FWS“#  p 	Ä  œ@ d C    ?%   –  xangle –  5 –  yangle –  5  @ ?Ú
  –  cos-42 –  0.743144825451055 –  cos-41 –  0.754709580197564 –  cos-40 –  0.766044443094884 –  cos-39 –  0.777145961433975 –  cos-38 –  0.788010753584805 –  cos-37 –  0.798635510026434 –  cos-36 –  0.809016994355128 –  cos-35 –  0.819152044270192 –  cos-34 –  0.829037572537239 –  cos-33 –  0.838670567928596 –  cos-32 –  0.848048096140553 –  cos-31 –  0.857167300687171 –  cos-30 –  0.866025403770406 –  cos-29 –  0.874619707126247 –  cos-28 –  0.882947592846643 –  cos-27 –  0.891006524176917 –  cos-26 –  0.898794046288515 –  cos-25 –  0.906307787026791 –  cos-24 –  0.913545457633494 –  cos-23 –  0.920504853444072 –  cos-22 –  0.927183854559112 –  cos-21 –  0.933580426490206 –  cos-20 –  0.939692620779555 –  cos-19 –  0.945518575593583 –  cos-18 –  0.951056516290005 –  cos-17 –  0.956304755958442 –  cos-16 –  0.961261695934258 –  cos-15 –  0.965925826285507 –  cos-14 –  0.970295726272901 –  cos-13 –  0.974370064782571 –  cos-12 –  0.97814760073155 –  cos-11 –  0.981627183445777 –  cos-10 –  0.984807753010664 –  cos-9 –  0.987688340593903 –  cos-8 –  0.990268068740611 –  cos-7 –  0.992546151640607 –  cos-6 –  0.994521895367765 –  cos-5 –  0.996194698091423 –  cos-4 –  0.997564050259649 –  cos-3 –  0.998629534754517 –  cos-2 –  0.999390827019125 –  cos-1 –  0.999847695156465 –  cos0 –  1 –  cos1 –  0.999847695156465 –  cos2 –  0.999390827019125 –  cos3 –  0.998629534754517 –  cos4 –  0.997564050259649 –  cos5 –  0.996194698091423 –  cos6 –  0.994521895367765 –  cos7 –  0.992546151640607 –  cos8 –  0.990268068740611 –  cos9 –  0.987688340593903 –  cos10 –  0.984807753010664 –  cos11 –  0.981627183445777 –  cos12 –  0.97814760073155 –  cos13 –  0.974370064782571 –  cos14 –  0.970295726272901 –  cos15 –  0.965925826285507 –  cos16 –  0.961261695934258 –  cos17 –  0.956304755958442 –  cos18 –  0.951056516290005 –  cos19 –  0.945518575593583 –  cos20 –  0.939692620779555 –  cos21 –  0.933580426490206 –  cos22 –  0.927183854559112 –  cos23 –  0.920504853444072 –  cos24 –  0.913545457633494 –  cos25 –  0.906307787026791 –  cos26 –  0.898794046288515 –  cos27 –  0.891006524176917 –  cos28 –  0.882947592846643 –  cos29 –  0.874619707126247 –  cos30 –  0.866025403770406 –  cos31 –  0.857167300687171 –  cos32 –  0.848048096140553 –  cos33 –  0.838670567928596 –  cos34 –  0.829037572537239 –  cos35 –  0.819152044270192 –  cos36 –  0.809016994355128 –  cos37 –  0.798635510026434 –  cos38 –  0.788010753584805 –  cos39 –  0.777145961433975 –  cos40 –  0.766044443094884 –  cos41 –  0.754709580197564  @ ?ü  –  sin-42 –  0 –  0.669130606388214 –  sin-41 –  0 –  0.65605902901961 –  sin-40 –  0 –  0.642787609715359 –  sin-39 –  0 –  0.629320391078343 –  sin-38 –  0 –  0.615661475353822 –  sin-37 –  0 –  0.60181502317984 –  sin-36 –  0 –  0.587785252319867 –  sin-35 –  0 –  0.573576436378012 –  sin-34 –  0 –  0.559192903497261 –  sin-33 –  0 –  0.544639035041061 –  sin-32 –  0 –  0.529919264258734 –  sin-31 –  0 –  0.515038074935051 –  sin-30 –  0 –  0.500000000024441 –  sin-29 –  0 –  0.4848096202702 –  sin-28 –  0 –  0.469471562809151 –  sin-27 –  0 –  0.453990499762182 –  sin-26 –  0 –  0.438371146811064 –  sin-25 –  0 –  0.422618261762019 –  sin-24 –  0 –  0.406736643096434 –  sin-23 –  0 –  0.390731128509199 –  sin-22 –  0 –  0.37460659343508 –  sin-21 –  0 –  0.35836794956371 –  sin-20 –  0 –  0.34202014334332 –  sin-19 –  0 –  0.32556815447403 –  sin-18 –  0 –  0.309016994391028 –  sin-17 –  0 –  0.292371704738003 –  sin-16 –  0 –  0.275637355831441 –  sin-15 –  0 –  0.258819045116126 –  sin-14 –  0 –  0.241921895612425 –  sin-13 –  0 –  0.224951054355759 –  sin-12 –  0 –  0.207911690828781 –  sin-11 –  0 –  0.190808995386685 –  sin-10 –  0 –  0.173648177676178 –  sin-9 –  0 –  0.156434465048579 –  sin-8 –  0 –  0.139173100967505 –  sin-7 –  0 –  0.121869343411672 –  sin-6 –  0 –  0.104528463273256 –  sin-5 –  0 –  0.0871557427523399 –  sin-4 –  0 –  0.0697564737478767 –  sin-3 –  0 –  0.0523359562457615 –  sin-2 –  0 –  0.0348994967043783 –  sin-1 –  0 –  0.0174524064382223 –  sin0 –  0 –  sin1 –  0.0174524064382223 –  sin2 –  0.0348994967043783 –  sin3 –  0.0523359562457615 –  sin4 –  0.0697564737478767 –  sin5 –  0.0871557427523399 –  sin6 –  0.104528463273256 –  sin7 –  0.121869343411672 –  sin8 –  0.139173100967505 –  sin9 –  0.156434465048579 –  sin10 –  0.173648177676178 –  sin11 –  0.190808995386685 –  sin12 –  0.207911690828781 –  sin13 –  0.224951054355759 –  sin14 –  0.241921895612425 –  sin15 –  0.258819045116126 –  sin16 –  0.275637355831441 –  sin17 –  0.292371704738003 –  sin18 –  0.309016994391028 –  sin19 –  0.32556815447403 –  sin20 –  0.34202014334332 –  sin21 –  0.35836794956371 –  sin22 –  0.37460659343508 –  sin23 –  0.390731128509199 –  sin24 –  0.406736643096434 –  sin25 –  0.422618261762019 –  sin26 –  0.438371146811064 –  sin27 –  0.453990499762182 –  sin28 –  0.469471562809151 –  sin29 –  0.4848096202702 –  sin30 –  0.500000000024441 –  sin31 –  0.515038074935051 –  sin32 –  0.529919264258734 –  sin33 –  0.544639035041061 –  sin34 –  0.559192903497261 –  sin35 –  0.573576436378012 –  sin36 –  0.587785252319867 –  sin37 –  0.60181502317984 –  sin38 –  0.615661475353822 –  sin39 –  0.629320391078343 –  sin40 –  0.642787609715359 –  sin41 –  0.65605902901961  @ ?'   –  0 –  1 –  /inv '‹ /balls ‹   ¿ K    U€–_‹@±\UÄsJÀ g˜tÿ    _µù�  -–ç-–À	À)n})o  Ÿ  ÒégÒé@	ÀÞ–rÞ•   ÿ	     †   @   ÿ	     ¿   &   blur @   ÿ	€    ?  –  x1 –  0 –  y1 –  0 –  z1 –  50 –  x2 –  0 –  y2 –  0 –  z2 –  -50 –  x3 –  .1 –  y3 –  .1 –  z3 –  .1 –  x4 –  0 –  y4 –  0 –  z4 –  -100 –  x5 –  -50 –  y5 –  -50 –  z5 –  50 –  x6 –  50 –  y6 –  -50 –  z6 –  50 –  x7 –  50 –  y7 –  50 –  z7 –  50 –  x8 –  -50 –  y8 –  50 –  z8 –  50 –  d –  900 –  z0 –  1000 –  i –  1 –  i –  9 � p –  point –  point –  i !–  20 –  i –  2 –   €F
$–  zsort –  i !–  i –  i –  i –  1 
™ |ÿ ¿   &  cøpoint @  ?(  –  yangle –
  /:yangle –  xangle –
  /:xangle –  i –  1 –  i –  9 � Ê–  cosYangle –  /:cos –  yangle !–  sinYangle –  /:sin –  yangle !–  cosXangle –  /:cos –  xangle !–  sinXangle –  /:sin –  xangle !–  zpos –  z –  i !–  xpos –  x –  i !–  ypos –  y –  i !–  tempz –  z –  i !–  cosYangle –  x –  i !–  sinYangle –  x –  i !–  zpos –  sinYangle –  xpos –  cosYangle 
–  z –  i !–  ypos –  sinXangle –  tempz –  cosXangle 
–  y –  i !–  ypos –  cosXangle –  tempz –  sinXangle –  scalar –  1 –  z –  i !–  d –  1 
–  xp –  i !–  x –  i !–  scalar –  0 
–  yp –  i !–  y –  i !–  scalar –  0 
–  unseen –  i !–  1 –  i –  i –  1 
™ "ý–  n –  2 –  n –  9 � G–  i –  8 –  dummy –  nada –  i –  n � Î –  z –  zsort –  i !!–  z –  zsort –  i –  1 !!� p –  dummy –  zsort –  i –  1 !–  zsort –  i –  1 !–  zsort –  i !–  zsort –  i !–  dummy –  i –  i –  1 ™ ÿ–  dummy –  nada �  –  n –  9 –  n –  n –  1 
™ ¥þ–  i –  1 –  i –  9 � }–  /:blur –  15 –  z –  zsort –  i !!–  5 –  point –  i !–  /blur ! –  /:blur Ÿ  ‹  –  point –  i !–    @–  100 –  z –  zsort –  i !!–  5 #–  point –  i !–   @@–  100 –  z –  zsort –  i !!–  5 #–  point –  i !–     –  xp –  zsort –  i !!#–  point –  i !–   €?–  yp –  zsort –  i !!#–  i –  i –  1 
™ oþ @ ?   �   @   ¿   6  šät  balls ?N    ]lR˜¨ë µN
p ‘   ÿÝ     N•g�„Š 0ç 0çÈš3ò*ï (»Àûvžw Og OX7j-Ý (D@‰ ¿"     
        –  over –  1  ÿ	y    ?M  –	  xoffset –	  xoldpos –  /inv –  0 "–	  yoffset –  /inv –  1 "–	  yoldpos –	  xoffset –  0 –	  yoffset –  0 –  over � k –
  /:xangle –
  /:xangle –
  /:xangle –  20 –
  /:yangle –
  /:yangle –
  /:yangle –  20 ™ 6 –
  /:xangle –	  yoffset –
  /:yangle –	  xoffset –  40 –
  /:xangle �  –
  /:xangle –  40 ™ 9 –
  /:xangle –  0 –  40 �  –
  /:xangle –  -40 –  40 –
  /:yangle �  –
  /:yangle –  40 ™ 9 –
  /:yangle –  0 –  40 �  –
  /:yangle –  -40 –	  xoldpos –  /inv –  0 "–	  yoldpos –  /inv –  1 " �  É 
@Ç²T@ ?   �    @   ¿   6  Ã
° inv @   