<�>>> Jelly Ikosaeder (BIA forever) controlled with mouse
9�    Alain BROBECKER (baah/Arm's Tech) on ??-???-1997
�9:�:ȑ640,512:ȗ�129
(p=(�(5)-1)/2 :�Gold number.
2%m=128       :�Size multiplicator.
<n%=13       :�Nb of brows.
Fo%=42       :�Nb of edges.
Pp%=20       :�Nb of faces.
ZN�x(n%),y(n%),z(n%),sx(n%),sy(n%),vx(n%),vy(n%),vz(n%),ax(n%),ay(n%),az(n%)
d@�c%=1�n%:�x,y,z:x(c%)=x*m:y(c%)=y*m:z(c%)=z*m:� :�Iko brows.
n9�s%(o%),e%(o%):�c%=1�o%:�s%(c%),e%(c%):� :�Iko edges.
xV�tri%(p%,3):�c%=1�p%:�tri%(c%,0),tri%(c%,1),tri%(c%,2),tri%(c%,3):�c% :�Iko faces.
�%vx()=0:vy()=0:vz()=0 :�Iko speed.
�Nnl=�((x(1)-x(2))^2+(y(1)-y(2))^2+(z(1)-z(2))^2) :�Springs' neutral length.
�%k=0.10      :�Springs' stiffness.
�a=.98       :�Absorption.
�g=-0.2      :�Gravity.
�ga=�/2     :�Gravity angle.
�!w=384       :�Walls position.
�b%=1        :�Screenbank.
��
�7 Ȗ:ș"OS_Byte",&71,b%:b%=b%�3:ș"OS_Byte",&70,b%:�
� ȗmx,my,mz
�. �(mx^2+my^2)<>0�vx(1)+=mx/12:vy(1)+=my/12
� ȗ�0,0


 ga+=0.01

 ay=g*�ga:az=g*�ga

, ax()=0:ay()=ay:az()=az

6"�compute force for each spring

@
 �c%=1�o%

J  dx=x(s%(c%))-x(e%(c%))

T  dy=y(s%(c%))-y(e%(c%))

^  dz=z(s%(c%))-z(e%(c%))

h  l=�(dx^2+dy^2+dz^2)

r  ax=(nl-l)*k*dx/l

|  ay=(nl-l)*k*dy/l

�  az=(nl-l)*k*dz/l

�#  ax(s%(c%))+=ax:ax(e%(c%))-=ax

�#  ay(s%(c%))+=ay:ay(e%(c%))-=ay

�#  az(s%(c%))+=az:az(e%(c%))-=az

� � 

�%�compute movements for each point

�
 �c%=1�n%

�  vx(c%)=vx(c%)*a+ax(c%)

�  vy(c%)=vy(c%)*a+ay(c%)

�  vz(c%)=vz(c%)*a+az(c%)

�  x(c%)+=vx(c%)

�  y(c%)+=vy(c%)

�  z(c%)+=vz(c%)

�<  �x(c%)<-w �x(c%)=-w:vx(c%)=-vx(c%) :�Bounces on walls.
(  �y(c%)<-w �y(c%)=-w:vy(c%)=-vy(c%)
(  �z(c%)<-w �z(c%)=-w:vz(c%)=-vz(c%)
&  �x(c%)>w �x(c%)=w:vx(c%)=-vx(c%)
&&  �y(c%)>w �y(c%)=w:vy(c%)=-vy(c%)
0&  �z(c%)>w �z(c%)=w:vz(c%)=-vz(c%)
:F  t=1024/(z(c%)+1024):sx(c%)=x(c%)*t:sy(c%)=y(c%)*t :�Perspective.
D �
N
 �c%=1�p%
X)  x0=sx(tri%(c%,0)):y0=sy(tri%(c%,0))
b)  x1=sx(tri%(c%,1)):y1=sy(tri%(c%,1))
l)  x2=sx(tri%(c%,2)):y2=sy(tri%(c%,2))
v'  t=(x0-x1)*(y0-y2)-(x0-x2)*(y0-y1)
�  �t>=0�
�   �tri%(c%,3)
�
   �x0,y0
�
   �x1,y1
�   �&55,x2,y2
�  �
� �
� Ȓ�sx(1),sy(1)
���
�
��3d coords of Iko
��-p,1,0
�*�p,1,0, 0,p,1, -1,0,p, -1,0,-p, 0,p,-1
,�-p,-1,0, 0,-p,-1, 1,0,-p, 1,0,p, 0,-p,1
�p,-1,0

�0,0,0
 
*�edges of Iko=springs
4�1,2, 1,3, 1,4, 1,5, 1,6
>�2,3, 3,4, 4,5, 5,6, 6,2
H9�2,10, 10,3, 3,11, 11,4, 4,7, 7,5, 5,8, 8,6, 6,9, 9,2
R �7,8, 8,9, 9,10, 10,11, 11,7
\#�12,7, 12,8, 12,9, 12,10, 12,11
fC�13,1,13,2,13,3,13,4,13,5,13,6,13,7,13,8,13,9,13,10,13,11,13,12
p
q�faces of Iko
r0�1,2,3,1, 1,3,4,2, 1,4,5,3, 1,5,6,4, 1,6,2,5
s2�3,2,10,6, 4,3,11,7, 5,4,7,2, 6,5,8,2, 2,6,9,3
t4�7,8,5,4, 8,9,6,5, 9,10,2,7, 10,11,3,4, 11,7,4,1
u9�12,8,7,2, 12,9,8,3, 12,10,9,4, 12,11,10,5, 12,7,11,6
�

00000000  0d 00 0a 3c f4 3e 3e 3e  20 4a 65 6c 6c 79 20 49  |...<.>>> Jelly I|
00000010  6b 6f 73 61 65 64 65 72  20 28 42 49 41 20 66 6f  |kosaeder (BIA fo|
00000020  72 65 76 65 72 29 20 63  6f 6e 74 72 6f 6c 6c 65  |rever) controlle|
00000030  64 20 77 69 74 68 20 6d  6f 75 73 65 0d 00 14 39  |d with mouse...9|
00000040  f4 20 20 20 20 41 6c 61  69 6e 20 42 52 4f 42 45  |.    Alain BROBE|
00000050  43 4b 45 52 20 28 62 61  61 68 2f 41 72 6d 27 73  |CKER (baah/Arm's|
00000060  20 54 65 63 68 29 20 6f  6e 20 3f 3f 2d 3f 3f 3f  | Tech) on ??-???|
00000070  2d 31 39 39 37 0d 00 1e  19 eb 39 3a 87 3a c8 91  |-1997.....9:.:..|
00000080  36 34 30 2c 35 31 32 3a  c8 97 ee 31 32 39 0d 00  |640,512:...129..|
00000090  28 1f 70 3d 28 b6 28 35  29 2d 31 29 2f 32 20 3a  |(.p=(.(5)-1)/2 :|
000000a0  f4 47 6f 6c 64 20 6e 75  6d 62 65 72 2e 0d 00 32  |.Gold number...2|
000000b0  25 6d 3d 31 32 38 20 20  20 20 20 20 20 3a f4 53  |%m=128       :.S|
000000c0  69 7a 65 20 6d 75 6c 74  69 70 6c 69 63 61 74 6f  |ize multiplicato|
000000d0  72 2e 0d 00 3c 1e 6e 25  3d 31 33 20 20 20 20 20  |r...<.n%=13     |
000000e0  20 20 3a f4 4e 62 20 6f  66 20 62 72 6f 77 73 2e  |  :.Nb of brows.|
000000f0  0d 00 46 1e 6f 25 3d 34  32 20 20 20 20 20 20 20  |..F.o%=42       |
00000100  3a f4 4e 62 20 6f 66 20  65 64 67 65 73 2e 0d 00  |:.Nb of edges...|
00000110  50 1e 70 25 3d 32 30 20  20 20 20 20 20 20 3a f4  |P.p%=20       :.|
00000120  4e 62 20 6f 66 20 66 61  63 65 73 2e 0d 00 5a 4e  |Nb of faces...ZN|
00000130  de 78 28 6e 25 29 2c 79  28 6e 25 29 2c 7a 28 6e  |.x(n%),y(n%),z(n|
00000140  25 29 2c 73 78 28 6e 25  29 2c 73 79 28 6e 25 29  |%),sx(n%),sy(n%)|
00000150  2c 76 78 28 6e 25 29 2c  76 79 28 6e 25 29 2c 76  |,vx(n%),vy(n%),v|
00000160  7a 28 6e 25 29 2c 61 78  28 6e 25 29 2c 61 79 28  |z(n%),ax(n%),ay(|
00000170  6e 25 29 2c 61 7a 28 6e  25 29 0d 00 64 40 e3 63  |n%),az(n%)..d@.c|
00000180  25 3d 31 b8 6e 25 3a f3  78 2c 79 2c 7a 3a 78 28  |%=1.n%:.x,y,z:x(|
00000190  63 25 29 3d 78 2a 6d 3a  79 28 63 25 29 3d 79 2a  |c%)=x*m:y(c%)=y*|
000001a0  6d 3a 7a 28 63 25 29 3d  7a 2a 6d 3a ed 20 3a f4  |m:z(c%)=z*m:. :.|
000001b0  49 6b 6f 20 62 72 6f 77  73 2e 0d 00 6e 39 de 73  |Iko brows...n9.s|
000001c0  25 28 6f 25 29 2c 65 25  28 6f 25 29 3a e3 63 25  |%(o%),e%(o%):.c%|
000001d0  3d 31 b8 6f 25 3a f3 73  25 28 63 25 29 2c 65 25  |=1.o%:.s%(c%),e%|
000001e0  28 63 25 29 3a ed 20 3a  f4 49 6b 6f 20 65 64 67  |(c%):. :.Iko edg|
000001f0  65 73 2e 0d 00 78 56 de  74 72 69 25 28 70 25 2c  |es...xV.tri%(p%,|
00000200  33 29 3a e3 63 25 3d 31  b8 70 25 3a f3 74 72 69  |3):.c%=1.p%:.tri|
00000210  25 28 63 25 2c 30 29 2c  74 72 69 25 28 63 25 2c  |%(c%,0),tri%(c%,|
00000220  31 29 2c 74 72 69 25 28  63 25 2c 32 29 2c 74 72  |1),tri%(c%,2),tr|
00000230  69 25 28 63 25 2c 33 29  3a ed 63 25 20 3a f4 49  |i%(c%,3):.c% :.I|
00000240  6b 6f 20 66 61 63 65 73  2e 0d 00 82 25 76 78 28  |ko faces....%vx(|
00000250  29 3d 30 3a 76 79 28 29  3d 30 3a 76 7a 28 29 3d  |)=0:vy()=0:vz()=|
00000260  30 20 3a f4 49 6b 6f 20  73 70 65 65 64 2e 0d 00  |0 :.Iko speed...|
00000270  8c 4e 6e 6c 3d b6 28 28  78 28 31 29 2d 78 28 32  |.Nnl=.((x(1)-x(2|
00000280  29 29 5e 32 2b 28 79 28  31 29 2d 79 28 32 29 29  |))^2+(y(1)-y(2))|
00000290  5e 32 2b 28 7a 28 31 29  2d 7a 28 32 29 29 5e 32  |^2+(z(1)-z(2))^2|
000002a0  29 20 3a f4 53 70 72 69  6e 67 73 27 20 6e 65 75  |) :.Springs' neu|
000002b0  74 72 61 6c 20 6c 65 6e  67 74 68 2e 0d 00 96 25  |tral length....%|
000002c0  6b 3d 30 2e 31 30 20 20  20 20 20 20 3a f4 53 70  |k=0.10      :.Sp|
000002d0  72 69 6e 67 73 27 20 73  74 69 66 66 6e 65 73 73  |rings' stiffness|
000002e0  2e 0d 00 a0 1d 61 3d 2e  39 38 20 20 20 20 20 20  |.....a=.98      |
000002f0  20 3a f4 41 62 73 6f 72  70 74 69 6f 6e 2e 0d 00  | :.Absorption...|
00000300  aa 1a 67 3d 2d 30 2e 32  20 20 20 20 20 20 3a f4  |..g=-0.2      :.|
00000310  47 72 61 76 69 74 79 2e  0d 00 b4 1f 67 61 3d af  |Gravity.....ga=.|
00000320  2f 32 20 20 20 20 20 3a  f4 47 72 61 76 69 74 79  |/2     :.Gravity|
00000330  20 61 6e 67 6c 65 2e 0d  00 be 21 77 3d 33 38 34  | angle....!w=384|
00000340  20 20 20 20 20 20 20 3a  f4 57 61 6c 6c 73 20 70  |       :.Walls p|
00000350  6f 73 69 74 69 6f 6e 2e  0d 00 c8 1d 62 25 3d 31  |osition.....b%=1|
00000360  20 20 20 20 20 20 20 20  3a f4 53 63 72 65 65 6e  |        :.Screen|
00000370  62 61 6e 6b 2e 0d 00 d2  05 f5 0d 00 dc 37 20 c8  |bank.........7 .|
00000380  96 3a c8 99 22 4f 53 5f  42 79 74 65 22 2c 26 37  |.:.."OS_Byte",&7|
00000390  31 2c 62 25 3a 62 25 3d  62 25 82 33 3a c8 99 22  |1,b%:b%=b%.3:.."|
000003a0  4f 53 5f 42 79 74 65 22  2c 26 37 30 2c 62 25 3a  |OS_Byte",&70,b%:|
000003b0  db 0d 00 e6 0f 20 c8 97  6d 78 2c 6d 79 2c 6d 7a  |..... ..mx,my,mz|
000003c0  0d 00 f0 2e 20 e7 28 6d  78 5e 32 2b 6d 79 5e 32  |.... .(mx^2+my^2|
000003d0  29 3c 3e 30 8c 76 78 28  31 29 2b 3d 6d 78 2f 31  |)<>0.vx(1)+=mx/1|
000003e0  32 3a 76 79 28 31 29 2b  3d 6d 79 2f 31 32 0d 00  |2:vy(1)+=my/12..|
000003f0  fa 0b 20 c8 97 b8 30 2c  30 0d 01 04 0d 20 67 61  |.. ...0,0.... ga|
00000400  2b 3d 30 2e 30 31 0d 01  0e 16 20 61 79 3d 67 2a  |+=0.01.... ay=g*|
00000410  b5 67 61 3a 61 7a 3d 67  2a 9b 67 61 0d 01 2c 1b  |.ga:az=g*.ga..,.|
00000420  20 61 78 28 29 3d 30 3a  61 79 28 29 3d 61 79 3a  | ax()=0:ay()=ay:|
00000430  61 7a 28 29 3d 61 7a 0d  01 36 22 f4 63 6f 6d 70  |az()=az..6".comp|
00000440  75 74 65 20 66 6f 72 63  65 20 66 6f 72 20 65 61  |ute force for ea|
00000450  63 68 20 73 70 72 69 6e  67 0d 01 40 0d 20 e3 63  |ch spring..@. .c|
00000460  25 3d 31 b8 6f 25 0d 01  4a 1c 20 20 64 78 3d 78  |%=1.o%..J.  dx=x|
00000470  28 73 25 28 63 25 29 29  2d 78 28 65 25 28 63 25  |(s%(c%))-x(e%(c%|
00000480  29 29 0d 01 54 1c 20 20  64 79 3d 79 28 73 25 28  |))..T.  dy=y(s%(|
00000490  63 25 29 29 2d 79 28 65  25 28 63 25 29 29 0d 01  |c%))-y(e%(c%))..|
000004a0  5e 1c 20 20 64 7a 3d 7a  28 73 25 28 63 25 29 29  |^.  dz=z(s%(c%))|
000004b0  2d 7a 28 65 25 28 63 25  29 29 0d 01 68 19 20 20  |-z(e%(c%))..h.  |
000004c0  6c 3d b6 28 64 78 5e 32  2b 64 79 5e 32 2b 64 7a  |l=.(dx^2+dy^2+dz|
000004d0  5e 32 29 0d 01 72 16 20  20 61 78 3d 28 6e 6c 2d  |^2)..r.  ax=(nl-|
000004e0  6c 29 2a 6b 2a 64 78 2f  6c 0d 01 7c 16 20 20 61  |l)*k*dx/l..|.  a|
000004f0  79 3d 28 6e 6c 2d 6c 29  2a 6b 2a 64 79 2f 6c 0d  |y=(nl-l)*k*dy/l.|
00000500  01 86 16 20 20 61 7a 3d  28 6e 6c 2d 6c 29 2a 6b  |...  az=(nl-l)*k|
00000510  2a 64 7a 2f 6c 0d 01 90  23 20 20 61 78 28 73 25  |*dz/l...#  ax(s%|
00000520  28 63 25 29 29 2b 3d 61  78 3a 61 78 28 65 25 28  |(c%))+=ax:ax(e%(|
00000530  63 25 29 29 2d 3d 61 78  0d 01 9a 23 20 20 61 79  |c%))-=ax...#  ay|
00000540  28 73 25 28 63 25 29 29  2b 3d 61 79 3a 61 79 28  |(s%(c%))+=ay:ay(|
00000550  65 25 28 63 25 29 29 2d  3d 61 79 0d 01 a4 23 20  |e%(c%))-=ay...# |
00000560  20 61 7a 28 73 25 28 63  25 29 29 2b 3d 61 7a 3a  | az(s%(c%))+=az:|
00000570  61 7a 28 65 25 28 63 25  29 29 2d 3d 61 7a 0d 01  |az(e%(c%))-=az..|
00000580  ae 07 20 ed 20 0d 01 b8  25 f4 63 6f 6d 70 75 74  |.. . ...%.comput|
00000590  65 20 6d 6f 76 65 6d 65  6e 74 73 20 66 6f 72 20  |e movements for |
000005a0  65 61 63 68 20 70 6f 69  6e 74 0d 01 c2 0d 20 e3  |each point.... .|
000005b0  63 25 3d 31 b8 6e 25 0d  01 cc 1c 20 20 76 78 28  |c%=1.n%....  vx(|
000005c0  63 25 29 3d 76 78 28 63  25 29 2a 61 2b 61 78 28  |c%)=vx(c%)*a+ax(|
000005d0  63 25 29 0d 01 d6 1c 20  20 76 79 28 63 25 29 3d  |c%)....  vy(c%)=|
000005e0  76 79 28 63 25 29 2a 61  2b 61 79 28 63 25 29 0d  |vy(c%)*a+ay(c%).|
000005f0  01 e0 1c 20 20 76 7a 28  63 25 29 3d 76 7a 28 63  |...  vz(c%)=vz(c|
00000600  25 29 2a 61 2b 61 7a 28  63 25 29 0d 01 ea 13 20  |%)*a+az(c%).... |
00000610  20 78 28 63 25 29 2b 3d  76 78 28 63 25 29 0d 01  | x(c%)+=vx(c%)..|
00000620  f4 13 20 20 79 28 63 25  29 2b 3d 76 79 28 63 25  |..  y(c%)+=vy(c%|
00000630  29 0d 01 f5 13 20 20 7a  28 63 25 29 2b 3d 76 7a  |)....  z(c%)+=vz|
00000640  28 63 25 29 0d 01 fe 3c  20 20 e7 78 28 63 25 29  |(c%)...<  .x(c%)|
00000650  3c 2d 77 20 8c 78 28 63  25 29 3d 2d 77 3a 76 78  |<-w .x(c%)=-w:vx|
00000660  28 63 25 29 3d 2d 76 78  28 63 25 29 20 3a f4 42  |(c%)=-vx(c%) :.B|
00000670  6f 75 6e 63 65 73 20 6f  6e 20 77 61 6c 6c 73 2e  |ounces on walls.|
00000680  0d 02 08 28 20 20 e7 79  28 63 25 29 3c 2d 77 20  |...(  .y(c%)<-w |
00000690  8c 79 28 63 25 29 3d 2d  77 3a 76 79 28 63 25 29  |.y(c%)=-w:vy(c%)|
000006a0  3d 2d 76 79 28 63 25 29  0d 02 12 28 20 20 e7 7a  |=-vy(c%)...(  .z|
000006b0  28 63 25 29 3c 2d 77 20  8c 7a 28 63 25 29 3d 2d  |(c%)<-w .z(c%)=-|
000006c0  77 3a 76 7a 28 63 25 29  3d 2d 76 7a 28 63 25 29  |w:vz(c%)=-vz(c%)|
000006d0  0d 02 1c 26 20 20 e7 78  28 63 25 29 3e 77 20 8c  |...&  .x(c%)>w .|
000006e0  78 28 63 25 29 3d 77 3a  76 78 28 63 25 29 3d 2d  |x(c%)=w:vx(c%)=-|
000006f0  76 78 28 63 25 29 0d 02  26 26 20 20 e7 79 28 63  |vx(c%)..&&  .y(c|
00000700  25 29 3e 77 20 8c 79 28  63 25 29 3d 77 3a 76 79  |%)>w .y(c%)=w:vy|
00000710  28 63 25 29 3d 2d 76 79  28 63 25 29 0d 02 30 26  |(c%)=-vy(c%)..0&|
00000720  20 20 e7 7a 28 63 25 29  3e 77 20 8c 7a 28 63 25  |  .z(c%)>w .z(c%|
00000730  29 3d 77 3a 76 7a 28 63  25 29 3d 2d 76 7a 28 63  |)=w:vz(c%)=-vz(c|
00000740  25 29 0d 02 3a 46 20 20  74 3d 31 30 32 34 2f 28  |%)..:F  t=1024/(|
00000750  7a 28 63 25 29 2b 31 30  32 34 29 3a 73 78 28 63  |z(c%)+1024):sx(c|
00000760  25 29 3d 78 28 63 25 29  2a 74 3a 73 79 28 63 25  |%)=x(c%)*t:sy(c%|
00000770  29 3d 79 28 63 25 29 2a  74 20 3a f4 50 65 72 73  |)=y(c%)*t :.Pers|
00000780  70 65 63 74 69 76 65 2e  0d 02 44 06 20 ed 0d 02  |pective...D. ...|
00000790  4e 0d 20 e3 63 25 3d 31  b8 70 25 0d 02 58 29 20  |N. .c%=1.p%..X) |
000007a0  20 78 30 3d 73 78 28 74  72 69 25 28 63 25 2c 30  | x0=sx(tri%(c%,0|
000007b0  29 29 3a 79 30 3d 73 79  28 74 72 69 25 28 63 25  |)):y0=sy(tri%(c%|
000007c0  2c 30 29 29 0d 02 62 29  20 20 78 31 3d 73 78 28  |,0))..b)  x1=sx(|
000007d0  74 72 69 25 28 63 25 2c  31 29 29 3a 79 31 3d 73  |tri%(c%,1)):y1=s|
000007e0  79 28 74 72 69 25 28 63  25 2c 31 29 29 0d 02 6c  |y(tri%(c%,1))..l|
000007f0  29 20 20 78 32 3d 73 78  28 74 72 69 25 28 63 25  |)  x2=sx(tri%(c%|
00000800  2c 32 29 29 3a 79 32 3d  73 79 28 74 72 69 25 28  |,2)):y2=sy(tri%(|
00000810  63 25 2c 32 29 29 0d 02  76 27 20 20 74 3d 28 78  |c%,2))..v'  t=(x|
00000820  30 2d 78 31 29 2a 28 79  30 2d 79 32 29 2d 28 78  |0-x1)*(y0-y2)-(x|
00000830  30 2d 78 32 29 2a 28 79  30 2d 79 31 29 0d 02 80  |0-x2)*(y0-y1)...|
00000840  0c 20 20 e7 74 3e 3d 30  8c 0d 02 8a 12 20 20 20  |.  .t>=0.....   |
00000850  e6 74 72 69 25 28 63 25  2c 33 29 0d 02 94 0d 20  |.tri%(c%,3).... |
00000860  20 20 ec 78 30 2c 79 30  0d 02 9e 0d 20 20 20 ec  |  .x0,y0....   .|
00000870  78 31 2c 79 31 0d 02 a8  11 20 20 20 f0 26 35 35  |x1,y1....   .&55|
00000880  2c 78 32 2c 79 32 0d 02  b2 07 20 20 cd 0d 02 bc  |,x2,y2....  ....|
00000890  06 20 ed 0d 02 c6 13 20  c8 92 b8 73 78 28 31 29  |. ..... ...sx(1)|
000008a0  2c 73 79 28 31 29 0d 02  d0 06 fd a3 0d 02 da 04  |,sy(1)..........|
000008b0  0d 02 e4 15 f4 33 64 20  63 6f 6f 72 64 73 20 6f  |.....3d coords o|
000008c0  66 20 49 6b 6f 0d 02 ee  0b dc 2d 70 2c 31 2c 30  |f Iko.....-p,1,0|
000008d0  0d 02 f8 2a dc 70 2c 31  2c 30 2c 20 30 2c 70 2c  |...*.p,1,0, 0,p,|
000008e0  31 2c 20 2d 31 2c 30 2c  70 2c 20 2d 31 2c 30 2c  |1, -1,0,p, -1,0,|
000008f0  2d 70 2c 20 30 2c 70 2c  2d 31 0d 03 02 2c dc 2d  |-p, 0,p,-1...,.-|
00000900  70 2c 2d 31 2c 30 2c 20  30 2c 2d 70 2c 2d 31 2c  |p,-1,0, 0,-p,-1,|
00000910  20 31 2c 30 2c 2d 70 2c  20 31 2c 30 2c 70 2c 20  | 1,0,-p, 1,0,p, |
00000920  30 2c 2d 70 2c 31 0d 03  0c 0b dc 70 2c 2d 31 2c  |0,-p,1.....p,-1,|
00000930  30 0d 03 16 0a dc 30 2c  30 2c 30 0d 03 20 04 0d  |0.....0,0,0.. ..|
00000940  03 2a 19 f4 65 64 67 65  73 20 6f 66 20 49 6b 6f  |.*..edges of Iko|
00000950  3d 73 70 72 69 6e 67 73  0d 03 34 1c dc 31 2c 32  |=springs..4..1,2|
00000960  2c 20 31 2c 33 2c 20 31  2c 34 2c 20 31 2c 35 2c  |, 1,3, 1,4, 1,5,|
00000970  20 31 2c 36 0d 03 3e 1c  dc 32 2c 33 2c 20 33 2c  | 1,6..>..2,3, 3,|
00000980  34 2c 20 34 2c 35 2c 20  35 2c 36 2c 20 36 2c 32  |4, 4,5, 5,6, 6,2|
00000990  0d 03 48 39 dc 32 2c 31  30 2c 20 31 30 2c 33 2c  |..H9.2,10, 10,3,|
000009a0  20 33 2c 31 31 2c 20 31  31 2c 34 2c 20 34 2c 37  | 3,11, 11,4, 4,7|
000009b0  2c 20 37 2c 35 2c 20 35  2c 38 2c 20 38 2c 36 2c  |, 7,5, 5,8, 8,6,|
000009c0  20 36 2c 39 2c 20 39 2c  32 0d 03 52 20 dc 37 2c  | 6,9, 9,2..R .7,|
000009d0  38 2c 20 38 2c 39 2c 20  39 2c 31 30 2c 20 31 30  |8, 8,9, 9,10, 10|
000009e0  2c 31 31 2c 20 31 31 2c  37 0d 03 5c 23 dc 31 32  |,11, 11,7..\#.12|
000009f0  2c 37 2c 20 31 32 2c 38  2c 20 31 32 2c 39 2c 20  |,7, 12,8, 12,9, |
00000a00  31 32 2c 31 30 2c 20 31  32 2c 31 31 0d 03 66 43  |12,10, 12,11..fC|
00000a10  dc 31 33 2c 31 2c 31 33  2c 32 2c 31 33 2c 33 2c  |.13,1,13,2,13,3,|
00000a20  31 33 2c 34 2c 31 33 2c  35 2c 31 33 2c 36 2c 31  |13,4,13,5,13,6,1|
00000a30  33 2c 37 2c 31 33 2c 38  2c 31 33 2c 39 2c 31 33  |3,7,13,8,13,9,13|
00000a40  2c 31 30 2c 31 33 2c 31  31 2c 31 33 2c 31 32 0d  |,10,13,11,13,12.|
00000a50  03 70 04 0d 03 71 11 f4  66 61 63 65 73 20 6f 66  |.p...q..faces of|
00000a60  20 49 6b 6f 0d 03 72 30  dc 31 2c 32 2c 33 2c 31  | Iko..r0.1,2,3,1|
00000a70  2c 20 31 2c 33 2c 34 2c  32 2c 20 31 2c 34 2c 35  |, 1,3,4,2, 1,4,5|
00000a80  2c 33 2c 20 31 2c 35 2c  36 2c 34 2c 20 31 2c 36  |,3, 1,5,6,4, 1,6|
00000a90  2c 32 2c 35 0d 03 73 32  dc 33 2c 32 2c 31 30 2c  |,2,5..s2.3,2,10,|
00000aa0  36 2c 20 34 2c 33 2c 31  31 2c 37 2c 20 35 2c 34  |6, 4,3,11,7, 5,4|
00000ab0  2c 37 2c 32 2c 20 36 2c  35 2c 38 2c 32 2c 20 32  |,7,2, 6,5,8,2, 2|
00000ac0  2c 36 2c 39 2c 33 0d 03  74 34 dc 37 2c 38 2c 35  |,6,9,3..t4.7,8,5|
00000ad0  2c 34 2c 20 38 2c 39 2c  36 2c 35 2c 20 39 2c 31  |,4, 8,9,6,5, 9,1|
00000ae0  30 2c 32 2c 37 2c 20 31  30 2c 31 31 2c 33 2c 34  |0,2,7, 10,11,3,4|
00000af0  2c 20 31 31 2c 37 2c 34  2c 31 0d 03 75 39 dc 31  |, 11,7,4,1..u9.1|
00000b00  32 2c 38 2c 37 2c 32 2c  20 31 32 2c 39 2c 38 2c  |2,8,7,2, 12,9,8,|
00000b10  33 2c 20 31 32 2c 31 30  2c 39 2c 34 2c 20 31 32  |3, 12,10,9,4, 12|
00000b20  2c 31 31 2c 31 30 2c 35  2c 20 31 32 2c 37 2c 31  |,11,10,5, 12,7,1|
00000b30  31 2c 36 0d ff                                    |1,6..|
00000b35