# Name of Object
CYLINDER8
# No of Vertices     No of Faces   No. Bounding Sphere	Size Adjustment
  18                 16            0			1

# Vertex List -> X, Y, Z
# Bottom Vertices
0	0	0
0	0	1
0.707	0	0.707
1	0	0
0.707	0	-0.707
0	0	-1
-0.707	0	-0.707
-1	0	0
-0.707	0	0.707

# Top Vertices
0	-2	0
0	-2	1
0.707	-2	0.707
1	-2	0
0.707	-2	-0.707
0	-2	-1
-0.707	-2	-0.707
-1	-2	0
-0.707	-2	0.707


# Bounding Sphere Vertices



# Face List
# Face Type   2 Faces  RGB Colours                  Textures                No Vertices    Vertices      Texture Coordinates
# Sides
  0           0        185 185 185  185 185 185     tree.bmp    tree.bmp    4              10 11  2  1    1  48     48   48      48    1       1     1
  0           0        185 185 185  185 185 185     tree.bmp    tree.bmp    4              11 12  3  2   48  48      1   48       1    1      48     1
  0           0        185 185 185  185 185 185     tree.bmp    tree.bmp    4              12 13  4  3    1  48     48   48      48    1       1     1
  0           0        185 185 185  185 185 185     tree.bmp    tree.bmp    4              13 14  5  4   48  48      1   48       1    1      48     1
  0           0        185 185 185  185 185 185     tree.bmp    tree.bmp    4              14 15  6  5    1  48     48   48      48    1       1     1
  0           0        185 185 185  185 185 185     tree.bmp    tree.bmp    4              15 16  7  6   48  48      1   48       1    1      48     1
  0           0        185 185 185  185 185 185     tree.bmp    tree.bmp    4              16 17  8  7    1  48     48   48      48    1       1     1
  0           0        185 185 185  185 185 185     tree.bmp    tree.bmp    4              17 10  1  8   48  48      1   48       1    1      48     1

# Bottom
#  0           0        185 185 185  185 185 185     tree.bmp    tree.bmp    3               0  1  2      25   1      1    1      48    1
#  0           0        185 185 185  185 185 185     tree.bmp    tree.bmp    3               0  2  3      25   1     48    1       1    1
#  0           0        185 185 185  185 185 185     tree.bmp    tree.bmp    3               0  3  4      25   1      1    1      48    1
#  0           0        185 185 185  185 185 185     tree.bmp    tree.bmp    3               0  4  5      25   1     48    1       1    1
#  0           0        185 185 185  185 185 185     tree.bmp    tree.bmp    3               0  5  6      25   1      1    1      48    1
#  0           0        185 185 185  185 185 185     tree.bmp    tree.bmp    3               0  6  7      25   1     48    1       1    1
#  0           0        185 185 185  185 185 185     tree.bmp    tree.bmp    3               0  7  8      25   1      1    1      48    1
#  0           0        185 185 185  185 185 185     tree.bmp    tree.bmp    3               0  8  1      25   1     48    1       1    1

# Top
  0           0        185 185 185  185 185 185     tree.bmp    tree.bmp    3               9 11 10      25   1     48   48       1   48
  0           0        185 185 185  185 185 185     tree.bmp    tree.bmp    3               9 12 11      25   1      1   48      48   48
  0           0        185 185 185  185 185 185     tree.bmp    tree.bmp    3               9 13 12      25   1     48   48       1   48
  0           0        185 185 185  185 185 185     tree.bmp    tree.bmp    3               9 14 13      25   1      1   48      48   48
  0           0        185 185 185  185 185 185     tree.bmp    tree.bmp    3               9 15 14      25   1     48   48       1   48
  0           0        185 185 185  185 185 185     tree.bmp    tree.bmp    3               9 16 15      25   1      1   48      48   48
  0           0        185 185 185  185 185 185     tree.bmp    tree.bmp    3               9 17 16      25   1     48   48       1   48
  0           0        185 185 185  185 185 185     tree.bmp    tree.bmp    3               9 10 17      25   1      1   48      48   48

