{kostra krychle}
i(1,0,0)
j(0,1,0)
k(0,0,1)
s(110,0,0)
SumBodu=40
{relativni souradnice i,j,k ke stredu s}
{1} (-10,-10,-15)
    (-10,-10,-10)
    (-10,-10, 10)
    (-10,-10, 15)
{5} ( 10,-10,-15)
    ( 10,-10,-10)
    ( 10,-10, 10)
    ( 10,-10, 15)
{9} ( 10, 10,-15)
    ( 10, 10,-10)
    ( 10, 10, 10)
    ( 10, 10, 15)
{13}(-10, 10,-15)
    (-10, 10,-10)
    (-10, 10, 10)
    (-10, 10, 15)
{17}(-15,-15,-15)
    ( 15,-15,-15)
    ( 15, 15,-15)
    (-15, 15,-15)
{21}(-15,-15, 15)
    ( 15,-15, 15)
    ( 15, 15, 15)
    (-15, 15, 15)
{25}(-15,-10,-10)
    (-15,-10, 10)
    (-10,-15,-10)
    (-10,-15, 10)
{29}( 15,-10,-10)
    ( 15,-10, 10)
    ( 10,-15,-10)
    ( 10,-15, 10)
{33}( 10, 15,-10)
    ( 10, 15, 10)
    ( 15, 10,-10)
    ( 15, 10, 10)
{37}(-15, 10,-10)
    (-15, 10, 10)
    (-10, 15,-10)
    (-10, 15, 10)
SumPloch=48
{zakonceny pocatkem, viditelna strana proti smeru hod rucicek}
{1} (2,25,37,14,2)
{2} (1,2,14,13,1)
{3} (1,13,20,17,1)
{4} (25,17,20,37,25)
{5} (1,5,6,2,1)
{6} (2,6,31,27,2)
{7} (17,27,31,18,17)
{8} (1,17,18,5,1)
{9} (6,5,9,10,6)
{10}(18,19,9,5,18)
{11}(18,29,35,19,18)
{12}(29,6,10,35,29)
{13}(10,14,39,33,10)
{14}(20,19,33,39,20)
{15}(9,19,20,13,9)
{16}(9,13,14,10,9)
{17}(4,21,24,16,4)
{18}(4,16,15,3,4)
{19}(3,15,38,26,3)
{20}(21,26,38,24,21)
{21}(4,8,22,21,4)
{22}(21,22,32,28,21)
{23}(3,28,32,7,3)
{24}(3,7,8,4,3)
{25}(22,8,12,23,22)
{26}(22,23,36,30,22)
{27}(7,30,36,11,7)
{28}(7,11,12,8,7)
{29}(12,16,24,23,12)
{30}(11,15,16,12,11)
{31}(11,34,40,15,11)
{32}(23,24,40,34,23)
{33}(17,25,26,21,17)
{34}(17,21,28,27,17)
{35}(2,27,28,3,2)
{36}(2,3,26,25,2)
{37}(20,24,38,37,20)
{38}(14,37,38,15,14)
{39}(14,15,40,39,14)
{40}(20,39,40,24,20)
{41}(6,7,32,31,6)
{42}(18,31,32,22,18)
{43}(18,22,30,29,18)
{44}(6,29,30,7,6)
{45}(10,33,34,11,10)
{46}(10,11,36,35,10)
{47}(19,35,36,23,19)
{48}(19,23,34,33,19)
SumPodcasti=12
{vycet ploch ktere podcast obsahuje}
(1,2,3,4,1)
(5,6,7,8,5)
(9,10,11,12,9)
(13,14,15,16,13)
(17,18,19,20,17)
(21,22,23,24,21)
(25,26,27,28,25)
(29,30,31,32,29)
(33,34,35,36,33)
(37,38,39,40,37)
(41,42,43,44,41)
(45,46,47,48,45)
End