diff --git a/.JuliaFormatter.toml b/.JuliaFormatter.toml
new file mode 100644
index 0000000..d9ebd59
--- /dev/null
+++ b/.JuliaFormatter.toml
@@ -0,0 +1,6 @@
+style = "sciml"
+pipe_to_function_call=false
+always_for_in = false
+separate_kwargs_with_semicolon = true
+margin = 132
+yas_style_nesting=true
diff --git a/.github/workflows/format_check.yml b/.github/workflows/format_check.yml
new file mode 100644
index 0000000..3b1e618
--- /dev/null
+++ b/.github/workflows/format_check.yml
@@ -0,0 +1,45 @@
+
+name: format-check
+
+on:
+  push:
+    branches:
+      - 'master'
+      - 'release-'
+    tags: '*'
+  pull_request:
+
+jobs:
+  build:
+    runs-on: ${{ matrix.os }}
+    strategy:
+      matrix:
+        julia-version: [1.3.0]
+        julia-arch: [x86]
+        os: [ubuntu-latest]
+    steps:
+      - uses: julia-actions/setup-julia@latest
+        with:
+          version: ${{ matrix.julia-version }}
+
+      - uses: actions/checkout@v1
+      - name: Install JuliaFormatter and format
+        # This will use the latest version by default but you can set the version like so:
+        #
+        # julia  -e 'using Pkg; Pkg.add(PackageSpec(name="JuliaFormatter", version="0.13.0"))'
+        run: |
+          julia  -e 'using Pkg; Pkg.add(PackageSpec(name="JuliaFormatter"))'
+          julia  -e 'using JuliaFormatter; format(".", verbose=true)'
+      - name: Format check
+        run: |
+          julia -e '
+          out = Cmd(`git diff --name-only`) |> read |> String
+          if out == ""
+              exit(0)
+          else
+              @error "Some files have not been formatted !!!"
+              write(stdout, out)
+              exit(1)
+          end'
+      
+
diff --git a/Project.toml b/Project.toml
index b40c9bb..6cdcd19 100644
--- a/Project.toml
+++ b/Project.toml
@@ -1,7 +1,7 @@
 name = "TetGen"
 uuid = "c5d3f3f7-f850-59f6-8a2e-ffc6dc1317ea"
 authors = ["SimonDanisch <sdanisch@gmail.com>", "Juergen Fuhrmann <juergen.fuhrmann@wias-berlin.de"]
-version = "1.4.0"
+version = "1.5.0"
 
 [deps]
 DocStringExtensions = "ffbed154-4ef7-542d-bbb7-c09d3a79fcae"
@@ -15,8 +15,8 @@ TetGen_jll = "b47fdcd6-d2c1-58e9-bbba-c1cee8d8c179"
 DocStringExtensions = "0.8,0.9"
 GeometryBasics = "0.2, 0.3, 0.4"
 StaticArrays = "1"
-julia = "1.6"
 TetGen_jll = "1.5.3"
+julia = "1.6"
 
 [extras]
 Test = "8dfed614-e22c-5e08-85e1-65c5234f0b40"
diff --git a/docs/Project.toml b/docs/Project.toml
index ea6ecb7..1998ffc 100644
--- a/docs/Project.toml
+++ b/docs/Project.toml
@@ -1,3 +1,6 @@
 [deps]
 Documenter = "e30172f5-a6a5-5a46-863b-614d45cd2de4"
 TetGen = "c5d3f3f7-f850-59f6-8a2e-ffc6dc1317ea"
+
+[compat]
+Documenter = "1"
\ No newline at end of file
diff --git a/docs/make.jl b/docs/make.jl
index 6ffa55e..83a06d6 100644
--- a/docs/make.jl
+++ b/docs/make.jl
@@ -1,21 +1,20 @@
 using Documenter, TetGen
 
 function make_all()
-    makedocs(
+    makedocs(;
+             sitename = "TetGen.jl",
+             modules = [TetGen],
+             warnonly = true,
+             clean = false,
+             doctest = false,
+             authors = "Simon Danisch, Juergen Fuhrmann",
+             repo = "https://github.com/JuliaGeometry/TetGen.jl",
+             pages = [
+                 "Home" => "index.md",
+             ])
 
-        sitename="TetGen.jl",
-        modules = [TetGen],
-        clean = true,
-        doctest = false,
-        authors = "Simon Danisch, Juergen Fuhrmann",
-        repo="https://github.com/JuliaGeometry/TetGen.jl",
-        pages=[ 
-            "Home"=>"index.md"
-        ]
-    )
-    
     if !isinteractive()
-        deploydocs(repo = "github.com/JuliaGeometry/TetGen.jl.git")
+        deploydocs(; repo = "github.com/JuliaGeometry/TetGen.jl.git")
     end
 end
 
diff --git a/docs/src/index.md b/docs/src/index.md
index e1f6a65..14e8f46 100644
--- a/docs/src/index.md
+++ b/docs/src/index.md
@@ -25,6 +25,10 @@ Modules = [TetGen]
 Pages = [ "rawtetgenio.jl"]
 ```
 
+```@docs
+tetunsuitable!
+```
+
 
 ## TetGen C++ code
 
diff --git a/examples/examples.jl b/examples/examples.jl
index 525553b..77d1d37 100644
--- a/examples/examples.jl
+++ b/examples/examples.jl
@@ -9,8 +9,8 @@ This is  a tetrahedralization of the convex hull of the points.
 If the points are in general position (which we assume here),
 it is unique.
 """
-function random_delaunay(;npoints=20)
-    input=TetGen.RawTetGenIO{Cdouble}(pointlist=rand(3,npoints))
+function random_delaunay(; npoints = 20)
+    input = TetGen.RawTetGenIO{Cdouble}(; pointlist = rand(3, npoints))
     tetrahedralize(input, "Q")
 end
 
@@ -19,103 +19,96 @@ end
 
 Tetrahedralization of cube witn maximum tetrahedron volume.
 """
-function cube(;vol=1)
-    input=TetGen.RawTetGenIO{Cdouble}()
-    input.pointlist=[0 0 0;  
-                     1 0 0;
-                     1 1 0;
-                     0 1 0;
-                     0 0 1;  
-                     1 0 1;
-                     1 1 1;
-                     0 1 1]'
-
-    TetGen.facetlist!(input,[1 2 3 4;
-                             5 6 7 8;
-                             1 2 6 5;
-                             2 3 7 6;
-                             3 4 8 7;
-                             4 1 5 8]')
+function cube(; vol = 1)
+    input = TetGen.RawTetGenIO{Cdouble}()
+    input.pointlist = [0 0 0;
+                       1 0 0;
+                       1 1 0;
+                       0 1 0;
+                       0 0 1;
+                       1 0 1;
+                       1 1 1;
+                       0 1 1]'
+
+    TetGen.facetlist!(input, [1 2 3 4;
+                              5 6 7 8;
+                              1 2 6 5;
+                              2 3 7 6;
+                              3 4 8 7;
+                              4 1 5 8]')
     tetrahedralize(input, "pQa$(vol)")
 end
 
-
-
 """
    cubewithhole(;vol=1)
 
 Tetrahedralization of cube witn maximum tetrahedron volume.
 """
-function cubewithhole(;vol=1)
-    input=TetGen.RawTetGenIO{Cdouble}()
-    outerpoints=[-1 -1 -1;  
-                 1 -1 -1;
-                 1 1 -1;
-                 -1 1 -1;
-                 -1 -1 1;  
-                 1 -1 1;
-                 1 1 1;
-                 -1 1 1;]'
-
-    input.pointlist=hcat(outerpoints,outerpoints/2)
-
-    outerfacets=[1 2 3 4; 
-                 5 6 7 8; 
-                 1 2 6 5; 
-                 2 3 7 6; 
-                 3 4 8 7; 
-                 4 1 5 8; 
-                 ]'      
-    
-    input.holelist=[0 0 0;]'
-
-    TetGen.facetlist!(input,hcat(outerfacets,outerfacets.+8))
+function cubewithhole(; vol = 1)
+    input = TetGen.RawTetGenIO{Cdouble}()
+    outerpoints = [-1 -1 -1;
+                   1 -1 -1;
+                   1 1 -1;
+                   -1 1 -1;
+                   -1 -1 1;
+                   1 -1 1;
+                   1 1 1;
+                   -1 1 1]'
+
+    input.pointlist = hcat(outerpoints, outerpoints / 2)
+
+    outerfacets = [1 2 3 4;
+                   5 6 7 8;
+                   1 2 6 5;
+                   2 3 7 6;
+                   3 4 8 7;
+                   4 1 5 8]'
+
+    input.holelist = [0 0 0;]'
+
+    TetGen.facetlist!(input, hcat(outerfacets, outerfacets .+ 8))
     tetrahedralize(input, "pQa$(vol)")
 end
 
-
-
 """
    cube_localref()
 
    Tetrahedralization of cube with local refinement callback
 """
 function cube_localref()
-
-    tetunsuitable() do pa,pb,pc,pd
-        vol=det(hcat(pb-pa,pc-pa,pd-pa))/6
-        center=0.25*(pa+pb+pc+pd)-[0.5,0.5,0.5]
-        vol> 0.05*norm(center)^2.5
+    tetunsuitable!() do pa, pb, pc, pd
+        vol = det(hcat(pb - pa, pc - pa, pd - pa)) / 6
+        center = 0.25 * (pa + pb + pc + pd) - [0.5, 0.5, 0.5]
+        vol > 0.05 * norm(center)^2.5
     end
 
-    input=TetGen.RawTetGenIO{Cdouble}()
-    input.pointlist=[0 0 0;  
-                     1 0 0;
-                     1 1 0;
-                     0 1 0;
-                     0 0 1;  
-                     1 0 1;
-                     1 1 1;
-                     0 1 1]'
-
-    TetGen.facetlist!(input,[1 2 3 4;
-                             5 6 7 8;
-                             1 2 6 5;
-                             2 3 7 6;
-                             3 4 8 7;
-                             4 1 5 8]')
+    input = TetGen.RawTetGenIO{Cdouble}()
+    input.pointlist = [0 0 0;
+                       1 0 0;
+                       1 1 0;
+                       0 1 0;
+                       0 0 1;
+                       1 0 1;
+                       1 1 1;
+                       0 1 1]'
+
+    TetGen.facetlist!(input, [1 2 3 4;
+                              5 6 7 8;
+                              1 2 6 5;
+                              2 3 7 6;
+                              3 4 8 7;
+                              4 1 5 8]')
     tetrahedralize(input, "pQa")
 end
 
-
 """
    cube_stl()
 
    Tetrahedralization of cube from an stl file
 """
 function cube_stl()
-    modeldir=joinpath(dirname(pathof(TetGen)),"..","test","surfaceModels")
-    modelfile=joinpath(modeldir,"cube.stl")
+    modeldir = joinpath(dirname(pathof(TetGen)), "..", "test", "surfaceModels")
+    modelfile = joinpath(modeldir, "cube.stl")
     tetrahedralize(modelfile, "pQa1.0")
 end
 """
@@ -123,20 +116,20 @@ end
 
 Tetrahedralization of a prism with maximum tetrahedron volume.
 """
-function prism(vol=2)
-    input=TetGen.RawTetGenIO{Cdouble}()
-    input.pointlist=[0 0 0;  
-                     1 0 0;
-                     0 1 0;
-                     0 0 1;  
-                     1 0 1;
-                     0 1 1]'
-
-    TetGen.facetlist!(input,[[1,2,3],
-                             [4,5,6],
-                             [1,2,5,4],
-                             [2,3,6,5],
-                             [3,1,4,6]])
+function prism(vol = 2)
+    input = TetGen.RawTetGenIO{Cdouble}()
+    input.pointlist = [0 0 0;
+                       1 0 0;
+                       0 1 0;
+                       0 0 1;
+                       1 0 1;
+                       0 1 1]'
+
+    TetGen.facetlist!(input, [[1, 2, 3],
+                          [4, 5, 6],
+                          [1, 2, 5, 4],
+                          [2, 3, 6, 5],
+                          [3, 1, 4, 6]])
 
     tetrahedralize(input, "pQa$(vol)")
 end
@@ -146,76 +139,70 @@ end
 
 Tetrahedralization of a prism with two regions with different tet volumes
 """
-function material_prism(;vol1=0.01, vol2=0.1)
-    input=TetGen.RawTetGenIO{Cdouble}()
-
-    input.pointlist=[0 0 0;  
-                     1 0 0;
-                     0 1 0;
-                     0 0 1;  
-                     1 0 1;
-                     0 1 1;
-                     0 0 2;  
-                     1 0 2;
-                     0 1 2]'
-
-    
-    TetGen.facetlist!(input,[[1,2,3],
-                             [7,8,9],
-                             [1,2,5,4],
-                             [2,3,6,5],
-                             [3,1,4,6],
-                             [1,2,5,4].+3,
-                             [2,3,6,5].+3,
-                             [3,1,4,6].+3])
-
-    input.facetmarkerlist=[1,2,3,3,3,3,3,3]
-    input.regionlist=[0.1 0.1 0.5 1 vol1;
-                      0.1 0.1 1.5 2 vol2]'
-    
+function material_prism(; vol1 = 0.01, vol2 = 0.1)
+    input = TetGen.RawTetGenIO{Cdouble}()
+
+    input.pointlist = [0 0 0;
+                       1 0 0;
+                       0 1 0;
+                       0 0 1;
+                       1 0 1;
+                       0 1 1;
+                       0 0 2;
+                       1 0 2;
+                       0 1 2]'
+
+    TetGen.facetlist!(input,
+                      [[1, 2, 3],
+                          [7, 8, 9],
+                          [1, 2, 5, 4],
+                          [2, 3, 6, 5],
+                          [3, 1, 4, 6],
+                          [1, 2, 5, 4] .+ 3,
+                          [2, 3, 6, 5] .+ 3,
+                          [3, 1, 4, 6] .+ 3])
+
+    input.facetmarkerlist = [1, 2, 3, 3, 3, 3, 3, 3]
+    input.regionlist = [0.1 0.1 0.5 1 vol1;
+                        0.1 0.1 1.5 2 vol2]'
+
     tetrahedralize(input, "paAqQ")
 end
 
-
 """
    cutprism(;vol=0.05)
 
 Tetrahedralization of a prism with  a prism cut out in the middle.
 This tests the use of facet holes.
 """
-function cutprism(;vol=0.05)
-    input=TetGen.RawTetGenIO{Cdouble}()
-    input.pointlist=[0 0 0;  
-                     1 0 0;
-                     0 1 0;
-                     
-                     0 0 10;
-                     1 0 10;
-                     0 1 10;
-                     
-                     
-                     -1 -1 0;  # 7
-                     2 -1 0;
-                     2 2 0;
-                     -1 2 0;
-                     
-                     -1 -1 10;  # 11
-                     2 -1 10;
-                     2 2 10;
-                     -1 2 10]'
-                     
-    push!(input.facetlist,RawFacet([Cint[1, 2, 3],Cint[7, 8, 9, 10]], [0.1 0.1 0.0;]))
-    push!(input.facetlist,RawFacet([Cint[4, 5, 6],Cint[11,12,13,14]], [0.1 0.1 1.0;]))
-    push!(input.facetlist,RawFacet([Cint[1, 2, 5, 4 ]], Array{Cdouble,2}(undef,0,0)))
-    push!(input.facetlist,RawFacet([Cint[2, 3, 6, 5 ]], Array{Cdouble,2}(undef,0,0)))
-    push!(input.facetlist,RawFacet([Cint[3, 1, 4, 6 ]], Array{Cdouble,2}(undef,0,0)))
-    push!(input.facetlist,RawFacet([Cint[7, 8, 12,11]], Array{Cdouble,2}(undef,0,0)))
-    push!(input.facetlist,RawFacet([Cint[8, 9, 13,12]], Array{Cdouble,2}(undef,0,0)))
-    push!(input.facetlist,RawFacet([Cint[9, 10,14,13]], Array{Cdouble,2}(undef,0,0)))
-    push!(input.facetlist,RawFacet([Cint[10,7, 11,14]], Array{Cdouble,2}(undef,0,0)))
-
-    input.facetmarkerlist=[1,2,3,3,3,4,5,6,7]
-    input.regionlist=[ -0.1 -0.1 0.1 1 vol;]'
+function cutprism(; vol = 0.05)
+    input = TetGen.RawTetGenIO{Cdouble}()
+    input.pointlist = [0 0 0;
+                       1 0 0;
+                       0 1 0;
+                       0 0 10;
+                       1 0 10;
+                       0 1 10;
+                       -1 -1 0;  # 7
+                       2 -1 0;
+                       2 2 0;
+                       -1 2 0;
+                       -1 -1 10;  # 11
+                       2 -1 10;
+                       2 2 10;
+                       -1 2 10]'
+
+    push!(input.facetlist, RawFacet([Cint[1, 2, 3], Cint[7, 8, 9, 10]], [0.1 0.1 0.0;]))
+    push!(input.facetlist, RawFacet([Cint[4, 5, 6], Cint[11, 12, 13, 14]], [0.1 0.1 1.0;]))
+    push!(input.facetlist, RawFacet([Cint[1, 2, 5, 4]], Array{Cdouble, 2}(undef, 0, 0)))
+    push!(input.facetlist, RawFacet([Cint[2, 3, 6, 5]], Array{Cdouble, 2}(undef, 0, 0)))
+    push!(input.facetlist, RawFacet([Cint[3, 1, 4, 6]], Array{Cdouble, 2}(undef, 0, 0)))
+    push!(input.facetlist, RawFacet([Cint[7, 8, 12, 11]], Array{Cdouble, 2}(undef, 0, 0)))
+    push!(input.facetlist, RawFacet([Cint[8, 9, 13, 12]], Array{Cdouble, 2}(undef, 0, 0)))
+    push!(input.facetlist, RawFacet([Cint[9, 10, 14, 13]], Array{Cdouble, 2}(undef, 0, 0)))
+    push!(input.facetlist, RawFacet([Cint[10, 7, 11, 14]], Array{Cdouble, 2}(undef, 0, 0)))
+
+    input.facetmarkerlist = [1, 2, 3, 3, 3, 4, 5, 6, 7]
+    input.regionlist = [-0.1 -0.1 0.1 1 vol;]'
     tetrahedralize(input, "paqAQ")
 end
-
diff --git a/src/TetGen.jl b/src/TetGen.jl
index d791416..9fe3441 100644
--- a/src/TetGen.jl
+++ b/src/TetGen.jl
@@ -2,30 +2,27 @@ module TetGen
 using DocStringExtensions
 using TetGen_jll
 
-using GeometryBasics
-using GeometryBasics: Polygon, MultiPolygon, Point, LineFace, Polytope, Line,
-    Simplex, connect, Triangle, NSimplex, Tetrahedron,
-    TupleView, TriangleFace, SimplexFace, LineString, Mesh, TetrahedronP, TriangleP,
-    NgonFace, Ngon, faces, coordinates, metafree, meta, faces
-
+import GeometryBasics
+using GeometryBasics: Polygon, MultiPolygon, Point, Point3f, LineFace, Polytope, Line,
+                      Simplex, connect, Triangle, NSimplex, Tetrahedron,
+                      TupleView, TriangleFace, SimplexFace, LineString, Mesh, TetrahedronP, TriangleP,
+                      NgonFace, Ngon, faces, coordinates, metafree, meta, faces
 
 using Printf
 
 using StaticArrays
 
-
 include("cpptetgenio.jl")
 include("jltetgenio.jl")
 include("rawtetgenio.jl")
 include("meshes.jl")
 include("api.jl")
 
-
 export tetrahedralize
-export tetunsuitable
+export tetunsuitable!, tetunsuitable
 export TetGenError
 export RawTetGenIO, facetlist!, RawFacet
-export numberofpoints,numberoftetrahedra,numberoftrifaces,numberofedges
-export volumemesh,surfacemesh
+export numberofpoints, numberoftetrahedra, numberoftrifaces, numberofedges
+export volumemesh, surfacemesh
 
 end # module
diff --git a/src/api.jl b/src/api.jl
index 9744f44..c8891b5 100644
--- a/src/api.jl
+++ b/src/api.jl
@@ -5,24 +5,21 @@ Create voronoi diagram of point set.
 
 Returns a mesh of triangles.
 """
-function voronoi(points::Vector{Point{3, T}}) where T <: AbstractFloat
+function voronoi(points::Vector{Point{3, T}}) where {T <: AbstractFloat}
     result = tetrahedralize(JLTetGenIO(points), "Qw")
     Mesh{Triangle}(result)
 end
 
-
 """
 $(SIGNATURES)
 
 Tetrahedralize a mesh of polygons with optional facet markers.
 Returns a mesh of tetrahdra.
 """
-function TetGen.tetrahedralize(
-        mesh::Mesh{3, Float64, <: TetGen.Ngon}, command = "Qp";
-        marker = :markers, holes = Point{3, Float64}[]
-    )
+function TetGen.tetrahedralize(mesh::Mesh{3, Float64, <:TetGen.Ngon}, command = "Qp";
+                               marker = :markers, holes = Point{3, Float64}[])
     f = faces(mesh)
-    kw_args = Any[:facets => metafree(f),:holes => holes]
+    kw_args = Any[:facets => metafree(f), :holes => holes]
     if hasproperty(f, marker)
         push!(kw_args, :facetmarkers => getproperty(f, marker))
     end
@@ -31,14 +28,13 @@ function TetGen.tetrahedralize(
     return Mesh{Tetrahedron}(result)
 end
 
-
 """
 $(SIGNATURES)
 
 Tetrahedralize a domain described by a mesh of triangles.
 Returns a mesh of tetrahdra.
 """
-function TetGen.tetrahedralize(mesh::Mesh{3, Float64, <: TetGen.Triangle}, command = "Qp")
+function TetGen.tetrahedralize(mesh::Mesh{3, Float64, <:TetGen.Triangle}, command = "Qp")
     tio = JLTetGenIO(coordinates(mesh); facets = faces(mesh))
     result = tetrahedralize(tio, command)
     Mesh{Tetrahedron}(result)
diff --git a/src/cpptetgenio.jl b/src/cpptetgenio.jl
index 35dc647..7f5c285 100644
--- a/src/cpptetgenio.jl
+++ b/src/cpptetgenio.jl
@@ -1,16 +1,15 @@
 struct CPolygon
-  vertexlist::Ptr{Cint}
-  numberofvertices::Cint
+    vertexlist::Ptr{Cint}
+    numberofvertices::Cint
 end
 
 struct CFacet{T}
-  polygonlist::Ptr{CPolygon}
-  numberofpolygons::Cint
-  holelist::Ptr{T}
-  numberofholes::Cint
+    polygonlist::Ptr{CPolygon}
+    numberofpolygons::Cint
+    holelist::Ptr{T}
+    numberofholes::Cint
 end
 
-
 struct CPPTetGenIO{T}
     firstnumber::Cint # 0 or 1, default 0.
     mesh_dim::Cint # must be 3.
@@ -69,71 +68,86 @@ end
    from TetGen 
 """
 function Base.show(io::IO, e::TetGenError)
-    if e.rc==1
-        println(io,"TetGen error $(e.rc): out of memory."); 
-    elseif e.rc==2
-        println(io,"TetGen error $(e.rc): internal error.")
-    elseif e.rc==3
-        println(io,"TetGen error $(e.rc): a self-intersection was detected. Hint: use -d option to detect all self-intersections."); 
-    elseif e.rc==4
-        println(io,"TetGen error $(e.rc): a very small input feature size was detected. Hint: use -T option to set a smaller tolerance.")
-    elseif e.rc==5
-        println(io,"TetGen error $(e.rc): two very close input facets were detected. Hint: use -Y option to avoid adding Steiner points in boundary.\n");
-    elseif e.rc==10
-        println(io,"TetGen error $(e.rc): an input error was detected.\n"); 
-    elseif e.rc==101
-        println(io,"TetGen error: unable to load stl file\n"); 
+    if e.rc == 1
+        println(io, "TetGen error $(e.rc): out of memory.")
+    elseif e.rc == 2
+        println(io, "TetGen error $(e.rc): internal error.")
+    elseif e.rc == 3
+        println(io, "TetGen error $(e.rc): a self-intersection was detected. Hint: use -d option to detect all self-intersections.")
+    elseif e.rc == 4
+        println(io,
+                "TetGen error $(e.rc): a very small input feature size was detected. Hint: use -T option to set a smaller tolerance.")
+    elseif e.rc == 5
+        println(io,
+                "TetGen error $(e.rc): two very close input facets were detected. Hint: use -Y option to avoid adding Steiner points in boundary.\n")
+    elseif e.rc == 10
+        println(io, "TetGen error $(e.rc): an input error was detected.\n")
+    elseif e.rc == 101
+        println(io, "TetGen error: unable to load stl file\n")
     else
-        println(io,"TetGen error $(e.rc): unknown error.\n"); 
-    end    
+        println(io, "TetGen error $(e.rc): unknown error.\n")
+    end
 end
 
-
 """
 $(SIGNATURES)
 
 Tetrahedralization with error handling
 """
 function tetrahedralize(input::CPPTetGenIO{Float64}, command::String)
-    rc=Cint[0]
-    output = ccall((:tetrahedralize2_f64, libtet), CPPTetGenIO{Float64}, (CPPTetGenIO{Float64}, Cstring,  Ptr{Cint}), input, command, rc)
-    if rc[1]!=0
+    rc = Cint[0]
+    output = ccall((:tetrahedralize2_f64, libtet),
+                   CPPTetGenIO{Float64},
+                   (CPPTetGenIO{Float64}, Cstring, Ptr{Cint}),
+                   input,
+                   command,
+                   rc)
+    if rc[1] != 0
         throw(TetGenError(rc[1]))
     end
     output
 end
 
-
-
 """
    Trivial Julia tetunsuitable function
 """
-my_jl_tetunsuitable=(pa,pb,pc,pd)->0
-
+my_jl_tetunsuitable = (pa, pb, pc, pd) -> 0
 
 """
    Tetunsuitable function called from C wrapper
 """
 function jl_wrap_tetunsuitable(pa::Ptr{Float64}, pb::Ptr{Float64}, pc::Ptr{Float64}, pd::Ptr{Float64})
-    pax=Base.unsafe_wrap(Array,pa,(3,),own=false)
-    pbx=Base.unsafe_wrap(Array,pb,(3,),own=false)
-    pcx=Base.unsafe_wrap(Array,pc,(3,),own=false)
-    pdx=Base.unsafe_wrap(Array,pd,(3,),own=false)
-    Cint(my_jl_tetunsuitable(pax,pbx,pcx,pdx))
+    pax = Base.unsafe_wrap(Array, pa, (3,); own = false)
+    pbx = Base.unsafe_wrap(Array, pb, (3,); own = false)
+    pcx = Base.unsafe_wrap(Array, pc, (3,); own = false)
+    pdx = Base.unsafe_wrap(Array, pd, (3,); own = false)
+    Cint(my_jl_tetunsuitable(pax, pbx, pcx, pdx))
 end
 
-
 """
-   Set tetunsuitable function called from C wrapper.
-   Setting this function is valid only for one subsequent
-   call to tetrahedralize     
+$(SIGNATURES)
+
+Set tetunsuitable function called from C wrapper.
+Setting this function is valid only for one subsequent call to tetrahedralize.
+The function to be passed has the signature
+```
+unsuitable(p1::Vector{Float64},p2::Vector{Float64},p3::Vector{Float64},p4::Vector{Float64})::Bool
+```
+where `p1...p4` are 3-Vectors describing the corners of a tetrahedron, and the return value is `true` if
+its volume is seen as too large.
+   
 """
-function tetunsuitable(unsuitable::Function;check_signature=true)
+function tetunsuitable!(unsuitable::Function; check_signature = true)
     if check_signature
-        unsuitable(rand(3),rand(3),rand(3),rand(3))
+        retval = unsuitable(rand(3), rand(3), rand(3), rand(3))
+        if !isa(retval, Bool)
+            error("unsuitable function should return a Bool")
+        end
     end
     global my_jl_tetunsuitable
-    my_jl_tetunsuitable=unsuitable
-    c_wrap_tetunsuitable=@cfunction(jl_wrap_tetunsuitable, Cint, (Ptr{Cdouble},Ptr{Cdouble},Ptr{Cdouble},Ptr{Cdouble}))
-    ccall((:tetunsuitable_callback,libtet),Cvoid,(Ptr{Cvoid},),c_wrap_tetunsuitable)
+    my_jl_tetunsuitable = unsuitable
+    c_wrap_tetunsuitable = @cfunction(jl_wrap_tetunsuitable, Cint, (Ptr{Cdouble}, Ptr{Cdouble}, Ptr{Cdouble}, Ptr{Cdouble}))
+    ccall((:tetunsuitable_callback, libtet), Cvoid, (Ptr{Cvoid},), c_wrap_tetunsuitable)
 end
+
+@deprecate tetunsuitable(unsuitable::Function; kwargs...) tetunsuitable!(unsuitable::Function; kwargs...)
diff --git a/src/jltetgenio.jl b/src/jltetgenio.jl
index cb469d0..47e7b45 100644
--- a/src/jltetgenio.jl
+++ b/src/jltetgenio.jl
@@ -9,26 +9,24 @@
 #     return facets
 # end
 
-
 struct JLFacet{T, A <: AbstractVector{Cint}}
     polygons::Vector{A}
     holelist::Vector{T}
 end
 JLFacet(x::AbstractVector{Cint}) = JLFacet([x])
-JLFacet(x::Vector{<: AbstractVector{Cint}}) = JLFacet{Float64, eltype(typeof(x))}(x, Float64[])
-
+JLFacet(x::Vector{<:AbstractVector{Cint}}) = JLFacet{Float64, eltype(typeof(x))}(x, Float64[])
 
 function JLPolygon(x::CPolygon)
-    JLPolygon(unsafe_wrap(Array, x.vertexlist, x.numberofvertices, own = true))
+    JLPolygon(unsafe_wrap(Array, x.vertexlist, x.numberofvertices; own = true))
 end
 
-function JLFacet(f::CFacet{T}) where T
-    c_polys = unsafe_wrap(Array, f.polygonlist, f.numberofpolygons, own = true)
-    holes = unsafe_wrap(Array, f.holelist, f.numberofholes, own = true)
+function JLFacet(f::CFacet{T}) where {T}
+    c_polys = unsafe_wrap(Array, f.polygonlist, f.numberofpolygons; own = true)
+    holes = unsafe_wrap(Array, f.holelist, f.numberofholes; own = true)
     JLFacet{T}(JLPolygon.(c_polys), holes)
 end
 
-function convert_poly(x::Vector{T}) where T <: Union{NgonFace{N, Cint}, NTuple{N, Cint}} where N
+function convert_poly(x::Vector{T}) where {T <: Union{NgonFace{N, Cint}, NTuple{N, Cint}}} where {N}
     return map(1:length(x)) do i
         CPolygon(pointer(x, i), N)
     end
@@ -40,7 +38,6 @@ function convert_poly(x::Vector{Vector{Cint}})
     end
 end
 
-
 struct Region{T}
     pos::Point{3, T}
     attribute::T
@@ -56,10 +53,6 @@ struct SegmentationConstraint{IT, T}
     max_length_bound::T
 end
 
-
-
-
-
 inttype(::Type{Float64}) = Int64
 inttype(::Type{Float32}) = Int32
 
@@ -91,97 +84,83 @@ struct JLTetGenIO{T, NSimplex, NAttributes, NMTr, IT, FT}
     edges::Vector{LineFace{Cint}}
     edgemarkers::Vector{Cint}
 
-    function JLTetGenIO(
-            points::Vector{Point{3, T}},
-            pointattributes::Vector{SVector{NAttributes, T}},
-            pointmtrs::Vector{SVector{NMTr, T}},
-            pointmarkers::Vector{Cint},
-            tetrahedrons::Vector{SimplexFace{NSimplex, Cint}},
-            tetrahedronattributes::Vector{T},
-            tetrahedronvolumes::Vector{T},
-            neighbors::Vector{Cint},
-            facets::FT,
-            facetmarkers::Vector{Cint},
-            holes::Vector{Point{3, T}},
-            regions::Vector{Region{T}},
-            facetconstraints::Vector{FacetConstraint{IT, T}},
-            segmentconstraints::Vector{SegmentationConstraint{IT, T}},
-            trifaces::Vector{TriangleFace{Cint}},
-            trifacemarkers::Vector{Cint},
-            edges::Vector{LineFace{Cint}},
-            edgemarkers::Vector{Cint},
-        ) where {T, NSimplex, NAttributes, NMTr, IT, FT}
-
-
-        new{T, NSimplex, NAttributes, NMTr, IT, FT}(
-            points,
-            pointattributes,
-            pointmtrs,
-            pointmarkers,
-            tetrahedrons,
-            tetrahedronattributes,
-            tetrahedronvolumes,
-            neighbors,
-            facets,
-            facetmarkers,
-            holes,
-            regions,
-            facetconstraints,
-            segmentconstraints,
-            trifaces,
-            trifacemarkers,
-            edges,
-            edgemarkers,
-        )
+    function JLTetGenIO(points::Vector{Point{3, T}},
+                        pointattributes::Vector{SVector{NAttributes, T}},
+                        pointmtrs::Vector{SVector{NMTr, T}},
+                        pointmarkers::Vector{Cint},
+                        tetrahedrons::Vector{SimplexFace{NSimplex, Cint}},
+                        tetrahedronattributes::Vector{T},
+                        tetrahedronvolumes::Vector{T},
+                        neighbors::Vector{Cint},
+                        facets::FT,
+                        facetmarkers::Vector{Cint},
+                        holes::Vector{Point{3, T}},
+                        regions::Vector{Region{T}},
+                        facetconstraints::Vector{FacetConstraint{IT, T}},
+                        segmentconstraints::Vector{SegmentationConstraint{IT, T}},
+                        trifaces::Vector{TriangleFace{Cint}},
+                        trifacemarkers::Vector{Cint},
+                        edges::Vector{LineFace{Cint}},
+                        edgemarkers::Vector{Cint}) where {T, NSimplex, NAttributes, NMTr, IT, FT}
+        new{T, NSimplex, NAttributes, NMTr, IT, FT}(points,
+                                                    pointattributes,
+                                                    pointmtrs,
+                                                    pointmarkers,
+                                                    tetrahedrons,
+                                                    tetrahedronattributes,
+                                                    tetrahedronvolumes,
+                                                    neighbors,
+                                                    facets,
+                                                    facetmarkers,
+                                                    holes,
+                                                    regions,
+                                                    facetconstraints,
+                                                    segmentconstraints,
+                                                    trifaces,
+                                                    trifacemarkers,
+                                                    edges,
+                                                    edgemarkers)
     end
-
 end
 
-function JLTetGenIO(
-        points::Vector{Point{3, T}};
-        pointattributes = SVector{0, T}[],
-        pointmtrs = SVector{0, T}[],
-        pointmarkers = Cint[],
-        tetrahedrons = SimplexFace{4, Cint}[],
-        tetrahedronattributes = T[],
-        tetrahedronvolumes = T[],
-        neighbors = Cint[],
-        facets = JLFacet{T, Vector{Cint}}[],
-        facetmarkers = Cint[],
-        holes = Point{3, T}[],
-        regions = Region{T}[],
-        facetconstraints = FacetConstraint{inttype(T), T}[],
-        segmentconstraints = SegmentationConstraint{inttype(T), T}[],
-        trifaces = TriangleFace{Cint}[],
-        trifacemarkers = Cint[],
-        edges = LineFace{Cint}[],
-        edgemarkers = Cint[]
-
-    ) where T
-    JLTetGenIO(
-        points,
-        pointattributes,
-        pointmtrs,
-        pointmarkers,
-        tetrahedrons,
-        tetrahedronattributes,
-        tetrahedronvolumes,
-        neighbors,
-        facets,
-        facetmarkers,
-        holes,
-        regions,
-        facetconstraints,
-        segmentconstraints,
-        trifaces,
-        trifacemarkers,
-        edges,
-        edgemarkers,
-    )
-
+function JLTetGenIO(points::Vector{Point{3, T}};
+                    pointattributes = SVector{0, T}[],
+                    pointmtrs = SVector{0, T}[],
+                    pointmarkers = Cint[],
+                    tetrahedrons = SimplexFace{4, Cint}[],
+                    tetrahedronattributes = T[],
+                    tetrahedronvolumes = T[],
+                    neighbors = Cint[],
+                    facets = JLFacet{T, Vector{Cint}}[],
+                    facetmarkers = Cint[],
+                    holes = Point{3, T}[],
+                    regions = Region{T}[],
+                    facetconstraints = FacetConstraint{inttype(T), T}[],
+                    segmentconstraints = SegmentationConstraint{inttype(T), T}[],
+                    trifaces = TriangleFace{Cint}[],
+                    trifacemarkers = Cint[],
+                    edges = LineFace{Cint}[],
+                    edgemarkers = Cint[]) where {T}
+    JLTetGenIO(points,
+               pointattributes,
+               pointmtrs,
+               pointmarkers,
+               tetrahedrons,
+               tetrahedronattributes,
+               tetrahedronvolumes,
+               neighbors,
+               facets,
+               facetmarkers,
+               holes,
+               regions,
+               facetconstraints,
+               segmentconstraints,
+               trifaces,
+               trifacemarkers,
+               edges,
+               edgemarkers)
 end
 
-
 function number_of_elements_field(io, basename)
     nfield = if basename == "tetrahedra"
         Symbol("numberof" * basename)
@@ -207,7 +186,7 @@ function get_array(io, field::Symbol, Typ)
     basename = if field == :tetrahedra
         string(field)
     else
-        string(field)[1:end-1] # cut of s
+        string(field)[1:(end - 1)] # cut of s
     end
     ptr = if field == :tetrahedra
         io.tetrahedronlist
@@ -217,19 +196,18 @@ function get_array(io, field::Symbol, Typ)
     ptr == C_NULL && return Typ[]
     n = getfield(io, number_of_elements_field(io, basename))
     # own true, since we disable freeing in the c-part
-    return unsafe_wrap(Array, Base.unsafe_convert(Ptr{Typ}, ptr), n, own = true)
+    return unsafe_wrap(Array, Base.unsafe_convert(Ptr{Typ}, ptr), n; own = true)
 end
 
-function Base.convert(
-        IOT::Type{JLTetGenIO{T, NSimplex, NAttributes, NMTr, IT, A}}, io::CPPTetGenIO{T}
-    ) where {T, NSimplex, NAttributes, NMTr, IT, A}
+function Base.convert(IOT::Type{JLTetGenIO{T, NSimplex, NAttributes, NMTr, IT, A}},
+                      io::CPPTetGenIO{T}) where {T, NSimplex, NAttributes, NMTr, IT, A}
     JLTetGenIO(ntuple(fieldcount(IOT)) do i
-        fname, ftype = fieldname(IOT, i), fieldtype(IOT, i)
-        get_array(io, fname, eltype(ftype))
-    end...)
+                   fname, ftype = fieldname(IOT, i), fieldtype(IOT, i)
+                   get_array(io, fname, eltype(ftype))
+               end...)
 end
 
-function Base.convert(::Type{JLTetGenIO}, io::CPPTetGenIO{T}) where T
+function Base.convert(::Type{JLTetGenIO}, io::CPPTetGenIO{T}) where {T}
     NSimplex = Int(io.numberofcorners)
     NAttributes = Int(io.numberofpointattributes)
     NMTr = Int(io.numberofpointmtrs)
@@ -237,7 +215,6 @@ function Base.convert(::Type{JLTetGenIO}, io::CPPTetGenIO{T}) where T
     convert(JLTetGenIO{T, NSimplex, NAttributes, NMTr, IT, Vector{CFacet{T}}}, io)
 end
 
-
 function Base.cconvert(::Type{Ptr{CFacet{T}}}, facets::Vector{JLFacet{T, A}}) where {T, A}
     c_polys = map(facets) do facet
         convert_poly(facet.polygons)
@@ -261,22 +238,17 @@ function Base.cconvert(::Type{Ptr{CFacet{T}}}, facets::Vector{NgonFace{N, Cint}}
     return (facets, c_polys, c_facets)
 end
 
-
-function unsafe_array_convert(
-        ::Type{Ptr{CFacet{T}}},
-        facets::Tuple{Vector{F}, Vector{Vector{CPolygon}}, Vector{CFacet{T}}}
-    ) where {F, T}
-    return Base.unsafe_convert(Ptr{CFacet{T}}, facets[3])
+function unsafe_array_convert(::Type{Ptr{CFacet{T}}},
+                              facets::Tuple{Vector{F}, Vector{Vector{CPolygon}}, Vector{CFacet{T}}}) where {F, T}
+    return Base.unsafe_convert(Ptr{CFacet{T}}, pointer(facets[3]))
 end
 
-function unsafe_array_convert(
-        ::Type{Ptr{CFacet{T}}},
-        facets::Tuple{Vector{F}, Vector{CPolygon}, Vector{CFacet{T}}}
-    ) where {F, T}
-    return Base.unsafe_convert(Ptr{CFacet{T}}, facets[3])
+function unsafe_array_convert(::Type{Ptr{CFacet{T}}},
+                              facets::Tuple{Vector{F}, Vector{CPolygon}, Vector{CFacet{T}}}) where {F, T}
+    return Base.unsafe_convert(Ptr{CFacet{T}}, pointer(facets[3]))
 end
 
-function unsafe_array_convert(P::Type{Ptr{T}}, x::Vector{T}) where T
+function unsafe_array_convert(P::Type{Ptr{T}}, x::Vector{T}) where {T}
     Base.unsafe_convert(P, x)
 end
 
@@ -284,21 +256,30 @@ function unsafe_array_convert(P::Type{Ptr{T1}}, x::Vector{T2}) where {T1, T2}
     Ptr{T1}(Base.unsafe_convert(Ptr{T2}, x))
 end
 
-function Base.cconvert(CIO::Type{CPPTetGenIO{T}}, obj::JLTetGenIO{T, NSimplex, NAttributes, NMTr, IT, A}) where {T, NSimplex, NAttributes, NMTr, IT, A}
+@static if VERSION > v"1.10"
+    function unsafe_array_convert(P::Type{Ptr{T1}}, x::MemoryRef{T2}) where {T1, T2}
+        Ptr{T1}(Base.unsafe_convert(Ptr{T2}, x))
+    end
+
+    function unsafe_array_convert(P::Type{Ptr{T}}, x::MemoryRef{T}) where {T}
+        Base.unsafe_convert(P, x)
+    end
+end
+
+function Base.cconvert(CIO::Type{CPPTetGenIO{T}},
+                       obj::JLTetGenIO{T, NSimplex, NAttributes, NMTr, IT, A}) where {T, NSimplex, NAttributes, NMTr, IT, A}
     cfnames = fieldnames(CIO)
-    dict = Dict{Symbol, Any}(
-        :numberofpointattributes => NAttributes,
-        :numberofpointmtrs => NMTr,
-        :numberofcorners => NSimplex,
-        :firstnumber => Cint(1),
-        :mesh_dim => Cint(3),
-    )
+    dict = Dict{Symbol, Any}(:numberofpointattributes => NAttributes,
+                             :numberofpointmtrs => NMTr,
+                             :numberofcorners => NSimplex,
+                             :firstnumber => Cint(1),
+                             :mesh_dim => Cint(3))
     gc_tack_cconvert = []
     for field in fieldnames(typeof(obj))
         basename = if field == :tetrahedra
             string(field)
         else
-            string(field)[1:end-1] # cut of s
+            string(field)[1:(end - 1)] # cut of s
         end
         listname = Symbol(replace(basename * "list", "tetrahedra" => "tetrahedron"))
         FT = fieldtype(CIO, listname)
@@ -324,15 +305,15 @@ function Base.cconvert(CIO::Type{CPPTetGenIO{T}}, obj::JLTetGenIO{T, NSimplex, N
     return (CPPTetGenIO{T}(fields_tuple...), gc_tack_cconvert)
 end
 
-function Base.unsafe_convert(::Type{CPPTetGenIO{T}}, x::Tuple{CPPTetGenIO{T}, Vector{Any}}) where T
+function Base.unsafe_convert(::Type{CPPTetGenIO{T}}, x::Tuple{CPPTetGenIO{T}, Vector{Any}}) where {T}
     return x[1]
 end
 
-
 function tetrahedralize(input::JLTetGenIO{Float64}, command::String)
-    rc=Cint[0]
-    cres = ccall((:tetrahedralize2_f64, libtet), CPPTetGenIO{Float64}, (CPPTetGenIO{Float64}, Cstring, Ptr{Cint}), input, command,rc)
-    if rc[1]!=0
+    rc = Cint[0]
+    cres = ccall((:tetrahedralize2_f64, libtet), CPPTetGenIO{Float64}, (CPPTetGenIO{Float64}, Cstring, Ptr{Cint}), input, command,
+                 rc)
+    if rc[1] != 0
         throw(TetGenError(rc[1]))
     end
     return convert(JLTetGenIO, cres)
diff --git a/src/meshes.jl b/src/meshes.jl
index a527c40..63dadea 100644
--- a/src/meshes.jl
+++ b/src/meshes.jl
@@ -1,5 +1,3 @@
-using GeometryBasics: Triangle, Tetrahedron, Mesh, Polytope
-
 """
     Mesh{Tetrahedron}(result::JLTetGenIO)
 
@@ -25,12 +23,10 @@ function GeometryBasics.Mesh{P}(x::JLTetGenIO{T}) where {P <: Polytope{N, T} whe
     Mesh{Polytope(P, Point{3, T})}(x)
 end
 
-
 function GeometryBasics.Mesh{TetrahedronP{ET, P}}(x::JLTetGenIO) where {ET, P}
     Mesh(convert(Vector{P}, x.points), x.tetrahedra)
 end
 
-
 function GeometryBasics.Mesh{TriangleP{3, ET, P}}(x::JLTetGenIO) where {ET, P}
     Mesh(convert(Vector{P}, x.points), x.trifaces)
 end
diff --git a/src/rawtetgenio.jl b/src/rawtetgenio.jl
index a06aab8..318fd18 100644
--- a/src/rawtetgenio.jl
+++ b/src/rawtetgenio.jl
@@ -10,16 +10,15 @@ struct RawFacet{T}
     Polygons given as arrays of indices which point into the 
     pointlist array describing the input points.
     """
-    polygonlist::Array{Array{Cint,1},1}
+    polygonlist::Array{Array{Cint, 1}, 1}
 
     """
     Array of points given by their coordinates
     marking polygons describing holes in the facet.
     """
-    holelist::Array{T,2}
+    holelist::Array{T, 2}
 end
 
-
 """
 $(TYPEDEF)
 
@@ -49,23 +48,23 @@ mutable struct RawTetGenIO{T}
     """
     'pointlist':  Array of point coordinates with `size(pointlist,1)==3`.
     """
-    pointlist::Array{T,2}
+    pointlist::Array{T, 2}
 
     """
     'pointattributelist':  Array of point attributes. The number of 
      attributes per point is determined by  `size(pointattributelist,1)`
     """
-    pointattributelist::Array{T,2}
+    pointattributelist::Array{T, 2}
 
     """
     'pointmtrlist': An array of metric tensors at points.
     """
-    pointmtrlist::Array{T,2}
+    pointmtrlist::Array{T, 2}
 
     """
     'pointmarkerlist':  An array of point markers; one integer per point.
     """
-    pointmarkerlist::Array{Cint,1}
+    pointmarkerlist::Array{Cint, 1}
 
     """ 'tetrahedronlist': An array of tetrahedron corners represented
     by indices of points in `pointlist`. Unless option `-o2` is given,
@@ -74,40 +73,40 @@ mutable struct RawTetGenIO{T}
     `size(tetrahedronlist,1)==10` and the 4  corners are followed by 6
     edge midpoints.  
     """
-    tetrahedronlist::Array{Cint,2}
+    tetrahedronlist::Array{Cint, 2}
 
     """
     'tetrahedronattributelist':  An array of tetrahedron attributes.
     """
-    tetrahedronattributelist::Array{T,2}
+    tetrahedronattributelist::Array{T, 2}
 
     """
     'tetrahedronvolumelist':  An array of constraints, i.e. tetrahedron's
      volume;  Input only. This can be used for triggering local refinement.
     """
-    tetrahedronvolumelist::Array{T,1}
+    tetrahedronvolumelist::Array{T, 1}
 
     """
     'neighborlist':  An array of tetrahedron neighbors; 4 ints per element. 
      Output only.
     """
-    neighborlist::Array{Cint,2}
+    neighborlist::Array{Cint, 2}
 
     """
     'facetlist':  An array of facets.  Each entry is a structure of facet.
     """
-    facetlist::Array{RawFacet{T},1}
+    facetlist::Array{RawFacet{T}, 1}
 
     """
     'facetmarkerlist':  An array of facet markers; one int per facet.
     """
-    facetmarkerlist::Array{Cint,1}
+    facetmarkerlist::Array{Cint, 1}
 
     """
     'holelist':  An array of holes (in volume).  Each hole is given by a
      point which lies strictly inside it.
     """
-    holelist::Array{T,2}
+    holelist::Array{T, 2}
 
     """
      'regionlist': An array of regions (subdomains).  Each region is given by
@@ -119,7 +118,7 @@ mutable struct RawTetGenIO{T}
      switch, and each volume constraint is used only if you select the
      'a' switch (with no number following).
     """
-    regionlist::Array{T,2}
+    regionlist::Array{T, 2}
 
     """
     'facetconstraintlist':  An array of facet constraints.  Each constraint
@@ -128,7 +127,7 @@ mutable struct RawTetGenIO{T}
     maximum area bound at index [2]. Note: the facet marker is
     actually an integer.
     """
-    facetconstraintlist::Array{T,2}
+    facetconstraintlist::Array{T, 2}
 
     """
     'segmentconstraintlist': An array of segment constraints. Each constraint 
@@ -137,22 +136,22 @@ mutable struct RawTetGenIO{T}
     index [1] and [2], and the maximum length bound at index [3].
     Note the segment endpoints are actually integers.
     """
-    segmentconstraintlist::Array{T,2}
+    segmentconstraintlist::Array{T, 2}
 
     """
     'trifacelist':  An array of face (triangle) corners.
     """
-    trifacelist::Array{Cint,2}
+    trifacelist::Array{Cint, 2}
 
     """
     'trifacemarkerlist':  An array of face markers; one int per face.
     """
-    trifacemarkerlist::Array{Cint,1}
+    trifacemarkerlist::Array{Cint, 1}
 
     """
     'edgelist':  An array of edge endpoints.
     """
-    edgelist::Array{Cint,2}
+    edgelist::Array{Cint, 2}
 
     """
     'edgemarkerlist':  An array of edge markers.
@@ -166,75 +165,69 @@ $(TYPEDSIGNATURES)
 Create RawTetGenIO structure with empty data.
 """
 function RawTetGenIO{T}(;
-                        pointlist=Array{T,2}(undef,0,0),
-                        pointattributelist=Array{T,2}(undef,0,0),
-                        pointmtrlist=Array{T,2}(undef,0,0),
-                        pointmarkerlist=Array{Cint,1}(undef,0),
-                        tetrahedronlist=Array{Cint,2}(undef,0,0),
-                        tetrahedronattributelist=Array{T,2}(undef,0,0),
-                        tetrahedronvolumelist=Array{T,1}(undef,0),
-                        neighborlist=Array{Cint,2}(undef,0,0),
-                        facetlist=Array{RawFacet{T},1}(undef,0),
-                        facetmarkerlist=Array{Cint,1}(undef,0),
-                        holelist=Array{T,2}(undef,0,0),
-                        regionlist=Array{T,2}(undef,0,0),
-                        facetconstraintlist=Array{T,2}(undef,0,0),
-                        segmentconstraintlist=Array{T,2}(undef,0,0),
-                        trifacelist=Array{Cint,2}(undef,0,0),
-                        trifacemarkerlist=Array{Cint,1}(undef,0),
-                        edgelist=Array{Cint,2}(undef,0,0),
-                        edgemarkerlist=Array{Cint}(undef,0)
-                        ) where T
-    RawTetGenIO{T}(
-        pointlist,
-        pointattributelist,
-        pointmtrlist,
-        pointmarkerlist,
-        tetrahedronlist,
-        tetrahedronattributelist,
-        tetrahedronvolumelist,
-        neighborlist,
-        facetlist,
-        facetmarkerlist,
-        holelist,
-        regionlist,
-        facetconstraintlist,
-        segmentconstraintlist,
-        trifacelist,
-        trifacemarkerlist,
-        edgelist,
-        edgemarkerlist
-    )
+                        pointlist = Array{T, 2}(undef, 0, 0),
+                        pointattributelist = Array{T, 2}(undef, 0, 0),
+                        pointmtrlist = Array{T, 2}(undef, 0, 0),
+                        pointmarkerlist = Array{Cint, 1}(undef, 0),
+                        tetrahedronlist = Array{Cint, 2}(undef, 0, 0),
+                        tetrahedronattributelist = Array{T, 2}(undef, 0, 0),
+                        tetrahedronvolumelist = Array{T, 1}(undef, 0),
+                        neighborlist = Array{Cint, 2}(undef, 0, 0),
+                        facetlist = Array{RawFacet{T}, 1}(undef, 0),
+                        facetmarkerlist = Array{Cint, 1}(undef, 0),
+                        holelist = Array{T, 2}(undef, 0, 0),
+                        regionlist = Array{T, 2}(undef, 0, 0),
+                        facetconstraintlist = Array{T, 2}(undef, 0, 0),
+                        segmentconstraintlist = Array{T, 2}(undef, 0, 0),
+                        trifacelist = Array{Cint, 2}(undef, 0, 0),
+                        trifacemarkerlist = Array{Cint, 1}(undef, 0),
+                        edgelist = Array{Cint, 2}(undef, 0, 0),
+                        edgemarkerlist = Array{Cint}(undef, 0)) where {T}
+    RawTetGenIO{T}(pointlist,
+                   pointattributelist,
+                   pointmtrlist,
+                   pointmarkerlist,
+                   tetrahedronlist,
+                   tetrahedronattributelist,
+                   tetrahedronvolumelist,
+                   neighborlist,
+                   facetlist,
+                   facetmarkerlist,
+                   holelist,
+                   regionlist,
+                   facetconstraintlist,
+                   segmentconstraintlist,
+                   trifacelist,
+                   trifacemarkerlist,
+                   edgelist,
+                   edgemarkerlist)
 end
 
-
-
-
 function Base.show(io::IO, tio::RawTetGenIO)
-    nonempty(a)=size(a,ndims(a))>0
-    println(io,"RawTetGenIO(")
-    print(io,"numberofpoints=")
-    print(io,numberofpoints(tio))
-    println(io,",")
-    print(io,"numberofedges=")
-    print(io,numberofedges(tio))
-    println(io,",")
-    print(io,"numberoftrifaces=")
-    print(io,numberoftrifaces(tio))
-    println(io,",")
-    print(io,"numberoftetrahedra=")
-    print(io,numberoftetrahedra(tio))
-    println(io,",")
+    nonempty(a) = size(a, ndims(a)) > 0
+    println(io, "RawTetGenIO(")
+    print(io, "numberofpoints=")
+    print(io, numberofpoints(tio))
+    println(io, ",")
+    print(io, "numberofedges=")
+    print(io, numberofedges(tio))
+    println(io, ",")
+    print(io, "numberoftrifaces=")
+    print(io, numberoftrifaces(tio))
+    println(io, ",")
+    print(io, "numberoftetrahedra=")
+    print(io, numberoftetrahedra(tio))
+    println(io, ",")
     for name in fieldnames(typeof(tio))
-#        a=round.(getfield(tio,name),sigdigits=3)'
-        a=getfield(tio,name)
+        #        a=round.(getfield(tio,name),sigdigits=3)'
+        a = getfield(tio, name)
         if nonempty(a)
-            print(io,"$(name)'=")
-            print(io,a)
-            println(io,",")
+            print(io, "$(name)'=")
+            print(io, a)
+            println(io, ",")
         end
     end
-    println(io,")")
+    println(io, ")")
 end
 
 """
@@ -243,10 +236,10 @@ end
     size (e.g. triangles)
 """
 function facetlist!(tio::RawTetGenIO{T}, facets::AbstractMatrix) where {T}
-    numberoffacets=size(facets,2)
-    tio.facetlist=Array{RawFacet{T},1}(undef,numberoffacets)
-    for ifacet=1:numberoffacets
-        tio.facetlist[ifacet]=RawFacet{T}([Vector{Cint}(facets[:,ifacet])],Array{T,2}(undef,0,0))
+    numberoffacets = size(facets, 2)
+    tio.facetlist = Array{RawFacet{T}, 1}(undef, numberoffacets)
+    for ifacet = 1:numberoffacets
+        tio.facetlist[ifacet] = RawFacet{T}([Vector{Cint}(facets[:, ifacet])], Array{T, 2}(undef, 0, 0))
     end
     tio
 end
@@ -256,24 +249,21 @@ end
     Set list of input facets from a vector of polygons of different size
 """
 function facetlist!(tio::RawTetGenIO{T}, facets::Vector) where {T}
-    numberoffacets=size(facets,1)
-    tio.facetlist=Array{RawFacet{T},1}(undef,numberoffacets)
-    for ifacet=1:numberoffacets
-        tio.facetlist[ifacet]=RawFacet{T}([Vector{Cint}(facets[ifacet])],Array{T,2}(undef,0,0))
+    numberoffacets = size(facets, 1)
+    tio.facetlist = Array{RawFacet{T}, 1}(undef, numberoffacets)
+    for ifacet = 1:numberoffacets
+        tio.facetlist[ifacet] = RawFacet{T}([Vector{Cint}(facets[ifacet])], Array{T, 2}(undef, 0, 0))
     end
     tio
 end
 
-
-
 #
 # Create CPPTetGenIO from RawTetGenIO
 #
-function CPPTetGenIO(tio::RawTetGenIO{T}) where T
-    
+function CPPTetGenIO(tio::RawTetGenIO{T}) where {T}
     firstnumber = 1
     mesh_dim = 3
-    
+
     # Set dummy defaults
     pointlist = C_NULL
     pointattributelist = C_NULL
@@ -283,17 +273,17 @@ function CPPTetGenIO(tio::RawTetGenIO{T}) where T
     numberofpoints = zero(Cint)
     numberofpointattributes = zero(Cint)
     numberofpointmtrs = zero(Cint)
-    
+
     tetrahedronlist = C_NULL
     tetrahedronattributelist = C_NULL
     tetrahedronvolumelist = C_NULL
-    
+
     neighborlist = C_NULL
     numberoftetrahedra = zero(Cint)
     numberofcorners = zero(Cint)
     numberoftetrahedronattributes = zero(Cint)
-    
-    facetlist =  C_NULL
+
+    facetlist = C_NULL
     facetmarkerlist = C_NULL
     numberoffacets = zero(Cint)
 
@@ -319,105 +309,106 @@ function CPPTetGenIO(tio::RawTetGenIO{T}) where T
 
     # these need to be returned in order
     # to prevent their content  from being garbage collected
-    facetlist_array=Array{CFacet{T},1}(undef,numberoffacets)
-    polygonlist_array=Array{Array{CPolygon,1},1}(undef,0)
-    
+    facetlist_array = Array{CFacet{T}, 1}(undef, numberoffacets)
+    polygonlist_array = Array{Array{CPolygon, 1}, 1}(undef, 0)
+
     # Override defaults
-    numberofpoints=size(tio.pointlist,2)
-    @assert numberofpoints>zero(Cint)
-    @assert size(tio.pointlist,1) == 3
-    pointlist=pointer(tio.pointlist)
-    
-    numberofpointattributes=size(tio.pointattributelist,1)
-    if numberofpointattributes>0
-        @assert size(tio.pointattributelist,2)==numberofpoints
-        pointattributelist=pointer(tio.pointattributelist)
+    numberofpoints = size(tio.pointlist, 2)
+    @assert numberofpoints > zero(Cint)
+    @assert size(tio.pointlist, 1) == 3
+    pointlist = pointer(tio.pointlist)
+
+    numberofpointattributes = size(tio.pointattributelist, 1)
+    if numberofpointattributes > 0
+        @assert size(tio.pointattributelist, 2) == numberofpoints
+        pointattributelist = pointer(tio.pointattributelist)
     end
-    
-    numberofpointmtrs=size(tio.pointmtrlist,1)
-    if numberofpointmtrs>0
-        @assert size(tio.pointmtrlist,2)==numberofpoints
-        pointmtrlist=pointer(tio.pointmtrlist)
+
+    numberofpointmtrs = size(tio.pointmtrlist, 1)
+    if numberofpointmtrs > 0
+        @assert size(tio.pointmtrlist, 2) == numberofpoints
+        pointmtrlist = pointer(tio.pointmtrlist)
     end
-    
-    numberoftetrahedra=size(tio.tetrahedronlist,2)
-    if numberoftetrahedra>0
-        tetrahedronlist=pointer(tio.tetrahedronlist)
-        numberoftetrahedronattributes=size(tio.tetrahedronattributelist,1)
-        numberofcorners=size(tio.tetrahedronlist,1)
-        if numberoftetrahedronattributes>0
-            @assert size(tio.tetrahedronattributelist,2)==numberoftetrahedra
-            tetrahedronattributelist=pointer(tio.tetrahedronattributelist)
+
+    numberoftetrahedra = size(tio.tetrahedronlist, 2)
+    if numberoftetrahedra > 0
+        tetrahedronlist = pointer(tio.tetrahedronlist)
+        numberoftetrahedronattributes = size(tio.tetrahedronattributelist, 1)
+        numberofcorners = size(tio.tetrahedronlist, 1)
+        if numberoftetrahedronattributes > 0
+            @assert size(tio.tetrahedronattributelist, 2) == numberoftetrahedra
+            tetrahedronattributelist = pointer(tio.tetrahedronattributelist)
         end
-        if size(tio.tetrahedronvolumelist,1)>0
-            @assert size(tio.tetrahedronvolumelist,1)==numberoftetrahedra
-            tetrahedronvolumelist=pointer(tio.tetrahedronvolumelist)
+        if size(tio.tetrahedronvolumelist, 1) > 0
+            @assert size(tio.tetrahedronvolumelist, 1) == numberoftetrahedra
+            tetrahedronvolumelist = pointer(tio.tetrahedronvolumelist)
         end
     end
-    
-    numberoffacets=size(tio.facetlist,1)
-    if numberoffacets>0
-        for ifacet=1:numberoffacets
-            facet=tio.facetlist[ifacet]
-            numberofpolygons=size(facet.polygonlist,1)
-            polygonlist=Array{CPolygon,1}(undef, numberofpolygons)
-            for ipolygon=1:numberofpolygons
-                polygonlist[ipolygon]=CPolygon(pointer(facet.polygonlist[ipolygon]),size(facet.polygonlist[ipolygon],1))
+
+    numberoffacets = size(tio.facetlist, 1)
+    if numberoffacets > 0
+        for ifacet = 1:numberoffacets
+            facet = tio.facetlist[ifacet]
+            numberofpolygons = size(facet.polygonlist, 1)
+            polygonlist = Array{CPolygon, 1}(undef, numberofpolygons)
+            for ipolygon = 1:numberofpolygons
+                polygonlist[ipolygon] = CPolygon(pointer(facet.polygonlist[ipolygon]), size(facet.polygonlist[ipolygon], 1))
             end
-            numberofholes=size(facet.holelist,2)
-            push!(polygonlist_array,polygonlist)
-            push!(facetlist_array,CFacet(pointer(polygonlist),Cint(numberofpolygons),pointer(facet.holelist),Cint(numberofholes)))
+            numberofholes = size(facet.holelist, 2)
+            push!(polygonlist_array, polygonlist)
+            push!(facetlist_array,
+                  CFacet(pointer(polygonlist), Cint(numberofpolygons), pointer(facet.holelist), Cint(numberofholes)))
         end
-        facetlist=pointer(facetlist_array)
+        facetlist = pointer(facetlist_array)
     end
-    
-    if size(tio.facetmarkerlist,1)>0
-        @assert size(tio.facetmarkerlist,1)==numberoffacets
-        facetmarkerlist=pointer(tio.facetmarkerlist)
+
+    if size(tio.facetmarkerlist, 1) > 0
+        @assert size(tio.facetmarkerlist, 1) == numberoffacets
+        facetmarkerlist = pointer(tio.facetmarkerlist)
     end
 
-    numberofholes=size(tio.holelist,2)
-    if numberofholes>0
-        @assert size(tio.holelist,1)==3
-        holelist=pointer(tio.holelist)
+    numberofholes = size(tio.holelist, 2)
+    if numberofholes > 0
+        @assert size(tio.holelist, 1) == 3
+        holelist = pointer(tio.holelist)
     end
-    
-    numberofregions=size(tio.regionlist,2)
-    if numberofregions>0
-        @assert size(tio.regionlist,1)==5 # coord+attribute + volume
-        regionlist=pointer(tio.regionlist)
+
+    numberofregions = size(tio.regionlist, 2)
+    if numberofregions > 0
+        @assert size(tio.regionlist, 1) == 5 # coord+attribute + volume
+        regionlist = pointer(tio.regionlist)
     end
 
-    if size(tio.facetconstraintlist,2)>0
-        @assert size(tio.facetconstraintlist,1) == 2
-        numberoffacetconstraints=size(tio.facetconstraintlist,2)
-        facetconstraintlist=pointer(tio.facetconstraintlist)
+    if size(tio.facetconstraintlist, 2) > 0
+        @assert size(tio.facetconstraintlist, 1) == 2
+        numberoffacetconstraints = size(tio.facetconstraintlist, 2)
+        facetconstraintlist = pointer(tio.facetconstraintlist)
     end
 
-    if size(tio.segmentconstraintlist,2)>0
-        @assert size(tio.segmentconstraintlist,1) == 3
-        numberofsegmentconstraints=size(tio.segmentconstraintlist,2)
-        segmentconstraintlist=pointer(tio.segmentconstraintlist)
+    if size(tio.segmentconstraintlist, 2) > 0
+        @assert size(tio.segmentconstraintlist, 1) == 3
+        numberofsegmentconstraints = size(tio.segmentconstraintlist, 2)
+        segmentconstraintlist = pointer(tio.segmentconstraintlist)
     end
 
-    if size(tio.trifacelist,2)>0
-        @assert size(tio.trifacelist,1) == 3
-        numberoftrifaces=size(tio.trifacelist,2)
-        trifacelist=pointer(tio.trifacelist)
-        if size(tio.trifacemarkerlist,1) > 0
-            @assert size(tio.trifacemarkerlist,1) == numberoftrifaces
-            trifacemarkerlist=pointer(tio.trifacemarkerlist)
-        end            
+    if size(tio.trifacelist, 2) > 0
+        @assert size(tio.trifacelist, 1) == 3
+        numberoftrifaces = size(tio.trifacelist, 2)
+        trifacelist = pointer(tio.trifacelist)
+        if size(tio.trifacemarkerlist, 1) > 0
+            @assert size(tio.trifacemarkerlist, 1) == numberoftrifaces
+            trifacemarkerlist = pointer(tio.trifacemarkerlist)
+        end
     end
-    
-    if size(tio.edgelist,2)>0
-        @assert size(tio.edgelist,1) == 2
-        numberofedges=size(tio.edgelist,2)
-        edgelist=pointer(tio.edgelist)
-        if size(tio.edgemarkerlist,1) > 0
-            @assert size(tio.edgemarkerlist,1) == numberofedges
-            edgemarkerlist=pointer(tio.edgemarkerlist)
-        end            
+
+    if size(tio.edgelist, 2) > 0
+        @assert size(tio.edgelist, 1) == 2
+        numberofedges = size(tio.edgelist, 2)
+        edgelist = pointer(tio.edgelist)
+        if size(tio.edgemarkerlist, 1) > 0
+            @assert size(tio.edgemarkerlist, 1) == numberofedges
+            edgemarkerlist = pointer(tio.edgemarkerlist)
+        end
     end
 
     # Create struct
@@ -453,44 +444,53 @@ function CPPTetGenIO(tio::RawTetGenIO{T}) where T
                    numberoftrifaces,
                    edgelist,
                    edgemarkerlist,
-                   numberofedges),facetlist_array, polygonlist_array
+                   numberofedges), facetlist_array, polygonlist_array
 end
 
-
-
 #
 # Create  RawTetGenIO from CPPTetGenIO
 #
-function RawTetGenIO(ctio::CPPTetGenIO{T}) where T
-
-    tio=RawTetGenIO{T}()
-    if ctio.numberofpoints>0 && ctio.pointlist!=C_NULL
-        tio.pointlist = convert(Array{T,2}, Base.unsafe_wrap(Array, ctio.pointlist, (3,Int(ctio.numberofpoints)), own=true))
+function RawTetGenIO(ctio::CPPTetGenIO{T}) where {T}
+    tio = RawTetGenIO{T}()
+    if ctio.numberofpoints > 0 && ctio.pointlist != C_NULL
+        tio.pointlist = convert(Array{T, 2}, Base.unsafe_wrap(Array, ctio.pointlist, (3, Int(ctio.numberofpoints)); own = true))
     end
-    if ctio.numberofpointattributes>0  && ctio.pointattributelist!=C_NULL
-        tio.pointattributelist=convert(Array{T,2}, Base.unsafe_wrap(Array, ctio.pointattributelist, (Int(ctio.numberofpointattributes),Int(ctio.numberofpoints)), own=true))
+    if ctio.numberofpointattributes > 0 && ctio.pointattributelist != C_NULL
+        tio.pointattributelist = convert(Array{T, 2},
+                                         Base.unsafe_wrap(Array, ctio.pointattributelist,
+                                                          (Int(ctio.numberofpointattributes), Int(ctio.numberofpoints));
+                                                          own = true))
     end
-    if ctio.numberofpointmtrs>0  && ctio.pointmtrlist!=C_NULL
-        tio.pointmtrlist=convert(Array{T,2}, Base.unsafe_wrap(Array, ctio.pointmtrlist, (Int(ctio.numberofpointmtrs),Int(ctio.numberofpoints)), own=true))
+    if ctio.numberofpointmtrs > 0 && ctio.pointmtrlist != C_NULL
+        tio.pointmtrlist = convert(Array{T, 2},
+                                   Base.unsafe_wrap(Array, ctio.pointmtrlist,
+                                                    (Int(ctio.numberofpointmtrs), Int(ctio.numberofpoints)); own = true))
     end
-    if ctio.pointmarkerlist!=C_NULL
-        tio.pointmarkerlist=convert(Array{Cint,1}, Base.unsafe_wrap(Array, ctio.pointmarkerlist, (Int(ctio.numberofpoints)), own=true))
+    if ctio.pointmarkerlist != C_NULL
+        tio.pointmarkerlist = convert(Array{Cint, 1},
+                                      Base.unsafe_wrap(Array, ctio.pointmarkerlist, (Int(ctio.numberofpoints)); own = true))
     end
-    @assert ctio.numberofcorners==4
-    if ctio.numberoftetrahedra>0 && ctio.tetrahedronlist!=C_NULL
-        tio.tetrahedronlist=convert(Array{Cint,2}, Base.unsafe_wrap(Array, ctio.tetrahedronlist, (4,Int(ctio.numberoftetrahedra)), own=true))
+    @assert ctio.numberofcorners == 4
+    if ctio.numberoftetrahedra > 0 && ctio.tetrahedronlist != C_NULL
+        tio.tetrahedronlist = convert(Array{Cint, 2},
+                                      Base.unsafe_wrap(Array, ctio.tetrahedronlist, (4, Int(ctio.numberoftetrahedra)); own = true))
     end
-    if ctio.numberoftetrahedronattributes>0  && ctio.tetrahedronattributelist!=C_NULL
-        tio.tetrahedronattributelist=convert(Array{T,2}, Base.unsafe_wrap(Array, ctio.tetrahedronattributelist, (Int(ctio.numberoftetrahedronattributes),Int(ctio.numberoftetrahedra)), own=true))
+    if ctio.numberoftetrahedronattributes > 0 && ctio.tetrahedronattributelist != C_NULL
+        tio.tetrahedronattributelist = convert(Array{T, 2},
+                                               Base.unsafe_wrap(Array, ctio.tetrahedronattributelist,
+                                                                (Int(ctio.numberoftetrahedronattributes),
+                                                                 Int(ctio.numberoftetrahedra)); own = true))
     end
-    if ctio.tetrahedronvolumelist!=C_NULL 
-        tio.tetrahedronvolumelist=convert(Array{T,1}, Base.unsafe_wrap(Array, ctio.tetrahedronvolumelist, (Int(ctio.numberoftetrahedra)), own=true))
+    if ctio.tetrahedronvolumelist != C_NULL
+        tio.tetrahedronvolumelist = convert(Array{T, 1},
+                                            Base.unsafe_wrap(Array, ctio.tetrahedronvolumelist, (Int(ctio.numberoftetrahedra));
+                                                             own = true))
     end
-    if ctio.numberoftetrahedra>0 && ctio.neighborlist!=C_NULL
-        tio.neighborlist=convert(Array{Cint,2}, Base.unsafe_wrap(Array, ctio.neighborlist, (4,Int(ctio.numberoftetrahedra)), own=true))
+    if ctio.numberoftetrahedra > 0 && ctio.neighborlist != C_NULL
+        tio.neighborlist = convert(Array{Cint, 2},
+                                   Base.unsafe_wrap(Array, ctio.neighborlist, (4, Int(ctio.numberoftetrahedra)); own = true))
     end
 
-    
     # Essentially, facetlist appears to be used only during input, so we can skip the
     # conversion here (and increase test coverage...).
     # The created facets are in the trifacelist further down this code.
@@ -516,69 +516,73 @@ function RawTetGenIO(ctio::CPPTetGenIO{T}) where T
 
     # Usually, this ctio comes from the output of tetrahedralize(). In this case, the holelist pointer is copied from the input
     # so we would get a double free corruption if we own it here.
-    if ctio.numberofholes>0 && ctio.holelist!=C_NULL
-        tio.holelist=convert(Array{T,2}, Base.unsafe_wrap(Array, ctio.holelist, (3,Int(ctio.numberofholes)), own=false))
+    if ctio.numberofholes > 0 && ctio.holelist != C_NULL
+        tio.holelist = convert(Array{T, 2}, Base.unsafe_wrap(Array, ctio.holelist, (3, Int(ctio.numberofholes)); own = false))
     end
-    
+
     # Usually, this ctio comes from the output of tetrahedralize(). In this case, the regionlist pointer is copied from the input
     # so we would get a double free corruption if we own it here.
-    if ctio.numberofregions>0  && ctio.regionlist!=C_NULL
-        tio.regionlist=convert(Array{T,2}, Base.unsafe_wrap(Array, ctio.regionlist, (5,Int(ctio.numberofregions)), own=false))
+    if ctio.numberofregions > 0 && ctio.regionlist != C_NULL
+        tio.regionlist = convert(Array{T, 2}, Base.unsafe_wrap(Array, ctio.regionlist, (5, Int(ctio.numberofregions)); own = false))
     end
 
     # own ? May be comes from input
-    if ctio.numberoffacetconstraints>0
-        tio.facetconstraintlist=convert(Array{T,1}, Base.unsafe_wrap(Array, ctio.facetconstraintlist, (2,ctio.numberoffacetconstraints), own=false))
+    if ctio.numberoffacetconstraints > 0
+        tio.facetconstraintlist = convert(Array{T, 1},
+                                          Base.unsafe_wrap(Array, ctio.facetconstraintlist, (2, ctio.numberoffacetconstraints);
+                                                           own = false))
     end
-    
+
     # own ? May be comes from input
-    if ctio.numberofsegmentconstraints>0
-        tio.segmentconstraintlist=convert(Array{T,1}, Base.unsafe_wrap(Array, ctio.segmentconstraintlist, (3,ctio.numberofsegmentconstraints), own=false))
+    if ctio.numberofsegmentconstraints > 0
+        tio.segmentconstraintlist = convert(Array{T, 1},
+                                            Base.unsafe_wrap(Array, ctio.segmentconstraintlist,
+                                                             (3, ctio.numberofsegmentconstraints); own = false))
     end
 
-    
-    if ctio.numberoftrifaces>0  && ctio.trifacelist!=C_NULL && ctio.trifacemarkerlist!=C_NULL
-        tio.trifacelist=convert(Array{Cint,2}, Base.unsafe_wrap(Array, ctio.trifacelist, (3,Int(ctio.numberoftrifaces)), own=true))
-        tio.trifacemarkerlist=convert(Array{Cint,1}, Base.unsafe_wrap(Array, ctio.trifacemarkerlist, (Int(ctio.numberoftrifaces)), own=true))
+    if ctio.numberoftrifaces > 0 && ctio.trifacelist != C_NULL && ctio.trifacemarkerlist != C_NULL
+        tio.trifacelist = convert(Array{Cint, 2},
+                                  Base.unsafe_wrap(Array, ctio.trifacelist, (3, Int(ctio.numberoftrifaces)); own = true))
+        tio.trifacemarkerlist = convert(Array{Cint, 1},
+                                        Base.unsafe_wrap(Array, ctio.trifacemarkerlist, (Int(ctio.numberoftrifaces)); own = true))
     end
 
-    if ctio.numberofedges>0  && ctio.edgelist!=C_NULL && ctio.edgemarkerlist!=C_NULL
-        tio.edgelist=convert(Array{Cint,2}, Base.unsafe_wrap(Array, ctio.edgelist, (2,Int(ctio.numberofedges)), own=true))
-        tio.edgemarkerlist=convert(Array{Cint,1}, Base.unsafe_wrap(Array, ctio.edgemarkerlist, (Int(ctio.numberofedges)), own=true))
+    if ctio.numberofedges > 0 && ctio.edgelist != C_NULL && ctio.edgemarkerlist != C_NULL
+        tio.edgelist = convert(Array{Cint, 2}, Base.unsafe_wrap(Array, ctio.edgelist, (2, Int(ctio.numberofedges)); own = true))
+        tio.edgemarkerlist = convert(Array{Cint, 1},
+                                     Base.unsafe_wrap(Array, ctio.edgemarkerlist, (Int(ctio.numberofedges)); own = true))
     end
 
     return tio
 end
 
-
 """
 $(TYPEDSIGNATURES)
 
 Number of points in tetrahedralization
 """
-numberofpoints(tio::RawTetGenIO{T}) where T= size(tio.pointlist,2)
+numberofpoints(tio::RawTetGenIO{T}) where {T} = size(tio.pointlist, 2)
 
 """
 $(TYPEDSIGNATURES)
 
 Number of tetrahedra in tetrahedralization
 """
-numberoftetrahedra(tio::RawTetGenIO{T}) where T= size(tio.tetrahedronlist,2)
+numberoftetrahedra(tio::RawTetGenIO{T}) where {T} = size(tio.tetrahedronlist, 2)
 
 """
 $(TYPEDSIGNATURES)
 
 Number of triangle faces in tetrahedralization
 """
-numberoftrifaces(tio::RawTetGenIO{T}) where T= size(tio.trifacelist,2)
+numberoftrifaces(tio::RawTetGenIO{T}) where {T} = size(tio.trifacelist, 2)
 
 """
 $(TYPEDSIGNATURES)
 
 Number of edges in tetrahedralization
 """
-numberofedges(tio::RawTetGenIO{T}) where T= size(tio.edgelist,2)
-
+numberofedges(tio::RawTetGenIO{T}) where {T} = size(tio.edgelist, 2)
 
 """
 $(TYPEDSIGNATURES)
@@ -624,11 +628,11 @@ Tetrahedralize input.
 ````
 """
 function tetrahedralize(input::RawTetGenIO{Float64}, flags::String)
-    cinput,flist,plist=CPPTetGenIO(input)
-    rc=Cint[0]
+    cinput, flist, plist = CPPTetGenIO(input)
+    rc = Cint[0]
     coutput = ccall((:tetrahedralize2_f64, libtet), CPPTetGenIO{Float64}, (CPPTetGenIO{Float64}, Cstring, Ptr{Cint}),
                     cinput, flags, rc)
-    if rc[1]!=0
+    if rc[1] != 0
         throw(TetGenError(rc[1]))
     end
     RawTetGenIO(coutput)
@@ -640,16 +644,15 @@ $(SIGNATURES)
 Tetrahedralize stl file.
 """
 function tetrahedralize(stlfile::String, flags::String)
-    base=rsplit(stlfile,".",limit=2)[1]
-    rc=Cint[0]
-    coutput = ccall((:tetrahedralize2_stl_f64, libtet), CPPTetGenIO{Float64}, (Cstring, Cstring,  Ptr{Cint}), base, flags, rc)
-    if rc[1]!=0
+    base = rsplit(stlfile, "."; limit = 2)[1]
+    rc = Cint[0]
+    coutput = ccall((:tetrahedralize2_stl_f64, libtet), CPPTetGenIO{Float64}, (Cstring, Cstring, Ptr{Cint}), base, flags, rc)
+    if rc[1] != 0
         throw(TetGenError(rc[1]))
     end
     RawTetGenIO(coutput)
 end
 
-
 """
 $(TYPEDSIGNATURES)
 
@@ -657,9 +660,9 @@ Create GeometryBasics.Mesh from the triface list
 (for quick visualization purposes using Makie's wireframe).
 """
 function surfacemesh(tgio::RawTetGenIO)
-    points=[ Point3f(tgio.pointlist[:,i]...) for i=1:size(tgio.pointlist,2)]
-    faces= [TriangleFace(tgio.trifacelist[:,i]...) for i=1:size(tgio.trifacelist,2)]
-    mesh=GeometryBasics.Mesh(points,faces)
+    points = [Point3f(tgio.pointlist[:, i]...) for i = 1:size(tgio.pointlist, 2)]
+    faces = [TriangleFace(tgio.trifacelist[:, i]...) for i = 1:size(tgio.trifacelist, 2)]
+    mesh = GeometryBasics.Mesh(points, faces)
 end
 
 """
@@ -669,16 +672,15 @@ Create GeometryBasics.Mesh of all tetrahedron faces
 (for quick visualization purposes using Makie's wireframe).
 """
 function volumemesh(tgio::RawTetGenIO)
-    points=[ Point3f(tgio.pointlist[:,i]...) for i=1:size(tgio.pointlist,2)]
-    faces=Array{NgonFace{3,Int32},1}(undef,0)
-    tetlist=tgio.tetrahedronlist
-    for itet=1:size(tetlist,2)
-        tet=view(tetlist,:, itet)
-        push!(faces,TriangleFace(tet[1],tet[2],tet[3]))
-        push!(faces,TriangleFace(tet[1],tet[2],tet[4]))
-        push!(faces,TriangleFace(tet[2],tet[3],tet[4]))
-        push!(faces,TriangleFace(tet[3],tet[1],tet[4]))
+    points = [Point3f(tgio.pointlist[:, i]...) for i = 1:size(tgio.pointlist, 2)]
+    faces = Array{NgonFace{3, Int32}, 1}(undef, 0)
+    tetlist = tgio.tetrahedronlist
+    for itet = 1:size(tetlist, 2)
+        tet = view(tetlist, :, itet)
+        push!(faces, TriangleFace(tet[1], tet[2], tet[3]))
+        push!(faces, TriangleFace(tet[1], tet[2], tet[4]))
+        push!(faces, TriangleFace(tet[2], tet[3], tet[4]))
+        push!(faces, TriangleFace(tet[3], tet[1], tet[4]))
     end
-    mesh=GeometryBasics.Mesh(points,faces)
+    mesh = GeometryBasics.Mesh(points, faces)
 end
-
diff --git a/test/runtests.jl b/test/runtests.jl
index b8178bb..68d1328 100644
--- a/test/runtests.jl
+++ b/test/runtests.jl
@@ -2,31 +2,27 @@ using TetGen
 using TetGen: JLPolygon, JLFacet, Point
 using GeometryBasics
 using GeometryBasics: Mesh, Triangle, Tetrahedron, TriangleFace, QuadFace,
-    PointMeta, NgonFaceMeta, meta, faces, metafree
+                      PointMeta, NgonFaceMeta, meta, faces, metafree
 using GeometryBasics.StructArrays
 using Test
 
 @testset "mesh based API" begin
     # Construct a cube out of Quads
-    points = Point{3, Float64}[
-        (0.0, 0.0, 0.0), (2.0, 0.0, 0.0),
-        (2.0, 2.0, 0.0), (0.0, 2.0, 0.0),
-        (0.0, 0.0, 12.0), (2.0, 0.0, 12.0),
-        (2.0, 2.0, 12.0), (0.0, 2.0, 12.0)
-    ]
-
-    facets = QuadFace{Cint}[
-        1:4,
-        5:8,
-        [1,5,6,2],
-        [2,6,7,3],
-        [3, 7, 8, 4],
-        [4, 8, 5, 1]
-    ]
+    points = Point{3, Float64}[(0.0, 0.0, 0.0), (2.0, 0.0, 0.0),
+                               (2.0, 2.0, 0.0), (0.0, 2.0, 0.0),
+                               (0.0, 0.0, 12.0), (2.0, 0.0, 12.0),
+                               (2.0, 2.0, 12.0), (0.0, 2.0, 12.0)]
+
+    facets = QuadFace{Cint}[1:4,
+                            5:8,
+                            [1, 5, 6, 2],
+                            [2, 6, 7, 3],
+                            [3, 7, 8, 4],
+                            [4, 8, 5, 1]]
 
     markers = Cint[-1, -2, 0, 0, 0, 0]
     # attach some additional information to our faces!
-    mesh = Mesh(points, meta(facets, markers = markers))
+    mesh = Mesh(points, meta(facets; markers = markers))
     result = tetrahedralize(mesh)
     @test result isa Mesh
 
@@ -34,73 +30,61 @@ using Test
     result = tetrahedralize(mesh, "vpq1.414a0.1")
     @test result isa Mesh
 
-
     points = rand(Point{3, Float64}, 100)
     result = TetGen.voronoi(points)
     @test result isa Mesh
 
+    tetpoints = Point{3, Float64}[(0.0, 0.0, 0.0),
+                                  (1.0, 0.0, 0.0),
+                                  (0.0, 1.0, 0.0),
+                                  (0.0, 0.0, 1.0)]
 
-    tetpoints = Point{3, Float64}[
-        (0.0, 0.0, 0.0),
-        (1.0, 0.0, 0.0),
-        (0.0, 1.0, 0.0),
-        (0.0, 0.0, 1.0)
-    ]
-
-    tetfacets = TriangleFace{Cint}[
-        [1,2,3],
-        [1,2,4],
-        [1,3,4],
-        [2,3,4]
-    ]
+    tetfacets = TriangleFace{Cint}[[1, 2, 3],
+                                   [1, 2, 4],
+                                   [1, 3, 4],
+                                   [2, 3, 4]]
 
-    tetmesh=Mesh(tetpoints,tetfacets)
-    result = tetrahedralize(tetmesh,"pQqAa0.01")
+    tetmesh = Mesh(tetpoints, tetfacets)
+    result = tetrahedralize(tetmesh, "pQqAa0.01")
     @test result isa Mesh
 
-
     ################# cube with hole example
     # Construct a cube out of Quads
     points = Point{3, Float64}[
-        # outer cube:
-        (-2.0, -2.0, -2.0), (2.0, -2.0, -2.0),
-        (2.0, 2.0, -2.0), (-2.0, 2.0, -2.0),
-        (-2.0, -2.0, 2.0), (2.0, -2.0, 2.0),
-        (2.0, 2.0, 2.0), (-2.0, 2.0, 2.0),
-
-        # inner cube: 
-        (-1.0, -1.0, -1.0), (1.0, -1.0, -1.0),
-        (1.0, 1.0, -1.0), (-1.0, 1.0, -1.0),
-        (-1.0, -1.0, 1.0), (1.0, -1.0, 1.0),
-        (1.0, 1.0, 1.0), (-1.0, 1.0, 1.0),
-    ]
+                               # outer cube:
+                               (-2.0, -2.0, -2.0), (2.0, -2.0, -2.0),
+                               (2.0, 2.0, -2.0), (-2.0, 2.0, -2.0),
+                               (-2.0, -2.0, 2.0), (2.0, -2.0, 2.0),
+                               (2.0, 2.0, 2.0), (-2.0, 2.0, 2.0),
+
+                               # inner cube: 
+                               (-1.0, -1.0, -1.0), (1.0, -1.0, -1.0),
+                               (1.0, 1.0, -1.0), (-1.0, 1.0, -1.0),
+                               (-1.0, -1.0, 1.0), (1.0, -1.0, 1.0),
+                               (1.0, 1.0, 1.0), (-1.0, 1.0, 1.0)]
 
     facets = QuadFace{Cint}[
-        # outer cube:
-        [1,2,3,4],
-        [5,6,7,8],
-        [1,5,6,2],
-        [2,6,7,3],
-        [3,7,8,4],
-        [4,8,5,1],
-
-        # inner cube:
-        [1,2,3,4].+8,
-        [5,6,7,8].+8,
-        [1,5,6,2].+8,
-        [2,6,7,3].+8,
-        [3,7,8,4].+8,
-        [4,8,5,1].+8,
-    ]
-
-    markers = ones(Cint,12)
-    mesh = Mesh(points, meta(facets, markers = markers))
-    resultx = tetrahedralize(mesh,holes = [Point{3, Float64}(0,0,0)],"pQqAa1.0")
+                            # outer cube:
+                            [1, 2, 3, 4],
+                            [5, 6, 7, 8],
+                            [1, 5, 6, 2],
+                            [2, 6, 7, 3],
+                            [3, 7, 8, 4],
+                            [4, 8, 5, 1],
+
+                            # inner cube:
+                            [1, 2, 3, 4] .+ 8,
+                            [5, 6, 7, 8] .+ 8,
+                            [1, 5, 6, 2] .+ 8,
+                            [2, 6, 7, 3] .+ 8,
+                            [3, 7, 8, 4] .+ 8,
+                            [4, 8, 5, 1] .+ 8]
+
+    markers = ones(Cint, 12)
+    mesh = Mesh(points, meta(facets; markers = markers))
+    resultx = tetrahedralize(mesh, "pQqAa1.0"; holes = [Point{3, Float64}(0, 0, 0)])
     @test result isa Mesh
 
-
-
-
     # s = Sphere{Float64}(Point(0.0, 0.0, 0.0), 2.0)
     #
     # x = PlainMesh{Float64, Triangle{Cint}}(s)
@@ -119,142 +103,119 @@ using Test
 
 end
 
-
-
 @testset "examples.jl" begin
-    
     include("../examples/examples.jl")
     function generic_test(result::RawTetGenIO)
         @test volumemesh(result) isa Mesh
 
-        if numberoftrifaces(result)>0
+        if numberoftrifaces(result) > 0
             @test surfacemesh(result) isa Mesh
         end
-        
-        buf=IOBuffer()
-        Base.show(buf,result)
-        @test length(buf.data)>0
-        
-        ctio,flist,plist=TetGen.CPPTetGenIO(result)
-        @test ctio.numberofpoints==numberofpoints(result)
-        @test ctio.numberoftetrahedra==numberoftetrahedra(result)
-        @test ctio.numberoftrifaces==numberoftrifaces(result)
+
+        buf = IOBuffer()
+        Base.show(buf, result)
+        @test length(buf.data) > 0
+
+        ctio, flist, plist = TetGen.CPPTetGenIO(result)
+        @test ctio.numberofpoints == numberofpoints(result)
+        @test ctio.numberoftetrahedra == numberoftetrahedra(result)
+        @test ctio.numberoftrifaces == numberoftrifaces(result)
     end
 
-    result = random_delaunay(npoints=100)
-    @test numberofpoints(result)==100
+    result = random_delaunay(; npoints = 100)
+    @test numberofpoints(result) == 100
     generic_test(result)
 
     result = cube()
-    @test numberofpoints(result)==8
-    @test numberoftetrahedra(result)==6
-    @test numberofedges(result)==12
-    @test numberoftrifaces(result)==12
+    @test numberofpoints(result) == 8
+    @test numberoftetrahedra(result) == 6
+    @test numberofedges(result) == 12
+    @test numberoftrifaces(result) == 12
     generic_test(result)
 
     result = cube_stl()
-    @test numberofpoints(result)==8
-    @test numberoftetrahedra(result)==6
-    @test numberofedges(result)==12
-    @test numberoftrifaces(result)==12
+    @test numberofpoints(result) == 8
+    @test numberoftetrahedra(result) == 6
+    @test numberofedges(result) == 12
+    @test numberoftrifaces(result) == 12
     generic_test(result)
 
-
-
     result = cubewithhole()
-    @test numberofpoints(result)==56
-    @test numberoftetrahedra(result)==168
-    @test numberofedges(result)==36
-    @test numberoftrifaces(result)==104
+    @test numberofpoints(result) == 56
+    @test numberoftetrahedra(result) == 168
+    @test numberofedges(result) == 36
+    @test numberoftrifaces(result) == 104
     generic_test(result)
 
-
     result = prism()
-    @test numberofpoints(result)==8
-    @test numberofedges(result)==11
-    @test numberoftrifaces(result)==12
-    @test numberoftetrahedra(result)==6
+    @test numberofpoints(result) == 8
+    @test numberofedges(result) == 11
+    @test numberoftrifaces(result) == 12
+    @test numberoftetrahedra(result) == 6
     generic_test(result)
 
-
-
-
-
-
-
-
     # exact numbers depend on FP aritmetic and
     # compiler optimizations
 
     result = cube_localref()
     generic_test(result)
 
-
     result = material_prism()
-    @test numberoftetrahedra(result)>100
+    @test numberoftetrahedra(result) > 100
     generic_test(result)
 
     result = cutprism()
-    @test numberoftetrahedra(result)>100
+    @test numberoftetrahedra(result) > 100
     generic_test(result)
-
 end
 
-
-
-
-
 @testset "error handling" begin
-    
-    function badcube1(;vol=1)
-        input=TetGen.RawTetGenIO{Cdouble}()
-        input.pointlist=[0 0 0;  
-                         1 0 0;
-                         1 1 0;
-                         0 1 0;
-                         0 0 1;  
-                         1 0 2;
-                         1 1 1;
-                         0 1 2]'
-
-        TetGen.facetlist!(input,[1 2 3 4;
-                                 5 6 7 8;
-                                 1 2 6 5;
-                                 2 3 7 6;
-                                 3 4 8 7;
-                                 4 1 5 8]')
+    function badcube1(; vol = 1)
+        input = TetGen.RawTetGenIO{Cdouble}()
+        input.pointlist = [0 0 0;
+                           1 0 0;
+                           1 1 0;
+                           0 1 0;
+                           0 0 1;
+                           1 0 2;
+                           1 1 1;
+                           0 1 2]'
+
+        TetGen.facetlist!(input, [1 2 3 4;
+                                  5 6 7 8;
+                                  1 2 6 5;
+                                  2 3 7 6;
+                                  3 4 8 7;
+                                  4 1 5 8]')
         tetrahedralize(input, "pQa$(vol)")
     end
 
-    function badcube2(;vol=1)
-        input=TetGen.RawTetGenIO{Cdouble}()
-        input.pointlist=[0 0 0;  
-                         1 0 0;
-                         1 1 0;
-                         0 1 0;
-                         0 0 1;  
-                         1 0 1;
-                         1 1 1;
-                         0 1 1;
-                         0 1 1-1.0e-5;
-                         ]'
-
-        TetGen.facetlist!(input,[1 2 3 4;
-                                 5 6 7 8;
-                                 1 2 6 5;
-                                 2 3 7 6;
-                                 3 4 8 7;
-                                 4 1 5 8]')
+    function badcube2(; vol = 1)
+        input = TetGen.RawTetGenIO{Cdouble}()
+        input.pointlist = [0 0 0;
+                           1 0 0;
+                           1 1 0;
+                           0 1 0;
+                           0 0 1;
+                           1 0 1;
+                           1 1 1;
+                           0 1 1;
+                           0 1 1-1.0e-5]'
+
+        TetGen.facetlist!(input, [1 2 3 4;
+                                  5 6 7 8;
+                                  1 2 6 5;
+                                  2 3 7 6;
+                                  3 4 8 7;
+                                  4 1 5 8]')
         tetrahedralize(input, "pQa$(vol)")
     end
 
-
-
     function test_catch_error(geom)
         try
-            result=geom()
+            result = geom()
         catch err
-            if typeof(err)==TetGenError
+            if typeof(err) == TetGenError
                 println("Catched TetGenError")
                 println(err)
                 return true
@@ -262,7 +223,7 @@ end
         end
         false
     end
-    if !Sys.iswindows()    
+    if !Sys.iswindows()
         @test test_catch_error(badcube2)
     end
 end
@@ -270,38 +231,34 @@ end
 ##############################################
 # Solely for increasing codecov
 
-
 @testset "codecov" begin
-
-    input=TetGen.RawTetGenIO{Cdouble}()
-    input.pointlist=[0 0 0;  
-                     1 0 0;
-                     1 1 0;
-                     0 1 0;
-                     0 0 1;  
-                     1 0 1;
-                     1 1 1;
-                     0 1 1]'
-
-    TetGen.facetlist!(input,[1 2 3 4;
-                             5 6 7 8;
-                             1 2 6 5;
-                             2 3 7 6;
-                             3 4 8 7;
-                             4 1 5 8]')
-
-    cinput,x1,x2=TetGen.CPPTetGenIO(input)
-    coutput=tetrahedralize(cinput, "pQa")
-
-    @test coutput.numberofpoints==8
+    input = TetGen.RawTetGenIO{Cdouble}()
+    input.pointlist = [0 0 0;
+                       1 0 0;
+                       1 1 0;
+                       0 1 0;
+                       0 0 1;
+                       1 0 1;
+                       1 1 1;
+                       0 1 1]'
+
+    TetGen.facetlist!(input, [1 2 3 4;
+                              5 6 7 8;
+                              1 2 6 5;
+                              2 3 7 6;
+                              3 4 8 7;
+                              4 1 5 8]')
+
+    cinput, x1, x2 = TetGen.CPPTetGenIO(input)
+    coutput = tetrahedralize(cinput, "pQa")
+
+    @test coutput.numberofpoints == 8
 
     function test_error_output()
-        for i=1:10 
-            println( TetGenError(i))
+        for i = 1:10
+            println(TetGenError(i))
         end
         true
     end
     @test test_error_output()
-
 end
-
diff --git a/test/surfaceModels/bar.obj b/test/surfaceModels/bar.obj
deleted file mode 100644
index 26bdb44..0000000
--- a/test/surfaceModels/bar.obj
+++ /dev/null
@@ -1,852 +0,0 @@
-####
-#
-# OBJ File Generated by Meshlab
-#
-####
-# Object bar.obj
-#
-# Vertices: 210
-# Faces: 416
-#
-####
-vn 0.000000 0.000000 -0.785398
-v -56.000000 -8.000000 -8.000000
-vn 0.000000 0.000000 -0.785398
-v -64.000000 0.000000 -8.000000
-vn 0.000000 0.000000 -0.785398
-v -48.000000 0.000000 -8.000000
-vn 0.000000 0.000000 -1.570796
-v -56.000000 8.000000 -8.000000
-vn 0.000000 0.000000 -0.785398
-v -48.000000 8.000000 -8.000000
-vn 0.000000 0.000000 -1.570796
-v -48.000000 -8.000000 -8.000000
-vn 0.000000 0.000000 -0.785398
-v -40.000000 8.000000 -8.000000
-vn 0.000000 0.000000 -1.570796
-v -48.000000 16.000000 -8.000000
-vn 0.000000 0.000000 -0.785398
-v -32.000000 -8.000000 -8.000000
-vn 0.000000 0.000000 -0.785398
-v -40.000000 -8.000000 -8.000000
-vn 0.000000 0.000000 -0.785398
-v -32.000000 8.000000 -8.000000
-vn 0.000000 0.000000 -0.785398
-v -16.000000 8.000000 -8.000000
-vn 0.000000 0.000000 -0.785398
-v -24.000000 0.000000 -8.000000
-vn 0.000000 0.000000 -0.785398
-v -16.000000 16.000000 -8.000000
-vn 0.000000 0.000000 -0.785398
-v -24.000000 8.000000 -8.000000
-vn 0.000000 0.000000 -0.785398
-v -16.000000 -16.000000 -8.000000
-vn 0.000000 0.000000 -1.570796
-v -8.000000 0.000000 -8.000000
-vn 0.000000 0.000000 -0.785398
-v -8.000000 -8.000000 -8.000000
-vn 0.000000 0.000000 -0.785398
-v 0.000000 -16.000000 -8.000000
-vn 0.000000 0.000000 -0.785398
-v 8.000000 0.000000 -8.000000
-vn 0.000000 0.000000 -0.785398
-v 0.000000 8.000000 -8.000000
-vn 0.000000 0.000000 -0.785398
-v 16.000000 -8.000000 -8.000000
-vn 0.000000 0.000000 -0.785398
-v 8.000000 -16.000000 -8.000000
-vn 0.000000 0.000000 -0.785398
-v 16.000000 8.000000 -8.000000
-vn 0.000000 0.000000 -0.785398
-v 24.000000 8.000000 -8.000000
-vn 0.000000 0.000000 -0.785398
-v 16.000000 0.000000 -8.000000
-vn 0.000000 0.000000 -1.570796
-v 24.000000 0.000000 -8.000000
-vn 0.000000 0.000000 -0.785398
-v 32.000000 8.000000 -8.000000
-vn 0.000000 0.000000 -0.785398
-v 32.000000 -16.000000 -8.000000
-vn 0.000000 0.000000 -0.785398
-v 32.000000 0.000000 -8.000000
-vn 0.000000 0.000000 -0.785398
-v 40.000000 8.000000 -8.000000
-vn 0.000000 0.000000 -0.785398
-v 48.000000 -8.000000 -8.000000
-vn 0.000000 0.000000 -0.785398
-v 48.000000 0.000000 -8.000000
-vn 0.000000 0.000000 -0.785398
-v 64.000000 8.000000 -8.000000
-vn 0.000000 0.000000 1.570796
-v -64.000000 -16.000000 8.000000
-vn 0.000000 0.000000 1.570796
-v -64.000000 8.000000 8.000000
-vn 0.000000 0.000000 1.570796
-v -48.000000 -16.000000 8.000000
-vn 0.000000 0.000000 1.570796
-v -40.000000 -8.000000 8.000000
-vn 0.000000 0.000000 1.570796
-v -32.000000 -8.000000 8.000000
-vn 0.000000 0.000000 1.570796
-v -32.000000 0.000000 8.000000
-vn 0.000000 0.000000 0.785398
-v -24.000000 0.000000 8.000000
-vn 0.000000 0.000000 0.785398
-v -32.000000 8.000000 8.000000
-vn 0.000000 0.000000 0.785398
-v -24.000000 8.000000 8.000000
-vn 0.000000 0.000000 0.785398
-v -24.000000 16.000000 8.000000
-vn 0.000000 0.000000 1.570796
-v -16.000000 -16.000000 8.000000
-vn 0.000000 0.000000 0.785398
-v -8.000000 -16.000000 8.000000
-vn 0.000000 0.000000 0.785398
-v -16.000000 -8.000000 8.000000
-vn 0.000000 0.000000 0.785398
-v -8.000000 8.000000 8.000000
-vn 0.000000 0.000000 1.570796
-v -8.000000 0.000000 8.000000
-vn 0.000000 0.000000 0.785398
-v -8.000000 16.000000 8.000000
-vn 0.000000 0.000000 1.570796
-v 0.000000 0.000000 8.000000
-vn 0.000000 0.000000 1.570796
-v 0.000000 8.000000 8.000000
-vn 0.000000 0.000000 0.785398
-v 8.000000 8.000000 8.000000
-vn 0.000000 0.000000 0.785398
-v 8.000000 16.000000 8.000000
-vn 0.000000 0.000000 1.570796
-v 16.000000 -8.000000 8.000000
-vn 0.000000 0.000000 1.570796
-v 16.000000 0.000000 8.000000
-vn 0.000000 0.000000 0.785398
-v 24.000000 0.000000 8.000000
-vn 0.000000 0.000000 0.785398
-v 24.000000 8.000000 8.000000
-vn 0.000000 0.000000 0.785398
-v 40.000000 -16.000000 8.000000
-vn 0.000000 0.000000 1.570796
-v 32.000000 -8.000000 8.000000
-vn 0.000000 0.000000 0.785398
-v 48.000000 -8.000000 8.000000
-vn 0.000000 0.000000 1.570796
-v 40.000000 0.000000 8.000000
-vn 0.000000 0.000000 1.570796
-v 40.000000 8.000000 8.000000
-vn 0.000000 0.000000 0.785398
-v 48.000000 8.000000 8.000000
-vn 0.000000 0.000000 0.785398
-v 40.000000 16.000000 8.000000
-vn 0.000000 0.000000 0.785398
-v 56.000000 0.000000 8.000000
-vn 0.000000 0.000000 1.570796
-v 56.000000 -16.000000 8.000000
-vn 0.000000 0.000000 0.785398
-v 56.000000 8.000000 8.000000
-vn 0.000000 -1.570796 0.000000
-v -64.000000 -16.000000 -8.000000
-vn 0.000000 -0.785398 0.000000
-v -64.000000 -16.000000 0.000000
-vn 0.000000 -0.785398 0.000000
-v -48.000000 -16.000000 0.000000
-vn 0.000000 -1.570796 0.000000
-v -40.000000 -16.000000 -8.000000
-vn 0.000000 -0.785398 0.000000
-v -40.000000 -16.000000 0.000000
-vn 0.000000 -1.570796 0.000000
-v -24.000000 -16.000000 -8.000000
-vn 0.000000 -1.570796 0.000000
-v -24.000000 -16.000000 0.000000
-vn 0.000000 -0.785398 0.000000
-v -8.000000 -16.000000 0.000000
-vn 0.000000 -0.785398 0.000000
-v 0.000000 -16.000000 0.000000
-vn 0.000000 -0.785398 0.000000
-v 8.000000 -16.000000 0.000000
-vn 0.000000 -0.785398 0.000000
-v 16.000000 -16.000000 -8.000000
-vn 0.000000 -0.785398 0.000000
-v 16.000000 -16.000000 0.000000
-vn 0.000000 -0.785398 0.000000
-v 32.000000 -16.000000 8.000000
-vn 0.000000 -1.570796 0.000000
-v 40.000000 -16.000000 0.000000
-vn 0.000000 -0.785398 0.000000
-v 48.000000 -16.000000 0.000000
-vn 0.000000 -0.785398 0.000000
-v 64.000000 -16.000000 -8.000000
-vn 0.000000 -0.785398 0.000000
-v 56.000000 -16.000000 0.000000
-vn 0.000000 0.785398 0.000000
-v -64.000000 16.000000 -8.000000
-vn 0.000000 1.570796 0.000000
-v -48.000000 16.000000 0.000000
-vn 0.000000 1.570796 0.000000
-v -48.000000 16.000000 8.000000
-vn 0.000000 0.785398 0.000000
-v -40.000000 16.000000 8.000000
-vn 0.000000 0.785398 0.000000
-v -40.000000 16.000000 0.000000
-vn 0.000000 1.570796 0.000000
-v -32.000000 16.000000 0.000000
-vn 0.000000 1.570796 0.000000
-v -24.000000 16.000000 0.000000
-vn 0.000000 1.570796 0.000000
-v -16.000000 16.000000 0.000000
-vn 0.000000 0.785398 0.000000
-v 0.000000 16.000000 0.000000
-vn 0.000000 0.785398 0.000000
-v -8.000000 16.000000 -8.000000
-vn 0.000000 0.785398 0.000000
-v 32.000000 16.000000 0.000000
-vn 0.000000 1.570796 0.000000
-v 56.000000 16.000000 8.000000
-vn 0.000000 0.785398 0.000000
-v 64.000000 16.000000 8.000000
-vn -1.570796 0.000000 0.000000
-v -64.000000 -8.000000 8.000000
-vn -0.785398 0.000000 0.000000
-v -64.000000 8.000000 0.000000
-vn -0.785398 0.000000 0.000000
-v -64.000000 16.000000 8.000000
-vn 0.785398 0.000000 0.000000
-v 64.000000 -8.000000 -8.000000
-vn 0.785398 0.000000 0.000000
-v 64.000000 -8.000000 0.000000
-vn 1.570796 0.000000 0.000000
-v 64.000000 0.000000 0.000000
-vn 0.785398 0.000000 0.000000
-v 64.000000 0.000000 8.000000
-vn 1.570796 0.000000 0.000000
-v 64.000000 8.000000 0.000000
-vn 0.000000 0.000000 -0.785398
-v -56.000000 0.000000 -8.000000
-vn 0.000000 0.000000 -0.785398
-v -64.000000 8.000000 -8.000000
-vn 0.000000 0.000000 -0.785398
-v -56.000000 -16.000000 -8.000000
-vn 0.000000 0.000000 -0.785398
-v -48.000000 -16.000000 -8.000000
-vn 0.000000 0.000000 -0.785398
-v -40.000000 0.000000 -8.000000
-vn 0.000000 0.000000 -0.785398
-v -32.000000 0.000000 -8.000000
-vn 0.000000 0.000000 -0.785398
-v -24.000000 16.000000 -8.000000
-vn 0.000000 0.000000 -0.785398
-v -16.000000 -8.000000 -8.000000
-vn 0.000000 0.000000 -0.785398
-v -24.000000 -8.000000 -8.000000
-vn 0.000000 0.000000 -1.570796
-v -16.000000 0.000000 -8.000000
-vn 0.000000 0.000000 -1.570796
-v -8.000000 8.000000 -8.000000
-vn 0.000000 0.000000 -0.785398
-v 0.000000 0.000000 -8.000000
-vn 0.000000 0.000000 -1.570796
-v 0.000000 -8.000000 -8.000000
-vn 0.000000 0.000000 -1.570796
-v 8.000000 8.000000 -8.000000
-vn 0.000000 0.000000 -0.785398
-v 8.000000 -8.000000 -8.000000
-vn 0.000000 0.000000 -1.570796
-v 24.000000 -16.000000 -8.000000
-vn 0.000000 0.000000 -1.570796
-v 24.000000 -8.000000 -8.000000
-vn 0.000000 0.000000 -0.785398
-v 32.000000 -8.000000 -8.000000
-vn 0.000000 0.000000 -0.785398
-v 40.000000 -8.000000 -8.000000
-vn 0.000000 0.000000 -1.570796
-v 40.000000 -16.000000 -8.000000
-vn 0.000000 0.000000 -1.570796
-v 40.000000 0.000000 -8.000000
-vn 0.000000 0.000000 -1.570796
-v 48.000000 -16.000000 -8.000000
-vn 0.000000 0.000000 -0.785398
-v 48.000000 8.000000 -8.000000
-vn 0.000000 0.000000 -0.785398
-v 48.000000 16.000000 -8.000000
-vn 0.000000 0.000000 -1.570796
-v 56.000000 -16.000000 -8.000000
-vn 0.000000 0.000000 -0.785398
-v 56.000000 16.000000 -8.000000
-vn 0.000000 0.000000 -0.785398
-v 56.000000 -8.000000 -8.000000
-vn 0.000000 0.000000 -0.785398
-v 56.000000 0.000000 -8.000000
-vn 0.000000 0.000000 -0.785398
-v 64.000000 16.000000 -8.000000
-vn 0.000000 0.000000 -0.785398
-v 56.000000 8.000000 -8.000000
-vn 0.000000 0.000000 0.785398
-v -56.000000 -8.000000 8.000000
-vn 0.000000 0.000000 1.570796
-v -48.000000 -8.000000 8.000000
-vn 0.000000 0.000000 1.570796
-v -48.000000 0.000000 8.000000
-vn 0.000000 0.000000 0.785398
-v -56.000000 0.000000 8.000000
-vn 0.000000 0.000000 0.785398
-v -56.000000 8.000000 8.000000
-vn 0.000000 0.000000 0.785398
-v -56.000000 16.000000 8.000000
-vn 0.000000 0.000000 0.785398
-v -48.000000 8.000000 8.000000
-vn 0.000000 0.000000 0.785398
-v -40.000000 8.000000 8.000000
-vn 0.000000 0.000000 0.785398
-v -40.000000 0.000000 8.000000
-vn 0.000000 0.000000 0.785398
-v -24.000000 -8.000000 8.000000
-vn 0.000000 0.000000 0.785398
-v -32.000000 16.000000 8.000000
-vn 0.000000 0.000000 1.570796
-v -16.000000 16.000000 8.000000
-vn 0.000000 0.000000 0.785398
-v -8.000000 -8.000000 8.000000
-vn 0.000000 0.000000 0.785398
-v -16.000000 0.000000 8.000000
-vn 0.000000 0.000000 0.785398
-v -16.000000 8.000000 8.000000
-vn 0.000000 0.000000 1.570796
-v 0.000000 16.000000 8.000000
-vn 0.000000 0.000000 0.785398
-v 8.000000 -16.000000 8.000000
-vn 0.000000 0.000000 0.785398
-v 0.000000 -8.000000 8.000000
-vn 0.000000 0.000000 0.785398
-v 8.000000 -8.000000 8.000000
-vn 0.000000 0.000000 0.785398
-v 8.000000 0.000000 8.000000
-vn 0.000000 0.000000 1.570796
-v 16.000000 8.000000 8.000000
-vn 0.000000 0.000000 1.570796
-v 16.000000 16.000000 8.000000
-vn 0.000000 0.000000 0.785398
-v 24.000000 -8.000000 8.000000
-vn 0.000000 0.000000 0.785398
-v 32.000000 0.000000 8.000000
-vn 0.000000 0.000000 1.570796
-v 32.000000 8.000000 8.000000
-vn 0.000000 0.000000 0.785398
-v 32.000000 16.000000 8.000000
-vn 0.000000 0.000000 0.785398
-v 40.000000 -8.000000 8.000000
-vn 0.000000 0.000000 1.570796
-v 48.000000 0.000000 8.000000
-vn 0.000000 0.000000 0.785398
-v 48.000000 16.000000 8.000000
-vn 0.000000 0.000000 0.785398
-v 64.000000 -16.000000 8.000000
-vn 0.000000 0.000000 1.570796
-v 64.000000 -8.000000 8.000000
-vn 0.000000 0.000000 0.785398
-v 56.000000 -8.000000 8.000000
-vn 0.000000 -0.785398 0.000000
-v -56.000000 -16.000000 0.000000
-vn 0.000000 -0.785398 0.000000
-v -56.000000 -16.000000 8.000000
-vn 0.000000 -0.785398 0.000000
-v -32.000000 -16.000000 -8.000000
-vn 0.000000 -0.785398 0.000000
-v -32.000000 -16.000000 0.000000
-vn 0.000000 -1.570796 0.000000
-v -32.000000 -16.000000 8.000000
-vn 0.000000 -0.785398 0.000000
-v -40.000000 -16.000000 8.000000
-vn 0.000000 -0.785398 0.000000
-v -24.000000 -16.000000 8.000000
-vn 0.000000 -0.785398 0.000000
-v -8.000000 -16.000000 -8.000000
-vn 0.000000 -0.785398 0.000000
-v -16.000000 -16.000000 0.000000
-vn 0.000000 -1.570796 0.000000
-v 0.000000 -16.000000 8.000000
-vn 0.000000 -1.570796 0.000000
-v 24.000000 -16.000000 0.000000
-vn 0.000000 -1.570796 0.000000
-v 24.000000 -16.000000 8.000000
-vn 0.000000 -0.785398 0.000000
-v 16.000000 -16.000000 8.000000
-vn 0.000000 -0.785398 0.000000
-v 32.000000 -16.000000 0.000000
-vn 0.000000 -1.570796 0.000000
-v 48.000000 -16.000000 8.000000
-vn 0.000000 -0.785398 0.000000
-v 64.000000 -16.000000 0.000000
-vn 0.000000 0.785398 0.000000
-v -64.000000 16.000000 0.000000
-vn 0.000000 0.785398 0.000000
-v -56.000000 16.000000 -8.000000
-vn 0.000000 0.785398 0.000000
-v -56.000000 16.000000 0.000000
-vn 0.000000 1.570796 0.000000
-v -40.000000 16.000000 -8.000000
-vn 0.000000 1.570796 0.000000
-v -32.000000 16.000000 -8.000000
-vn 0.000000 0.785398 0.000000
-v -8.000000 16.000000 0.000000
-vn 0.000000 1.570796 0.000000
-v 8.000000 16.000000 -8.000000
-vn 0.000000 0.785398 0.000000
-v 0.000000 16.000000 -8.000000
-vn 0.000000 1.570796 0.000000
-v 8.000000 16.000000 0.000000
-vn 0.000000 0.785398 0.000000
-v 24.000000 16.000000 0.000000
-vn 0.000000 1.570796 0.000000
-v 24.000000 16.000000 -8.000000
-vn 0.000000 0.785398 0.000000
-v 16.000000 16.000000 -8.000000
-vn 0.000000 0.785398 0.000000
-v 24.000000 16.000000 8.000000
-vn 0.000000 0.785398 0.000000
-v 16.000000 16.000000 0.000000
-vn 0.000000 1.570796 0.000000
-v 32.000000 16.000000 -8.000000
-vn 0.000000 1.570796 0.000000
-v 40.000000 16.000000 -8.000000
-vn 0.000000 1.570796 0.000000
-v 40.000000 16.000000 0.000000
-vn 0.000000 0.785398 0.000000
-v 48.000000 16.000000 0.000000
-vn 0.000000 0.785398 0.000000
-v 56.000000 16.000000 0.000000
-vn -1.570796 0.000000 0.000000
-v -64.000000 -8.000000 -8.000000
-vn -0.785398 0.000000 0.000000
-v -64.000000 0.000000 0.000000
-vn -0.785398 0.000000 0.000000
-v -64.000000 0.000000 8.000000
-vn -0.785398 0.000000 0.000000
-v -64.000000 -8.000000 0.000000
-vn 0.785398 0.000000 0.000000
-v 64.000000 0.000000 -8.000000
-vn 0.785398 0.000000 0.000000
-v 64.000000 16.000000 0.000000
-vn 0.785398 0.000000 0.000000
-v 64.000000 8.000000 8.000000
-# 210 vertices, 0 vertices normals
-
-f 204//204 1//1 69//69
-f 2//2 107//107 204//204
-f 108//108 4//4 2//2
-f 86//86 186//186 108//108
-f 1//1 6//6 109//109
-f 107//107 3//3 1//1
-f 4//4 5//5 107//107
-f 186//186 8//8 4//4
-f 6//6 10//10 110//110
-f 3//3 111//111 6//6
-f 5//5 7//7 3//3
-f 8//8 188//188 5//5
-f 10//10 9//9 72//72
-f 111//111 112//112 10//10
-f 7//7 11//11 111//111
-f 188//188 189//189 7//7
-f 9//9 115//115 171//171
-f 112//112 13//13 9//9
-f 11//11 15//15 112//112
-f 189//189 113//113 11//11
-f 115//115 114//114 74//74
-f 13//13 116//116 115//115
-f 15//15 12//12 13//13
-f 113//113 14//14 15//15
-f 114//114 18//18 16//16
-f 116//116 17//17 114//114
-f 12//12 117//117 116//116
-f 14//14 95//95 12//12
-f 18//18 119//119 176//176
-f 17//17 118//118 18//18
-f 117//117 21//21 17//17
-f 95//95 192//192 117//117
-f 119//119 121//121 19//19
-f 118//118 20//20 119//119
-f 21//21 120//120 118//118
-f 192//192 191//191 21//21
-f 121//121 22//22 23//23
-f 20//20 26//26 121//121
-f 120//120 24//24 20//20
-f 191//191 196//196 120//120
-f 22//22 123//123 79//79
-f 26//26 27//27 22//22
-f 24//24 25//25 26//26
-f 196//196 195//195 24//24
-f 123//123 124//124 122//122
-f 27//27 30//30 123//123
-f 25//25 28//28 27//27
-f 195//195 199//199 25//25
-f 124//124 125//125 29//29
-f 30//30 127//127 124//124
-f 28//28 31//31 30//30
-f 199//199 200//200 28//28
-f 125//125 32//32 126//126
-f 127//127 33//33 125//125
-f 31//31 129//129 127//127
-f 200//200 130//130 31//31
-f 32//32 133//133 128//128
-f 33//33 134//134 32//32
-f 129//129 136//136 33//33
-f 130//130 132//132 129//129
-f 133//133 102//102 131//131
-f 134//134 208//208 133//133
-f 136//136 34//34 134//134
-f 132//132 135//135 136//136
-f 35//35 170//170 99//99
-f 99//99 137//137 206//206
-f 206//206 140//140 36//36
-f 36//36 141//141 101//101
-f 170//170 37//37 137//137
-f 137//137 138//138 140//140
-f 140//140 139//139 141//141
-f 141//141 143//143 142//142
-f 37//37 174//174 138//138
-f 138//138 38//38 139//139
-f 139//139 145//145 143//143
-f 143//143 144//144 88//88
-f 174//174 173//173 38//38
-f 38//38 39//39 145//145
-f 145//145 40//40 144//144
-f 144//144 42//42 89//89
-f 173//173 175//175 39//39
-f 39//39 146//146 40//40
-f 40//40 41//41 42//42
-f 42//42 43//43 147//147
-f 175//175 45//45 146//146
-f 146//146 47//47 41//41
-f 41//41 150//150 43//43
-f 43//43 151//151 44//44
-f 45//45 46//46 47//47
-f 47//47 149//149 150//150
-f 150//150 49//49 151//151
-f 151//151 48//48 148//148
-f 46//46 178//178 149//149
-f 149//149 154//154 49//49
-f 49//49 51//51 48//48
-f 48//48 52//52 50//50
-f 178//178 153//153 154//154
-f 154//154 155//155 51//51
-f 51//51 156//156 52//52
-f 52//52 53//53 152//152
-f 153//153 181//181 155//155
-f 155//155 55//55 156//156
-f 156//156 56//56 53//53
-f 53//53 157//157 54//54
-f 181//181 180//180 55//55
-f 55//55 159//159 56//56
-f 56//56 57//57 157//157
-f 157//157 58//58 158//158
-f 180//180 81//81 159//159
-f 159//159 60//60 57//57
-f 57//57 160//160 58//58
-f 58//58 161//161 197//197
-f 81//81 59//59 60//60
-f 60//60 163//163 160//160
-f 160//160 62//62 161//161
-f 161//161 63//63 162//162
-f 59//59 183//183 163//163
-f 163//163 61//61 62//62
-f 62//62 164//164 63//63
-f 63//63 64//64 65//65
-f 183//183 67//67 61//61
-f 61//61 168//168 164//164
-f 164//164 66//66 64//64
-f 64//64 68//68 165//165
-f 67//67 166//166 168//168
-f 168//168 167//167 66//66
-f 66//66 105//105 68//68
-f 68//68 210//210 97//97
-f 69//69 109//109 70//70
-f 70//70 169//169 35//35
-f 109//109 110//110 169//169
-f 169//169 71//71 170//170
-f 110//110 72//72 71//71
-f 71//71 73//73 37//37
-f 72//72 171//171 73//73
-f 73//73 172//172 174//174
-f 171//171 74//74 172//172
-f 172//172 75//75 173//173
-f 74//74 16//16 75//75
-f 75//75 177//177 175//175
-f 16//16 176//176 177//177
-f 177//177 76//76 45//45
-f 176//176 19//19 76//76
-f 76//76 77//77 46//46
-f 19//19 23//23 77//77
-f 77//77 78//78 178//178
-f 23//23 79//79 78//78
-f 78//78 80//80 153//153
-f 79//79 122//122 80//80
-f 80//80 179//179 181//181
-f 122//122 29//29 179//179
-f 179//179 182//182 180//180
-f 29//29 126//126 182//182
-f 182//182 82//82 81//81
-f 126//126 128//128 82//82
-f 82//82 83//83 59//59
-f 128//128 131//131 83//83
-f 83//83 85//85 183//183
-f 131//131 84//84 85//85
-f 85//85 184//184 67//67
-f 185//185 187//187 86//86
-f 101//101 142//142 185//185
-f 187//187 87//87 186//186
-f 142//142 88//88 187//187
-f 87//87 90//90 8//8
-f 88//88 89//89 87//87
-f 90//90 91//91 188//188
-f 89//89 147//147 90//90
-f 91//91 92//92 189//189
-f 147//147 44//44 91//91
-f 92//92 93//93 113//113
-f 44//44 148//148 92//92
-f 93//93 190//190 14//14
-f 148//148 50//50 93//93
-f 190//190 94//94 95//95
-f 50//50 152//152 190//190
-f 94//94 193//193 192//192
-f 152//152 54//54 94//94
-f 193//193 198//198 191//191
-f 54//54 158//158 193//193
-f 198//198 194//194 196//196
-f 158//158 197//197 198//198
-f 194//194 96//96 195//195
-f 197//197 162//162 194//194
-f 96//96 201//201 199//199
-f 162//162 65//65 96//96
-f 201//201 202//202 200//200
-f 65//65 165//165 201//201
-f 202//202 203//203 130//130
-f 165//165 97//97 202//202
-f 203//203 209//209 132//132
-f 97//97 98//98 203//203
-f 70//70 207//207 69//69
-f 35//35 99//99 70//70
-f 207//207 205//205 204//204
-f 99//99 206//206 207//207
-f 205//205 100//100 2//2
-f 206//206 36//36 205//205
-f 100//100 185//185 108//108
-f 36//36 101//101 100//100
-f 84//84 102//102 184//184
-f 184//184 103//103 166//166
-f 102//102 208//208 103//103
-f 103//103 104//104 167//167
-f 208//208 34//34 104//104
-f 104//104 106//106 105//105
-f 34//34 135//135 106//106
-f 106//106 209//209 210//210
-f 1//1 109//109 69//69
-f 107//107 1//1 204//204
-f 4//4 107//107 2//2
-f 186//186 4//4 108//108
-f 6//6 110//110 109//109
-f 3//3 6//6 1//1
-f 5//5 3//3 107//107
-f 8//8 5//5 4//4
-f 10//10 72//72 110//110
-f 111//111 10//10 6//6
-f 7//7 111//111 3//3
-f 188//188 7//7 5//5
-f 9//9 171//171 72//72
-f 112//112 9//9 10//10
-f 11//11 112//112 111//111
-f 189//189 11//11 7//7
-f 115//115 74//74 171//171
-f 13//13 115//115 9//9
-f 15//15 13//13 112//112
-f 113//113 15//15 11//11
-f 114//114 16//16 74//74
-f 116//116 114//114 115//115
-f 12//12 116//116 13//13
-f 14//14 12//12 15//15
-f 18//18 176//176 16//16
-f 17//17 18//18 114//114
-f 117//117 17//17 116//116
-f 95//95 117//117 12//12
-f 119//119 19//19 176//176
-f 118//118 119//119 18//18
-f 21//21 118//118 17//17
-f 192//192 21//21 117//117
-f 121//121 23//23 19//19
-f 20//20 121//121 119//119
-f 120//120 20//20 118//118
-f 191//191 120//120 21//21
-f 22//22 79//79 23//23
-f 26//26 22//22 121//121
-f 24//24 26//26 20//20
-f 196//196 24//24 120//120
-f 123//123 122//122 79//79
-f 27//27 123//123 22//22
-f 25//25 27//27 26//26
-f 195//195 25//25 24//24
-f 124//124 29//29 122//122
-f 30//30 124//124 123//123
-f 28//28 30//30 27//27
-f 199//199 28//28 25//25
-f 125//125 126//126 29//29
-f 127//127 125//125 124//124
-f 31//31 127//127 30//30
-f 200//200 31//31 28//28
-f 32//32 128//128 126//126
-f 33//33 32//32 125//125
-f 129//129 33//33 127//127
-f 130//130 129//129 31//31
-f 133//133 131//131 128//128
-f 134//134 133//133 32//32
-f 136//136 134//134 33//33
-f 132//132 136//136 129//129
-f 102//102 84//84 131//131
-f 208//208 102//102 133//133
-f 34//34 208//208 134//134
-f 135//135 34//34 136//136
-f 170//170 137//137 99//99
-f 137//137 140//140 206//206
-f 140//140 141//141 36//36
-f 141//141 142//142 101//101
-f 37//37 138//138 137//137
-f 138//138 139//139 140//140
-f 139//139 143//143 141//141
-f 143//143 88//88 142//142
-f 174//174 38//38 138//138
-f 38//38 145//145 139//139
-f 145//145 144//144 143//143
-f 144//144 89//89 88//88
-f 173//173 39//39 38//38
-f 39//39 40//40 145//145
-f 40//40 42//42 144//144
-f 42//42 147//147 89//89
-f 175//175 146//146 39//39
-f 146//146 41//41 40//40
-f 41//41 43//43 42//42
-f 43//43 44//44 147//147
-f 45//45 47//47 146//146
-f 47//47 150//150 41//41
-f 150//150 151//151 43//43
-f 151//151 148//148 44//44
-f 46//46 149//149 47//47
-f 149//149 49//49 150//150
-f 49//49 48//48 151//151
-f 48//48 50//50 148//148
-f 178//178 154//154 149//149
-f 154//154 51//51 49//49
-f 51//51 52//52 48//48
-f 52//52 152//152 50//50
-f 153//153 155//155 154//154
-f 155//155 156//156 51//51
-f 156//156 53//53 52//52
-f 53//53 54//54 152//152
-f 181//181 55//55 155//155
-f 55//55 56//56 156//156
-f 56//56 157//157 53//53
-f 157//157 158//158 54//54
-f 180//180 159//159 55//55
-f 159//159 57//57 56//56
-f 57//57 58//58 157//157
-f 58//58 197//197 158//158
-f 81//81 60//60 159//159
-f 60//60 160//160 57//57
-f 160//160 161//161 58//58
-f 161//161 162//162 197//197
-f 59//59 163//163 60//60
-f 163//163 62//62 160//160
-f 62//62 63//63 161//161
-f 63//63 65//65 162//162
-f 183//183 61//61 163//163
-f 61//61 164//164 62//62
-f 164//164 64//64 63//63
-f 64//64 165//165 65//65
-f 67//67 168//168 61//61
-f 168//168 66//66 164//164
-f 66//66 68//68 64//64
-f 68//68 97//97 165//165
-f 166//166 167//167 168//168
-f 167//167 105//105 66//66
-f 105//105 210//210 68//68
-f 210//210 98//98 97//97
-f 109//109 169//169 70//70
-f 169//169 170//170 35//35
-f 110//110 71//71 169//169
-f 71//71 37//37 170//170
-f 72//72 73//73 71//71
-f 73//73 174//174 37//37
-f 171//171 172//172 73//73
-f 172//172 173//173 174//174
-f 74//74 75//75 172//172
-f 75//75 175//175 173//173
-f 16//16 177//177 75//75
-f 177//177 45//45 175//175
-f 176//176 76//76 177//177
-f 76//76 46//46 45//45
-f 19//19 77//77 76//76
-f 77//77 178//178 46//46
-f 23//23 78//78 77//77
-f 78//78 153//153 178//178
-f 79//79 80//80 78//78
-f 80//80 181//181 153//153
-f 122//122 179//179 80//80
-f 179//179 180//180 181//181
-f 29//29 182//182 179//179
-f 182//182 81//81 180//180
-f 126//126 82//82 182//182
-f 82//82 59//59 81//81
-f 128//128 83//83 82//82
-f 83//83 183//183 59//59
-f 131//131 85//85 83//83
-f 85//85 67//67 183//183
-f 84//84 184//184 85//85
-f 184//184 166//166 67//67
-f 187//187 186//186 86//86
-f 142//142 187//187 185//185
-f 87//87 8//8 186//186
-f 88//88 87//87 187//187
-f 90//90 188//188 8//8
-f 89//89 90//90 87//87
-f 91//91 189//189 188//188
-f 147//147 91//91 90//90
-f 92//92 113//113 189//189
-f 44//44 92//92 91//91
-f 93//93 14//14 113//113
-f 148//148 93//93 92//92
-f 190//190 95//95 14//14
-f 50//50 190//190 93//93
-f 94//94 192//192 95//95
-f 152//152 94//94 190//190
-f 193//193 191//191 192//192
-f 54//54 193//193 94//94
-f 198//198 196//196 191//191
-f 158//158 198//198 193//193
-f 194//194 195//195 196//196
-f 197//197 194//194 198//198
-f 96//96 199//199 195//195
-f 162//162 96//96 194//194
-f 201//201 200//200 199//199
-f 65//65 201//201 96//96
-f 202//202 130//130 200//200
-f 165//165 202//202 201//201
-f 203//203 132//132 130//130
-f 97//97 203//203 202//202
-f 209//209 135//135 132//132
-f 98//98 209//209 203//203
-f 207//207 204//204 69//69
-f 99//99 207//207 70//70
-f 205//205 2//2 204//204
-f 206//206 205//205 207//207
-f 100//100 108//108 2//2
-f 36//36 100//100 205//205
-f 185//185 86//86 108//108
-f 101//101 185//185 100//100
-f 102//102 103//103 184//184
-f 103//103 167//167 166//166
-f 208//208 104//104 103//103
-f 104//104 105//105 167//167
-f 34//34 106//106 104//104
-f 106//106 210//210 105//105
-f 135//135 209//209 106//106
-f 209//209 98//98 210//210
-# 416 faces, 0 coords texture
-
-# End of File
\ No newline at end of file
diff --git a/test/surfaceModels/geoSphere_2.obj b/test/surfaceModels/geoSphere_2.obj
deleted file mode 100644
index 1f12f9f..0000000
--- a/test/surfaceModels/geoSphere_2.obj
+++ /dev/null
@@ -1,660 +0,0 @@
-####
-#
-# OBJ File Generated by Meshlab
-#
-####
-# Object geoSphere_2.obj
-#
-# Vertices: 162
-# Faces: 320
-#
-####
-vn -0.699323 -1.007587 0.200540
-v -0.525731 -0.850651 0.000000
-vn -0.769735 0.153200 0.534240
-v -0.862669 0.259892 0.433889
-vn -1.131527 -0.123940 0.498783
-v -0.850651 0.000000 0.525731
-vn 1.131527 0.123940 -0.498783
-v 0.850651 0.000000 -0.525731
-vn 0.864418 0.094683 -0.381039
-v 0.862669 0.259892 -0.433889
-vn 0.200540 -0.699323 1.007587
-v 0.000000 -0.525731 0.850651
-vn 0.534240 0.769735 0.153200
-v 0.433889 0.862669 0.259892
-vn -0.498783 1.131527 -0.123940
-v -0.525731 0.850651 0.000000
-vn -0.534240 0.769735 -0.153200
-v -0.433889 0.862669 -0.259892
-vn -0.534240 0.769735 -0.153200
-v -0.693780 0.702046 -0.160622
-vn -0.094683 0.381039 -0.864417
-v 0.000000 0.273266 -0.961938
-vn -0.534240 -0.769735 -0.153200
-v -0.433889 -0.862669 -0.259892
-vn 0.498783 -1.131527 -0.123940
-v 0.525731 -0.850651 0.000000
-vn 0.381039 -0.864418 -0.094683
-v 0.433889 -0.862669 -0.259892
-vn 0.534240 -0.769735 -0.153200
-v 0.693780 -0.702046 -0.160622
-vn 0.711218 0.000000 -0.628923
-v 0.702046 -0.160622 -0.693780
-vn -0.864418 -0.094683 -0.381039
-v -0.862669 -0.259892 -0.433889
-vn -0.864417 -0.094683 -0.381039
-v -0.961938 0.000000 -0.273266
-vn 0.200540 0.699323 1.007587
-v 0.000000 0.525731 0.850651
-vn -0.123940 -0.498783 -1.131527
-v 0.000000 -0.525731 -0.850651
-vn -0.769734 -0.153200 -0.534240
-v -0.702046 -0.160622 -0.693780
-vn -0.381039 -0.864417 -0.094683
-v -0.273266 -0.961938 0.000000
-vn 0.094683 -0.381039 -0.864418
-v 0.259892 -0.433889 -0.862669
-vn -0.094683 0.381039 0.864418
-v -0.259892 0.433889 0.862669
-vn -1.131527 0.123940 -0.498783
-v -0.850651 0.000000 -0.525731
-vn -0.864418 0.094683 -0.381039
-v -0.862669 0.259892 -0.433889
-vn 1.007587 -0.200540 0.699323
-v 0.850651 0.000000 0.525731
-vn 0.769735 -0.153200 0.534240
-v 0.862669 -0.259892 0.433889
-vn 0.699323 1.007587 -0.200540
-v 0.525731 0.850651 0.000000
-vn 0.000000 0.628923 0.711218
-v 0.160622 0.693780 0.702046
-vn 0.000000 0.823262 -0.930987
-v 0.000000 0.525731 -0.850651
-vn 0.000000 0.628923 -0.711218
-v 0.160622 0.693780 -0.702046
-vn 0.170028 -0.968433 -0.474992
-v 0.309017 -0.809017 -0.500000
-vn 0.159572 -0.908877 -0.445781
-v 0.162460 -0.951056 -0.262866
-vn 0.474992 0.170028 -0.968433
-v 0.500000 0.309017 -0.809017
-vn -0.445781 -0.159572 0.908877
-v -0.525731 0.000000 0.850651
-vn -0.561717 0.463096 0.721289
-v -0.425325 0.587785 0.688191
-vn -1.073516 -0.199880 0.000000
-v -1.000000 0.000000 0.000000
-vn 0.908877 -0.445781 -0.159572
-v 0.850651 -0.525731 0.000000
-vn 0.493441 0.768553 0.598525
-v 0.309017 0.809017 0.500000
-vn 0.561717 0.463096 -0.721289
-v 0.688191 0.425325 -0.587785
-vn 0.000000 1.073516 0.199880
-v -0.000000 1.000000 0.000000
-vn 0.000000 1.007499 0.187588
-v -0.162460 0.951056 0.262866
-vn -0.677662 0.184498 -0.950572
-v -0.702046 0.160622 -0.693780
-vn -0.317413 -0.709323 -0.637687
-v -0.309017 -0.809017 -0.500000
-vn 0.754457 -0.393457 -0.432400
-v 0.688191 -0.425325 -0.587785
-vn -0.432400 -0.754457 0.393457
-v -0.587785 -0.688191 0.425325
-vn -0.893799 0.353097 0.294925
-v -0.809017 0.500000 0.309017
-vn 0.808510 -0.576386 -0.156925
-v 0.809017 -0.500000 -0.309017
-vn 0.301373 -0.673478 0.605462
-v 0.425325 -0.587785 0.688191
-vn 0.373185 -0.833957 0.749734
-v 0.160622 -0.693780 0.702046
-vn 0.099187 0.138000 0.990784
-v 0.000000 0.000000 1.000000
-vn 0.432400 0.754457 0.393457
-v 0.587785 0.688191 0.425325
-vn 0.749734 0.373185 -0.833957
-v 0.702046 0.160622 -0.693780
-vn 0.131027 0.940716 0.094175
-v 0.162460 0.951056 0.262866
-vn -0.455413 0.794611 -0.414398
-v -0.309017 0.809017 -0.500000
-vn -0.432400 0.754457 -0.393457
-v -0.587785 0.688191 -0.425325
-vn -0.673478 -0.605462 -0.301373
-v -0.587785 -0.688191 -0.425325
-vn -0.414398 -0.455413 0.794611
-v -0.500000 -0.309017 0.809017
-vn -0.094175 -0.131027 0.940716
-v -0.262866 -0.162460 0.951056
-vn -0.373185 0.833957 0.749734
-v -0.160622 0.693780 0.702046
-vn 0.950572 0.677662 0.184498
-v 0.693780 0.702046 0.160622
-vn 0.709323 -0.637687 0.317413
-v 0.809017 -0.500000 0.309017
-vn 0.294925 0.893799 -0.353097
-v 0.309017 0.809017 -0.500000
-vn 0.116615 -0.162248 -1.164873
-v 0.000000 -0.273266 -0.961938
-vn -0.808510 -0.576386 0.156925
-v -0.809017 -0.500000 0.309017
-vn 0.576386 0.156925 0.808510
-v 0.500000 0.309017 0.809017
-vn 0.280021 -0.848632 0.335254
-v 0.162460 -0.951056 0.262866
-vn -0.768553 -0.598525 -0.493441
-v -0.809017 -0.500000 -0.309017
-vn 0.000000 -1.073516 -0.199880
-v -0.000000 -1.000000 0.000000
-vn -0.561717 -0.463096 0.721289
-v -0.688191 -0.425325 0.587785
-vn -0.493441 0.768553 0.598525
-v -0.309017 0.809017 0.500000
-vn -0.968433 0.474992 -0.170028
-v -0.809017 0.500000 -0.309017
-vn -0.908877 0.445781 -0.159572
-v -0.951056 0.262866 -0.162460
-vn 1.007499 -0.187588 0.000000
-v 0.951056 -0.262866 -0.162460
-vn 0.721289 -0.561717 0.463096
-v 0.688191 -0.425325 0.587785
-vn 0.721289 -0.561717 0.463096
-v 0.587785 -0.688191 0.425325
-vn 0.445781 -0.159572 0.908878
-v 0.262866 -0.162460 0.951056
-vn -0.487211 -0.535433 -0.934232
-v -0.259892 -0.433889 -0.862669
-vn -0.393457 -0.432400 -0.754457
-v -0.425325 -0.587785 -0.688191
-vn -0.184498 -0.950572 -0.677662
-v -0.160622 -0.693780 -0.702046
-vn 0.094175 0.131027 -0.940716
-v 0.262866 0.162460 -0.951056
-vn -1.164873 0.116615 0.162248
-v -0.961938 0.000000 0.273266
-vn 0.335254 0.280021 0.848632
-v 0.262866 0.162460 0.951056
-vn 0.709323 0.637687 0.317413
-v 0.809017 0.500000 0.309017
-vn 0.794612 0.414398 -0.455413
-v 0.809017 0.500000 -0.309017
-vn -0.335254 0.280021 -0.848632
-v -0.262866 0.162460 -0.951056
-vn 0.673478 -0.605462 -0.301373
-v 0.587785 -0.688191 -0.425325
-vn -0.767653 0.547259 0.148995
-v -0.850651 0.525731 0.000000
-vn 0.767653 0.547259 -0.148995
-v 0.850651 0.525731 0.000000
-vn 0.116615 -0.162248 1.164873
-v 0.000000 -0.273266 0.961938
-vn -0.294925 -0.893799 0.353097
-v -0.309017 -0.809017 0.500000
-vn 0.393457 0.432400 -0.754457
-v 0.425325 0.587785 -0.688191
-vn 0.162248 1.164873 -0.116615
-v 0.273266 0.961938 0.000000
-vn -0.373185 0.833957 -0.749734
-v -0.160622 0.693780 -0.702046
-vn -0.301373 0.673478 -0.605462
-v -0.425325 0.587785 -0.688191
-vn -0.099187 -0.138000 -0.990784
-v 0.000000 0.000000 -1.000000
-vn 0.353097 -0.294925 -0.893799
-v 0.500000 -0.309017 -0.809017
-vn 0.335254 -0.280021 -0.848632
-v 0.262866 -0.162460 -0.951056
-vn -0.432400 0.754457 0.393457
-v -0.587785 0.688191 0.425325
-vn -0.767653 -0.547259 -0.148995
-v -0.850651 -0.525731 0.000000
-vn 1.050846 0.415139 0.346745
-v 0.862669 0.259892 0.433889
-vn 0.990784 -0.099187 0.138000
-v 1.000000 0.000000 0.000000
-vn 1.164873 -0.116615 0.162248
-v 0.961938 0.000000 0.273266
-vn 0.940716 -0.094175 0.131027
-v 0.951056 -0.262866 0.162460
-vn 0.576386 -0.156925 0.808510
-v 0.500000 -0.309017 0.809017
-vn 0.162248 -1.164873 0.116615
-v 0.273266 -0.961938 0.000000
-vn -0.637687 0.317413 -0.709323
-v -0.500000 0.309017 -0.809017
-vn -0.445781 -0.159572 -0.908877
-v -0.525731 0.000000 -0.850651
-vn -0.445781 -0.159572 -0.908878
-v -0.262866 -0.162460 -0.951056
-vn -0.598525 -0.493441 -0.768553
-v -0.500000 -0.309017 -0.809017
-vn -0.561717 -0.463096 -0.721289
-v -0.688191 -0.425325 -0.587785
-vn -0.159572 -0.908877 -0.445781
-v -0.000000 -0.850651 -0.525731
-vn -0.159572 -0.908877 -0.445781
-v -0.162460 -0.951056 -0.262866
-vn 0.561717 -0.463096 -0.721289
-v 0.425325 -0.587785 -0.688191
-vn -0.474992 0.170028 0.968433
-v -0.500000 0.309017 0.809017
-vn 0.170028 -0.968433 0.474992
-v 0.309017 -0.809017 0.500000
-vn 0.159572 -0.908877 0.445781
-v -0.000000 -0.850651 0.525731
-vn 0.721289 0.561717 -0.463096
-v 0.587785 0.688191 -0.425325
-vn 0.159572 0.908877 0.445781
-v -0.000000 0.850651 0.525731
-vn -0.721289 0.561717 -0.463096
-v -0.688191 0.425325 -0.587785
-vn -0.563445 -0.748033 0.264775
-v -0.693780 -0.702046 0.160622
-vn -0.646898 0.000000 0.727085
-v -0.702046 -0.160622 0.693780
-vn -0.646898 0.000000 0.727085
-v -0.702046 0.160622 0.693780
-vn -0.918650 0.325166 0.691960
-v -0.688191 0.425325 0.587785
-vn -1.119614 -0.200964 0.366792
-v -0.951056 -0.262866 0.162460
-vn -0.911673 -0.163640 0.298670
-v -0.862669 -0.259892 0.433889
-vn 0.727085 -0.646898 0.000000
-v 0.693780 -0.702046 0.160622
-vn 0.264775 -0.563445 0.748033
-v 0.259892 -0.433889 0.862669
-vn 0.163640 0.298670 0.911673
-v 0.000000 0.273266 0.961938
-vn -0.298670 0.911673 -0.163640
-v -0.273266 0.961938 0.000000
-vn -0.163640 0.298670 -0.911673
-v -0.259892 0.433889 -0.862669
-vn -0.563445 -0.748033 -0.264775
-v -0.693780 -0.702046 -0.160622
-vn 0.794447 0.000000 -0.892923
-v 0.525731 0.000000 -0.850651
-vn -0.325166 -0.691960 0.918650
-v -0.425325 -0.587785 0.688191
-vn -0.264775 -0.563445 0.748033
-v -0.160622 -0.693780 0.702046
-vn -0.163640 -0.298670 0.911673
-v -0.259892 -0.433889 0.862669
-vn -0.727085 0.646898 0.000000
-v -0.693780 0.702046 0.160622
-vn -1.119614 -0.200964 -0.366792
-v -0.951056 -0.262866 -0.162460
-vn 0.911673 -0.163640 -0.298670
-v 0.961938 0.000000 -0.273266
-vn 0.911673 -0.163640 -0.298670
-v 0.862669 -0.259892 -0.433889
-vn 0.563445 -0.748033 0.264775
-v 0.433889 -0.862669 0.259892
-vn 0.264775 0.563445 0.748033
-v 0.259892 0.433889 0.862669
-vn -0.298670 -0.911673 0.163640
-v -0.433889 -0.862669 0.259892
-vn 0.264775 0.563445 -0.748033
-v 0.259892 0.433889 -0.862669
-vn -0.298670 0.911673 0.163640
-v -0.433889 0.862669 0.259892
-vn 0.366792 1.119614 -0.200964
-v 0.162460 0.951056 -0.262866
-vn 0.264775 -0.563445 -0.748033
-v 0.160622 -0.693780 -0.702046
-vn 0.646898 0.000000 0.727085
-v 0.702046 0.160622 0.693780
-vn 0.646898 0.000000 0.727085
-v 0.702046 -0.160622 0.693780
-vn 0.918650 0.325166 0.691960
-v 0.688191 0.425325 0.587785
-vn 0.563445 0.748033 -0.264775
-v 0.693780 0.702046 -0.160622
-vn 0.563445 0.748033 -0.264775
-v 0.433889 0.862669 -0.259892
-vn -0.373663 0.000000 0.978263
-v -0.262866 0.162460 0.951056
-vn -0.978263 0.373663 0.000000
-v -0.951056 0.262866 0.162460
-vn 0.978263 0.373663 0.000000
-v 0.951056 0.262866 0.162460
-vn 0.978263 0.373663 0.000000
-v 0.951056 0.262866 -0.162460
-vn 0.373663 0.000000 0.978263
-v 0.525731 0.000000 0.850651
-vn 0.604600 0.604600 0.604600
-v 0.425325 0.587785 0.688191
-vn 0.000000 -0.978263 0.373663
-v -0.162460 -0.951056 0.262866
-vn 0.000000 0.978263 -0.373663
-v -0.000000 0.850651 -0.525731
-vn 0.000000 0.978263 -0.373663
-v -0.162460 0.951056 -0.262866
-# 162 vertices, 0 vertices normals
-
-f 25//25 44//44 21//21
-f 20//20 81//81 79//79
-f 20//20 148//148 81//81
-f 4//4 141//141 16//16
-f 31//31 145//145 11//11
-f 1//1 144//144 122//122
-f 3//3 123//123 124//124
-f 3//3 124//124 2//2
-f 3//3 2//2 83//83
-f 3//3 83//83 127//127
-f 4//4 5//5 140//140
-f 13//13 15//15 128//128
-f 6//6 51//51 129//129
-f 19//19 130//130 143//143
-f 29//29 7//7 62//62
-f 6//6 136//136 51//51
-f 4//4 54//54 5//5
-f 29//29 94//94 7//7
-f 8//8 131//131 9//9
-f 8//8 9//9 10//10
-f 31//31 11//11 132//132
-f 1//1 133//133 12//12
-f 13//13 107//107 14//14
-f 13//13 14//14 15//15
-f 4//4 16//16 54//54
-f 6//6 137//137 136//136
-f 6//6 91//91 137//137
-f 19//19 61//61 24//24
-f 8//8 10//10 138//138
-f 25//25 17//17 18//18
-f 29//29 62//62 152//152
-f 4//4 140//140 141//141
-f 13//13 128//128 142//142
-f 6//6 129//129 91//91
-f 19//19 143//143 30//30
-f 1//1 22//22 144//144
-f 31//31 32//32 145//145
-f 8//8 146//146 131//131
-f 29//29 153//153 94//94
-f 31//31 132//132 95//95
-f 20//20 79//79 65//65
-f 25//25 21//21 17//17
-f 1//1 12//12 22//22
-f 20//20 23//23 148//148
-f 20//20 65//65 23//23
-f 3//3 127//127 123//123
-f 19//19 24//24 130//130
-f 8//8 138//138 146//146
-f 25//25 18//18 26//26
-f 1//1 122//122 133//133
-f 27//27 104//104 102//102
-f 27//27 28//28 104//104
-f 27//27 150//150 28//28
-f 27//27 149//149 150//150
-f 27//27 102//102 149//149
-f 13//13 142//142 107//107
-f 29//29 152//152 153//153
-f 19//19 30//30 61//61
-f 31//31 95//95 32//32
-f 25//25 26//26 44//44
-f 108//108 87//87 109//109
-f 45//45 58//58 80//80
-f 33//33 34//34 113//113
-f 49//49 88//88 46//46
-f 35//35 134//134 82//82
-f 92//92 135//135 47//47
-f 59//59 60//60 36//36
-f 116//116 37//37 125//125
-f 48//48 89//89 155//155
-f 38//38 139//139 126//126
-f 86//86 90//90 157//157
-f 49//49 75//75 39//39
-f 117//117 77//77 50//50
-f 52//52 78//78 84//84
-f 40//40 159//159 53//53
-f 92//92 160//160 118//118
-f 35//35 93//93 41//41
-f 42//42 43//43 55//55
-f 42//42 147//147 162//162
-f 56//56 96//96 57//57
-f 108//108 109//109 44//44
-f 45//45 80//80 81//81
-f 33//33 113//113 148//148
-f 49//49 46//46 141//141
-f 35//35 82//82 145//145
-f 92//92 47//47 144//144
-f 59//59 36//36 123//123
-f 116//116 125//125 124//124
-f 48//48 155//155 2//2
-f 38//38 126//126 83//83
-f 86//86 157//157 5//5
-f 49//49 39//39 15//15
-f 117//117 50//50 51//51
-f 52//52 84//84 130//130
-f 40//40 53//53 7//7
-f 92//92 118//118 136//136
-f 35//35 41//41 54//54
-f 42//42 55//55 94//94
-f 42//42 162//162 131//131
-f 56//56 57//57 9//9
-f 97//97 87//87 11//11
-f 69//69 58//58 133//133
-f 70//70 34//34 107//107
-f 33//33 88//88 14//14
-f 98//98 134//134 16//16
-f 59//59 135//135 137//137
-f 52//52 60//60 91//91
-f 72//72 37//37 61//61
-f 73//73 89//89 10//10
-f 69//69 139//139 17//17
-f 85//85 90//90 62//62
-f 103//103 75//75 140//140
-f 63//63 77//77 128//128
-f 106//106 78//78 129//129
-f 67//67 159//159 143//143
-f 70//70 160//160 22//22
-f 64//64 93//93 32//32
-f 72//72 43//43 146//146
-f 64//64 147//147 153//153
-f 108//108 96//96 132//132
-f 111//111 110//110 79//79
-f 111//111 112//112 21//21
-f 45//45 114//114 12//12
-f 98//98 115//115 23//23
-f 97//97 99//99 65//65
-f 66//66 71//71 127//127
-f 116//116 154//154 24//24
-f 48//48 100//100 138//138
-f 38//38 74//74 18//18
-f 66//66 101//101 122//122
-f 103//103 156//156 104//104
-f 63//63 105//105 28//28
-f 106//106 76//76 150//150
-f 67//67 158//158 149//149
-f 85//85 151//151 102//102
-f 117//117 68//68 142//142
-f 86//86 119//119 152//152
-f 40//40 120//120 30//30
-f 56//56 161//161 95//95
-f 73//73 121//121 26//26
-f 97//97 110//110 87//87
-f 69//69 112//112 58//58
-f 70//70 114//114 34//34
-f 33//33 115//115 88//88
-f 98//98 99//99 134//134
-f 59//59 71//71 135//135
-f 52//52 154//154 60//60
-f 72//72 100//100 37//37
-f 73//73 74//74 89//89
-f 69//69 101//101 139//139
-f 85//85 156//156 90//90
-f 103//103 105//105 75//75
-f 63//63 76//76 77//77
-f 106//106 158//158 78//78
-f 67//67 151//151 159//159
-f 70//70 68//68 160//160
-f 64//64 119//119 93//93
-f 72//72 120//120 43//43
-f 64//64 161//161 147//147
-f 108//108 121//121 96//96
-f 111//111 21//21 109//109
-f 111//111 79//79 80//80
-f 45//45 81//81 113//113
-f 98//98 16//16 46//46
-f 97//97 11//11 82//82
-f 66//66 122//122 47//47
-f 116//116 124//124 36//36
-f 48//48 2//2 125//125
-f 38//38 83//83 155//155
-f 66//66 127//127 126//126
-f 103//103 140//140 157//157
-f 63//63 128//128 39//39
-f 106//106 129//129 50//50
-f 67//67 143//143 84//84
-f 85//85 62//62 53//53
-f 117//117 51//51 118//118
-f 86//86 5//5 41//41
-f 40//40 7//7 55//55
-f 56//56 9//9 162//162
-f 73//73 10//10 57//57
-f 108//108 132//132 87//87
-f 45//45 12//12 58//58
-f 33//33 14//14 34//34
-f 49//49 15//15 88//88
-f 35//35 54//54 134//134
-f 92//92 136//136 135//135
-f 59//59 137//137 60//60
-f 116//116 24//24 37//37
-f 48//48 138//138 89//89
-f 38//38 18//18 139//139
-f 86//86 152//152 90//90
-f 49//49 141//141 75//75
-f 117//117 142//142 77//77
-f 52//52 91//91 78//78
-f 40//40 30//30 159//159
-f 92//92 144//144 160//160
-f 35//35 145//145 93//93
-f 42//42 131//131 43//43
-f 42//42 94//94 147//147
-f 56//56 95//95 96//96
-f 97//97 65//65 110//110
-f 69//69 17//17 112//112
-f 70//70 22//22 114//114
-f 33//33 148//148 115//115
-f 98//98 23//23 99//99
-f 59//59 123//123 71//71
-f 52//52 130//130 154//154
-f 72//72 146//146 100//100
-f 73//73 26//26 74//74
-f 69//69 133//133 101//101
-f 85//85 102//102 156//156
-f 103//103 104//104 105//105
-f 63//63 28//28 76//76
-f 106//106 150//150 158//158
-f 67//67 149//149 151//151
-f 70//70 107//107 68//68
-f 64//64 153//153 119//119
-f 72//72 61//61 120//120
-f 64//64 32//32 161//161
-f 108//108 44//44 121//121
-f 111//111 109//109 110//110
-f 111//111 80//80 112//112
-f 45//45 113//113 114//114
-f 98//98 46//46 115//115
-f 97//97 82//82 99//99
-f 66//66 47//47 71//71
-f 116//116 36//36 154//154
-f 48//48 125//125 100//100
-f 38//38 155//155 74//74
-f 66//66 126//126 101//101
-f 103//103 157//157 156//156
-f 63//63 39//39 105//105
-f 106//106 50//50 76//76
-f 67//67 84//84 158//158
-f 85//85 53//53 151//151
-f 117//117 118//118 68//68
-f 86//86 41//41 119//119
-f 40//40 55//55 120//120
-f 56//56 162//162 161//161
-f 73//73 57//57 121//121
-f 44//44 109//109 21//21
-f 81//81 80//80 79//79
-f 148//148 113//113 81//81
-f 141//141 46//46 16//16
-f 145//145 82//82 11//11
-f 144//144 47//47 122//122
-f 123//123 36//36 124//124
-f 124//124 125//125 2//2
-f 2//2 155//155 83//83
-f 83//83 126//126 127//127
-f 5//5 157//157 140//140
-f 15//15 39//39 128//128
-f 51//51 50//50 129//129
-f 130//130 84//84 143//143
-f 7//7 53//53 62//62
-f 136//136 118//118 51//51
-f 54//54 41//41 5//5
-f 94//94 55//55 7//7
-f 131//131 162//162 9//9
-f 9//9 57//57 10//10
-f 11//11 87//87 132//132
-f 133//133 58//58 12//12
-f 107//107 34//34 14//14
-f 14//14 88//88 15//15
-f 16//16 134//134 54//54
-f 137//137 135//135 136//136
-f 91//91 60//60 137//137
-f 61//61 37//37 24//24
-f 10//10 89//89 138//138
-f 17//17 139//139 18//18
-f 62//62 90//90 152//152
-f 140//140 75//75 141//141
-f 128//128 77//77 142//142
-f 129//129 78//78 91//91
-f 143//143 159//159 30//30
-f 22//22 160//160 144//144
-f 32//32 93//93 145//145
-f 146//146 43//43 131//131
-f 153//153 147//147 94//94
-f 132//132 96//96 95//95
-f 79//79 110//110 65//65
-f 21//21 112//112 17//17
-f 12//12 114//114 22//22
-f 23//23 115//115 148//148
-f 65//65 99//99 23//23
-f 127//127 71//71 123//123
-f 24//24 154//154 130//130
-f 138//138 100//100 146//146
-f 18//18 74//74 26//26
-f 122//122 101//101 133//133
-f 104//104 156//156 102//102
-f 28//28 105//105 104//104
-f 150//150 76//76 28//28
-f 149//149 158//158 150//150
-f 102//102 151//151 149//149
-f 142//142 68//68 107//107
-f 152//152 119//119 153//153
-f 30//30 120//120 61//61
-f 95//95 161//161 32//32
-f 26//26 121//121 44//44
-f 87//87 110//110 109//109
-f 58//58 112//112 80//80
-f 34//34 114//114 113//113
-f 88//88 115//115 46//46
-f 134//134 99//99 82//82
-f 135//135 71//71 47//47
-f 60//60 154//154 36//36
-f 37//37 100//100 125//125
-f 89//89 74//74 155//155
-f 139//139 101//101 126//126
-f 90//90 156//156 157//157
-f 75//75 105//105 39//39
-f 77//77 76//76 50//50
-f 78//78 158//158 84//84
-f 159//159 151//151 53//53
-f 160//160 68//68 118//118
-f 93//93 119//119 41//41
-f 43//43 120//120 55//55
-f 147//147 161//161 162//162
-f 96//96 121//121 57//57
-# 320 faces, 0 coords texture
-
-# End of File
\ No newline at end of file
diff --git a/test/surfaceModels/geoSphere_3.obj b/test/surfaceModels/geoSphere_3.obj
deleted file mode 100644
index a0c63b8..0000000
--- a/test/surfaceModels/geoSphere_3.obj
+++ /dev/null
@@ -1,2580 +0,0 @@
-####
-#
-# OBJ File Generated by Meshlab
-#
-####
-# Object geoSphere_3.obj
-#
-# Vertices: 642
-# Faces: 1280
-#
-####
-vn -0.101730 -0.684539 -1.044735
-v 0.000000 -0.525731 -0.850651
-vn 0.000000 -0.563150 -0.757895
-v 0.081086 -0.615642 -0.783843
-vn 0.000000 -0.563150 -0.757895
-v -0.081086 -0.615642 -0.783843
-vn 0.047372 0.439127 -0.834545
-v 0.131200 0.484442 -0.864929
-vn -0.684539 -1.044735 0.101730
-v -0.525731 -0.850651 0.000000
-vn 1.107608 0.062872 -0.582809
-v 0.850651 0.000000 -0.525731
-vn 0.747412 -1.005877 0.000000
-v 0.525731 -0.850651 0.000000
-vn 0.684539 1.044735 0.101730
-v 0.525731 0.850651 0.000000
-vn 0.515777 0.787173 0.076650
-v 0.615642 0.783843 0.081086
-vn 0.439127 0.834545 0.047372
-v 0.484442 0.864929 0.131200
-vn -0.062872 0.582809 -1.107608
-v 0.000000 0.525731 -0.850651
-vn -0.515777 -0.787173 -0.076650
-v -0.615642 -0.783843 -0.081086
-vn -0.101730 -0.684539 1.044735
-v 0.000000 -0.525731 0.850651
-vn -0.076650 -0.515777 0.787173
-v -0.131200 -0.484442 0.864929
-vn -0.076650 -0.515777 0.787173
-v -0.081086 -0.615642 0.783843
-vn 0.834545 -0.047372 -0.439127
-v 0.915043 0.000000 -0.403355
-vn 0.047372 -0.439127 0.834545
-v 0.000000 -0.403355 0.915043
-vn -0.582809 1.107608 0.062872
-v -0.525731 0.850651 0.000000
-vn -0.439127 0.834545 0.047372
-v -0.403355 0.915043 0.000000
-vn 0.439127 0.834545 -0.047372
-v 0.484442 0.864929 -0.131200
-vn -0.047372 -0.439127 -0.834545
-v -0.131200 -0.484442 -0.864929
-vn 0.047372 -0.439127 -0.834545
-v 0.000000 -0.403355 -0.915043
-vn -1.044735 -0.101730 0.684539
-v -0.850651 0.000000 0.525731
-vn -0.062872 0.582809 1.107608
-v 0.000000 0.525731 0.850651
-vn -0.047372 0.439127 0.834545
-v -0.131200 0.484442 0.864929
-vn -0.515777 0.787173 0.076650
-v -0.615642 0.783843 0.081086
-vn -0.515777 0.787173 0.076650
-v -0.484442 0.864929 0.131200
-vn -1.107608 0.062872 -0.582809
-v -0.850651 0.000000 -0.525731
-vn 1.107608 0.062872 0.582809
-v 0.850651 0.000000 0.525731
-vn 0.834545 0.047372 0.439127
-v 0.915043 0.000000 0.403355
-vn 0.787173 -0.076650 0.515777
-v 0.864929 -0.131200 0.484442
-vn 0.757895 0.000000 0.563150
-v 0.783843 -0.081086 0.615642
-vn 0.000000 0.563150 -0.757895
-v -0.081086 0.615642 -0.783843
-vn 0.237631 -0.867928 -0.478383
-v 0.238677 -0.891007 -0.386187
-vn 0.237631 -0.867928 -0.478383
-v 0.156435 -0.840178 -0.519258
-vn 0.774040 -0.536409 -0.389545
-v 0.757935 -0.468430 -0.453990
-vn -0.389545 -0.774040 0.536409
-v -0.371748 -0.707107 0.601501
-vn -0.867928 0.478383 0.237631
-v -0.891007 0.386187 0.238677
-vn 0.867928 0.478383 -0.237631
-v 0.891007 0.386187 -0.238677
-vn 0.939648 -0.517914 -0.257268
-v 0.809017 -0.500000 -0.309017
-vn 0.093888 0.000000 1.014792
-v 0.133071 0.082242 0.987688
-vn -0.257268 -0.939648 0.517914
-v -0.309017 -0.809017 0.500000
-vn 0.000000 1.098648 -0.101647
-v -0.000000 1.000000 0.000000
-vn 0.000000 1.014792 -0.093888
-v 0.082242 0.987688 -0.133071
-vn -0.317879 -0.770808 -0.577455
-v -0.309017 -0.809017 -0.500000
-vn 0.274577 -0.952645 -0.634029
-v 0.237086 -0.758652 -0.606825
-vn -0.512118 -0.221782 0.769471
-v -0.519258 -0.156435 0.840178
-vn 0.058259 0.081268 1.172569
-v 0.000000 0.137952 0.990439
-vn 0.081268 1.172569 0.058259
-v 0.137952 0.990439 0.000000
-vn -0.387918 0.814094 -0.464130
-v -0.309017 0.809017 -0.500000
-vn -0.450110 0.944611 -0.538540
-v -0.375039 0.843912 -0.383614
-vn 0.070039 -1.010554 -0.050210
-v -0.000000 -1.000000 0.000000
-vn -0.464130 -0.387918 0.814094
-v -0.500000 -0.309017 0.809017
-vn -0.317879 0.770808 0.577455
-v -0.309017 0.809017 0.500000
-vn -1.002870 -0.502534 -0.355844
-v -0.843912 -0.383614 -0.375039
-vn 0.952645 0.634029 0.274577
-v 0.758652 0.606825 0.237086
-vn 0.947109 -0.047057 -0.065642
-v 0.987688 -0.133071 -0.082242
-vn 0.502534 -0.355844 1.002871
-v 0.383614 -0.375039 0.843912
-vn 0.434991 0.363564 0.762983
-v 0.468430 0.453990 0.757935
-vn -0.065642 -0.947109 0.047057
-v -0.082242 -0.987688 0.133071
-vn 0.317879 0.770808 -0.577455
-v 0.309017 0.809017 -0.500000
-vn -0.464130 0.387918 -0.814094
-v -0.500000 0.309017 -0.809017
-vn -0.502534 -0.355844 -1.002871
-v -0.383614 -0.375039 -0.843912
-vn -0.952645 -0.634029 0.274577
-v -0.758652 -0.606825 0.237086
-vn 0.541201 -0.297922 0.722414
-v 0.601501 -0.371748 0.707107
-vn 0.306677 -0.864303 0.433099
-v 0.309017 -0.809017 0.500000
-vn 0.770808 0.577455 -0.317879
-v 0.809017 0.500000 -0.309017
-vn 0.221782 0.769471 0.512118
-v 0.156435 0.840178 0.519258
-vn -0.221782 0.769471 -0.512118
-v -0.156435 0.840178 -0.519258
-vn -0.762983 0.434991 -0.363564
-v -0.757935 0.468430 -0.453990
-vn -0.944611 0.538540 -0.450110
-v -0.843912 0.383614 -0.375039
-vn -0.774040 -0.536409 -0.389545
-v -0.757935 -0.468430 -0.453990
-vn 0.000000 -1.014792 -0.093888
-v -0.082242 -0.987688 -0.133071
-vn 0.389545 -0.774040 -0.536409
-v 0.453990 -0.757935 -0.468430
-vn -0.389545 0.774040 0.536409
-v -0.453990 0.757935 0.468430
-vn -0.867928 -0.478383 -0.237631
-v -0.891007 -0.386187 -0.238677
-vn 0.478383 -0.237631 0.867928
-v 0.386187 -0.238677 0.891007
-vn 0.536409 0.389545 0.774040
-v 0.601501 0.371748 0.707107
-vn 0.237631 0.867928 -0.478383
-v 0.156435 0.840178 -0.519258
-vn -0.634029 -0.274577 -0.952645
-v -0.606825 -0.237086 -0.758652
-vn -0.464130 -0.387918 -0.814094
-v -0.500000 -0.309017 -0.809017
-vn 0.670034 -0.368842 -0.894386
-v 0.606825 -0.237086 -0.758652
-vn 0.047057 0.065642 -0.947109
-v 0.133071 0.082242 -0.987688
-vn -0.546424 0.236639 0.821016
-v -0.500000 0.309017 0.809017
-vn -1.010554 0.050210 0.070039
-v -1.000000 0.000000 0.000000
-vn -1.172569 0.058259 0.081268
-v -0.990439 0.000000 0.137952
-vn 1.010554 0.050210 -0.070039
-v 1.000000 0.000000 0.000000
-vn 1.172569 0.058259 -0.081268
-v 0.990439 0.000000 -0.137952
-vn 0.433099 0.306677 0.864303
-v 0.500000 0.309017 0.809017
-vn 0.221782 -0.769471 0.512118
-v 0.156435 -0.840178 0.519258
-vn -0.502534 0.355844 -1.002871
-v -0.383614 0.375039 -0.843912
-vn 0.894386 -0.670034 -0.368842
-v 0.758652 -0.606825 -0.237086
-vn 0.546424 0.236639 -0.821016
-v 0.500000 0.309017 -0.809017
-vn 0.769471 0.512118 -0.221782
-v 0.840178 0.519258 -0.156435
-vn 0.363564 -0.762983 0.434991
-v 0.453990 -0.757935 0.468430
-vn 0.050210 -0.070039 1.010554
-v 0.000000 0.000000 1.000000
-vn 0.317879 0.770808 0.577455
-v 0.309017 0.809017 0.500000
-vn 0.297922 0.722414 0.541201
-v 0.371748 0.707107 0.601501
-vn 0.434991 0.363564 -0.762983
-v 0.468430 0.453990 -0.757935
-vn -0.081268 1.172569 0.058259
-v -0.137952 0.990439 0.000000
-vn -0.065642 0.947109 0.047057
-v -0.082242 0.987688 0.133071
-vn 0.317879 -0.770808 -0.577455
-v 0.309017 -0.809017 -0.500000
-vn 0.405908 -0.287423 -0.810040
-v 0.386187 -0.238677 -0.891007
-vn -0.821016 -0.546424 -0.236639
-v -0.809017 -0.500000 -0.309017
-vn 0.864303 0.433099 0.306677
-v 0.809017 0.500000 0.309017
-vn 0.081268 -1.172569 0.058259
-v 0.137952 -0.990439 0.000000
-vn 0.065642 -0.947109 0.047057
-v 0.082242 -0.987688 0.133071
-vn -0.274577 0.952645 0.634029
-v -0.237086 0.758652 0.606825
-vn 0.580734 -0.421735 -0.838002
-v 0.500000 -0.309017 -0.809017
-vn 0.536409 -0.389545 -0.774040
-v 0.468430 -0.453990 -0.757935
-vn 0.101647 0.000000 -1.098648
-v 0.000000 0.000000 -1.000000
-vn -0.838002 -0.580734 0.421735
-v -0.809017 -0.500000 0.309017
-vn -0.774040 -0.536409 0.389545
-v -0.707107 -0.601501 0.371748
-vn -0.838002 0.580734 0.421735
-v -0.809017 0.500000 0.309017
-vn -0.774040 0.536409 0.389545
-v -0.707107 0.601501 0.371748
-vn 0.939648 -0.517914 0.257268
-v 0.809017 -0.500000 0.309017
-vn 0.580734 -0.421735 0.838002
-v 0.500000 -0.309017 0.809017
-vn 0.478383 0.237631 0.867928
-v 0.519258 0.156435 0.840178
-vn -0.838002 0.580734 -0.421735
-v -0.809017 0.500000 -0.309017
-vn -0.774040 0.536409 -0.389545
-v -0.707107 0.601501 -0.371748
-vn 0.079112 -0.710531 -0.673771
-v 0.160622 -0.693780 -0.702046
-vn 0.974187 -0.317852 -0.605034
-v 0.783452 -0.346153 -0.516122
-vn -0.499469 -0.804214 0.262394
-v -0.433889 -0.862669 0.259892
-vn -0.725102 0.213500 0.627476
-v -0.702046 0.160622 0.693780
-vn -0.878354 0.258624 0.760094
-v -0.702310 0.296005 0.647412
-vn -1.134025 -0.100610 0.346409
-v -0.966393 -0.132793 0.220117
-vn 0.860704 -0.816174 -0.095833
-v 0.780204 -0.620240 -0.081142
-vn 0.213500 -0.627476 0.725102
-v 0.160622 -0.693780 0.702046
-vn 0.258624 -0.760094 0.878354
-v 0.296005 -0.647412 0.702310
-vn 0.081941 0.282129 0.923593
-v 0.131655 0.358229 0.924305
-vn -0.079112 -0.710531 0.673771
-v -0.160622 -0.693780 0.702046
-vn -0.346409 1.134025 -0.100610
-v -0.220117 0.966393 -0.132793
-vn -0.605034 0.974187 -0.317852
-v -0.516122 0.783452 -0.346153
-vn -0.083056 0.285969 -0.936164
-v 0.000000 0.273266 -0.961938
-vn 0.282129 -0.923593 -0.081941
-v 0.358229 -0.924305 -0.131655
-vn 0.499469 -0.804214 -0.262394
-v 0.433889 -0.862669 -0.259892
-vn -0.083056 -0.285969 0.936164
-v 0.000000 -0.273266 0.961938
-vn -1.074797 -0.255671 -0.442242
-v -0.916244 -0.264083 -0.301259
-vn -0.875356 -0.208228 -0.360179
-v -0.924305 -0.131655 -0.358229
-vn 0.710531 0.673771 0.079112
-v 0.693780 0.702046 0.160622
-vn 0.211062 -0.365082 0.887271
-v 0.259892 -0.433889 0.862669
-vn 0.258624 0.760094 -0.878354
-v 0.296005 0.647412 -0.702310
-vn 0.210633 0.619050 -0.715365
-v 0.213023 0.571252 -0.792649
-vn -0.442242 1.074797 0.255671
-v -0.301259 0.916244 0.264083
-vn -0.317852 0.605034 -0.974187
-v -0.346153 0.516122 -0.783452
-vn -0.715365 -0.210633 -0.619050
-v -0.792649 -0.213023 -0.571252
-vn 0.100610 -0.346409 -1.134025
-v 0.132793 -0.220117 -0.966393
-vn -0.974187 -0.317852 0.605034
-v -0.783452 -0.346153 0.516122
-vn -0.793414 -0.258871 0.492762
-v -0.792649 -0.213023 0.571252
-vn -0.760094 0.878354 0.258624
-v -0.647412 0.702310 0.296005
-vn -0.936164 0.083056 -0.285969
-v -0.961938 0.000000 -0.273266
-vn -0.710531 -0.673771 0.079112
-v -0.693780 -0.702046 0.160622
-vn 1.074797 -0.255671 0.442242
-v 0.916244 -0.264083 0.301259
-vn 0.878354 -0.258624 0.760094
-v 0.702310 -0.296005 0.647412
-vn 0.673771 0.079112 0.710531
-v 0.702046 0.160622 0.693780
-vn 0.442242 -1.074797 0.255671
-v 0.301259 -0.916244 0.264083
-vn 0.079112 0.710531 0.673771
-v 0.160622 0.693780 0.702046
-vn -0.793414 0.258871 -0.492762
-v -0.792649 0.213023 -0.571252
-vn -0.324212 0.084775 -0.985967
-v -0.266405 0.000000 -0.963861
-vn 0.084775 -0.985967 -0.324212
-v -0.000000 -0.963861 -0.266405
-vn 0.084775 -0.985967 -0.324212
-v 0.082324 -0.912983 -0.399607
-vn 0.619607 -0.672882 -0.533408
-v 0.587785 -0.688191 -0.425325
-vn 0.461381 0.000000 -0.933574
-v 0.399607 0.082324 -0.912983
-vn -0.533408 -0.619607 0.672882
-v -0.425325 -0.587785 0.688191
-vn -0.324212 -0.084775 0.985967
-v -0.399607 -0.082324 0.912983
-vn -0.949271 0.469139 0.000000
-v -0.850651 0.525731 0.000000
-vn -0.933574 0.461381 0.000000
-v -0.912983 0.399607 0.082324
-vn 0.619607 -0.672882 0.533408
-v 0.587785 -0.688191 0.425325
-vn 0.609361 -0.661755 0.524587
-v 0.513375 -0.646578 0.564254
-vn 0.324212 -0.084775 0.985967
-v 0.399607 -0.082324 0.912983
-vn 0.324212 -0.084775 0.985967
-v 0.266405 0.000000 0.963861
-vn -0.086201 -1.002547 0.329664
-v -0.162460 -0.951056 0.262866
-vn -0.084775 -0.985967 0.324212
-v -0.082324 -0.912983 0.399607
-vn 0.524587 0.609362 -0.661755
-v 0.513375 0.646578 -0.564254
-vn 0.086201 1.002547 -0.329664
-v 0.162460 0.951056 -0.262866
-vn 0.084775 0.985967 -0.324212
-v 0.082324 0.912983 -0.399607
-vn -0.533408 0.619607 -0.672882
-v -0.425325 0.587785 -0.688191
-vn -0.619077 -1.039492 0.261449
-v -0.484442 -0.864929 0.131200
-vn -1.101382 0.223199 0.518937
-v -0.864929 0.131200 0.484442
-vn 0.643603 -0.688893 -0.076179
-v 0.702907 -0.711282 0.000000
-vn 0.479115 0.804481 0.202340
-v 0.433889 0.862669 0.259892
-vn -0.076179 -0.643603 0.688893
-v -0.000000 -0.702907 0.711282
-vn 0.727325 0.154656 -0.603954
-v 0.702046 0.160622 -0.693780
-vn 0.320353 0.888673 0.047292
-v 0.358229 0.924305 0.131655
-vn -0.047292 0.320353 -0.888673
-v -0.131655 0.358229 -0.924305
-vn -0.651852 0.697722 -0.077155
-v -0.693780 0.702046 -0.160622
-vn -0.842276 0.901547 -0.099695
-v -0.615642 0.783843 -0.081086
-vn 0.202340 0.479115 0.804481
-v 0.259892 0.433889 0.862669
-vn -0.324458 -0.900062 0.047898
-v -0.273266 -0.961938 0.000000
-vn -0.170551 -0.396531 -0.841592
-v -0.131655 -0.358229 -0.924305
-vn -0.804481 -0.202340 0.479115
-v -0.862669 -0.259892 0.433889
-vn -0.603954 0.727325 0.154656
-v -0.693780 0.702046 0.160622
-vn -0.596311 0.718121 0.152698
-v -0.571252 0.792649 0.213023
-vn -0.888673 0.047292 -0.320353
-v -0.924305 0.131655 -0.358229
-vn -1.162997 0.061890 -0.419242
-v -0.915043 0.000000 -0.403355
-vn 0.396531 -0.841592 0.170551
-v 0.358229 -0.924305 0.131655
-vn 0.780386 0.939797 -0.199835
-v 0.615642 0.783843 -0.081086
-vn -1.039492 0.261449 -0.619077
-v -0.864929 0.131200 -0.484442
-vn -0.363119 0.165505 -0.955785
-v -0.262866 0.162460 -0.951056
-vn -0.380838 0.173581 -1.002424
-v -0.386187 0.238677 -0.891007
-vn -0.449076 -0.661374 0.632782
-v -0.513375 -0.646578 0.564254
-vn -0.506371 0.540542 0.723998
-v -0.425325 0.587785 0.688191
-vn -0.990226 -0.228163 -0.083018
-v -0.963861 -0.266405 0.000000
-vn -1.055037 -0.243096 -0.088452
-v -0.987688 -0.133071 -0.082242
-vn 0.903662 0.499579 -0.081168
-v 0.850651 0.525731 0.000000
-vn 0.955784 -0.363119 -0.165505
-v 0.951056 -0.262866 -0.162460
-vn 1.002424 -0.380838 -0.173581
-v 0.891007 -0.386187 -0.238677
-vn -0.173581 -1.002424 0.380838
-v -0.238677 -0.891007 0.386187
-vn -0.083018 0.990226 0.228163
-v -0.000000 0.963861 0.266405
-vn -0.552367 0.078520 -0.831478
-v -0.519258 0.156435 -0.840178
-vn -0.358069 -0.625225 -0.639270
-v -0.425325 -0.587785 -0.688191
-vn -0.372231 -0.649954 -0.664555
-v -0.371748 -0.707107 -0.601501
-vn 0.092301 -0.977417 -0.649316
-v 0.081142 -0.780204 -0.620240
-vn 0.362732 0.269420 -1.086882
-v 0.264083 0.301259 -0.916244
-vn -0.614684 -0.873498 0.494610
-v -0.516122 -0.783452 0.346153
-vn -0.531351 -0.075532 0.799842
-v -0.525731 0.000000 0.850651
-vn -0.649316 -0.092301 0.977417
-v -0.620240 -0.081142 0.780204
-vn 0.522905 0.743075 0.420760
-v 0.453990 0.757935 0.468430
-vn 0.664555 0.372231 -0.649954
-v 0.601501 0.371748 -0.707107
-vn -0.150673 0.973127 -0.181524
-v -0.082242 0.987688 -0.133071
-vn -0.503010 0.714804 -0.404751
-v -0.587785 0.688191 -0.425325
-vn -0.625225 -0.639270 -0.358069
-v -0.587785 -0.688191 -0.425325
-vn -0.494610 -0.614684 0.873498
-v -0.346153 -0.516122 0.783452
-vn 0.977417 0.649316 0.092301
-v 0.780204 0.620240 0.081142
-vn 1.143928 -0.213384 -0.177119
-v 0.966393 -0.132793 -0.220117
-vn 0.764032 -0.781196 0.437564
-v 0.647412 -0.702310 0.296005
-vn 0.649954 -0.664555 0.372231
-v 0.707107 -0.601501 0.371748
-vn 0.362732 -0.269420 1.086882
-v 0.264083 -0.301259 0.916244
-vn -0.220473 0.889421 0.296832
-v -0.162460 0.951056 0.262866
-vn -0.420760 0.522905 -0.743075
-v -0.468430 0.453990 -0.757935
-vn -0.296832 -0.220473 -0.889421
-v -0.262866 -0.162460 -0.951056
-vn -0.308573 -0.229193 -0.924600
-v -0.386187 -0.238677 -0.891007
-vn 0.181524 -0.150673 -0.973127
-v 0.133071 -0.082242 -0.987688
-vn -0.308573 0.229193 0.924600
-v -0.386187 0.238677 0.891007
-vn -0.977417 -0.649316 0.092301
-v -0.780204 -0.620240 0.081142
-vn 0.924600 -0.308573 0.229193
-v 0.891007 -0.386187 0.238677
-vn 0.075532 0.799842 0.531351
-v -0.000000 0.850651 0.525731
-vn -0.075532 0.799842 -0.531351
-v -0.000000 0.850651 -0.525731
-vn -0.092301 0.977417 -0.649316
-v -0.081142 0.780204 -0.620240
-vn 0.456207 -0.671876 -0.642830
-v 0.425325 -0.587785 -0.688191
-vn -0.674198 -0.478468 0.704662
-v -0.601501 -0.371748 0.707107
-vn -0.940845 0.357443 -0.162918
-v -0.912983 0.399607 -0.082324
-vn -0.889537 -0.491770 -0.079900
-v -0.912983 -0.399607 -0.082324
-vn 1.055037 -0.243096 0.088452
-v 0.987688 -0.133071 0.082242
-vn -0.085129 0.947758 0.523957
-v -0.156435 0.840178 0.519258
-vn -0.632782 0.449076 -0.661374
-v -0.564254 0.513375 -0.646578
-vn 0.799236 -0.285138 -0.837058
-v 0.702046 -0.160622 -0.693780
-vn 0.049611 0.205863 -0.977396
-v 0.000000 0.137952 -0.990439
-vn -0.607600 0.150937 0.713949
-v -0.620240 0.081142 0.780204
-vn -0.787649 0.320439 0.422624
-v -0.783452 0.346153 0.516122
-vn -1.164925 0.059130 0.245362
-v -0.961938 0.000000 0.273266
-vn 0.150937 -0.713949 0.607600
-v 0.081142 -0.780204 0.620240
-vn 0.988699 0.402233 -0.530500
-v 0.862669 0.259892 -0.433889
-vn -0.434825 1.047829 -0.365688
-v -0.433889 0.862669 -0.259892
-vn -0.445100 -0.829539 -0.337481
-v -0.375039 -0.843912 -0.383614
-vn -0.402233 0.530500 0.988699
-v -0.259892 0.433889 0.862669
-vn -0.337481 0.445100 0.829539
-v -0.383614 0.375039 0.843912
-vn 0.751919 0.639914 -0.158964
-v 0.758652 0.606825 -0.237086
-vn 0.530500 -0.988699 0.402233
-v 0.433889 -0.862669 0.259892
-vn 0.047106 -0.195468 0.928039
-v 0.132793 -0.220117 0.966393
-vn -0.346404 -0.834755 0.291326
-v -0.301259 -0.916244 0.264083
-vn -0.364828 -0.879151 0.306820
-v -0.375039 -0.843912 0.383614
-vn 0.402233 0.530500 -0.988699
-v 0.259892 0.433889 -0.862669
-vn 0.320439 0.422624 -0.787649
-v 0.346153 0.516122 -0.783452
-vn 0.337481 0.445100 -0.829539
-v 0.383614 0.375039 -0.843912
-vn 0.195468 0.928039 -0.047106
-v 0.220117 0.966393 -0.132793
-vn -0.047106 -0.195468 -0.928039
-v -0.132793 -0.220117 -0.966393
-vn -0.059130 0.245362 1.164925
-v 0.000000 0.273266 0.961938
-vn -0.047106 0.195468 0.928039
-v -0.132793 0.220117 0.966393
-vn -1.047829 0.365688 -0.434825
-v -0.862669 0.259892 -0.433889
-vn -0.896187 -0.762692 -0.189464
-v -0.693780 -0.702046 -0.160622
-vn 0.977396 -0.049611 0.205863
-v 0.990439 0.000000 0.137952
-vn 0.829539 -0.337481 0.445100
-v 0.843912 -0.383614 0.375039
-vn 0.639914 -0.158964 0.751919
-v 0.606825 -0.237086 0.758652
-vn -0.189464 0.896187 0.762692
-v -0.160622 0.693780 0.702046
-vn 0.189464 0.896187 -0.762692
-v 0.160622 0.693780 -0.702046
-vn -0.499579 -0.081168 -0.903662
-v -0.525731 0.000000 -0.850651
-vn -0.491770 -0.079900 -0.889537
-v -0.399607 -0.082324 -0.912983
-vn 0.642830 -0.456207 -0.671876
-v 0.688191 -0.425325 -0.587785
-vn -0.661374 -0.632782 0.449076
-v -0.646578 -0.564254 0.513375
-vn -0.955784 -0.363119 0.165505
-v -0.951056 -0.262866 0.162460
-vn -0.940845 -0.357443 0.162918
-v -0.912983 -0.399607 0.082324
-vn 1.055037 0.243096 -0.088452
-v 0.987688 0.133071 -0.082242
-vn 0.903662 -0.499579 0.081168
-v 0.850651 -0.525731 0.000000
-vn 0.357443 0.162918 0.940845
-v 0.399607 0.082324 0.912983
-vn 0.165505 0.955784 0.363119
-v 0.162460 0.951056 0.262866
-vn 0.162918 0.940845 0.357443
-v 0.082324 0.912983 0.399607
-vn -0.165505 0.955784 -0.363119
-v -0.162460 0.951056 -0.262866
-vn -0.338602 -0.566777 -0.707797
-v -0.346153 -0.516122 -0.783452
-vn 0.000000 -0.966738 -0.720603
-v -0.000000 -0.850651 -0.525731
-vn -0.706048 -0.881720 0.421804
-v -0.587785 -0.688191 0.425325
-vn -0.566777 -0.707797 0.338602
-v -0.647412 -0.702310 0.296005
-vn -0.917065 0.209268 0.228174
-v -0.916244 0.264083 0.301259
-vn -0.917065 -0.209268 0.228174
-v -0.916244 -0.264083 0.301259
-vn 0.917065 0.209268 -0.228174
-v 0.916244 0.264083 -0.301259
-vn 0.260690 0.284242 1.142409
-v 0.262866 0.162460 0.951056
-vn 0.209268 0.228174 0.917065
-v 0.132793 0.220117 0.966393
-vn 0.000000 -0.776045 0.578462
-v -0.081142 -0.780204 0.620240
-vn 0.707797 0.338602 -0.566777
-v 0.783452 0.346153 -0.516122
-vn -0.209268 0.228174 -0.917065
-v -0.132793 0.220117 -0.966393
-vn -0.566777 -0.707797 -0.338602
-v -0.647412 -0.702310 -0.296005
-vn 0.284242 -1.142409 -0.260690
-v 0.162460 -0.951056 -0.262866
-vn 0.566777 -0.707797 -0.338602
-v 0.647412 -0.702310 -0.296005
-vn -0.338602 -0.566777 0.707797
-v -0.296005 -0.647412 0.702310
-vn -0.209268 -0.228174 0.917065
-v -0.132793 -0.220117 0.966393
-vn -0.338602 0.566777 0.707797
-v -0.346153 0.516122 0.783452
-vn -0.776045 0.578462 0.000000
-v -0.780204 0.620240 -0.081142
-vn -1.142409 -0.260689 -0.284242
-v -0.951056 -0.262866 -0.162460
-vn 0.338602 0.566777 0.707797
-v 0.296005 0.647412 0.702310
-vn -0.707797 -0.338602 -0.566777
-v -0.783452 -0.346153 -0.516122
-vn -0.966738 -0.720603 0.000000
-v -0.850651 -0.525731 0.000000
-vn 1.142409 -0.260689 0.284242
-v 0.951056 -0.262866 0.162460
-vn 0.707797 0.338602 0.566777
-v 0.783452 0.346153 0.516122
-vn 0.566777 0.707797 -0.338602
-v 0.516122 0.783452 -0.346153
-vn -0.672882 -0.533408 -0.619607
-v -0.688191 -0.425325 -0.587785
-vn 0.524587 -0.609362 -0.661755
-v 0.513375 -0.646578 -0.564254
-vn -0.672882 -0.533408 0.619607
-v -0.688191 -0.425325 0.587785
-vn -0.324212 0.084775 0.985967
-v -0.266405 0.000000 0.963861
-vn 1.002547 0.329664 0.086201
-v 0.951056 0.262866 0.162460
-vn 0.661755 -0.524587 0.609361
-v 0.646578 -0.564254 0.513375
-vn 0.661755 0.524587 0.609361
-v 0.646578 0.564254 0.513375
-vn 0.084775 -0.985967 0.324212
-v -0.000000 -0.963861 0.266405
-vn 0.609362 0.661755 -0.524587
-v 0.646578 0.564254 -0.513375
-vn 0.000000 0.933574 -0.461381
-v -0.082324 0.912983 -0.399607
-vn -0.697722 -0.077155 -0.651852
-v -0.702046 -0.160622 -0.693780
-vn -0.077155 -0.651852 -0.697722
-v -0.160622 -0.693780 -0.702046
-vn -0.076179 -0.643603 -0.688893
-v -0.000000 -0.702907 -0.711282
-vn 0.939797 -0.199835 -0.780386
-v 0.783843 -0.081086 -0.615642
-vn -0.780386 -0.939797 0.199835
-v -0.615642 -0.783843 0.081086
-vn -0.596311 -0.718121 0.152698
-v -0.571252 -0.792649 0.213023
-vn -0.901547 0.099695 0.842276
-v -0.783843 0.081086 0.615642
-vn -1.162997 0.061890 0.419242
-v -0.915043 0.000000 0.403355
-vn 0.842276 -0.901547 0.099695
-v 0.615642 -0.783843 0.081086
-vn 0.261449 -0.619077 1.039492
-v 0.131200 -0.484442 0.864929
-vn 0.596311 0.718121 0.152698
-v 0.571252 0.792649 0.213023
-vn 0.794300 0.199779 -0.473051
-v 0.792649 0.213023 -0.571252
-vn -0.518937 1.101382 -0.223199
-v -0.484442 0.864929 -0.131200
-vn -0.223199 0.518937 -1.101382
-v -0.131200 0.484442 -0.864929
-vn 0.780386 -0.939797 -0.199835
-v 0.615642 -0.783843 -0.081086
-vn 0.901547 0.099695 -0.842276
-v 0.783843 0.081086 -0.615642
-vn -0.170551 -0.396531 0.841592
-v -0.131655 -0.358229 0.924305
-vn -0.643603 0.688893 0.076179
-v -0.702907 0.711282 0.000000
-vn 0.651852 0.697722 -0.077155
-v 0.693780 0.702046 -0.160622
-vn 0.643603 0.688893 -0.076179
-v 0.702907 0.711282 0.000000
-vn 1.101382 -0.223199 -0.518937
-v 0.864929 -0.131200 -0.484442
-vn 0.473051 -0.794300 0.199779
-v 0.571252 -0.792649 0.213023
-vn 0.199835 0.780386 0.939797
-v 0.081086 0.615642 0.783843
-vn -0.324458 0.900062 0.047898
-v -0.273266 0.961938 0.000000
-vn -0.320353 0.888673 0.047292
-v -0.358229 0.924305 0.131655
-vn 0.320353 0.888673 -0.047292
-v 0.358229 0.924305 -0.131655
-vn -0.154656 0.603954 -0.727325
-v -0.160622 0.693780 -0.702046
-vn -0.804481 -0.202340 -0.479115
-v -0.862669 -0.259892 -0.433889
-vn -0.320353 -0.888673 -0.047292
-v -0.358229 -0.924305 -0.131655
-vn 0.170551 -0.396531 -0.841592
-v 0.131655 -0.358229 -0.924305
-vn 0.852378 0.172737 0.401614
-v 0.862669 0.259892 0.433889
-vn 1.101382 0.223199 0.518937
-v 0.864929 0.131200 0.484442
-vn 0.888673 -0.047292 0.320353
-v 0.924305 -0.131655 0.358229
-vn 0.794300 -0.199779 0.473051
-v 0.792649 -0.213023 0.571252
-vn 0.324458 -0.900062 0.047898
-v 0.273266 -0.961938 0.000000
-vn 0.479115 0.804481 -0.202340
-v 0.433889 0.862669 -0.259892
-vn -0.099695 0.842276 0.901547
-v -0.081086 0.615642 0.783843
-vn -0.076179 0.643603 0.688893
-v -0.000000 0.702907 0.711282
-vn -0.939797 0.199835 -0.780386
-v -0.783843 0.081086 -0.615642
-vn -0.955784 0.363119 0.165505
-v -0.951056 0.262866 0.162460
-vn -1.055037 -0.243096 0.088452
-v -0.987688 -0.133071 0.082242
-vn 0.955784 0.363119 -0.165505
-v 0.951056 0.262866 -0.162460
-vn 0.947758 -0.523957 -0.085129
-v 0.840178 -0.519258 -0.156435
-vn 0.540542 0.723998 0.506371
-v 0.587785 0.688191 0.425325
-vn 0.532093 0.712682 0.498456
-v 0.513375 0.646578 0.564254
-vn 0.632782 0.449076 -0.661374
-v 0.564254 0.513375 -0.646578
-vn 0.088452 1.055037 0.243096
-v 0.082242 0.987688 0.133071
-vn -0.083018 0.990226 -0.228163
-v -0.000000 0.963861 -0.266405
-vn -0.566920 0.759328 -0.531081
-v -0.453990 0.757935 -0.468430
-vn -0.532093 0.712682 -0.498456
-v -0.513375 0.646578 -0.564254
-vn -0.762692 0.189464 -0.896187
-v -0.702046 0.160622 -0.693780
-vn -0.239236 -0.702309 -0.670576
-v -0.237086 -0.758652 -0.606825
-vn 0.829539 -0.337481 -0.445100
-v 0.843912 -0.383614 -0.375039
-vn -0.762692 -0.189464 0.896187
-v -0.702046 -0.160622 0.693780
-vn 0.636713 0.227155 -0.666843
-v 0.702310 0.296005 -0.647412
-vn 0.245362 1.164925 0.059130
-v 0.273266 0.961938 0.000000
-vn 0.445100 -0.829539 -0.337481
-v 0.375039 -0.843912 -0.383614
-vn -0.751919 0.639914 -0.158964
-v -0.758652 0.606825 -0.237086
-vn 1.164925 -0.059130 -0.245362
-v 0.961938 0.000000 -0.273266
-vn 0.702309 -0.670576 0.239236
-v 0.758652 -0.606825 0.237086
-vn 0.320439 0.422624 0.787649
-v 0.346153 0.516122 0.783452
-vn -0.434825 1.047829 0.365688
-v -0.433889 0.862669 0.259892
-vn -0.364828 0.879151 0.306820
-v -0.375039 0.843912 0.383614
-vn -0.365688 -0.434825 -1.047829
-v -0.259892 -0.433889 -0.862669
-vn -0.434825 -1.047829 -0.365688
-v -0.433889 -0.862669 -0.259892
-vn 0.337481 -0.445100 -0.829539
-v 0.383614 -0.375039 -0.843912
-vn 0.059130 -0.245362 -1.164925
-v 0.000000 -0.273266 -0.961938
-vn -0.291326 0.346404 0.834755
-v -0.264083 0.301259 0.916244
-vn -0.702309 0.670576 0.239236
-v -0.758652 0.606825 0.237086
-vn -0.928039 0.047106 -0.195468
-v -0.966393 0.132793 -0.220117
-vn 0.928039 0.047106 0.195468
-v 0.966393 0.132793 0.220117
-vn 1.047829 -0.365688 0.434825
-v 0.862669 -0.259892 0.433889
-vn 0.607600 0.150937 0.713949
-v 0.620240 0.081142 0.780204
-vn 0.364828 -0.879151 0.306820
-v 0.375039 -0.843912 0.383614
-vn 0.666843 0.636713 -0.227155
-v 0.647412 0.702310 -0.296005
-vn -0.787649 0.320439 -0.422624
-v -0.783452 0.346153 -0.516122
-vn -0.704662 -0.674198 -0.478468
-v -0.707107 -0.601501 -0.371748
-vn -0.661374 -0.632782 -0.449076
-v -0.646578 -0.564254 -0.513375
-vn 0.088452 -1.055037 -0.243096
-v 0.082242 -0.987688 -0.133071
-vn 0.499579 -0.081168 -0.903662
-v 0.525731 0.000000 -0.850651
-vn 0.523957 -0.085129 -0.947758
-v 0.519258 -0.156435 -0.840178
-vn -0.498456 -0.532093 0.712682
-v -0.564254 -0.513375 0.646578
-vn -0.231786 -0.084337 1.005949
-v -0.262866 -0.162460 0.951056
-vn -0.947758 0.523957 -0.085129
-v -0.840178 0.519258 -0.156435
-vn 0.506371 0.540542 0.723998
-v 0.425325 0.587785 0.688191
-vn 0.498456 0.532093 0.712682
-v 0.564254 0.513375 0.646578
-vn -0.162918 0.940845 0.357443
-v -0.082324 0.912983 0.399607
-vn 0.173581 1.002424 -0.380838
-v 0.238677 0.891007 -0.386187
-vn -0.552367 -0.078520 -0.831478
-v -0.519258 -0.156435 -0.840178
-vn 0.781196 -0.437564 -0.764032
-v 0.702310 -0.296005 -0.647412
-vn -0.552367 0.078520 0.831478
-v -0.519258 0.156435 0.840178
-vn -0.743075 0.420760 0.522905
-v -0.757935 0.468430 0.453990
-vn -0.973127 0.181524 0.150673
-v -0.987688 0.133071 0.082242
-vn -0.924600 -0.308573 0.229193
-v -0.891007 -0.386187 0.238677
-vn 0.977417 -0.649316 0.092301
-v 0.780204 -0.620240 0.081142
-vn 0.420760 -0.522905 0.743075
-v 0.468430 -0.453990 0.757935
-vn 0.362732 0.269420 1.086882
-v 0.264083 0.301259 0.916244
-vn 0.229193 0.924600 0.308573
-v 0.238677 0.891007 0.386187
-vn -0.764032 0.781196 -0.437564
-v -0.647412 0.702310 -0.296005
-vn -0.522905 -0.743075 -0.420760
-v -0.453990 -0.757935 -0.468430
-vn 0.552367 0.078520 -0.831478
-v 0.519258 0.156435 -0.840178
-vn 0.649316 0.092301 -0.977417
-v 0.620240 0.081142 -0.780204
-vn -0.362732 -0.269420 1.086882
-v -0.264083 -0.301259 0.916244
-vn -0.420760 0.522905 0.743075
-v -0.468430 0.453990 0.757935
-vn 0.174617 -0.144941 0.936102
-v 0.262866 -0.162460 0.951056
-vn 0.181524 -0.150673 0.973127
-v 0.133071 -0.082242 0.987688
-vn 0.404751 0.503010 -0.714804
-v 0.425325 0.587785 -0.688191
-vn -0.177119 1.143928 0.213384
-v -0.220117 0.966393 0.132793
-vn -0.437564 0.764032 -0.781196
-v -0.296005 0.647412 -0.702310
-vn -0.181524 -0.150673 -0.973127
-v -0.133071 -0.082242 -0.987688
-vn -0.144941 -0.936102 -0.174617
-v -0.162460 -0.951056 -0.262866
-vn 0.296832 -0.220473 -0.889421
-v 0.262866 -0.162460 -0.951056
-vn -0.174617 0.144941 0.936102
-v -0.262866 0.162460 0.951056
-vn -0.503010 0.714804 0.404751
-v -0.587785 0.688191 0.425325
-vn -0.614684 0.873498 0.494610
-v -0.516122 0.783452 0.346153
-vn -0.889421 0.296832 -0.220473
-v -0.951056 0.262866 -0.162460
-vn -1.086882 0.362732 -0.269420
-v -0.916244 0.264083 -0.301259
-vn -0.831478 -0.552367 -0.078520
-v -0.840178 -0.519258 -0.156435
-vn -0.977417 -0.649316 -0.092301
-v -0.780204 -0.620240 -0.081142
-vn 0.924600 0.308573 0.229193
-v 0.891007 0.386187 0.238677
-vn 1.086882 0.362732 0.269420
-v 0.916244 0.264083 0.301259
-vn 1.143928 -0.213384 0.177119
-v 0.966393 -0.132793 0.220117
-vn 0.144941 -0.936102 0.174617
-v 0.162460 -0.951056 0.262866
-vn 0.522905 0.743075 -0.420760
-v 0.453990 0.757935 -0.468430
-vn -0.092301 0.977417 0.649316
-v -0.081142 0.780204 0.620240
-vn -0.639270 0.358069 -0.625225
-v -0.688191 0.425325 -0.587785
-vn -0.781196 0.437564 -0.764032
-v -0.702310 0.296005 -0.647412
-vn -0.674198 -0.478468 -0.704662
-v -0.601501 -0.371748 -0.707107
-vn -0.173581 -1.002424 -0.380838
-v -0.238677 -0.891007 -0.386187
-vn 0.498456 -0.532093 -0.712682
-v 0.564254 -0.513375 -0.646578
-vn -0.759328 -0.531081 0.566920
-v -0.757935 -0.468430 0.453990
-vn -0.661374 0.632782 0.449076
-v -0.646578 0.564254 0.513375
-vn -0.990226 0.228163 -0.083018
-v -0.963861 0.266405 0.000000
-vn -0.947758 -0.523957 0.085129
-v -0.840178 -0.519258 0.156435
-vn 1.055037 0.243096 0.088452
-v 0.987688 0.133071 0.082242
-vn 0.642830 -0.456207 0.671876
-v 0.688191 -0.425325 0.587785
-vn 0.499579 0.081168 0.903662
-v 0.525731 0.000000 0.850651
-vn 0.723998 0.506371 0.540542
-v 0.688191 0.425325 0.587785
-vn 0.671876 0.642830 -0.456207
-v 0.587785 0.688191 -0.425325
-vn 0.081941 0.282129 -0.923593
-v 0.131655 0.358229 -0.924305
-vn 0.100610 0.346409 -1.134025
-v 0.132793 0.220117 -0.966393
-vn -0.804214 0.262394 0.499469
-v -0.862669 0.259892 0.433889
-vn -0.793414 0.258871 0.492762
-v -0.792649 0.213023 0.571252
-vn -0.923593 0.081941 0.282129
-v -0.924305 0.131655 0.358229
-vn 0.710531 -0.673771 0.079112
-v 0.693780 -0.702046 0.160622
-vn 0.317852 -0.605034 0.974187
-v 0.346153 -0.516122 0.783452
-vn -0.442242 1.074797 -0.255671
-v -0.301259 0.916244 -0.264083
-vn -0.619050 0.715365 -0.210633
-v -0.571252 0.792649 -0.213023
-vn -0.211062 0.365082 -0.887271
-v -0.259892 0.433889 -0.862669
-vn 0.442242 -1.074797 -0.255671
-v 0.301259 -0.916244 -0.264083
-vn 0.627476 -0.725102 -0.213500
-v 0.693780 -0.702046 -0.160622
-vn -0.210633 -0.619050 0.715365
-v -0.213023 -0.571252 0.792649
-vn -0.211062 -0.365082 0.887271
-v -0.259892 -0.433889 0.862669
-vn -0.258871 0.492762 0.793414
-v -0.213023 0.571252 0.792649
-vn 0.887271 -0.211062 -0.365082
-v 0.862669 -0.259892 -0.433889
-vn 1.074797 -0.255671 -0.442242
-v 0.916244 -0.264083 -0.301259
-vn 0.081941 -0.282129 0.923593
-v 0.131655 -0.358229 0.924305
-vn 0.210633 0.619050 0.715365
-v 0.213023 0.571252 0.792649
-vn 0.258624 -0.760094 -0.878354
-v 0.296005 -0.647412 -0.702310
-vn 0.211062 -0.365082 -0.887271
-v 0.259892 -0.433889 -0.862669
-vn 0.255671 -0.442242 -1.074797
-v 0.264083 -0.301259 -0.916244
-vn -0.700989 -0.664723 -0.078050
-v -0.702907 -0.711282 0.000000
-vn 0.936164 -0.083056 0.285969
-v 0.961938 0.000000 0.273266
-vn 0.673771 -0.079112 0.710531
-v 0.702046 -0.160622 0.693780
-vn 0.878354 0.258624 0.760094
-v 0.702310 0.296005 0.647412
-vn -0.524587 -0.609362 -0.661755
-v -0.513375 -0.646578 -0.564254
-vn -0.524587 -0.609361 -0.661755
-v -0.564254 -0.513375 -0.646578
-vn 0.661755 -0.524587 -0.609361
-v 0.646578 -0.564254 -0.513375
-vn 0.329664 0.086201 -1.002547
-v 0.262866 0.162460 -0.951056
-vn -0.672882 0.533408 0.619607
-v -0.688191 0.425325 0.587785
-vn -0.661755 0.524587 0.609362
-v -0.564254 0.513375 0.646578
-vn 0.985967 0.324212 -0.084775
-v 0.963861 0.266405 0.000000
-vn 0.533408 -0.619607 0.672882
-v 0.425325 -0.587785 0.688191
-vn 0.000000 -0.949271 0.469139
-v -0.000000 -0.850651 0.525731
-vn 0.000000 -0.933574 0.461381
-v 0.082324 -0.912983 0.399607
-vn 0.672882 0.533408 -0.619607
-v 0.688191 0.425325 -0.587785
-vn -0.954023 0.000000 -0.793274
-v -0.711282 0.000000 -0.702907
-vn -0.164761 -0.691446 -1.016956
-v -0.213023 -0.571252 -0.792649
-vn 1.016956 -0.164761 -0.691447
-v 0.792649 -0.213023 -0.571252
-vn 0.078001 0.403447 -0.857002
-v 0.000000 0.403355 -0.915043
-vn -0.954023 0.000000 0.793274
-v -0.711282 0.000000 0.702907
-vn 0.164761 -0.691446 1.016956
-v 0.213023 -0.571252 0.792649
-vn 0.078001 0.403447 0.857002
-v 0.000000 0.403355 0.915043
-vn 0.000000 -0.607658 0.730793
-v 0.081086 -0.615642 0.783843
-vn 0.779001 0.126209 -0.529657
-v 0.864929 0.131200 -0.484442
-vn 0.403447 0.857002 0.078001
-v 0.403355 0.915043 0.000000
-vn -0.526686 1.118784 -0.101828
-v -0.358229 0.924305 -0.131655
-vn -0.691447 -1.016956 -0.164761
-v -0.571252 -0.792649 -0.213023
-vn -0.529657 -0.779001 -0.126209
-v -0.484442 -0.864929 -0.131200
-vn 0.403447 -0.857002 -0.078001
-v 0.403355 -0.915043 0.000000
-vn 0.529657 -0.779001 -0.126209
-v 0.484442 -0.864929 -0.131200
-vn 0.954023 0.000000 -0.793274
-v 0.711282 0.000000 -0.702907
-vn 0.529657 -0.779001 0.126209
-v 0.484442 -0.864929 0.131200
-vn 0.126209 0.529657 0.779001
-v 0.131200 0.484442 0.864929
-vn -0.164761 0.691447 -1.016956
-v -0.213023 0.571252 -0.792649
-vn -0.779001 -0.126209 -0.529657
-v -0.783843 -0.081086 -0.615642
-vn -0.779001 -0.126209 -0.529657
-v -0.864929 -0.131200 -0.484442
-vn -0.403447 -0.857002 -0.078001
-v -0.403355 -0.915043 0.000000
-vn 0.164761 -0.691447 -1.016956
-v 0.213023 -0.571252 -0.792649
-vn 0.078001 -0.403448 -0.857002
-v 0.131200 -0.484442 -0.864929
-vn -0.779001 -0.126209 0.529657
-v -0.864929 -0.131200 0.484442
-vn -0.779001 -0.126209 0.529657
-v -0.783843 -0.081086 0.615642
-vn 0.954023 0.000000 0.793274
-v 0.711282 0.000000 0.702907
-vn 1.016956 0.164761 0.691447
-v 0.792649 0.213023 0.571252
-vn 0.779001 0.126209 0.529657
-v 0.783843 0.081086 0.615642
-vn 0.691447 1.016956 -0.164761
-v 0.571252 0.792649 -0.213023
-vn 0.000000 0.793274 -0.954023
-v -0.000000 0.702907 -0.711282
-vn 0.000000 0.607658 -0.730793
-v 0.081086 0.615642 -0.783843
-vn 0.448832 0.165943 -0.906557
-v 0.386187 0.238677 -0.891007
-vn -0.457725 -0.726225 0.560283
-v -0.453990 -0.757935 0.468430
-vn -0.448832 -0.165943 0.906557
-v -0.386187 -0.238677 0.891007
-vn -0.165943 -0.906557 0.448832
-v -0.156435 -0.840178 0.519258
-vn -0.563308 0.152994 -0.756404
-v -0.606825 0.237086 -0.758652
-vn -0.297898 -0.711609 -0.645214
-v -0.296005 -0.647412 -0.702310
-vn -0.757328 0.349661 0.835259
-v -0.601501 0.371748 0.707107
-vn -0.612970 0.283011 0.676047
-v -0.606825 0.237086 0.758652
-vn -0.846319 0.327904 0.298481
-v -0.843912 0.383614 0.375039
-vn 0.349661 -0.835259 0.757328
-v 0.371748 -0.707107 0.601501
-vn 0.283011 -0.676047 0.612970
-v 0.237086 -0.758652 0.606825
-vn 0.428499 0.765964 0.377567
-v 0.375039 0.843912 0.383614
-vn -0.152994 -0.756404 0.563308
-v -0.237086 -0.758652 0.606825
-vn 0.612970 0.283011 -0.676047
-v 0.606825 0.237086 -0.758652
-vn -0.099280 0.179750 -1.162454
-v -0.133071 0.082242 -0.987688
-vn 0.153140 -0.990366 -0.084582
-v 0.220117 -0.966393 -0.132793
-vn 0.451039 -0.806255 -0.397427
-v 0.516122 -0.783452 -0.346153
-vn 0.592939 -0.161042 -0.796191
-v 0.620240 -0.081142 -0.780204
-vn -0.377567 -0.428499 0.765964
-v -0.383614 -0.375039 0.843912
-vn -0.099280 -0.179750 1.162454
-v -0.133071 -0.082242 0.987688
-vn -0.080356 -0.145487 0.940874
-v 0.000000 -0.137952 0.990439
-vn -0.349661 0.835259 0.757328
-v -0.371748 0.707107 0.601501
-vn 0.349661 0.835259 -0.757328
-v 0.371748 0.707107 -0.601501
-vn -0.368774 1.045630 0.405127
-v -0.238677 0.891007 0.386187
-vn 0.314182 0.890838 -0.345153
-v 0.301259 0.916244 -0.264083
-vn -0.345153 -0.314182 -0.890838
-v -0.264083 -0.301259 -0.916244
-vn -0.645214 -0.297898 -0.711609
-v -0.702310 -0.296005 -0.647412
-vn -0.314182 -0.890838 -0.345153
-v -0.301259 -0.916244 -0.264083
-vn 0.397428 -0.451039 -0.806255
-v 0.346153 -0.516122 -0.783452
-vn -0.765964 -0.377567 0.428499
-v -0.843912 -0.383614 0.375039
-vn -1.162454 0.099280 -0.179750
-v -0.987688 0.133071 -0.082242
-vn 0.563308 0.152994 0.756404
-v 0.606825 0.237086 0.758652
-vn 0.765964 0.377567 0.428499
-v 0.843912 0.383614 0.375039
-vn 0.368774 -1.045630 0.405127
-v 0.238677 -0.891007 0.386187
-vn 0.835260 0.757328 -0.349661
-v 0.707107 0.601501 -0.371748
-vn -0.152994 0.756404 -0.563308
-v -0.237086 0.758652 -0.606825
-vn 0.477856 -0.176673 -0.965180
-v 0.399607 -0.082324 -0.912983
-vn -0.560283 -0.457725 0.726225
-v -0.468430 -0.453990 0.757935
-vn -0.180331 0.000000 1.009115
-v -0.133071 0.082242 0.987688
-vn -0.906557 0.448832 -0.165943
-v -0.891007 0.386187 -0.238677
-vn 0.906557 0.448832 0.165943
-v 0.840178 0.519258 0.156435
-vn 1.074371 -0.191993 0.000000
-v 0.963861 -0.266405 0.000000
-vn -0.592939 -0.161042 -0.796191
-v -0.620240 -0.081142 -0.780204
-vn -0.466485 -0.529412 -0.946350
-v -0.468430 -0.453990 -0.757935
-vn -0.189025 -0.934539 -0.695969
-v -0.156435 -0.840178 -0.519258
-vn 0.757328 -0.349661 -0.835259
-v 0.601501 -0.371748 -0.707107
-vn 0.990366 0.084582 -0.153140
-v 0.966393 0.132793 -0.220117
-vn 0.934539 -0.695969 0.189025
-v 0.840178 -0.519258 0.156435
-vn 0.327905 0.298481 0.846319
-v 0.383614 0.375039 0.843912
-vn 0.405127 0.368774 1.045630
-v 0.386187 0.238677 0.891007
-vn 0.765964 0.377567 -0.428499
-v 0.843912 0.383614 -0.375039
-vn 0.946350 0.466485 -0.529412
-v 0.757935 0.468430 -0.453990
-vn 0.314182 0.890838 0.345153
-v 0.301259 0.916244 0.264083
-vn -0.368774 1.045630 -0.405127
-v -0.238677 0.891007 -0.386187
-vn -0.345153 0.314182 -0.890838
-v -0.264083 0.301259 -0.916244
-vn -0.451039 -0.806255 -0.397428
-v -0.516122 -0.783452 -0.346153
-vn 0.835260 -0.757328 -0.349661
-v 0.707107 -0.601501 -0.371748
-vn -0.796191 0.592939 0.161042
-v -0.780204 0.620240 0.081142
-vn -0.934539 0.695969 0.189025
-v -0.840178 0.519258 0.156435
-vn -0.940874 -0.080356 -0.145487
-v -0.990439 0.000000 -0.137952
-vn 0.796191 0.592939 -0.161042
-v 0.780204 0.620240 -0.081142
-vn 0.283011 0.676047 0.612970
-v 0.237086 0.758652 0.606825
-vn -0.349661 0.835260 -0.757328
-v -0.371748 0.707107 -0.601501
-vn -0.080356 -0.145487 -0.940874
-v 0.000000 -0.137952 -0.990439
-vn -0.145487 -0.940874 -0.080356
-v -0.137952 -0.990439 0.000000
-vn -0.153140 -0.990366 -0.084582
-v -0.220117 -0.966393 -0.132793
-vn 0.349661 -0.835260 -0.757328
-v 0.371748 -0.707107 -0.601501
-vn -0.612970 -0.283011 0.676047
-v -0.606825 -0.237086 0.758652
-vn -0.645214 -0.297898 0.711609
-v -0.702310 -0.296005 0.647412
-vn -0.756403 -0.563308 -0.152994
-v -0.758652 -0.606825 -0.237086
-vn 0.946350 -0.466485 0.529412
-v 0.757935 -0.468430 0.453990
-vn 0.695969 -0.189025 0.934539
-v 0.519258 -0.156435 0.840178
-vn 0.153140 -0.990366 0.084582
-v 0.220117 -0.966393 0.132793
-vn 0.428499 0.765964 -0.377567
-v 0.375039 0.843912 -0.383614
-vn 0.152994 0.756403 -0.563308
-v 0.237086 0.758652 -0.606825
-vn 0.161042 0.796191 -0.592939
-v 0.081142 0.780204 -0.620240
-vn -0.757328 0.349661 -0.835259
-v -0.601501 0.371748 -0.707107
-vn 0.191993 0.000000 -1.074371
-v 0.266405 0.000000 -0.963861
-vn -0.477856 0.176673 0.965180
-v -0.399607 0.082324 0.912983
-vn 0.726225 0.560283 0.457725
-v 0.707107 0.601501 0.371748
-vn 0.726225 0.560283 0.457725
-v 0.757935 0.468430 0.453990
-vn -0.630407 0.000000 -0.742503
-v -0.620240 0.081142 -0.780204
-vn 0.000000 -0.742503 -0.630407
-v -0.081142 -0.780204 -0.620240
-vn -0.915901 0.176445 0.280563
-v -0.966393 0.132793 0.220117
-vn -1.122322 -0.216211 0.343795
-v -0.924305 -0.131655 0.358229
-vn 1.122322 0.216211 -0.343795
-v 0.924305 0.131655 -0.358229
-vn 0.566058 0.739455 0.285495
-v 0.516122 0.783452 0.346153
-vn 0.566058 0.739455 0.285495
-v 0.647412 0.702310 0.296005
-vn 0.280563 0.915901 0.176445
-v 0.220117 0.966393 0.132793
-vn 0.693633 -0.906110 -0.349838
-v 0.571252 -0.792649 -0.213023
-vn -0.285495 0.566058 0.739455
-v -0.296005 0.647412 0.702310
-vn -0.915901 -0.176445 -0.280563
-v -0.966393 -0.132793 -0.220117
-vn 1.122322 -0.216211 -0.343795
-v 0.924305 -0.131655 -0.358229
-vn 0.566058 -0.739455 0.285495
-v 0.516122 -0.783452 0.346153
-vn -0.280563 -0.915901 0.176445
-v -0.220117 -0.966393 0.132793
-vn -0.343795 -1.122322 0.216211
-v -0.358229 -0.924305 0.131655
-vn -0.216211 0.343795 1.122322
-v -0.131655 0.358229 0.924305
-vn 1.122322 0.216211 0.343795
-v 0.924305 0.131655 0.358229
-vn 0.739455 -0.285495 0.566058
-v 0.783452 -0.346153 0.516122
-vn 0.630407 0.000000 0.742503
-v 0.620240 -0.081142 0.780204
-vn 0.000000 0.742503 0.630407
-v 0.081142 0.780204 0.620240
-vn -0.373663 0.000000 -0.978263
-v -0.399607 0.082324 -0.912983
-vn 0.000000 -0.978263 -0.373663
-v -0.082324 -0.912983 -0.399607
-vn -0.604600 0.604600 0.604600
-v -0.513375 0.646578 0.564254
-vn 0.978263 0.373663 0.000000
-v 0.912983 0.399607 0.082324
-vn 0.978263 0.373663 0.000000
-v 0.912983 0.399607 -0.082324
-vn 0.978263 -0.373663 0.000000
-v 0.912983 -0.399607 0.082324
-vn 0.978263 -0.373663 0.000000
-v 0.912983 -0.399607 -0.082324
-vn 0.604600 -0.604600 0.604600
-v 0.564254 -0.513375 0.646578
-vn -0.604600 0.604600 -0.604600
-v -0.646578 0.564254 -0.513375
-# 642 vertices, 0 vertices normals
-
-f 28//28 363//363 520//520
-f 1//1 3//3 21//21
-f 1//1 2//2 3//3
-f 6//6 345//345 328//328
-f 11//11 4//4 504//504
-f 5//5 178//178 329//329
-f 23//23 526//526 331//331
-f 23//23 331//331 179//179
-f 23//23 179//179 332//332
-f 23//23 332//332 525//525
-f 6//6 509//509 16//16
-f 7//7 339//339 333//333
-f 13//13 508//508 334//334
-f 24//24 507//507 518//518
-f 8//8 10//10 9//9
-f 13//13 15//15 508//508
-f 6//6 340//340 509//509
-f 8//8 510//510 10//10
-f 18//18 19//19 337//337
-f 18//18 337//337 187//187
-f 11//11 504//504 338//338
-f 5//5 12//12 513//513
-f 7//7 514//514 515//515
-f 7//7 515//515 339//339
-f 6//6 328//328 340//340
-f 13//13 14//14 15//15
-f 13//13 17//17 14//14
-f 24//24 361//361 25//25
-f 18//18 187//187 26//26
-f 28//28 521//521 195//195
-f 8//8 9//9 197//197
-f 6//6 16//16 345//345
-f 7//7 333//333 517//517
-f 13//13 334//334 17//17
-f 24//24 518//518 347//347
-f 5//5 522//522 178//178
-f 11//11 532//532 4//4
-f 18//18 27//27 19//19
-f 8//8 20//20 510//510
-f 11//11 338//338 33//33
-f 1//1 21//21 22//22
-f 28//28 520//520 521//521
-f 5//5 513//513 522//522
-f 1//1 524//524 2//2
-f 1//1 22//22 524//524
-f 23//23 525//525 526//526
-f 24//24 25//25 507//507
-f 18//18 26//26 27//27
-f 28//28 195//195 198//198
-f 5//5 329//329 12//12
-f 29//29 30//30 356//356
-f 29//29 31//31 30//30
-f 29//29 32//32 31//31
-f 29//29 529//529 32//32
-f 29//29 356//356 529//529
-f 7//7 517//517 514//514
-f 8//8 197//197 20//20
-f 24//24 347//347 361//361
-f 11//11 33//33 532//532
-f 28//28 198//198 363//363
-f 62//62 200//200 210//210
-f 45//45 424//424 212//212
-f 102//102 34//34 35//35
-f 40//40 589//589 36//36
-f 93//93 425//425 533//533
-f 42//42 37//37 534//534
-f 53//53 535//535 47//47
-f 84//84 428//428 539//539
-f 114//114 591//591 38//38
-f 85//85 204//204 365//365
-f 67//67 94//94 39//39
-f 40//40 207//207 367//367
-f 66//66 95//95 542//542
-f 96//96 430//430 41//41
-f 97//97 98//98 218//218
-f 42//42 208//208 536//536
-f 93//93 99//99 219//219
-f 43//43 101//101 371//371
-f 43//43 44//44 220//220
-f 50//50 595//595 373//373
-f 62//62 210//210 537//537
-f 45//45 212//212 376//376
-f 102//102 35//35 46//46
-f 40//40 36//36 377//377
-f 93//93 533//533 265//265
-f 42//42 534//534 262//262
-f 53//53 47//47 600//600
-f 84//84 539//539 540//540
-f 114//114 38//38 541//541
-f 85//85 365//365 86//86
-f 67//67 39//39 583//583
-f 40//40 367//367 92//92
-f 66//66 542//542 543//543
-f 96//96 41//41 48//48
-f 97//97 218//218 544//544
-f 42//42 536//536 545//545
-f 93//93 219//219 546//546
-f 43//43 371//371 49//49
-f 43//43 220//220 100//100
-f 50//50 373//373 51//51
-f 111//111 547//547 248//248
-f 104//104 401//401 602//602
-f 52//52 403//403 106//106
-f 102//102 74//74 381//381
-f 109//109 405//405 82//82
-f 53//53 570//570 551//551
-f 96//96 552//552 553//553
-f 54//54 554//554 108//108
-f 119//119 408//408 382//382
-f 104//104 76//76 55//55
-f 105//105 573//573 56//56
-f 87//87 57//57 88//88
-f 116//116 227//227 384//384
-f 117//117 77//77 58//58
-f 89//89 59//59 581//581
-f 52//52 60//60 597//597
-f 61//61 555//555 607//607
-f 54//54 556//556 387//387
-f 61//61 412//412 606//606
-f 62//62 230//230 91//91
-f 81//81 232//232 63//63
-f 81//81 452//452 80//80
-f 45//45 453//453 255//255
-f 109//109 110//110 390//390
-f 111//111 233//233 596//596
-f 112//112 455//455 562//562
-f 84//84 234//234 257//257
-f 114//114 115//115 393//393
-f 85//85 563//563 592//592
-f 112//112 458//458 64//64
-f 87//87 459//459 272//272
-f 116//116 236//236 273//273
-f 117//117 65//65 274//274
-f 89//89 118//118 564//564
-f 105//105 613//613 565//565
-f 66//66 566//566 398//398
-f 67//67 567//567 258//258
-f 97//97 68//68 594//594
-f 50//50 69//69 568//568
-f 119//119 70//70 71//71
-f 111//111 434//434 547//547
-f 104//104 72//72 401//401
-f 52//52 73//73 403//403
-f 102//102 599//599 74//74
-f 109//109 103//103 405//405
-f 53//53 241//241 570//570
-f 96//96 571//571 552//552
-f 54//54 75//75 554//554
-f 119//119 572//572 408//408
-f 104//104 442//442 76//76
-f 105//105 444//444 573//573
-f 87//87 244//244 57//57
-f 116//116 603//603 227//227
-f 117//117 604//604 77//77
-f 89//89 78//78 59//59
-f 52//52 107//107 60//60
-f 61//61 448//448 555//555
-f 54//54 245//245 556//556
-f 61//61 79//79 412//412
-f 62//62 609//609 230//230
-f 81//81 80//80 413//413
-f 81//81 63//63 576//576
-f 45//45 376//376 577//577
-f 109//109 82//82 578//578
-f 111//111 248//248 83//83
-f 112//112 64//64 113//113
-f 84//84 540//540 415//415
-f 114//114 541//541 416//416
-f 85//85 86//86 417//417
-f 112//112 562//562 418//418
-f 87//87 88//88 283//283
-f 116//116 384//384 580//580
-f 117//117 58//58 420//420
-f 89//89 581//581 582//582
-f 105//105 56//56 612//612
-f 66//66 543//543 90//90
-f 67//67 583//583 584//584
-f 97//97 544//544 422//422
-f 50//50 51//51 586//586
-f 119//119 382//382 120//120
-f 62//62 91//91 200//200
-f 45//45 255//255 424//424
-f 102//102 381//381 34//34
-f 40//40 92//92 589//589
-f 93//93 546//546 425//425
-f 42//42 545//545 37//37
-f 53//53 551//551 535//535
-f 84//84 257//257 428//428
-f 114//114 393//393 591//591
-f 85//85 592//592 204//204
-f 67//67 258//258 94//94
-f 40//40 377//377 207//207
-f 66//66 398//398 95//95
-f 96//96 553//553 430//430
-f 97//97 594//594 98//98
-f 42//42 262//262 208//208
-f 93//93 265//265 99//99
-f 43//43 100//100 101//101
-f 43//43 49//49 44//44
-f 50//50 568//568 595//595
-f 111//111 596//596 434//434
-f 104//104 55//55 72//72
-f 52//52 597//597 73//73
-f 102//102 46//46 599//599
-f 109//109 390//390 103//103
-f 53//53 600//600 241//241
-f 96//96 48//48 571//571
-f 54//54 387//387 75//75
-f 119//119 71//71 572//572
-f 104//104 602//602 442//442
-f 105//105 565//565 444//444
-f 87//87 272//272 244//244
-f 116//116 273//273 603//603
-f 117//117 274//274 604//604
-f 89//89 564//564 78//78
-f 52//52 106//106 107//107
-f 61//61 606//606 448//448
-f 54//54 108//108 245//245
-f 61//61 607//607 79//79
-f 62//62 537//537 609//609
-f 81//81 413//413 232//232
-f 81//81 576//576 452//452
-f 45//45 577//577 453//453
-f 109//109 578//578 110//110
-f 111//111 83//83 233//233
-f 112//112 113//113 455//455
-f 84//84 415//415 234//234
-f 114//114 416//416 115//115
-f 85//85 417//417 563//563
-f 112//112 418//418 458//458
-f 87//87 283//283 459//459
-f 116//116 580//580 236//236
-f 117//117 420//420 65//65
-f 89//89 582//582 118//118
-f 105//105 612//612 613//613
-f 66//66 90//90 566//566
-f 67//67 584//584 567//567
-f 97//97 422//422 68//68
-f 50//50 586//586 69//69
-f 119//119 120//120 70//70
-f 375//375 614//614 501//501
-f 326//326 538//538 502//502
-f 121//121 213//213 327//327
-f 479//479 122//122 503//503
-f 263//263 214//214 464//464
-f 123//123 215//215 330//330
-f 378//378 217//217 505//505
-f 124//124 125//125 467//467
-f 466//466 293//293 468//468
-f 251//251 126//126 617//617
-f 253//253 295//295 618//618
-f 475//475 127//127 180//180
-f 128//128 129//129 506//506
-f 268//268 297//297 130//130
-f 181//181 619//619 335//335
-f 131//131 298//298 182//182
-f 183//183 379//379 336//336
-f 380//380 621//621 184//184
-f 348//348 132//132 511//511
-f 254//254 133//133 472//472
-f 134//134 300//300 185//185
-f 271//271 301//301 512//512
-f 359//359 548//548 135//135
-f 136//136 549//549 622//622
-f 247//247 550//550 516//516
-f 477//477 223//223 476//476
-f 137//137 305//305 341//341
-f 275//275 623//623 478//478
-f 186//186 307//307 342//342
-f 352//352 138//138 139//139
-f 140//140 224//224 344//344
-f 383//383 225//225 625//625
-f 469//469 226//226 346//346
-f 141//141 228//228 481//481
-f 188//188 385//385 482//482
-f 189//189 627//627 628//628
-f 276//276 142//142 143//143
-f 386//386 144//144 349//349
-f 360//360 557//557 350//350
-f 473//473 145//145 519//519
-f 388//388 558//558 190//190
-f 325//325 559//559 146//146
-f 389//389 560//560 353//353
-f 484//484 561//561 523//523
-f 391//391 147//147 354//354
-f 191//191 148//148 149//149
-f 256//256 392//392 629//629
-f 192//192 150//150 193//193
-f 151//151 394//394 194//194
-f 152//152 235//235 486//486
-f 487//487 395//395 630//630
-f 396//396 153//153 357//357
-f 488//488 154//154 358//358
-f 155//155 397//397 527//527
-f 355//355 313//313 528//528
-f 259//259 156//156 196//196
-f 343//343 399//399 530//530
-f 157//157 633//633 362//362
-f 351//351 239//239 531//531
-f 270//270 400//400 158//158
-f 199//199 159//159 634//634
-f 222//222 402//402 490//490
-f 302//302 160//160 161//161
-f 162//162 316//316 492//492
-f 404//404 569//569 163//163
-f 164//164 406//406 201//201
-f 407//407 318//318 165//165
-f 202//202 636//636 495//495
-f 166//166 242//242 167//167
-f 308//308 243//243 203//203
-f 205//205 637//637 638//638
-f 206//206 574//574 640//640
-f 168//168 320//320 169//169
-f 429//429 170//170 171//171
-f 409//409 410//410 369//369
-f 172//172 322//322 173//173
-f 431//431 174//174 370//370
-f 229//229 411//411 209//209
-f 175//175 176//176 372//372
-f 177//177 246//246 374//374
-f 375//375 501//501 363//363
-f 326//326 502//502 3//3
-f 121//121 327//327 2//2
-f 479//479 503//503 345//345
-f 263//263 464//464 4//4
-f 123//123 330//330 178//178
-f 378//378 505//505 526//526
-f 124//124 467//467 331//331
-f 466//466 468//468 179//179
-f 251//251 617//617 332//332
-f 253//253 618//618 509//509
-f 475//475 180//180 339//339
-f 128//128 506//506 508//508
-f 268//268 130//130 507//507
-f 181//181 335//335 10//10
-f 131//131 182//182 15//15
-f 183//183 336//336 340//340
-f 380//380 184//184 510//510
-f 348//348 511//511 19//19
-f 254//254 472//472 337//337
-f 134//134 185//185 504//504
-f 271//271 512//512 12//12
-f 359//359 135//135 514//514
-f 136//136 622//622 515//515
-f 247//247 516//516 328//328
-f 477//477 476//476 14//14
-f 137//137 341//341 17//17
-f 275//275 478//478 361//361
-f 186//186 342//342 187//187
-f 352//352 139//139 521//521
-f 140//140 344//344 9//9
-f 383//383 625//625 16//16
-f 469//469 346//346 333//333
-f 141//141 481//481 334//334
-f 188//188 482//482 518//518
-f 189//189 628//628 522//522
-f 276//276 143//143 532//532
-f 386//386 349//349 27//27
-f 360//360 350//350 20//20
-f 473//473 519//519 338//338
-f 388//388 190//190 21//21
-f 325//325 146//146 520//520
-f 389//389 353//353 513//513
-f 484//484 523//523 524//524
-f 391//391 354//354 22//22
-f 191//191 149//149 525//525
-f 256//256 629//629 25//25
-f 192//192 193//193 26//26
-f 151//151 194//194 195//195
-f 152//152 486//486 329//329
-f 487//487 630//630 30//30
-f 396//396 357//357 31//31
-f 488//488 358//358 32//32
-f 155//155 527//527 529//529
-f 355//355 528//528 356//356
-f 259//259 196//196 517//517
-f 343//343 530//530 197//197
-f 157//157 362//362 347//347
-f 351//351 531//531 33//33
-f 270//270 158//158 198//198
-f 199//199 634//634 200//200
-f 222//222 490//490 424//424
-f 302//302 161//161 34//34
-f 162//162 492//492 589//589
-f 404//404 163//163 425//425
-f 164//164 201//201 37//37
-f 407//407 165//165 535//535
-f 202//202 495//495 428//428
-f 166//166 167//167 591//591
-f 308//308 203//203 204//204
-f 205//205 638//638 94//94
-f 206//206 640//640 207//207
-f 168//168 169//169 95//95
-f 429//429 171//171 430//430
-f 409//409 369//369 98//98
-f 172//172 173//173 208//208
-f 431//431 370//370 99//99
-f 229//229 209//209 101//101
-f 175//175 372//372 44//44
-f 177//177 374//374 595//595
-f 277//277 614//614 210//210
-f 211//211 538//538 212//212
-f 290//290 213//213 35//35
-f 279//279 122//122 36//36
-f 493//493 214//214 533//533
-f 291//291 215//215 534//534
-f 216//216 217//217 47//47
-f 494//494 125//125 539//539
-f 364//364 293//293 38//38
-f 281//281 126//126 365//365
-f 366//366 295//295 39//39
-f 284//284 127//127 367//367
-f 497//497 129//129 542//542
-f 296//296 297//297 41//41
-f 368//368 619//619 218//218
-f 498//498 298//298 536//536
-f 500//500 379//379 219//219
-f 286//286 621//621 371//371
-f 288//288 132//132 220//220
-f 221//221 133//133 373//373
-f 199//199 300//300 547//547
-f 222//222 301//301 401//401
-f 302//302 548//548 403//403
-f 162//162 549//549 74//74
-f 404//404 550//550 405//405
-f 164//164 223//223 570//570
-f 407//407 305//305 552//552
-f 202//202 623//623 554//554
-f 166//166 307//307 408//408
-f 308//308 138//138 76//76
-f 205//205 224//224 573//573
-f 206//206 225//225 57//57
-f 168//168 226//226 227//227
-f 429//429 228//228 77//77
-f 409//409 385//385 59//59
-f 172//172 627//627 60//60
-f 431//431 142//142 555//555
-f 229//229 144//144 556//556
-f 175//175 557//557 412//412
-f 177//177 145//145 230//230
-f 231//231 558//558 232//232
-f 315//315 559//559 452//452
-f 435//435 560//560 453//453
-f 240//240 561//561 110//110
-f 436//436 147//147 233//233
-f 317//317 148//148 455//455
-f 437//437 392//392 234//234
-f 438//438 150//150 115//115
-f 440//440 394//394 563//563
-f 311//311 235//235 458//458
-f 319//319 395//395 459//459
-f 312//312 153//153 236//236
-f 460//460 154//154 65//65
-f 461//461 397//397 118//118
-f 462//462 313//313 613//613
-f 447//447 156//156 566//566
-f 463//463 399//399 567//567
-f 237//237 633//633 68//68
-f 238//238 239//239 69//69
-f 450//450 400//400 70//70
-f 231//231 159//159 434//434
-f 315//315 402//402 72//72
-f 435//435 160//160 73//73
-f 240//240 316//316 599//599
-f 436//436 569//569 103//103
-f 317//317 406//406 241//241
-f 437//437 318//318 571//571
-f 438//438 636//636 75//75
-f 440//440 242//242 572//572
-f 311//311 243//243 442//442
-f 319//319 637//637 444//444
-f 312//312 574//574 244//244
-f 460//460 320//320 603//603
-f 461//461 170//170 604//604
-f 462//462 410//410 78//78
-f 447//447 322//322 107//107
-f 463//463 174//174 448//448
-f 237//237 411//411 245//245
-f 238//238 176//176 79//79
-f 450//450 246//246 609//609
-f 325//325 575//575 80//80
-f 388//388 289//289 63//63
-f 326//326 615//615 376//376
-f 247//247 414//414 82//82
-f 134//134 465//465 248//248
-f 152//152 292//292 64//64
-f 124//124 249//249 540//540
-f 466//466 250//250 541//541
-f 251//251 616//616 86//86
-f 191//191 294//294 562//562
-f 383//383 579//579 88//88
-f 469//469 419//419 384//384
-f 141//141 470//470 58//58
-f 188//188 421//421 581//581
-f 140//140 620//620 56//56
-f 128//128 252//252 543//543
-f 253//253 299//299 583//583
-f 181//181 585//585 544//544
-f 254//254 471//471 51//51
-f 186//186 423//423 382//382
-f 473//473 587//587 91//91
-f 389//389 588//588 255//255
-f 136//136 474//474 381//381
-f 475//475 303//303 92//92
-f 183//183 426//426 546//546
-f 131//131 304//304 545//545
-f 477//477 427//427 551//551
-f 256//256 306//306 257//257
-f 192//192 590//590 393//393
-f 151//151 624//624 592//592
-f 343//343 593//593 258//258
-f 479//479 480//480 377//377
-f 259//259 626//626 398//398
-f 137//137 260//260 553//553
-f 157//157 309//309 594//594
-f 123//123 261//261 262//262
-f 263//263 264//264 265//265
-f 348//348 432//432 100//100
-f 380//380 266//266 49//49
-f 351//351 433//433 568//568
-f 391//391 267//267 596//596
-f 352//352 310//310 55//55
-f 189//189 598//598 597//597
-f 121//121 483//483 46//46
-f 484//484 485//485 390//390
-f 378//378 601//601 600//600
-f 268//268 269//269 48//48
-f 386//386 439//439 387//387
-f 270//270 441//441 71//71
-f 271//271 443//443 602//602
-f 355//355 445//445 565//565
-f 487//487 446//446 272//272
-f 396//396 631//631 273//273
-f 488//488 632//632 274//274
-f 155//155 489//489 564//564
-f 359//359 605//605 106//106
-f 360//360 314//314 606//606
-f 275//275 449//449 108//108
-f 276//276 608//608 607//607
-f 375//375 451//451 537//537
-f 277//277 278//278 413//413
-f 211//211 491//491 576//576
-f 290//290 635//635 577//577
-f 279//279 454//454 578//578
-f 493//493 610//610 83//83
-f 291//291 280//280 113//113
-f 216//216 611//611 415//415
-f 494//494 456//456 416//416
-f 364//364 457//457 417//417
-f 281//281 282//282 418//418
-f 366//366 496//496 283//283
-f 284//284 639//639 580//580
-f 497//497 641//641 420//420
-f 296//296 285//285 582//582
-f 368//368 321//321 612//612
-f 498//498 499//499 90//90
-f 500//500 323//323 584//584
-f 286//286 287//287 422//422
-f 288//288 324//324 586//586
-f 221//221 642//642 120//120
-f 277//277 575//575 614//614
-f 211//211 289//289 538//538
-f 290//290 615//615 213//213
-f 279//279 414//414 122//122
-f 493//493 465//465 214//214
-f 291//291 292//292 215//215
-f 216//216 249//249 217//217
-f 494//494 250//250 125//125
-f 364//364 616//616 293//293
-f 281//281 294//294 126//126
-f 366//366 579//579 295//295
-f 284//284 419//419 127//127
-f 497//497 470//470 129//129
-f 296//296 421//421 297//297
-f 368//368 620//620 619//619
-f 498//498 252//252 298//298
-f 500//500 299//299 379//379
-f 286//286 585//585 621//621
-f 288//288 471//471 132//132
-f 221//221 423//423 133//133
-f 199//199 587//587 300//300
-f 222//222 588//588 301//301
-f 302//302 474//474 548//548
-f 162//162 303//303 549//549
-f 404//404 426//426 550//550
-f 164//164 304//304 223//223
-f 407//407 427//427 305//305
-f 202//202 306//306 623//623
-f 166//166 590//590 307//307
-f 308//308 624//624 138//138
-f 205//205 593//593 224//224
-f 206//206 480//480 225//225
-f 168//168 626//626 226//226
-f 429//429 260//260 228//228
-f 409//409 309//309 385//385
-f 172//172 261//261 627//627
-f 431//431 264//264 142//142
-f 229//229 432//432 144//144
-f 175//175 266//266 557//557
-f 177//177 433//433 145//145
-f 231//231 267//267 558//558
-f 315//315 310//310 559//559
-f 435//435 598//598 560//560
-f 240//240 483//483 561//561
-f 436//436 485//485 147//147
-f 317//317 601//601 148//148
-f 437//437 269//269 392//392
-f 438//438 439//439 150//150
-f 440//440 441//441 394//394
-f 311//311 443//443 235//235
-f 319//319 445//445 395//395
-f 312//312 446//446 153//153
-f 460//460 631//631 154//154
-f 461//461 632//632 397//397
-f 462//462 489//489 313//313
-f 447//447 605//605 156//156
-f 463//463 314//314 399//399
-f 237//237 449//449 633//633
-f 238//238 608//608 239//239
-f 450//450 451//451 400//400
-f 231//231 278//278 159//159
-f 315//315 491//491 402//402
-f 435//435 635//635 160//160
-f 240//240 454//454 316//316
-f 436//436 610//610 569//569
-f 317//317 280//280 406//406
-f 437//437 611//611 318//318
-f 438//438 456//456 636//636
-f 440//440 457//457 242//242
-f 311//311 282//282 243//243
-f 319//319 496//496 637//637
-f 312//312 639//639 574//574
-f 460//460 641//641 320//320
-f 461//461 285//285 170//170
-f 462//462 321//321 410//410
-f 447//447 499//499 322//322
-f 463//463 323//323 174//174
-f 237//237 287//287 411//411
-f 238//238 324//324 176//176
-f 450//450 642//642 246//246
-f 325//325 520//520 501//501
-f 388//388 21//21 502//502
-f 326//326 3//3 327//327
-f 247//247 328//328 503//503
-f 134//134 504//504 464//464
-f 152//152 329//329 330//330
-f 124//124 331//331 505//505
-f 466//466 179//179 467//467
-f 251//251 332//332 468//468
-f 191//191 525//525 617//617
-f 383//383 16//16 618//618
-f 469//469 333//333 180//180
-f 141//141 334//334 506//506
-f 188//188 518//518 130//130
-f 140//140 9//9 335//335
-f 128//128 508//508 182//182
-f 253//253 509//509 336//336
-f 181//181 10//10 184//184
-f 254//254 337//337 511//511
-f 186//186 187//187 472//472
-f 473//473 338//338 185//185
-f 389//389 513//513 512//512
-f 136//136 515//515 135//135
-f 475//475 339//339 622//622
-f 183//183 340//340 516//516
-f 131//131 15//15 476//476
-f 477//477 14//14 341//341
-f 256//256 25//25 478//478
-f 192//192 26//26 342//342
-f 151//151 195//195 139//139
-f 343//343 197//197 344//344
-f 479//479 345//345 625//625
-f 259//259 517//517 346//346
-f 137//137 17//17 481//481
-f 157//157 347//347 482//482
-f 123//123 178//178 628//628
-f 263//263 4//4 143//143
-f 348//348 19//19 349//349
-f 380//380 510//510 350//350
-f 351//351 33//33 519//519
-f 391//391 22//22 190//190
-f 352//352 521//521 146//146
-f 189//189 522//522 353//353
-f 121//121 2//2 523//523
-f 484//484 524//524 354//354
-f 378//378 526//526 149//149
-f 268//268 507//507 629//629
-f 386//386 27//27 193//193
-f 270//270 198//198 194//194
-f 271//271 12//12 486//486
-f 355//355 356//356 630//630
-f 487//487 30//30 357//357
-f 396//396 31//31 358//358
-f 488//488 32//32 527//527
-f 155//155 529//529 528//528
-f 359//359 514//514 196//196
-f 360//360 20//20 530//530
-f 275//275 361//361 362//362
-f 276//276 532//532 531//531
-f 375//375 363//363 158//158
-f 277//277 210//210 634//634
-f 211//211 212//212 490//490
-f 290//290 35//35 161//161
-f 279//279 36//36 492//492
-f 493//493 533//533 163//163
-f 291//291 534//534 201//201
-f 216//216 47//47 165//165
-f 494//494 539//539 495//495
-f 364//364 38//38 167//167
-f 281//281 365//365 203//203
-f 366//366 39//39 638//638
-f 284//284 367//367 640//640
-f 497//497 542//542 169//169
-f 296//296 41//41 171//171
-f 368//368 218//218 369//369
-f 498//498 536//536 173//173
-f 500//500 219//219 370//370
-f 286//286 371//371 209//209
-f 288//288 220//220 372//372
-f 221//221 373//373 374//374
-f 375//375 537//537 614//614
-f 326//326 376//376 538//538
-f 121//121 46//46 213//213
-f 479//479 377//377 122//122
-f 263//263 265//265 214//214
-f 123//123 262//262 215//215
-f 378//378 600//600 217//217
-f 124//124 540//540 125//125
-f 466//466 541//541 293//293
-f 251//251 86//86 126//126
-f 253//253 583//583 295//295
-f 475//475 92//92 127//127
-f 128//128 543//543 129//129
-f 268//268 48//48 297//297
-f 181//181 544//544 619//619
-f 131//131 545//545 298//298
-f 183//183 546//546 379//379
-f 380//380 49//49 621//621
-f 348//348 100//100 132//132
-f 254//254 51//51 133//133
-f 134//134 248//248 300//300
-f 271//271 602//602 301//301
-f 359//359 106//106 548//548
-f 136//136 381//381 549//549
-f 247//247 82//82 550//550
-f 477//477 551//551 223//223
-f 137//137 553//553 305//305
-f 275//275 108//108 623//623
-f 186//186 382//382 307//307
-f 352//352 55//55 138//138
-f 140//140 56//56 224//224
-f 383//383 88//88 225//225
-f 469//469 384//384 226//226
-f 141//141 58//58 228//228
-f 188//188 581//581 385//385
-f 189//189 597//597 627//627
-f 276//276 607//607 142//142
-f 386//386 387//387 144//144
-f 360//360 606//606 557//557
-f 473//473 91//91 145//145
-f 388//388 63//63 558//558
-f 325//325 80//80 559//559
-f 389//389 255//255 560//560
-f 484//484 390//390 561//561
-f 391//391 596//596 147//147
-f 191//191 562//562 148//148
-f 256//256 257//257 392//392
-f 192//192 393//393 150//150
-f 151//151 592//592 394//394
-f 152//152 64//64 235//235
-f 487//487 272//272 395//395
-f 396//396 273//273 153//153
-f 488//488 274//274 154//154
-f 155//155 564//564 397//397
-f 355//355 565//565 313//313
-f 259//259 398//398 156//156
-f 343//343 258//258 399//399
-f 157//157 594//594 633//633
-f 351//351 568//568 239//239
-f 270//270 71//71 400//400
-f 199//199 547//547 159//159
-f 222//222 401//401 402//402
-f 302//302 403//403 160//160
-f 162//162 74//74 316//316
-f 404//404 405//405 569//569
-f 164//164 570//570 406//406
-f 407//407 552//552 318//318
-f 202//202 554//554 636//636
-f 166//166 408//408 242//242
-f 308//308 76//76 243//243
-f 205//205 573//573 637//637
-f 206//206 57//57 574//574
-f 168//168 227//227 320//320
-f 429//429 77//77 170//170
-f 409//409 59//59 410//410
-f 172//172 60//60 322//322
-f 431//431 555//555 174//174
-f 229//229 556//556 411//411
-f 175//175 412//412 176//176
-f 177//177 230//230 246//246
-f 277//277 413//413 575//575
-f 211//211 576//576 289//289
-f 290//290 577//577 615//615
-f 279//279 578//578 414//414
-f 493//493 83//83 465//465
-f 291//291 113//113 292//292
-f 216//216 415//415 249//249
-f 494//494 416//416 250//250
-f 364//364 417//417 616//616
-f 281//281 418//418 294//294
-f 366//366 283//283 579//579
-f 284//284 580//580 419//419
-f 497//497 420//420 470//470
-f 296//296 582//582 421//421
-f 368//368 612//612 620//620
-f 498//498 90//90 252//252
-f 500//500 584//584 299//299
-f 286//286 422//422 585//585
-f 288//288 586//586 471//471
-f 221//221 120//120 423//423
-f 199//199 200//200 587//587
-f 222//222 424//424 588//588
-f 302//302 34//34 474//474
-f 162//162 589//589 303//303
-f 404//404 425//425 426//426
-f 164//164 37//37 304//304
-f 407//407 535//535 427//427
-f 202//202 428//428 306//306
-f 166//166 591//591 590//590
-f 308//308 204//204 624//624
-f 205//205 94//94 593//593
-f 206//206 207//207 480//480
-f 168//168 95//95 626//626
-f 429//429 430//430 260//260
-f 409//409 98//98 309//309
-f 172//172 208//208 261//261
-f 431//431 99//99 264//264
-f 229//229 101//101 432//432
-f 175//175 44//44 266//266
-f 177//177 595//595 433//433
-f 231//231 434//434 267//267
-f 315//315 72//72 310//310
-f 435//435 73//73 598//598
-f 240//240 599//599 483//483
-f 436//436 103//103 485//485
-f 317//317 241//241 601//601
-f 437//437 571//571 269//269
-f 438//438 75//75 439//439
-f 440//440 572//572 441//441
-f 311//311 442//442 443//443
-f 319//319 444//444 445//445
-f 312//312 244//244 446//446
-f 460//460 603//603 631//631
-f 461//461 604//604 632//632
-f 462//462 78//78 489//489
-f 447//447 107//107 605//605
-f 463//463 448//448 314//314
-f 237//237 245//245 449//449
-f 238//238 79//79 608//608
-f 450//450 609//609 451//451
-f 231//231 232//232 278//278
-f 315//315 452//452 491//491
-f 435//435 453//453 635//635
-f 240//240 110//110 454//454
-f 436//436 233//233 610//610
-f 317//317 455//455 280//280
-f 437//437 234//234 611//611
-f 438//438 115//115 456//456
-f 440//440 563//563 457//457
-f 311//311 458//458 282//282
-f 319//319 459//459 496//496
-f 312//312 236//236 639//639
-f 460//460 65//65 641//641
-f 461//461 118//118 285//285
-f 462//462 613//613 321//321
-f 447//447 566//566 499//499
-f 463//463 567//567 323//323
-f 237//237 68//68 287//287
-f 238//238 69//69 324//324
-f 450//450 70//70 642//642
-f 325//325 501//501 575//575
-f 388//388 502//502 289//289
-f 326//326 327//327 615//615
-f 247//247 503//503 414//414
-f 134//134 464//464 465//465
-f 152//152 330//330 292//292
-f 124//124 505//505 249//249
-f 466//466 467//467 250//250
-f 251//251 468//468 616//616
-f 191//191 617//617 294//294
-f 383//383 618//618 579//579
-f 469//469 180//180 419//419
-f 141//141 506//506 470//470
-f 188//188 130//130 421//421
-f 140//140 335//335 620//620
-f 128//128 182//182 252//252
-f 253//253 336//336 299//299
-f 181//181 184//184 585//585
-f 254//254 511//511 471//471
-f 186//186 472//472 423//423
-f 473//473 185//185 587//587
-f 389//389 512//512 588//588
-f 136//136 135//135 474//474
-f 475//475 622//622 303//303
-f 183//183 516//516 426//426
-f 131//131 476//476 304//304
-f 477//477 341//341 427//427
-f 256//256 478//478 306//306
-f 192//192 342//342 590//590
-f 151//151 139//139 624//624
-f 343//343 344//344 593//593
-f 479//479 625//625 480//480
-f 259//259 346//346 626//626
-f 137//137 481//481 260//260
-f 157//157 482//482 309//309
-f 123//123 628//628 261//261
-f 263//263 143//143 264//264
-f 348//348 349//349 432//432
-f 380//380 350//350 266//266
-f 351//351 519//519 433//433
-f 391//391 190//190 267//267
-f 352//352 146//146 310//310
-f 189//189 353//353 598//598
-f 121//121 523//523 483//483
-f 484//484 354//354 485//485
-f 378//378 149//149 601//601
-f 268//268 629//629 269//269
-f 386//386 193//193 439//439
-f 270//270 194//194 441//441
-f 271//271 486//486 443//443
-f 355//355 630//630 445//445
-f 487//487 357//357 446//446
-f 396//396 358//358 631//631
-f 488//488 527//527 632//632
-f 155//155 528//528 489//489
-f 359//359 196//196 605//605
-f 360//360 530//530 314//314
-f 275//275 362//362 449//449
-f 276//276 531//531 608//608
-f 375//375 158//158 451//451
-f 277//277 634//634 278//278
-f 211//211 490//490 491//491
-f 290//290 161//161 635//635
-f 279//279 492//492 454//454
-f 493//493 163//163 610//610
-f 291//291 201//201 280//280
-f 216//216 165//165 611//611
-f 494//494 495//495 456//456
-f 364//364 167//167 457//457
-f 281//281 203//203 282//282
-f 366//366 638//638 496//496
-f 284//284 640//640 639//639
-f 497//497 169//169 641//641
-f 296//296 171//171 285//285
-f 368//368 369//369 321//321
-f 498//498 173//173 499//499
-f 500//500 370//370 323//323
-f 286//286 209//209 287//287
-f 288//288 372//372 324//324
-f 221//221 374//374 642//642
-f 363//363 501//501 520//520
-f 3//3 502//502 21//21
-f 2//2 327//327 3//3
-f 345//345 503//503 328//328
-f 4//4 464//464 504//504
-f 178//178 330//330 329//329
-f 526//526 505//505 331//331
-f 331//331 467//467 179//179
-f 179//179 468//468 332//332
-f 332//332 617//617 525//525
-f 509//509 618//618 16//16
-f 339//339 180//180 333//333
-f 508//508 506//506 334//334
-f 507//507 130//130 518//518
-f 10//10 335//335 9//9
-f 15//15 182//182 508//508
-f 340//340 336//336 509//509
-f 510//510 184//184 10//10
-f 19//19 511//511 337//337
-f 337//337 472//472 187//187
-f 504//504 185//185 338//338
-f 12//12 512//512 513//513
-f 514//514 135//135 515//515
-f 515//515 622//622 339//339
-f 328//328 516//516 340//340
-f 14//14 476//476 15//15
-f 17//17 341//341 14//14
-f 361//361 478//478 25//25
-f 187//187 342//342 26//26
-f 521//521 139//139 195//195
-f 9//9 344//344 197//197
-f 16//16 625//625 345//345
-f 333//333 346//346 517//517
-f 334//334 481//481 17//17
-f 518//518 482//482 347//347
-f 522//522 628//628 178//178
-f 532//532 143//143 4//4
-f 27//27 349//349 19//19
-f 20//20 350//350 510//510
-f 338//338 519//519 33//33
-f 21//21 190//190 22//22
-f 520//520 146//146 521//521
-f 513//513 353//353 522//522
-f 524//524 523//523 2//2
-f 22//22 354//354 524//524
-f 525//525 149//149 526//526
-f 25//25 629//629 507//507
-f 26//26 193//193 27//27
-f 195//195 194//194 198//198
-f 329//329 486//486 12//12
-f 30//30 630//630 356//356
-f 31//31 357//357 30//30
-f 32//32 358//358 31//31
-f 529//529 527//527 32//32
-f 356//356 528//528 529//529
-f 517//517 196//196 514//514
-f 197//197 530//530 20//20
-f 347//347 362//362 361//361
-f 33//33 531//531 532//532
-f 198//198 158//158 363//363
-f 200//200 634//634 210//210
-f 424//424 490//490 212//212
-f 34//34 161//161 35//35
-f 589//589 492//492 36//36
-f 425//425 163//163 533//533
-f 37//37 201//201 534//534
-f 535//535 165//165 47//47
-f 428//428 495//495 539//539
-f 591//591 167//167 38//38
-f 204//204 203//203 365//365
-f 94//94 638//638 39//39
-f 207//207 640//640 367//367
-f 95//95 169//169 542//542
-f 430//430 171//171 41//41
-f 98//98 369//369 218//218
-f 208//208 173//173 536//536
-f 99//99 370//370 219//219
-f 101//101 209//209 371//371
-f 44//44 372//372 220//220
-f 595//595 374//374 373//373
-f 210//210 614//614 537//537
-f 212//212 538//538 376//376
-f 35//35 213//213 46//46
-f 36//36 122//122 377//377
-f 533//533 214//214 265//265
-f 534//534 215//215 262//262
-f 47//47 217//217 600//600
-f 539//539 125//125 540//540
-f 38//38 293//293 541//541
-f 365//365 126//126 86//86
-f 39//39 295//295 583//583
-f 367//367 127//127 92//92
-f 542//542 129//129 543//543
-f 41//41 297//297 48//48
-f 218//218 619//619 544//544
-f 536//536 298//298 545//545
-f 219//219 379//379 546//546
-f 371//371 621//621 49//49
-f 220//220 132//132 100//100
-f 373//373 133//133 51//51
-f 547//547 300//300 248//248
-f 401//401 301//301 602//602
-f 403//403 548//548 106//106
-f 74//74 549//549 381//381
-f 405//405 550//550 82//82
-f 570//570 223//223 551//551
-f 552//552 305//305 553//553
-f 554//554 623//623 108//108
-f 408//408 307//307 382//382
-f 76//76 138//138 55//55
-f 573//573 224//224 56//56
-f 57//57 225//225 88//88
-f 227//227 226//226 384//384
-f 77//77 228//228 58//58
-f 59//59 385//385 581//581
-f 60//60 627//627 597//597
-f 555//555 142//142 607//607
-f 556//556 144//144 387//387
-f 412//412 557//557 606//606
-f 230//230 145//145 91//91
-f 232//232 558//558 63//63
-f 452//452 559//559 80//80
-f 453//453 560//560 255//255
-f 110//110 561//561 390//390
-f 233//233 147//147 596//596
-f 455//455 148//148 562//562
-f 234//234 392//392 257//257
-f 115//115 150//150 393//393
-f 563//563 394//394 592//592
-f 458//458 235//235 64//64
-f 459//459 395//395 272//272
-f 236//236 153//153 273//273
-f 65//65 154//154 274//274
-f 118//118 397//397 564//564
-f 613//613 313//313 565//565
-f 566//566 156//156 398//398
-f 567//567 399//399 258//258
-f 68//68 633//633 594//594
-f 69//69 239//239 568//568
-f 70//70 400//400 71//71
-f 434//434 159//159 547//547
-f 72//72 402//402 401//401
-f 73//73 160//160 403//403
-f 599//599 316//316 74//74
-f 103//103 569//569 405//405
-f 241//241 406//406 570//570
-f 571//571 318//318 552//552
-f 75//75 636//636 554//554
-f 572//572 242//242 408//408
-f 442//442 243//243 76//76
-f 444//444 637//637 573//573
-f 244//244 574//574 57//57
-f 603//603 320//320 227//227
-f 604//604 170//170 77//77
-f 78//78 410//410 59//59
-f 107//107 322//322 60//60
-f 448//448 174//174 555//555
-f 245//245 411//411 556//556
-f 79//79 176//176 412//412
-f 609//609 246//246 230//230
-f 80//80 575//575 413//413
-f 63//63 289//289 576//576
-f 376//376 615//615 577//577
-f 82//82 414//414 578//578
-f 248//248 465//465 83//83
-f 64//64 292//292 113//113
-f 540//540 249//249 415//415
-f 541//541 250//250 416//416
-f 86//86 616//616 417//417
-f 562//562 294//294 418//418
-f 88//88 579//579 283//283
-f 384//384 419//419 580//580
-f 58//58 470//470 420//420
-f 581//581 421//421 582//582
-f 56//56 620//620 612//612
-f 543//543 252//252 90//90
-f 583//583 299//299 584//584
-f 544//544 585//585 422//422
-f 51//51 471//471 586//586
-f 382//382 423//423 120//120
-f 91//91 587//587 200//200
-f 255//255 588//588 424//424
-f 381//381 474//474 34//34
-f 92//92 303//303 589//589
-f 546//546 426//426 425//425
-f 545//545 304//304 37//37
-f 551//551 427//427 535//535
-f 257//257 306//306 428//428
-f 393//393 590//590 591//591
-f 592//592 624//624 204//204
-f 258//258 593//593 94//94
-f 377//377 480//480 207//207
-f 398//398 626//626 95//95
-f 553//553 260//260 430//430
-f 594//594 309//309 98//98
-f 262//262 261//261 208//208
-f 265//265 264//264 99//99
-f 100//100 432//432 101//101
-f 49//49 266//266 44//44
-f 568//568 433//433 595//595
-f 596//596 267//267 434//434
-f 55//55 310//310 72//72
-f 597//597 598//598 73//73
-f 46//46 483//483 599//599
-f 390//390 485//485 103//103
-f 600//600 601//601 241//241
-f 48//48 269//269 571//571
-f 387//387 439//439 75//75
-f 71//71 441//441 572//572
-f 602//602 443//443 442//442
-f 565//565 445//445 444//444
-f 272//272 446//446 244//244
-f 273//273 631//631 603//603
-f 274//274 632//632 604//604
-f 564//564 489//489 78//78
-f 106//106 605//605 107//107
-f 606//606 314//314 448//448
-f 108//108 449//449 245//245
-f 607//607 608//608 79//79
-f 537//537 451//451 609//609
-f 413//413 278//278 232//232
-f 576//576 491//491 452//452
-f 577//577 635//635 453//453
-f 578//578 454//454 110//110
-f 83//83 610//610 233//233
-f 113//113 280//280 455//455
-f 415//415 611//611 234//234
-f 416//416 456//456 115//115
-f 417//417 457//457 563//563
-f 418//418 282//282 458//458
-f 283//283 496//496 459//459
-f 580//580 639//639 236//236
-f 420//420 641//641 65//65
-f 582//582 285//285 118//118
-f 612//612 321//321 613//613
-f 90//90 499//499 566//566
-f 584//584 323//323 567//567
-f 422//422 287//287 68//68
-f 586//586 324//324 69//69
-f 120//120 642//642 70//70
-f 614//614 575//575 501//501
-f 538//538 289//289 502//502
-f 213//213 615//615 327//327
-f 122//122 414//414 503//503
-f 214//214 465//465 464//464
-f 215//215 292//292 330//330
-f 217//217 249//249 505//505
-f 125//125 250//250 467//467
-f 293//293 616//616 468//468
-f 126//126 294//294 617//617
-f 295//295 579//579 618//618
-f 127//127 419//419 180//180
-f 129//129 470//470 506//506
-f 297//297 421//421 130//130
-f 619//619 620//620 335//335
-f 298//298 252//252 182//182
-f 379//379 299//299 336//336
-f 621//621 585//585 184//184
-f 132//132 471//471 511//511
-f 133//133 423//423 472//472
-f 300//300 587//587 185//185
-f 301//301 588//588 512//512
-f 548//548 474//474 135//135
-f 549//549 303//303 622//622
-f 550//550 426//426 516//516
-f 223//223 304//304 476//476
-f 305//305 427//427 341//341
-f 623//623 306//306 478//478
-f 307//307 590//590 342//342
-f 138//138 624//624 139//139
-f 224//224 593//593 344//344
-f 225//225 480//480 625//625
-f 226//226 626//626 346//346
-f 228//228 260//260 481//481
-f 385//385 309//309 482//482
-f 627//627 261//261 628//628
-f 142//142 264//264 143//143
-f 144//144 432//432 349//349
-f 557//557 266//266 350//350
-f 145//145 433//433 519//519
-f 558//558 267//267 190//190
-f 559//559 310//310 146//146
-f 560//560 598//598 353//353
-f 561//561 483//483 523//523
-f 147//147 485//485 354//354
-f 148//148 601//601 149//149
-f 392//392 269//269 629//629
-f 150//150 439//439 193//193
-f 394//394 441//441 194//194
-f 235//235 443//443 486//486
-f 395//395 445//445 630//630
-f 153//153 446//446 357//357
-f 154//154 631//631 358//358
-f 397//397 632//632 527//527
-f 313//313 489//489 528//528
-f 156//156 605//605 196//196
-f 399//399 314//314 530//530
-f 633//633 449//449 362//362
-f 239//239 608//608 531//531
-f 400//400 451//451 158//158
-f 159//159 278//278 634//634
-f 402//402 491//491 490//490
-f 160//160 635//635 161//161
-f 316//316 454//454 492//492
-f 569//569 610//610 163//163
-f 406//406 280//280 201//201
-f 318//318 611//611 165//165
-f 636//636 456//456 495//495
-f 242//242 457//457 167//167
-f 243//243 282//282 203//203
-f 637//637 496//496 638//638
-f 574//574 639//639 640//640
-f 320//320 641//641 169//169
-f 170//170 285//285 171//171
-f 410//410 321//321 369//369
-f 322//322 499//499 173//173
-f 174//174 323//323 370//370
-f 411//411 287//287 209//209
-f 176//176 324//324 372//372
-f 246//246 642//642 374//374
-# 1280 faces, 0 coords texture
-
-# End of File
\ No newline at end of file
diff --git a/test/surfaceModels/stanford_bunny.obj b/test/surfaceModels/stanford_bunny.obj
deleted file mode 100644
index b42fa54..0000000
--- a/test/surfaceModels/stanford_bunny.obj
+++ /dev/null
@@ -1,6092 +0,0 @@
-####
-#
-# OBJ File Generated by Meshlab
-#
-####
-# Object stanford_bunny.obj
-#
-# Vertices: 1520
-# Faces: 3036
-#
-####
-vn -0.810700 -0.044469 -0.051154
-v -77.104233 -16.651020 11.207250
-vn -1.485851 -0.081504 -0.093755
-v -76.585457 -23.339581 8.800097
-vn -0.747329 -0.013767 0.195399
-v -76.907791 -25.189751 15.516940
-vn -0.793392 -0.014616 0.207443
-v -76.826500 -16.381550 16.448441
-vn -1.174407 -0.049537 0.330964
-v -75.719368 -21.046490 20.354130
-vn -1.539818 -0.152960 0.075859
-v -76.525124 -31.300131 10.963670
-vn -1.126275 -0.086350 0.289739
-v -75.850891 -35.283741 16.617050
-vn -1.095325 -0.083977 0.281777
-v -74.358078 -31.011990 23.693010
-vn -1.796371 0.043064 -0.858953
-v -74.665688 -21.791080 4.862825
-vn -0.844760 -0.078399 -0.257144
-v -74.832108 -42.159828 7.126173
-vn -1.039242 -0.244329 -0.203339
-v -75.417641 -43.998741 12.328380
-vn -1.019125 -0.005554 0.117629
-v -76.434013 -38.898281 11.394310
-vn -1.266336 -0.029718 0.427596
-v -74.064568 -20.624680 25.284180
-vn -1.006991 0.149425 -0.457221
-v -75.510399 -35.551048 7.339573
-vn -0.551421 0.002877 -0.486459
-v -73.356972 -28.378210 4.940994
-vn -0.815355 0.004254 -0.719298
-v -71.628769 -36.562012 2.933606
-vn -0.633332 -0.274945 0.198390
-v -72.825447 -45.863941 18.018641
-vn -1.282584 -0.556802 0.401767
-v -75.352249 -41.569160 15.904250
-vn -0.679849 -0.275385 0.253088
-v -73.680794 -39.842571 22.272840
-vn -0.696804 0.112422 -0.317853
-v -74.308769 -15.244520 4.444600
-vn -0.705897 0.356951 -0.071337
-v -73.134987 -4.925242 15.185690
-vn -0.789603 0.351137 0.236449
-v -74.299683 -11.226230 20.653509
-vn -1.204408 0.535601 0.360664
-v -76.064522 -10.900400 14.276100
-vn -0.586265 0.438575 -0.159876
-v -74.594772 -8.947310 9.505300
-vn -0.587970 0.439850 -0.160340
-v -68.870972 -0.532714 11.599200
-vn -0.716170 0.006842 0.027250
-v -74.463997 -23.417440 32.827129
-vn -1.278733 -0.020162 -0.107583
-v -74.182831 -21.652559 29.154430
-vn -0.795683 0.220533 0.004272
-v -73.239754 -14.285750 32.514881
-vn -1.180474 0.348457 -0.131886
-v -74.456062 -18.661150 31.841450
-vn -1.338370 -0.156772 0.316681
-v -73.932228 -27.781361 32.914162
-vn -0.835324 -0.041652 0.439101
-v -71.854599 -16.409809 40.593761
-vn -0.454753 -0.119718 0.123650
-v -72.982178 -26.680050 37.474499
-vn -0.981103 0.245987 0.407425
-v -72.649193 -12.912270 36.568661
-vn -0.897259 0.224965 0.372607
-v -74.302002 -18.181400 35.769890
-vn -0.724326 0.279218 0.131551
-v -71.259369 -3.266734 20.499510
-vn -0.557333 -0.036604 -0.026752
-v -73.814827 -27.065491 28.894100
-vn -0.743112 -0.269977 -0.933124
-v -68.135483 -28.343750 0.772785
-vn -1.046370 -0.396293 0.328900
-v -72.680351 -36.822498 29.094580
-vn -1.084189 0.239807 -0.050726
-v -73.751732 -17.335630 29.039351
-vn -0.894535 -0.816196 0.193956
-v -69.460052 -50.463009 14.186450
-vn -0.629007 -0.735276 -0.292530
-v -71.571213 -46.442261 5.390834
-vn -0.621459 -0.861103 -0.137933
-v -73.054649 -47.327061 10.804510
-vn -0.390333 0.350944 -0.099763
-v -70.688278 -5.812041 3.965699
-vn -1.083823 -0.158659 0.169687
-v -72.449478 -15.226310 -11.913960
-vn -1.144506 0.197810 0.140781
-v -71.270493 -8.108327 -12.330600
-vn -1.373295 0.023293 -0.189763
-v -72.910858 -16.540590 -16.369780
-vn -0.738944 -0.128014 0.050325
-v -71.702026 -22.600451 -14.034760
-vn -1.202443 -0.292527 -0.344330
-v -72.530251 -19.986700 -19.547199
-vn -1.347191 0.189118 -0.131493
-v -72.167747 -10.172630 -16.724480
-vn -1.165872 0.167826 -0.220619
-v -71.226112 -6.390374 -20.932060
-vn -0.990437 0.089176 -0.290130
-v -72.189987 -13.447730 -21.206989
-vn -0.693594 -0.003577 -0.204592
-v -71.171143 -19.682261 -24.552010
-vn -1.111421 -0.242597 0.239065
-v -73.273270 -31.542330 31.696270
-vn -0.421089 0.210410 0.253278
-v -72.448372 -11.772880 27.479919
-vn -1.111416 0.707238 0.472208
-v -71.966408 -6.834129 24.178360
-vn -0.413352 -0.454270 -0.696883
-v -67.835793 -43.823769 1.468302
-vn -0.395980 -0.277811 -0.847147
-v -71.922783 -42.237572 2.858501
-vn -0.529894 -0.199394 0.148503
-v -70.717178 -42.333641 28.699860
-vn -0.778105 0.341336 0.128137
-v -69.206879 -3.974787 26.390841
-vn -1.068819 0.468866 0.176011
-v -70.083076 -8.519678 33.177059
-vn -1.046377 -0.722758 0.445417
-v -68.819069 -49.889149 20.898930
-vn -1.069953 0.591080 0.193178
-v -70.554092 -0.628069 16.332109
-vn -0.769950 -0.353198 0.232059
-v -67.640472 -27.703100 -8.325247
-vn -0.917564 -0.417238 0.037806
-v -68.522171 -29.769329 -15.976510
-vn -1.332741 -0.590673 0.245963
-v -69.346008 -21.735781 -3.236275
-vn -0.981249 -0.434892 0.181094
-v -71.098358 -19.444019 -7.227710
-vn -0.829183 0.191610 0.148093
-v -71.549767 -13.086230 -7.453619
-vn -0.659644 0.153735 0.100640
-v -71.196518 -14.959160 -2.277204
-vn -0.747965 0.209583 0.054274
-v -70.586823 -4.252185 -17.799520
-vn -0.456677 0.167263 -0.124508
-v -68.582642 -0.697335 -22.979940
-vn -1.006699 0.368715 -0.274466
-v -70.779846 -7.628577 -24.232281
-vn -0.389886 -0.259075 0.769726
-v -70.600342 -23.961740 42.200859
-vn -1.012897 -0.512667 -0.345249
-v -70.871407 -25.060869 -21.029301
-vn -1.138313 -0.705594 0.693902
-v -72.017807 -34.638802 34.390732
-vn -0.428188 -0.284832 0.275394
-v -69.493210 -36.317291 36.825439
-vn -0.693084 0.093448 -0.311522
-v -70.815407 -13.347700 -25.868740
-vn -0.736303 0.689967 0.312255
-v -67.906898 0.832747 19.346380
-vn -0.467741 -0.246282 -0.177627
-v -66.224274 -28.091530 -2.644350
-vn -0.774905 -0.408014 -0.294275
-v -71.040520 -21.688919 1.160856
-vn -0.548673 0.784175 -0.069935
-v -63.062672 4.082763 17.783310
-vn -1.550991 0.159969 -0.083553
-v -70.547729 -8.154595 -1.292767
-vn -0.872590 0.089999 -0.047007
-v -70.162933 -7.417076 -7.023665
-vn -0.740861 -0.142377 -0.373342
-v -68.716400 -25.042440 -27.379061
-vn -1.250879 -0.267818 -0.726671
-v -66.634323 -16.107531 -34.284340
-vn -0.893774 -0.191360 -0.519218
-v -68.992989 -17.156139 -29.837700
-vn -0.538922 -1.008421 -0.145438
-v -68.976257 -49.902740 8.509014
-vn -0.494553 -0.782323 -0.202447
-v -65.241928 -52.198212 10.587500
-vn -0.884886 0.862773 0.425508
-v -64.474037 1.367401 25.401270
-vn -0.863892 0.164736 -0.403595
-v -65.842216 -5.206036 -34.122662
-vn -0.840220 0.301952 -0.307261
-v -68.469833 -6.561992 -29.051729
-vn -1.322356 0.473485 -0.504886
-v -64.668190 -0.941505 -33.737759
-vn -0.919502 0.722643 0.163894
-v -69.575211 -9.126018 38.699829
-vn -0.355761 -0.430550 -1.775162
-v -69.080040 -39.933231 0.774046
-vn -0.419438 -0.979806 -0.553307
-v -64.715736 -50.305241 5.992052
-vn -0.402649 -0.940587 -0.531160
-v -67.261581 -48.136929 4.082260
-vn -0.929509 0.122152 -0.631148
-v -64.551109 -10.294660 -37.008961
-vn -1.075274 0.036833 -0.743559
-v -67.662598 -10.869640 -32.537868
-vn -1.077748 0.788452 0.685786
-v -67.944687 -9.693204 41.914379
-vn -0.877436 0.757191 0.304561
-v -64.880836 -4.526589 40.789291
-vn -0.474925 -0.584485 0.255518
-v -67.207741 -48.574131 26.901911
-vn -0.776205 -1.024329 0.207963
-v -64.609077 -52.879360 21.883980
-vn -0.836125 0.377307 -0.007139
-v -68.672081 -0.733723 -14.427610
-vn -0.954997 0.568248 0.157659
-v -64.504601 6.026088 -13.547970
-vn -1.067780 0.635357 0.176278
-v -66.150627 4.767709 -18.982990
-vn -0.278105 0.157450 0.547837
-v -63.023479 -6.590926 43.520988
-vn -1.800171 0.954756 0.201016
-v -67.914421 -3.179764 -1.339247
-vn -1.073410 -0.182764 -1.626062
-v -68.953209 -31.768810 1.697555
-vn -0.300994 -0.406775 0.736295
-v -67.764099 -31.439650 41.120571
-vn -0.098189 -0.262067 -0.897891
-v -61.517441 -46.525620 1.565946
-vn -0.308915 0.093817 1.133860
-v -68.425003 -20.059681 43.810928
-vn -0.273709 -0.084117 1.069282
-v -62.680649 -19.473480 45.327450
-vn -0.984252 -0.503155 -0.341736
-v -67.327209 -30.974159 -22.646570
-vn -0.839217 -0.730579 -0.251939
-v -64.587357 -31.839569 -29.263580
-vn -0.631982 -0.549668 -0.113656
-v -61.160599 -38.073959 -22.599560
-vn -0.988909 0.528466 -0.290302
-v -64.542961 6.068056 -24.425329
-vn -0.658657 -1.279810 1.279775
-v -67.133919 -43.775600 32.779800
-vn -0.548200 0.443864 0.221956
-v -67.036842 -0.302418 -7.146597
-vn -0.320106 0.130884 1.305537
-v -66.419083 -13.655120 43.827511
-vn -1.119376 0.941957 0.218956
-v -64.870018 -0.140846 1.151204
-vn -1.463295 -1.004036 -0.186853
-v -61.140671 -36.940048 -28.848570
-vn -0.852842 -0.530093 -0.488190
-v -60.535290 -35.692459 -32.158730
-vn -0.944056 0.589316 0.298498
-v -65.928413 -3.950129 36.338051
-vn -0.832762 0.638370 0.036850
-v -61.315590 1.890888 39.395222
-vn -0.489289 0.706589 -0.089480
-v -65.628700 0.249773 5.493721
-vn -0.778296 0.739928 0.280530
-v -66.385101 -2.853655 31.232750
-vn -0.508175 -0.946080 0.158522
-v -65.570869 -53.365250 15.900900
-vn -0.626087 -1.165601 0.195304
-v -62.103790 -54.972401 17.423639
-vn -0.288851 -0.722790 -0.105182
-v -61.613609 -54.413719 12.238340
-vn -0.584851 0.342711 -0.324948
-v -60.981682 3.668670 -35.510670
-vn -0.718475 0.347627 -0.590013
-v -61.191380 -2.213011 -38.720718
-vn -0.620781 0.498455 -0.062158
-v -62.355209 9.386276 -19.665359
-vn -1.070345 0.859432 -0.107172
-v -61.695431 9.565247 -24.819481
-vn -0.735379 -0.223439 -0.636539
-v -61.842911 -17.965651 -39.955521
-vn -0.948831 -0.373206 -0.906421
-v -65.009537 -23.623920 -34.311020
-vn -1.263972 0.030781 -1.241858
-v -64.855911 -16.863501 -36.861549
-vn -0.984254 1.189492 0.358819
-v -64.039978 1.851624 -3.177039
-vn -1.246100 1.426137 0.031473
-v -60.547611 3.573926 3.959161
-vn -0.875139 -0.887157 0.188302
-v -64.427147 -34.203831 -12.323310
-vn -0.701943 -0.711582 0.151036
-v -64.653809 -35.095760 -17.578911
-vn -0.651122 -0.689320 0.234785
-v -60.459560 -38.392380 -13.617560
-vn -0.560307 0.587053 0.330912
-v -57.594879 6.242459 -0.053609
-vn -0.710758 0.744686 0.419767
-v -61.460361 6.848945 -7.674664
-vn -0.809091 0.540973 -0.431256
-v -65.101318 2.095171 -29.755529
-vn -0.187767 -0.311276 0.929138
-v -65.120064 -26.392080 44.158760
-vn -0.257856 -0.427467 1.275960
-v -57.811668 -27.082541 45.404381
-vn -0.467638 0.765469 0.172061
-v -58.860580 4.959933 24.675329
-vn -1.333624 1.412870 0.026537
-v -59.944569 3.262263 35.282162
-vn -0.427871 0.453296 0.008514
-v -62.091980 1.293073 32.206051
-vn -0.345364 -0.770129 1.181059
-v -64.346062 -40.450748 37.539558
-vn -2.533520 0.082556 -0.237285
-v -61.515518 31.938770 55.091419
-vn -0.210785 0.006869 -0.019742
-v -61.496479 22.395411 51.567822
-vn -0.883377 -0.342157 0.630981
-v -61.840519 35.268929 59.720112
-vn -0.146098 -1.302105 0.741111
-v -62.736118 -48.554329 30.264339
-vn -0.444401 0.621243 -0.275086
-v -61.486691 7.563375 -29.677650
-vn -0.314528 0.515807 -0.022352
-v -57.269459 12.213420 -25.989111
-vn -0.280643 0.557664 -0.061041
-v -59.783501 4.964001 10.757770
-vn -0.635012 1.261827 -0.138116
-v -58.919609 6.149797 17.619280
-vn -0.572533 -0.013932 -0.511516
-v -60.430721 -9.443705 -41.768280
-vn -1.479363 -0.566177 -1.050969
-v -57.620918 -22.704321 -43.345661
-vn -0.436309 0.372217 -0.392816
-v -60.420479 41.643440 60.491619
-vn -0.112717 0.064010 1.188879
-v -55.805511 -18.309380 45.916599
-vn 0.022265 -0.483830 0.157879
-v -58.317108 -52.701401 23.849220
-vn -0.298089 0.062455 0.720962
-v -58.651791 -3.279081 45.041611
-vn -0.530182 -0.417600 -0.453051
-v -61.721020 -31.525000 -34.612492
-vn -0.507636 -0.372073 -0.568770
-v -57.788769 -29.485710 -39.456131
-vn -0.409427 -0.650468 -0.682843
-v -61.051609 -52.069210 6.567389
-vn -0.211005 -0.847882 -0.506204
-v -57.327419 -51.127048 3.436906
-vn -0.483852 0.661086 -0.280210
-v -57.764210 8.183073 -34.643410
-vn -0.423175 0.403985 -0.178821
-v -60.393200 47.193241 65.768791
-vn -0.308114 0.294142 -0.130200
-v -55.658890 53.740879 69.357323
-vn -1.298731 -0.050089 0.398587
-v -59.558090 4.433553 45.441269
-vn -1.198921 0.184164 0.271059
-v -61.019348 -1.441481 42.969620
-vn -0.177626 -0.229779 -0.700532
-v -63.978729 -36.703930 -1.031550
-vn -0.344590 -0.445765 -1.359013
-v -57.169880 -41.460300 -1.197873
-vn -0.126163 -0.484217 -1.085894
-v -54.997440 -46.923321 0.985769
-vn -0.765051 0.019922 -0.080573
-v -60.337051 15.381710 46.069988
-vn -1.858216 -0.292571 0.223652
-v -60.271931 7.482232 43.498451
-vn -2.338300 -0.504695 0.808488
-v -60.565849 12.414670 47.508820
-vn -0.610313 0.813598 0.329582
-v -54.913761 11.709400 -7.550206
-vn -0.061496 -0.100227 0.224783
-v -59.721569 33.238430 61.585590
-vn -0.122721 -0.218616 0.514359
-v -58.477520 22.243231 57.209160
-vn -0.651426 -0.977744 2.218318
-v -57.334412 35.828720 63.428291
-vn -0.407981 -0.670700 1.324645
-v -60.034420 45.664791 67.040680
-vn -0.283258 -0.465662 0.919690
-v -56.993431 43.933361 67.100616
-vn -0.570689 0.026673 -0.611186
-v -57.881981 -16.115801 -44.439320
-vn -0.862290 0.226629 -0.550532
-v -60.457512 24.566719 50.039719
-vn -1.700160 0.144615 -0.487295
-v -59.353321 11.615440 41.520061
-vn -0.078836 -0.449170 0.709858
-v -59.862831 -35.212570 42.266178
-vn -0.107844 -0.614441 0.971047
-v -58.981251 -43.494381 37.123680
-vn -0.087950 -0.450173 0.683303
-v -51.988750 -40.547218 39.765110
-vn -0.823098 0.377574 -0.380968
-v -57.193138 6.231936 32.280788
-vn -0.553651 -0.762917 0.279461
-v -61.259918 -35.314869 -6.801701
-vn -0.107495 -0.619822 0.202007
-v -58.301842 -55.430191 15.484540
-vn 0.361915 -1.497519 0.781172
-v -57.089619 -47.636349 32.990311
-vn 0.542628 -1.009923 0.595368
-v -53.451019 -52.124828 20.392229
-vn -0.736683 -0.944938 0.190084
-v -56.007950 -38.725410 -3.401702
-vn -0.614605 0.147867 -0.479785
-v -57.808231 17.338779 38.834381
-vn -0.343027 0.045229 -0.068377
-v -56.464661 30.089590 40.528339
-vn -2.264607 0.298596 -0.451416
-v -57.804218 22.476650 42.212769
-vn -0.596567 0.094479 -0.419963
-v -55.954620 14.231220 35.502171
-vn -0.360463 0.057087 -0.253753
-v -55.732220 24.611771 37.521568
-vn -0.085590 0.024324 0.831317
-v -60.097389 -11.103340 45.121712
-vn -1.318196 0.429440 -0.559575
-v -58.780830 7.617426 37.084209
-vn -0.428949 -0.281111 0.447690
-v -56.446270 13.403030 53.604488
-vn -1.218735 -0.798696 1.271982
-v -59.766350 17.413620 52.941700
-vn -0.163817 -0.102349 0.201280
-v -56.764690 3.203011 48.158730
-vn -0.250066 0.794359 0.050165
-v -54.718250 6.657637 18.441231
-vn 0.171991 -0.835348 -0.082926
-v -56.533070 -54.377670 8.550522
-vn -0.634645 1.149029 0.320394
-v -59.341930 11.198140 -14.488110
-vn -0.255841 -0.211928 0.595593
-v -53.935219 -7.279311 45.644260
-vn -1.261783 0.618003 -0.723846
-v -57.076988 45.059570 60.014919
-vn -1.143691 0.536937 -0.552966
-v -58.461590 35.055511 53.887272
-vn -0.308292 0.144736 -0.149057
-v -54.210270 46.845299 56.542370
-vn -0.474571 0.783120 -0.337572
-v -53.277691 10.096500 -36.511829
-vn -0.716820 1.250174 -0.461540
-v -52.721668 15.552520 -24.007681
-vn 0.318960 -0.862798 1.802734
-v -57.346691 50.113461 70.120949
-vn -0.080032 -1.109693 -0.692977
-v -53.755249 -51.755280 4.030366
-vn -1.638680 0.306902 -0.303147
-v -58.323330 23.837879 46.396950
-vn -0.775062 0.159159 -0.057466
-v -56.074490 36.064861 49.930161
-vn -1.868291 0.383653 -0.138522
-v -56.272190 33.271381 44.859741
-vn -0.474305 0.078946 -0.036917
-v -54.945080 40.407570 43.069752
-vn -0.479385 0.401500 1.399612
-v -53.589729 52.269508 70.488121
-vn -0.139256 0.116631 0.406572
-v -50.264301 57.165451 70.222649
-vn -1.146244 1.170362 -0.466163
-v -53.175362 54.214050 64.438553
-vn 0.068005 -0.121595 0.313221
-v -56.190128 26.343220 59.497509
-vn -0.590961 0.220652 -0.922171
-v -51.433479 -7.271848 -48.015289
-vn -0.334655 0.274661 -0.464308
-v -49.197170 1.213571 -46.202030
-vn -0.302722 0.248452 -0.420002
-v -55.745289 -3.723999 -44.403210
-vn 0.063985 0.001135 1.216203
-v -48.760979 -16.301901 45.544109
-vn -0.610647 0.499804 -0.528360
-v -57.259090 50.156769 65.047089
-vn -0.608908 0.392819 -0.300672
-v -55.014832 50.032619 62.335869
-vn -0.554908 -0.886835 -0.547930
-v -57.767361 -35.628658 -35.456699
-vn -0.507626 -0.811271 -0.501243
-v -52.009109 -38.325779 -36.922939
-vn -0.348585 -0.706676 0.222284
-v -57.152111 -41.412251 -15.498480
-vn -0.266128 -0.730417 0.112366
-v -52.655010 -42.495781 -11.890860
-vn -0.475796 0.035374 -0.933498
-v -56.332989 -10.462570 -45.638962
-vn -0.210750 -0.817922 0.173217
-v -55.903229 -39.842731 -8.550231
-vn -0.346983 0.396025 -0.427625
-v -54.842899 4.027719 -40.862110
-vn 0.919285 -1.221913 0.391004
-v -56.216549 -54.911469 18.185801
-vn -0.441121 0.887007 0.250032
-v -54.431229 14.407670 -16.271200
-vn -0.580959 1.139883 0.302989
-v -49.333778 13.949300 -5.277776
-vn -0.986796 -0.563331 0.501184
-v -55.684219 -7.442832 -74.481911
-vn -0.765139 0.418903 -1.056791
-v -53.127708 -6.949522 -76.137337
-vn -0.364520 -0.239537 -0.550446
-v -52.267189 -27.727619 -44.705059
-vn -0.207293 -0.491382 0.188685
-v -49.688370 -40.189209 -2.624757
-vn -0.568931 0.001174 0.030190
-v -53.850128 -7.507096 -70.942947
-vn -0.790672 0.001631 0.041957
-v -53.956848 -1.065164 -73.204514
-vn -0.568880 -0.126407 0.571781
-v -49.923969 -4.548255 -66.382584
-vn -0.968538 -0.215212 0.973478
-v -53.779720 -2.672516 -69.804092
-vn -1.072518 -0.615555 0.551138
-v -52.030819 -13.363790 -73.943787
-vn -0.736283 0.318204 -1.554611
-v -53.421509 23.556250 36.211140
-vn -0.499727 0.200751 -0.854973
-v -52.227890 12.756350 32.977612
-vn -0.072244 0.045278 -0.163859
-v -53.077660 37.971272 40.042721
-vn -0.397826 -0.745211 -0.186797
-v -55.422470 -40.358189 -30.176611
-vn -0.279249 -0.569856 0.099052
-v -54.100739 -43.367950 -20.984329
-vn 0.518637 -0.515993 -1.030515
-v -50.782360 -48.069538 3.681058
-vn 0.319274 -0.325475 -0.637716
-v -52.195080 -42.073132 -0.086645
-vn -1.507770 0.500688 -0.119032
-v -54.358791 43.424091 48.331779
-vn -0.443026 -0.389088 -1.044561
-v -54.037510 -21.002781 -46.459148
-vn -1.135953 0.736566 1.292749
-v -51.055450 4.481353 -73.815247
-vn -0.542665 0.941730 -1.660587
-v -52.600010 48.074959 45.616501
-vn -0.037036 0.882009 -1.808261
-v -50.458698 38.786659 40.386799
-vn 0.002402 0.110301 -0.234095
-v -49.811760 49.446419 45.483089
-vn -0.021521 -0.693628 1.076691
-v -52.923321 -33.585831 44.231110
-vn -0.019142 -0.616940 0.957651
-v -46.967960 -34.537239 43.737228
-vn 0.035274 -0.177682 0.767625
-v -49.571930 -27.020540 45.596779
-vn -0.305456 0.902997 0.065888
-v -55.525791 6.337147 5.966224
-vn 0.871261 -0.788643 1.654033
-v -50.442051 13.363360 52.030689
-vn 0.926377 -0.740836 1.680194
-v -53.710320 15.604450 54.820801
-vn 0.010509 0.875007 0.068552
-v -51.881290 7.150223 11.718880
-vn 0.117293 0.148749 0.887049
-v -46.731972 -6.852441 44.620209
-vn 0.197546 0.250527 1.493985
-v -49.916512 -3.348519 44.453720
-vn 0.431406 -0.256234 0.740860
-v -53.370361 38.026718 63.420921
-vn 0.578622 -0.349998 0.997400
-v -49.448551 36.338570 60.553371
-vn -0.348097 -0.817492 -0.758594
-v -48.813061 -35.457100 -41.480919
-vn 0.533024 -0.475368 -0.479409
-v -51.854462 -53.006618 7.384521
-vn -0.590765 0.310177 -1.552450
-v -51.283520 -3.071587 -47.233150
-vn 0.436585 -0.630944 0.253162
-v -52.158859 -47.734550 28.294960
-vn 0.194111 -0.444051 0.359579
-v -53.540539 -46.899990 32.757641
-vn -0.473296 1.157470 0.208911
-v -51.129929 16.138550 -18.381910
-vn 0.576339 -0.193088 0.734929
-v -53.020550 3.505553 48.688709
-vn -0.138191 0.324363 -0.098775
-v -48.748920 14.488460 -33.060001
-vn -0.635006 1.490495 -0.453883
-v -49.406189 16.812059 -24.510040
-vn -0.690771 -0.450140 0.351939
-v -48.691078 -16.930969 -71.951210
-vn 0.628211 -0.735198 0.237524
-v -53.241798 -54.186989 13.455940
-vn 0.746510 -0.873645 0.282252
-v -49.167641 -49.901009 15.946710
-vn -0.109455 1.215908 0.159966
-v -45.172520 7.780476 11.518690
-vn 0.286625 0.511574 -1.653040
-v -48.851002 13.462740 33.781750
-vn -0.834412 0.564910 -0.175734
-v -52.106991 51.014080 51.854252
-vn 0.726822 -0.705235 0.215049
-v -48.997898 -45.910709 23.592690
-vn 1.444437 -1.308839 0.258100
-v -47.834259 -42.384109 31.225031
-vn 0.894833 -0.661166 1.007805
-v -52.125389 47.573421 67.470650
-vn -0.655928 0.630142 -0.149628
-v -48.959049 58.985851 66.051323
-vn -0.193782 0.279543 -0.211833
-v -50.057018 2.951309 -76.050049
-vn -0.211369 0.443461 -1.339338
-v -43.355461 8.083035 -75.408524
-vn 0.740687 -0.440010 -0.978013
-v -47.730652 -42.875141 3.655265
-vn 0.036962 0.687421 0.002679
-v -47.710079 6.473582 19.716181
-vn 0.071019 1.320811 0.005148
-v -52.855919 6.723092 26.688290
-vn 0.060695 1.128805 0.004400
-v -47.229370 6.411574 28.993441
-vn -0.669237 -0.335482 0.902416
-v -46.777020 -11.418810 -66.602982
-vn -0.438492 -0.192622 -1.022350
-v -41.909401 -16.619619 -52.100529
-vn -0.192642 -0.032085 -0.484479
-v -50.007301 -14.546610 -49.017872
-vn 0.176168 -0.138758 0.315155
-v -51.484940 25.852760 58.112549
-vn -0.305573 -0.405609 -0.872341
-v -46.218552 -22.898190 -49.069359
-vn -0.396915 -0.563939 -0.926746
-v -44.174751 -32.124668 -45.495289
-vn -0.520805 1.124442 0.298830
-v -45.266861 16.345160 -7.205075
-vn -0.219270 0.304439 0.150037
-v -49.286331 10.622960 1.541018
-vn -0.235522 0.544283 0.196292
-v -43.656681 15.497830 -2.759883
-vn 0.419695 -0.998014 0.792082
-v -48.338371 -41.998341 36.002510
-vn 0.313443 -0.814153 0.835651
-v -43.871750 -36.150169 41.004440
-vn -0.211423 -0.918136 0.190370
-v -49.431679 -44.754940 -15.800750
-vn -0.384570 -1.515157 0.599673
-v -44.260849 -45.338902 -13.960160
-vn -0.400624 -1.271352 -0.233724
-v -45.813290 -46.711948 -22.279020
-vn -0.141243 -0.731234 0.096160
-v -44.367100 -46.517712 -18.677759
-vn -0.153945 -0.796989 0.104807
-v -49.115761 -45.906090 -21.001789
-vn 0.785454 -0.674973 0.356085
-v -44.968830 -44.317150 17.726009
-vn -0.834878 -0.493529 1.027209
-v -50.029659 -13.570520 -70.280411
-vn -0.566647 -0.430781 0.918944
-v -43.527710 -7.233151 -62.637218
-vn -0.477729 0.046390 -0.056950
-v -49.532021 -38.849979 -74.107491
-vn -1.010779 0.224334 -0.085181
-v -49.192909 -33.413620 -72.523880
-vn -1.127564 0.392087 0.477915
-v -46.296600 -27.495890 -70.545479
-vn -0.094859 0.392289 -0.187439
-v -49.053398 55.391670 51.427422
-vn 0.154971 0.812004 -0.763683
-v -46.862652 54.004200 50.396721
-vn 0.002262 0.040288 -1.093319
-v -48.147072 -4.142838 -77.230171
-vn 0.002904 0.051734 -1.403944
-v -41.533150 -5.403568 -77.262947
-vn 0.656474 -0.227875 0.914790
-v -45.345470 -1.797112 41.559891
-vn 0.463611 -0.160928 0.646036
-v -48.503830 3.553282 45.159191
-vn 0.183386 -0.197529 1.218718
-v -44.127750 -23.376190 45.368240
-vn 1.405444 0.409293 -0.864166
-v -49.770020 44.101860 42.965271
-vn -0.762771 0.772533 -0.190728
-v -50.240440 55.924969 58.778000
-vn -0.602305 -0.313501 -1.505610
-v -40.491001 -19.815720 -52.002449
-vn -0.461704 0.176123 0.040888
-v -48.740849 -38.705631 -69.813393
-vn -1.028123 -0.631314 0.321236
-v -46.749352 -43.574268 -73.007729
-vn -0.486180 1.162277 0.790359
-v -46.644909 7.087738 -73.712807
-vn -0.262630 0.475825 0.368513
-v -46.687222 4.560024 -70.021660
-vn -0.632010 1.589142 0.713301
-v -51.228668 7.776473 6.161647
-vn -0.342661 -0.858810 -0.822525
-v -40.459221 -38.955399 -41.308472
-vn 1.680101 -0.463069 0.830914
-v -46.340191 7.272852 42.857250
-vn 0.255112 -0.070314 0.126168
-v -46.943459 18.421000 50.289928
-vn 1.469447 0.562003 0.454006
-v -46.130711 1.422991 40.115330
-vn -0.360065 1.015815 0.138421
-v -48.025749 17.091450 -18.710690
-vn -0.234591 0.640400 0.115593
-v -49.340569 15.688140 -11.832540
-vn 0.172954 0.067937 -0.183139
-v -49.931690 27.013950 37.788120
-vn -0.277040 -0.140378 -0.865212
-v -48.777771 -32.619961 -75.359802
-vn -2.606481 0.519964 0.052471
-v -47.614880 -26.914431 -74.132782
-vn -0.346465 1.212533 -0.553890
-v -43.295212 13.178980 -39.337978
-vn -0.321131 0.285561 0.451268
-v -49.519760 -0.042180 -67.619743
-vn -0.185225 0.347929 0.261929
-v -40.444580 10.843700 7.500314
-vn -0.617062 0.497909 -1.276239
-v -46.225552 -2.269250 -48.997589
-vn 0.408649 0.723807 1.090728
-v -46.201180 57.403419 66.068169
-vn 0.758268 -0.776497 0.007050
-v -48.318439 -49.134010 9.088294
-vn 1.912519 -0.511789 1.194453
-v -48.905151 21.176279 54.611488
-vn 2.067879 -0.485990 1.187770
-v -48.315880 28.357229 56.744801
-vn 0.439937 -0.145410 0.278187
-v -47.959492 47.115299 63.471191
-vn 1.337354 -0.442027 0.845654
-v -49.252750 53.841911 69.032440
-vn 0.512677 -0.053180 0.198003
-v -46.449490 35.669060 56.487179
-vn 0.907251 -0.281130 0.368128
-v -45.466648 46.487251 56.847950
-vn 0.860029 -0.266497 0.348967
-v -44.974510 53.300289 60.838020
-vn 0.743688 -0.612358 -0.624980
-v -43.461960 -42.039951 7.916427
-vn -0.147577 -0.839813 -0.114711
-v -41.662571 -46.659389 -24.345720
-vn -0.136265 -0.775439 -0.105918
-v -48.083328 -45.283680 -26.157089
-vn 0.298039 1.288627 0.390931
-v -41.355961 5.574973 17.833990
-vn 0.424333 0.088445 -0.214539
-v -46.586842 46.475559 49.266510
-vn 1.224809 0.255291 -0.619254
-v -45.696049 37.037479 47.137489
-vn 1.142755 0.240785 -0.576757
-v -47.971169 38.546551 43.259701
-vn -0.397280 0.958706 0.428350
-v -47.773560 13.400550 -1.884144
-vn -0.446332 0.310615 0.571329
-v -43.968288 -35.902649 -63.647629
-vn -0.745503 -0.020301 0.966974
-v -47.382450 -35.964642 -66.281128
-vn -0.226530 0.938808 0.009579
-v -44.990898 17.795950 -15.986380
-vn 0.337807 0.077786 -0.164531
-v -46.676552 8.930048 34.035000
-vn 1.156487 0.266301 -0.563273
-v -47.387661 17.841181 36.787941
-vn -0.665327 -0.684703 0.185530
-v -42.233231 -47.650471 -71.855850
-vn -0.066470 -0.626882 0.298011
-v -45.307369 -42.818920 -8.264209
-vn -0.123727 -1.166883 0.554721
-v -39.284439 -41.302639 -3.731253
-vn -0.109279 -1.030619 0.489943
-v -43.633369 -39.550571 -1.015695
-vn -0.232920 -1.732008 0.523738
-v -39.615372 -43.529751 -8.083553
-vn 1.113590 -0.977221 0.043642
-v -44.931690 -39.176510 28.985531
-vn 0.602641 -0.605655 0.335224
-v -39.523529 -38.366249 18.688450
-vn 0.426363 -0.454102 0.225074
-v -44.133270 -40.478210 23.159781
-vn 0.944001 -1.005417 0.498330
-v -39.800861 -36.725990 22.523149
-vn -0.051784 -0.013647 -0.424768
-v -45.512932 -36.098541 -75.840813
-vn -0.029061 -0.089910 -1.242926
-v -37.957432 -30.771681 -76.402802
-vn -0.030938 -0.095717 -1.323194
-v -42.104610 -27.746771 -76.524651
-vn 0.896541 1.213654 -0.365674
-v -46.507420 59.708462 59.173512
-vn 0.268857 0.363954 -0.109659
-v -45.680740 57.714130 54.581230
-vn -0.544455 0.482977 -0.730791
-v -37.098042 6.614680 -50.042881
-vn -0.175618 0.559196 -0.337491
-v -44.897911 8.373967 -43.069111
-vn -0.199343 -1.187897 -0.584672
-v -46.860199 -43.469200 -32.404099
-vn 2.106534 -0.438188 1.051648
-v -45.054901 26.840401 50.015091
-vn 0.458129 0.030442 -0.122005
-v -45.721169 16.212629 39.439571
-vn -0.549858 0.267904 0.796491
-v -46.111919 -32.416569 -67.217552
-vn 0.681814 0.097033 0.337223
-v -45.534111 5.996869 37.592999
-vn -0.600308 -0.103509 0.918105
-v -46.424030 -39.037220 -65.606728
-vn -0.568344 -0.097998 0.869220
-v -42.921581 -40.359600 -63.465721
-vn -0.450876 -0.355362 0.518095
-v -44.789848 -44.012180 -67.596901
-vn 0.387720 0.036888 -0.053093
-v -44.906841 27.141581 46.025341
-vn 1.484352 0.198227 -0.512494
-v -46.474350 27.834061 41.753159
-vn 1.098382 0.039495 -0.107232
-v -45.260750 15.690680 43.963421
-vn -0.291316 0.699839 0.468860
-v -44.952431 13.198470 1.184637
-vn 1.290277 -0.091825 -0.002353
-v -44.966251 53.561340 55.178692
-vn 0.834774 -0.817538 0.155083
-v -41.119129 -34.586720 32.659061
-vn 0.284108 -0.314655 0.507605
-v -42.428082 -29.934240 44.049561
-vn -0.959208 -0.125479 0.608030
-v -47.237728 -20.643040 -73.540756
-vn -1.004291 -0.131376 0.636608
-v -45.957401 -24.303329 -72.276329
-vn 0.577368 -0.824002 -0.550462
-v -40.091911 -38.198620 5.701006
-vn 0.563206 -0.803790 -0.536959
-v -43.949570 -39.156990 3.089396
-vn 0.335795 -0.000032 0.012459
-v -45.121208 37.749119 51.829811
-vn -0.056122 -1.520086 0.604636
-v -40.985001 -46.352020 -16.203131
-vn -0.818924 1.745545 0.115915
-v -39.644451 20.038759 -23.274521
-vn -0.170524 0.607423 -0.211626
-v -36.477638 19.039370 -28.694790
-vn -0.196240 0.731866 -0.234908
-v -43.985828 18.132950 -25.246500
-vn -0.547125 -0.031204 0.937643
-v -44.723980 -11.310040 45.643551
-vn 0.019965 1.111165 0.526186
-v -44.248749 0.550171 36.561440
-vn 0.994641 -0.903298 0.265497
-v -45.032089 -45.892910 12.601810
-vn -0.078146 0.267629 -0.740243
-v -38.507198 9.602735 -75.370911
-vn 1.655649 -0.121868 0.450575
-v -45.289940 60.622631 63.590500
-vn 0.676171 -0.049771 0.184016
-v -44.478802 58.467030 60.026920
-vn -0.315446 -0.757433 -0.955803
-v -36.595291 -36.178761 -44.784061
-vn 0.685351 0.889019 0.518802
-v -41.616001 0.501116 33.167568
-vn 0.648968 0.795744 0.304682
-v -44.707432 3.285646 32.479858
-vn 0.982777 -1.199893 -0.277267
-v -39.617378 -38.971668 8.265398
-vn -0.027931 -0.669066 0.386949
-v -37.233150 -37.991440 2.142149
-vn -0.007823 -0.622671 0.052383
-v -37.374771 -46.706459 -19.877180
-vn -0.375400 1.348517 0.537917
-v -39.993069 14.475390 2.360051
-vn -0.249338 0.895676 0.357281
-v -36.623772 16.384680 -0.075036
-vn -0.261916 -0.154918 0.774967
-v -38.835560 -10.248740 47.845821
-vn -0.367314 0.177189 -0.824274
-v -44.537861 -7.450606 -50.863461
-vn -0.525170 0.417371 -1.184422
-v -41.480282 -2.346037 -51.128689
-vn 0.040035 -0.123066 -1.593663
-v -36.787331 -10.959690 -76.714668
-vn -0.075819 0.005277 -1.602387
-v -38.401489 -20.445829 -76.669533
-vn -0.040993 0.002853 -0.866364
-v -46.157391 -19.389709 -76.299072
-vn 0.357833 0.874659 0.258848
-v -36.184978 2.929798 19.623751
-vn 0.029993 0.050298 -1.381550
-v -41.308449 4.569295 -76.894989
-vn 0.177506 0.903907 0.124633
-v -40.912338 -0.349535 38.334789
-vn -0.056153 0.707805 -0.451058
-v -39.732609 16.058319 -35.263199
-vn -0.054224 -1.643027 -0.328329
-v -43.601410 -45.721020 -28.721319
-vn -0.281645 0.865755 0.106503
-v -43.463661 17.655149 -10.803080
-vn -0.954306 0.248725 1.337878
-v -42.464531 -27.236151 -66.442039
-vn -0.503945 0.196248 0.664003
-v -39.368919 -32.440552 -62.554451
-vn -0.329617 -0.002716 0.344040
-v -40.909538 -4.960626 48.080620
-vn 0.737926 -0.586875 0.054478
-v -43.182442 -36.868912 36.022079
-vn -0.338236 -0.275702 -0.725586
-v -38.308559 -43.007301 -75.449631
-vn -0.157440 -0.434305 -1.385201
-v -37.379189 -47.938160 -74.009277
-vn 0.431727 0.838167 0.332225
-v -41.804020 2.259057 28.976801
-vn -0.022721 1.068493 0.178994
-v -36.888271 0.195336 35.593029
-vn -0.160840 -0.960626 -0.473042
-v -39.920238 -45.429710 -30.787041
-vn -0.122777 -0.733288 -0.361093
-v -43.865391 -41.695869 -37.028111
-vn -0.183042 -1.093226 -0.538338
-v -36.425179 -43.515820 -35.862030
-vn 1.298014 -0.979024 0.066315
-v -39.001041 -31.643940 34.645721
-vn 0.619465 -0.452467 0.119285
-v -39.896080 -34.429871 26.902519
-vn -0.172007 0.764391 0.147401
-v -39.682629 19.553350 -16.234541
-vn -0.108435 -1.157796 -0.089746
-v -36.881969 -48.261951 -70.432869
-vn -0.622724 -0.089376 0.542176
-v -39.989681 -5.265248 -58.249161
-vn -0.757391 -0.108704 0.659424
-v -44.181831 -2.070734 -62.537510
-vn -0.803366 -0.564511 0.971136
-v -40.508770 -12.884470 -63.424870
-vn -0.242980 1.051360 0.808598
-v -33.483730 13.949070 5.554340
-vn -0.496450 0.094912 -0.327375
-v -41.760830 2.473271 -49.306049
-vn -0.582537 -0.021482 0.675713
-v -44.420330 -20.558180 -69.078613
-vn -1.088776 -0.481137 1.062508
-v -39.919460 -17.951521 -65.115509
-vn -0.255393 -0.157430 -0.557435
-v -36.353260 -21.623390 -53.387669
-vn -0.582818 -0.624120 -1.398408
-v -40.726669 -22.727770 -51.072060
-vn 0.323985 -0.501080 0.829678
-v -42.525478 -16.901461 45.268841
-vn 0.198687 -0.065812 0.703588
-v -39.365189 -22.875731 43.817581
-vn 0.342992 0.560007 0.315614
-v -41.124409 3.839875 23.376869
-vn 0.913113 -0.426525 0.189659
-v -36.977242 -27.192881 35.439770
-vn 0.859511 -0.401487 0.178526
-v -39.648960 -32.365910 36.669109
-vn -0.485076 -0.399475 -1.468171
-v -37.346199 -17.184971 -53.454361
-vn -0.606060 0.828316 0.555264
-v -39.397259 0.698671 -58.385910
-vn -0.473732 0.695207 0.394568
-v -42.399700 2.280552 -64.022789
-vn 0.106007 -0.371015 0.575635
-v -37.726898 -15.885120 44.008831
-vn -0.055650 -0.502863 0.361128
-v -32.291809 -8.597442 51.153610
-vn 0.055277 -0.949482 0.403508
-v -40.353668 -47.387749 -67.900223
-vn -0.790316 -0.009612 0.089313
-v -39.529751 -1.131165 -53.734371
-vn -0.669311 -0.371064 -0.087592
-v -36.891640 -11.064950 -57.352901
-vn -1.088257 -0.505741 0.489051
-v -38.282410 -11.236670 -60.625278
-vn 0.760756 -0.633994 0.344241
-v -33.684971 -30.126801 20.960230
-vn -0.582062 1.451033 0.039719
-v -35.557541 1.729369 40.859131
-vn -1.543937 1.546023 0.523679
-v -34.692791 1.534895 52.546268
-vn -0.667633 0.899929 0.076536
-v -27.075211 8.059886 52.487209
-vn -0.144387 0.194624 0.016552
-v -37.684502 0.732885 46.093670
-vn -0.577102 -0.108885 -1.229609
-v -41.806831 -11.927230 -52.452068
-vn -0.372147 -0.070215 -0.792920
-v -39.481800 -7.193243 -53.962502
-vn -0.823168 0.731255 -0.144691
-v -38.397869 2.830339 -53.298340
-vn -0.902495 0.663350 0.055338
-v -36.591499 4.320545 -56.043671
-vn -0.804540 0.591352 0.049331
-v -36.725090 4.573018 -61.248852
-vn -0.002834 -0.448570 0.806103
-v -38.788422 -43.431961 -63.845890
-vn -0.145067 1.511589 0.296515
-v -37.720100 20.567810 -20.445959
-vn 0.396899 -0.596331 -0.132269
-v -39.368439 -39.719959 12.386050
-vn -1.203521 -0.534486 1.685350
-v -35.326321 -14.449690 -59.533279
-vn 0.866041 -0.962354 -0.048452
-v -34.358761 -35.134731 10.858140
-vn -0.313822 0.682717 0.382111
-v -33.043098 8.549114 -66.149834
-vn -0.522255 1.136161 0.635900
-v -38.971272 5.834383 -66.168152
-vn -0.384497 -0.147292 0.585995
-v -29.490120 -3.254407 57.106522
-vn -0.290737 -0.111375 0.443100
-v -37.502468 -5.270941 51.342411
-vn -0.105821 1.099207 -0.754074
-v -34.954472 14.717500 -38.239769
-vn -0.053925 0.560141 -0.384266
-v -38.309921 12.703940 -40.704041
-vn 0.993132 -0.473050 0.120491
-v -38.377708 -31.065149 31.780331
-vn -0.021394 -0.913729 -0.554373
-v -34.397511 -40.868698 -40.303322
-vn 0.028473 0.545281 -0.071613
-v -29.735090 -0.174496 35.621071
-vn 0.845143 0.849293 0.172311
-v -37.897659 -0.404895 30.621340
-vn 0.500073 -1.466199 0.339798
-v -35.795589 -36.258820 7.502626
-vn -0.181088 0.213816 1.635942
-v -39.531570 -38.186680 -61.821442
-vn -0.093378 0.716782 0.227351
-v -37.720470 18.101311 -6.414834
-vn 0.586936 -0.636135 0.484144
-v -35.144131 -11.918170 46.090019
-vn 0.279202 0.004113 -1.161609
-v -33.164211 -11.296580 -75.845016
-vn -0.403797 0.776446 -0.422178
-v -35.522259 10.385860 -44.614311
-vn -0.592702 1.151299 -0.250074
-v -31.381571 9.537630 -50.134739
-vn 0.946275 -0.314704 0.227068
-v -38.568001 -28.385811 40.415691
-vn 1.327441 -0.418804 0.407761
-v -36.151859 -19.491640 41.685131
-vn 0.107151 -0.576714 -0.067110
-v -31.298321 -47.005260 -72.317177
-vn -0.481582 -0.278477 -1.055452
-v -35.023010 -16.779690 -54.621319
-vn -0.287186 -0.166067 -0.629407
-v -37.111309 -13.598240 -54.507881
-vn 0.012298 0.648723 -0.023235
-v -33.557232 20.562759 -18.383560
-vn 0.018317 0.966181 -0.034606
-v -36.069408 20.429670 -23.429070
-vn -0.271478 -0.271949 -0.332345
-v -38.878990 -28.327990 -49.342701
-vn -0.826580 -0.828016 -1.011904
-v -33.849640 -34.806438 -48.149799
-vn 0.031934 0.118678 -1.964816
-v -34.699211 -18.664949 -76.501793
-vn -0.001200 -0.938780 0.314738
-v -38.256458 -45.264179 -13.214980
-vn -0.001381 -1.081066 0.362441
-v -32.537209 -45.106770 -12.723670
-vn 0.010353 -0.862387 0.155782
-v -32.235039 -45.979912 -17.577339
-vn -0.686263 -0.448101 -0.066204
-v -34.555679 -17.152189 -56.944370
-vn 0.079887 -1.062601 0.005416
-v -31.214109 -46.258942 -22.947220
-vn 0.098093 -0.832291 -0.144200
-v -35.608379 -46.604820 -25.990950
-vn 0.153449 -1.301974 -0.225576
-v -34.850460 -45.683331 -30.794001
-vn -0.308586 0.911196 0.139345
-v -39.169880 8.808557 -71.645210
-vn -0.962066 0.005555 0.849887
-v -37.608559 -25.214319 -63.354160
-vn 0.027332 0.498591 -0.396300
-v -27.848600 4.574989 41.726570
-vn 0.884010 0.996406 0.578501
-v -38.098961 0.606103 26.625620
-vn -0.075739 1.211370 0.086858
-v -34.003101 20.059330 -11.751230
-vn 0.039828 -0.006565 -0.767187
-v -35.085281 -23.357130 -76.558151
-vn 0.070816 -0.011672 -1.364089
-v -31.331909 -25.168980 -76.347794
-vn 0.010432 -0.022358 -0.569060
-v -28.457180 -33.026199 -76.140068
-vn 0.033558 0.009224 -1.119278
-v -30.516640 -28.516270 -76.350937
-vn 0.011858 -0.022159 -0.589739
-v -33.416870 -27.891190 -76.432739
-vn 0.319123 -0.818203 0.616287
-v -33.267681 -43.528931 -63.880440
-vn 0.294675 -0.755518 0.569072
-v -36.010220 -46.498531 -66.402847
-vn 0.182538 0.117100 -0.907198
-v -34.898109 -14.845710 -76.274338
-vn 0.779127 0.849165 0.481515
-v -36.259880 0.853876 23.388550
-vn 0.731773 0.797554 0.452249
-v -32.734539 -1.419451 21.693359
-vn 1.074231 -0.378632 0.350313
-v -34.567810 -20.942381 33.161190
-vn 0.776679 -0.231760 0.453422
-v -35.206200 -27.155680 28.403231
-vn -0.703991 -0.161561 -0.223970
-v -34.780800 -29.817341 -52.419559
-vn -1.476778 -0.006455 0.176163
-v -34.689362 -25.864771 -60.045399
-vn -0.864035 -0.088343 0.301965
-v -33.030621 -33.748650 -55.515911
-vn -0.561586 -0.057419 0.196264
-v -34.306419 -25.768021 -56.831638
-vn -0.377517 -0.133433 0.496806
-v -34.584339 -31.764330 -59.381149
-vn -0.590319 -0.321651 0.072164
-v -30.996349 -38.120609 -58.361858
-vn 0.317770 0.681424 0.462428
-v -36.092201 5.929899 15.139110
-vn 0.052917 0.891943 1.035539
-v -31.731159 9.555965 11.793010
-vn 0.032254 -0.666124 0.321317
-v -33.323971 -41.124111 -3.257726
-vn 0.026723 -0.862990 0.306157
-v -35.354839 -43.541222 -8.064793
-vn 0.091053 -0.675361 -0.143421
-v -30.691250 -45.505711 -28.989861
-vn 0.159475 -1.182866 -0.251195
-v -32.787540 -44.940022 -32.984531
-vn 0.917324 -0.384405 0.288049
-v -35.158009 -19.720600 38.214550
-vn -0.222115 -0.437940 -0.359756
-v -30.856541 -40.265629 -43.352139
-vn -0.284752 0.929695 -0.509097
-v -30.319189 12.506870 -43.651218
-vn -0.798027 -0.020539 0.216109
-v -35.659679 -18.920460 -61.189178
-vn -0.312279 -0.873600 0.567730
-v -34.524849 -38.703529 -61.199680
-vn 0.107320 -0.862577 0.478517
-v -30.303301 -38.765591 0.316284
-vn -0.919944 -0.717980 -0.198473
-v -32.566978 -35.479099 -51.661709
-vn -0.616277 -0.480980 -0.132959
-v -30.782330 -38.667728 -48.398819
-vn -0.018693 0.322423 -0.245038
-v -17.110680 7.186438 44.343571
-vn 0.316144 0.701466 -1.049536
-v -14.347640 4.120806 43.126919
-vn 0.201429 -0.029022 -0.942348
-v -29.915920 -10.660170 -75.170288
-vn 0.243958 -0.035150 -1.141315
-v -31.165850 -13.502100 -75.349937
-vn -0.889350 -0.479415 0.100776
-v -30.080740 -38.763458 -53.339760
-vn 1.057365 -1.176073 0.230998
-v -33.901711 -13.976870 41.878811
-vn 0.420243 -0.467423 0.091809
-v -33.167141 -14.595360 35.367500
-vn 0.717299 0.014791 0.086973
-v -32.027309 -19.602930 26.818501
-vn 0.693486 -0.297744 -0.124818
-v -32.559231 -10.807600 29.709641
-vn -0.003702 0.525753 -0.329041
-v -31.628771 16.031639 -36.177410
-vn -0.004994 0.709270 -0.443896
-v -33.348228 13.238000 -40.621830
-vn 0.920556 0.350309 0.358105
-v -34.333618 -3.359112 27.701441
-vn -0.284802 0.731553 0.120885
-v -32.561089 7.317436 -57.560558
-vn -0.306916 1.123098 -0.287037
-v -27.077160 9.066424 -56.580971
-vn -0.470491 -0.218020 0.671311
-v -33.773178 -0.645934 54.951870
-vn 0.201960 -1.044018 0.147869
-v -27.985270 -45.411812 -19.370670
-vn 0.791202 -0.593973 0.327718
-v -29.235161 -27.181000 15.556270
-vn 0.921790 -1.129307 0.236198
-v -31.874981 -33.131290 9.504892
-vn 0.548958 -0.443507 0.367646
-v -33.236092 -33.261238 14.195490
-vn 0.772642 -0.430851 0.253088
-v -30.662649 -24.055960 22.068359
-vn 1.494047 -0.833130 0.489394
-v -32.225052 -25.698811 24.041401
-vn 1.428697 -0.096759 0.557212
-v -30.548710 -13.715530 24.049690
-vn 1.255499 -0.275846 -0.255808
-v -30.572100 -6.060881 34.343899
-vn 0.831144 -0.496243 -0.681233
-v -30.946590 -10.008150 36.762379
-vn 0.217743 -0.150139 -0.146427
-v -25.144810 -7.554523 42.874050
-vn 0.303404 -0.507637 0.349999
-v -30.011890 -34.735771 5.562704
-vn -0.053645 1.064557 -0.116356
-v -30.216490 20.050140 -24.613791
-vn -0.026566 1.045976 0.036519
-v -28.553329 20.513540 -13.333780
-vn 0.390225 0.284191 0.482998
-v -27.182051 -5.489615 19.602221
-vn 0.014222 0.724350 0.875115
-v -24.416420 9.417003 11.789160
-vn 0.777100 0.003709 0.764023
-v -31.332460 -7.290537 23.832411
-vn -0.530184 -0.768459 0.359297
-v -25.808950 -40.858601 -56.563229
-vn -0.928613 1.203243 0.397359
-v -29.539459 12.216060 -69.065842
-vn 0.213223 0.278833 0.869491
-v -30.332220 1.131819 18.251329
-vn -0.938713 0.410483 0.540665
-v -29.477739 16.101440 -71.908539
-vn -0.393466 0.198318 -0.422193
-v -32.899071 11.326520 -74.223511
-vn -0.307173 1.230812 -0.295081
-v -26.493959 10.912570 -49.487621
-vn 0.009521 -0.317582 -0.063224
-v -23.034130 -46.793060 -72.138550
-vn 0.078792 -0.379507 -0.266547
-v -31.536909 -46.450500 -75.139732
-vn 0.260897 -1.346374 0.529536
-v -28.958660 -8.678412 49.305531
-vn 0.074154 -0.382679 0.150509
-v -25.732370 -5.098425 56.818291
-vn 0.134506 0.071559 -0.862679
-v -27.567551 -20.054001 -75.515419
-vn 0.135322 0.077985 -0.876208
-v -31.613359 -21.040689 -76.228073
-vn 0.149996 0.094642 -0.845018
-v -31.544310 -17.098440 -75.890297
-vn -0.260798 0.544748 -0.092021
-v -29.007601 6.153911 46.680779
-vn 0.104806 0.001711 -0.756259
-v -26.843040 -12.696050 -74.749039
-vn 0.140228 0.071091 -1.104151
-v -27.297560 -16.126869 -75.027657
-vn -0.563108 -0.708561 -0.066230
-v -27.365650 -41.392792 -48.294418
-vn 0.285931 -0.902899 0.531902
-v -31.483850 -45.563568 -67.505386
-vn 0.013254 -1.153740 0.757385
-v -26.015270 -44.233688 -68.187637
-vn 0.468840 -0.071002 0.304450
-v -28.711220 -20.618509 19.610170
-vn -0.529185 0.305845 0.287188
-v -27.494730 10.216540 -63.168709
-vn 0.024064 -0.335593 -1.028906
-v -29.006281 -7.581329 -76.153221
-vn -0.015259 1.237130 -0.501903
-v -26.274349 17.063919 -33.795750
-vn 0.157030 -0.705173 0.227473
-v -27.435930 -42.060871 -6.266884
-vn 0.373824 -1.678727 0.541519
-v -30.954380 -43.618511 -8.666749
-vn 0.169549 -1.380315 -0.355345
-v -26.709049 -44.589748 -30.647791
-vn -0.050004 -1.138500 -0.184145
-v -30.044390 -43.651112 -35.885281
-vn -1.225723 -0.684944 1.910600
-v -26.127621 2.659061 61.383652
-vn -0.312172 -0.701803 0.899538
-v -17.341339 1.628355 65.132027
-vn -0.198974 -0.901243 -1.933008
-v -26.076380 -10.223610 -75.222878
-vn 0.006523 0.033031 -1.044732
-v -21.123230 -9.310064 -76.158661
-vn -0.016907 0.778252 -0.216420
-v -24.015841 18.940981 -29.086750
-vn -0.031497 1.449854 -0.403183
-v -29.638321 18.570351 -29.980310
-vn 0.294350 -0.496872 0.043951
-v -30.244690 -10.643100 42.112370
-vn -0.636310 0.132787 0.388648
-v -26.890280 15.202930 -67.365257
-vn 0.453631 -0.512917 0.398175
-v -28.558281 -30.108391 11.014140
-vn 0.045458 0.847932 0.501605
-v -28.010990 12.578020 8.578289
-vn -0.638012 0.749080 -1.493189
-v -28.992371 18.764099 -74.370712
-vn -1.491276 1.085296 0.268996
-v -27.884621 19.300381 -70.393188
-vn -0.534193 0.388766 0.096358
-v -25.605539 22.404270 -70.281288
-vn -0.021865 0.946563 0.419367
-v -30.575150 17.133120 -0.427628
-vn 0.155116 -0.040576 -2.650757
-v -24.041491 -28.309540 -75.953873
-vn 0.720765 0.082787 1.348980
-v -27.963890 -12.168950 20.429871
-vn 0.317070 -0.088023 1.233035
-v -23.702890 -12.753090 18.189051
-vn 0.152694 -0.606044 0.015434
-v -25.902309 -45.025742 -24.818399
-vn 0.042635 -0.007414 -0.449293
-v -20.755110 22.417721 -76.057449
-vn 0.037844 -0.003930 -0.392377
-v -30.662540 2.286948 -76.746964
-vn 0.143581 -0.014910 -1.488678
-v -28.715950 14.395310 -76.680489
-vn -0.059220 1.168607 0.210788
-v -29.266090 19.264629 -6.610085
-vn -0.050375 0.994054 0.179303
-v -22.967930 19.893049 -8.324585
-vn -0.116785 1.021666 0.010926
-v -22.195601 21.259420 -15.123390
-vn -0.123075 1.076690 0.011515
-v -26.861629 20.773331 -19.543980
-vn 0.469816 -1.727585 0.543147
-v -28.676991 -44.748310 -13.741300
-vn 0.192882 -0.709258 0.222988
-v -23.843300 -44.294601 -16.479280
-vn 0.105368 1.276217 0.680765
-v -27.331079 15.236040 4.023455
-vn -0.312101 1.302805 -0.302189
-v -23.425591 20.508320 -24.235250
-vn -1.147513 -0.833009 -0.538507
-v -24.719669 26.727770 -74.276466
-vn 0.179211 0.111439 -1.242781
-v -27.820391 -23.937490 -75.900108
-vn 0.112230 0.073627 -1.059185
-v -27.746090 -27.766310 -76.158386
-vn 1.181639 -0.991670 -1.740833
-v -17.232491 -1.435418 42.839050
-vn 0.113304 -0.008724 -0.218581
-v -23.138201 -1.362927 38.789089
-vn 0.047867 -1.115389 0.158088
-v -28.573191 -41.858440 -62.780628
-vn 0.044790 -1.043708 0.147928
-v -22.110510 -41.560032 -62.632011
-vn -0.086465 1.286135 0.118234
-v -22.203260 9.293874 -55.490829
-vn 0.166825 0.553958 0.786237
-v -27.249640 4.909456 15.566190
-vn 0.450875 -0.499796 -0.298097
-v -28.357750 -7.680177 38.225109
-vn 0.758622 -0.840934 -0.501564
-v -24.013861 -4.880389 40.101109
-vn 0.098865 0.169136 -1.341606
-v -24.767920 -26.067221 -75.724716
-vn -0.387339 0.656451 0.826601
-v -22.510010 9.728733 -60.445511
-vn -0.416792 0.473186 0.256972
-v -29.227140 6.279120 54.654320
-vn -1.199179 1.361433 0.739350
-v -25.713470 6.464430 60.012039
-vn 0.143085 -0.424599 0.874674
-v -25.429800 -17.659809 17.488609
-vn 0.031905 -0.599468 0.744117
-v -25.115580 -24.748890 13.995900
-vn -0.516118 0.405323 0.568834
-v -20.337280 21.278690 -64.699226
-vn 0.078203 -0.697200 -0.082186
-v -22.426250 -41.697369 -49.902309
-vn 0.128466 -1.285501 -0.200113
-v -25.043270 -43.031769 -41.072491
-vn -0.765255 1.173475 0.607981
-v -24.869450 25.403000 -71.908028
-vn -0.752015 1.036889 0.801432
-v -20.659250 27.522530 -70.699669
-vn 0.619987 -1.254049 0.484223
-v -20.950890 -2.517147 54.150249
-vn 0.220175 -0.445349 0.171961
-v -24.880890 -6.977412 47.630852
-vn 0.023899 0.504305 -0.199053
-v -26.182039 14.253810 -40.985062
-vn 0.138537 -1.118103 0.213658
-v -19.605471 -40.060532 -56.409199
-vn -0.044362 -0.939729 0.575277
-v -21.452990 -43.925739 -67.332779
-vn -1.283630 0.964205 1.220383
-v -17.863689 8.071318 66.999062
-vn 0.245590 -0.348054 -0.235487
-v -17.783689 -3.753786 44.933441
-vn 0.637173 -0.032590 -1.028154
-v -24.781389 5.966641 -75.413986
-vn 0.131247 -1.185127 0.071501
-v -21.208790 -44.531330 -25.238930
-vn -0.640918 0.453639 1.174642
-v -22.823570 13.195750 -63.345798
-vn 0.513522 0.198024 -0.907863
-v -24.049740 1.665564 -75.471359
-vn 1.230937 -1.360442 -0.042979
-v -21.653721 -3.280407 58.180801
-vn 0.921671 -1.366316 0.809350
-v -17.299110 -1.943668 50.959808
-vn 0.556038 -0.784484 0.280226
-v -10.421780 5.493318 55.682911
-vn 1.244720 -1.069768 -0.219782
-v -13.983440 4.432860 59.781410
-vn 0.068345 0.088807 -1.024865
-v -24.080580 -23.045160 -75.280807
-vn 0.055703 0.125422 -0.994308
-v -21.555849 -25.371090 -75.432762
-vn -0.294200 1.083484 0.371769
-v -16.183041 21.095840 -9.888606
-vn 0.125422 -1.119595 -0.128915
-v -24.813049 -44.178391 -34.045860
-vn 0.115891 -1.034510 -0.119118
-v -23.228420 -44.492340 -29.777590
-vn -0.313627 0.916612 -0.125767
-v -20.578899 21.905310 -21.152571
-vn -0.397137 1.160680 -0.159255
-v -19.771561 21.680651 -24.803209
-vn -0.595989 1.485662 -0.729257
-v -19.622240 19.095289 -32.363079
-vn -0.126584 -1.303620 -0.021625
-v -18.804800 -44.777382 -16.869261
-vn -0.152486 1.437228 -0.566257
-v -22.191320 11.459210 -47.586102
-vn -0.054902 0.056351 -1.083838
-v -23.496050 -15.078130 -74.617416
-vn 0.092012 -0.238035 0.135235
-v -23.914070 13.243560 -76.205818
-vn 0.054000 -0.139699 0.079368
-v -10.201530 18.646090 -76.026299
-vn -0.494752 0.241355 0.837013
-v -23.813219 18.687429 -66.006630
-vn -0.009438 -0.947809 0.630205
-v -24.163151 -37.808380 1.094813
-vn 0.005735 0.770101 0.414345
-v -23.259121 17.439119 -0.736862
-vn 0.154560 0.950367 0.805773
-v -22.828871 13.668370 6.265488
-vn -0.047537 0.015924 -0.922580
-v -22.928829 -18.901199 -74.844917
-vn -0.050307 0.051727 -1.051637
-v -20.247400 -16.207291 -74.840683
-vn -0.046848 -0.555047 0.257004
-v -17.412720 -39.800018 -1.799456
-vn -0.116260 -1.377433 0.637794
-v -22.037319 -42.147411 -7.712070
-vn -0.047083 -0.547765 0.506985
-v -23.209240 -31.769939 8.257935
-vn 0.848044 0.361339 -1.107021
-v -22.456249 4.600958 -73.929749
-vn 0.049037 0.173394 -0.816739
-v -12.395220 -45.595940 -75.380112
-vn 0.023343 0.082542 -0.388797
-v -21.568411 -44.054989 -75.603722
-vn 0.008026 -0.005046 -0.364048
-v -7.584775 -50.526581 -75.205704
-vn 0.085424 -0.546570 -0.042708
-v -20.031281 -43.693821 -33.602020
-vn 0.344589 -1.108384 -0.129437
-v -16.848860 -39.980438 -49.756390
-vn -0.170670 -1.455423 0.841907
-v -18.443340 -42.656818 -63.784649
-vn -0.138170 -0.101001 -0.395803
-v -22.100790 -12.852820 -75.049683
-vn -0.570550 1.008907 -0.424701
-v -21.797871 15.711950 -37.477661
-vn -0.682339 1.095797 -0.707476
-v -17.847170 17.522921 -38.483009
-vn -0.233758 0.375403 -0.242370
-v -18.357149 12.708120 -45.448711
-vn 0.116749 -0.853340 0.266547
-v -14.381480 -38.701519 -54.346519
-vn -0.272580 0.260265 -1.550415
-v -20.986799 -22.209530 -75.002083
-vn -0.014699 0.012193 -0.570573
-v -23.027100 -3.363499 -75.982536
-vn 0.110125 -0.282222 1.032938
-v -21.181589 -19.743839 15.781990
-vn 0.376992 0.405510 -1.465620
-v -21.022209 5.190037 -72.638908
-vn -0.019044 -0.361567 -0.011589
-v -17.509550 -44.575459 -25.297741
-vn -0.120478 -2.287328 -0.073313
-v -20.125940 -44.586128 -20.665211
-vn -0.090156 -0.683454 0.938171
-v -12.678690 -30.814159 9.686820
-vn 0.003875 -0.659039 1.129733
-v -12.323470 -25.747190 12.641460
-vn 0.002591 -0.440628 0.755330
-v -18.466471 -26.845200 12.022000
-vn -0.181860 0.177278 0.302287
-v -14.034840 21.261120 -60.897301
-vn -0.591704 0.278066 0.982150
-v -17.873529 15.927440 -61.699879
-vn 0.180888 -0.054500 -1.427159
-v -19.830759 -6.000468 -76.121231
-vn -0.009456 0.907588 0.513050
-v -15.791270 18.910139 -3.201464
-vn 0.491592 0.199525 -1.096812
-v -20.635281 1.230588 -73.634888
-vn 0.173841 0.235105 0.680375
-v -21.562469 -1.092531 16.814060
-vn 0.154305 -0.382008 0.456875
-v -8.680795 3.014095 52.194408
-vn -0.203752 0.971688 0.128383
-v -22.010580 27.837210 -75.226021
-vn 0.277293 0.470762 0.914731
-v -14.564710 6.456497 11.571040
-vn 0.253157 0.429786 0.835112
-v -19.902411 5.025040 13.925810
-vn 0.286057 -0.232977 -1.209339
-v -21.521139 9.484778 -73.505043
-vn 0.159646 -0.130022 -0.674920
-v -14.430540 11.864610 -72.286301
-vn 0.100264 -0.471727 -0.069431
-v -19.329130 -42.172810 -42.922031
-vn 0.427131 -2.009581 -0.295781
-v -17.013491 -42.480839 -37.485271
-vn -0.237014 0.459743 0.520682
-v -20.615810 24.510710 -66.762230
-vn -0.206036 0.971454 -0.363613
-v -19.079821 12.080330 53.627701
-vn -0.143759 0.677817 -0.253705
-v -22.807159 9.091149 47.753639
-vn -0.113622 -1.116525 0.722034
-v -18.692101 -35.502701 4.644420
-vn -0.211651 -1.000362 0.465612
-v -17.572901 -43.696480 -10.243770
-vn -1.298685 0.554529 0.946882
-v -19.477751 11.601190 -61.366520
-vn 0.269535 -0.983430 -0.217654
-v -14.638850 -41.230942 -41.369411
-vn -0.316186 -0.432316 0.473876
-v -16.946190 -46.138599 -65.962120
-vn -0.743474 -1.173243 1.061540
-v -15.542690 -43.155048 -62.303768
-vn -0.268147 -0.423150 0.382863
-v -15.740360 -40.499378 -59.507092
-vn -0.290023 -0.709063 1.038045
-v -19.923380 3.426940 65.639191
-vn -0.166892 0.022646 -0.369428
-v -19.035410 -22.457470 -75.386780
-vn -0.152918 0.020750 -0.338495
-v -17.462669 -16.519011 -75.733253
-vn 0.122521 -0.053641 0.748330
-v -19.581909 -8.729356 17.416599
-vn 0.205989 -0.090184 1.258139
-v -18.438080 -15.028650 16.777790
-vn -1.148047 0.230944 1.655092
-v -11.271530 8.487997 71.513542
-vn 0.071950 -0.199814 0.076955
-v -19.193140 15.909140 -74.726021
-vn -0.279447 -0.023445 -0.863658
-v -19.388371 -19.310200 -75.034401
-vn -0.174777 1.394634 0.640406
-v -15.024930 25.757441 -65.318077
-vn 0.409215 0.393354 -0.876447
-v -17.430880 -7.330221 -75.766273
-vn 0.363517 0.328121 -0.774122
-v -18.345831 -3.341680 -74.403389
-vn 0.356601 0.321878 -0.759394
-v -17.445141 0.558394 -72.327347
-vn 0.436659 0.418785 -0.942202
-v -15.320120 -2.440347 -72.600517
-vn -0.725284 0.441317 -0.203889
-v -19.613449 21.142660 -27.962820
-vn -0.116462 1.597047 -1.226756
-v -16.481211 10.985060 49.229031
-vn -0.310521 0.575735 -0.029798
-v -12.397160 15.993050 59.587120
-vn -0.122767 0.444466 -0.183199
-v -9.476843 15.672300 55.907082
-vn 0.068058 0.896431 0.744673
-v -18.183910 10.382120 9.250473
-vn 0.061031 0.803870 0.667782
-v -11.306650 11.202470 7.634405
-vn 0.101390 0.069388 -0.641616
-v -18.638809 5.253872 -72.008179
-vn 0.019621 -0.046556 -0.809722
-v -13.587600 1.173951 -71.651199
-vn -0.517868 0.462389 -0.092696
-v -16.660610 23.264919 -33.873192
-vn 0.238590 -0.075938 -0.509059
-v -14.466370 -27.630251 -74.282959
-vn 0.422770 0.139090 -1.167509
-v -16.798460 -40.600189 -74.981529
-vn 0.311881 0.064533 -0.909993
-v -13.064360 -37.697811 -73.283592
-vn 0.277898 0.057502 -0.810839
-v -18.471809 -35.523979 -74.982719
-vn -0.495516 -1.834284 0.499625
-v -13.898530 -45.416080 -12.912820
-vn -0.633943 0.915839 -0.343214
-v -18.598320 9.787827 -52.795818
-vn 0.820514 -1.341102 -0.238612
-v -17.372780 -4.038963 47.949249
-vn 0.053569 -0.010935 -0.479990
-v -19.190630 -26.634821 -75.695648
-vn -0.125345 1.115680 0.469585
-v -8.885308 21.134029 -6.641792
-vn -1.069786 1.444438 0.533610
-v -14.659320 13.289520 66.246681
-vn -0.403690 0.545067 0.201361
-v -9.717071 17.618610 64.436462
-vn -0.318978 0.430688 0.159107
-v -19.544279 12.137470 59.571781
-vn 0.263259 -0.132870 -1.055766
-v -16.196890 -10.960470 -76.117180
-vn 0.061148 -0.795929 -0.188895
-v -11.654610 -40.063591 -47.724560
-vn -0.904963 0.406076 -0.076355
-v -16.568871 25.006470 -25.698500
-vn -0.847040 0.400677 -0.170784
-v -12.912720 28.136400 -41.032681
-vn 0.274162 1.541082 0.037726
-v -11.669260 27.601589 -68.418327
-vn 0.134514 0.756111 0.018510
-v -17.008940 28.680019 -73.667030
-vn 0.275059 1.551241 -0.769178
-v -15.659060 27.136351 -76.297508
-vn -0.132376 0.864473 0.328760
-v -14.028190 24.035721 -16.751350
-vn -0.004408 0.876096 0.822437
-v -10.388070 16.356430 2.149103
-vn -0.003834 0.761938 0.715271
-v -17.018190 15.191090 3.354938
-vn -0.574267 -0.704253 0.117640
-v -16.048559 -51.337749 -73.266991
-vn -0.415315 -0.424485 0.439480
-v -11.714800 -49.369980 -63.980511
-vn -0.580120 -0.592929 0.613875
-v -16.304720 -50.481529 -69.391670
-vn -0.692592 0.368346 0.309212
-v -12.592800 29.273960 -21.876261
-vn 1.246369 -0.265605 -1.736779
-v -14.290710 -20.183241 -75.295769
-vn -0.201750 -0.581138 0.251645
-v -14.855490 -46.081928 -16.306450
-vn 0.930227 -1.508553 -0.134666
-v -10.449980 0.020987 50.289299
-vn 0.540844 -0.877090 -0.078296
-v -9.291973 0.983119 47.510429
-vn -0.004895 -0.207237 -0.066451
-v -1.649311 17.821720 -74.085373
-vn -0.013998 -0.096543 0.020675
-v 14.297450 15.319050 -74.974869
-vn -0.688042 0.394282 0.670596
-v -14.278830 14.847560 -57.376740
-vn -0.178175 0.482844 -0.183476
-v -4.293748 19.558081 61.099739
-vn -0.815115 0.615744 0.124174
-v -17.597891 10.622940 -58.215321
-vn -0.705200 0.532714 0.107430
-v -15.520200 12.153810 -52.167912
-vn -0.800025 0.308386 -0.189385
-v -15.789880 15.503480 -45.574230
-vn -0.007569 -0.923169 0.968496
-v -16.986380 -32.506592 8.039932
-vn -1.012154 0.575369 0.455299
-v -14.487870 29.713470 -26.644520
-vn 0.464771 0.349607 -0.697039
-v -15.349480 -5.734360 -74.078232
-vn 0.199633 -0.448443 -1.327872
-v -13.444520 18.157360 -74.263222
-vn 0.076170 0.434104 0.806181
-v -15.118470 1.606625 14.234870
-vn -0.292686 0.370188 0.086206
-v -4.401602 20.314779 70.905502
-vn -0.405045 -0.546720 0.490526
-v -12.151450 -44.052330 -60.503571
-vn -0.560055 0.158835 -0.197990
-v -14.566760 21.466471 -43.410580
-vn 0.582098 -0.060760 -1.264990
-v -13.969880 1.413420 43.430790
-vn -0.462839 -0.732225 -0.268484
-v -12.560590 -48.265209 -23.766350
-vn 0.710729 -1.269957 0.826444
-v -2.734651 13.217810 60.941959
-vn 0.668225 -1.291223 1.116242
-v -0.649819 8.860284 53.727810
-vn -0.209152 -0.710513 -1.210370
-v -10.564400 -55.266521 -71.908379
-vn 0.327214 0.083184 -0.391016
-v -13.453150 -13.261170 -75.143471
-vn 1.150311 0.292432 -1.374604
-v -14.472210 -8.856419 -75.059189
-vn 0.402099 0.069851 -2.011819
-v -14.230180 -33.096458 -73.356842
-vn 0.988385 -1.559549 0.419142
-v -14.735480 2.814379 63.400082
-vn 0.829929 0.423431 -1.927468
-v -12.424290 -7.650655 -73.088913
-vn 0.057407 0.048113 -1.298917
-v -6.078676 1.800085 -71.296143
-vn -0.141324 -0.974179 0.385096
-v -10.440080 -45.837959 -12.710850
-vn -0.084255 -0.580788 0.229587
-v -13.352530 -43.599350 -8.116654
-vn -0.426976 0.590166 -0.010957
-v -13.333020 30.981461 -32.273312
-vn -0.991049 1.114801 -0.531054
-v -9.848644 35.539131 -29.208260
-vn -0.926532 0.114051 0.143558
-v -13.110080 18.202789 -52.499161
-vn -1.179916 0.459690 -0.224059
-v -11.027850 24.145599 -51.271839
-vn 0.585753 -0.562612 -0.062081
-v -6.755194 10.176670 71.975357
-vn -0.241967 -0.662740 0.682527
-v -12.401950 -36.201309 4.553959
-vn -0.635660 -1.362175 -0.390922
-v -10.453430 -43.931728 -38.764191
-vn -0.267720 -0.573704 -0.164644
-v -14.468050 -43.852001 -32.514019
-vn -1.065191 -1.102125 -0.323755
-v -10.403840 -48.074150 -31.512711
-vn -0.795811 -1.100122 1.056400
-v -9.131079 -54.983841 -67.712387
-vn -0.410026 -0.566817 0.544290
-v -12.463000 -53.493721 -68.670609
-vn 0.079331 0.366136 -0.230825
-v -0.341080 23.613380 -76.621109
-vn 0.422155 1.948367 -1.228319
-v -6.703149 26.846880 -73.678658
-vn -0.811629 -0.811231 0.032291
-v -7.077015 -53.982841 -29.578880
-vn -0.145218 -0.759071 0.389497
-v -11.293230 -40.933041 -2.152636
-vn -0.165188 -0.926863 0.346912
-v -7.369309 -44.454590 -7.552635
-vn -0.053701 0.141489 1.448437
-v -14.076740 -12.717380 16.229401
-vn -0.028329 0.074638 0.764080
-v -11.911450 -4.424806 15.499630
-vn -0.144618 0.480912 1.816476
-v -5.172287 -5.090774 16.212481
-vn -0.043436 0.144441 0.545576
-v -1.769229 2.068174 14.588080
-vn 0.243656 0.333000 -0.998713
-v -14.475480 -42.437111 -74.834389
-vn -1.524437 0.927494 -0.588210
-v -12.369050 25.767710 -46.176651
-vn -0.954838 0.532793 -0.420962
-v -9.674990 28.568041 -48.743141
-vn -0.898152 0.639782 -0.329740
-v -9.590569 33.553589 -39.570850
-vn -0.424717 0.626920 0.521829
-v -6.689417 28.744129 -16.434959
-vn 0.126960 -0.010491 -0.376090
-v -8.652822 -27.995640 -72.065002
-vn -0.370479 0.589367 -0.243870
-v -4.204420 34.330639 -45.875401
-vn -0.459647 0.855012 -0.150677
-v -5.731945 36.429710 -35.021290
-vn -0.168864 -0.377732 0.830531
-v -14.054300 -19.731680 15.025450
-vn -0.741709 -1.098864 0.519526
-v -10.939370 -48.646938 -19.090321
-vn -0.632019 -0.936355 0.442695
-v -10.561400 -47.428871 -15.974340
-vn -0.811665 -1.114683 0.741248
-v -9.070483 -51.416561 -21.208830
-vn -0.000350 -0.068227 -0.318029
-v 8.706243 11.416580 -71.423058
-vn 0.013545 -0.367170 -1.932543
-v -2.562097 10.386140 -71.306259
-vn 0.005214 -0.141338 -0.743914
-v -5.690950 16.174721 -72.427979
-vn 1.196810 0.003442 -2.121684
-v -11.269240 -17.590290 -73.524002
-vn -0.509061 0.539339 0.318981
-v -12.192190 33.102119 -25.823389
-vn -0.611451 0.647819 0.383140
-v -9.214683 33.069859 -21.017050
-vn -0.092343 0.793754 1.015785
-v -4.927100 8.468070 10.351070
-vn -0.898393 -0.846061 -0.244806
-v -6.682570 -45.594582 -46.855671
-vn -0.149154 -1.054892 0.122017
-v -6.399109 -55.541111 -69.190659
-vn -0.628210 -0.571517 -0.043234
-v -10.486470 -40.820271 -54.695560
-vn -0.513352 -0.365171 0.494025
-v -6.964184 -46.664551 -57.044258
-vn -0.911466 0.668151 -0.219715
-v -10.225580 23.239250 -57.356171
-vn 0.055099 0.022685 -0.728162
-v 0.360464 -14.341440 -71.311768
-vn 0.139144 0.057287 -1.838857
-v -8.291680 -10.029740 -71.832138
-vn -0.666459 0.353864 -0.262316
-v -7.681352 27.325439 -55.484589
-vn 0.031448 0.084732 -1.440733
-v -7.521186 -46.458382 -74.965057
-vn 0.031842 -0.773978 -1.298710
-v -5.494236 -55.078949 -72.441422
-vn 0.440217 -0.667425 0.164266
-v -2.202491 14.690920 65.501183
-vn 0.314656 -0.477058 0.117413
-v -8.099368 9.821021 61.517502
-vn -0.021585 0.483573 0.197424
-v 0.911883 20.638000 -4.355641
-vn -0.178021 0.802931 0.497248
-v -9.746586 22.587641 -11.219630
-vn -0.092426 0.416870 0.258164
-v -2.135649 23.991711 -10.762040
-vn -0.311480 1.404874 0.870026
-v -7.783990 24.562531 -13.705950
-vn 0.259598 2.045542 -1.605271
-v 6.306717 24.204729 -74.792519
-vn 0.113247 0.243833 -2.477199
-v 6.738304 18.910379 -76.760391
-vn 0.220560 0.787355 -2.737392
-v 13.224390 22.497730 -75.848991
-vn -0.458819 0.384775 0.282699
-v -9.085389 13.703500 72.302200
-vn -0.358006 0.137518 0.440500
-v -2.782954 18.572140 75.904427
-vn -0.132972 0.592563 -0.374574
-v -2.353534 17.658369 56.520229
-vn -0.245206 -0.441576 0.383072
-v -5.368352 -51.678478 -17.548870
-vn -0.599526 -1.079650 0.936609
-v -7.015454 -47.652012 -13.961790
-vn 0.164710 0.385682 -1.215179
-v -9.118383 -37.460651 -71.958130
-vn -0.570678 0.562589 -0.354866
-v -8.893005 31.789921 -44.892872
-vn 0.103891 0.305323 -0.750388
-v -9.233297 -42.294899 -73.508034
-vn 0.134978 0.412926 -1.181042
-v -4.778162 -44.174911 -73.656174
-vn -0.295817 -0.408209 0.919337
-v -6.113184 -23.250771 15.039530
-vn -0.197021 -0.363828 0.498660
-v 1.555672 -31.242319 13.958700
-vn -0.395509 -0.730363 1.001032
-v -7.652084 -28.878031 12.045710
-vn -0.362718 -0.669809 0.918036
-v -6.523376 -34.086498 8.691512
-vn -0.412497 0.463257 -0.215556
-v -5.541387 31.261730 -51.120140
-vn -0.361853 0.849928 -0.260424
-v -4.478819 29.217710 -57.546360
-vn -0.361047 0.848034 -0.259844
-v -8.923880 26.049259 -61.710709
-vn -0.250637 0.031725 1.022073
-v 3.772176 -16.926800 19.254190
-vn -0.208274 0.026363 0.849318
-v -6.626046 -13.737640 16.605301
-vn -0.009692 0.898753 0.482663
-v -8.020617 19.280569 -2.007370
-vn -0.819001 -0.654203 -0.353436
-v -6.541028 -50.669621 -36.953609
-vn -0.533918 -0.692096 -0.136344
-v -2.650150 -56.177261 -35.775230
-vn -0.052397 0.618135 0.239888
-v -2.510414 34.233768 -19.280069
-vn -0.109823 1.295602 0.502802
-v -8.495263 35.644230 -24.221720
-vn 0.097588 -0.337651 0.280293
-v -5.094374 13.637660 75.566353
-vn -0.124014 0.589127 0.982290
-v -9.558721 4.411924 12.199000
-vn -0.446238 -0.997190 0.799368
-v -1.485517 -37.416431 7.349837
-vn -0.248713 -0.555788 0.445531
-v -6.465378 -39.618752 1.822551
-vn 0.071446 0.431564 -0.041775
-v 5.364216 25.088579 -71.204720
-vn -0.207369 0.494611 0.649760
-v 2.129495 28.869181 -13.715620
-vn -0.240623 -0.571054 0.488914
-v -7.922254 -51.579910 -63.256939
-vn -0.470519 -0.974211 0.577403
-v -6.010500 -54.801601 -23.341570
-vn -0.252745 -0.647306 0.247211
-v 2.794272 -56.763531 -19.476891
-vn 1.263021 -1.178677 -1.177717
-v -8.124824 3.734002 46.008991
-vn -0.159178 -0.723038 0.431504
-v -0.200252 -42.800331 -1.197424
-vn -0.115462 0.494071 0.606570
-v 1.415419 8.379643 11.630410
-vn -0.159243 0.921497 0.764006
-v -3.424755 12.979880 6.962030
-vn -0.200166 1.324444 1.291679
-v 2.523696 14.739220 6.079870
-vn -0.390789 -2.273585 -1.347113
-v 2.345380 16.155939 -72.432793
-vn -0.064383 0.786236 -0.054026
-v 1.602657 36.750111 -39.099232
-vn -0.123359 1.506431 -0.103515
-v -4.360576 36.142590 -40.833981
-vn -0.181360 1.625111 -0.383330
-v -0.527204 37.754860 -31.865829
-vn -0.043226 1.025315 -1.114701
-v -7.065832 13.480580 51.583961
-vn -0.032513 0.771206 -0.838439
-v -4.952195 10.493110 48.754089
-vn 0.474438 -0.535957 0.010357
-v -0.511520 16.296391 71.121048
-vn 0.403819 -0.456181 0.008815
-v -7.379938 10.127560 66.525772
-vn -0.275438 1.479465 -0.541364
-v 2.454827 34.355759 -49.194881
-vn -0.258470 0.642136 -0.375883
-v 2.521346 21.036350 58.938831
-vn -0.727026 1.267601 -0.386595
-v -2.601238 22.036169 66.042198
-vn -0.393664 0.925417 -0.608469
-v 1.462949 23.597651 63.519058
-vn 0.016437 -1.194641 0.617135
-v -2.766658 -50.128830 -59.024700
-vn 0.011622 -0.844737 0.436379
-v -4.139724 -53.044559 -64.632362
-vn 0.168726 -1.198717 0.214735
-v 2.188052 -52.859451 -68.571030
-vn 0.415402 0.323377 -1.306865
-v -2.428540 7.126010 48.723091
-vn 0.159949 0.759564 -1.053561
-v 1.137605 16.329741 53.886539
-vn -0.248646 0.720227 0.901692
-v 5.905012 32.014801 -15.187070
-vn -0.092278 1.107692 0.790250
-v 6.861827 34.772511 -18.940821
-vn 0.041259 0.229456 -0.648906
-v -4.379875 -39.095112 -71.834610
-vn 0.062520 0.347696 -0.983291
-v -0.820873 -43.917671 -73.313599
-vn 0.051865 0.428982 -0.921246
-v -3.796855 -46.997971 -74.915497
-vn 0.155795 1.210910 -0.238843
-v -3.606020 26.787319 -68.997101
-vn -0.006709 0.613201 -0.311760
-v -3.457591 27.896271 -63.278019
-vn 0.070200 0.100120 -1.403467
-v 1.512694 -40.364590 -71.630432
-vn -0.060329 0.782888 0.042466
-v -4.250407 37.223801 -27.364731
-vn -0.088686 1.150884 0.062427
-v 1.677283 37.709702 -27.901550
-vn -0.171456 -0.656368 -0.020844
-v -1.629281 -50.668869 -51.374969
-vn -0.355392 -1.490728 -0.116655
-v 1.486113 -51.306011 -56.937729
-vn -0.922218 -1.097827 -0.547859
-v -2.938011 -52.416809 -42.826050
-vn -0.259608 0.263185 1.256248
-v -0.761439 -2.670287 16.847969
-vn -0.200576 0.203339 0.970589
-v 1.815344 -8.001052 18.497271
-vn -0.372000 0.526041 1.967349
-v -0.635796 22.518869 75.255127
-vn -0.177440 -0.656645 0.618515
-v -1.685078 -48.143150 -11.035480
-vn -0.267314 -0.989236 0.931794
-v 3.004813 -46.139469 -7.562839
-vn -0.262992 -0.575869 -0.129704
-v -1.964788 -58.211391 -28.133610
-vn -0.210221 -0.192744 0.780661
-v -0.667428 -20.761120 17.572861
-vn -0.039091 0.546703 0.379374
-v -2.960654 17.199511 1.969307
-vn -0.052186 0.903959 0.459476
-v 5.073270 17.360331 2.565386
-vn 0.085745 0.760171 -0.039022
-v 5.847206 37.099861 -30.618771
-vn 1.053594 0.034477 -1.878960
-v 3.187166 10.198640 51.928379
-vn 0.883961 -0.755943 0.227216
-v -0.803699 17.424500 76.010948
-vn -0.253547 1.204282 1.125852
-v 1.764332 22.626921 75.680069
-vn 0.554516 -0.494525 0.193343
-v 3.766106 18.597490 64.738289
-vn -0.131642 -1.013836 0.326717
-v 7.042337 -42.909470 1.382108
-vn -0.115474 1.115936 1.041994
-v 6.212243 11.167940 10.313340
-vn -0.066564 0.495466 0.722078
-v 6.706116 23.997320 -9.950826
-vn -0.060479 0.396806 -0.672139
-v 4.255859 -43.340530 -73.429680
-vn -0.328932 0.783309 -0.273511
-v 2.398718 25.613951 68.168167
-vn 0.280263 -0.376817 0.317350
-v -2.612638 5.094088 50.989319
-vn -0.027345 -0.013945 -0.733467
-v 1.897261 -32.208721 -71.029373
-vn -0.036770 -0.020949 -1.032791
-v 8.926924 -22.928370 -71.467888
-vn -0.136609 -1.409110 1.133545
-v 0.456795 -52.633949 -14.625110
-vn 0.284431 -1.107169 -0.137131
-v 0.367499 -52.689178 -73.721909
-vn 0.168911 -1.502386 0.277875
-v 3.594916 -51.434410 -61.721458
-vn 0.141563 -0.525910 -0.055129
-v 15.218110 -49.255161 -69.495430
-vn 0.400912 -1.523738 -0.290017
-v 13.165170 -50.810131 -64.163612
-vn -0.084767 0.041566 -0.947246
-v 5.723934 1.170314 -71.111061
-vn -0.063230 0.528385 -0.264333
-v -0.258948 31.686630 -55.108479
-vn -0.006998 -0.504113 -0.062713
-v 1.657474 -58.369560 -34.775990
-vn 0.298836 1.685581 -0.259535
-v 2.061560 37.291370 -35.055561
-vn 0.143373 1.027966 -0.193529
-v 1.468686 35.885220 -43.792511
-vn -0.138974 0.350135 0.597525
-v 9.509310 5.456629 15.225730
-vn -0.185576 -0.355635 0.686927
-v 7.147495 -25.259859 18.566580
-vn -0.357002 -0.684154 1.321478
-v 0.532988 -25.238689 16.790609
-vn -0.230071 0.218279 0.927128
-v 10.921090 -5.979739 20.281010
-vn -0.035954 1.275774 0.515229
-v 2.957297 22.467970 -8.744147
-vn -0.034946 1.240008 0.500785
-v 4.775854 22.045139 -7.570259
-vn -0.223977 -0.832565 -0.255235
-v 1.780781 -55.566341 -44.458061
-vn -0.320854 -0.685857 -0.230690
-v 3.716659 -53.544300 -53.162220
-vn -0.009870 0.046679 -0.281618
-v 1.072050 -46.716702 -75.136368
-vn 0.152733 -1.603475 0.468266
-v 1.649033 -59.256981 -27.641630
-vn 0.098755 -1.036782 0.302773
-v 5.140457 -59.191620 -28.556601
-vn -0.428940 -0.617491 0.647426
-v 6.105443 -50.560719 -11.367130
-vn -0.317926 -1.249088 0.773708
-v 8.877285 -54.446732 -13.237030
-vn -0.268651 -1.055495 0.653793
-v 11.118950 -56.177799 -15.110570
-vn 0.079020 0.771353 0.148345
-v 7.017186 36.539539 -24.661470
-vn 0.111847 0.848681 0.265183
-v 1.132266 36.865971 -23.224079
-vn -0.095422 0.854311 -0.775806
-v 6.694939 20.366140 57.687462
-vn -0.019169 -0.807607 0.411257
-v 5.939995 -44.683350 -4.566571
-vn -0.064714 -0.829443 0.259330
-v 12.609790 -45.006069 -3.934353
-vn 0.131837 1.073951 -0.239072
-v 3.810273 26.318069 -66.538582
-vn 0.984042 -0.561202 0.248346
-v 3.089435 21.082371 73.034752
-vn 0.010052 0.978479 -0.609611
-v 2.885914 28.611410 -62.007919
-vn 0.877384 -1.224786 0.996236
-v 0.400666 12.938590 57.816570
-vn 0.073158 -1.024644 1.250440
-v 6.669576 -46.476109 -8.053099
-vn 0.257116 1.652734 -0.191343
-v 7.584537 35.665722 -40.427589
-vn -0.359070 -0.754285 0.799698
-v 10.229950 -34.960049 14.346900
-vn 0.027568 0.872652 -0.413875
-v 5.774279 30.486570 -58.950500
-vn 0.021252 0.672721 -0.319053
-v 4.159159 32.726452 -54.335312
-vn 0.100440 0.892911 -0.280809
-v 8.033903 31.673670 -56.297001
-vn -0.338034 0.721134 0.035302
-v 2.544572 25.454020 72.831741
-vn 1.192321 0.428789 1.252731
-v 5.976590 24.720600 69.816261
-vn 0.379484 -0.028386 -0.184527
-v 5.609038 15.293890 56.125198
-vn 1.870610 -0.139926 -0.909598
-v 3.564862 13.479790 52.200371
-vn 0.211574 0.955857 0.570741
-v 14.969800 31.280420 -16.098021
-vn -0.195184 -1.696345 -0.513332
-v 7.064031 -53.007290 -57.842812
-vn -0.147152 -0.772681 -0.150530
-v 6.397354 -58.630611 -36.382992
-vn -0.305303 -1.603116 -0.312312
-v 4.061132 -57.366959 -40.585609
-vn -0.180668 -0.853019 0.706417
-v 13.871100 -38.200878 11.364740
-vn -0.108084 -0.510316 0.422612
-v 5.310378 -38.556961 8.745329
-vn -0.341248 -1.386621 -0.262996
-v 9.702608 -56.805111 -49.416679
-vn -0.199195 -0.818448 -0.281604
-v 6.138903 -55.916180 -49.479439
-vn -0.229400 -0.073745 1.198664
-v 11.267810 -13.060060 20.926600
-vn -0.218550 0.912096 -1.286755
-v 6.085454 -45.204029 -75.061340
-vn -0.159860 0.600562 -1.055867
-v 7.326228 -39.375092 -71.639053
-vn 0.800679 -0.658440 0.445417
-v 7.802406 21.493170 61.763210
-vn -0.085085 -0.772543 -0.131334
-v 8.704717 -57.615200 -43.850750
-vn 0.043354 0.269299 -0.054953
-v 18.619551 22.506901 -73.398819
-vn -0.041803 0.078204 -1.004237
-v 17.142410 3.611846 -71.396240
-vn 1.491471 0.085850 0.585993
-v 6.309135 27.427139 68.573349
-vn 1.766677 -0.544230 0.618659
-v 8.152454 25.378860 64.181808
-vn -0.203346 -0.127913 -1.142137
-v 13.785270 -17.567890 -72.933212
-vn 0.050713 -0.248518 -0.352403
-v 20.216789 -47.359470 -73.522293
-vn 0.008372 -0.010279 -0.264716
-v 10.501460 -46.609749 -75.449112
-vn 0.189331 1.087401 -0.427709
-v 5.971292 25.434469 63.357670
-vn -0.090216 -1.077244 0.403383
-v 11.382480 -41.468922 6.199786
-vn 0.064476 1.344641 0.826715
-v 7.948750 21.622890 -6.185762
-vn -0.001912 1.125941 0.469887
-v 11.249790 19.694250 -1.550929
-vn -0.139343 0.483868 0.998015
-v 6.107794 -1.132250 17.945299
-vn 0.190578 0.982757 -0.307086
-v 7.447097 33.227711 -51.565380
-vn 0.283555 1.462216 -0.456905
-v 10.912480 33.152149 -49.656582
-vn -0.037853 0.084093 -0.574066
-v 13.755320 -34.837151 -71.398232
-vn 0.146767 0.647064 -0.120292
-v 9.251898 34.349110 -45.244049
-vn 0.311391 1.282464 -0.223049
-v 18.123920 32.589161 -42.977280
-vn 0.143193 -0.512663 -0.063592
-v 8.837517 -50.619919 -72.860558
-vn -0.058603 -0.726804 -0.080288
-v 15.178630 -57.841000 -46.532108
-vn -0.151555 -1.879605 -0.207635
-v 11.786610 -57.435490 -47.727089
-vn -0.159706 -1.396473 -0.267997
-v 13.971230 -58.606098 -41.825840
-vn -0.044407 0.241592 0.946602
-v 19.226250 -8.856940 21.404940
-vn -0.017580 -0.820000 0.155857
-v 10.700110 -58.567928 -21.686600
-vn -0.022902 -1.068246 0.203040
-v 11.544990 -59.433578 -26.145700
-vn 0.084862 -0.677741 0.240927
-v 18.609200 -55.363892 -15.459310
-vn 0.051626 -1.634309 0.454779
-v 14.410100 -59.071419 -23.917110
-vn -0.088031 -0.742030 -0.247724
-v 10.047450 -55.441509 -53.623749
-vn -0.126980 -1.070335 -0.357327
-v 13.018300 -56.862450 -50.423191
-vn -0.110752 -0.765719 0.263092
-v 14.176780 -43.766819 0.688137
-vn -0.016099 -0.933608 0.598483
-v 17.541189 -41.004051 7.090635
-vn 0.016757 -1.283345 -0.034287
-v 9.644636 -59.466579 -30.125750
-vn -0.123661 -0.069086 1.443320
-v 12.248110 -20.647289 20.647421
-vn -0.052128 -0.649290 -0.351523
-v 17.503450 -53.526009 -59.790501
-vn -0.094797 -1.180774 -0.639266
-v 11.559090 -52.791061 -60.266510
-vn 0.131979 -1.086920 -0.698122
-v 21.170940 -48.337410 -66.499962
-vn 0.131291 1.043678 -0.538212
-v 15.438240 24.576460 -67.949883
-vn 0.088492 0.703453 -0.362762
-v 9.513942 27.629620 -63.474491
-vn 0.129289 1.027765 -0.530006
-v 17.537201 27.063890 -62.614342
-vn 0.088603 0.661753 0.348348
-v 16.760189 22.562281 -8.400875
-vn -0.013752 0.709235 0.521469
-v 15.565490 17.797750 2.964040
-vn -0.022477 1.159199 0.852308
-v 10.660140 17.345579 3.449662
-vn 0.291739 1.235527 -0.048285
-v 12.872230 35.550690 -27.445150
-vn 0.238956 0.894893 -0.089078
-v 9.706277 36.022869 -34.491638
-vn 0.280936 1.097962 -0.307433
-v 14.909060 32.475021 -48.422749
-vn -0.115932 0.303256 -0.375884
-v 9.992383 -42.585049 -73.868492
-vn -0.308152 0.869180 -1.181343
-v 13.989500 -42.296421 -74.698776
-vn 0.112651 0.607611 0.682196
-v 11.216030 27.910860 -12.477000
-vn 0.148352 0.822266 0.877174
-v 19.261320 27.223089 -13.192940
-vn -0.055118 -1.112621 0.596408
-v 11.097320 -47.090328 -7.962391
-vn -0.032457 -0.655188 0.351206
-v 17.486210 -47.381512 -7.915165
-vn -0.052928 -0.002761 0.904856
-v 20.398911 -18.599230 21.443800
-vn 0.247143 -1.417574 0.224221
-v 17.516550 -57.945789 -20.224649
-vn 0.074625 -0.800180 -0.080828
-v 12.568810 -59.252071 -36.725601
-vn -0.032180 -1.706291 -0.028062
-v 16.823759 -59.370960 -34.375969
-vn 0.012772 -0.559475 0.960869
-v 11.739280 -31.160801 17.192850
-vn 0.011504 -0.503936 0.865484
-v 18.523199 -34.390541 15.222130
-vn 0.011809 -0.517266 0.888378
-v 18.030729 -27.377970 19.311810
-vn 0.320966 1.405707 -0.558662
-v 11.160440 29.679779 -59.695850
-vn 0.152027 0.693312 -0.212289
-v 21.909210 27.856039 -59.205589
-vn 0.167035 0.761752 -0.233245
-v 13.834430 30.843630 -55.231091
-vn -0.548818 0.375680 -1.308119
-v 11.906230 -39.484161 -71.957031
-vn -0.015262 0.500401 0.461936
-v 12.026130 14.384980 7.512312
-vn -0.040525 1.328669 1.226536
-v 14.164080 9.631129 12.732650
-vn -0.034119 -0.612494 0.839199
-v 14.657390 -51.736271 -11.208520
-vn 0.300521 1.987745 -0.835710
-v 23.367661 23.983530 -66.508759
-vn -0.238760 -0.022714 -0.581223
-v 17.736370 -11.719700 -74.784821
-vn -0.401718 0.207130 -1.029276
-v 12.632180 -8.556153 -72.156067
-vn 0.274027 0.975804 0.127543
-v 12.431060 34.983841 -22.160460
-vn 0.251596 0.661793 0.173859
-v 15.126330 33.513828 -19.896481
-vn -0.233758 0.408868 -1.374579
-v 13.964500 -39.924351 -72.946991
-vn -0.184519 -0.534255 -1.693062
-v 11.259210 14.828270 -72.777870
-vn -0.038537 -0.111580 -0.353597
-v 20.634899 10.762920 -72.516838
-vn 0.065740 0.922320 0.481565
-v 20.604361 15.832160 6.040772
-vn -0.335779 0.912359 -1.202631
-v 17.513260 -41.663101 -75.202164
-vn -0.191401 0.520063 -0.685524
-v 17.274639 -39.259640 -73.312187
-vn 0.210128 -1.198785 0.560331
-v 15.486930 -42.845211 3.921974
-vn -0.091471 -1.207720 -0.722415
-v 14.283420 -54.951691 -56.999359
-vn -0.009131 -0.833922 -0.436492
-v 19.363211 -55.516319 -56.026901
-vn 0.153932 1.217154 0.366082
-v 17.306990 20.171770 -3.998725
-vn 0.154865 1.224528 0.368300
-v 17.936010 19.207439 -1.056999
-vn 0.178257 -0.986869 0.069846
-v 14.914830 -59.416222 -29.434919
-vn 0.205235 0.754597 -0.118460
-v 23.862200 30.540310 -46.086891
-vn 0.318674 1.128096 -0.090104
-v 21.138849 33.059441 -31.537500
-vn 0.246369 0.872139 -0.069660
-v 15.545050 34.159500 -37.548580
-vn 0.175190 0.686331 -0.151824
-v 19.822210 30.194241 -53.063869
-vn -0.256480 -0.216448 -0.849691
-v 17.412420 -25.515619 -72.688889
-vn -0.337587 -0.398353 -1.272553
-v 22.512390 -22.316730 -75.043190
-vn -0.319917 -0.039501 -1.018905
-v 17.758881 -18.738819 -74.519768
-vn -0.504543 0.319650 -0.744466
-v 20.237030 -3.206865 -74.047699
-vn -0.277035 0.082086 -1.082211
-v 19.004339 -0.881107 -72.213669
-vn -0.028755 0.463553 0.939196
-v 23.484100 3.627757 17.333179
-vn 0.088611 0.852736 1.109706
-v 18.055250 5.809554 16.090111
-vn -0.028142 -0.094387 -0.070704
-v 28.088230 11.765940 -75.720757
-vn 0.115639 0.016862 -2.258873
-v 20.641760 19.747561 -76.042381
-vn 0.454202 1.366468 0.060585
-v 16.672939 34.516998 -30.931450
-vn -0.277936 -0.199056 -1.163432
-v 21.485609 -16.624109 -75.771873
-vn 0.153130 -0.565726 -0.035866
-v 19.692600 -58.205711 -40.507320
-vn 0.129569 -0.561331 -0.085509
-v 25.664801 -46.809528 -69.720459
-vn 0.150612 -0.848603 -0.145651
-v 17.055490 -56.562672 -52.316898
-vn 0.131833 -0.817599 -0.251206
-v 23.750151 -55.236900 -53.118511
-vn 0.081345 0.306057 1.069080
-v 17.113270 -0.489590 19.170300
-vn 0.146764 -0.957461 0.435915
-v 22.989019 -40.338779 6.717686
-vn 0.151212 -0.926400 0.556292
-v 20.435350 -38.320961 10.772120
-vn 0.246513 0.882510 -0.158353
-v 19.463591 31.510481 -47.527538
-vn 0.268729 0.962042 -0.172624
-v 23.406651 29.879271 -50.480068
-vn 0.164983 -0.672106 0.413447
-v 26.265850 -53.371201 -15.275280
-vn 0.046043 -0.431127 0.838781
-v 25.555849 -31.595970 16.730709
-vn 0.337914 -1.380675 -0.082670
-v 25.575670 -57.062359 -35.555431
-vn 0.228691 -0.934402 -0.055949
-v 20.952080 -58.452869 -31.231440
-vn 0.354740 -1.430596 -0.123737
-v 20.427429 -57.387230 -47.863609
-vn 0.193177 1.042604 -0.535456
-v 25.448360 25.054480 -63.672821
-vn 0.286791 1.403278 0.752872
-v 21.112270 18.249359 1.341879
-vn -0.364151 0.779574 -0.990128
-v 21.318090 -36.278770 -71.946930
-vn 0.502248 1.199805 0.104344
-v 18.024090 33.815460 -25.238079
-vn 0.461527 -1.933903 0.138668
-v 25.036421 -57.386238 -29.949770
-vn -0.016349 0.003498 1.370329
-v 25.681379 -12.490170 21.491230
-vn 0.341217 -1.217185 -0.282323
-v 24.465031 -56.463749 -46.965172
-vn 0.047147 0.346995 -0.326126
-v 27.524920 20.540310 -74.203819
-vn 0.234745 1.215253 -0.371940
-v 27.571970 21.651320 -70.544083
-vn 0.293597 -1.378470 0.561122
-v 20.159960 -42.764320 2.342618
-vn 0.107429 0.565507 -0.292375
-v 29.274851 22.759649 -66.705460
-vn 0.176834 0.501017 0.057662
-v 24.437750 31.008659 -23.835381
-vn 0.196715 0.618774 -0.040436
-v 23.940140 31.722389 -38.369881
-vn 0.579978 -1.622378 0.289195
-v 23.300659 -56.159039 -18.624001
-vn 0.239912 -0.671107 0.119627
-v 21.018471 -57.926361 -23.961740
-vn 0.223053 -0.623949 0.111221
-v 29.217110 -54.371330 -20.460390
-vn 0.527584 -1.600387 0.389550
-v 25.437040 -57.024769 -26.241989
-vn 0.161093 0.691320 -0.139207
-v 25.641060 28.342430 -55.526501
-vn 0.617914 -1.365941 -0.554811
-v 22.061380 -53.925579 -58.227821
-vn 0.076188 -0.693604 0.538154
-v 21.760250 -44.945030 -3.851901
-vn 0.087885 -0.800086 0.620771
-v 23.547701 -50.064651 -10.703420
-vn 0.080919 -1.202069 0.823637
-v 27.569969 -43.625370 -2.496684
-vn -0.230339 0.530275 -0.767712
-v 21.478710 -38.767639 -73.965607
-vn -0.200050 0.460544 -0.666758
-v 25.066280 -36.252239 -73.304558
-vn 0.080494 -0.003389 -0.236512
-v 22.980970 -5.906342 -75.559158
-vn 0.173809 0.055176 -1.013159
-v 22.134520 -11.395430 -75.768593
-vn 0.205634 0.149325 -1.266577
-v 25.941999 -10.843400 -75.085350
-vn -0.361291 0.202531 -2.187808
-v 27.076460 -2.276278 -75.899437
-vn 0.142660 -0.355578 -1.725356
-v 24.953939 -7.778500 -75.010193
-vn 0.342399 1.013286 0.352041
-v 23.364691 28.829920 -16.520611
-vn 0.235974 -0.915081 -0.604988
-v 21.721399 -50.831692 -62.512501
-vn 0.282895 -0.993382 -0.593973
-v 27.120279 -51.173050 -59.370239
-vn 0.011663 0.025712 -0.947995
-v 25.423281 -19.454960 -75.800209
-vn 0.227294 0.871842 -0.164872
-v 29.856791 28.104561 -50.972511
-vn 0.165444 0.795826 -0.273028
-v 28.294571 26.170420 -60.249580
-vn 0.205836 1.211691 0.473721
-v 26.273069 20.878510 -9.023429
-vn 0.128279 0.755134 0.295226
-v 22.838079 19.387819 -3.717977
-vn 0.129101 0.897580 0.450272
-v 30.978510 22.230770 -13.068190
-vn 0.189086 1.314626 0.659483
-v 31.618410 20.460239 -9.722251
-vn 0.387002 1.393191 -0.224220
-v 24.339870 30.916170 -42.689400
-vn 0.183311 -0.564278 0.315840
-v 26.058510 -36.782539 11.289740
-vn 0.222427 0.099295 -1.125093
-v 23.218220 -8.736275 -75.437866
-vn 0.117488 0.741284 0.950551
-v 27.991650 5.148502 15.590100
-vn 0.060750 0.457007 0.609644
-v 21.809059 10.048830 12.532760
-vn -0.374853 0.024361 -0.508446
-v 26.100880 10.102030 -74.522392
-vn -0.585412 0.038044 -0.794045
-v 26.790951 2.830521 -75.379539
-vn -0.902613 0.058658 -1.224292
-v 23.662390 4.675787 -72.984589
-vn 0.689889 1.563356 0.243061
-v 27.623659 30.668730 -30.691660
-vn 0.373206 -0.953045 -0.090034
-v 27.393530 -55.574402 -43.770691
-vn 0.156537 -0.798682 0.521703
-v 30.728670 -50.435410 -13.425670
-vn 0.422672 -1.017546 -0.270557
-v 28.745510 -52.695210 -54.873730
-vn 0.187954 0.730669 0.374408
-v 26.362551 13.935630 7.756871
-vn -1.192941 0.871010 -1.190772
-v 25.319330 -34.365318 -72.177849
-vn -0.392518 -0.353605 -1.263387
-v 24.895861 -27.684719 -73.995117
-vn -0.275922 -0.248568 -0.888104
-v 22.737820 -32.191330 -72.063301
-vn 0.421583 1.133694 -0.088817
-v 25.386909 31.655029 -32.362419
-vn 0.087224 -0.147753 -0.827040
-v 28.082741 -5.634250 -75.193398
-vn 0.100856 -0.258286 -1.300578
-v 27.985121 -8.570677 -74.617813
-vn 0.461105 -1.433837 -0.444897
-v 27.762890 -47.573219 -65.084671
-vn 0.321329 0.234946 1.191238
-v 32.030800 -11.791920 19.640800
-vn 0.237015 1.115119 -0.379653
-v 30.891939 26.962090 -56.302761
-vn 0.014176 0.065768 -0.641377
-v 24.520180 -39.359901 -75.287239
-vn 0.391867 -0.361903 1.333422
-v 25.244129 -25.703590 19.776461
-vn 0.207183 -0.191341 0.704990
-v 28.332109 -19.687220 20.501860
-vn 0.261221 -0.817108 0.648545
-v 32.634579 -35.945911 9.695107
-vn 0.297301 -0.573099 -0.326665
-v 34.347950 -46.131088 -61.637859
-vn 0.072342 0.020597 -0.761376
-v 25.426861 -15.223650 -75.685402
-vn 0.108901 0.031006 -1.146141
-v 28.429859 -18.377199 -75.485382
-vn 0.295348 -0.568964 0.933444
-v 30.441530 -32.939968 14.365640
-vn 0.126122 0.096068 -1.048148
-v 29.482880 -14.566710 -75.000542
-vn 0.247156 0.658006 0.608140
-v 30.617130 12.406960 8.406642
-vn 0.368836 0.579480 0.822982
-v 28.600700 9.813118 12.032680
-vn 0.171415 0.275576 0.422519
-v 34.542542 4.950718 12.793450
-vn 0.341097 1.026982 -0.172822
-v 27.220520 30.233210 -41.960991
-vn 0.225717 0.803533 0.363105
-v 27.130650 17.149420 1.099482
-vn 0.022005 -0.137656 -0.698540
-v 31.760290 -8.238446 -74.564362
-vn 0.009408 -0.250441 -1.091822
-v 33.053539 -5.610697 -75.155968
-vn 0.348107 0.528256 -0.164841
-v 31.528549 18.027451 -73.801849
-vn 0.023265 -0.537730 0.365316
-v 28.682301 -46.702961 -7.097602
-vn 0.154344 -0.733930 0.425827
-v 31.663059 -43.163090 -2.076893
-vn 0.504012 -1.116739 -0.137986
-v 28.998131 -56.061039 -34.776501
-vn 0.358765 0.237555 0.948185
-v 27.685280 -2.936895 19.066509
-vn 0.092871 -0.019933 -0.738733
-v 28.616131 -23.470600 -75.324532
-vn 0.017300 0.078861 -1.175898
-v 34.508888 -23.667761 -75.251060
-vn 0.351490 -0.706101 -0.186364
-v 28.630529 -54.029259 -50.036098
-vn 0.432331 -0.780907 -0.154627
-v 33.572788 -51.846920 -47.239109
-vn 0.112697 0.074979 -0.834044
-v 32.644131 -18.716280 -74.946426
-vn 0.319247 0.769157 -0.026989
-v 29.889811 29.728411 -35.580818
-vn 0.250401 -0.646788 0.106488
-v 29.603809 -55.570221 -28.651501
-vn 0.526931 -1.361067 0.224089
-v 33.476601 -53.227680 -23.530041
-vn 0.413440 -0.924725 0.110328
-v 36.710941 -52.246609 -27.427361
-vn 0.166721 -0.951537 0.550510
-v 27.509230 -40.878632 3.129688
-vn -0.026010 -0.042208 -0.524038
-v 29.578369 -31.532930 -74.372849
-vn 0.745672 1.130760 1.082235
-v 28.868200 27.753080 -18.773899
-vn 0.308768 0.722808 0.446921
-v 26.523991 24.673059 -13.940590
-vn 0.636774 1.195619 0.070871
-v 30.768190 28.906200 -25.642559
-vn 0.243805 0.078158 -1.025327
-v 31.509821 -0.135311 -75.814362
-vn 0.218800 0.519168 -0.286846
-v 34.539280 19.644110 -68.328728
-vn 0.420166 0.996967 -0.550836
-v 31.844641 23.333860 -63.706001
-vn 0.556598 -0.972195 -0.164490
-v 30.909580 -54.556450 -39.971500
-vn 0.318861 -0.667408 -0.178466
-v 33.007568 -54.298050 -34.399601
-vn 0.362905 0.833270 -0.113337
-v 30.824530 28.607401 -44.509029
-vn 0.548549 1.259531 -0.171314
-v 29.603661 29.671150 -40.597401
-vn 0.360731 0.849030 -0.286852
-v 36.260509 25.284861 -54.515808
-vn 0.844015 1.118832 0.384119
-v 31.286150 28.104321 -22.485260
-vn 0.315631 -0.452499 0.742233
-v 30.447500 -27.262970 17.824060
-vn 0.362924 -0.489627 0.485534
-v 34.793350 -29.423580 14.658800
-vn 0.376961 0.136024 0.769486
-v 37.065460 -4.180536 15.828900
-vn 0.553433 0.199703 1.129715
-v 39.133289 -12.622510 16.308210
-vn 0.021989 0.012957 -1.009235
-v 33.738281 -13.789230 -74.501541
-vn 0.018324 0.010797 -0.841016
-v 30.584869 -10.916330 -74.533363
-vn 0.143886 0.694594 0.289924
-v 37.538700 18.785450 -9.031528
-vn 0.176453 0.851805 0.355544
-v 30.074680 18.820080 -5.410178
-vn 0.667711 0.472076 -0.506746
-v 35.924770 13.536900 -72.192520
-vn 0.945783 1.766762 -0.347309
-v 33.702511 27.999029 -39.766571
-vn 0.301570 -0.203982 0.553290
-v 35.176411 -20.610331 17.699209
-vn 0.359015 0.596827 -0.363165
-v 37.699478 20.236290 -63.008629
-vn 0.552236 0.918038 -0.558620
-v 34.284370 24.459160 -59.444832
-vn 0.208066 -0.806377 0.438431
-v 34.085449 -39.407799 3.680375
-vn 0.590369 1.132824 0.083202
-v 30.972481 29.038610 -29.711901
-vn -0.081396 -0.133892 -0.840326
-v 36.265900 -8.718269 -74.924332
-vn 0.242842 -0.284762 -0.560491
-v 27.944321 -42.846600 -75.043556
-vn 0.332429 -1.008859 -0.179636
-v 37.379131 -43.124512 -70.650284
-vn 0.156741 -0.188150 -0.325387
-v 31.785419 -44.644402 -72.465950
-vn 0.141838 0.082436 -1.261803
-v 36.580540 -16.489990 -74.358490
-vn 0.121770 0.141743 -1.352014
-v 36.495541 -19.663509 -74.698853
-vn 0.624971 -1.048001 -0.218482
-v 32.156010 -51.486191 -53.022148
-vn 0.515465 -0.864373 -0.180200
-v 36.800560 -48.889549 -52.191750
-vn 0.449893 -0.723153 -0.278094
-v 32.558899 -49.630852 -57.126122
-vn 0.248141 0.636332 0.316379
-v 32.410469 14.733330 3.164072
-vn 0.465398 -1.195449 0.614196
-v 36.145988 -36.671692 7.444491
-vn 0.269240 -0.650534 0.284691
-v 34.904121 -51.101570 -18.896709
-vn 0.284169 -0.686606 0.300477
-v 35.419811 -47.070351 -10.172870
-vn -0.077126 -0.155673 -1.018880
-v 37.372021 -4.380664 -75.670799
-vn 0.499927 0.747279 -0.406409
-v 40.701080 21.024040 -57.867870
-vn 0.940480 0.958710 1.131625
-v 32.316719 9.806933 10.529130
-vn -0.025924 0.019466 -0.884981
-v 37.491001 -12.554950 -74.584320
-vn -0.034537 0.025934 -1.179002
-v 34.322170 -10.532400 -74.447006
-vn 0.798062 0.637974 -0.722227
-v 38.947319 15.766670 -66.882950
-vn 0.016993 -0.002215 -0.711484
-v 39.440750 -19.689190 -75.145653
-vn 0.023683 -0.003087 -0.991585
-v 38.094131 -27.071911 -75.154831
-vn 0.344430 -0.606399 0.028233
-v 34.580811 -44.575611 -67.679222
-vn 0.445156 -0.797975 -0.082901
-v 40.260609 -41.856880 -63.349770
-vn 0.417024 -0.442961 0.681992
-v 38.027699 -32.942970 10.395180
-vn 0.388783 0.903501 0.409029
-v 34.454762 24.647209 -19.377970
-vn 0.564396 1.233196 0.583858
-v 40.069599 22.118481 -19.129190
-vn 0.321564 0.702612 0.332653
-v 36.218071 21.474960 -14.046840
-vn 0.314880 0.688007 0.325738
-v 44.252392 18.551340 -15.638220
-vn 0.031324 0.064792 -0.414899
-v 36.113361 4.657599 -74.354370
-vn 0.504405 0.381411 -0.602748
-v 39.633480 -0.965351 -74.966713
-vn 0.337623 -0.517121 0.438166
-v 40.062000 -36.737122 4.349839
-vn 0.607677 -1.027645 0.063731
-v 37.057049 -52.453449 -34.062729
-vn 0.467829 -0.223829 -0.863611
-v 35.530819 -35.322021 -74.629829
-vn 0.389404 -0.298751 -0.707407
-v 42.481400 -29.845989 -73.116402
-vn 0.691620 1.192841 0.094961
-v 34.925732 26.743950 -26.520041
-vn 1.001497 1.593486 0.060958
-v 35.690540 26.880100 -33.800560
-vn -0.110363 -0.057518 -1.163022
-v 38.281952 -18.128929 -74.438889
-vn -0.087058 -0.045372 -0.917430
-v 39.187160 -15.731420 -74.643356
-vn 0.309502 0.819688 0.401621
-v 42.085590 15.172940 -5.162554
-vn 0.511195 1.045413 0.482429
-v 45.923840 15.334350 -10.438190
-vn 0.299344 -0.647256 0.350527
-v 38.307800 -41.633190 -2.416447
-vn 0.365519 -0.790343 0.428018
-v 44.946060 -40.675838 -6.317631
-vn 0.314856 0.823592 0.416719
-v 35.004162 16.825790 -3.078756
-vn 0.515848 -0.782699 -0.299053
-v 41.064758 -45.816978 -52.877991
-vn 0.619285 -0.813987 -0.389615
-v 37.125080 -46.827599 -57.028629
-vn 0.540512 -0.890124 -0.128237
-v 39.615879 -48.209229 -45.047581
-vn 0.597886 -0.326077 -0.375523
-v 39.855572 -41.596130 -68.034576
-vn 0.564300 -0.974852 0.051333
-v 40.420670 -50.359509 -32.370720
-vn 0.600820 -0.763969 -0.147345
-v 43.157509 -46.628712 -38.800892
-vn 0.717757 -0.912659 -0.176023
-v 37.914890 -50.687420 -39.134441
-vn 0.260693 0.506741 -0.708125
-v 45.281471 -1.052870 -72.950058
-vn 0.563195 0.870300 -0.067330
-v 38.467361 25.376989 -40.129379
-vn 0.568847 -0.806613 0.697664
-v 42.738800 -31.258240 8.501765
-vn 0.587608 0.961498 -0.133590
-v 37.240978 25.524960 -48.475052
-vn 0.337376 0.619541 0.408186
-v 36.223419 10.927550 6.332936
-vn 0.477810 0.877427 0.578094
-v 42.476082 10.397690 1.969170
-vn 0.616111 -1.481924 0.153069
-v 42.608589 -48.106750 -19.989519
-vn 0.368454 -0.886238 0.091540
-v 38.899799 -49.626019 -19.770100
-vn 0.504194 -0.321619 -0.332524
-v 38.125290 -40.268330 -71.942398
-vn 1.068783 -0.627526 -0.727781
-v 41.554008 -34.998829 -71.450760
-vn 0.650977 1.173285 0.749963
-v 38.274910 14.132640 -0.227332
-vn 0.664289 0.330457 -0.630259
-v 40.413639 3.449545 -71.520157
-vn 0.860586 1.269278 -1.183305
-v 44.211800 2.441832 -69.838783
-vn 0.620319 -0.560461 -0.084826
-v 43.544498 -37.804779 -66.108208
-vn 0.781146 -1.015008 -0.401790
-v 40.850361 -43.483761 -58.093349
-vn 0.484891 -0.630060 -0.249409
-v 45.532021 -39.571609 -58.874371
-vn -0.140168 0.034763 -0.344676
-v 41.647461 -12.457420 -75.313667
-vn 0.711255 0.424434 -0.625102
-v 39.873249 9.781618 -68.769699
-vn 0.633244 0.377881 -0.556540
-v 43.385078 14.509960 -61.563389
-vn 0.635855 1.264640 0.530369
-v 43.505630 20.961889 -20.490780
-vn 0.771441 0.907872 -0.327854
-v 44.617481 18.919870 -54.479301
-vn 0.974843 0.987904 -1.033363
-v 44.647148 17.441031 -57.570660
-vn 1.078031 0.901446 0.952585
-v 39.843948 7.436546 7.750106
-vn 0.479723 0.401142 0.423899
-v 43.883919 2.357624 7.984372
-vn 0.902195 -0.357527 1.065809
-v 40.081341 -26.336691 13.430270
-vn 0.641346 -1.069466 0.499229
-v 40.361721 -47.497849 -14.528670
-vn 0.896937 -0.229906 0.938191
-v 41.337589 -19.708191 14.590410
-vn 0.792207 -0.203061 0.828643
-v 45.530392 -15.789720 11.542200
-vn 0.381588 -0.656157 0.378908
-v 41.362629 -44.350830 -9.072850
-vn 0.488865 -0.785344 -0.055425
-v 41.370480 -46.746971 -47.801929
-vn 0.450867 -0.721364 0.078139
-v 42.755890 -48.678471 -26.117479
-vn 0.650080 -1.040096 0.112664
-v 46.303719 -46.072090 -22.527060
-vn 0.422396 -0.580964 0.149256
-v 45.443001 -44.878441 -15.445060
-vn 0.613962 -0.304277 -0.599473
-v 45.806549 -32.775791 -68.223793
-vn 0.727928 -0.994024 -0.292687
-v 45.318218 -42.614922 -53.174252
-vn 0.702208 0.742375 -0.096553
-v 41.757858 22.293320 -51.866470
-vn 0.237706 0.323210 -0.020411
-v 42.918308 22.165550 -44.409210
-vn 1.249489 1.698934 -0.107290
-v 45.436920 20.645361 -39.149860
-vn 0.217755 -0.064453 -1.262173
-v 44.830742 -6.350111 -75.076347
-vn 0.242234 0.966960 -1.002845
-v 47.334629 1.091023 -70.386948
-vn 0.314761 0.751763 -0.648025
-v 45.721169 6.611975 -64.267937
-vn 0.398790 0.952455 -0.821023
-v 49.318771 3.434505 -66.206627
-vn 0.628479 1.160190 0.742426
-v 46.406780 11.375930 -2.886944
-vn 0.418206 0.690299 0.037747
-v 43.930321 21.972561 -35.679401
-vn 0.307457 0.504719 0.059458
-v 41.212688 23.160770 -27.299540
-vn 0.389910 -0.247416 -0.839642
-v 44.962940 -21.430050 -74.443947
-vn 0.581348 0.770563 0.625788
-v 47.278358 7.326685 1.289403
-vn 0.498247 -0.303731 0.423370
-v 46.151951 -33.765148 2.686486
-vn 0.773120 -0.988019 -0.215784
-v 47.232651 -44.394180 -34.431648
-vn 0.650513 -0.923032 -0.134666
-v 45.375610 -44.723789 -41.142990
-vn 0.376823 -0.166975 -1.356541
-v 52.954979 -21.397631 -72.227890
-vn 0.792727 -1.137659 -0.085658
-v 46.211231 -46.222519 -26.758329
-vn 0.734489 -0.938699 0.686326
-v 43.871368 -38.430420 -1.253656
-vn 0.738783 1.078489 0.392478
-v 47.840530 18.542320 -22.367580
-vn 0.607068 0.790220 0.434180
-v 51.938351 12.190520 -14.807800
-vn 0.865221 1.126258 0.618814
-v 51.554909 14.740880 -18.913401
-vn 0.326420 -0.418185 -0.042646
-v 44.431881 -47.041870 -32.343281
-vn 0.537288 -0.797857 -0.080522
-v 44.931911 -44.545910 -47.576981
-vn 0.603142 0.163354 0.570135
-v 44.562820 -7.303574 11.633020
-vn 0.678247 0.466973 -0.150335
-v 45.878780 18.711430 -49.436321
-vn 0.560713 0.222230 0.599495
-v 52.017689 -4.790037 3.026393
-vn 0.910440 0.596253 -0.556184
-v 48.602390 9.974507 -57.885159
-vn 0.538645 -0.615691 -0.308515
-v 50.265678 -38.846970 -52.055882
-vn 0.425398 -0.601240 -0.509365
-v 50.249149 -28.110140 -70.020737
-vn 1.025536 -0.154934 0.912074
-v 49.686722 -11.900280 7.529521
-vn 0.615581 -0.693512 0.041050
-v 49.085831 -43.899212 -27.537910
-vn 0.599241 -0.675104 0.039961
-v 50.626862 -42.107620 -20.379351
-vn 0.860153 -1.326521 -0.048842
-v 49.390560 -42.078831 -42.271568
-vn 1.209266 -1.292374 0.509688
-v 45.866501 -42.480679 -10.370030
-vn 0.600079 -0.481916 0.422462
-v 48.204891 -36.933060 -3.843321
-vn 0.496025 0.448112 -0.082012
-v 47.474701 18.255770 -42.273571
-vn 0.742044 0.685046 -0.129619
-v 49.037800 15.430560 -48.256561
-vn 0.849161 0.783935 -0.148330
-v 51.630630 13.597180 -43.102661
-vn 0.539023 0.673570 -0.027843
-v 48.308151 18.411551 -34.360088
-vn 0.856990 1.070904 -0.044268
-v 46.819561 19.838381 -28.660910
-vn 0.969505 -0.984821 -0.367974
-v 48.307232 -42.207958 -48.220692
-vn 0.579761 -0.242919 0.429374
-v 50.686272 -31.043289 -0.649312
-vn 0.867057 -0.363296 0.642146
-v 46.186932 -25.584320 8.514342
-vn 0.685030 0.635384 0.385221
-v 47.821930 12.575440 -6.848424
-vn 0.637111 0.590937 0.358274
-v 51.355598 6.992075 -3.923061
-vn 0.396810 -1.305270 -1.081839
-v 50.485741 -32.346249 -64.822968
-vn 0.278664 -0.442792 -1.005017
-v 57.236488 -25.038389 -69.436691
-vn 0.378886 -0.646216 -1.134149
-v 57.195049 -28.532709 -67.459541
-vn 0.967397 0.574179 -0.503443
-v 47.455460 14.742620 -54.651001
-vn 0.963961 -1.026568 -0.104521
-v 54.123211 -38.009281 -38.593658
-vn 0.602732 0.421041 -0.153448
-v 51.262218 11.044620 -51.553661
-vn 0.432463 -0.297462 0.212546
-v 51.062431 -37.836540 -10.921930
-vn 1.052227 1.029897 -0.103320
-v 49.989731 16.323900 -38.044369
-vn 0.201202 0.715377 -0.496538
-v 53.416779 0.620333 -68.600533
-vn 0.365193 1.665580 -0.789789
-v 51.041931 5.217508 -61.649689
-vn 0.880736 -0.949537 0.048046
-v 53.351200 -39.843170 -25.566971
-vn 0.923094 0.137408 0.694784
-v 53.964520 -13.184420 2.099982
-vn 0.457927 -0.182758 0.318994
-v 51.534199 -20.952881 3.914455
-vn 0.915677 -0.365446 0.637865
-v 54.853222 -28.067120 -4.926006
-vn 0.931327 0.323975 0.718379
-v 50.369820 2.622007 1.820046
-vn 0.801894 0.188208 0.489762
-v 58.228130 -2.314965 -8.093177
-vn 0.200380 0.961107 -0.251696
-v 57.170609 4.021170 -61.338779
-vn 0.840535 -0.741913 -0.413378
-v 53.821072 -34.966629 -51.790852
-vn 0.289294 -0.737933 -0.068057
-v 49.776360 -35.146778 -59.691769
-vn 0.279494 -0.073227 -0.683586
-v 61.841259 -18.352859 -68.920761
-vn 0.302120 0.094872 -0.828859
-v 51.980949 -13.401600 -73.482681
-vn 0.723069 -0.571829 -0.248977
-v 54.702671 -36.105911 -45.465580
-vn 1.008002 0.746759 -0.269496
-v 54.963020 7.605226 -47.241840
-vn 1.046691 0.906232 0.381241
-v 54.283829 13.466420 -23.376141
-vn 0.914632 -0.721700 -0.122771
-v 51.726151 -39.883579 -45.433640
-vn 0.676479 0.616641 -0.060575
-v 51.355740 16.243771 -27.803089
-vn -0.083279 -0.591031 0.089376
-v 53.786461 -33.562359 -59.825439
-vn 0.632966 0.456342 0.259859
-v 52.376701 9.527644 -9.921039
-vn 0.848946 0.612055 0.348529
-v 57.285259 4.890101 -13.733270
-vn 0.647167 0.478151 -0.174054
-v 53.686291 6.147216 -55.994350
-vn 1.024528 -0.943684 -0.019139
-v 51.334980 -41.138088 -33.578522
-vn 0.796883 0.592710 -0.076678
-v 52.944881 13.653890 -34.563400
-vn 0.902678 0.658584 -0.176678
-v 56.111469 10.968380 -28.395250
-vn 1.359218 0.912802 -0.350326
-v 56.688278 3.939144 -50.100342
-vn 0.233094 0.618327 0.112922
-v 60.288910 2.575011 -50.063190
-vn 0.280914 -0.452717 0.054396
-v 57.508808 -31.927031 -45.537739
-vn 0.817809 -1.317971 0.158359
-v 57.234871 -32.906689 -52.276421
-vn 0.749184 0.546303 0.000907
-v 58.439781 7.768177 -24.046150
-vn 0.803935 -0.350340 0.135328
-v 59.861229 -24.594040 -14.570700
-vn 1.384083 -0.603157 0.232986
-v 56.713120 -30.696600 -11.667340
-vn 0.576322 -0.258688 0.110833
-v 56.620129 -34.016762 -19.710211
-vn 0.623053 -0.191803 0.364166
-v 56.647739 -18.908529 -3.172502
-vn 0.913960 0.504361 -0.149741
-v 55.218670 9.913332 -39.846859
-vn 1.187376 0.605137 -0.074885
-v 57.412849 7.755703 -33.721821
-vn 0.813561 0.309866 0.385922
-v 54.608009 0.487704 -2.711934
-vn 0.334340 -0.453036 -0.382397
-v 64.328644 -25.555410 -64.749741
-vn 0.339716 0.210237 -0.602771
-v 55.060188 -5.107435 -71.410942
-vn 1.529390 0.586266 0.493266
-v 56.009251 3.395652 -8.000748
-vn 0.938102 0.470073 -0.127621
-v 60.225681 2.205118 -33.490330
-vn 0.793072 0.399658 -0.053742
-v 60.199390 3.002602 -27.947729
-vn 1.303087 -0.668108 -0.112970
-v 57.718761 -32.896191 -37.384300
-vn 1.183663 -0.625659 -0.019651
-v 56.297760 -35.834141 -29.437130
-vn 0.637954 -0.326697 -0.014875
-v 59.841148 -29.168200 -28.237640
-vn 1.142093 -0.584868 -0.026631
-v 60.872570 -26.734930 -37.443611
-vn 0.849450 0.381817 0.199925
-v 56.847618 8.839177 -19.415760
-vn 0.698541 0.125361 0.347828
-v 57.733730 -9.997735 -4.331316
-vn 1.434701 0.549238 -0.253646
-v 58.201111 4.636301 -39.417431
-vn 1.302210 0.911084 0.061796
-v 59.464840 0.688425 -45.692291
-vn 1.055485 0.738464 0.050088
-v 58.039742 2.652921 -44.624939
-vn 1.309216 -0.237109 0.373192
-v 58.279800 -24.009750 -8.651575
-vn 0.367204 1.786812 -0.313509
-v 60.469570 4.468244 -54.926762
-vn 0.516689 0.665653 -0.658953
-v 60.179958 -1.052709 -67.300262
-vn 0.748191 0.963899 -0.954198
-v 59.143120 1.804731 -65.226761
-vn 0.044017 -0.347826 -0.113572
-v 58.306011 -31.628500 -62.820541
-vn 0.105127 -0.830723 -0.271248
-v 63.796791 -32.930389 -56.705330
-vn 0.466063 -0.752364 -0.913462
-v 66.266190 -29.104280 -60.838181
-vn 1.350158 0.453823 0.407853
-v 60.967178 -7.055814 -11.885330
-vn 0.124857 -0.747737 0.011729
-v 58.630089 -33.795448 -56.853611
-vn 0.124234 0.418279 0.203962
-v 63.222012 -1.763975 -42.951488
-vn 0.156430 0.589293 0.100247
-v 66.611023 1.885597 -49.328331
-vn 1.917471 0.461543 0.279796
-v 61.692070 -1.546494 -30.673161
-vn 0.724565 -0.645759 0.259111
-v 64.301147 -23.415710 -38.758911
-vn 1.004975 -0.080292 0.226277
-v 62.385300 -8.957075 -17.092039
-vn 0.898503 -0.071785 0.202304
-v 60.442070 -15.331400 -10.723330
-vn 0.886867 -0.244145 0.004802
-v 62.310680 -20.208071 -28.775089
-vn 1.096946 -0.301977 0.005939
-v 60.927971 -25.083000 -21.258890
-vn -0.053718 -0.390900 0.440679
-v 61.484409 -28.536619 -43.644718
-vn 0.015931 -0.546093 0.441683
-v 66.441833 -26.295010 -41.052021
-vn 0.448289 -0.052683 -0.751355
-v 68.640648 -12.396310 -65.281631
-vn 0.532221 0.199496 -0.781696
-v 61.447460 -10.534280 -69.703934
-vn 0.649155 0.066834 -0.029592
-v 61.553249 -2.901160 -36.778091
-vn 0.939383 0.176728 0.038602
-v 60.817200 -0.201837 -19.015350
-vn 1.235480 -0.028188 0.024797
-v 62.194931 -16.666269 -18.982071
-vn 0.684230 -1.163768 -0.292879
-v 64.275558 -31.906240 -59.656330
-vn 0.312211 -0.531021 -0.133639
-v 68.210678 -30.152451 -57.431782
-vn 0.750099 -0.043834 0.142402
-v 62.541451 -7.803674 -26.172390
-vn 0.396241 -0.199920 0.687432
-v 63.081059 -20.489820 -35.611118
-vn 0.336503 0.291553 -0.281705
-v 64.539093 1.058242 -61.749828
-vn 0.299617 -0.672363 0.016067
-v 69.400146 -30.343170 -52.928020
-vn 0.162235 -1.224551 0.514954
-v 64.740440 -30.288500 -45.928169
-vn 0.084847 -0.640427 0.269315
-v 63.650490 -32.876930 -51.740028
-vn 0.451852 0.310227 0.693037
-v 63.681339 -13.156460 -33.824421
-vn 0.426777 -0.116068 0.562653
-v 65.807800 -17.737169 -36.382301
-vn 0.084048 -0.370767 0.544007
-v 70.033043 -21.287830 -38.194221
-vn 0.227609 0.338281 0.932859
-v 65.649139 -7.371617 -37.696892
-vn 0.077754 -0.080329 1.004867
-v 66.750237 -12.656550 -36.049080
-vn 0.122797 -0.479727 0.335236
-v 71.385811 -26.438641 -42.853180
-vn 0.269571 1.124879 0.197175
-v 70.359512 1.308654 -51.161701
-vn 0.141498 0.590447 0.103497
-v 65.320740 3.323638 -55.768291
-vn 0.624546 -0.409184 -0.571204
-v 72.789841 -24.035030 -56.587528
-vn 0.452896 0.232005 -0.393869
-v 65.761047 -5.128714 -65.387459
-vn 0.486192 1.690856 1.043287
-v 65.067871 0.284152 -46.013729
-vn 0.206852 0.609951 0.230983
-v 71.807266 -0.997574 -46.368210
-vn 0.126235 0.689281 0.449767
-v 68.992493 -3.120615 -42.324570
-vn 0.770062 -0.126543 -1.000212
-v 73.075142 -13.553320 -61.721142
-vn 0.588220 -0.096661 -0.764023
-v 70.664040 -18.373310 -62.967640
-vn 0.825067 -1.027675 0.030531
-v 68.992393 -30.518629 -47.814980
-vn 0.738859 -0.836894 0.331759
-v 73.655350 -26.805210 -48.832371
-vn 0.486022 0.445057 -0.102281
-v 69.760178 0.933455 -55.642262
-vn 0.422691 0.164650 0.949778
-v 74.548630 -15.915890 -38.521530
-vn 0.517276 0.201494 1.162310
-v 69.924530 -15.554120 -36.526329
-vn 0.629808 0.473618 0.153729
-v 73.388344 -1.810439 -50.341351
-vn 0.510182 0.761818 0.943377
-v 74.221413 -5.128894 -43.530621
-vn 1.049138 0.441155 -0.396886
-v 71.327888 -2.757567 -57.589642
-vn 1.062582 0.446808 -0.401972
-v 73.482948 -8.917803 -58.740250
-vn 0.538218 0.331807 0.572375
-v 71.501831 -9.897650 -38.208881
-vn 1.106313 -0.753015 0.072215
-v 76.431969 -22.876329 -50.401360
-vn 1.217706 0.643013 0.164355
-v 75.706879 -6.300600 -49.952339
-vn 0.802998 0.359318 0.120188
-v 76.502907 -10.563800 -42.525341
-vn 1.032733 -0.345825 -0.467889
-v 75.429527 -15.230660 -57.268620
-vn 0.802352 -0.105096 0.501203
-v 77.634789 -16.542009 -43.593300
-vn 1.034337 -0.324918 0.374198
-v 75.070663 -21.070930 -40.438179
-vn 1.159472 -0.245076 0.030087
-v 76.449478 -22.368690 -45.376270
-vn 0.908522 -0.192033 0.023575
-v 77.436951 -18.331539 -50.545891
-vn 1.025753 0.005617 -0.030634
-v 77.416733 -11.911660 -50.045761
-# 1520 vertices, 0 vertices normals
-
-f 1//1 2//2 3//3
-f 1//1 3//3 4//4
-f 2//2 6//6 3//3
-f 3//3 5//5 4//4
-f 3//3 8//8 5//5
-f 7//7 3//3 6//6
-f 7//7 8//8 3//3
-f 2//2 1//1 20//20
-f 23//23 1//1 4//4
-f 20//20 1//1 24//24
-f 24//24 1//1 23//23
-f 15//15 6//6 2//2
-f 2//2 20//20 9//9
-f 2//2 9//9 15//15
-f 14//14 10//10 12//12
-f 14//14 12//12 6//6
-f 12//12 11//11 18//18
-f 12//12 18//18 7//7
-f 11//11 12//12 10//10
-f 12//12 7//7 6//6
-f 5//5 22//22 4//4
-f 22//22 5//5 13//13
-f 8//8 13//13 5//5
-f 4//4 22//22 23//23
-f 14//14 16//16 10//10
-f 15//15 14//14 6//6
-f 15//15 16//16 14//14
-f 17//17 18//18 11//11
-f 18//18 19//19 7//7
-f 19//19 18//18 17//17
-f 42//42 11//11 10//10
-f 42//42 10//10 41//41
-f 57//57 10//10 16//16
-f 10//10 57//57 41//41
-f 43//43 20//20 24//24
-f 79//79 9//9 20//20
-f 43//43 81//81 20//20
-f 20//20 68//68 79//79
-f 81//81 68//68 20//20
-f 21//21 24//24 23//23
-f 22//22 21//21 23//23
-f 42//42 17//17 11//11
-f 25//25 43//43 24//24
-f 24//24 21//21 25//25
-f 34//34 29//29 26//26
-f 29//29 27//27 26//26
-f 34//34 28//28 29//29
-f 27//27 29//29 39//39
-f 39//39 29//29 28//28
-f 19//19 8//8 7//7
-f 9//9 79//79 15//15
-f 32//32 34//34 26//26
-f 26//26 30//30 32//32
-f 34//34 32//32 31//31
-f 72//72 31//31 32//32
-f 32//32 30//30 53//53
-f 74//74 32//32 53//53
-f 72//72 32//32 108//108
-f 32//32 74//74 75//75
-f 32//32 75//75 108//108
-f 27//27 36//36 26//26
-f 26//26 36//36 30//30
-f 33//33 34//34 31//31
-f 28//28 34//34 33//33
-f 22//22 13//13 54//54
-f 54//54 55//55 22//22
-f 35//35 22//22 55//55
-f 35//35 21//21 22//22
-f 31//31 92//92 33//33
-f 72//72 110//110 31//31
-f 98//98 92//92 31//31
-f 31//31 118//118 98//98
-f 118//118 31//31 110//110
-f 27//27 39//39 13//13
-f 13//13 36//36 27//27
-f 54//54 13//13 39//39
-f 36//36 13//13 8//8
-f 36//36 53//53 30//30
-f 16//16 15//15 107//107
-f 79//79 37//37 15//15
-f 107//107 15//15 37//37
-f 38//38 8//8 19//19
-f 58//58 38//38 19//19
-f 58//58 19//19 17//17
-f 39//39 28//28 54//54
-f 17//17 42//42 40//40
-f 42//42 41//41 86//86
-f 42//42 86//86 40//40
-f 25//25 124//124 43//43
-f 81//81 43//43 106//106
-f 43//43 119//119 106//106
-f 124//124 119//119 43//43
-f 44//44 46//46 47//47
-f 44//44 49//49 46//46
-f 44//44 47//47 66//66
-f 67//67 44//44 66//66
-f 44//44 67//67 45//45
-f 44//44 45//45 49//49
-f 48//48 46//46 51//51
-f 48//48 51//51 52//52
-f 48//48 47//47 46//46
-f 47//47 48//48 73//73
-f 52//52 73//73 48//48
-f 8//8 38//38 53//53
-f 8//8 53//53 36//36
-f 46//46 49//49 51//51
-f 50//50 51//51 49//49
-f 50//50 71//71 51//51
-f 76//76 51//51 71//71
-f 76//76 52//52 51//51
-f 57//57 16//16 93//93
-f 16//16 173//173 93//93
-f 173//173 16//16 107//107
-f 53//53 38//38 74//74
-f 28//28 33//33 60//60
-f 60//60 33//33 92//92
-f 59//59 55//55 54//54
-f 55//55 59//59 35//35
-f 56//56 41//41 57//57
-f 57//57 93//93 56//56
-f 38//38 58//58 74//74
-f 28//28 60//60 54//54
-f 59//59 54//54 60//60
-f 58//58 17//17 61//61
-f 61//61 17//17 40//40
-f 21//21 35//35 62//62
-f 21//21 62//62 25//25
-f 86//86 41//41 95//95
-f 95//95 41//41 56//56
-f 66//66 47//47 63//63
-f 73//73 64//64 47//47
-f 47//47 64//64 63//63
-f 68//68 67//67 66//66
-f 66//66 65//65 68//68
-f 63//63 65//65 66//66
-f 45//45 67//67 82//82
-f 67//67 68//68 82//82
-f 49//49 45//45 69//69
-f 102//102 45//45 82//82
-f 102//102 69//69 45//45
-f 69//69 50//50 49//49
-f 70//70 71//71 50//50
-f 50//50 69//69 70//70
-f 72//72 108//108 144//144
-f 144//144 110//110 72//72
-f 73//73 112//112 64//64
-f 83//83 73//73 52//52
-f 83//83 112//112 73//73
-f 58//58 75//75 74//74
-f 61//61 100//100 58//58
-f 116//116 75//75 58//58
-f 58//58 100//100 116//116
-f 90//90 76//76 71//71
-f 70//70 90//90 71//71
-f 62//62 35//35 77//77
-f 77//77 35//35 59//59
-f 77//77 25//25 62//62
-f 68//68 65//65 79//79
-f 65//65 78//78 79//79
-f 78//78 37//37 79//79
-f 77//77 80//80 25//25
-f 25//25 156//156 124//124
-f 80//80 156//156 25//25
-f 52//52 76//76 85//85
-f 90//90 85//85 76//76
-f 68//68 81//81 82//82
-f 82//82 117//117 102//102
-f 117//117 82//82 81//81
-f 138//138 63//63 64//64
-f 139//139 64//64 112//112
-f 138//138 64//64 139//139
-f 83//83 52//52 85//85
-f 90//90 97//97 85//85
-f 84//84 85//85 97//97
-f 85//85 134//134 83//83
-f 84//84 134//134 85//85
-f 86//86 87//87 40//40
-f 61//61 40//40 126//126
-f 87//87 126//126 40//40
-f 78//78 65//65 63//63
-f 60//60 125//125 59//59
-f 88//88 77//77 59//59
-f 125//125 88//88 59//59
-f 89//89 97//97 90//90
-f 70//70 143//143 90//90
-f 90//90 91//91 89//89
-f 143//143 91//91 90//90
-f 92//92 122//122 60//60
-f 125//125 60//60 122//122
-f 56//56 93//93 173//173
-f 69//69 102//102 70//70
-f 94//94 86//86 95//95
-f 87//87 86//86 94//94
-f 97//97 89//89 96//96
-f 84//84 97//97 96//96
-f 92//92 98//98 99//99
-f 122//122 92//92 99//99
-f 61//61 101//101 100//100
-f 101//101 61//61 126//126
-f 104//104 70//70 102//102
-f 103//103 102//102 117//117
-f 103//103 104//104 102//102
-f 98//98 118//118 105//105
-f 105//105 99//99 98//98
-f 117//117 81//81 106//106
-f 107//107 37//37 173//173
-f 108//108 75//75 149//149
-f 116//116 149//149 75//75
-f 144//144 108//108 188//188
-f 188//188 108//108 149//149
-f 95//95 56//56 109//109
-f 109//109 56//56 173//173
-f 192//192 78//78 63//63
-f 192//192 63//63 138//138
-f 110//110 111//111 118//118
-f 110//110 144//144 111//111
-f 112//112 83//83 113//113
-f 112//112 113//113 114//114
-f 114//114 139//139 112//112
-f 104//104 115//115 70//70
-f 70//70 115//115 143//143
-f 78//78 173//173 37//37
-f 109//109 94//94 95//95
-f 116//116 100//100 153//153
-f 116//116 153//153 149//149
-f 113//113 83//83 134//134
-f 101//101 153//153 100//100
-f 117//117 106//106 136//136
-f 142//142 103//103 117//117
-f 136//136 142//142 117//117
-f 131//131 104//104 103//103
-f 115//115 104//104 131//131
-f 111//111 202//202 118//118
-f 118//118 202//202 105//105
-f 77//77 88//88 80//80
-f 106//106 119//119 136//136
-f 113//113 134//134 164//164
-f 114//114 113//113 120//120
-f 120//120 113//113 121//121
-f 164//164 121//121 113//113
-f 125//125 122//122 148//148
-f 122//122 99//99 123//123
-f 123//123 148//148 122//122
-f 119//119 124//124 137//137
-f 156//156 137//137 124//124
-f 88//88 125//125 148//148
-f 192//192 173//173 78//78
-f 89//89 91//91 130//130
-f 96//96 89//89 130//130
-f 103//103 142//142 209//209
-f 209//209 131//131 103//103
-f 126//126 127//127 101//101
-f 128//128 126//126 87//87
-f 127//127 126//126 128//128
-f 143//143 129//129 91//91
-f 129//129 130//130 91//91
-f 135//135 134//134 84//84
-f 135//135 84//84 96//96
-f 115//115 154//154 143//143
-f 132//132 154//154 115//115
-f 115//115 131//131 132//132
-f 135//135 133//133 134//134
-f 133//133 165//165 134//134
-f 165//165 164//164 134//134
-f 133//133 135//135 96//96
-f 133//133 96//96 158//158
-f 130//130 158//158 96//96
-f 141//141 136//136 119//119
-f 137//137 141//141 119//119
-f 153//153 101//101 162//162
-f 162//162 101//101 127//127
-f 140//140 138//138 139//139
-f 140//140 192//192 138//138
-f 136//136 141//141 142//142
-f 105//105 172//172 99//99
-f 123//123 99//99 172//172
-f 166//166 87//87 94//94
-f 87//87 166//166 128//128
-f 129//129 143//143 154//154
-f 145//145 111//111 144//144
-f 144//144 188//188 145//145
-f 146//146 88//88 148//148
-f 80//80 88//88 146//146
-f 166//166 94//94 109//109
-f 114//114 140//140 139//139
-f 147//147 148//148 123//123
-f 191//191 148//148 147//147
-f 191//191 146//146 148//148
-f 149//149 153//153 189//189
-f 188//188 149//149 189//189
-f 114//114 120//120 254//254
-f 120//120 121//121 254//254
-f 152//152 160//160 150//150
-f 150//150 151//151 152//152
-f 160//160 152//152 169//169
-f 152//152 151//151 205//205
-f 152//152 183//183 169//169
-f 180//180 183//183 152//152
-f 180//180 152//152 205//205
-f 162//162 194//194 153//153
-f 153//153 194//194 189//189
-f 155//155 154//154 132//132
-f 131//131 155//155 132//132
-f 156//156 80//80 157//157
-f 80//80 146//146 157//157
-f 212//212 150//150 160//160
-f 186//186 151//151 150//150
-f 212//212 186//186 150//150
-f 127//127 128//128 193//193
-f 128//128 166//166 208//208
-f 193//193 128//128 208//208
-f 168//168 129//129 154//154
-f 130//130 129//129 238//238
-f 238//238 129//129 168//168
-f 185//185 133//133 158//158
-f 133//133 159//159 165//165
-f 133//133 185//185 159//159
-f 160//160 169//169 230//230
-f 160//160 211//211 212//212
-f 160//160 230//230 211//211
-f 111//111 161//161 202//202
-f 145//145 161//161 111//111
-f 127//127 193//193 162//162
-f 178//178 151//151 176//176
-f 205//205 151//151 178//178
-f 176//176 151//151 186//186
-f 163//163 172//172 105//105
-f 202//202 163//163 105//105
-f 232//232 121//121 164//164
-f 165//165 232//232 164//164
-f 166//166 109//109 167//167
-f 208//208 166//166 167//167
-f 168//168 154//154 155//155
-f 169//169 183//183 170//170
-f 230//230 169//169 170//170
-f 171//171 177//177 123//123
-f 123//123 177//177 187//187
-f 123//123 172//172 171//171
-f 123//123 203//203 147//147
-f 187//187 203//203 123//123
-f 109//109 173//173 174//174
-f 109//109 174//174 175//175
-f 175//175 167//167 109//109
-f 140//140 114//114 234//234
-f 234//234 114//114 255//255
-f 114//114 254//254 255//255
-f 178//178 176//176 177//177
-f 178//178 177//177 171//171
-f 171//171 205//205 178//178
-f 209//209 142//142 179//179
-f 142//142 141//141 179//179
-f 180//180 184//184 183//183
-f 180//180 205//205 181//181
-f 180//180 181//181 225//225
-f 182//182 184//184 180//180
-f 225//225 182//182 180//180
-f 183//183 184//184 216//216
-f 216//216 170//170 183//183
-f 228//228 158//158 130//130
-f 158//158 236//236 185//185
-f 158//158 228//228 236//236
-f 186//186 218//218 176//176
-f 212//212 218//218 186//186
-f 192//192 196//196 173//173
-f 196//196 174//174 173//173
-f 177//177 176//176 187//187
-f 176//176 218//218 187//187
-f 190//190 188//188 189//189
-f 264//264 145//145 188//188
-f 190//190 264//264 188//188
-f 172//172 163//163 171//171
-f 131//131 209//209 155//155
-f 203//203 191//191 147//147
-f 156//156 267//267 137//137
-f 267//267 141//141 137//137
-f 207//207 156//156 157//157
-f 146//146 207//207 157//157
-f 140//140 237//237 192//192
-f 237//237 140//140 234//234
-f 270//270 267//267 156//156
-f 270//270 156//156 207//207
-f 239//239 162//162 193//193
-f 279//279 194//194 162//162
-f 239//239 195//195 162//162
-f 278//278 279//279 162//162
-f 195//195 278//278 162//162
-f 237//237 196//196 192//192
-f 187//187 197//197 203//203
-f 200//200 203//203 197//197
-f 199//199 197//197 187//187
-f 198//198 197//197 199//199
-f 197//197 198//198 201//201
-f 200//200 197//197 201//201
-f 206//206 205//205 171//171
-f 163//163 206//206 171//171
-f 210//210 163//163 202//202
-f 161//161 210//210 202//202
-f 203//203 200//200 191//191
-f 204//204 181//181 205//205
-f 204//204 205//205 206//206
-f 194//194 190//190 189//189
-f 121//121 232//232 254//254
-f 165//165 233//233 232//232
-f 159//159 244//244 165//165
-f 233//233 165//165 275//275
-f 165//165 244//244 275//275
-f 218//218 199//199 187//187
-f 238//238 228//228 130//130
-f 298//298 146//146 191//191
-f 146//146 298//298 207//207
-f 302//302 185//185 236//236
-f 159//159 185//185 259//259
-f 302//302 259//259 185//185
-f 193//193 285//285 239//239
-f 285//285 193//193 208//208
-f 174//174 196//196 257//257
-f 174//174 257//257 175//175
-f 204//204 225//225 181//181
-f 240//240 155//155 209//209
-f 179//179 240//240 209//209
-f 206//206 163//163 210//210
-f 218//218 212//212 219//219
-f 211//211 213//213 212//212
-f 219//219 212//212 213//213
-f 168//168 155//155 214//214
-f 155//155 282//282 214//214
-f 155//155 240//240 215//215
-f 215//215 282//282 155//155
-f 184//184 182//182 273//273
-f 184//184 222//222 216//216
-f 273//273 292//292 184//184
-f 222//222 184//184 292//292
-f 208//208 167//167 217//217
-f 175//175 217//217 167//167
-f 220//220 199//199 218//218
-f 218//218 219//219 220//220
-f 198//198 199//199 220//220
-f 253//253 201//201 198//198
-f 220//220 221//221 198//198
-f 198//198 221//221 253//253
-f 170//170 216//216 222//222
-f 224//224 230//230 170//170
-f 170//170 222//222 223//223
-f 293//293 224//224 170//170
-f 170//170 223//223 293//293
-f 161//161 145//145 266//266
-f 264//264 266//266 145//145
-f 279//279 190//190 194//194
-f 225//225 273//273 182//182
-f 228//228 226//226 236//236
-f 228//228 277//277 226//226
-f 227//227 277//277 228//228
-f 228//228 238//238 227//227
-f 141//141 307//307 179//179
-f 336//336 141//141 267//267
-f 336//336 307//307 141//141
-f 161//161 229//229 210//210
-f 161//161 266//266 229//229
-f 211//211 230//230 231//231
-f 213//213 211//211 231//231
-f 232//232 233//233 254//254
-f 234//234 235//235 237//237
-f 234//234 255//255 235//235
-f 236//236 226//226 302//302
-f 245//245 196//196 237//237
-f 257//257 196//196 245//245
-f 214//214 238//238 168//168
-f 285//285 195//195 239//239
-f 200//200 252//252 191//191
-f 252//252 298//298 191//191
-f 217//217 276//276 208//208
-f 208//208 276//276 285//285
-f 342//342 240//240 179//179
-f 179//179 241//241 342//342
-f 307//307 241//241 179//179
-f 224//224 231//231 230//230
-f 219//219 258//258 220//220
-f 258//258 219//219 213//213
-f 206//206 281//281 204//204
-f 281//281 206//206 210//210
-f 247//247 242//242 246//246
-f 246//246 242//242 250//250
-f 247//247 243//243 242//242
-f 250//250 242//242 243//243
-f 244//244 159//159 259//259
-f 204//204 269//269 225//225
-f 204//204 281//281 269//269
-f 245//245 237//237 235//235
-f 225//225 269//269 303//303
-f 225//225 303//303 273//273
-f 246//246 249//249 247//247
-f 248//248 249//249 246//246
-f 246//246 250//250 317//317
-f 300//300 248//248 246//246
-f 317//317 300//300 246//246
-f 200//200 201//201 251//251
-f 200//200 251//251 252//252
-f 201//201 253//253 251//251
-f 254//254 361//361 255//255
-f 311//311 235//235 255//255
-f 255//255 315//315 311//311
-f 361//361 315//315 255//255
-f 217//217 175//175 256//256
-f 175//175 257//257 256//256
-f 387//387 238//238 214//214
-f 214//214 282//282 387//387
-f 258//258 221//221 220//220
-f 261//261 253//253 221//221
-f 258//258 261//261 221//221
-f 304//304 259//259 302//302
-f 244//244 259//259 304//304
-f 247//247 294//294 243//243
-f 247//247 249//249 347//347
-f 260//260 294//294 247//247
-f 247//247 335//335 260//260
-f 335//335 247//247 347//347
-f 263//263 253//253 261//261
-f 343//343 251//251 253//253
-f 329//329 262//262 253//253
-f 262//262 343//343 253//253
-f 253//253 263//263 329//329
-f 264//264 190//190 265//265
-f 265//265 266//266 264//264
-f 270//270 336//336 267//267
-f 258//258 213//213 289//289
-f 289//289 261//261 258//258
-f 224//224 213//213 231//231
-f 233//233 388//388 254//254
-f 254//254 388//388 361//361
-f 268//268 269//269 281//281
-f 269//269 268//268 303//303
-f 297//297 270//270 207//207
-f 207//207 298//298 297//297
-f 210//210 272//272 281//281
-f 229//229 271//271 210//210
-f 271//271 272//272 210//210
-f 243//243 431//431 250//250
-f 243//243 294//294 324//324
-f 431//431 243//243 324//324
-f 330//330 289//289 213//213
-f 213//213 224//224 330//330
-f 292//292 273//273 354//354
-f 274//274 273//273 303//303
-f 273//273 274//274 354//354
-f 235//235 311//311 373//373
-f 373//373 245//245 235//235
-f 233//233 275//275 447//447
-f 233//233 447//447 388//388
-f 256//256 276//276 217//217
-f 349//349 226//226 277//277
-f 277//277 227//227 349//349
-f 279//279 278//278 309//309
-f 309//309 190//190 279//279
-f 249//249 248//248 347//347
-f 240//240 280//280 215//215
-f 240//240 342//342 280//280
-f 281//281 327//327 268//268
-f 272//272 327//327 281//281
-f 283//283 215//215 280//280
-f 282//282 215//215 283//283
-f 226//226 427//427 302//302
-f 427//427 226//226 349//349
-f 284//284 317//317 250//250
-f 284//284 250//250 403//403
-f 250//250 431//431 403//403
-f 285//285 286//286 195//195
-f 290//290 278//278 195//195
-f 290//290 195//195 286//286
-f 387//387 227//227 238//238
-f 289//289 322//322 261//261
-f 261//261 322//322 263//263
-f 336//336 270//270 287//287
-f 287//287 270//270 297//297
-f 343//343 252//252 251//251
-f 299//299 298//298 252//252
-f 288//288 252//252 343//343
-f 252//252 288//288 299//299
-f 289//289 330//330 322//322
-f 285//285 276//276 351//351
-f 286//286 285//285 351//351
-f 355//355 222//222 292//292
-f 223//223 222//222 355//355
-f 278//278 290//290 291//291
-f 291//291 309//309 278//278
-f 292//292 354//354 355//355
-f 293//293 330//330 224//224
-f 260//260 334//334 294//294
-f 433//433 324//324 294//294
-f 334//334 295//295 294//294
-f 433//433 294//294 295//295
-f 256//256 257//257 296//296
-f 296//296 257//257 245//245
-f 297//297 298//298 299//299
-f 341//341 280//280 342//342
-f 283//283 280//280 341//341
-f 260//260 335//335 334//334
-f 318//318 248//248 300//300
-f 347//347 248//248 454//454
-f 318//318 454//454 248//248
-f 304//304 302//302 301//301
-f 427//427 481//481 302//302
-f 302//302 481//481 301//301
-f 352//352 303//303 268//268
-f 327//327 339//339 268//268
-f 339//339 352//352 268//268
-f 293//293 223//223 350//350
-f 223//223 355//355 350//350
-f 303//303 353//353 274//274
-f 353//353 303//303 352//352
-f 365//365 262//262 329//329
-f 365//365 343//343 262//262
-f 256//256 351//351 276//276
-f 305//305 244//244 304//304
-f 244//244 305//305 275//275
-f 241//241 306//306 342//342
-f 307//307 366//366 241//241
-f 241//241 366//366 308//308
-f 241//241 308//308 306//306
-f 309//309 310//310 190//190
-f 310//310 265//265 190//190
-f 314//314 311//311 315//315
-f 312//312 373//373 311//311
-f 314//314 312//312 311//311
-f 313//313 315//315 361//361
-f 314//314 315//315 313//313
-f 316//316 290//290 286//286
-f 377//377 291//291 290//290
-f 377//377 290//290 379//379
-f 316//316 379//379 290//290
-f 266//266 328//328 229//229
-f 412//412 271//271 229//229
-f 229//229 462//462 412//412
-f 229//229 328//328 462//462
-f 317//317 458//458 300//300
-f 318//318 300//300 455//455
-f 300//300 458//458 459//459
-f 300//300 459//459 455//455
-f 320//320 319//319 332//332
-f 332//332 391//391 320//320
-f 319//319 320//320 344//344
-f 345//345 344//344 320//320
-f 320//320 321//321 345//345
-f 391//391 321//321 320//320
-f 284//284 458//458 317//317
-f 403//403 458//458 284//284
-f 330//330 384//384 322//322
-f 322//322 323//323 263//263
-f 384//384 385//385 322//322
-f 322//322 385//385 323//323
-f 351//351 256//256 296//296
-f 431//431 324//324 325//325
-f 324//324 433//433 325//325
-f 274//274 353//353 356//356
-f 354//354 274//274 356//356
-f 326//326 327//327 272//272
-f 272//272 271//271 326//326
-f 265//265 402//402 266//266
-f 328//328 266//266 402//402
-f 363//363 329//329 263//263
-f 363//363 365//365 329//329
-f 330//330 293//293 384//384
-f 305//305 304//304 515//515
-f 331//331 461//461 304//304
-f 515//515 304//304 461//461
-f 304//304 301//301 331//331
-f 319//319 333//333 332//332
-f 368//368 391//391 332//332
-f 332//332 393//393 368//368
-f 395//395 332//332 333//333
-f 395//395 393//393 332//332
-f 335//335 347//347 469//469
-f 335//335 525//525 334//334
-f 335//335 469//469 492//492
-f 492//492 525//525 335//335
-f 307//307 336//336 287//287
-f 337//337 275//275 305//305
-f 275//275 337//337 447//447
-f 263//263 323//323 363//363
-f 340//340 338//338 327//327
-f 338//338 339//339 327//327
-f 327//327 326//326 340//340
-f 341//341 342//342 369//369
-f 306//306 437//437 342//342
-f 437//437 369//369 342//342
-f 288//288 343//343 371//371
-f 370//370 299//299 288//288
-f 371//371 370//370 288//288
-f 381//381 319//319 344//344
-f 431//431 344//344 345//345
-f 431//431 381//381 344//344
-f 333//333 319//319 381//381
-f 411//411 282//282 283//283
-f 346//346 387//387 282//282
-f 435//435 282//282 411//411
-f 346//346 282//282 435//435
-f 343//343 365//365 397//397
-f 371//371 343//343 397//397
-f 454//454 469//469 347//347
-f 399//399 366//366 307//307
-f 348//348 399//399 307//307
-f 287//287 348//348 307//307
-f 457//457 227//227 387//387
-f 227//227 457//457 349//349
-f 299//299 464//464 297//297
-f 370//370 420//420 299//299
-f 444//444 299//299 420//420
-f 464//464 299//299 444//444
-f 416//416 384//384 293//293
-f 416//416 293//293 350//350
-f 286//286 351//351 414//414
-f 414//414 316//316 286//286
-f 291//291 441//441 309//309
-f 309//309 441//441 310//310
-f 353//353 352//352 339//339
-f 353//353 339//339 356//356
-f 411//411 283//283 341//341
-f 354//354 350//350 355//355
-f 354//354 356//356 357//357
-f 354//354 357//357 358//358
-f 350//350 354//354 358//358
-f 375//375 245//245 373//373
-f 406//406 296//296 245//245
-f 375//375 406//406 245//245
-f 351//351 296//296 359//359
-f 359//359 414//414 351//351
-f 404//404 345//345 321//321
-f 391//391 438//438 321//321
-f 321//321 458//458 404//404
-f 321//321 438//438 458//458
-f 361//361 388//388 436//436
-f 360//360 313//313 361//361
-f 436//436 360//360 361//361
-f 287//287 297//297 362//362
-f 297//297 464//464 362//362
-f 365//365 363//363 364//364
-f 365//365 364//364 397//397
-f 366//366 399//399 308//308
-f 391//391 368//368 367//367
-f 367//367 368//368 393//393
-f 345//345 404//404 403//403
-f 403//403 431//431 345//345
-f 341//341 369//369 411//411
-f 390//390 370//370 371//371
-f 390//390 371//371 397//397
-f 333//333 381//381 442//442
-f 333//333 372//372 395//395
-f 442//442 372//372 333//333
-f 518//518 373//373 312//312
-f 373//373 374//374 375//375
-f 373//373 376//376 374//374
-f 373//373 518//518 376//376
-f 377//377 441//441 291//291
-f 296//296 406//406 359//359
-f 379//379 450//450 377//377
-f 379//379 316//316 378//378
-f 379//379 378//378 380//380
-f 450//450 379//379 380//380
-f 383//383 381//381 431//431
-f 442//442 381//381 382//382
-f 382//382 381//381 383//383
-f 384//384 417//417 385//385
-f 384//384 416//416 417//417
-f 387//387 346//346 496//496
-f 386//386 457//457 387//387
-f 387//387 496//496 506//506
-f 387//387 506//506 386//386
-f 323//323 400//400 363//363
-f 323//323 385//385 400//400
-f 446//446 436//436 388//388
-f 388//388 447//447 446//446
-f 340//340 392//392 338//338
-f 339//339 338//338 398//398
-f 398//398 338//338 392//392
-f 356//356 339//339 389//389
-f 357//357 356//356 407//407
-f 389//389 407//407 356//356
-f 392//392 370//370 390//390
-f 392//392 420//420 370//370
-f 391//391 367//367 439//439
-f 391//391 439//439 438//438
-f 503//503 306//306 308//308
-f 306//306 503//503 437//437
-f 392//392 340//340 413//413
-f 340//340 326//326 413//413
-f 364//364 363//363 407//407
-f 363//363 357//357 407//407
-f 400//400 357//357 363//363
-f 393//393 394//394 367//367
-f 393//393 395//395 394//394
-f 396//396 397//397 364//364
-f 364//364 407//407 396//396
-f 396//396 390//390 397//397
-f 392//392 390//390 398//398
-f 398//398 390//390 396//396
-f 424//424 308//308 399//399
-f 424//424 399//399 348//348
-f 398//398 389//389 339//339
-f 358//358 357//357 400//400
-f 413//413 420//420 392//392
-f 441//441 377//377 401//401
-f 377//377 450//450 401//401
-f 402//402 265//265 310//310
-f 400//400 417//417 358//358
-f 358//358 417//417 350//350
-f 403//403 404//404 458//458
-f 405//405 359//359 406//406
-f 406//406 375//375 422//422
-f 405//405 406//406 422//422
-f 389//389 396//396 407//407
-f 408//408 312//312 314//314
-f 518//518 312//312 408//408
-f 398//398 396//396 389//389
-f 451//451 411//411 369//369
-f 451//451 409//409 411//411
-f 410//410 411//411 409//409
-f 435//435 411//411 410//410
-f 417//417 400//400 385//385
-f 271//271 480//480 326//326
-f 271//271 412//412 440//440
-f 440//440 480//480 271//271
-f 434//434 413//413 326//326
-f 480//480 434//434 326//326
-f 488//488 316//316 414//414
-f 316//316 488//488 378//378
-f 502//502 367//367 394//394
-f 502//502 439//439 367//367
-f 334//334 525//525 295//295
-f 433//433 295//295 415//415
-f 415//415 295//295 525//525
-f 416//416 350//350 417//417
-f 337//337 305//305 418//418
-f 418//418 305//305 515//515
-f 420//420 413//413 419//419
-f 444//444 420//420 419//419
-f 395//395 486//486 394//394
-f 395//395 372//372 472//472
-f 395//395 472//472 486//486
-f 488//488 414//414 359//359
-f 405//405 421//421 359//359
-f 421//421 488//488 359//359
-f 314//314 313//313 360//360
-f 422//422 375//375 374//374
-f 423//423 314//314 360//360
-f 408//408 314//314 423//423
-f 308//308 424//424 425//425
-f 425//425 503//503 308//308
-f 412//412 426//426 440//440
-f 462//462 426//426 412//412
-f 463//463 462//462 328//328
-f 328//328 402//402 463//463
-f 349//349 428//428 427//427
-f 349//349 457//457 428//428
-f 325//325 429//429 431//431
-f 383//383 431//431 430//430
-f 429//429 430//430 431//431
-f 548//548 287//287 362//362
-f 362//362 464//464 432//432
-f 432//432 548//548 362//362
-f 433//433 639//639 325//325
-f 429//429 325//325 639//639
-f 413//413 434//434 419//419
-f 435//435 496//496 346//346
-f 360//360 436//436 446//446
-f 369//369 437//437 451//451
-f 438//438 526//526 458//458
-f 526//526 438//438 439//439
-f 440//440 426//426 494//494
-f 440//440 478//478 480//480
-f 576//576 440//440 494//494
-f 576//576 478//478 440//440
-f 441//441 401//401 466//466
-f 441//441 508//508 310//310
-f 466//466 508//508 441//441
-f 348//348 287//287 548//548
-f 372//372 442//442 443//443
-f 443//443 442//442 600//600
-f 382//382 532//532 442//442
-f 600//600 442//442 710//710
-f 442//442 532//532 710//710
-f 427//427 428//428 482//482
-f 427//427 482//482 481//481
-f 500//500 444//444 419//419
-f 445//445 419//419 434//434
-f 419//419 445//445 500//500
-f 448//448 447//447 337//337
-f 446//446 447//447 448//448
-f 466//466 401//401 449//449
-f 401//401 450//450 497//497
-f 401//401 497//497 449//449
-f 437//437 503//503 451//451
-f 502//502 394//394 486//486
-f 472//472 372//372 452//452
-f 452//452 372//372 443//443
-f 453//453 454//454 318//318
-f 455//455 475//475 318//318
-f 475//475 453//453 318//318
-f 402//402 310//310 508//508
-f 424//424 348//348 456//456
-f 348//348 548//548 549//549
-f 348//348 549//549 456//456
-f 454//454 468//468 469//469
-f 453//453 468//468 454//454
-f 428//428 473//473 482//482
-f 473//473 428//428 457//457
-f 597//597 433//433 415//415
-f 597//597 639//639 433//433
-f 526//526 459//459 458//458
-f 475//475 455//455 557//557
-f 557//557 455//455 459//459
-f 460//460 461//461 331//331
-f 515//515 461//461 460//460
-f 426//426 462//462 470//470
-f 470//470 462//462 463//463
-f 444//444 528//528 464//464
-f 464//464 528//528 538//538
-f 432//432 464//464 538//538
-f 463//463 402//402 508//508
-f 487//487 409//409 451//451
-f 514//514 410//410 409//409
-f 409//409 487//487 514//514
-f 465//465 466//466 449//449
-f 465//465 508//508 466//466
-f 331//331 301//301 467//467
-f 512//512 301//301 481//481
-f 467//467 301//301 512//512
-f 468//468 485//485 469//469
-f 469//469 485//485 492//492
-f 493//493 494//494 426//426
-f 426//426 470//470 504//504
-f 426//426 504//504 471//471
-f 471//471 493//493 426//426
-f 360//360 446//446 523//523
-f 360//360 523//523 423//423
-f 476//476 380//380 378//378
-f 450//450 380//380 476//476
-f 472//472 536//536 486//486
-f 472//472 452//452 536//536
-f 473//473 453//453 482//482
-f 453//453 473//473 468//468
-f 474//474 482//482 453//453
-f 453//453 475//475 474//474
-f 460//460 331//331 467//467
-f 528//528 444//444 500//500
-f 378//378 488//488 580//580
-f 378//378 580//580 476//476
-f 408//408 423//423 518//518
-f 473//473 483//483 468//468
-f 457//457 483//483 473//473
-f 480//480 477//477 434//434
-f 662//662 480//480 478//478
-f 477//477 480//480 606//606
-f 480//480 479//479 606//606
-f 662//662 479//479 480//480
-f 512//512 481//481 482//482
-f 482//482 474//474 512//512
-f 483//483 484//484 468//468
-f 484//484 485//485 468//468
-f 383//383 430//430 382//382
-f 498//498 448//448 337//337
-f 498//498 337//337 418//418
-f 486//486 558//558 502//502
-f 536//536 535//535 486//486
-f 558//558 486//486 535//535
-f 445//445 434//434 477//477
-f 529//529 451//451 503//503
-f 513//513 487//487 451//451
-f 513//513 451//451 529//529
-f 405//405 501//501 421//421
-f 501//501 488//488 421//421
-f 475//475 489//489 474//474
-f 475//475 557//557 489//489
-f 483//483 457//457 386//386
-f 551//551 374//374 376//376
-f 376//376 518//518 551//551
-f 422//422 501//501 405//405
-f 501//501 490//490 488//488
-f 490//490 580//580 488//488
-f 435//435 410//410 571//571
-f 410//410 514//514 588//588
-f 571//571 410//410 625//625
-f 410//410 588//588 625//625
-f 496//496 435//435 495//495
-f 495//495 435//435 571//571
-f 456//456 425//425 424//424
-f 450//450 541//541 497//497
-f 476//476 541//541 450//450
-f 446//446 448//448 524//524
-f 523//523 446//446 524//524
-f 474//474 521//521 512//512
-f 474//474 489//489 521//521
-f 470//470 463//463 509//509
-f 508//508 509//509 463//463
-f 492//492 485//485 491//491
-f 491//491 525//525 492//492
-f 493//493 576//576 494//494
-f 422//422 374//374 550//550
-f 550//550 374//374 551//551
-f 506//506 496//496 572//572
-f 495//495 572//572 496//496
-f 449//449 497//497 465//465
-f 524//524 448//448 553//553
-f 619//619 448//448 498//498
-f 619//619 553//553 448//448
-f 500//500 445//445 499//499
-f 528//528 500//500 573//573
-f 500//500 499//499 573//573
-f 483//483 386//386 484//484
-f 422//422 587//587 501//501
-f 559//559 422//422 550//550
-f 559//559 587//587 422//422
-f 502//502 558//558 439//439
-f 546//546 526//526 439//439
-f 546//546 439//439 558//558
-f 529//529 503//503 641//641
-f 633//633 503//503 425//425
-f 633//633 641//641 503//503
-f 504//504 470//470 567//567
-f 567//567 470//470 509//509
-f 537//537 430//430 429//429
-f 429//429 505//505 537//537
-f 505//505 429//429 614//614
-f 639//639 614//614 429//429
-f 386//386 574//574 484//484
-f 507//507 386//386 506//506
-f 574//574 386//386 507//507
-f 508//508 465//465 554//554
-f 508//508 554//554 509//509
-f 443//443 510//510 452//452
-f 510//510 443//443 600//600
-f 511//511 467//467 512//512
-f 511//511 460//460 467//467
-f 513//513 514//514 487//487
-f 484//484 574//574 485//485
-f 491//491 485//485 574//574
-f 542//542 515//515 460//460
-f 542//542 516//516 515//515
-f 418//418 515//515 516//516
-f 541//541 465//465 497//497
-f 382//382 430//430 530//530
-f 517//517 530//530 430//430
-f 517//517 430//430 537//537
-f 465//465 541//541 540//540
-f 554//554 465//465 540//540
-f 423//423 520//520 518//518
-f 551//551 518//518 519//519
-f 519//519 518//518 520//520
-f 511//511 512//512 521//521
-f 523//523 522//522 423//423
-f 523//523 524//524 552//552
-f 522//522 523//523 552//552
-f 415//415 525//525 597//597
-f 423//423 522//522 520//520
-f 526//526 557//557 459//459
-f 452//452 610//610 536//536
-f 610//610 452//452 510//510
-f 526//526 546//546 543//543
-f 526//526 543//543 557//557
-f 477//477 527//527 445//445
-f 527//527 499//499 445//445
-f 601//601 504//504 567//567
-f 504//504 601//601 471//471
-f 528//528 573//573 538//538
-f 589//589 513//513 529//529
-f 589//589 529//529 641//641
-f 382//382 530//530 534//534
-f 530//530 531//531 534//534
-f 534//534 532//532 382//382
-f 533//533 534//534 531//531
-f 532//532 534//534 533//533
-f 517//517 604//604 530//530
-f 530//530 604//604 531//531
-f 535//535 536//536 610//610
-f 605//605 517//517 537//537
-f 505//505 565//565 537//537
-f 565//565 605//605 537//537
-f 539//539 432//432 538//538
-f 538//538 573//573 539//539
-f 541//541 569//569 540//540
-f 569//569 541//541 582//582
-f 476//476 582//582 541//541
-f 542//542 460//460 545//545
-f 542//542 545//545 544//544
-f 560//560 516//516 542//542
-f 542//542 544//544 560//560
-f 597//597 525//525 491//491
-f 545//545 543//543 546//546
-f 546//546 544//544 545//545
-f 547//547 546//546 558//558
-f 544//544 546//546 547//547
-f 568//568 554//554 540//540
-f 568//568 540//540 569//569
-f 579//579 490//490 501//501
-f 501//501 587//587 579//579
-f 663//663 478//478 576//576
-f 478//478 663//663 662//662
-f 543//543 545//545 557//557
-f 521//521 545//545 460//460
-f 545//545 521//521 557//557
-f 432//432 595//595 548//548
-f 549//549 548//548 657//657
-f 595//595 657//657 548//548
-f 551//551 617//617 550//550
-f 519//519 617//617 551//551
-f 513//513 588//588 514//514
-f 552//552 524//524 553//553
-f 567//567 509//509 554//554
-f 460//460 511//511 521//521
-f 539//539 595//595 432//432
-f 517//517 605//605 604//604
-f 516//516 555//555 418//418
-f 498//498 418//418 555//555
-f 456//456 633//633 425//425
-f 629//629 456//456 549//549
-f 456//456 629//629 647//647
-f 647//647 633//633 456//456
-f 506//506 572//572 556//556
-f 556//556 507//507 506//506
-f 568//568 567//567 554//554
-f 489//489 557//557 521//521
-f 535//535 654//654 558//558
-f 654//654 547//547 558//558
-f 550//550 617//617 616//616
-f 616//616 559//559 550//550
-f 516//516 560//560 561//561
-f 555//555 516//516 561//561
-f 606//606 527//527 477//477
-f 573//573 499//499 584//584
-f 653//653 584//584 499//499
-f 499//499 527//527 562//562
-f 499//499 563//563 653//653
-f 563//563 499//499 562//562
-f 564//564 565//565 505//505
-f 564//564 505//505 614//614
-f 560//560 544//544 566//566
-f 566//566 544//544 547//547
-f 567//567 568//568 626//626
-f 569//569 570//570 568//568
-f 585//585 568//568 570//570
-f 626//626 568//568 585//585
-f 619//619 498//498 555//555
-f 495//495 571//571 572//572
-f 573//573 584//584 570//570
-f 592//592 573//573 570//570
-f 573//573 592//592 539//539
-f 574//574 613//613 491//491
-f 507//507 575//575 574//574
-f 574//574 575//575 613//613
-f 601//601 567//567 626//626
-f 556//556 572//572 571//571
-f 620//620 576//576 493//493
-f 576//576 620//620 663//663
-f 519//519 520//520 645//645
-f 520//520 522//522 577//577
-f 577//577 645//645 520//520
-f 490//490 579//579 580//580
-f 560//560 566//566 561//561
-f 578//578 476//476 580//580
-f 579//579 628//628 580//580
-f 580//580 628//628 578//578
-f 582//582 581//581 569//569
-f 476//476 581//581 582//582
-f 569//569 583//583 570//570
-f 569//569 612//612 583//583
-f 581//581 612//612 569//569
-f 570//570 584//584 585//585
-f 583//583 592//592 570//570
-f 535//535 610//610 654//654
-f 581//581 476//476 612//612
-f 476//476 578//578 612//612
-f 584//584 658//658 585//585
-f 653//653 659//659 584//584
-f 659//659 658//658 584//584
-f 617//617 519//519 645//645
-f 626//626 585//585 586//586
-f 585//585 658//658 586//586
-f 579//579 587//587 628//628
-f 553//553 619//619 552//552
-f 588//588 513//513 644//644
-f 589//589 644//644 513//513
-f 592//592 590//590 539//539
-f 595//595 539//539 590//590
-f 629//629 549//549 591//591
-f 591//591 549//549 657//657
-f 583//583 635//635 592//592
-f 590//590 592//592 635//635
-f 593//593 566//566 547//547
-f 547//547 654//654 593//593
-f 594//594 597//597 491//491
-f 594//594 491//491 613//613
-f 734//734 595//595 590//590
-f 595//595 734//734 657//657
-f 597//597 594//594 596//596
-f 630//630 597//597 596//596
-f 630//630 640//640 597//597
-f 597//597 640//640 639//639
-f 556//556 598//598 507//507
-f 575//575 507//507 598//598
-f 510//510 600//600 599//599
-f 599//599 600//600 710//710
-f 602//602 493//493 471//471
-f 471//471 601//601 602//602
-f 603//603 604//604 605//605
-f 604//604 650//650 531//531
-f 650//650 604//604 603//603
-f 565//565 608//608 605//605
-f 603//603 605//605 608//608
-f 531//531 651//651 533//533
-f 531//531 650//650 651//651
-f 552//552 637//637 522//522
-f 577//577 522//522 637//637
-f 609//609 555//555 561//561
-f 619//619 555//555 668//668
-f 555//555 609//609 668//668
-f 745//745 527//527 606//606
-f 479//479 744//744 606//606
-f 744//744 745//745 606//606
-f 607//607 565//565 564//564
-f 607//607 608//608 565//565
-f 561//561 566//566 609//609
-f 610//610 510//510 611//611
-f 611//611 654//654 610//610
-f 510//510 599//599 611//611
-f 635//635 583//583 612//612
-f 627//627 596//596 594//594
-f 627//627 594//594 613//613
-f 745//745 767//767 527//527
-f 562//562 527//527 767//767
-f 673//673 556//556 571//571
-f 598//598 556//556 673//673
-f 614//614 622//622 564//564
-f 622//622 607//607 564//564
-f 571//571 625//625 615//615
-f 571//571 615//615 673//673
-f 616//616 617//617 645//645
-f 618//618 552//552 619//619
-f 689//689 618//618 619//619
-f 619//619 668//668 689//689
-f 493//493 753//753 620//620
-f 493//493 602//602 621//621
-f 493//493 621//621 753//753
-f 618//618 637//637 552//552
-f 559//559 700//700 587//587
-f 628//628 587//587 707//707
-f 707//707 587//587 700//700
-f 614//614 639//639 721//721
-f 614//614 623//623 622//622
-f 614//614 721//721 623//623
-f 624//624 625//625 588//588
-f 588//588 644//644 648//648
-f 624//624 588//588 648//648
-f 626//626 672//672 601//601
-f 626//626 586//586 672//672
-f 593//593 609//609 566//566
-f 616//616 700//700 559//559
-f 624//624 615//615 625//625
-f 596//596 631//631 630//630
-f 627//627 631//631 596//596
-f 578//578 628//628 665//665
-f 707//707 665//665 628//628
-f 647//647 629//629 702//702
-f 629//629 591//591 702//702
-f 640//640 630//630 638//638
-f 630//630 631//631 632//632
-f 632//632 638//638 630//630
-f 641//641 633//633 701//701
-f 701//701 633//633 647//647
-f 532//532 533//533 651//651
-f 634//634 532//532 651//651
-f 634//634 782//782 532//532
-f 710//710 532//532 778//778
-f 782//782 778//778 532//532
-f 672//672 671//671 601//601
-f 601//601 682//682 602//602
-f 671//671 682//682 601//601
-f 590//590 635//635 636//636
-f 756//756 590//590 636//636
-f 734//734 590//590 756//756
-f 620//620 676//676 663//663
-f 753//753 676//676 620//620
-f 646//646 645//645 577//577
-f 646//646 577//577 637//637
-f 697//697 640//640 638//638
-f 639//639 640//640 697//697
-f 618//618 690//690 637//637
-f 618//618 689//689 690//690
-f 641//641 642//642 589//589
-f 642//642 641//641 701//701
-f 589//589 643//643 644//644
-f 589//589 642//642 643//643
-f 578//578 665//665 612//612
-f 699//699 632//632 631//631
-f 627//627 699//699 631//631
-f 645//645 646//646 616//616
-f 701//701 647//647 702//702
-f 643//643 691//691 644//644
-f 648//648 644//644 691//691
-f 638//638 632//632 669//669
-f 649//649 638//638 669//669
-f 638//638 649//649 736//736
-f 698//698 697//697 638//638
-f 638//638 736//736 793//793
-f 638//638 889//889 698//698
-f 638//638 793//793 844//844
-f 844//844 889//889 638//638
-f 650//650 603//603 686//686
-f 651//651 650//650 660//660
-f 650//650 686//686 660//660
-f 681//681 639//639 678//678
-f 697//697 678//678 639//639
-f 681//681 721//721 639//639
-f 612//612 664//664 635//635
-f 664//664 636//636 635//635
-f 608//608 703//703 603//603
-f 703//703 686//686 603//603
-f 653//653 652//652 659//659
-f 653//653 820//820 652//652
-f 653//653 563//563 820//820
-f 593//593 654//654 655//655
-f 611//611 655//655 654//654
-f 696//696 608//608 607//607
-f 696//696 703//703 608//608
-f 622//622 715//715 607//607
-f 623//623 715//715 622//622
-f 616//616 646//646 706//706
-f 700//700 616//616 706//706
-f 661//661 613//613 575//575
-f 656//656 575//575 598//598
-f 656//656 661//661 575//575
-f 657//657 738//738 591//591
-f 734//734 738//738 657//657
-f 479//479 662//662 786//786
-f 744//744 479//479 786//786
-f 586//586 658//658 659//659
-f 660//660 634//634 651//651
-f 627//627 613//613 680//680
-f 661//661 680//680 613//613
-f 786//786 662//662 663//663
-f 665//665 664//664 612//612
-f 664//664 665//665 722//722
-f 707//707 728//728 665//665
-f 728//728 722//722 665//665
-f 696//696 607//607 715//715
-f 669//669 632//632 743//743
-f 699//699 666//666 632//632
-f 743//743 632//632 666//666
-f 609//609 667//667 668//668
-f 712//712 689//689 668//668
-f 741//741 668//668 667//667
-f 712//712 668//668 741//741
-f 670//670 649//649 669//669
-f 743//743 670//670 669//669
-f 781//781 672//672 586//586
-f 683//683 671//671 672//672
-f 683//683 672//672 781//781
-f 673//673 615//615 716//716
-f 673//673 695//695 598//598
-f 673//673 716//716 695//695
-f 716//716 615//615 624//624
-f 598//598 695//695 656//656
-f 667//667 609//609 593//593
-f 699//699 627//627 680//680
-f 593//593 674//674 667//667
-f 674//674 593//593 655//655
-f 636//636 664//664 722//722
-f 722//722 757//757 636//636
-f 636//636 757//757 756//756
-f 611//611 599//599 675//675
-f 655//655 611//611 675//675
-f 676//676 784//784 663//663
-f 786//786 663//663 784//784
-f 586//586 659//659 677//677
-f 586//586 677//677 781//781
-f 649//649 670//670 736//736
-f 678//678 708//708 681//681
-f 739//739 678//678 697//697
-f 678//678 739//739 708//708
-f 637//637 679//679 646//646
-f 637//637 690//690 679//679
-f 660//660 686//686 687//687
-f 660//660 687//687 634//634
-f 682//682 621//621 602//602
-f 680//680 730//730 699//699
-f 748//748 680//680 661//661
-f 680//680 748//748 730//730
-f 708//708 733//733 681//681
-f 733//733 721//721 681//681
-f 828//828 682//682 671//671
-f 684//684 671//671 683//683
-f 685//685 671//671 684//684
-f 828//828 671//671 685//685
-f 720//720 686//686 703//703
-f 687//687 686//686 720//720
-f 643//643 642//642 688//688
-f 691//691 643//643 794//794
-f 794//794 643//643 688//688
-f 689//689 712//712 690//690
-f 624//624 648//648 766//766
-f 648//648 691//691 692//692
-f 766//766 648//648 692//692
-f 634//634 687//687 782//782
-f 716//716 624//624 693//693
-f 693//693 624//624 766//766
-f 706//706 646//646 694//694
-f 725//725 646//646 679//679
-f 646//646 725//725 694//694
-f 642//642 701//701 732//732
-f 642//642 732//732 688//688
-f 656//656 695//695 780//780
-f 716//716 718//718 695//695
-f 718//718 780//780 695//695
-f 696//696 704//704 703//703
-f 704//704 696//696 715//715
-f 739//739 697//697 759//759
-f 697//697 698//698 759//759
-f 666//666 699//699 730//730
-f 700//700 706//706 705//705
-f 746//746 707//707 700//700
-f 700//700 705//705 746//746
-f 656//656 809//809 661//661
-f 809//809 748//748 661//661
-f 702//702 591//591 770//770
-f 702//702 796//796 701//701
-f 770//770 796//796 702//702
-f 760//760 720//720 703//703
-f 704//704 760//760 703//703
-f 747//747 705//705 706//706
-f 747//747 706//706 694//694
-f 656//656 780//780 809//809
-f 812//812 728//728 707//707
-f 812//812 707//707 746//746
-f 723//723 733//733 708//708
-f 739//739 723//723 708//708
-f 599//599 710//710 797//797
-f 776//776 710//710 778//778
-f 797//797 710//710 711//711
-f 853//853 710//710 776//776
-f 709//709 710//710 853//853
-f 709//709 711//711 710//710
-f 738//738 770//770 591//591
-f 690//690 712//712 679//679
-f 599//599 750//750 675//675
-f 799//799 750//750 599//599
-f 799//799 599//599 797//797
-f 667//667 674//674 713//713
-f 741//741 667//667 713//713
-f 714//714 655//655 675//675
-f 714//714 675//675 750//750
-f 655//655 752//752 674//674
-f 752//752 655//655 714//714
-f 715//715 623//623 755//755
-f 755//755 704//704 715//715
-f 717//717 716//716 693//693
-f 716//716 717//717 718//718
-f 713//713 674//674 719//719
-f 752//752 719//719 674//674
-f 720//720 754//754 687//687
-f 754//754 720//720 760//760
-f 782//782 687//687 754//754
-f 623//623 721//721 731//731
-f 733//733 763//763 721//721
-f 731//731 721//721 763//763
-f 728//728 861//861 722//722
-f 757//757 722//722 861//861
-f 652//652 677//677 659//659
-f 772//772 733//733 723//723
-f 739//739 772//772 723//723
-f 725//725 679//679 724//724
-f 724//724 694//694 725//725
-f 726//726 728//728 812//812
-f 726//726 727//727 728//728
-f 727//727 861//861 728//728
-f 743//743 666//666 729//729
-f 666//666 730//730 729//729
-f 712//712 724//724 679//679
-f 762//762 623//623 731//731
-f 762//762 787//787 623//623
-f 755//755 623//623 787//787
-f 682//682 828//828 621//621
-f 796//796 732//732 701//701
-f 764//764 763//763 733//733
-f 764//764 733//733 772//772
-f 734//734 816//816 738//738
-f 756//756 850//850 734//734
-f 850//850 816//816 734//734
-f 731//731 763//763 762//762
-f 803//803 683//683 781//781
-f 684//684 683//683 735//735
-f 683//683 803//803 735//735
-f 736//736 670//670 792//792
-f 736//736 792//792 793//793
-f 737//737 770//770 738//738
-f 737//737 738//738 816//816
-f 692//692 691//691 789//789
-f 789//789 691//691 794//794
-f 759//759 740//740 739//739
-f 772//772 739//739 740//740
-f 712//712 741//741 742//742
-f 712//712 742//742 840//840
-f 712//712 840//840 724//724
-f 761//761 670//670 743//743
-f 761//761 743//743 729//729
-f 744//744 767//767 745//745
-f 705//705 838//838 746//746
-f 747//747 832//832 705//705
-f 847//847 705//705 832//832
-f 847//847 838//838 705//705
-f 730//730 748//748 809//809
-f 749//749 742//742 741//741
-f 749//749 741//741 713//713
-f 750//750 751//751 714//714
-f 751//751 752//752 714//714
-f 676//676 753//753 758//758
-f 621//621 758//758 753//753
-f 754//754 760//760 755//755
-f 754//754 755//755 782//782
-f 756//756 757//757 849//849
-f 850//850 756//756 849//849
-f 891//891 784//784 676//676
-f 676//676 758//758 891//891
-f 838//838 812//812 746//746
-f 698//698 815//815 759//759
-f 759//759 815//815 740//740
-f 694//694 802//802 747//747
-f 821//821 802//802 694//694
-f 694//694 724//724 821//821
-f 755//755 760//760 704//704
-f 766//766 692//692 789//789
-f 670//670 791//791 792//792
-f 791//791 670//670 761//761
-f 749//749 840//840 742//742
-f 814//814 762//762 763//763
-f 765//765 763//763 764//764
-f 814//814 763//763 765//765
-f 693//693 774//774 717//717
-f 717//717 811//811 718//718
-f 774//774 819//819 717//717
-f 811//811 717//717 819//819
-f 693//693 766//766 774//774
-f 826//826 762//762 814//814
-f 787//787 762//762 826//826
-f 563//563 562//562 933//933
-f 767//767 932//932 562//562
-f 562//562 932//932 933//933
-f 786//786 768//768 744//744
-f 744//744 768//768 769//769
-f 744//744 769//769 767//767
-f 770//770 771//771 796//796
-f 771//771 770//770 737//737
-f 764//764 772//772 773//773
-f 773//773 772//772 740//740
-f 774//774 766//766 789//789
-f 782//782 775//775 778//778
-f 775//775 827//827 778//778
-f 777//777 776//776 778//778
-f 827//827 777//777 778//778
-f 799//799 798//798 750//750
-f 750//750 818//818 751//751
-f 798//798 818//818 750//750
-f 747//747 802//802 779//779
-f 747//747 779//779 832//832
-f 780//780 718//718 810//810
-f 811//811 810//810 718//718
-f 677//677 652//652 804//804
-f 677//677 804//804 781//781
-f 810//810 809//809 780//780
-f 755//755 801//801 782//782
-f 782//782 801//801 775//775
-f 765//765 764//764 773//773
-f 732//732 783//783 688//688
-f 732//732 796//796 795//795
-f 732//732 795//795 909//909
-f 909//909 783//783 732//732
-f 768//768 786//786 785//785
-f 784//784 785//785 786//786
-f 861//861 849//849 757//757
-f 787//787 825//825 755//755
-f 825//825 801//801 755//755
-f 749//749 713//713 788//788
-f 713//713 719//719 788//788
-f 789//789 833//833 774//774
-f 819//819 774//774 790//790
-f 774//774 833//833 790//790
-f 652//652 820//820 804//804
-f 791//791 845//845 792//792
-f 792//792 845//845 793//793
-f 885//885 794//794 688//688
-f 688//688 783//783 885//885
-f 795//795 796//796 771//771
-f 799//799 797//797 843//843
-f 798//798 799//799 843//843
-f 833//833 789//789 813//813
-f 789//789 800//800 813//813
-f 800//800 789//789 794//794
-f 858//858 827//827 775//775
-f 775//775 801//801 868//868
-f 775//775 868//868 858//858
-f 802//802 863//863 779//779
-f 862//862 802//802 821//821
-f 862//862 863//863 802//802
-f 883//883 685//685 684//684
-f 685//685 935//935 828//828
-f 883//883 935//935 685//685
-f 803//803 781//781 804//804
-f 815//815 698//698 805//805
-f 805//805 698//698 806//806
-f 806//806 698//698 889//889
-f 807//807 730//730 809//809
-f 729//729 730//730 807//807
-f 768//768 808//808 769//769
-f 768//768 785//785 808//808
-f 807//807 809//809 810//810
-f 811//811 835//835 810//810
-f 835//835 811//811 819//819
-f 812//812 838//838 726//726
-f 833//833 813//813 869//869
-f 869//869 813//813 800//800
-f 829//829 814//814 765//765
-f 829//829 826//826 814//814
-f 773//773 740//740 830//830
-f 815//815 867//867 740//740
-f 867//867 866//866 740//740
-f 866//866 830//830 740//740
-f 807//807 810//810 835//835
-f 737//737 816//816 915//915
-f 915//915 771//771 737//737
-f 817//817 784//784 891//891
-f 784//784 817//817 785//785
-f 826//826 825//825 787//787
-f 829//829 765//765 773//773
-f 752//752 751//751 818//818
-f 752//752 874//874 719//719
-f 752//752 818//818 874//874
-f 819//819 836//836 835//835
-f 790//790 854//854 819//819
-f 836//836 819//819 854//854
-f 820//820 563//563 923//923
-f 943//943 563//563 933//933
-f 923//923 563//563 943//943
-f 821//821 724//724 840//840
-f 823//823 684//684 735//735
-f 883//883 684//684 822//822
-f 684//684 1012//1012 822//822
-f 823//823 1012//1012 684//684
-f 843//843 797//797 824//824
-f 711//711 824//824 797//797
-f 820//820 923//923 804//804
-f 777//777 853//853 776//776
-f 829//829 825//825 826//826
-f 858//858 777//777 827//827
-f 837//837 621//621 828//828
-f 621//621 837//837 758//758
-f 906//906 791//791 761//761
-f 906//906 761//761 729//729
-f 773//773 878//878 829//829
-f 830//830 878//878 773//773
-f 831//831 832//832 779//779
-f 831//831 779//779 863//863
-f 805//805 867//867 815//815
-f 790//790 833//833 856//856
-f 833//833 860//860 856//856
-f 833//833 869//869 834//834
-f 833//833 834//834 860//860
-f 807//807 835//835 729//729
-f 835//835 876//876 729//729
-f 836//836 876//876 835//835
-f 825//825 868//868 801//801
-f 868//868 825//825 829//829
-f 935//935 837//837 828//828
-f 727//727 726//726 902//902
-f 838//838 903//903 726//726
-f 903//903 902//902 726//726
-f 915//915 816//816 850//850
-f 839//839 840//840 749//749
-f 840//840 841//841 821//821
-f 840//840 839//839 841//841
-f 906//906 951//951 791//791
-f 950//950 845//845 791//791
-f 791//791 951//951 950//950
-f 749//749 788//788 839//839
-f 842//842 843//843 824//824
-f 842//842 920//920 843//843
-f 843//843 920//920 798//798
-f 844//844 793//793 845//845
-f 719//719 874//874 788//788
-f 932//932 767//767 769//769
-f 862//862 821//821 864//864
-f 821//821 841//841 846//846
-f 821//821 921//921 864//864
-f 846//846 921//921 821//821
-f 848//848 847//847 832//832
-f 848//848 832//832 831//831
-f 849//849 908//908 850//850
-f 851//851 850//850 908//908
-f 851//851 852//852 850//850
-f 915//915 850//850 852//852
-f 709//709 853//853 898//898
-f 898//898 853//853 777//777
-f 854//854 790//790 855//855
-f 836//836 854//854 855//855
-f 856//856 897//897 790//790
-f 855//855 790//790 897//897
-f 861//861 908//908 849//849
-f 857//857 800//800 794//794
-f 869//869 800//800 870//870
-f 800//800 857//857 870//870
-f 711//711 709//709 880//880
-f 880//880 709//709 898//898
-f 858//858 896//896 777//777
-f 777//777 896//896 898//898
-f 803//803 977//977 735//735
-f 977//977 823//823 735//735
-f 859//859 897//897 856//856
-f 930//930 856//856 860//860
-f 856//856 930//930 859//859
-f 887//887 794//794 885//885
-f 887//887 857//857 794//794
-f 900//900 861//861 727//727
-f 727//727 902//902 900//900
-f 729//729 876//876 906//906
-f 862//862 894//894 863//863
-f 862//862 864//864 894//894
-f 861//861 900//900 908//908
-f 805//805 928//928 867//867
-f 928//928 865//865 867//867
-f 866//866 867//867 865//865
-f 868//868 878//878 858//858
-f 947//947 896//896 858//858
-f 978//978 947//947 858//858
-f 858//858 878//878 877//877
-f 978//978 858//858 877//877
-f 834//834 869//869 913//913
-f 869//869 870//870 913//913
-f 771//771 926//926 795//795
-f 915//915 871//871 771//771
-f 771//771 871//871 926//926
-f 910//910 841//841 839//839
-f 841//841 910//910 846//846
-f 839//839 788//788 872//872
-f 910//910 839//839 872//872
-f 824//824 873//873 842//842
-f 881//881 824//824 711//711
-f 873//873 824//824 881//881
-f 878//878 868//868 829//829
-f 788//788 874//874 872//872
-f 838//838 847//847 917//917
-f 917//917 847//847 848//848
-f 818//818 875//875 874//874
-f 872//872 874//874 875//875
-f 818//818 798//798 875//875
-f 834//834 913//913 953//953
-f 860//860 834//834 953//953
-f 836//836 879//879 876//876
-f 906//906 876//876 879//879
-f 909//909 795//795 965//965
-f 965//965 795//795 926//926
-f 877//877 878//878 830//830
-f 877//877 830//830 985//985
-f 866//866 985//985 830//830
-f 941//941 920//920 842//842
-f 941//941 842//842 873//873
-f 879//879 836//836 855//855
-f 711//711 880//880 949//949
-f 711//711 981//981 881//881
-f 949//949 998//998 711//711
-f 1042//1042 981//981 711//711
-f 711//711 998//998 1042//1042
-f 883//883 882//882 935//935
-f 822//822 882//882 883//883
-f 886//886 885//885 783//783
-f 909//909 884//884 783//783
-f 884//884 886//886 783//783
-f 875//875 798//798 920//920
-f 885//885 886//886 887//887
-f 888//888 844//844 845//845
-f 888//888 890//890 844//844
-f 844//844 1129//1129 889//889
-f 1129//1129 844//844 890//890
-f 891//891 758//758 914//914
-f 817//817 891//891 892//892
-f 891//891 914//914 892//892
-f 893//893 932//932 769//769
-f 769//769 808//808 893//893
-f 959//959 851//851 908//908
-f 958//958 852//852 851//851
-f 959//959 958//958 851//851
-f 895//895 831//831 863//863
-f 863//863 894//894 895//895
-f 912//912 913//913 870//870
-f 870//870 857//857 912//912
-f 896//896 947//947 898//898
-f 785//785 817//817 938//938
-f 938//938 808//808 785//785
-f 895//895 848//848 831//831
-f 904//904 855//855 897//897
-f 904//904 879//879 855//855
-f 880//880 898//898 899//899
-f 947//947 899//899 898//898
-f 977//977 803//803 804//804
-f 903//903 838//838 917//917
-f 901//901 900//900 902//902
-f 901//901 902//902 903//903
-f 904//904 897//897 859//859
-f 879//879 905//905 906//906
-f 904//904 905//905 879//879
-f 921//921 894//894 864//864
-f 848//848 895//895 961//961
-f 924//924 917//917 848//848
-f 961//961 924//924 848//848
-f 905//905 951//951 906//906
-f 964//964 908//908 900//900
-f 907//907 908//908 964//964
-f 907//907 959//959 908//908
-f 965//965 884//884 909//909
-f 963//963 921//921 846//846
-f 911//911 846//846 910//910
-f 963//963 846//846 911//911
-f 886//886 857//857 887//887
-f 912//912 953//953 913//913
-f 758//758 837//837 914//914
-f 992//992 964//964 900//900
-f 992//992 900//900 901//901
-f 915//915 852//852 871//871
-f 916//916 903//903 917//917
-f 916//916 901//901 903//903
-f 950//950 918//918 845//845
-f 845//845 918//918 888//888
-f 912//912 857//857 919//919
-f 919//919 857//857 886//886
-f 875//875 920//920 940//940
-f 920//920 941//941 940//940
-f 955//955 872//872 875//875
-f 957//957 910//910 872//872
-f 957//957 872//872 955//955
-f 921//921 922//922 894//894
-f 921//921 963//963 922//922
-f 949//949 880//880 899//899
-f 960//960 817//817 892//892
-f 976//976 938//938 817//817
-f 1019//1019 817//817 960//960
-f 1019//1019 976//976 817//817
-f 894//894 961//961 895//895
-f 940//940 955//955 875//875
-f 923//923 943//943 804//804
-f 804//804 943//943 977//977
-f 917//917 924//924 916//916
-f 926//926 871//871 925//925
-f 871//871 852//852 925//925
-f 965//965 926//926 927//927
-f 973//973 927//927 926//926
-f 926//926 925//925 973//973
-f 873//873 942//942 941//941
-f 942//942 873//873 881//881
-f 969//969 914//914 837//837
-f 934//934 837//837 935//935
-f 934//934 969//969 837//837
-f 928//928 805//805 1106//1106
-f 1106//1106 865//865 928//928
-f 860//860 929//929 930//930
-f 930//930 989//989 859//859
-f 929//929 989//989 930//930
-f 953//953 931//931 860//860
-f 931//931 988//988 860//860
-f 988//988 929//929 860//860
-f 957//957 911//911 910//910
-f 806//806 1106//1106 805//805
-f 932//932 944//944 933//933
-f 944//944 932//932 893//893
-f 892//892 914//914 969//969
-f 934//934 935//935 882//882
-f 986//986 904//904 859//859
-f 986//986 859//859 936//936
-f 936//936 859//859 989//989
-f 808//808 937//937 893//893
-f 938//938 939//939 808//808
-f 937//937 808//808 939//939
-f 904//904 986//986 905//905
-f 940//940 941//941 982//982
-f 982//982 941//941 942//942
-f 1022//1022 943//943 933//933
-f 944//944 1022//1022 933//933
-f 1005//1005 953//953 912//912
-f 912//912 946//946 1005//1005
-f 912//912 919//919 945//945
-f 912//912 945//945 946//946
-f 894//894 980//980 961//961
-f 894//894 922//922 980//980
-f 947//947 948//948 899//899
-f 948//948 949//949 899//899
-f 951//951 1009//1009 950//950
-f 951//951 905//905 986//986
-f 951//951 986//986 1011//1011
-f 951//951 1011//1011 1009//1009
-f 947//947 952//952 948//948
-f 952//952 947//947 978//978
-f 953//953 954//954 931//931
-f 954//954 953//953 1005//1005
-f 1009//1009 918//918 950//950
-f 881//881 981//981 942//942
-f 955//955 940//940 956//956
-f 982//982 956//956 940//940
-f 911//911 957//957 996//996
-f 996//996 957//957 955//955
-f 852//852 958//958 1047//1047
-f 958//958 959//959 1047//1047
-f 892//892 969//969 970//970
-f 892//892 970//970 960//960
-f 924//924 961//961 962//962
-f 961//961 980//980 1001//1001
-f 961//961 1001//1001 962//962
-f 882//882 971//971 934//934
-f 822//822 971//971 882//882
-f 963//963 911//911 987//987
-f 996//996 987//987 911//911
-f 948//948 998//998 949//949
-f 937//937 944//944 893//893
-f 963//963 987//987 999//999
-f 922//922 963//963 999//999
-f 964//964 992//992 991//991
-f 907//907 964//964 991//991
-f 966//966 965//965 927//927
-f 884//884 965//965 966//966
-f 988//988 931//931 967//967
-f 967//967 931//931 954//954
-f 976//976 939//939 938//938
-f 968//968 977//977 943//943
-f 968//968 943//943 1022//1022
-f 934//934 1010//1010 969//969
-f 970//970 969//969 1010//1010
-f 1019//1019 960//960 970//970
-f 934//934 971//971 1010//1010
-f 916//916 924//924 1028//1028
-f 916//916 1028//1028 901//901
-f 924//924 962//962 1007//1007
-f 1007//1007 972//972 924//924
-f 972//972 1028//1028 924//924
-f 966//966 927//927 1097//1097
-f 973//973 1097//1097 927//927
-f 997//997 955//955 956//956
-f 997//997 996//996 955//955
-f 884//884 994//994 886//886
-f 886//886 994//994 974//974
-f 886//886 974//974 919//919
-f 948//948 975//975 998//998
-f 948//948 952//952 975//975
-f 937//937 939//939 1043//1043
-f 939//939 976//976 1043//1043
-f 977//977 968//968 823//823
-f 877//877 979//979 978//978
-f 952//952 978//978 1033//1033
-f 979//979 1050//1050 978//978
-f 1033//1033 978//978 1050//1050
-f 1001//1001 980//980 922//922
-f 956//956 982//982 1024//1024
-f 956//956 1024//1024 997//997
-f 942//942 981//981 1053//1053
-f 981//981 1042//1042 1053//1053
-f 971//971 822//822 1012//1012
-f 1006//1006 944//944 937//937
-f 1006//1006 1022//1022 944//944
-f 942//942 984//984 982//982
-f 1053//1053 983//983 942//942
-f 942//942 983//983 984//984
-f 985//985 1102//1102 877//877
-f 979//979 877//877 1102//1102
-f 1011//1011 986//986 1016//1016
-f 936//936 1017//1017 986//986
-f 1016//1016 986//986 1017//1017
-f 1026//1026 987//987 996//996
-f 999//999 987//987 1000//1000
-f 1026//1026 1025//1025 987//987
-f 987//987 1025//1025 1000//1000
-f 1078//1078 929//929 988//988
-f 967//967 1078//1078 988//988
-f 929//929 1014//1014 989//989
-f 1051//1051 936//936 989//989
-f 1014//1014 1051//1051 989//989
-f 925//925 852//852 990//990
-f 1047//1047 990//990 852//852
-f 991//991 992//992 901//901
-f 985//985 866//866 865//865
-f 959//959 907//907 1031//1031
-f 993//993 1047//1047 959//959
-f 1031//1031 993//993 959//959
-f 994//994 884//884 995//995
-f 884//884 966//966 1046//1046
-f 884//884 1045//1045 995//995
-f 884//884 1046//1046 1045//1045
-f 996//996 1035//1035 1026//1026
-f 997//997 1030//1030 996//996
-f 996//996 1030//1030 1035//1035
-f 970//970 1010//1010 1020//1020
-f 1020//1020 1019//1019 970//970
-f 975//975 1032//1032 998//998
-f 998//998 1032//1032 1042//1042
-f 975//975 952//952 1033//1033
-f 922//922 999//999 1000//1000
-f 1000//1000 1058//1058 922//922
-f 1002//1002 1001//1001 922//922
-f 1002//1002 922//922 1003//1003
-f 922//922 1058//1058 1003//1003
-f 954//954 1005//1005 1004//1004
-f 946//946 1004//1004 1005//1005
-f 990//990 973//973 925//925
-f 954//954 1004//1004 967//967
-f 974//974 994//994 995//995
-f 1006//1006 937//937 1043//1043
-f 962//962 1013//1013 1007//1007
-f 1008//1008 972//972 1007//1007
-f 1013//1013 1084//1084 1007//1007
-f 1008//1008 1007//1007 1084//1084
-f 1082//1082 945//945 919//919
-f 974//974 1082//1082 919//919
-f 1011//1011 1072//1072 1009//1009
-f 918//918 1009//1009 1071//1071
-f 1009//1009 1072//1072 1071//1071
-f 1020//1020 1010//1010 971//971
-f 1016//1016 1072//1072 1011//1011
-f 823//823 1021//1021 1012//1012
-f 1021//1021 823//823 968//968
-f 1013//1013 962//962 1001//1001
-f 1078//1078 1014//1014 929//929
-f 1021//1021 971//971 1012//1012
-f 1028//1028 1015//1015 901//901
-f 991//991 901//901 1090//1090
-f 1090//1090 901//901 1015//1015
-f 1017//1017 936//936 1048//1048
-f 1016//1016 1017//1017 1018//1018
-f 1048//1048 1018//1018 1017//1017
-f 976//976 1019//1019 1038//1038
-f 1038//1038 1019//1019 1020//1020
-f 1021//1021 968//968 1022//1022
-f 1023//1023 946//946 945//945
-f 1103//1103 1004//1004 946//946
-f 946//946 1104//1104 1103//1103
-f 1023//1023 1104//1104 946//946
-f 1051//1051 1048//1048 936//936
-f 1021//1021 1022//1022 1006//1006
-f 1069//1069 1024//1024 982//982
-f 997//997 1024//1024 1062//1062
-f 1024//1024 1112//1112 1062//1062
-f 1069//1069 1112//1112 1024//1024
-f 1043//1043 976//976 1038//1038
-f 984//984 1069//1069 982//982
-f 1025//1025 1026//1026 1035//1035
-f 1028//1028 972//972 1044//1044
-f 1027//1027 1015//1015 1028//1028
-f 1027//1027 1028//1028 1044//1044
-f 997//997 1062//1062 1030//1030
-f 1030//1030 1029//1029 1035//1035
-f 1030//1030 1062//1062 1029//1029
-f 1076//1076 1046//1046 966//966
-f 966//966 1097//1097 1076//1076
-f 991//991 1067//1067 907//907
-f 1067//1067 1031//1031 907//907
-f 995//995 1045//1045 974//974
-f 1032//1032 975//975 1080//1080
-f 1033//1033 1080//1080 975//975
-f 971//971 1034//1034 1020//1020
-f 1034//1034 971//971 1021//1021
-f 1000//1000 1025//1025 1066//1066
-f 1088//1088 1025//1025 1035//1035
-f 1025//1025 1088//1088 1066//1066
-f 1004//1004 1077//1077 967//967
-f 967//967 1077//1077 1078//1078
-f 888//888 918//918 1036//1036
-f 918//918 1071//1071 1036//1036
-f 1093//1093 1016//1016 1018//1018
-f 1093//1093 1072//1072 1016//1016
-f 1037//1037 1102//1102 985//985
-f 985//985 865//865 1037//1037
-f 1039//1039 1038//1038 1020//1020
-f 1020//1020 1034//1034 1039//1039
-f 1006//1006 1034//1034 1021//1021
-f 1032//1032 1080//1080 1042//1042
-f 1082//1082 1023//1023 945//945
-f 1102//1102 1040//1040 979//979
-f 979//979 1040//1040 1121//1121
-f 1121//1121 1050//1050 979//979
-f 1053//1053 1042//1042 1041//1041
-f 1042//1042 1080//1080 1081//1081
-f 1042//1042 1081//1081 1109//1109
-f 1109//1109 1207//1207 1042//1042
-f 1267//1267 1041//1041 1042//1042
-f 1207//1207 1267//1267 1042//1042
-f 1043//1043 1038//1038 1039//1039
-f 972//972 1064//1064 1044//1044
-f 1064//1064 972//972 1008//1008
-f 1074//1074 974//974 1045//1045
-f 1046//1046 1074//1074 1045//1045
-f 1018//1018 1048//1048 1095//1095
-f 1093//1093 1018//1018 1095//1095
-f 1047//1047 993//993 1136//1136
-f 990//990 1047//1047 1136//1136
-f 1039//1039 1006//1006 1043//1043
-f 1048//1048 1051//1051 1049//1049
-f 1095//1095 1048//1048 1049//1049
-f 1036//1036 890//890 888//888
-f 1039//1039 1034//1034 1006//1006
-f 1000//1000 1066//1066 1058//1058
-f 1096//1096 1080//1080 1033//1033
-f 1033//1033 1050//1050 1096//1096
-f 1001//1001 1002//1002 1099//1099
-f 1084//1084 1013//1013 1001//1001
-f 1001//1001 1099//1099 1084//1084
-f 1051//1051 1014//1014 1119//1119
-f 1014//1014 1078//1078 1119//1119
-f 1003//1003 1099//1099 1002//1002
-f 1049//1049 1051//1051 1079//1079
-f 1119//1119 1052//1052 1051//1051
-f 1052//1052 1079//1079 1051//1051
-f 1103//1103 1077//1077 1004//1004
-f 1098//1098 973//973 990//990
-f 1098//1098 1097//1097 973//973
-f 983//983 1053//1053 1041//1041
-f 1074//1074 1082//1082 974//974
-f 1055//1055 1035//1035 1029//1029
-f 1088//1088 1035//1035 1056//1056
-f 1054//1054 1035//1035 1055//1055
-f 1035//1035 1054//1054 1056//1056
-f 1092//1092 1067//1067 991//991
-f 991//991 1090//1090 1092//1092
-f 1057//1057 993//993 1031//1031
-f 1136//1136 993//993 1057//1057
-f 1058//1058 1066//1066 1059//1059
-f 1061//1061 1058//1058 1059//1059
-f 1060//1060 1003//1003 1058//1058
-f 1058//1058 1061//1061 1087//1087
-f 1087//1087 1060//1060 1058//1058
-f 1015//1015 1091//1091 1090//1090
-f 1015//1015 1027//1027 1091//1091
-f 1062//1062 1063//1063 1029//1029
-f 1063//1063 1055//1055 1029//1029
-f 1044//1044 1064//1064 1111//1111
-f 1027//1027 1044//1044 1065//1065
-f 1065//1065 1044//1044 1111//1111
-f 1059//1059 1066//1066 1116//1116
-f 1116//1116 1066//1066 1088//1088
-f 1086//1086 1031//1031 1067//1067
-f 1067//1067 1092//1092 1086//1086
-f 1068//1068 1069//1069 984//984
-f 1070//1070 984//984 983//983
-f 1068//1068 984//984 1176//1176
-f 984//984 1070//1070 1176//1176
-f 1098//1098 990//990 1127//1127
-f 1136//1136 1127//1127 990//990
-f 1071//1071 1072//1072 1073//1073
-f 1073//1073 1072//1072 1093//1093
-f 1062//1062 1134//1134 1063//1063
-f 1134//1134 1062//1062 1112//1112
-f 1075//1075 1046//1046 1076//1076
-f 1114//1114 1074//1074 1046//1046
-f 1075//1075 1115//1115 1046//1046
-f 1114//1114 1046//1046 1115//1115
-f 1116//1116 1061//1061 1059//1059
-f 1003//1003 1060//1060 1099//1099
-f 1097//1097 1075//1075 1076//1076
-f 1078//1078 1077//1077 1130//1130
-f 1130//1130 1119//1119 1078//1078
-f 1095//1095 1049//1049 1079//1079
-f 1080//1080 1096//1096 1105//1105
-f 1080//1080 1105//1105 1081//1081
-f 1023//1023 1082//1082 1083//1083
-f 1074//1074 1083//1083 1082//1082
-f 1008//1008 1084//1084 1085//1085
-f 1064//1064 1008//1008 1165//1165
-f 1085//1085 1165//1165 1008//1008
-f 1057//1057 1031//1031 1086//1086
-f 1116//1116 1160//1160 1061//1061
-f 1061//1061 1160//1160 1087//1087
-f 1088//1088 1056//1056 1132//1132
-f 1089//1089 1116//1116 1088//1088
-f 1132//1132 1089//1089 1088//1088
-f 1090//1090 1091//1091 1092//1092
-f 1073//1073 1093//1093 1095//1095
-f 1079//1079 1120//1120 1095//1095
-f 1095//1095 1094//1094 1073//1073
-f 1094//1094 1095//1095 1120//1120
-f 1050//1050 1105//1105 1096//1096
-f 1063//1063 1054//1054 1055//1055
-f 1189//1189 1097//1097 1098//1098
-f 1108//1108 1075//1075 1097//1097
-f 1097//1097 1189//1189 1108//1108
-f 1099//1099 1085//1085 1084//1084
-f 1071//1071 1073//1073 1100//1100
-f 1071//1071 1154//1154 1036//1036
-f 1100//1100 1154//1154 1071//1071
-f 1040//1040 1102//1102 1101//1101
-f 1123//1123 1121//1121 1040//1040
-f 1040//1040 1101//1101 1123//1123
-f 1124//1124 1101//1101 1102//1102
-f 1125//1125 1124//1124 1102//1102
-f 1102//1102 1037//1037 1125//1125
-f 1134//1134 1054//1054 1063//1063
-f 1149//1149 1103//1103 1104//1104
-f 1077//1077 1103//1103 1149//1149
-f 1104//1104 1023//1023 1157//1157
-f 1149//1149 1104//1104 1157//1157
-f 1064//1064 1155//1155 1111//1111
-f 1155//1155 1064//1064 1165//1165
-f 1189//1189 1098//1098 1127//1127
-f 1105//1105 1050//1050 1110//1110
-f 1081//1081 1105//1105 1110//1110
-f 1106//1106 1107//1107 865//865
-f 1037//1037 865//865 1107//1107
-f 1132//1132 1056//1056 1054//1054
-f 1121//1121 1200//1200 1050//1050
-f 1148//1148 1110//1110 1050//1050
-f 1200//1200 1148//1148 1050//1050
-f 1077//1077 1149//1149 1130//1130
-f 1023//1023 1083//1083 1175//1175
-f 1157//1157 1023//1023 1175//1175
-f 1182//1182 1074//1074 1114//1114
-f 1240//1240 1083//1083 1074//1074
-f 1181//1181 1074//1074 1182//1182
-f 1074//1074 1181//1181 1240//1240
-f 1091//1091 1027//1027 1138//1138
-f 1065//1065 1138//1138 1027//1027
-f 1147//1147 1115//1115 1075//1075
-f 1108//1108 1147//1147 1075//1075
-f 1054//1054 1134//1134 1145//1145
-f 1145//1145 1132//1132 1054//1054
-f 1109//1109 1081//1081 1110//1110
-f 1065//1065 1111//1111 1155//1155
-f 1068//1068 1112//1112 1069//1069
-f 1134//1134 1112//1112 1113//1113
-f 1068//1068 1113//1113 1112//1112
-f 1114//1114 1115//1115 1182//1182
-f 1144//1144 1116//1116 1089//1089
-f 1144//1144 1160//1160 1116//1116
-f 1158//1158 1052//1052 1119//1119
-f 1139//1139 1079//1079 1052//1052
-f 1139//1139 1052//1052 1117//1117
-f 1117//1117 1052//1052 1185//1185
-f 1185//1185 1052//1052 1158//1158
-f 1085//1085 1099//1099 1166//1166
-f 1060//1060 1166//1166 1099//1099
-f 1119//1119 1130//1130 1118//1118
-f 1118//1118 1158//1158 1119//1119
-f 1139//1139 1120//1120 1079//1079
-f 1122//1122 1121//1121 1123//1123
-f 1199//1199 1121//1121 1122//1122
-f 1200//1200 1121//1121 1199//1199
-f 1123//1123 1101//1101 1131//1131
-f 1170//1170 1101//1101 1124//1124
-f 1101//1101 1170//1170 1171//1171
-f 1101//1101 1171//1171 1131//1131
-f 1125//1125 1192//1192 1124//1124
-f 1125//1125 1037//1037 1192//1192
-f 1126//1126 1127//1127 1136//1136
-f 1127//1127 1126//1126 1189//1189
-f 1128//1128 806//806 889//889
-f 889//889 1129//1129 1128//1128
-f 1149//1149 1118//1118 1130//1130
-f 1123//1123 1131//1131 1122//1122
-f 1110//1110 1168//1168 1109//1109
-f 1168//1168 1110//1110 1148//1148
-f 1089//1089 1132//1132 1144//1144
-f 1133//1133 983//983 1041//1041
-f 983//983 1133//1133 1070//1070
-f 1168//1168 1207//1207 1109//1109
-f 1092//1092 1091//1091 1142//1142
-f 1091//1091 1138//1138 1186//1186
-f 1091//1091 1186//1186 1142//1142
-f 1113//1113 1135//1135 1134//1134
-f 1134//1134 1135//1135 1145//1145
-f 1057//1057 1227//1227 1136//1136
-f 1227//1227 1126//1126 1136//1136
-f 1065//1065 1155//1155 1137//1137
-f 1065//1065 1137//1137 1138//1138
-f 1085//1085 1166//1166 1165//1165
-f 1068//1068 1164//1164 1113//1113
-f 1068//1068 1176//1176 1164//1164
-f 1159//1159 1060//1060 1087//1087
-f 1160//1160 1159//1159 1087//1087
-f 1120//1120 1139//1139 1140//1140
-f 1139//1139 1117//1117 1140//1140
-f 806//806 1107//1107 1106//1106
-f 1159//1159 1141//1141 1060//1060
-f 1141//1141 1166//1166 1060//1060
-f 1164//1164 1135//1135 1113//1113
-f 1124//1124 1191//1191 1170//1170
-f 1192//1192 1191//1191 1124//1124
-f 1192//1192 1037//1037 1107//1107
-f 1086//1086 1092//1092 1208//1208
-f 1092//1092 1142//1142 1208//1208
-f 1132//1132 1143//1143 1144//1144
-f 1152//1152 1132//1132 1145//1145
-f 1143//1143 1132//1132 1194//1194
-f 1152//1152 1194//1194 1132//1132
-f 1107//1107 806//806 1190//1190
-f 1190//1190 806//806 1128//1128
-f 1115//1115 1147//1147 1182//1182
-f 1100//1100 1073//1073 1146//1146
-f 1073//1073 1094//1094 1146//1146
-f 1147//1147 1108//1108 1220//1220
-f 1108//1108 1189//1189 1197//1197
-f 1108//1108 1197//1197 1220//1220
-f 1133//1133 1041//1041 1269//1269
-f 1041//1041 1267//1267 1269//1269
-f 1169//1169 1168//1168 1148//1148
-f 1200//1200 1198//1198 1148//1148
-f 1169//1169 1148//1148 1198//1198
-f 1118//1118 1149//1149 1157//1157
-f 1129//1129 890//890 1036//1036
-f 1160//1160 1144//1144 1162//1162
-f 1150//1150 1144//1144 1143//1143
-f 1162//1162 1144//1144 1150//1150
-f 1151//1151 1057//1057 1086//1086
-f 1227//1227 1057//1057 1151//1151
-f 1135//1135 1152//1152 1145//1145
-f 1036//1036 1153//1153 1129//1129
-f 1153//1153 1036//1036 1154//1154
-f 1147//1147 1220//1220 1182//1182
-f 1165//1165 1237//1237 1155//1155
-f 1137//1137 1155//1155 1237//1237
-f 1156//1156 1100//1100 1146//1146
-f 1156//1156 1154//1154 1100//1100
-f 1118//1118 1157//1157 1201//1201
-f 1201//1201 1158//1158 1118//1118
-f 1086//1086 1209//1209 1151//1151
-f 1208//1208 1209//1209 1086//1086
-f 1159//1159 1160//1160 1161//1161
-f 1160//1160 1162//1162 1161//1161
-f 1120//1120 1140//1140 1163//1163
-f 1163//1163 1094//1094 1120//1120
-f 1178//1178 1122//1122 1131//1131
-f 1122//1122 1178//1178 1228//1228
-f 1122//1122 1228//1228 1199//1199
-f 1240//1240 1175//1175 1083//1083
-f 1177//1177 1164//1164 1176//1176
-f 1177//1177 1135//1135 1164//1164
-f 1224//1224 1165//1165 1166//1166
-f 1224//1224 1167//1167 1165//1165
-f 1165//1165 1167//1167 1237//1237
-f 1207//1207 1168//1168 1169//1169
-f 1171//1171 1170//1170 1187//1187
-f 1171//1171 1212//1212 1131//1131
-f 1171//1171 1187//1187 1172//1172
-f 1171//1171 1172//1172 1212//1212
-f 1170//1170 1174//1174 1187//1187
-f 1170//1170 1191//1191 1173//1173
-f 1202//1202 1170//1170 1173//1173
-f 1174//1174 1170//1170 1202//1202
-f 1138//1138 1137//1137 1186//1186
-f 1239//1239 1157//1157 1175//1175
-f 1175//1175 1240//1240 1239//1239
-f 1204//1204 1176//1176 1070//1070
-f 1204//1204 1177//1177 1176//1176
-f 1107//1107 1190//1190 1192//1192
-f 1212//1212 1178//1178 1131//1131
-f 1140//1140 1117//1117 1179//1179
-f 1140//1140 1179//1179 1163//1163
-f 1180//1180 1146//1146 1094//1094
-f 1180//1180 1094//1094 1163//1163
-f 1181//1181 1182//1182 1258//1258
-f 1183//1183 1240//1240 1181//1181
-f 1258//1258 1184//1184 1181//1181
-f 1183//1183 1181//1181 1184//1184
-f 1117//1117 1185//1185 1247//1247
-f 1158//1158 1219//1219 1185//1185
-f 1219//1219 1247//1247 1185//1185
-f 1237//1237 1186//1186 1137//1137
-f 1174//1174 1172//1172 1187//1187
-f 1126//1126 1188//1188 1189//1189
-f 1189//1189 1217//1217 1197//1197
-f 1189//1189 1188//1188 1217//1217
-f 1204//1204 1070//1070 1133//1133
-f 1190//1190 1191//1191 1192//1192
-f 1201//1201 1157//1157 1193//1193
-f 1157//1157 1265//1265 1193//1193
-f 1250//1250 1241//1241 1157//1157
-f 1157//1157 1241//1241 1265//1265
-f 1250//1250 1157//1157 1239//1239
-f 1161//1161 1141//1141 1159//1159
-f 1129//1129 1153//1153 1223//1223
-f 1223//1223 1128//1128 1129//1129
-f 1117//1117 1247//1247 1179//1179
-f 1227//1227 1188//1188 1126//1126
-f 1234//1234 1150//1150 1143//1143
-f 1143//1143 1226//1226 1234//1234
-f 1245//1245 1226//1226 1143//1143
-f 1194//1194 1245//1245 1143//1143
-f 1195//1195 1166//1166 1141//1141
-f 1195//1195 1224//1224 1166//1166
-f 1177//1177 1196//1196 1135//1135
-f 1152//1152 1135//1135 1230//1230
-f 1135//1135 1196//1196 1230//1230
-f 1197//1197 1217//1217 1216//1216
-f 1220//1220 1197//1197 1275//1275
-f 1216//1216 1275//1275 1197//1197
-f 1146//1146 1180//1180 1244//1244
-f 1244//1244 1156//1156 1146//1146
-f 1198//1198 1200//1200 1238//1238
-f 1198//1198 1238//1238 1169//1169
-f 1199//1199 1238//1238 1200//1200
-f 1233//1233 1158//1158 1201//1201
-f 1219//1219 1158//1158 1248//1248
-f 1158//1158 1233//1233 1248//1248
-f 1162//1162 1150//1150 1234//1234
-f 1191//1191 1242//1242 1173//1173
-f 1202//1202 1173//1173 1242//1242
-f 1203//1203 1172//1172 1174//1174
-f 1203//1203 1174//1174 1202//1202
-f 1133//1133 1287//1287 1204//1204
-f 1133//1133 1269//1269 1287//1287
-f 1205//1205 1227//1227 1151//1151
-f 1209//1209 1205//1205 1151//1151
-f 1163//1163 1206//1206 1180//1180
-f 1206//1206 1163//1163 1179//1179
-f 1207//1207 1169//1169 1238//1238
-f 1207//1207 1238//1238 1298//1298
-f 1267//1267 1207//1207 1298//1298
-f 1233//1233 1201//1201 1193//1193
-f 1208//1208 1142//1142 1251//1251
-f 1208//1208 1251//1251 1209//1209
-f 1214//1214 1142//1142 1186//1186
-f 1210//1210 1186//1186 1237//1237
-f 1214//1214 1186//1186 1210//1210
-f 1196//1196 1177//1177 1274//1274
-f 1177//1177 1204//1204 1211//1211
-f 1211//1211 1274//1274 1177//1177
-f 1172//1172 1215//1215 1212//1212
-f 1212//1212 1213//1213 1178//1178
-f 1212//1212 1215//1215 1213//1213
-f 1194//1194 1152//1152 1230//1230
-f 1142//1142 1214//1214 1251//1251
-f 1220//1220 1258//1258 1182//1182
-f 1195//1195 1141//1141 1161//1161
-f 1203//1203 1256//1256 1172//1172
-f 1172//1172 1256//1256 1215//1215
-f 1178//1178 1213//1213 1228//1228
-f 1281//1281 1216//1216 1217//1217
-f 1217//1217 1188//1188 1218//1218
-f 1218//1218 1281//1281 1217//1217
-f 1162//1162 1234//1234 1161//1161
-f 1219//1219 1248//1248 1247//1247
-f 1191//1191 1190//1190 1128//1128
-f 1233//1233 1193//1193 1265//1265
-f 1220//1220 1308//1308 1258//1258
-f 1308//1308 1220//1220 1275//1275
-f 1191//1191 1128//1128 1242//1242
-f 1203//1203 1202//1202 1221//1221
-f 1221//1221 1202//1202 1222//1222
-f 1202//1202 1242//1242 1222//1222
-f 1154//1154 1223//1223 1153//1153
-f 1225//1225 1167//1167 1224//1224
-f 1278//1278 1225//1225 1224//1224
-f 1224//1224 1195//1195 1278//1278
-f 1167//1167 1225//1225 1237//1237
-f 1246//1246 1234//1234 1226//1226
-f 1226//1226 1245//1245 1246//1246
-f 1253//1253 1227//1227 1205//1205
-f 1188//1188 1227//1227 1218//1218
-f 1227//1227 1253//1253 1218//1218
-f 1228//1228 1238//1238 1199//1199
-f 1213//1213 1232//1232 1228//1228
-f 1229//1229 1238//1238 1228//1228
-f 1228//1228 1232//1232 1229//1229
-f 1205//1205 1209//1209 1261//1261
-f 1261//1261 1209//1209 1251//1251
-f 1230//1230 1196//1196 1272//1272
-f 1194//1194 1230//1230 1231//1231
-f 1230//1230 1272//1272 1231//1231
-f 1203//1203 1221//1221 1256//1256
-f 1274//1274 1272//1272 1196//1196
-f 1287//1287 1211//1211 1204//1204
-f 1320//1320 1275//1275 1216//1216
-f 1320//1320 1216//1216 1281//1281
-f 1215//1215 1232//1232 1213//1213
-f 1231//1231 1245//1245 1194//1194
-f 1180//1180 1206//1206 1263//1263
-f 1263//1263 1244//1244 1180//1180
-f 1233//1233 1260//1260 1248//1248
-f 1301//1301 1233//1233 1265//1265
-f 1301//1301 1260//1260 1233//1233
-f 1236//1236 1234//1234 1246//1246
-f 1161//1161 1234//1234 1235//1235
-f 1234//1234 1236//1236 1235//1235
-f 1225//1225 1264//1264 1237//1237
-f 1237//1237 1264//1264 1210//1210
-f 1256//1256 1255//1255 1215//1215
-f 1215//1215 1255//1255 1232//1232
-f 1229//1229 1286//1286 1238//1238
-f 1238//1238 1286//1286 1298//1298
-f 1240//1240 1290//1290 1239//1239
-f 1290//1290 1240//1240 1183//1183
-f 1250//1250 1300//1300 1241//1241
-f 1241//1241 1300//1300 1265//1265
-f 1223//1223 1259//1259 1128//1128
-f 1242//1242 1128//1128 1294//1294
-f 1294//1294 1128//1128 1259//1259
-f 1154//1154 1156//1156 1243//1243
-f 1243//1243 1156//1156 1244//1244
-f 1206//1206 1179//1179 1249//1249
-f 1179//1179 1247//1247 1319//1319
-f 1319//1319 1249//1249 1179//1179
-f 1315//1315 1246//1246 1245//1245
-f 1246//1246 1297//1297 1236//1236
-f 1246//1246 1315//1315 1297//1297
-f 1243//1243 1223//1223 1154//1154
-f 1290//1290 1250//1250 1239//1239
-f 1247//1247 1248//1248 1260//1260
-f 1258//1258 1257//1257 1184//1184
-f 1184//1184 1292//1292 1183//1183
-f 1292//1292 1184//1184 1257//1257
-f 1206//1206 1249//1249 1263//1263
-f 1290//1290 1300//1300 1250//1250
-f 1214//1214 1252//1252 1251//1251
-f 1214//1214 1210//1210 1252//1252
-f 1254//1254 1205//1205 1261//1261
-f 1253//1253 1205//1205 1254//1254
-f 1221//1221 1283//1283 1256//1256
-f 1255//1255 1256//1256 1283//1283
-f 1257//1257 1258//1258 1308//1308
-f 1259//1259 1223//1223 1243//1243
-f 1292//1292 1290//1290 1183//1183
-f 1247//1247 1260//1260 1317//1317
-f 1317//1317 1319//1319 1247//1247
-f 1261//1261 1251//1251 1252//1252
-f 1262//1262 1244//1244 1263//1263
-f 1244//1244 1262//1262 1243//1243
-f 1277//1277 1195//1195 1161//1161
-f 1161//1161 1235//1235 1277//1277
-f 1225//1225 1306//1306 1264//1264
-f 1278//1278 1306//1306 1225//1225
-f 1265//1265 1300//1300 1301//1301
-f 1222//1222 1266//1266 1221//1221
-f 1283//1283 1221//1221 1266//1266
-f 1269//1269 1267//1267 1324//1324
-f 1287//1287 1269//1269 1268//1268
-f 1269//1269 1324//1324 1268//1268
-f 1276//1276 1210//1210 1264//1264
-f 1252//1252 1210//1210 1289//1289
-f 1210//1210 1276//1276 1289//1289
-f 1255//1255 1270//1270 1232//1232
-f 1232//1232 1271//1271 1229//1229
-f 1271//1271 1232//1232 1270//1270
-f 1274//1274 1273//1273 1272//1272
-f 1272//1272 1273//1273 1231//1231
-f 1310//1310 1274//1274 1211//1211
-f 1273//1273 1274//1274 1310//1310
-f 1324//1324 1267//1267 1298//1298
-f 1275//1275 1326//1326 1308//1308
-f 1275//1275 1320//1320 1326//1326
-f 1296//1296 1276//1276 1264//1264
-f 1296//1296 1264//1264 1306//1306
-f 1277//1277 1278//1278 1195//1195
-f 1279//1279 1222//1222 1242//1242
-f 1222//1222 1279//1279 1266//1266
-f 1280//1280 1262//1262 1263//1263
-f 1280//1280 1263//1263 1249//1249
-f 1231//1231 1315//1315 1245//1245
-f 1320//1320 1281//1281 1218//1218
-f 1279//1279 1242//1242 1294//1294
-f 1282//1282 1255//1255 1283//1283
-f 1282//1282 1270//1270 1255//1255
-f 1236//1236 1277//1277 1235//1235
-f 1288//1288 1211//1211 1287//1287
-f 1330//1330 1310//1310 1211//1211
-f 1330//1330 1211//1211 1288//1288
-f 1294//1294 1259//1259 1333//1333
-f 1259//1259 1243//1243 1284//1284
-f 1284//1284 1333//1333 1259//1259
-f 1278//1278 1277//1277 1323//1323
-f 1306//1306 1278//1278 1344//1344
-f 1323//1323 1341//1341 1278//1278
-f 1341//1341 1344//1344 1278//1278
-f 1273//1273 1311//1311 1231//1231
-f 1231//1231 1311//1311 1315//1315
-f 1218//1218 1253//1253 1339//1339
-f 1320//1320 1218//1218 1338//1338
-f 1339//1339 1338//1338 1218//1218
-f 1266//1266 1282//1282 1283//1283
-f 1229//1229 1271//1271 1285//1285
-f 1285//1285 1286//1286 1229//1229
-f 1268//1268 1312//1312 1287//1287
-f 1288//1288 1287//1287 1312//1312
-f 1261//1261 1252//1252 1340//1340
-f 1261//1261 1342//1342 1254//1254
-f 1340//1340 1342//1342 1261//1261
-f 1340//1340 1252//1252 1289//1289
-f 1260//1260 1301//1301 1317//1317
-f 1291//1291 1290//1290 1292//1292
-f 1360//1360 1300//1300 1290//1290
-f 1360//1360 1290//1290 1291//1291
-f 1236//1236 1323//1323 1277//1277
-f 1302//1302 1271//1271 1270//1270
-f 1302//1302 1285//1285 1271//1271
-f 1292//1292 1257//1257 1293//1293
-f 1291//1291 1292//1292 1293//1293
-f 1294//1294 1295//1295 1279//1279
-f 1294//1294 1327//1327 1295//1295
-f 1333//1333 1327//1327 1294//1294
-f 1276//1276 1296//1296 1289//1289
-f 1297//1297 1313//1313 1236//1236
-f 1297//1297 1315//1315 1313//1313
-f 1299//1299 1298//1298 1286//1286
-f 1324//1324 1298//1298 1325//1325
-f 1325//1325 1298//1298 1299//1299
-f 1301//1301 1300//1300 1360//1360
-f 1360//1360 1317//1317 1301//1301
-f 1266//1266 1279//1279 1332//1332
-f 1354//1354 1279//1279 1295//1295
-f 1332//1332 1279//1279 1354//1354
-f 1302//1302 1270//1270 1303//1303
-f 1282//1282 1303//1303 1270//1270
-f 1304//1304 1257//1257 1308//1308
-f 1305//1305 1257//1257 1304//1304
-f 1257//1257 1305//1305 1293//1293
-f 1284//1284 1243//1243 1262//1262
-f 1306//1306 1368//1368 1296//1296
-f 1344//1344 1307//1307 1306//1306
-f 1306//1306 1307//1307 1368//1368
-f 1304//1304 1308//1308 1326//1326
-f 1262//1262 1280//1280 1334//1334
-f 1262//1262 1334//1334 1284//1284
-f 1309//1309 1273//1273 1310//1310
-f 1330//1330 1309//1309 1310//1310
-f 1282//1282 1266//1266 1332//1332
-f 1254//1254 1374//1374 1253//1253
-f 1253//1253 1374//1374 1339//1339
-f 1273//1273 1345//1345 1311//1311
-f 1273//1273 1309//1309 1345//1345
-f 1324//1324 1312//1312 1268//1268
-f 1302//1302 1303//1303 1285//1285
-f 1236//1236 1346//1346 1323//1323
-f 1236//1236 1313//1313 1346//1346
-f 1285//1285 1361//1361 1286//1286
-f 1286//1286 1361//1361 1299//1299
-f 1311//1311 1314//1314 1315//1315
-f 1311//1311 1345//1345 1365//1365
-f 1314//1314 1311//1311 1365//1365
-f 1316//1316 1295//1295 1327//1327
-f 1316//1316 1354//1354 1295//1295
-f 1319//1319 1317//1317 1352//1352
-f 1359//1359 1352//1352 1317//1317
-f 1359//1359 1317//1317 1360//1360
-f 1340//1340 1289//1289 1318//1318
-f 1296//1296 1318//1318 1289//1289
-f 1249//1249 1319//1319 1351//1351
-f 1351//1351 1280//1280 1249//1249
-f 1320//1320 1321//1321 1326//1326
-f 1321//1321 1320//1320 1338//1338
-f 1315//1315 1372//1372 1313//1313
-f 1372//1372 1315//1315 1314//1314
-f 1352//1352 1351//1351 1319//1319
-f 1341//1341 1323//1323 1322//1322
-f 1346//1346 1322//1322 1323//1323
-f 1332//1332 1303//1303 1282//1282
-f 1312//1312 1324//1324 1329//1329
-f 1324//1324 1325//1325 1329//1329
-f 1304//1304 1326//1326 1321//1321
-f 1356//1356 1327//1327 1333//1333
-f 1327//1327 1328//1328 1316//1316
-f 1328//1328 1327//1327 1356//1356
-f 1329//1329 1288//1288 1312//1312
-f 1330//1330 1288//1288 1331//1331
-f 1329//1329 1331//1331 1288//1288
-f 1254//1254 1342//1342 1343//1343
-f 1374//1374 1254//1254 1343//1343
-f 1332//1332 1285//1285 1303//1303
-f 1334//1334 1333//1333 1284//1284
-f 1356//1356 1333//1333 1334//1334
-f 1291//1291 1335//1335 1360//1360
-f 1293//1293 1335//1335 1291//1291
-f 1351//1351 1336//1336 1280//1280
-f 1280//1280 1336//1336 1337//1337
-f 1337//1337 1334//1334 1280//1280
-f 1321//1321 1338//1338 1339//1339
-f 1393//1393 1342//1342 1340//1340
-f 1340//1340 1318//1318 1393//1393
-f 1348//1348 1344//1344 1341//1341
-f 1341//1341 1322//1322 1348//1348
-f 1342//1342 1393//1393 1343//1343
-f 1318//1318 1296//1296 1363//1363
-f 1368//1368 1363//1363 1296//1296
-f 1384//1384 1307//1307 1344//1344
-f 1348//1348 1384//1384 1344//1344
-f 1373//1373 1345//1345 1309//1309
-f 1365//1365 1345//1345 1373//1373
-f 1309//1309 1330//1330 1350//1350
-f 1330//1330 1331//1331 1350//1350
-f 1346//1346 1347//1347 1322//1322
-f 1348//1348 1322//1322 1347//1347
-f 1361//1361 1285//1285 1332//1332
-f 1325//1325 1299//1299 1349//1349
-f 1325//1325 1349//1349 1329//1329
-f 1350//1350 1373//1373 1309//1309
-f 1351//1351 1352//1352 1375//1375
-f 1352//1352 1359//1359 1353//1353
-f 1353//1353 1386//1386 1352//1352
-f 1386//1386 1375//1375 1352//1352
-f 1332//1332 1416//1416 1361//1361
-f 1416//1416 1332//1332 1354//1354
-f 1355//1355 1316//1316 1328//1328
-f 1328//1328 1356//1356 1357//1357
-f 1357//1357 1355//1355 1328//1328
-f 1321//1321 1358//1358 1304//1304
-f 1304//1304 1394//1394 1305//1305
-f 1394//1394 1304//1304 1358//1358
-f 1390//1390 1359//1359 1360//1360
-f 1335//1335 1369//1369 1360//1360
-f 1360//1360 1369//1369 1390//1390
-f 1346//1346 1313//1313 1372//1372
-f 1361//1361 1379//1379 1299//1299
-f 1299//1299 1379//1379 1349//1349
-f 1362//1362 1321//1321 1339//1339
-f 1321//1321 1362//1362 1358//1358
-f 1351//1351 1375//1375 1336//1336
-f 1316//1316 1442//1442 1354//1354
-f 1316//1316 1355//1355 1404//1404
-f 1404//1404 1442//1442 1316//1316
-f 1363//1363 1393//1393 1318//1318
-f 1364//1364 1372//1372 1314//1314
-f 1364//1364 1314//1314 1365//1365
-f 1389//1389 1353//1353 1359//1359
-f 1359//1359 1390//1390 1389//1389
-f 1293//1293 1369//1369 1335//1335
-f 1349//1349 1414//1414 1329//1329
-f 1331//1331 1329//1329 1414//1414
-f 1361//1361 1366//1366 1379//1379
-f 1416//1416 1366//1366 1361//1361
-f 1367//1367 1346//1346 1372//1372
-f 1346//1346 1367//1367 1347//1347
-f 1368//1368 1307//1307 1385//1385
-f 1385//1385 1363//1363 1368//1368
-f 1370//1370 1293//1293 1305//1305
-f 1371//1371 1369//1369 1293//1293
-f 1370//1370 1371//1371 1293//1293
-f 1381//1381 1367//1367 1372//1372
-f 1381//1381 1372//1372 1364//1364
-f 1391//1391 1373//1373 1350//1350
-f 1373//1373 1383//1383 1365//1365
-f 1391//1391 1383//1383 1373//1373
-f 1376//1376 1339//1339 1374//1374
-f 1380//1380 1374//1374 1343//1343
-f 1380//1380 1376//1376 1374//1374
-f 1336//1336 1399//1399 1337//1337
-f 1336//1336 1375//1375 1399//1399
-f 1339//1339 1410//1410 1362//1362
-f 1339//1339 1376//1376 1410//1410
-f 1399//1399 1334//1334 1337//1337
-f 1334//1334 1377//1377 1356//1356
-f 1377//1377 1334//1334 1399//1399
-f 1384//1384 1402//1402 1307//1307
-f 1385//1385 1307//1307 1402//1402
-f 1423//1423 1305//1305 1394//1394
-f 1370//1370 1305//1305 1423//1423
-f 1378//1378 1350//1350 1331//1331
-f 1350//1350 1378//1378 1391//1391
-f 1396//1396 1349//1349 1379//1379
-f 1414//1414 1349//1349 1396//1396
-f 1408//1408 1343//1343 1393//1393
-f 1343//1343 1408//1408 1380//1380
-f 1386//1386 1353//1353 1389//1389
-f 1382//1382 1348//1348 1347//1347
-f 1381//1381 1347//1347 1367//1367
-f 1381//1381 1382//1382 1347//1347
-f 1395//1395 1358//1358 1362//1362
-f 1358//1358 1395//1395 1394//1394
-f 1364//1364 1365//1365 1426//1426
-f 1426//1426 1365//1365 1383//1383
-f 1384//1384 1348//1348 1402//1402
-f 1348//1348 1382//1382 1402//1402
-f 1356//1356 1377//1377 1425//1425
-f 1357//1357 1356//1356 1405//1405
-f 1356//1356 1425//1425 1405//1405
-f 1354//1354 1442//1442 1416//1416
-f 1363//1363 1392//1392 1393//1393
-f 1385//1385 1392//1392 1363//1363
-f 1386//1386 1387//1387 1375//1375
-f 1399//1399 1375//1375 1387//1387
-f 1387//1387 1386//1386 1388//1388
-f 1389//1389 1403//1403 1386//1386
-f 1403//1403 1388//1388 1386//1386
-f 1362//1362 1410//1410 1395//1395
-f 1369//1369 1421//1421 1390//1390
-f 1421//1421 1389//1389 1390//1390
-f 1419//1419 1369//1369 1371//1371
-f 1421//1421 1369//1369 1419//1419
-f 1414//1414 1378//1378 1331//1331
-f 1420//1420 1383//1383 1391//1391
-f 1420//1420 1391//1391 1378//1378
-f 1381//1381 1364//1364 1426//1426
-f 1392//1392 1408//1408 1393//1393
-f 1423//1423 1394//1394 1395//1395
-f 1396//1396 1379//1379 1459//1459
-f 1366//1366 1397//1397 1379//1379
-f 1398//1398 1379//1379 1397//1397
-f 1459//1459 1379//1379 1398//1398
-f 1399//1399 1387//1387 1401//1401
-f 1399//1399 1401//1401 1377//1377
-f 1383//1383 1420//1420 1400//1400
-f 1426//1426 1383//1383 1400//1400
-f 1387//1387 1388//1388 1401//1401
-f 1402//1402 1392//1392 1385//1385
-f 1377//1377 1401//1401 1425//1425
-f 1389//1389 1427//1427 1403//1403
-f 1389//1389 1421//1421 1427//1427
-f 1404//1404 1355//1355 1357//1357
-f 1357//1357 1405//1405 1412//1412
-f 1404//1404 1357//1357 1412//1412
-f 1427//1427 1388//1388 1403//1403
-f 1422//1422 1414//1414 1396//1396
-f 1459//1459 1422//1422 1396//1396
-f 1382//1382 1381//1381 1406//1406
-f 1406//1406 1381//1381 1426//1426
-f 1408//1408 1407//1407 1380//1380
-f 1376//1376 1380//1380 1407//1407
-f 1408//1408 1392//1392 1409//1409
-f 1437//1437 1408//1408 1409//1409
-f 1407//1407 1408//1408 1437//1437
-f 1410//1410 1376//1376 1440//1440
-f 1440//1440 1395//1395 1410//1410
-f 1436//1436 1402//1402 1382//1382
-f 1406//1406 1436//1436 1382//1382
-f 1451//1451 1376//1376 1407//1407
-f 1411//1411 1440//1440 1376//1376
-f 1411//1411 1376//1376 1451//1451
-f 1412//1412 1405//1405 1425//1425
-f 1378//1378 1414//1414 1413//1413
-f 1414//1414 1422//1422 1432//1432
-f 1432//1432 1413//1413 1414//1414
-f 1416//1416 1415//1415 1366//1366
-f 1475//1475 1416//1416 1442//1442
-f 1475//1475 1415//1415 1416//1416
-f 1417//1417 1420//1420 1378//1378
-f 1413//1413 1417//1417 1378//1378
-f 1388//1388 1418//1418 1401//1401
-f 1388//1388 1427//1427 1438//1438
-f 1418//1418 1388//1388 1438//1438
-f 1371//1371 1370//1370 1450//1450
-f 1371//1371 1450//1450 1419//1419
-f 1423//1423 1424//1424 1370//1370
-f 1424//1424 1450//1450 1370//1370
-f 1443//1443 1423//1423 1395//1395
-f 1440//1440 1443//1443 1395//1395
-f 1392//1392 1402//1402 1409//1409
-f 1436//1436 1435//1435 1402//1402
-f 1435//1435 1409//1409 1402//1402
-f 1400//1400 1420//1420 1417//1417
-f 1428//1428 1427//1427 1421//1421
-f 1428//1428 1421//1421 1419//1419
-f 1463//1463 1432//1432 1422//1422
-f 1459//1459 1463//1463 1422//1422
-f 1423//1423 1443//1443 1424//1424
-f 1425//1425 1401//1401 1418//1418
-f 1397//1397 1366//1366 1415//1415
-f 1406//1406 1426//1426 1447//1447
-f 1426//1426 1400//1400 1447//1447
-f 1439//1439 1438//1438 1427//1427
-f 1427//1427 1428//1428 1439//1439
-f 1447//1447 1436//1436 1406//1406
-f 1429//1429 1425//1425 1418//1418
-f 1425//1425 1429//1429 1430//1430
-f 1456//1456 1412//1412 1425//1425
-f 1456//1456 1425//1425 1430//1430
-f 1431//1431 1413//1413 1432//1432
-f 1413//1413 1431//1431 1417//1417
-f 1446//1446 1400//1400 1417//1417
-f 1446//1446 1447//1447 1400//1400
-f 1433//1433 1428//1428 1419//1419
-f 1450//1450 1433//1433 1419//1419
-f 1457//1457 1442//1442 1404//1404
-f 1404//1404 1412//1412 1458//1458
-f 1404//1404 1458//1458 1457//1457
-f 1436//1436 1434//1434 1435//1435
-f 1447//1447 1448//1448 1436//1436
-f 1436//1436 1471//1471 1434//1434
-f 1448//1448 1471//1471 1436//1436
-f 1418//1418 1454//1454 1429//1429
-f 1438//1438 1452//1452 1418//1418
-f 1452//1452 1454//1454 1418//1418
-f 1455//1455 1437//1437 1409//1409
-f 1435//1435 1455//1455 1409//1409
-f 1407//1407 1437//1437 1451//1451
-f 1453//1453 1429//1429 1454//1454
-f 1453//1453 1430//1430 1429//1429
-f 1439//1439 1452//1452 1438//1438
-f 1428//1428 1445//1445 1439//1439
-f 1445//1445 1428//1428 1433//1433
-f 1472//1472 1431//1431 1432//1432
-f 1463//1463 1486//1486 1432//1432
-f 1432//1432 1485//1485 1472//1472
-f 1485//1485 1432//1432 1486//1486
-f 1440//1440 1411//1411 1443//1443
-f 1451//1451 1437//1437 1469//1469
-f 1437//1437 1455//1455 1469//1469
-f 1431//1431 1446//1446 1417//1417
-f 1398//1398 1397//1397 1441//1441
-f 1459//1459 1398//1398 1441//1441
-f 1434//1434 1455//1455 1435//1435
-f 1457//1457 1496//1496 1442//1442
-f 1475//1475 1442//1442 1496//1496
-f 1415//1415 1441//1441 1397//1397
-f 1424//1424 1443//1443 1411//1411
-f 1444//1444 1452//1452 1439//1439
-f 1445//1445 1444//1444 1439//1439
-f 1449//1449 1446//1446 1431//1431
-f 1472//1472 1449//1449 1431//1431
-f 1448//1448 1447//1447 1446//1446
-f 1448//1448 1446//1446 1449//1449
-f 1477//1477 1424//1424 1411//1411
-f 1450//1450 1424//1424 1477//1477
-f 1477//1477 1433//1433 1450//1450
-f 1477//1477 1445//1445 1433//1433
-f 1411//1411 1451//1451 1462//1462
-f 1451//1451 1469//1469 1462//1462
-f 1476//1476 1454//1454 1452//1452
-f 1476//1476 1453//1453 1454//1454
-f 1469//1469 1455//1455 1434//1434
-f 1458//1458 1412//1412 1483//1483
-f 1494//1494 1412//1412 1456//1456
-f 1494//1494 1483//1483 1412//1412
-f 1483//1483 1457//1457 1458//1458
-f 1463//1463 1459//1459 1460//1460
-f 1459//1459 1479//1479 1460//1460
-f 1461//1461 1479//1479 1459//1459
-f 1459//1459 1441//1441 1461//1461
-f 1477//1477 1411//1411 1462//1462
-f 1486//1486 1463//1463 1460//1460
-f 1444//1444 1476//1476 1452//1452
-f 1430//1430 1465//1465 1456//1456
-f 1453//1453 1464//1464 1430//1430
-f 1430//1430 1464//1464 1497//1497
-f 1497//1497 1465//1465 1430//1430
-f 1465//1465 1494//1494 1456//1456
-f 1464//1464 1453//1453 1476//1476
-f 1445//1445 1466//1466 1444//1444
-f 1476//1476 1444//1444 1466//1466
-f 1481//1481 1466//1466 1445//1445
-f 1477//1477 1481//1481 1445//1445
-f 1470//1470 1448//1448 1449//1449
-f 1472//1472 1467//1467 1449//1449
-f 1449//1449 1482//1482 1470//1470
-f 1449//1449 1467//1467 1482//1482
-f 1478//1478 1469//1469 1434//1434
-f 1469//1469 1468//1468 1462//1462
-f 1478//1478 1468//1468 1469//1469
-f 1471//1471 1478//1478 1434//1434
-f 1483//1483 1496//1496 1457//1457
-f 1477//1477 1462//1462 1468//1468
-f 1448//1448 1470//1470 1471//1471
-f 1476//1476 1490//1490 1464//1464
-f 1490//1490 1499//1499 1464//1464
-f 1499//1499 1497//1497 1464//1464
-f 1467//1467 1472//1472 1473//1473
-f 1485//1485 1473//1473 1472//1472
-f 1470//1470 1478//1478 1471//1471
-f 1474//1474 1415//1415 1475//1475
-f 1496//1496 1474//1474 1475//1475
-f 1481//1481 1476//1476 1466//1466
-f 1477//1477 1468//1468 1481//1481
-f 1478//1478 1481//1481 1468//1468
-f 1470//1470 1481//1481 1478//1478
-f 1460//1460 1479//1479 1480//1480
-f 1461//1461 1480//1480 1479//1479
-f 1487//1487 1481//1481 1470//1470
-f 1482//1482 1487//1487 1470//1470
-f 1476//1476 1481//1481 1487//1487
-f 1487//1487 1490//1490 1476//1476
-f 1488//1488 1487//1487 1482//1482
-f 1482//1482 1467//1467 1488//1488
-f 1494//1494 1504//1504 1483//1483
-f 1509//1509 1496//1496 1483//1483
-f 1504//1504 1509//1509 1483//1483
-f 1486//1486 1460//1460 1484//1484
-f 1485//1485 1486//1486 1502//1502
-f 1486//1486 1484//1484 1502//1502
-f 1487//1487 1491//1491 1490//1490
-f 1488//1488 1491//1491 1487//1487
-f 1467//1467 1489//1489 1488//1488
-f 1489//1489 1467//1467 1473//1473
-f 1480//1480 1484//1484 1460//1460
-f 1415//1415 1501//1501 1441//1441
-f 1474//1474 1501//1501 1415//1415
-f 1511//1511 1490//1490 1491//1491
-f 1490//1490 1511//1511 1499//1499
-f 1488//1488 1506//1506 1491//1491
-f 1506//1506 1511//1511 1491//1491
-f 1489//1489 1506//1506 1488//1488
-f 1485//1485 1492//1492 1473//1473
-f 1502//1502 1492//1492 1485//1485
-f 1441//1441 1495//1495 1461//1461
-f 1461//1461 1495//1495 1480//1480
-f 1493//1493 1494//1494 1465//1465
-f 1494//1494 1493//1493 1504//1504
-f 1495//1495 1441//1441 1501//1501
-f 1510//1510 1474//1474 1496//1496
-f 1510//1510 1496//1496 1509//1509
-f 1465//1465 1497//1497 1499//1499
-f 1489//1489 1473//1473 1492//1492
-f 1493//1493 1465//1465 1498//1498
-f 1465//1465 1499//1499 1498//1498
-f 1474//1474 1500//1500 1501//1501
-f 1474//1474 1510//1510 1500//1500
-f 1502//1502 1484//1484 1503//1503
-f 1492//1492 1502//1502 1503//1503
-f 1493//1493 1507//1507 1504//1504
-f 1507//1507 1509//1509 1504//1504
-f 1484//1484 1480//1480 1495//1495
-f 1506//1506 1489//1489 1505//1505
-f 1492//1492 1517//1517 1489//1489
-f 1489//1489 1517//1517 1505//1505
-f 1484//1484 1495//1495 1503//1503
-f 1505//1505 1511//1511 1506//1506
-f 1493//1493 1498//1498 1507//1507
-f 1508//1508 1498//1498 1499//1499
-f 1508//1508 1507//1507 1498//1498
-f 1499//1499 1511//1511 1508//1508
-f 1515//1515 1501//1501 1500//1500
-f 1495//1495 1501//1501 1515//1515
-f 1509//1509 1513//1513 1510//1510
-f 1513//1513 1509//1509 1507//1507
-f 1492//1492 1503//1503 1518//1518
-f 1492//1492 1518//1518 1517//1517
-f 1511//1511 1514//1514 1508//1508
-f 1514//1514 1511//1511 1505//1505
-f 1500//1500 1510//1510 1515//1515
-f 1515//1515 1510//1510 1520//1520
-f 1520//1520 1510//1510 1513//1513
-f 1495//1495 1512//1512 1503//1503
-f 1503//1503 1512//1512 1518//1518
-f 1513//1513 1507//1507 1508//1508
-f 1508//1508 1514//1514 1513//1513
-f 1515//1515 1519//1519 1495//1495
-f 1519//1519 1512//1512 1495//1495
-f 1517//1517 1516//1516 1505//1505
-f 1516//1516 1517//1517 1518//1518
-f 1515//1515 1520//1520 1519//1519
-f 1516//1516 1514//1514 1505//1505
-f 1519//1519 1518//1518 1512//1512
-f 1520//1520 1513//1513 1514//1514
-f 1516//1516 1520//1520 1514//1514
-f 1516//1516 1518//1518 1519//1519
-f 1516//1516 1519//1519 1520//1520
-# 3036 faces, 0 coords texture
-
-# End of File
\ No newline at end of file
diff --git a/test/surfaceModels/warped_torus.obj b/test/surfaceModels/warped_torus.obj
deleted file mode 100644
index 9658ab8..0000000
--- a/test/surfaceModels/warped_torus.obj
+++ /dev/null
@@ -1,1936 +0,0 @@
-####
-#
-# OBJ File Generated by Meshlab
-#
-####
-# Object warped_torus.obj
-#
-# Vertices: 480
-# Faces: 960
-#
-####
-vn -0.465165 0.665201 0.638236
-v 0.836542 1.516124 2.574612
-vn -0.685174 0.979821 0.940102
-v 0.495388 1.511665 2.330616
-vn 0.074022 -0.051488 -0.244038
-v 0.309017 0.809017 0.951056
-vn -0.405755 0.902398 0.102070
-v 1.000000 2.000000 1.732051
-vn -0.543918 0.459196 -0.423933
-v 0.437698 1.333740 0.983085
-vn 0.268955 -0.615959 -0.465968
-v 0.657822 0.027177 1.477492
-vn 0.455756 -1.043768 -0.789601
-v 0.399526 0.101910 1.229615
-vn 0.551635 -1.013975 0.100281
-v 1.000000 0.000000 1.732051
-vn 0.593000 -0.617849 0.819279
-v 1.189249 0.568373 2.671097
-vn 0.790150 0.176633 0.996038
-v 1.718613 1.333740 2.365468
-vn -0.087178 0.420598 -0.625603
-v 0.646447 1.707107 1.119678
-vn -0.911693 -1.043767 -0.000103
-v 0.865114 0.101910 0.960807
-vn 0.372528 0.065860 0.264773
-v 2.427051 0.309017 1.763356
-vn 0.785311 0.665200 -0.083726
-v 1.811408 1.516124 2.011772
-vn -0.248353 -0.051487 -0.057914
-v 0.669131 0.809017 0.743145
-vn 0.345402 0.057135 0.134405
-v 2.740636 -0.309017 1.220210
-vn 1.185048 1.028329 -0.612526
-v 2.063464 0.923880 1.191342
-vn -0.234723 -0.410639 0.565367
-v 1.827091 -1.309017 0.813473
-vn 0.534470 -0.801209 1.318897
-v 2.532154 -0.382683 1.461940
-vn 0.063527 0.627858 -0.768819
-v 1.956295 0.190983 0.415823
-vn -0.162210 0.157445 -0.358947
-v 1.181117 0.398090 0.525867
-vn -0.224402 -0.879555 1.033028
-v 2.266067 -1.511665 0.736290
-vn 0.644174 0.114364 0.032688
-v 3.000000 -1.000000 -0.000000
-vn -1.333355 0.791032 -0.702157
-v 1.292893 -0.292893 -0.000000
-vn -0.909434 -1.052803 0.652411
-v 1.292893 -1.707107 -0.000000
-vn 0.025802 -0.956752 0.442137
-v 2.369631 -1.874936 0.249058
-vn 1.502997 0.266836 -0.076268
-v 2.907862 -0.568373 -0.305629
-vn 0.685544 1.177717 0.327570
-v 2.369631 -0.027177 -0.249058
-vn -0.420788 -0.487124 -0.301866
-v 1.608457 -1.874936 -0.169056
-vn 0.747573 -0.645601 -0.297639
-v 2.647950 -1.516124 -0.562839
-vn -0.224402 -0.879555 -1.033028
-v 2.266067 -1.511665 -0.736290
-vn 0.938825 0.155297 -0.365321
-v 2.427051 0.309017 -1.763356
-vn 0.345402 0.057135 -0.134405
-v 2.740636 -0.309017 -1.220210
-vn 0.649422 0.563538 0.335672
-v 2.190095 1.016124 -1.591197
-vn 1.185048 1.028329 0.612526
-v 2.063464 0.923880 -1.191342
-vn 0.221732 0.394728 0.545712
-v 1.618034 1.309017 -1.175571
-vn 0.274823 0.489241 0.676376
-v 1.827091 0.690983 -0.813473
-vn -1.782231 -0.321722 -0.069271
-v 0.913545 -0.309017 -0.406737
-vn -0.918657 -0.537356 -0.888399
-v 1.400637 -0.923880 -0.808658
-vn 0.534470 -0.801209 -1.318897
-v 2.532154 -0.382683 -1.461940
-vn 0.931652 0.164708 -0.662168
-v 2.007392 0.809017 -2.229434
-vn 0.360873 0.511504 0.498165
-v 1.338261 1.809017 -1.486290
-vn 0.645472 0.914896 0.891039
-v 1.201900 1.511665 -1.082196
-vn -0.248353 -0.051487 0.057914
-v 0.669131 0.809017 -0.743145
-vn 0.687136 0.153605 -0.866183
-v 1.500000 1.000000 -2.598076
-vn 0.613676 0.793946 -0.388830
-v 1.353553 1.707107 -2.344423
-vn -0.095178 0.459195 0.683012
-v 0.632528 1.333740 -0.870600
-vn -0.911693 -1.043767 0.000103
-v 0.865114 0.101910 -0.960807
-vn -0.165314 -0.887033 -0.461786
-v 1.400506 0.027177 -1.927631
-vn 0.022346 0.593389 -0.542514
-v 0.836542 1.516124 -2.574612
-vn -0.365714 -0.434889 1.798186
-v 0.309017 0.809017 -0.951056
-vn 0.308430 -0.706364 0.534358
-v 0.646447 0.292893 -1.119678
-vn 0.142133 0.217514 -1.502735
-v 0.607909 0.970469 -2.859986
-vn -0.360685 0.171542 0.170606
-v 0.399526 1.516124 -1.229615
-vn 0.542530 -0.377369 1.788628
-v 0.104529 0.309017 -0.994522
-vn -0.615411 0.563537 -0.394580
-v 0.282970 1.016124 -2.692277
-vn -0.288775 0.126292 0.195392
-v 0.135144 1.016124 -1.285811
-vn 0.586998 -0.198559 0.931211
-v 0.000000 -0.382683 -1.076120
-vn 1.051413 -0.459820 0.300677
-v -0.135144 -1.016124 -1.285811
-vn 0.504261 -0.220531 0.144206
-v 0.135144 -0.398090 -1.285811
-vn -0.567658 0.282046 -1.589122
-v -0.607909 -0.205102 -2.859986
-vn -0.525270 0.472770 0.248029
-v -0.209057 0.690983 -1.989044
-vn -0.229752 0.157445 0.319952
-v -0.135144 0.398090 -1.285811
-vn 0.165285 -0.276042 -0.395390
-v -0.836542 -1.516124 -2.574612
-vn 0.511357 -0.854014 -1.223250
-v -0.607909 -0.970469 -2.859986
-vn -0.429694 0.167273 -0.839873
-v -0.927051 -0.809017 -2.853170
-vn 0.023037 0.310981 0.591978
-v -0.437698 -0.568373 -0.983085
-vn 0.374428 -0.968199 -0.246326
-v -0.618034 -1.809017 -1.902113
-vn -0.817550 0.266835 -1.263499
-v -1.718613 -0.568373 -2.365468
-vn -0.032872 0.655202 -0.421412
-v -1.353553 -0.292893 -2.344423
-vn -0.064170 -0.612554 0.648044
-v -0.865114 -1.516124 -0.960807
-vn -0.383081 -0.925998 0.192336
-v -1.000000 -2.000000 -1.732051
-vn -0.631549 -0.645601 -0.498597
-v -1.811408 -1.516124 -2.011772
-vn -0.841412 -0.860134 -0.664280
-v -1.718613 -1.333740 -2.365468
-vn -0.272846 0.070446 -0.321246
-v -2.007392 -0.809017 -2.229434
-vn 0.154102 1.101639 -1.170928
-v -1.770679 0.336094 -1.594326
-vn 0.056816 0.406165 -0.431712
-v -1.811408 -0.101910 -2.011772
-vn 1.542311 0.619521 -0.153440
-v -0.865114 -0.101910 -0.960807
-vn 0.286363 -0.133386 0.687126
-v -0.799713 -0.970469 -0.720065
-vn -1.315044 -0.854014 -0.168776
-v -2.172866 -0.970469 -1.956457
-vn -0.289099 0.057135 -0.231924
-v -2.427051 -0.309017 -1.763356
-vn -0.034011 0.563536 -0.730252
-v -2.473065 1.016124 -1.101080
-vn 0.448347 0.489241 -0.576191
-v -1.618034 0.690983 -1.175571
-vn 0.512952 -0.198559 0.973962
-v -0.931948 -0.382683 -0.538060
-vn -0.265312 -0.459820 1.060888
-v -1.045973 -1.016124 -0.759944
-vn -0.912606 -0.518782 0.127286
-v -2.473065 -0.398090 -1.101080
-vn -0.389252 -0.221275 0.054291
-v -2.190095 -1.016124 -1.591197
-vn -1.372474 0.217512 -0.628276
-v -2.780775 0.970469 -0.903529
-vn -0.529867 -0.850572 0.897335
-v -2.266067 -0.336094 -0.736290
-vn -0.305950 -0.491128 0.518129
-v -1.827091 -0.690983 -0.813473
-vn 0.455934 -1.043766 0.789498
-v -1.264640 0.101910 -0.268808
-vn -0.726755 0.102069 0.107638
-v -2.934443 0.809017 0.623735
-vn 0.569292 -0.142275 -0.190526
-v -1.000000 1.000000 -0.000000
-vn 0.308552 -0.706365 -0.534290
-v -1.292893 0.292893 -0.000000
-vn -1.006018 -0.617848 -0.103911
-v -2.907862 0.568373 0.305629
-vn -0.471567 0.979823 1.063430
-v -2.266067 1.511665 0.736290
-vn 1.277739 -0.377367 -1.364155
-v -0.913545 0.309017 0.406737
-vn -0.018343 -0.568264 -1.099358
-v -1.181117 -0.398090 0.525867
-vn -0.018550 -0.574698 -1.111805
-v -1.538159 -0.336094 0.499778
-vn -0.019684 0.326154 0.422643
-v -2.190095 0.398090 1.591197
-vn 0.831126 -0.321722 -1.578092
-v -0.809017 -0.309017 0.587785
-vn -0.310050 -0.537356 -1.239779
-v -1.400637 -0.923880 0.808658
-vn -0.756505 -0.834495 -0.987561
-v -2.063464 -0.923880 1.191342
-vn -1.409433 -0.801210 -0.196582
-v -2.532154 -0.382683 1.461940
-vn 0.891167 0.882460 0.617617
-v -1.201900 0.336094 1.082196
-vn -0.879512 -0.571172 0.112879
-v -2.190095 -1.016124 1.591197
-vn -0.817550 0.266835 1.263499
-v -1.718613 -0.568373 2.365468
-vn -0.512505 0.167273 0.792062
-v -2.007392 -0.809017 2.229434
-vn 0.559137 0.992250 0.001500
-v -1.000000 -0.000000 1.732051
-vn 1.274763 0.791033 -0.803644
-v -0.646447 -0.292893 1.119678
-vn 0.215254 -0.091487 -0.438462
-v -0.632528 -1.333740 0.870600
-vn 0.281250 -0.119536 -0.572892
-v -0.669131 -0.809017 0.743145
-vn -0.395804 -0.956753 -0.198724
-v -1.400506 -1.874936 1.927631
-vn -0.293779 0.114363 0.574215
-v -1.500000 -1.000000 2.598076
-vn 0.370001 -0.956751 0.243414
-v -0.969125 -1.874936 2.176690
-vn -0.116024 -0.645602 0.796236
-v -0.836542 -1.516124 2.574612
-vn -0.567658 0.282046 1.589122
-v -0.607909 -0.205102 2.859986
-vn -0.525270 0.472770 -0.248029
-v -0.209057 0.690983 1.989044
-vn -0.980456 0.882460 -0.462965
-v -0.336259 0.336094 1.581974
-vn 0.159977 -0.047222 -0.209424
-v -0.104529 -0.309017 0.994522
-vn 0.451888 -0.133387 -0.591560
-v -0.223738 -0.970469 1.052605
-vn 1.012694 -0.515773 -0.175305
-v -0.336259 -1.511665 1.581974
-vn 0.686739 -0.599928 0.219750
-v -0.209057 -1.309017 1.989044
-vn 0.606528 -0.529855 0.194083
-v -0.618034 -1.809017 1.902113
-vn -0.777889 0.624621 0.349813
-v -0.495388 0.336094 2.330616
-vn -0.801218 0.467829 -0.157493
-v 0.000000 0.923880 1.617317
-vn -0.306889 0.125096 -0.206978
-v -0.223738 -0.205102 1.052605
-vn -1.008136 0.410944 -0.679928
-v -0.135144 0.398090 1.285811
-vn 0.637694 -0.555604 0.204933
-v -0.495388 -1.511665 2.330616
-vn 0.504563 -0.439611 0.162149
-v 0.000000 -0.923880 2.382683
-vn 0.159502 -0.204611 0.364738
-v 0.000000 -0.382683 2.923880
-vn 0.564773 -0.285026 1.190030
-v 0.927051 0.809017 2.853170
-vn 0.471934 -0.201484 -0.817413
-v 1.718613 0.568373 -2.365468
-vn -0.408516 -0.225563 -0.707570
-v -1.189249 -1.333740 -2.671097
-vn -0.784017 -0.267286 0.633344
-v -2.172866 -0.970469 1.956457
-vn -0.219869 0.407661 1.658322
-v 0.313585 0.309017 2.983566
-vn -0.857765 0.489236 -0.024484
-v 0.336259 1.511665 1.581974
-vn -0.330388 0.119801 -0.148967
-v 0.000000 0.382683 1.076120
-vn -0.287073 0.540260 0.391511
-v 0.969125 1.874936 2.176690
-vn -0.108833 -0.337501 -2.098536
-v 0.437698 0.568373 0.983085
-vn 0.317644 -0.412109 -0.455244
-v 0.336259 -0.336094 1.581974
-vn 0.871354 -0.868192 1.012042
-v 0.836542 0.101910 2.574612
-vn 0.219718 0.883628 0.380561
-v 1.400506 1.874936 1.927631
-vn 0.035898 -0.976483 0.062177
-v 1.400506 0.027177 1.927631
-vn 0.339372 -0.494634 0.587809
-v 1.718613 0.568373 2.365468
-vn 0.590725 -0.860979 1.023163
-v 1.353553 0.292893 2.344423
-vn 0.434560 0.723434 -0.678980
-v 1.338261 1.809017 1.486290
-vn -0.320289 -0.061315 -0.207750
-v 0.799713 0.205102 0.720065
-vn -1.762970 -0.337500 -1.143520
-v 0.632528 0.568373 0.870600
-vn -0.553075 -0.412110 0.047467
-v 1.201900 -0.336094 1.082196
-vn -0.530846 -1.115580 0.626313
-v 1.338261 -0.190983 1.486290
-vn 0.272607 -0.536952 0.779666
-v 2.172866 0.205102 1.956457
-vn 0.407680 0.489237 -0.755089
-v 1.201900 1.511665 1.082196
-vn 0.149817 0.496013 -1.493026
-v 0.799713 0.970469 0.720065
-vn -1.062353 -0.657255 0.640481
-v 1.045973 -0.398090 0.759944
-vn 0.691892 0.624620 -0.498763
-v 2.266067 0.336094 0.736290
-vn 0.983795 0.888142 -0.709186
-v 2.473065 0.398090 1.101080
-vn 0.397022 0.702980 -1.160975
-v 1.827091 0.690983 0.813473
-vn -1.733548 -0.296627 0.076526
-v 0.931948 -0.382683 0.538060
-vn -0.680972 -0.527536 0.700690
-v 1.400637 -0.923880 0.808658
-vn 0.734925 0.821426 -0.456228
-v 2.369631 -0.027177 0.249058
-vn 0.762236 0.851951 -0.473182
-v 2.647950 -0.101910 0.562839
-vn 0.162377 -1.050365 0.817647
-v 1.956295 -1.809017 0.415823
-vn -0.080605 1.161287 0.000000
-v 1.608457 -0.027177 -0.169056
-vn -0.056325 0.811478 0.000000
-v 2.000000 0.000000 0.000000
-vn -0.982492 0.794140 0.000000
-v 1.070225 -0.568373 0.112485
-vn -0.623520 -0.131200 0.000000
-v 1.000000 -1.000000 -0.000000
-vn 0.364137 -1.076219 0.000000
-v 2.000000 -2.000000 -0.000000
-vn 0.833317 -0.448064 0.000000
-v 2.907862 -1.333740 0.305629
-vn 1.100341 -0.591640 0.000000
-v 2.707107 -1.707107 -0.000000
-vn -0.212800 0.232447 0.428961
-v 1.070225 -0.568373 -0.112485
-vn -0.357335 -0.069867 -0.039384
-v 1.070225 -1.333740 -0.112485
-vn -0.084769 0.410944 1.213034
-v 1.181117 0.398090 -0.525867
-vn -0.351116 -0.272003 -0.361284
-v 1.538159 -1.511665 -0.499778
-vn 0.545127 -0.472377 -0.739932
-v 2.780775 -0.970469 -0.903529
-vn -0.967995 -0.158206 0.192364
-v 0.809017 0.309017 -0.587785
-vn 0.396375 0.135132 -0.320200
-v 1.718613 1.333740 -2.365468
-vn 0.482595 0.540260 0.052856
-v 1.400506 1.874936 -1.927631
-vn 0.031488 0.296796 0.681259
-v 0.865114 1.516124 -0.960807
-vn 0.440776 -0.868193 -1.260635
-v 1.811408 0.101910 -2.011772
-vn -0.248500 -0.080861 0.430414
-v 0.500000 1.000000 -0.866025
-vn -0.651321 0.585113 -0.029804
-v 0.336259 1.511665 -1.581974
-vn -0.416743 0.204195 0.215591
-v 0.223738 0.970469 -1.052605
-vn 0.317644 -0.412109 0.455243
-v 0.336259 -0.336094 -1.581974
-vn 0.532222 -0.734980 0.096566
-v 0.495388 -0.336094 -2.330616
-vn 0.308294 -0.307176 -0.358071
-v 1.189249 0.568373 -2.671097
-vn -0.656413 0.374393 0.018737
-v 0.000000 0.923880 -1.617317
-vn -1.213903 0.692364 0.034650
-v 0.209057 1.309017 -1.989044
-vn 0.608108 -0.303099 1.790345
-v 0.223738 0.205102 -1.052605
-vn 0.236773 -0.211900 -0.303382
-v 0.607909 0.205102 -2.859986
-vn -0.126163 0.089627 -0.375839
-v 0.000000 0.382683 -2.923880
-vn -1.106071 0.888141 -0.497396
-v -0.282970 0.398090 -2.692277
-vn 0.159502 -0.204611 -0.364738
-v 0.000000 -0.382683 -2.923880
-vn 0.591780 -0.759141 -1.353243
-v -0.282970 -1.016124 -2.692277
-vn -0.508548 0.256651 -1.071559
-v -1.189249 -0.568373 -2.671097
-vn -0.834988 0.732166 1.256055
-v -0.223738 -0.205102 -1.052605
-vn 0.477451 -0.156776 0.650214
-v -0.309017 -0.809017 -0.951056
-vn 0.040302 1.161289 0.069806
-v -0.950635 -0.027177 -1.308437
-vn 0.612688 -0.257843 1.061206
-v -0.437698 -1.333740 -0.983085
-vn -0.550170 -0.591641 -0.952921
-v -1.353553 -1.707107 -2.344423
-vn 0.658436 0.764855 -0.496850
-v -1.338261 0.190983 -1.486290
-vn 0.477891 0.232447 -0.030190
-v -0.632528 -0.568373 -0.870600
-vn 0.144559 -0.069867 0.329154
-v -0.632528 -1.333740 -0.870600
-vn -0.266331 -0.527536 0.940083
-v -1.400637 -0.923880 -0.808658
-vn -0.137323 -0.272003 0.484716
-v -1.201900 -1.511665 -1.082196
-vn -0.791762 0.243376 -0.608693
-v -2.532154 0.382683 -1.461940
-vn -0.039816 0.604149 -0.798099
-v -2.063464 0.923880 -1.191342
-vn 0.909111 0.370196 -0.653992
-v -1.181117 1.016124 -0.525867
-vn -0.023499 -0.657255 1.240265
-v -1.181117 -0.398090 -0.525867
-vn -0.833637 -0.463495 0.116716
-v -2.532154 -0.382683 -1.461940
-vn 0.299849 0.585112 -0.578961
-v -1.538159 1.511665 -0.499778
-vn 1.456214 0.752639 -0.932947
-v -1.070225 1.333740 -0.112485
-vn 0.574244 0.296796 -0.367899
-v -1.264640 1.516124 -0.268808
-vn 1.871803 -0.337498 0.955015
-v -1.070225 0.568373 -0.112485
-vn 0.235430 -0.412110 0.502711
-v -1.538159 -0.336094 -0.499778
-vn -0.464246 -0.307176 0.087956
-v -2.907862 0.568373 -0.305629
-vn -1.394242 0.384919 0.000000
-v -3.000000 1.000000 -0.000000
-vn 0.359217 1.124614 0.000000
-v -1.608457 1.874936 0.169056
-vn 0.359217 1.124614 0.000000
-v -1.608457 1.874936 -0.169056
-vn 0.434925 0.259380 0.000000
-v -1.292893 1.707107 -0.000000
-vn -0.071796 -0.976483 0.000000
-v -2.369631 0.027177 -0.249058
-vn -1.181450 -0.860977 0.000000
-v -2.707107 0.292893 -0.000000
-vn -0.195523 0.540259 0.444367
-v -2.369631 1.874936 0.249058
-vn 0.299849 0.585112 0.578961
-v -1.538159 1.511665 0.499778
-vn 0.370734 0.723435 0.715830
-v -1.956295 1.809017 0.415823
-vn 0.340061 -0.061315 -0.173503
-v -1.023451 0.205102 0.332539
-vn 0.551129 -0.099372 -0.281193
-v -0.978148 0.809017 0.207912
-vn -0.276977 -1.115578 -0.772882
-v -1.956295 -0.190983 0.415823
-vn -0.811514 -0.536951 -0.153749
-v -2.780775 0.205102 0.903529
-vn 1.218088 0.496013 0.876262
-v -1.023451 0.970469 0.332539
-vn -0.648300 -1.027893 -1.039073
-v -1.827091 -0.690983 0.813473
-vn -1.047034 0.357626 1.185791
-v -2.427051 -0.309017 1.763356
-vn 0.806923 0.702980 0.924319
-v -1.618034 0.690983 1.175571
-vn 0.332692 0.125096 0.162283
-v -0.799713 -0.205102 0.720065
-vn 1.092903 0.410945 0.533106
-v -1.045973 0.398090 0.759944
-vn 0.101252 -0.037519 -0.194733
-v -0.799713 -0.970469 0.720065
-vn 0.477891 0.232447 0.030190
-v -0.632528 -0.568373 0.870600
-vn -0.331861 -0.784999 -0.891890
-v -1.201900 -1.511665 1.082196
-vn -0.325065 0.825703 0.563028
-v -1.353553 -0.292893 2.344423
-vn 0.491246 0.794139 -0.850863
-v -0.437698 -0.568373 0.983085
-vn 0.207455 -0.780146 -0.359324
-v -0.646447 -1.707107 1.119678
-vn -0.416659 -0.448066 0.721673
-v -1.718613 -1.333740 2.365468
-vn -0.564773 0.285026 1.190030
-v -0.927051 -0.809017 2.853170
-vn -0.762568 0.821428 0.408350
-v -0.969125 -0.027177 2.176690
-vn 0.554966 -0.464279 -0.093770
-v -0.657822 -1.874936 1.477492
-vn 0.896297 -0.749833 -0.151443
-v -0.399526 -1.516124 1.229615
-vn 0.001365 -0.279285 0.532918
-v -0.607909 -0.970469 2.859986
-vn -0.056303 0.057135 0.366329
-v -0.313585 -0.309017 2.983566
-vn -0.262333 0.266211 1.706845
-v 0.000000 0.382683 2.923880
-vn 0.586998 -0.198559 -0.931211
-v 0.000000 -0.382683 1.076120
-vn 1.051413 -0.459820 -0.300677
-v -0.135144 -1.016124 1.285811
-vn 0.567658 -0.282046 1.589122
-v 0.607909 0.205102 2.859986
-vn 0.350396 -0.114364 0.541527
-v 1.500000 1.000000 2.598076
-vn 0.272846 -0.070446 0.321246
-v 2.007392 0.809017 2.229434
-vn 1.372474 -0.217512 0.628276
-v 2.780775 -0.970469 0.903529
-vn 1.039279 -0.164707 0.475750
-v 2.934443 -0.809017 0.623735
-vn 1.257669 -0.176634 -0.186270
-v 2.907862 -1.333740 -0.305629
-vn 0.726755 -0.102069 -0.107638
-v 2.934443 -0.809017 -0.623735
-vn 1.092390 -0.282046 -1.286168
-v 2.172866 0.205102 -1.956457
-vn 0.332919 -0.165414 -0.931987
-v 0.313585 0.309017 -2.983566
-vn 0.141784 -0.070447 -0.396915
-v 0.927051 0.809017 -2.853170
-vn 0.153035 -0.155297 -0.995707
-v -0.313585 -0.309017 -2.983566
-vn -0.406569 -0.153605 -1.028169
-v -1.500000 -1.000000 -2.598076
-vn -1.660049 -0.282044 -0.302958
-v -2.780775 0.205102 -0.903529
-vn -0.414630 -0.070446 -0.075670
-v -2.934443 0.809017 -0.623735
-vn -0.973583 -0.165413 -0.177679
-v -2.740636 0.309017 -1.220210
-vn -0.345402 -0.057135 0.134405
-v -2.740636 0.309017 1.220210
-vn -0.467521 -0.176633 1.182308
-v -1.189249 -1.333740 2.671097
-vn -0.342000 0.571171 0.818119
-v 0.282970 1.016124 2.692277
-vn 0.567744 -0.389064 -0.790637
-v 0.223738 0.205102 1.052605
-vn 0.697580 -0.627858 -0.329393
-v 0.618034 -0.190983 1.902113
-vn 1.091103 -1.101638 0.452007
-v 0.495388 -0.336094 2.330616
-vn 0.154579 0.860133 1.060823
-v 1.189249 1.333740 2.671097
-vn -0.374428 0.968199 0.246326
-v 0.618034 1.809017 1.902113
-vn -0.593308 0.612554 -0.268450
-v 0.399526 1.516124 1.229615
-vn -1.092513 0.367341 -1.628765
-v 0.500000 1.000000 0.866025
-vn -0.058598 -0.791033 -1.505798
-v 0.646447 0.292893 1.119678
-vn 0.450283 0.460302 0.355491
-v 1.353553 1.707107 2.344423
-vn 0.064170 0.612554 -0.648044
-v 0.865114 1.516124 0.960807
-vn -0.215254 0.091487 -0.438462
-v 0.632528 1.333740 0.870600
-vn -0.519486 -0.921885 0.001394
-v 0.950635 0.027177 1.308437
-vn 0.879512 0.571172 0.112879
-v 2.190095 1.016124 1.591197
-vn 0.188844 0.274732 -0.513843
-v 1.045973 1.016124 0.759944
-vn 0.372262 0.410639 -0.485960
-v 1.618034 1.309017 1.175571
-vn 0.310050 0.537356 -1.239779
-v 1.400637 0.923880 0.808658
-vn -0.831126 0.321722 -1.578092
-v 0.809017 0.309017 0.587785
-vn -0.313602 -0.126291 0.152390
-v 1.181117 -1.016124 0.525867
-vn 0.062062 -1.028327 1.332545
-v 2.063464 -0.923880 1.191342
-vn 0.034011 -0.563536 0.730252
-v 2.473065 -1.016124 1.101080
-vn 0.019684 -0.326154 0.422643
-v 2.190095 -0.398090 1.591197
-vn 1.221932 0.709040 -0.261635
-v 2.780775 -0.205102 0.903529
-vn -0.653082 0.192881 -0.697251
-v 1.023451 -0.205102 0.332539
-vn -0.930438 -0.486479 0.643924
-v 1.023451 -0.970469 0.332539
-vn -0.448926 -0.914896 1.004515
-v 1.538159 -1.511665 0.499778
-vn 1.006018 0.617848 -0.103911
-v 2.907862 -0.568373 0.305629
-vn -0.269061 0.615958 -0.465907
-v 1.608457 -0.027177 0.169056
-vn -1.740133 0.434887 -0.582373
-v 0.978148 -0.809017 0.207912
-vn -1.198893 -0.861416 0.486011
-v 1.264640 -1.516124 0.268808
-vn 0.990305 0.608198 0.102288
-v 2.707107 -0.292893 -0.000000
-vn -1.740133 0.434887 0.582373
-v 0.978148 -0.809017 -0.207912
-vn -1.198893 -0.861416 -0.486011
-v 1.264640 -1.516124 -0.268808
-vn 0.443945 0.257604 0.095056
-v 2.473065 0.398090 -1.101080
-vn 0.018550 0.574698 1.111805
-v 1.538159 0.336094 -0.499778
-vn -0.653082 0.192881 0.697251
-v 1.023451 -0.205102 -0.332539
-vn -0.285686 -0.582217 -0.639248
-v 1.827091 -1.309017 -0.813473
-vn -0.250987 -0.511503 -0.561607
-v 1.956295 -1.809017 -0.415823
-vn -1.150810 -0.463445 -0.559218
-v 0.931948 -0.382683 -0.538060
-vn 0.034011 -0.563536 -0.730252
-v 2.473065 -1.016124 -1.101080
-vn -0.286363 0.133386 0.687126
-v 0.799713 0.970469 -0.720065
-vn -0.968584 -0.389064 -0.096361
-v 0.799713 0.205102 -0.720065
-vn -0.891167 -0.882460 -0.617617
-v 1.201900 -0.336094 -1.082196
-vn -0.477435 -0.472770 -0.330883
-v 1.618034 -0.690983 -1.175571
-vn 0.631549 0.645601 -0.498597
-v 1.811408 1.516124 -2.011772
-vn 0.383080 0.925998 0.192336
-v 1.000000 2.000000 -1.732051
-vn 0.051030 0.487123 0.515346
-v 0.950635 1.874936 -1.308437
-vn -1.019721 1.052799 0.461387
-v 0.646447 1.707107 -1.119678
-vn -0.272092 0.091487 0.405647
-v 0.437698 1.333740 -0.983085
-vn 0.260950 -0.921884 0.449190
-v 0.657822 0.027177 -1.477492
-vn 0.280868 -0.992250 0.483476
-v 1.000000 0.000000 -1.732051
-vn 0.626457 -1.177717 -0.429914
-v 0.969125 0.027177 -2.176690
-vn -0.606528 0.529855 -0.194083
-v 0.618034 1.809017 -1.902113
-vn 0.525270 -0.472770 0.248029
-v 0.209057 -0.690983 -1.989044
-vn -0.586998 0.198559 0.931211
-v 0.000000 0.382683 -1.076120
-vn 1.122986 -1.028329 -0.720019
-v 0.000000 -0.923880 -2.382683
-vn 0.356177 -0.326155 -0.228368
-v 0.282970 -0.398090 -2.692277
-vn -0.542530 0.377369 1.788628
-v -0.104529 -0.309017 -0.994522
-vn 0.360685 -0.171542 0.170606
-v -0.399526 -1.516124 -1.229615
-vn 0.685174 -0.979821 -0.940102
-v -0.495388 -1.511665 -2.330616
-vn -0.461490 0.848277 -0.083893
-v -0.618034 0.190983 -1.902113
-vn -0.455756 1.043768 0.789601
-v -0.399526 -0.101910 -1.229615
-vn -0.035037 -0.930382 -0.850613
-v -0.969125 -1.874936 -2.176690
-vn 0.188971 1.013973 -0.527870
-v -1.000000 -0.000000 -1.732051
-vn 1.374417 0.434889 1.215811
-v -0.669131 -0.809017 -0.743145
-vn 0.087178 -0.420598 0.625603
-v -0.646447 -1.707107 -1.119678
-vn -0.305261 -0.945736 0.314784
-v -1.338261 -1.809017 -1.486290
-vn -0.139652 0.257604 -0.431996
-v -2.190095 0.398090 -1.591197
-vn 0.953578 0.574699 -0.571966
-v -1.201900 0.336094 -1.082196
-vn 0.377017 0.220531 -0.364599
-v -1.045973 0.398090 -0.759944
-vn 1.099951 0.198559 -0.042752
-v -0.931948 0.382683 -0.538060
-vn 1.782231 0.321722 -0.069271
-v -0.913545 0.309017 -0.406737
-vn 0.207184 0.037400 -0.008053
-v -0.809017 -0.309017 -0.587785
-vn 0.224402 0.879555 -1.033028
-v -2.266067 1.511665 -0.736290
-vn 0.135183 0.529856 -0.622311
-v -1.956295 1.809017 -0.415823
-vn -0.533005 0.460301 -0.212211
-v -2.707107 1.707107 -0.000000
-vn -0.024973 0.925999 -0.427926
-v -2.000000 2.000000 -0.000000
-vn 0.636764 0.119536 -0.042876
-v -0.978148 0.809017 -0.207912
-vn 0.258536 -0.921886 0.450585
-v -1.608457 0.027177 -0.169056
-vn 0.278269 -0.992249 0.484976
-v -2.000000 -0.000000 -0.000000
-vn 0.230755 -0.822824 0.402167
-v -1.956295 -0.190983 -0.415823
-vn -0.995990 0.860133 0.396544
-v -2.907862 1.333740 0.305629
-vn 0.529138 0.612554 0.379594
-v -1.264640 1.516124 0.268808
-vn 0.487347 0.091487 0.032815
-v -1.070225 1.333740 0.112485
-vn 0.258536 -0.921886 -0.450585
-v -1.608457 0.027177 0.169056
-vn -0.685544 -1.177717 -0.327570
-v -2.369631 0.027177 0.249058
-vn 0.350580 0.274732 0.420466
-v -1.181117 1.016124 0.525867
-vn -0.345466 -0.406165 -0.265060
-v -2.647950 0.101910 0.562839
-vn 0.477002 0.834495 1.148933
-v -2.063464 0.923880 1.191342
-vn 0.234723 0.410639 0.565367
-v -1.827091 1.309017 0.813473
-vn 0.091109 -0.463445 -1.276240
-v -0.931948 -0.382683 0.538060
-vn 0.024828 -0.126291 -0.347782
-v -1.045973 -1.016124 0.759944
-vn -0.384384 0.709039 1.189041
-v -2.172866 -0.205102 1.956457
-vn -0.032594 -0.171543 -0.397666
-v -0.865114 -1.516124 0.960807
-vn -0.410762 -0.582217 -0.567035
-v -1.618034 -1.309017 1.175571
-vn 0.911693 1.043767 -0.000103
-v -0.865114 -0.101910 0.960807
-vn -0.323426 -1.002012 -0.333515
-v -0.950635 -1.874936 1.308437
-vn -0.291273 -0.902398 -0.300359
-v -1.000000 -2.000000 1.732051
-vn -0.461490 0.848277 0.083893
-v -0.618034 0.190983 1.902113
-vn -0.455756 1.043768 -0.789601
-v -0.399526 -0.101910 1.229615
-vn 0.365714 0.434889 -1.798186
-v -0.309017 -0.809017 0.951056
-vn 0.119645 0.142276 -0.588284
-v -0.500000 -1.000000 0.866025
-vn 0.543918 -0.459196 -0.423933
-v -0.437698 -1.333740 0.983085
-vn -0.304293 0.257604 0.336940
-v -0.282970 0.398090 2.692277
-vn -0.504563 0.439611 0.162149
-v 0.000000 0.923880 2.382683
-vn 1.008136 -0.410944 -0.679928
-v 0.135144 -0.398090 1.285811
-vn 1.106071 -0.888141 0.497396
-v 0.282970 -0.398090 2.692277
-vn -0.001365 0.279285 0.532918
-v 0.607909 0.970469 2.859986
-vn -0.554966 0.464279 -0.093770
-v 0.657822 1.874936 1.477492
-vn -1.135033 0.372700 -1.545739
-v 0.223738 0.970469 1.052605
-vn 0.762568 -0.821428 0.408350
-v 0.969125 0.027177 2.176690
-vn 0.466038 0.620190 -0.158360
-v 1.770679 1.511665 1.594326
-vn 0.196276 0.464279 -0.527499
-v 0.950635 1.874936 1.308437
-vn -0.028670 -0.851951 0.896706
-v 1.811408 0.101910 2.011772
-vn 0.913364 0.472379 0.102127
-v 2.172866 0.970469 1.956457
-vn 0.395624 0.204611 0.044236
-v 2.532154 0.382683 1.461940
-vn -0.800502 0.296628 -1.539559
-v 0.931948 0.382683 0.538060
-vn -0.806923 -0.702980 0.924319
-v 1.618034 -0.690983 1.175571
-vn -0.085997 -0.624619 0.848579
-v 1.770679 -0.336094 1.594326
-vn -0.650590 0.158205 -0.742124
-v 0.913545 -0.309017 0.406737
-vn -0.356044 0.623241 -0.760258
-v 1.264640 -0.101910 0.268808
-vn -0.235430 0.412110 -0.502711
-v 1.538159 0.336094 0.499778
-vn -1.456214 -0.752639 0.932947
-v 1.070225 -1.333740 0.112485
-vn 0.363935 -1.005608 0.827120
-v 2.647950 -1.516124 0.562839
-vn -0.359217 -1.124614 0.000000
-v 1.608457 -1.874936 0.169056
-vn 0.439435 -0.883630 0.000000
-v 2.369631 -1.874936 -0.249058
-vn 1.312130 0.868192 0.248595
-v 2.647950 -0.101910 -0.562839
-vn 0.811514 0.536952 0.153749
-v 2.780775 -0.205102 -0.903529
-vn 0.276977 1.115578 0.772882
-v 1.956295 0.190983 -0.415823
-vn 0.182482 0.734980 0.509201
-v 2.266067 0.336094 -0.736290
-vn -0.356044 0.623241 0.760258
-v 1.264640 -0.101910 -0.268808
-vn 0.833637 0.463495 0.116716
-v 2.532154 0.382683 -1.461940
-vn 0.009318 0.260616 0.491792
-v 1.400637 0.923880 -0.808658
-vn -0.147837 0.035950 0.168637
-v 0.931948 0.382683 -0.538060
-vn -0.909111 -0.370196 -0.653992
-v 1.181117 -1.016124 -0.525867
-vn -1.218088 -0.496013 -0.876262
-v 1.023451 -0.970469 -0.332539
-vn 0.039816 -0.604149 -0.798099
-v 2.063464 -0.923880 -1.191342
-vn 0.913364 0.472379 -0.102127
-v 2.172866 0.970469 -1.956457
-vn 0.496324 0.555604 0.449794
-v 1.770679 1.511665 -1.594326
-vn 0.349863 0.692992 1.234930
-v 1.045973 1.016124 -0.759944
-vn -1.092903 -0.410945 -0.533106
-v 1.045973 -0.398090 -0.759944
-vn -0.122278 -0.888140 -1.206585
-v 2.190095 -0.398090 -1.591197
-vn -0.477891 -0.232447 -0.030190
-v 0.632528 0.568373 -0.870600
-vn -0.658436 -0.764855 -0.496850
-v 1.338261 -0.190983 -1.486290
-vn -0.016487 -0.489919 -0.515655
-v 1.770679 -0.336094 -1.594326
-vn 0.160686 0.949823 -0.278315
-v 0.969125 1.874936 -2.176690
-vn -0.265063 0.996784 0.459105
-v 0.657822 1.874936 -1.477492
-vn -0.491246 -0.794139 0.850863
-v 0.437698 0.568373 -0.983085
-vn -0.040302 -1.161289 0.069806
-v 0.950635 0.027177 -1.308437
-vn 0.325065 -0.825703 -0.563028
-v 1.353553 0.292893 -2.344423
-vn -0.002594 0.530527 -1.012326
-v 1.189249 1.333740 -2.671097
-vn -0.370164 0.620191 -0.324422
-v 0.495388 1.511665 -2.330616
-vn 0.464523 -0.407321 0.698772
-v 0.399526 0.101910 -1.229615
-vn 0.759503 -0.764855 0.321797
-v 0.618034 -0.190983 -1.902113
-vn 0.790904 -0.851951 -0.423524
-v 0.836542 0.101910 -2.574612
-vn -0.504563 0.439611 -0.162149
-v 0.000000 0.923880 -2.382683
-vn 0.801218 -0.467829 0.157493
-v 0.000000 -0.923880 -1.617317
-vn -0.544150 0.456962 -0.018630
-v -0.495388 0.336094 -2.330616
-vn -0.913547 0.552962 0.504610
-v -0.336259 0.336094 -1.581974
-vn 1.213903 -0.692364 0.034650
-v -0.209057 -1.309017 -1.989044
-vn 0.857765 -0.489236 0.024484
-v -0.336259 -1.511665 -1.581974
-vn -0.871354 0.868192 -1.012042
-v -0.836542 -0.101910 -2.574612
-vn -0.492172 0.679672 0.089299
-v -0.969125 -0.027177 -2.176690
-vn 0.416743 -0.204195 0.215591
-v -0.223738 -0.970469 -1.052605
-vn 0.879079 -0.789719 -0.040226
-v -0.657822 -1.874936 -1.477492
-vn 0.250506 0.595003 0.433891
-v -0.646447 -0.292893 -1.119678
-vn 0.380624 0.904060 0.659263
-v -0.657822 -0.027177 -1.477492
-vn 0.248500 0.080861 0.430414
-v -0.500000 -1.000000 -0.866025
-vn 0.179608 -1.124616 0.311091
-v -0.950635 -1.874936 -1.308437
-vn -0.272607 0.536952 -0.779666
-v -2.172866 -0.205102 -1.956457
-vn 0.323421 0.679672 -0.381584
-v -1.400506 -0.027177 -1.927631
-vn 0.320289 0.061315 0.207750
-v -0.799713 -0.205102 -0.720065
-vn -0.482595 -0.540260 0.052856
-v -1.400506 -1.874936 -1.927631
-vn -0.706463 -0.790879 0.077376
-v -1.770679 -1.511665 -1.594326
-vn 0.421246 0.260616 -0.253965
-v -1.400637 0.923880 -0.808658
-vn -0.576944 -0.692363 1.068594
-v -1.618034 -1.309017 -1.175571
-vn -0.711083 -0.604149 0.364569
-v -2.063464 -0.923880 -1.191342
-vn 0.257114 1.010494 -1.190767
-v -1.827091 1.309017 -0.813473
-vn 0.219270 0.037519 -0.009679
-v -1.023451 0.970469 -0.332539
-vn 0.025805 -0.125096 0.369261
-v -1.023451 0.205102 -0.332539
-vn -1.070013 0.648468 -0.621433
-v -2.647950 1.516124 -0.562839
-vn -0.122162 0.790228 -0.615146
-v -2.369631 1.874936 -0.249058
-vn -0.762236 -0.851951 0.473182
-v -2.647950 0.101910 -0.562839
-vn -0.833317 0.448064 0.000000
-v -2.907862 1.333740 -0.305629
-vn 0.982492 -0.794140 0.000000
-v -1.070225 0.568373 0.112485
-vn -1.070013 0.648468 0.621433
-v -2.647950 1.516124 0.562839
-vn 0.372893 -0.407320 -0.751676
-v -1.264640 0.101910 0.268808
-vn -0.438327 -0.489918 -0.272106
-v -2.266067 -0.336094 0.736290
-vn -0.876054 0.759141 1.189118
-v -2.473065 1.016124 1.101080
-vn -0.545127 0.472377 0.739932
-v -2.780775 0.970469 0.903529
-vn -0.236123 0.204611 0.320503
-v -2.532154 0.382683 1.461940
-vn 1.733548 0.296627 0.076526
-v -0.931948 0.382683 0.538060
-vn -0.983795 -0.888142 -0.709186
-v -2.473065 -0.398090 1.101080
-vn 0.421246 0.260616 0.253965
-v -1.400637 0.923880 0.808658
-vn -0.419565 -0.356470 -0.215109
-v -1.770679 -1.511665 1.594326
-vn -0.440776 0.868193 1.260635
-v -1.811408 -0.101910 2.011772
-vn 0.530846 1.115580 0.626313
-v -1.338261 0.190983 1.486290
-vn 0.349738 0.734978 0.412634
-v -1.770679 0.336094 1.594326
-vn 1.123712 0.837305 0.096441
-v -0.950635 -0.027177 1.308437
-vn -0.434559 -0.723434 -0.678980
-v -1.338261 -1.809017 1.486290
-vn -0.898273 -1.005608 -0.098384
-v -1.811408 -1.516124 2.011772
-vn -0.339372 0.494634 0.587809
-v -1.189249 -0.568373 2.671097
-vn -0.035898 0.976483 0.062177
-v -1.400506 -0.027177 1.927631
-vn 0.380624 0.904060 -0.659263
-v -0.657822 -0.027177 1.477492
-vn -0.260016 -1.045691 0.450359
-v -1.353553 -1.707107 2.344423
-vn -0.871354 0.868192 1.012042
-v -0.836542 -0.101910 2.574612
-vn -0.606984 0.410639 0.079408
-v 0.209057 1.309017 1.989044
-vn -1.051413 0.459820 -0.300677
-v 0.135144 1.016124 1.285811
-vn -0.951101 0.321721 -1.508825
-v 0.104529 0.309017 0.994522
-vn 1.278468 -0.864913 -0.177113
-v 0.000000 -0.923880 1.617317
-vn 0.723170 -0.489241 -0.100184
-v 0.209057 -0.690983 1.989044
-vn 0.615411 -0.563537 0.394580
-v -0.282970 -1.016124 2.692277
-# 480 vertices, 0 vertices normals
-
-f 132//132 376//376 136//136
-f 1//1 2//2 269//269
-f 274//274 137//137 475//475
-f 275//275 378//378 476//476
-f 3//3 270//270 477//477
-f 7//7 141//141 374//374
-f 271//271 272//272 479//479
-f 142//142 252//252 375//375
-f 253//253 273//273 132//132
-f 278//278 139//139 1//1
-f 4//4 377//377 274//274
-f 11//11 5//5 275//275
-f 276//276 140//140 3//3
-f 277//277 6//6 7//7
-f 8//8 379//379 271//271
-f 146//146 9//9 142//142
-f 254//254 10//10 253//253
-f 14//14 143//143 278//278
-f 147//147 381//381 4//4
-f 279//279 280//280 11//11
-f 15//15 149//149 276//276
-f 12//12 281//281 277//277
-f 151//151 144//144 8//8
-f 382//382 145//145 146//146
-f 13//13 383//383 254//254
-f 282//282 380//380 14//14
-f 284//284 153//153 147//147
-f 283//283 154//154 279//279
-f 286//286 148//148 15//15
-f 155//155 150//150 12//12
-f 386//386 387//387 151//151
-f 290//290 152//152 382//382
-f 16//16 384//384 13//13
-f 157//157 17//17 282//282
-f 158//158 285//285 284//284
-f 21//21 385//385 283//283
-f 388//388 159//159 286//286
-f 287//287 160//160 155//155
-f 18//18 288//288 386//386
-f 289//289 19//19 290//290
-f 256//256 291//291 16//16
-f 162//162 156//156 157//157
-f 20//20 390//390 158//158
-f 389//389 292//292 21//21
-f 297//297 293//293 388//388
-f 298//298 294//294 287//287
-f 163//163 22//22 18//18
-f 392//392 255//255 289//289
-f 23//23 295//295 256//256
-f 299//299 161//161 162//162
-f 165//165 296//296 20//20
-f 24//24 166//166 389//389
-f 167//167 391//391 297//297
-f 25//25 393//393 298//298
-f 168//168 26//26 163//163
-f 170//170 169//169 392//392
-f 258//258 27//27 23//23
-f 395//395 28//28 299//299
-f 397//397 164//164 165//165
-f 399//399 171//171 24//24
-f 300//300 172//172 167//167
-f 301//301 29//29 25//25
-f 306//306 394//394 168//168
-f 30//30 257//257 170//170
-f 33//33 396//396 258//258
-f 302//302 398//398 395//395
-f 37//37 303//303 397//397
-f 173//173 304//304 399//399
-f 38//38 404//404 300//300
-f 403//403 174//174 301//301
-f 305//305 31//31 306//306
-f 308//308 175//175 30//30
-f 32//32 400//400 33//33
-f 34//34 35//35 302//302
-f 36//36 401//401 37//37
-f 408//408 402//402 173//173
-f 176//176 307//307 38//38
-f 409//409 39//39 403//403
-f 312//312 405//405 305//305
-f 410//410 40//40 308//308
-f 41//41 406//406 32//32
-f 313//313 407//407 34//34
-f 42//42 43//43 36//36
-f 179//179 309//309 408//408
-f 44//44 310//310 176//176
-f 48//48 311//311 409//409
-f 412//412 413//413 312//312
-f 180//180 259//259 410//410
-f 45//45 177//177 41//41
-f 46//46 178//178 313//313
-f 314//314 315//315 42//42
-f 316//316 47//47 179//179
-f 181//181 411//411 44//44
-f 52//52 417//417 48//48
-f 319//319 49//49 412//412
-f 418//418 133//133 180//180
-f 261//261 419//419 45//45
-f 50//50 414//414 46//46
-f 321//321 415//415 314//314
-f 54//54 317//317 316//316
-f 51//51 416//416 181//181
-f 421//421 318//318 52//52
-f 422//422 320//320 319//319
-f 423//423 186//186 418//418
-f 260//260 53//53 261//261
-f 56//56 420//420 50//50
-f 188//188 182//182 321//321
-f 57//57 183//183 54//54
-f 55//55 189//189 51//51
-f 60//60 184//184 421//421
-f 322//322 185//185 422//422
-f 325//325 190//190 423//423
-f 262//262 191//191 260//260
-f 192//192 424//424 56//56
-f 62//62 187//187 188//188
-f 63//63 323//323 57//57
-f 326//326 58//58 55//55
-f 59//59 425//425 60//60
-f 428//428 324//324 322//322
-f 194//194 193//193 325//325
-f 66//66 61//61 262//262
-f 430//430 426//426 192//192
-f 329//329 427//427 62//62
-f 330//330 196//196 63//63
-f 197//197 432//432 326//326
-f 327//327 429//429 59//59
-f 68//68 328//328 428//428
-f 64//64 65//65 194//194
-f 263//263 195//195 66//66
-f 70//70 431//431 430//430
-f 332//332 435//435 329//329
-f 434//434 67//67 330//330
-f 436//436 199//199 197//197
-f 334//334 433//433 327//327
-f 72//72 331//331 68//68
-f 200//200 134//134 64//64
-f 75//75 69//69 263//263
-f 77//77 439//439 70//70
-f 201//201 198//198 332//332
-f 78//78 202//202 434//434
-f 333//333 203//203 436//436
-f 71//71 437//437 334//334
-f 335//335 441//441 72//72
-f 73//73 74//74 200//200
-f 81//81 438//438 75//75
-f 336//336 76//76 77//77
-f 83//83 337//337 201//201
-f 338//338 440//440 78//78
-f 341//341 79//79 333//333
-f 85//85 205//205 71//71
-f 444//444 442//442 335//335
-f 87//87 80//80 73//73
-f 266//266 206//206 81//81
-f 82//82 207//207 336//336
-f 446//446 443//443 83//83
-f 208//208 339//339 338//338
-f 340//340 84//84 341//341
-f 209//209 204//204 85//85
-f 90//90 445//445 444//444
-f 86//86 210//210 87//87
-f 265//265 88//88 266//266
-f 449//449 342//342 82//82
-f 343//343 211//211 446//446
-f 213//213 447//447 208//208
-f 346//346 448//448 340//340
-f 91//91 215//215 209//209
-f 349//349 89//89 90//90
-f 451//451 264//264 86//86
-f 217//217 452//452 265//265
-f 344//344 450//450 449//449
-f 345//345 219//219 343//343
-f 220//220 212//212 213//213
-f 93//93 214//214 346//346
-f 94//94 347//347 91//91
-f 348//348 221//221 349//349
-f 222//222 216//216 451//451
-f 92//92 350//350 217//217
-f 454//454 223//223 344//344
-f 225//225 218//218 345//345
-f 351//351 352//352 220//220
-f 227//227 453//453 93//93
-f 455//455 353//353 94//94
-f 228//228 354//354 348//348
-f 356//356 95//95 222//222
-f 267//267 458//458 92//92
-f 457//457 96//96 454//454
-f 358//358 224//224 225//225
-f 355//355 230//230 351//351
-f 97//97 226//226 227//227
-f 98//98 99//99 455//455
-f 231//231 456//456 228//228
-f 461//461 229//229 356//356
-f 232//232 459//459 267//267
-f 100//100 357//357 457//457
-f 233//233 462//462 358//358
-f 235//235 460//460 355//355
-f 101//101 359//359 97//97
-f 360//360 102//102 98//98
-f 363//363 103//103 231//231
-f 106//106 104//104 461//461
-f 108//108 361//361 232//232
-f 464//464 466//466 100//100
-f 465//465 105//105 233//233
-f 364//364 234//234 235//235
-f 112//112 236//236 101//101
-f 362//362 238//238 360//360
-f 468//468 463//463 363//363
-f 469//469 135//135 106//106
-f 114//114 107//107 108//108
-f 239//239 471//471 464//464
-f 109//109 467//467 465//465
-f 110//110 237//237 364//364
-f 370//370 111//111 112//112
-f 241//241 365//365 362//362
-f 366//366 113//113 468//468
-f 473//473 242//242 469//469
-f 243//243 470//470 114//114
-f 474//474 244//244 239//239
-f 367//367 472//472 109//109
-f 368//368 240//240 110//110
-f 369//369 371//371 370//370
-f 246//246 245//245 241//241
-f 124//124 115//115 366//366
-f 116//116 268//268 473//473
-f 248//248 117//117 243//243
-f 372//372 125//125 474//474
-f 118//118 119//119 367//367
-f 128//128 127//127 368//368
-f 120//120 121//121 369//369
-f 251//251 122//122 246//246
-f 123//123 129//129 124//124
-f 480//480 247//247 116//116
-f 117//117 248//248 249//249
-f 125//125 372//372 373//373
-f 119//119 118//118 126//126
-f 127//127 128//128 138//138
-f 121//121 120//120 250//250
-f 122//122 251//251 478//478
-f 129//129 123//123 130//130
-f 247//247 480//480 131//131
-f 131//131 252//252 136//136
-f 252//252 9//9 132//132
-f 9//9 145//145 253//253
-f 145//145 152//152 254//254
-f 152//152 19//19 13//13
-f 19//19 255//255 16//16
-f 255//255 169//169 256//256
-f 169//169 257//257 23//23
-f 257//257 175//175 258//258
-f 175//175 40//40 33//33
-f 40//40 259//259 32//32
-f 259//259 133//133 41//41
-f 133//133 186//186 45//45
-f 186//186 190//190 261//261
-f 190//190 193//193 260//260
-f 193//193 65//65 262//262
-f 65//65 134//134 66//66
-f 134//134 74//74 263//263
-f 74//74 80//80 75//75
-f 80//80 210//210 81//81
-f 210//210 264//264 266//266
-f 264//264 216//216 265//265
-f 216//216 95//95 217//217
-f 95//95 229//229 92//92
-f 229//229 104//104 267//267
-f 104//104 135//135 232//232
-f 135//135 242//242 108//108
-f 242//242 268//268 114//114
-f 268//268 247//247 243//243
-f 247//247 131//131 248//248
-f 376//376 249//249 136//136
-f 2//2 373//373 269//269
-f 137//137 126//126 475//475
-f 378//378 138//138 476//476
-f 270//270 250//250 477//477
-f 141//141 478//478 374//374
-f 272//272 130//130 479//479
-f 252//252 131//131 375//375
-f 273//273 376//376 132//132
-f 139//139 2//2 1//1
-f 377//377 137//137 274//274
-f 5//5 378//378 275//275
-f 140//140 270//270 3//3
-f 6//6 141//141 7//7
-f 379//379 272//272 271//271
-f 9//9 252//252 142//142
-f 10//10 273//273 253//253
-f 143//143 139//139 278//278
-f 381//381 377//377 4//4
-f 280//280 5//5 11//11
-f 149//149 140//140 276//276
-f 281//281 6//6 277//277
-f 144//144 379//379 8//8
-f 145//145 9//9 146//146
-f 383//383 10//10 254//254
-f 380//380 143//143 14//14
-f 153//153 381//381 147//147
-f 154//154 280//280 279//279
-f 148//148 149//149 15//15
-f 150//150 281//281 12//12
-f 387//387 144//144 151//151
-f 152//152 145//145 382//382
-f 384//384 383//383 13//13
-f 17//17 380//380 282//282
-f 285//285 153//153 284//284
-f 385//385 154//154 283//283
-f 159//159 148//148 286//286
-f 160//160 150//150 155//155
-f 288//288 387//387 386//386
-f 19//19 152//152 290//290
-f 291//291 384//384 16//16
-f 156//156 17//17 157//157
-f 390//390 285//285 158//158
-f 292//292 385//385 21//21
-f 293//293 159//159 388//388
-f 294//294 160//160 287//287
-f 22//22 288//288 18//18
-f 255//255 19//19 289//289
-f 295//295 291//291 256//256
-f 161//161 156//156 162//162
-f 296//296 390//390 20//20
-f 166//166 292//292 389//389
-f 391//391 293//293 297//297
-f 393//393 294//294 298//298
-f 26//26 22//22 163//163
-f 169//169 255//255 392//392
-f 27//27 295//295 23//23
-f 28//28 161//161 299//299
-f 164//164 296//296 165//165
-f 171//171 166//166 24//24
-f 172//172 391//391 167//167
-f 29//29 393//393 25//25
-f 394//394 26//26 168//168
-f 257//257 169//169 170//170
-f 396//396 27//27 258//258
-f 398//398 28//28 395//395
-f 303//303 164//164 397//397
-f 304//304 171//171 399//399
-f 404//404 172//172 300//300
-f 174//174 29//29 301//301
-f 31//31 394//394 306//306
-f 175//175 257//257 30//30
-f 400//400 396//396 33//33
-f 35//35 398//398 302//302
-f 401//401 303//303 37//37
-f 402//402 304//304 173//173
-f 307//307 404//404 38//38
-f 39//39 174//174 403//403
-f 405//405 31//31 305//305
-f 40//40 175//175 308//308
-f 406//406 400//400 32//32
-f 407//407 35//35 34//34
-f 43//43 401//401 36//36
-f 309//309 402//402 408//408
-f 310//310 307//307 176//176
-f 311//311 39//39 409//409
-f 413//413 405//405 312//312
-f 259//259 40//40 410//410
-f 177//177 406//406 41//41
-f 178//178 407//407 313//313
-f 315//315 43//43 42//42
-f 47//47 309//309 179//179
-f 411//411 310//310 44//44
-f 417//417 311//311 48//48
-f 49//49 413//413 412//412
-f 133//133 259//259 180//180
-f 419//419 177//177 45//45
-f 414//414 178//178 46//46
-f 415//415 315//315 314//314
-f 317//317 47//47 316//316
-f 416//416 411//411 181//181
-f 318//318 417//417 52//52
-f 320//320 49//49 319//319
-f 186//186 133//133 418//418
-f 53//53 419//419 261//261
-f 420//420 414//414 50//50
-f 182//182 415//415 321//321
-f 183//183 317//317 54//54
-f 189//189 416//416 51//51
-f 184//184 318//318 421//421
-f 185//185 320//320 422//422
-f 190//190 186//186 423//423
-f 191//191 53//53 260//260
-f 424//424 420//420 56//56
-f 187//187 182//182 188//188
-f 323//323 183//183 57//57
-f 58//58 189//189 55//55
-f 425//425 184//184 60//60
-f 324//324 185//185 322//322
-f 193//193 190//190 325//325
-f 61//61 191//191 262//262
-f 426//426 424//424 192//192
-f 427//427 187//187 62//62
-f 196//196 323//323 63//63
-f 432//432 58//58 326//326
-f 429//429 425//425 59//59
-f 328//328 324//324 428//428
-f 65//65 193//193 194//194
-f 195//195 61//61 66//66
-f 431//431 426//426 430//430
-f 435//435 427//427 329//329
-f 67//67 196//196 330//330
-f 199//199 432//432 197//197
-f 433//433 429//429 327//327
-f 331//331 328//328 68//68
-f 134//134 65//65 64//64
-f 69//69 195//195 263//263
-f 439//439 431//431 70//70
-f 198//198 435//435 332//332
-f 202//202 67//67 434//434
-f 203//203 199//199 436//436
-f 437//437 433//433 334//334
-f 441//441 331//331 72//72
-f 74//74 134//134 200//200
-f 438//438 69//69 75//75
-f 76//76 439//439 77//77
-f 337//337 198//198 201//201
-f 440//440 202//202 78//78
-f 79//79 203//203 333//333
-f 205//205 437//437 71//71
-f 442//442 441//441 335//335
-f 80//80 74//74 73//73
-f 206//206 438//438 81//81
-f 207//207 76//76 336//336
-f 443//443 337//337 83//83
-f 339//339 440//440 338//338
-f 84//84 79//79 341//341
-f 204//204 205//205 85//85
-f 445//445 442//442 444//444
-f 210//210 80//80 87//87
-f 88//88 206//206 266//266
-f 342//342 207//207 82//82
-f 211//211 443//443 446//446
-f 447//447 339//339 208//208
-f 448//448 84//84 340//340
-f 215//215 204//204 209//209
-f 89//89 445//445 90//90
-f 264//264 210//210 86//86
-f 452//452 88//88 265//265
-f 450//450 342//342 449//449
-f 219//219 211//211 343//343
-f 212//212 447//447 213//213
-f 214//214 448//448 346//346
-f 347//347 215//215 91//91
-f 221//221 89//89 349//349
-f 216//216 264//264 451//451
-f 350//350 452//452 217//217
-f 223//223 450//450 344//344
-f 218//218 219//219 345//345
-f 352//352 212//212 220//220
-f 453//453 214//214 93//93
-f 353//353 347//347 94//94
-f 354//354 221//221 348//348
-f 95//95 216//216 222//222
-f 458//458 350//350 92//92
-f 96//96 223//223 454//454
-f 224//224 218//218 225//225
-f 230//230 352//352 351//351
-f 226//226 453//453 227//227
-f 99//99 353//353 455//455
-f 456//456 354//354 228//228
-f 229//229 95//95 356//356
-f 459//459 458//458 267//267
-f 357//357 96//96 457//457
-f 462//462 224//224 358//358
-f 460//460 230//230 355//355
-f 359//359 226//226 97//97
-f 102//102 99//99 98//98
-f 103//103 456//456 231//231
-f 104//104 229//229 461//461
-f 361//361 459//459 232//232
-f 466//466 357//357 100//100
-f 105//105 462//462 233//233
-f 234//234 460//460 235//235
-f 236//236 359//359 101//101
-f 238//238 102//102 360//360
-f 463//463 103//103 363//363
-f 135//135 104//104 106//106
-f 107//107 361//361 108//108
-f 471//471 466//466 464//464
-f 467//467 105//105 465//465
-f 237//237 234//234 364//364
-f 111//111 236//236 112//112
-f 365//365 238//238 362//362
-f 113//113 463//463 468//468
-f 242//242 135//135 469//469
-f 470//470 107//107 114//114
-f 244//244 471//471 239//239
-f 472//472 467//467 109//109
-f 240//240 237//237 110//110
-f 371//371 111//111 370//370
-f 245//245 365//365 241//241
-f 115//115 113//113 366//366
-f 268//268 242//242 473//473
-f 117//117 470//470 243//243
-f 125//125 244//244 474//474
-f 119//119 472//472 367//367
-f 127//127 240//240 368//368
-f 121//121 371//371 369//369
-f 122//122 245//245 246//246
-f 129//129 115//115 124//124
-f 247//247 268//268 116//116
-f 248//248 136//136 249//249
-f 372//372 269//269 373//373
-f 118//118 475//475 126//126
-f 128//128 476//476 138//138
-f 120//120 477//477 250//250
-f 251//251 374//374 478//478
-f 123//123 479//479 130//130
-f 480//480 375//375 131//131
-f 252//252 132//132 136//136
-f 9//9 253//253 132//132
-f 145//145 254//254 253//253
-f 152//152 13//13 254//254
-f 19//19 16//16 13//13
-f 255//255 256//256 16//16
-f 169//169 23//23 256//256
-f 257//257 258//258 23//23
-f 175//175 33//33 258//258
-f 40//40 32//32 33//33
-f 259//259 41//41 32//32
-f 133//133 45//45 41//41
-f 186//186 261//261 45//45
-f 190//190 260//260 261//261
-f 193//193 262//262 260//260
-f 65//65 66//66 262//262
-f 134//134 263//263 66//66
-f 74//74 75//75 263//263
-f 80//80 81//81 75//75
-f 210//210 266//266 81//81
-f 264//264 265//265 266//266
-f 216//216 217//217 265//265
-f 95//95 92//92 217//217
-f 229//229 267//267 92//92
-f 104//104 232//232 267//267
-f 135//135 108//108 232//232
-f 242//242 114//114 108//108
-f 268//268 243//243 114//114
-f 247//247 248//248 243//243
-f 131//131 136//136 248//248
-f 376//376 1//1 269//269
-f 2//2 274//274 475//475
-f 137//137 275//275 476//476
-f 378//378 3//3 477//477
-f 270//270 7//7 374//374
-f 141//141 271//271 479//479
-f 272//272 142//142 375//375
-f 273//273 278//278 1//1
-f 139//139 4//4 274//274
-f 377//377 11//11 275//275
-f 5//5 276//276 3//3
-f 140//140 277//277 7//7
-f 6//6 8//8 271//271
-f 379//379 146//146 142//142
-f 10//10 14//14 278//278
-f 143//143 147//147 4//4
-f 381//381 279//279 11//11
-f 280//280 15//15 276//276
-f 149//149 12//12 277//277
-f 281//281 151//151 8//8
-f 144//144 382//382 146//146
-f 383//383 282//282 14//14
-f 380//380 284//284 147//147
-f 153//153 283//283 279//279
-f 154//154 286//286 15//15
-f 148//148 155//155 12//12
-f 150//150 386//386 151//151
-f 387//387 290//290 382//382
-f 384//384 157//157 282//282
-f 17//17 158//158 284//284
-f 285//285 21//21 283//283
-f 385//385 388//388 286//286
-f 159//159 287//287 155//155
-f 160//160 18//18 386//386
-f 288//288 289//289 290//290
-f 291//291 162//162 157//157
-f 156//156 20//20 158//158
-f 390//390 389//389 21//21
-f 292//292 297//297 388//388
-f 293//293 298//298 287//287
-f 294//294 163//163 18//18
-f 22//22 392//392 289//289
-f 295//295 299//299 162//162
-f 161//161 165//165 20//20
-f 296//296 24//24 389//389
-f 166//166 167//167 297//297
-f 391//391 25//25 298//298
-f 393//393 168//168 163//163
-f 26//26 170//170 392//392
-f 27//27 395//395 299//299
-f 28//28 397//397 165//165
-f 164//164 399//399 24//24
-f 171//171 300//300 167//167
-f 172//172 301//301 25//25
-f 29//29 306//306 168//168
-f 394//394 30//30 170//170
-f 396//396 302//302 395//395
-f 398//398 37//37 397//397
-f 303//303 173//173 399//399
-f 304//304 38//38 300//300
-f 404//404 403//403 301//301
-f 174//174 305//305 306//306
-f 31//31 308//308 30//30
-f 400//400 34//34 302//302
-f 35//35 36//36 37//37
-f 401//401 408//408 173//173
-f 402//402 176//176 38//38
-f 307//307 409//409 403//403
-f 39//39 312//312 305//305
-f 405//405 410//410 308//308
-f 406//406 313//313 34//34
-f 407//407 42//42 36//36
-f 43//43 179//179 408//408
-f 309//309 44//44 176//176
-f 310//310 48//48 409//409
-f 311//311 412//412 312//312
-f 413//413 180//180 410//410
-f 177//177 46//46 313//313
-f 178//178 314//314 42//42
-f 315//315 316//316 179//179
-f 47//47 181//181 44//44
-f 411//411 52//52 48//48
-f 417//417 319//319 412//412
-f 49//49 418//418 180//180
-f 419//419 50//50 46//46
-f 414//414 321//321 314//314
-f 415//415 54//54 316//316
-f 317//317 51//51 181//181
-f 416//416 421//421 52//52
-f 318//318 422//422 319//319
-f 320//320 423//423 418//418
-f 53//53 56//56 50//50
-f 420//420 188//188 321//321
-f 182//182 57//57 54//54
-f 183//183 55//55 51//51
-f 189//189 60//60 421//421
-f 184//184 322//322 422//422
-f 185//185 325//325 423//423
-f 191//191 192//192 56//56
-f 424//424 62//62 188//188
-f 187//187 63//63 57//57
-f 323//323 326//326 55//55
-f 58//58 59//59 60//60
-f 425//425 428//428 322//322
-f 324//324 194//194 325//325
-f 61//61 430//430 192//192
-f 426//426 329//329 62//62
-f 427//427 330//330 63//63
-f 196//196 197//197 326//326
-f 432//432 327//327 59//59
-f 429//429 68//68 428//428
-f 328//328 64//64 194//194
-f 195//195 70//70 430//430
-f 431//431 332//332 329//329
-f 435//435 434//434 330//330
-f 67//67 436//436 197//197
-f 199//199 334//334 327//327
-f 433//433 72//72 68//68
-f 331//331 200//200 64//64
-f 69//69 77//77 70//70
-f 439//439 201//201 332//332
-f 198//198 78//78 434//434
-f 202//202 333//333 436//436
-f 203//203 71//71 334//334
-f 437//437 335//335 72//72
-f 441//441 73//73 200//200
-f 438//438 336//336 77//77
-f 76//76 83//83 201//201
-f 337//337 338//338 78//78
-f 440//440 341//341 333//333
-f 79//79 85//85 71//71
-f 205//205 444//444 335//335
-f 442//442 87//87 73//73
-f 206//206 82//82 336//336
-f 207//207 446//446 83//83
-f 443//443 208//208 338//338
-f 339//339 340//340 341//341
-f 84//84 209//209 85//85
-f 204//204 90//90 444//444
-f 445//445 86//86 87//87
-f 88//88 449//449 82//82
-f 342//342 343//343 446//446
-f 211//211 213//213 208//208
-f 447//447 346//346 340//340
-f 448//448 91//91 209//209
-f 215//215 349//349 90//90
-f 89//89 451//451 86//86
-f 452//452 344//344 449//449
-f 450//450 345//345 343//343
-f 219//219 220//220 213//213
-f 212//212 93//93 346//346
-f 214//214 94//94 91//91
-f 347//347 348//348 349//349
-f 221//221 222//222 451//451
-f 350//350 454//454 344//344
-f 223//223 225//225 345//345
-f 218//218 351//351 220//220
-f 352//352 227//227 93//93
-f 453//453 455//455 94//94
-f 353//353 228//228 348//348
-f 354//354 356//356 222//222
-f 458//458 457//457 454//454
-f 96//96 358//358 225//225
-f 224//224 355//355 351//351
-f 230//230 97//97 227//227
-f 226//226 98//98 455//455
-f 99//99 231//231 228//228
-f 456//456 461//461 356//356
-f 459//459 100//100 457//457
-f 357//357 233//233 358//358
-f 462//462 235//235 355//355
-f 460//460 101//101 97//97
-f 359//359 360//360 98//98
-f 102//102 363//363 231//231
-f 103//103 106//106 461//461
-f 361//361 464//464 100//100
-f 466//466 465//465 233//233
-f 105//105 364//364 235//235
-f 234//234 112//112 101//101
-f 236//236 362//362 360//360
-f 238//238 468//468 363//363
-f 463//463 469//469 106//106
-f 107//107 239//239 464//464
-f 471//471 109//109 465//465
-f 467//467 110//110 364//364
-f 237//237 370//370 112//112
-f 111//111 241//241 362//362
-f 365//365 366//366 468//468
-f 113//113 473//473 469//469
-f 470//470 474//474 239//239
-f 244//244 367//367 109//109
-f 472//472 368//368 110//110
-f 240//240 369//369 370//370
-f 371//371 246//246 241//241
-f 245//245 124//124 366//366
-f 115//115 116//116 473//473
-f 117//117 372//372 474//474
-f 125//125 118//118 367//367
-f 119//119 128//128 368//368
-f 127//127 120//120 369//369
-f 121//121 251//251 246//246
-f 122//122 123//123 124//124
-f 129//129 480//480 116//116
-f 372//372 117//117 249//249
-f 118//118 125//125 373//373
-f 128//128 119//119 126//126
-f 120//120 127//127 138//138
-f 251//251 121//121 250//250
-f 123//123 122//122 478//478
-f 480//480 129//129 130//130
-f 269//269 249//249 376//376
-f 475//475 373//373 2//2
-f 476//476 126//126 137//137
-f 477//477 138//138 378//378
-f 374//374 250//250 270//270
-f 479//479 478//478 141//141
-f 375//375 130//130 272//272
-f 1//1 376//376 273//273
-f 274//274 2//2 139//139
-f 275//275 137//137 377//377
-f 3//3 378//378 5//5
-f 7//7 270//270 140//140
-f 271//271 141//141 6//6
-f 142//142 272//272 379//379
-f 278//278 273//273 10//10
-f 4//4 139//139 143//143
-f 11//11 377//377 381//381
-f 276//276 5//5 280//280
-f 277//277 140//140 149//149
-f 8//8 6//6 281//281
-f 146//146 379//379 144//144
-f 14//14 10//10 383//383
-f 147//147 143//143 380//380
-f 279//279 381//381 153//153
-f 15//15 280//280 154//154
-f 12//12 149//149 148//148
-f 151//151 281//281 150//150
-f 382//382 144//144 387//387
-f 282//282 383//383 384//384
-f 284//284 380//380 17//17
-f 283//283 153//153 285//285
-f 286//286 154//154 385//385
-f 155//155 148//148 159//159
-f 386//386 150//150 160//160
-f 290//290 387//387 288//288
-f 157//157 384//384 291//291
-f 158//158 17//17 156//156
-f 21//21 285//285 390//390
-f 388//388 385//385 292//292
-f 287//287 159//159 293//293
-f 18//18 160//160 294//294
-f 289//289 288//288 22//22
-f 162//162 291//291 295//295
-f 20//20 156//156 161//161
-f 389//389 390//390 296//296
-f 297//297 292//292 166//166
-f 298//298 293//293 391//391
-f 163//163 294//294 393//393
-f 392//392 22//22 26//26
-f 299//299 295//295 27//27
-f 165//165 161//161 28//28
-f 24//24 296//296 164//164
-f 167//167 166//166 171//171
-f 25//25 391//391 172//172
-f 168//168 393//393 29//29
-f 170//170 26//26 394//394
-f 395//395 27//27 396//396
-f 397//397 28//28 398//398
-f 399//399 164//164 303//303
-f 300//300 171//171 304//304
-f 301//301 172//172 404//404
-f 306//306 29//29 174//174
-f 30//30 394//394 31//31
-f 302//302 396//396 400//400
-f 37//37 398//398 35//35
-f 173//173 303//303 401//401
-f 38//38 304//304 402//402
-f 403//403 404//404 307//307
-f 305//305 174//174 39//39
-f 308//308 31//31 405//405
-f 34//34 400//400 406//406
-f 36//36 35//35 407//407
-f 408//408 401//401 43//43
-f 176//176 402//402 309//309
-f 409//409 307//307 310//310
-f 312//312 39//39 311//311
-f 410//410 405//405 413//413
-f 313//313 406//406 177//177
-f 42//42 407//407 178//178
-f 179//179 43//43 315//315
-f 44//44 309//309 47//47
-f 48//48 310//310 411//411
-f 412//412 311//311 417//417
-f 180//180 413//413 49//49
-f 46//46 177//177 419//419
-f 314//314 178//178 414//414
-f 316//316 315//315 415//415
-f 181//181 47//47 317//317
-f 52//52 411//411 416//416
-f 319//319 417//417 318//318
-f 418//418 49//49 320//320
-f 50//50 419//419 53//53
-f 321//321 414//414 420//420
-f 54//54 415//415 182//182
-f 51//51 317//317 183//183
-f 421//421 416//416 189//189
-f 422//422 318//318 184//184
-f 423//423 320//320 185//185
-f 56//56 53//53 191//191
-f 188//188 420//420 424//424
-f 57//57 182//182 187//187
-f 55//55 183//183 323//323
-f 60//60 189//189 58//58
-f 322//322 184//184 425//425
-f 325//325 185//185 324//324
-f 192//192 191//191 61//61
-f 62//62 424//424 426//426
-f 63//63 187//187 427//427
-f 326//326 323//323 196//196
-f 59//59 58//58 432//432
-f 428//428 425//425 429//429
-f 194//194 324//324 328//328
-f 430//430 61//61 195//195
-f 329//329 426//426 431//431
-f 330//330 427//427 435//435
-f 197//197 196//196 67//67
-f 327//327 432//432 199//199
-f 68//68 429//429 433//433
-f 64//64 328//328 331//331
-f 70//70 195//195 69//69
-f 332//332 431//431 439//439
-f 434//434 435//435 198//198
-f 436//436 67//67 202//202
-f 334//334 199//199 203//203
-f 72//72 433//433 437//437
-f 200//200 331//331 441//441
-f 77//77 69//69 438//438
-f 201//201 439//439 76//76
-f 78//78 198//198 337//337
-f 333//333 202//202 440//440
-f 71//71 203//203 79//79
-f 335//335 437//437 205//205
-f 73//73 441//441 442//442
-f 336//336 438//438 206//206
-f 83//83 76//76 207//207
-f 338//338 337//337 443//443
-f 341//341 440//440 339//339
-f 85//85 79//79 84//84
-f 444//444 205//205 204//204
-f 87//87 442//442 445//445
-f 82//82 206//206 88//88
-f 446//446 207//207 342//342
-f 208//208 443//443 211//211
-f 340//340 339//339 447//447
-f 209//209 84//84 448//448
-f 90//90 204//204 215//215
-f 86//86 445//445 89//89
-f 449//449 88//88 452//452
-f 343//343 342//342 450//450
-f 213//213 211//211 219//219
-f 346//346 447//447 212//212
-f 91//91 448//448 214//214
-f 349//349 215//215 347//347
-f 451//451 89//89 221//221
-f 344//344 452//452 350//350
-f 345//345 450//450 223//223
-f 220//220 219//219 218//218
-f 93//93 212//212 352//352
-f 94//94 214//214 453//453
-f 348//348 347//347 353//353
-f 222//222 221//221 354//354
-f 454//454 350//350 458//458
-f 225//225 223//223 96//96
-f 351//351 218//218 224//224
-f 227//227 352//352 230//230
-f 455//455 453//453 226//226
-f 228//228 353//353 99//99
-f 356//356 354//354 456//456
-f 457//457 458//458 459//459
-f 358//358 96//96 357//357
-f 355//355 224//224 462//462
-f 97//97 230//230 460//460
-f 98//98 226//226 359//359
-f 231//231 99//99 102//102
-f 461//461 456//456 103//103
-f 100//100 459//459 361//361
-f 233//233 357//357 466//466
-f 235//235 462//462 105//105
-f 101//101 460//460 234//234
-f 360//360 359//359 236//236
-f 363//363 102//102 238//238
-f 106//106 103//103 463//463
-f 464//464 361//361 107//107
-f 465//465 466//466 471//471
-f 364//364 105//105 467//467
-f 112//112 234//234 237//237
-f 362//362 236//236 111//111
-f 468//468 238//238 365//365
-f 469//469 463//463 113//113
-f 239//239 107//107 470//470
-f 109//109 471//471 244//244
-f 110//110 467//467 472//472
-f 370//370 237//237 240//240
-f 241//241 111//111 371//371
-f 366//366 365//365 245//245
-f 473//473 113//113 115//115
-f 474//474 470//470 117//117
-f 367//367 244//244 125//125
-f 368//368 472//472 119//119
-f 369//369 240//240 127//127
-f 246//246 371//371 121//121
-f 124//124 245//245 122//122
-f 116//116 115//115 129//129
-f 249//249 269//269 372//372
-f 373//373 475//475 118//118
-f 126//126 476//476 128//128
-f 138//138 477//477 120//120
-f 250//250 374//374 251//251
-f 478//478 479//479 123//123
-f 130//130 375//375 480//480
-# 960 faces, 0 coords texture
-
-# End of File
\ No newline at end of file