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        <curve_style>solid_curve_style</curve_style>
        <curve_radius>normal_curve_radius</curve_radius>
        <curve_color1>green</curve_color1>
        <base_surface_thickness>subplane3_base_surface_thickness</base_surface_thickness>
        <base_point_size>subplane3_base_point_size</base_point_size>
        <base_curve_radius>subplane3_base_curve_radius</base_curve_radius>
    </subplane3>
    <polynet_product_of_subplane_and_vector3>
        <id>%293</id>
        <out_polynet>%294</out_polynet>
        <in_vector>%278</in_vector>
        <in_subplane>%274</in_subplane>
    </polynet_product_of_subplane_and_vector3>
    <polynet3>
        <id>%294</id>
        <gstate>no_hidden defined</gstate>
        <value>(
  F(G,X(-2.8438405888767711,-2.4251671500929994,4.9557107528057998),Q(0.14862052421372493,-0.67715967491876328,0.13683128976282072,0.70756194964695152),D1),
    F(G,X(-0.84257895886250411,2.224829552507372,4.9557107528057998),Q(0,-0.015714361020740003,0.99987652180542264,0),D1),
    F(G,X(-3.0805119118293329,-2.2723911428812587,-1.1480523478451661),Q(0.52980601982205655,-1.7182874970347784e-17,-6.9191017272274134e-17,0.84811884860573084),D1),
    F(G,X(-5.2854604532121705,2.2453607593300786,-1.1480523478451659),Q(0.49500253388344601,0.52377400269135155,-0.48864531885841067,0.49179166108364431),D1),
    F(G,X(-3.0805119118293329,-2.2723911428812587,-1.1480523478451661),Q(-0.17064778948147599,0.70017572536573858,0.14725598479891716,0.67745771860282811),D1),
  L(0,0,1,0,272.60579041175146),
  L(0,1,3,1,295.12533062599312),
  L(1,2,3,2,268.49713659039423),
  L(2,0,0,2,267.39420958824854),
  L(3,0,2,1,271.50286340960577),
  L(4,0,2,2,271.36724962240163),
  L(4,1,3,3,294.1589947712576),
  L(4,2,1,1,268.63275037759837),
  L(4,3,0,3,310.71567460274929)
)</value>
        <surface_thickness>normal_surface_thickness</surface_thickness>
        <surface_style>solid_surface_style</surface_style>
        <surface_color1>alice_blue</surface_color1>
        <point_style>sphere_point_style</point_style>
        <point_size>normal_point_size</point_size>
        <point_color>tomato</point_color>
        <graphic_layers>default_layer</graphic_layers>
        <curve_style>solid_curve_style</curve_style>
        <curve_radius>normal_curve_radius</curve_radius>
        <curve_color1>midnight_blue</curve_color1>
        <base_surface_thickness>polynet3_base_surface_thickness</base_surface_thickness>
        <base_point_size>polynet3_base_point_size</base_point_size>
        <base_curve_radius>polynet3_base_curve_radius</base_curve_radius>
    </polynet3>
    <polynet_product_of_subplane_and_vector3>
        <id>%295</id>
        <out_polynet>%296</out_polynet>
        <in_vector>%278</in_vector>
        <in_subplane>%292</in_subplane>
    </polynet_product_of_subplane_and_vector3>
    <polynet3>
        <id>%296</id>
        <gstate>no_hidden defined</gstate>
        <value>(
  F(G,X(3.0682257109401245,3.2125022027150099,4.9557107528057998),Q(0.62220882802699651,0.30576046160175635,0.65454500308183539,-0.30155854056377224),D1),
    F(G,X(2.8315543879875627,3.3652782099267506,-1.1480523478451656),Q(0.622870024587032,0.36249089218531005,-0.60773163602615921,0.33360986814933369),D1),
    F(G,X(5.6088678647816863,1.6957190154657593,-1.1480523478451659),Q(0.71706742855020977,-0.071979284233327001,-0.68786201561141702,-0.086481980970872743),D1),
    F(G,X(0.78586183712064939,1.3574384452901365,4.9557107528057998),Q(0,0.76985120361907111,-0.63822341251811476,0),D1),
    F(G,X(4.7839846657674681,-1.9201888972095109,-1.1480523478451661),Q(-0.013796340658586034,1.8437440532572763e-17,-3.5278272872135653e-17,0.99990482596316743),D1),
    F(G,X(1.2147777692000967,-2.0187010139414419,-1.1480523478451661),Q(-0.075684916349150116,0.71668578043908071,0.05553398757864126,0.69104939170602198),D1),
    F(G,X(4.7839846657674681,-1.9201888972095109,-1.1480523478451661),Q(0.52282314995720614,-0.49600672204636204,-0.49085306645485638,-0.4895881460018332),D1),
  L(0,2,4,2,272.51249409517504),
  L(1,0,4,1,270.08449851061522),
  L(1,2,3,1,269.91550148938478),
  L(1,3,0,3,250.13142157087552),
  L(2,0,4,0,267.51661585121144),
  L(2,1,6,3,255.52024639471242),
  L(2,2,3,2,272.4833841487885),
  L(2,3,1,1,251.86044287079977),
  L(3,0,0,0,267.48750590482496),
  L(3,3,6,2,271.4945120190352),
  L(5,0,4,3,271.91661839978292),
  L(5,1,0,1,241.52908776077379),
  L(5,2,3,4,268.08338160021708),
  L(5,3,6,1,260.95880140283856),
  L(6,0,4,4,268.5054879809648)
)</value>
        <surface_thickness>normal_surface_thickness</surface_thickness>
        <surface_style>solid_surface_style</surface_style>
        <surface_color1>alice_blue</surface_color1>
        <point_style>sphere_point_style</point_style>
        <point_size>normal_point_size</point_size>
        <point_color>tomato</point_color>
        <graphic_layers>default_layer</graphic_layers>
        <curve_style>solid_curve_style</curve_style>
        <curve_radius>normal_curve_radius</curve_radius>
        <curve_color1>midnight_blue</curve_color1>
        <base_surface_thickness>polynet3_base_surface_thickness</base_surface_thickness>
        <base_point_size>polynet3_base_point_size</base_point_size>
        <base_curve_radius>polynet3_base_curve_radius</base_curve_radius>
    </polynet3>
</document>
