\n outer loop\n vertex 2.323616e-001 4.427280e-001 4.000000e-002\n vertex 1.583340e-001 4.742682e-001 -8.000000e-002\n vertex 1.583340e-001 4.742682e-001 4.000000e-002\n endloop\n endfacet\n facet normal 2.653471e-001 9.641529e-001 0.000000e+000\n outer loop\n vertex 1.583340e-001 4.742682e-001 4.000000e-002\n vertex 1.583340e-001 4.742682e-001 -8.000000e-002\n vertex 8.020564e-002 4.935251e-001 -8.000000e-002\n endloop\n endfacet\n facet normal 2.131110e-001 9.770280e-001 0.000000e+000\n outer loop\n vertex 1.583340e-001 4.742682e-001 4.000000e-002\n vertex 8.020564e-002 4.935251e-001 -8.000000e-002\n vertex 8.020564e-002 4.935251e-001 4.000000e-002\n endloop\n endfacet\n facet normal 1.072499e-001 9.942321e-001 0.000000e+000\n outer loop\n vertex 8.020564e-002 4.935251e-001 4.000000e-002\n vertex 8.020564e-002 4.935251e-001 -8.000000e-002\n vertex 0.000000e+000 5.000000e-001 -8.000000e-002\n endloop\n endfacet\n facet normal 5.362497e-002 9.985611e-001 0.000000e+000\n outer loop\n vertex 8.020564e-002 4.935251e-001 4.000000e-002\n vertex 0.000000e+000 5.000000e-001 -8.000000e-002\n vertex 0.000000e+000 5.000000e-001 4.000000e-002\n endloop\n endfacet\n facet normal -5.362497e-002 9.985611e-001 0.000000e+000\n outer loop\n vertex 0.000000e+000 5.000000e-001 4.000000e-002\n vertex 0.000000e+000 5.000000e-001 -8.000000e-002\n vertex -8.020564e-002 4.935251e-001 -8.000000e-002\n endloop\n endfacet\n facet normal -1.072499e-001 9.942321e-001 0.000000e+000\n outer loop\n vertex 0.000000e+000 5.000000e-001 4.000000e-002\n vertex -8.020564e-002 4.935251e-001 -8.000000e-002\n vertex -8.020564e-002 4.935251e-001 4.000000e-002\n endloop\n endfacet\n facet normal -2.131110e-001 9.770280e-001 0.000000e+000\n outer loop\n vertex -8.020564e-002 4.935251e-001 4.000000e-002\n vertex -8.020564e-002 4.935251e-001 -8.000000e-002\n vertex -1.583340e-001 4.742682e-001 -8.000000e-002\n endloop\n endfacet\n facet normal -2.653471e-001 9.641529e-001 0.000000e+000\n outer loop\n vertex -8.020564e-002 4.935251e-001 4.000000e-002\n vertex -1.583340e-001 4.742682e-001 -8.000000e-002\n vertex -1.583340e-001 4.742682e-001 4.000000e-002\n endloop\n endfacet\n facet normal -3.670776e-001 9.301903e-001 0.000000e+000\n outer loop\n vertex -1.583340e-001 4.742682e-001 4.000000e-002\n vertex -1.583340e-001 4.742682e-001 -8.000000e-002\n vertex -2.323616e-001 4.427280e-001 -8.000000e-002\n endloop\n endfacet\n facet normal -4.165719e-001 9.091027e-001 0.000000e+000\n outer loop\n vertex -1.583340e-001 4.742682e-001 4.000000e-002\n vertex -2.323616e-001 4.427280e-001 -8.000000e-002\n vertex -2.323616e-001 4.427280e-001 4.000000e-002\n endloop\n endfacet\n facet normal -5.115370e-001 8.592612e-001 0.000000e+000\n outer loop\n vertex -2.323616e-001 4.427280e-001 4.000000e-002\n vertex -2.323616e-001 4.427280e-001 -8.000000e-002\n vertex -3.003711e-001 3.997214e-001 -8.000000e-002\n endloop\n endfacet\n facet normal -5.570078e-001 8.305073e-001 0.000000e+000\n outer loop\n vertex -2.323616e-001 4.427280e-001 4.000000e-002\n vertex -3.003711e-001 3.997214e-001 -8.000000e-002\n vertex -3.003711e-001 3.997214e-001 4.000000e-002\n endloop\n endfacet\n facet normal -6.427480e-001 7.660777e-001 0.000000e+000\n outer loop\n vertex -3.003711e-001 3.997214e-001 4.000000e-002\n vertex -3.003711e-001 3.997214e-001 -8.000000e-002\n vertex -3.606012e-001 3.463622e-001 -8.000000e-002\n endloop\n endfacet\n facet normal -6.830174e-001 7.304021e-001 0.000000e+000\n outer loop\n vertex -3.003711e-001 3.997214e-001 4.000000e-002\n vertex -3.606012e-001 3.463622e-001 -8.000000e-002\n vertex -3.606012e-001 3.463622e-001 4.000000e-002\n endloop\n endfacet\n facet normal -7.573121e-001 6.530532e-001 0.000000e+000\n outer loop\n vertex -3.606012e-001 3.463622e-001 4.000000e-002\n vertex -3.606012e-001 3.463622e-001 -8.000000e-002\n vertex -4.114919e-001 2.840324e-001 -8.000000e-002\n endloop\n endfacet\n facet normal -7.913373e-001 6.113799e-001 0.000000e+000\n outer loop\n vertex -3.606012e-001 3.463622e-001 4.000000e-002\n vertex -4.114919e-001 2.840324e-001 -8.000000e-002\n vertex -4.114919e-001 2.840324e-001 4.000000e-002\n endloop\n endfacet\n facet normal -8.522621e-001 5.231149e-001 0.000000e+000\n outer loop\n vertex -4.114919e-001 2.840324e-001 4.000000e-002\n vertex -4.114919e-001 2.840324e-001 -8.000000e-002\n vertex -4.517252e-001 2.143463e-001 -8.000000e-002\n endloop\n endfacet\n facet normal -8.791618e-001 4.765233e-001 0.000000e+000\n outer loop\n vertex -4.114919e-001 2.840324e-001 4.000000e-002\n vertex -4.517252e-001 2.143463e-001 -8.000000e-002\n vertex -4.517252e-001 2.143463e-001 4.000000e-002\n endloop\n endfacet\n facet normal -9.251391e-001 3.796283e-001 0.000000e+000\n outer loop\n vertex -4.517252e-001 2.143463e-001 4.000000e-002\n vertex -4.517252e-001 2.143463e-001 -8.000000e-002\n vertex -4.802591e-001 1.391087e-001 -8.000000e-002\n endloop\n endfacet\n facet normal -9.442167e-001 3.293249e-001 0.000000e+000\n outer loop\n vertex -4.517252e-001 2.143463e-001 4.000000e-002\n vertex -4.802591e-001 1.391087e-001 -8.000000e-002\n vertex -4.802591e-001 1.391087e-001 4.000000e-002\n endloop\n endfacet\n facet normal -9.740555e-001 2.263094e-001 0.000000e+000\n outer loop\n vertex -4.802591e-001 1.391087e-001 4.000000e-002\n vertex -4.802591e-001 1.391087e-001 -8.000000e-002\n vertex -4.963544e-001 6.026834e-002 -8.000000e-002\n endloop\n endfacet\n facet normal -9.848167e-001 1.735972e-001 0.000000e+000\n outer loop\n vertex -4.802591e-001 1.391087e-001 4.000000e-002\n vertex -4.963544e-001 6.026834e-002 -8.000000e-002\n vertex -4.963544e-001 6.026834e-002 4.000000e-002\n endloop\n endfacet\n facet normal -9.927306e-001 1.203578e-001 0.000000e+000\n outer loop\n vertex -4.963544e-001 6.026834e-002 4.000000e-002\n vertex -4.963544e-001 6.026834e-002 -8.000000e-002\n vertex -4.963869e-001 6.000000e-002 -4.000000e-002\n endloop\n endfacet\n facet normal -9.927523e-001 1.201789e-001 0.000000e+000\n outer loop\n vertex -4.963544e-001 6.026834e-002 4.000000e-002\n vertex -4.963869e-001 6.000000e-002 -4.000000e-002\n vertex -4.963869e-001 6.000000e-002 4.000000e-002\n endloop\n endfacet\n facet normal 0.000000e+000 0.000000e+000 1.000000e+000\n outer loop\n vertex -4.963869e-001 6.000000e-002 4.000000e-002\n vertex 2.450000e-001 6.000000e-002 4.000000e-002\n vertex -4.963544e-001 6.026834e-002 4.000000e-002\n endloop\n endfacet\n facet normal 0.000000e+000 0.000000e+000 1.000000e+000\n outer loop\n vertex -4.963544e-001 6.026834e-002 4.000000e-002\n vertex 2.450000e-001 6.000000e-002 4.000000e-002\n vertex 2.450000e-001 1.600000e-001 4.000000e-002\n endloop\n endfacet\n facet normal 0.000000e+000 0.000000e+000 1.000000e+000\n outer loop\n vertex -4.963544e-001 6.026834e-002 4.000000e-002\n vertex 2.450000e-001 1.600000e-001 4.000000e-002\n vertex -4.802591e-001 1.391087e-001 4.000000e-002\n endloop\n endfacet\n facet normal 0.000000e+000 0.000000e+000 1.000000e+000\n outer loop\n vertex -3.003711e-001 3.997214e-001 4.000000e-002\n vertex -3.606012e-001 3.463622e-001 4.000000e-002\n vertex -2.323616e-001 4.427280e-001 4.000000e-002\n endloop\n endfacet\n facet normal 0.000000e+000 0.000000e+000 1.000000e+000\n outer loop\n vertex -2.323616e-001 4.427280e-001 4.000000e-002\n vertex -3.606012e-001 3.463622e-001 4.000000e-002\n vertex -4.114919e-001 2.840324e-001 4.000000e-002\n endloop\n endfacet\n facet normal 0.000000e+000 0.000000e+000 1.000000e+000\n outer loop\n vertex -2.323616e-001 4.427280e-001 4.000000e-002\n vertex -4.114919e-001 2.840324e-001 4.000000e-002\n vertex -1.583340e-001 4.742682e-001 4.000000e-002\n endloop\n endfacet\n facet normal 0.000000e+000 0.000000e+000 1.000000e+000\n outer loop\n vertex -1.583340e-001 4.742682e-001 4.000000e-002\n vertex -4.114919e-001 2.840324e-001 4.000000e-002\n vertex -4.517252e-001 2.143463e-001 4.000000e-002\n endloop\n endfacet\n facet normal 0.000000e+000 0.000000e+000 1.000000e+000\n outer loop\n vertex -1.583340e-001 4.742682e-001 4.000000e-002\n vertex -4.517252e-001 2.143463e-001 4.000000e-002\n vertex -8.020564e-002 4.935251e-001 4.000000e-002\n endloop\n endfacet\n facet normal 0.000000e+000 0.000000e+000 1.000000e+000\n outer loop\n vertex 8.020564e-002 4.935251e-001 4.000000e-002\n vertex 0.000000e+000 5.000000e-001 4.000000e-002\n vertex -8.020564e-002 4.935251e-001 4.000000e-002\n endloop\n endfacet\n facet normal 0.000000e+000 0.000000e+000 1.000000e+000\n outer loop\n vertex 2.550000e-001 6.000000e-002 4.000000e-002\n vertex 4.963869e-001 6.000000e-002 4.000000e-002\n vertex 4.963544e-001 6.026834e-002 4.000000e-002\n endloop\n endfacet\n facet normal 0.000000e+000 0.000000e+000 1.000000e+000\n outer loop\n vertex 2.550000e-001 1.600000e-001 4.000000e-002\n vertex 3.606012e-001 3.463622e-001 4.000000e-002\n vertex 2.450000e-001 1.600000e-001 4.000000e-002\n endloop\n endfacet\n facet normal 0.000000e+000 0.000000e+000 1.000000e+000\n outer loop\n vertex 2.450000e-001 1.600000e-001 4.000000e-002\n vertex 3.606012e-001 3.463622e-001 4.000000e-002\n vertex 3.003711e-001 3.997214e-001 4.000000e-002\n endloop\n endfacet\n facet normal 0.000000e+000 0.000000e+000 1.000000e+000\n outer loop\n vertex 2.450000e-001 1.600000e-001 4.000000e-002\n vertex 3.003711e-001 3.997214e-001 4.000000e-002\n vertex 2.323616e-001 4.427280e-001 4.000000e-002\n endloop\n endfacet\n facet normal 0.000000e+000 0.000000e+000 1.000000e+000\n outer loop\n vertex 4.963544e-001 6.026834e-002 4.000000e-002\n vertex 4.802591e-001 1.391087e-001 4.000000e-002\n vertex 2.550000e-001 6.000000e-002 4.000000e-002\n endloop\n endfacet\n facet normal 0.000000e+000 0.000000e+000 1.000000e+000\n outer loop\n vertex 2.550000e-001 6.000000e-002 4.000000e-002\n vertex 4.802591e-001 1.391087e-001 4.000000e-002\n vertex 4.517252e-001 2.143463e-001 4.000000e-002\n endloop\n endfacet\n facet normal 0.000000e+000 0.000000e+000 1.000000e+000\n outer loop\n vertex 2.550000e-001 6.000000e-002 4.000000e-002\n vertex 4.517252e-001 2.143463e-001 4.000000e-002\n vertex 2.550000e-001 1.600000e-001 4.000000e-002\n endloop\n endfacet\n facet normal 0.000000e+000 0.000000e+000 1.000000e+000\n outer loop\n vertex 2.550000e-001 1.600000e-001 4.000000e-002\n vertex 4.517252e-001 2.143463e-001 4.000000e-002\n vertex 4.114919e-001 2.840324e-001 4.000000e-002\n endloop\n endfacet\n facet normal 0.000000e+000 0.000000e+000 1.000000e+000\n outer loop\n vertex 2.550000e-001 1.600000e-001 4.000000e-002\n vertex 4.114919e-001 2.840324e-001 4.000000e-002\n vertex 3.606012e-001 3.463622e-001 4.000000e-002\n endloop\n endfacet\n facet normal 0.000000e+000 0.000000e+000 1.000000e+000\n outer loop\n vertex -4.517252e-001 2.143463e-001 4.000000e-002\n vertex -4.802591e-001 1.391087e-001 4.000000e-002\n vertex -8.020564e-002 4.935251e-001 4.000000e-002\n endloop\n endfacet\n facet normal 0.000000e+000 0.000000e+000 1.000000e+000\n outer loop\n vertex -8.020564e-002 4.935251e-001 4.000000e-002\n vertex -4.802591e-001 1.391087e-001 4.000000e-002\n vertex 2.450000e-001 1.600000e-001 4.000000e-002\n endloop\n endfacet\n facet normal 0.000000e+000 0.000000e+000 1.000000e+000\n outer loop\n vertex -8.020564e-002 4.935251e-001 4.000000e-002\n vertex 2.450000e-001 1.600000e-001 4.000000e-002\n vertex 8.020564e-002 4.935251e-001 4.000000e-002\n endloop\n endfacet\n facet normal 0.000000e+000 0.000000e+000 1.000000e+000\n outer loop\n vertex 8.020564e-002 4.935251e-001 4.000000e-002\n vertex 2.450000e-001 1.600000e-001 4.000000e-002\n vertex 2.323616e-001 4.427280e-001 4.000000e-002\n endloop\n endfacet\n facet normal 0.000000e+000 0.000000e+000 1.000000e+000\n outer loop\n vertex 8.020564e-002 4.935251e-001 4.000000e-002\n vertex 2.323616e-001 4.427280e-001 4.000000e-002\n vertex 1.583340e-001 4.742682e-001 4.000000e-002\n endloop\n endfacet\n facet normal 0.000000e+000 0.000000e+000 1.000000e+000\n outer loop\n vertex -4.963869e-001 -6.000000e-002 -4.000000e-002\n vertex 4.963869e-001 -6.000000e-002 -4.000000e-002\n vertex -4.995945e-001 -2.013297e-002 -4.000000e-002\n endloop\n endfacet\n facet normal 0.000000e+000 0.000000e+000 1.000000e+000\n outer loop\n vertex -4.995945e-001 -2.013297e-002 -4.000000e-002\n vertex 4.963869e-001 -6.000000e-002 -4.000000e-002\n vertex 4.995945e-001 -2.013297e-002 -4.000000e-002\n endloop\n endfacet\n facet normal 0.000000e+000 0.000000e+000 1.000000e+000\n outer loop\n vertex -4.995945e-001 -2.013297e-002 -4.000000e-002\n vertex 4.995945e-001 -2.013297e-002 -4.000000e-002\n vertex -4.963869e-001 6.000000e-002 -4.000000e-002\n endloop\n endfacet\n facet normal 0.000000e+000 0.000000e+000 1.000000e+000\n outer loop\n vertex -4.963869e-001 6.000000e-002 -4.000000e-002\n vertex 4.995945e-001 -2.013297e-002 -4.000000e-002\n vertex 4.963869e-001 6.000000e-002 -4.000000e-002\n endloop\n endfacet\n facet normal -1.293022e-016 1.000000e+000 0.000000e+000\n outer loop\n vertex 4.963869e-001 -6.000000e-002 -4.000000e-002\n vertex -4.963869e-001 -6.000000e-002 -4.000000e-002\n vertex 4.963869e-001 -6.000000e-002 4.000000e-002\n endloop\n endfacet\n facet normal -1.293022e-016 1.000000e+000 0.000000e+000\n outer loop\n vertex 4.963869e-001 -6.000000e-002 4.000000e-002\n vertex -4.963869e-001 -6.000000e-002 -4.000000e-002\n vertex -4.963869e-001 -6.000000e-002 4.000000e-002\n endloop\n endfacet\n facet normal 1.293022e-016 -1.000000e+000 0.000000e+000\n outer loop\n vertex 2.450000e-001 6.000000e-002 4.000000e-002\n vertex -4.963869e-001 6.000000e-002 4.000000e-002\n vertex 2.450000e-001 6.000000e-002 2.000000e-002\n endloop\n endfacet\n facet normal 1.293022e-016 -1.000000e+000 0.000000e+000\n outer loop\n vertex 2.450000e-001 6.000000e-002 2.000000e-002\n vertex -4.963869e-001 6.000000e-002 4.000000e-002\n vertex -4.963869e-001 6.000000e-002 -4.000000e-002\n endloop\n endfacet\n facet normal 1.293022e-016 -1.000000e+000 0.000000e+000\n outer loop\n vertex 2.450000e-001 6.000000e-002 2.000000e-002\n vertex -4.963869e-001 6.000000e-002 -4.000000e-002\n vertex 2.550000e-001 6.000000e-002 2.000000e-002\n endloop\n endfacet\n facet normal 1.293022e-016 -1.000000e+000 0.000000e+000\n outer loop\n vertex 2.550000e-001 6.000000e-002 2.000000e-002\n vertex -4.963869e-001 6.000000e-002 -4.000000e-002\n vertex 4.963869e-001 6.000000e-002 -4.000000e-002\n endloop\n endfacet\n facet normal 1.293022e-016 -1.000000e+000 0.000000e+000\n outer loop\n vertex 2.550000e-001 6.000000e-002 2.000000e-002\n vertex 4.963869e-001 6.000000e-002 -4.000000e-002\n vertex 2.550000e-001 6.000000e-002 4.000000e-002\n endloop\n endfacet\n facet normal 1.293022e-016 -1.000000e+000 0.000000e+000\n outer loop\n vertex 2.550000e-001 6.000000e-002 4.000000e-002\n vertex 4.963869e-001 6.000000e-002 -4.000000e-002\n vertex 4.963869e-001 6.000000e-002 4.000000e-002\n endloop\n endfacet\n facet normal -8.370229e-002 9.964908e-001 0.000000e+000\n outer loop\n vertex 7.347881e-017 2.000000e-001 -1.800000e-001\n vertex -2.506665e-002 1.984229e-001 -1.800000e-001\n vertex -2.506665e-002 1.984229e-001 -8.000000e-002\n endloop\n endfacet\n facet normal -2.077190e-001 9.781886e-001 0.000000e+000\n outer loop\n vertex -2.506665e-002 1.984229e-001 -8.000000e-002\n vertex -2.506665e-002 1.984229e-001 -1.800000e-001\n vertex -7.362491e-002 1.859553e-001 -1.800000e-001\n endloop\n endfacet\n facet normal -2.892204e-001 9.572625e-001 0.000000e+000\n outer loop\n vertex -2.506665e-002 1.984229e-001 -8.000000e-002\n vertex -7.362491e-002 1.859553e-001 -1.800000e-001\n vertex -7.362491e-002 1.859553e-001 -8.000000e-002\n endloop\n endfacet\n facet normal -4.444587e-001 8.957993e-001 0.000000e+000\n outer loop\n vertex -7.362491e-002 1.859553e-001 -8.000000e-002\n vertex -7.362491e-002 1.859553e-001 -1.800000e-001\n vertex -1.175570e-001 1.618034e-001 -1.800000e-001\n endloop\n endfacet\n facet normal -5.181955e-001 8.552622e-001 0.000000e+000\n outer loop\n vertex -7.362491e-002 1.859553e-001 -8.000000e-002\n vertex -1.175570e-001 1.618034e-001 -1.800000e-001\n vertex -1.175570e-001 1.618034e-001 -8.000000e-002\n endloop\n endfacet\n facet normal -6.532714e-001 7.571238e-001 0.000000e+000\n outer loop\n vertex -1.175570e-001 1.618034e-001 -8.000000e-002\n vertex -1.175570e-001 1.618034e-001 -1.800000e-001\n vertex -1.541027e-001 1.274848e-001 -1.800000e-001\n endloop\n endfacet\n facet normal -7.146106e-001 6.995225e-001 0.000000e+000\n outer loop\n vertex -1.175570e-001 1.618034e-001 -8.000000e-002\n vertex -1.541027e-001 1.274848e-001 -1.800000e-001\n vertex -1.541027e-001 1.274848e-001 -8.000000e-002\n endloop\n endfacet\n facet normal -8.210368e-001 5.708753e-001 0.000000e+000\n outer loop\n vertex -1.541027e-001 1.274848e-001 -8.000000e-002\n vertex -1.541027e-001 1.274848e-001 -1.800000e-001\n vertex -1.809654e-001 8.515586e-002 -1.800000e-001\n endloop\n endfacet\n facet normal -8.661239e-001 4.998294e-001 0.000000e+000\n outer loop\n vertex -1.541027e-001 1.274848e-001 -8.000000e-002\n vertex -1.809654e-001 8.515586e-002 -1.800000e-001\n vertex -1.809654e-001 8.515586e-002 -8.000000e-002\n endloop\n endfacet\n facet normal -9.372133e-001 3.487567e-001 0.000000e+000\n outer loop\n vertex -1.809654e-001 8.515586e-002 -8.000000e-002\n vertex -1.809654e-001 8.515586e-002 -1.800000e-001\n vertex -1.964574e-001 3.747626e-002 -1.800000e-001\n endloop\n endfacet\n facet normal -9.632155e-001 2.687301e-001 0.000000e+000\n outer loop\n vertex -1.809654e-001 8.515586e-002 -8.000000e-002\n vertex -1.964574e-001 3.747626e-002 -1.800000e-001\n vertex -1.964574e-001 3.747626e-002 -8.000000e-002\n endloop\n endfacet\n facet normal -9.945013e-001 1.047244e-001 0.000000e+000\n outer loop\n vertex -1.964574e-001 3.747626e-002 -8.000000e-002\n vertex -1.964574e-001 3.747626e-002 -1.800000e-001\n vertex -1.996053e-001 -1.255810e-002 -1.800000e-001\n endloop\n endfacet\n facet normal -9.997848e-001 2.074543e-002 0.000000e+000\n outer loop\n vertex -1.964574e-001 3.747626e-002 -8.000000e-002\n vertex -1.996053e-001 -1.255810e-002 -1.800000e-001\n vertex -1.996053e-001 -1.255810e-002 -8.000000e-002\n endloop\n endfacet\n facet normal -9.893011e-001 -1.458881e-001 0.000000e+000\n outer loop\n vertex -1.996053e-001 -1.255810e-002 -8.000000e-002\n vertex -1.996053e-001 -1.255810e-002 -1.800000e-001\n vertex -1.902113e-001 -6.180340e-002 -1.800000e-001\n endloop\n endfacet\n facet normal -9.735339e-001 -2.285427e-001 0.000000e+000\n outer loop\n vertex -1.996053e-001 -1.255810e-002 -8.000000e-002\n vertex -1.902113e-001 -6.180340e-002 -1.800000e-001\n vertex -1.902113e-001 -6.180340e-002 -8.000000e-002\n endloop\n endfacet\n facet normal -9.219395e-001 -3.873340e-001 0.000000e+000\n outer loop\n vertex -1.902113e-001 -6.180340e-002 -8.000000e-002\n vertex -1.902113e-001 -6.180340e-002 -1.800000e-001\n vertex -1.688656e-001 -1.071654e-001 -1.800000e-001\n endloop\n endfacet\n facet normal -8.861123e-001 -4.634706e-001 0.000000e+000\n outer loop\n vertex -1.902113e-001 -6.180340e-002 -8.000000e-002\n vertex -1.688656e-001 -1.071654e-001 -1.800000e-001\n vertex -1.688656e-001 -1.071654e-001 -8.000000e-002\n endloop\n endfacet\n facet normal -7.966490e-001 -6.044421e-001 0.000000e+000\n outer loop\n vertex -1.688656e-001 -1.071654e-001 -8.000000e-002\n vertex -1.688656e-001 -1.071654e-001 -1.800000e-001\n vertex -1.369094e-001 -1.457937e-001 -1.800000e-001\n endloop\n endfacet\n facet normal -7.430130e-001 -6.692770e-001 0.000000e+000\n outer loop\n vertex -1.688656e-001 -1.071654e-001 -8.000000e-002\n vertex -1.369094e-001 -1.457937e-001 -1.800000e-001\n vertex -1.369094e-001 -1.457937e-001 -8.000000e-002\n endloop\n endfacet\n facet normal -6.213022e-001 -7.835710e-001 0.000000e+000\n outer loop\n vertex -1.369094e-001 -1.457937e-001 -8.000000e-002\n vertex -1.369094e-001 -1.457937e-001 -1.800000e-001\n vertex -9.635074e-002 -1.752613e-001 -1.800000e-001\n endloop\n endfacet\n facet normal -5.532274e-001 -8.330302e-001 0.000000e+000\n outer loop\n vertex -1.369094e-001 -1.457937e-001 -8.000000e-002\n vertex -9.635074e-002 -1.752613e-001 -1.800000e-001\n vertex -9.635074e-002 -1.752613e-001 -8.000000e-002\n endloop\n endfacet\n facet normal -4.069166e-001 -9.134653e-001 0.000000e+000\n outer loop\n vertex -9.635074e-002 -1.752613e-001 -8.000000e-002\n vertex -9.635074e-002 -1.752613e-001 -1.800000e-001\n vertex -4.973798e-002 -1.937166e-001 -1.800000e-001\n endloop\n endfacet\n facet normal -3.286806e-001 -9.444411e-001 0.000000e+000\n outer loop\n vertex -9.635074e-002 -1.752613e-001 -8.000000e-002\n vertex -4.973798e-002 -1.937166e-001 -1.800000e-001\n vertex -4.973798e-002 -1.937166e-001 -8.000000e-002\n endloop\n endfacet\n facet normal -1.669630e-001 -9.859632e-001 0.000000e+000\n outer loop\n vertex -4.973798e-002 -1.937166e-001 -8.000000e-002\n vertex -4.973798e-002 -1.937166e-001 -1.800000e-001\n vertex 0.000000e+000 -2.000000e-001 -1.800000e-001\n endloop\n endfacet\n facet normal -8.348151e-002 -9.965093e-001 0.000000e+000\n outer loop\n vertex -4.973798e-002 -1.937166e-001 -8.000000e-002\n vertex 0.000000e+000 -2.000000e-001 -1.800000e-001\n vertex 0.000000e+000 -2.000000e-001 -8.000000e-002\n endloop\n endfacet\n facet normal 8.348151e-002 -9.965093e-001 0.000000e+000\n outer loop\n vertex 0.000000e+000 -2.000000e-001 -8.000000e-002\n vertex 0.000000e+000 -2.000000e-001 -1.800000e-001\n vertex 4.973798e-002 -1.937166e-001 -1.800000e-001\n endloop\n endfacet\n facet normal 1.669630e-001 -9.859632e-001 0.000000e+000\n outer loop\n vertex 0.000000e+000 -2.000000e-001 -8.000000e-002\n vertex 4.973798e-002 -1.937166e-001 -1.800000e-001\n vertex 4.973798e-002 -1.937166e-001 -8.000000e-002\n endloop\n endfacet\n facet normal 3.286806e-001 -9.444411e-001 0.000000e+000\n outer loop\n vertex 4.973798e-002 -1.937166e-001 -8.000000e-002\n vertex 4.973798e-002 -1.937166e-001 -1.800000e-001\n vertex 9.635074e-002 -1.752613e-001 -1.800000e-001\n endloop\n endfacet\n facet normal 4.069166e-001 -9.134653e-001 0.000000e+000\n outer loop\n vertex 4.973798e-002 -1.937166e-001 -8.000000e-002\n vertex 9.635074e-002 -1.752613e-001 -1.800000e-001\n vertex 9.635074e-002 -1.752613e-001 -8.000000e-002\n endloop\n endfacet\n facet normal 5.532274e-001 -8.330302e-001 0.000000e+000\n outer loop\n vertex 9.635074e-002 -1.752613e-001 -8.000000e-002\n vertex 9.635074e-002 -1.752613e-001 -1.800000e-001\n vertex 1.369094e-001 -1.457937e-001 -1.800000e-001\n endloop\n endfacet\n facet normal 6.213022e-001 -7.835710e-001 0.000000e+000\n outer loop\n vertex 9.635074e-002 -1.752613e-001 -8.000000e-002\n vertex 1.369094e-001 -1.457937e-001 -1.800000e-001\n vertex 1.369094e-001 -1.457937e-001 -8.000000e-002\n endloop\n endfacet\n facet normal 7.430130e-001 -6.692770e-001 0.000000e+000\n outer loop\n vertex 1.369094e-001 -1.457937e-001 -8.000000e-002\n vertex 1.369094e-001 -1.457937e-001 -1.800000e-001\n vertex 1.688656e-001 -1.071654e-001 -1.800000e-001\n endloop\n endfacet\n facet normal 7.966490e-001 -6.044421e-001 0.000000e+000\n outer loop\n vertex 1.369094e-001 -1.457937e-001 -8.000000e-002\n vertex 1.688656e-001 -1.071654e-001 -1.800000e-001\n vertex 1.688656e-001 -1.071654e-001 -8.000000e-002\n endloop\n endfacet\n facet normal 8.861123e-001 -4.634706e-001 0.000000e+000\n outer loop\n vertex 1.688656e-001 -1.071654e-001 -8.000000e-002\n vertex 1.688656e-001 -1.071654e-001 -1.800000e-001\n vertex 1.902113e-001 -6.180340e-002 -1.800000e-001\n endloop\n endfacet\n facet normal 9.219395e-001 -3.873340e-001 0.000000e+000\n outer loop\n vertex 1.688656e-001 -1.071654e-001 -8.000000e-002\n vertex 1.902113e-001 -6.180340e-002 -1.800000e-001\n vertex 1.902113e-001 -6.180340e-002 -8.000000e-002\n endloop\n endfacet\n facet normal 9.735339e-001 -2.285427e-001 0.000000e+000\n outer loop\n vertex 1.902113e-001 -6.180340e-002 -8.000000e-002\n vertex 1.902113e-001 -6.180340e-002 -1.800000e-001\n vertex 1.996053e-001 -1.255810e-002 -1.800000e-001\n endloop\n endfacet\n facet normal 9.893011e-001 -1.458881e-001 0.000000e+000\n outer loop\n vertex 1.902113e-001 -6.180340e-002 -8.000000e-002\n vertex 1.996053e-001 -1.255810e-002 -1.800000e-001\n vertex 1.996053e-001 -1.255810e-002 -8.000000e-002\n endloop\n endfacet\n facet normal 9.997848e-001 2.074543e-002 0.000000e+000\n outer loop\n vertex 1.996053e-001 -1.255810e-002 -8.000000e-002\n vertex 1.996053e-001 -1.255810e-002 -1.800000e-001\n vertex 1.964574e-001 3.747626e-002 -1.800000e-001\n endloop\n endfacet\n facet normal 9.945013e-001 1.047244e-001 0.000000e+000\n outer loop\n vertex 1.996053e-001 -1.255810e-002 -8.000000e-002\n vertex 1.964574e-001 3.747626e-002 -1.800000e-001\n vertex 1.964574e-001 3.747626e-002 -8.000000e-002\n endloop\n endfacet\n facet normal 9.632155e-001 2.687300e-001 0.000000e+000\n outer loop\n vertex 1.964574e-001 3.747626e-002 -8.000000e-002\n vertex 1.964574e-001 3.747626e-002 -1.800000e-001\n vertex 1.809654e-001 8.515586e-002 -1.800000e-001\n endloop\n endfacet\n facet normal 9.372133e-001 3.487567e-001 0.000000e+000\n outer loop\n vertex 1.964574e-001 3.747626e-002 -8.000000e-002\n vertex 1.809654e-001 8.515586e-002 -1.800000e-001\n vertex 1.809654e-001 8.515586e-002 -8.000000e-002\n endloop\n endfacet\n facet normal 8.661239e-001 4.998294e-001 0.000000e+000\n outer loop\n vertex 1.809654e-001 8.515586e-002 -8.000000e-002\n vertex 1.809654e-001 8.515586e-002 -1.800000e-001\n vertex 1.541027e-001 1.274848e-001 -1.800000e-001\n endloop\n endfacet\n facet normal 8.210368e-001 5.708753e-001 0.000000e+000\n outer loop\n vertex 1.809654e-001 8.515586e-002 -8.000000e-002\n vertex 1.541027e-001 1.274848e-001 -1.800000e-001\n vertex 1.541027e-001 1.274848e-001 -8.000000e-002\n endloop\n endfacet\n facet normal 7.146106e-001 6.995225e-001 0.000000e+000\n outer loop\n vertex 1.541027e-001 1.274848e-001 -8.000000e-002\n vertex 1.541027e-001 1.274848e-001 -1.800000e-001\n vertex 1.175570e-001 1.618034e-001 -1.800000e-001\n endloop\n endfacet\n facet normal 6.532714e-001 7.571238e-001 0.000000e+000\n outer loop\n vertex 1.541027e-001 1.274848e-001 -8.000000e-002\n vertex 1.175570e-001 1.618034e-001 -1.800000e-001\n vertex 1.175570e-001 1.618034e-001 -8.000000e-002\n endloop\n endfacet\n facet normal 5.181955e-001 8.552622e-001 0.000000e+000\n outer loop\n vertex 1.175570e-001 1.618034e-001 -8.000000e-002\n vertex 1.175570e-001 1.618034e-001 -1.800000e-001\n vertex 7.362491e-002 1.859553e-001 -1.800000e-001\n endloop\n endfacet\n facet normal 4.444587e-001 8.957993e-001 0.000000e+000\n outer loop\n vertex 1.175570e-001 1.618034e-001 -8.000000e-002\n vertex 7.362491e-002 1.859553e-001 -1.800000e-001\n vertex 7.362491e-002 1.859553e-001 -8.000000e-002\n endloop\n endfacet\n facet normal 2.892204e-001 9.572625e-001 0.000000e+000\n outer loop\n vertex 7.362491e-002 1.859553e-001 -8.000000e-002\n vertex 7.362491e-002 1.859553e-001 -1.800000e-001\n vertex 2.506665e-002 1.984229e-001 -1.800000e-001\n endloop\n endfacet\n facet normal 2.077190e-001 9.781886e-001 0.000000e+000\n outer loop\n vertex 7.362491e-002 1.859553e-001 -8.000000e-002\n vertex 2.506665e-002 1.984229e-001 -1.800000e-001\n vertex 2.506665e-002 1.984229e-001 -8.000000e-002\n endloop\n endfacet\n facet normal 8.370229e-002 9.964908e-001 0.000000e+000\n outer loop\n vertex 2.506665e-002 1.984229e-001 -8.000000e-002\n vertex 2.506665e-002 1.984229e-001 -1.800000e-001\n vertex 7.347881e-017 2.000000e-001 -1.800000e-001\n endloop\n endfacet\n facet normal 0.000000e+000 1.000000e+000 0.000000e+000\n outer loop\n vertex 2.506665e-002 1.984229e-001 -8.000000e-002\n vertex 7.347881e-017 2.000000e-001 -1.800000e-001\n vertex -2.506665e-002 1.984229e-001 -8.000000e-002\n endloop\n endfacet\n facet normal 0.000000e+000 0.000000e+000 -1.000000e+000\n outer loop\n vertex -1.996053e-001 -1.255810e-002 -1.800000e-001\n vertex -1.964574e-001 3.747626e-002 -1.800000e-001\n vertex -1.902113e-001 -6.180340e-002 -1.800000e-001\n endloop\n endfacet\n facet normal 0.000000e+000 0.000000e+000 -1.000000e+000\n outer loop\n vertex -1.902113e-001 -6.180340e-002 -1.800000e-001\n vertex -1.964574e-001 3.747626e-002 -1.800000e-001\n vertex -1.809654e-001 8.515586e-002 -1.800000e-001\n endloop\n endfacet\n facet normal 0.000000e+000 0.000000e+000 -1.000000e+000\n outer loop\n vertex -1.902113e-001 -6.180340e-002 -1.800000e-001\n vertex -1.809654e-001 8.515586e-002 -1.800000e-001\n vertex -1.688656e-001 -1.071654e-001 -1.800000e-001\n endloop\n endfacet\n facet normal 0.000000e+000 0.000000e+000 -1.000000e+000\n outer loop\n vertex -1.688656e-001 -1.071654e-001 -1.800000e-001\n vertex -1.809654e-001 8.515586e-002 -1.800000e-001\n vertex -1.541027e-001 1.274848e-001 -1.800000e-001\n endloop\n endfacet\n facet normal 0.000000e+000 0.000000e+000 -1.000000e+000\n outer loop\n vertex -1.688656e-001 -1.071654e-001 -1.800000e-001\n vertex -1.541027e-001 1.274848e-001 -1.800000e-001\n vertex -1.369094e-001 -1.457937e-001 -1.800000e-001\n endloop\n endfacet\n facet normal 0.000000e+000 0.000000e+000 -1.000000e+000\n outer loop\n vertex -1.369094e-001 -1.457937e-001 -1.800000e-001\n vertex -1.541027e-001 1.274848e-001 -1.800000e-001\n vertex -1.175570e-001 1.618034e-001 -1.800000e-001\n endloop\n endfacet\n facet normal 0.000000e+000 0.000000e+000 -1.000000e+000\n outer loop\n vertex -1.369094e-001 -1.457937e-001 -1.800000e-001\n vertex -1.175570e-001 1.618034e-001 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1.984229e-001 -1.800000e-001\n vertex 0.000000e+000 -2.000000e-001 -1.800000e-001\n endloop\n endfacet\n facet normal 0.000000e+000 0.000000e+000 -1.000000e+000\n outer loop\n vertex -2.506665e-002 1.984229e-001 -1.800000e-001\n vertex 2.449294e-017 2.000000e-001 -1.800000e-001\n vertex 0.000000e+000 -2.000000e-001 -1.800000e-001\n endloop\n endfacet\n facet normal 0.000000e+000 0.000000e+000 -1.000000e+000\n outer loop\n vertex 0.000000e+000 -2.000000e-001 -1.800000e-001\n vertex 2.449294e-017 2.000000e-001 -1.800000e-001\n vertex 2.506665e-002 1.984229e-001 -1.800000e-001\n endloop\n endfacet\n facet normal 0.000000e+000 0.000000e+000 -1.000000e+000\n outer loop\n vertex 0.000000e+000 -2.000000e-001 -1.800000e-001\n vertex 2.506665e-002 1.984229e-001 -1.800000e-001\n vertex 4.973798e-002 -1.937166e-001 -1.800000e-001\n endloop\n endfacet\n facet normal 0.000000e+000 0.000000e+000 -1.000000e+000\n outer loop\n vertex 4.973798e-002 -1.937166e-001 -1.800000e-001\n vertex 2.506665e-002 1.984229e-001 -1.800000e-001\n vertex 7.362491e-002 1.859553e-001 -1.800000e-001\n endloop\n endfacet\n facet normal 0.000000e+000 0.000000e+000 -1.000000e+000\n outer loop\n vertex 4.973798e-002 -1.937166e-001 -1.800000e-001\n vertex 7.362491e-002 1.859553e-001 -1.800000e-001\n vertex 9.635074e-002 -1.752613e-001 -1.800000e-001\n endloop\n endfacet\n facet normal 0.000000e+000 0.000000e+000 -1.000000e+000\n outer loop\n vertex 9.635074e-002 -1.752613e-001 -1.800000e-001\n vertex 7.362491e-002 1.859553e-001 -1.800000e-001\n vertex 1.175570e-001 1.618034e-001 -1.800000e-001\n endloop\n endfacet\n facet normal 0.000000e+000 0.000000e+000 -1.000000e+000\n outer loop\n vertex 9.635074e-002 -1.752613e-001 -1.800000e-001\n vertex 1.175570e-001 1.618034e-001 -1.800000e-001\n vertex 1.369094e-001 -1.457937e-001 -1.800000e-001\n endloop\n endfacet\n facet normal 0.000000e+000 0.000000e+000 -1.000000e+000\n outer loop\n vertex 1.369094e-001 -1.457937e-001 -1.800000e-001\n vertex 1.175570e-001 1.618034e-001 -1.800000e-001\n vertex 1.541027e-001 1.274848e-001 -1.800000e-001\n endloop\n endfacet\n facet normal 0.000000e+000 0.000000e+000 -1.000000e+000\n outer loop\n vertex 1.369094e-001 -1.457937e-001 -1.800000e-001\n vertex 1.541027e-001 1.274848e-001 -1.800000e-001\n vertex 1.688656e-001 -1.071654e-001 -1.800000e-001\n endloop\n endfacet\n facet normal 0.000000e+000 0.000000e+000 -1.000000e+000\n outer loop\n vertex 1.688656e-001 -1.071654e-001 -1.800000e-001\n vertex 1.541027e-001 1.274848e-001 -1.800000e-001\n vertex 1.809654e-001 8.515586e-002 -1.800000e-001\n endloop\n endfacet\n facet normal 0.000000e+000 0.000000e+000 -1.000000e+000\n outer loop\n vertex 1.688656e-001 -1.071654e-001 -1.800000e-001\n vertex 1.809654e-001 8.515586e-002 -1.800000e-001\n vertex 1.902113e-001 -6.180340e-002 -1.800000e-001\n endloop\n endfacet\n facet normal 0.000000e+000 0.000000e+000 -1.000000e+000\n outer loop\n vertex 1.902113e-001 -6.180340e-002 -1.800000e-001\n vertex 1.809654e-001 8.515586e-002 -1.800000e-001\n vertex 1.964574e-001 3.747626e-002 -1.800000e-001\n endloop\n endfacet\n facet normal 0.000000e+000 0.000000e+000 -1.000000e+000\n outer loop\n vertex 1.902113e-001 -6.180340e-002 -1.800000e-001\n vertex 1.964574e-001 3.747626e-002 -1.800000e-001\n vertex 1.996053e-001 -1.255810e-002 -1.800000e-001\n endloop\n endfacet\n facet normal -1.000000e+000 0.000000e+000 0.000000e+000\n outer loop\n vertex 2.550000e-001 1.600000e-001 2.000000e-002\n vertex 2.550000e-001 6.000000e-002 2.000000e-002\n vertex 2.550000e-001 1.600000e-001 4.000000e-002\n endloop\n endfacet\n facet normal -1.000000e+000 0.000000e+000 0.000000e+000\n outer loop\n vertex 2.550000e-001 1.600000e-001 4.000000e-002\n vertex 2.550000e-001 6.000000e-002 2.000000e-002\n vertex 2.550000e-001 6.000000e-002 4.000000e-002\n endloop\n endfacet\n facet normal 1.000000e+000 0.000000e+000 0.000000e+000\n outer loop\n vertex 2.450000e-001 6.000000e-002 2.000000e-002\n vertex 2.450000e-001 1.600000e-001 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vertex 2.550000e-001 1.600000e-001 2.000000e-002\n endloop\n endfacet\n facet normal 0.000000e+000 0.000000e+000 1.000000e+000\n outer loop\n vertex 2.550000e-001 1.600000e-001 2.000000e-002\n vertex 2.450000e-001 6.000000e-002 2.000000e-002\n vertex 2.550000e-001 6.000000e-002 2.000000e-002\n endloop\n endfacet\nendsolid"
},
{
"type" : "STL",
"model_matrix" : [
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95aHOPY3/qD0STow9Lo/uPSHdij1IRoY9+mMHPsfNqz0AAPvfaT/Rtc8+tSzoPKHLgj2iaQw+bi2MPVSheT0u9xI+ClqRPUhGhj36Ywc+x82rPQAArB5qPz6tzj6N5tY8VKF5PS73Ej4KWpE9Cbt3Pe8bEz52C649SEaGPfpjBz7Hzas9AADta3o/9wevO6CIVL4bI5E9HkMPPOfEPD3Irpg99HsxPULFgz0k0Jg9ak3avEGygD0AAOdHeT+i4oM8A3xovhsjkT0eQw8858Q8PS5Xjz0ICX095cI8PciumD30ezE9QsWDPQAAvX56P+OXLD2hwk6+LlePPQgJfT3lwjw9afKNPT6gvz23bUo9yK6YPfR7MT1CxYM9AADdQ3M/5VSpvKkfnz4I1Jo9f49+vcFUqT2fHJ099OsfvQR/pT1/jJw9HmUcvEc8qz0AABPIEz9UucG8HfNQPwjUmj1/j369wVSpPX+MnD0eZRy8RzyrPSyckD2jVMq9MWKuPQAAsPdKP9yPib0bEBs/CNSaPX+Pfr3BVKk9LJyQPaNUyr0xYq49Z7mVPVfdvL3FLqk9AAAq61o/9TYGvqVkAD+0fok9i/cBviV2qz1nuZU9V928vcUuqT0snJA9o1TKvTFirj0AACFXJj6jMNE7Nph8P1onjj2o7Qq9pe2tPSyckD2jVMq9MWKuPX+MnD0eZRy8RzyrPQAAEb53P7Kzc7wVxIA+12iePUx7qzxqxKc9f4ycPR5lHLxHPKs9nxydPfTrH70Ef6U9AAAkeGs+umZivF0deT/EHJg9PHMnPNHbrD1aJ449qO0KvaXtrT1/jJw9HmUcvEc8qz0AAN6JIj9Yzeq9QZdDP7R+iT2L9wG+JXarPUmKgz3KlAG+mIawPTMCfD3evw++vd+wPQAA+RdqP5OqrL5eLmU+umh3PWJZE74QbK89tH6JPYv3Ab4ldqs9MwJ8Pd6/D76937A9AAA5cSI/sOLvvQ+TQz+0fok9i/cBviV2qz0snJA9o1TKvTFirj1JioM9ypQBvpiGsD0AAKO5jr0QAOo+0/9iv0xO/jgtsxU+6mKqPfEX1DxoWhU+lOGlPUnfzzve6RA+anOkPQAADFpCvsRCTr8pow+/JMECPToxDz6JrJc9u+6HPLF8Dz5tcqE9Sd/PO97pED5qc6Q9AABgCgO+QQQxP70CNr8kwQI9OjEPPomslz1J38873ukQPmpzpD3xF9Q8aFoVPpThpT0AACEYxr4fzAA/nNRFvyTBAj06MQ8+iayXPfEX1DxoWhU+lOGlPfc1PT1eHBI+MdeMPQAAs/vDvuddEz88+ji/9zU9PV4cEj4x14w9VuM+PWrkDj6eRIc9JMECPToxDz6JrJc9AAAueje+FKVWP3/BA7/xF9Q8aFoVPpThpT3nvUo9SaIUPsW0kj33NT09XhwSPjHXjD0AAOkkDb7LOWY/AXvUvue9Sj1JohQ+xbSSPfEX1DxoWhU+lOGlPbcrjjxYCBc+RveyPQAAyZ8cvJEkdz9XbIW+tyuOPFgIFz5G97I98RfUPGhaFT6U4aU9TE7+OC2zFT7qYqo9AAA6y8m+Nzs9OjFHa7914D89Fo1cPbtJhz019jQ9SBiyPYOuiT2eYkE9M2bfPa0Nhz0AAN8z0L574F46v+BpvzX2ND1ZOBA9g66JPXXgPz0WjVw9u0mHPT/aPT0Myju7ZKGHPQAAJMJGvXtIurjLsn+/P9o9PQzKO7tkoYc9ssJcPbj6xD2S3IY9mbxcPRTPxL2v5YY9AAAURUK9AAAAgEC2f78/2j09DMo7u2Shhz2ZvFw9FM/Eva/lhj0/2j092bpwvWShhz0AAJCE1r4AAAAAY3JovzX2ND2ER6+9g66JPT/aPT3ZunC9ZKGHPT/aPT3ywL+9ZKGHPQAApcwyvLYJ8jtP+n+/NxdNPXw8yr1H8YY9P9o9Pdm6cL1koYc9mbxcPRTPxL2v5YY9AACPhNa+AAAAAGRyaL8/2j092bpwvWShhz019jQ9hEevvYOuiT019jQ9W8f0vIOuiT0AABMj+L5Qf6+6E+1fv8k9QD2U8w2+FhyHPWL9ED2IFA6+QTOUPT/aPT3ywL+9ZKGHPQAAV3Wrver0lDs/GX+/P9o9PfLAv71koYc9NxdNPXw8yr1H8YY9yT1APZTzDb4WHIc9AABAK7i9AAAAAHn2fr8/2j098sC/vWShhz0/2j092bpwvWShhz03F009fDzKvUfxhj0AAJCE1r4AAACAY3Jovz/aPT0Myju7ZKGHPT/aPT3ZunC9ZKGHPTX2ND1bx/S8g66JPQAAdW1MvEsTOruj+n+/deA/PRaNXD27SYc9ssJcPbj6xD2S3IY9P9o9PQzKO7tkoYc9AACk+ue+1aI4vJEyZL8/2j098sC/vWShhz1i/RA9iBQOvkEzlD019jQ9hEevvYOuiT0AAI+E1r4AAAAAY3Jovz/aPT0Myju7ZKGHPTX2ND1bx/S8g66JPTX2ND1ZOBA9g66JPQAAF6fNvgAAAAD7cGq/deA/PRaNXD27SYc9NfY0PVk4ED2Drok9NfY0PUgYsj2Drok9AADHfbq+r+WFu2hpbr+eYkE9M2bfPa0Nhz019jQ9SBiyPYOuiT1W4z49auQOPp5Ehz0AAK4T+70Lihg/gi5Lv02RNL4hAxA+ZGmpPQ5THb4cthU+18mqPY6PG74+dBI+TVqlPQAAGMbLvT2SbT/20Le+Pwo0vp86FT644rQ9u2EdvrlRFz7qIbM9DlMdvhy2FT7Xyao9AACQSCW+gsw8PzHhJ78OUx2+HLYVPtfJqj1NkTS+IQMQPmRpqT0/CjS+nzoVPrjitD0AAItjUr9XibQ+Ix/lvigDNr6KvBM+Vpa0PU2RNL4hAxA+ZGmpPQRvN765yA0+ZW2wPQAA3GjvvqPKLD+nHRK/KAM2voq8Ez5WlrQ9Pwo0vp86FT644rQ9TZE0viEDED5kaak9AABOxUm/htpDPfwUHb+EmDq+BcWiPSgjrz0Ebze+ucgNPmVtsD1NkTS+IQMQPmRpqT0AAK5jH78tDMY8UDtIv4SYOr4FxaI9KCOvPU2RNL4hAxA+ZGmpPZkZN74UHKA9W32pPQAAlOtav7J1vTz/kQS/dfw6vpDtmzy0x6w9y0w8vsex5jw59LE9Ka05vrcDQT0BBqs9AADR0l+/dN46PHJw+L7LTDy+x7HmPDn0sT11/Dq+kO2bPLTHrD31ITy+k0I/O8cisD0AAMDjVL/ETKs68SwOv5F2O76b0P28rvetPfUhPL6TQj87xyKwPXX8Or6Q7Zs8tMesPQAAlO0ev2SjAD1KiEi/Ka05vrcDQT0BBqs9hJg6vgXFoj0oI689mRk3vhQcoD1bfak9AADZ91O/3MxBPKSDD7/LTDy+x7HmPDn0sT2EmDq+BcWiPSgjrz0prTm+twNBPQEGqz0AAGafJb/GZji7PDRDv5F2O76b0P28rvetPXX8Or6Q7Zs8tMesPZaHOb4XS0C7eXmqPQAAjHwYvw8aKjsdoU2/dfw6vpDtmzy0x6w9Ka05vrcDQT0BBqs9loc5vhdLQLt5eao9AAAiVZS+KcGMO8gEdb+Whzm+F0tAu3l5qj0prTm+twNBPQEGqz31lze+1n+FPKx6qT0AAJJuer9P0ZW8CpVTvo5bPL4xCoK8z7KzPZF2O76b0P28rvetPYRgO76HA4e9VnyzPQAAo65Nv77R47wTQBi/kXY7vpvQ/byu9609Nbg4vk/Uj70jUKo9TEA6vn3TrL2jzq89AACdMHO/VFzXvLZdn76Rdju+m9D9vK73rT1MQDq+fdOsvaPOrz2EYDu+hwOHvVZ8sz0AAPYRdr99n2C9fWWKvkxAOr5906y9o86vPcL6Nr5z+xC+4E2wPcvvOL7gGOu9mRezPQAALIZQv3BqRL0j/xO/wvo2vnP7EL7gTbA9TEA6vn3TrL2jzq89t6M0vgOyDr6tVKk9AADas0S/b0MjvQ2GI7+3ozS+A7IOvq1UqT1MQDq+fdOsvaPOrz01uDi+T9SPvSNQqj0AAPHWhb5Zjv66IBl3vzW4OL5P1I+9I1CqPZaHOb4XS0C7eXmqPRlgN747ahG9HnGpPQAA0+sdvxFpz7vvekm/kXY7vpvQ/byu9609loc5vhdLQLt5eao9Nbg4vk/Uj70jUKo9AAD7U3i/uk02vNaMeL71ITy+k0I/O8cisD2Rdju+m9D9vK73rT2OWzy+MQqCvM+ysz0AADcEfr/dWUS9Y7/qvYRgO76HA4e9VnyzPUxAOr5906y9o86vPcvvOL7gGOu9mRezPQAAI3N9v2UFv7rJKxC+y0w8vsex5jw59LE99SE8vpNCPzvHIrA9jls8vjEKgrzPsrM9AABypaC+PlElO1ASc78prTm+twNBPQEGqz2ZGTe+FBygPVt9qT31lze+1n+FPKx6qT0AAFyBeL5lPCy63Vh4vxlgN747ahG9HnGpPZaHOb4XS0C7eXmqPfWXN77Wf4U8rHqpPQAA6cTWvvfJxD7Oh1I/edszvmirCT4MNBk+edI3vtRJBD4pshk+SKk1vj17AT4rHBw+AABhaSS/tD0GP3cfDz950je+1EkEPimyGT552zO+aKsJPgw0GT6fXjS+JjkSPoqXED4AABitVr/GINs+N5SsPnnSN77USQQ+KbIZPp9eNL4mORI+ipcQPurlNr4XKhI+SWAKPgAA8b8FvxLmUz9Tm1E+6uU2vhcqEj5JYAo+n140viY5Ej6KlxA+9kUzvpdbFT4ItwY+AAA3Wye/oLFBP0j9Tzzq5Ta+FyoSPklgCj72RTO+l1sVPgi3Bj4oAza+irwTPlaWtD0AAMGSGr9IDkw/AVcFPCgDNr6KvBM+Vpa0PfZFM76XWxU+CLcGPj8KNL6fOhU+uOK0PQAAgMd4v99DcT6yGSe86uU2vhcqEj5JYAo+KAM2voq8Ez5WlrQ9BG83vrnIDT5lbbA9AABnHXa/w4c8vVDrij5b9ze+GrkCvrtMGT7XuDm+//CvvbpUGj6s/Tq+Re2cvaNyFz4AALSRQ79u3Hi8rSUlP2CAO74ObUS9iSMZPte4Ob7/8K+9ulQaPp/DOL6PVVu92z4cPgAAAcx3v/91R7zCa4A+eTY8vrh5xTulExk+aHY8vp6/WrxcJhc+YIA7vg5tRL2JIxk+AADgZGG/gucwvFSz8j55Njy+uHnFO6UTGT5ggDu+Dm1EvYkjGT5R3zq+cKblvKTFGj4AADYlRr8pWtu85/IhP1HfOr5wpuW8pMUaPmCAO74ObUS9iSMZPp/DOL6PVVu92z4cPgAA76cbv6iBjLsjPUs/Woc5vpN79Ls06hs+Ud86vnCm5bykxRo+n8M4vo9VW73bPhw+AACzfjO//z48vcQmNj/XuDm+//CvvbpUGj5b9ze+GrkCvrtMGT7g1zS+zaABvqhyHD4AAPOzGL87Yu68rVVNP5/DOL6PVVu92z4cPte4Ob7/8K+9ulQaPuDXNL7NoAG+qHIcPgAAk3dOvnKvazuZvXo/Woc5vpN79Ls06hs+n8M4vo9VW73bPhw+anw3vj4397y4axw+AACFQli/wpjTuzb8CD9TFzu+ngbWur3AGj55Njy+uHnFO6UTGT5R3zq+cKblvKTFGj4AAJWWf7/Jw+g7r2VmPWh2PL6ev1q8XCYXPnk2PL64ecU7pRMZPoUTPL4tlhw9+1UXPgAAj7tPvy+wEDzHlxU/eTY8vrh5xTulExk+Uxc7vp4G1rq9wBo+0TY6voox/DwSeBs+AACft2G/4cMuPcOR8D4ZEDu+ysCAPV4tGT71uTm+CqiSPU7fGj6gcDq+sK6zPaYIGD4AAN8Pdr8lqpc8U/SMPnk2PL64ecU7pRMZPhkQO77KwIA9Xi0ZPoUTPL4tlhw9+1UXPgAAf9BXvxzVgDwOowk/GRA7vsrAgD1eLRk+eTY8vrh5xTulExk+0TY6voox/DwSeBs+AACrNBa/kr+WPK8/Tz/1uTm+CqiSPU7fGj7RNjq+ijH8PBJ4Gz6Lmzi+rltuPdX+Gz4AAIoQVL+QpZA8FlUPPxkQO77KwIA9Xi0ZPtE2Or6KMfw8EngbPvW5Ob4KqJI9Tt8aPgAAvBZlv2u5Gj3nsOM+9bk5vgqokj1O3xo+edI3vtRJBD4pshk+oHA6vrCusz2mCBg+AAB4lyu/ST4VPSbAPT950je+1EkEPimyGT71uTm+CqiSPU7fGj5RdDe+hXK0PaoYHD4AAHN/G78Wo467F1xLP1MXO76eBta6vcAaPlHfOr5wpuW8pMUaPlqHOb6Te/S7NOobPgAAwqYZv41at7rYwkw/0TY6voox/DwSeBs+Uxc7vp4G1rq9wBo+Woc5vpN79Ls06hs+AAChYKe+OWCBOiTvcT+Lmzi+rltuPdX+Gz7RNjq+ijH8PBJ4Gz7lZTe+XofoPBtyHD4AAIBaiL4se+A7ob92P1F0N76FcrQ9qhgcPoubOL6uW2491f4bPthjNr4yNZE9AoQcPgAAesEUv1k+nTyJSVA/9bk5vgqokj1O3xo+i5s4vq5bbj3V/hs+UXQ3voVytD2qGBw+AAD5sjm/TroGPZYDMD950je+1EkEPimyGT5RdDe+hXK0PaoYHD5IqTW+PXsBPiscHD4AAB27pb6ITac7xzZyP9E2Or6KMfw8EngbPlqHOb6Te/S7NOobPuVlN75eh+g8G3IcPgAA6nyUvpuQUzyu+XQ/SKk1vj17AT4rHBw+UXQ3voVytD2qGBw+KMkzvo5y+T0dvhw+AACxpH2/6hn3PCQkBz6FEzy+LZYcPftVFz4ZEDu+ysCAPV4tGT6gcDq+sK6zPaYIGD4AAE8Bf7/JIba894muPaz9Or5F7Zy9o3IXPmCAO74ObUS9iSMZPmh2PL6ev1q8XCYXPgAAnI9zv/r5C71Fr5w+YIA7vg5tRL2JIxk+rP06vkXtnL2jchc+17g5vv/wr726VBo+AACAuna+vBJTuDh1eD9ahzm+k3v0uzTqGz5qfDe+Pjf3vLhrHD7lZTe+XofoPBtyHD4AADYZgb6sXIw73rl3P9hjNr4yNZE9AoQcPoubOL6uW2491f4bPuVlN75eh+g8G3IcPgAAGhR9vnUxBTy1DHg/UXQ3voVytD2qGBw+2GM2vjI1kT0ChBw+KMkzvo5y+T0dvhw+AABHZKG9OSx+PylXtz3w/R2+U7cWPjViCj4aLx2+4lgXPnoYBD72RTO+l1sVPgi3Bj4AAKK/6b2HkTM/nho0P59eNL4mORI+ipcQPnnbM75oqwk+DDQZPiYoHb6Ghg8+KwwXPgAAHIGkvbyQSD9TwR0/n140viY5Ej6KlxA+JigdvoaGDz4rDBc+6TIdvoBcEz5PKhI+AADleuK9TmZzP2s0lD7w/R2+U7cWPjViCj72RTO+l1sVPgi3Bj6fXjS+JjkSPoqXED4AAPr2h70zpA8/kjhTP9tIHr5mkwY+BgsdPiYoHb6Ghg8+KwwXPnnbM75oqwk+DDQZPgAAI6KTvY3IaT8jVs0+n140viY5Ej6KlxA+6TIdvoBcEz5PKhI+8P0dvlO3Fj41Ygo+AABQ7KK9LSA+PhW5ej9IqTW+PXsBPiscHD6CRh2+5nz8PV60Hj7bSB6+ZpMGPgYLHT4AABgg6r1IkLU+NZFtP9tIHr5mkwY+BgsdPnnbM75oqwk+DDQZPkipNb49ewE+KxwcPgAAOhS+vab2wj0xun0/gkYdvuZ8/D1etB4+SKk1vj17AT4rHBw+KMkzvo5y+T0dvhw+AAAAAAAAAACAPwAAAABJ6gi94lgXPvAwtT0aLx2+4lgXPnoYBD7luoW94lgXPpMYBD4AAAAAAAAAAIA/AAAAAOqqwTriWBc+kxgEPknqCL3iWBc+8DC1PeW6hb3iWBc+kxgEPgAAPyOCuvT/fz8jMCu6Gi8dvuJYFz56GAQ+JOMBvuJYFz7gL7U9u2EdvrlRFz7qIbM9AAD8zIY7Cf9/PwwxaLtJ6gi94lgXPvAwtT3qqsE64lgXPpMYBD6o6Ms8kUIXPoJUBz4AAMsQwjuw/X8/JDbDu6joyzyRQhc+glQHPrcrjjxYCBc+RveyPUnqCL3iWBc+8DC1PQAAAAAAAAAAgD8AAAAAGi8dvuJYFz56GAQ+SeoIveJYFz7wMLU9cUq3veJYFz5bMLU9AAAAAAAAAACAPwAAAIAk4wG+4lgXPuAvtT0aLx2+4lgXPnoYBD5xSre94lgXPlswtT0AAE44HD4EV3s/5rfnPajoyzyRQhc+glQHPgs06zwSGBY+aCwMPjTZcT2fnRI+VHkAPgAAOwGbPjgMSj8uxQg/o3h2Pf54DT5MXQw+5bUOPXouEj57GxQ+Z7QgPVrxDD4dTBk+AACBCoo+qKJkP55euD402XE9n50SPlR5AD7ltQ49ei4SPnsbFD6jeHY9/ngNPkxdDD4AAJJltz4dyRI/W6E8P2e0ID1a8Qw+HUwZPs+mLD3EbAY+2+ocPm9teT2NyAI+nGsWPgAAhJLDPm2pJT+I6Cg/b215PY3IAj6caxY+o3h2Pf54DT5MXQw+Z7QgPVrxDD4dTBk+AACNB7k+KfLUPu2iVT/Ppiw9xGwGPtvqHD6+LDc9emoBPkdGHj5vbXk9jcgCPpxrFj4AANR/yj500oY+h0FhP5Bsfz3msuY9h10aPm9teT2NyAI+nGsWPr4sNz16agE+R0YePgAArQtbPn2/bj8F0ZQ+5bUOPXouEj57GxQ+NNlxPZ+dEj5UeQA+CzTrPBIYFj5oLAw+AADEMjw/ZbUKvjcLKj9FOoA9Ucb/vQLitD0zAnw93r8Pvr3fsD1JioM9ypQBvpiGsD0AAPNIbD9tNIa9jifCPiGNgz1XS8m9KDW2PUU6gD1Rxv+9AuK0PZxmgj1wd+W9tyO0PQAA0BEePpJM5Dph7nw/SYqDPcqUAb6YhrA9LJyQPaNUyr0xYq4915+GPeKz4L2v+689AADeBkc/WXY+vdWRID9FOoA9Ucb/vQLitD1JioM9ypQBvpiGsD2cZoI9cHflvbcjtD0AAH3YUz+sAN08lY8PPx9aiD07Txc98C6zPbMUiz2zvSU9N8+uPahuhT3pe6Y9VB+zPQAA00A+P22igDzAPSs/qG6FPel7pj1UH7M9sxSLPbO9JT03z649ALKJPRP+hD0WLK89AABI0To/JeZIPEUALz+oboU96XumPVQfsz0Asok9E/6EPRYsrz0rbYc9b0j7PfR4rz0AAH0cWT9hBUi7uKMHP3LHij2ZHc28Z4yvPUKEiT2+cJU5Md6xPQpciT0+L4u8ZeqxPQAA7glVP/hQUTsz8w0/zRCLPVtc8Tutda89H1qIPTtPFz3wLrM9QoSJPb5wlTkx3rE9AADEW1k/ZPFBu0M+Bz9ChIk9vnCVOTHesT1yx4o9mR3NvGeMrz3NEIs9W1zxO611rz0AAO+jfD9ZeIi7JUwlPkKEiT2+cJU5Md6xPQQHiT03B+K7tnq0PQpciT0+L4u8ZeqxPQAAgEJdP8DhiLxWsQA/kmqIPdz6Or0uNbI9pBeJPVuAdb2kErA9cseKPZkdzbxnjK89AAC09X0/g3gOvbgE+D2Saog93Po6vS41sj3bO4Y9NayQvZ5itT09q4U9utuovfQQsz0AABESUT/MEr68dp0TP5JqiD3c+jq9LjWyPT2rhT2626i99BCzPaQXiT1bgHW9pBKwPQAAdup5P3rOML12eVk+2zuGPTWskL2eYrU9IY2DPVdLyb0oNbY9PauFPbrbqL30ELM9AABIylk/UV3uvLlXBj89q4U9utuovfQQsz0LWIY9b6e7vQTusD2kF4k9W4B1vaQSsD0AANoSfT9kClC9L10RPj2rhT2626i99BCzPSGNgz1XS8m9KDW2PZxmgj1wd+W9tyO0PQAAmzFTP79JDb3SaRA/PauFPbrbqL30ELM9nGaCPXB35b23I7Q9C1iGPW+nu70E7rA9AADvogE/ZacFPF+9XD+zFIs9s70lPTfPrj3NEIs9W1zxO611rz0NOo09t22sPOXsrT0AABnrUj9xuSq8TQ8RPwpciT0+L4u8ZeqxPZJqiD3c+jq9LjWyPXLHij2ZHc28Z4yvPQAAXh4EP2lzbrzNPVs/pBeJPVuAdb2kErA9EnOKPZYplr0Fyq49WieOPajtCr2l7a09AACRnRM/ATeHvKocUT8LWIY9b6e7vQTusD3Xn4Y94rPgva/7rz0Sc4o9limWvQXKrj0AAIoKDD9beEa8C0dWP6QXiT1bgHW9pBKwPQtYhj1vp7u9BO6wPRJzij2WKZa9BcquPQAA/K9UP31HEr1ELw4/C1iGPW+nu70E7rA9nGaCPXB35b23I7Q9SYqDPcqUAb6YhrA9AAD8Bic+unwsuxSSfD+3kpA9YBXKPS04rj0Asok9E/6EPRYsrz2zFIs9s70lPTfPrj0AABozPD4HiEO85p57Pw06jT23baw85eytPaXrkT3cXDs9aqmtPbMUiz2zvSU9N8+uPQAAgVTtPl715zsu1GI/cseKPZkdzbxnjK89WieOPajtCr2l7a09AHyNPZGW9buc2K09AADHIRE/+hu1OqLiUj8NOo09t22sPOXsrT3NEIs9W1zxO611rz0AfI09kZb1u5zYrT0AAEBKuj1nGVW79u9+P8QcmD08cyc80dusPaXrkT3cXDs9aqmtPQ06jT23baw85eytPQAAklELP/rkoLoqxVY/zRCLPVtc8Tutda89cseKPZkdzbxnjK89AHyNPZGW9buc2K09AAAAWtY+EN1Su9V7aD9yx4o9mR3NvGeMrz2kF4k9W4B1vaQSsD1aJ449qO0KvaXtrT0AANfc5D0MRbM7h2R+PxJzij2WKZa9BcquPSyckD2jVMq9MWKuPVonjj2o7Qq9pe2tPQAAJmoOPmjzDjyUgH0/15+GPeKz4L2v+689LJyQPaNUyr0xYq49EnOKPZYplr0Fyq49AAB0ZMg+y0qovMqEaz/Xn4Y94rPgva/7rz0LWIY9b6e7vQTusD1JioM9ypQBvpiGsD0AADVAWD9oAKI76wAJP7MUiz2zvSU9N8+uPR9aiD07Txc98C6zPc0Qiz1bXPE7rXWvPQAAn5J8Pw+IdrwGSSY+ClyJPT4vi7xl6rE9kE2IPemWE72euLQ9kmqIPdz6Or0uNbI9AAD35cM9PzVzunnTfj/EHJg9PHMnPNHbrD0NOo09t22sPOXsrT0AfI09kZb1u5zYrT0AANQaLj4JvEG7gEV8P6XrkT3cXDs9aqmtPbeSkD1gFco9LTiuPbMUiz2zvSU9N8+uPQAAebR6P6IuWzu3KU8+QoSJPb5wlTkx3rE9Y9aIPTkPlTyejLQ9BAeJPTcH4ru2erQ9AABh/nk/RPgzvE46XD4EB4k9Nwfiu7Z6tD2QTYg96ZYTvZ64tD0KXIk9Pi+LvGXqsT0AALr4dz+hr9S87Qp9PpBNiD3plhO9nri0Pds7hj01rJC9nmK1PZJqiD3c+jq9LjWyPQAAPcirPdQmJzvXGH8/WieOPajtCr2l7a09xByYPTxzJzzR26w9AHyNPZGW9buc2K09AABBhAs+I8vOON+cfT8Asok9E/6EPRYsrz23kpA9YBXKPS04rj0rbYc9b0j7PfR4rz0AAGWQUz9qtQo9VeEPP83ogz3wq+M9xKyxPVr2gD3DG/U9KfW0PahuhT3pe6Y9VB+zPQAApZl/P05JbjzS8lw9H1qIPTtPFz3wLrM9Y9aIPTkPlTyejLQ9QoSJPb5wlTkx3rE9AABl/a4+K0EWPY5mcD/bt3s9hJ0PPuGMsT3N6IM98KvjPcSssT0rbYc9b0j7PfR4rz0AALJAvj7ZlP88IIltP83ogz3wq+M9xKyxPahuhT3pe6Y9VB+zPStthz1vSPs99HivPQAAlzFwP62fxD3cKao+WvaAPcMb9T0p9bQ9zeiDPfCr4z3ErLE927d7PYSdDz7hjLE9AACkLkE/TQ4oPpqjIj8rbYc9b0j7PfR4rz1IRoY9+mMHPsfNqz3bt3s9hJ0PPuGMsT0AAK9Qdj/meos+9RuKu9u3ez2EnQ8+4YyxPQm7dz3vGxM+dguuPXfeej1J/BA+u98APgAAgK1HP3UkID+sPYw8xwBzPVq0Ez5wO+49d956PUn8ED673wA+Cbt3Pe8bEz52C649AABTqBE/qoxQP8wP5j3HAHM9WrQTPnA77j002XE9n50SPlR5AD533no9SfwQPrvfAD4AAFDIbD/XyKg+RNNBPnfeej1J/BA+u98APqN4dj3+eA0+TF0MPpQQgD31GwE+EhkWPgAAioLbPtpyhj4YS10/lBCAPfUbAT4SGRY+b215PY3IAj6caxY+kGx/Peay5j2HXRo+AACGvyU/kqMLP21ACD+jeHY9/ngNPkxdDD5vbXk9jcgCPpxrFj6UEIA99RsBPhIZFj4AAHFpBj9sbUw/breWPjTZcT2fnRI+VHkAPqN4dj3+eA0+TF0MPnfeej1J/BA+u98APgAAH30bP3R2oTyhTks/oKyGPdtBLzwoWxo+eOWHPT356TxNbxk+ijmBPTLb9jwu8hs+AABfiBo/j1HsO7wWTD+KOYE9Mtv2PC7yGz545Yc9PfnpPE1vGT4rdYU9P6iBPUEJGj4AACpReD/4SxA9/lt2Pit1hT0/qIE9QQkaPq+Ohz0lHVE9IqQXPvashT1pMZ09rpQXPgAAK0d9P4GtlzzatxM+eOWHPT356TxNbxk+MU2JPWdn47heYhg+r46HPSUdUT0ipBc+AABxMmU/u7VEPUW/4j4rdYU9P6iBPUEJGj47SIQ9NVS6PdAmGD6QbH895rLmPYddGj4AAFO4dT+yDZM9ctmKPjtIhD01VLo90CYYPpQQgD31GwE+EhkWPpBsfz3msuY9h10aPgAAoJYDPwMm8jpXl1s/6cKGPdbDiLvgXBo+oKyGPdtBLzwoWxo+ijmBPTLb9jwu8hs+AACpyFY/h+MsO9pLCz+grIY920EvPChbGj7pwoY91sOIu+BcGj4xTYk9Z2fjuF5iGD4AANodVT9B8Ms45NUNP6Cshj3bQS88KFsaPjFNiT1nZ+O4XmIYPnjlhz09+ek8TW8ZPgAA8yp2PzAl6DxeyIs+eOWHPT356TxNbxk+r46HPSUdUT0ipBc+K3WFPT+ogT1BCRo+AAA+0nc/XdMVPZQFfj4rdYU9P6iBPUEJGj72rIU9aTGdPa6UFz47SIQ9NVS6PdAmGD4AAHVODz/9lAO9hvhTP9ctfz2OfOG9MDwaPneIgj3Ifqy9n0QaPmVvfz2qT8K97csaPgAAJs4vPwJlAb1b6Tk/1K2GPUxngr3t6Rg+9s2EPd+cOL3xoBo+ge2CPVevdb0W2ho+AAAPry0/x7MhvRXMOz/dyn09HruwvSNEGz7UrYY9TGeCve3pGD6B7YI9V691vRbaGj4AAJGj8T4ezCc8Q65hP3eIgj3Ifqy9n0QaPtSthj1MZ4K97ekYPt3KfT0eu7C9I0QbPgAA48orP1UPYbz8wz0/gVGIPQgjAb2TIxk+6cKGPdbDiLvgXBo+ZMyEPUfytLxQ6Ro+AADJa/w+F6G8ud+5Xj9kzIQ9R/K0vFDpGj7pwoY91sOIu+BcGj6KOYE9Mtv2PC7yGz4AABJ7Vz+GDk25pjcKP+nChj3Ww4i74FwaPoFRiD0IIwG9kyMZPjFNiT1nZ+O4XmIYPgAAsJx1PyeHbr0YQo0+emeAPVd5/L3Qehc+WWWFPXfppL2hChg+5/qCPaM4v70jdxk+AABIgS8/FM0NvIBbOj+BUYg9CCMBvZMjGT5kzIQ9R/K0vFDpGj72zYQ935w4vfGgGj4AALFVAD/Yqbq8nW5dP2Vvfz2qT8K97csaPneIgj3Ifqy9n0QaPt3KfT0eu7C9I0QbPgAAU/8BP/yMB73eX1w/1y1/PY584b0wPBo+ZW9/PapPwr3tyxo+hAp5Pd9L4b3aJBs+AACzxGI/s0KJvf8Y6z7n+oI9ozi/vSN3GT7XLX89jnzhvTA8Gj56Z4A9V3n8vdB6Fz4AAKZdOj+oHim9BDEvP3eIgj3Ifqy9n0QaPtctfz2OfOG9MDwaPuf6gj2jOL+9I3cZPgAAfEdGP7wGEr0yrCE/1K2GPUxngr3t6Rg+d4iCPch+rL2fRBo+5/qCPaM4v70jdxk+AAB0Gj8/RYu9vIM8Kj+BUYg9CCMBvZMjGT72zYQ935w4vfGgGj7UrYY9TGeCve3pGD4AAIm/cT9HG1O9rl6mPlllhT136aS9oQoYPtSthj1MZ4K97ekYPuf6gj2jOL+9I3cZPgAAQqkAP54Fyr3D31s/1y1/PY584b0wPBo+hAp5Pd9L4b3aJBs+ugF4PYdz8r1lTxo+AACd1yc/si8HvqVSPj/XLX89jnzhvTA8Gj66AXg9h3PyvWVPGj56Z4A9V3n8vdB6Fz4AAHh2rDwVBH07/PB/v55iQT0zZt89rQ2HPVbjPj1q5A4+nkSHPZhdez3xtw0+TuWHPQAAkS6YPBNNijxZ63+/ssJcPbj6xD2S3IY9nmJBPTNm3z2tDYc9iQaOPYccxT2vc4c9AAAFuIE8P9BXu2/3f7/JPUA9lPMNvhYchz03F009fDzKvUfxhj36UHo9bRUNvlmQhz0AABCeWDyFePo7XPh/v5hdez3xtw0+TuWHPYkGjj2HHMU9r3OHPZ5iQT0zZt89rQ2HPQAA7Pe6PAhbrLrf7n+/Td+OPSRIx73324c9+lB6PW0VDb5ZkIc9NxdNPXw8yr1H8YY9AACusZG8lBwAu4L1f7+ywlw9uPrEPZLchj114D89Fo1cPbtJhz2eYkE9M2bfPa0Nhz0AADoXfj/J9ga81hb5vSTQmD1qTdq8QbKAPddonj1Me6s8asSnPZ8cnT306x+9BH+lPQAAp3d9P1wabr2DxQK+3fuSPbdyvr1ORIk9nxydPfTrH70Ef6U9CNSaPX+Pfr3BVKk9AABjSX4/0DKovTRTpr1nuZU9V928vcUuqT3d+5I9t3K+vU5EiT0I1Jo9f49+vcFUqT0AADm2fD91glS91LoaviTQmD1qTdq8QbKAPZ8cnT306x+9BH+lPd37kj23cr69TkSJPQAAGV59Pzd1UL0m4wi+JNCYPWpN2rxBsoA93fuSPbdyvr1ORIk9DqONPUiuvr2EiUM9AAAvv3w/L9YNvr+Jn73urIs9HYL0vfHDjD3d+5I9t3K+vU5EiT1nuZU9V928vcUuqT0AAJ09fD8ZIC6+MEN9vGe5lT1X3by9xS6pPbR+iT2L9wG+JXarPe6siz0dgvS98cOMPQAA7Qt3P6Cxgr5coHS9tH6JPYv3Ab4ldqs9/w6APQ0KEL4xR4s97qyLPR2C9L3xw4w9AAB3fHk/EfPxvF6GY74Oo409SK6+vYSJQz0RI5A9lkwtvbfPPT0k0Jg9ak3avEGygD0AAMMqbj+ZTbq+ThM6PbR+iT2L9wG+JXarPbpodz1iWRO+EGyvPf8OgD0NChC+MUeLPQAAnYt4P+OzK7xhFHW+ESOQPZZMLb23zz09GyORPR5DDzznxDw9JNCYPWpN2rxBsoA9AABsi207igV+P+cC/r27YR2+uVEXPuohsz0k4wG+4lgXPuAvtT3ZyOC9IPIWPnXJrz0AAAAAAAANxH4/edvIvdxIuL1zMBc+yfuxPXFKt73iWBc+WzC1PUrBer1zMBc+yfuxPQAA6DNGvKcZTj/C0Re/2cjgvSDyFj51ya89x5icvUgDFT7XJak9jo8bvj50Ej5NWqU9AACNg927089+P96ZxL3ZyOC9IPIWPnXJrz1xSre94lgXPlswtT3cSLi9czAXPsn7sT0AAPhtuLsi3W4/8ya4vrthHb65URc+6iGzPdnI4L0g8hY+dcmvPQ5THb4cthU+18mqPQAAd97IPJ/0JT9D0kK/DlMdvhy2FT7Xyao92cjgvSDyFj51ya89jo8bvj50Ej5NWqU9AAA/cjs8SiZpPzVd077ZyOC9IPIWPnXJrz3cSLi9czAXPsn7sT3HmJy9SAMVPtclqT0AAFh0Fbx3z2g/NuLUvseYnL1IAxU+1yWpPUrBer1zMBc+yfuxPaEIG71J/hY+ixOwPQAAJg4iO5xtfT9twxC+SsF6vXMwFz7J+7E9SeoIveJYFz7wMLU9oQgbvUn+Fj6LE7A9AACNRaU8hCF8P7YmML5J6gi94lgXPvAwtT1MTv44LbMVPupiqj2hCBu9Sf4WPosTsD0AAHnMxbvF6eU+i7tkv8eYnL1IAxU+1yWpPdbwVb2c4BE+MqmlPUkXxr0jyRA+4C2lPQAAAAAAAB6lZT9UROK+3Ei4vXMwFz7J+7E9SsF6vXMwFz7J+7E9x5icvUgDFT7XJak9AAByyIe70UVjP8Ok676hCBu9Sf4WPosTsD1MTv44LbMVPupiqj3HmJy9SAMVPtclqT0AAJfFIjyU4sQ+Sk1sv8eYnL1IAxU+1yWpPUkXxr0jyRA+4C2lPY6PG74+dBI+TVqlPQAAipZ0Opjeqj17G3+/jo8bvj50Ej5NWqU9SRfGvSPJED7gLaU9e7b4vbYvDz4v3aQ9AAAAAAAActfIPRvEfr9JF8a9I8kQPuAtpT2lvZ+9ti8PPi/dpD17tvi9ti8PPi/dpD0AAFx7IDv4LQA/DZldv8eYnL1IAxU+1yWpPUxO/jgtsxU+6mKqPdbwVb2c4BE+MqmlPQAAtWcUPImM3D4UBWe/KoXMvCPJED7gLaU91vBVvZzgET4yqaU9TE7+OC2zFT7qYqo9AAC/IkG8IPsDP85VW79MTv44LbMVPupiqj1J38873ukQPmpzpD0qhcy8I8kQPuAtpT0AALDEEzvEmf89bP99v0kXxr0jyRA+4C2lPdbwVb2c4BE+MqmlPaW9n722Lw8+L92kPQAA/w47uHh9yj3hvn6/KoXMvCPJED7gLaU9MgfPOqkzDz6t3KQ96dlavbYvDz4v3aQ9AABsqzS7sz8XPuwwfb/W8FW9nOARPjKppT0qhcy8I8kQPuAtpT3p2Vq9ti8PPi/dpD0AAG+XM7w2BLW9jvt+vyqFzLwjyRA+4C2lPUnfzzve6RA+anOkPTIHzzqpMw8+rdykPQAAAAAAAET9FT4qPX2/pb2fvbYvDz4v3aQ91vBVvZzgET4yqaU96dlavbYvDz4v3aQ9AAAvHnI2zjd9P7WNFr4k4wG+4lgXPuAvtT1xSre94lgXPlswtT3ZyOC9IPIWPnXJrz0AAHNDAjZHxH4/RcnIvXFKt73iWBc+WzC1PUnqCL3iWBc+8DC1PUrBer1zMBc+yfuxPQAADHoJukuhdD9t5Ja+SeoIveJYFz7wMLU9tyuOPFgIFz5G97I9TE7+OC2zFT7qYqo9AABkvge+h69Qu0q9fb+wDZY8MekQvnQJoT0+Y5A7QUcSvh/bpD0TfaE8CVkevVT6nz0AAAu2Fr7ovoG6RzZ9vz5jkDtBRxK+H9ukPVFsRjtJAYE9rNqkPRN9oTwJWR69VPqfPQAARlX/vVrzNTtqAH6/UWxGO0kBgT2s2qQ9Sd/PO97pED5qc6Q9E32hPAlZHr1U+p89AACPZSu9hqxBupXGf79J38873ukQPmpzpD1RbEY7SQGBPazapD0yB886qTMPPq3cpD0AAFraEL4qGMU66Wx9v0nfzzve6RA+anOkPbvuhzyxfA8+bXKhPRN9oTwJWR69VPqfPQAAzWCwvsb5O7iUVHC/sA2WPDHpEL50CaE9E32hPAlZHr1U+p89Yv0QPYgUDr5BM5Q9AABFjbC+vX7cuGlMcL8TfaE8CVkevVT6nz3kmBE93H9RvEsPlD1i/RA9iBQOvkEzlD0AAHqDsr6KtSc7W+9vvxN9oTwJWR69VPqfPSTBAj06MQ8+iayXPeSYET3cf1G8Sw+UPQAAxjGYvp62sbqYbXS/E32hPAlZHr1U+p89u+6HPLF8Dz5tcqE9JMECPToxDz6JrJc9AACX//u+ImnUumbYXr819jQ9SBiyPYOuiT3kmBE93H9RvEsPlD0kwQI9OjEPPomslz0AAMeUAb8AAAAANchcvzX2ND1ZOBA9g66JPeSYET3cf1G8Sw+UPTX2ND1IGLI9g66JPQAAYjj1vigtHTs0umC/JMECPToxDz6JrJc9VuM+PWrkDj6eRIc9NfY0PUgYsj2Drok9AADIlAG/AAAAgDbIXL819jQ9WTgQPYOuiT019jQ9W8f0vIOuiT3kmBE93H9RvEsPlD0AAMeUAb8AAACANshcvzX2ND1bx/S8g66JPTX2ND2ER6+9g66JPeSYET3cf1G8Sw+UPQAAVGEBv5w9Azlh5ly/NfY0PYRHr72Drok9Yv0QPYgUDr5BM5Q95JgRPdx/UbxLD5Q9AAAb7MG9nvu9OnnZfr81uDi+T9SPvSNQqj2OQB2+BTwQvpTgpD23ozS+A7IOvq1UqT0AAAym8r3OyPu7cDB+vzW4OL5P1I+9I1CqPRlgN747ahG9HnGpPY5AHb4FPBC+lOCkPQAAFFCyve/cALchB3+/9Zc3vtZ/hTyseqk9jkAdvgU8EL6U4KQ9GWA3vjtqEb0ecak9AAAZiba9b5dLOij7fr+ZGTe+FBygPVt9qT0bLx2+nyWwPS/dpD31lze+1n+FPKx6qT0AAOxEsr0AAAAAPwd/v/WXN77Wf4U8rHqpPRsvHb6fJbA9L92kPRsvHb7O94W9L92kPQAAOVOyvSZ3EbcYB3+/jkAdvgU8EL6U4KQ99Zc3vtZ/hTyseqk9Gy8dvs73hb0v3aQ9AABi5re9KTdBO/f2fr+ZGTe+FBygPVt9qT1NkTS+IQMQPmRpqT0bLx2+nyWwPS/dpD0AAKPwpr3Q99I7iyR/v02RNL4hAxA+ZGmpPY6PG74+dBI+TVqlPRsvHb6fJbA9L92kPQAAtvYfv/AtyL57AC2/t6M0vgOyDr6tVKk9ntMzvkfxEb6zlas9wvo2vnP7EL7gTbA9AACRihS/mGggv5wxBb/NSTS+/CUVvhlWtD3C+ja+c/sQvuBNsD2e0zO+R/ERvrOVqz0AAJClf7+jVlY9wNWRu6BwOr6wrrM9pggYPgRvN765yA0+ZW2wPYSYOr4FxaI9KCOvPQAAEf5/vydc7zsB+Bs7hRM8vi2WHD37VRc+y0w8vsex5jw59LE9aHY8vp6/WrxcJhc+AAD883+/RbKcvB0pbbpodjy+nr9avFwmFz6OWzy+MQqCvM+ysz2EYDu+hwOHvVZ8sz0AAMtZf79/w5G9L7+COSk3N75qeA2+ALYSPsvvOL7gGOu9mRezPcL6Nr5z+xC+4E2wPQAAtl5/v0mWj72TjTY6W/c3vhq5Ar67TBk+y+84vuAY672ZF7M9KTc3vmp4Db4AthI+AAAOsn+/8XdHvXMZHbuEYDu+hwOHvVZ8sz3L7zi+4BjrvZkXsz2s/Tq+Re2cvaNyFz4AABAjf7/iA6i9xRBtOik3N75qeA2+ALYSPsL6Nr5z+xC+4E2wPY7ONr5njRK+TgEIPgAAiFh/v/sIkj3i6ZA7BG83vrnIDT5lbbA9edI3vtRJBD4pshk+6uU2vhcqEj5JYAo+AAC83X+/TD0EPeOf5bqgcDq+sK6zPaYIGD7LTDy+x7HmPDn0sT2FEzy+LZYcPftVFz4AANr/f79iJKM6aCXnumh2PL6ev1q8XCYXPstMPL7HseY8OfSxPY5bPL4xCoK8z7KzPQAA9O5/v/juuby32hE7aHY8vp6/WrxcJhc+hGA7vocDh71WfLM9rP06vkXtnL2jchc+AACYkn+/FDJsvQr7Vjtb9ze+GrkCvrtMGT6s/Tq+Re2cvaNyFz7L7zi+4BjrvZkXsz0AAI7df7+PkQQ9PtPvuoSYOr4FxaI9KCOvPctMPL7HseY8OfSxPaBwOr6wrrM9pggYPgAA6IN/vyKmez0YyUM7oHA6vrCusz2mCBg+edI3vtRJBD4pshk+BG83vrnIDT5lbbA9AACctzS/UI7PvoavFD8pNze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