home *** CD-ROM | disk | FTP | other *** search
/ Ray Dream 3D / Ray Dream 3D (1997)(MetaCreations)(Disc).iso / pc / Dream Models / Holidays / Wdngcake.rds < prev    next >
Text File  |  1996-10-10  |  429KB  |  15,555 lines
  1. 3DC {
  2.  asci 1
  3.  vs "4.1"
  4.  sf "Ray Dream Designer(R) 3"
  5.  prvw 1
  6.  comm "Copyright Viewpoint Datalabs Int'l., Inc.
  7. www.viewpoint.com
  8. 1-800-DATASET
  9. 1-801-229-3000"
  10.  RSet {
  11.   pltf 1464422002
  12.   name "Default"
  13.   comt ""
  14.   widt 144
  15.   heig 144
  16.   dpi 200
  17.   kpro 0
  18.   dept 8
  19.   C 1
  20.   A 0
  21.   D 0
  22.   I 0
  23.   N 0
  24.   P 0
  25.   S 0
  26.   came "Camera 1"
  27.   OSTy 1414088224
  28.   hour 1
  29.   min 0
  30.   rbat {
  31.    jfsR {
  32.     OVER 1
  33.     MAXR 2
  34.     MAXT 6
  35.     MAXA 2
  36.     FLAT 2
  37.     REFL 1
  38.     TRAN 1
  39.     ACTI 1
  40.     SHAD 1
  41.     BUMP 1
  42.     LITE 1
  43.     DRLC 0
  44.     RAST 0
  45.     TxtM 1
  46.     DLit 1
  47.     SLit 1
  48.     ZKSH 1
  49.     FLit 0
  50.     SglC 0
  51.     LCnC 1
  52.     TexR 0
  53.     }
  54.    }
  55.   oopt 1
  56.   Ofil ""
  57.   movi 0
  58.   tchf 0
  59.   anim {
  60.    begT 0,1800
  61.    endT 3600,1800
  62.    FSec 6
  63.    MOVW 1096173824
  64.    WOPT {
  65.     SIZE 44
  66.     DATA 000000000000000000000000000000000000000000000000243BFD0000000000243BFD000000000000000000
  67.     }
  68.    }
  69.   }
  70.  CamL {
  71.   CamN "Camera 1"
  72.   }
  73.  }
  74. wkmg {
  75.  wlst {
  76.   work {
  77.    name "Document Windows"
  78.    wind {
  79.     winf {
  80.      type 1214866759
  81.      locH -11764
  82.      locV 155
  83.      sizH 100
  84.      sizV 155
  85.      flot 0
  86.      shwn 0
  87.      stat 1
  88.      }
  89.     winf {
  90.      type 1348817523
  91.      locH 3
  92.      locV 18
  93.      sizH 697
  94.      sizV 567
  95.      flot 0
  96.      shwn 1
  97.      stat 1
  98.      exin {
  99. MInf {
  100.  CaPo 0
  101.  CaNm "Camera 1"
  102.  ShLv 3
  103.  Zoom 6
  104.  Plns 144
  105.  WBxm -15,-15,-15
  106.  WBxM 15,15,15
  107.  WMat 1,0,0,0,0,1,0,0,0,0,1,0,1,1,1,1
  108.  VisR 215,183,765,863
  109.  }
  110.       }
  111.      }
  112.     }
  113.    afrb 580
  114.    afrl 20
  115.    afrr 780
  116.    afrt 20
  117.    apst 1
  118.    sszh 32000
  119.    sszv 32000
  120.    vers 350
  121.    TbSt 0
  122.    TbSw 0
  123.    dock {
  124. dock {
  125.  name "Zoom"
  126.  dwin {
  127.   shwn 0
  128.   dsts 2
  129.   lsts 2
  130.   ubnd 0,0,0,0
  131.   dbnd 0,0,0,0
  132.   nbnd 0,0,0,0
  133.   }
  134.  name "Status"
  135.  dwin {
  136.   shwn 1
  137.   dsts 4
  138.   lsts 4
  139.   ubnd 0,0,0,0
  140.   dbnd 0,0,0,0
  141.   nbnd 0,0,0,0
  142.   }
  143.  name "Standard"
  144.  dwin {
  145.   shwn 1
  146.   dsts 2
  147.   lsts 2
  148.   ubnd 139,293,534,324
  149.   dbnd 0,0,0,0
  150.   nbnd 139,293,534,324
  151.   }
  152.  name "Rendering"
  153.  dwin {
  154.   shwn 1
  155.   dsts 2
  156.   lsts 2
  157.   ubnd 0,0,0,0
  158.   dbnd 0,0,0,0
  159.   nbnd 0,0,0,0
  160.   }
  161.  name "Tools"
  162.  dwin {
  163.   shwn 1
  164.   dsts 1
  165.   lsts 1
  166.   ubnd 25,25,378,56
  167.   dbnd 0,0,0,0
  168.   nbnd 191,224,466,255
  169.   }
  170.  name "Planes"
  171.  dwin {
  172.   shwn 1
  173.   dsts 1
  174.   lsts 1
  175.   ubnd 112,92,142,124
  176.   dbnd 0,0,0,0
  177.   nbnd 112,92,142,124
  178.   }
  179.  }
  180.     }
  181.    }
  182.   }
  183.  }
  184. reff {
  185.  ambi {
  186.   cobr {
  187.    colo 0.5,0.5,0.5
  188.    brig 1
  189.    }
  190.   }
  191.  }
  192. prvw {
  193.  stor 0
  194.  w 64
  195.  h 64
  196.  dpth 32
  197.  tils 64,64
  198.  tdta {
  199.   tile $000010BDÅˇÅˇÅˇÅˇÅˇ„ˇ˝À¯øÌÕˇ˚¯Ë‡˝À’‰¯ÀˇˇÒ˝—·Ò¯ ˇˇÚ˝—·Ú¯ ˇˇÚ˝—·Ú¯ ˇˇÚ˝—·Ú¯ ˇˇÚ˝—·Ú¯ ˇ¯Ú˝—·¯˚ÅˇΔˇÒ…ˇ˘Ÿ˜øœfl–ˇ˚ÛøÁ–ˇÛ⁄ÃÃ˚ø≈ÃÃÛŒˇ ¯ÒÒ——ÕÕ——ÈÒÒÕˇ¯ÚÚ˚—·ÚÚÕˇ¯ÚÚ˚—·ÚÚ–ˇÔflˇ¯ÚÚ˚—·ÚÚˇˇ‡”ˇ‘œˇ¯ÚÚ˚—ˇÚÏˇ˘ËÙ‘ˇÒ⁄»€ÚÚ——ŒÈËÊ˘⁄ˇˇÂÍ—ˇÈ„›«√√˛⁄„÷—„„œˇˇÒ‡˙–ÒÒ¯–ˇ˛Ú·˙—˛Ú¯”ˇÔˇˇ˛Ú·˙—˛Ú¯–ˇ˛Ú·˙—˛Ú¯–ˇ˛Ú·˙—˛ÚÕˇ¯˚—‹¯˚Ãˇü¸ÂˇœœÃˇ µœÂÃÂÃˇÃˇÂ¡œ–ˇœµÂÃÂfl≈fl≈fl≈fl≈¡œ“ˇµÂ’µıøœÔœ÷ˇœÂˇµÔøœ⁄ˇˇœˇÂ»Óøflœ›ˇˇœˇÂÂÚÌøÂÃˇœ‡ˇüˇÂÂˇÂ¯–Ôø«Úˇ≤ˇµœ‰ˇœ˚¡ˇ˜◊Òø    œÁˇÃˇˇÂˇœœËˇˇœˇÂˇ˝ÂÁ˛ˇ‚œ ˜ø œ€Ûˇˇ◊ˇˇÃÂÃˇœÍˇ
  200. œˇÂ¡¡Â˜ø˛ˇÔÔ‚ÀÀ…˛«ˇÀ÷ÔÔ˜ˇˇøΔÃˇôˇÂÃˇµÓˇœÂˇÃˇÃÂˇÃˇÂ◊øflˇˇ˛Ú˯–˛Ú¯ˇˇøœˇÃˇÂˇˇÂˇµœÚˇœµÂÂÃÂÃˇ˛ÂÇøflˇˇ˛ÚÈ˘—Ÿ˛Ú¯ˇÔøœˇˇÂˇ¸ÂˇˇœˆˇœˇÂˇÂˇÂˇÂ¡¡ÂÂÓΔøÔˇ˝Ú˘—·˛Ú¯ÔøΔ›˝Âˇ˛ÂᜯˇœˇÂÂˇÂˇÃ˛Â    ˇÃÃÂÂˇÌ‘øœ˝Ú˘—·˛ÚËøΔ‰ˇˇÂˇÂÂˇÃˇˇ˝Âˇœ¸ˇœˇÂÃˇ˝ÂˇÂ¡Â¡²ˇˆ‘»øøÿÚ˘—·ÿÀø√Õ‰ˇˇ˛ÂÃˇÃ˛ÂˇÂÃˇÂ˝ˇˇœˇ≤ˇÂˇˇÃÂˇÃˇÂÃˇ≤ˇˇÃ˛ˇÌÊfl“»˜ø≈ÕÿÊ̈˛ˇˇÂ!ˇÃˇˇ≤ˇÂˇˇÃˇÂˇˇœˇÂ¡ôˇˇÃˇÂ¡≤ˇÂ¡Â½ˇÚÔ̽ ˇΔ˝ -ÃÌÓÔÚ¯ˇˇÃÃˇ≤ˇÂ¡ÃÃˇ≤ˇˇÂœˇˇÃˇÂ¡¡ˇ≤ˇÃÃˇÃˇˇ≤ˇÂÃ˛ˇ˝Ú·˝–˛œ˝–˝Ú+¯ˇˇÂˇ≤ˇˇÃˇÂˇˇÂˇÂÃˇˇÂˇÂÃˇÂÃˇÃˇˇÂˇÂ¡¡ˇÂˇˇÂˇˇ˝Ú·ˆ—˝Ú¯˛ˇ'ÃˇÃ¡ÃÂˇÃˇÃˇˇÂ¡¡ˇ≤ˇÂÃˇÂÃˇÂˇˇÂˇˇÂˇÃÂˇÃˇ˝Ú·ˆ—˝Ú¯ˇÃ¡ÂÂˇÃˇÂ¡Â¡¡Ã¡Â¡¸ˇ¡ÃÂˇÃˇˇÂˇÂ¡Ã˚¯ÚÚ·ˆ—ˇÚ€‚ˇÂˇˇ≤ˇˇÃˇÂ¡Â¡≤˛ˇˇÂˇÃˇˇÂˇˇÂˇÂ¡¡ˇÂˇˇôˇˇÃˇÂ¡‚‰˜—+‹¯ÂˇˇÃˇˇÂˇÂ¡Ã¡≤ˇˇÃˇˇÂÃˇÂÃˇÂÃˇÃˇˇ≤ˇˇÃˇÂÃˇÃÃ˝ˇ¡ˇ≤ˇˇÂˇÃÃˇÂˇˇÃˇˇ≤ˇˇÂˇÃÃ˝ˇ≤ˇˇÃˇˇÂˇÂ˛ˇÃˇˇÃˇÂÃˇÃ¡¡ˇ≤ˇˇôˇˇÂˇÂ¡ÃÃ˝ˇ≤ˇˇÃˇˇÃˇÃÃˇÃ¡¡ˇ≤ˇˇÂ˝ˇÂÃˇÂˇˇÂ¡¡ˇÃˇˇÃˇˇÂˇÂ¡Â½ˇ    ÂˇˇÃˇˇÂˇÂÃ˝ˇSÃÂˇÃˇˇÃˇˇÃˇÂÃˇÂÃˇÂ¡Ã¡¡ˇÂˇÃˇˇÂ¡Â¡¡ˇÂˇÂ¡Â¡Â¡Â¡Ã¡Ã¡¡Â¡ÂÃˇˇÂˇÂ¡¡ˇÃ¡¡ˇÂ¸ˇÃˇÂÅˇÅˇÅˇÅˇÅˇ„ˇ˝À¯øÌÕˇ˚¯Ë‡˝À’‰¯ÀˇˇÒ˝—·Ò¯ ˇˇÚ˝—·Ú¯ ˇˇÚ˝—·Ú¯ ˇˇÚ˝—·Ú¯ ˇˇÚ˝—·Ú¯ ˇ¯Ú˝—·¯˚ÅˇΔˇÒ…ˇ˘Ÿ˜øœfl–ˇ˚ÛøÁ–ˇÛ⁄ÃÃ˚ø≈ÃÃÛŒˇ ¯ÒÒ——ÕÕ——ÈÒÒÕˇ¯ÚÚ˚—·ÚÚÕˇ¯ÚÚ˚—·ÚÚ–ˇÔflˇ¯ÚÚ˚—·ÚÚˇˇ©”ˇ‘œˇ¯ÚÚ˚—ˇÚ⁄Òπ±Ù‘ˇÒ⁄»€ÚÚ——ºß…ß…í«√«Í—ˇÈ„›«√√º∏º…∏—„„œˇˇÒ‡˙–ÒÒ¯–ˇ˛Ú·˙—˛Ú¯”ˇÔˇˇ˛Ú·˙—˛Ú¯–ˇ˛Ú·˙—˛Ú¯–ˇ˛Ú·˙—˛ÚÕˇ¯˚—‹¯˚Ãˇü¸ÚˇœœÃˇ ¬œÚÂÚ¡¡ÚÚˇœ–ˇœ¬ÚÂÚfl“fl“fl“fl“Úˇœ“ˇ¬Ú‚¬ıøœÔœ÷ˇœÚˇ¬Ôøœ⁄ˇˇœˇÚ»ÓøÎœ›ˇˇœˇ˛ÚÌøˇÂˇœ‡ˇüˇÚÚˇÚ¯–Ôø«Úˇÿˇ¬œ‰ˇœ˚Úˇˇ˜◊Òø    œÁˇÂˇˇÚˇœœËˇˇœˇÚˇ˝ÚÁ˛ˇ‚œ ˜ø œ€Ûˇˇ◊ˇˇÂÚ¡œÍˇ
  201. œˇÚÚˇÚˇÚÚ˜ø˛ˇÔÔ‚ÀÀ…˛«ˇÀ÷ÔÔ˜ˇˇø“ÂˇÃˇÚ¡¬ÓˇœÚˇÂˇÂڡ¡Ú◊øflˇˇ˛Ú˯–˛Ú¯ˇˇøœˇÂˇÚˇˇÚˇ¬œÚˇœ¬ÚÚÂÚ¡˛ÚÂÚ‡øflˇˇ˛ÚÈ˘—Ÿ˛Ú¯ˇÔøœˇˇÚˇ¸ÚˇˇœˆˇœˇÚˇÚˇÚˇÚÚˇÚˇÚÚÓΔøÔˇ˝Ú˘—·˛Ú¯ÔøΔ›˝Úˇ˛ÚÂÚÚˇœ¯ˇœˇÚڡڡ²ڠ   ˇÂÂÚÚˇÌ‘øœ˝Ú˘—·˛ÚËøΔ‰ˇˇÚˇÚڡ¡ˇ˝Úˇœ¸ˇœˇÚ¡˝ÚˇÚÚˇÚÚˇÚ˛ˇˆ‘»øøÿÚ˘—·ÿÀø√Õ‰ˇˇ˛Ú¡²ÚˇÚ¡ڽˇˇœˇÿˇÚˇˇÂڡ¡Ú¡ÿˇˇÂ˛ˇÌÊfl“»˜ø≈ÕÿÊ̈˛ˇˇÚ!ˇÂˇˇÿˇÚˇˇÂˇÚˇˇœˇÚÚˇÃˇˇÂˇÚÚˇÿˇÚÚˇÚÚ˝ˇÚÔ̽ ˇΔ˝ -ÃÌÓÔÚ¯ˇˇÂ¡ÿˇÚÚˇÂ¡ÿˇˇÚœˇˇÂˇÚÚˇÚˇˇÿˇÂ¡¡ˇÿˇÚ²ˇ˝Ú·˝–˛œ˝–˝Ú+¯ˇˇÚˇÿˇˇÂˇÚˇˇÚˇÚ¡ˇÚˇÚ¡Ú¡¡ˇÚˇÚÚˇÚˇˇÚˇˇÚˇˇ˝Ú·ˆ—˝Ú¯˛ˇ'¡ÂÚˇÂڡ¡¡ˇÚÚˇÚˇˇÿˇÚ¡Ú¡ڡˇÚˇˇÚˇÂڡ¡˝Ú·ˆ—˝Ú¯ˇÂÚˇÚڡ¡ÚÚˇÚÚˇÚˇÂÚˇÚÚˇÚ¸ˇÚˇÂڡ¡ˇÚˇÚÚˇÂ˚¯ÚÚ·ˆ—ˇÚËÔˇÚˇˇÿˇˇÂˇÚÚˇÚÚˇÿ˛ˇˇÚˇÂˇˇÚˇˇÚˇÚÚˇÚˇˇÚˇˇÃˇˇÂˇÚÚˇÔ‰˜—+‹¯ÚˇˇÂˇˇÚˇÚÚˇÂÚˇÿˇˇÂˇˇÚ¡Ú¡Ú¡¡ˇÿˇˇÂˇÚ¡Â½ˇÚˇˇÿˇˇÚˇÂ¡ڡˇÂˇˇÿˇˇÚˇÂ½ˇÿˇˇÂˇˇÚˇÚ˛ˇ¡ˇÂˇÚ¡ÂÚˇÚˇˇÿˇˇÃˇˇÚˇÚÚˇÂ½ˇÿˇˇÂˇˇÂˇÂ¡ÂÚˇÚˇˇÿˇˇÚ˝ˇÚ¡ڡˇÚÚˇÚˇˇÂˇˇÂˇˇÚˇÚÚˇÚÚ˝ˇ    ÚˇˇÂˇˇÚˇÚ½ˇSÂڡ¡ˇÂˇˇÂˇÚ¡Ú¡ÚÚˇÂÚˇÚˇˇÚˇÂˇˇÚÚˇÚÚˇÚˇˇÚˇÚÚˇÚÚˇÚÚˇÚÚˇÂÚˇÂÚˇÚˇÚÚˇÚ¡ˇÚˇÚÚˇÚˇˇÂÚˇÚˇˇÚ¸ˇ¡ÚÅˇÅˇÅˇÅˇÅˇ„ˇ˝À¯øÌÕˇ˚¯Ë‡˝À’‰¯ÀˇˇÒ˝—·Ò¯ ˇˇÚ˝—·Ú¯ ˇˇÚ˝—·Ú¯ ˇˇÚ˝—·Ú¯ ˇˇÚ˝—·Ú¯ ˇ¯Ú˝—·¯˚ÅˇΔˇÒ…ˇ˘Ÿ˜øœfl–ˇ˚ÛøÁ–ˇÛ⁄ÃÃ˚ø≈ÃÃÛŒˇ ¯ÒÒ——ÕÕ——ÈÒÒÕˇ¯ÚÚ˚—·ÚÚÕˇ¯ÚÚ˚—·ÚÚ–ˇÔflˇ¯ÚÚ˚—·ÚÚˇˇ¿”ˇ‘œˇ¯ÚÚ˚—ˇÚ·¯ÿ»Ù‘ˇÒ⁄»€ÚÚ——√≈ÿΔ‡∞Ê‚÷Í—ˇÈ„›«√√À«ÀŸ»—„„œˇˇÒ‡˙–ÒÒ¯–ˇ˛Ú·˙—˛Ú¯”ˇÔˇˇ˛Ú·˙—˛Ú¯–ˇ˛Ú·˙—˛Ú¯–ˇ˛Ú·˙—˛ÚÕˇ¯˚—‹¯˚Ãˇü¸ÚˇœœÃˇ ¬œÚÂÚ¡¡ÚÚˇœ–ˇœ¬ÚÂÚfl“fl“fl“fl“Úˇœ“ˇ¬Ú‚¬ıøœÔœ÷ˇœÚˇ¬Ôøœ⁄ˇˇœˇÚ»ÓøÎœ›ˇˇœˇ˛ÚÌøˇÂˇœ‡ˇüˇÚÚˇÚ¯–Ôø«Úˇÿˇ¬œ‰ˇœ˚Úˇˇ˜◊Òø    œÁˇÂˇˇÚˇœœËˇˇœˇÚˇ˝ÚÁ˛ˇ‚œ ˜ø œ€Ûˇˇ◊ˇˇÂÚ¡œÍˇ
  202. œˇÚÚˇÚˇÚÚ˜ø˛ˇÔÔ‚ÀÀ…˛«ˇÀ÷ÔÔ˜ˇˇø“ÂˇÃˇÚ¡¬ÓˇœÚˇÂˇÂڡ¡Ú◊øflˇˇ˛Ú˯–˛Ú¯ˇˇøœˇÂˇÚˇˇÚˇ¬œÚˇœ¬ÚÚÂÚ¡˛ÚÂÚ‡øflˇˇ˛ÚÈ˘—Ÿ˛Ú¯ˇÔøœˇˇÚˇ¸ÚˇˇœˆˇœˇÚˇÚˇÚˇÚÚˇÚˇÚÚÓΔøÔˇ˝Ú˘—·˛Ú¯ÔøΔ›˝Úˇ˛ÚÂÚÚˇœ¯ˇœˇÚڡڡ²ڠ   ˇÂÂÚÚˇÌ‘øœ˝Ú˘—·˛ÚËøΔ‰ˇˇÚˇÚڡ¡ˇ˝Úˇœ¸ˇœˇÚ¡˝ÚˇÚÚˇÚÚˇÚ˛ˇˆ‘»øøÿÚ˘—·ÿÀø√Õ‰ˇˇ˛Ú¡²ÚˇÚ¡ڽˇˇœˇÿˇÚˇˇÂڡ¡Ú¡ÿˇˇÂ˛ˇÌÊfl“»˜ø≈ÕÿÊ̈˛ˇˇÚ!ˇÂˇˇÿˇÚˇˇÂˇÚˇˇœˇÚÚˇÃˇˇÂˇÚÚˇÿˇÚÚˇÚÚ˝ˇÚÔ̽ ˇΔ˝ -ÃÌÓÔÚ¯ˇˇÂ¡ÿˇÚÚˇÂ¡ÿˇˇÚœˇˇÂˇÚÚˇÚˇˇÿˇÂ¡¡ˇÿˇÚ²ˇ˝Ú·˝–˛œ˝–˝Ú+¯ˇˇÚˇÿˇˇÂˇÚˇˇÚˇÚ¡ˇÚˇÚ¡Ú¡¡ˇÚˇÚÚˇÚˇˇÚˇˇÚˇˇ˝Ú·ˆ—˝Ú¯˛ˇ'¡ÂÚˇÂڡ¡¡ˇÚÚˇÚˇˇÿˇÚ¡Ú¡ڡˇÚˇˇÚˇÂڡ¡˝Ú·ˆ—˝Ú¯ˇÂÚˇÚڡ¡ÚÚˇÚÚˇÚˇÂÚˇÚÚˇÚ¸ˇÚˇÂڡ¡ˇÚˇÚÚˇÂ˚¯ÚÚ·ˆ—ˇÚËÔˇÚˇˇÿˇˇÂˇÚÚˇÚÚˇÿ˛ˇˇÚˇÂˇˇÚˇˇÚˇÚÚˇÚˇˇÚˇˇÃˇˇÂˇÚÚˇÔ‰˜—+‹¯ÚˇˇÂˇˇÚˇÚÚˇÂÚˇÿˇˇÂˇˇÚ¡Ú¡Ú¡¡ˇÿˇˇÂˇÚ¡Â½ˇÚˇˇÿˇˇÚˇÂ¡ڡˇÂˇˇÿˇˇÚˇÂ½ˇÿˇˇÂˇˇÚˇÚ˛ˇ¡ˇÂˇÚ¡ÂÚˇÚˇˇÿˇˇÃˇˇÚˇÚÚˇÂ½ˇÿˇˇÂˇˇÂˇÂ¡ÂÚˇÚˇˇÿˇˇÚ˝ˇÚ¡ڡˇÚÚˇÚˇˇÂˇˇÂˇˇÚˇÚÚˇÚÚ˝ˇ    ÚˇˇÂˇˇÚˇÚ½ˇSÂڡ¡ˇÂˇˇÂˇÚ¡Ú¡ÚÚˇÂÚˇÚˇˇÚˇÂˇˇÚÚˇÚÚˇÚˇˇÚˇÚÚˇÚÚˇÚÚˇÚÚˇÂÚˇÂÚˇÚˇÚÚˇÚ¡ˇÚˇÚÚˇÚˇˇÂÚˇÚˇˇÚ¸ˇ¡Ú$
  203.   }
  204.  }
  205. sc {
  206.  nm "Z0631"
  207.  nxtG 11
  208.  nxtO 0
  209.  ob {
  210.   ex {
  211.    nm " Free Form"
  212.    sh {
  213.     mapk 0
  214.     elms {
  215.      sprm {
  216.       uvsp 8
  217.       aexp 1
  218.       bbox 0,0,1.17264,2.17361
  219.       mbox 0,0,1.17264,2.17361
  220.       shdr {
  221.        scmp {
  222.         prkd 1
  223.         ssub {
  224.          sclr {
  225.           prkd 1
  226.           colr 0.99994,0.71637,0.83577
  227.           }
  228.          sval {
  229.           prkd 1
  230.           Val 0
  231.           }
  232.          sval {
  233.           prkd 1
  234.           Val 0.08598
  235.           }
  236.          smap {
  237.           MInf {
  238.            tile 1
  239.            seam 0
  240.            cnth 25
  241.            cntv 25
  242.            flph 0
  243.            flpv 1
  244.            rotc 0
  245.            intp 1
  246.            invC 0
  247.            }
  248.           prkd 0
  249.           CMAp {
  250.            IMAP 0
  251.            MDTA {
  252.             REFN 0
  253.             TIME "12:10:29 PM1475823"
  254.             }
  255.            }
  256.           whit 0
  257.           }
  258.          sval {
  259.           prkd 1
  260.           Val 0
  261.           }
  262.          sval {
  263.           prkd 1
  264.           Val 0
  265.           }
  266.          sval {
  267.           prkd 1
  268.           Val 0
  269.           }
  270.          void {
  271.           }
  272.          }
  273.         }
  274.        }
  275.       opac 1
  276.       }
  277.      }
  278.     }
  279.    fidl 1
  280.    pi 1
  281.    cl 0
  282.    ev 0
  283.    evs 0
  284.    evvs 0
  285.    evhs 0
  286.    ph {
  287.     sap {
  288.      cpc 0,0,0
  289.      cv 0.74974,-1.91333,0.1814
  290.      cnc 0.74974,-1.93561,0.09119
  291.      tpc 1,0
  292.      tv 1,0
  293.      tnc 1,0
  294.      bpc 1,0
  295.      bv 1,0
  296.      bnc 1,0
  297.      lpc 1,0
  298.      lv 1,0
  299.      lnc 1,0
  300.      rpc 1,0
  301.      rv 1,0
  302.      rnc 1,0
  303.      cs {
  304.       pv {
  305.        bb2D 0,0,0,0
  306.        pg {
  307.         p2 {
  308.          st 0.6013,-0.04105
  309.          ss {
  310.           s3 0.6013,-0.04105,0.44365,0.3185,0.37018,0.20215
  311.           s3 0.29669,0.0858,0.34618,0.06502,-0.11534,0.01068
  312.           s3 -0.57693,-0.04362,-0.6013,-0.31844,-0.03944,-0.26637
  313.           s3 0.52238,-0.21432,0.6013,-0.04105,0.6013,-0.04105
  314.           }
  315.          }
  316.         }
  317.        }
  318.       fl 1
  319.       sk 1
  320.       sksh 1
  321.       twst 0
  322.       oo 0
  323.       }
  324.      }
  325.     sap {
  326.      cpc 0.62642,-1.73512,0.16223
  327.      cv 0.62642,-1.71051,0.2554
  328.      cnc 0.62642,-1.68143,0.36555
  329.      tpc 1,0
  330.      tv 1,0
  331.      tnc 1,0
  332.      bpc 1,0
  333.      bv 1,0
  334.      bnc 1,0
  335.      lpc 1,0
  336.      lv 1,0
  337.      lnc 1,0
  338.      rpc 1,0
  339.      rv 1,0
  340.      rnc 1,0
  341.      cs {
  342.       pv {
  343.        bb2D 0,0,0,0
  344.        pg {
  345.         p2 {
  346.          st 0.66519,0.21072
  347.          ss {
  348.           s3 0.66519,0.21072,0.64606,0.29138,0.51106,0.26434
  349.           s3 -0.23747,0.11446,0.06656,0.02928,-0.20099,0.01717
  350.           s3 -0.66519,-0.00378,-0.63232,-0.29053,-0.06802,-0.29092
  351.           s3 0.49619,-0.29135,0.66519,0.21072,0.66519,0.21072
  352.           }
  353.          }
  354.         }
  355.        }
  356.       fl 0
  357.       sk 1
  358.       sksh 1
  359.       twst 0
  360.       oo 0
  361.       }
  362.      }
  363.     sap {
  364.      cpc 0.43788,-1.76852,0.41444
  365.      cv 0.43788,-1.9173,0.44394
  366.      cnc 0.43788,-2.10391,0.48087
  367.      tpc 1,0
  368.      tv 1,0
  369.      tnc 1,0
  370.      bpc 1,0
  371.      bv 1,0
  372.      bnc 1,0
  373.      lpc 1,0
  374.      lv 1,0
  375.      lnc 1,0
  376.      rpc 1,0
  377.      rv 1,0
  378.      rnc 1,0
  379.      cs {
  380.       pv {
  381.        bb2D 0,0,0,0
  382.        pg {
  383.         p2 {
  384.          st 0.67665,0.16592
  385.          ss {
  386.           s3 0.67665,0.16592,0.61156,0.33067,0.52423,0.2243
  387.           s3 0.43692,0.11792,0.25281,-0.13417,-0.21188,-0.13097
  388.           s3 -0.67665,-0.12778,-0.63579,-0.29488,-0.07178,-0.31277
  389.           s3 0.49219,-0.33067,0.67665,0.16592,0.67665,0.16592
  390.           }
  391.          }
  392.         }
  393.        }
  394.       fl 0
  395.       sk 1
  396.       sksh 1
  397.       twst 0
  398.       oo 0
  399.       }
  400.      }
  401.     sap {
  402.      cpc 0.27873,-2.21384,0.36835
  403.      cv 0.27873,-2.22746,0.1824
  404.      cnc 0.27873,-2.24026,0.02063
  405.      tpc 1,0
  406.      tv 1,0
  407.      tnc 1,0
  408.      bpc 1,0
  409.      bv 1,0
  410.      bnc 1,0
  411.      lpc 1,0
  412.      lv 1,0
  413.      lnc 1,0
  414.      rpc 1,0
  415.      rv 1,0
  416.      rnc 1,0
  417.      cs {
  418.       pv {
  419.        bb2D 0,0,0,0
  420.        pg {
  421.         p2 {
  422.          st 0.67828,0.16454
  423.          ss {
  424.           s3 0.67828,0.16454,0.61508,0.32999,0.52655,0.22462
  425.           s3 0.43803,0.11925,0.25107,-0.13074,-0.21356,-0.12224
  426.           s3 -0.67828,-0.11375,-0.63933,-0.2813,-0.07555,-0.3056
  427.           s3 0.48813,-0.32994,0.67828,0.16454,0.67828,0.16454
  428.           }
  429.          }
  430.         }
  431.        }
  432.       fl 0
  433.       sk 1
  434.       sksh 1
  435.       twst 0
  436.       oo 0
  437.       }
  438.      }
  439.     sap {
  440.      cpc 0.15808,-2.06908,-0.13721
  441.      cv 0.15808,-1.86255,-0.15808
  442.      cnc 0.15808,-1.62622,-0.18379
  443.      tpc 1,0
  444.      tv 1,0
  445.      tnc 1,0
  446.      bpc 1,0
  447.      bv 1,0
  448.      bnc 1,0
  449.      lpc 1,0
  450.      lv 1,0
  451.      lnc 1,0
  452.      rpc 1,0
  453.      rv 1,0
  454.      rnc 1,0
  455.      cs {
  456.       pv {
  457.        bb2D 0,0,0,0
  458.        pg {
  459.         p2 {
  460.          st 0.66209,0.20479
  461.          ss {
  462.           s3 0.66209,0.20479,0.58356,0.36353,0.50539,0.25027
  463.           s3 0.4272,0.13702,0.26468,-0.1295,-0.19867,-0.16493
  464.           s3 -0.66209,-0.20036,-0.6075,-0.36348,-0.04395,-0.33444
  465.           s3 0.51953,-0.30544,0.66209,0.20479,0.66209,0.20479
  466.           }
  467.          }
  468.         }
  469.        }
  470.       fl 0
  471.       sk 1
  472.       sksh 1
  473.       twst 0
  474.       oo 0
  475.       }
  476.      }
  477.     sap {
  478.      cpc 0.04861,-1.44945,-0.04625
  479.      cv 0.04861,-1.4368,0.21889
  480.      cnc 0.04861,-1.42438,0.47932
  481.      tpc 1,0
  482.      tv 1,0
  483.      tnc 1,0
  484.      bpc 1,0
  485.      bv 1,0
  486.      bnc 1,0
  487.      lpc 1,0
  488.      lv 1,0
  489.      lnc 1,0
  490.      rpc 1,0
  491.      rv 1,0
  492.      rnc 1,0
  493.      cs {
  494.       pv {
  495.        bb2D 0,0,0,0
  496.        pg {
  497.         p2 {
  498.          st 0.6723,0.16933
  499.          ss {
  500.           s3 0.6723,0.16933,0.60265,0.33218,0.51833,0.22342
  501.           s3 0.43401,0.11467,0.25699,-0.14244,-0.20761,-0.15219
  502.           s3 -0.67229,-0.16194,-0.62679,-0.32784,-0.0625,-0.33002
  503.           s3 0.50169,-0.33221,0.6723,0.16933,0.6723,0.16933
  504.           }
  505.          }
  506.         }
  507.        }
  508.       fl 0
  509.       sk 1
  510.       sksh 1
  511.       twst 0
  512.       oo 0
  513.       }
  514.      }
  515.     sap {
  516.      cpc -0.17024,-1.56345,0.70842
  517.      cv -0.17024,-1.91121,0.67107
  518.      cnc -0.17024,-2.24585,0.6351
  519.      tpc 1,0
  520.      tv 1,0
  521.      tnc 1,0
  522.      bpc 1,0
  523.      bv 1,0
  524.      bnc 1,0
  525.      lpc 1,0
  526.      lv 1,0
  527.      lnc 1,0
  528.      rpc 1,0
  529.      rv 1,0
  530.      rnc 1,0
  531.      cs {
  532.       pv {
  533.        bb2D 0,0,0,0
  534.        pg {
  535.         p2 {
  536.          st 1.11426,0.16458
  537.          ss {
  538.           s3 1.13858,0.46884,0.09778,0.27736,0.02145,0.16286
  539.           s3 -0.05479,0.04834,-0.21297,-0.22078,-0.67578,-0.26372
  540.           s3 -1.13857,-0.30667,-1.08133,-0.46889,-0.51831,-0.43071
  541.           s3 0.0446,-0.39255,1.08994,-0.13959,1.11426,0.16458
  542.           }
  543.          }
  544.         }
  545.        }
  546.       fl 0
  547.       sk 1
  548.       sksh 1
  549.       twst 0
  550.       oo 0
  551.       }
  552.      }
  553.     sap {
  554.      cpc -0.40315,-2.39864,0.53137
  555.      cv -0.40315,-2.37352,0.14587
  556.      cnc -0.40315,-2.3576,-0.10323
  557.      tpc 1,0
  558.      tv 1,0
  559.      tnc 1,0
  560.      bpc 1,0
  561.      bv 1,0
  562.      bnc 1,0
  563.      lpc 1,0
  564.      lv 1,0
  565.      lnc 1,0
  566.      rpc 1,0
  567.      rv 1,0
  568.      rnc 1,0
  569.      cs {
  570.       pv {
  571.        bb2D 0,0,0,0
  572.        pg {
  573.         p2 {
  574.          st 1.06711,0.13263
  575.          ss {
  576.           s3 1.05495,0.43536,0.38136,0.49727,0.30247,0.38451
  577.           s3 0.22357,0.27174,-0.15196,-0.26866,-0.61562,-0.30116
  578.           s3 -1.07925,-0.33366,-1.0257,-0.49713,-0.46198,-0.47165
  579.           s3 0.10165,-0.44621,1.07927,-0.17001,1.06711,0.13263
  580.           }
  581.          }
  582.         }
  583.        }
  584.       fl 0
  585.       sk 1
  586.       sksh 1
  587.       twst 0
  588.       oo 0
  589.       }
  590.      }
  591.     sap {
  592.      cpc -0.44432,-2.25237,-0.28235
  593.      cv -0.44432,-1.8744,-0.2953
  594.      cnc -0.44432,-1.56168,-0.30661
  595.      tpc 1,0
  596.      tv 1,0
  597.      tnc 1,0
  598.      bpc 1,0
  599.      bv 1,0
  600.      bnc 1,0
  601.      lpc 1,0
  602.      lv 1,0
  603.      lnc 1,0
  604.      rpc 1,0
  605.      rv 1,0
  606.      rnc 1,0
  607.      cs {
  608.       pv {
  609.        bb2D 0,0,0,0
  610.        pg {
  611.         p2 {
  612.          st 1.0381,0.19075
  613.          ss {
  614.           s3 1.11108,0.55588,0.28255,0.53853,0.21094,0.42101
  615.           s3 0.13934,0.30348,-0.18973,-0.27255,-0.65039,-0.3343
  616.           s3 -1.11107,-0.39607,-1.04727,-0.55582,-0.48628,-0.49475
  617.           s3 0.0746,-0.4337,0.96512,-0.17429,1.0381,0.19075
  618.           }
  619.          }
  620.         }
  621.        }
  622.       fl 0
  623.       sk 1
  624.       sksh 1
  625.       twst 0
  626.       oo 0
  627.       }
  628.      }
  629.     sap {
  630.      cpc -0.4796,-1.58679,-0.03204
  631.      cv -0.4796,-1.57813,0.21342
  632.      cnc -0.4796,-1.56573,0.56194
  633.      tpc 1,0
  634.      tv 1,0
  635.      tnc 1,0
  636.      bpc 1,0
  637.      bv 1,0
  638.      bnc 1,0
  639.      lpc 1,0
  640.      lv 1,0
  641.      lnc 1,0
  642.      rpc 1,0
  643.      rv 1,0
  644.      rnc 1,0
  645.      cs {
  646.       pv {
  647.        bb2D 0,0,0,0
  648.        pg {
  649.         p2 {
  650.          st 1.08797,0.11877
  651.          ss {
  652.           s3 1.02715,0.74422,0.27298,0.36398,0.19963,0.24751
  653.           s3 0.12628,0.13106,-0.22572,-0.47363,-0.68724,-0.52855
  654.           s3 -1.14877,-0.5835,-1.08736,-0.74417,-0.52553,-0.69141
  655.           s3 0.03619,-0.63867,1.14879,-0.50658,1.08797,0.11877
  656.           }
  657.          }
  658.         }
  659.        }
  660.       fl 0
  661.       sk 1
  662.       sksh 1
  663.       twst 0
  664.       oo 0
  665.       }
  666.      }
  667.     sap {
  668.      cpc -0.41994,-1.6243,0.5963
  669.      cv -0.41994,-1.95987,0.58382
  670.      cnc 0,0,0
  671.      tpc 1,0
  672.      tv 1,0
  673.      tnc 1,0
  674.      bpc 1,0
  675.      bv 1,0
  676.      bnc 1,0
  677.      lpc 1,0
  678.      lv 1,0
  679.      lnc 1,0
  680.      rpc 1,0
  681.      rv 1,0
  682.      rnc 1,0
  683.      cs {
  684.       pv {
  685.        bb2D 0,0,0,0
  686.        pg {
  687.         p2 {
  688.          st 1.08681,0.04805
  689.          ss {
  690.           s3 1.08681,0.36458,0.37968,0.58632,0.30754,0.46913
  691.           s3 0.2354,0.35191,-0.16493,-0.30698,-0.62585,-0.36661
  692.           s3 -1.08681,-0.42627,-1.02373,-0.58632,-0.46246,-0.52782
  693.           s3 0.09869,-0.46933,1.08681,-0.26839,1.08681,0.04805
  694.           }
  695.          }
  696.         }
  697.        }
  698.       fl 1
  699.       sk 1
  700.       sksh 1
  701.       twst 0
  702.       oo 0
  703.       }
  704.      }
  705.     }
  706.    grid {
  707.     valu 0.39995
  708.     incr 1
  709.     show 1
  710.     snap 0
  711.     spct 0,0,0
  712.     spsz 4
  713.     }
  714.    }
  715.   ex {
  716.    nm "bottom layer"
  717.    sh {
  718.     mapk 0
  719.     elms {
  720.      sprm {
  721.       uvsp 0
  722.       aexp 1
  723.       bbox 0,0,2,2
  724.       mbox 0,0,2,2
  725.       shdr {
  726.        scmp {
  727.         prkd 1
  728.         ssub {
  729.          sclr {
  730.           prkd 1
  731.           colr 0.99992,0.99992,0.99992
  732.           }
  733.          sval {
  734.           prkd 1
  735.           Val 0.16122
  736.           }
  737.          sval {
  738.           prkd 1
  739.           Val 0.24721
  740.           }
  741.          smix {
  742.           prkd 1
  743.           ssub {
  744.            sclr {
  745.             prkd 1
  746.             colr 0.625,0.625,0.625
  747.             }
  748.            sclr {
  749.             prkd 1
  750.             colr 0.5,0.5,0.5
  751.             }
  752.            sspt {
  753.             SEED 728022520
  754.             TRSH 0.42186
  755.             STEP 15.39914
  756.             prkd 1
  757.             }
  758.            }
  759.           }
  760.          sval {
  761.           prkd 1
  762.           Val 0
  763.           }
  764.          sval {
  765.           prkd 1
  766.           Val 0
  767.           }
  768.          sval {
  769.           prkd 1
  770.           Val 0
  771.           }
  772.          void {
  773.           }
  774.          }
  775.         }
  776.        }
  777.       opac 1
  778.       }
  779.      }
  780.     }
  781.    fidl 2.03351
  782.    pi 0
  783.    cl 0
  784.    ev 1
  785.    evs 0
  786.    evvs 0
  787.    evhs 0
  788.    ph {
  789.     sap {
  790.      cpc 0,0,0
  791.      cv -1.10077,-1.60709,-0.03197
  792.      cnc -1.10077,-1.60709,-0.03197
  793.      tpc 1,0
  794.      tv 1,0
  795.      tnc 0.99998,0
  796.      bpc 1,0
  797.      bv 1,0
  798.      bnc 0.99998,0
  799.      lpc 1,0
  800.      lv 1,0
  801.      lnc 1,0
  802.      rpc 1,0
  803.      rv 1,0
  804.      rnc 1,0
  805.      cs {
  806.       pv {
  807.        bb2D 0,0,0,0
  808.        pg {
  809.         pg {
  810.          mode 0
  811.          type 0
  812.          styl {
  813.           fill 0,1,1,1,0
  814.           strk 0,0,0,0,0
  815.           wdth 0
  816.           isfi 0
  817.           cap 1
  818.           join 1
  819.           }
  820.          p2 {
  821.           st -3.74986,0
  822.           ss {
  823.            s3 -3.74986,-2.07097,-2.07094,-3.74992,0,-3.74992
  824.            s3 2.07091,-3.74992,3.74986,-2.07097,3.74986,0
  825.            s3 3.74986,2.07095,2.07091,3.74991,0,3.74991
  826.            s3 -2.07094,3.74991,-3.74986,2.07095,-3.74986,0
  827.            }
  828.           }
  829.          }
  830.         }
  831.        }
  832.       fl 1
  833.       sk 1
  834.       sksh 1
  835.       twst 0
  836.       oo 0
  837.       }
  838.      }
  839.     sap {
  840.      cpc -1.10081,-0.36026,-0.03198
  841.      cv -1.10081,-0.36026,-0.03198
  842.      cnc -1.10081,-0.36026,-0.03198
  843.      tpc 0.99998,0.20679
  844.      tv 0.99998,0
  845.      tnc 0.99998,0.20679
  846.      bpc 0.99998,0.20679
  847.      bv 0.99998,0
  848.      bnc 0.99998,0.20679
  849.      lpc 1,0.20679
  850.      lv 1,0
  851.      lnc 1,0.20679
  852.      rpc 1,0.20679
  853.      rv 1,0
  854.      rnc 1,0.20679
  855.      cs {
  856.       fl 0
  857.       sk 1
  858.       sksh 1
  859.       twst 0
  860.       oo 1
  861.       }
  862.      }
  863.     sap {
  864.      cpc -1.10081,-0.05617,-0.032
  865.      cv -1.10081,-0.05617,-0.032
  866.      cnc -1.10081,-0.05617,-0.032
  867.      tpc 0.94917,0
  868.      tv 0.91998,0
  869.      tnc 0.89078,0
  870.      bpc 0.94917,0
  871.      bv 0.91998,0
  872.      bnc 0.89078,0
  873.      lpc 0.94919,0
  874.      lv 0.92,0
  875.      lnc 0.89079,0
  876.      rpc 0.94919,0
  877.      rv 0.92,0
  878.      rnc 0.89079,0
  879.      cs {
  880.       fl 0
  881.       sk 1
  882.       sksh 1
  883.       twst 0
  884.       oo 1
  885.       }
  886.      }
  887.     sap {
  888.      cpc -1.10072,-0.05617,-0.03041
  889.      cv -1.10072,-0.05617,-0.03041
  890.      cnc 0,0,0
  891.      tpc 0.00198,0
  892.      tv 0.00198,0
  893.      tnc 1,0
  894.      bpc 0.00198,0
  895.      bv 0.00198,0
  896.      bnc 1,0
  897.      lpc 0.00198,0
  898.      lv 0.00198,0
  899.      lnc 1,0
  900.      rpc 0.00198,0
  901.      rv 0.00198,0
  902.      rnc 1,0
  903.      cs {
  904.       fl 0
  905.       sk 1
  906.       sksh 1
  907.       twst 0
  908.       oo 1
  909.       }
  910.      }
  911.     }
  912.    grid {
  913.     valu 0.39993
  914.     incr 1
  915.     show 1
  916.     snap 0
  917.     spct 0,0,0
  918.     spsz 4
  919.     }
  920.    }
  921.   ex {
  922.    nm "bottom layer 1"
  923.    sh {
  924.     mapk 0
  925.     elms {
  926.      sprm {
  927.       uvsp 8
  928.       aexp 1
  929.       bbox 0,0,0.0117,0.01198
  930.       mbox 0,0,0.0117,0.01198
  931.       shdr {
  932.        scmp {
  933.         prkd 1
  934.         ssub {
  935.          sclr {
  936.           prkd 1
  937.           colr 0.99992,0.99992,0.99992
  938.           }
  939.          sval {
  940.           prkd 1
  941.           Val 0.16122
  942.           }
  943.          sval {
  944.           prkd 1
  945.           Val 0.24721
  946.           }
  947.          smix {
  948.           prkd 1
  949.           ssub {
  950.            sclr {
  951.             prkd 1
  952.             colr 0.625,0.625,0.625
  953.             }
  954.            sclr {
  955.             prkd 1
  956.             colr 0.5,0.5,0.5
  957.             }
  958.            sspt {
  959.             SEED 728022520
  960.             TRSH 0.42186
  961.             STEP 15.39914
  962.             prkd 1
  963.             }
  964.            }
  965.           }
  966.          sval {
  967.           prkd 1
  968.           Val 0
  969.           }
  970.          sval {
  971.           prkd 1
  972.           Val 0
  973.           }
  974.          sval {
  975.           prkd 1
  976.           Val 0
  977.           }
  978.          void {
  979.           }
  980.          }
  981.         }
  982.        }
  983.       opac 1
  984.       }
  985.      }
  986.     }
  987.    fidl 2.03351
  988.    pi 0
  989.    cl 0
  990.    ev 1
  991.    evs 0
  992.    evvs 0
  993.    evhs 0
  994.    ph {
  995.     sap {
  996.      cpc 0,0,0
  997.      cv -1.10077,-1.60101,-0.02426
  998.      cnc -1.10077,-1.60101,-0.02426
  999.      tpc 1,0
  1000.      tv 1,0
  1001.      tnc 1,0
  1002.      bpc 1,0
  1003.      bv 1,0
  1004.      bnc 1,0
  1005.      lpc 1,0
  1006.      lv 1,0
  1007.      lnc 0.99998,0
  1008.      rpc 1,0
  1009.      rv 1,0
  1010.      rnc 0.99998,0
  1011.      cs {
  1012.       pv {
  1013.        bb2D 0,0,0,0
  1014.        pg {
  1015.         pg {
  1016.          mode 0
  1017.          type 0
  1018.          styl {
  1019.           fill 0,1,1,1,0
  1020.           strk 0,0,0,0,0
  1021.           wdth 0
  1022.           isfi 0
  1023.           cap 1
  1024.           join 1
  1025.           }
  1026.          p2 {
  1027.           st -2.99989,0
  1028.           ss {
  1029.            s3 -2.99989,-1.65674,-1.65675,-2.99989,0,-2.99989
  1030.            s3 1.65674,-2.99989,2.99995,-1.65674,2.99995,0
  1031.            s3 2.99995,1.65674,1.65674,2.99994,0,2.99994
  1032.            s3 -1.65675,2.99994,-2.99989,1.65674,-2.99989,0
  1033.            }
  1034.           }
  1035.          }
  1036.         }
  1037.        }
  1038.       fl 1
  1039.       sk 1
  1040.       sksh 1
  1041.       twst 0
  1042.       oo 0
  1043.       }
  1044.      }
  1045.     sap {
  1046.      cpc -1.10091,-0.36026,-0.03189
  1047.      cv -1.10091,-0.36026,-0.03189
  1048.      cnc -1.10091,-0.36026,-0.03189
  1049.      tpc 1,0.20679
  1050.      tv 1,0
  1051.      tnc 1,0.20679
  1052.      bpc 1,0.20679
  1053.      bv 1,0
  1054.      bnc 1,0.20679
  1055.      lpc 1,0.20679
  1056.      lv 1,0
  1057.      lnc 1,0.20679
  1058.      rpc 1,0.20679
  1059.      rv 1,0
  1060.      rnc 1,0.20679
  1061.      cs {
  1062.       fl 0
  1063.       sk 1
  1064.       sksh 1
  1065.       twst 0
  1066.       oo 1
  1067.       }
  1068.      }
  1069.     sap {
  1070.      cpc -1.10088,-0.05617,-0.03194
  1071.      cv -1.10088,-0.05617,-0.03194
  1072.      cnc -1.10088,-0.05617,-0.03194
  1073.      tpc 0.9565,0
  1074.      tv 0.92,0
  1075.      tnc 0.88347,0
  1076.      bpc 0.9565,0
  1077.      bv 0.92,0
  1078.      bnc 0.88347,0
  1079.      lpc 0.95648,0
  1080.      lv 0.91998,0
  1081.      lnc 0.8835,0
  1082.      rpc 0.95648,0
  1083.      rv 0.91998,0
  1084.      rnc 0.8835,0
  1085.      cs {
  1086.       fl 0
  1087.       sk 1
  1088.       sksh 1
  1089.       twst 0
  1090.       oo 1
  1091.       }
  1092.      }
  1093.     sap {
  1094.      cpc -1.10078,-0.05617,-0.03035
  1095.      cv -1.10078,-0.05617,-0.03035
  1096.      cnc 0,0,0
  1097.      tpc 0.00195,0
  1098.      tv 0.00195,0
  1099.      tnc 1,0
  1100.      bpc 0.00195,0
  1101.      bv 0.00195,0
  1102.      bnc 1,0
  1103.      lpc 0.002,0
  1104.      lv 0.002,0
  1105.      lnc 1,0
  1106.      rpc 0.002,0
  1107.      rv 0.002,0
  1108.      rnc 1,0
  1109.      cs {
  1110.       fl 0
  1111.       sk 1
  1112.       sksh 1
  1113.       twst 0
  1114.       oo 1
  1115.       }
  1116.      }
  1117.     }
  1118.    grid {
  1119.     valu 0.39993
  1120.     incr 1
  1121.     show 1
  1122.     snap 0
  1123.     spct 0,0,0
  1124.     spsz 4
  1125.     }
  1126.    }
  1127.   ex {
  1128.    nm "bottom layer 2"
  1129.    sh {
  1130.     mapk 0
  1131.     elms {
  1132.      sprm {
  1133.       uvsp 8
  1134.       aexp 1
  1135.       bbox 0,0,0.00984,0.0099
  1136.       mbox 0,0,0.00984,0.0099
  1137.       shdr {
  1138.        scmp {
  1139.         prkd 1
  1140.         ssub {
  1141.          sclr {
  1142.           prkd 1
  1143.           colr 0.99992,0.99992,0.99992
  1144.           }
  1145.          sval {
  1146.           prkd 1
  1147.           Val 0.16122
  1148.           }
  1149.          sval {
  1150.           prkd 1
  1151.           Val 0.24721
  1152.           }
  1153.          smix {
  1154.           prkd 1
  1155.           ssub {
  1156.            sclr {
  1157.             prkd 1
  1158.             colr 0.625,0.625,0.625
  1159.             }
  1160.            sclr {
  1161.             prkd 1
  1162.             colr 0.5,0.5,0.5
  1163.             }
  1164.            sspt {
  1165.             SEED 728022520
  1166.             TRSH 0.42186
  1167.             STEP 15.39914
  1168.             prkd 1
  1169.             }
  1170.            }
  1171.           }
  1172.          sval {
  1173.           prkd 1
  1174.           Val 0
  1175.           }
  1176.          sval {
  1177.           prkd 1
  1178.           Val 0
  1179.           }
  1180.          sval {
  1181.           prkd 1
  1182.           Val 0
  1183.           }
  1184.          void {
  1185.           }
  1186.          }
  1187.         }
  1188.        }
  1189.       opac 1
  1190.       }
  1191.      }
  1192.     }
  1193.    fidl 2.03351
  1194.    pi 0
  1195.    cl 0
  1196.    ev 1
  1197.    evs 0
  1198.    evvs 0
  1199.    evhs 0
  1200.    ph {
  1201.     sap {
  1202.      cpc 0,0,0
  1203.      cv -1.10077,-1.60101,-0.03644
  1204.      cnc -1.10077,-1.60101,-0.03644
  1205.      tpc 1,0
  1206.      tv 1,0
  1207.      tnc 0.99997,0
  1208.      bpc 1,0
  1209.      bv 1,0
  1210.      bnc 0.99997,0
  1211.      lpc 1,0
  1212.      lv 1,0
  1213.      lnc 1,0
  1214.      rpc 1,0
  1215.      rv 1,0
  1216.      rnc 1,0
  1217.      cs {
  1218.       pv {
  1219.        bb2D 0,0,0,0
  1220.        pg {
  1221.         pg {
  1222.          mode 0
  1223.          type 0
  1224.          styl {
  1225.           fill 0,1,1,1,0
  1226.           strk 0,0,0,0,0
  1227.           wdth 0
  1228.           isfi 0
  1229.           cap 1
  1230.           join 1
  1231.           }
  1232.          p2 {
  1233.           st -2.49989,0
  1234.           ss {
  1235.            s3 -2.49989,-1.38063,-1.38062,-2.49994,0,-2.49994
  1236.            s3 1.38058,-2.49994,2.49988,-1.38063,2.49988,0
  1237.            s3 2.49988,1.38062,1.38058,2.49991,0,2.49991
  1238.            s3 -1.38062,2.49991,-2.49989,1.38062,-2.49989,0
  1239.            }
  1240.           }
  1241.          }
  1242.         }
  1243.        }
  1244.       fl 1
  1245.       sk 1
  1246.       sksh 1
  1247.       twst 0
  1248.       oo 0
  1249.       }
  1250.      }
  1251.     sap {
  1252.      cpc -1.10081,-0.36026,-0.03198
  1253.      cv -1.10081,-0.36026,-0.03198
  1254.      cnc -1.10081,-0.36026,-0.03198
  1255.      tpc 0.99997,0.20679
  1256.      tv 0.99997,0
  1257.      tnc 0.99997,0.20679
  1258.      bpc 0.99997,0.20679
  1259.      bv 0.99997,0
  1260.      bnc 0.99997,0.20679
  1261.      lpc 1,0.20679
  1262.      lv 1,0
  1263.      lnc 1,0.20679
  1264.      rpc 1,0.20679
  1265.      rv 1,0
  1266.      rnc 1,0.20679
  1267.      cs {
  1268.       fl 0
  1269.       sk 1
  1270.       sksh 1
  1271.       twst 0
  1272.       oo 1
  1273.       }
  1274.      }
  1275.     sap {
  1276.      cpc -1.10074,-0.05617,-0.03207
  1277.      cv -1.10074,-0.05617,-0.03207
  1278.      cnc -1.10074,-0.05617,-0.03207
  1279.      tpc 0.96375,0
  1280.      tv 0.91998,0
  1281.      tnc 0.87614,0
  1282.      bpc 0.96375,0
  1283.      bv 0.91998,0
  1284.      bnc 0.87614,0
  1285.      lpc 0.96378,0
  1286.      lv 0.91998,0
  1287.      lnc 0.87619,0
  1288.      rpc 0.96378,0
  1289.      rv 0.91998,0
  1290.      rnc 0.87619,0
  1291.      cs {
  1292.       fl 0
  1293.       sk 1
  1294.       sksh 1
  1295.       twst 0
  1296.       oo 1
  1297.       }
  1298.      }
  1299.     sap {
  1300.      cpc -1.10071,-0.05617,-0.03043
  1301.      cv -1.10071,-0.05617,-0.03043
  1302.      cnc 0,0,0
  1303.      tpc 0.00197,0
  1304.      tv 0.00197,0
  1305.      tnc 1,0
  1306.      bpc 0.00197,0
  1307.      bv 0.00197,0
  1308.      bnc 1,0
  1309.      lpc 0.00198,0
  1310.      lv 0.00198,0
  1311.      lnc 1,0
  1312.      rpc 0.00198,0
  1313.      rv 0.00198,0
  1314.      rnc 1,0
  1315.      cs {
  1316.       fl 0
  1317.       sk 1
  1318.       sksh 1
  1319.       twst 0
  1320.       oo 1
  1321.       }
  1322.      }
  1323.     }
  1324.    grid {
  1325.     valu 0.39993
  1326.     incr 1
  1327.     show 1
  1328.     snap 0
  1329.     spct 0,0,0
  1330.     spsz 4
  1331.     }
  1332.    }
  1333.   ex {
  1334.    nm "bottom layer 3"
  1335.    sh {
  1336.     mapk 0
  1337.     elms {
  1338.      sprm {
  1339.       uvsp 8
  1340.       aexp 1
  1341.       bbox 0,0,0.00786,0.00792
  1342.       mbox 0,0,0.00786,0.00792
  1343.       shdr {
  1344.        scmp {
  1345.         prkd 1
  1346.         ssub {
  1347.          sclr {
  1348.           prkd 1
  1349.           colr 0.99992,0.99992,0.99992
  1350.           }
  1351.          sval {
  1352.           prkd 1
  1353.           Val 0.16122
  1354.           }
  1355.          sval {
  1356.           prkd 1
  1357.           Val 0.24721
  1358.           }
  1359.          smix {
  1360.           prkd 1
  1361.           ssub {
  1362.            sclr {
  1363.             prkd 1
  1364.             colr 0.625,0.625,0.625
  1365.             }
  1366.            sclr {
  1367.             prkd 1
  1368.             colr 0.5,0.5,0.5
  1369.             }
  1370.            sspt {
  1371.             SEED 728022520
  1372.             TRSH 0.42186
  1373.             STEP 15.39914
  1374.             prkd 1
  1375.             }
  1376.            }
  1377.           }
  1378.          sval {
  1379.           prkd 1
  1380.           Val 0
  1381.           }
  1382.          sval {
  1383.           prkd 1
  1384.           Val 0
  1385.           }
  1386.          sval {
  1387.           prkd 1
  1388.           Val 0
  1389.           }
  1390.          void {
  1391.           }
  1392.          }
  1393.         }
  1394.        }
  1395.       opac 1
  1396.       }
  1397.      }
  1398.     }
  1399.    fidl 2.03351
  1400.    pi 0
  1401.    cl 0
  1402.    ev 1
  1403.    evs 0
  1404.    evvs 0
  1405.    evhs 0
  1406.    ph {
  1407.     sap {
  1408.      cpc 0,0,0
  1409.      cv -1.10077,-1.60101,-0.03035
  1410.      cnc -1.10077,-1.60101,-0.03035
  1411.      tpc 1,0
  1412.      tv 1,0
  1413.      tnc 1,0
  1414.      bpc 1,0
  1415.      bv 1,0
  1416.      bnc 1,0
  1417.      lpc 1,0
  1418.      lv 1,0
  1419.      lnc 0.99998,0
  1420.      rpc 1,0
  1421.      rv 1,0
  1422.      rnc 0.99998,0
  1423.      cs {
  1424.       pv {
  1425.        bb2D 0,0,0,0
  1426.        pg {
  1427.         pg {
  1428.          mode 0
  1429.          type 0
  1430.          styl {
  1431.           fill 0,1,1,1,0
  1432.           strk 0,0,0,0,0
  1433.           wdth 0
  1434.           isfi 0
  1435.           cap 1
  1436.           join 1
  1437.           }
  1438.          p2 {
  1439.           st -1.99988,-0.00008
  1440.           ss {
  1441.            s3 -1.99988,-1.10452,-1.10446,-1.99994,0,-1.99994
  1442.            s3 1.10445,-1.99994,1.99994,-1.10452,1.99994,-0.00008
  1443.            s3 1.99994,1.1044,1.10445,1.99986,0,1.99986
  1444.            s3 -1.10446,1.99986,-1.99988,1.1044,-1.99988,-0.00008
  1445.            }
  1446.           }
  1447.          }
  1448.         }
  1449.        }
  1450.       fl 1
  1451.       sk 1
  1452.       sksh 1
  1453.       twst 0
  1454.       oo 0
  1455.       }
  1456.      }
  1457.     sap {
  1458.      cpc -1.10091,-0.36026,-0.03189
  1459.      cv -1.10091,-0.36026,-0.03189
  1460.      cnc -1.10091,-0.36026,-0.03189
  1461.      tpc 1,0.20679
  1462.      tv 1,0
  1463.      tnc 1,0.20679
  1464.      bpc 1,0.20679
  1465.      bv 1,0
  1466.      bnc 1,0.20679
  1467.      lpc 1.00002,0.20679
  1468.      lv 1.00002,0
  1469.      lnc 1.00002,0.20679
  1470.      rpc 1.00002,0.20679
  1471.      rv 1.00002,0
  1472.      rnc 1.00002,0.20679
  1473.      cs {
  1474.       fl 0
  1475.       sk 1
  1476.       sksh 1
  1477.       twst 0
  1478.       oo 1
  1479.       }
  1480.      }
  1481.     sap {
  1482.      cpc -1.10086,-0.05617,-0.03195
  1483.      cv -1.10086,-0.05617,-0.03195
  1484.      cnc -1.10086,-0.05617,-0.03195
  1485.      tpc 0.97475,0
  1486.      tv 0.91997,0
  1487.      tnc 0.86525,0
  1488.      bpc 0.97475,0
  1489.      bv 0.91997,0
  1490.      bnc 0.86525,0
  1491.      lpc 0.97475,0
  1492.      lv 0.92001,0
  1493.      lnc 0.86526,0
  1494.      rpc 0.97475,0
  1495.      rv 0.92001,0
  1496.      rnc 0.86526,0
  1497.      cs {
  1498.       fl 0
  1499.       sk 1
  1500.       sksh 1
  1501.       twst 0
  1502.       oo 1
  1503.       }
  1504.      }
  1505.     sap {
  1506.      cpc -1.10077,-0.05617,-0.03036
  1507.      cv -1.10077,-0.05617,-0.03036
  1508.      cnc 0,0,0
  1509.      tpc 0.00197,0
  1510.      tv 0.00197,0
  1511.      tnc 1,0
  1512.      bpc 0.00197,0
  1513.      bv 0.00197,0
  1514.      bnc 1,0
  1515.      lpc 0.00198,0
  1516.      lv 0.00198,0
  1517.      lnc 1,0
  1518.      rpc 0.00198,0
  1519.      rv 0.00198,0
  1520.      rnc 1,0
  1521.      cs {
  1522.       fl 0
  1523.       sk 1
  1524.       sksh 1
  1525.       twst 0
  1526.       oo 1
  1527.       }
  1528.      }
  1529.     }
  1530.    grid {
  1531.     valu 0.39993
  1532.     incr 1
  1533.     show 1
  1534.     snap 0
  1535.     spct 0,0,0
  1536.     spsz 4
  1537.     }
  1538.    }
  1539.   ex {
  1540.    nm "bottom layer 4"
  1541.    sh {
  1542.     mapk 0
  1543.     elms {
  1544.      sprm {
  1545.       uvsp 8
  1546.       aexp 1
  1547.       bbox 0,0,0.00591,0.00594
  1548.       mbox 0,0,0.00591,0.00594
  1549.       shdr {
  1550.        scmp {
  1551.         prkd 1
  1552.         ssub {
  1553.          sclr {
  1554.           prkd 1
  1555.           colr 0.99992,0.99992,0.99992
  1556.           }
  1557.          sval {
  1558.           prkd 1
  1559.           Val 0.16122
  1560.           }
  1561.          sval {
  1562.           prkd 1
  1563.           Val 0.24721
  1564.           }
  1565.          smix {
  1566.           prkd 1
  1567.           ssub {
  1568.            sclr {
  1569.             prkd 1
  1570.             colr 0.625,0.625,0.625
  1571.             }
  1572.            sclr {
  1573.             prkd 1
  1574.             colr 0.5,0.5,0.5
  1575.             }
  1576.            sspt {
  1577.             SEED 728022520
  1578.             TRSH 0.42186
  1579.             STEP 15.39914
  1580.             prkd 1
  1581.             }
  1582.            }
  1583.           }
  1584.          sval {
  1585.           prkd 1
  1586.           Val 0
  1587.           }
  1588.          sval {
  1589.           prkd 1
  1590.           Val 0
  1591.           }
  1592.          sval {
  1593.           prkd 1
  1594.           Val 0
  1595.           }
  1596.          void {
  1597.           }
  1598.          }
  1599.         }
  1600.        }
  1601.       opac 1
  1602.       }
  1603.      }
  1604.     }
  1605.    fidl 2.03351
  1606.    pi 0
  1607.    cl 0
  1608.    ev 1
  1609.    evs 0
  1610.    evvs 0
  1611.    evhs 0
  1612.    ph {
  1613.     sap {
  1614.      cpc 0,0,0
  1615.      cv -1.10077,-1.60405,-0.03339
  1616.      cnc -1.10077,-1.60405,-0.03339
  1617.      tpc 1,0
  1618.      tv 1,0
  1619.      tnc 1,0
  1620.      bpc 1,0
  1621.      bv 1,0
  1622.      bnc 1,0
  1623.      lpc 1,0
  1624.      lv 1,0
  1625.      lnc 0.99998,0
  1626.      rpc 1,0
  1627.      rv 1,0
  1628.      rnc 0.99998,0
  1629.      cs {
  1630.       pv {
  1631.        bb2D 0,0,0,0
  1632.        pg {
  1633.         pg {
  1634.          mode 0
  1635.          type 0
  1636.          styl {
  1637.           fill 0,1,1,1,0
  1638.           strk 0,0,0,0,0
  1639.           wdth 0
  1640.           isfi 0
  1641.           cap 1
  1642.           join 1
  1643.           }
  1644.          p2 {
  1645.           st -1.49991,-0.00005
  1646.           ss {
  1647.            s3 -1.49991,-0.82837,-0.82829,-1.49998,0.00003,-1.49998
  1648.            s3 0.82834,-1.49998,1.49995,-0.82837,1.49995,-0.00005
  1649.            s3 1.49995,0.82826,0.82834,1.49988,0.00003,1.49988
  1650.            s3 -0.82829,1.49988,-1.49991,0.82826,-1.49991,-0.00005
  1651.            }
  1652.           }
  1653.          }
  1654.         }
  1655.        }
  1656.       fl 1
  1657.       sk 1
  1658.       sksh 1
  1659.       twst 0
  1660.       oo 0
  1661.       }
  1662.      }
  1663.     sap {
  1664.      cpc -1.10081,-0.36026,-0.03198
  1665.      cv -1.10081,-0.36026,-0.03198
  1666.      cnc -1.10081,-0.36026,-0.03198
  1667.      tpc 1.00002,0.20636
  1668.      tv 1.00002,0
  1669.      tnc 1.00002,0.08514
  1670.      bpc 1.00002,0.20636
  1671.      bv 1.00002,0
  1672.      bnc 1.00002,0.08514
  1673.      lpc 1.00006,0.20636
  1674.      lv 1.00006,0
  1675.      lnc 1.00006,0.08514
  1676.      rpc 1,0.20636
  1677.      rv 1,0
  1678.      rnc 1,0.08514
  1679.      cs {
  1680.       fl 0
  1681.       sk 1
  1682.       sksh 1
  1683.       twst 0
  1684.       oo 1
  1685.       }
  1686.      }
  1687.     sap {
  1688.      cpc -1.10077,-0.05617,-0.03204
  1689.      cv -1.10077,-0.05617,-0.03204
  1690.      cnc -1.10077,-0.05617,-0.03204
  1691.      tpc 0.99448,0
  1692.      tv 0.8909,0
  1693.      tnc 0.81796,0
  1694.      bpc 0.99448,0
  1695.      bv 0.8909,0
  1696.      bnc 0.81796,0
  1697.      lpc 0.99448,0
  1698.      lv 0.8909,0
  1699.      lnc 0.81798,0
  1700.      rpc 0.99448,0
  1701.      rv 0.8909,0
  1702.      rnc 0.81798,0
  1703.      cs {
  1704.       fl 0
  1705.       sk 1
  1706.       sksh 1
  1707.       twst 0
  1708.       oo 1
  1709.       }
  1710.      }
  1711.     sap {
  1712.      cpc -1.10072,-0.05617,-0.03041
  1713.      cv -1.10072,-0.05617,-0.03041
  1714.      cnc 0,0,0
  1715.      tpc 0.00197,0
  1716.      tv 0.00197,0
  1717.      tnc 1,0
  1718.      bpc 0.00197,0
  1719.      bv 0.00197,0
  1720.      bnc 1,0
  1721.      lpc 0.00198,0
  1722.      lv 0.00198,0
  1723.      lnc 1,0
  1724.      rpc 0.00198,0
  1725.      rv 0.00198,0
  1726.      rnc 1,0
  1727.      cs {
  1728.       fl 0
  1729.       sk 1
  1730.       sksh 1
  1731.       twst 0
  1732.       oo 1
  1733.       }
  1734.      }
  1735.     }
  1736.    grid {
  1737.     valu 0.39993
  1738.     incr 1
  1739.     show 1
  1740.     snap 0
  1741.     spct 0,0,0
  1742.     spsz 4
  1743.     }
  1744.    }
  1745.   ex {
  1746.    nm "bow"
  1747.    sh {
  1748.     mapk 0
  1749.     elms {
  1750.      sprm {
  1751.       uvsp 4
  1752.       aexp 1
  1753.       bbox 0,0,0.20251,2.02124
  1754.       mbox 0,0,0.20251,2.02124
  1755.       shdr {
  1756.        scmp {
  1757.         prkd 1
  1758.         ssub {
  1759.          sclr {
  1760.           prkd 1
  1761.           colr 0.99994,0.71637,0.83577
  1762.           }
  1763.          sval {
  1764.           prkd 1
  1765.           Val 0
  1766.           }
  1767.          sval {
  1768.           prkd 1
  1769.           Val 0.08598
  1770.           }
  1771.          smap {
  1772.           MInf {
  1773.            tile 1
  1774.            seam 0
  1775.            cnth 25
  1776.            cntv 25
  1777.            flph 0
  1778.            flpv 1
  1779.            rotc 0
  1780.            intp 1
  1781.            invC 0
  1782.            }
  1783.           prkd 0
  1784.           CMAp {
  1785.            IMAP 0
  1786.            MDTA {
  1787.             REFN 1
  1788.             TIME "12:10:30 PM1475974"
  1789.             }
  1790.            }
  1791.           whit 0
  1792.           }
  1793.          sval {
  1794.           prkd 1
  1795.           Val 0
  1796.           }
  1797.          sval {
  1798.           prkd 1
  1799.           Val 0
  1800.           }
  1801.          sval {
  1802.           prkd 1
  1803.           Val 0
  1804.           }
  1805.          void {
  1806.           }
  1807.          }
  1808.         }
  1809.        }
  1810.       opac 1
  1811.       }
  1812.      }
  1813.     }
  1814.    fidl 1
  1815.    pi 1
  1816.    cl 1
  1817.    ev 0
  1818.    evs 0
  1819.    evvs 0
  1820.    evhs 0
  1821.    ph {
  1822.     sap {
  1823.      cpc 0,0,0
  1824.      cv -0.00206,0.01309,2.33546
  1825.      cnc -0.00325,0.49718,2.33543
  1826.      tpc 1,0
  1827.      tv 1,0
  1828.      tnc 1,0
  1829.      bpc 1,0
  1830.      bv 1,0
  1831.      bnc 1,0
  1832.      lpc 1,0
  1833.      lv 1,0
  1834.      lnc 1,0
  1835.      rpc 1,0
  1836.      rv 1,0
  1837.      rnc 1,0
  1838.      cs {
  1839.       pv {
  1840.        bb2D 0,0,0,0
  1841.        pg {
  1842.         p2 {
  1843.          st -1.01125,0.05263
  1844.          ss {
  1845.           s3 -0.65434,0.05263,-0.2955,-0.04623,-0.00163,-0.10123
  1846.           s3 0.2914,-0.04614,0.67149,0.05263,1.00795,0.05263
  1847.           s3 1.00795,0.06749,1.01123,0.08531,1.00795,0.10129
  1848.           s3 0.54073,0.10129,0.31877,0.01482,-0.00163,-0.05258
  1849.           s3 -0.30156,0.00262,-0.60266,0.10129,-1.01125,0.10129
  1850.           s3 -1.01125,0.07661,-1.01125,0.07353,-1.01125,0.05263
  1851.           }
  1852.          }
  1853.         }
  1854.        }
  1855.       fl 1
  1856.       sk 1
  1857.       sksh 1
  1858.       twst 0
  1859.       oo 0
  1860.       }
  1861.      }
  1862.     sap {
  1863.      cpc 0.0002,-0.04803,1.65689
  1864.      cv 0,-0.0258,0
  1865.      cnc -0.00011,-0.00757,-1.37511
  1866.      tpc 1,0
  1867.      tv 1,0
  1868.      tnc 1,0
  1869.      bpc 1,0
  1870.      bv 1,0
  1871.      bnc 1,0
  1872.      lpc 1,0
  1873.      lv 1,0
  1874.      lnc 1,0
  1875.      rpc 1,0
  1876.      rv 1,0
  1877.      rnc 1,0
  1878.      cs {
  1879.       pv {
  1880.        bb2D 0,0,0,0
  1881.        pg {
  1882.         pg {
  1883.          mode 0
  1884.          type 0
  1885.          styl {
  1886.           fill 0,1,1,1,0
  1887.           strk 0,0,0,0,0
  1888.           wdth 0
  1889.           isfi 0
  1890.           cap 1
  1891.           join 1
  1892.           }
  1893.          p2 {
  1894.           st 0,0.02429
  1895.           ss {
  1896.            s3 -0.10934,0.02431,-0.2187,0.02432,-0.32806,0.02435
  1897.            s3 -0.32806,0.00812,-0.32806,-0.00807,-0.32806,-0.02428
  1898.            s3 -0.10933,-0.02429,0.10941,-0.02429,0.32814,-0.02428
  1899.            s3 0.32814,-0.00807,0.32814,0.00812,0.32814,0.02435
  1900.            s3 0.21877,0.02434,0.10938,0.02431,0,0.02429
  1901.            }
  1902.           }
  1903.          }
  1904.         }
  1905.        }
  1906.       shnb {
  1907.        }
  1908.       fl 0
  1909.       sk 1
  1910.       sksh 1
  1911.       twst 0
  1912.       oo 0
  1913.       }
  1914.      }
  1915.     sap {
  1916.      cpc 0.00017,0.43942,-1.99484
  1917.      cv 0,-0.00003,-1.99489
  1918.      cnc -0.00009,-0.43948,-1.995
  1919.      tpc 1,0
  1920.      tv 1,0
  1921.      tnc 1,0
  1922.      bpc 1,0
  1923.      bv 1,0
  1924.      bnc 1,0
  1925.      lpc 1,0
  1926.      lv 1,0
  1927.      lnc 1,0
  1928.      rpc 1,0
  1929.      rv 1,0
  1930.      rnc 1,0
  1931.      cs {
  1932.       pv {
  1933.        bb2D 0,0,0,0
  1934.        pg {
  1935.         p2 {
  1936.          st -0.00148,-0.04492
  1937.          ss {
  1938.           s3 -0.28125,0.03105,-0.6731,0.09357,-1.00958,0.0936
  1939.           s3 -1.0096,0.07736,-1.0096,0.06114,-1.00958,0.04494
  1940.           s3 -0.67308,0.04492,-0.31166,-0.02367,-0.00143,-0.09355
  1941.           s3 0.31474,-0.03281,0.67307,0.04492,1.00961,0.04494
  1942.           s3 1.0096,0.06114,1.0096,0.07736,1.00961,0.0936
  1943.           s3 0.67305,0.09358,0.32387,0.00977,-0.00148,-0.04492
  1944.           }
  1945.          }
  1946.         }
  1947.        }
  1948.       shnb {
  1949.        }
  1950.       fl 0
  1951.       sk 1
  1952.       sksh 1
  1953.       twst 0
  1954.       oo 0
  1955.       }
  1956.      }
  1957.     sap {
  1958.      cpc 0.00035,-0.14117,-1.36288
  1959.      cv 0,-0.14746,0
  1960.      cnc -0.00038,-0.15512,1.65663
  1961.      tpc 1,0
  1962.      tv 1,0
  1963.      tnc 1,0
  1964.      bpc 1,0
  1965.      bv 1,0
  1966.      bnc 1,0
  1967.      lpc 1,0
  1968.      lv 1,0
  1969.      lnc 1,0
  1970.      rpc 1,0
  1971.      rv 1,0
  1972.      rnc 1,0
  1973.      cs {
  1974.       pv {
  1975.        bb2D 0,0,0,0
  1976.        pg {
  1977.         pg {
  1978.          mode 0
  1979.          type 0
  1980.          styl {
  1981.           fill 0,1,1,1,0
  1982.           strk 0,0,0,0,0
  1983.           wdth 0
  1984.           isfi 0
  1985.           cap 1
  1986.           join 1
  1987.           }
  1988.          p2 {
  1989.           st 0,0.02428
  1990.           ss {
  1991.            s3 -0.10934,0.02429,-0.2187,0.02431,-0.32806,0.02434
  1992.            s3 -0.32806,0.0081,-0.32806,-0.00809,-0.32806,-0.02429
  1993.            s3 -0.10933,-0.02431,0.10941,-0.02431,0.32814,-0.02429
  1994.            s3 0.32814,-0.00809,0.32814,0.0081,0.32814,0.02434
  1995.            s3 0.21877,0.02432,0.10938,0.02429,0,0.02428
  1996.            }
  1997.           }
  1998.          }
  1999.         }
  2000.        }
  2001.       shnb {
  2002.        }
  2003.       fl 0
  2004.       sk 1
  2005.       sksh 1
  2006.       twst 0
  2007.       oo 0
  2008.       }
  2009.      }
  2010.     sap {
  2011.      cpc -0.00078,-0.47102,2.33543
  2012.      cv -0.00206,0.01309,2.33546
  2013.      cnc 0,0,0
  2014.      tpc 1,0
  2015.      tv 1,0
  2016.      tnc 1,0
  2017.      bpc 1,0
  2018.      bv 1,0
  2019.      bnc 1,0
  2020.      lpc 1,0
  2021.      lv 1,0
  2022.      lnc 1,0
  2023.      rpc 1,0
  2024.      rv 1,0
  2025.      rnc 1,0
  2026.      cs {
  2027.       fl 0
  2028.       sk 1
  2029.       sksh 1
  2030.       twst 0
  2031.       oo 1
  2032.       }
  2033.      }
  2034.     }
  2035.    grid {
  2036.     valu 0.39998
  2037.     incr 1
  2038.     show 1
  2039.     snap 0
  2040.     spct 0,0,0
  2041.     spsz 4
  2042.     }
  2043.    }
  2044.   ex {
  2045.    nm "curl"
  2046.    sh {
  2047.     mapk 0
  2048.     elms {
  2049.      sprm {
  2050.       uvsp 0
  2051.       aexp 1
  2052.       bbox 0,0,20.41231,4
  2053.       mbox 0,0,20.41231,4
  2054.       shdr {
  2055.        scmp {
  2056.         prkd 1
  2057.         ssub {
  2058.          smix {
  2059.           prkd 1
  2060.           ssub {
  2061.            sclr {
  2062.             prkd 1
  2063.             colr 0.99609,0.99609,0.99609
  2064.             }
  2065.            sclr {
  2066.             prkd 1
  2067.             colr 0.75,0.75,0.75
  2068.             }
  2069.            smrb {
  2070.             SEED 17243
  2071.             PERT 2.2961
  2072.             SPAC 6
  2073.             BLND 0.57738
  2074.             DIR 4
  2075.             SCAL 0.86328
  2076.             GLOB 0
  2077.             PPCB -1
  2078.             STEP 0.10863
  2079.             prkd 1
  2080.             }
  2081.            }
  2082.           }
  2083.          sval {
  2084.           prkd 1
  2085.           Val 0.5
  2086.           }
  2087.          sval {
  2088.           prkd 1
  2089.           Val 0.5
  2090.           }
  2091.          sval {
  2092.           prkd 1
  2093.           Val 0
  2094.           }
  2095.          sval {
  2096.           prkd 1
  2097.           Val 0
  2098.           }
  2099.          sval {
  2100.           prkd 1
  2101.           Val 0
  2102.           }
  2103.          sval {
  2104.           prkd 1
  2105.           Val 0
  2106.           }
  2107.          void {
  2108.           }
  2109.          }
  2110.         }
  2111.        }
  2112.       opac 1
  2113.       }
  2114.      }
  2115.     }
  2116.    fidl 1
  2117.    pi 0
  2118.    cl 0
  2119.    ev 0
  2120.    evs 0
  2121.    evvs 0
  2122.    evhs 0
  2123.    ph {
  2124.     sap {
  2125.      cpc 0,0,0
  2126.      cv -0.54297,-2,-1.32654
  2127.      cnc -0.54297,-2,-1.32654
  2128.      tpc 1,0
  2129.      tv 1,0
  2130.      tnc 1,0
  2131.      bpc 1,0
  2132.      bv 1,0
  2133.      bnc 1,0
  2134.      lpc 1,0
  2135.      lv 1,0
  2136.      lnc 1,0
  2137.      rpc 1,0
  2138.      rv 1,0
  2139.      rnc 1,0
  2140.      cs {
  2141.       pv {
  2142.        bb2D 0,0,0,0
  2143.        pg {
  2144.         p2 {
  2145.          st -2.19971,-1.0753
  2146.          ss {
  2147.           s3 -2.19971,-1.0753,1.10899,-1.09375,1.45215,-1.0753
  2148.           s3 1.7953,-1.05692,2.16298,-0.5851,2.1875,-0.09488
  2149.           s3 2.21199,0.39513,1.83206,0.77505,1.45215,0.93437
  2150.           s3 1.07224,1.09375,0.49623,1.0508,0.1776,0.61572
  2151.           s3 -0.01834,0.34789,0.04018,-0.26425,0.22662,-0.43802
  2152.           s3 0.49623,-0.68925,0.75963,-0.66664,0.98033,-0.62186
  2153.           s3 1.24969,-0.57707,1.4436,-0.47601,1.54164,-0.1635
  2154.           s3 1.63968,0.1488,1.1828,0.61494,0.79355,0.323
  2155.           s3 0.45903,-0.21825,0.95168,0.04323,0.94969,-0.04585
  2156.           s3 0.94659,-0.18509,0.80875,-0.1255,0.73521,-0.07036
  2157.           s3 0.66168,-0.01521,0.63718,0.07036,0.71071,0.24806
  2158.           s3 0.78424,0.42578,1.01709,0.50542,1.23769,0.40738
  2159.           s3 1.45828,0.30934,1.64825,0.05199,1.58084,-0.20517
  2160.           s3 1.51343,-0.46254,1.20705,-0.6525,1.00484,-0.6525
  2161.           s3 0.80263,-0.6525,-2.21198,-0.6525,-2.21198,-0.6525
  2162.           s1 -2.19971,-1.0753
  2163.           }
  2164.          }
  2165.         }
  2166.        }
  2167.       fl 1
  2168.       sk 1
  2169.       sksh 1
  2170.       twst 0
  2171.       oo 0
  2172.       }
  2173.      }
  2174.     sap {
  2175.      cpc -0.54297,2,-1.32654
  2176.      cv -0.54297,2,-1.32654
  2177.      cnc 0,0,0
  2178.      tpc 1,0
  2179.      tv 1,0
  2180.      tnc 1,0
  2181.      bpc 1,0
  2182.      bv 1,0
  2183.      bnc 1,0
  2184.      lpc 1,0
  2185.      lv 1,0
  2186.      lnc 1,0
  2187.      rpc 1,0
  2188.      rv 1,0
  2189.      rnc 1,0
  2190.      cs {
  2191.       fl 0
  2192.       sk 1
  2193.       sksh 1
  2194.       twst 0
  2195.       oo 1
  2196.       }
  2197.      }
  2198.     }
  2199.    grid {
  2200.     valu 0.39989
  2201.     incr 1
  2202.     show 1
  2203.     snap 0
  2204.     spct 0,0,0
  2205.     spsz 4
  2206.     }
  2207.    }
  2208.   cyli {
  2209.    prim {
  2210.     cyli {
  2211.      }
  2212.     }
  2213.    nm "Cylinder"
  2214.    sh {
  2215.     mapk 0
  2216.     elms {
  2217.      sprm {
  2218.       uvsp 0
  2219.       aexp 1
  2220.       bbox 0,0,3.66666,6.28319
  2221.       mbox 0,0,3.66666,6.28319
  2222.       shdr {
  2223.        scmp {
  2224.         prkd 1
  2225.         ssub {
  2226.          sclr {
  2227.           prkd 1
  2228.           colr 0.99995,0.99995,0.99995
  2229.           }
  2230.          sval {
  2231.           prkd 1
  2232.           Val 0.086
  2233.           }
  2234.          sval {
  2235.           prkd 1
  2236.           Val 0
  2237.           }
  2238.          sval {
  2239.           prkd 1
  2240.           Val 0
  2241.           }
  2242.          sval {
  2243.           prkd 1
  2244.           Val 0
  2245.           }
  2246.          sval {
  2247.           prkd 1
  2248.           Val 0
  2249.           }
  2250.          sval {
  2251.           prkd 1
  2252.           Val 0
  2253.           }
  2254.          void {
  2255.           }
  2256.          }
  2257.         }
  2258.        }
  2259.       opac 1
  2260.       }
  2261.      }
  2262.     }
  2263.    fidl 1
  2264.    }
  2265.   ex {
  2266.    nm "knot"
  2267.    sh {
  2268.     mapk 0
  2269.     elms {
  2270.      sprm {
  2271.       uvsp 0
  2272.       aexp 1
  2273.       bbox 0,0,2.16432,2.02531
  2274.       mbox 0,0,2.16432,2.02531
  2275.       shdr {
  2276.        scmp {
  2277.         prkd 1
  2278.         ssub {
  2279.          sclr {
  2280.           prkd 1
  2281.           colr 0.99994,0.71637,0.83577
  2282.           }
  2283.          sval {
  2284.           prkd 1
  2285.           Val 0
  2286.           }
  2287.          sval {
  2288.           prkd 1
  2289.           Val 0.08598
  2290.           }
  2291.          smap {
  2292.           MInf {
  2293.            tile 1
  2294.            seam 0
  2295.            cnth 25
  2296.            cntv 25
  2297.            flph 0
  2298.            flpv 1
  2299.            rotc 0
  2300.            intp 1
  2301.            invC 0
  2302.            }
  2303.           prkd 0
  2304.           CMAp {
  2305.            IMAP 0
  2306.            MDTA {
  2307.             REFN 2
  2308.             TIME "12:10:30 PM1476029"
  2309.             }
  2310.            }
  2311.           whit 0
  2312.           }
  2313.          sval {
  2314.           prkd 1
  2315.           Val 0
  2316.           }
  2317.          sval {
  2318.           prkd 1
  2319.           Val 0
  2320.           }
  2321.          sval {
  2322.           prkd 1
  2323.           Val 0
  2324.           }
  2325.          void {
  2326.           }
  2327.          }
  2328.         }
  2329.        }
  2330.       opac 1
  2331.       }
  2332.      }
  2333.     }
  2334.    fidl 1
  2335.    pi 1
  2336.    cl 1
  2337.    ev 0
  2338.    evs 0
  2339.    evvs 0
  2340.    evhs 0
  2341.    ph {
  2342.     sap {
  2343.      cpc 0,0,0
  2344.      cv -0.01601,-0.01364,0.36794
  2345.      cnc -0.01601,0.12439,0.36794
  2346.      tpc 1,0
  2347.      tv 1,0
  2348.      tnc 1,0
  2349.      bpc 1,0
  2350.      bv 1,0
  2351.      bnc 1,0
  2352.      lpc 1,0
  2353.      lv 1,0
  2354.      lnc 1,0
  2355.      rpc 1,0
  2356.      rv 1,0
  2357.      rnc 1,0
  2358.      cs {
  2359.       pv {
  2360.        bb2D 0,0,0,0
  2361.        pg {
  2362.         p2 {
  2363.          st -0.34584,0.02606
  2364.          ss {
  2365.           s3 -0.46304,0.02203,-0.41267,-0.12659,-0.33969,-0.15091
  2366.           s3 -0.26671,-0.17523,0.10571,-0.12538,0.22736,-0.1497
  2367.           s3 0.349,-0.17403,0.46304,-0.15714,0.4144,-0.05983
  2368.           s3 0.36575,0.03745,0.35112,0.03409,0.25015,0.07468
  2369.           s3 0.09811,0.1358,-0.00012,0.17529,-0.11472,0.09898
  2370.           s3 -0.1877,0.05038,-0.27791,0.02841,-0.34584,0.02606
  2371.           }
  2372.          }
  2373.         }
  2374.        }
  2375.       fl 1
  2376.       sk 1
  2377.       sksh 1
  2378.       twst 0
  2379.       oo 0
  2380.       }
  2381.      }
  2382.     sap {
  2383.      cpc 0.00005,0.13835,0.13791
  2384.      cv 0.00005,0.13835,-0.00012
  2385.      cnc 0.00005,0.13835,-0.13818
  2386.      tpc 1,0
  2387.      tv 1,0
  2388.      tnc 1,0
  2389.      bpc 1,0
  2390.      bv 1,0
  2391.      bnc 1,0
  2392.      lpc 1,0
  2393.      lv 1,0
  2394.      lnc 1,0
  2395.      rpc 1,0
  2396.      rv 1,0
  2397.      rnc 1,0
  2398.      cs {
  2399.       fl 0
  2400.       sk 1
  2401.       sksh 1
  2402.       twst 0
  2403.       oo 1
  2404.       }
  2405.      }
  2406.     sap {
  2407.      cpc 0.00008,0.13803,-0.3497
  2408.      cv 0.00008,0,-0.3497
  2409.      cnc 0.00008,-0.13806,-0.3497
  2410.      tpc 1,0
  2411.      tv 1,0
  2412.      tnc 1,0
  2413.      bpc 1,0
  2414.      bv 1,0
  2415.      bnc 1,0
  2416.      lpc 1,0
  2417.      lv 1,0
  2418.      lnc 1,0
  2419.      rpc 1,0
  2420.      rv 1,0
  2421.      rnc 1,0
  2422.      cs {
  2423.       fl 0
  2424.       sk 1
  2425.       sksh 1
  2426.       twst 0
  2427.       oo 1
  2428.       }
  2429.      }
  2430.     sap {
  2431.      cpc 0.00006,-0.1292,-0.13818
  2432.      cv 0.00006,-0.1292,-0.00012
  2433.      cnc 0.00006,-0.1292,0.13791
  2434.      tpc 1,0
  2435.      tv 1,0
  2436.      tnc 1,0
  2437.      bpc 1,0
  2438.      bv 1,0
  2439.      bnc 1,0
  2440.      lpc 1,0
  2441.      lv 1,0
  2442.      lnc 1,0
  2443.      rpc 1,0
  2444.      rv 1,0
  2445.      rnc 1,0
  2446.      cs {
  2447.       fl 0
  2448.       sk 1
  2449.       sksh 1
  2450.       twst 0
  2451.       oo 1
  2452.       }
  2453.      }
  2454.     sap {
  2455.      cpc 0.00009,-0.15051,0.4003
  2456.      cv -0.01601,-0.01364,0.36794
  2457.      cnc 0,0,0
  2458.      tpc 1,0
  2459.      tv 1,0
  2460.      tnc 1,0
  2461.      bpc 1,0
  2462.      bv 1,0
  2463.      bnc 1,0
  2464.      lpc 1,0
  2465.      lv 1,0
  2466.      lnc 1,0
  2467.      rpc 1,0
  2468.      rv 1,0
  2469.      rnc 1,0
  2470.      cs {
  2471.       fl 0
  2472.       sk 1
  2473.       sksh 1
  2474.       twst 0
  2475.       oo 1
  2476.       }
  2477.      }
  2478.     }
  2479.    grid {
  2480.     valu 0.39998
  2481.     incr 1
  2482.     show 1
  2483.     snap 0
  2484.     spct 0,0,0
  2485.     spsz 4
  2486.     }
  2487.    }
  2488.   ex {
  2489.    nm "petal"
  2490.    sh {
  2491.     mapk 0
  2492.     elms {
  2493.      sprm {
  2494.       uvsp 0
  2495.       aexp 1
  2496.       bbox 0,0,7.32477,9.84552
  2497.       mbox 0,0,7.32477,9.84552
  2498.       shdr {
  2499.        scmp {
  2500.         prkd 1
  2501.         ssub {
  2502.          sclr {
  2503.           prkd 1
  2504.           colr 0.99995,0.95517,0.70145
  2505.           }
  2506.          sval {
  2507.           prkd 1
  2508.           Val 0.03223
  2509.           }
  2510.          sval {
  2511.           prkd 1
  2512.           Val 0.13974
  2513.           }
  2514.          sval {
  2515.           prkd 1
  2516.           Val 0
  2517.           }
  2518.          sval {
  2519.           prkd 1
  2520.           Val 0
  2521.           }
  2522.          sval {
  2523.           prkd 1
  2524.           Val 0
  2525.           }
  2526.          sval {
  2527.           prkd 1
  2528.           Val 0
  2529.           }
  2530.          void {
  2531.           }
  2532.          }
  2533.         }
  2534.        }
  2535.       opac 1
  2536.       }
  2537.      }
  2538.     }
  2539.    fidl 1
  2540.    pi 0
  2541.    cl 0
  2542.    ev 1
  2543.    evs 0
  2544.    evvs 0
  2545.    evhs 0
  2546.    ph {
  2547.     sap {
  2548.      cpc 0,0,0
  2549.      cv 0.25543,-4.03993,-0.8028
  2550.      cnc 0.25543,-4.03993,-0.8028
  2551.      tpc 1,0
  2552.      tv 1,0
  2553.      tnc 1,0
  2554.      bpc 1,0
  2555.      bv 1,0
  2556.      bnc 1,0
  2557.      lpc 1,0
  2558.      lv 1,0
  2559.      lnc 0.99985,0
  2560.      rpc 1,0
  2561.      rv 1,0
  2562.      rnc 1.00009,0
  2563.      cs {
  2564.       pv {
  2565.        bb2D 0,0,0,0
  2566.        pg {
  2567.         p2 {
  2568.          st -0.28549,-0.03113
  2569.          ss {
  2570.           s3 -0.24255,-0.06908,-0.14598,-0.09438,-0.03326,-0.13232
  2571.           s3 0.07936,-0.1703,0.20816,-0.05643,0.30472,-0.03113
  2572.           s3 0.40134,-0.00581,0.27789,0.13329,0.25104,0.10799
  2573.           s3 0.22424,0.08269,0.04179,-0.04378,0.01495,0.00679
  2574.           s3 -0.0118,0.05739,-0.02255,0.07004,-0.04938,0.01942
  2575.           s3 -0.0762,-0.03114,-0.08693,0.04474,-0.20499,0.09534
  2576.           s3 -0.32306,0.14594,-0.32841,0.00679,-0.28549,-0.03113
  2577.           }
  2578.          }
  2579.         }
  2580.        }
  2581.       fl 1
  2582.       sk 1
  2583.       sksh 1
  2584.       twst 0
  2585.       oo 0
  2586.       }
  2587.      }
  2588.     sap {
  2589.      cpc -0.0905,-1.98784,-0.50832
  2590.      cv -0.0905,-1.21596,-0.41162
  2591.      cnc -0.0905,-0.63399,-0.33871
  2592.      tpc 1.99953,0.77791
  2593.      tv 1.9996,0
  2594.      tnc 1.99956,0.58652
  2595.      bpc 1.84615,0.77791
  2596.      bv 1.84598,0
  2597.      bnc 1.84593,0.58652
  2598.      lpc 4.09782,1.44492
  2599.      lv 4.63335,0
  2600.      lnc 4.828,0.52522
  2601.      rpc 4.29601,1.3154
  2602.      rv 4.43346,0
  2603.      rnc 4.57092,1.12401
  2604.      cs {
  2605.       fl 0
  2606.       sk 1
  2607.       sksh 1
  2608.       twst 0
  2609.       oo 1
  2610.       }
  2611.      }
  2612.     sap {
  2613.      cpc -0.09052,-0.11095,-0.26575
  2614.      cv -0.09052,0.77696,-0.36305
  2615.      cnc -0.09052,1.66493,-0.46036
  2616.      tpc 1.99919,0.89323
  2617.      tv 1.99956,0
  2618.      tnc 1.99956,0.89328
  2619.      bpc 1.84581,0.89323
  2620.      bv 1.84593,0
  2621.      bnc 1.84593,0.89328
  2622.      lpc 4.62245,1.24702
  2623.      lv 4.63335,0
  2624.      lnc 4.66142,3.21831
  2625.      rpc 4.47218,0.67303
  2626.      rv 4.43346,0
  2627.      rnc 4.22734,3.58574
  2628.      cs {
  2629.       fl 0
  2630.       sk 1
  2631.       sksh 1
  2632.       twst 0
  2633.       oo 1
  2634.       }
  2635.      }
  2636.     sap {
  2637.      cpc 0.33237,3.64769,-2.09221
  2638.      cv 0.33237,4.68164,-3.12616
  2639.      cnc 0,0,0
  2640.      tpc 4.92329,-0.27524
  2641.      tv 1.07635,0
  2642.      tnc 1,0
  2643.      bpc 3.53835,0.25804
  2644.      bv 0.92316,0
  2645.      bnc 1,0
  2646.      lpc 1.11667,-0.03439
  2647.      lv 0.31654,0
  2648.      lnc 1,0
  2649.      rpc 0.75009,-0.0172
  2650.      rv 0.11678,0
  2651.      rnc 1,0
  2652.      cs {
  2653.       fl 0
  2654.       sk 1
  2655.       sksh 1
  2656.       twst 0
  2657.       oo 1
  2658.       }
  2659.      }
  2660.     }
  2661.    grid {
  2662.     valu 0.39996
  2663.     incr 1
  2664.     show 1
  2665.     snap 0
  2666.     spct 0,0,0
  2667.     spsz 4
  2668.     }
  2669.    }
  2670.   ex {
  2671.    nm "pillar 1"
  2672.    sh {
  2673.     mapk 0
  2674.     elms {
  2675.      sprm {
  2676.       uvsp 0
  2677.       aexp 1
  2678.       bbox 0,0,9.58984,0.36491
  2679.       mbox 0,0,9.58984,0.36491
  2680.       shdr {
  2681.        scmp {
  2682.         prkd 1
  2683.         ssub {
  2684.          sclr {
  2685.           prkd 1
  2686.           colr 0.99995,0.99995,0.99995
  2687.           }
  2688.          sval {
  2689.           prkd 1
  2690.           Val 0.5
  2691.           }
  2692.          sval {
  2693.           prkd 1
  2694.           Val 0.5
  2695.           }
  2696.          sval {
  2697.           prkd 1
  2698.           Val 0
  2699.           }
  2700.          sval {
  2701.           prkd 1
  2702.           Val 0
  2703.           }
  2704.          sval {
  2705.           prkd 1
  2706.           Val 0
  2707.           }
  2708.          sval {
  2709.           prkd 1
  2710.           Val 0
  2711.           }
  2712.          void {
  2713.           }
  2714.          }
  2715.         }
  2716.        }
  2717.       opac 1
  2718.       }
  2719.      }
  2720.     }
  2721.    fidl 1
  2722.    pi 0
  2723.    cl 0
  2724.    ev 1
  2725.    evs 0
  2726.    evvs 0
  2727.    evhs 0
  2728.    ph {
  2729.     sap {
  2730.      cpc 0,0,0
  2731.      cv -1.9994,-4.46567,-2.56792
  2732.      cnc -1.9994,-4.46567,-2.56792
  2733.      tpc 1,0
  2734.      tv 1,0
  2735.      tnc 1,0
  2736.      bpc 1,0
  2737.      bv 1,0
  2738.      bnc 1,0
  2739.      lpc 1,0
  2740.      lv 1,0
  2741.      lnc 1,0
  2742.      rpc 1,0
  2743.      rv 1,0
  2744.      rnc 1,0
  2745.      cs {
  2746.       pv {
  2747.        bb2D 0,0,0,0
  2748.        pg {
  2749.         pg {
  2750.          mode 0
  2751.          type 0
  2752.          styl {
  2753.           fill 0,1,1,1,0
  2754.           strk 0,0,0,0,0
  2755.           wdth 0
  2756.           isfi 0
  2757.           cap 1
  2758.           join 1
  2759.           }
  2760.          p2 {
  2761.           st -1.19873,-1.19873
  2762.           ss {
  2763.            s1 1.19873,-1.19873
  2764.            s1 1.19873,1.19873
  2765.            s1 -1.19873,1.19873
  2766.            s1 -1.19873,-1.19873
  2767.            }
  2768.           }
  2769.          }
  2770.         }
  2771.        }
  2772.       shnb {
  2773.        shno 1,2
  2774.        }
  2775.       fl 1
  2776.       sk 1
  2777.       sksh 1
  2778.       twst 0
  2779.       oo 0
  2780.       }
  2781.      }
  2782.     sap {
  2783.      cpc -1.99947,-4.10075,-2.56659
  2784.      cv -1.99947,-4.10075,-2.56659
  2785.      cnc -1.99947,-4.10075,-2.56659
  2786.      tpc 1,0.09122
  2787.      tv 1,0
  2788.      tnc 1.09157,0.13989
  2789.      bpc 1,0.09122
  2790.      bv 1,0
  2791.      bnc 1.09157,0.13989
  2792.      lpc 1,0.09122
  2793.      lv 1,0
  2794.      lnc 1.0916,0.13989
  2795.      rpc 1,0.09122
  2796.      rv 1,0
  2797.      rnc 1.0916,0.13989
  2798.      cs {
  2799.       pv {
  2800.        bb2D 0,0,0,0
  2801.        pg {
  2802.         pg {
  2803.          mode 0
  2804.          type 0
  2805.          styl {
  2806.           fill 0,1,1,1,0
  2807.           strk 0,0,0,0,0
  2808.           wdth 0
  2809.           isfi 0
  2810.           cap 1
  2811.           join 1
  2812.           }
  2813.          p2 {
  2814.           st -1.19873,-1.19873
  2815.           ss {
  2816.            s1 1.19873,-1.19873
  2817.            s1 1.19873,1.19873
  2818.            s1 -1.19873,1.19873
  2819.            s1 -1.19873,-1.19873
  2820.            }
  2821.           }
  2822.          }
  2823.         pg {
  2824.          mode 0
  2825.          type 0
  2826.          styl {
  2827.           fill 0,1,1,1,0
  2828.           strk 0,0,0,0,0
  2829.           wdth 0
  2830.           isfi 0
  2831.           cap 1
  2832.           join 1
  2833.           }
  2834.          p2 {
  2835.           st 0,0.95164
  2836.           ss {
  2837.            s3 -0.52554,0.95164,-0.95164,0.52556,-0.95164,0
  2838.            s3 -0.95164,-0.52554,-0.52554,-0.95164,0,-0.95164
  2839.            s3 0.52556,-0.95164,0.95164,-0.52554,0.95164,0
  2840.            s3 0.95164,0.52556,0.52556,0.95164,0,0.95164
  2841.            }
  2842.           }
  2843.          }
  2844.         }
  2845.        }
  2846.       shnb {
  2847.        shno 2,1
  2848.        shno 1,2
  2849.        }
  2850.       fl 1
  2851.       sk 1
  2852.       sksh 1
  2853.       twst 0
  2854.       oo 0
  2855.       }
  2856.      }
  2857.     sap {
  2858.      cpc -2.00056,-3.76016,-2.56738
  2859.      cv -2.00056,-3.76016,-2.56738
  2860.      cnc -2.00056,-3.76016,-2.56738
  2861.      tpc 1.26163,0
  2862.      tv 1,0
  2863.      tnc 1.12834,0.1803
  2864.      bpc 1.26163,0
  2865.      bv 1,0
  2866.      bnc 1.12834,0.1803
  2867.      lpc 1.26164,0
  2868.      lv 1,0
  2869.      lnc 1.12834,0.1803
  2870.      rpc 1.26164,0
  2871.      rv 1,0
  2872.      rnc 1.12834,0.1803
  2873.      cs {
  2874.       pv {
  2875.        bb2D 0,0,0,0
  2876.        pg {
  2877.         pg {
  2878.          mode 0
  2879.          type 0
  2880.          styl {
  2881.           fill 0,1,1,1,0
  2882.           strk 0,0,0,0,0
  2883.           wdth 0
  2884.           isfi 0
  2885.           cap 1
  2886.           join 1
  2887.           }
  2888.          p2 {
  2889.           st -0.76712,0.00002
  2890.           ss {
  2891.            s3 -0.76712,-0.42363,-0.42363,-0.76712,0.00002,-0.76712
  2892.            s3 0.42361,-0.76712,0.76711,-0.42363,0.76711,0.00002
  2893.            s3 0.76711,0.42361,0.42361,0.76711,0.00002,0.76711
  2894.            s3 -0.42363,0.76711,-0.76712,0.42361,-0.76712,0.00002
  2895.            }
  2896.           }
  2897.          }
  2898.         }
  2899.        }
  2900.       shnb {
  2901.        shno 1,1
  2902.        }
  2903.       fl 1
  2904.       sk 1
  2905.       sksh 1
  2906.       twst 0
  2907.       oo 0
  2908.       }
  2909.      }
  2910.     sap {
  2911.      cpc -2.00464,-3.55818,-2.57898
  2912.      cv -2.00464,-3.55818,-2.57898
  2913.      cnc -2.00464,-3.55818,-2.57898
  2914.      tpc 0.99988,0.01628
  2915.      tv 1,0
  2916.      tnc 1.00021,0.04582
  2917.      bpc 0.99988,0.01628
  2918.      bv 1,0
  2919.      bnc 1.00021,0.04582
  2920.      lpc 0.99991,0.01628
  2921.      lv 1,0
  2922.      lnc 1.00021,0.04582
  2923.      rpc 0.99991,0.01628
  2924.      rv 1,0
  2925.      rnc 1.00021,0.04582
  2926.      cs {
  2927.       pv {
  2928.        bb2D 0,0,0,0
  2929.        pg {
  2930.         p2 {
  2931.          st 0,0.71521
  2932.          ss {
  2933.           s3 -0.02554,0.67873,-0.19341,0.65318,-0.27368,0.66077
  2934.           s3 -0.28099,0.59845,-0.40141,0.5072,-0.50572,0.50574
  2935.           s3 -0.49629,0.44518,-0.58752,0.343,-0.66075,0.27373
  2936.           s3 -0.63496,0.20798,-0.67876,0.08026,-0.71523,0.00005
  2937.           s3 -0.67876,-0.03647,-0.65685,-0.1861,-0.66083,-0.27362
  2938.           s3 -0.60576,-0.28827,-0.52184,-0.43059,-0.50583,-0.50565
  2939.           s3 -0.43425,-0.49991,-0.30289,-0.60211,-0.27385,-0.66072
  2940.           s3 -0.2007,-0.64224,-0.06203,-0.67874,-0.00018,-0.71523
  2941.           s3 0.05106,-0.66779,0.22256,-0.64955,0.27347,-0.66089
  2942.           s3 0.29556,-0.61305,0.46378,-0.48276,0.50555,-0.50594
  2943.           s3 0.51816,-0.44519,0.61707,-0.26695,0.66068,-0.27396
  2944.           s3 0.64223,-0.18973,0.66412,-0.06201,0.71521,-0.00031
  2945.           s3 0.66777,0.05106,0.64587,0.20798,0.6609,0.27335
  2946.           s3 0.61304,0.29556,0.52547,0.42694,0.50598,0.50542
  2947.           s3 0.43422,0.51086,0.31015,0.6021,0.27408,0.66058
  2948.           s3 0.22987,0.64223,0.05106,0.67508,0,0.71521
  2949.           }
  2950.          }
  2951.         }
  2952.        }
  2953.       shnb {
  2954.        }
  2955.       fl 1
  2956.       sk 1
  2957.       sksh 1
  2958.       twst 0
  2959.       oo 0
  2960.       }
  2961.      }
  2962.     sap {
  2963.      cpc -2.00462,3.61482,-2.57875
  2964.      cv -2.00462,3.61482,-2.57875
  2965.      cnc -2.00462,3.61482,-2.57875
  2966.      tpc 1,0
  2967.      tv 1,0
  2968.      tnc 1,0
  2969.      bpc 1,0
  2970.      bv 1,0
  2971.      bnc 1,0
  2972.      lpc 1,0
  2973.      lv 1,0
  2974.      lnc 1,0
  2975.      rpc 1,0
  2976.      rv 1,0
  2977.      rnc 1,0
  2978.      cs {
  2979.       pv {
  2980.        bb2D 0,0,0,0
  2981.        pg {
  2982.         p2 {
  2983.          st 0,0.59601
  2984.          ss {
  2985.           s3 -0.02129,0.5656,-0.16118,0.54431,-0.22807,0.55063
  2986.           s3 -0.23416,0.4987,-0.33452,0.42267,-0.42143,0.42145
  2987.           s3 -0.41357,0.37097,-0.48961,0.28583,-0.55063,0.2281
  2988.           s3 -0.52914,0.17331,-0.56563,0.06688,-0.59602,0.00003
  2989.           s3 -0.56563,-0.0304,-0.54738,-0.15508,-0.55069,-0.22801
  2990.           s3 -0.50481,-0.24022,-0.43486,-0.35883,-0.42152,-0.42137
  2991.           s3 -0.36188,-0.4166,-0.25241,-0.50175,-0.22821,-0.5506
  2992.           s3 -0.16725,-0.5352,-0.0517,-0.56561,-0.00015,-0.59602
  2993.           s3 0.04254,-0.55649,0.18547,-0.54129,0.22789,-0.55074
  2994.           s3 0.24629,-0.51088,0.38647,-0.4023,0.4213,-0.42162
  2995.           s3 0.43179,-0.37099,0.51422,-0.22246,0.55055,-0.2283
  2996.           s3 0.53519,-0.15811,0.55344,-0.05168,0.59601,-0.00026
  2997.           s3 0.55647,0.04254,0.53822,0.17331,0.55078,0.22778
  2998.           s3 0.51086,0.24629,0.43788,0.35577,0.42165,0.42117
  2999.           s3 0.36185,0.42572,0.25845,0.50174,0.22839,0.55048
  3000.           s3 0.19156,0.53519,0.04254,0.56256,0,0.59601
  3001.           }
  3002.          }
  3003.         }
  3004.        }
  3005.       shnb {
  3006.        }
  3007.       fl 1
  3008.       sk 1
  3009.       sksh 1
  3010.       twst 0
  3011.       oo 0
  3012.       }
  3013.      }
  3014.     sap {
  3015.      cpc -1.99969,3.8159,-2.57875
  3016.      cv -1.99969,3.8159,-2.57875
  3017.      cnc -1.99969,3.8159,-2.57875
  3018.      tpc 1,0
  3019.      tv 1,0
  3020.      tnc 1,0
  3021.      bpc 1,0
  3022.      bv 1,0
  3023.      bnc 1,0
  3024.      lpc 1,0
  3025.      lv 1,0
  3026.      lnc 1,0
  3027.      rpc 1,0
  3028.      rv 1,0
  3029.      rnc 1,0
  3030.      cs {
  3031.       pv {
  3032.        bb2D 0,0,0,0
  3033.        pg {
  3034.         pg {
  3035.          mode 0
  3036.          type 0
  3037.          styl {
  3038.           fill 0,1,1,1,0
  3039.           strk 0,0,0,0,0
  3040.           wdth 0
  3041.           isfi 0
  3042.           cap 1
  3043.           join 1
  3044.           }
  3045.          p2 {
  3046.           st -0.59985,0
  3047.           ss {
  3048.            s3 -0.59985,-0.33124,-0.33124,-0.59985,0,-0.59985
  3049.            s3 0.33122,-0.59985,0.59984,-0.33124,0.59984,0
  3050.            s3 0.59984,0.33122,0.33122,0.59984,0,0.59984
  3051.            s3 -0.33124,0.59984,-0.59985,0.33122,-0.59985,0
  3052.            }
  3053.           }
  3054.          }
  3055.         }
  3056.        }
  3057.       shnb {
  3058.        shno 1,1
  3059.        }
  3060.       fl 1
  3061.       sk 1
  3062.       sksh 1
  3063.       twst 0
  3064.       oo 0
  3065.       }
  3066.      }
  3067.     sap {
  3068.      cpc -1.99969,4.06126,-2.57875
  3069.      cv -1.99969,4.06126,-2.57875
  3070.      cnc 0,0,0
  3071.      tpc 1.64812,0.01718
  3072.      tv 1,0
  3073.      tnc 1,0
  3074.      bpc 1.64812,0.01718
  3075.      bv 1,0
  3076.      bnc 1,0
  3077.      lpc 1.64812,0.01718
  3078.      lv 1,0
  3079.      lnc 1,0
  3080.      rpc 1.64812,0.01718
  3081.      rv 1,0
  3082.      rnc 1,0
  3083.      cs {
  3084.       pv {
  3085.        bb2D 0,0,0,0
  3086.        pg {
  3087.         pg {
  3088.          mode 0
  3089.          type 0
  3090.          styl {
  3091.           fill 0,1,1,1,0
  3092.           strk 0,0,0,0,0
  3093.           wdth 0
  3094.           isfi 0
  3095.           cap 1
  3096.           join 1
  3097.           }
  3098.          p2 {
  3099.           st -0.59985,0
  3100.           ss {
  3101.            s3 -0.59985,-0.33124,-0.33124,-0.59985,0,-0.59985
  3102.            s3 0.33122,-0.59985,0.59984,-0.33124,0.59984,0
  3103.            s3 0.59984,0.33122,0.33122,0.59984,0,0.59984
  3104.            s3 -0.33124,0.59984,-0.59985,0.33122,-0.59985,0
  3105.            }
  3106.           }
  3107.          }
  3108.         }
  3109.        }
  3110.       fl 1
  3111.       sk 1
  3112.       sksh 1
  3113.       twst 0
  3114.       oo 0
  3115.       }
  3116.      }
  3117.     }
  3118.    grid {
  3119.     valu 0.39989
  3120.     incr 1
  3121.     show 1
  3122.     snap 0
  3123.     spct 0,0,0
  3124.     spsz 4
  3125.     }
  3126.    }
  3127.   ex {
  3128.    nm "pillar 2"
  3129.    sh {
  3130.     mapk 0
  3131.     elms {
  3132.      sprm {
  3133.       uvsp 0
  3134.       aexp 1
  3135.       bbox 0,0,9.58984,0.36491
  3136.       mbox 0,0,9.58984,0.36491
  3137.       shdr {
  3138.        scmp {
  3139.         prkd 1
  3140.         ssub {
  3141.          sclr {
  3142.           prkd 1
  3143.           colr 0.99995,0.99995,0.99995
  3144.           }
  3145.          sval {
  3146.           prkd 1
  3147.           Val 0.5
  3148.           }
  3149.          sval {
  3150.           prkd 1
  3151.           Val 0.5
  3152.           }
  3153.          sval {
  3154.           prkd 1
  3155.           Val 0
  3156.           }
  3157.          sval {
  3158.           prkd 1
  3159.           Val 0
  3160.           }
  3161.          sval {
  3162.           prkd 1
  3163.           Val 0
  3164.           }
  3165.          sval {
  3166.           prkd 1
  3167.           Val 0
  3168.           }
  3169.          void {
  3170.           }
  3171.          }
  3172.         }
  3173.        }
  3174.       opac 1
  3175.       }
  3176.      }
  3177.     }
  3178.    fidl 1
  3179.    pi 0
  3180.    cl 0
  3181.    ev 1
  3182.    evs 0
  3183.    evvs 0
  3184.    evhs 0
  3185.    ph {
  3186.     sap {
  3187.      cpc 0,0,0
  3188.      cv -1.9994,-4.00343,-2.56792
  3189.      cnc -1.9994,-4.00343,-2.56792
  3190.      tpc 1,0
  3191.      tv 1,0
  3192.      tnc 1,0
  3193.      bpc 1,0
  3194.      bv 1,0
  3195.      bnc 1,0
  3196.      lpc 1,0
  3197.      lv 1,0
  3198.      lnc 1,0
  3199.      rpc 1,0
  3200.      rv 1,0
  3201.      rnc 1,0
  3202.      cs {
  3203.       pv {
  3204.        bb2D 0,0,0,0
  3205.        pg {
  3206.         pg {
  3207.          mode 0
  3208.          type 0
  3209.          styl {
  3210.           fill 0,1,1,1,0
  3211.           strk 0,0,0,0,0
  3212.           wdth 0
  3213.           isfi 0
  3214.           cap 1
  3215.           join 1
  3216.           }
  3217.          p2 {
  3218.           st -1.19873,-1.19873
  3219.           ss {
  3220.            s1 1.19873,-1.19873
  3221.            s1 1.19873,1.19873
  3222.            s1 -1.19873,1.19873
  3223.            s1 -1.19873,-1.19873
  3224.            }
  3225.           }
  3226.          }
  3227.         }
  3228.        }
  3229.       shnb {
  3230.        shno 1,2
  3231.        }
  3232.       fl 1
  3233.       sk 1
  3234.       sksh 1
  3235.       twst 0
  3236.       oo 0
  3237.       }
  3238.      }
  3239.     sap {
  3240.      cpc -1.99947,-3.63852,-2.56659
  3241.      cv -1.99947,-3.63852,-2.56659
  3242.      cnc -1.99947,-3.63852,-2.56659
  3243.      tpc 1,0.09122
  3244.      tv 1,0
  3245.      tnc 1.09157,0.13989
  3246.      bpc 1,0.09122
  3247.      bv 1,0
  3248.      bnc 1.09157,0.13989
  3249.      lpc 1,0.09122
  3250.      lv 1,0
  3251.      lnc 1.0916,0.13989
  3252.      rpc 1,0.09122
  3253.      rv 1,0
  3254.      rnc 1.0916,0.13989
  3255.      cs {
  3256.       pv {
  3257.        bb2D 0,0,0,0
  3258.        pg {
  3259.         pg {
  3260.          mode 0
  3261.          type 0
  3262.          styl {
  3263.           fill 0,1,1,1,0
  3264.           strk 0,0,0,0,0
  3265.           wdth 0
  3266.           isfi 0
  3267.           cap 1
  3268.           join 1
  3269.           }
  3270.          p2 {
  3271.           st -1.19873,-1.19873
  3272.           ss {
  3273.            s1 1.19873,-1.19873
  3274.            s1 1.19873,1.19873
  3275.            s1 -1.19873,1.19873
  3276.            s1 -1.19873,-1.19873
  3277.            }
  3278.           }
  3279.          }
  3280.         pg {
  3281.          mode 0
  3282.          type 0
  3283.          styl {
  3284.           fill 0,1,1,1,0
  3285.           strk 0,0,0,0,0
  3286.           wdth 0
  3287.           isfi 0
  3288.           cap 1
  3289.           join 1
  3290.           }
  3291.          p2 {
  3292.           st 0,0.95164
  3293.           ss {
  3294.            s3 -0.52554,0.95164,-0.95164,0.52556,-0.95164,0
  3295.            s3 -0.95164,-0.52554,-0.52554,-0.95164,0,-0.95164
  3296.            s3 0.52556,-0.95164,0.95164,-0.52554,0.95164,0
  3297.            s3 0.95164,0.52556,0.52556,0.95164,0,0.95164
  3298.            }
  3299.           }
  3300.          }
  3301.         }
  3302.        }
  3303.       shnb {
  3304.        shno 2,1
  3305.        shno 1,2
  3306.        }
  3307.       fl 1
  3308.       sk 1
  3309.       sksh 1
  3310.       twst 0
  3311.       oo 0
  3312.       }
  3313.      }
  3314.     sap {
  3315.      cpc -2.00056,-3.29793,-2.56738
  3316.      cv -2.00056,-3.29793,-2.56738
  3317.      cnc -2.00056,-3.29793,-2.56738
  3318.      tpc 1.26163,0
  3319.      tv 1,0
  3320.      tnc 1.12834,0.1803
  3321.      bpc 1.26163,0
  3322.      bv 1,0
  3323.      bnc 1.12834,0.1803
  3324.      lpc 1.26164,0
  3325.      lv 1,0
  3326.      lnc 1.12834,0.1803
  3327.      rpc 1.26164,0
  3328.      rv 1,0
  3329.      rnc 1.12834,0.1803
  3330.      cs {
  3331.       pv {
  3332.        bb2D 0,0,0,0
  3333.        pg {
  3334.         pg {
  3335.          mode 0
  3336.          type 0
  3337.          styl {
  3338.           fill 0,1,1,1,0
  3339.           strk 0,0,0,0,0
  3340.           wdth 0
  3341.           isfi 0
  3342.           cap 1
  3343.           join 1
  3344.           }
  3345.          p2 {
  3346.           st -0.76712,0.00002
  3347.           ss {
  3348.            s3 -0.76712,-0.42363,-0.42363,-0.76712,0.00002,-0.76712
  3349.            s3 0.42361,-0.76712,0.76711,-0.42363,0.76711,0.00002
  3350.            s3 0.76711,0.42361,0.42361,0.76711,0.00002,0.76711
  3351.            s3 -0.42363,0.76711,-0.76712,0.42361,-0.76712,0.00002
  3352.            }
  3353.           }
  3354.          }
  3355.         }
  3356.        }
  3357.       shnb {
  3358.        shno 1,1
  3359.        }
  3360.       fl 0
  3361.       sk 1
  3362.       sksh 1
  3363.       twst 0
  3364.       oo 0
  3365.       }
  3366.      }
  3367.     sap {
  3368.      cpc -2.00464,-3.09595,-2.56659
  3369.      cv -2.00464,-3.09595,-2.56659
  3370.      cnc -2.00464,-3.09595,-2.56659
  3371.      tpc 0.99988,0.01628
  3372.      tv 1,0
  3373.      tnc 1.00021,0.04582
  3374.      bpc 0.99988,0.01628
  3375.      bv 1,0
  3376.      bnc 1.00021,0.04582
  3377.      lpc 0.99991,0.01628
  3378.      lv 1,0
  3379.      lnc 1.00021,0.04582
  3380.      rpc 0.99991,0.01628
  3381.      rv 1,0
  3382.      rnc 1.00021,0.04582
  3383.      cs {
  3384.       pv {
  3385.        bb2D 0,0,0,0
  3386.        pg {
  3387.         p2 {
  3388.          st 0,0.71521
  3389.          ss {
  3390.           s3 -0.02554,0.67873,-0.19341,0.65318,-0.27368,0.66077
  3391.           s3 -0.28099,0.59845,-0.40141,0.5072,-0.50572,0.50574
  3392.           s3 -0.49629,0.44518,-0.58752,0.343,-0.66075,0.27373
  3393.           s3 -0.63496,0.20798,-0.67876,0.08026,-0.71523,0.00005
  3394.           s3 -0.67876,-0.03647,-0.65685,-0.1861,-0.66083,-0.27362
  3395.           s3 -0.60576,-0.28827,-0.52184,-0.43059,-0.50583,-0.50565
  3396.           s3 -0.43425,-0.49991,-0.30289,-0.60211,-0.27385,-0.66072
  3397.           s3 -0.2007,-0.64224,-0.06203,-0.67874,-0.00018,-0.71523
  3398.           s3 0.05106,-0.66779,0.22256,-0.64955,0.27347,-0.66089
  3399.           s3 0.29556,-0.61305,0.46378,-0.48276,0.50555,-0.50594
  3400.           s3 0.51816,-0.44519,0.61707,-0.26695,0.66068,-0.27396
  3401.           s3 0.64223,-0.18973,0.66412,-0.06201,0.71521,-0.00031
  3402.           s3 0.66777,0.05106,0.64587,0.20798,0.6609,0.27335
  3403.           s3 0.61304,0.29556,0.52547,0.42694,0.50598,0.50542
  3404.           s3 0.43422,0.51086,0.31015,0.6021,0.27408,0.66058
  3405.           s3 0.22987,0.64223,0.05106,0.67508,0,0.71521
  3406.           }
  3407.          }
  3408.         }
  3409.        }
  3410.       shnb {
  3411.        shno 1,1
  3412.        }
  3413.       fl 0
  3414.       sk 1
  3415.       sksh 1
  3416.       twst 0
  3417.       oo 0
  3418.       }
  3419.      }
  3420.     sap {
  3421.      cpc -2.00462,0.56165,-2.56636
  3422.      cv -2.00462,0.56165,-2.56636
  3423.      cnc -2.00462,0.56165,-2.56636
  3424.      tpc 1,0
  3425.      tv 1,0
  3426.      tnc 1,0
  3427.      bpc 1,0
  3428.      bv 1,0
  3429.      bnc 1,0
  3430.      lpc 1,0
  3431.      lv 1,0
  3432.      lnc 1,0
  3433.      rpc 1,0
  3434.      rv 1,0
  3435.      rnc 1,0
  3436.      cs {
  3437.       pv {
  3438.        bb2D 0,0,0,0
  3439.        pg {
  3440.         p2 {
  3441.          st 0,0.59601
  3442.          ss {
  3443.           s3 -0.02129,0.5656,-0.16118,0.54431,-0.22807,0.55063
  3444.           s3 -0.23416,0.4987,-0.33452,0.42267,-0.42143,0.42145
  3445.           s3 -0.41357,0.37097,-0.48961,0.28583,-0.55063,0.2281
  3446.           s3 -0.52914,0.17331,-0.56563,0.06688,-0.59602,0.00003
  3447.           s3 -0.56563,-0.0304,-0.54738,-0.15508,-0.55069,-0.22801
  3448.           s3 -0.50481,-0.24022,-0.43486,-0.35883,-0.42152,-0.42137
  3449.           s3 -0.36188,-0.4166,-0.25241,-0.50175,-0.22821,-0.5506
  3450.           s3 -0.16725,-0.5352,-0.0517,-0.56561,-0.00015,-0.59602
  3451.           s3 0.04254,-0.55649,0.18547,-0.54129,0.22789,-0.55074
  3452.           s3 0.24629,-0.51088,0.38647,-0.4023,0.4213,-0.42162
  3453.           s3 0.43179,-0.37099,0.51422,-0.22246,0.55055,-0.2283
  3454.           s3 0.53519,-0.15811,0.55344,-0.05168,0.59601,-0.00026
  3455.           s3 0.55647,0.04254,0.53822,0.17331,0.55078,0.22778
  3456.           s3 0.51086,0.24629,0.43788,0.35577,0.42165,0.42117
  3457.           s3 0.36185,0.42572,0.25845,0.50174,0.22839,0.55048
  3458.           s3 0.19156,0.53519,0.04254,0.56256,0,0.59601
  3459.           }
  3460.          }
  3461.         }
  3462.        }
  3463.       shnb {
  3464.        shno 1,1
  3465.        }
  3466.       fl 0
  3467.       sk 1
  3468.       sksh 1
  3469.       twst 0
  3470.       oo 0
  3471.       }
  3472.      }
  3473.     sap {
  3474.      cpc -1.99969,0.76273,-2.56636
  3475.      cv -1.99969,0.76273,-2.56636
  3476.      cnc -1.99969,0.76273,-2.56636
  3477.      tpc 1,0
  3478.      tv 1,0
  3479.      tnc 1,0
  3480.      bpc 1,0
  3481.      bv 1,0
  3482.      bnc 1,0
  3483.      lpc 1,0
  3484.      lv 1,0
  3485.      lnc 1,0
  3486.      rpc 1,0
  3487.      rv 1,0
  3488.      rnc 1,0
  3489.      cs {
  3490.       pv {
  3491.        bb2D 0,0,0,0
  3492.        pg {
  3493.         pg {
  3494.          mode 0
  3495.          type 0
  3496.          styl {
  3497.           fill 0,1,1,1,0
  3498.           strk 0,0,0,0,0
  3499.           wdth 0
  3500.           isfi 0
  3501.           cap 1
  3502.           join 1
  3503.           }
  3504.          p2 {
  3505.           st -0.59985,0
  3506.           ss {
  3507.            s3 -0.59985,-0.33124,-0.33124,-0.59985,0,-0.59985
  3508.            s3 0.33122,-0.59985,0.59984,-0.33124,0.59984,0
  3509.            s3 0.59984,0.33122,0.33122,0.59984,0,0.59984
  3510.            s3 -0.33124,0.59984,-0.59985,0.33122,-0.59985,0
  3511.            }
  3512.           }
  3513.          }
  3514.         }
  3515.        }
  3516.       shnb {
  3517.        shno 1,1
  3518.        }
  3519.       fl 0
  3520.       sk 1
  3521.       sksh 1
  3522.       twst 0
  3523.       oo 0
  3524.       }
  3525.      }
  3526.     sap {
  3527.      cpc -1.99969,1.00809,-2.56636
  3528.      cv -1.99969,1.00809,-2.56636
  3529.      cnc 0,0,0
  3530.      tpc 1.64812,0.01718
  3531.      tv 1,0
  3532.      tnc 1,0
  3533.      bpc 1.64812,0.01718
  3534.      bv 1,0
  3535.      bnc 1,0
  3536.      lpc 1.64812,0.01718
  3537.      lv 1,0
  3538.      lnc 1,0
  3539.      rpc 1.64812,0.01718
  3540.      rv 1,0
  3541.      rnc 1,0
  3542.      cs {
  3543.       pv {
  3544.        bb2D 0,0,0,0
  3545.        pg {
  3546.         pg {
  3547.          mode 0
  3548.          type 0
  3549.          styl {
  3550.           fill 0,1,1,1,0
  3551.           strk 0,0,0,0,0
  3552.           wdth 0
  3553.           isfi 0
  3554.           cap 1
  3555.           join 1
  3556.           }
  3557.          p2 {
  3558.           st -0.59985,0
  3559.           ss {
  3560.            s3 -0.59985,-0.33124,-0.33124,-0.59985,0,-0.59985
  3561.            s3 0.33122,-0.59985,0.59984,-0.33124,0.59984,0
  3562.            s3 0.59984,0.33122,0.33122,0.59984,0,0.59984
  3563.            s3 -0.33124,0.59984,-0.59985,0.33122,-0.59985,0
  3564.            }
  3565.           }
  3566.          }
  3567.         }
  3568.        }
  3569.       fl 1
  3570.       sk 1
  3571.       sksh 1
  3572.       twst 0
  3573.       oo 0
  3574.       }
  3575.      }
  3576.     }
  3577.    grid {
  3578.     valu 0.39989
  3579.     incr 1
  3580.     show 1
  3581.     snap 0
  3582.     spct 0,0,0
  3583.     spsz 4
  3584.     }
  3585.    }
  3586.   ex {
  3587.    nm "ribbon end"
  3588.    sh {
  3589.     mapk 0
  3590.     elms {
  3591.      sprm {
  3592.       uvsp 8
  3593.       aexp 1
  3594.       bbox 0,3.5798,2.83466,4
  3595.       mbox 0,3.5798,2.83466,4
  3596.       shdr {
  3597.        scmp {
  3598.         prkd 1
  3599.         ssub {
  3600.          sclr {
  3601.           prkd 1
  3602.           colr 0.99994,0.71637,0.83577
  3603.           }
  3604.          sval {
  3605.           prkd 1
  3606.           Val 0
  3607.           }
  3608.          sval {
  3609.           prkd 1
  3610.           Val 0.08598
  3611.           }
  3612.          smap {
  3613.           MInf {
  3614.            tile 1
  3615.            seam 0
  3616.            cnth 25
  3617.            cntv 25
  3618.            flph 0
  3619.            flpv 1
  3620.            rotc 0
  3621.            intp 1
  3622.            invC 0
  3623.            }
  3624.           prkd 0
  3625.           CMAp {
  3626.            IMAP 0
  3627.            MDTA {
  3628.             REFN 3
  3629.             TIME "12:10:30 PM1476139"
  3630.             }
  3631.            }
  3632.           whit 0
  3633.           }
  3634.          sval {
  3635.           prkd 1
  3636.           Val 0
  3637.           }
  3638.          sval {
  3639.           prkd 1
  3640.           Val 0
  3641.           }
  3642.          sval {
  3643.           prkd 1
  3644.           Val 0
  3645.           }
  3646.          void {
  3647.           }
  3648.          }
  3649.         }
  3650.        }
  3651.       opac 1
  3652.       }
  3653.      }
  3654.     }
  3655.    fidl 1
  3656.    pi 0
  3657.    cl 0
  3658.    ev 1
  3659.    evs 0
  3660.    evvs 0
  3661.    evhs 0
  3662.    ph {
  3663.     sap {
  3664.      cpc 0,0,0
  3665.      cv 0.56712,-2,0.23717
  3666.      cnc 0.56712,-2,0.23717
  3667.      tpc 1,0
  3668.      tv 1,0
  3669.      tnc 1,0
  3670.      bpc 1,0
  3671.      bv 1,0
  3672.      bnc 1,0
  3673.      lpc 1,0
  3674.      lv 1,0
  3675.      lnc 1,0
  3676.      rpc 1,0
  3677.      rv 1,0
  3678.      rnc 1,0
  3679.      cs {
  3680.       pv {
  3681.        bb2D 0,0,0,0
  3682.        pg {
  3683.         pg {
  3684.          mode 0
  3685.          type 0
  3686.          styl {
  3687.           fill 0,1,1,1,0
  3688.           strk 0,0,0,0,0
  3689.           wdth 0
  3690.           isfi 0
  3691.           cap 1
  3692.           join 1
  3693.           }
  3694.          p2 {
  3695.           st 0.01825,-0.26151
  3696.           ss {
  3697.            s1 0.01823,0.26149
  3698.            s1 -0.01825,0.26147
  3699.            s1 -0.01823,-0.26152
  3700.            s1 0.01825,-0.26151
  3701.            }
  3702.           }
  3703.          }
  3704.         }
  3705.        }
  3706.       fl 1
  3707.       sk 1
  3708.       sksh 1
  3709.       twst 0
  3710.       oo 0
  3711.       }
  3712.      }
  3713.     sap {
  3714.      cpc 0.56709,-1.1814,0.23714
  3715.      cv 0.56709,-1.1814,0.23714
  3716.      cnc 0.56709,-1.1814,0.23714
  3717.      tpc 1,0.34061
  3718.      tv 1,0
  3719.      tnc 1,0.34061
  3720.      bpc 1,0.34061
  3721.      bv 1,0
  3722.      bnc 1,0.34061
  3723.      lpc 1,0
  3724.      lv 1,0
  3725.      lnc 1,0
  3726.      rpc 1,0
  3727.      rv 1,0
  3728.      rnc 1,0
  3729.      cs {
  3730.       pv {
  3731.        bb2D 0,0,0,0
  3732.        pg {
  3733.         pg {
  3734.          mode 0
  3735.          type 0
  3736.          styl {
  3737.           fill 0,1,1,1,0
  3738.           strk 0,0,0,0,0
  3739.           wdth 0
  3740.           isfi 0
  3741.           cap 1
  3742.           join 1
  3743.           }
  3744.          p2 {
  3745.           st 0.01825,-0.67508
  3746.           ss {
  3747.            s1 0.01823,0.67513
  3748.            s1 -0.01825,0.67509
  3749.            s1 -0.01823,-0.67511
  3750.            s1 0.01825,-0.67508
  3751.            }
  3752.           }
  3753.          }
  3754.         }
  3755.        }
  3756.       fl 0
  3757.       sk 1
  3758.       sksh 1
  3759.       twst 0
  3760.       oo 0
  3761.       }
  3762.      }
  3763.     sap {
  3764.      cpc 0.5656,1.5798,0.23712
  3765.      cv 0.5656,1.5798,0.23712
  3766.      cnc 0.5656,1.5798,0.23712
  3767.      tpc 1,0
  3768.      tv 1,0
  3769.      tnc 1,0
  3770.      bpc 1,0
  3771.      bv 1,0
  3772.      bnc 1,0
  3773.      lpc 1,0
  3774.      lv 1,0
  3775.      lnc 1,0
  3776.      rpc 1,0
  3777.      rv 1,0
  3778.      rnc 1,0
  3779.      cs {
  3780.       pv {
  3781.        bb2D 0,0,0,0
  3782.        pg {
  3783.         pg {
  3784.          mode 0
  3785.          type 0
  3786.          styl {
  3787.           fill 0,1,1,1,0
  3788.           strk 0,0,0,0,0
  3789.           wdth 0
  3790.           isfi 0
  3791.           cap 1
  3792.           join 1
  3793.           }
  3794.          p2 {
  3795.           st 0.01674,-0.69038
  3796.           ss {
  3797.            s1 0.01672,0.69044
  3798.            s1 -0.01976,0.69041
  3799.            s1 -0.01974,-0.69041
  3800.            s1 0.01674,-0.69038
  3801.            }
  3802.           }
  3803.          }
  3804.         pg {
  3805.          mode 0
  3806.          type 0
  3807.          styl {
  3808.           fill 0,1,1,1,0
  3809.           strk 0,0,0,0,0
  3810.           wdth 0
  3811.           isfi 0
  3812.           cap 1
  3813.           join 1
  3814.           }
  3815.          p2 {
  3816.           st -0.01976,-0.69339
  3817.           ss {
  3818.            s1 0.01672,-0.69339
  3819.            s1 0.01672,0.009
  3820.            s1 -0.01976,0.009
  3821.            s1 -0.01976,-0.69339
  3822.            }
  3823.           }
  3824.          }
  3825.         pg {
  3826.          mode 0
  3827.          type 0
  3828.          styl {
  3829.           fill 0,1,1,1,0
  3830.           strk 0,0,0,0,0
  3831.           wdth 0
  3832.           isfi 0
  3833.           cap 1
  3834.           join 1
  3835.           }
  3836.          p2 {
  3837.           st -0.0168,0.00899
  3838.           ss {
  3839.            s1 0.01974,0.00899
  3840.            s1 0.01974,0.69334
  3841.            s1 -0.0168,0.69334
  3842.            s1 -0.0168,0.00899
  3843.            }
  3844.           }
  3845.          }
  3846.         }
  3847.        }
  3848.       fl 0
  3849.       sk 1
  3850.       sksh 1
  3851.       twst 0
  3852.       oo 0
  3853.       }
  3854.      }
  3855.     sap {
  3856.      cpc 0.56876,2,0.23709
  3857.      cv 0.56876,2,0.23709
  3858.      cnc 0,0,0
  3859.      tpc 1.03752,0.01877
  3860.      tv 1,0
  3861.      tnc 1,0
  3862.      bpc 1.03752,0.01877
  3863.      bv 1,0
  3864.      bnc 1,0
  3865.      lpc 1,0
  3866.      lv 1,0
  3867.      lnc 1,0
  3868.      rpc 1,0
  3869.      rv 1,0
  3870.      rnc 1,0
  3871.      cs {
  3872.       pv {
  3873.        bb2D 0,0,0,0
  3874.        pg {
  3875.         pg {
  3876.          mode 0
  3877.          type 0
  3878.          styl {
  3879.           fill 0,1,1,1,0
  3880.           strk 0,0,0,0,0
  3881.           wdth 0
  3882.           isfi 0
  3883.           cap 1
  3884.           join 1
  3885.           }
  3886.          p2 {
  3887.           st -0.0168,0.68599
  3888.           ss {
  3889.            s1 0.01978,0.68599
  3890.            s1 0.01978,0.69466
  3891.            s1 -0.0168,0.69466
  3892.            s1 -0.0168,0.68599
  3893.            }
  3894.           }
  3895.          }
  3896.         pg {
  3897.          mode 0
  3898.          type 0
  3899.          styl {
  3900.           fill 0,1,1,1,0
  3901.           strk 0,0,0,0,0
  3902.           wdth 0
  3903.           isfi 0
  3904.           cap 1
  3905.           join 1
  3906.           }
  3907.          p2 {
  3908.           st -0.01979,-0.69467
  3909.           ss {
  3910.            s1 0.01672,-0.69467
  3911.            s1 0.01672,-0.68579
  3912.            s1 -0.01979,-0.68579
  3913.            s1 -0.01979,-0.69467
  3914.            }
  3915.           }
  3916.          }
  3917.         }
  3918.        }
  3919.       shnb {
  3920.        shno 1,3
  3921.        }
  3922.       fl 1
  3923.       sk 1
  3924.       sksh 1
  3925.       twst 0
  3926.       oo 0
  3927.       }
  3928.      }
  3929.     }
  3930.    grid {
  3931.     valu 0.39998
  3932.     incr 1
  3933.     show 1
  3934.     snap 0
  3935.     spct 0,0,0
  3936.     spsz 4
  3937.     }
  3938.    }
  3939.   ex {
  3940.    nm "separator plate"
  3941.    sh {
  3942.     mapk 0
  3943.     elms {
  3944.      sprm {
  3945.       uvsp 0
  3946.       aexp 1
  3947.       bbox 0,0,10.42584,0.0827
  3948.       mbox 0,0,10.42584,0.0827
  3949.       shdr {
  3950.        scmp {
  3951.         prkd 1
  3952.         ssub {
  3953.          sclr {
  3954.           prkd 1
  3955.           colr 0.99995,0.99995,0.99995
  3956.           }
  3957.          sval {
  3958.           prkd 1
  3959.           Val 0.5
  3960.           }
  3961.          sval {
  3962.           prkd 1
  3963.           Val 0.5
  3964.           }
  3965.          sval {
  3966.           prkd 1
  3967.           Val 0
  3968.           }
  3969.          sval {
  3970.           prkd 1
  3971.           Val 0
  3972.           }
  3973.          sval {
  3974.           prkd 1
  3975.           Val 0
  3976.           }
  3977.          sval {
  3978.           prkd 1
  3979.           Val 0
  3980.           }
  3981.          void {
  3982.           }
  3983.          }
  3984.         }
  3985.        }
  3986.       opac 1
  3987.       }
  3988.      }
  3989.     }
  3990.    fidl 2.03354
  3991.    pi 0
  3992.    cl 0
  3993.    ev 1
  3994.    evs 0
  3995.    evvs 0
  3996.    evhs 0
  3997.    ph {
  3998.     sap {
  3999.      cpc 0,0,0
  4000.      cv -0.02217,-2,-0.37846
  4001.      cnc -0.02217,-2,-0.37846
  4002.      tpc 1,0
  4003.      tv 1,0
  4004.      tnc 0.99332,0.06749
  4005.      bpc 1,0
  4006.      bv 1,0
  4007.      bnc 0.99332,0.06749
  4008.      lpc 1,0
  4009.      lv 1,0
  4010.      lnc 0.99335,0.06749
  4011.      rpc 1,0
  4012.      rv 1,0
  4013.      rnc 0.99335,0.06749
  4014.      cs {
  4015.       pv {
  4016.        bb2D 0,0,0,0
  4017.        pg {
  4018.         pg {
  4019.          mode 0
  4020.          type 0
  4021.          styl {
  4022.           fill 0,1,1,1,0
  4023.           strk 0,0,0,0,0
  4024.           wdth 0
  4025.           isfi 0
  4026.           cap 1
  4027.           join 1
  4028.           }
  4029.          p2 {
  4030.           st -1.49991,0
  4031.           ss {
  4032.            s3 -1.49991,-0.82837,-0.82835,-1.49994,0,-1.49994
  4033.            s3 0.82835,-1.49994,1.49991,-0.82837,1.49991,0
  4034.            s3 1.49991,0.82837,0.82835,1.49992,0,1.49992
  4035.            s3 -0.82835,1.49992,-1.49991,0.82837,-1.49991,0
  4036.            }
  4037.           }
  4038.          }
  4039.         }
  4040.        }
  4041.       fl 1
  4042.       sk 1
  4043.       sksh 1
  4044.       twst 0
  4045.       oo 0
  4046.       }
  4047.      }
  4048.     sap {
  4049.      cpc -0.02219,-1.96596,-0.37848
  4050.      cv -0.02219,-1.96596,-0.37848
  4051.      cnc -0.02219,-1.96596,-0.37848
  4052.      tpc 0.96692,0.00153
  4053.      tv 0.9487,0
  4054.      tnc 0.93045,0.00153
  4055.      bpc 0.96692,0.00153
  4056.      bv 0.9487,0
  4057.      bnc 0.93045,0.00153
  4058.      lpc 0.96695,0.00153
  4059.      lv 0.94872,0
  4060.      lnc 0.93048,0.00153
  4061.      rpc 0.96695,0.00153
  4062.      rv 0.94872,0
  4063.      rnc 0.93048,0.00153
  4064.      cs {
  4065.       fl 0
  4066.       sk 1
  4067.       sksh 1
  4068.       twst 0
  4069.       oo 1
  4070.       }
  4071.      }
  4072.     sap {
  4073.      cpc -0.02217,-1.93555,-0.37849
  4074.      cv -0.02217,-1.93555,-0.37849
  4075.      cnc -0.02217,-1.93555,-0.37849
  4076.      tpc 0.93451,0.00153
  4077.      tv 0.88785,0
  4078.      tnc 0.86266,0.00084
  4079.      bpc 0.93451,0.00153
  4080.      bv 0.88785,0
  4081.      bnc 0.86266,0.00084
  4082.      lpc 0.93454,0.00153
  4083.      lv 0.88789,0
  4084.      lnc 0.86269,0.00084
  4085.      rpc 0.93454,0.00153
  4086.      rv 0.88789,0
  4087.      rnc 0.86269,0.00084
  4088.      cs {
  4089.       fl 0
  4090.       sk 1
  4091.       sksh 1
  4092.       twst 0
  4093.       oo 1
  4094.       }
  4095.      }
  4096.     sap {
  4097.      cpc -0.02217,-1.9538,-0.37846
  4098.      cv -0.02217,-1.9538,-0.37846
  4099.      cnc 0,0,0
  4100.      tpc 0.85136,0
  4101.      tv 0.85136,0
  4102.      tnc 1,0
  4103.      bpc 0.85136,0
  4104.      bv 0.85136,0
  4105.      bnc 1,0
  4106.      lpc 0.85141,0
  4107.      lv 0.85141,0
  4108.      lnc 1,0
  4109.      rpc 0.85141,0
  4110.      rv 0.85141,0
  4111.      rnc 1,0
  4112.      cs {
  4113.       fl 0
  4114.       sk 1
  4115.       sksh 1
  4116.       twst 0
  4117.       oo 1
  4118.       }
  4119.      }
  4120.     }
  4121.    grid {
  4122.     valu 0.39996
  4123.     incr 1
  4124.     show 1
  4125.     snap 0
  4126.     spct 0,0,0
  4127.     spsz 4
  4128.     }
  4129.    }
  4130.   ex {
  4131.    nm "stamen"
  4132.    sh {
  4133.     mapk 0
  4134.     elms {
  4135.      sprm {
  4136.       uvsp 0
  4137.       aexp 1
  4138.       bbox 0,0,1.47926,5.07896
  4139.       mbox 0,0,1.47926,5.07896
  4140.       shdr {
  4141.        scmp {
  4142.         prkd 1
  4143.         ssub {
  4144.          sclr {
  4145.           prkd 1
  4146.           colr 0.71637,0.31339,0.07458
  4147.           }
  4148.          sval {
  4149.           prkd 1
  4150.           Val 0
  4151.           }
  4152.          sval {
  4153.           prkd 1
  4154.           Val 0
  4155.           }
  4156.          sval {
  4157.           prkd 1
  4158.           Val 0
  4159.           }
  4160.          sval {
  4161.           prkd 1
  4162.           Val 0
  4163.           }
  4164.          sval {
  4165.           prkd 1
  4166.           Val 0
  4167.           }
  4168.          sval {
  4169.           prkd 1
  4170.           Val 0
  4171.           }
  4172.          void {
  4173.           }
  4174.          }
  4175.         }
  4176.        }
  4177.       opac 1
  4178.       }
  4179.      }
  4180.     }
  4181.    fidl 1
  4182.    pi 0
  4183.    cl 0
  4184.    ev 1
  4185.    evs 0
  4186.    evvs 0
  4187.    evhs 0
  4188.    ph {
  4189.     sap {
  4190.      cpc 0,0,0
  4191.      cv 0,-3.07896,0
  4192.      cnc 0,-3.07896,0
  4193.      tpc 1,0
  4194.      tv 1,0
  4195.      tnc 0.99957,0
  4196.      bpc 1,0
  4197.      bv 1,0
  4198.      bnc 1.00024,0
  4199.      lpc 1,0
  4200.      lv 1,0
  4201.      lnc 0.99976,0
  4202.      rpc 1,0
  4203.      rv 1,0
  4204.      rnc 1.00006,0
  4205.      cs {
  4206.       pv {
  4207.        bb2D 0,0,0,0
  4208.        pg {
  4209.         pg {
  4210.          mode 0
  4211.          type 0
  4212.          styl {
  4213.           fill 0,1,1,1,0
  4214.           strk 0,0,0,0,0
  4215.           wdth 0
  4216.           isfi 0
  4217.           cap 1
  4218.           join 1
  4219.           }
  4220.          p2 {
  4221.           st -0.08514,0
  4222.           ss {
  4223.            s3 -0.08514,-0.04703,-0.04703,-0.08514,0,-0.08514
  4224.            s3 0.04701,-0.08514,0.0851,-0.04703,0.0851,0
  4225.            s3 0.0851,0.04701,0.04701,0.0851,0,0.0851
  4226.            s3 -0.04703,0.0851,-0.08514,0.04701,-0.08514,0
  4227.            }
  4228.           }
  4229.          }
  4230.         }
  4231.        }
  4232.       fl 1
  4233.       sk 1
  4234.       sksh 1
  4235.       twst 0
  4236.       oo 0
  4237.       }
  4238.      }
  4239.     sap {
  4240.      cpc 0.00003,-0.82861,-0.00003
  4241.      cv 0.00003,-0.82861,-0.00003
  4242.      cnc 0.00003,-0.82861,-0.00003
  4243.      tpc 0.99957,0
  4244.      tv 0.99957,0
  4245.      tnc 0.99957,0
  4246.      bpc 1.00024,0
  4247.      bv 1.00024,0
  4248.      bnc 1.00024,0
  4249.      lpc 0.99976,0
  4250.      lv 0.99976,0
  4251.      lnc 0.99976,0
  4252.      rpc 1.00006,0
  4253.      rv 1.00006,0
  4254.      rnc 1.00006,0
  4255.      cs {
  4256.       fl 0
  4257.       sk 1
  4258.       sksh 1
  4259.       twst 0
  4260.       oo 1
  4261.       }
  4262.      }
  4263.     sap {
  4264.      cpc 0.00003,-0.6106,-0.00006
  4265.      cv 0.00003,-0.6106,-0.00006
  4266.      cnc 0.00003,-0.6106,-0.00006
  4267.      tpc 1.71408,0.16328
  4268.      tv 1.71408,0
  4269.      tnc 1.71408,0.11652
  4270.      bpc 1.71408,0.16328
  4271.      bv 1.71408,0
  4272.      bnc 1.71408,0.11652
  4273.      lpc 1.714,0.16328
  4274.      lv 1.714,0
  4275.      lnc 1.714,0.11652
  4276.      rpc 1.71431,0.16328
  4277.      rv 1.71431,0
  4278.      rnc 1.71431,0.11652
  4279.      cs {
  4280.       fl 0
  4281.       sk 1
  4282.       sksh 1
  4283.       twst 0
  4284.       oo 1
  4285.       }
  4286.      }
  4287.     sap {
  4288.      cpc 0.00008,1.3125,-0.00014
  4289.      cv 0.00008,1.3125,-0.00014
  4290.      cnc 0.00008,1.3125,-0.00014
  4291.      tpc 1.71408,0
  4292.      tv 1.71408,0
  4293.      tnc 1.71408,0
  4294.      bpc 1.71408,0
  4295.      bv 1.71408,0
  4296.      bnc 1.71408,0
  4297.      lpc 1.714,0
  4298.      lv 1.714,0
  4299.      lnc 1.714,0
  4300.      rpc 1.71431,0
  4301.      rv 1.71431,0
  4302.      rnc 1.71431,0
  4303.      cs {
  4304.       fl 0
  4305.       sk 1
  4306.       sksh 1
  4307.       twst 0
  4308.       oo 1
  4309.       }
  4310.      }
  4311.     sap {
  4312.      cpc 0.00005,1.67711,-0.00005
  4313.      cv 0.00005,1.67711,-0.00005
  4314.      cnc 0.00005,1.67711,-0.00005
  4315.      tpc 2.49995,0.08514
  4316.      tv 2.49995,0
  4317.      tnc 2.49995,0.08514
  4318.      bpc 2.49995,0.08514
  4319.      bv 2.49995,0
  4320.      bnc 2.49995,0.08514
  4321.      lpc 2.4998,0.08514
  4322.      lv 2.4998,0
  4323.      lnc 2.4998,0.08514
  4324.      rpc 2.50011,0.08514
  4325.      rv 2.50011,0
  4326.      rnc 2.50011,0.08514
  4327.      cs {
  4328.       fl 0
  4329.       sk 1
  4330.       sksh 1
  4331.       twst 0
  4332.       oo 1
  4333.       }
  4334.      }
  4335.     sap {
  4336.      cpc 0.00002,2,-0.00002
  4337.      cv 0.00002,2,-0.00002
  4338.      cnc 0,0,0
  4339.      tpc 2.0717,0
  4340.      tv 0.21388,0
  4341.      tnc 1,0
  4342.      bpc 2.0717,0
  4343.      bv 0.21419,0
  4344.      bnc 1,0
  4345.      lpc 2.07137,0
  4346.      lv 0.2137,0
  4347.      lnc 1,0
  4348.      rpc 2.07204,0
  4349.      rv 0.21437,0
  4350.      rnc 1,0
  4351.      cs {
  4352.       fl 0
  4353.       sk 1
  4354.       sksh 1
  4355.       twst 0
  4356.       oo 1
  4357.       }
  4358.      }
  4359.     }
  4360.    grid {
  4361.     valu 0.39996
  4362.     incr 1
  4363.     show 1
  4364.     snap 0
  4365.     spct 0,0,0
  4366.     spsz 4
  4367.     }
  4368.    }
  4369.   ex {
  4370.    nm "stem"
  4371.    sh {
  4372.     mapk 0
  4373.     elms {
  4374.      sprm {
  4375.       uvsp 0
  4376.       aexp 1
  4377.       bbox 0,0,8.28528,6.69017
  4378.       mbox 0,0,8.28528,6.69017
  4379.       shdr {
  4380.        scmp {
  4381.         prkd 1
  4382.         ssub {
  4383.          sclr {
  4384.           prkd 1
  4385.           colr 0.56712,0.9104,0.61189
  4386.           }
  4387.          sval {
  4388.           prkd 1
  4389.           Val 0
  4390.           }
  4391.          sval {
  4392.           prkd 1
  4393.           Val 0
  4394.           }
  4395.          sval {
  4396.           prkd 1
  4397.           Val 0
  4398.           }
  4399.          sval {
  4400.           prkd 1
  4401.           Val 0
  4402.           }
  4403.          sval {
  4404.           prkd 1
  4405.           Val 0
  4406.           }
  4407.          sval {
  4408.           prkd 1
  4409.           Val 0
  4410.           }
  4411.          void {
  4412.           }
  4413.          }
  4414.         }
  4415.        }
  4416.       opac 1
  4417.       }
  4418.      }
  4419.     }
  4420.    fidl 1
  4421.    pi 0
  4422.    cl 0
  4423.    ev 1
  4424.    evs 0
  4425.    evvs 0
  4426.    evhs 0
  4427.    ph {
  4428.     sap {
  4429.      cpc 0,0,0
  4430.      cv 0.4637,-3.52904,0.02428
  4431.      cnc 0.4637,-3.52904,0.02428
  4432.      tpc 1,0
  4433.      tv 1,0
  4434.      tnc 0.99971,0
  4435.      bpc 1,0
  4436.      bv 1,0
  4437.      bnc 1.0002,0
  4438.      lpc 1,0
  4439.      lv 1,0
  4440.      lnc 1.00008,0
  4441.      rpc 1,0
  4442.      rv 1,0
  4443.      rnc 0.99983,0
  4444.      cs {
  4445.       pv {
  4446.        bb2D 0,0,0,0
  4447.        pg {
  4448.         pg {
  4449.          mode 0
  4450.          type 0
  4451.          styl {
  4452.           fill 0,1,1,1,0
  4453.           strk 0,0,0,0,0
  4454.           wdth 0
  4455.           isfi 0
  4456.           cap 1
  4457.           join 1
  4458.           }
  4459.          p2 {
  4460.           st -0.24327,0.00005
  4461.           ss {
  4462.            s3 -0.24327,-0.13428,-0.13432,-0.24321,0.00003,-0.24321
  4463.            s3 0.13437,-0.24321,0.2433,-0.13428,0.2433,0.00005
  4464.            s3 0.2433,0.13438,0.13437,0.2433,0.00003,0.2433
  4465.            s3 -0.13432,0.2433,-0.24327,0.13438,-0.24327,0.00005
  4466.            }
  4467.           }
  4468.          }
  4469.         }
  4470.        }
  4471.       fl 1
  4472.       sk 1
  4473.       sksh 1
  4474.       twst 0
  4475.       oo 0
  4476.       }
  4477.      }
  4478.     sap {
  4479.      cpc 0.46371,-0.09879,0.02423
  4480.      cv 0.46371,-0.09879,0.02423
  4481.      cnc 0.46371,-0.09879,0.02423
  4482.      tpc 0.99982,0
  4483.      tv 0.99982,0
  4484.      tnc 0.99982,0
  4485.      bpc 1.00018,0
  4486.      bv 1.00018,0
  4487.      bnc 1.00018,0
  4488.      lpc 0.99992,0
  4489.      lv 0.99992,0
  4490.      lnc 0.99992,0
  4491.      rpc 0.9998,0
  4492.      rv 0.9998,0
  4493.      rnc 0.9998,0
  4494.      cs {
  4495.       fl 0
  4496.       sk 1
  4497.       sksh 1
  4498.       twst 0
  4499.       oo 1
  4500.       }
  4501.      }
  4502.     sap {
  4503.      cpc 0.46376,1.04457,0.02414
  4504.      cv 0.46376,1.04457,0.02414
  4505.      cnc 0.46376,1.04457,0.02414
  4506.      tpc 3.39983,0.65686
  4507.      tv 3.49988,0
  4508.      tnc 3.59996,0.65686
  4509.      bpc 3.40056,0.65686
  4510.      bv 3.50061,0
  4511.      bnc 3.60069,0.65686
  4512.      lpc 3.39989,0.65686
  4513.      lv 3.49995,0
  4514.      lnc 3.59996,0.65686
  4515.      rpc 3.39964,0.65686
  4516.      rv 3.49971,0
  4517.      rnc 3.59972,0.65686
  4518.      cs {
  4519.       fl 0
  4520.       sk 1
  4521.       sksh 1
  4522.       twst 0
  4523.       oo 1
  4524.       }
  4525.      }
  4526.     sap {
  4527.      cpc 0.46375,1.99338,0.02417
  4528.      cv 0.46375,1.99338,0.02417
  4529.      cnc 0.46375,1.99338,0.02417
  4530.      tpc 4.89973,0
  4531.      tv 4.89973,0
  4532.      tnc 4.89973,0
  4533.      bpc 4.90047,0
  4534.      bv 4.90047,0
  4535.      bnc 4.90047,0
  4536.      lpc 4.89961,0
  4537.      lv 4.89961,0
  4538.      lnc 4.89961,0
  4539.      rpc 4.89937,0
  4540.      rv 4.89937,0
  4541.      rnc 4.89937,0
  4542.      cs {
  4543.       fl 0
  4544.       sk 1
  4545.       sksh 1
  4546.       twst 0
  4547.       oo 1
  4548.       }
  4549.      }
  4550.     sap {
  4551.      cpc 0.46371,1.31218,0.02419
  4552.      cv 0.46371,1.31218,0.02419
  4553.      cnc 0.46371,1.31218,0.02419
  4554.      tpc 2.59952,-0.1799
  4555.      tv 2.29974,0
  4556.      tnc 1.99985,-0.1799
  4557.      bpc 2.60025,-0.1799
  4558.      bv 2.30048,0
  4559.      bnc 2.00082,-0.1799
  4560.      lpc 2.59969,-0.1799
  4561.      lv 2.29991,0
  4562.      lnc 2.00021,-0.1799
  4563.      rpc 2.59944,-0.1799
  4564.      rv 2.29967,0
  4565.      rnc 1.99997,-0.1799
  4566.      cs {
  4567.       fl 0
  4568.       sk 1
  4569.       sksh 1
  4570.       twst 0
  4571.       oo 1
  4572.       }
  4573.      }
  4574.     sap {
  4575.      cpc 0.46373,0.82562,0.02425
  4576.      cv 0.46373,0.82562,0.02425
  4577.      cnc 0,0,0
  4578.      tpc 0.09967,0
  4579.      tv 0.09967,0
  4580.      tnc 1,0
  4581.      bpc 0.10028,0
  4582.      bv 0.10028,0
  4583.      bnc 1,0
  4584.      lpc 0.10002,0
  4585.      lv 0.10002,0
  4586.      lnc 1,0
  4587.      rpc 0.0999,0
  4588.      rv 0.0999,0
  4589.      rnc 1,0
  4590.      cs {
  4591.       fl 0
  4592.       sk 1
  4593.       sksh 1
  4594.       twst 0
  4595.       oo 1
  4596.       }
  4597.      }
  4598.     }
  4599.    grid {
  4600.     valu 0.39996
  4601.     incr 1
  4602.     show 1
  4603.     snap 0
  4604.     spct 0,0,0
  4605.     spsz 4
  4606.     }
  4607.    }
  4608.   ex {
  4609.    nm "stem 1"
  4610.    sh {
  4611.     mapk 0
  4612.     elms {
  4613.      sprm {
  4614.       uvsp 0
  4615.       aexp 1
  4616.       bbox 0,0,9.29982,6.69017
  4617.       mbox 0,0,9.29982,6.69017
  4618.       shdr {
  4619.        scmp {
  4620.         prkd 1
  4621.         ssub {
  4622.          sclr {
  4623.           prkd 1
  4624.           colr 0.56712,0.9104,0.61189
  4625.           }
  4626.          sval {
  4627.           prkd 1
  4628.           Val 0
  4629.           }
  4630.          sval {
  4631.           prkd 1
  4632.           Val 0
  4633.           }
  4634.          sval {
  4635.           prkd 1
  4636.           Val 0
  4637.           }
  4638.          sval {
  4639.           prkd 1
  4640.           Val 0
  4641.           }
  4642.          sval {
  4643.           prkd 1
  4644.           Val 0
  4645.           }
  4646.          sval {
  4647.           prkd 1
  4648.           Val 0
  4649.           }
  4650.          void {
  4651.           }
  4652.          }
  4653.         }
  4654.        }
  4655.       opac 1
  4656.       }
  4657.      }
  4658.     }
  4659.    fidl 1
  4660.    pi 0
  4661.    cl 0
  4662.    ev 1
  4663.    evs 0
  4664.    evvs 0
  4665.    evhs 0
  4666.    ph {
  4667.     sap {
  4668.      cpc 0,0,0
  4669.      cv 0.4637,-3.52904,0.02428
  4670.      cnc 0.4637,-3.52904,0.02428
  4671.      tpc 1,0
  4672.      tv 1,0
  4673.      tnc 0.99971,0
  4674.      bpc 1,0
  4675.      bv 1,0
  4676.      bnc 1.0002,0
  4677.      lpc 1,0
  4678.      lv 1,0
  4679.      lnc 1.00008,0
  4680.      rpc 1,0
  4681.      rv 1,0
  4682.      rnc 0.99983,0
  4683.      cs {
  4684.       pv {
  4685.        bb2D 0,0,0,0
  4686.        pg {
  4687.         pg {
  4688.          mode 0
  4689.          type 0
  4690.          styl {
  4691.           fill 0,1,1,1,0
  4692.           strk 0,0,0,0,0
  4693.           wdth 0
  4694.           isfi 0
  4695.           cap 1
  4696.           join 1
  4697.           }
  4698.          p2 {
  4699.           st -0.24327,0.00005
  4700.           ss {
  4701.            s3 -0.24327,-0.13428,-0.13432,-0.24321,0.00003,-0.24321
  4702.            s3 0.13437,-0.24321,0.2433,-0.13428,0.2433,0.00005
  4703.            s3 0.2433,0.13438,0.13437,0.2433,0.00003,0.2433
  4704.            s3 -0.13432,0.2433,-0.24327,0.13438,-0.24327,0.00005
  4705.            }
  4706.           }
  4707.          }
  4708.         }
  4709.        }
  4710.       fl 1
  4711.       sk 1
  4712.       sksh 1
  4713.       twst 0
  4714.       oo 0
  4715.       }
  4716.      }
  4717.     sap {
  4718.      cpc 0.46371,-0.48802,0.02423
  4719.      cv 0.46371,-0.48802,0.02423
  4720.      cnc 0.46371,-0.48802,0.02423
  4721.      tpc 0.99982,0
  4722.      tv 0.99982,0
  4723.      tnc 0.99982,0
  4724.      bpc 1.00018,0
  4725.      bv 1.00018,0
  4726.      bnc 1.00018,0
  4727.      lpc 0.99992,0
  4728.      lv 0.99992,0
  4729.      lnc 0.99992,0
  4730.      rpc 0.9998,0
  4731.      rv 0.9998,0
  4732.      rnc 0.9998,0
  4733.      cs {
  4734.       fl 0
  4735.       sk 1
  4736.       sksh 1
  4737.       twst 0
  4738.       oo 1
  4739.       }
  4740.      }
  4741.     sap {
  4742.      cpc 0.46376,0.82562,0.02414
  4743.      cv 0.46376,0.82562,0.02414
  4744.      cnc 0.46376,0.82562,0.02414
  4745.      tpc 4.99966,0.65686
  4746.      tv 5.09987,0
  4747.      tnc 5.19995,0.65686
  4748.      bpc 5.00064,0.65686
  4749.      bv 5.1006,0
  4750.      bnc 5.20068,0.65686
  4751.      lpc 4.99971,0.65686
  4752.      lv 5.09972,0
  4753.      lnc 5.19975,0.65686
  4754.      rpc 4.99947,0.65686
  4755.      rv 5.09947,0
  4756.      rnc 5.19951,0.65686
  4757.      cs {
  4758.       fl 0
  4759.       sk 1
  4760.       sksh 1
  4761.       twst 0
  4762.       oo 1
  4763.       }
  4764.      }
  4765.     sap {
  4766.      cpc 0.46375,1.99338,0.02417
  4767.      cv 0.46375,1.99338,0.02417
  4768.      cnc 0.46375,1.99338,0.02417
  4769.      tpc 5.49976,0
  4770.      tv 5.49976,0
  4771.      tnc 5.49976,0
  4772.      bpc 5.50049,0
  4773.      bv 5.50049,0
  4774.      bnc 5.50049,0
  4775.      lpc 5.49959,0
  4776.      lv 5.49959,0
  4777.      lnc 5.49959,0
  4778.      rpc 5.49934,0
  4779.      rv 5.49934,0
  4780.      rnc 5.49934,0
  4781.      cs {
  4782.       fl 0
  4783.       sk 1
  4784.       sksh 1
  4785.       twst 0
  4786.       oo 1
  4787.       }
  4788.      }
  4789.     sap {
  4790.      cpc 0.46371,1.31218,0.02419
  4791.      cv 0.46371,1.31218,0.02419
  4792.      cnc 0.46371,1.31218,0.02419
  4793.      tpc 2.59952,-0.1799
  4794.      tv 2.29974,0
  4795.      tnc 1.99985,-0.1799
  4796.      bpc 2.60025,-0.1799
  4797.      bv 2.30048,0
  4798.      bnc 2.00082,-0.1799
  4799.      lpc 2.59969,-0.1799
  4800.      lv 2.29991,0
  4801.      lnc 2.00021,-0.1799
  4802.      rpc 2.59944,-0.1799
  4803.      rv 2.29967,0
  4804.      rnc 1.99997,-0.1799
  4805.      cs {
  4806.       fl 0
  4807.       sk 1
  4808.       sksh 1
  4809.       twst 0
  4810.       oo 1
  4811.       }
  4812.      }
  4813.     sap {
  4814.      cpc 0.46373,0.82562,0.02425
  4815.      cv 0.46373,0.82562,0.02425
  4816.      cnc 0,0,0
  4817.      tpc 0.09967,0
  4818.      tv 0.09967,0
  4819.      tnc 1,0
  4820.      bpc 0.10028,0
  4821.      bv 0.10028,0
  4822.      bnc 1,0
  4823.      lpc 0.10002,0
  4824.      lv 0.10002,0
  4825.      lnc 1,0
  4826.      rpc 0.0999,0
  4827.      rv 0.0999,0
  4828.      rnc 1,0
  4829.      cs {
  4830.       fl 0
  4831.       sk 1
  4832.       sksh 1
  4833.       twst 0
  4834.       oo 1
  4835.       }
  4836.      }
  4837.     }
  4838.    grid {
  4839.     valu 0.39996
  4840.     incr 1
  4841.     show 1
  4842.     snap 0
  4843.     spct 0,0,0
  4844.     spsz 4
  4845.     }
  4846.    }
  4847.   ex {
  4848.    nm "swirl"
  4849.    sh {
  4850.     mapk 0
  4851.     elms {
  4852.      sprm {
  4853.       uvsp 0
  4854.       aexp 1
  4855.       bbox 0,0,4.29752,0.61101
  4856.       mbox 0,0,4.29752,0.61101
  4857.       shdr {
  4858.        scmp {
  4859.         prkd 1
  4860.         ssub {
  4861.          sclr {
  4862.           prkd 1
  4863.           colr 0.92531,0.64172,0.88052
  4864.           }
  4865.          sval {
  4866.           prkd 1
  4867.           Val 0.06441
  4868.           }
  4869.          sval {
  4870.           prkd 1
  4871.           Val 0.07515
  4872.           }
  4873.          smap {
  4874.           MInf {
  4875.            tile 1
  4876.            seam 0
  4877.            cnth 25
  4878.            cntv 25
  4879.            flph 0
  4880.            flpv 1
  4881.            rotc 0
  4882.            intp 1
  4883.            invC 0
  4884.            }
  4885.           prkd 0
  4886.           CMAp {
  4887.            IMAP 0
  4888.            MDTA {
  4889.             REFN 4
  4890.             TIME "12:10:30 PM1476236"
  4891.             }
  4892.            }
  4893.           whit 0
  4894.           }
  4895.          sval {
  4896.           prkd 1
  4897.           Val 0
  4898.           }
  4899.          sval {
  4900.           prkd 1
  4901.           Val 0
  4902.           }
  4903.          sval {
  4904.           prkd 1
  4905.           Val 0
  4906.           }
  4907.          void {
  4908.           }
  4909.          }
  4910.         }
  4911.        }
  4912.       opac 1
  4913.       }
  4914.      }
  4915.     }
  4916.    fidl 1
  4917.    pi 1
  4918.    cl 0
  4919.    ev 1
  4920.    evs 0
  4921.    evvs 0
  4922.    evhs 0
  4923.    ph {
  4924.     sap {
  4925.      cpc 0,0,0
  4926.      cv -0.00043,-0.5,0.24911
  4927.      cnc -0.00043,-0.46048,0.24911
  4928.      tpc 1,0
  4929.      tv 1,0
  4930.      tnc 1.04918,0.02313
  4931.      bpc 1,0
  4932.      bv 1,0
  4933.      bnc 1.04942,0.02313
  4934.      lpc 1,0
  4935.      lv 1,0
  4936.      lnc 1.0493,0.02313
  4937.      rpc 1,0
  4938.      rv 1,0
  4939.      rnc 1.0493,0.02313
  4940.      cs {
  4941.       pv {
  4942.        bb2D 0,0,0,0
  4943.        pg {
  4944.         p2 {
  4945.          st -0.28635,0.21701
  4946.          ss {
  4947.           s1 -0.41208,0.19061
  4948.           s1 -0.34474,0.08969
  4949.           s1 -0.43115,0.02846
  4950.           s1 -0.35507,-0.03325
  4951.           s1 -0.40201,-0.11885
  4952.           s1 -0.30708,-0.17046
  4953.           s1 -0.34213,-0.32971
  4954.           s1 -0.22426,-0.29787
  4955.           s1 -0.16811,-0.42479
  4956.           s1 -0.07591,-0.34004
  4957.           s1 0.02881,-0.43115
  4958.           s1 0.08403,-0.33
  4959.           s1 0.17896,-0.38162
  4960.           s1 0.19974,-0.27191
  4961.           s1 0.30879,-0.27924
  4962.           s1 0.28966,-0.16353
  4963.           s1 0.38577,-0.15486
  4964.           s1 0.34508,-0.05446
  4965.           s1 0.43118,-0.00893
  4966.           s1 0.3262,0.07423
  4967.           s1 0.38135,0.1702
  4968.           s1 0.27263,0.1985
  4969.           s1 0.31708,0.29201
  4970.           s1 0.19705,0.28381
  4971.           s1 0.20689,0.38327
  4972.           s1 0.09966,0.34596
  4973.           s1 0.07196,0.43042
  4974.           s1 -0.02016,0.34567
  4975.           s1 -0.10645,0.43118
  4976.           s1 -0.15385,0.31935
  4977.           s1 -0.30243,0.35106
  4978.           s3 -0.30243,0.35106,-0.28635,0.21701,-0.28635,0.21701
  4979.           }
  4980.          }
  4981.         }
  4982.        }
  4983.       fl 1
  4984.       sk 1
  4985.       sksh 0
  4986.       twst 0
  4987.       oo 0
  4988.       }
  4989.      }
  4990.     sap {
  4991.      cpc 0.00572,-0.41525,0.24283
  4992.      cv 0.00572,-0.40137,0.24303
  4993.      cnc 0.00572,-0.39462,0.24292
  4994.      tpc 0.99995,0.01369
  4995.      tv 1,0
  4996.      tnc 0.99995,0.00423
  4997.      bpc 1.00087,0.0139
  4998.      bv 1,0
  4999.      bnc 1.0005,0.00539
  5000.      lpc 1.0004,0.01402
  5001.      lv 1,0
  5002.      lnc 1.00027,0.0054
  5003.      rpc 1.0004,0.0137
  5004.      rv 1,0
  5005.      rnc 1.00027,0.00494
  5006.      cs {
  5007.       pv {
  5008.        bb2D 0,0,0,0
  5009.        pg {
  5010.         p2 {
  5011.          st -0.08096,0.38185
  5012.          ss {
  5013.           s3 -0.11858,0.40787,-0.15617,0.43394,-0.19379,0.45998
  5014.           s3 -0.20461,0.41608,-0.21538,0.37225,-0.22614,0.32841
  5015.           s3 -0.28371,0.3309,-0.34126,0.3334,-0.3988,0.33595
  5016.           s3 -0.3988,0.33595,-0.35576,0.19164,-0.35576,0.19164
  5017.           s3 -0.40118,0.17424,-0.44655,0.15688,-0.49191,0.13951
  5018.           s3 -0.46046,0.10664,-0.42902,0.07385,-0.39749,0.04102
  5019.           s3 -0.42604,0.01328,-0.45454,-0.0144,-0.48305,-0.04207
  5020.           s3 -0.45079,-0.06009,-0.41844,-0.07802,-0.38615,-0.09599
  5021.           s3 -0.39836,-0.13023,-0.41063,-0.16444,-0.42282,-0.19867
  5022.           s3 -0.38414,-0.21179,-0.3454,-0.22487,-0.30664,-0.23795
  5023.           s3 -0.30988,-0.29843,-0.31308,-0.35887,-0.31625,-0.4193
  5024.           s3 -0.27415,-0.40047,-0.23203,-0.38159,-0.18996,-0.36273
  5025.           s3 -0.16104,-0.40576,-0.13211,-0.44882,-0.1032,-0.49185
  5026.           s3 -0.07401,-0.45517,-0.0448,-0.41847,-0.01552,-0.38176
  5027.           s3 0.02922,-0.40874,0.07416,-0.43573,0.11902,-0.46262
  5028.           s3 0.13336,-0.42224,0.14771,-0.38182,0.16208,-0.34134
  5029.           s3 0.20081,-0.35446,0.2395,-0.36755,0.27821,-0.38062
  5030.           s3 0.27914,-0.33919,0.28011,-0.29774,0.28108,-0.25627
  5031.           s3 0.3223,-0.25232,0.36359,-0.24832,0.40486,-0.24426
  5032.           s3 0.39055,-0.20311,0.37613,-0.16191,0.36179,-0.12068
  5033.           s3 0.39723,-0.11162,0.43262,-0.1026,0.46803,-0.09351
  5034.           s3 0.44658,-0.05925,0.42509,-0.02495,0.40364,0.00928
  5035.           s3 0.433,0.03117,0.4624,0.05313,0.49179,0.07512
  5036.           s3 0.44734,0.09912,0.40286,0.12323,0.35844,0.14732
  5037.           s3 0.37305,0.18582,0.38776,0.22432,0.40237,0.26285
  5038.           s3 0.35992,0.26654,0.31749,0.27023,0.27507,0.27399
  5039.           s3 0.28589,0.31091,0.29666,0.34787,0.30753,0.38487
  5040.           s3 0.26308,0.3745,0.21869,0.36417,0.17433,0.35379
  5041.           s3 0.17181,0.39079,0.16933,0.42784,0.16682,0.4649
  5042.           s3 0.12898,0.44467,0.09122,0.42442,0.05341,0.40422
  5043.           s3 0.0378,0.43343,0.02222,0.46266,0.00659,0.4919
  5044.           s3 -0.01242,0.46783,-0.07431,0.39029,-0.08096,0.38185
  5045.           }
  5046.          }
  5047.         }
  5048.        }
  5049.       shnb {
  5050.        shno 1,1
  5051.        }
  5052.       fl 0
  5053.       sk 1
  5054.       sksh 0
  5055.       twst 0
  5056.       oo 0
  5057.       }
  5058.      }
  5059.     sap {
  5060.      cpc 0.00423,-0.30727,0.24315
  5061.      cv 0.00421,-0.29413,0.24348
  5062.      cnc 0.00426,-0.28197,0.2431
  5063.      tpc 1.0023,-0.00592
  5064.      tv 1,0
  5065.      tnc 0.99835,0.0069
  5066.      bpc 1.00273,0.00032
  5067.      bv 1,0
  5068.      bnc 0.99951,0.00163
  5069.      lpc 1.00233,-0.01587
  5070.      lv 1,0
  5071.      lnc 0.99889,-0.05203
  5072.      rpc 1.0024,-0.01996
  5073.      rv 1,0
  5074.      rnc 0.99895,0.02716
  5075.      cs {
  5076.       pv {
  5077.        bb2D 0,0,0,0
  5078.        pg {
  5079.         p2 {
  5080.          st -0.07544,0.38953
  5081.          ss {
  5082.           s3 -0.11301,0.41698,-0.15063,0.44449,-0.18828,0.47198
  5083.           s3 -0.20042,0.42758,-0.21252,0.38326,-0.22459,0.33888
  5084.           s3 -0.2831,0.34293,-0.34163,0.34698,-0.40019,0.35104
  5085.           s3 -0.40019,0.35104,-0.36005,0.20303,-0.36005,0.20303
  5086.           s3 -0.4068,0.18655,-0.4534,0.16998,-0.5,0.15355
  5087.           s3 -0.46883,0.11928,-0.4377,0.08502,-0.40645,0.05083
  5088.           s3 -0.4362,0.0233,-0.46594,-0.0041,-0.49568,-0.03151
  5089.           s3 -0.46323,-0.05066,-0.43083,-0.06982,-0.39833,-0.0889
  5090.           s3 -0.41168,-0.12346,-0.42505,-0.15796,-0.43837,-0.19244
  5091.           s3 -0.39931,-0.20686,-0.3602,-0.22118,-0.32103,-0.2355
  5092.           s3 -0.32594,-0.29701,-0.3307,-0.35846,-0.33556,-0.41994
  5093.           s3 -0.29218,-0.40192,-0.24881,-0.38373,-0.20547,-0.36557
  5094.           s3 -0.17717,-0.4102,-0.14882,-0.45474,-0.12044,-0.49925
  5095.           s3 -0.08981,-0.46272,-0.05913,-0.42613,-0.02841,-0.38951
  5096.           s3 0.01643,-0.4182,0.06149,-0.44684,0.10651,-0.47531
  5097.           s3 0.12215,-0.43463,0.13774,-0.3938,0.15349,-0.35306
  5098.           s3 0.19255,-0.36739,0.23166,-0.3817,0.27068,-0.39604
  5099.           s3 0.27269,-0.35393,0.27475,-0.31168,0.27678,-0.2695
  5100.           s3 0.31888,-0.26653,0.36099,-0.26358,0.40315,-0.26054
  5101.           s3 0.3896,-0.21825,0.37601,-0.1759,0.36243,-0.13359
  5102.           s3 0.39879,-0.12531,0.43504,-0.11707,0.47133,-0.10869
  5103.           s3 0.45038,-0.07327,0.42935,-0.03781,0.40843,-0.00229
  5104.           s3 0.43886,0.0191,0.46938,0.04068,0.49985,0.06229
  5105.           s3 0.4552,0.08792,0.41055,0.1136,0.36594,0.13927
  5106.           s3 0.38176,0.17807,0.39774,0.21689,0.41362,0.25571
  5107.           s3 0.37048,0.26059,0.32742,0.26546,0.28432,0.27039
  5108.           s3 0.29625,0.30772,0.30821,0.34505,0.32014,0.38242
  5109.           s3 0.2747,0.37305,0.22923,0.36365,0.18378,0.35431
  5110.           s3 0.18217,0.39201,0.18062,0.42984,0.17899,0.46756
  5111.           s3 0.14,0.448,0.10095,0.42839,0.06197,0.4088
  5112.           s3 0.04681,0.43896,0.03169,0.46906,0.01656,0.49927
  5113.           s3 0.01506,0.49753,-0.06894,0.39731,-0.07544,0.38953
  5114.           }
  5115.          }
  5116.         }
  5117.        }
  5118.       shnb {
  5119.        shno 1,1
  5120.        }
  5121.       fl 0
  5122.       sk 1
  5123.       sksh 0
  5124.       twst 0
  5125.       oo 0
  5126.       }
  5127.      }
  5128.     sap {
  5129.      cpc -0.00043,-0.26564,0.2486
  5130.      cv -0.00056,-0.24974,0.2491
  5131.      cnc -0.00041,-0.23468,0.24893
  5132.      tpc 1.00467,0.03824
  5133.      tv 1,0
  5134.      tnc 0.99371,0.01443
  5135.      bpc 1.00772,0.00861
  5136.      bv 1,0
  5137.      bnc 0.99512,0.00038
  5138.      lpc 1.00682,-0.01227
  5139.      lv 1,0
  5140.      lnc 0.99509,0.00832
  5141.      rpc 1.00505,0.08379
  5142.      rv 1,0
  5143.      rnc 0.99405,0.02434
  5144.      cs {
  5145.       pv {
  5146.        bb2D 0,0,0,0
  5147.        pg {
  5148.         p2 {
  5149.          st -0.06841,0.38289
  5150.          ss {
  5151.           s3 -0.1048,0.41064,-0.14114,0.43846,-0.17757,0.46623
  5152.           s3 -0.19035,0.42288,-0.20305,0.37964,-0.21584,0.3363
  5153.           s3 -0.27319,0.34149,-0.33058,0.34671,-0.38795,0.35194
  5154.           s3 -0.38795,0.35194,-0.35144,0.2058,-0.35144,0.2058
  5155.           s3 -0.39763,0.19052,-0.44373,0.17528,-0.48981,0.16014
  5156.           s3 -0.45987,0.12581,-0.42996,0.09157,-0.39998,0.05733
  5157.           s3 -0.42972,0.03096,-0.45947,0.00458,-0.48918,-0.0217
  5158.           s3 -0.45776,-0.04118,-0.4263,-0.06061,-0.39481,-0.08005
  5159.           s3 -0.4086,-0.11368,-0.42238,-0.14731,-0.43613,-0.18083
  5160.           s3 -0.39809,-0.19583,-0.35999,-0.21069,-0.32185,-0.22556
  5161.           s3 -0.32782,-0.2858,-0.33374,-0.34607,-0.33966,-0.40631
  5162.           s3 -0.29678,-0.38948,-0.25383,-0.37254,-0.21097,-0.35568
  5163.           s3 -0.18404,-0.40007,-0.1571,-0.44441,-0.13014,-0.48872
  5164.           s3 -0.09932,-0.45343,-0.06853,-0.41818,-0.03766,-0.38284
  5165.           s3 0.00591,-0.41194,0.04951,-0.44098,0.09314,-0.46996
  5166.           s3 0.10927,-0.43031,0.12544,-0.39055,0.14165,-0.35083
  5167.           s3 0.1797,-0.36574,0.21782,-0.3806,0.25583,-0.39548
  5168.           s3 0.25865,-0.35417,0.26149,-0.31281,0.26433,-0.27142
  5169.           s3 0.30573,-0.26939,0.34712,-0.26736,0.38852,-0.26527
  5170.           s3 0.37608,-0.22346,0.36356,-0.18164,0.35109,-0.13979
  5171.           s3 0.3869,-0.13243,0.42262,-0.12508,0.4584,-0.11763
  5172.           s3 0.43857,-0.08246,0.41859,-0.04716,0.39876,-0.01186
  5173.           s3 0.42909,0.00854,0.45944,0.0291,0.48978,0.04968
  5174.           s3 0.44647,0.07574,0.40315,0.10187,0.35988,0.12799
  5175.           s3 0.37619,0.1658,0.39262,0.20357,0.40898,0.24136
  5176.           s3 0.36676,0.24706,0.32454,0.25275,0.28235,0.25845
  5177.           s3 0.29482,0.29483,0.30727,0.33127,0.31978,0.36768
  5178.           s3 0.27489,0.35941,0.23009,0.35115,0.18532,0.34293
  5179.           s3 0.18449,0.37996,0.1837,0.41716,0.18288,0.45425
  5180.           s3 0.14421,0.43579,0.10555,0.41736,0.06683,0.39893
  5181.           s3 0.05257,0.42886,0.03833,0.45879,0.02408,0.48875
  5182.           s3 0.00383,0.46559,-0.06142,0.39101,-0.06841,0.38289
  5183.           }
  5184.          }
  5185.         }
  5186.        }
  5187.       shnb {
  5188.        }
  5189.       fl 0
  5190.       sk 1
  5191.       sksh 0
  5192.       twst 0
  5193.       oo 0
  5194.       }
  5195.      }
  5196.     sap {
  5197.      cpc 0.01709,-0.16071,0.24072
  5198.      cv 0.01701,-0.14798,0.24092
  5199.      cnc 0.01706,-0.13548,0.24075
  5200.      tpc 1.03014,0.01585
  5201.      tv 1,0
  5202.      tnc 0.91835,0.00841
  5203.      bpc 1.03178,0.02672
  5204.      bv 1,0
  5205.      bnc 0.91969,0.04803
  5206.      lpc 1.03053,0.00575
  5207.      lv 1,0
  5208.      lnc 0.91946,0.00099
  5209.      rpc 1.03023,0.01518
  5210.      rv 1,0
  5211.      rnc 0.91934,0.02248
  5212.      cs {
  5213.       pv {
  5214.        bb2D 0,0,0,0
  5215.        pg {
  5216.         p2 {
  5217.          st -0.13058,0.32765
  5218.          ss {
  5219.           s3 -0.16908,0.34392,-0.20757,0.36024,-0.24606,0.37651
  5220.           s3 -0.24727,0.33609,-0.24846,0.29565,-0.2496,0.25522
  5221.           s3 -0.30142,0.24733,-0.35315,0.23952,-0.40491,0.23157
  5222.           s3 -0.40491,0.23157,-0.33884,0.11238,-0.33884,0.11238
  5223.           s3 -0.37595,0.08911,-0.41309,0.0658,-0.45024,0.04262
  5224.           s3 -0.41579,0.0192,-0.3815,-0.00409,-0.34712,-0.02737
  5225.           s3 -0.36722,-0.05676,-0.3873,-0.08611,-0.40739,-0.11534
  5226.           s3 -0.37514,-0.12556,-0.34291,-0.13568,-0.31061,-0.14583
  5227.           s3 -0.315,-0.17804,-0.31932,-0.21025,-0.32364,-0.24246
  5228.           s3 -0.28662,-0.24718,-0.24965,-0.25194,-0.21259,-0.25659
  5229.           s3 -0.2038,-0.31036,-0.19507,-0.36407,-0.18634,-0.41771
  5230.           s3 -0.15236,-0.39377,-0.11844,-0.36987,-0.08463,-0.34587
  5231.           s3 -0.05055,-0.37865,-0.01648,-0.41139,0.01749,-0.44408
  5232.           s3 0.03639,-0.4068,0.05531,-0.36945,0.07434,-0.332
  5233.           s3 0.11946,-0.34781,0.16467,-0.36369,0.20987,-0.37947
  5234.           s3 0.21489,-0.34148,0.21989,-0.30344,0.22499,-0.26529
  5235.           s3 0.26196,-0.27011,0.29901,-0.27477,0.33598,-0.27943
  5236.           s3 0.32887,-0.24292,0.32178,-0.20631,0.31468,-0.16971
  5237.           s3 0.35065,-0.159,0.38664,-0.14835,0.42265,-0.13751
  5238.           s3 0.4019,-0.10385,0.38127,-0.07013,0.36049,-0.03638
  5239.           s3 0.39035,-0.02219,0.42012,-0.00806,0.45003,0.0061
  5240.           s3 0.42419,0.03239,0.39851,0.05879,0.3728,0.08522
  5241.           s3 0.39478,0.10957,0.41672,0.13402,0.43871,0.15851
  5242.           s3 0.3945,0.1718,0.35023,0.18518,0.30597,0.19853
  5243.           s3 0.31163,0.23497,0.31734,0.27135,0.32291,0.30786
  5244.           s3 0.28448,0.3036,0.246,0.29941,0.20747,0.29526
  5245.           s3 0.20992,0.32957,0.21252,0.36401,0.21503,0.39845
  5246.           s3 0.17744,0.38156,0.13986,0.36469,0.10229,0.34781
  5247.           s3 0.09294,0.37985,0.08365,0.41199,0.07436,0.44411
  5248.           s3 0.04449,0.41968,0.01469,0.39531,-0.015,0.37093
  5249.           s3 -0.03455,0.39386,-0.05402,0.41678,-0.07356,0.43976
  5250.           s3 -0.08701,0.41333,-0.12498,0.33858,-0.13058,0.32765
  5251.           }
  5252.          }
  5253.         }
  5254.        }
  5255.       shnb {
  5256.        shno 1,1
  5257.        }
  5258.       fl 0
  5259.       sk 1
  5260.       sksh 0
  5261.       twst 0
  5262.       oo 0
  5263.       }
  5264.      }
  5265.     sap {
  5266.      cpc 0.01164,-0.09981,0.245
  5267.      cv 0.01207,-0.07454,0.24527
  5268.      cnc 0.01236,-0.058,0.24515
  5269.      tpc 1.08786,0.00804
  5270.      tv 1,0
  5271.      tnc 0.91209,0.00536
  5272.      bpc 1.08939,0.00957
  5273.      bv 1,0
  5274.      bnc 0.91319,0.00729
  5275.      lpc 1.0889,0.00735
  5276.      lv 1,0
  5277.      lnc 0.91289,0.00592
  5278.      rpc 1.08829,0.01016
  5279.      rv 1,0
  5280.      rnc 0.9124,0.00685
  5281.      cs {
  5282.       pv {
  5283.        bb2D 0,0,0,0
  5284.        pg {
  5285.         p2 {
  5286.          st -0.14899,0.18243
  5287.          ss {
  5288.           s3 -0.1767,0.18454,-0.20447,0.18668,-0.23221,0.18878
  5289.           s3 -0.22435,0.16354,-0.21544,0.13675,-0.20755,0.11153
  5290.           s3 -0.23805,0.09578,-0.26862,0.08015,-0.2991,0.06445
  5291.           s3 -0.29863,0.06416,-0.23222,0.00354,-0.23172,0.00327
  5292.           s3 -0.2498,-0.01907,-0.26781,-0.04131,-0.28587,-0.0636
  5293.           s3 -0.25938,-0.07123,-0.23289,-0.07878,-0.20638,-0.08636
  5294.           s3 -0.21248,-0.10904,-0.21852,-0.1317,-0.22466,-0.15433
  5295.           s3 -0.20222,-0.15413,-0.17978,-0.1539,-0.15736,-0.15364
  5296.           s3 -0.15297,-0.17517,-0.14862,-0.19667,-0.1442,-0.21822
  5297.           s3 -0.12004,-0.21333,-0.09592,-0.20839,-0.07179,-0.20341
  5298.           s3 -0.05449,-0.23532,-0.03716,-0.26714,-0.0199,-0.29895
  5299.           s3 -0.00398,-0.27676,0.01186,-0.25458,0.02777,-0.23239
  5300.           s3 0.0562,-0.24593,0.08467,-0.25945,0.11314,-0.27296
  5301.           s3 0.11685,-0.24554,0.12053,-0.21808,0.12425,-0.19058
  5302.           s3 0.15581,-0.19125,0.18735,-0.19194,0.2189,-0.19255
  5303.           s3 0.21378,-0.16762,0.20862,-0.14256,0.20345,-0.11746
  5304.           s3 0.2276,-0.11276,0.25179,-0.10803,0.27596,-0.10324
  5305.           s3 0.26344,-0.08168,0.25101,-0.06001,0.23851,-0.03836
  5306.           s3 0.25868,-0.02428,0.27879,-0.01016,0.29898,0.004
  5307.           s3 0.27876,0.02097,0.2585,0.03793,0.23824,0.05492
  5308.           s3 0.25377,0.0701,0.26933,0.08521,0.28484,0.10039
  5309.           s3 0.26283,0.11159,0.2408,0.12285,0.21886,0.13408
  5310.           s3 0.22708,0.15413,0.23543,0.17418,0.24368,0.19426
  5311.           s3 0.21326,0.19345,0.18274,0.19266,0.1523,0.19189
  5312.           s3 0.14799,0.21602,0.14372,0.24016,0.13939,0.2643
  5313.           s3 0.11615,0.25365,0.09299,0.24303,0.06978,0.23236
  5314.           s3 0.0638,0.25455,0.05785,0.27675,0.05196,0.299
  5315.           s3 0.03214,0.28058,0.0123,0.26215,-0.00745,0.24382
  5316.           s3 -0.02026,0.26199,-0.03313,0.28032,-0.04597,0.29857
  5317.           s3 -0.05928,0.2769,-0.07251,0.25526,-0.08578,0.23364
  5318.           s3 -0.1032,0.24405,-0.12057,0.25449,-0.13803,0.26489
  5319.           s3 -0.13994,0.25067,-0.14874,0.18491,-0.14899,0.18243
  5320.           }
  5321.          }
  5322.         }
  5323.        }
  5324.       shnb {
  5325.        shno 1,1
  5326.        }
  5327.       fl 0
  5328.       sk 1
  5329.       sksh 0
  5330.       twst 0
  5331.       oo 0
  5332.       }
  5333.      }
  5334.     sap {
  5335.      cpc 0.00177,0.07433,0.25468
  5336.      cv 0.00175,0.10477,0.25485
  5337.      cnc 0,0,0
  5338.      tpc 1.30948,0.09892
  5339.      tv 1,0
  5340.      tnc 1,0
  5341.      bpc 1.29996,0.09875
  5342.      bv 1,0
  5343.      bnc 1,0
  5344.      lpc 1.30392,0.09901
  5345.      lv 1,0
  5346.      lnc 1,0
  5347.      rpc 1.31668,0.09871
  5348.      rv 1,0
  5349.      rnc 1,0
  5350.      cs {
  5351.       pv {
  5352.        bb2D 0,0,0,0
  5353.        pg {
  5354.         p2 {
  5355.          st 0.00864,0.02097
  5356.          ss {
  5357.           s1 0.00473,0.02849
  5358.           s1 -0.00026,0.02237
  5359.           s1 -0.0056,0.02669
  5360.           s1 -0.00809,0.02072
  5361.           s1 -0.01418,0.02214
  5362.           s1 -0.01564,0.01512
  5363.           s1 -0.02615,0.01437
  5364.           s1 -0.02205,0.00755
  5365.           s1 -0.02885,0.00151
  5366.           s1 -0.02194,-0.0027
  5367.           s1 -0.02563,-0.01111
  5368.           s1 -0.01839,-0.01279
  5369.           s1 -0.01987,-0.01976
  5370.           s1 -0.01268,-0.01907
  5371.           s1 -0.0112,-0.02617
  5372.           s1 -0.00436,-0.02277
  5373.           s1 -0.00201,-0.02879
  5374.           s1 0.0033,-0.02431
  5375.           s1 0.00775,-0.02895
  5376.           s1 0.01099,-0.02071
  5377.           s1 0.01794,-0.02245
  5378.           s1 0.01767,-0.015
  5379.           s1 0.02432,-0.01608
  5380.           s1 0.02164,-0.00854
  5381.           s1 0.02794,-0.00737
  5382.           s1 0.0237,-0.00125
  5383.           s1 0.02838,0.00206
  5384.           s1 0.02147,0.00638
  5385.           s1 0.02522,0.01346
  5386.           s1 0.0174,0.01445
  5387.           s1 0.01666,0.02449
  5388.           s3 0.01666,0.02449,0.00864,0.02097,0.00864,0.02097
  5389.           }
  5390.          }
  5391.         }
  5392.        }
  5393.       fl 1
  5394.       sk 1
  5395.       sksh 0
  5396.       twst 0
  5397.       oo 0
  5398.       }
  5399.      }
  5400.     }
  5401.    grid {
  5402.     valu 0.39995
  5403.     incr 1
  5404.     show 1
  5405.     snap 0
  5406.     spct 0,0,0
  5407.     spsz 4
  5408.     }
  5409.    }
  5410.   ex {
  5411.    nm "twist"
  5412.    sh {
  5413.     mapk 0
  5414.     elms {
  5415.      sprm {
  5416.       uvsp 0
  5417.       aexp 1
  5418.       bbox 0,0,2,2
  5419.       mbox 0,0,2,2
  5420.       shdr {
  5421.        scmp {
  5422.         prkd 1
  5423.         ssub {
  5424.          sclr {
  5425.           prkd 1
  5426.           colr 0.99992,0.71635,0.83575
  5427.           }
  5428.          sval {
  5429.           prkd 1
  5430.           Val 0
  5431.           }
  5432.          sval {
  5433.           prkd 1
  5434.           Val 0.08597
  5435.           }
  5436.          smap {
  5437.           MInf {
  5438.            tile 1
  5439.            seam 0
  5440.            cnth 25
  5441.            cntv 25
  5442.            flph 0
  5443.            flpv 1
  5444.            rotc 0
  5445.            intp 1
  5446.            invC 0
  5447.            }
  5448.           prkd 0
  5449.           CMAp {
  5450.            IMAP 0
  5451.            MDTA {
  5452.             REFN 5
  5453.             TIME "12:10:30 PM1476317"
  5454.             }
  5455.            }
  5456.           whit 0
  5457.           }
  5458.          sval {
  5459.           prkd 1
  5460.           Val 0
  5461.           }
  5462.          sval {
  5463.           prkd 1
  5464.           Val 0
  5465.           }
  5466.          sval {
  5467.           prkd 1
  5468.           Val 0
  5469.           }
  5470.          void {
  5471.           }
  5472.          }
  5473.         }
  5474.        }
  5475.       opac 1
  5476.       }
  5477.      }
  5478.     }
  5479.    fidl 2.03351
  5480.    pi 1
  5481.    cl 0
  5482.    ev 0
  5483.    evs 0
  5484.    evvs 0
  5485.    evhs 0
  5486.    ph {
  5487.     sap {
  5488.      cpc 0,0,0
  5489.      cv 0,-0.74345,0.10939
  5490.      cnc 0,-0.67566,0.01892
  5491.      tpc 1,0
  5492.      tv 1,0
  5493.      tnc 1,0
  5494.      bpc 1,0
  5495.      bv 1,0
  5496.      bnc 1,0
  5497.      lpc 1,0
  5498.      lv 1,0
  5499.      lnc 1,0
  5500.      rpc 1,0
  5501.      rv 1,0
  5502.      rnc 1,0
  5503.      cs {
  5504.       pv {
  5505.        bb2D 0,0,0,0
  5506.        pg {
  5507.         p2 {
  5508.          st -0.5826,0.43024
  5509.          ss {
  5510.           s1 -0.83383,0.37144
  5511.           s1 -0.69484,0.16832
  5512.           s1 -0.86589,0.04002
  5513.           s1 -0.71094,-0.08279
  5514.           s1 -0.80176,-0.2592
  5515.           s1 -0.60931,-0.36075
  5516.           s1 -0.67348,-0.68684
  5517.           s1 -0.43825,-0.61732
  5518.           s1 -0.32066,-0.87392
  5519.           s1 -0.13892,-0.69751
  5520.           s1 0.07475,-0.87926
  5521.           s1 0.18169,-0.67081
  5522.           s1 0.37411,-0.77235
  5523.           s1 0.41156,-0.54787
  5524.           s1 0.63071,-0.55859
  5525.           s1 0.58792,-0.32333
  5526.           s1 0.78036,-0.30194
  5527.           s1 0.69484,-0.09882
  5528.           s1 0.86591,-0.00261
  5529.           s1 0.65208,0.16295
  5530.           s1 0.759,0.36075
  5531.           s1 0.53983,0.41418
  5532.           s1 0.62537,0.60664
  5533.           s1 0.38481,0.58524
  5534.           s1 0.40083,0.78839
  5535.           s1 0.18703,0.70819
  5536.           s1 0.12823,0.87927
  5537.           s1 -0.05336,0.70285
  5538.           s1 -0.2298,0.87392
  5539.           s1 -0.32066,0.64404
  5540.           s1 -0.62,0.70285
  5541.           s3 -0.62,0.70285,-0.5826,0.43024,-0.5826,0.43024
  5542.           }
  5543.          }
  5544.         }
  5545.        }
  5546.       fl 1
  5547.       sk 1
  5548.       sksh 1
  5549.       twst 0
  5550.       oo 0
  5551.       }
  5552.      }
  5553.     sap {
  5554.      cpc 0,-0.55371,-0.03885
  5555.      cv 0,-0.41385,-0.07401
  5556.      cnc 0,-0.34396,-0.09163
  5557.      tpc 1,0
  5558.      tv 1,0
  5559.      tnc 1,0
  5560.      bpc 1,0
  5561.      bv 1,0
  5562.      bnc 1,0
  5563.      lpc 1,0
  5564.      lv 1,0
  5565.      lnc 1,0
  5566.      rpc 1,0
  5567.      rv 1,0
  5568.      rnc 1,0
  5569.      cs {
  5570.       fl 0
  5571.       sk 1
  5572.       sksh 1
  5573.       twst 0
  5574.       oo 1
  5575.       }
  5576.      }
  5577.     sap {
  5578.      cpc 0,-0.04669,-0.12163
  5579.      cv 0,0.02277,-0.12158
  5580.      cnc 0,0.11719,-0.12175
  5581.      tpc 1,0
  5582.      tv 1,0
  5583.      tnc 1,0
  5584.      bpc 1,0
  5585.      bv 1,0
  5586.      bnc 1,0
  5587.      lpc 1,0
  5588.      lv 1,0
  5589.      lnc 1,0
  5590.      rpc 1,0
  5591.      rv 1,0
  5592.      rnc 1,0
  5593.      cs {
  5594.       fl 0
  5595.       sk 1
  5596.       sksh 1
  5597.       twst 0
  5598.       oo 1
  5599.       }
  5600.      }
  5601.     sap {
  5602.      cpc 0,0.25734,-0.09265
  5603.      cv 0,0.32684,-0.01213
  5604.      cnc 0,0.39636,0.06822
  5605.      tpc 1,0
  5606.      tv 1,0
  5607.      tnc 1,0
  5608.      bpc 1,0
  5609.      bv 1,0
  5610.      bnc 1,0
  5611.      lpc 1,0
  5612.      lv 1,0
  5613.      lnc 1,0
  5614.      rpc 1,0
  5615.      rv 1,0
  5616.      rnc 1,0
  5617.      cs {
  5618.       fl 0
  5619.       sk 1
  5620.       sksh 1
  5621.       twst 0
  5622.       oo 1
  5623.       }
  5624.      }
  5625.     sap {
  5626.      cpc 0,0.47281,0.14587
  5627.      cv 0,0.49715,0.29185
  5628.      cnc 0,0.5199,0.42844
  5629.      tpc 1,0
  5630.      tv 1,0
  5631.      tnc 1,0
  5632.      bpc 1,0
  5633.      bv 1,0
  5634.      bnc 1,0
  5635.      lpc 1,0
  5636.      lv 1,0
  5637.      lnc 1,0
  5638.      rpc 1,0
  5639.      rv 1,0
  5640.      rnc 1,0
  5641.      cs {
  5642.       fl 0
  5643.       sk 1
  5644.       sksh 1
  5645.       twst 0
  5646.       oo 1
  5647.       }
  5648.      }
  5649.     sap {
  5650.      cpc 0,0.49898,0.59584
  5651.      cv 0,0.47282,0.71759
  5652.      cnc 0,0.44669,0.83932
  5653.      tpc 1,0
  5654.      tv 1,0
  5655.      tnc 1,0
  5656.      bpc 1,0
  5657.      bv 1,0
  5658.      bnc 1,0
  5659.      lpc 1,0
  5660.      lv 1,0
  5661.      lnc 1,0
  5662.      rpc 1,0
  5663.      rv 1,0
  5664.      rnc 1,0
  5665.      cs {
  5666.       fl 0
  5667.       sk 1
  5668.       sksh 1
  5669.       twst 0
  5670.       oo 1
  5671.       }
  5672.      }
  5673.     sap {
  5674.      cpc 0,0.36052,0.93837
  5675.      cv 0,0.25391,0.9852
  5676.      cnc 0,0.08217,1.06052
  5677.      tpc 1,0
  5678.      tv 1,0
  5679.      tnc 1,0
  5680.      bpc 1,0
  5681.      bv 1,0
  5682.      bnc 1,0
  5683.      lpc 1,0
  5684.      lv 1,0
  5685.      lnc 1,0
  5686.      rpc 1,0
  5687.      rv 1,0
  5688.      rnc 1,0
  5689.      cs {
  5690.       fl 0
  5691.       sk 1
  5692.       sksh 1
  5693.       twst 0
  5694.       oo 1
  5695.       }
  5696.      }
  5697.     sap {
  5698.      cpc 0,-0.05972,1.0826
  5699.      cv 0,-0.18614,1.06758
  5700.      cnc 0,-0.31258,1.05257
  5701.      tpc 1,0
  5702.      tv 1,0
  5703.      tnc 1,0
  5704.      bpc 1,0
  5705.      bv 1,0
  5706.      bnc 1,0
  5707.      lpc 1,0
  5708.      lv 1,0
  5709.      lnc 1,0
  5710.      rpc 1,0
  5711.      rv 1,0
  5712.      rnc 1,0
  5713.      cs {
  5714.       fl 0
  5715.       sk 1
  5716.       sksh 1
  5717.       twst 0
  5718.       oo 1
  5719.       }
  5720.      }
  5721.     sap {
  5722.      cpc 0,-0.42339,1.00044
  5723.      cv 0,-0.53275,0.92722
  5724.      cnc 0,-0.79376,0.75247
  5725.      tpc 1,0
  5726.      tv 1,0
  5727.      tnc 1,0
  5728.      bpc 1,0
  5729.      bv 1,0
  5730.      bnc 1,0
  5731.      lpc 1,0
  5732.      lv 1,0
  5733.      lnc 1,0
  5734.      rpc 1,0
  5735.      rv 1,0
  5736.      rnc 1,0
  5737.      cs {
  5738.       fl 0
  5739.       sk 1
  5740.       sksh 1
  5741.       twst 0
  5742.       oo 1
  5743.       }
  5744.      }
  5745.     sap {
  5746.      cpc 0,-1.0463,0.45779
  5747.      cv 0,-1.48251,0.2612
  5748.      cnc 0,-1.74423,0.14328
  5749.      tpc 1,0
  5750.      tv 1,0
  5751.      tnc 1,0
  5752.      bpc 1,0
  5753.      bv 1,0
  5754.      bnc 1,0
  5755.      lpc 1,0
  5756.      lv 1,0
  5757.      lnc 1,0
  5758.      rpc 1,0
  5759.      rv 1,0
  5760.      rnc 1,0
  5761.      cs {
  5762.       fl 0
  5763.       sk 1
  5764.       sksh 1
  5765.       twst 0
  5766.       oo 1
  5767.       }
  5768.      }
  5769.     sap {
  5770.      cpc 0,-2.07187,0.06078
  5771.      cv 0,-2.50723,0.06071
  5772.      cnc 0,0,0
  5773.      tpc 1,0
  5774.      tv 1,0
  5775.      tnc 1,0
  5776.      bpc 1,0
  5777.      bv 1,0
  5778.      bnc 1,0
  5779.      lpc 1,0
  5780.      lv 1,0
  5781.      lnc 1,0
  5782.      rpc 1,0
  5783.      rv 1,0
  5784.      rnc 1,0
  5785.      cs {
  5786.       fl 0
  5787.       sk 1
  5788.       sksh 1
  5789.       twst 0
  5790.       oo 1
  5791.       }
  5792.      }
  5793.     }
  5794.    grid {
  5795.     valu 0.39993
  5796.     incr 1
  5797.     show 1
  5798.     snap 0
  5799.     spct 0,0,0
  5800.     spsz 4
  5801.     }
  5802.    }
  5803.   }
  5804.  tr {
  5805.   gr {
  5806.    nm "Universe"
  5807.    AnTr 1
  5808.    Cloa 1
  5809.    tran {
  5810.     po 0,0,0
  5811.     }
  5812.    XYZs 1,1,1
  5813.    MPSt 0
  5814.    so {
  5815.     gr {
  5816.      nm "wedding cake"
  5817.      AnTr 1
  5818.      Cloa 1
  5819.      tran {
  5820.       po -1.18379,-0.85742,0.04143
  5821.       mat 0.98038,-0.02039,-0.19594,-0.01898,0.98026,-0.19688,0.19598,0.19667,0.96062
  5822.       Scal 1.6947
  5823.       hp 0.05223,-0.03462,1.18791
  5824.       }
  5825.      XYZs 1,1,1
  5826.      MPSt 0
  5827.      so {
  5828.       inpr {
  5829.        AnTr 1
  5830.        Cloa 1
  5831.        tran {
  5832.         po -0.00021,-0.00018,-3.75029
  5833.         mat 0.99998,-0.00009,0,0.00006,-0.00002,-0.99998,0.00003,0.99998,-0.00008
  5834.         Scal 1.00002
  5835.         hp -1.1008,-0.71759,-0.03197
  5836.         }
  5837.        XYZs 1,1,1
  5838.        MPSt 0
  5839.        sh {
  5840.         mapk 0
  5841.         elms {
  5842.          }
  5843.         }
  5844.        ob "bottom layer"
  5845.        }
  5846.       inpr {
  5847.        nm "layer 2"
  5848.        AnTr 1
  5849.        Cloa 1
  5850.        tran {
  5851.         po -0.00017,-0.00014,-2.20584
  5852.         mat 0.99998,-0.00009,0,0.00006,-0.00002,-0.99998,0.00003,0.99998,-0.00008
  5853.         Scal 1.00002
  5854.         hp -1.1008,-0.71759,-0.03197
  5855.         }
  5856.        XYZs 1,1,1
  5857.        MPSt 0
  5858.        sh {
  5859.         mapk 0
  5860.         elms {
  5861.          }
  5862.         }
  5863.        ob "bottom layer 1"
  5864.        }
  5865.       inpr {
  5866.        nm "layer 3"
  5867.        AnTr 1
  5868.        Cloa 1
  5869.        tran {
  5870.         po 0,0.00005,1.99998
  5871.         mat 0.99998,-0.00009,0,0.00006,-0.00002,-0.99998,0.00003,0.99998,-0.00008
  5872.         Scal 1.00002
  5873.         hp -1.1008,-0.71759,-0.03197
  5874.         }
  5875.        XYZs 1,1,1
  5876.        MPSt 0
  5877.        sh {
  5878.         mapk 0
  5879.         elms {
  5880.          }
  5881.         }
  5882.        ob "bottom layer 2"
  5883.        }
  5884.       inpr {
  5885.        nm "layer 4"
  5886.        AnTr 1
  5887.        Cloa 1
  5888.        tran {
  5889.         po 0.00003,0.00009,3.54501
  5890.         mat 0.99998,-0.00009,0,0.00006,-0.00002,-0.99998,0.00003,0.99998,-0.00008
  5891.         Scal 1.00002
  5892.         hp -1.1008,-0.71759,-0.03197
  5893.         }
  5894.        XYZs 1,1,1
  5895.        MPSt 0
  5896.        sh {
  5897.         mapk 0
  5898.         elms {
  5899.          }
  5900.         }
  5901.        ob "bottom layer 3"
  5902.        }
  5903.       inpr {
  5904.        nm "top layer"
  5905.        AnTr 1
  5906.        Cloa 1
  5907.        tran {
  5908.         po 0.00015,0.0002,6.50023
  5909.         mat 0.99998,-0.00009,0,0.00006,-0.00002,-0.99998,0.00003,0.99998,-0.00008
  5910.         Scal 1.00002
  5911.         hp -1.1008,-0.71759,-0.03197
  5912.         }
  5913.        XYZs 1,1,1
  5914.        MPSt 0
  5915.        sh {
  5916.         mapk 0
  5917.         elms {
  5918.          }
  5919.         }
  5920.        ob "bottom layer 4"
  5921.        }
  5922.       gr {
  5923.        nm "twist layer 4"
  5924.        AnTr 1
  5925.        Cloa 1
  5926.        tran {
  5927.         po -0.01823,0.01016,2.73819
  5928.         mat 0.99998,-0.00005,-0.00009,0.00002,0.99998,-0.00006,0.00003,0.00002,0.99998
  5929.         Scal 0.59
  5930.         hp -0.03093,0.01727,2.99353
  5931.         }
  5932.        XYZs 1,1,1
  5933.        MPSt 0
  5934.        so {
  5935.         inpr {
  5936.          AnTr 1
  5937.          Cloa 1
  5938.          tran {
  5939.           po 2.50439,2.49956,2.99455
  5940.           mat 0.70712,-0.70711,-0.00003,0.70702,0.70711,-0.00011,0.00003,0,0.99997
  5941.           Scal 0.24324
  5942.           hp 0,-0.70938,0.48293
  5943.           }
  5944.          XYZs 1,1,1
  5945.          MPSt 0
  5946.          sh {
  5947.           mapk 0
  5948.           elms {
  5949.            }
  5950.           }
  5951.          ob "twist"
  5952.          }
  5953.         inpr {
  5954.          AnTr 1
  5955.          Cloa 1
  5956.          tran {
  5957.           po 1.83968,2.97169,2.99431
  5958.           mat 0.53162,-0.847,-0.00005,0.84691,0.53157,-0.00012,0.00005,-0.00002,0.99997
  5959.           Scal 0.24309
  5960.           hp 0,-0.70938,0.48293
  5961.           }
  5962.          XYZs 1,1,1
  5963.          MPSt 0
  5964.          sh {
  5965.           mapk 0
  5966.           elms {
  5967.            }
  5968.           }
  5969.          ob "twist"
  5970.          }
  5971.         inpr {
  5972.          AnTr 1
  5973.          Cloa 1
  5974.          tran {
  5975.           po 1.13814,3.3183,2.99391
  5976.           mat 0.34531,-0.93848,-0.00005,0.93842,0.34526,-0.00011,0.00003,-0.00003,0.99998
  5977.           Scal 0.2429
  5978.           hp 0,-0.70938,0.48293
  5979.           }
  5980.          XYZs 1,1,1
  5981.          MPSt 0
  5982.          sh {
  5983.           mapk 0
  5984.           elms {
  5985.            }
  5986.           }
  5987.          ob "twist"
  5988.          }
  5989.         inpr {
  5990.          AnTr 1
  5991.          Cloa 1
  5992.          tran {
  5993.           po 0.3703,3.51733,2.99376
  5994.           mat 0.1461,-0.98926,0,0.98918,0.14606,-0.00011,0.00003,-0.00003,0.99998
  5995.           Scal 0.2428
  5996.           hp 0,-0.70938,0.48293
  5997.           }
  5998.          XYZs 1,1,1
  5999.          MPSt 0
  6000.          sh {
  6001.           mapk 0
  6002.           elms {
  6003.            }
  6004.           }
  6005.          ob "twist"
  6006.          }
  6007.         inpr {
  6008.          AnTr 1
  6009.          Cloa 1
  6010.          tran {
  6011.           po -0.41222,3.51717,2.99358
  6012.           mat -0.07657,-0.99707,0.00003,0.99701,-0.0766,-0.00008,0.00005,-0.00003,0.99997
  6013.           Scal 0.24272
  6014.           hp 0,-0.70938,0.48293
  6015.           }
  6016.          XYZs 1,1,1
  6017.          MPSt 0
  6018.          sh {
  6019.           mapk 0
  6020.           elms {
  6021.            }
  6022.           }
  6023.          ob "twist"
  6024.          }
  6025.         inpr {
  6026.          AnTr 1
  6027.          Cloa 1
  6028.          tran {
  6029.           po -1.19481,3.29356,2.99333
  6030.           mat -0.29556,-0.95532,0.00002,0.95526,-0.29559,-0.00003,0,-0.00003,0.99998
  6031.           Scal 0.24263
  6032.           hp 0,-0.70938,0.48293
  6033.           }
  6034.          XYZs 1,1,1
  6035.          MPSt 0
  6036.          sh {
  6037.           mapk 0
  6038.           elms {
  6039.            }
  6040.           }
  6041.          ob "twist"
  6042.          }
  6043.         inpr {
  6044.          AnTr 1
  6045.          Cloa 1
  6046.          tran {
  6047.           po -1.9183,2.9834,2.99326
  6048.           mat -0.49992,-0.86606,0.00003,0.86603,-0.49997,-0.00006,0.00002,0,0.99998
  6049.           Scal 0.24257
  6050.           hp 0,-0.70938,0.48293
  6051.           }
  6052.          XYZs 1,1,1
  6053.          MPSt 0
  6054.          sh {
  6055.           mapk 0
  6056.           elms {
  6057.            }
  6058.           }
  6059.          ob "twist"
  6060.          }
  6061.         inpr {
  6062.          AnTr 1
  6063.          Cloa 1
  6064.          tran {
  6065.           po -2.53845,2.45171,2.99307
  6066.           mat -0.67938,-0.73376,0.00005,0.73376,-0.67941,-0.00003,0,-0.00002,0.99998
  6067.           Scal 0.24245
  6068.           hp 0,-0.70938,0.48293
  6069.           }
  6070.          XYZs 1,1,1
  6071.          MPSt 0
  6072.          sh {
  6073.           mapk 0
  6074.           elms {
  6075.            }
  6076.           }
  6077.          ob "twist"
  6078.          }
  6079.         inpr {
  6080.          AnTr 1
  6081.          Cloa 1
  6082.          tran {
  6083.           po -3.02576,1.8167,2.9928
  6084.           mat -0.8251,-0.56493,0.00005,0.56491,-0.82513,0,0,-0.00002,0.99997
  6085.           Scal 0.24231
  6086.           hp 0,-0.70938,0.48293
  6087.           }
  6088.          XYZs 1,1,1
  6089.          MPSt 0
  6090.          sh {
  6091.           mapk 0
  6092.           elms {
  6093.            }
  6094.           }
  6095.          ob "twist"
  6096.          }
  6097.         inpr {
  6098.          AnTr 1
  6099.          Cloa 1
  6100.          tran {
  6101.           po -3.3654,1.09315,2.99263
  6102.           mat -0.92979,-0.36807,0.00002,0.36806,-0.92981,0.00002,-0.00003,-0.00003,0.99998
  6103.           Scal 0.2422
  6104.           hp 0,-0.70938,0.48293
  6105.           }
  6106.          XYZs 1,1,1
  6107.          MPSt 0
  6108.          sh {
  6109.           mapk 0
  6110.           elms {
  6111.            }
  6112.           }
  6113.          ob "twist"
  6114.          }
  6115.         inpr {
  6116.          AnTr 1
  6117.          Cloa 1
  6118.          tran {
  6119.           po -3.52785,0.31049,2.99245
  6120.           mat -0.98824,-0.15294,0.00003,0.15295,-0.98824,-0.00002,-0.00002,-0.00002,0.99998
  6121.           Scal 0.24208
  6122.           hp 0,-0.70938,0.48293
  6123.           }
  6124.          XYZs 1,1,1
  6125.          MPSt 0
  6126.          sh {
  6127.           mapk 0
  6128.           elms {
  6129.            }
  6130.           }
  6131.          ob "twist"
  6132.          }
  6133.         inpr {
  6134.          AnTr 1
  6135.          Cloa 1
  6136.          tran {
  6137.           po -3.49829,-0.45723,2.99214
  6138.           mat -0.99759,0.06969,0,-0.0697,-0.9976,0.00003,-0.00003,-0.00003,0.99998
  6139.           Scal 0.24193
  6140.           hp 0,-0.70938,0.48293
  6141.           }
  6142.          XYZs 1,1,1
  6143.          MPSt 0
  6144.          sh {
  6145.           mapk 0
  6146.           elms {
  6147.            }
  6148.           }
  6149.          ob "twist"
  6150.          }
  6151.         inpr {
  6152.          AnTr 1
  6153.          Cloa 1
  6154.          tran {
  6155.           po -3.3358,-1.16597,2.99196
  6156.           mat -0.95735,0.28894,-0.00002,-0.28896,-0.95735,0.00005,-0.00002,0.00002,0.99998
  6157.           Scal 0.24179
  6158.           hp 0,-0.70938,0.48293
  6159.           }
  6160.          XYZs 1,1,1
  6161.          MPSt 0
  6162.          sh {
  6163.           mapk 0
  6164.           elms {
  6165.            }
  6166.           }
  6167.          ob "twist"
  6168.          }
  6169.         inpr {
  6170.          AnTr 1
  6171.          Cloa 1
  6172.          tran {
  6173.           po -3.01102,-1.87462,2.99187
  6174.           mat -0.86957,0.49388,-0.00003,-0.4939,-0.86954,0.00006,-0.00005,0.00002,0.99998
  6175.           Scal 0.24174
  6176.           hp 0,-0.70938,0.48293
  6177.           }
  6178.          XYZs 1,1,1
  6179.          MPSt 0
  6180.          sh {
  6181.           mapk 0
  6182.           elms {
  6183.            }
  6184.           }
  6185.          ob "twist"
  6186.          }
  6187.         inpr {
  6188.          AnTr 1
  6189.          Cloa 1
  6190.          tran {
  6191.           po -2.49426,-2.47992,2.99165
  6192.           mat -0.73378,0.67938,-0.00006,-0.67941,-0.73378,0.00005,-0.00005,0,0.99998
  6193.           Scal 0.24164
  6194.           hp 0,-0.70938,0.48293
  6195.           }
  6196.          XYZs 1,1,1
  6197.          MPSt 0
  6198.          sh {
  6199.           mapk 0
  6200.           elms {
  6201.            }
  6202.           }
  6203.          ob "twist"
  6204.          }
  6205.         inpr {
  6206.          AnTr 1
  6207.          Cloa 1
  6208.          tran {
  6209.           po -1.90369,-2.96713,2.99136
  6210.           mat -0.55927,0.82898,-0.00008,-0.82903,-0.55923,0.00003,-0.00006,0.00003,0.99997
  6211.           Scal 0.24152
  6212.           hp 0,-0.70938,0.48293
  6213.           }
  6214.          XYZs 1,1,1
  6215.          MPSt 0
  6216.          sh {
  6217.           mapk 0
  6218.           elms {
  6219.            }
  6220.           }
  6221.          ob "twist"
  6222.          }
  6223.         inpr {
  6224.          AnTr 1
  6225.          Cloa 1
  6226.          tran {
  6227.           po -1.19511,-3.30672,2.99123
  6228.           mat -0.3616,0.93228,-0.00008,-0.93234,-0.36157,0.00002,-0.00003,0.00002,0.99997
  6229.           Scal 0.24138
  6230.           hp 0,-0.70938,0.48293
  6231.           }
  6232.          XYZs 1,1,1
  6233.          MPSt 0
  6234.          sh {
  6235.           mapk 0
  6236.           elms {
  6237.            }
  6238.           }
  6239.          ob "twist"
  6240.          }
  6241.         inpr {
  6242.          AnTr 1
  6243.          Cloa 1
  6244.          tran {
  6245.           po -0.42743,-3.48386,2.99103
  6246.           mat -0.146,0.98921,-0.00008,-0.98929,-0.14597,0,-0.00003,0.00003,0.99998
  6247.           Scal 0.24126
  6248.           hp 0,-0.70938,0.48293
  6249.           }
  6250.          XYZs 1,1,1
  6251.          MPSt 0
  6252.          sh {
  6253.           mapk 0
  6254.           elms {
  6255.            }
  6256.           }
  6257.          ob "twist"
  6258.          }
  6259.         inpr {
  6260.          AnTr 1
  6261.          Cloa 1
  6262.          tran {
  6263.           po 0.35489,-3.46904,2.99078
  6264.           mat 0.10863,0.99403,-0.00009,-0.99411,0.10866,-0.00002,-0.00003,0.00003,0.99998
  6265.           Scal 0.24104
  6266.           hp 0,-0.70938,0.48293
  6267.           }
  6268.          XYZs 1,1,1
  6269.          MPSt 0
  6270.          sh {
  6271.           mapk 0
  6272.           elms {
  6273.            }
  6274.           }
  6275.          ob "twist"
  6276.          }
  6277.         inpr {
  6278.          AnTr 1
  6279.          Cloa 1
  6280.          tran {
  6281.           po 1.12244,-3.32132,2.99051
  6282.           mat 0.35629,0.93431,-0.00011,-0.93436,0.35634,-0.00005,-0.00005,0.00003,0.99998
  6283.           Scal 0.24086
  6284.           hp 0,-0.70938,0.48293
  6285.           }
  6286.          XYZs 1,1,1
  6287.          MPSt 0
  6288.          sh {
  6289.           mapk 0
  6290.           elms {
  6291.            }
  6292.           }
  6293.          ob "twist"
  6294.          }
  6295.         inpr {
  6296.          AnTr 1
  6297.          Cloa 1
  6298.          tran {
  6299.           po 1.84563,-2.96701,2.99008
  6300.           mat 0.51532,0.85692,-0.00011,-0.85703,0.51534,-0.00006,-0.00003,0.00003,0.99998
  6301.           Scal 0.24059
  6302.           hp 0,-0.70938,0.48293
  6303.           }
  6304.          XYZs 1,1,1
  6305.          MPSt 0
  6306.          sh {
  6307.           mapk 0
  6308.           elms {
  6309.            }
  6310.           }
  6311.          ob "twist"
  6312.          }
  6313.         inpr {
  6314.          AnTr 1
  6315.          Cloa 1
  6316.          tran {
  6317.           po 2.48021,-2.49458,2.98985
  6318.           mat 0.68173,0.73148,-0.00012,-0.7316,0.68176,-0.00005,-0.00002,0.00003,0.99998
  6319.           Scal 0.24045
  6320.           hp 0,-0.70938,0.48293
  6321.           }
  6322.          XYZs 1,1,1
  6323.          MPSt 0
  6324.          sh {
  6325.           mapk 0
  6326.           elms {
  6327.            }
  6328.           }
  6329.          ob "twist"
  6330.          }
  6331.         inpr {
  6332.          AnTr 1
  6333.          Cloa 1
  6334.          tran {
  6335.           po 2.98187,-1.88933,2.98946
  6336.           mat 0.81853,0.5743,-0.00011,-0.5744,0.81853,-0.00006,-0.00002,0.00002,0.99998
  6337.           Scal 0.24022
  6338.           hp 0,-0.70938,0.48293
  6339.           }
  6340.          XYZs 1,1,1
  6341.          MPSt 0
  6342.          sh {
  6343.           mapk 0
  6344.           elms {
  6345.            }
  6346.           }
  6347.          ob "twist"
  6348.          }
  6349.         inpr {
  6350.          AnTr 1
  6351.          Cloa 1
  6352.          tran {
  6353.           po 3.32104,-1.16603,2.98907
  6354.           mat 0.9622,0.27208,-0.00011,-0.27219,0.96222,-0.00006,0,0.00002,0.99998
  6355.           Scal 0.23996
  6356.           hp 0,-0.70938,0.48293
  6357.           }
  6358.          XYZs 1,1,1
  6359.          MPSt 0
  6360.          sh {
  6361.           mapk 0
  6362.           elms {
  6363.            }
  6364.           }
  6365.          ob "twist"
  6366.          }
  6367.         inpr {
  6368.          AnTr 1
  6369.          Cloa 1
  6370.          tran {
  6371.           po 3.46858,-0.36888,2.98889
  6372.           mat 0.99808,0.06119,-0.00012,-0.06129,0.99808,-0.00009,0.00002,0.00002,0.99998
  6373.           Scal 0.23985
  6374.           hp 0,-0.70938,0.48293
  6375.           }
  6376.          XYZs 1,1,1
  6377.          MPSt 0
  6378.          sh {
  6379.           mapk 0
  6380.           elms {
  6381.            }
  6382.           }
  6383.          ob "twist"
  6384.          }
  6385.         inpr {
  6386.          AnTr 1
  6387.          Cloa 1
  6388.          tran {
  6389.           po 3.46837,0.41331,2.98859
  6390.           mat 0.98827,-0.15239,-0.00009,0.1523,0.9883,-0.00011,0.00003,0.00003,0.99997
  6391.           Scal 0.2397
  6392.           hp 0,-0.70938,0.48293
  6393.           }
  6394.          XYZs 1,1,1
  6395.          MPSt 0
  6396.          sh {
  6397.           mapk 0
  6398.           elms {
  6399.            }
  6400.           }
  6401.          ob "twist"
  6402.          }
  6403.         inpr {
  6404.          AnTr 1
  6405.          Cloa 1
  6406.          tran {
  6407.           po 3.27605,1.18082,2.98834
  6408.           mat 0.95364,-0.30081,-0.00006,0.3007,0.95364,-0.00014,0.00003,0.00006,0.99998
  6409.           Scal 0.23947
  6410.           hp 0,-0.70938,0.48293
  6411.           }
  6412.          XYZs 1,1,1
  6413.          MPSt 0
  6414.          sh {
  6415.           mapk 0
  6416.           elms {
  6417.            }
  6418.           }
  6419.          ob "twist"
  6420.          }
  6421.         inpr {
  6422.          AnTr 1
  6423.          Cloa 1
  6424.          tran {
  6425.           po 2.96582,1.87447,2.98819
  6426.           mat 0.86069,-0.50916,-0.00006,0.50905,0.86066,-0.00014,0.00003,0.00002,0.99997
  6427.           Scal 0.23936
  6428.           hp 0,-0.70938,0.48293
  6429.           }
  6430.          XYZs 1,1,1
  6431.          MPSt 0
  6432.          sh {
  6433.           mapk 0
  6434.           elms {
  6435.            }
  6436.           }
  6437.          ob "twist"
  6438.          }
  6439.         }
  6440.        boxM 3.73882,3.80019,3.35635
  6441.        boxm -3.81329,-3.76515,2.63271
  6442.        open 0
  6443.        }
  6444.       gr {
  6445.        nm "twist layer 2"
  6446.        AnTr 1
  6447.        Cloa 1
  6448.        tran {
  6449.         po -0.01849,0.00989,-2.93753
  6450.         mat 0.99998,-0.00005,-0.00009,0.00002,0.99998,-0.00006,0.00003,0.00002,0.99998
  6451.         Scal 0.84964
  6452.         hp -0.03093,0.01727,2.99353
  6453.         }
  6454.        XYZs 1,1,1
  6455.        MPSt 0
  6456.        so {
  6457.         inpr {
  6458.          AnTr 1
  6459.          Cloa 1
  6460.          tran {
  6461.           po 2.50441,2.49968,2.9946
  6462.           mat 0.70712,-0.70711,-0.00003,0.70702,0.70711,-0.00011,0.00003,0,0.99997
  6463.           Scal 0.24323
  6464.           hp 0,-0.70938,0.48293
  6465.           }
  6466.          XYZs 1,1,1
  6467.          MPSt 0
  6468.          sh {
  6469.           mapk 0
  6470.           elms {
  6471.            }
  6472.           }
  6473.          ob "twist"
  6474.          }
  6475.         inpr {
  6476.          AnTr 1
  6477.          Cloa 1
  6478.          tran {
  6479.           po 1.83966,2.9718,2.99431
  6480.           mat 0.53162,-0.847,-0.00005,0.84691,0.53157,-0.00012,0.00005,-0.00002,0.99997
  6481.           Scal 0.2431
  6482.           hp 0,-0.70938,0.48293
  6483.           }
  6484.          XYZs 1,1,1
  6485.          MPSt 0
  6486.          sh {
  6487.           mapk 0
  6488.           elms {
  6489.            }
  6490.           }
  6491.          ob "twist"
  6492.          }
  6493.         inpr {
  6494.          AnTr 1
  6495.          Cloa 1
  6496.          tran {
  6497.           po 1.13814,3.31844,2.99396
  6498.           mat 0.34531,-0.93848,-0.00005,0.93842,0.34526,-0.00011,0.00003,-0.00003,0.99998
  6499.           Scal 0.24292
  6500.           hp 0,-0.70938,0.48293
  6501.           }
  6502.          XYZs 1,1,1
  6503.          MPSt 0
  6504.          sh {
  6505.           mapk 0
  6506.           elms {
  6507.            }
  6508.           }
  6509.          ob "twist"
  6510.          }
  6511.         inpr {
  6512.          AnTr 1
  6513.          Cloa 1
  6514.          tran {
  6515.           po 0.37025,3.51744,2.99379
  6516.           mat 0.1461,-0.98926,0,0.98918,0.14606,-0.00011,0.00003,-0.00003,0.99998
  6517.           Scal 0.24281
  6518.           hp 0,-0.70938,0.48293
  6519.           }
  6520.          XYZs 1,1,1
  6521.          MPSt 0
  6522.          sh {
  6523.           mapk 0
  6524.           elms {
  6525.            }
  6526.           }
  6527.          ob "twist"
  6528.          }
  6529.         inpr {
  6530.          AnTr 1
  6531.          Cloa 1
  6532.          tran {
  6533.           po -0.41225,3.51724,2.99362
  6534.           mat -0.07657,-0.99707,0.00003,0.99701,-0.0766,-0.00008,0.00005,-0.00003,0.99997
  6535.           Scal 0.24272
  6536.           hp 0,-0.70938,0.48293
  6537.           }
  6538.          XYZs 1,1,1
  6539.          MPSt 0
  6540.          sh {
  6541.           mapk 0
  6542.           elms {
  6543.            }
  6544.           }
  6545.          ob "twist"
  6546.          }
  6547.         inpr {
  6548.          AnTr 1
  6549.          Cloa 1
  6550.          tran {
  6551.           po -1.1949,3.29366,2.99339
  6552.           mat -0.29556,-0.95532,0.00002,0.95526,-0.29559,-0.00003,0,-0.00003,0.99998
  6553.           Scal 0.24261
  6554.           hp 0,-0.70938,0.48293
  6555.           }
  6556.          XYZs 1,1,1
  6557.          MPSt 0
  6558.          sh {
  6559.           mapk 0
  6560.           elms {
  6561.            }
  6562.           }
  6563.          ob "twist"
  6564.          }
  6565.         inpr {
  6566.          AnTr 1
  6567.          Cloa 1
  6568.          tran {
  6569.           po -1.91835,2.98347,2.9933
  6570.           mat -0.49992,-0.86606,0.00003,0.86603,-0.49997,-0.00006,0.00002,0,0.99998
  6571.           Scal 0.24258
  6572.           hp 0,-0.70938,0.48293
  6573.           }
  6574.          XYZs 1,1,1
  6575.          MPSt 0
  6576.          sh {
  6577.           mapk 0
  6578.           elms {
  6579.            }
  6580.           }
  6581.          ob "twist"
  6582.          }
  6583.         inpr {
  6584.          AnTr 1
  6585.          Cloa 1
  6586.          tran {
  6587.           po -2.53859,2.45174,2.99309
  6588.           mat -0.67938,-0.73376,0.00005,0.73376,-0.67941,-0.00003,0,-0.00002,0.99998
  6589.           Scal 0.24243
  6590.           hp 0,-0.70938,0.48293
  6591.           }
  6592.          XYZs 1,1,1
  6593.          MPSt 0
  6594.          sh {
  6595.           mapk 0
  6596.           elms {
  6597.            }
  6598.           }
  6599.          ob "twist"
  6600.          }
  6601.         inpr {
  6602.          AnTr 1
  6603.          Cloa 1
  6604.          tran {
  6605.           po -3.02589,1.8167,2.99286
  6606.           mat -0.8251,-0.56493,0.00005,0.56491,-0.82513,0,0,-0.00002,0.99997
  6607.           Scal 0.24232
  6608.           hp 0,-0.70938,0.48293
  6609.           }
  6610.          XYZs 1,1,1
  6611.          MPSt 0
  6612.          sh {
  6613.           mapk 0
  6614.           elms {
  6615.            }
  6616.           }
  6617.          ob "twist"
  6618.          }
  6619.         inpr {
  6620.          AnTr 1
  6621.          Cloa 1
  6622.          tran {
  6623.           po -3.36551,1.09315,2.99269
  6624.           mat -0.92979,-0.36807,0.00002,0.36806,-0.92981,0.00002,-0.00003,-0.00003,0.99998
  6625.           Scal 0.2422
  6626.           hp 0,-0.70938,0.48293
  6627.           }
  6628.          XYZs 1,1,1
  6629.          MPSt 0
  6630.          sh {
  6631.           mapk 0
  6632.           elms {
  6633.            }
  6634.           }
  6635.          ob "twist"
  6636.          }
  6637.         inpr {
  6638.          AnTr 1
  6639.          Cloa 1
  6640.          tran {
  6641.           po -3.52795,0.31053,2.99248
  6642.           mat -0.98824,-0.15294,0.00003,0.15295,-0.98824,-0.00002,-0.00002,-0.00002,0.99998
  6643.           Scal 0.2421
  6644.           hp 0,-0.70938,0.48293
  6645.           }
  6646.          XYZs 1,1,1
  6647.          MPSt 0
  6648.          sh {
  6649.           mapk 0
  6650.           elms {
  6651.            }
  6652.           }
  6653.          ob "twist"
  6654.          }
  6655.         inpr {
  6656.          AnTr 1
  6657.          Cloa 1
  6658.          tran {
  6659.           po -3.49838,-0.45723,2.9922
  6660.           mat -0.99759,0.06969,0,-0.0697,-0.9976,0.00003,-0.00003,-0.00003,0.99998
  6661.           Scal 0.24193
  6662.           hp 0,-0.70938,0.48293
  6663.           }
  6664.          XYZs 1,1,1
  6665.          MPSt 0
  6666.          sh {
  6667.           mapk 0
  6668.           elms {
  6669.            }
  6670.           }
  6671.          ob "twist"
  6672.          }
  6673.         inpr {
  6674.          AnTr 1
  6675.          Cloa 1
  6676.          tran {
  6677.           po -3.33594,-1.16599,2.99202
  6678.           mat -0.95735,0.28894,-0.00002,-0.28896,-0.95735,0.00005,-0.00002,0.00002,0.99998
  6679.           Scal 0.24181
  6680.           hp 0,-0.70938,0.48293
  6681.           }
  6682.          XYZs 1,1,1
  6683.          MPSt 0
  6684.          sh {
  6685.           mapk 0
  6686.           elms {
  6687.            }
  6688.           }
  6689.          ob "twist"
  6690.          }
  6691.         inpr {
  6692.          AnTr 1
  6693.          Cloa 1
  6694.          tran {
  6695.           po -3.01108,-1.87465,2.99188
  6696.           mat -0.86957,0.49388,-0.00003,-0.4939,-0.86954,0.00006,-0.00005,0.00002,0.99998
  6697.           Scal 0.24176
  6698.           hp 0,-0.70938,0.48293
  6699.           }
  6700.          XYZs 1,1,1
  6701.          MPSt 0
  6702.          sh {
  6703.           mapk 0
  6704.           elms {
  6705.            }
  6706.           }
  6707.          ob "twist"
  6708.          }
  6709.         inpr {
  6710.          AnTr 1
  6711.          Cloa 1
  6712.          tran {
  6713.           po -2.49434,-2.47997,2.9917
  6714.           mat -0.73378,0.67938,-0.00006,-0.67941,-0.73378,0.00005,-0.00005,0,0.99998
  6715.           Scal 0.24165
  6716.           hp 0,-0.70938,0.48293
  6717.           }
  6718.          XYZs 1,1,1
  6719.          MPSt 0
  6720.          sh {
  6721.           mapk 0
  6722.           elms {
  6723.            }
  6724.           }
  6725.          ob "twist"
  6726.          }
  6727.         inpr {
  6728.          AnTr 1
  6729.          Cloa 1
  6730.          tran {
  6731.           po -1.90376,-2.96721,2.99141
  6732.           mat -0.55927,0.82898,-0.00008,-0.82903,-0.55923,0.00003,-0.00006,0.00003,0.99997
  6733.           Scal 0.2415
  6734.           hp 0,-0.70938,0.48293
  6735.           }
  6736.          XYZs 1,1,1
  6737.          MPSt 0
  6738.          sh {
  6739.           mapk 0
  6740.           elms {
  6741.            }
  6742.           }
  6743.          ob "twist"
  6744.          }
  6745.         inpr {
  6746.          AnTr 1
  6747.          Cloa 1
  6748.          tran {
  6749.           po -1.19516,-3.30679,2.99124
  6750.           mat -0.3616,0.93228,-0.00008,-0.93234,-0.36157,0.00002,-0.00003,0.00002,0.99997
  6751.           Scal 0.24139
  6752.           hp 0,-0.70938,0.48293
  6753.           }
  6754.          XYZs 1,1,1
  6755.          MPSt 0
  6756.          sh {
  6757.           mapk 0
  6758.           elms {
  6759.            }
  6760.           }
  6761.          ob "twist"
  6762.          }
  6763.         inpr {
  6764.          AnTr 1
  6765.          Cloa 1
  6766.          tran {
  6767.           po -0.42747,-3.48392,2.99106
  6768.           mat -0.146,0.98921,-0.00008,-0.98929,-0.14597,0,-0.00003,0.00003,0.99998
  6769.           Scal 0.24126
  6770.           hp 0,-0.70938,0.48293
  6771.           }
  6772.          XYZs 1,1,1
  6773.          MPSt 0
  6774.          sh {
  6775.           mapk 0
  6776.           elms {
  6777.            }
  6778.           }
  6779.          ob "twist"
  6780.          }
  6781.         inpr {
  6782.          AnTr 1
  6783.          Cloa 1
  6784.          tran {
  6785.           po 0.35489,-3.4691,2.99078
  6786.           mat 0.10863,0.99403,-0.00009,-0.99411,0.10866,-0.00002,-0.00003,0.00003,0.99998
  6787.           Scal 0.24106
  6788.           hp 0,-0.70938,0.48293
  6789.           }
  6790.          XYZs 1,1,1
  6791.          MPSt 0
  6792.          sh {
  6793.           mapk 0
  6794.           elms {
  6795.            }
  6796.           }
  6797.          ob "twist"
  6798.          }
  6799.         inpr {
  6800.          AnTr 1
  6801.          Cloa 1
  6802.          tran {
  6803.           po 1.12245,-3.32138,2.99054
  6804.           mat 0.35629,0.93431,-0.00011,-0.93436,0.35634,-0.00005,-0.00005,0.00003,0.99998
  6805.           Scal 0.24088
  6806.           hp 0,-0.70938,0.48293
  6807.           }
  6808.          XYZs 1,1,1
  6809.          MPSt 0
  6810.          sh {
  6811.           mapk 0
  6812.           elms {
  6813.            }
  6814.           }
  6815.          ob "twist"
  6816.          }
  6817.         inpr {
  6818.          AnTr 1
  6819.          Cloa 1
  6820.          tran {
  6821.           po 1.84563,-2.96704,2.9901
  6822.           mat 0.51532,0.85692,-0.00011,-0.85703,0.51534,-0.00006,-0.00003,0.00003,0.99998
  6823.           Scal 0.24057
  6824.           hp 0,-0.70938,0.48293
  6825.           }
  6826.          XYZs 1,1,1
  6827.          MPSt 0
  6828.          sh {
  6829.           mapk 0
  6830.           elms {
  6831.            }
  6832.           }
  6833.          ob "twist"
  6834.          }
  6835.         inpr {
  6836.          AnTr 1
  6837.          Cloa 1
  6838.          tran {
  6839.           po 2.48026,-2.49461,2.9899
  6840.           mat 0.68173,0.73148,-0.00012,-0.7316,0.68176,-0.00005,-0.00002,0.00003,0.99998
  6841.           Scal 0.24046
  6842.           hp 0,-0.70938,0.48293
  6843.           }
  6844.          XYZs 1,1,1
  6845.          MPSt 0
  6846.          sh {
  6847.           mapk 0
  6848.           elms {
  6849.            }
  6850.           }
  6851.          ob "twist"
  6852.          }
  6853.         inpr {
  6854.          AnTr 1
  6855.          Cloa 1
  6856.          tran {
  6857.           po 2.98192,-1.88931,2.9895
  6858.           mat 0.81853,0.5743,-0.00011,-0.5744,0.81853,-0.00006,-0.00002,0.00002,0.99998
  6859.           Scal 0.24023
  6860.           hp 0,-0.70938,0.48293
  6861.           }
  6862.          XYZs 1,1,1
  6863.          MPSt 0
  6864.          sh {
  6865.           mapk 0
  6866.           elms {
  6867.            }
  6868.           }
  6869.          ob "twist"
  6870.          }
  6871.         inpr {
  6872.          AnTr 1
  6873.          Cloa 1
  6874.          tran {
  6875.           po 3.32111,-1.16608,2.98912
  6876.           mat 0.9622,0.27208,-0.00011,-0.27219,0.96222,-0.00006,0,0.00002,0.99998
  6877.           Scal 0.23997
  6878.           hp 0,-0.70938,0.48293
  6879.           }
  6880.          XYZs 1,1,1
  6881.          MPSt 0
  6882.          sh {
  6883.           mapk 0
  6884.           elms {
  6885.            }
  6886.           }
  6887.          ob "twist"
  6888.          }
  6889.         inpr {
  6890.          AnTr 1
  6891.          Cloa 1
  6892.          tran {
  6893.           po 3.46864,-0.36888,2.98892
  6894.           mat 0.99808,0.06119,-0.00012,-0.06129,0.99808,-0.00009,0.00002,0.00002,0.99998
  6895.           Scal 0.23987
  6896.           hp 0,-0.70938,0.48293
  6897.           }
  6898.          XYZs 1,1,1
  6899.          MPSt 0
  6900.          sh {
  6901.           mapk 0
  6902.           elms {
  6903.            }
  6904.           }
  6905.          ob "twist"
  6906.          }
  6907.         inpr {
  6908.          AnTr 1
  6909.          Cloa 1
  6910.          tran {
  6911.           po 3.4684,0.4133,2.98868
  6912.           mat 0.98827,-0.15239,-0.00009,0.1523,0.9883,-0.00011,0.00003,0.00003,0.99997
  6913.           Scal 0.23972
  6914.           hp 0,-0.70938,0.48293
  6915.           }
  6916.          XYZs 1,1,1
  6917.          MPSt 0
  6918.          sh {
  6919.           mapk 0
  6920.           elms {
  6921.            }
  6922.           }
  6923.          ob "twist"
  6924.          }
  6925.         inpr {
  6926.          AnTr 1
  6927.          Cloa 1
  6928.          tran {
  6929.           po 3.27606,1.18082,2.98837
  6930.           mat 0.95364,-0.30081,-0.00006,0.3007,0.95364,-0.00014,0.00003,0.00006,0.99998
  6931.           Scal 0.23947
  6932.           hp 0,-0.70938,0.48293
  6933.           }
  6934.          XYZs 1,1,1
  6935.          MPSt 0
  6936.          sh {
  6937.           mapk 0
  6938.           elms {
  6939.            }
  6940.           }
  6941.          ob "twist"
  6942.          }
  6943.         inpr {
  6944.          AnTr 1
  6945.          Cloa 1
  6946.          tran {
  6947.           po 2.96587,1.87456,2.98824
  6948.           mat 0.86069,-0.50916,-0.00006,0.50905,0.86066,-0.00014,0.00003,0.00002,0.99997
  6949.           Scal 0.23938
  6950.           hp 0,-0.70938,0.48293
  6951.           }
  6952.          XYZs 1,1,1
  6953.          MPSt 0
  6954.          sh {
  6955.           mapk 0
  6956.           elms {
  6957.            }
  6958.           }
  6959.          ob "twist"
  6960.          }
  6961.         }
  6962.        boxM 3.73877,3.80031,3.35638
  6963.        boxm -3.81334,-3.76508,2.63275
  6964.        open 0
  6965.        }
  6966.       gr {
  6967.        nm "swirl layer 3"
  6968.        AnTr 1
  6969.        Cloa 1
  6970.        tran {
  6971.         po -0.49483,1.56702,1.28772
  6972.         mat 0.99998,-0.00005,-0.00009,0.00002,0.99998,-0.00006,0.00003,0.00002,0.99998
  6973.         Scal 0.59
  6974.         hp -0.83858,2.65582,0.53535
  6975.         }
  6976.        XYZs 1,1,1
  6977.        MPSt 0
  6978.        so {
  6979.         inpr {
  6980.          AnTr 1
  6981.          Cloa 1
  6982.          tran {
  6983.           po -0.00002,-0.00015,0.53503
  6984.           mat 0.19012,-0.98175,-0.00002,0.98169,0.19008,-0.00008,0.00002,-0.00005,0.99998
  6985.           Scal 0.77341
  6986.           hp 0.06628,-5.9357,0.24332
  6987.           }
  6988.          XYZs 1,1,1
  6989.          MPSt 0
  6990.          sh {
  6991.           mapk 0
  6992.           elms {
  6993.            }
  6994.           }
  6995.          ob "swirl"
  6996.          }
  6997.         gr {
  6998.          nm "Group 3"
  6999.          AnTr 1
  7000.          Cloa 1
  7001.          tran {
  7002.           po -0.00006,-0.00011,0.53531
  7003.           mat 0.7769,0.62947,-0.00014,-0.62956,0.77695,-0.00009,0,0.00006,0.99998
  7004.           Scal 1.03445
  7005.           hp -0.11864,-0.05898,0.53673
  7006.           }
  7007.          XYZs 1,1,1
  7008.          MPSt 0
  7009.          so {
  7010.           inpr {
  7011.            AnTr 1
  7012.            Cloa 1
  7013.            tran {
  7014.             po -4.04442,-1.40262,0.53658
  7015.             mat -0.31706,-0.94839,0.00003,0.94833,-0.31708,-0.00006,0.00002,0,1
  7016.             Scal 0.74773
  7017.             hp 0.01682,-0.41664,0.24332
  7018.             }
  7019.            XYZs 1,1,1
  7020.            MPSt 0
  7021.            sh {
  7022.             mapk 0
  7023.             elms {
  7024.              }
  7025.             }
  7026.            ob "swirl"
  7027.            }
  7028.           inpr {
  7029.            AnTr 1
  7030.            Cloa 1
  7031.            tran {
  7032.             po -4.22893,-0.7086,0.53676
  7033.             mat -0.1506,-0.98859,0,0.98853,-0.15062,-0.00005,0.00002,-0.00003,0.99998
  7034.             Scal 0.74792
  7035.             hp 0.01682,-0.41664,0.24332
  7036.             }
  7037.            XYZs 1,1,1
  7038.            MPSt 0
  7039.            sh {
  7040.             mapk 0
  7041.             elms {
  7042.              }
  7043.             }
  7044.            ob "swirl"
  7045.            }
  7046.           inpr {
  7047.            AnTr 1
  7048.            Cloa 1
  7049.            tran {
  7050.             po -4.2879,0.00012,0.53687
  7051.             mat 0.00017,-0.99998,0,0.99995,0.00015,-0.00006,0.00002,-0.00005,0.99998
  7052.             Scal 0.74805
  7053.             hp 0.01682,-0.41664,0.24332
  7054.             }
  7055.            XYZs 1,1,1
  7056.            MPSt 0
  7057.            sh {
  7058.             mapk 0
  7059.             elms {
  7060.              }
  7061.             }
  7062.            ob "swirl"
  7063.            }
  7064.           }
  7065.          boxM -3.86301,0.36522,0.9111
  7066.          boxm -4.67804,-1.89073,0.16209
  7067.          open 0
  7068.          }
  7069.         gr {
  7070.          nm "Group 3"
  7071.          AnTr 1
  7072.          Cloa 1
  7073.          tran {
  7074.           po -0.00003,-0.00008,0.53445
  7075.           mat 0.35315,0.93546,-0.00011,-0.93556,0.3532,-0.00003,-0.00005,0.00003,0.99998
  7076.           Scal 1.03441
  7077.           hp -0.11646,0.01599,0.53587
  7078.           }
  7079.          XYZs 1,1,1
  7080.          MPSt 0
  7081.          so {
  7082.           inpr {
  7083.            AnTr 1
  7084.            Cloa 1
  7085.            tran {
  7086.             po -4.04416,-1.40262,0.5365
  7087.             mat -0.31715,-0.94836,0.00003,0.94829,-0.3172,-0.00008,0.00002,0.00002,0.99998
  7088.             Scal 0.74773
  7089.             hp 0.01682,-0.41664,0.24332
  7090.             }
  7091.            XYZs 1,1,1
  7092.            MPSt 0
  7093.            sh {
  7094.             mapk 0
  7095.             elms {
  7096.              }
  7097.             }
  7098.            ob "swirl"
  7099.            }
  7100.           inpr {
  7101.            AnTr 1
  7102.            Cloa 1
  7103.            tran {
  7104.             po -4.22878,-0.70859,0.53664
  7105.             mat -0.15076,-0.98859,0.00005,0.98849,-0.15079,-0.00008,0.00003,0,0.99998
  7106.             Scal 0.74789
  7107.             hp 0.01682,-0.41664,0.24332
  7108.             }
  7109.            XYZs 1,1,1
  7110.            MPSt 0
  7111.            sh {
  7112.             mapk 0
  7113.             elms {
  7114.              }
  7115.             }
  7116.            ob "swirl"
  7117.            }
  7118.           inpr {
  7119.            AnTr 1
  7120.            Cloa 1
  7121.            tran {
  7122.             po -4.2878,0.00015,0.53676
  7123.             mat 0.00003,-1,0.00005,0.99995,0.00002,-0.00006,0.00002,0.00003,0.99998
  7124.             Scal 0.748
  7125.             hp 0.01682,-0.41664,0.24332
  7126.             }
  7127.            XYZs 1,1,1
  7128.            MPSt 0
  7129.            sh {
  7130.             mapk 0
  7131.             elms {
  7132.              }
  7133.             }
  7134.            ob "swirl"
  7135.            }
  7136.           }
  7137.          boxM -3.86295,0.3652,0.91087
  7138.          boxm -4.67796,-1.89072,0.16191
  7139.          open 0
  7140.          }
  7141.         gr {
  7142.          nm "Group 3"
  7143.          AnTr 1
  7144.          Cloa 1
  7145.          tran {
  7146.           po -0.00005,-0.00006,0.53456
  7147.           mat -0.14172,0.98987,-0.00009,-0.98994,-0.14163,0.00002,-0.00003,0.00005,0.99998
  7148.           Scal 1.03448
  7149.           hp -0.12248,-0.01349,0.53587
  7150.           }
  7151.          XYZs 1,1,1
  7152.          MPSt 0
  7153.          so {
  7154.           inpr {
  7155.            AnTr 1
  7156.            Cloa 1
  7157.            tran {
  7158.             po -4.04405,-1.4028,0.53665
  7159.             mat -0.31734,-0.94832,0.00008,0.94826,-0.31737,-0.00005,-0.00002,0.00005,0.99997
  7160.             Scal 0.74773
  7161.             hp 0.01682,-0.41664,0.24332
  7162.             }
  7163.            XYZs 1,1,1
  7164.            MPSt 0
  7165.            sh {
  7166.             mapk 0
  7167.             elms {
  7168.              }
  7169.             }
  7170.            ob "swirl"
  7171.            }
  7172.           inpr {
  7173.            AnTr 1
  7174.            Cloa 1
  7175.            tran {
  7176.             po -4.22873,-0.70874,0.53676
  7177.             mat -0.15085,-0.98856,0.00008,0.98849,-0.15091,-0.00006,0,0.00003,0.99998
  7178.             Scal 0.74789
  7179.             hp 0.01682,-0.41664,0.24332
  7180.             }
  7181.            XYZs 1,1,1
  7182.            MPSt 0
  7183.            sh {
  7184.             mapk 0
  7185.             elms {
  7186.              }
  7187.             }
  7188.            ob "swirl"
  7189.            }
  7190.           inpr {
  7191.            AnTr 1
  7192.            Cloa 1
  7193.            tran {
  7194.             po -4.2878,-0.00009,0.5369
  7195.             mat -0.00008,-1.00002,0.00008,0.99995,-0.00011,-0.00006,0,0.00003,0.99998
  7196.             Scal 0.74802
  7197.             hp 0.01682,-0.41664,0.24332
  7198.             }
  7199.            XYZs 1,1,1
  7200.            MPSt 0
  7201.            sh {
  7202.             mapk 0
  7203.             elms {
  7204.              }
  7205.             }
  7206.            ob "swirl"
  7207.            }
  7208.           }
  7209.          boxM -3.86304,0.36513,0.9111
  7210.          boxm -4.67799,-1.89085,0.16216
  7211.          open 0
  7212.          }
  7213.         gr {
  7214.          nm "Group 3"
  7215.          AnTr 1
  7216.          Cloa 1
  7217.          tran {
  7218.           po -0.00005,-0.00006,0.53456
  7219.           mat -0.59668,0.80247,-0.00008,-0.80252,-0.59663,0.00003,-0.00005,0.00002,0.99998
  7220.           Scal 1.03445
  7221.           hp -0.11508,-0.07338,0.53587
  7222.           }
  7223.          XYZs 1,1,1
  7224.          MPSt 0
  7225.          so {
  7226.           inpr {
  7227.            AnTr 1
  7228.            Cloa 1
  7229.            tran {
  7230.             po -4.04428,-1.40273,0.53664
  7231.             mat -0.31732,-0.94829,0.00008,0.94824,-0.31744,-0.00006,-0.00002,0.00005,0.99998
  7232.             Scal 0.74773
  7233.             hp 0.01682,-0.41664,0.24332
  7234.             }
  7235.            XYZs 1,1,1
  7236.            MPSt 0
  7237.            sh {
  7238.             mapk 0
  7239.             elms {
  7240.              }
  7241.             }
  7242.            ob "swirl"
  7243.            }
  7244.           inpr {
  7245.            AnTr 1
  7246.            Cloa 1
  7247.            tran {
  7248.             po -4.22894,-0.70879,0.53674
  7249.             mat -0.15085,-0.98856,0.00008,0.98853,-0.15096,-0.00006,0,0.00006,0.99998
  7250.             Scal 0.74792
  7251.             hp 0.01682,-0.41664,0.24332
  7252.             }
  7253.            XYZs 1,1,1
  7254.            MPSt 0
  7255.            sh {
  7256.             mapk 0
  7257.             elms {
  7258.              }
  7259.             }
  7260.            ob "swirl"
  7261.            }
  7262.           inpr {
  7263.            AnTr 1
  7264.            Cloa 1
  7265.            tran {
  7266.             po -4.28804,-0.00009,0.53691
  7267.             mat -0.00009,-1.00002,0.00006,0.99997,-0.00017,-0.00006,0,0.00002,0.99997
  7268.             Scal 0.74805
  7269.             hp 0.01682,-0.41664,0.24332
  7270.             }
  7271.            XYZs 1,1,1
  7272.            MPSt 0
  7273.            sh {
  7274.             mapk 0
  7275.             elms {
  7276.              }
  7277.             }
  7278.            ob "swirl"
  7279.            }
  7280.           }
  7281.          boxM -3.86327,0.36536,0.91104
  7282.          boxm -4.67815,-1.89064,0.16203
  7283.          open 0
  7284.          }
  7285.         gr {
  7286.          nm "Group 3"
  7287.          AnTr 1
  7288.          Cloa 1
  7289.          tran {
  7290.           po 0,-0.00005,0.53456
  7291.           mat -0.91571,0.40184,-0.00005,-0.40186,-0.91571,0.00002,-0.00005,0,0.99997
  7292.           Scal 1.03441
  7293.           hp -0.13615,-0.02934,0.53587
  7294.           }
  7295.          XYZs 1,1,1
  7296.          MPSt 0
  7297.          so {
  7298.           inpr {
  7299.            AnTr 1
  7300.            Cloa 1
  7301.            tran {
  7302.             po -4.04437,-1.4026,0.53653
  7303.             mat -0.31729,-0.94829,0.00005,0.9483,-0.31738,-0.00002,-0.00005,0.00002,0.99998
  7304.             Scal 0.74773
  7305.             hp 0.01682,-0.41664,0.24332
  7306.             }
  7307.            XYZs 1,1,1
  7308.            MPSt 0
  7309.            sh {
  7310.             mapk 0
  7311.             elms {
  7312.              }
  7313.             }
  7314.            ob "swirl"
  7315.            }
  7316.           inpr {
  7317.            AnTr 1
  7318.            Cloa 1
  7319.            tran {
  7320.             po -4.22896,-0.70862,0.53671
  7321.             mat -0.15079,-0.98856,0.00006,0.98856,-0.15085,-0.00003,-0.00005,0.00002,0.99998
  7322.             Scal 0.74789
  7323.             hp 0.01682,-0.41664,0.24332
  7324.             }
  7325.            XYZs 1,1,1
  7326.            MPSt 0
  7327.            sh {
  7328.             mapk 0
  7329.             elms {
  7330.              }
  7331.             }
  7332.            ob "swirl"
  7333.            }
  7334.           inpr {
  7335.            AnTr 1
  7336.            Cloa 1
  7337.            tran {
  7338.             po -4.28804,-0.00009,0.53676
  7339.             mat 0.00002,-1,0.00005,0.99998,-0.00006,-0.00003,-0.00003,0.00002,0.99997
  7340.             Scal 0.748
  7341.             hp 0.01682,-0.41664,0.24332
  7342.             }
  7343.            XYZs 1,1,1
  7344.            MPSt 0
  7345.            sh {
  7346.             mapk 0
  7347.             elms {
  7348.              }
  7349.             }
  7350.            ob "swirl"
  7351.            }
  7352.           }
  7353.          boxM -3.86311,0.36539,0.91084
  7354.          boxm -4.67792,-1.89052,0.16193
  7355.          open 0
  7356.          }
  7357.         gr {
  7358.          nm "Group 3"
  7359.          AnTr 1
  7360.          Cloa 1
  7361.          tran {
  7362.           po 0,-0.00006,0.53468
  7363.           mat -0.99284,-0.11964,0.00002,0.11963,-0.99286,0.00002,-0.00002,-0.00002,0.99998
  7364.           Scal 1.03452
  7365.           hp -0.11751,0.08102,0.53587
  7366.           }
  7367.          XYZs 1,1,1
  7368.          MPSt 0
  7369.          so {
  7370.           inpr {
  7371.            AnTr 1
  7372.            Cloa 1
  7373.            tran {
  7374.             po -4.04425,-1.40273,0.53653
  7375.             mat -0.31729,-0.94832,0.00006,0.94835,-0.31735,-0.00002,-0.00005,0,0.99997
  7376.             Scal 0.74774
  7377.             hp 0.01682,-0.41664,0.24332
  7378.             }
  7379.            XYZs 1,1,1
  7380.            MPSt 0
  7381.            sh {
  7382.             mapk 0
  7383.             elms {
  7384.              }
  7385.             }
  7386.            ob "swirl"
  7387.            }
  7388.           inpr {
  7389.            AnTr 1
  7390.            Cloa 1
  7391.            tran {
  7392.             po -4.22879,-0.70877,0.5367
  7393.             mat -0.1508,-0.98857,0.00006,0.98859,-0.15082,-0.00003,-0.00003,0.00002,0.99998
  7394.             Scal 0.74789
  7395.             hp 0.01682,-0.41664,0.24332
  7396.             }
  7397.            XYZs 1,1,1
  7398.            MPSt 0
  7399.            sh {
  7400.             mapk 0
  7401.             elms {
  7402.              }
  7403.             }
  7404.            ob "swirl"
  7405.            }
  7406.           inpr {
  7407.            AnTr 1
  7408.            Cloa 1
  7409.            tran {
  7410.             po -4.28783,-0.00018,0.5368
  7411.             mat 0.00005,-1,0.00009,1.00003,-0.00005,-0.00005,-0.00002,0.00005,0.99998
  7412.             Scal 0.748
  7413.             hp 0.01682,-0.41664,0.24332
  7414.             }
  7415.            XYZs 1,1,1
  7416.            MPSt 0
  7417.            sh {
  7418.             mapk 0
  7419.             elms {
  7420.              }
  7421.             }
  7422.            ob "swirl"
  7423.            }
  7424.           }
  7425.          boxM -3.8632,0.36543,0.91096
  7426.          boxm -4.67792,-1.89055,0.162
  7427.          open 0
  7428.          }
  7429.         gr {
  7430.          nm "Group 3"
  7431.          AnTr 1
  7432.          Cloa 1
  7433.          tran {
  7434.           po 0.00003,-0.00008,0.53468
  7435.           mat -0.82417,-0.56635,0.00005,0.56636,-0.8242,0,-0.00003,-0.00002,0.99997
  7436.           Scal 1.03445
  7437.           hp -0.15094,-0.01912,0.53587
  7438.           }
  7439.          XYZs 1,1,1
  7440.          MPSt 0
  7441.          so {
  7442.           inpr {
  7443.            AnTr 1
  7444.            Cloa 1
  7445.            tran {
  7446.             po -4.0441,-1.40294,0.53644
  7447.             mat -0.31723,-0.94833,0.00008,0.94838,-0.31728,-0.00002,-0.00006,0.00008,0.99998
  7448.             Scal 0.74773
  7449.             hp 0.01682,-0.41664,0.24332
  7450.             }
  7451.            XYZs 1,1,1
  7452.            MPSt 0
  7453.            sh {
  7454.             mapk 0
  7455.             elms {
  7456.              }
  7457.             }
  7458.            ob "swirl"
  7459.            }
  7460.           inpr {
  7461.            AnTr 1
  7462.            Cloa 1
  7463.            tran {
  7464.             po -4.2287,-0.70892,0.53659
  7465.             mat -0.15076,-0.98859,0.00005,0.9886,-0.15077,-0.00002,-0.00008,0.00003,0.99997
  7466.             Scal 0.74792
  7467.             hp 0.01682,-0.41664,0.24332
  7468.             }
  7469.            XYZs 1,1,1
  7470.            MPSt 0
  7471.            sh {
  7472.             mapk 0
  7473.             elms {
  7474.              }
  7475.             }
  7476.            ob "swirl"
  7477.            }
  7478.           inpr {
  7479.            AnTr 1
  7480.            Cloa 1
  7481.            tran {
  7482.             po -4.28778,-0.00027,0.53671
  7483.             mat 0.00008,-0.99998,0.00011,1.00002,0.00002,-0.00003,-0.00002,0.00006,0.99998
  7484.             Scal 0.74805
  7485.             hp 0.01682,-0.41664,0.24332
  7486.             }
  7487.            XYZs 1,1,1
  7488.            MPSt 0
  7489.            sh {
  7490.             mapk 0
  7491.             elms {
  7492.              }
  7493.             }
  7494.            ob "swirl"
  7495.            }
  7496.           }
  7497.          boxM -3.86311,0.36542,0.91083
  7498.          boxm -4.67804,-1.89053,0.16188
  7499.          open 0
  7500.          }
  7501.         gr {
  7502.          nm "Group 3"
  7503.          AnTr 1
  7504.          Cloa 1
  7505.          tran {
  7506.           po 0.00003,-0.00011,0.53477
  7507.           mat -0.43848,-0.89874,0.00003,0.89871,-0.43851,-0.00006,-0.00002,-0.00003,0.99998
  7508.           Scal 1.03452
  7509.           hp -0.13,-0.00742,0.53587
  7510.           }
  7511.          XYZs 1,1,1
  7512.          MPSt 0
  7513.          so {
  7514.           inpr {
  7515.            AnTr 1
  7516.            Cloa 1
  7517.            tran {
  7518.             po -4.04391,-1.4028,0.53648
  7519.             mat -0.31728,-0.94832,0.00005,0.94835,-0.31729,-0.00003,0,0.00003,0.99998
  7520.             Scal 0.74774
  7521.             hp 0.01682,-0.41664,0.24332
  7522.             }
  7523.            XYZs 1,1,1
  7524.            MPSt 0
  7525.            sh {
  7526.             mapk 0
  7527.             elms {
  7528.              }
  7529.             }
  7530.            ob "swirl"
  7531.            }
  7532.           inpr {
  7533.            AnTr 1
  7534.            Cloa 1
  7535.            tran {
  7536.             po -4.22861,-0.70883,0.53659
  7537.             mat -0.15077,-0.98857,0.00003,0.98859,-0.1508,-0.00006,-0.00002,0.00002,0.99998
  7538.             Scal 0.74789
  7539.             hp 0.01682,-0.41664,0.24332
  7540.             }
  7541.            XYZs 1,1,1
  7542.            MPSt 0
  7543.            sh {
  7544.             mapk 0
  7545.             elms {
  7546.              }
  7547.             }
  7548.            ob "swirl"
  7549.            }
  7550.           inpr {
  7551.            AnTr 1
  7552.            Cloa 1
  7553.            tran {
  7554.             po -4.28767,-0.00015,0.53673
  7555.             mat 0,-0.99998,0.00005,1,-0.00003,-0.00006,0,0.00003,0.99998
  7556.             Scal 0.748
  7557.             hp 0.01682,-0.41664,0.24332
  7558.             }
  7559.            XYZs 1,1,1
  7560.            MPSt 0
  7561.            sh {
  7562.             mapk 0
  7563.             elms {
  7564.              }
  7565.             }
  7566.            ob "swirl"
  7567.            }
  7568.           }
  7569.          boxM -3.86301,0.36554,0.91089
  7570.          boxm -4.67789,-1.8904,0.16199
  7571.          open 0
  7572.          }
  7573.         gr {
  7574.          nm "Group 3"
  7575.          AnTr 1
  7576.          Cloa 1
  7577.          tran {
  7578.           po 0,-0.00014,0.53477
  7579.           mat 0.04869,-0.99879,-0.00002,0.99875,0.04865,-0.00006,0.00002,-0.00003,1
  7580.           Scal 1.03448
  7581.           hp -0.14763,-0.02734,0.53587
  7582.           }
  7583.          XYZs 1,1,1
  7584.          MPSt 0
  7585.          so {
  7586.           inpr {
  7587.            AnTr 1
  7588.            Cloa 1
  7589.            tran {
  7590.             po -4.04407,-1.40276,0.53645
  7591.             mat -0.31731,-0.9483,0.00009,0.9483,-0.31735,-0.00005,0,0.00003,0.99998
  7592.             Scal 0.74773
  7593.             hp 0.01682,-0.41664,0.24332
  7594.             }
  7595.            XYZs 1,1,1
  7596.            MPSt 0
  7597.            sh {
  7598.             mapk 0
  7599.             elms {
  7600.              }
  7601.             }
  7602.            ob "swirl"
  7603.            }
  7604.           inpr {
  7605.            AnTr 1
  7606.            Cloa 1
  7607.            tran {
  7608.             po -4.22873,-0.70877,0.53665
  7609.             mat -0.1508,-0.98857,0.00003,0.98854,-0.15082,-0.00006,0,0,0.99998
  7610.             Scal 0.74789
  7611.             hp 0.01682,-0.41664,0.24332
  7612.             }
  7613.            XYZs 1,1,1
  7614.            MPSt 0
  7615.            sh {
  7616.             mapk 0
  7617.             elms {
  7618.              }
  7619.             }
  7620.            ob "swirl"
  7621.            }
  7622.           inpr {
  7623.            AnTr 1
  7624.            Cloa 1
  7625.            tran {
  7626.             po -4.28778,-0.00014,0.53676
  7627.             mat 0,-0.99995,0.00006,0.99997,-0.00005,-0.00003,-0.00002,0.00003,0.99998
  7628.             Scal 0.74802
  7629.             hp 0.01682,-0.41664,0.24332
  7630.             }
  7631.            XYZs 1,1,1
  7632.            MPSt 0
  7633.            sh {
  7634.             mapk 0
  7635.             elms {
  7636.              }
  7637.             }
  7638.            ob "swirl"
  7639.            }
  7640.           }
  7641.          boxM -3.86299,0.36551,0.91087
  7642.          boxm -4.67772,-1.89041,0.16197
  7643.          open 0
  7644.          }
  7645.         gr {
  7646.          nm "Group 3"
  7647.          AnTr 1
  7648.          Cloa 1
  7649.          tran {
  7650.           po 0,-0.00015,0.53474
  7651.           mat 0.52371,-0.85191,-0.00005,0.85184,0.52367,-0.00009,0.00003,-0.00002,1
  7652.           Scal 1.03441
  7653.           hp -0.13228,-0.06494,0.53587
  7654.           }
  7655.          XYZs 1,1,1
  7656.          MPSt 0
  7657.          so {
  7658.           inpr {
  7659.            AnTr 1
  7660.            Cloa 1
  7661.            tran {
  7662.             po -4.04417,-1.40269,0.53644
  7663.             mat -0.31729,-0.94833,0.00009,0.94833,-0.31728,-0.00005,-0.00002,0.00003,0.99997
  7664.             Scal 0.74773
  7665.             hp 0.01682,-0.41664,0.24332
  7666.             }
  7667.            XYZs 1,1,1
  7668.            MPSt 0
  7669.            sh {
  7670.             mapk 0
  7671.             elms {
  7672.              }
  7673.             }
  7674.            ob "swirl"
  7675.            }
  7676.           inpr {
  7677.            AnTr 1
  7678.            Cloa 1
  7679.            tran {
  7680.             po -4.22882,-0.70877,0.53664
  7681.             mat -0.15079,-0.98859,0.00008,0.98857,-0.15079,-0.00006,-0.00002,0.00003,0.99998
  7682.             Scal 0.74789
  7683.             hp 0.01682,-0.41664,0.24332
  7684.             }
  7685.            XYZs 1,1,1
  7686.            MPSt 0
  7687.            sh {
  7688.             mapk 0
  7689.             elms {
  7690.              }
  7691.             }
  7692.            ob "swirl"
  7693.            }
  7694.           inpr {
  7695.            AnTr 1
  7696.            Cloa 1
  7697.            tran {
  7698.             po -4.28798,-0.00014,0.5368
  7699.             mat 0.00005,-0.99998,0.00009,0.99998,0.00002,-0.00005,0.00002,0.00003,1
  7700.             Scal 0.748
  7701.             hp 0.01682,-0.41664,0.24332
  7702.             }
  7703.            XYZs 1,1,1
  7704.            MPSt 0
  7705.            sh {
  7706.             mapk 0
  7707.             elms {
  7708.              }
  7709.             }
  7710.            ob "swirl"
  7711.            }
  7712.           }
  7713.          boxM -3.8629,0.36539,0.91084
  7714.          boxm -4.67787,-1.89061,0.16187
  7715.          open 0
  7716.          }
  7717.         gr {
  7718.          nm "Group 3"
  7719.          AnTr 1
  7720.          Cloa 1
  7721.          tran {
  7722.           po -0.00006,-0.00011,0.53638
  7723.           mat 0.87775,-0.4791,-0.00006,0.47899,0.87773,-0.00009,0.00005,0,0.99997
  7724.           Scal 1.03456
  7725.           hp -0.14545,-0.00023,0.53673
  7726.           }
  7727.          XYZs 1,1,1
  7728.          MPSt 0
  7729.          so {
  7730.           inpr {
  7731.            AnTr 1
  7732.            Cloa 1
  7733.            tran {
  7734.             po -4.04462,-1.40266,0.53658
  7735.             mat -0.31721,-0.94835,0.00009,0.94832,-0.31721,-0.00006,0.00002,0.00003,0.99998
  7736.             Scal 0.74773
  7737.             hp 0.01682,-0.41664,0.24332
  7738.             }
  7739.            XYZs 1,1,1
  7740.            MPSt 0
  7741.            sh {
  7742.             mapk 0
  7743.             elms {
  7744.              }
  7745.             }
  7746.            ob "swirl"
  7747.            }
  7748.           inpr {
  7749.            AnTr 1
  7750.            Cloa 1
  7751.            tran {
  7752.             po -4.22923,-0.70874,0.53679
  7753.             mat -0.15067,-0.98857,0.00009,0.98854,-0.15071,-0.00005,-0.00002,0.00003,0.99998
  7754.             Scal 0.74789
  7755.             hp 0.01682,-0.41664,0.24332
  7756.             }
  7757.            XYZs 1,1,1
  7758.            MPSt 0
  7759.            sh {
  7760.             mapk 0
  7761.             elms {
  7762.              }
  7763.             }
  7764.            ob "swirl"
  7765.            }
  7766.           inpr {
  7767.            AnTr 1
  7768.            Cloa 1
  7769.            tran {
  7770.             po -4.28822,-0.00012,0.53688
  7771.             mat 0.00012,-0.99995,0.00008,0.99998,0.00009,-0.00005,0,0.00002,0.99998
  7772.             Scal 0.74803
  7773.             hp 0.01682,-0.41664,0.24332
  7774.             }
  7775.            XYZs 1,1,1
  7776.            MPSt 0
  7777.            sh {
  7778.             mapk 0
  7779.             elms {
  7780.              }
  7781.             }
  7782.            ob "swirl"
  7783.            }
  7784.           }
  7785.          boxM -3.86295,0.36526,0.91092
  7786.          boxm -4.67801,-1.89079,0.16191
  7787.          open 0
  7788.          }
  7789.         gr {
  7790.          nm "Group 3"
  7791.          AnTr 1
  7792.          Cloa 1
  7793.          tran {
  7794.           po -0.00003,-0.00008,0.5367
  7795.           mat 0.99992,0.00768,-0.00011,-0.00774,0.99995,-0.00009,0.00002,0.00005,0.99997
  7796.           Scal 1.03459
  7797.           hp -0.14299,-0.02548,0.53673
  7798.           }
  7799.          XYZs 1,1,1
  7800.          MPSt 0
  7801.          so {
  7802.           inpr {
  7803.            AnTr 1
  7804.            Cloa 1
  7805.            tran {
  7806.             po -4.04457,-1.40266,0.53661
  7807.             mat -0.31712,-0.94838,0.00009,0.94835,-0.31714,-0.00005,-0.00002,0.00003,0.99998
  7808.             Scal 0.74771
  7809.             hp 0.01682,-0.41664,0.24332
  7810.             }
  7811.            XYZs 1,1,1
  7812.            MPSt 0
  7813.            sh {
  7814.             mapk 0
  7815.             elms {
  7816.              }
  7817.             }
  7818.            ob "swirl"
  7819.            }
  7820.           inpr {
  7821.            AnTr 1
  7822.            Cloa 1
  7823.            tran {
  7824.             po -4.22914,-0.70869,0.5368
  7825.             mat -0.15063,-0.9886,0.00008,0.98854,-0.15067,-0.00008,0.00002,0.00003,1
  7826.             Scal 0.74789
  7827.             hp 0.01682,-0.41664,0.24332
  7828.             }
  7829.            XYZs 1,1,1
  7830.            MPSt 0
  7831.            sh {
  7832.             mapk 0
  7833.             elms {
  7834.              }
  7835.             }
  7836.            ob "swirl"
  7837.            }
  7838.           inpr {
  7839.            AnTr 1
  7840.            Cloa 1
  7841.            tran {
  7842.             po -4.28804,0,0.53688
  7843.             mat 0.0002,-0.99995,0.00003,0.99998,0.00015,-0.00005,0,0.00002,0.99998
  7844.             Scal 0.74802
  7845.             hp 0.01682,-0.41664,0.24332
  7846.             }
  7847.            XYZs 1,1,1
  7848.            MPSt 0
  7849.            sh {
  7850.             mapk 0
  7851.             elms {
  7852.              }
  7853.             }
  7854.            ob "swirl"
  7855.            }
  7856.           }
  7857.          boxM -3.86301,0.36517,0.911
  7858.          boxm -4.67795,-1.89079,0.162
  7859.          open 0
  7860.          }
  7861.         }
  7862.        boxM 4.95642,4.94008,0.92393
  7863.        boxm -4.85712,-4.99467,0.14728
  7864.        open 0
  7865.        }
  7866.       gr {
  7867.        nm "swirl layer bottom"
  7868.        AnTr 1
  7869.        Cloa 1
  7870.        tran {
  7871.         po 0.05199,-0.03497,-4.40607
  7872.         mat 0.99998,-0.00005,-0.00009,0.00002,0.99998,-0.00006,0.00003,0.00002,0.99998
  7873.         Scal 0.85678
  7874.         hp 0.04932,-0.02742,0.53598
  7875.         }
  7876.        XYZs 1,1,1
  7877.        MPSt 0
  7878.        so {
  7879.         inpr {
  7880.          AnTr 1
  7881.          Cloa 1
  7882.          tran {
  7883.           po 0.00002,0.00005,0.53506
  7884.           mat 0.19012,-0.98175,-0.00002,0.98169,0.19008,-0.00008,0.00002,-0.00005,0.99998
  7885.           Scal 0.77342
  7886.           hp 0.06628,-5.9357,0.24332
  7887.           }
  7888.          XYZs 1,1,1
  7889.          MPSt 0
  7890.          sh {
  7891.           mapk 0
  7892.           elms {
  7893.            }
  7894.           }
  7895.          ob "swirl"
  7896.          }
  7897.         gr {
  7898.          nm "Group 3"
  7899.          AnTr 1
  7900.          Cloa 1
  7901.          tran {
  7902.           po 0.00002,0.00005,0.53537
  7903.           mat 0.7769,0.62947,-0.00014,-0.62956,0.77695,-0.00009,0,0.00006,0.99998
  7904.           Scal 1.03447
  7905.           hp -0.11864,-0.05898,0.53673
  7906.           }
  7907.          XYZs 1,1,1
  7908.          MPSt 0
  7909.          so {
  7910.           inpr {
  7911.            AnTr 1
  7912.            Cloa 1
  7913.            tran {
  7914.             po -4.04446,-1.40266,0.53658
  7915.             mat -0.31706,-0.94839,0.00003,0.94833,-0.31708,-0.00006,0.00002,0,1
  7916.             Scal 0.74774
  7917.             hp 0.01682,-0.41664,0.24332
  7918.             }
  7919.            XYZs 1,1,1
  7920.            MPSt 0
  7921.            sh {
  7922.             mapk 0
  7923.             elms {
  7924.              }
  7925.             }
  7926.            ob "swirl"
  7927.            }
  7928.           inpr {
  7929.            AnTr 1
  7930.            Cloa 1
  7931.            tran {
  7932.             po -4.22894,-0.70862,0.53674
  7933.             mat -0.1506,-0.98859,0,0.98853,-0.15062,-0.00005,0.00002,-0.00003,0.99998
  7934.             Scal 0.74789
  7935.             hp 0.01682,-0.41664,0.24332
  7936.             }
  7937.            XYZs 1,1,1
  7938.            MPSt 0
  7939.            sh {
  7940.             mapk 0
  7941.             elms {
  7942.              }
  7943.             }
  7944.            ob "swirl"
  7945.            }
  7946.           inpr {
  7947.            AnTr 1
  7948.            Cloa 1
  7949.            tran {
  7950.             po -4.28793,0.00008,0.53683
  7951.             mat 0.00017,-0.99998,0,0.99995,0.00015,-0.00006,0.00002,-0.00005,0.99998
  7952.             Scal 0.74803
  7953.             hp 0.01682,-0.41664,0.24332
  7954.             }
  7955.            XYZs 1,1,1
  7956.            MPSt 0
  7957.            sh {
  7958.             mapk 0
  7959.             elms {
  7960.              }
  7961.             }
  7962.            ob "swirl"
  7963.            }
  7964.           }
  7965.          boxM -3.86311,0.36522,0.9111
  7966.          boxm -4.67812,-1.89076,0.16211
  7967.          open 0
  7968.          }
  7969.         gr {
  7970.          nm "Group 3"
  7971.          AnTr 1
  7972.          Cloa 1
  7973.          tran {
  7974.           po 0,0.00008,0.53448
  7975.           mat 0.35315,0.93546,-0.00011,-0.93556,0.3532,-0.00003,-0.00005,0.00003,0.99998
  7976.           Scal 1.03441
  7977.           hp -0.11646,0.01599,0.53587
  7978.           }
  7979.          XYZs 1,1,1
  7980.          MPSt 0
  7981.          so {
  7982.           inpr {
  7983.            AnTr 1
  7984.            Cloa 1
  7985.            tran {
  7986.             po -4.04425,-1.40262,0.53651
  7987.             mat -0.31715,-0.94836,0.00003,0.94829,-0.3172,-0.00008,0.00002,0.00002,0.99998
  7988.             Scal 0.74774
  7989.             hp 0.01682,-0.41664,0.24332
  7990.             }
  7991.            XYZs 1,1,1
  7992.            MPSt 0
  7993.            sh {
  7994.             mapk 0
  7995.             elms {
  7996.              }
  7997.             }
  7998.            ob "swirl"
  7999.            }
  8000.           inpr {
  8001.            AnTr 1
  8002.            Cloa 1
  8003.            tran {
  8004.             po -4.22885,-0.70859,0.53665
  8005.             mat -0.15076,-0.98859,0.00005,0.98849,-0.15079,-0.00008,0.00003,0,0.99998
  8006.             Scal 0.74791
  8007.             hp 0.01682,-0.41664,0.24332
  8008.             }
  8009.            XYZs 1,1,1
  8010.            MPSt 0
  8011.            sh {
  8012.             mapk 0
  8013.             elms {
  8014.              }
  8015.             }
  8016.            ob "swirl"
  8017.            }
  8018.           inpr {
  8019.            AnTr 1
  8020.            Cloa 1
  8021.            tran {
  8022.             po -4.28787,0.00017,0.5368
  8023.             mat 0.00003,-1,0.00005,0.99995,0.00002,-0.00006,0.00002,0.00003,0.99998
  8024.             Scal 0.74803
  8025.             hp 0.01682,-0.41664,0.24332
  8026.             }
  8027.            XYZs 1,1,1
  8028.            MPSt 0
  8029.            sh {
  8030.             mapk 0
  8031.             elms {
  8032.              }
  8033.             }
  8034.            ob "swirl"
  8035.            }
  8036.           }
  8037.          boxM -3.86305,0.36522,0.91096
  8038.          boxm -4.67809,-1.8907,0.16197
  8039.          open 0
  8040.          }
  8041.         gr {
  8042.          nm "Group 3"
  8043.          AnTr 1
  8044.          Cloa 1
  8045.          tran {
  8046.           po 0,0.00008,0.53462
  8047.           mat -0.14172,0.98987,-0.00009,-0.98994,-0.14163,0.00002,-0.00003,0.00005,0.99998
  8048.           Scal 1.0345
  8049.           hp -0.12248,-0.01349,0.53587
  8050.           }
  8051.          XYZs 1,1,1
  8052.          MPSt 0
  8053.          so {
  8054.           inpr {
  8055.            AnTr 1
  8056.            Cloa 1
  8057.            tran {
  8058.             po -4.04408,-1.40276,0.53664
  8059.             mat -0.31734,-0.94832,0.00008,0.94826,-0.31737,-0.00005,-0.00002,0.00005,0.99997
  8060.             Scal 0.74774
  8061.             hp 0.01682,-0.41664,0.24332
  8062.             }
  8063.            XYZs 1,1,1
  8064.            MPSt 0
  8065.            sh {
  8066.             mapk 0
  8067.             elms {
  8068.              }
  8069.             }
  8070.            ob "swirl"
  8071.            }
  8072.           inpr {
  8073.            AnTr 1
  8074.            Cloa 1
  8075.            tran {
  8076.             po -4.22873,-0.70871,0.53676
  8077.             mat -0.15085,-0.98856,0.00008,0.98849,-0.15091,-0.00006,0,0.00003,0.99998
  8078.             Scal 0.74791
  8079.             hp 0.01682,-0.41664,0.24332
  8080.             }
  8081.            XYZs 1,1,1
  8082.            MPSt 0
  8083.            sh {
  8084.             mapk 0
  8085.             elms {
  8086.              }
  8087.             }
  8088.            ob "swirl"
  8089.            }
  8090.           inpr {
  8091.            AnTr 1
  8092.            Cloa 1
  8093.            tran {
  8094.             po -4.28781,-0.00005,0.53683
  8095.             mat -0.00008,-1.00002,0.00008,0.99995,-0.00011,-0.00006,0,0.00003,0.99998
  8096.             Scal 0.74803
  8097.             hp 0.01682,-0.41664,0.24332
  8098.             }
  8099.            XYZs 1,1,1
  8100.            MPSt 0
  8101.            sh {
  8102.             mapk 0
  8103.             elms {
  8104.              }
  8105.             }
  8106.            ob "swirl"
  8107.            }
  8108.           }
  8109.          boxM -3.86308,0.3652,0.9111
  8110.          boxm -4.67802,-1.89076,0.16219
  8111.          open 0
  8112.          }
  8113.         gr {
  8114.          nm "Group 3"
  8115.          AnTr 1
  8116.          Cloa 1
  8117.          tran {
  8118.           po 0.00002,0.00008,0.53462
  8119.           mat -0.59668,0.80247,-0.00008,-0.80252,-0.59663,0.00003,-0.00005,0.00002,0.99998
  8120.           Scal 1.03447
  8121.           hp -0.11508,-0.07338,0.53587
  8122.           }
  8123.          XYZs 1,1,1
  8124.          MPSt 0
  8125.          so {
  8126.           inpr {
  8127.            AnTr 1
  8128.            Cloa 1
  8129.            tran {
  8130.             po -4.0443,-1.40266,0.53661
  8131.             mat -0.31732,-0.94829,0.00008,0.94824,-0.31744,-0.00006,-0.00002,0.00005,0.99998
  8132.             Scal 0.74774
  8133.             hp 0.01682,-0.41664,0.24332
  8134.             }
  8135.            XYZs 1,1,1
  8136.            MPSt 0
  8137.            sh {
  8138.             mapk 0
  8139.             elms {
  8140.              }
  8141.             }
  8142.            ob "swirl"
  8143.            }
  8144.           inpr {
  8145.            AnTr 1
  8146.            Cloa 1
  8147.            tran {
  8148.             po -4.22893,-0.70872,0.53674
  8149.             mat -0.15085,-0.98856,0.00008,0.98853,-0.15096,-0.00006,0,0.00006,0.99998
  8150.             Scal 0.74789
  8151.             hp 0.01682,-0.41664,0.24332
  8152.             }
  8153.            XYZs 1,1,1
  8154.            MPSt 0
  8155.            sh {
  8156.             mapk 0
  8157.             elms {
  8158.              }
  8159.             }
  8160.            ob "swirl"
  8161.            }
  8162.           inpr {
  8163.            AnTr 1
  8164.            Cloa 1
  8165.            tran {
  8166.             po -4.28806,-0.00003,0.5368
  8167.             mat -0.00009,-1.00002,0.00006,0.99997,-0.00017,-0.00006,0,0.00002,0.99997
  8168.             Scal 0.74803
  8169.             hp 0.01682,-0.41664,0.24332
  8170.             }
  8171.            XYZs 1,1,1
  8172.            MPSt 0
  8173.            sh {
  8174.             mapk 0
  8175.             elms {
  8176.              }
  8177.             }
  8178.            ob "swirl"
  8179.            }
  8180.           }
  8181.          boxM -3.86334,0.36543,0.91098
  8182.          boxm -4.67821,-1.89063,0.16202
  8183.          open 0
  8184.          }
  8185.         gr {
  8186.          nm "Group 3"
  8187.          AnTr 1
  8188.          Cloa 1
  8189.          tran {
  8190.           po 0.00003,0.00008,0.53462
  8191.           mat -0.91571,0.40184,-0.00005,-0.40186,-0.91571,0.00002,-0.00005,0,0.99997
  8192.           Scal 1.03441
  8193.           hp -0.13615,-0.02934,0.53587
  8194.           }
  8195.          XYZs 1,1,1
  8196.          MPSt 0
  8197.          so {
  8198.           inpr {
  8199.            AnTr 1
  8200.            Cloa 1
  8201.            tran {
  8202.             po -4.04459,-1.4026,0.53647
  8203.             mat -0.31729,-0.94829,0.00005,0.9483,-0.31738,-0.00002,-0.00005,0.00002,0.99998
  8204.             Scal 0.74774
  8205.             hp 0.01682,-0.41664,0.24332
  8206.             }
  8207.            XYZs 1,1,1
  8208.            MPSt 0
  8209.            sh {
  8210.             mapk 0
  8211.             elms {
  8212.              }
  8213.             }
  8214.            ob "swirl"
  8215.            }
  8216.           inpr {
  8217.            AnTr 1
  8218.            Cloa 1
  8219.            tran {
  8220.             po -4.22919,-0.70863,0.53659
  8221.             mat -0.15079,-0.98856,0.00006,0.98856,-0.15085,-0.00003,-0.00005,0.00002,0.99998
  8222.             Scal 0.74791
  8223.             hp 0.01682,-0.41664,0.24332
  8224.             }
  8225.            XYZs 1,1,1
  8226.            MPSt 0
  8227.            sh {
  8228.             mapk 0
  8229.             elms {
  8230.              }
  8231.             }
  8232.            ob "swirl"
  8233.            }
  8234.           inpr {
  8235.            AnTr 1
  8236.            Cloa 1
  8237.            tran {
  8238.             po -4.28825,0.00002,0.53673
  8239.             mat 0.00002,-1,0.00005,0.99998,-0.00006,-0.00003,-0.00003,0.00002,0.99997
  8240.             Scal 0.74803
  8241.             hp 0.01682,-0.41664,0.24332
  8242.             }
  8243.            XYZs 1,1,1
  8244.            MPSt 0
  8245.            sh {
  8246.             mapk 0
  8247.             elms {
  8248.              }
  8249.             }
  8250.            ob "swirl"
  8251.            }
  8252.           }
  8253.          boxM -3.86331,0.36548,0.91083
  8254.          boxm -4.67813,-1.89055,0.16188
  8255.          open 0
  8256.          }
  8257.         gr {
  8258.          nm "Group 3"
  8259.          AnTr 1
  8260.          Cloa 1
  8261.          tran {
  8262.           po 0.00005,0.00008,0.53476
  8263.           mat -0.99284,-0.11964,0.00002,0.11963,-0.99286,0.00002,-0.00002,-0.00002,0.99998
  8264.           Scal 1.03452
  8265.           hp -0.11751,0.08102,0.53587
  8266.           }
  8267.          XYZs 1,1,1
  8268.          MPSt 0
  8269.          so {
  8270.           inpr {
  8271.            AnTr 1
  8272.            Cloa 1
  8273.            tran {
  8274.             po -4.04446,-1.40276,0.53653
  8275.             mat -0.31729,-0.94832,0.00006,0.94835,-0.31735,-0.00002,-0.00005,0,0.99997
  8276.             Scal 0.74774
  8277.             hp 0.01682,-0.41664,0.24332
  8278.             }
  8279.            XYZs 1,1,1
  8280.            MPSt 0
  8281.            sh {
  8282.             mapk 0
  8283.             elms {
  8284.              }
  8285.             }
  8286.            ob "swirl"
  8287.            }
  8288.           inpr {
  8289.            AnTr 1
  8290.            Cloa 1
  8291.            tran {
  8292.             po -4.22902,-0.70877,0.53668
  8293.             mat -0.1508,-0.98857,0.00006,0.98859,-0.15082,-0.00003,-0.00003,0.00002,0.99998
  8294.             Scal 0.74794
  8295.             hp 0.01682,-0.41664,0.24332
  8296.             }
  8297.            XYZs 1,1,1
  8298.            MPSt 0
  8299.            sh {
  8300.             mapk 0
  8301.             elms {
  8302.              }
  8303.             }
  8304.            ob "swirl"
  8305.            }
  8306.           inpr {
  8307.            AnTr 1
  8308.            Cloa 1
  8309.            tran {
  8310.             po -4.28804,-0.00014,0.53677
  8311.             mat 0.00005,-1,0.00009,1.00003,-0.00005,-0.00005,-0.00002,0.00005,0.99998
  8312.             Scal 0.74803
  8313.             hp 0.01682,-0.41664,0.24332
  8314.             }
  8315.            XYZs 1,1,1
  8316.            MPSt 0
  8317.            sh {
  8318.             mapk 0
  8319.             elms {
  8320.              }
  8321.             }
  8322.            ob "swirl"
  8323.            }
  8324.           }
  8325.          boxM -3.86337,0.36546,0.91103
  8326.          boxm -4.67812,-1.89056,0.16205
  8327.          open 0
  8328.          }
  8329.         gr {
  8330.          nm "Group 3"
  8331.          AnTr 1
  8332.          Cloa 1
  8333.          tran {
  8334.           po 0.00006,0.00008,0.53476
  8335.           mat -0.82417,-0.56635,0.00005,0.56636,-0.8242,0,-0.00003,-0.00002,0.99997
  8336.           Scal 1.03447
  8337.           hp -0.15094,-0.01912,0.53587
  8338.           }
  8339.          XYZs 1,1,1
  8340.          MPSt 0
  8341.          so {
  8342.           inpr {
  8343.            AnTr 1
  8344.            Cloa 1
  8345.            tran {
  8346.             po -4.04428,-1.40288,0.53648
  8347.             mat -0.31723,-0.94833,0.00008,0.94838,-0.31728,-0.00002,-0.00006,0.00008,0.99998
  8348.             Scal 0.74774
  8349.             hp 0.01682,-0.41664,0.24332
  8350.             }
  8351.            XYZs 1,1,1
  8352.            MPSt 0
  8353.            sh {
  8354.             mapk 0
  8355.             elms {
  8356.              }
  8357.             }
  8358.            ob "swirl"
  8359.            }
  8360.           inpr {
  8361.            AnTr 1
  8362.            Cloa 1
  8363.            tran {
  8364.             po -4.22885,-0.70894,0.53659
  8365.             mat -0.15076,-0.98859,0.00005,0.9886,-0.15077,-0.00002,-0.00008,0.00003,0.99997
  8366.             Scal 0.74789
  8367.             hp 0.01682,-0.41664,0.24332
  8368.             }
  8369.            XYZs 1,1,1
  8370.            MPSt 0
  8371.            sh {
  8372.             mapk 0
  8373.             elms {
  8374.              }
  8375.             }
  8376.            ob "swirl"
  8377.            }
  8378.           inpr {
  8379.            AnTr 1
  8380.            Cloa 1
  8381.            tran {
  8382.             po -4.2879,-0.00023,0.5367
  8383.             mat 0.00008,-0.99998,0.00011,1.00002,0.00002,-0.00003,-0.00002,0.00006,0.99998
  8384.             Scal 0.74803
  8385.             hp 0.01682,-0.41664,0.24332
  8386.             }
  8387.            XYZs 1,1,1
  8388.            MPSt 0
  8389.            sh {
  8390.             mapk 0
  8391.             elms {
  8392.              }
  8393.             }
  8394.            ob "swirl"
  8395.            }
  8396.           }
  8397.          boxM -3.86333,0.36549,0.9109
  8398.          boxm -4.67818,-1.89055,0.16196
  8399.          open 0
  8400.          }
  8401.         gr {
  8402.          nm "Group 3"
  8403.          AnTr 1
  8404.          Cloa 1
  8405.          tran {
  8406.           po 0.00009,0.00006,0.53484
  8407.           mat -0.43848,-0.89874,0.00003,0.89871,-0.43851,-0.00006,-0.00002,-0.00003,0.99998
  8408.           Scal 1.03452
  8409.           hp -0.13,-0.00742,0.53587
  8410.           }
  8411.          XYZs 1,1,1
  8412.          MPSt 0
  8413.          so {
  8414.           inpr {
  8415.            AnTr 1
  8416.            Cloa 1
  8417.            tran {
  8418.             po -4.04416,-1.4028,0.53644
  8419.             mat -0.31728,-0.94832,0.00005,0.94835,-0.31729,-0.00003,0,0.00003,0.99998
  8420.             Scal 0.74774
  8421.             hp 0.01682,-0.41664,0.24332
  8422.             }
  8423.            XYZs 1,1,1
  8424.            MPSt 0
  8425.            sh {
  8426.             mapk 0
  8427.             elms {
  8428.              }
  8429.             }
  8430.            ob "swirl"
  8431.            }
  8432.           inpr {
  8433.            AnTr 1
  8434.            Cloa 1
  8435.            tran {
  8436.             po -4.22887,-0.70876,0.53659
  8437.             mat -0.15077,-0.98857,0.00003,0.98859,-0.1508,-0.00006,-0.00002,0.00002,0.99998
  8438.             Scal 0.74794
  8439.             hp 0.01682,-0.41664,0.24332
  8440.             }
  8441.            XYZs 1,1,1
  8442.            MPSt 0
  8443.            sh {
  8444.             mapk 0
  8445.             elms {
  8446.              }
  8447.             }
  8448.            ob "swirl"
  8449.            }
  8450.           inpr {
  8451.            AnTr 1
  8452.            Cloa 1
  8453.            tran {
  8454.             po -4.28792,-0.00009,0.53671
  8455.             mat 0,-0.99998,0.00005,1,-0.00003,-0.00006,0,0.00003,0.99998
  8456.             Scal 0.74803
  8457.             hp 0.01682,-0.41664,0.24332
  8458.             }
  8459.            XYZs 1,1,1
  8460.            MPSt 0
  8461.            sh {
  8462.             mapk 0
  8463.             elms {
  8464.              }
  8465.             }
  8466.            ob "swirl"
  8467.            }
  8468.           }
  8469.          boxM -3.86317,0.3656,0.91092
  8470.          boxm -4.67807,-1.89043,0.16202
  8471.          open 0
  8472.          }
  8473.         gr {
  8474.          nm "Group 3"
  8475.          AnTr 1
  8476.          Cloa 1
  8477.          tran {
  8478.           po 0.00006,0.00003,0.53484
  8479.           mat 0.04869,-0.99879,-0.00002,0.99875,0.04865,-0.00006,0.00002,-0.00003,1
  8480.           Scal 1.0345
  8481.           hp -0.14763,-0.02734,0.53587
  8482.           }
  8483.          XYZs 1,1,1
  8484.          MPSt 0
  8485.          so {
  8486.           inpr {
  8487.            AnTr 1
  8488.            Cloa 1
  8489.            tran {
  8490.             po -4.04422,-1.40283,0.53648
  8491.             mat -0.31731,-0.9483,0.00009,0.9483,-0.31735,-0.00005,0,0.00003,0.99998
  8492.             Scal 0.74774
  8493.             hp 0.01682,-0.41664,0.24332
  8494.             }
  8495.            XYZs 1,1,1
  8496.            MPSt 0
  8497.            sh {
  8498.             mapk 0
  8499.             elms {
  8500.              }
  8501.             }
  8502.            ob "swirl"
  8503.            }
  8504.           inpr {
  8505.            AnTr 1
  8506.            Cloa 1
  8507.            tran {
  8508.             po -4.22891,-0.7088,0.53668
  8509.             mat -0.1508,-0.98857,0.00003,0.98854,-0.15082,-0.00006,0,0,0.99998
  8510.             Scal 0.74791
  8511.             hp 0.01682,-0.41664,0.24332
  8512.             }
  8513.            XYZs 1,1,1
  8514.            MPSt 0
  8515.            sh {
  8516.             mapk 0
  8517.             elms {
  8518.              }
  8519.             }
  8520.            ob "swirl"
  8521.            }
  8522.           inpr {
  8523.            AnTr 1
  8524.            Cloa 1
  8525.            tran {
  8526.             po -4.28799,-0.00018,0.53682
  8527.             mat 0,-0.99995,0.00006,0.99997,-0.00005,-0.00003,-0.00002,0.00003,0.99998
  8528.             Scal 0.74803
  8529.             hp 0.01682,-0.41664,0.24332
  8530.             }
  8531.            XYZs 1,1,1
  8532.            MPSt 0
  8533.            sh {
  8534.             mapk 0
  8535.             elms {
  8536.              }
  8537.             }
  8538.            ob "swirl"
  8539.            }
  8540.           }
  8541.          boxM -3.86308,0.36548,0.91093
  8542.          boxm -4.67786,-1.89044,0.162
  8543.          open 0
  8544.          }
  8545.         gr {
  8546.          nm "Group 3"
  8547.          AnTr 1
  8548.          Cloa 1
  8549.          tran {
  8550.           po 0.00003,0.00003,0.53482
  8551.           mat 0.52371,-0.85191,-0.00005,0.85184,0.52367,-0.00009,0.00003,-0.00002,1
  8552.           Scal 1.03441
  8553.           hp -0.13228,-0.06494,0.53587
  8554.           }
  8555.          XYZs 1,1,1
  8556.          MPSt 0
  8557.          so {
  8558.           inpr {
  8559.            AnTr 1
  8560.            Cloa 1
  8561.            tran {
  8562.             po -4.04443,-1.40285,0.53642
  8563.             mat -0.31729,-0.94833,0.00009,0.94833,-0.31728,-0.00005,-0.00002,0.00003,0.99997
  8564.             Scal 0.74774
  8565.             hp 0.01682,-0.41664,0.24332
  8566.             }
  8567.            XYZs 1,1,1
  8568.            MPSt 0
  8569.            sh {
  8570.             mapk 0
  8571.             elms {
  8572.              }
  8573.             }
  8574.            ob "swirl"
  8575.            }
  8576.           inpr {
  8577.            AnTr 1
  8578.            Cloa 1
  8579.            tran {
  8580.             po -4.2291,-0.70888,0.53659
  8581.             mat -0.15079,-0.98859,0.00008,0.98857,-0.15079,-0.00006,-0.00002,0.00003,0.99998
  8582.             Scal 0.74791
  8583.             hp 0.01682,-0.41664,0.24332
  8584.             }
  8585.            XYZs 1,1,1
  8586.            MPSt 0
  8587.            sh {
  8588.             mapk 0
  8589.             elms {
  8590.              }
  8591.             }
  8592.            ob "swirl"
  8593.            }
  8594.           inpr {
  8595.            AnTr 1
  8596.            Cloa 1
  8597.            tran {
  8598.             po -4.28822,-0.00021,0.53676
  8599.             mat 0.00005,-0.99998,0.00009,0.99998,0.00002,-0.00005,0.00002,0.00003,1
  8600.             Scal 0.74803
  8601.             hp 0.01682,-0.41664,0.24332
  8602.             }
  8603.            XYZs 1,1,1
  8604.            MPSt 0
  8605.            sh {
  8606.             mapk 0
  8607.             elms {
  8608.              }
  8609.             }
  8610.            ob "swirl"
  8611.            }
  8612.           }
  8613.          boxM -3.8631,0.36537,0.91086
  8614.          boxm -4.67804,-1.89072,0.16185
  8615.          open 0
  8616.          }
  8617.         gr {
  8618.          nm "Group 3"
  8619.          AnTr 1
  8620.          Cloa 1
  8621.          tran {
  8622.           po 0.00003,0.00002,0.53645
  8623.           mat 0.87775,-0.4791,-0.00006,0.47899,0.87773,-0.00009,0.00005,0,0.99997
  8624.           Scal 1.03458
  8625.           hp -0.14545,-0.00023,0.53673
  8626.           }
  8627.          XYZs 1,1,1
  8628.          MPSt 0
  8629.          so {
  8630.           inpr {
  8631.            AnTr 1
  8632.            Cloa 1
  8633.            tran {
  8634.             po -4.04463,-1.40271,0.53656
  8635.             mat -0.31721,-0.94835,0.00009,0.94832,-0.31721,-0.00006,0.00002,0.00003,0.99998
  8636.             Scal 0.74774
  8637.             hp 0.01682,-0.41664,0.24332
  8638.             }
  8639.            XYZs 1,1,1
  8640.            MPSt 0
  8641.            sh {
  8642.             mapk 0
  8643.             elms {
  8644.              }
  8645.             }
  8646.            ob "swirl"
  8647.            }
  8648.           inpr {
  8649.            AnTr 1
  8650.            Cloa 1
  8651.            tran {
  8652.             po -4.22922,-0.70876,0.53676
  8653.             mat -0.15067,-0.98857,0.00009,0.98854,-0.15071,-0.00005,-0.00002,0.00003,0.99998
  8654.             Scal 0.74791
  8655.             hp 0.01682,-0.41664,0.24332
  8656.             }
  8657.            XYZs 1,1,1
  8658.            MPSt 0
  8659.            sh {
  8660.             mapk 0
  8661.             elms {
  8662.              }
  8663.             }
  8664.            ob "swirl"
  8665.            }
  8666.           inpr {
  8667.            AnTr 1
  8668.            Cloa 1
  8669.            tran {
  8670.             po -4.28819,-0.00015,0.53688
  8671.             mat 0.00012,-0.99995,0.00008,0.99998,0.00009,-0.00005,0,0.00002,0.99998
  8672.             Scal 0.74803
  8673.             hp 0.01682,-0.41664,0.24332
  8674.             }
  8675.            XYZs 1,1,1
  8676.            MPSt 0
  8677.            sh {
  8678.             mapk 0
  8679.             elms {
  8680.              }
  8681.             }
  8682.            ob "swirl"
  8683.            }
  8684.           }
  8685.          boxM -3.86285,0.36523,0.9109
  8686.          boxm -4.67787,-1.89079,0.16193
  8687.          open 0
  8688.          }
  8689.         gr {
  8690.          nm "Group 3"
  8691.          AnTr 1
  8692.          Cloa 1
  8693.          tran {
  8694.           po 0.00003,0.00002,0.53677
  8695.           mat 0.99992,0.00768,-0.00011,-0.00774,0.99995,-0.00009,0.00002,0.00005,0.99997
  8696.           Scal 1.03459
  8697.           hp -0.14299,-0.02548,0.53673
  8698.           }
  8699.          XYZs 1,1,1
  8700.          MPSt 0
  8701.          so {
  8702.           inpr {
  8703.            AnTr 1
  8704.            Cloa 1
  8705.            tran {
  8706.             po -4.04469,-1.40268,0.53659
  8707.             mat -0.31712,-0.94838,0.00009,0.94835,-0.31714,-0.00005,-0.00002,0.00003,0.99998
  8708.             Scal 0.74776
  8709.             hp 0.01682,-0.41664,0.24332
  8710.             }
  8711.            XYZs 1,1,1
  8712.            MPSt 0
  8713.            sh {
  8714.             mapk 0
  8715.             elms {
  8716.              }
  8717.             }
  8718.            ob "swirl"
  8719.            }
  8720.           inpr {
  8721.            AnTr 1
  8722.            Cloa 1
  8723.            tran {
  8724.             po -4.22922,-0.70871,0.53676
  8725.             mat -0.15063,-0.9886,0.00008,0.98854,-0.15067,-0.00008,0.00002,0.00003,1
  8726.             Scal 0.74791
  8727.             hp 0.01682,-0.41664,0.24332
  8728.             }
  8729.            XYZs 1,1,1
  8730.            MPSt 0
  8731.            sh {
  8732.             mapk 0
  8733.             elms {
  8734.              }
  8735.             }
  8736.            ob "swirl"
  8737.            }
  8738.           inpr {
  8739.            AnTr 1
  8740.            Cloa 1
  8741.            tran {
  8742.             po -4.28818,0,0.53683
  8743.             mat 0.0002,-0.99995,0.00003,0.99998,0.00015,-0.00005,0,0.00002,0.99998
  8744.             Scal 0.74803
  8745.             hp 0.01682,-0.41664,0.24332
  8746.             }
  8747.            XYZs 1,1,1
  8748.            MPSt 0
  8749.            sh {
  8750.             mapk 0
  8751.             elms {
  8752.              }
  8753.             }
  8754.            ob "swirl"
  8755.            }
  8756.           }
  8757.          boxM -3.86304,0.36528,0.91098
  8758.          boxm -4.67798,-1.89075,0.162
  8759.          open 0
  8760.          }
  8761.         }
  8762.        boxM 4.95634,4.94023,0.92407
  8763.        boxm -4.85733,-4.99472,0.14743
  8764.        open 0
  8765.        }
  8766.       gr {
  8767.        nm "swirl layer top"
  8768.        AnTr 1
  8769.        Cloa 1
  8770.        tran {
  8771.         po 0.00012,0.00023,5.70723
  8772.         mat 0.99998,-0.00005,-0.00009,0.00002,0.99998,-0.00006,0.00003,0.00002,0.99998
  8773.         Scal 0.34569
  8774.         hp 0.04932,-0.02748,0.53598
  8775.         }
  8776.        XYZs 1,1,1
  8777.        MPSt 0
  8778.        so {
  8779.         inpr {
  8780.          AnTr 1
  8781.          Cloa 1
  8782.          tran {
  8783.           po 0.00026,0.00014,0.53506
  8784.           mat 0.19012,-0.98175,-0.00002,0.98169,0.19008,-0.00008,0.00002,-0.00005,0.99998
  8785.           Scal 0.77345
  8786.           hp 0.06628,-5.9357,0.24332
  8787.           }
  8788.          XYZs 1,1,1
  8789.          MPSt 0
  8790.          sh {
  8791.           mapk 0
  8792.           elms {
  8793.            }
  8794.           }
  8795.          ob "swirl"
  8796.          }
  8797.         gr {
  8798.          nm "Group 3"
  8799.          AnTr 1
  8800.          Cloa 1
  8801.          tran {
  8802.           po 0.00015,0.00017,0.53532
  8803.           mat 0.7769,0.62947,-0.00014,-0.62956,0.77695,-0.00009,0,0.00006,0.99998
  8804.           Scal 1.03448
  8805.           hp -0.11864,-0.05898,0.53673
  8806.           }
  8807.          XYZs 1,1,1
  8808.          MPSt 0
  8809.          so {
  8810.           inpr {
  8811.            AnTr 1
  8812.            Cloa 1
  8813.            tran {
  8814.             po -4.04439,-1.4026,0.53661
  8815.             mat -0.31706,-0.94839,0.00003,0.94833,-0.31708,-0.00006,0.00002,0,1
  8816.             Scal 0.74777
  8817.             hp 0.01682,-0.41664,0.24332
  8818.             }
  8819.            XYZs 1,1,1
  8820.            MPSt 0
  8821.            sh {
  8822.             mapk 0
  8823.             elms {
  8824.              }
  8825.             }
  8826.            ob "swirl"
  8827.            }
  8828.           inpr {
  8829.            AnTr 1
  8830.            Cloa 1
  8831.            tran {
  8832.             po -4.2289,-0.70859,0.53674
  8833.             mat -0.1506,-0.98859,0,0.98853,-0.15062,-0.00005,0.00002,-0.00003,0.99998
  8834.             Scal 0.74789
  8835.             hp 0.01682,-0.41664,0.24332
  8836.             }
  8837.            XYZs 1,1,1
  8838.            MPSt 0
  8839.            sh {
  8840.             mapk 0
  8841.             elms {
  8842.              }
  8843.             }
  8844.            ob "swirl"
  8845.            }
  8846.           inpr {
  8847.            AnTr 1
  8848.            Cloa 1
  8849.            tran {
  8850.             po -4.28786,0.00014,0.53693
  8851.             mat 0.00017,-0.99998,0,0.99995,0.00015,-0.00006,0.00002,-0.00005,0.99998
  8852.             Scal 0.74803
  8853.             hp 0.01682,-0.41664,0.24332
  8854.             }
  8855.            XYZs 1,1,1
  8856.            MPSt 0
  8857.            sh {
  8858.             mapk 0
  8859.             elms {
  8860.              }
  8861.             }
  8862.            ob "swirl"
  8863.            }
  8864.           }
  8865.          boxM -3.86302,0.36528,0.91116
  8866.          boxm -4.67801,-1.89073,0.16208
  8867.          open 0
  8868.          }
  8869.         gr {
  8870.          nm "Group 3"
  8871.          AnTr 1
  8872.          Cloa 1
  8873.          tran {
  8874.           po 0.00014,0.0002,0.53442
  8875.           mat 0.35315,0.93546,-0.00011,-0.93556,0.3532,-0.00003,-0.00005,0.00003,0.99998
  8876.           Scal 1.03444
  8877.           hp -0.11646,0.01599,0.53587
  8878.           }
  8879.          XYZs 1,1,1
  8880.          MPSt 0
  8881.          so {
  8882.           inpr {
  8883.            AnTr 1
  8884.            Cloa 1
  8885.            tran {
  8886.             po -4.04425,-1.40262,0.53653
  8887.             mat -0.31715,-0.94836,0.00003,0.94829,-0.3172,-0.00008,0.00002,0.00002,0.99998
  8888.             Scal 0.74776
  8889.             hp 0.01682,-0.41664,0.24332
  8890.             }
  8891.            XYZs 1,1,1
  8892.            MPSt 0
  8893.            sh {
  8894.             mapk 0
  8895.             elms {
  8896.              }
  8897.             }
  8898.            ob "swirl"
  8899.            }
  8900.           inpr {
  8901.            AnTr 1
  8902.            Cloa 1
  8903.            tran {
  8904.             po -4.22884,-0.70859,0.53664
  8905.             mat -0.15076,-0.98859,0.00005,0.98849,-0.15079,-0.00008,0.00003,0,0.99998
  8906.             Scal 0.74789
  8907.             hp 0.01682,-0.41664,0.24332
  8908.             }
  8909.            XYZs 1,1,1
  8910.            MPSt 0
  8911.            sh {
  8912.             mapk 0
  8913.             elms {
  8914.              }
  8915.             }
  8916.            ob "swirl"
  8917.            }
  8918.           inpr {
  8919.            AnTr 1
  8920.            Cloa 1
  8921.            tran {
  8922.             po -4.28786,0.00012,0.53687
  8923.             mat 0.00003,-1,0.00005,0.99995,0.00002,-0.00006,0.00002,0.00003,0.99998
  8924.             Scal 0.74802
  8925.             hp 0.01682,-0.41664,0.24332
  8926.             }
  8927.            XYZs 1,1,1
  8928.            MPSt 0
  8929.            sh {
  8930.             mapk 0
  8931.             elms {
  8932.              }
  8933.             }
  8934.            ob "swirl"
  8935.            }
  8936.           }
  8937.          boxM -3.86308,0.36519,0.91096
  8938.          boxm -4.67807,-1.89067,0.16194
  8939.          open 0
  8940.          }
  8941.         gr {
  8942.          nm "Group 3"
  8943.          AnTr 1
  8944.          Cloa 1
  8945.          tran {
  8946.           po 0.00015,0.00024,0.53461
  8947.           mat -0.14172,0.98987,-0.00009,-0.98994,-0.14163,0.00002,-0.00003,0.00005,0.99998
  8948.           Scal 1.03453
  8949.           hp -0.12248,-0.01349,0.53587
  8950.           }
  8951.          XYZs 1,1,1
  8952.          MPSt 0
  8953.          so {
  8954.           inpr {
  8955.            AnTr 1
  8956.            Cloa 1
  8957.            tran {
  8958.             po -4.04385,-1.40271,0.53661
  8959.             mat -0.31734,-0.94832,0.00008,0.94826,-0.31737,-0.00005,-0.00002,0.00005,0.99997
  8960.             Scal 0.74776
  8961.             hp 0.01682,-0.41664,0.24332
  8962.             }
  8963.            XYZs 1,1,1
  8964.            MPSt 0
  8965.            sh {
  8966.             mapk 0
  8967.             elms {
  8968.              }
  8969.             }
  8970.            ob "swirl"
  8971.            }
  8972.           inpr {
  8973.            AnTr 1
  8974.            Cloa 1
  8975.            tran {
  8976.             po -4.22852,-0.70866,0.53671
  8977.             mat -0.15085,-0.98856,0.00008,0.98849,-0.15091,-0.00006,0,0.00003,0.99998
  8978.             Scal 0.74789
  8979.             hp 0.01682,-0.41664,0.24332
  8980.             }
  8981.            XYZs 1,1,1
  8982.            MPSt 0
  8983.            sh {
  8984.             mapk 0
  8985.             elms {
  8986.              }
  8987.             }
  8988.            ob "swirl"
  8989.            }
  8990.           inpr {
  8991.            AnTr 1
  8992.            Cloa 1
  8993.            tran {
  8994.             po -4.28754,-0.00014,0.53687
  8995.             mat -0.00008,-1.00002,0.00008,0.99995,-0.00011,-0.00006,0,0.00003,0.99998
  8996.             Scal 0.74802
  8997.             hp 0.01682,-0.41664,0.24332
  8998.             }
  8999.            XYZs 1,1,1
  9000.            MPSt 0
  9001.            sh {
  9002.             mapk 0
  9003.             elms {
  9004.              }
  9005.             }
  9006.            ob "swirl"
  9007.            }
  9008.           }
  9009.          boxM -3.86304,0.3652,0.91112
  9010.          boxm -4.6779,-1.89076,0.16212
  9011.          open 0
  9012.          }
  9013.         gr {
  9014.          nm "Group 3"
  9015.          AnTr 1
  9016.          Cloa 1
  9017.          tran {
  9018.           po 0.00021,0.00027,0.53461
  9019.           mat -0.59668,0.80247,-0.00008,-0.80252,-0.59663,0.00003,-0.00005,0.00002,0.99998
  9020.           Scal 1.03448
  9021.           hp -0.11508,-0.07338,0.53587
  9022.           }
  9023.          XYZs 1,1,1
  9024.          MPSt 0
  9025.          so {
  9026.           inpr {
  9027.            AnTr 1
  9028.            Cloa 1
  9029.            tran {
  9030.             po -4.04414,-1.40262,0.53656
  9031.             mat -0.31732,-0.94829,0.00008,0.94824,-0.31744,-0.00006,-0.00002,0.00005,0.99998
  9032.             Scal 0.74777
  9033.             hp 0.01682,-0.41664,0.24332
  9034.             }
  9035.            XYZs 1,1,1
  9036.            MPSt 0
  9037.            sh {
  9038.             mapk 0
  9039.             elms {
  9040.              }
  9041.             }
  9042.            ob "swirl"
  9043.            }
  9044.           inpr {
  9045.            AnTr 1
  9046.            Cloa 1
  9047.            tran {
  9048.             po -4.22879,-0.70871,0.53674
  9049.             mat -0.15085,-0.98856,0.00008,0.98853,-0.15096,-0.00006,0,0.00006,0.99998
  9050.             Scal 0.74789
  9051.             hp 0.01682,-0.41664,0.24332
  9052.             }
  9053.            XYZs 1,1,1
  9054.            MPSt 0
  9055.            sh {
  9056.             mapk 0
  9057.             elms {
  9058.              }
  9059.             }
  9060.            ob "swirl"
  9061.            }
  9062.           inpr {
  9063.            AnTr 1
  9064.            Cloa 1
  9065.            tran {
  9066.             po -4.2879,-0.00009,0.53683
  9067.             mat -0.00009,-1.00002,0.00006,0.99997,-0.00017,-0.00006,0,0.00002,0.99997
  9068.             Scal 0.74803
  9069.             hp 0.01682,-0.41664,0.24332
  9070.             }
  9071.            XYZs 1,1,1
  9072.            MPSt 0
  9073.            sh {
  9074.             mapk 0
  9075.             elms {
  9076.              }
  9077.             }
  9078.            ob "swirl"
  9079.            }
  9080.           }
  9081.          boxM -3.86319,0.36533,0.91096
  9082.          boxm -4.67804,-1.89055,0.162
  9083.          open 0
  9084.          }
  9085.         gr {
  9086.          nm "Group 3"
  9087.          AnTr 1
  9088.          Cloa 1
  9089.          tran {
  9090.           po 0.00024,0.00027,0.53461
  9091.           mat -0.91571,0.40184,-0.00005,-0.40186,-0.91571,0.00002,-0.00005,0,0.99997
  9092.           Scal 1.03444
  9093.           hp -0.13615,-0.02934,0.53587
  9094.           }
  9095.          XYZs 1,1,1
  9096.          MPSt 0
  9097.          so {
  9098.           inpr {
  9099.            AnTr 1
  9100.            Cloa 1
  9101.            tran {
  9102.             po -4.04439,-1.4026,0.53653
  9103.             mat -0.31729,-0.94829,0.00005,0.9483,-0.31738,-0.00002,-0.00005,0.00002,0.99998
  9104.             Scal 0.74776
  9105.             hp 0.01682,-0.41664,0.24332
  9106.             }
  9107.            XYZs 1,1,1
  9108.            MPSt 0
  9109.            sh {
  9110.             mapk 0
  9111.             elms {
  9112.              }
  9113.             }
  9114.            ob "swirl"
  9115.            }
  9116.           inpr {
  9117.            AnTr 1
  9118.            Cloa 1
  9119.            tran {
  9120.             po -4.22905,-0.70866,0.5367
  9121.             mat -0.15079,-0.98856,0.00006,0.98856,-0.15085,-0.00003,-0.00005,0.00002,0.99998
  9122.             Scal 0.74789
  9123.             hp 0.01682,-0.41664,0.24332
  9124.             }
  9125.            XYZs 1,1,1
  9126.            MPSt 0
  9127.            sh {
  9128.             mapk 0
  9129.             elms {
  9130.              }
  9131.             }
  9132.            ob "swirl"
  9133.            }
  9134.           inpr {
  9135.            AnTr 1
  9136.            Cloa 1
  9137.            tran {
  9138.             po -4.28809,-0.00009,0.53671
  9139.             mat 0.00002,-1,0.00005,0.99998,-0.00006,-0.00003,-0.00003,0.00002,0.99997
  9140.             Scal 0.74802
  9141.             hp 0.01682,-0.41664,0.24332
  9142.             }
  9143.            XYZs 1,1,1
  9144.            MPSt 0
  9145.            sh {
  9146.             mapk 0
  9147.             elms {
  9148.              }
  9149.             }
  9150.            ob "swirl"
  9151.            }
  9152.           }
  9153.          boxM -3.8632,0.36536,0.91083
  9154.          boxm -4.67812,-1.89061,0.16202
  9155.          open 0
  9156.          }
  9157.         gr {
  9158.          nm "Group 3"
  9159.          AnTr 1
  9160.          Cloa 1
  9161.          tran {
  9162.           po 0.00027,0.0002,0.53473
  9163.           mat -0.99284,-0.11964,0.00002,0.11963,-0.99286,0.00002,-0.00002,-0.00002,0.99998
  9164.           Scal 1.03455
  9165.           hp -0.11751,0.08102,0.53587
  9166.           }
  9167.          XYZs 1,1,1
  9168.          MPSt 0
  9169.          so {
  9170.           inpr {
  9171.            AnTr 1
  9172.            Cloa 1
  9173.            tran {
  9174.             po -4.04419,-1.40269,0.53647
  9175.             mat -0.31729,-0.94832,0.00006,0.94835,-0.31735,-0.00002,-0.00005,0,0.99997
  9176.             Scal 0.74777
  9177.             hp 0.01682,-0.41664,0.24332
  9178.             }
  9179.            XYZs 1,1,1
  9180.            MPSt 0
  9181.            sh {
  9182.             mapk 0
  9183.             elms {
  9184.              }
  9185.             }
  9186.            ob "swirl"
  9187.            }
  9188.           inpr {
  9189.            AnTr 1
  9190.            Cloa 1
  9191.            tran {
  9192.             po -4.22876,-0.7088,0.53662
  9193.             mat -0.1508,-0.98857,0.00006,0.98859,-0.15082,-0.00003,-0.00003,0.00002,0.99998
  9194.             Scal 0.74789
  9195.             hp 0.01682,-0.41664,0.24332
  9196.             }
  9197.            XYZs 1,1,1
  9198.            MPSt 0
  9199.            sh {
  9200.             mapk 0
  9201.             elms {
  9202.              }
  9203.             }
  9204.            ob "swirl"
  9205.            }
  9206.           inpr {
  9207.            AnTr 1
  9208.            Cloa 1
  9209.            tran {
  9210.             po -4.28781,-0.00017,0.53676
  9211.             mat 0.00005,-1,0.00009,1.00003,-0.00005,-0.00005,-0.00002,0.00005,0.99998
  9212.             Scal 0.74806
  9213.             hp 0.01682,-0.41664,0.24332
  9214.             }
  9215.            XYZs 1,1,1
  9216.            MPSt 0
  9217.            sh {
  9218.             mapk 0
  9219.             elms {
  9220.              }
  9221.             }
  9222.            ob "swirl"
  9223.            }
  9224.           }
  9225.          boxM -3.86333,0.36536,0.91092
  9226.          boxm -4.67818,-1.89069,0.16196
  9227.          open 0
  9228.          }
  9229.         gr {
  9230.          nm "Group 3"
  9231.          AnTr 1
  9232.          Cloa 1
  9233.          tran {
  9234.           po 0.00029,0.00018,0.53473
  9235.           mat -0.82417,-0.56635,0.00005,0.56636,-0.8242,0,-0.00003,-0.00002,0.99997
  9236.           Scal 1.03448
  9237.           hp -0.15094,-0.01912,0.53587
  9238.           }
  9239.          XYZs 1,1,1
  9240.          MPSt 0
  9241.          so {
  9242.           inpr {
  9243.            AnTr 1
  9244.            Cloa 1
  9245.            tran {
  9246.             po -4.04405,-1.40289,0.53644
  9247.             mat -0.31723,-0.94833,0.00008,0.94838,-0.31728,-0.00002,-0.00006,0.00008,0.99998
  9248.             Scal 0.74777
  9249.             hp 0.01682,-0.41664,0.24332
  9250.             }
  9251.            XYZs 1,1,1
  9252.            MPSt 0
  9253.            sh {
  9254.             mapk 0
  9255.             elms {
  9256.              }
  9257.             }
  9258.            ob "swirl"
  9259.            }
  9260.           inpr {
  9261.            AnTr 1
  9262.            Cloa 1
  9263.            tran {
  9264.             po -4.22868,-0.70889,0.53659
  9265.             mat -0.15076,-0.98859,0.00005,0.9886,-0.15077,-0.00002,-0.00008,0.00003,0.99997
  9266.             Scal 0.74789
  9267.             hp 0.01682,-0.41664,0.24332
  9268.             }
  9269.            XYZs 1,1,1
  9270.            MPSt 0
  9271.            sh {
  9272.             mapk 0
  9273.             elms {
  9274.              }
  9275.             }
  9276.            ob "swirl"
  9277.            }
  9278.           inpr {
  9279.            AnTr 1
  9280.            Cloa 1
  9281.            tran {
  9282.             po -4.28772,-0.00027,0.53671
  9283.             mat 0.00008,-0.99998,0.00011,1.00002,0.00002,-0.00003,-0.00002,0.00006,0.99998
  9284.             Scal 0.74803
  9285.             hp 0.01682,-0.41664,0.24332
  9286.             }
  9287.            XYZs 1,1,1
  9288.            MPSt 0
  9289.            sh {
  9290.             mapk 0
  9291.             elms {
  9292.              }
  9293.             }
  9294.            ob "swirl"
  9295.            }
  9296.           }
  9297.          boxM -3.86307,0.36539,0.91086
  9298.          boxm -4.67796,-1.89063,0.1619
  9299.          open 0
  9300.          }
  9301.         gr {
  9302.          nm "Group 3"
  9303.          AnTr 1
  9304.          Cloa 1
  9305.          tran {
  9306.           po 0.00027,0.00023,0.53482
  9307.           mat -0.43848,-0.89874,0.00003,0.89871,-0.43851,-0.00006,-0.00002,-0.00003,0.99998
  9308.           Scal 1.03455
  9309.           hp -0.13,-0.00742,0.53587
  9310.           }
  9311.          XYZs 1,1,1
  9312.          MPSt 0
  9313.          so {
  9314.           inpr {
  9315.            AnTr 1
  9316.            Cloa 1
  9317.            tran {
  9318.             po -4.04411,-1.40269,0.53639
  9319.             mat -0.31728,-0.94832,0.00005,0.94835,-0.31729,-0.00003,0,0.00003,0.99998
  9320.             Scal 0.74777
  9321.             hp 0.01682,-0.41664,0.24332
  9322.             }
  9323.            XYZs 1,1,1
  9324.            MPSt 0
  9325.            sh {
  9326.             mapk 0
  9327.             elms {
  9328.              }
  9329.             }
  9330.            ob "swirl"
  9331.            }
  9332.           inpr {
  9333.            AnTr 1
  9334.            Cloa 1
  9335.            tran {
  9336.             po -4.2287,-0.70879,0.53658
  9337.             mat -0.15077,-0.98857,0.00003,0.98859,-0.1508,-0.00006,-0.00002,0.00002,0.99998
  9338.             Scal 0.74789
  9339.             hp 0.01682,-0.41664,0.24332
  9340.             }
  9341.            XYZs 1,1,1
  9342.            MPSt 0
  9343.            sh {
  9344.             mapk 0
  9345.             elms {
  9346.              }
  9347.             }
  9348.            ob "swirl"
  9349.            }
  9350.           inpr {
  9351.            AnTr 1
  9352.            Cloa 1
  9353.            tran {
  9354.             po -4.28781,-0.00006,0.53674
  9355.             mat 0,-0.99998,0.00005,1,-0.00003,-0.00006,0,0.00003,0.99998
  9356.             Scal 0.74806
  9357.             hp 0.01682,-0.41664,0.24332
  9358.             }
  9359.            XYZs 1,1,1
  9360.            MPSt 0
  9361.            sh {
  9362.             mapk 0
  9363.             elms {
  9364.              }
  9365.             }
  9366.            ob "swirl"
  9367.            }
  9368.           }
  9369.          boxM -3.86333,0.36557,0.91093
  9370.          boxm -4.67825,-1.89041,0.16196
  9371.          open 0
  9372.          }
  9373.         gr {
  9374.          nm "Group 3"
  9375.          AnTr 1
  9376.          Cloa 1
  9377.          tran {
  9378.           po 0.00021,0.00018,0.53482
  9379.           mat 0.04869,-0.99879,-0.00002,0.99875,0.04865,-0.00006,0.00002,-0.00003,1
  9380.           Scal 1.03453
  9381.           hp -0.14763,-0.02734,0.53587
  9382.           }
  9383.          XYZs 1,1,1
  9384.          MPSt 0
  9385.          so {
  9386.           inpr {
  9387.            AnTr 1
  9388.            Cloa 1
  9389.            tran {
  9390.             po -4.04404,-1.4028,0.53642
  9391.             mat -0.31731,-0.9483,0.00009,0.9483,-0.31735,-0.00005,0,0.00003,0.99998
  9392.             Scal 0.74776
  9393.             hp 0.01682,-0.41664,0.24332
  9394.             }
  9395.            XYZs 1,1,1
  9396.            MPSt 0
  9397.            sh {
  9398.             mapk 0
  9399.             elms {
  9400.              }
  9401.             }
  9402.            ob "swirl"
  9403.            }
  9404.           inpr {
  9405.            AnTr 1
  9406.            Cloa 1
  9407.            tran {
  9408.             po -4.22871,-0.70879,0.53659
  9409.             mat -0.1508,-0.98857,0.00003,0.98854,-0.15082,-0.00006,0,0,0.99998
  9410.             Scal 0.74789
  9411.             hp 0.01682,-0.41664,0.24332
  9412.             }
  9413.            XYZs 1,1,1
  9414.            MPSt 0
  9415.            sh {
  9416.             mapk 0
  9417.             elms {
  9418.              }
  9419.             }
  9420.            ob "swirl"
  9421.            }
  9422.           inpr {
  9423.            AnTr 1
  9424.            Cloa 1
  9425.            tran {
  9426.             po -4.28777,-0.00018,0.53676
  9427.             mat 0,-0.99995,0.00006,0.99997,-0.00005,-0.00003,-0.00002,0.00003,0.99998
  9428.             Scal 0.74802
  9429.             hp 0.01682,-0.41664,0.24332
  9430.             }
  9431.            XYZs 1,1,1
  9432.            MPSt 0
  9433.            sh {
  9434.             mapk 0
  9435.             elms {
  9436.              }
  9437.             }
  9438.            ob "swirl"
  9439.            }
  9440.           }
  9441.          boxM -3.86298,0.36546,0.91084
  9442.          boxm -4.67778,-1.89052,0.16185
  9443.          open 0
  9444.          }
  9445.         gr {
  9446.          nm "Group 3"
  9447.          AnTr 1
  9448.          Cloa 1
  9449.          tran {
  9450.           po 0.0002,0.00018,0.53479
  9451.           mat 0.52371,-0.85191,-0.00005,0.85184,0.52367,-0.00009,0.00003,-0.00002,1
  9452.           Scal 1.03444
  9453.           hp -0.13228,-0.06494,0.53587
  9454.           }
  9455.          XYZs 1,1,1
  9456.          MPSt 0
  9457.          so {
  9458.           inpr {
  9459.            AnTr 1
  9460.            Cloa 1
  9461.            tran {
  9462.             po -4.04453,-1.40288,0.53647
  9463.             mat -0.31729,-0.94833,0.00009,0.94833,-0.31728,-0.00005,-0.00002,0.00003,0.99997
  9464.             Scal 0.74776
  9465.             hp 0.01682,-0.41664,0.24332
  9466.             }
  9467.            XYZs 1,1,1
  9468.            MPSt 0
  9469.            sh {
  9470.             mapk 0
  9471.             elms {
  9472.              }
  9473.             }
  9474.            ob "swirl"
  9475.            }
  9476.           inpr {
  9477.            AnTr 1
  9478.            Cloa 1
  9479.            tran {
  9480.             po -4.22919,-0.70891,0.53664
  9481.             mat -0.15079,-0.98859,0.00008,0.98857,-0.15079,-0.00006,-0.00002,0.00003,0.99998
  9482.             Scal 0.74789
  9483.             hp 0.01682,-0.41664,0.24332
  9484.             }
  9485.            XYZs 1,1,1
  9486.            MPSt 0
  9487.            sh {
  9488.             mapk 0
  9489.             elms {
  9490.              }
  9491.             }
  9492.            ob "swirl"
  9493.            }
  9494.           inpr {
  9495.            AnTr 1
  9496.            Cloa 1
  9497.            tran {
  9498.             po -4.28824,-0.00021,0.5368
  9499.             mat 0.00005,-0.99998,0.00009,0.99998,0.00002,-0.00005,0.00002,0.00003,1
  9500.             Scal 0.74802
  9501.             hp 0.01682,-0.41664,0.24332
  9502.             }
  9503.            XYZs 1,1,1
  9504.            MPSt 0
  9505.            sh {
  9506.             mapk 0
  9507.             elms {
  9508.              }
  9509.             }
  9510.            ob "swirl"
  9511.            }
  9512.           }
  9513.          boxM -3.86324,0.36525,0.91086
  9514.          boxm -4.6781,-1.89076,0.16193
  9515.          open 0
  9516.          }
  9517.         gr {
  9518.          nm "Group 3"
  9519.          AnTr 1
  9520.          Cloa 1
  9521.          tran {
  9522.           po 0.00018,0.00015,0.53642
  9523.           mat 0.87775,-0.4791,-0.00006,0.47899,0.87773,-0.00009,0.00005,0,0.99997
  9524.           Scal 1.03462
  9525.           hp -0.14545,-0.00023,0.53673
  9526.           }
  9527.          XYZs 1,1,1
  9528.          MPSt 0
  9529.          so {
  9530.           inpr {
  9531.            AnTr 1
  9532.            Cloa 1
  9533.            tran {
  9534.             po -4.04459,-1.40262,0.53661
  9535.             mat -0.31721,-0.94835,0.00009,0.94832,-0.31721,-0.00006,0.00002,0.00003,0.99998
  9536.             Scal 0.74773
  9537.             hp 0.01682,-0.41664,0.24332
  9538.             }
  9539.            XYZs 1,1,1
  9540.            MPSt 0
  9541.            sh {
  9542.             mapk 0
  9543.             elms {
  9544.              }
  9545.             }
  9546.            ob "swirl"
  9547.            }
  9548.           inpr {
  9549.            AnTr 1
  9550.            Cloa 1
  9551.            tran {
  9552.             po -4.22914,-0.70869,0.53676
  9553.             mat -0.15067,-0.98857,0.00009,0.98854,-0.15071,-0.00005,-0.00002,0.00003,0.99998
  9554.             Scal 0.74789
  9555.             hp 0.01682,-0.41664,0.24332
  9556.             }
  9557.            XYZs 1,1,1
  9558.            MPSt 0
  9559.            sh {
  9560.             mapk 0
  9561.             elms {
  9562.              }
  9563.             }
  9564.            ob "swirl"
  9565.            }
  9566.           inpr {
  9567.            AnTr 1
  9568.            Cloa 1
  9569.            tran {
  9570.             po -4.28816,-0.00009,0.53693
  9571.             mat 0.00012,-0.99995,0.00008,0.99998,0.00009,-0.00005,0,0.00002,0.99998
  9572.             Scal 0.74802
  9573.             hp 0.01682,-0.41664,0.24332
  9574.             }
  9575.            XYZs 1,1,1
  9576.            MPSt 0
  9577.            sh {
  9578.             mapk 0
  9579.             elms {
  9580.              }
  9581.             }
  9582.            ob "swirl"
  9583.            }
  9584.           }
  9585.          boxM -3.86292,0.36519,0.91089
  9586.          boxm -4.6779,-1.89073,0.16188
  9587.          open 0
  9588.          }
  9589.         gr {
  9590.          nm "Group 3"
  9591.          AnTr 1
  9592.          Cloa 1
  9593.          tran {
  9594.           po 0.00012,0.00011,0.53671
  9595.           mat 0.99992,0.00768,-0.00011,-0.00774,0.99995,-0.00009,0.00002,0.00005,0.99997
  9596.           Scal 1.03462
  9597.           hp -0.14299,-0.02548,0.53673
  9598.           }
  9599.          XYZs 1,1,1
  9600.          MPSt 0
  9601.          so {
  9602.           inpr {
  9603.            AnTr 1
  9604.            Cloa 1
  9605.            tran {
  9606.             po -4.04445,-1.40257,0.53661
  9607.             mat -0.31712,-0.94838,0.00009,0.94835,-0.31714,-0.00005,-0.00002,0.00003,0.99998
  9608.             Scal 0.74773
  9609.             hp 0.01682,-0.41664,0.24332
  9610.             }
  9611.            XYZs 1,1,1
  9612.            MPSt 0
  9613.            sh {
  9614.             mapk 0
  9615.             elms {
  9616.              }
  9617.             }
  9618.            ob "swirl"
  9619.            }
  9620.           inpr {
  9621.            AnTr 1
  9622.            Cloa 1
  9623.            tran {
  9624.             po -4.229,-0.70866,0.53676
  9625.             mat -0.15063,-0.9886,0.00008,0.98854,-0.15067,-0.00008,0.00002,0.00003,1
  9626.             Scal 0.74789
  9627.             hp 0.01682,-0.41664,0.24332
  9628.             }
  9629.            XYZs 1,1,1
  9630.            MPSt 0
  9631.            sh {
  9632.             mapk 0
  9633.             elms {
  9634.              }
  9635.             }
  9636.            ob "swirl"
  9637.            }
  9638.           inpr {
  9639.            AnTr 1
  9640.            Cloa 1
  9641.            tran {
  9642.             po -4.28801,0.00003,0.53682
  9643.             mat 0.0002,-0.99995,0.00003,0.99998,0.00015,-0.00005,0,0.00002,0.99998
  9644.             Scal 0.74802
  9645.             hp 0.01682,-0.41664,0.24332
  9646.             }
  9647.            XYZs 1,1,1
  9648.            MPSt 0
  9649.            sh {
  9650.             mapk 0
  9651.             elms {
  9652.              }
  9653.             }
  9654.            ob "swirl"
  9655.            }
  9656.           }
  9657.          boxM -3.86276,0.36519,0.91098
  9658.          boxm -4.67787,-1.89066,0.16203
  9659.          open 0
  9660.          }
  9661.         }
  9662.        boxM 4.95654,4.94029,0.92398
  9663.        boxm -4.85735,-4.99493,0.14738
  9664.        open 0
  9665.        }
  9666.       gr {
  9667.        nm "top flowers"
  9668.        AnTr 1
  9669.        Cloa 1
  9670.        tran {
  9671.         po 0.01814,0.01808,4.65306
  9672.         mat 0.99998,-0.00005,-0.00009,0.00002,0.99998,-0.00006,0.00003,0.00002,0.99998
  9673.         Scal 0.59001
  9674.         hp 0.03059,0.03036,6.23872
  9675.         }
  9676.        XYZs 1,1,1
  9677.        MPSt 0
  9678.        so {
  9679.         gr {
  9680.          nm "rose"
  9681.          AnTr 1
  9682.          Cloa 1
  9683.          tran {
  9684.           po 0,-0.0002,5.76053
  9685.           mat -0.48099,-0.86607,0.13603,0.83337,-0.49991,-0.23579,0.27209,0.00002,0.96217
  9686.           Scal 0.99992
  9687.           hp 0.05312,4.12628,6.90378
  9688.           }
  9689.          XYZs 1,1,1
  9690.          MPSt 0
  9691.          so {
  9692.           inpr {
  9693.            AnTr 1
  9694.            Cloa 1
  9695.            tran {
  9696.             po 1.50026,4.20309,6.32716
  9697.             mat 0.00009,0.99997,-0.00006,-1,0.00017,0.00012,0,-0.00003,0.99997
  9698.             Scal 0.22627
  9699.             hp 0.46373,-0.76781,0.02415
  9700.             }
  9701.            XYZs 1,1,1
  9702.            MPSt 0
  9703.            sh {
  9704.             mapk 0
  9705.             elms {
  9706.              }
  9707.             }
  9708.            ob "stem 1"
  9709.            }
  9710.           inpr {
  9711.            nm "rose"
  9712.            AnTr 1
  9713.            Cloa 1
  9714.            tran {
  9715.             po 2.51135,4.20256,6.3513
  9716.             mat 0.99998,-0.00003,-0.00011,-0.00003,1,-0.00002,0.00003,0.00003,0.99997
  9717.             Scal 0.42012
  9718.             hp -0.13641,-1.87605,0.24155
  9719.             }
  9720.            XYZs 1,1,1
  9721.            MPSt 0
  9722.            sh {
  9723.             mapk 0
  9724.             elms {
  9725.              }
  9726.             }
  9727.            ob " Free Form"
  9728.            }
  9729.           }
  9730.          boxM 3.12491,4.64265,6.80711
  9731.          boxm 0.8756,3.76189,5.89569
  9732.          open 0
  9733.          }
  9734.         gr {
  9735.          nm "rose"
  9736.          AnTr 1
  9737.          Cloa 1
  9738.          tran {
  9739.           po 0,-0.00017,5.76053
  9740.           mat -0.83334,-0.50006,0.23563,0.48117,-0.86603,-0.13606,0.27202,-0.00002,0.9622
  9741.           Scal 0.99992
  9742.           hp 0.05312,4.12628,6.90378
  9743.           }
  9744.          XYZs 1,1,1
  9745.          MPSt 0
  9746.          so {
  9747.           inpr {
  9748.            AnTr 1
  9749.            Cloa 1
  9750.            tran {
  9751.             po 1.50055,4.20306,6.32707
  9752.             mat 0.00002,0.99998,-0.00003,-0.99998,0.00009,0.00012,0.00008,-0.00002,0.99997
  9753.             Scal 0.22627
  9754.             hp 0.46373,-0.76781,0.02415
  9755.             }
  9756.            XYZs 1,1,1
  9757.            MPSt 0
  9758.            sh {
  9759.             mapk 0
  9760.             elms {
  9761.              }
  9762.             }
  9763.            ob "stem 1"
  9764.            }
  9765.           inpr {
  9766.            nm "rose"
  9767.            AnTr 1
  9768.            Cloa 1
  9769.            tran {
  9770.             po 2.51161,4.20253,6.35118
  9771.             mat 0.99998,0.00002,-0.00005,-0.00003,1.00002,-0.00008,0.00002,0.00005,0.99994
  9772.             Scal 0.42012
  9773.             hp -0.13641,-1.87605,0.24155
  9774.             }
  9775.            XYZs 1,1,1
  9776.            MPSt 0
  9777.            sh {
  9778.             mapk 0
  9779.             elms {
  9780.              }
  9781.             }
  9782.            ob " Free Form"
  9783.            }
  9784.           }
  9785.          boxM 3.12523,4.64262,6.80695
  9786.          boxm 0.87587,3.76183,5.89555
  9787.          open 0
  9788.          }
  9789.         gr {
  9790.          nm "rose"
  9791.          AnTr 1
  9792.          Cloa 1
  9793.          tran {
  9794.           po -0.00003,-0.00015,5.76051
  9795.           mat -0.83342,0.49997,0.23549,-0.48114,-0.86604,0.136,0.27196,-0.00002,0.96223
  9796.           Scal 0.99992
  9797.           hp 0.05312,4.12628,6.90378
  9798.           }
  9799.          XYZs 1,1,1
  9800.          MPSt 0
  9801.          so {
  9802.           inpr {
  9803.            AnTr 1
  9804.            Cloa 1
  9805.            tran {
  9806.             po 1.50085,4.20251,6.32709
  9807.             mat -0.00006,1,-0.00005,-0.99998,0.00002,0.00008,0.00005,0,0.99995
  9808.             Scal 0.22627
  9809.             hp 0.46373,-0.76781,0.02415
  9810.             }
  9811.            XYZs 1,1,1
  9812.            MPSt 0
  9813.            sh {
  9814.             mapk 0
  9815.             elms {
  9816.              }
  9817.             }
  9818.            ob "stem 1"
  9819.            }
  9820.           inpr {
  9821.            nm "rose"
  9822.            AnTr 1
  9823.            Cloa 1
  9824.            tran {
  9825.             po 2.51196,4.20195,6.35123
  9826.             mat 1,0.00002,-0.00005,-0.00003,1,-0.00009,0.00002,0.00003,0.99997
  9827.             Scal 0.42012
  9828.             hp -0.13641,-1.87605,0.24155
  9829.             }
  9830.            XYZs 1,1,1
  9831.            MPSt 0
  9832.            sh {
  9833.             mapk 0
  9834.             elms {
  9835.              }
  9836.             }
  9837.            ob " Free Form"
  9838.            }
  9839.           }
  9840.          boxM 3.12546,4.64229,6.80714
  9841.          boxm 0.87613,3.7614,5.89578
  9842.          open 0
  9843.          }
  9844.         gr {
  9845.          nm "rose"
  9846.          AnTr 1
  9847.          Cloa 1
  9848.          tran {
  9849.           po -0.00006,-0.00015,5.76051
  9850.           mat -0.48119,0.866,0.13591,-0.83342,-0.49998,0.23557,0.27197,0,0.96223
  9851.           Scal 0.99992
  9852.           hp 0.05312,4.12628,6.90378
  9853.           }
  9854.          XYZs 1,1,1
  9855.          MPSt 0
  9856.          so {
  9857.           inpr {
  9858.            AnTr 1
  9859.            Cloa 1
  9860.            tran {
  9861.             po 1.50081,4.20239,6.32701
  9862.             mat 0,1.00002,-0.00005,-0.99997,0.00005,0.00003,0.00002,0.00002,0.99997
  9863.             Scal 0.22627
  9864.             hp 0.46373,-0.76781,0.02415
  9865.             }
  9866.            XYZs 1,1,1
  9867.            MPSt 0
  9868.            sh {
  9869.             mapk 0
  9870.             elms {
  9871.              }
  9872.             }
  9873.            ob "stem 1"
  9874.            }
  9875.           inpr {
  9876.            nm "rose"
  9877.            AnTr 1
  9878.            Cloa 1
  9879.            tran {
  9880.             po 2.5119,4.20178,6.35114
  9881.             mat 1.00002,-0.00005,-0.00005,0,0.99998,-0.00009,0,0.00003,0.99995
  9882.             Scal 0.42012
  9883.             hp -0.13641,-1.87605,0.24155
  9884.             }
  9885.            XYZs 1,1,1
  9886.            MPSt 0
  9887.            sh {
  9888.             mapk 0
  9889.             elms {
  9890.              }
  9891.             }
  9892.            ob " Free Form"
  9893.            }
  9894.           }
  9895.          boxM 3.12552,4.6422,6.80698
  9896.          boxm 0.8761,3.7614,5.89561
  9897.          open 0
  9898.          }
  9899.         gr {
  9900.          nm "rose"
  9901.          AnTr 1
  9902.          Cloa 1
  9903.          tran {
  9904.           po -0.00008,-0.00018,5.76053
  9905.           mat 0.48109,0.86594,-0.13609,-0.83342,0.50002,0.23544,0.2719,-0.00002,0.96227
  9906.           Scal 0.99992
  9907.           hp 0.05312,4.12628,6.90378
  9908.           }
  9909.          XYZs 1,1,1
  9910.          MPSt 0
  9911.          so {
  9912.           inpr {
  9913.            AnTr 1
  9914.            Cloa 1
  9915.            tran {
  9916.             po 1.50046,4.20197,6.32718
  9917.             mat -0.00015,0.99998,-0.00011,-0.99995,-0.00015,0.00002,0.00002,0.00006,0.99997
  9918.             Scal 0.22627
  9919.             hp 0.46373,-0.76781,0.02415
  9920.             }
  9921.            XYZs 1,1,1
  9922.            MPSt 0
  9923.            sh {
  9924.             mapk 0
  9925.             elms {
  9926.              }
  9927.             }
  9928.            ob "stem 1"
  9929.            }
  9930.           inpr {
  9931.            nm "rose"
  9932.            AnTr 1
  9933.            Cloa 1
  9934.            tran {
  9935.             po 2.51151,4.20135,6.35133
  9936.             mat 0.99998,-0.00014,-0.00009,0.00003,0.99995,-0.00012,0.00005,0.00003,0.99997
  9937.             Scal 0.42012
  9938.             hp -0.13641,-1.87605,0.24155
  9939.             }
  9940.            XYZs 1,1,1
  9941.            MPSt 0
  9942.            sh {
  9943.             mapk 0
  9944.             elms {
  9945.              }
  9946.             }
  9947.            ob " Free Form"
  9948.            }
  9949.           }
  9950.          boxM 3.12509,4.642,6.80721
  9951.          boxm 0.87572,3.76122,5.89581
  9952.          open 0
  9953.          }
  9954.         gr {
  9955.          nm "rose"
  9956.          AnTr 1
  9957.          Cloa 1
  9958.          tran {
  9959.           po -0.00008,-0.0002,5.76051
  9960.           mat 0.8334,0.49977,-0.2356,-0.48106,0.86609,0.13577,0.27182,0.00002,0.9623
  9961.           Scal 0.99992
  9962.           hp 0.05312,4.12628,6.90378
  9963.           }
  9964.          XYZs 1,1,1
  9965.          MPSt 0
  9966.          so {
  9967.           inpr {
  9968.            AnTr 1
  9969.            Cloa 1
  9970.            tran {
  9971.             po 1.50049,4.20203,6.32732
  9972.             mat -0.00023,0.99994,-0.00012,-0.99995,-0.00023,0.00006,0.00002,0.00003,0.99997
  9973.             Scal 0.22627
  9974.             hp 0.46373,-0.76781,0.02415
  9975.             }
  9976.            XYZs 1,1,1
  9977.            MPSt 0
  9978.            sh {
  9979.             mapk 0
  9980.             elms {
  9981.              }
  9982.             }
  9983.            ob "stem 1"
  9984.            }
  9985.           inpr {
  9986.            nm "rose"
  9987.            AnTr 1
  9988.            Cloa 1
  9989.            tran {
  9990.             po 2.51163,4.20137,6.35143
  9991.             mat 0.99995,-0.00012,-0.00008,0.00005,0.99997,-0.00015,0.00002,0.00006,0.99998
  9992.             Scal 0.42012
  9993.             hp -0.13641,-1.87605,0.24155
  9994.             }
  9995.            XYZs 1,1,1
  9996.            MPSt 0
  9997.            sh {
  9998.             mapk 0
  9999.             elms {
  10000.              }
  10001.             }
  10002.            ob " Free Form"
  10003.            }
  10004.           }
  10005.          boxM 3.12505,4.64206,6.80721
  10006.          boxm 0.87569,3.76126,5.89583
  10007.          open 0
  10008.          }
  10009.         gr {
  10010.          nm "rose"
  10011.          AnTr 1
  10012.          Cloa 1
  10013.          tran {
  10014.           po -0.00003,-0.00021,5.76053
  10015.           mat 0.83336,-0.50005,-0.23552,0.48109,0.86598,-0.13605,0.27185,0,0.96227
  10016.           Scal 0.99992
  10017.           hp 0.05312,4.12628,6.90378
  10018.           }
  10019.          XYZs 1,1,1
  10020.          MPSt 0
  10021.          so {
  10022.           inpr {
  10023.            AnTr 1
  10024.            Cloa 1
  10025.            tran {
  10026.             po 1.50021,4.20236,6.32729
  10027.             mat -0.00005,0.99994,-0.00009,-0.99997,-0.00003,0.00003,-0.00003,0.00002,0.99995
  10028.             Scal 0.22627
  10029.             hp 0.46373,-0.76781,0.02415
  10030.             }
  10031.            XYZs 1,1,1
  10032.            MPSt 0
  10033.            sh {
  10034.             mapk 0
  10035.             elms {
  10036.              }
  10037.             }
  10038.            ob "stem 1"
  10039.            }
  10040.           inpr {
  10041.            nm "rose"
  10042.            AnTr 1
  10043.            Cloa 1
  10044.            tran {
  10045.             po 2.51146,4.2018,6.35143
  10046.             mat 0.99994,-0.00006,-0.00011,0,0.99997,-0.00015,0,0.00009,0.99995
  10047.             Scal 0.42012
  10048.             hp -0.13641,-1.87605,0.24155
  10049.             }
  10050.            XYZs 1,1,1
  10051.            MPSt 0
  10052.            sh {
  10053.             mapk 0
  10054.             elms {
  10055.              }
  10056.             }
  10057.            ob " Free Form"
  10058.            }
  10059.           }
  10060.          boxM 3.1246,4.64235,6.80717
  10061.          boxm 0.87529,3.76155,5.89578
  10062.          open 0
  10063.          }
  10064.         gr {
  10065.          nm "rose"
  10066.          AnTr 1
  10067.          Cloa 1
  10068.          tran {
  10069.           po -0.00003,-0.0002,5.76053
  10070.           mat 0.48119,-0.86603,-0.13599,0.8333,0.50002,-0.23555,0.2718,-0.00002,0.96228
  10071.           Scal 0.99992
  10072.           hp 0.05312,4.12628,6.90378
  10073.           }
  10074.          XYZs 1,1,1
  10075.          MPSt 0
  10076.          so {
  10077.           inpr {
  10078.            AnTr 1
  10079.            Cloa 1
  10080.            tran {
  10081.             po 1.50023,4.20264,6.32732
  10082.             mat 0.00011,0.99994,-0.00015,-1,0.00017,0.00002,-0.00003,0.00003,0.99998
  10083.             Scal 0.22627
  10084.             hp 0.46373,-0.76781,0.02415
  10085.             }
  10086.            XYZs 1,1,1
  10087.            MPSt 0
  10088.            sh {
  10089.             mapk 0
  10090.             elms {
  10091.              }
  10092.             }
  10093.            ob "stem 1"
  10094.            }
  10095.           inpr {
  10096.            nm "rose"
  10097.            AnTr 1
  10098.            Cloa 1
  10099.            tran {
  10100.             po 2.51144,4.20206,6.35147
  10101.             mat 0.99995,-0.00003,-0.00011,0,0.99998,-0.00008,0,0.00003,0.99997
  10102.             Scal 0.42012
  10103.             hp -0.13641,-1.87605,0.24155
  10104.             }
  10105.            XYZs 1,1,1
  10106.            MPSt 0
  10107.            sh {
  10108.             mapk 0
  10109.             elms {
  10110.              }
  10111.             }
  10112.            ob " Free Form"
  10113.            }
  10114.           }
  10115.          boxM 3.12463,4.64229,6.80722
  10116.          boxm 0.87534,3.76149,5.89574
  10117.          open 0
  10118.          }
  10119.         gr {
  10120.          nm "lilly"
  10121.          AnTr 1
  10122.          Cloa 1
  10123.          tran {
  10124.           po -0.00003,-0.00023,5.44516
  10125.           mat 0.70712,-0.39528,-0.58633,0.707,0.39529,0.58621,0.00003,-0.82916,0.55901
  10126.           Scal 0.89711
  10127.           hp 0.00893,-0.06897,6.20306
  10128.           }
  10129.          XYZs 1,1,1
  10130.          MPSt 0
  10131.          so {
  10132.           inpr {
  10133.            AnTr 1
  10134.            Cloa 1
  10135.            tran {
  10136.             po 0.33949,0.14786,7.49965
  10137.             mat 0.30916,0.61092,-0.72884,-0.951,0.19875,-0.23688,0.00002,0.76624,0.64244
  10138.             Scal 0.2243
  10139.             hp 0.04593,-4.34737,-2.22646
  10140.             }
  10141.            XYZs 1,1,1
  10142.            MPSt 0
  10143.            sh {
  10144.             mapk 0
  10145.             elms {
  10146.              }
  10147.             }
  10148.            ob "petal"
  10149.            }
  10150.           inpr {
  10151.            AnTr 1
  10152.            Cloa 1
  10153.            tran {
  10154.             po 0.20676,-0.28023,7.49968
  10155.             mat -0.80901,0.37782,-0.45033,-0.58783,-0.52003,0.61974,-0.00003,0.76593,0.64278
  10156.             Scal 0.2243
  10157.             hp 0.04593,-4.34737,-2.22646
  10158.             }
  10159.            XYZs 1,1,1
  10160.            MPSt 0
  10161.            sh {
  10162.             mapk 0
  10163.             elms {
  10164.              }
  10165.             }
  10166.            ob "petal"
  10167.            }
  10168.           inpr {
  10169.            AnTr 1
  10170.            Cloa 1
  10171.            tran {
  10172.             po -0.22141,-0.26552,7.49968
  10173.             mat -0.80917,-0.37787,0.45003,0.58762,-0.52023,0.61975,-0.00008,0.76587,0.64288
  10174.             Scal 0.2243
  10175.             hp 0.04593,-4.34737,-2.22646
  10176.             }
  10177.            XYZs 1,1,1
  10178.            MPSt 0
  10179.            sh {
  10180.             mapk 0
  10181.             elms {
  10182.              }
  10183.             }
  10184.            ob "petal"
  10185.            }
  10186.           inpr {
  10187.            AnTr 1
  10188.            Cloa 1
  10189.            tran {
  10190.             po -0.32484,0.11832,7.49962
  10191.             mat 0.30884,-0.6114,0.72852,0.95107,0.19855,-0.23666,-0.00003,0.76605,0.64267
  10192.             Scal 0.2243
  10193.             hp 0.04593,-4.34737,-2.22646
  10194.             }
  10195.            XYZs 1,1,1
  10196.            MPSt 0
  10197.            sh {
  10198.             mapk 0
  10199.             elms {
  10200.              }
  10201.             }
  10202.            ob "petal"
  10203.            }
  10204.           inpr {
  10205.            AnTr 1
  10206.            Cloa 1
  10207.            tran {
  10208.             po -0.00009,0.35457,7.4996
  10209.             mat 0.99998,-0.00012,-0.00009,0.00002,0.64276,-0.76614,0.00002,0.76607,0.64267
  10210.             Scal 0.2243
  10211.             hp 0.13536,-4.26413,-2.22646
  10212.             }
  10213.            XYZs 1,1,1
  10214.            MPSt 0
  10215.            sh {
  10216.             mapk 0
  10217.             elms {
  10218.              }
  10219.             }
  10220.            ob "petal"
  10221.            }
  10222.           inpr {
  10223.            AnTr 1
  10224.            Cloa 1
  10225.            tran {
  10226.             po -0.00002,0.00027,7.81216
  10227.             mat 0.98976,0.13725,-0.03725,0,-0.26126,-0.96526,-0.14236,0.9554,-0.25867
  10228.             Scal 0.19687
  10229.             hp 0,-3.15347,-0.00002
  10230.             }
  10231.            XYZs 1,1,1
  10232.            MPSt 0
  10233.            sh {
  10234.             mapk 0
  10235.             elms {
  10236.              }
  10237.             }
  10238.            ob "stamen"
  10239.            }
  10240.           inpr {
  10241.            AnTr 1
  10242.            Cloa 1
  10243.            tran {
  10244.             po 0,0.00026,7.81215
  10245.             mat 0.96242,0.24373,0.11903,-0.00003,0.43901,-0.89848,-0.27144,0.8647,0.42247
  10246.             Scal 0.19687
  10247.             hp 0,-3.15347,-0.00002
  10248.             }
  10249.            XYZs 1,1,1
  10250.            MPSt 0
  10251.            sh {
  10252.             mapk 0
  10253.             elms {
  10254.              }
  10255.             }
  10256.            ob "stamen"
  10257.            }
  10258.           inpr {
  10259.            AnTr 1
  10260.            Cloa 1
  10261.            tran {
  10262.             po 0.00003,0.00026,7.81213
  10263.             mat 0.52348,-0.25572,-0.81281,-0.79922,0.18338,-0.5724,0.29529,0.94919,-0.10841
  10264.             Scal 0.19687
  10265.             hp 0,-3.15347,-0.00002
  10266.             }
  10267.            XYZs 1,1,1
  10268.            MPSt 0
  10269.            sh {
  10270.             mapk 0
  10271.             elms {
  10272.              }
  10273.             }
  10274.            ob "stamen"
  10275.            }
  10276.           inpr {
  10277.            AnTr 1
  10278.            Cloa 1
  10279.            tran {
  10280.             po -0.00098,-0.01013,7.11226
  10281.             mat -0.99995,-0.00003,-0.00003,-0.00005,-0.00009,1,-0.00003,0.99995,0.00006
  10282.             Scal 0.25224
  10283.             hp 0.46373,-0.76781,0.02415
  10284.             }
  10285.            XYZs 1,1,1
  10286.            MPSt 0
  10287.            sh {
  10288.             mapk 0
  10289.             elms {
  10290.              }
  10291.             }
  10292.            ob "stem"
  10293.            }
  10294.           }
  10295.          boxM 1.92439,1.89346,9.41078
  10296.          boxm -1.92813,-1.76338,6.41582
  10297.          open 0
  10298.          }
  10299.         gr {
  10300.          nm "lilly"
  10301.          AnTr 1
  10302.          Cloa 1
  10303.          tran {
  10304.           po 0.00006,-0.00067,5.4444
  10305.           mat -0.70712,0.39532,-0.5863,0.70708,0.3952,-0.58636,0.00002,0.82909,0.55894
  10306.           Scal 0.89708
  10307.           hp 0.00893,-0.06897,6.20306
  10308.           }
  10309.          XYZs 1,1,1
  10310.          MPSt 0
  10311.          so {
  10312.           inpr {
  10313.            AnTr 1
  10314.            Cloa 1
  10315.            tran {
  10316.             po 0.33961,0.14746,7.49986
  10317.             mat 0.30884,0.61128,-0.7287,-0.9511,0.19847,-0.23659,0.00006,0.7661,0.64275
  10318.             Scal 0.2243
  10319.             hp 0.04593,-4.34737,-2.22646
  10320.             }
  10321.            XYZs 1,1,1
  10322.            MPSt 0
  10323.            sh {
  10324.             mapk 0
  10325.             elms {
  10326.              }
  10327.             }
  10328.            ob "petal"
  10329.            }
  10330.           inpr {
  10331.            AnTr 1
  10332.            Cloa 1
  10333.            tran {
  10334.             po 0.20676,-0.28072,7.49991
  10335.             mat -0.80907,0.37769,-0.45035,-0.58774,-0.52002,0.6198,-0.00009,0.76616,0.64262
  10336.             Scal 0.2243
  10337.             hp 0.04593,-4.34737,-2.22646
  10338.             }
  10339.            XYZs 1,1,1
  10340.            MPSt 0
  10341.            sh {
  10342.             mapk 0
  10343.             elms {
  10344.              }
  10345.             }
  10346.            ob "petal"
  10347.            }
  10348.           inpr {
  10349.            AnTr 1
  10350.            Cloa 1
  10351.            tran {
  10352.             po -0.22136,-0.26588,7.49991
  10353.             mat -0.80894,-0.37794,0.4503,0.5878,-0.51999,0.61963,-0.00017,0.76602,0.64279
  10354.             Scal 0.2243
  10355.             hp 0.04593,-4.34737,-2.22646
  10356.             }
  10357.            XYZs 1,1,1
  10358.            MPSt 0
  10359.            sh {
  10360.             mapk 0
  10361.             elms {
  10362.              }
  10363.             }
  10364.            ob "petal"
  10365.            }
  10366.           inpr {
  10367.            AnTr 1
  10368.            Cloa 1
  10369.            tran {
  10370.             po -0.32468,0.11789,7.4998
  10371.             mat 0.30885,-0.61131,0.72864,0.95097,0.19855,-0.23665,-0.00015,0.7661,0.64275
  10372.             Scal 0.2243
  10373.             hp 0.04593,-4.34737,-2.22646
  10374.             }
  10375.            XYZs 1,1,1
  10376.            MPSt 0
  10377.            sh {
  10378.             mapk 0
  10379.             elms {
  10380.              }
  10381.             }
  10382.            ob "petal"
  10383.            }
  10384.           inpr {
  10385.            AnTr 1
  10386.            Cloa 1
  10387.            tran {
  10388.             po 0.00005,0.35423,7.49986
  10389.             mat 1,-0.00006,0.00005,0.00005,0.64279,-0.76604,-0.00002,0.76599,0.64285
  10390.             Scal 0.2243
  10391.             hp 0.13536,-4.26413,-2.22646
  10392.             }
  10393.            XYZs 1,1,1
  10394.            MPSt 0
  10395.            sh {
  10396.             mapk 0
  10397.             elms {
  10398.              }
  10399.             }
  10400.            ob "petal"
  10401.            }
  10402.           inpr {
  10403.            AnTr 1
  10404.            Cloa 1
  10405.            tran {
  10406.             po 0.00002,-0.00008,7.81238
  10407.             mat 0.98976,0.13744,-0.03717,0.00005,-0.26123,-0.96527,-0.14238,0.95546,-0.25856
  10408.             Scal 0.19684
  10409.             hp 0,-3.15347,-0.00002
  10410.             }
  10411.            XYZs 1,1,1
  10412.            MPSt 0
  10413.            sh {
  10414.             mapk 0
  10415.             elms {
  10416.              }
  10417.             }
  10418.            ob "stamen"
  10419.            }
  10420.           inpr {
  10421.            AnTr 1
  10422.            Cloa 1
  10423.            tran {
  10424.             po 0.00003,-0.00011,7.81239
  10425.             mat 0.9624,0.24384,0.11925,0.00003,0.4391,-0.89841,-0.27151,0.8647,0.42267
  10426.             Scal 0.19684
  10427.             hp 0,-3.15347,-0.00002
  10428.             }
  10429.            XYZs 1,1,1
  10430.            MPSt 0
  10431.            sh {
  10432.             mapk 0
  10433.             elms {
  10434.              }
  10435.             }
  10436.            ob "stamen"
  10437.            }
  10438.           inpr {
  10439.            AnTr 1
  10440.            Cloa 1
  10441.            tran {
  10442.             po 0.00006,-0.00006,7.81238
  10443.             mat 0.52322,-0.2552,-0.81311,-0.79942,0.18365,-0.57202,0.29533,0.9493,-0.10797
  10444.             Scal 0.19684
  10445.             hp 0,-3.15347,-0.00002
  10446.             }
  10447.            XYZs 1,1,1
  10448.            MPSt 0
  10449.            sh {
  10450.             mapk 0
  10451.             elms {
  10452.              }
  10453.             }
  10454.            ob "stamen"
  10455.            }
  10456.           inpr {
  10457.            AnTr 1
  10458.            Cloa 1
  10459.            tran {
  10460.             po -0.00084,-0.01057,7.11247
  10461.             mat -0.99998,-0.00003,0.00006,0.00006,0.00002,0.99994,-0.00012,1.00002,-0.00009
  10462.             Scal 0.25224
  10463.             hp 0.46373,-0.76781,0.02415
  10464.             }
  10465.            XYZs 1,1,1
  10466.            MPSt 0
  10467.            sh {
  10468.             mapk 0
  10469.             elms {
  10470.              }
  10471.             }
  10472.            ob "stem"
  10473.            }
  10474.           }
  10475.          boxM 1.92471,1.89296,9.41121
  10476.          boxm -1.92708,-1.76375,6.41614
  10477.          open 0
  10478.          }
  10479.         gr {
  10480.          nm "lilly"
  10481.          AnTr 1
  10482.          Cloa 1
  10483.          tran {
  10484.           po -0.00005,-0.0002,5.44516
  10485.           mat -0.70724,0.39526,0.58615,-0.70706,-0.3954,-0.58632,-0.00002,-0.82912,0.55907
  10486.           Scal 0.89711
  10487.           hp 0.00893,-0.06897,6.20306
  10488.           }
  10489.          XYZs 1,1,1
  10490.          MPSt 0
  10491.          so {
  10492.           inpr {
  10493.            AnTr 1
  10494.            Cloa 1
  10495.            tran {
  10496.             po 0.3396,0.14771,7.49968
  10497.             mat 0.30876,0.61137,-0.7287,-0.95114,0.19858,-0.23648,0.00008,0.76604,0.64268
  10498.             Scal 0.2243
  10499.             hp 0.04593,-4.34737,-2.22646
  10500.             }
  10501.            XYZs 1,1,1
  10502.            MPSt 0
  10503.            sh {
  10504.             mapk 0
  10505.             elms {
  10506.              }
  10507.             }
  10508.            ob "petal"
  10509.            }
  10510.           inpr {
  10511.            AnTr 1
  10512.            Cloa 1
  10513.            tran {
  10514.             po 0.20667,-0.28038,7.49976
  10515.             mat -0.80908,0.37799,-0.45007,-0.58775,-0.5201,0.61974,0.00006,0.76585,0.64285
  10516.             Scal 0.2243
  10517.             hp 0.04593,-4.34737,-2.22646
  10518.             }
  10519.            XYZs 1,1,1
  10520.            MPSt 0
  10521.            sh {
  10522.             mapk 0
  10523.             elms {
  10524.              }
  10525.             }
  10526.            ob "petal"
  10527.            }
  10528.           inpr {
  10529.            AnTr 1
  10530.            Cloa 1
  10531.            tran {
  10532.             po -0.22145,-0.26569,7.49974
  10533.             mat -0.80913,-0.37776,0.45018,0.58759,-0.52017,0.61981,-0.00009,0.7659,0.64279
  10534.             Scal 0.2243
  10535.             hp 0.04593,-4.34737,-2.22646
  10536.             }
  10537.            XYZs 1,1,1
  10538.            MPSt 0
  10539.            sh {
  10540.             mapk 0
  10541.             elms {
  10542.              }
  10543.             }
  10544.            ob "petal"
  10545.            }
  10546.           inpr {
  10547.            AnTr 1
  10548.            Cloa 1
  10549.            tran {
  10550.             po -0.32472,0.11816,7.49969
  10551.             mat 0.30896,-0.61136,0.72861,0.95105,0.19856,-0.23662,-0.00012,0.76596,0.64276
  10552.             Scal 0.2243
  10553.             hp 0.04593,-4.34737,-2.22646
  10554.             }
  10555.            XYZs 1,1,1
  10556.            MPSt 0
  10557.            sh {
  10558.             mapk 0
  10559.             elms {
  10560.              }
  10561.             }
  10562.            ob "petal"
  10563.            }
  10564.           inpr {
  10565.            AnTr 1
  10566.            Cloa 1
  10567.            tran {
  10568.             po 0.00005,0.35442,7.49966
  10569.             mat 1.00003,0.00005,-0.00003,0,0.64279,-0.7661,0,0.76604,0.64272
  10570.             Scal 0.2243
  10571.             hp 0.13536,-4.26413,-2.22646
  10572.             }
  10573.            XYZs 1,1,1
  10574.            MPSt 0
  10575.            sh {
  10576.             mapk 0
  10577.             elms {
  10578.              }
  10579.             }
  10580.            ob "petal"
  10581.            }
  10582.           inpr {
  10583.            AnTr 1
  10584.            Cloa 1
  10585.            tran {
  10586.             po -0.00006,0.00015,7.81224
  10587.             mat 0.98981,0.13744,-0.03725,0.00005,-0.26125,-0.96526,-0.1424,0.9554,-0.25865
  10588.             Scal 0.19687
  10589.             hp 0,-3.15347,-0.00002
  10590.             }
  10591.            XYZs 1,1,1
  10592.            MPSt 0
  10593.            sh {
  10594.             mapk 0
  10595.             elms {
  10596.              }
  10597.             }
  10598.            ob "stamen"
  10599.            }
  10600.           inpr {
  10601.            AnTr 1
  10602.            Cloa 1
  10603.            tran {
  10604.             po -0.00006,0.00012,7.81224
  10605.             mat 0.96248,0.24396,0.11916,0.00002,0.43904,-0.89848,-0.27147,0.86469,0.4225
  10606.             Scal 0.19687
  10607.             hp 0,-3.15347,-0.00002
  10608.             }
  10609.            XYZs 1,1,1
  10610.            MPSt 0
  10611.            sh {
  10612.             mapk 0
  10613.             elms {
  10614.              }
  10615.             }
  10616.            ob "stamen"
  10617.            }
  10618.           inpr {
  10619.            AnTr 1
  10620.            Cloa 1
  10621.            tran {
  10622.             po 0,0.00015,7.81223
  10623.             mat 0.5231,-0.25531,-0.81316,-0.79942,0.18379,-0.57195,0.29546,0.94914,-0.10811
  10624.             Scal 0.19687
  10625.             hp 0,-3.15347,-0.00002
  10626.             }
  10627.            XYZs 1,1,1
  10628.            MPSt 0
  10629.            sh {
  10630.             mapk 0
  10631.             elms {
  10632.              }
  10633.             }
  10634.            ob "stamen"
  10635.            }
  10636.           inpr {
  10637.            AnTr 1
  10638.            Cloa 1
  10639.            tran {
  10640.             po -0.00078,-0.01025,7.11229
  10641.             mat -1.00003,0.00006,-0.00002,-0.00012,-0.00005,1,0,0.99995,0.00002
  10642.             Scal 0.25224
  10643.             hp 0.46373,-0.76781,0.02415
  10644.             }
  10645.            XYZs 1,1,1
  10646.            MPSt 0
  10647.            sh {
  10648.             mapk 0
  10649.             elms {
  10650.              }
  10651.             }
  10652.            ob "stem"
  10653.            }
  10654.           }
  10655.          boxM 1.92519,1.89328,9.41075
  10656.          boxm -1.92708,-1.76343,6.41577
  10657.          open 0
  10658.          }
  10659.         gr {
  10660.          nm "lilly"
  10661.          AnTr 1
  10662.          Cloa 1
  10663.          tran {
  10664.           po -0.00009,-0.00021,5.44516
  10665.           mat 0.70708,0.39526,0.58618,-0.70712,0.39529,0.58623,-0.00002,-0.82915,0.55908
  10666.           Scal 0.89711
  10667.           hp 0.00893,-0.06897,6.20306
  10668.           }
  10669.          XYZs 1,1,1
  10670.          MPSt 0
  10671.          so {
  10672.           inpr {
  10673.            AnTr 1
  10674.            Cloa 1
  10675.            tran {
  10676.             po 0.33957,0.14784,7.49989
  10677.             mat 0.30885,0.61125,-0.7287,-0.9511,0.1987,-0.23654,0.00015,0.76596,0.6427
  10678.             Scal 0.2243
  10679.             hp 0.04593,-4.34737,-2.22646
  10680.             }
  10681.            XYZs 1,1,1
  10682.            MPSt 0
  10683.            sh {
  10684.             mapk 0
  10685.             elms {
  10686.              }
  10687.             }
  10688.            ob "petal"
  10689.            }
  10690.           inpr {
  10691.            AnTr 1
  10692.            Cloa 1
  10693.            tran {
  10694.             po 0.20674,-0.28027,7.49992
  10695.             mat -0.80908,0.37788,-0.4501,-0.58774,-0.52011,0.61974,0.00009,0.76585,0.64276
  10696.             Scal 0.2243
  10697.             hp 0.04593,-4.34737,-2.22646
  10698.             }
  10699.            XYZs 1,1,1
  10700.            MPSt 0
  10701.            sh {
  10702.             mapk 0
  10703.             elms {
  10704.              }
  10705.             }
  10706.            ob "petal"
  10707.            }
  10708.           inpr {
  10709.            AnTr 1
  10710.            Cloa 1
  10711.            tran {
  10712.             po -0.22133,-0.2655,7.49997
  10713.             mat -0.80905,-0.37778,0.45024,0.58768,-0.52017,0.61967,0,0.76593,0.6427
  10714.             Scal 0.2243
  10715.             hp 0.04593,-4.34737,-2.22646
  10716.             }
  10717.            XYZs 1,1,1
  10718.            MPSt 0
  10719.            sh {
  10720.             mapk 0
  10721.             elms {
  10722.              }
  10723.             }
  10724.            ob "petal"
  10725.            }
  10726.           inpr {
  10727.            AnTr 1
  10728.            Cloa 1
  10729.            tran {
  10730.             po -0.32472,0.11826,7.49986
  10731.             mat 0.30891,-0.61131,0.72856,0.95103,0.19852,-0.23674,-0.00011,0.76601,0.64262
  10732.             Scal 0.2243
  10733.             hp 0.04593,-4.34737,-2.22646
  10734.             }
  10735.            XYZs 1,1,1
  10736.            MPSt 0
  10737.            sh {
  10738.             mapk 0
  10739.             elms {
  10740.              }
  10741.             }
  10742.            ob "petal"
  10743.            }
  10744.           inpr {
  10745.            AnTr 1
  10746.            Cloa 1
  10747.            tran {
  10748.             po 0.00005,0.35451,7.49983
  10749.             mat 1,-0.00011,-0.00008,0,0.64275,-0.76613,0,0.76598,0.6427
  10750.             Scal 0.2243
  10751.             hp 0.13536,-4.26413,-2.22646
  10752.             }
  10753.            XYZs 1,1,1
  10754.            MPSt 0
  10755.            sh {
  10756.             mapk 0
  10757.             elms {
  10758.              }
  10759.             }
  10760.            ob "petal"
  10761.            }
  10762.           inpr {
  10763.            AnTr 1
  10764.            Cloa 1
  10765.            tran {
  10766.             po 0,0.00032,7.81248
  10767.             mat 0.98978,0.13736,-0.0372,0,-0.26125,-0.96527,-0.1424,0.95537,-0.25862
  10768.             Scal 0.19687
  10769.             hp 0,-3.15347,-0.00002
  10770.             }
  10771.            XYZs 1,1,1
  10772.            MPSt 0
  10773.            sh {
  10774.             mapk 0
  10775.             elms {
  10776.              }
  10777.             }
  10778.            ob "stamen"
  10779.            }
  10780.           inpr {
  10781.            AnTr 1
  10782.            Cloa 1
  10783.            tran {
  10784.             po 0,0.00031,7.81248
  10785.             mat 0.96243,0.24384,0.11909,0,0.439,-0.8985,-0.27148,0.86462,0.4225
  10786.             Scal 0.19687
  10787.             hp 0,-3.15347,-0.00002
  10788.             }
  10789.            XYZs 1,1,1
  10790.            MPSt 0
  10791.            sh {
  10792.             mapk 0
  10793.             elms {
  10794.              }
  10795.             }
  10796.            ob "stamen"
  10797.            }
  10798.           inpr {
  10799.            AnTr 1
  10800.            Cloa 1
  10801.            tran {
  10802.             po 0.00005,0.00032,7.81247
  10803.             mat 0.52324,-0.25546,-0.813,-0.79929,0.18373,-0.57217,0.29549,0.94908,-0.10811
  10804.             Scal 0.19687
  10805.             hp 0,-3.15347,-0.00002
  10806.             }
  10807.            XYZs 1,1,1
  10808.            MPSt 0
  10809.            sh {
  10810.             mapk 0
  10811.             elms {
  10812.              }
  10813.             }
  10814.            ob "stamen"
  10815.            }
  10816.           inpr {
  10817.            AnTr 1
  10818.            Cloa 1
  10819.            tran {
  10820.             po -0.00087,-0.01022,7.11238
  10821.             mat -0.99998,0.00009,0.00003,-0.00005,-0.00009,0.99998,0.00009,0.99995,0
  10822.             Scal 0.25224
  10823.             hp 0.46373,-0.76781,0.02415
  10824.             }
  10825.            XYZs 1,1,1
  10826.            MPSt 0
  10827.            sh {
  10828.             mapk 0
  10829.             elms {
  10830.              }
  10831.             }
  10832.            ob "stem"
  10833.            }
  10834.           }
  10835.          boxM 1.92461,1.89319,9.41072
  10836.          boxm -1.92786,-1.76353,6.41568
  10837.          open 0
  10838.          }
  10839.         }
  10840.        boxM 3.61087,3.6111,8.51219
  10841.        boxm -3.61177,-3.59882,4.09183
  10842.        open 0
  10843.        }
  10844.       inpr {
  10845.        AnTr 1
  10846.        Cloa 1
  10847.        tran {
  10848.         po 0.00015,0.0002,5.59698
  10849.         mat -0.99998,-0.00005,0,-0.00006,-0.00006,0.99998,-0.00008,0.99998,0.00002
  10850.         Scal 1.13084
  10851.         hp -0.02219,-1.96625,-0.37846
  10852.         }
  10853.        XYZs 1,1,1
  10854.        MPSt 0
  10855.        sh {
  10856.         mapk 0
  10857.         elms {
  10858.          }
  10859.         }
  10860.        ob "separator plate"
  10861.        }
  10862.       inpr {
  10863.        AnTr 1
  10864.        Cloa 1
  10865.        tran {
  10866.         po 0.00008,0.00014,4.22452
  10867.         mat -0.99998,-0.00005,0,-0.00006,-0.00006,0.99998,-0.00008,0.99998,0.00002
  10868.         Scal 1.13084
  10869.         hp -0.02219,-1.96625,-0.37846
  10870.         }
  10871.        XYZs 1,1,1
  10872.        MPSt 0
  10873.        sh {
  10874.         mapk 0
  10875.         elms {
  10876.          }
  10877.         }
  10878.        ob "separator plate"
  10879.        }
  10880.       inpr {
  10881.        AnTr 1
  10882.        Cloa 1
  10883.        tran {
  10884.         po 0,-0.00002,1.11172
  10885.         mat -0.99998,-0.00005,0,-0.00006,-0.00006,0.99998,-0.00008,0.99998,0.00002
  10886.         Scal 1.86839
  10887.         hp -0.02219,-1.96625,-0.37846
  10888.         }
  10889.        XYZs 1,1,1
  10890.        MPSt 0
  10891.        sh {
  10892.         mapk 0
  10893.         elms {
  10894.          }
  10895.         }
  10896.        ob "separator plate"
  10897.        }
  10898.       inpr {
  10899.        AnTr 1
  10900.        Cloa 1
  10901.        tran {
  10902.         po -0.00012,-0.00015,-1.49678
  10903.         mat -0.99998,-0.00005,0,-0.00006,-0.00006,0.99998,-0.00008,0.99998,0.00002
  10904.         Scal 1.86838
  10905.         hp -0.02219,-1.96625,-0.37846
  10906.         }
  10907.        XYZs 1,1,1
  10908.        MPSt 0
  10909.        sh {
  10910.         mapk 0
  10911.         elms {
  10912.          }
  10913.         }
  10914.        ob "separator plate"
  10915.        }
  10916.       gr {
  10917.        nm "bottom columns"
  10918.        AnTr 1
  10919.        Cloa 1
  10920.        tran {
  10921.         po -0.00012,-0.00008,-0.21336
  10922.         mat 0.99998,-0.00005,-0.00009,0.00002,0.99998,-0.00006,0.00003,0.00002,0.99998
  10923.         Scal 0.59
  10924.         hp 0,-0.00006,-2.00848
  10925.         }
  10926.        XYZs 1,1,1
  10927.        MPSt 0
  10928.        so {
  10929.         gr {
  10930.          nm "column"
  10931.          AnTr 1
  10932.          Cloa 1
  10933.          tran {
  10934.           po 3.32111,-0.03203,-2.00829
  10935.           mat 0.70712,-0.70711,-0.00003,0.70702,0.70711,-0.00011,0.00003,0,0.99997
  10936.           Scal 1.1821
  10937.           hp -8.17329,-4.94276,-12.45796
  10938.           }
  10939.          XYZs 1,1,1
  10940.          MPSt 0
  10941.          so {
  10942.           gr {
  10943.            nm "scroll"
  10944.            AnTr 1
  10945.            Cloa 1
  10946.            tran {
  10947.             po -8.17767,-4.92932,-10.81328
  10948.             mat 0.70068,-0.71346,-0.00005,0.71336,0.7007,-0.00012,0.00006,0.00003,0.99997
  10949.             Scal 0.13718
  10950.             hp 8.34801,-4.04477,21.08153
  10951.             }
  10952.            XYZs 1,1,1
  10953.            MPSt 0
  10954.            so {
  10955.             inpr {
  10956.              AnTr 1
  10957.              Cloa 1
  10958.              tran {
  10959.               po 10.48009,-4.0433,21.07762
  10960.               mat -0.99995,-0.00014,-0.00008,-0.00017,0.99998,0,0.00011,0.00003,-0.99998
  10961.               Scal 0.83084
  10962.               hp -0.65417,0,-1.63229
  10963.               }
  10964.              XYZs 1.2048,1.12807,1.23047
  10965.              defo {
  10966.               affi {
  10967.                ScaX 1.2048
  10968.                ScaY 1.12807
  10969.                ScaZ 1.23047
  10970.                R1,1 1
  10971.                R1,2 0
  10972.                R1,3 0
  10973.                R2,1 0
  10974.                R2,2 1
  10975.                R2,3 0
  10976.                R3,1 0
  10977.                R3,2 0
  10978.                R3,3 1
  10979.                Tra1 0
  10980.                Tra2 0
  10981.                Tra3 0
  10982.                }
  10983.               }
  10984.              MPSt 0
  10985.              sh {
  10986.               mapk 0
  10987.               elms {
  10988.                }
  10989.               }
  10990.              ob "curl"
  10991.              }
  10992.             inpr {
  10993.              AnTr 1
  10994.              Cloa 1
  10995.              tran {
  10996.               po 6.2113,-4.04369,21.0777
  10997.               mat 0.99997,0,0.00002,0.00005,-1,-0.00006,0.00005,0.00012,-0.99998
  10998.               Scal 0.83076
  10999.               hp -0.65417,0,-1.63229
  11000.               }
  11001.              XYZs 1.2048,1.12807,1.23047
  11002.              defo {
  11003.               affi {
  11004.                ScaX 1.2048
  11005.                ScaY 1.12807
  11006.                ScaZ 1.23047
  11007.                R1,1 1
  11008.                R1,2 0
  11009.                R1,3 0
  11010.                R2,1 0
  11011.                R2,2 1
  11012.                R2,3 0
  11013.                R3,1 0
  11014.                R3,2 0
  11015.                R3,3 1
  11016.                Tra1 0
  11017.                Tra2 0
  11018.                Tra3 0
  11019.                }
  11020.               }
  11021.              MPSt 0
  11022.              sh {
  11023.               mapk 0
  11024.               elms {
  11025.                }
  11026.               }
  11027.              ob "curl"
  11028.              }
  11029.             }
  11030.            boxM 12.69655,-2.17067,22.1973
  11031.            boxm 3.99791,-5.92213,19.95883
  11032.            open 0
  11033.            }
  11034.           inpr {
  11035.            AnTr 1
  11036.            Cloa 1
  11037.            tran {
  11038.             po -8.1825,-4.93329,-12.5032
  11039.             mat -0.70052,-0.00003,0.71364,-0.71364,0.00008,-0.70047,-0.00002,0.99997,0.00003
  11040.             Scal 0.41508
  11041.             hp -1.99942,-0.24475,-2.59927
  11042.             }
  11043.            XYZs 1,1,1
  11044.            MPSt 0
  11045.            sh {
  11046.             mapk 0
  11047.             elms {
  11048.              }
  11049.             }
  11050.            ob "pillar 1"
  11051.            }
  11052.           }
  11053.          boxM -7.46921,-4.23859,-10.66042
  11054.          boxm -8.87691,-5.64665,-14.25528
  11055.          open 0
  11056.          }
  11057.         gr {
  11058.          nm "column"
  11059.          AnTr 1
  11060.          Cloa 1
  11061.          tran {
  11062.           po 0.00008,0.00003,-2.00839
  11063.           mat 0.70691,0.70717,-0.00011,-0.70729,0.70694,-0.00003,-0.00002,0.00005,0.99998
  11064.           Scal 1.1821
  11065.           hp -10.14046,-2.93724,-12.45796
  11066.           }
  11067.          XYZs 1,1,1
  11068.          MPSt 0
  11069.          so {
  11070.           gr {
  11071.            nm "scroll"
  11072.            AnTr 1
  11073.            Cloa 1
  11074.            tran {
  11075.             po -8.17833,-4.92906,-10.81319
  11076.             mat 0.70058,-0.71358,0.00003,0.71347,0.7005,-0.00017,0.00002,0.00008,0.99998
  11077.             Scal 0.13718
  11078.             hp 8.34801,-4.04477,21.08153
  11079.             }
  11080.            XYZs 1,1,1
  11081.            MPSt 0
  11082.            so {
  11083.             inpr {
  11084.              AnTr 1
  11085.              Cloa 1
  11086.              tran {
  11087.               po 10.4798,-4.04567,21.07771
  11088.               mat -0.99994,0.00009,-0.00003,0.00011,0.99995,0.00005,0.00008,0.00006,-0.99998
  11089.               Scal 0.83084
  11090.               hp -0.65417,0,-1.63229
  11091.               }
  11092.              XYZs 1.2048,1.12807,1.23047
  11093.              defo {
  11094.               affi {
  11095.                ScaX 1.2048
  11096.                ScaY 1.12807
  11097.                ScaZ 1.23047
  11098.                R1,1 1
  11099.                R1,2 0
  11100.                R1,3 0
  11101.                R2,1 0
  11102.                R2,2 1
  11103.                R2,3 0
  11104.                R3,1 0
  11105.                R3,2 0
  11106.                R3,3 1
  11107.                Tra1 0
  11108.                Tra2 0
  11109.                Tra3 0
  11110.                }
  11111.               }
  11112.              MPSt 0
  11113.              sh {
  11114.               mapk 0
  11115.               elms {
  11116.                }
  11117.               }
  11118.              ob "curl"
  11119.              }
  11120.             inpr {
  11121.              AnTr 1
  11122.              Cloa 1
  11123.              tran {
  11124.               po 6.21074,-4.04529,21.07751
  11125.               mat 0.99995,0.00005,0.00003,0.00006,-0.99995,-0.00008,0.00006,0.00012,-0.99997
  11126.               Scal 0.83076
  11127.               hp -0.65417,0,-1.63229
  11128.               }
  11129.              XYZs 1.2048,1.12807,1.23047
  11130.              defo {
  11131.               affi {
  11132.                ScaX 1.2048
  11133.                ScaY 1.12807
  11134.                ScaZ 1.23047
  11135.                R1,1 1
  11136.                R1,2 0
  11137.                R1,3 0
  11138.                R2,1 0
  11139.                R2,2 1
  11140.                R2,3 0
  11141.                R3,1 0
  11142.                R3,2 0
  11143.                R3,3 1
  11144.                Tra1 0
  11145.                Tra2 0
  11146.                Tra3 0
  11147.                }
  11148.               }
  11149.              MPSt 0
  11150.              sh {
  11151.               mapk 0
  11152.               elms {
  11153.                }
  11154.               }
  11155.              ob "curl"
  11156.              }
  11157.             }
  11158.            boxM 12.69833,-2.16745,22.19902
  11159.            boxm 3.99974,-5.91963,19.95979
  11160.            open 0
  11161.            }
  11162.           inpr {
  11163.            AnTr 1
  11164.            Cloa 1
  11165.            tran {
  11166.             po -8.18275,-4.9334,-12.50301
  11167.             mat -0.70056,-0.00003,0.71364,-0.71361,0.00011,-0.70052,0.00003,0.99997,0.00003
  11168.             Scal 0.41508
  11169.             hp -1.99942,-0.24475,-2.59927
  11170.             }
  11171.            XYZs 1,1,1
  11172.            MPSt 0
  11173.            sh {
  11174.             mapk 0
  11175.             elms {
  11176.              }
  11177.             }
  11178.            ob "pillar 1"
  11179.            }
  11180.           }
  11181.          boxM -7.46904,-4.23825,-10.66011
  11182.          boxm -8.8768,-5.64645,-14.25516
  11183.          open 0
  11184.          }
  11185.         gr {
  11186.          nm "column"
  11187.          AnTr 1
  11188.          Cloa 1
  11189.          tran {
  11190.           po 0.00014,0.00008,-2.00839
  11191.           mat -0.70746,0.70674,-0.00003,-0.70677,-0.70746,0.00005,-0.00003,0,0.99998
  11192.           Scal 1.1821
  11193.           hp -10.14046,-2.93724,-12.45796
  11194.           }
  11195.          XYZs 1,1,1
  11196.          MPSt 0
  11197.          so {
  11198.           gr {
  11199.            nm "scroll"
  11200.            AnTr 1
  11201.            Cloa 1
  11202.            tran {
  11203.             po -8.17847,-4.92937,-10.81328
  11204.             mat 0.70067,-0.71353,0.00002,0.71353,0.70055,-0.00012,-0.00005,0.00003,0.99998
  11205.             Scal 0.13718
  11206.             hp 8.34801,-4.04477,21.08153
  11207.             }
  11208.            XYZs 1,1,1
  11209.            MPSt 0
  11210.            so {
  11211.             inpr {
  11212.              AnTr 1
  11213.              Cloa 1
  11214.              tran {
  11215.               po 10.48187,-4.04556,21.07782
  11216.               mat -1.00002,0.00014,0.00002,0.00011,0.99994,0.00006,0.00006,0.00011,-0.99998
  11217.               Scal 0.83084
  11218.               hp -0.65417,0,-1.63229
  11219.               }
  11220.              XYZs 1.2048,1.12807,1.23047
  11221.              defo {
  11222.               affi {
  11223.                ScaX 1.2048
  11224.                ScaY 1.12807
  11225.                ScaZ 1.23047
  11226.                R1,1 1
  11227.                R1,2 0
  11228.                R1,3 0
  11229.                R2,1 0
  11230.                R2,2 1
  11231.                R2,3 0
  11232.                R3,1 0
  11233.                R3,2 0
  11234.                R3,3 1
  11235.                Tra1 0
  11236.                Tra2 0
  11237.                Tra3 0
  11238.                }
  11239.               }
  11240.              MPSt 0
  11241.              sh {
  11242.               mapk 0
  11243.               elms {
  11244.                }
  11245.               }
  11246.              ob "curl"
  11247.              }
  11248.             inpr {
  11249.              AnTr 1
  11250.              Cloa 1
  11251.              tran {
  11252.               po 6.21365,-4.04529,21.07751
  11253.               mat 1.00002,0,0.00006,0.00002,-0.99994,-0.00008,0.00012,0.00012,-0.99998
  11254.               Scal 0.83076
  11255.               hp -0.65417,0,-1.63229
  11256.               }
  11257.              XYZs 1.2048,1.12807,1.23047
  11258.              defo {
  11259.               affi {
  11260.                ScaX 1.2048
  11261.                ScaY 1.12807
  11262.                ScaZ 1.23047
  11263.                R1,1 1
  11264.                R1,2 0
  11265.                R1,3 0
  11266.                R2,1 0
  11267.                R2,2 1
  11268.                R2,3 0
  11269.                R3,1 0
  11270.                R3,2 0
  11271.                R3,3 1
  11272.                Tra1 0
  11273.                Tra2 0
  11274.                Tra3 0
  11275.                }
  11276.               }
  11277.              MPSt 0
  11278.              sh {
  11279.               mapk 0
  11280.               elms {
  11281.                }
  11282.               }
  11283.              ob "curl"
  11284.              }
  11285.             }
  11286.            boxM 12.69221,-2.16887,22.19757
  11287.            boxm 3.99365,-5.92068,19.95859
  11288.            open 0
  11289.            }
  11290.           inpr {
  11291.            AnTr 1
  11292.            Cloa 1
  11293.            tran {
  11294.             po -8.18254,-4.93346,-12.5031
  11295.             mat -0.70056,0,0.71362,-0.71361,0.00008,-0.70052,0.00005,0.99997,0.00002
  11296.             Scal 0.41508
  11297.             hp -1.99942,-0.24475,-2.59927
  11298.             }
  11299.            XYZs 1,1,1
  11300.            MPSt 0
  11301.            sh {
  11302.             mapk 0
  11303.             elms {
  11304.              }
  11305.             }
  11306.            ob "pillar 1"
  11307.            }
  11308.           }
  11309.          boxM -7.46945,-4.23863,-10.6604
  11310.          boxm -8.87715,-5.64682,-14.25519
  11311.          open 0
  11312.          }
  11313.         gr {
  11314.          nm "column"
  11315.          AnTr 1
  11316.          Cloa 1
  11317.          tran {
  11318.           po 0.0002,0.00003,-2.00839
  11319.           mat -0.70663,-0.70758,0.00006,0.70757,-0.70665,-0.00002,-0.00002,-0.00002,0.99997
  11320.           Scal 1.1821
  11321.           hp -10.14046,-2.93724,-12.45796
  11322.           }
  11323.          XYZs 1,1,1
  11324.          MPSt 0
  11325.          so {
  11326.           gr {
  11327.            nm "scroll"
  11328.            AnTr 1
  11329.            Cloa 1
  11330.            tran {
  11331.             po -8.17807,-4.93004,-10.81313
  11332.             mat 0.70067,-0.71349,0.00002,0.71347,0.70068,-0.00012,-0.00003,0.00003,0.99998
  11333.             Scal 0.13718
  11334.             hp 8.34801,-4.04477,21.08153
  11335.             }
  11336.            XYZs 1,1,1
  11337.            MPSt 0
  11338.            so {
  11339.             inpr {
  11340.              AnTr 1
  11341.              Cloa 1
  11342.              tran {
  11343.               po 10.48196,-4.04227,21.07762
  11344.               mat -1.00002,-0.00009,-0.00005,-0.00021,1.00003,-0.00003,0.00008,0,-0.99998
  11345.               Scal 0.83084
  11346.               hp -0.65417,0,-1.63229
  11347.               }
  11348.              XYZs 1.2048,1.12807,1.23047
  11349.              defo {
  11350.               affi {
  11351.                ScaX 1.2048
  11352.                ScaY 1.12807
  11353.                ScaZ 1.23047
  11354.                R1,1 1
  11355.                R1,2 0
  11356.                R1,3 0
  11357.                R2,1 0
  11358.                R2,2 1
  11359.                R2,3 0
  11360.                R3,1 0
  11361.                R3,2 0
  11362.                R3,3 1
  11363.                Tra1 0
  11364.                Tra2 0
  11365.                Tra3 0
  11366.                }
  11367.               }
  11368.              MPSt 0
  11369.              sh {
  11370.               mapk 0
  11371.               elms {
  11372.                }
  11373.               }
  11374.              ob "curl"
  11375.              }
  11376.             inpr {
  11377.              AnTr 1
  11378.              Cloa 1
  11379.              tran {
  11380.               po 6.21327,-4.04276,21.07761
  11381.               mat 1.00002,-0.00008,0.00003,0.00006,-1.00003,-0.00009,0.00009,0.00014,-1
  11382.               Scal 0.83076
  11383.               hp -0.65417,0,-1.63229
  11384.               }
  11385.              XYZs 1.2048,1.12807,1.23047
  11386.              defo {
  11387.               affi {
  11388.                ScaX 1.2048
  11389.                ScaY 1.12807
  11390.                ScaZ 1.23047
  11391.                R1,1 1
  11392.                R1,2 0
  11393.                R1,3 0
  11394.                R2,1 0
  11395.                R2,2 1
  11396.                R2,3 0
  11397.                R3,1 0
  11398.                R3,2 0
  11399.                R3,3 1
  11400.                Tra1 0
  11401.                Tra2 0
  11402.                Tra3 0
  11403.                }
  11404.               }
  11405.              MPSt 0
  11406.              sh {
  11407.               mapk 0
  11408.               elms {
  11409.                }
  11410.               }
  11411.              ob "curl"
  11412.              }
  11413.             }
  11414.            boxM 12.6929,-2.17038,22.19926
  11415.            boxm 3.99577,-5.92282,19.95879
  11416.            open 0
  11417.            }
  11418.           inpr {
  11419.            AnTr 1
  11420.            Cloa 1
  11421.            tran {
  11422.             po -8.18246,-4.93378,-12.50301
  11423.             mat -0.70044,-0.00003,0.71373,-0.7137,0.00011,-0.70041,0.00006,0.99998,0.00005
  11424.             Scal 0.41508
  11425.             hp -1.99942,-0.24475,-2.59927
  11426.             }
  11427.            XYZs 1,1,1
  11428.            MPSt 0
  11429.            sh {
  11430.             mapk 0
  11431.             elms {
  11432.              }
  11433.             }
  11434.            ob "pillar 1"
  11435.            }
  11436.           }
  11437.          boxM -7.46927,-4.23907,-10.66003
  11438.          boxm -8.87697,-5.6472,-14.25508
  11439.          open 0
  11440.          }
  11441.         gr {
  11442.          nm "column"
  11443.          AnTr 1
  11444.          Cloa 1
  11445.          tran {
  11446.           po 0.00017,0.00006,-2.00839
  11447.           mat -0.99997,0,0,0.00003,-1,0.00002,-0.00003,0,0.99998
  11448.           Scal 1.1821
  11449.           hp -10.14046,-2.93724,-12.45796
  11450.           }
  11451.          XYZs 1,1,1
  11452.          MPSt 0
  11453.          so {
  11454.           gr {
  11455.            nm "scroll"
  11456.            AnTr 1
  11457.            Cloa 1
  11458.            tran {
  11459.             po -8.17836,-4.92958,-10.81339
  11460.             mat 0.70071,-0.71346,0.00002,0.71342,0.70068,-0.00012,0,0.00003,0.99997
  11461.             Scal 0.13718
  11462.             hp 8.34801,-4.04477,21.08153
  11463.             }
  11464.            XYZs 1,1,1
  11465.            MPSt 0
  11466.            so {
  11467.             inpr {
  11468.              AnTr 1
  11469.              Cloa 1
  11470.              tran {
  11471.               po 10.48083,-4.04407,21.07903
  11472.               mat -1.00003,0.00003,-0.00003,-0.00005,0.99997,0.00003,0.00011,0.00003,-0.99998
  11473.               Scal 0.83084
  11474.               hp -0.65417,0,-1.63229
  11475.               }
  11476.              XYZs 1.2048,1.12807,1.23047
  11477.              defo {
  11478.               affi {
  11479.                ScaX 1.2048
  11480.                ScaY 1.12807
  11481.                ScaZ 1.23047
  11482.                R1,1 1
  11483.                R1,2 0
  11484.                R1,3 0
  11485.                R2,1 0
  11486.                R2,2 1
  11487.                R2,3 0
  11488.                R3,1 0
  11489.                R3,2 0
  11490.                R3,3 1
  11491.                Tra1 0
  11492.                Tra2 0
  11493.                Tra3 0
  11494.                }
  11495.               }
  11496.              MPSt 0
  11497.              sh {
  11498.               mapk 0
  11499.               elms {
  11500.                }
  11501.               }
  11502.              ob "curl"
  11503.              }
  11504.             inpr {
  11505.              AnTr 1
  11506.              Cloa 1
  11507.              tran {
  11508.               po 6.21196,-4.04436,21.07892
  11509.               mat 1,-0.00005,-0.00002,0.00003,-0.99997,-0.00009,0.00003,0.00017,-0.99997
  11510.               Scal 0.83076
  11511.               hp -0.65417,0,-1.63229
  11512.               }
  11513.              XYZs 1.2048,1.12807,1.23047
  11514.              defo {
  11515.               affi {
  11516.                ScaX 1.2048
  11517.                ScaY 1.12807
  11518.                ScaZ 1.23047
  11519.                R1,1 1
  11520.                R1,2 0
  11521.                R1,3 0
  11522.                R2,1 0
  11523.                R2,2 1
  11524.                R2,3 0
  11525.                R3,1 0
  11526.                R3,2 0
  11527.                R3,3 1
  11528.                Tra1 0
  11529.                Tra2 0
  11530.                Tra3 0
  11531.                }
  11532.               }
  11533.              MPSt 0
  11534.              sh {
  11535.               mapk 0
  11536.               elms {
  11537.                }
  11538.               }
  11539.              ob "curl"
  11540.              }
  11541.             }
  11542.            boxM 12.69034,-2.17096,22.19879
  11543.            boxm 3.99417,-5.92198,19.9613
  11544.            open 0
  11545.            }
  11546.           inpr {
  11547.            AnTr 1
  11548.            Cloa 1
  11549.            tran {
  11550.             po -8.18246,-4.9334,-12.50322
  11551.             mat -0.70056,-0.00003,0.71361,-0.71358,0.00011,-0.70055,0.00005,0.99998,0.00005
  11552.             Scal 0.41508
  11553.             hp -1.99942,-0.24475,-2.59927
  11554.             }
  11555.            XYZs 1,1,1
  11556.            MPSt 0
  11557.            sh {
  11558.             mapk 0
  11559.             elms {
  11560.              }
  11561.             }
  11562.            ob "pillar 1"
  11563.            }
  11564.           }
  11565.          boxM -7.46922,-4.23882,-10.66031
  11566.          boxm -8.87692,-5.64671,-14.25526
  11567.          open 0
  11568.          }
  11569.         gr {
  11570.          nm "column"
  11571.          AnTr 1
  11572.          Cloa 1
  11573.          tran {
  11574.           po 0.00011,0,-2.00839
  11575.           mat 0.99998,-0.00006,-0.00006,0.00002,0.99998,-0.00009,0,0.00005,0.99997
  11576.           Scal 1.1821
  11577.           hp -10.14046,-2.93724,-12.45796
  11578.           }
  11579.          XYZs 1,1,1
  11580.          MPSt 0
  11581.          so {
  11582.           gr {
  11583.            nm "scroll"
  11584.            AnTr 1
  11585.            Cloa 1
  11586.            tran {
  11587.             po -8.17801,-4.92918,-10.81331
  11588.             mat 0.7007,-0.71346,-0.00002,0.71338,0.70065,-0.00009,0.00003,0.00003,0.99998
  11589.             Scal 0.13718
  11590.             hp 8.34801,-4.04477,21.08153
  11591.             }
  11592.            XYZs 1,1,1
  11593.            MPSt 0
  11594.            so {
  11595.             inpr {
  11596.              AnTr 1
  11597.              Cloa 1
  11598.              tran {
  11599.               po 10.48055,-4.04416,21.07884
  11600.               mat -0.99994,0,-0.00005,-0.00002,0.99997,0.00002,0.00011,0.00008,-0.99997
  11601.               Scal 0.83084
  11602.               hp -0.65417,0,-1.63229
  11603.               }
  11604.              XYZs 1.2048,1.12807,1.23047
  11605.              defo {
  11606.               affi {
  11607.                ScaX 1.2048
  11608.                ScaY 1.12807
  11609.                ScaZ 1.23047
  11610.                R1,1 1
  11611.                R1,2 0
  11612.                R1,3 0
  11613.                R2,1 0
  11614.                R2,2 1
  11615.                R2,3 0
  11616.                R3,1 0
  11617.                R3,2 0
  11618.                R3,3 1
  11619.                Tra1 0
  11620.                Tra2 0
  11621.                Tra3 0
  11622.                }
  11623.               }
  11624.              MPSt 0
  11625.              sh {
  11626.               mapk 0
  11627.               elms {
  11628.                }
  11629.               }
  11630.              ob "curl"
  11631.              }
  11632.             inpr {
  11633.              AnTr 1
  11634.              Cloa 1
  11635.              tran {
  11636.               po 6.21196,-4.04436,21.07892
  11637.               mat 0.99995,0.00003,0.00002,0.00006,-0.99998,-0.00008,0.00008,0.00009,-1
  11638.               Scal 0.83076
  11639.               hp -0.65417,0,-1.63229
  11640.               }
  11641.              XYZs 1.2048,1.12807,1.23047
  11642.              defo {
  11643.               affi {
  11644.                ScaX 1.2048
  11645.                ScaY 1.12807
  11646.                ScaZ 1.23047
  11647.                R1,1 1
  11648.                R1,2 0
  11649.                R1,3 0
  11650.                R2,1 0
  11651.                R2,2 1
  11652.                R2,3 0
  11653.                R3,1 0
  11654.                R3,2 0
  11655.                R3,3 1
  11656.                Tra1 0
  11657.                Tra2 0
  11658.                Tra3 0
  11659.                }
  11660.               }
  11661.              MPSt 0
  11662.              sh {
  11663.               mapk 0
  11664.               elms {
  11665.                }
  11666.               }
  11667.              ob "curl"
  11668.              }
  11669.             }
  11670.            boxM 12.69937,-2.16713,22.19824
  11671.            boxm 4.00009,-5.91805,19.95969
  11672.            open 0
  11673.            }
  11674.           inpr {
  11675.            AnTr 1
  11676.            Cloa 1
  11677.            tran {
  11678.             po -8.18269,-4.93344,-12.50322
  11679.             mat -0.70059,-0.00005,0.71356,-0.71358,0.00009,-0.70058,0,0.99997,0.00005
  11680.             Scal 0.41508
  11681.             hp -1.99942,-0.24475,-2.59927
  11682.             }
  11683.            XYZs 1,1,1
  11684.            MPSt 0
  11685.            sh {
  11686.             mapk 0
  11687.             elms {
  11688.              }
  11689.             }
  11690.            ob "pillar 1"
  11691.            }
  11692.           }
  11693.          boxM -7.46915,-4.2386,-10.66039
  11694.          boxm -8.87691,-5.64676,-14.25529
  11695.          open 0
  11696.          }
  11697.         }
  11698.        boxM 4.49782,4.49794,0.11707
  11699.        boxm -4.49744,-4.49762,-4.13321
  11700.        open 0
  11701.        }
  11702.       gr {
  11703.        nm "top columns"
  11704.        AnTr 1
  11705.        Cloa 1
  11706.        tran {
  11707.         po 0.00008,0.0002,4.98811
  11708.         mat 0.99998,-0.00005,-0.00009,0.00002,0.99998,-0.00006,0.00003,0.00002,0.99998
  11709.         Scal 0.59001
  11710.         hp 0,0,6.80652
  11711.         }
  11712.        XYZs 1,1,1
  11713.        MPSt 0
  11714.        so {
  11715.         gr {
  11716.          nm "column"
  11717.          AnTr 1
  11718.          Cloa 1
  11719.          tran {
  11720.           po 0.00008,0,6.80655
  11721.           mat 0.70712,-0.70711,-0.00003,0.70702,0.70711,-0.00011,0.00003,0,0.99997
  11722.           Scal 1.18213
  11723.           hp -9.29915,-3.81697,-12.99057
  11724.           }
  11725.          XYZs 1,1,1
  11726.          MPSt 0
  11727.          so {
  11728.           gr {
  11729.            nm "scroll"
  11730.            AnTr 1
  11731.            Cloa 1
  11732.            tran {
  11733.             po -8.17792,-4.92938,-12.07033
  11734.             mat 0.70068,-0.71347,-0.00005,0.71336,0.70067,-0.00012,0.00003,0.00003,0.99997
  11735.             Scal 0.1371
  11736.             hp 8.34801,-4.04477,21.08153
  11737.             }
  11738.            XYZs 1,1,1
  11739.            MPSt 0
  11740.            so {
  11741.             inpr {
  11742.              AnTr 1
  11743.              Cloa 1
  11744.              tran {
  11745.               po 10.47809,-4.04274,21.07516
  11746.               mat -0.99995,-0.00018,-0.00003,-0.00021,1,0,0.00008,0.00006,-0.99998
  11747.               Scal 0.83075
  11748.               hp -0.65417,0,-1.63229
  11749.               }
  11750.              XYZs 1.2048,1.12807,1.23047
  11751.              defo {
  11752.               affi {
  11753.                ScaX 1.2048
  11754.                ScaY 1.12807
  11755.                ScaZ 1.23047
  11756.                R1,1 1
  11757.                R1,2 0
  11758.                R1,3 0
  11759.                R2,1 0
  11760.                R2,2 1
  11761.                R2,3 0
  11762.                R3,1 0
  11763.                R3,2 0
  11764.                R3,3 1
  11765.                Tra1 0
  11766.                Tra2 0
  11767.                Tra3 0
  11768.                }
  11769.               }
  11770.              MPSt 0
  11771.              sh {
  11772.               mapk 0
  11773.               elms {
  11774.                }
  11775.               }
  11776.              ob "curl"
  11777.              }
  11778.             inpr {
  11779.              AnTr 1
  11780.              Cloa 1
  11781.              tran {
  11782.               po 6.21027,-4.04303,21.07524
  11783.               mat 0.99997,0.00002,0.00003,0.00008,-1,-0.00006,0.00006,0.00012,-1
  11784.               Scal 0.83058
  11785.               hp -0.65417,0,-1.63229
  11786.               }
  11787.              XYZs 1.2048,1.12807,1.23047
  11788.              defo {
  11789.               affi {
  11790.                ScaX 1.2048
  11791.                ScaY 1.12807
  11792.                ScaZ 1.23047
  11793.                R1,1 1
  11794.                R1,2 0
  11795.                R1,3 0
  11796.                R2,1 0
  11797.                R2,2 1
  11798.                R2,3 0
  11799.                R3,1 0
  11800.                R3,2 0
  11801.                R3,3 1
  11802.                Tra1 0
  11803.                Tra2 0
  11804.                Tra3 0
  11805.                }
  11806.               }
  11807.              MPSt 0
  11808.              sh {
  11809.               mapk 0
  11810.               elms {
  11811.                }
  11812.               }
  11813.              ob "curl"
  11814.              }
  11815.             }
  11816.            boxM 12.69298,-2.16977,22.19356
  11817.            boxm 3.9967,-5.92052,19.95547
  11818.            open 0
  11819.            }
  11820.           inpr {
  11821.            AnTr 1
  11822.            Cloa 1
  11823.            tran {
  11824.             po -8.18219,-4.93321,-12.50308
  11825.             mat -0.70052,-0.00003,0.71364,-0.71364,0.00008,-0.70047,-0.00002,0.99997,0.00003
  11826.             Scal 0.41507
  11827.             hp -1.99942,-0.24475,-2.59927
  11828.             }
  11829.            XYZs 1,1,1
  11830.            MPSt 0
  11831.            sh {
  11832.             mapk 0
  11833.             elms {
  11834.              }
  11835.             }
  11836.            ob "pillar 2"
  11837.            }
  11838.           }
  11839.          boxM -7.46924,-4.23866,-11.91798
  11840.          boxm -8.87685,-5.64653,-14.06328
  11841.          open 0
  11842.          }
  11843.         gr {
  11844.          nm "column"
  11845.          AnTr 1
  11846.          Cloa 1
  11847.          tran {
  11848.           po 0.00014,0.00005,6.80655
  11849.           mat -0.70708,-0.70715,0.00005,0.70712,-0.70711,-0.00003,0,0,0.99997
  11850.           Scal 1.18213
  11851.           hp -9.29915,-3.81697,-12.99057
  11852.           }
  11853.          XYZs 1,1,1
  11854.          MPSt 0
  11855.          so {
  11856.           gr {
  11857.            nm "scroll"
  11858.            AnTr 1
  11859.            Cloa 1
  11860.            tran {
  11861.             po -8.17845,-4.93002,-12.07037
  11862.             mat 0.70065,-0.71352,0.00003,0.71349,0.70068,-0.00008,-0.00003,0,0.99998
  11863.             Scal 0.1371
  11864.             hp 8.34801,-4.04477,21.08153
  11865.             }
  11866.            XYZs 1,1,1
  11867.            MPSt 0
  11868.            so {
  11869.             inpr {
  11870.              AnTr 1
  11871.              Cloa 1
  11872.              tran {
  11873.               po 10.48102,-4.04152,21.07593
  11874.               mat -1,-0.00009,-0.00002,-0.0002,1.00002,-0.00002,0.00009,0,-0.99998
  11875.               Scal 0.83075
  11876.               hp -0.65417,0,-1.63229
  11877.               }
  11878.              XYZs 1.2048,1.12807,1.23047
  11879.              defo {
  11880.               affi {
  11881.                ScaX 1.2048
  11882.                ScaY 1.12807
  11883.                ScaZ 1.23047
  11884.                R1,1 1
  11885.                R1,2 0
  11886.                R1,3 0
  11887.                R2,1 0
  11888.                R2,2 1
  11889.                R2,3 0
  11890.                R3,1 0
  11891.                R3,2 0
  11892.                R3,3 1
  11893.                Tra1 0
  11894.                Tra2 0
  11895.                Tra3 0
  11896.                }
  11897.               }
  11898.              MPSt 0
  11899.              sh {
  11900.               mapk 0
  11901.               elms {
  11902.                }
  11903.               }
  11904.              ob "curl"
  11905.              }
  11906.             inpr {
  11907.              AnTr 1
  11908.              Cloa 1
  11909.              tran {
  11910.               po 6.2132,-4.04181,21.07571
  11911.               mat 1,-0.00006,0,0.00003,-1.00003,-0.00005,0.00005,0.00009,-0.99997
  11912.               Scal 0.83058
  11913.               hp -0.65417,0,-1.63229
  11914.               }
  11915.              XYZs 1.2048,1.12807,1.23047
  11916.              defo {
  11917.               affi {
  11918.                ScaX 1.2048
  11919.                ScaY 1.12807
  11920.                ScaZ 1.23047
  11921.                R1,1 1
  11922.                R1,2 0
  11923.                R1,3 0
  11924.                R2,1 0
  11925.                R2,2 1
  11926.                R2,3 0
  11927.                R3,1 0
  11928.                R3,2 0
  11929.                R3,3 1
  11930.                Tra1 0
  11931.                Tra2 0
  11932.                Tra3 0
  11933.                }
  11934.               }
  11935.              MPSt 0
  11936.              sh {
  11937.               mapk 0
  11938.               elms {
  11939.                }
  11940.               }
  11941.              ob "curl"
  11942.              }
  11943.             }
  11944.            boxM 12.69177,-2.16785,22.19273
  11945.            boxm 3.99731,-5.9185,19.95522
  11946.            open 0
  11947.            }
  11948.           inpr {
  11949.            AnTr 1
  11950.            Cloa 1
  11951.            tran {
  11952.             po -8.18257,-4.93375,-12.50314
  11953.             mat -0.70047,-0.00003,0.7137,-0.7137,0.00008,-0.70044,0.00003,0.99997,0.00003
  11954.             Scal 0.41507
  11955.             hp -1.99942,-0.24475,-2.59927
  11956.             }
  11957.            XYZs 1,1,1
  11958.            MPSt 0
  11959.            sh {
  11960.             mapk 0
  11961.             elms {
  11962.              }
  11963.             }
  11964.            ob "pillar 2"
  11965.            }
  11966.           }
  11967.          boxM -7.46925,-4.23901,-11.91818
  11968.          boxm -8.87698,-5.64691,-14.06331
  11969.          open 0
  11970.          }
  11971.         gr {
  11972.          nm "column"
  11973.          AnTr 1
  11974.          Cloa 1
  11975.          tran {
  11976.           po 0.00011,0.00011,6.80655
  11977.           mat -0.70715,0.70708,-0.00003,-0.70711,-0.70714,0.00005,-0.00003,0.00002,0.99997
  11978.           Scal 1.18213
  11979.           hp -9.29915,-3.81697,-12.99057
  11980.           }
  11981.          XYZs 1,1,1
  11982.          MPSt 0
  11983.          so {
  11984.           gr {
  11985.            nm "scroll"
  11986.            AnTr 1
  11987.            Cloa 1
  11988.            tran {
  11989.             po -8.17882,-4.92944,-12.07031
  11990.             mat 0.70064,-0.71355,0,0.71356,0.70053,-0.00011,-0.00003,0.00003,0.99997
  11991.             Scal 0.1371
  11992.             hp 8.34801,-4.04477,21.08153
  11993.             }
  11994.            XYZs 1,1,1
  11995.            MPSt 0
  11996.            so {
  11997.             inpr {
  11998.              AnTr 1
  11999.              Cloa 1
  12000.              tran {
  12001.               po 10.48083,-4.04539,21.07527
  12002.               mat -1.00003,0.00014,-0.00002,0.00011,0.99994,0.00008,0.00006,0.00012,-0.99998
  12003.               Scal 0.83075
  12004.               hp -0.65417,0,-1.63229
  12005.               }
  12006.              XYZs 1.2048,1.12807,1.23047
  12007.              defo {
  12008.               affi {
  12009.                ScaX 1.2048
  12010.                ScaY 1.12807
  12011.                ScaZ 1.23047
  12012.                R1,1 1
  12013.                R1,2 0
  12014.                R1,3 0
  12015.                R2,1 0
  12016.                R2,2 1
  12017.                R2,3 0
  12018.                R3,1 0
  12019.                R3,2 0
  12020.                R3,3 1
  12021.                Tra1 0
  12022.                Tra2 0
  12023.                Tra3 0
  12024.                }
  12025.               }
  12026.              MPSt 0
  12027.              sh {
  12028.               mapk 0
  12029.               elms {
  12030.                }
  12031.               }
  12032.              ob "curl"
  12033.              }
  12034.             inpr {
  12035.              AnTr 1
  12036.              Cloa 1
  12037.              tran {
  12038.               po 6.2132,-4.04474,21.07535
  12039.               mat 1.00003,-0.00005,0.00006,-0.00002,-0.99992,-0.00006,0.00008,0.00014,-0.99998
  12040.               Scal 0.83058
  12041.               hp -0.65417,0,-1.63229
  12042.               }
  12043.              XYZs 1.2048,1.12807,1.23047
  12044.              defo {
  12045.               affi {
  12046.                ScaX 1.2048
  12047.                ScaY 1.12807
  12048.                ScaZ 1.23047
  12049.                R1,1 1
  12050.                R1,2 0
  12051.                R1,3 0
  12052.                R2,1 0
  12053.                R2,2 1
  12054.                R2,3 0
  12055.                R3,1 0
  12056.                R3,2 0
  12057.                R3,3 1
  12058.                Tra1 0
  12059.                Tra2 0
  12060.                Tra3 0
  12061.                }
  12062.               }
  12063.              MPSt 0
  12064.              sh {
  12065.               mapk 0
  12066.               elms {
  12067.                }
  12068.               }
  12069.              ob "curl"
  12070.              }
  12071.             }
  12072.            boxM 12.69362,-2.16827,22.19478
  12073.            boxm 3.99696,-5.91951,19.95583
  12074.            open 0
  12075.            }
  12076.           inpr {
  12077.            AnTr 1
  12078.            Cloa 1
  12079.            tran {
  12080.             po -8.18285,-4.93329,-12.50311
  12081.             mat -0.70059,0,0.71364,-0.71361,0.00011,-0.70052,0.00003,0.99998,0.00003
  12082.             Scal 0.41507
  12083.             hp -1.99942,-0.24475,-2.59927
  12084.             }
  12085.            XYZs 1,1,1
  12086.            MPSt 0
  12087.            sh {
  12088.             mapk 0
  12089.             elms {
  12090.              }
  12091.             }
  12092.            ob "pillar 2"
  12093.            }
  12094.           }
  12095.          boxM -7.46964,-4.23866,-11.91789
  12096.          boxm -8.87723,-5.64658,-14.06335
  12097.          open 0
  12098.          }
  12099.         gr {
  12100.          nm "column"
  12101.          AnTr 1
  12102.          Cloa 1
  12103.          tran {
  12104.           po 0.00005,0.00005,6.80655
  12105.           mat 0.70715,0.70695,-0.00009,-0.70706,0.70715,-0.00005,-0.00002,0.00003,0.99998
  12106.           Scal 1.18213
  12107.           hp -9.29915,-3.81697,-12.99057
  12108.           }
  12109.          XYZs 1,1,1
  12110.          MPSt 0
  12111.          so {
  12112.           gr {
  12113.            nm "scroll"
  12114.            AnTr 1
  12115.            Cloa 1
  12116.            tran {
  12117.             po -8.17854,-4.92908,-12.07031
  12118.             mat 0.70059,-0.71359,0.00005,0.71344,0.70055,-0.00015,0,0.00006,0.99998
  12119.             Scal 0.1371
  12120.             hp 8.34801,-4.04477,21.08153
  12121.             }
  12122.            XYZs 1,1,1
  12123.            MPSt 0
  12124.            so {
  12125.             inpr {
  12126.              AnTr 1
  12127.              Cloa 1
  12128.              tran {
  12129.               po 10.47754,-4.04529,21.07497
  12130.               mat -0.99995,0.00003,0,0.00003,0.99997,0.00008,0.00006,0.00012,-0.99998
  12131.               Scal 0.83075
  12132.               hp -0.65417,0,-1.63229
  12133.               }
  12134.              XYZs 1.2048,1.12807,1.23047
  12135.              defo {
  12136.               affi {
  12137.                ScaX 1.2048
  12138.                ScaY 1.12807
  12139.                ScaZ 1.23047
  12140.                R1,1 1
  12141.                R1,2 0
  12142.                R1,3 0
  12143.                R2,1 0
  12144.                R2,2 1
  12145.                R2,3 0
  12146.                R3,1 0
  12147.                R3,2 0
  12148.                R3,3 1
  12149.                Tra1 0
  12150.                Tra2 0
  12151.                Tra3 0
  12152.                }
  12153.               }
  12154.              MPSt 0
  12155.              sh {
  12156.               mapk 0
  12157.               elms {
  12158.                }
  12159.               }
  12160.              ob "curl"
  12161.              }
  12162.             inpr {
  12163.              AnTr 1
  12164.              Cloa 1
  12165.              tran {
  12166.               po 6.20932,-4.04539,21.07497
  12167.               mat 0.99994,0.00011,0.00002,0.00011,-0.99998,-0.00003,0.00008,0.00008,-0.99998
  12168.               Scal 0.83058
  12169.               hp -0.65417,0,-1.63229
  12170.               }
  12171.              XYZs 1.2048,1.12807,1.23047
  12172.              defo {
  12173.               affi {
  12174.                ScaX 1.2048
  12175.                ScaY 1.12807
  12176.                ScaZ 1.23047
  12177.                R1,1 1
  12178.                R1,2 0
  12179.                R1,3 0
  12180.                R2,1 0
  12181.                R2,2 1
  12182.                R2,3 0
  12183.                R3,1 0
  12184.                R3,2 0
  12185.                R3,3 1
  12186.                Tra1 0
  12187.                Tra2 0
  12188.                Tra3 0
  12189.                }
  12190.               }
  12191.              MPSt 0
  12192.              sh {
  12193.               mapk 0
  12194.               elms {
  12195.                }
  12196.               }
  12197.              ob "curl"
  12198.              }
  12199.             }
  12200.            boxM 12.69347,-2.16879,22.19461
  12201.            boxm 3.99789,-5.9201,19.95656
  12202.            open 0
  12203.            }
  12204.           inpr {
  12205.            AnTr 1
  12206.            Cloa 1
  12207.            tran {
  12208.             po -8.18272,-4.93301,-12.50307
  12209.             mat -0.70056,-0.00005,0.71361,-0.71361,0.00009,-0.70056,0,0.99998,0.00005
  12210.             Scal 0.41507
  12211.             hp -1.99942,-0.24475,-2.59927
  12212.             }
  12213.            XYZs 1,1,1
  12214.            MPSt 0
  12215.            sh {
  12216.             mapk 0
  12217.             elms {
  12218.              }
  12219.             }
  12220.            ob "pillar 2"
  12221.            }
  12222.           }
  12223.          boxM -7.46922,-4.2383,-11.91786
  12224.          boxm -8.87694,-5.64616,-14.06325
  12225.          open 0
  12226.          }
  12227.         }
  12228.        boxM 3.05898,3.05922,8.0746
  12229.        boxm -3.05867,-3.05869,5.53815
  12230.        open 0
  12231.        }
  12232.       inpr {
  12233.        nm "base"
  12234.        AnTr 1
  12235.        Cloa 1
  12236.        tran {
  12237.         po -0.00024,-0.00017,-4.86519
  12238.         mat 0.00005,-0.99998,-0.00003,0.99998,0,-0.00008,0.00002,-0.00006,0.99998
  12239.         Scal 0.59004
  12240.         }
  12241.        XYZs 2.33331,2.33331,0.14998
  12242.        defo {
  12243.         affi {
  12244.          ScaX 2.33331
  12245.          ScaY 2.33331
  12246.          ScaZ 0.14998
  12247.          R1,1 1
  12248.          R1,2 0
  12249.          R1,3 0
  12250.          R2,1 0
  12251.          R2,2 1
  12252.          R2,3 0
  12253.          R3,1 0
  12254.          R3,2 0
  12255.          R3,3 1
  12256.          Tra1 0
  12257.          Tra2 0
  12258.          Tra3 0
  12259.          }
  12260.         }
  12261.        MPSt 0
  12262.        sh {
  12263.         mapk 0
  12264.         elms {
  12265.          }
  12266.         }
  12267.        ob "Cylinder"
  12268.        }
  12269.       gr {
  12270.        nm "bottom flowers"
  12271.        AnTr 1
  12272.        Cloa 1
  12273.        tran {
  12274.         po -0.039,0.05812,-0.73453
  12275.         mat 0.99998,-0.00005,-0.00009,0.00002,0.99998,-0.00006,0.00003,0.00002,0.99998
  12276.         Scal 0.59004
  12277.         hp -0.06595,0.09851,-2.89162
  12278.         }
  12279.        XYZs 1,1,1
  12280.        MPSt 0
  12281.        so {
  12282.         gr {
  12283.          nm "lilly"
  12284.          AnTr 1
  12285.          Cloa 1
  12286.          tran {
  12287.           po -0.00006,0.02951,-2.78171
  12288.           mat 0.99998,-0.00006,-0.00006,0.00002,0.99998,-0.00009,0,0.00005,0.99997
  12289.           Scal 0.897
  12290.           hp 0.00899,0.06419,7.9153
  12291.           }
  12292.          XYZs 1,1,1
  12293.          MPSt 0
  12294.          so {
  12295.           inpr {
  12296.            AnTr 1
  12297.            Cloa 1
  12298.            tran {
  12299.             po 0.33961,0.14764,7.49986
  12300.             mat 0.3089,0.6113,-0.72864,-0.95111,0.19861,-0.23666,0,0.76598,0.64276
  12301.             Scal 0.22433
  12302.             hp 0.04593,-4.34737,-2.22646
  12303.             }
  12304.            XYZs 1,1,1
  12305.            MPSt 0
  12306.            sh {
  12307.             mapk 0
  12308.             elms {
  12309.              }
  12310.             }
  12311.            ob "petal"
  12312.            }
  12313.           inpr {
  12314.            AnTr 1
  12315.            Cloa 1
  12316.            tran {
  12317.             po 0.20665,-0.28047,7.49986
  12318.             mat -0.80911,0.37769,-0.45023,-0.58774,-0.52007,0.61981,-0.00005,0.76602,0.64268
  12319.             Scal 0.22433
  12320.             hp 0.04593,-4.34737,-2.22646
  12321.             }
  12322.            XYZs 1,1,1
  12323.            MPSt 0
  12324.            sh {
  12325.             mapk 0
  12326.             elms {
  12327.              }
  12328.             }
  12329.            ob "petal"
  12330.            }
  12331.           inpr {
  12332.            AnTr 1
  12333.            Cloa 1
  12334.            tran {
  12335.             po -0.22153,-0.26572,7.49988
  12336.             mat -0.80899,-0.37781,0.4503,0.58777,-0.52005,0.61971,-0.00003,0.76604,0.6427
  12337.             Scal 0.22433
  12338.             hp 0.04593,-4.34737,-2.22646
  12339.             }
  12340.            XYZs 1,1,1
  12341.            MPSt 0
  12342.            sh {
  12343.             mapk 0
  12344.             elms {
  12345.              }
  12346.             }
  12347.            ob "petal"
  12348.            }
  12349.           inpr {
  12350.            AnTr 1
  12351.            Cloa 1
  12352.            tran {
  12353.             po -0.32481,0.1181,7.49986
  12354.             mat 0.30908,-0.61142,0.72842,0.951,0.19861,-0.23688,0.00005,0.76599,0.64278
  12355.             Scal 0.22433
  12356.             hp 0.04593,-4.34737,-2.22646
  12357.             }
  12358.            XYZs 1,1,1
  12359.            MPSt 0
  12360.            sh {
  12361.             mapk 0
  12362.             elms {
  12363.              }
  12364.             }
  12365.            ob "petal"
  12366.            }
  12367.           inpr {
  12368.            AnTr 1
  12369.            Cloa 1
  12370.            tran {
  12371.             po 0.00003,0.35434,7.49983
  12372.             mat 0.99998,-0.00011,-0.00005,0.00003,0.64281,-0.76607,0,0.76601,0.64276
  12373.             Scal 0.22433
  12374.             hp 0.13536,-4.26413,-2.22646
  12375.             }
  12376.            XYZs 1,1,1
  12377.            MPSt 0
  12378.            sh {
  12379.             mapk 0
  12380.             elms {
  12381.              }
  12382.             }
  12383.            ob "petal"
  12384.            }
  12385.           inpr {
  12386.            AnTr 1
  12387.            Cloa 1
  12388.            tran {
  12389.             po 0.00003,0.00011,7.81241
  12390.             mat 0.98978,0.13736,-0.0372,0.00003,-0.2612,-0.96529,-0.14236,0.95541,-0.25859
  12391.             Scal 0.19684
  12392.             hp 0,-3.15347,-0.00002
  12393.             }
  12394.            XYZs 1,1,1
  12395.            MPSt 0
  12396.            sh {
  12397.             mapk 0
  12398.             elms {
  12399.              }
  12400.             }
  12401.            ob "stamen"
  12402.            }
  12403.           inpr {
  12404.            AnTr 1
  12405.            Cloa 1
  12406.            tran {
  12407.             po 0.00003,0.00009,7.81241
  12408.             mat 0.9624,0.24376,0.11914,0.00002,0.43907,-0.89845,-0.2715,0.86465,0.42258
  12409.             Scal 0.19684
  12410.             hp 0,-3.15347,-0.00002
  12411.             }
  12412.            XYZs 1,1,1
  12413.            MPSt 0
  12414.            sh {
  12415.             mapk 0
  12416.             elms {
  12417.              }
  12418.             }
  12419.            ob "stamen"
  12420.            }
  12421.           inpr {
  12422.            AnTr 1
  12423.            Cloa 1
  12424.            tran {
  12425.             po 0.00008,0.00012,7.81238
  12426.             mat 0.52328,-0.25526,-0.81305,-0.7993,0.18375,-0.5722,0.29536,0.9492,-0.10794
  12427.             Scal 0.19684
  12428.             hp 0,-3.15347,-0.00002
  12429.             }
  12430.            XYZs 1,1,1
  12431.            MPSt 0
  12432.            sh {
  12433.             mapk 0
  12434.             elms {
  12435.              }
  12436.             }
  12437.            ob "stamen"
  12438.            }
  12439.           inpr {
  12440.            AnTr 1
  12441.            Cloa 1
  12442.            tran {
  12443.             po -0.00102,-0.01041,7.1124
  12444.             mat -0.99997,0.00002,0.00006,0.00002,-0.00008,0.99998,-0.00002,0.99998,0.00002
  12445.             Scal 0.25224
  12446.             hp 0.46373,-0.76781,0.02415
  12447.             }
  12448.            XYZs 1,1,1
  12449.            MPSt 0
  12450.            sh {
  12451.             mapk 0
  12452.             elms {
  12453.              }
  12454.             }
  12455.            ob "stem"
  12456.            }
  12457.           }
  12458.          boxM 1.92471,1.89323,9.41098
  12459.          boxm -1.9276,-1.76334,6.41595
  12460.          open 0
  12461.          }
  12462.         gr {
  12463.          nm "lilly"
  12464.          AnTr 1
  12465.          Cloa 1
  12466.          tran {
  12467.           po 0.60506,-1.60931,-2.78177
  12468.           mat 0.90631,-0.36601,0.21114,0.42253,0.78488,-0.45325,0.00002,0.49994,0.866
  12469.           Scal 0.89693
  12470.           hp 0.00899,0.06419,7.9153
  12471.           }
  12472.          XYZs 1,1,1
  12473.          MPSt 0
  12474.          so {
  12475.           inpr {
  12476.            AnTr 1
  12477.            Cloa 1
  12478.            tran {
  12479.             po 0.33916,0.14757,7.49989
  12480.             mat 0.30888,0.61127,-0.72864,-0.95111,0.19852,-0.23663,-0.00003,0.76598,0.64281
  12481.             Scal 0.2243
  12482.             hp 0.04593,-4.34737,-2.22646
  12483.             }
  12484.            XYZs 1,1,1
  12485.            MPSt 0
  12486.            sh {
  12487.             mapk 0
  12488.             elms {
  12489.              }
  12490.             }
  12491.            ob "petal"
  12492.            }
  12493.           inpr {
  12494.            AnTr 1
  12495.            Cloa 1
  12496.            tran {
  12497.             po 0.20621,-0.28056,7.49988
  12498.             mat -0.80911,0.37761,-0.45027,-0.58768,-0.52002,0.61987,-0.00003,0.76607,0.64265
  12499.             Scal 0.2243
  12500.             hp 0.04593,-4.34737,-2.22646
  12501.             }
  12502.            XYZs 1,1,1
  12503.            MPSt 0
  12504.            sh {
  12505.             mapk 0
  12506.             elms {
  12507.              }
  12508.             }
  12509.            ob "petal"
  12510.            }
  12511.           inpr {
  12512.            AnTr 1
  12513.            Cloa 1
  12514.            tran {
  12515.             po -0.22192,-0.26585,7.49989
  12516.             mat -0.80902,-0.37785,0.45026,0.58777,-0.52002,0.61971,-0.00002,0.76605,0.64265
  12517.             Scal 0.2243
  12518.             hp 0.04593,-4.34737,-2.22646
  12519.             }
  12520.            XYZs 1,1,1
  12521.            MPSt 0
  12522.            sh {
  12523.             mapk 0
  12524.             elms {
  12525.              }
  12526.             }
  12527.            ob "petal"
  12528.            }
  12529.           inpr {
  12530.            AnTr 1
  12531.            Cloa 1
  12532.            tran {
  12533.             po -0.32524,0.118,7.49991
  12534.             mat 0.30908,-0.61156,0.72827,0.95094,0.19864,-0.23692,0.00002,0.76591,0.64293
  12535.             Scal 0.2243
  12536.             hp 0.04593,-4.34737,-2.22646
  12537.             }
  12538.            XYZs 1,1,1
  12539.            MPSt 0
  12540.            sh {
  12541.             mapk 0
  12542.             elms {
  12543.              }
  12544.             }
  12545.            ob "petal"
  12546.            }
  12547.           inpr {
  12548.            AnTr 1
  12549.            Cloa 1
  12550.            tran {
  12551.             po -0.00037,0.35425,7.49995
  12552.             mat 0.99998,-0.00018,-0.00005,0.00006,0.64282,-0.76604,-0.00002,0.76596,0.64284
  12553.             Scal 0.2243
  12554.             hp 0.13536,-4.26413,-2.22646
  12555.             }
  12556.            XYZs 1,1,1
  12557.            MPSt 0
  12558.            sh {
  12559.             mapk 0
  12560.             elms {
  12561.              }
  12562.             }
  12563.            ob "petal"
  12564.            }
  12565.           inpr {
  12566.            AnTr 1
  12567.            Cloa 1
  12568.            tran {
  12569.             po -0.00038,-0.00003,7.81244
  12570.             mat 0.98973,0.13727,-0.03717,0.00005,-0.26115,-0.9653,-0.14238,0.95544,-0.25853
  12571.             Scal 0.19684
  12572.             hp 0,-3.15347,-0.00002
  12573.             }
  12574.            XYZs 1,1,1
  12575.            MPSt 0
  12576.            sh {
  12577.             mapk 0
  12578.             elms {
  12579.              }
  12580.             }
  12581.            ob "stamen"
  12582.            }
  12583.           inpr {
  12584.            AnTr 1
  12585.            Cloa 1
  12586.            tran {
  12587.             po -0.00038,-0.00006,7.81245
  12588.             mat 0.9624,0.24371,0.11908,0,0.43909,-0.89845,-0.27148,0.86464,0.42259
  12589.             Scal 0.19684
  12590.             hp 0,-3.15347,-0.00002
  12591.             }
  12592.            XYZs 1,1,1
  12593.            MPSt 0
  12594.            sh {
  12595.             mapk 0
  12596.             elms {
  12597.              }
  12598.             }
  12599.            ob "stamen"
  12600.            }
  12601.           inpr {
  12602.            AnTr 1
  12603.            Cloa 1
  12604.            tran {
  12605.             po -0.00034,-0.00002,7.81244
  12606.             mat 0.52328,-0.2552,-0.81303,-0.79933,0.18373,-0.57214,0.2953,0.94926,-0.1078
  12607.             Scal 0.19684
  12608.             hp 0,-3.15347,-0.00002
  12609.             }
  12610.            XYZs 1,1,1
  12611.            MPSt 0
  12612.            sh {
  12613.             mapk 0
  12614.             elms {
  12615.              }
  12616.             }
  12617.            ob "stamen"
  12618.            }
  12619.           inpr {
  12620.            AnTr 1
  12621.            Cloa 1
  12622.            tran {
  12623.             po -0.00143,-0.01048,7.11246
  12624.             mat -0.99995,-0.00002,0.00003,0,-0.00003,0.99998,0,1,-0.00002
  12625.             Scal 0.25226
  12626.             hp 0.46373,-0.76781,0.02415
  12627.             }
  12628.            XYZs 1,1,1
  12629.            MPSt 0
  12630.            sh {
  12631.             mapk 0
  12632.             elms {
  12633.              }
  12634.             }
  12635.            ob "stem"
  12636.            }
  12637.           }
  12638.          boxM 1.92424,1.89316,9.41098
  12639.          boxm -1.92793,-1.76352,6.41597
  12640.          open 0
  12641.          }
  12642.         gr {
  12643.          nm "lilly"
  12644.          AnTr 1
  12645.          Cloa 1
  12646.          tran {
  12647.           po 0.00015,0.00002,-2.78171
  12648.           mat -0.93559,0.30574,-0.17656,-0.3531,-0.81033,0.46774,-0.00005,0.49992,0.866
  12649.           Scal 0.8969
  12650.           hp 0.13512,1.3636,7.16513
  12651.           }
  12652.          XYZs 1,1,1
  12653.          MPSt 0
  12654.          so {
  12655.           inpr {
  12656.            AnTr 1
  12657.            Cloa 1
  12658.            tran {
  12659.             po 0.33995,0.14767,7.49974
  12660.             mat 0.30901,0.61136,-0.72859,-0.95107,0.19862,-0.23672,-0.00006,0.76598,0.64272
  12661.             Scal 0.22429
  12662.             hp 0.04593,-4.34737,-2.22646
  12663.             }
  12664.            XYZs 1,1,1
  12665.            MPSt 0
  12666.            sh {
  12667.             mapk 0
  12668.             elms {
  12669.              }
  12670.             }
  12671.            ob "petal"
  12672.            }
  12673.           inpr {
  12674.            AnTr 1
  12675.            Cloa 1
  12676.            tran {
  12677.             po 0.20715,-0.28049,7.49962
  12678.             mat -0.80911,0.37776,-0.45015,-0.58772,-0.52002,0.61986,-0.00006,0.76602,0.64268
  12679.             Scal 0.22429
  12680.             hp 0.04593,-4.34737,-2.22646
  12681.             }
  12682.            XYZs 1,1,1
  12683.            MPSt 0
  12684.            sh {
  12685.             mapk 0
  12686.             elms {
  12687.              }
  12688.             }
  12689.            ob "petal"
  12690.            }
  12691.           inpr {
  12692.            AnTr 1
  12693.            Cloa 1
  12694.            tran {
  12695.             po -0.22092,-0.26573,7.49971
  12696.             mat -0.80913,-0.37755,0.4503,0.58757,-0.52017,0.61987,0.00006,0.76602,0.64264
  12697.             Scal 0.22429
  12698.             hp 0.04593,-4.34737,-2.22646
  12699.             }
  12700.            XYZs 1,1,1
  12701.            MPSt 0
  12702.            sh {
  12703.             mapk 0
  12704.             elms {
  12705.              }
  12706.             }
  12707.            ob "petal"
  12708.            }
  12709.           inpr {
  12710.            AnTr 1
  12711.            Cloa 1
  12712.            tran {
  12713.             po -0.3244,0.11807,7.49969
  12714.             mat 0.30881,-0.61139,0.72861,0.95111,0.19836,-0.23663,0.00006,0.76598,0.64273
  12715.             Scal 0.22429
  12716.             hp 0.04593,-4.34737,-2.22646
  12717.             }
  12718.            XYZs 1,1,1
  12719.            MPSt 0
  12720.            sh {
  12721.             mapk 0
  12722.             elms {
  12723.              }
  12724.             }
  12725.            ob "petal"
  12726.            }
  12727.           inpr {
  12728.            AnTr 1
  12729.            Cloa 1
  12730.            tran {
  12731.             po 0.00035,0.35434,7.49976
  12732.             mat 1.00002,0.00003,-0.00005,0,0.64282,-0.76605,-0.00002,0.76596,0.64279
  12733.             Scal 0.22429
  12734.             hp 0.13536,-4.26413,-2.22646
  12735.             }
  12736.            XYZs 1,1,1
  12737.            MPSt 0
  12738.            sh {
  12739.             mapk 0
  12740.             elms {
  12741.              }
  12742.             }
  12743.            ob "petal"
  12744.            }
  12745.           inpr {
  12746.            AnTr 1
  12747.            Cloa 1
  12748.            tran {
  12749.             po 0.00031,0.00006,7.81226
  12750.             mat 0.98981,0.13742,-0.03725,0.00002,-0.26118,-0.96529,-0.14241,0.95541,-0.25859
  12751.             Scal 0.19684
  12752.             hp 0,-3.15347,-0.00002
  12753.             }
  12754.            XYZs 1,1,1
  12755.            MPSt 0
  12756.            sh {
  12757.             mapk 0
  12758.             elms {
  12759.              }
  12760.             }
  12761.            ob "stamen"
  12762.            }
  12763.           inpr {
  12764.            AnTr 1
  12765.            Cloa 1
  12766.            tran {
  12767.             po 0.00027,0.00005,7.81226
  12768.             mat 0.96243,0.24391,0.11913,-0.00002,0.43912,-0.89844,-0.2715,0.86464,0.42258
  12769.             Scal 0.19684
  12770.             hp 0,-3.15347,-0.00002
  12771.             }
  12772.            XYZs 1,1,1
  12773.            MPSt 0
  12774.            sh {
  12775.             mapk 0
  12776.             elms {
  12777.              }
  12778.             }
  12779.            ob "stamen"
  12780.            }
  12781.           inpr {
  12782.            AnTr 1
  12783.            Cloa 1
  12784.            tran {
  12785.             po 0.00032,0.00006,7.81226
  12786.             mat 0.52324,-0.25516,-0.81308,-0.79935,0.18373,-0.5721,0.29529,0.9492,-0.10797
  12787.             Scal 0.19684
  12788.             hp 0,-3.15347,-0.00002
  12789.             }
  12790.            XYZs 1,1,1
  12791.            MPSt 0
  12792.            sh {
  12793.             mapk 0
  12794.             elms {
  12795.              }
  12796.             }
  12797.            ob "stamen"
  12798.            }
  12799.           inpr {
  12800.            AnTr 1
  12801.            Cloa 1
  12802.            tran {
  12803.             po -0.00044,-0.01036,7.11234
  12804.             mat -0.99998,0.00011,0.00008,-0.00005,-0.00008,1,0.00003,0.99995,0.00002
  12805.             Scal 0.25224
  12806.             hp 0.46373,-0.76781,0.02415
  12807.             }
  12808.            XYZs 1,1,1
  12809.            MPSt 0
  12810.            sh {
  12811.             mapk 0
  12812.             elms {
  12813.              }
  12814.             }
  12815.            ob "stem"
  12816.            }
  12817.           }
  12818.          boxM 1.92493,1.89314,9.4106
  12819.          boxm -1.92715,-1.76329,6.41591
  12820.          open 0
  12821.          }
  12822.         gr {
  12823.          nm "lilly"
  12824.          AnTr 1
  12825.          Cloa 1
  12826.          tran {
  12827.           po 0.00012,0,-2.78175
  12828.           mat 0.30135,-0.82584,0.47662,0.95348,0.26091,-0.15082,0,0.49989,0.86603
  12829.           Scal 0.89687
  12830.           hp 0.13512,1.3636,7.16513
  12831.           }
  12832.          XYZs 1,1,1
  12833.          MPSt 0
  12834.          so {
  12835.           inpr {
  12836.            AnTr 1
  12837.            Cloa 1
  12838.            tran {
  12839.             po 0.33925,0.14766,7.49959
  12840.             mat 0.30893,0.61125,-0.72864,-0.95108,0.19861,-0.23669,-0.00008,0.76593,0.64276
  12841.             Scal 0.22433
  12842.             hp 0.04593,-4.34737,-2.22646
  12843.             }
  12844.            XYZs 1,1,1
  12845.            MPSt 0
  12846.            sh {
  12847.             mapk 0
  12848.             elms {
  12849.              }
  12850.             }
  12851.            ob "petal"
  12852.            }
  12853.           inpr {
  12854.            AnTr 1
  12855.            Cloa 1
  12856.            tran {
  12857.             po 0.20644,-0.28041,7.49956
  12858.             mat -0.80905,0.37773,-0.45033,-0.58775,-0.52002,0.61978,-0.00005,0.76599,0.64272
  12859.             Scal 0.22433
  12860.             hp 0.04593,-4.34737,-2.22646
  12861.             }
  12862.            XYZs 1,1,1
  12863.            MPSt 0
  12864.            sh {
  12865.             mapk 0
  12866.             elms {
  12867.              }
  12868.             }
  12869.            ob "petal"
  12870.            }
  12871.           inpr {
  12872.            AnTr 1
  12873.            Cloa 1
  12874.            tran {
  12875.             po -0.22176,-0.26569,7.49956
  12876.             mat -0.8091,-0.37775,0.45021,0.58769,-0.5201,0.61974,0.00005,0.76598,0.64265
  12877.             Scal 0.22433
  12878.             hp 0.04593,-4.34737,-2.22646
  12879.             }
  12880.            XYZs 1,1,1
  12881.            MPSt 0
  12882.            sh {
  12883.             mapk 0
  12884.             elms {
  12885.              }
  12886.             }
  12887.            ob "petal"
  12888.            }
  12889.           inpr {
  12890.            AnTr 1
  12891.            Cloa 1
  12892.            tran {
  12893.             po -0.32509,0.11807,7.4996
  12894.             mat 0.30899,-0.6115,0.72839,0.95102,0.19859,-0.23686,0.00006,0.76595,0.64276
  12895.             Scal 0.22433
  12896.             hp 0.04593,-4.34737,-2.22646
  12897.             }
  12898.            XYZs 1,1,1
  12899.            MPSt 0
  12900.            sh {
  12901.             mapk 0
  12902.             elms {
  12903.              }
  12904.             }
  12905.            ob "petal"
  12906.            }
  12907.           inpr {
  12908.            AnTr 1
  12909.            Cloa 1
  12910.            tran {
  12911.             po -0.00024,0.35437,7.49962
  12912.             mat 0.99997,-0.00015,-0.00008,-0.00002,0.64287,-0.76602,0,0.76595,0.64279
  12913.             Scal 0.22433
  12914.             hp 0.13536,-4.26413,-2.22646
  12915.             }
  12916.            XYZs 1,1,1
  12917.            MPSt 0
  12918.            sh {
  12919.             mapk 0
  12920.             elms {
  12921.              }
  12922.             }
  12923.            ob "petal"
  12924.            }
  12925.           inpr {
  12926.            AnTr 1
  12927.            Cloa 1
  12928.            tran {
  12929.             po -0.00017,0.00005,7.81216
  12930.             mat 0.98976,0.13725,-0.03722,0.00002,-0.26114,-0.96529,-0.14238,0.95541,-0.25858
  12931.             Scal 0.19682
  12932.             hp 0,-3.15347,-0.00002
  12933.             }
  12934.            XYZs 1,1,1
  12935.            MPSt 0
  12936.            sh {
  12937.             mapk 0
  12938.             elms {
  12939.              }
  12940.             }
  12941.            ob "stamen"
  12942.            }
  12943.           inpr {
  12944.            AnTr 1
  12945.            Cloa 1
  12946.            tran {
  12947.             po -0.00017,0.00005,7.81215
  12948.             mat 0.96242,0.24373,0.11911,0.00002,0.43912,-0.89839,-0.2715,0.86464,0.42256
  12949.             Scal 0.19682
  12950.             hp 0,-3.15347,-0.00002
  12951.             }
  12952.            XYZs 1,1,1
  12953.            MPSt 0
  12954.            sh {
  12955.             mapk 0
  12956.             elms {
  12957.              }
  12958.             }
  12959.            ob "stamen"
  12960.            }
  12961.           inpr {
  12962.            AnTr 1
  12963.            Cloa 1
  12964.            tran {
  12965.             po -0.00012,0.00006,7.81215
  12966.             mat 0.52335,-0.25525,-0.81302,-0.79927,0.1837,-0.5722,0.29526,0.94923,-0.10788
  12967.             Scal 0.19682
  12968.             hp 0,-3.15347,-0.00002
  12969.             }
  12970.            XYZs 1,1,1
  12971.            MPSt 0
  12972.            sh {
  12973.             mapk 0
  12974.             elms {
  12975.              }
  12976.             }
  12977.            ob "stamen"
  12978.            }
  12979.           inpr {
  12980.            AnTr 1
  12981.            Cloa 1
  12982.            tran {
  12983.             po -0.00131,-0.0103,7.11214
  12984.             mat -0.99995,-0.00003,-0.00005,-0.00005,-0.00005,1,0.00002,0.99997,0.00003
  12985.             Scal 0.25224
  12986.             hp 0.46373,-0.76781,0.02415
  12987.             }
  12988.            XYZs 1,1,1
  12989.            MPSt 0
  12990.            sh {
  12991.             mapk 0
  12992.             elms {
  12993.              }
  12994.             }
  12995.            ob "stem"
  12996.            }
  12997.           }
  12998.          boxM 1.92441,1.89349,9.41104
  12999.          boxm -1.92822,-1.76363,6.41574
  13000.          open 0
  13001.          }
  13002.         gr {
  13003.          nm "lilly"
  13004.          AnTr 1
  13005.          Cloa 1
  13006.          tran {
  13007.           po 0.00002,-0.00008,-2.78191
  13008.           mat -0.66191,-0.7305,0.1682,0.67542,-0.48404,0.55623,-0.325,0.4818,0.81372
  13009.           Scal 0.89677
  13010.           hp 0.13512,1.3636,7.16513
  13011.           }
  13012.          XYZs 1,1,1
  13013.          MPSt 0
  13014.          so {
  13015.           inpr {
  13016.            AnTr 1
  13017.            Cloa 1
  13018.            tran {
  13019.             po 0.33955,0.1478,7.49974
  13020.             mat 0.30888,0.61125,-0.72871,-0.9511,0.19861,-0.2366,0.00003,0.76599,0.64267
  13021.             Scal 0.22433
  13022.             hp 0.04593,-4.34737,-2.22646
  13023.             }
  13024.            XYZs 1,1,1
  13025.            MPSt 0
  13026.            sh {
  13027.             mapk 0
  13028.             elms {
  13029.              }
  13030.             }
  13031.            ob "petal"
  13032.            }
  13033.           inpr {
  13034.            AnTr 1
  13035.            Cloa 1
  13036.            tran {
  13037.             po 0.2067,-0.28035,7.49968
  13038.             mat -0.80905,0.37775,-0.45024,-0.58778,-0.51997,0.61984,-0.00003,0.76601,0.64267
  13039.             Scal 0.22433
  13040.             hp 0.04593,-4.34737,-2.22646
  13041.             }
  13042.            XYZs 1,1,1
  13043.            MPSt 0
  13044.            sh {
  13045.             mapk 0
  13046.             elms {
  13047.              }
  13048.             }
  13049.            ob "petal"
  13050.            }
  13051.           inpr {
  13052.            AnTr 1
  13053.            Cloa 1
  13054.            tran {
  13055.             po -0.22141,-0.26558,7.49973
  13056.             mat -0.8091,-0.37767,0.4502,0.5876,-0.52019,0.61983,0.00002,0.76595,0.6427
  13057.             Scal 0.22433
  13058.             hp 0.04593,-4.34737,-2.22646
  13059.             }
  13060.            XYZs 1,1,1
  13061.            MPSt 0
  13062.            sh {
  13063.             mapk 0
  13064.             elms {
  13065.              }
  13066.             }
  13067.            ob "petal"
  13068.            }
  13069.           inpr {
  13070.            AnTr 1
  13071.            Cloa 1
  13072.            tran {
  13073.             po -0.32478,0.11813,7.49968
  13074.             mat 0.30894,-0.61151,0.72841,0.95107,0.19852,-0.23676,0.00006,0.76587,0.64284
  13075.             Scal 0.22433
  13076.             hp 0.04593,-4.34737,-2.22646
  13077.             }
  13078.            XYZs 1,1,1
  13079.            MPSt 0
  13080.            sh {
  13081.             mapk 0
  13082.             elms {
  13083.              }
  13084.             }
  13085.            ob "petal"
  13086.            }
  13087.           inpr {
  13088.            AnTr 1
  13089.            Cloa 1
  13090.            tran {
  13091.             po 0,0.35443,7.4998
  13092.             mat 0.99997,-0.00009,-0.00012,-0.00002,0.64287,-0.76604,0.00003,0.76595,0.64279
  13093.             Scal 0.22433
  13094.             hp 0.13536,-4.26413,-2.22646
  13095.             }
  13096.            XYZs 1,1,1
  13097.            MPSt 0
  13098.            sh {
  13099.             mapk 0
  13100.             elms {
  13101.              }
  13102.             }
  13103.            ob "petal"
  13104.            }
  13105.           inpr {
  13106.            AnTr 1
  13107.            Cloa 1
  13108.            tran {
  13109.             po -0.00003,0.00009,7.81232
  13110.             mat 0.98978,0.1373,-0.03722,0.00002,-0.26117,-0.96529,-0.14238,0.95543,-0.25856
  13111.             Scal 0.19684
  13112.             hp 0,-3.15347,-0.00002
  13113.             }
  13114.            XYZs 1,1,1
  13115.            MPSt 0
  13116.            sh {
  13117.             mapk 0
  13118.             elms {
  13119.              }
  13120.             }
  13121.            ob "stamen"
  13122.            }
  13123.           inpr {
  13124.            AnTr 1
  13125.            Cloa 1
  13126.            tran {
  13127.             po -0.00006,0.00006,7.81233
  13128.             mat 0.96242,0.2438,0.11914,0.00003,0.43912,-0.89844,-0.2715,0.86459,0.42256
  13129.             Scal 0.19684
  13130.             hp 0,-3.15347,-0.00002
  13131.             }
  13132.            XYZs 1,1,1
  13133.            MPSt 0
  13134.            sh {
  13135.             mapk 0
  13136.             elms {
  13137.              }
  13138.             }
  13139.            ob "stamen"
  13140.            }
  13141.           inpr {
  13142.            AnTr 1
  13143.            Cloa 1
  13144.            tran {
  13145.             po 0.00002,0.00008,7.81232
  13146.             mat 0.52316,-0.25534,-0.81308,-0.79938,0.18379,-0.57205,0.29536,0.94919,-0.108
  13147.             Scal 0.19684
  13148.             hp 0,-3.15347,-0.00002
  13149.             }
  13150.            XYZs 1,1,1
  13151.            MPSt 0
  13152.            sh {
  13153.             mapk 0
  13154.             elms {
  13155.              }
  13156.             }
  13157.            ob "stamen"
  13158.            }
  13159.           inpr {
  13160.            AnTr 1
  13161.            Cloa 1
  13162.            tran {
  13163.             po -0.00087,-0.01025,7.11226
  13164.             mat -0.99997,0.00005,-0.00005,-0.00012,-0.00003,1,0.00003,0.99995,-0.00003
  13165.             Scal 0.25224
  13166.             hp 0.46373,-0.76781,0.02415
  13167.             }
  13168.            XYZs 1,1,1
  13169.            MPSt 0
  13170.            sh {
  13171.             mapk 0
  13172.             elms {
  13173.              }
  13174.             }
  13175.            ob "stem"
  13176.            }
  13177.           }
  13178.          boxM 1.92496,1.89372,9.41104
  13179.          boxm -1.92807,-1.76346,6.41579
  13180.          open 0
  13181.          }
  13182.         gr {
  13183.          nm "lilly"
  13184.          AnTr 1
  13185.          Cloa 1
  13186.          tran {
  13187.           po 0.118,-0.561,-2.78198
  13188.           mat -0.0918,0.8403,-0.53429,-0.94128,-0.24826,-0.2289,-0.32504,0.48183,0.81374
  13189.           Scal 0.89673
  13190.           hp 0.13512,1.3636,7.16513
  13191.           }
  13192.          XYZs 1,1,1
  13193.          MPSt 0
  13194.          so {
  13195.           inpr {
  13196.            AnTr 1
  13197.            Cloa 1
  13198.            tran {
  13199.             po 0.33986,0.14731,7.50002
  13200.             mat 0.30899,0.61127,-0.72865,-0.95107,0.19859,-0.23668,0.00006,0.76614,0.64265
  13201.             Scal 0.22433
  13202.             hp 0.04593,-4.34737,-2.22646
  13203.             }
  13204.            XYZs 1,1,1
  13205.            MPSt 0
  13206.            sh {
  13207.             mapk 0
  13208.             elms {
  13209.              }
  13210.             }
  13211.            ob "petal"
  13212.            }
  13213.           inpr {
  13214.            AnTr 1
  13215.            Cloa 1
  13216.            tran {
  13217.             po 0.20705,-0.28088,7.50003
  13218.             mat -0.80904,0.37778,-0.45027,-0.58777,-0.51993,0.61981,-0.00003,0.76613,0.64262
  13219.             Scal 0.22433
  13220.             hp 0.04593,-4.34737,-2.22646
  13221.             }
  13222.            XYZs 1,1,1
  13223.            MPSt 0
  13224.            sh {
  13225.             mapk 0
  13226.             elms {
  13227.              }
  13228.             }
  13229.            ob "petal"
  13230.            }
  13231.           inpr {
  13232.            AnTr 1
  13233.            Cloa 1
  13234.            tran {
  13235.             po -0.22105,-0.26614,7.50005
  13236.             mat -0.80905,-0.37781,0.45021,0.58763,-0.52011,0.61972,-0.00017,0.76598,0.64282
  13237.             Scal 0.22433
  13238.             hp 0.04593,-4.34737,-2.22646
  13239.             }
  13240.            XYZs 1,1,1
  13241.            MPSt 0
  13242.            sh {
  13243.             mapk 0
  13244.             elms {
  13245.              }
  13246.             }
  13247.            ob "petal"
  13248.            }
  13249.           inpr {
  13250.            AnTr 1
  13251.            Cloa 1
  13252.            tran {
  13253.             po -0.32448,0.11769,7.49997
  13254.             mat 0.30869,-0.61143,0.72864,0.95108,0.19841,-0.23645,-0.00009,0.76598,0.64285
  13255.             Scal 0.22433
  13256.             hp 0.04593,-4.34737,-2.22646
  13257.             }
  13258.            XYZs 1,1,1
  13259.            MPSt 0
  13260.            sh {
  13261.             mapk 0
  13262.             elms {
  13263.              }
  13264.             }
  13265.            ob "petal"
  13266.            }
  13267.           inpr {
  13268.            AnTr 1
  13269.            Cloa 1
  13270.            tran {
  13271.             po 0.00026,0.35399,7.50002
  13272.             mat 1,-0.00005,0.00005,0.00006,0.64282,-0.76601,0.00002,0.76599,0.64285
  13273.             Scal 0.22433
  13274.             hp 0.13536,-4.26413,-2.22646
  13275.             }
  13276.            XYZs 1,1,1
  13277.            MPSt 0
  13278.            sh {
  13279.             mapk 0
  13280.             elms {
  13281.              }
  13282.             }
  13283.            ob "petal"
  13284.            }
  13285.           inpr {
  13286.            AnTr 1
  13287.            Cloa 1
  13288.            tran {
  13289.             po 0.00026,-0.00026,7.81256
  13290.             mat 0.98982,0.13745,-0.03717,0.00003,-0.26115,-0.96527,-0.1424,0.95544,-0.25856
  13291.             Scal 0.19684
  13292.             hp 0,-3.15347,-0.00002
  13293.             }
  13294.            XYZs 1,1,1
  13295.            MPSt 0
  13296.            sh {
  13297.             mapk 0
  13298.             elms {
  13299.              }
  13300.             }
  13301.            ob "stamen"
  13302.            }
  13303.           inpr {
  13304.            AnTr 1
  13305.            Cloa 1
  13306.            tran {
  13307.             po 0.00026,-0.00031,7.81256
  13308.             mat 0.96243,0.24388,0.11923,0.00002,0.43915,-0.89839,-0.2715,0.86467,0.42268
  13309.             Scal 0.19684
  13310.             hp 0,-3.15347,-0.00002
  13311.             }
  13312.            XYZs 1,1,1
  13313.            MPSt 0
  13314.            sh {
  13315.             mapk 0
  13316.             elms {
  13317.              }
  13318.             }
  13319.            ob "stamen"
  13320.            }
  13321.           inpr {
  13322.            AnTr 1
  13323.            Cloa 1
  13324.            tran {
  13325.             po 0.00031,-0.00027,7.81255
  13326.             mat 0.52328,-0.25522,-0.81305,-0.79932,0.18369,-0.5721,0.29539,0.94925,-0.10796
  13327.             Scal 0.19684
  13328.             hp 0,-3.15347,-0.00002
  13329.             }
  13330.            XYZs 1,1,1
  13331.            MPSt 0
  13332.            sh {
  13333.             mapk 0
  13334.             elms {
  13335.              }
  13336.             }
  13337.            ob "stamen"
  13338.            }
  13339.           inpr {
  13340.            AnTr 1
  13341.            Cloa 1
  13342.            tran {
  13343.             po -0.00056,-0.01074,7.11263
  13344.             mat -1.00002,0.00002,0.00006,0.00002,-0.00006,0.99997,-0.00008,0.99998,0
  13345.             Scal 0.25224
  13346.             hp 0.46373,-0.76781,0.02415
  13347.             }
  13348.            XYZs 1,1,1
  13349.            MPSt 0
  13350.            sh {
  13351.             mapk 0
  13352.             elms {
  13353.              }
  13354.             }
  13355.            ob "stem"
  13356.            }
  13357.           }
  13358.          boxM 1.92528,1.89322,9.41132
  13359.          boxm -1.92754,-1.76382,6.41606
  13360.          open 0
  13361.          }
  13362.         gr {
  13363.          nm "lilly"
  13364.          AnTr 1
  13365.          Cloa 1
  13366.          tran {
  13367.           po 0.00002,0,-3.28912
  13368.           mat 0.25267,0.56863,0.78264,-0.96756,0.14853,0.20442,-0.00003,-0.80899,0.5878
  13369.           Scal 0.89677
  13370.           hp 0.96834,-1.64285,5.56557
  13371.           }
  13372.          XYZs 1,1,1
  13373.          MPSt 0
  13374.          so {
  13375.           inpr {
  13376.            AnTr 1
  13377.            Cloa 1
  13378.            tran {
  13379.             po 0.33954,0.14801,7.49991
  13380.             mat 0.30885,0.61131,-0.72868,-0.9511,0.19858,-0.23653,0.00009,0.76596,0.64267
  13381.             Scal 0.22433
  13382.             hp 0.04593,-4.34737,-2.22646
  13383.             }
  13384.            XYZs 1,1,1
  13385.            MPSt 0
  13386.            sh {
  13387.             mapk 0
  13388.             elms {
  13389.              }
  13390.             }
  13391.            ob "petal"
  13392.            }
  13393.           inpr {
  13394.            AnTr 1
  13395.            Cloa 1
  13396.            tran {
  13397.             po 0.20663,-0.28011,7.49998
  13398.             mat -0.8091,0.37793,-0.4501,-0.58772,-0.52007,0.61977,0.00012,0.76588,0.64273
  13399.             Scal 0.22433
  13400.             hp 0.04593,-4.34737,-2.22646
  13401.             }
  13402.            XYZs 1,1,1
  13403.            MPSt 0
  13404.            sh {
  13405.             mapk 0
  13406.             elms {
  13407.              }
  13408.             }
  13409.            ob "petal"
  13410.            }
  13411.           inpr {
  13412.            AnTr 1
  13413.            Cloa 1
  13414.            tran {
  13415.             po -0.22142,-0.26541,7.49998
  13416.             mat -0.80905,-0.37775,0.4503,0.58768,-0.5201,0.61969,0,0.76591,0.64268
  13417.             Scal 0.22433
  13418.             hp 0.04593,-4.34737,-2.22646
  13419.             }
  13420.            XYZs 1,1,1
  13421.            MPSt 0
  13422.            sh {
  13423.             mapk 0
  13424.             elms {
  13425.              }
  13426.             }
  13427.            ob "petal"
  13428.            }
  13429.           inpr {
  13430.            AnTr 1
  13431.            Cloa 1
  13432.            tran {
  13433.             po -0.32478,0.11842,7.49994
  13434.             mat 0.30891,-0.61142,0.72852,0.95102,0.1985,-0.23672,-0.00006,0.7659,0.64272
  13435.             Scal 0.22433
  13436.             hp 0.04593,-4.34737,-2.22646
  13437.             }
  13438.            XYZs 1,1,1
  13439.            MPSt 0
  13440.            sh {
  13441.             mapk 0
  13442.             elms {
  13443.              }
  13444.             }
  13445.            ob "petal"
  13446.            }
  13447.           inpr {
  13448.            AnTr 1
  13449.            Cloa 1
  13450.            tran {
  13451.             po 0,0.35468,7.49998
  13452.             mat 1,-0.00003,-0.00003,0,0.64273,-0.7661,0,0.76598,0.64268
  13453.             Scal 0.22433
  13454.             hp 0.13536,-4.26413,-2.22646
  13455.             }
  13456.            XYZs 1,1,1
  13457.            MPSt 0
  13458.            sh {
  13459.             mapk 0
  13460.             elms {
  13461.              }
  13462.             }
  13463.            ob "petal"
  13464.            }
  13465.           inpr {
  13466.            AnTr 1
  13467.            Cloa 1
  13468.            tran {
  13469.             po -0.00006,0.00047,7.81256
  13470.             mat 0.98981,0.13739,-0.0372,0,-0.26123,-0.96524,-0.14238,0.95535,-0.25861
  13471.             Scal 0.19684
  13472.             hp 0,-3.15347,-0.00002
  13473.             }
  13474.            XYZs 1,1,1
  13475.            MPSt 0
  13476.            sh {
  13477.             mapk 0
  13478.             elms {
  13479.              }
  13480.             }
  13481.            ob "stamen"
  13482.            }
  13483.           inpr {
  13484.            AnTr 1
  13485.            Cloa 1
  13486.            tran {
  13487.             po -0.00005,0.00043,7.81253
  13488.             mat 0.96245,0.24387,0.11913,-0.00003,0.43898,-0.89845,-0.27151,0.86461,0.42245
  13489.             Scal 0.19684
  13490.             hp 0,-3.15347,-0.00002
  13491.             }
  13492.            XYZs 1,1,1
  13493.            MPSt 0
  13494.            sh {
  13495.             mapk 0
  13496.             elms {
  13497.              }
  13498.             }
  13499.            ob "stamen"
  13500.            }
  13501.           inpr {
  13502.            AnTr 1
  13503.            Cloa 1
  13504.            tran {
  13505.             po 0,0.00044,7.81255
  13506.             mat 0.52318,-0.2554,-0.81308,-0.79933,0.18379,-0.57205,0.29552,0.94905,-0.10803
  13507.             Scal 0.19684
  13508.             hp 0,-3.15347,-0.00002
  13509.             }
  13510.            XYZs 1,1,1
  13511.            MPSt 0
  13512.            sh {
  13513.             mapk 0
  13514.             elms {
  13515.              }
  13516.             }
  13517.            ob "stamen"
  13518.            }
  13519.           inpr {
  13520.            AnTr 1
  13521.            Cloa 1
  13522.            tran {
  13523.             po -0.00087,-0.01007,7.11247
  13524.             mat -1,0.00008,0.00002,-0.00003,-0.00009,0.99995,0.00005,0.99994,0.00002
  13525.             Scal 0.25224
  13526.             hp 0.46373,-0.76781,0.02415
  13527.             }
  13528.            XYZs 1,1,1
  13529.            MPSt 0
  13530.            sh {
  13531.             mapk 0
  13532.             elms {
  13533.              }
  13534.             }
  13535.            ob "stem"
  13536.            }
  13537.           }
  13538.          boxM 1.92502,1.89342,9.41112
  13539.          boxm -1.9281,-1.76385,6.41577
  13540.          open 0
  13541.          }
  13542.         gr {
  13543.          nm "lilly"
  13544.          AnTr 1
  13545.          Cloa 1
  13546.          tran {
  13547.           po 0.00008,0.00002,-3.28914
  13548.           mat -0.931,-0.21458,-0.2953,0.36505,-0.5473,-0.75319,-0.00002,-0.80902,0.5878
  13549.           Scal 0.89661
  13550.           hp -0.05753,-1.77547,5.38304
  13551.           }
  13552.          XYZs 1,1,1
  13553.          MPSt 0
  13554.          so {
  13555.           inpr {
  13556.            AnTr 1
  13557.            Cloa 1
  13558.            tran {
  13559.             po 0.33981,0.14807,7.49988
  13560.             mat 0.30881,0.61143,-0.72858,-0.95114,0.19856,-0.23656,-0.00012,0.76604,0.64281
  13561.             Scal 0.2243
  13562.             hp 0.04593,-4.34737,-2.22646
  13563.             }
  13564.            XYZs 1,1,1
  13565.            MPSt 0
  13566.            sh {
  13567.             mapk 0
  13568.             elms {
  13569.              }
  13570.             }
  13571.            ob "petal"
  13572.            }
  13573.           inpr {
  13574.            AnTr 1
  13575.            Cloa 1
  13576.            tran {
  13577.             po 0.20694,-0.28009,7.49985
  13578.             mat -0.80902,0.37776,-0.45029,-0.58781,-0.52,0.61978,-0.00014,0.76602,0.64279
  13579.             Scal 0.2243
  13580.             hp 0.04593,-4.34737,-2.22646
  13581.             }
  13582.            XYZs 1,1,1
  13583.            MPSt 0
  13584.            sh {
  13585.             mapk 0
  13586.             elms {
  13587.              }
  13588.             }
  13589.            ob "petal"
  13590.            }
  13591.           inpr {
  13592.            AnTr 1
  13593.            Cloa 1
  13594.            tran {
  13595.             po -0.22116,-0.26538,7.49985
  13596.             mat -0.80908,-0.37781,0.45015,0.58765,-0.52011,0.61981,-0.00008,0.76591,0.64288
  13597.             Scal 0.2243
  13598.             hp 0.04593,-4.34737,-2.22646
  13599.             }
  13600.            XYZs 1,1,1
  13601.            MPSt 0
  13602.            sh {
  13603.             mapk 0
  13604.             elms {
  13605.              }
  13606.             }
  13607.            ob "petal"
  13608.            }
  13609.           inpr {
  13610.            AnTr 1
  13611.            Cloa 1
  13612.            tran {
  13613.             po -0.32448,0.11848,7.49983
  13614.             mat 0.30898,-0.61118,0.72873,0.95107,0.19856,-0.23672,0,0.76622,0.64258
  13615.             Scal 0.2243
  13616.             hp 0.04593,-4.34737,-2.22646
  13617.             }
  13618.            XYZs 1,1,1
  13619.            MPSt 0
  13620.            sh {
  13621.             mapk 0
  13622.             elms {
  13623.              }
  13624.             }
  13625.            ob "petal"
  13626.            }
  13627.           inpr {
  13628.            AnTr 1
  13629.            Cloa 1
  13630.            tran {
  13631.             po 0.00023,0.3548,7.49983
  13632.             mat 0.99998,0.00002,-0.00005,-0.00002,0.64281,-0.7661,-0.00002,0.7661,0.6427
  13633.             Scal 0.2243
  13634.             hp 0.13536,-4.26413,-2.22646
  13635.             }
  13636.            XYZs 1,1,1
  13637.            MPSt 0
  13638.            sh {
  13639.             mapk 0
  13640.             elms {
  13641.              }
  13642.             }
  13643.            ob "petal"
  13644.            }
  13645.           inpr {
  13646.            AnTr 1
  13647.            Cloa 1
  13648.            tran {
  13649.             po 0.00021,0.00043,7.81236
  13650.             mat 0.98981,0.13742,-0.03728,-0.00002,-0.26118,-0.96526,-0.1424,0.95546,-0.25868
  13651.             Scal 0.19684
  13652.             hp 0,-3.15347,-0.00002
  13653.             }
  13654.            XYZs 1,1,1
  13655.            MPSt 0
  13656.            sh {
  13657.             mapk 0
  13658.             elms {
  13659.              }
  13660.             }
  13661.            ob "stamen"
  13662.            }
  13663.           inpr {
  13664.            AnTr 1
  13665.            Cloa 1
  13666.            tran {
  13667.             po 0.00021,0.00041,7.81235
  13668.             mat 0.96242,0.24391,0.11909,-0.00003,0.43907,-0.89847,-0.27151,0.86475,0.42247
  13669.             Scal 0.19684
  13670.             hp 0,-3.15347,-0.00002
  13671.             }
  13672.            XYZs 1,1,1
  13673.            MPSt 0
  13674.            sh {
  13675.             mapk 0
  13676.             elms {
  13677.              }
  13678.             }
  13679.            ob "stamen"
  13680.            }
  13681.           inpr {
  13682.            AnTr 1
  13683.            Cloa 1
  13684.            tran {
  13685.             po 0.00026,0.00044,7.81235
  13686.             mat 0.52312,-0.25511,-0.81317,-0.79942,0.18375,-0.57198,0.2952,0.9493,-0.10797
  13687.             Scal 0.19684
  13688.             hp 0,-3.15347,-0.00002
  13689.             }
  13690.            XYZs 1,1,1
  13691.            MPSt 0
  13692.            sh {
  13693.             mapk 0
  13694.             elms {
  13695.              }
  13696.             }
  13697.            ob "stamen"
  13698.            }
  13699.           inpr {
  13700.            AnTr 1
  13701.            Cloa 1
  13702.            tran {
  13703.             po -0.00069,-0.00992,7.11249
  13704.             mat -0.99998,-0.00005,-0.00008,-0.00015,0,1.00002,-0.00009,0.99998,0.00003
  13705.             Scal 0.25224
  13706.             hp 0.46373,-0.76781,0.02415
  13707.             }
  13708.            XYZs 1,1,1
  13709.            MPSt 0
  13710.            sh {
  13711.             mapk 0
  13712.             elms {
  13713.              }
  13714.             }
  13715.            ob "stem"
  13716.            }
  13717.           }
  13718.          boxM 1.92496,1.89375,9.41113
  13719.          boxm -1.92754,-1.76305,6.41606
  13720.          open 0
  13721.          }
  13722.         gr {
  13723.          nm "lilly"
  13724.          AnTr 1
  13725.          Cloa 1
  13726.          tran {
  13727.           po -0.00014,-0.00034,-3.54955
  13728.           mat 0.52776,0.47517,-0.70403,-0.84923,0.31183,-0.42618,0.01689,0.82269,0.56812
  13729.           Scal 0.89656
  13730.           hp 0.02193,1.4599,5.3511
  13731.           }
  13732.          XYZs 1,1,1
  13733.          MPSt 0
  13734.          so {
  13735.           inpr {
  13736.            AnTr 1
  13737.            Cloa 1
  13738.            tran {
  13739.             po 0.33919,0.14734,7.50027
  13740.             mat 0.30882,0.61113,-0.72882,-0.95113,0.19844,-0.23656,0.00005,0.76624,0.64255
  13741.             Scal 0.22429
  13742.             hp 0.04593,-4.34737,-2.22646
  13743.             }
  13744.            XYZs 1,1,1
  13745.            MPSt 0
  13746.            sh {
  13747.             mapk 0
  13748.             elms {
  13749.              }
  13750.             }
  13751.            ob "petal"
  13752.            }
  13753.           inpr {
  13754.            AnTr 1
  13755.            Cloa 1
  13756.            tran {
  13757.             po 0.20633,-0.28082,7.50029
  13758.             mat -0.8091,0.37772,-0.45033,-0.58772,-0.52,0.61981,-0.00011,0.76614,0.64267
  13759.             Scal 0.22429
  13760.             hp 0.04593,-4.34737,-2.22646
  13761.             }
  13762.            XYZs 1,1,1
  13763.            MPSt 0
  13764.            sh {
  13765.             mapk 0
  13766.             elms {
  13767.              }
  13768.             }
  13769.            ob "petal"
  13770.            }
  13771.           inpr {
  13772.            AnTr 1
  13773.            Cloa 1
  13774.            tran {
  13775.             po -0.22176,-0.26613,7.50027
  13776.             mat -0.80896,-0.37796,0.45027,0.5878,-0.52,0.61966,-0.0002,0.76601,0.64284
  13777.             Scal 0.22429
  13778.             hp 0.04593,-4.34737,-2.22646
  13779.             }
  13780.            XYZs 1,1,1
  13781.            MPSt 0
  13782.            sh {
  13783.             mapk 0
  13784.             elms {
  13785.              }
  13786.             }
  13787.            ob "petal"
  13788.            }
  13789.           inpr {
  13790.            AnTr 1
  13791.            Cloa 1
  13792.            tran {
  13793.             po -0.32509,0.11775,7.50024
  13794.             mat 0.30887,-0.61136,0.72859,0.95097,0.19861,-0.23663,-0.00017,0.76605,0.64281
  13795.             Scal 0.22429
  13796.             hp 0.04593,-4.34737,-2.22646
  13797.             }
  13798.            XYZs 1,1,1
  13799.            MPSt 0
  13800.            sh {
  13801.             mapk 0
  13802.             elms {
  13803.              }
  13804.             }
  13805.            ob "petal"
  13806.            }
  13807.           inpr {
  13808.            AnTr 1
  13809.            Cloa 1
  13810.            tran {
  13811.             po -0.00031,0.35406,7.5002
  13812.             mat 0.99998,-0.00009,0.00003,0.00006,0.64281,-0.76601,0.00002,0.76602,0.64284
  13813.             Scal 0.22429
  13814.             hp 0.13536,-4.26413,-2.22646
  13815.             }
  13816.            XYZs 1,1,1
  13817.            MPSt 0
  13818.            sh {
  13819.             mapk 0
  13820.             elms {
  13821.              }
  13822.             }
  13823.            ob "petal"
  13824.            }
  13825.           inpr {
  13826.            AnTr 1
  13827.            Cloa 1
  13828.            tran {
  13829.             po -0.00038,-0.00031,7.81279
  13830.             mat 0.98981,0.13742,-0.03709,0.00008,-0.26126,-0.96524,-0.14238,0.95547,-0.25867
  13831.             Scal 0.19688
  13832.             hp 0,-3.15347,-0.00002
  13833.             }
  13834.            XYZs 1,1,1
  13835.            MPSt 0
  13836.            sh {
  13837.             mapk 0
  13838.             elms {
  13839.              }
  13840.             }
  13841.            ob "stamen"
  13842.            }
  13843.           inpr {
  13844.            AnTr 1
  13845.            Cloa 1
  13846.            tran {
  13847.             po -0.00041,-0.00031,7.81277
  13848.             mat 0.96243,0.24384,0.11928,0.00003,0.43907,-0.89841,-0.2715,0.86472,0.42262
  13849.             Scal 0.19688
  13850.             hp 0,-3.15347,-0.00002
  13851.             }
  13852.            XYZs 1,1,1
  13853.            MPSt 0
  13854.            sh {
  13855.             mapk 0
  13856.             elms {
  13857.              }
  13858.             }
  13859.            ob "stamen"
  13860.            }
  13861.           inpr {
  13862.            AnTr 1
  13863.            Cloa 1
  13864.            tran {
  13865.             po -0.00035,-0.00031,7.81276
  13866.             mat 0.52318,-0.25531,-0.81311,-0.79941,0.18369,-0.57202,0.29535,0.94928,-0.10806
  13867.             Scal 0.19688
  13868.             hp 0,-3.15347,-0.00002
  13869.             }
  13870.            XYZs 1,1,1
  13871.            MPSt 0
  13872.            sh {
  13873.             mapk 0
  13874.             elms {
  13875.              }
  13876.             }
  13877.            ob "stamen"
  13878.            }
  13879.           inpr {
  13880.            AnTr 1
  13881.            Cloa 1
  13882.            tran {
  13883.             po -0.00121,-0.01071,7.11282
  13884.             mat -1,-0.00006,0.00005,0.00005,0,0.99995,-0.00012,1,-0.00003
  13885.             Scal 0.25224
  13886.             hp 0.46373,-0.76781,0.02415
  13887.             }
  13888.            XYZs 1,1,1
  13889.            MPSt 0
  13890.            sh {
  13891.             mapk 0
  13892.             elms {
  13893.              }
  13894.             }
  13895.            ob "stem"
  13896.            }
  13897.           }
  13898.          boxM 1.92473,1.89305,9.41129
  13899.          boxm -1.92728,-1.76358,6.41631
  13900.          open 0
  13901.          }
  13902.         gr {
  13903.          nm "lilly"
  13904.          AnTr 1
  13905.          Cloa 1
  13906.          tran {
  13907.           po 0.00005,-0.00005,-3.54948
  13908.           mat -0.93971,-0.18124,0.28992,0.34189,-0.49803,0.79684,-0.00003,0.84801,0.52986
  13909.           Scal 0.8967
  13910.           hp 0.0555,1.69177,4.925
  13911.           }
  13912.          XYZs 1,1,1
  13913.          MPSt 0
  13914.          so {
  13915.           inpr {
  13916.            AnTr 1
  13917.            Cloa 1
  13918.            tran {
  13919.             po 0.33949,0.14772,7.5
  13920.             mat 0.30894,0.61143,-0.72853,-0.95107,0.19859,-0.23674,-0.00014,0.76588,0.64276
  13921.             Scal 0.2243
  13922.             hp 0.04593,-4.34737,-2.22646
  13923.             }
  13924.            XYZs 1,1,1
  13925.            MPSt 0
  13926.            sh {
  13927.             mapk 0
  13928.             elms {
  13929.              }
  13930.             }
  13931.            ob "petal"
  13932.            }
  13933.           inpr {
  13934.            AnTr 1
  13935.            Cloa 1
  13936.            tran {
  13937.             po 0.20663,-0.28041,7.49992
  13938.             mat -0.80908,0.37773,-0.45023,-0.58777,-0.51996,0.61984,-0.00003,0.76602,0.64256
  13939.             Scal 0.2243
  13940.             hp 0.04593,-4.34737,-2.22646
  13941.             }
  13942.            XYZs 1,1,1
  13943.            MPSt 0
  13944.            sh {
  13945.             mapk 0
  13946.             elms {
  13947.              }
  13948.             }
  13949.            ob "petal"
  13950.            }
  13951.           inpr {
  13952.            AnTr 1
  13953.            Cloa 1
  13954.            tran {
  13955.             po -0.22145,-0.26567,7.49995
  13956.             mat -0.80911,-0.37749,0.45039,0.5876,-0.52007,0.61986,0.00012,0.76605,0.6425
  13957.             Scal 0.2243
  13958.             hp 0.04593,-4.34737,-2.22646
  13959.             }
  13960.            XYZs 1,1,1
  13961.            MPSt 0
  13962.            sh {
  13963.             mapk 0
  13964.             elms {
  13965.              }
  13966.             }
  13967.            ob "petal"
  13968.            }
  13969.           inpr {
  13970.            AnTr 1
  13971.            Cloa 1
  13972.            tran {
  13973.             po -0.32481,0.11809,7.50002
  13974.             mat 0.3089,-0.61153,0.72842,0.95107,0.19841,-0.23676,0.00017,0.76585,0.64281
  13975.             Scal 0.2243
  13976.             hp 0.04593,-4.34737,-2.22646
  13977.             }
  13978.            XYZs 1,1,1
  13979.            MPSt 0
  13980.            sh {
  13981.             mapk 0
  13982.             elms {
  13983.              }
  13984.             }
  13985.            ob "petal"
  13986.            }
  13987.           inpr {
  13988.            AnTr 1
  13989.            Cloa 1
  13990.            tran {
  13991.             po -0.00006,0.35437,7.50005
  13992.             mat 0.99998,-0.00003,-0.00008,0,0.6429,-0.76598,0,0.76587,0.64282
  13993.             Scal 0.2243
  13994.             hp 0.13536,-4.26413,-2.22646
  13995.             }
  13996.            XYZs 1,1,1
  13997.            MPSt 0
  13998.            sh {
  13999.             mapk 0
  14000.             elms {
  14001.              }
  14002.             }
  14003.            ob "petal"
  14004.            }
  14005.           inpr {
  14006.            AnTr 1
  14007.            Cloa 1
  14008.            tran {
  14009.             po -0.00014,0.00008,7.81256
  14010.             mat 0.98981,0.13737,-0.0372,0,-0.26109,-0.9653,-0.14236,0.95538,-0.25851
  14011.             Scal 0.19682
  14012.             hp 0,-3.15347,-0.00002
  14013.             }
  14014.            XYZs 1,1,1
  14015.            MPSt 0
  14016.            sh {
  14017.             mapk 0
  14018.             elms {
  14019.              }
  14020.             }
  14021.            ob "stamen"
  14022.            }
  14023.           inpr {
  14024.            AnTr 1
  14025.            Cloa 1
  14026.            tran {
  14027.             po -0.00015,0.00006,7.81255
  14028.             mat 0.96242,0.24384,0.11919,0,0.43918,-0.89838,-0.27153,0.86452,0.42264
  14029.             Scal 0.19682
  14030.             hp 0,-3.15347,-0.00002
  14031.             }
  14032.            XYZs 1,1,1
  14033.            MPSt 0
  14034.            sh {
  14035.             mapk 0
  14036.             elms {
  14037.              }
  14038.             }
  14039.            ob "stamen"
  14040.            }
  14041.           inpr {
  14042.            AnTr 1
  14043.            Cloa 1
  14044.            tran {
  14045.             po -0.00008,0.00008,7.81255
  14046.             mat 0.52324,-0.25516,-0.81308,-0.79932,0.18378,-0.57208,0.29532,0.94914,-0.10786
  14047.             Scal 0.19682
  14048.             hp 0,-3.15347,-0.00002
  14049.             }
  14050.            XYZs 1,1,1
  14051.            MPSt 0
  14052.            sh {
  14053.             mapk 0
  14054.             elms {
  14055.              }
  14056.             }
  14057.            ob "stamen"
  14058.            }
  14059.           inpr {
  14060.            AnTr 1
  14061.            Cloa 1
  14062.            tran {
  14063.             po -0.0009,-0.01027,7.11252
  14064.             mat -0.99998,0.00014,0.00005,-0.00003,0.00003,0.99998,0.00008,0.99994,-0.00009
  14065.             Scal 0.25224
  14066.             hp 0.46373,-0.76781,0.02415
  14067.             }
  14068.            XYZs 1,1,1
  14069.            MPSt 0
  14070.            sh {
  14071.             mapk 0
  14072.             elms {
  14073.              }
  14074.             }
  14075.            ob "stem"
  14076.            }
  14077.           }
  14078.          boxM 1.92455,1.89352,9.41075
  14079.          boxm -1.92757,-1.76311,6.41573
  14080.          open 0
  14081.          }
  14082.         gr {
  14083.          nm "rose"
  14084.          AnTr 1
  14085.          Cloa 1
  14086.          tran {
  14087.           po 0,-0.00012,-3.73744
  14088.           mat 0.68048,-0.70712,-0.19225,0.68037,0.70709,-0.19232,0.27174,0,0.96233
  14089.           Scal 0.99985
  14090.           hp -1.29132,4.12639,7.28346
  14091.           }
  14092.          XYZs 1,1,1
  14093.          MPSt 0
  14094.          so {
  14095.           inpr {
  14096.            AnTr 1
  14097.            Cloa 1
  14098.            tran {
  14099.             po 1.50055,4.20255,6.32736
  14100.             mat 0.00002,0.99994,-0.00017,-1,0.00006,0.00002,-0.00003,0.00006,1
  14101.             Scal 0.2263
  14102.             hp 0.46373,-0.76781,0.02415
  14103.             }
  14104.            XYZs 1,1,1
  14105.            MPSt 0
  14106.            sh {
  14107.             mapk 0
  14108.             elms {
  14109.              }
  14110.             }
  14111.            ob "stem 1"
  14112.            }
  14113.           inpr {
  14114.            nm "rose"
  14115.            AnTr 1
  14116.            Cloa 1
  14117.            tran {
  14118.             po 2.51176,4.20197,6.35155
  14119.             mat 0.99994,-0.00008,-0.00015,0.00002,0.99998,-0.00011,0.00005,0.00006,1
  14120.             Scal 0.42014
  14121.             hp -0.13641,-1.87605,0.24155
  14122.             }
  14123.            XYZs 1,1,1
  14124.            MPSt 0
  14125.            sh {
  14126.             mapk 0
  14127.             elms {
  14128.              }
  14129.             }
  14130.            ob " Free Form"
  14131.            }
  14132.           }
  14133.          boxM 3.12474,4.64246,6.8073
  14134.          boxm 0.87535,3.76163,5.89587
  14135.          open 0
  14136.          }
  14137.         gr {
  14138.          nm "rose"
  14139.          AnTr 1
  14140.          Cloa 1
  14141.          tran {
  14142.           po 0.00003,-0.00011,-3.73744
  14143.           mat -0.32903,-0.93976,0.0929,0.90434,-0.34193,-0.25545,0.27173,-0.00005,0.96231
  14144.           Scal 0.99985
  14145.           hp -1.29132,4.12639,7.28346
  14146.           }
  14147.          XYZs 1,1,1
  14148.          MPSt 0
  14149.          so {
  14150.           inpr {
  14151.            AnTr 1
  14152.            Cloa 1
  14153.            tran {
  14154.             po 1.5004,4.20305,6.32707
  14155.             mat 0.00011,0.99997,-0.00006,-0.99998,0.00015,0.00008,0,-0.00002,0.99998
  14156.             Scal 0.2263
  14157.             hp 0.46373,-0.76781,0.02415
  14158.             }
  14159.            XYZs 1,1,1
  14160.            MPSt 0
  14161.            sh {
  14162.             mapk 0
  14163.             elms {
  14164.              }
  14165.             }
  14166.            ob "stem 1"
  14167.            }
  14168.           inpr {
  14169.            nm "rose"
  14170.            AnTr 1
  14171.            Cloa 1
  14172.            tran {
  14173.             po 2.51154,4.2025,6.35121
  14174.             mat 0.99995,0,-0.00008,-0.00003,1.00002,-0.00009,0.00002,0.00008,0.99997
  14175.             Scal 0.42014
  14176.             hp -0.13641,-1.87605,0.24155
  14177.             }
  14178.            XYZs 1,1,1
  14179.            MPSt 0
  14180.            sh {
  14181.             mapk 0
  14182.             elms {
  14183.              }
  14184.             }
  14185.            ob " Free Form"
  14186.            }
  14187.           }
  14188.          boxM 3.12497,4.64256,6.80698
  14189.          boxm 0.87553,3.76175,5.8956
  14190.          open 0
  14191.          }
  14192.         gr {
  14193.          nm "rose"
  14194.          AnTr 1
  14195.          Cloa 1
  14196.          tran {
  14197.           po 0.00002,-0.00008,-3.73744
  14198.           mat -0.87224,-0.42268,0.24612,0.40674,-0.9063,-0.11479,0.27158,-0.00003,0.96236
  14199.           Scal 0.99985
  14200.           hp -1.29132,4.12639,7.28346
  14201.           }
  14202.          XYZs 1,1,1
  14203.          MPSt 0
  14204.          so {
  14205.           inpr {
  14206.            AnTr 1
  14207.            Cloa 1
  14208.            tran {
  14209.             po 1.50073,4.20302,6.32695
  14210.             mat 0,1,-0.00003,-1.00002,0.00008,0.00011,0.00006,0,0.99997
  14211.             Scal 0.2263
  14212.             hp 0.46373,-0.76781,0.02415
  14213.             }
  14214.            XYZs 1,1,1
  14215.            MPSt 0
  14216.            sh {
  14217.             mapk 0
  14218.             elms {
  14219.              }
  14220.             }
  14221.            ob "stem 1"
  14222.            }
  14223.           inpr {
  14224.            nm "rose"
  14225.            AnTr 1
  14226.            Cloa 1
  14227.            tran {
  14228.             po 2.51184,4.20241,6.35114
  14229.             mat 0.99998,0.00005,-0.00005,-0.00005,1.00002,-0.00006,0.00002,0.00002,0.99995
  14230.             Scal 0.42014
  14231.             hp -0.13641,-1.87605,0.24155
  14232.             }
  14233.            XYZs 1,1,1
  14234.            MPSt 0
  14235.            sh {
  14236.             mapk 0
  14237.             elms {
  14238.              }
  14239.             }
  14240.            ob " Free Form"
  14241.            }
  14242.           }
  14243.          boxM 3.12534,4.64246,6.80701
  14244.          boxm 0.87585,3.76166,5.89558
  14245.          open 0
  14246.          }
  14247.         gr {
  14248.          nm "rose"
  14249.          AnTr 1
  14250.          Cloa 1
  14251.          tran {
  14252.           po 0,-0.00006,-3.73744
  14253.           mat -0.68062,0.70702,0.19191,-0.68053,-0.70718,0.19199,0.27148,-0.00002,0.9624
  14254.           Scal 0.99985
  14255.           hp -1.29132,4.12639,7.28346
  14256.           }
  14257.          XYZs 1,1,1
  14258.          MPSt 0
  14259.          so {
  14260.           inpr {
  14261.            AnTr 1
  14262.            Cloa 1
  14263.            tran {
  14264.             po 1.50101,4.20245,6.32669
  14265.             mat 0,1.00002,-0.00002,-0.99998,0.00009,0.00003,0.00002,-0.00002,0.99997
  14266.             Scal 0.2263
  14267.             hp 0.46373,-0.76781,0.02415
  14268.             }
  14269.            XYZs 1,1,1
  14270.            MPSt 0
  14271.            sh {
  14272.             mapk 0
  14273.             elms {
  14274.              }
  14275.             }
  14276.            ob "stem 1"
  14277.            }
  14278.           inpr {
  14279.            nm "rose"
  14280.            AnTr 1
  14281.            Cloa 1
  14282.            tran {
  14283.             po 2.51208,4.20189,6.35083
  14284.             mat 1.00002,0.00002,-0.00002,0,0.99998,-0.00009,0,0.00002,0.99997
  14285.             Scal 0.42014
  14286.             hp -0.13641,-1.87605,0.24155
  14287.             }
  14288.            XYZs 1,1,1
  14289.            MPSt 0
  14290.            sh {
  14291.             mapk 0
  14292.             elms {
  14293.              }
  14294.             }
  14295.            ob " Free Form"
  14296.            }
  14297.           }
  14298.          boxM 3.12558,4.64236,6.80675
  14299.          boxm 0.8761,3.76157,5.89529
  14300.          open 0
  14301.          }
  14302.         gr {
  14303.          nm "rose"
  14304.          AnTr 1
  14305.          Cloa 1
  14306.          tran {
  14307.           po -0.00002,-0.00008,-3.73744
  14308.           mat 0.32915,0.93958,-0.09299,-0.90443,0.34206,0.25502,0.27147,0.00002,0.96237
  14309.           Scal 0.99985
  14310.           hp -1.29132,4.12639,7.28346
  14311.           }
  14312.          XYZs 1,1,1
  14313.          MPSt 0
  14314.          so {
  14315.           inpr {
  14316.            AnTr 1
  14317.            Cloa 1
  14318.            tran {
  14319.             po 1.50058,4.20186,6.32689
  14320.             mat -0.00018,1,-0.00006,-0.99995,-0.00014,0.00003,0,0.00002,0.99995
  14321.             Scal 0.2263
  14322.             hp 0.46373,-0.76781,0.02415
  14323.             }
  14324.            XYZs 1,1,1
  14325.            MPSt 0
  14326.            sh {
  14327.             mapk 0
  14328.             elms {
  14329.              }
  14330.             }
  14331.            ob "stem 1"
  14332.            }
  14333.           inpr {
  14334.            nm "rose"
  14335.            AnTr 1
  14336.            Cloa 1
  14337.            tran {
  14338.             po 2.51166,4.20123,6.35103
  14339.             mat 1,-0.00011,-0.00003,0.00002,0.99994,-0.00011,0,0.00003,0.99995
  14340.             Scal 0.42014
  14341.             hp -0.13641,-1.87605,0.24155
  14342.             }
  14343.            XYZs 1,1,1
  14344.            MPSt 0
  14345.            sh {
  14346.             mapk 0
  14347.             elms {
  14348.              }
  14349.             }
  14350.            ob " Free Form"
  14351.            }
  14352.           }
  14353.          boxM 3.12531,4.64217,6.80687
  14354.          boxm 0.87589,3.76137,5.89548
  14355.          open 0
  14356.          }
  14357.         gr {
  14358.          nm "rose"
  14359.          AnTr 1
  14360.          Cloa 1
  14361.          tran {
  14362.           po -0.00002,-0.00011,-3.73744
  14363.           mat 0.87227,0.42241,-0.24614,-0.40666,0.90631,0.11461,0.27138,-0.00003,0.9624
  14364.           Scal 0.99985
  14365.           hp -1.29132,4.12639,7.28346
  14366.           }
  14367.          XYZs 1,1,1
  14368.          MPSt 0
  14369.          so {
  14370.           inpr {
  14371.            AnTr 1
  14372.            Cloa 1
  14373.            tran {
  14374.             po 1.50029,4.20181,6.32713
  14375.             mat -0.0002,0.99995,-0.00012,-0.99994,-0.00021,0.00006,0.00008,0.00003,0.99997
  14376.             Scal 0.2263
  14377.             hp 0.46373,-0.76781,0.02415
  14378.             }
  14379.            XYZs 1,1,1
  14380.            MPSt 0
  14381.            sh {
  14382.             mapk 0
  14383.             elms {
  14384.              }
  14385.             }
  14386.            ob "stem 1"
  14387.            }
  14388.           inpr {
  14389.            nm "rose"
  14390.            AnTr 1
  14391.            Cloa 1
  14392.            tran {
  14393.             po 2.51141,4.20117,6.35129
  14394.             mat 0.99995,-0.00014,-0.00009,0.00005,0.99995,-0.00014,0.00002,0.00003,0.99997
  14395.             Scal 0.42014
  14396.             hp -0.13641,-1.87605,0.24155
  14397.             }
  14398.            XYZs 1,1,1
  14399.            MPSt 0
  14400.            sh {
  14401.             mapk 0
  14402.             elms {
  14403.              }
  14404.             }
  14405.            ob " Free Form"
  14406.            }
  14407.           }
  14408.          boxM 3.12476,4.64206,6.80704
  14409.          boxm 0.8754,3.76131,5.8956
  14410.          open 0
  14411.          }
  14412.         }
  14413.        boxM 4.71945,5.3212,-0.31268
  14414.        boxm -4.8586,-5.13246,-5.46834
  14415.        open 0
  14416.        }
  14417.       gr {
  14418.        nm "ribbon"
  14419.        AnTr 1
  14420.        Cloa 1
  14421.        tran {
  14422.         po 1.52242,-0.03456,6.74419
  14423.         mat 0.98624,-0.00006,-0.16507,0.00002,0.99998,-0.00008,0.16498,-0.00002,0.98628
  14424.         Scal 0.45535
  14425.         hp -0.00002,0,-0.45674
  14426.         }
  14427.        XYZs 1,1,1
  14428.        MPSt 0
  14429.        so {
  14430.         inpr {
  14431.          AnTr 1
  14432.          Cloa 1
  14433.          tran {
  14434.           po 0.07385,1.00395,-1.49107
  14435.           mat 0.99994,0,-0.00011,-0.00002,0.54135,0.84073,0.00003,-0.84081,0.54138
  14436.           Scal 0.75
  14437.           hp 0.5672,0,0.23701
  14438.           }
  14439.          XYZs 1,1,1
  14440.          MPSt 0
  14441.          sh {
  14442.           mapk 0
  14443.           elms {
  14444.            }
  14445.           }
  14446.          ob "ribbon end"
  14447.          }
  14448.         inpr {
  14449.          AnTr 1
  14450.          Cloa 1
  14451.          tran {
  14452.           po 0.07376,-0.68695,-1.63876
  14453.           mat 0.99994,0.00003,-0.00008,-0.00002,-0.40408,0.91467,0.00005,-0.91472,-0.40408
  14454.           Scal 0.75
  14455.           hp 0.5672,0,0.23701
  14456.           }
  14457.          XYZs 1,1,1
  14458.          MPSt 0
  14459.          sh {
  14460.           mapk 0
  14461.           elms {
  14462.            }
  14463.           }
  14464.          ob "ribbon end"
  14465.          }
  14466.         inpr {
  14467.          AnTr 1
  14468.          Cloa 1
  14469.          tran {
  14470.           po 0.00026,0.00031,0.00003
  14471.           mat 0.00011,-0.99995,-0.00014,0.00014,0.00017,-0.99998,1,0.00009,0.00009
  14472.           Scal 1.00002
  14473.           hp -0.00232,0.0392,0.17563
  14474.           }
  14475.          XYZs 1,1,1
  14476.          MPSt 0
  14477.          sh {
  14478.           mapk 0
  14479.           elms {
  14480.            }
  14481.           }
  14482.          ob "bow"
  14483.          }
  14484.         inpr {
  14485.          AnTr 1
  14486.          Cloa 1
  14487.          tran {
  14488.           po 0.13455,0.00029,0.00005
  14489.           mat 0.00015,-0.99998,-0.00008,-1,-0.00014,0.00006,-0.00002,0.00012,-1.00002
  14490.           Scal 1.00002
  14491.           hp 0,0,0.00119
  14492.           }
  14493.          XYZs 1,1,1
  14494.          MPSt 0
  14495.          sh {
  14496.           mapk 0
  14497.           elms {
  14498.            }
  14499.           }
  14500.          ob "knot"
  14501.          }
  14502.         }
  14503.        boxM 0.67368,2.27046,1.01294
  14504.        boxm -0.67358,-2.26741,-3.22939
  14505.        open 0
  14506.        }
  14507.       gr {
  14508.        nm "ribbon"
  14509.        AnTr 1
  14510.        Cloa 1
  14511.        tran {
  14512.         po 0.05254,1.47751,6.74417
  14513.         mat 0.00006,-0.99998,-0.00006,0.97786,0.00002,-0.20921,0.20911,-0.00009,0.97783
  14514.         Scal 0.45534
  14515.         hp -0.00008,-0.00006,-0.45671
  14516.         }
  14517.        XYZs 1,1,1
  14518.        MPSt 0
  14519.        so {
  14520.         inpr {
  14521.          AnTr 1
  14522.          Cloa 1
  14523.          tran {
  14524.           po 0.0737,1.00397,-1.49097
  14525.           mat 0.99997,0,-0.00009,-0.00005,0.54132,0.84079,0.00005,-0.84079,0.54135
  14526.           Scal 0.75003
  14527.           hp 0.5672,0,0.23701
  14528.           }
  14529.          XYZs 1,1,1
  14530.          MPSt 0
  14531.          sh {
  14532.           mapk 0
  14533.           elms {
  14534.            }
  14535.           }
  14536.          ob "ribbon end"
  14537.          }
  14538.         inpr {
  14539.          AnTr 1
  14540.          Cloa 1
  14541.          tran {
  14542.           po 0.07376,-0.68697,-1.63872
  14543.           mat 0.99997,0.00003,-0.00002,0.00002,-0.40416,0.91466,0.00006,-0.91467,-0.4041
  14544.           Scal 0.75003
  14545.           hp 0.5672,0,0.23701
  14546.           }
  14547.          XYZs 1,1,1
  14548.          MPSt 0
  14549.          sh {
  14550.           mapk 0
  14551.           elms {
  14552.            }
  14553.           }
  14554.          ob "ribbon end"
  14555.          }
  14556.         inpr {
  14557.          AnTr 1
  14558.          Cloa 1
  14559.          tran {
  14560.           po 0.0002,-0.00003,0.00008
  14561.           mat 0.00014,-0.99994,0.00009,-0.00006,-0.00006,-0.99997,0.99997,0.00012,-0.00012
  14562.           hp -0.00232,0.0392,0.17563
  14563.           }
  14564.          XYZs 1,1,1
  14565.          MPSt 0
  14566.          sh {
  14567.           mapk 0
  14568.           elms {
  14569.            }
  14570.           }
  14571.          ob "bow"
  14572.          }
  14573.         inpr {
  14574.          AnTr 1
  14575.          Cloa 1
  14576.          tran {
  14577.           po 0.13449,-0.00003,0.00015
  14578.           mat 0.00026,-0.99998,-0.00011,-0.99997,-0.00024,0.00005,-0.00002,0.00015,-0.99998
  14579.           hp 0,0,0.00119
  14580.           }
  14581.          XYZs 1,1,1
  14582.          MPSt 0
  14583.          sh {
  14584.           mapk 0
  14585.           elms {
  14586.            }
  14587.           }
  14588.          ob "knot"
  14589.          }
  14590.         }
  14591.        boxM 0.67377,2.27025,1.01274
  14592.        boxm -0.67374,-2.26749,-3.22932
  14593.        open 0
  14594.        }
  14595.       gr {
  14596.        nm "ribbon"
  14597.        AnTr 1
  14598.        Cloa 1
  14599.        tran {
  14600.         po 2.70772,2.62054,-3.40991
  14601.         mat -0.6972,-0.70709,-0.11819,-0.69719,0.70711,-0.11819,-0.16718,-0.00003,0.98592
  14602.         Scal 0.4552
  14603.         hp -0.00006,-0.00005,-0.33119
  14604.         }
  14605.        XYZs 1,1,1
  14606.        MPSt 0
  14607.        so {
  14608.         inpr {
  14609.          AnTr 1
  14610.          Cloa 1
  14611.          tran {
  14612.           po 0.07378,1.00392,-1.49117
  14613.           mat 1,0.00005,0,-0.00006,0.54132,0.84077,0.00008,-0.84082,0.54137
  14614.           Scal 0.75
  14615.           hp 0.5672,0,0.23701
  14616.           }
  14617.          XYZs 1,1,1
  14618.          MPSt 0
  14619.          sh {
  14620.           mapk 0
  14621.           elms {
  14622.            }
  14623.           }
  14624.          ob "ribbon end"
  14625.          }
  14626.         inpr {
  14627.          AnTr 1
  14628.          Cloa 1
  14629.          tran {
  14630.           po 0.07376,-0.68701,-1.63881
  14631.           mat 1,0.00002,0.00003,-0.00002,-0.40417,0.91466,0.00009,-0.91467,-0.40414
  14632.           Scal 0.75
  14633.           hp 0.5672,0,0.23701
  14634.           }
  14635.          XYZs 1,1,1
  14636.          MPSt 0
  14637.          sh {
  14638.           mapk 0
  14639.           elms {
  14640.            }
  14641.           }
  14642.          ob "ribbon end"
  14643.          }
  14644.         inpr {
  14645.          AnTr 1
  14646.          Cloa 1
  14647.          tran {
  14648.           po -0.00017,0.00009,0.00003
  14649.           mat -0.00014,-1.00002,-0.00005,0.00002,0.00008,-0.99998,0.99998,-0.00021,-0.00003
  14650.           Scal 1.00003
  14651.           hp -0.00232,0.0392,0.17563
  14652.           }
  14653.          XYZs 1,1,1
  14654.          MPSt 0
  14655.          sh {
  14656.           mapk 0
  14657.           elms {
  14658.            }
  14659.           }
  14660.          ob "bow"
  14661.          }
  14662.         inpr {
  14663.          AnTr 1
  14664.          Cloa 1
  14665.          tran {
  14666.           po 0.13414,0.00005,0.00011
  14667.           mat 0.00014,-1.00003,-0.00012,-1,-0.00012,0.00003,0,0.00012,-1.00002
  14668.           Scal 1.00003
  14669.           hp 0,0,0.00119
  14670.           }
  14671.          XYZs 1,1,1
  14672.          MPSt 0
  14673.          sh {
  14674.           mapk 0
  14675.           elms {
  14676.            }
  14677.           }
  14678.          ob "knot"
  14679.          }
  14680.         }
  14681.        boxM 0.67317,2.27039,1.01273
  14682.        boxm -0.67349,-2.26746,-3.22935
  14683.        open 0
  14684.        }
  14685.       gr {
  14686.        nm "ribbon"
  14687.        AnTr 1
  14688.        Cloa 1
  14689.        tran {
  14690.         po -2.57832,-2.66557,-3.41037
  14691.         mat -0.69724,0.70705,0.1181,-0.69714,-0.70714,0.11813,0.16704,-0.00006,0.98587
  14692.         Scal 0.45525
  14693.         hp -0.00009,-0.00005,-0.33119
  14694.         }
  14695.        XYZs 1,1,1
  14696.        MPSt 0
  14697.        so {
  14698.         inpr {
  14699.          AnTr 1
  14700.          Cloa 1
  14701.          tran {
  14702.           po 0.07373,1.00391,-1.49118
  14703.           mat 1.00002,0.00003,-0.00002,-0.00003,0.54134,0.84071,0.00002,-0.84081,0.54137
  14704.           Scal 0.75
  14705.           hp 0.5672,0,0.23701
  14706.           }
  14707.          XYZs 1,1,1
  14708.          MPSt 0
  14709.          sh {
  14710.           mapk 0
  14711.           elms {
  14712.            }
  14713.           }
  14714.          ob "ribbon end"
  14715.          }
  14716.         inpr {
  14717.          AnTr 1
  14718.          Cloa 1
  14719.          tran {
  14720.           po 0.07384,-0.68695,-1.63873
  14721.           mat 1.00002,0.00002,0.00003,0.00003,-0.40411,0.91466,0.00006,-0.91466,-0.40414
  14722.           Scal 0.75
  14723.           hp 0.5672,0,0.23701
  14724.           }
  14725.          XYZs 1,1,1
  14726.          MPSt 0
  14727.          sh {
  14728.           mapk 0
  14729.           elms {
  14730.            }
  14731.           }
  14732.          ob "ribbon end"
  14733.          }
  14734.         inpr {
  14735.          AnTr 1
  14736.          Cloa 1
  14737.          tran {
  14738.           po -0.00014,0.00011,0.00011
  14739.           mat -0.00009,-1.00002,0.00079,0.00008,-0.00076,-0.99998,0.99995,-0.00011,0.00005
  14740.           Scal 1.00002
  14741.           hp -0.00232,0.0392,0.17563
  14742.           }
  14743.          XYZs 1,1,1
  14744.          MPSt 0
  14745.          sh {
  14746.           mapk 0
  14747.           elms {
  14748.            }
  14749.           }
  14750.          ob "bow"
  14751.          }
  14752.         inpr {
  14753.          AnTr 1
  14754.          Cloa 1
  14755.          tran {
  14756.           po 0.1342,0.00011,0.00023
  14757.           mat 0.0002,-1,-0.00017,-0.99998,-0.00018,0.00003,-0.00002,0.00017,-0.99994
  14758.           Scal 1.00002
  14759.           hp 0,0,0.00119
  14760.           }
  14761.          XYZs 1,1,1
  14762.          MPSt 0
  14763.          sh {
  14764.           mapk 0
  14765.           elms {
  14766.            }
  14767.           }
  14768.          ob "knot"
  14769.          }
  14770.         }
  14771.        boxM 0.67484,2.27042,1.01276
  14772.        boxm -0.6752,-2.26794,-3.22926
  14773.        open 0
  14774.        }
  14775.       gr {
  14776.        nm "ribbon"
  14777.        AnTr 1
  14778.        Cloa 1
  14779.        tran {
  14780.         po 2.18057,-2.16476,-1.91238
  14781.         mat 0.69856,0.70715,-0.10829,-0.69901,0.70692,0.10808,0.15292,0.00002,0.98817
  14782.         Scal 0.45514
  14783.         hp 0.00006,-0.00002,-0.45499
  14784.         }
  14785.        XYZs 1,1,1
  14786.        MPSt 0
  14787.        so {
  14788.         inpr {
  14789.          AnTr 1
  14790.          Cloa 1
  14791.          tran {
  14792.           po 0.07387,1.00388,-1.49113
  14793.           mat 0.99998,-0.00005,-0.00015,0.00002,0.54134,0.84068,0.00002,-0.84077,0.54137
  14794.           Scal 0.74998
  14795.           hp 0.5672,0,0.23701
  14796.           }
  14797.          XYZs 1,1,1
  14798.          MPSt 0
  14799.          sh {
  14800.           mapk 0
  14801.           elms {
  14802.            }
  14803.           }
  14804.          ob "ribbon end"
  14805.          }
  14806.         inpr {
  14807.          AnTr 1
  14808.          Cloa 1
  14809.          tran {
  14810.           po 0.07358,-0.68726,-1.63875
  14811.           mat 0.99998,0.00006,-0.00012,0.00003,-0.40408,0.91464,0.00003,-0.91469,-0.40404
  14812.           Scal 0.74998
  14813.           hp 0.5672,0,0.23701
  14814.           }
  14815.          XYZs 1,1,1
  14816.          MPSt 0
  14817.          sh {
  14818.           mapk 0
  14819.           elms {
  14820.            }
  14821.           }
  14822.          ob "ribbon end"
  14823.          }
  14824.         inpr {
  14825.          AnTr 1
  14826.          Cloa 1
  14827.          tran {
  14828.           po 0.00009,0.00031,0.00009
  14829.           mat 0.00006,-0.99998,-0.00024,0.00026,0.00032,-0.99992,0.99995,0.00008,0.00026
  14830.           hp -0.00232,0.0392,0.17563
  14831.           }
  14832.          XYZs 1,1,1
  14833.          MPSt 0
  14834.          sh {
  14835.           mapk 0
  14836.           elms {
  14837.            }
  14838.           }
  14839.          ob "bow"
  14840.          }
  14841.         inpr {
  14842.          AnTr 1
  14843.          Cloa 1
  14844.          tran {
  14845.           po 0.13437,0.00026,0.00015
  14846.           mat 0.00005,-1,-0.00011,-0.99997,0,0.00003,0,0.00012,-0.99997
  14847.           hp 0,0,0.00119
  14848.           }
  14849.          XYZs 1,1,1
  14850.          MPSt 0
  14851.          sh {
  14852.           mapk 0
  14853.           elms {
  14854.            }
  14855.           }
  14856.          ob "knot"
  14857.          }
  14858.         }
  14859.        boxM 0.67334,2.27031,1.01303
  14860.        boxm -0.6734,-2.2675,-3.22931
  14861.        open 0
  14862.        }
  14863.       gr {
  14864.        nm "ribbon"
  14865.        AnTr 1
  14866.        Cloa 1
  14867.        tran {
  14868.         po -1.34743,-1.43378,3.89497
  14869.         mat -0.69542,0.70703,0.12816,-0.69537,-0.70717,0.12819,0.1813,-0.00005,0.98338
  14870.         Scal 0.455
  14871.         hp -0.00003,-0.00002,-0.45557
  14872.         }
  14873.        XYZs 1,1,1
  14874.        MPSt 0
  14875.        so {
  14876.         inpr {
  14877.          AnTr 1
  14878.          Cloa 1
  14879.          tran {
  14880.           po 0.07378,1.00381,-1.49113
  14881.           mat 1,0,0.00003,-0.00003,0.54134,0.84076,0.00002,-0.84082,0.54132
  14882.           Scal 0.75
  14883.           hp 0.5672,0,0.23701
  14884.           }
  14885.          XYZs 1,1,1
  14886.          MPSt 0
  14887.          sh {
  14888.           mapk 0
  14889.           elms {
  14890.            }
  14891.           }
  14892.          ob "ribbon end"
  14893.          }
  14894.         inpr {
  14895.          AnTr 1
  14896.          Cloa 1
  14897.          tran {
  14898.           po 0.07399,-0.68704,-1.63873
  14899.           mat 1,-0.00002,0.00002,0.00002,-0.40413,0.91466,0.00005,-0.91466,-0.40413
  14900.           Scal 0.75
  14901.           hp 0.5672,0,0.23701
  14902.           }
  14903.          XYZs 1,1,1
  14904.          MPSt 0
  14905.          sh {
  14906.           mapk 0
  14907.           elms {
  14908.            }
  14909.           }
  14910.          ob "ribbon end"
  14911.          }
  14912.         inpr {
  14913.          AnTr 1
  14914.          Cloa 1
  14915.          tran {
  14916.           po -0.00011,0.00006,0.00014
  14917.           mat -0.00014,-1.00002,0.00076,0.00008,-0.00078,-0.99998,0.99997,-0.00021,0.00006
  14918.           hp -0.00232,0.0392,0.17563
  14919.           }
  14920.          XYZs 1,1,1
  14921.          MPSt 0
  14922.          sh {
  14923.           mapk 0
  14924.           elms {
  14925.            }
  14926.           }
  14927.          ob "bow"
  14928.          }
  14929.         inpr {
  14930.          AnTr 1
  14931.          Cloa 1
  14932.          tran {
  14933.           po 0.13423,0.00002,0.00018
  14934.           mat 0.00024,-1,-0.00015,-0.99998,-0.00026,0.00003,0.00003,0.00017,-0.99997
  14935.           hp 0,0,0.00119
  14936.           }
  14937.          XYZs 1,1,1
  14938.          MPSt 0
  14939.          sh {
  14940.           mapk 0
  14941.           elms {
  14942.            }
  14943.           }
  14944.          ob "knot"
  14945.          }
  14946.         }
  14947.        boxM 0.67372,2.27028,1.01279
  14948.        boxm -0.67393,-2.2677,-3.2292
  14949.        open 0
  14950.        }
  14951.       gr {
  14952.        nm "ribbon"
  14953.        AnTr 1
  14954.        Cloa 1
  14955.        tran {
  14956.         po 1.45201,1.3636,3.8952
  14957.         mat 0.69737,-0.70718,-0.11668,0.69734,0.70702,-0.11679,0.1649,-0.00003,0.98627
  14958.         Scal 0.4549
  14959.         hp -0.00006,0,-0.45462
  14960.         }
  14961.        XYZs 1,1,1
  14962.        MPSt 0
  14963.        so {
  14964.         inpr {
  14965.          AnTr 1
  14966.          Cloa 1
  14967.          tran {
  14968.           po 0.07385,1.00385,-1.49103
  14969.           mat 0.99994,0,-0.00017,-0.00002,0.54138,0.84073,0.00005,-0.84082,0.54138
  14970.           Scal 0.75
  14971.           hp 0.5672,0,0.23701
  14972.           }
  14973.          XYZs 1,1,1
  14974.          MPSt 0
  14975.          sh {
  14976.           mapk 0
  14977.           elms {
  14978.            }
  14979.           }
  14980.          ob "ribbon end"
  14981.          }
  14982.         inpr {
  14983.          AnTr 1
  14984.          Cloa 1
  14985.          tran {
  14986.           po 0.07376,-0.68709,-1.63866
  14987.           mat 0.99994,0.00008,-0.00008,0.00003,-0.4041,0.91469,0.00005,-0.91469,-0.40408
  14988.           Scal 0.75
  14989.           hp 0.5672,0,0.23701
  14990.           }
  14991.          XYZs 1,1,1
  14992.          MPSt 0
  14993.          sh {
  14994.           mapk 0
  14995.           elms {
  14996.            }
  14997.           }
  14998.          ob "ribbon end"
  14999.          }
  15000.         inpr {
  15001.          AnTr 1
  15002.          Cloa 1
  15003.          tran {
  15004.           po 0.00035,0.00011,0.00009
  15005.           mat 0.0002,-0.99995,-0.00012,0.00008,0.00021,-0.99998,0.99998,0.0002,0.00005
  15006.           hp -0.00232,0.0392,0.17563
  15007.           }
  15008.          XYZs 1,1,1
  15009.          MPSt 0
  15010.          sh {
  15011.           mapk 0
  15012.           elms {
  15013.            }
  15014.           }
  15015.          ob "bow"
  15016.          }
  15017.         inpr {
  15018.          AnTr 1
  15019.          Cloa 1
  15020.          tran {
  15021.           po 0.13461,0.00006,0.00014
  15022.           mat 0.0002,-1,-0.00003,-0.99998,-0.00015,0.00005,0.00003,0.00011,-1
  15023.           hp 0,0,0.00119
  15024.           }
  15025.          XYZs 1,1,1
  15026.          MPSt 0
  15027.          sh {
  15028.           mapk 0
  15029.           elms {
  15030.            }
  15031.           }
  15032.          ob "knot"
  15033.          }
  15034.         }
  15035.        boxM 0.67381,2.27031,1.01292
  15036.        boxm -0.67366,-2.26755,-3.22928
  15037.        open 0
  15038.        }
  15039.       gr {
  15040.        nm "ribbon"
  15041.        AnTr 1
  15042.        Cloa 1
  15043.        tran {
  15044.         po -2.14432,2.16495,-1.91246
  15045.         mat -0.69843,-0.70752,0.10806,0.69911,-0.70677,-0.10825,0.15288,-0.00003,0.98819
  15046.         Scal 0.455
  15047.         hp -0.00003,-0.00002,-0.4548
  15048.         }
  15049.        XYZs 1,1,1
  15050.        MPSt 0
  15051.        so {
  15052.         inpr {
  15053.          AnTr 1
  15054.          Cloa 1
  15055.          tran {
  15056.           po 0.07381,1.00398,-1.49107
  15057.           mat 0.99997,0.00006,0,-0.00008,0.54131,0.84085,0.00006,-0.84084,0.54129
  15058.           Scal 0.75003
  15059.           hp 0.5672,0,0.23701
  15060.           }
  15061.          XYZs 1,1,1
  15062.          MPSt 0
  15063.          sh {
  15064.           mapk 0
  15065.           elms {
  15066.            }
  15067.           }
  15068.          ob "ribbon end"
  15069.          }
  15070.         inpr {
  15071.          AnTr 1
  15072.          Cloa 1
  15073.          tran {
  15074.           po 0.07381,-0.68697,-1.63866
  15075.           mat 0.99997,0.00002,0.00008,-0.00005,-0.40419,0.91469,0.00006,-0.91466,-0.40416
  15076.           Scal 0.75003
  15077.           hp 0.5672,0,0.23701
  15078.           }
  15079.          XYZs 1,1,1
  15080.          MPSt 0
  15081.          sh {
  15082.           mapk 0
  15083.           elms {
  15084.            }
  15085.           }
  15086.          ob "ribbon end"
  15087.          }
  15088.         inpr {
  15089.          AnTr 1
  15090.          Cloa 1
  15091.          tran {
  15092.           po 0.00012,-0.00015,0.00017
  15093.           mat 0.00002,-0.99997,0.00014,-0.00008,-0.00012,-1.00003,0.99997,-0.00002,-0.00014
  15094.           Scal 1.00003
  15095.           hp -0.00232,0.0392,0.17563
  15096.           }
  15097.          XYZs 1,1,1
  15098.          MPSt 0
  15099.          sh {
  15100.           mapk 0
  15101.           elms {
  15102.            }
  15103.           }
  15104.          ob "bow"
  15105.          }
  15106.         inpr {
  15107.          AnTr 1
  15108.          Cloa 1
  15109.          tran {
  15110.           po 0.13443,-0.00008,0.00017
  15111.           mat 0.0002,-1.00002,-0.00008,-1,-0.00018,-0.00005,0.00009,0.00011,-1
  15112.           Scal 1.00003
  15113.           hp 0,0,0.00119
  15114.           }
  15115.          XYZs 1,1,1
  15116.          MPSt 0
  15117.          sh {
  15118.           mapk 0
  15119.           elms {
  15120.            }
  15121.           }
  15122.          ob "knot"
  15123.          }
  15124.         }
  15125.        boxM 0.67401,2.27025,1.01279
  15126.        boxm -0.67413,-2.26775,-3.22937
  15127.        open 0
  15128.        }
  15129.       gr {
  15130.        nm "ribbon"
  15131.        AnTr 1
  15132.        Cloa 1
  15133.        tran {
  15134.         po -1.4772,-0.03458,6.74402
  15135.         mat -0.98306,-0.00002,0.1833,-0.00002,-0.99998,0,0.18327,-0.00006,0.98302
  15136.         Scal 0.45535
  15137.         hp 0,0,-0.45674
  15138.         }
  15139.        XYZs 1,1,1
  15140.        MPSt 0
  15141.        so {
  15142.         inpr {
  15143.          AnTr 1
  15144.          Cloa 1
  15145.          tran {
  15146.           po 0.07384,1.00386,-1.49104
  15147.           mat 1,0.00005,-0.00002,-0.00005,0.54134,0.84077,0.00005,-0.84082,0.54134
  15148.           Scal 0.75
  15149.           hp 0.5672,0,0.23701
  15150.           }
  15151.          XYZs 1,1,1
  15152.          MPSt 0
  15153.          sh {
  15154.           mapk 0
  15155.           elms {
  15156.            }
  15157.           }
  15158.          ob "ribbon end"
  15159.          }
  15160.         inpr {
  15161.          AnTr 1
  15162.          Cloa 1
  15163.          tran {
  15164.           po 0.07385,-0.68704,-1.63873
  15165.           mat 1,0.00002,0.00002,-0.00003,-0.40414,0.91469,0.00006,-0.91469,-0.40411
  15166.           Scal 0.75
  15167.           hp 0.5672,0,0.23701
  15168.           }
  15169.          XYZs 1,1,1
  15170.          MPSt 0
  15171.          sh {
  15172.           mapk 0
  15173.           elms {
  15174.            }
  15175.           }
  15176.          ob "ribbon end"
  15177.          }
  15178.         inpr {
  15179.          AnTr 1
  15180.          Cloa 1
  15181.          tran {
  15182.           po -0.00008,-0.00003,0.00009
  15183.           mat -0.00003,-1,0.00034,0,-0.00032,-0.99997,0.99995,-0.00009,-0.00006
  15184.           Scal 1.00002
  15185.           hp -0.00232,0.0392,0.17563
  15186.           }
  15187.          XYZs 1,1,1
  15188.          MPSt 0
  15189.          sh {
  15190.           mapk 0
  15191.           elms {
  15192.            }
  15193.           }
  15194.          ob "bow"
  15195.          }
  15196.         inpr {
  15197.          AnTr 1
  15198.          Cloa 1
  15199.          tran {
  15200.           po 0.13431,-0.00005,0.00017
  15201.           mat 0.00017,-1,-0.00015,-0.99997,-0.00015,0.00002,0.00003,0.00017,-0.99995
  15202.           Scal 1.00002
  15203.           hp 0,0,0.00119
  15204.           }
  15205.          XYZs 1,1,1
  15206.          MPSt 0
  15207.          sh {
  15208.           mapk 0
  15209.           elms {
  15210.            }
  15211.           }
  15212.          ob "knot"
  15213.          }
  15214.         }
  15215.        boxM 0.67421,2.27019,1.01262
  15216.        boxm -0.67441,-2.26772,-3.22928
  15217.        open 0
  15218.        }
  15219.       gr {
  15220.        nm "ribbon"
  15221.        AnTr 1
  15222.        Cloa 1
  15223.        tran {
  15224.         po 0.05238,-1.51189,6.74402
  15225.         mat -0.00005,0.99998,-0.00009,-0.98843,0.00002,0.15173,0.15169,0,0.98837
  15226.         Scal 0.45535
  15227.         hp -0.00003,-0.00005,-0.45674
  15228.         }
  15229.        XYZs 1,1,1
  15230.        MPSt 0
  15231.        so {
  15232.         inpr {
  15233.          AnTr 1
  15234.          Cloa 1
  15235.          tran {
  15236.           po 0.07385,1.00392,-1.49104
  15237.           mat 1,-0.00002,-0.00008,-0.00003,0.54132,0.84073,0.00002,-0.84082,0.54134
  15238.           Scal 0.75
  15239.           hp 0.5672,0,0.23701
  15240.           }
  15241.          XYZs 1,1,1
  15242.          MPSt 0
  15243.          sh {
  15244.           mapk 0
  15245.           elms {
  15246.            }
  15247.           }
  15248.          ob "ribbon end"
  15249.          }
  15250.         inpr {
  15251.          AnTr 1
  15252.          Cloa 1
  15253.          tran {
  15254.           po 0.07381,-0.68706,-1.63872
  15255.           mat 1,0.00006,-0.00003,0.00002,-0.40416,0.91466,0.00006,-0.91467,-0.40408
  15256.           Scal 0.75
  15257.           hp 0.5672,0,0.23701
  15258.           }
  15259.          XYZs 1,1,1
  15260.          MPSt 0
  15261.          sh {
  15262.           mapk 0
  15263.           elms {
  15264.            }
  15265.           }
  15266.          ob "ribbon end"
  15267.          }
  15268.         inpr {
  15269.          AnTr 1
  15270.          Cloa 1
  15271.          tran {
  15272.           po -0.00002,0.0002,0.00015
  15273.           mat -0.00003,-1,0.00002,0.00015,0.00003,-0.99997,0.99995,-0.00008,0.00012
  15274.           Scal 1.00002
  15275.           hp -0.00232,0.0392,0.17563
  15276.           }
  15277.          XYZs 1,1,1
  15278.          MPSt 0
  15279.          sh {
  15280.           mapk 0
  15281.           elms {
  15282.            }
  15283.           }
  15284.          ob "bow"
  15285.          }
  15286.         inpr {
  15287.          AnTr 1
  15288.          Cloa 1
  15289.          tran {
  15290.           po 0.13431,0.00015,0.0002
  15291.           mat 0.00018,-0.99998,-0.00012,-1,-0.00015,0.00008,-0.00002,0.00015,-0.99998
  15292.           Scal 1.00002
  15293.           hp 0,0,0.00119
  15294.           }
  15295.          XYZs 1,1,1
  15296.          MPSt 0
  15297.          sh {
  15298.           mapk 0
  15299.           elms {
  15300.            }
  15301.           }
  15302.          ob "knot"
  15303.          }
  15304.         }
  15305.        boxM 0.6743,2.27029,1.01291
  15306.        boxm -0.6745,-2.26778,-3.22922
  15307.        open 0
  15308.        }
  15309.       }
  15310.      boxM 4.25665,4.22147,7.46246
  15311.      boxm -4.1514,-4.29047,-5.08672
  15312.      open 0
  15313.      }
  15314.     }
  15315.    boxM 32.60393,32.60396,31.80211
  15316.    boxm -10.39751,-10.15561,-12.98885
  15317.    open 1
  15318.    }
  15319.   }
  15320.  TABL {
  15321.   SUBT {
  15322.    Prvw {
  15323.     }
  15324.    }
  15325.   SUBT {
  15326.    IMAP {
  15327.     ROBJ {
  15328.      IDEN {
  15329.       REFN 0
  15330.       TIME "12:10:29 PM1475823"
  15331.       }
  15332.      DATA {
  15333.       stor 0
  15334.       w 144
  15335.       h 144
  15336.       dpth 32
  15337.       tils 64,64
  15338.       tdta {
  15339.        tile $000008B5„ƒêÂÑêflƒêÂÑêflƒêÂÑêflƒêÂÑêflƒ¨ÂÑêflƒ∏ÂÑêflƒ∏ÂÑúflƒ∏ÂÑ∏flƒ∏ÂÑ∏flƒ∏ÂÑ∏flƒ∏ÂÑ∏flƒ∏ÂÑ∏flƒ∏ÂÑ∏flƒ∏ÂÑ∏fiƒêÊÑ∏fiƒêÊÑ∏fiƒêÊÑúfiƒêÊÑêfiƒêÊÑꇃ∑òÁÑꂃ∑ã˚ÈÑꄃˇœù˘ÎÑêʃ∑©˝œ±é˘ÌÑê˃∑©˘œ±éyq¸ÓÑê̓ß¿ˆœΔqk˙Ñêσß¿ˆœˇƒœ´é¯ÚÑêӃ߿ıœƒ¸œ±é¯ÙÑêÒƒ∑ö¿ıœƒ¯œ±é¯ˆÑêÛƒ∑©ÙœƒÙœ±˜¯Ñêıƒ∑©ıœˇƒÒœ¿ù˜˘Ñ∏¯ƒò©ıœˇƒÌœ¿ù˜˚Ñ∏˙ƒß¿¿ˆœ˛ƒ∏†¿Ìœ¿ù˜˝Ñ∏¸ƒß¿ˆœ˚ƒ∏ÑÑí¿Ìœ±é¯˛Ñ∏ƒƒœö¿ˆœ˘ƒ∏˛Ñí≤Ïœ±é¯í∏Ûœ˜ƒ∏¸Ñ톿̜±é¸é±Úœˆƒ∏˘Ñ†Ïœ±éé±ÚœÙƒ∏¯Ñ†¿Ïœ¿˘œƒ˚œÒƒê˜Ñí¿Áœ˛ƒ˛œÓƒêˆÑí≤Íœ¸ƒœÏƒêÙÑ톿Ԝ‰ƒêÒцڜ‚ƒêц¿ıœ·ƒêÓÑí¿˘œflƒêÌÑí≤¸œ›ƒúÎÑ톜€ƒ∏ÈÑ∏€ƒ∏ÈÑ∏€ƒ∏ÈÑ∏€ƒ∏ÈÑ∏€ƒ∏ÈѨ€ƒ∏ÈÑꀃ∏ÈÑꀃ∏ÈÑê⁄ƒêÍÑê⁄ƒêÍѨ⁄ƒêÍÑ∏⁄ƒêÍÑ∏⁄ƒêÍÑ∏⁄ƒêÍÑ∏⁄ƒêÍÑú⁄ƒ¨ÍÑê⁄ƒ∏ÍÑê⁄ƒ∏ÍÑê⁄ƒ∏ÍÑêÒƒ„ƒêÂÑêflƒêÂÑêflƒêÂÑêflƒêÂÑêflƒ¨ÂÑêflƒ∏ÂÑêflƒ∏ÂÑúflƒ∏ÂÑ∏flƒ∏ÂÑ∏flƒ∏ÂÑ∏flƒ∏ÂÑ∏flƒ∏ÂÑ∏flƒ∏ÂÑ∏flƒ∏ÂÑ∏fiƒêÊÑ∏fiƒêÊÑ∏fiƒêÊÑúfiƒêÊÑêfiƒêÊÑꇃ∑òÁÑꂃ∑ã˚ÈÑꄃˇœù˘ÎÑêʃ∑©˝œ±é˘ÌÑê˃∑©˘œ±éyq¸ÓÑê̓ß¿ˆœΔqk˙Ñêσß¿ˆœˇƒœ´é¯ÚÑêӃ߿ıœƒ¸œ±é¯ÙÑêÒƒ∑ö¿ıœƒ¯œ±é¯ˆÑêÛƒ∑©ÙœƒÙœ±˜¯Ñêıƒ∑©ıœˇƒÒœ¿ù˜˘Ñ∏¯ƒò©ıœˇƒÌœ¿ù˜˚Ñ∏˙ƒß¿¿ˆœ˛ƒ∏†¿Ìœ¿ù˜˝Ñ∏¸ƒß¿ˆœ˚ƒ∏ÑÑí¿Ìœ±é¯˛Ñ∏ƒƒœö¿ˆœ˘ƒ∏˛Ñí≤Ïœ±é¯í∏Ûœ˜ƒ∏¸Ñ톿̜±é¸é±Úœˆƒ∏˘Ñ†Ïœ±éé±ÚœÙƒ∏¯Ñ†¿Ïœ¿˘œƒ˚œÒƒê˜Ñí¿Áœ˛ƒ˛œÓƒêˆÑí≤Íœ¸ƒœÏƒêÙÑ톿Ԝ‰ƒêÒцڜ‚ƒêц¿ıœ·ƒêÓÑí¿˘œflƒêÌÑí≤¸œ›ƒúÎÑ톜€ƒ∏ÈÑ∏€ƒ∏ÈÑ∏€ƒ∏ÈÑ∏€ƒ∏ÈÑ∏€ƒ∏ÈѨ€ƒ∏ÈÑꀃ∏ÈÑꀃ∏ÈÑê⁄ƒêÍÑê⁄ƒêÍѨ⁄ƒêÍÑ∏⁄ƒêÍÑ∏⁄ƒêÍÑ∏⁄ƒêÍÑ∏⁄ƒêÍÑú⁄ƒ¨ÍÑê⁄ƒ∏ÍÑê⁄ƒ∏ÍÑê⁄ƒ∏ÍÑêÒƒ„ƒêÂÑêflƒêÂÑêflƒêÂÑêflƒêÂÑêflƒ¨ÂÑêflƒ∏ÂÑêflƒ∏ÂÑúflƒ∏ÂÑ∏flƒ∏ÂÑ∏flƒ∏ÂÑ∏flƒ∏ÂÑ∏flƒ∏ÂÑ∏flƒ∏ÂÑ∏flƒ∏ÂÑ∏fiƒêÊÑ∏fiƒêÊÑ∏fiƒêÊÑúfiƒêÊÑêfiƒêÊÑꇃ∑òÁÑꂃ∑ã˚ÈÑꄃˇœù˘ÎÑêʃ∑©˝œ±é˘ÌÑê˃∑©˘œ±éyq¸ÓÑê̓ß¿ˆœΔqk˙Ñêσß¿ˆœˇƒœ´é¯ÚÑêӃ߿ıœƒ¸œ±é¯ÙÑêÒƒ∑ö¿ıœƒ¯œ±é¯ˆÑêÛƒ∑©ÙœƒÙœ±˜¯Ñêıƒ∑©ıœˇƒÒœ¿ù˜˘Ñ∏¯ƒò©ıœˇƒÌœ¿ù˜˚Ñ∏˙ƒß¿¿ˆœ˛ƒ∏†¿Ìœ¿ù˜˝Ñ∏¸ƒß¿ˆœ˚ƒ∏ÑÑí¿Ìœ±é¯˛Ñ∏ƒƒœö¿ˆœ˘ƒ∏˛Ñí≤Ïœ±é¯í∏Ûœ˜ƒ∏¸Ñ톿̜±é¸é±Úœˆƒ∏˘Ñ†Ïœ±éé±ÚœÙƒ∏¯Ñ†¿Ïœ¿˘œƒ˚œÒƒê˜Ñí¿Áœ˛ƒ˛œÓƒêˆÑí≤Íœ¸ƒœÏƒêÙÑ톿Ԝ‰ƒêÒцڜ‚ƒêц¿ıœ·ƒêÓÑí¿˘œflƒêÌÑí≤¸œ›ƒúÎÑ톜€ƒ∏ÈÑ∏€ƒ∏ÈÑ∏€ƒ∏ÈÑ∏€ƒ∏ÈÑ∏€ƒ∏ÈѨ€ƒ∏ÈÑꀃ∏ÈÑꀃ∏ÈÑê⁄ƒêÍÑê⁄ƒêÍѨ⁄ƒêÍÑ∏⁄ƒêÍÑ∏⁄ƒêÍÑ∏⁄ƒêÍÑ∏⁄ƒêÍÑú⁄ƒ¨ÍÑê⁄ƒ∏ÍÑê⁄ƒ∏ÍÑê⁄ƒ∏ÍÑêÒƒ$
  15340.        tile $00000CE4ÚƒêÈÑ∏Òƒê˚ÑÚƒêÈÑúÒƒê˚ÑÚƒêÈÑêÒƒê˚ÑÚƒêÈÑêÒƒê˚ÑÚƒêÈÑêÒƒê˚ÑÚƒêÈѨ҃ê˚ÑÚƒêÈÑ∏Òƒê˚ÑÚƒêÈÑ∏Òƒê˚ÑÚƒêÈÑ∏Úƒ∏˙ÑÚƒêÈÑ∏Úƒ∏˙ÑÚƒêÍÑêÒƒ∏˙ÑÚƒêÍÑêÒƒ∏˙ÑÚƒêÍÑêÒƒ∏˙ÑÚƒêÍÑêÒƒ∏˙ÑÚƒêÈÑ∏Úƒ∏˙ÑÚƒêÈÑ∏Úƒ∏˙ÑÚƒêÈÑ∏Úƒú˙ÑÚƒêÈÑ∏Úƒê˙ÑÚƒêÍÑêÒƒê˙ÑÚƒêÍÑêÒƒê˙ÑÚƒêÍÑêÒƒê˙ÑÛƒ∏ÈÑêÒƒê˙ÑÛƒ∏ÈÑêÒƒê˙ÑÛƒ∏ÈѨ҃ê˙ÑÙƒ∏úÈÑ∏Òƒê˙шƒ∏úÁÑ∏Úƒ∏˘Ñ˜ƒúÂѨڃ∏˘Ñ˘ƒœ¿ëÂÑêÚƒ∏˘Ñ˚ƒ¸œ±ëÁÑêÚƒ∏˘Ñ˝ƒ¯œ•vÈÑêÚƒ∏˘Ñˇƒ˜œƒ±_evÎÑúÚƒ∏˘Ñ˜œ˛ƒ±˛_evÌÑ∏Úƒ∏˘Ñ˘œ¸ƒ±¸_yÓÑ∏Úƒ∫˘Ñ˚œ˙ƒ±¸_yÑ∏Ùƒ∏úíñ˙Ñ˝œ¯ƒ±¸_y˝ÚÑ∏ıƒ¨¸Ññ¸Ñœıƒ±¸_y˚ÙÑ∏˜ƒ¨êıÑÙƒ±¸_y˘}¯Ñꯃ¨êÛÑÙƒ±¸_y˙y_l}˙Ñê˙ƒ∏úÒÑÙƒ±¸_y˙y˛_l}¸Ñ긃∏úÔÑÙƒ±¸_y˙y¸_l}˛Ñê˝ƒ¨ÌÑÛƒq˝_y˘e˚_lêÑÑ∏ƒ¨êÏÑÛƒq˝_y˘e¸_qûƒ¨}†êÍÑÛƒq˝_y˘e˛_qû˝ƒxËÑÛƒq˝_y˘e__û˚ƒxËÑÛƒq˝_y˘eѱ˙ƒxËÑÛƒq˝_y˘•¯ƒxËÑÛƒq˝_y¸ˇÑꘃxËÑÛƒq˝_y˛˝ÑꘃxËÑÛƒq˝_y˙ÑꘃxËÑÛƒq__qûê˙ÑꘃxËÑÛƒˇqûƒƒê˙Ñꯃ±eËÑÛƒ±˝ƒê˙Ñꯃ±lËÑÓƒê˙Ñꯃ±}ËÑÓƒê˙Ñꯃ±}ËÑÓƒê˙Ñú¯ƒ±}ËÑÓƒê˙Ñ∏¯ƒ±}ËÑÓƒê˙Ñ∏¯ƒ±}ËÑÔƒΔ†˙Ñ∏¯ƒ±}ËÑƒ˛œ¿†¸Ñ∏¯ƒ±}ËÑÚƒ˙œ¿†˛Ñ∏˝ƒœ˝ƒ±}ËÑÙƒˆœ≤íÑúƒƒ¸œˇƒ±}ËÑıƒÛœ≤ûÃ˙œƒ±}ËјƒÂœ†ËÑ˘ƒ‚œ¿íÍÑÚƒêÈÑ∏Òƒê˚ÑÚƒêÈÑúÒƒê˚ÑÚƒêÈÑêÒƒê˚ÑÚƒêÈÑêÒƒê˚ÑÚƒêÈÑêÒƒê˚ÑÚƒêÈѨ҃ê˚ÑÚƒêÈÑ∏Òƒê˚ÑÚƒêÈÑ∏Òƒê˚ÑÚƒêÈÑ∏Úƒ∏˙ÑÚƒêÈÑ∏Úƒ∏˙ÑÚƒêÍÑêÒƒ∏˙ÑÚƒêÍÑêÒƒ∏˙ÑÚƒêÍÑêÒƒ∏˙ÑÚƒêÍÑêÒƒ∏˙ÑÚƒêÈÑ∏Úƒ∏˙ÑÚƒêÈÑ∏Úƒ∏˙ÑÚƒêÈÑ∏Úƒú˙ÑÚƒêÈÑ∏Úƒê˙ÑÚƒêÍÑêÒƒê˙ÑÚƒêÍÑêÒƒê˙ÑÚƒêÍÑêÒƒê˙ÑÛƒ∏ÈÑêÒƒê˙ÑÛƒ∏ÈÑêÒƒê˙ÑÛƒ∏ÈѨ҃ê˙ÑÙƒ∏úÈÑ∏Òƒê˙шƒ∏úÁÑ∏Úƒ∏˘Ñ˜ƒúÂѨڃ∏˘Ñ˘ƒœ¿ëÂÑêÚƒ∏˘Ñ˚ƒ¸œ±ëÁÑêÚƒ∏˘Ñ˝ƒ¯œ•vÈÑêÚƒ∏˘Ñˇƒ˜œƒ±_evÎÑúÚƒ∏˘Ñ˜œ˛ƒ±˛_evÌÑ∏Úƒ∏˘Ñ˘œ¸ƒ±¸_yÓÑ∏Úƒ∫˘Ñ˚œ˙ƒ±¸_yÑ∏Ùƒ∏úíñ˙Ñ˝œ¯ƒ±¸_y˝ÚÑ∏ıƒ¨¸Ññ¸Ñœıƒ±¸_y˚ÙÑ∏˜ƒ¨êıÑÙƒ±¸_y˘}¯Ñꯃ¨êÛÑÙƒ±¸_y˙y_l}˙Ñê˙ƒ∏úÒÑÙƒ±¸_y˙y˛_l}¸Ñ긃∏úÔÑÙƒ±¸_y˙y¸_l}˛Ñê˝ƒ¨ÌÑÛƒq˝_y˘e˚_lêÑÑ∏ƒ¨êÏÑÛƒq˝_y˘e¸_qûƒ¨}†êÍÑÛƒq˝_y˘e˛_qû˝ƒxËÑÛƒq˝_y˘e__û˚ƒxËÑÛƒq˝_y˘eѱ˙ƒxËÑÛƒq˝_y˘•¯ƒxËÑÛƒq˝_y¸ˇÑꘃxËÑÛƒq˝_y˛˝ÑꘃxËÑÛƒq˝_y˙ÑꘃxËÑÛƒq__qûê˙ÑꘃxËÑÛƒˇqûƒƒê˙Ñꯃ±eËÑÛƒ±˝ƒê˙Ñꯃ±lËÑÓƒê˙Ñꯃ±}ËÑÓƒê˙Ñꯃ±}ËÑÓƒê˙Ñú¯ƒ±}ËÑÓƒê˙Ñ∏¯ƒ±}ËÑÓƒê˙Ñ∏¯ƒ±}ËÑÔƒΔ†˙Ñ∏¯ƒ±}ËÑƒ˛œ¿†¸Ñ∏¯ƒ±}ËÑÚƒ˙œ¿†˛Ñ∏˝ƒœ˝ƒ±}ËÑÙƒˆœ≤íÑúƒƒ¸œˇƒ±}ËÑıƒÛœ≤ûÃ˙œƒ±}ËјƒÂœ†ËÑ˘ƒ‚œ¿íÍÑÚƒêÈÑ∏Òƒê˚ÑÚƒêÈÑúÒƒê˚ÑÚƒêÈÑêÒƒê˚ÑÚƒêÈÑêÒƒê˚ÑÚƒêÈÑêÒƒê˚ÑÚƒêÈѨ҃ê˚ÑÚƒêÈÑ∏Òƒê˚ÑÚƒêÈÑ∏Òƒê˚ÑÚƒêÈÑ∏Úƒ∏˙ÑÚƒêÈÑ∏Úƒ∏˙ÑÚƒêÍÑêÒƒ∏˙ÑÚƒêÍÑêÒƒ∏˙ÑÚƒêÍÑêÒƒ∏˙ÑÚƒêÍÑêÒƒ∏˙ÑÚƒêÈÑ∏Úƒ∏˙ÑÚƒêÈÑ∏Úƒ∏˙ÑÚƒêÈÑ∏Úƒú˙ÑÚƒêÈÑ∏Úƒê˙ÑÚƒêÍÑêÒƒê˙ÑÚƒêÍÑêÒƒê˙ÑÚƒêÍÑêÒƒê˙ÑÛƒ∏ÈÑêÒƒê˙ÑÛƒ∏ÈÑêÒƒê˙ÑÛƒ∏ÈѨ҃ê˙ÑÙƒ∏úÈÑ∏Òƒê˙шƒ∏úÁÑ∏Úƒ∏˘Ñ˜ƒúÂѨڃ∏˘Ñ˘ƒœ¿ëÂÑêÚƒ∏˘Ñ˚ƒ¸œ±ëÁÑêÚƒ∏˘Ñ˝ƒ¯œ•vÈÑêÚƒ∏˘Ñˇƒ˜œƒ±_evÎÑúÚƒ∏˘Ñ˜œ˛ƒ±˛_evÌÑ∏Úƒ∏˘Ñ˘œ¸ƒ±¸_yÓÑ∏Úƒ∫˘Ñ˚œ˙ƒ±¸_yÑ∏Ùƒ∏úíñ˙Ñ˝œ¯ƒ±¸_y˝ÚÑ∏ıƒ¨¸Ññ¸Ñœıƒ±¸_y˚ÙÑ∏˜ƒ¨êıÑÙƒ±¸_y˘}¯Ñꯃ¨êÛÑÙƒ±¸_y˙y_l}˙Ñê˙ƒ∏úÒÑÙƒ±¸_y˙y˛_l}¸Ñ긃∏úÔÑÙƒ±¸_y˙y¸_l}˛Ñê˝ƒ¨ÌÑÛƒq˝_y˘e˚_lêÑÑ∏ƒ¨êÏÑÛƒq˝_y˘e¸_qûƒ¨}†êÍÑÛƒq˝_y˘e˛_qû˝ƒxËÑÛƒq˝_y˘e__û˚ƒxËÑÛƒq˝_y˘eѱ˙ƒxËÑÛƒq˝_y˘•¯ƒxËÑÛƒq˝_y¸ˇÑꘃxËÑÛƒq˝_y˛˝ÑꘃxËÑÛƒq˝_y˙ÑꘃxËÑÛƒq__qûê˙ÑꘃxËÑÛƒˇqûƒƒê˙Ñꯃ±eËÑÛƒ±˝ƒê˙Ñꯃ±lËÑÓƒê˙Ñꯃ±}ËÑÓƒê˙Ñꯃ±}ËÑÓƒê˙Ñú¯ƒ±}ËÑÓƒê˙Ñ∏¯ƒ±}ËÑÓƒê˙Ñ∏¯ƒ±}ËÑÔƒΔ†˙Ñ∏¯ƒ±}ËÑƒ˛œ¿†¸Ñ∏¯ƒ±}ËÑÚƒ˙œ¿†˛Ñ∏˝ƒœ˝ƒ±}ËÑÙƒˆœ≤íÑúƒƒ¸œˇƒ±}ËÑıƒÛœ≤ûÃ˙œƒ±}ËјƒÂœ†ËÑ˘ƒ‚œ¿íÍÑ$
  15341.        tile $0000015FÅÑÅÑÅÑÅÑÅÑ‚ÑêÚÑ∏ÚÑê‚ѨÚÑ∏ÛÑêƒÛÑêƒÚÑ∏ÚÑ∏ÛÑêƒÛÑúƒÛÑ∏ƒÛÑúƒÛÑúƒÛÑ∏ƒÛÑ∏ƒÙÑꃃÙÑꃃÛÑ∏ƒÛÑ∏ƒÙÑꃃÙÑꃃÅÑÅÑÅÑÅÑÅÑ‚ÑêÚÑ∏ÚÑê‚ѨÚÑ∏ÛÑêƒÛÑêƒÚÑ∏ÚÑ∏ÛÑêƒÛÑúƒÛÑ∏ƒÛÑúƒÛÑúƒÛÑ∏ƒÛÑ∏ƒÙÑꃃÙÑꃃÛÑ∏ƒÛÑ∏ƒÙÑꃃÙÑꃃÅÑÅÑÅÑÅÑÅÑ‚ÑêÚÑ∏ÚÑê‚ѨÚÑ∏ÛÑêƒÛÑêƒÚÑ∏ÚÑ∏ÛÑêƒÛÑúƒÛÑ∏ƒÛÑúƒÛÑúƒÛÑ∏ƒÛÑ∏ƒÙÑꃃÙÑꃃÛÑ∏ƒÛÑ∏ƒÙÑꃃÙÑꃃ$
  15342.        tile $00000AD4̓∏ÍÑê⁄ƒ∏ÈÑ∏€ƒ∏ÈÑ∏€ƒ∏ÈÑ∏⁄ƒêÍÑ∏ÛƒœÈƒêÍÑ∏ıƒ˛œÈƒêÎÑêıƒ˝œÈƒêÎÑꘃ˚œÎƒ∑òÍÑê˘ƒ˘œÏƒ™˛ÎÑê˚ƒ˜œÓƒ™ã˚ÏÑ∏˛ƒ¿ˆœƒ™ã˜ÓÑ∏˛ƒê≤˜œÚƒ™ãÙÔÑ∏˛ƒêÑ톢œÙƒ∑òÒÑ∏˛ƒê˛Ñ†¿˚œˆƒ∑ò˜ù¿ù˙ÚÑ∏˛ƒê¸Ñ≤¸œ˜ƒò˜鱲œ±é˙ÙÑ∏˛ƒê˚Ñ톲œ˘ƒœ¿¯é±˙œù˘ˆÑ¨˛ƒê˘Ñ†¿œ˙ƒ˛œ¿ù¸鱘œ±é˙˜Ñê˛ƒê˜Ñ≤¸ƒ˙œ¢˛ùÛœ±˘˘Ñê˛ƒêˆÑ˛ƒ˙œ±éù¿Òœ¿ù˙˙Ñê˛ƒêˆÑƒ˙œ±éù¿Ìœ±é˙¸Ñê˛ƒ¨ˆÑƒ¸œ¿ùé±Èœù˘˛Ñ¨˛ƒ¨ˆÑƒ˛œ¿ùé±Êœ±é˙ˇÑ∏ƒ∏úıуœ¿ù˛±‚œù˚éѨúÛу±˛ù¿‡œ¿ù鱜≤íÚÑwyù¿‹œˇ¿¸œ≤ÛÑù¿“œ¿†ıÑ¿Œœ≤í˜Ñ¿Ãœ†¯Ñí¿Ãœ≤í¯Ñ≤¿Ãœ≤¯Ñí¿Ãœ¿†¯Ñ≤Àœ≤í˘Ñ†Àœ∫¯Ñ톜œˇƒ∏ˆÑí¿“œ˛ƒ∏ıÑ톑œ˝ƒ∏ÛÑí¿Ÿœ˙ƒ∏ÚÑ톀œ˘ƒ∏Ñ≤¿fiœ¯ƒ∏ÔÑí¿‚œıƒ∏ÌÑ≤¿ÂœÙƒ∏ÑÑÔÑí¿ÁœÛƒ∏ÑÑÌÑ≤¿Ïœƒ∏ÑÑÏÑí̜ԃ∏ÑÑÎÑí≤œÓƒ∏ÑÑÈÑí¿ıœÎƒ∏ÑÑËÑ톘œÍƒ∏ÑÑÊÑí¿˙œÈƒ∏ÑÑÂÑ톲œÂƒêÑ„Ñí¿‰ƒêÑ‚Ñû‰ƒêÑ„Ѩ‰ƒêÑ„Ñ∏‰ƒêÑ„Ñ∏‰ƒêÑ„Ñú‰ƒêÑ„Ñꉃ}„Ñꉃq_„Ñꉃq_‚Ñ∏ƒq_‚Ñ∏ƒq_„Ñꉃû_˛‰Ñꉃ±_˛‰Ñꉃ±_̓∏ÍÑê⁄ƒ∏ÈÑ∏€ƒ∏ÈÑ∏€ƒ∏ÈÑ∏⁄ƒêÍÑ∏ÛƒœÈƒêÍÑ∏ıƒ˛œÈƒêÎÑêıƒ˝œÈƒêÎÑꘃ˚œÎƒ∑òÍÑê˘ƒ˘œÏƒ™˛ÎÑê˚ƒ˜œÓƒ™ã˚ÏÑ∏˛ƒ¿ˆœƒ™ã˜ÓÑ∏˛ƒê≤˜œÚƒ™ãÙÔÑ∏˛ƒêÑ톢œÙƒ∑òÒÑ∏˛ƒê˛Ñ†¿˚œˆƒ∑ò˜ù¿ù˙ÚÑ∏˛ƒê¸Ñ≤¸œ˜ƒò˜鱲œ±é˙ÙÑ∏˛ƒê˚Ñ톲œ˘ƒœ¿¯é±˙œù˘ˆÑ¨˛ƒê˘Ñ†¿œ˙ƒ˛œ¿ù¸鱘œ±é˙˜Ñê˛ƒê˜Ñ≤¸ƒ˙œ¢˛ùÛœ±˘˘Ñê˛ƒêˆÑ˛ƒ˙œ±éù¿Òœ¿ù˙˙Ñê˛ƒêˆÑƒ˙œ±éù¿Ìœ±é˙¸Ñê˛ƒ¨ˆÑƒ¸œ¿ùé±Èœù˘˛Ñ¨˛ƒ¨ˆÑƒ˛œ¿ùé±Êœ±é˙ˇÑ∏ƒ∏úıуœ¿ù˛±‚œù˚éѨúÛу±˛ù¿‡œ¿ù鱜≤íÚÑwyù¿‹œˇ¿¸œ≤ÛÑù¿“œ¿†ıÑ¿Œœ≤í˜Ñ¿Ãœ†¯Ñí¿Ãœ≤í¯Ñ≤¿Ãœ≤¯Ñí¿Ãœ¿†¯Ñ≤Àœ≤í˘Ñ†Àœ∫¯Ñ톜œˇƒ∏ˆÑí¿“œ˛ƒ∏ıÑ톑œ˝ƒ∏ÛÑí¿Ÿœ˙ƒ∏ÚÑ톀œ˘ƒ∏Ñ≤¿fiœ¯ƒ∏ÔÑí¿‚œıƒ∏ÌÑ≤¿ÂœÙƒ∏ÑÑÔÑí¿ÁœÛƒ∏ÑÑÌÑ≤¿Ïœƒ∏ÑÑÏÑí̜ԃ∏ÑÑÎÑí≤œÓƒ∏ÑÑÈÑí¿ıœÎƒ∏ÑÑËÑ톘œÍƒ∏ÑÑÊÑí¿˙œÈƒ∏ÑÑÂÑ톲œÂƒêÑ„Ñí¿‰ƒêÑ‚Ñû‰ƒêÑ„Ѩ‰ƒêÑ„Ñ∏‰ƒêÑ„Ñ∏‰ƒêÑ„Ñú‰ƒêÑ„Ñꉃ}„Ñꉃq_„Ñꉃq_‚Ñ∏ƒq_‚Ñ∏ƒq_„Ñꉃû_˛‰Ñꉃ±_˛‰Ñꉃ±_̓∏ÍÑê⁄ƒ∏ÈÑ∏€ƒ∏ÈÑ∏€ƒ∏ÈÑ∏⁄ƒêÍÑ∏ÛƒœÈƒêÍÑ∏ıƒ˛œÈƒêÎÑêıƒ˝œÈƒêÎÑꘃ˚œÎƒ∑òÍÑê˘ƒ˘œÏƒ™˛ÎÑê˚ƒ˜œÓƒ™ã˚ÏÑ∏˛ƒ¿ˆœƒ™ã˜ÓÑ∏˛ƒê≤˜œÚƒ™ãÙÔÑ∏˛ƒêÑ톢œÙƒ∑òÒÑ∏˛ƒê˛Ñ†¿˚œˆƒ∑ò˜ù¿ù˙ÚÑ∏˛ƒê¸Ñ≤¸œ˜ƒò˜鱲œ±é˙ÙÑ∏˛ƒê˚Ñ톲œ˘ƒœ¿¯é±˙œù˘ˆÑ¨˛ƒê˘Ñ†¿œ˙ƒ˛œ¿ù¸鱘œ±é˙˜Ñê˛ƒê˜Ñ≤¸ƒ˙œ¢˛ùÛœ±˘˘Ñê˛ƒêˆÑ˛ƒ˙œ±éù¿Òœ¿ù˙˙Ñê˛ƒêˆÑƒ˙œ±éù¿Ìœ±é˙¸Ñê˛ƒ¨ˆÑƒ¸œ¿ùé±Èœù˘˛Ñ¨˛ƒ¨ˆÑƒ˛œ¿ùé±Êœ±é˙ˇÑ∏ƒ∏úıуœ¿ù˛±‚œù˚éѨúÛу±˛ù¿‡œ¿ù鱜≤íÚÑwyù¿‹œˇ¿¸œ≤ÛÑù¿“œ¿†ıÑ¿Œœ≤í˜Ñ¿Ãœ†¯Ñí¿Ãœ≤í¯Ñ≤¿Ãœ≤¯Ñí¿Ãœ¿†¯Ñ≤Àœ≤í˘Ñ†Àœ∫¯Ñ톜œˇƒ∏ˆÑí¿“œ˛ƒ∏ıÑ톑œ˝ƒ∏ÛÑí¿Ÿœ˙ƒ∏ÚÑ톀œ˘ƒ∏Ñ≤¿fiœ¯ƒ∏ÔÑí¿‚œıƒ∏ÌÑ≤¿ÂœÙƒ∏ÑÑÔÑí¿ÁœÛƒ∏ÑÑÌÑ≤¿Ïœƒ∏ÑÑÏÑí̜ԃ∏ÑÑÎÑí≤œÓƒ∏ÑÑÈÑí¿ıœÎƒ∏ÑÑËÑ톘œÍƒ∏ÑÑÊÑí¿˙œÈƒ∏ÑÑÂÑ톲œÂƒêÑ„Ñí¿‰ƒêÑ‚Ñû‰ƒêÑ„Ѩ‰ƒêÑ„Ñ∏‰ƒêÑ„Ñ∏‰ƒêÑ„Ñú‰ƒêÑ„Ñꉃ}„Ñꉃq_„Ñꉃq_‚Ñ∏ƒq_‚Ñ∏ƒq_„Ñꉃû_˛‰Ñꉃ±_˛‰Ñꉃ±_$
  15343.        tile $00000885˚ƒ›œ†ÏÑ˝ƒ⁄œ≤íÓÑ˛ƒ◊œ≤íу”œ≤íÚÑ–œ†ÛÑœœ¿†ıÑŒœΔêˆÑœœˇƒêˆÑ–œ˛ƒêˆÑ”œ˚ƒêˆÑ‘œ˙ƒêˆÑ’œ˙ƒ∏ıÑ◊œ¯ƒ∏ıÑŸœˆƒ∏ıÑ€œÙƒ∏ıÑ‹œÛƒ∏ıÑ›œÚƒ∏ıчœÔƒ∏ıÑ톄œÓƒ∏Ûц¿ÊœÌƒ∏ÒÑ≤Ȝ΃úÑ톿ӜȃêÓÑí¿ÒœÁƒêÏÑ≤ۜʃêÎÑ톿˜œÂƒêÈÑí¿˚œ‚ƒ¿†ËÑ≤˝œ·ƒˇœ≤íÈÑ톜‡ƒ˝œ≤íÈÑ∏‡ƒ˚œ†ÍÑ∏‡ƒ˙œ¿†ÏÑ∏‡ƒ¯œ≤íÓÑ∏‡ƒˆœ≤íÑ∏‚ƒÚœÒÑꂃҜÒÑꉃԜÒÑêƒӜÒÑêÁƒÏœÒÑê˃ΜÒÑê̓ȜÒÑê΃˜ÒÑễʜÒÑêÔƒ‰œÒÑêƒ„œÒÑêÚƒ·œÒÑêÛƒ∏†‚œÒÑêÛƒ∏ц¿‰œÒÑêÛƒ∏˛Ñ≤ÂœÒÑêÛƒ¨˝Ñí†ÁœÒÑêÛƒê˚Ñí¿ÈœÒÑêÛƒê˙Ñí≤¿ÎœÒÑêÛƒê˜Ñ†ÏœÒѨۃêˆÑí¿ÔœƒÒÑ∏ÛƒêıÑí≤¿Ûœ˛ƒÒÑ∏ÛƒêÛÑí¿ˆœ¸ƒÒÑ∏ÛƒêÒÑí¿˘œ˚ƒÒÑ∏ÛƒêÑ톿˝œ˘ƒÒÑ∏ÛƒêÓÑí¿˛œ˘ƒ}ÚÑ∏ÛƒêÏÑ≤˜ƒ_l}ÙÑ∏Ùƒ¨ÎÑꘃ˛_vıÑ∏ˆƒ∏úÍÑú˜ƒ˝_l}˜Ñ∏˜ƒ¨ËÑ∏˜ƒ˚_}¯Ñ∏¯ƒúÁѨ˜ƒ˚_y˘Ñ∏˙ƒ¨êÊÑꘃ˚_y˙Ñú˚ƒú‰Ñꘃ˚ƒ›œ†ÏÑ˝ƒ⁄œ≤íÓÑ˛ƒ◊œ≤íу”œ≤íÚÑ–œ†ÛÑœœ¿†ıÑŒœΔêˆÑœœˇƒêˆÑ–œ˛ƒêˆÑ”œ˚ƒêˆÑ‘œ˙ƒêˆÑ’œ˙ƒ∏ıÑ◊œ¯ƒ∏ıÑŸœˆƒ∏ıÑ€œÙƒ∏ıÑ‹œÛƒ∏ıÑ›œÚƒ∏ıчœÔƒ∏ıÑ톄œÓƒ∏Ûц¿ÊœÌƒ∏ÒÑ≤Ȝ΃úÑ톿ӜȃêÓÑí¿ÒœÁƒêÏÑ≤ۜʃêÎÑ톿˜œÂƒêÈÑí¿˚œ‚ƒ¿†ËÑ≤˝œ·ƒˇœ≤íÈÑ톜‡ƒ˝œ≤íÈÑ∏‡ƒ˚œ†ÍÑ∏‡ƒ˙œ¿†ÏÑ∏‡ƒ¯œ≤íÓÑ∏‡ƒˆœ≤íÑ∏‚ƒÚœÒÑꂃҜÒÑꉃԜÒÑêƒӜÒÑêÁƒÏœÒÑê˃ΜÒÑê̓ȜÒÑê΃˜ÒÑễʜÒÑêÔƒ‰œÒÑêƒ„œÒÑêÚƒ·œÒÑêÛƒ∏†‚œÒÑêÛƒ∏ц¿‰œÒÑêÛƒ∏˛Ñ≤ÂœÒÑêÛƒ¨˝Ñí†ÁœÒÑêÛƒê˚Ñí¿ÈœÒÑêÛƒê˙Ñí≤¿ÎœÒÑêÛƒê˜Ñ†ÏœÒѨۃêˆÑí¿ÔœƒÒÑ∏ÛƒêıÑí≤¿Ûœ˛ƒÒÑ∏ÛƒêÛÑí¿ˆœ¸ƒÒÑ∏ÛƒêÒÑí¿˘œ˚ƒÒÑ∏ÛƒêÑ톿˝œ˘ƒÒÑ∏ÛƒêÓÑí¿˛œ˘ƒ}ÚÑ∏ÛƒêÏÑ≤˜ƒ_l}ÙÑ∏Ùƒ¨ÎÑꘃ˛_vıÑ∏ˆƒ∏úÍÑú˜ƒ˝_l}˜Ñ∏˜ƒ¨ËÑ∏˜ƒ˚_}¯Ñ∏¯ƒúÁѨ˜ƒ˚_y˘Ñ∏˙ƒ¨êÊÑꘃ˚_y˙Ñú˚ƒú‰Ñꘃ˚ƒ›œ†ÏÑ˝ƒ⁄œ≤íÓÑ˛ƒ◊œ≤íу”œ≤íÚÑ–œ†ÛÑœœ¿†ıÑŒœΔêˆÑœœˇƒêˆÑ–œ˛ƒêˆÑ”œ˚ƒêˆÑ‘œ˙ƒêˆÑ’œ˙ƒ∏ıÑ◊œ¯ƒ∏ıÑŸœˆƒ∏ıÑ€œÙƒ∏ıÑ‹œÛƒ∏ıÑ›œÚƒ∏ıчœÔƒ∏ıÑ톄œÓƒ∏Ûц¿ÊœÌƒ∏ÒÑ≤Ȝ΃úÑ톿ӜȃêÓÑí¿ÒœÁƒêÏÑ≤ۜʃêÎÑ톿˜œÂƒêÈÑí¿˚œ‚ƒ¿†ËÑ≤˝œ·ƒˇœ≤íÈÑ톜‡ƒ˝œ≤íÈÑ∏‡ƒ˚œ†ÍÑ∏‡ƒ˙œ¿†ÏÑ∏‡ƒ¯œ≤íÓÑ∏‡ƒˆœ≤íÑ∏‚ƒÚœÒÑꂃҜÒÑꉃԜÒÑêƒӜÒÑêÁƒÏœÒÑê˃ΜÒÑê̓ȜÒÑê΃˜ÒÑễʜÒÑêÔƒ‰œÒÑêƒ„œÒÑêÚƒ·œÒÑêÛƒ∏†‚œÒÑêÛƒ∏ц¿‰œÒÑêÛƒ∏˛Ñ≤ÂœÒÑêÛƒ¨˝Ñí†ÁœÒÑêÛƒê˚Ñí¿ÈœÒÑêÛƒê˙Ñí≤¿ÎœÒÑêÛƒê˜Ñ†ÏœÒѨۃêˆÑí¿ÔœƒÒÑ∏ÛƒêıÑí≤¿Ûœ˛ƒÒÑ∏ÛƒêÛÑí¿ˆœ¸ƒÒÑ∏ÛƒêÒÑí¿˘œ˚ƒÒÑ∏ÛƒêÑ톿˝œ˘ƒÒÑ∏ÛƒêÓÑí¿˛œ˘ƒ}ÚÑ∏ÛƒêÏÑ≤˜ƒ_l}ÙÑ∏Ùƒ¨ÎÑꘃ˛_vıÑ∏ˆƒ∏úÍÑú˜ƒ˝_l}˜Ñ∏˜ƒ¨ËÑ∏˜ƒ˚_}¯Ñ∏¯ƒúÁѨ˜ƒ˚_y˘Ñ∏˙ƒ¨êÊÑꘃ˚_y˙Ñú˚ƒú‰Ñꘃ$
  15344.        tile $0000036CÙÑ∏ƒƒÙÑúƒƒÙÑúƒƒÙÑ∏ƒƒÙÑ∏ƒƒıÑê˛ƒıÑê˛ƒÙÑ∏ƒƒıÑê˛ƒıÑê˛ƒıÑú˛ƒıÑ∏˛ƒıÑú˛ƒıÑú˛ƒıÑ∏˛ƒıÑ∏˛ƒˆÑê˝ƒ§˜Ñê˝ƒıÑ∏˛ƒˆÑê˝ƒˆÑê˝ƒˆÑúƒƒœƒˆÑ∏˝ƒˆÑ≤˝ƒˆÑú˝ƒˆÑ∏˝ƒˆÑ∏˝ƒ˜Ñ긃ˆÑ∏˝ƒˆÑ∏˝ƒ˜Ñ긃˜Ñ긃í¯Ñú¸ƒœ¿†˙Ñ∏¸ƒ˛œ≤í¸Ñú˝ƒ˚œ≤í˛Ñú˛ƒ¯œ≤ÑÑ∏ƒıœ¿†∏Œœˇƒıœ˝ƒˆœ¸ƒ˜œ˚ƒ¯œ˙ƒ˙œ¯ƒ˚œ˜ƒ˝œıƒˇœÛƒœÅƒíƒÙÑ∏ƒƒÙÑúƒƒÙÑúƒƒÙÑ∏ƒƒÙÑ∏ƒƒıÑê˛ƒıÑê˛ƒÙÑ∏ƒƒıÑê˛ƒıÑê˛ƒıÑú˛ƒıÑ∏˛ƒıÑú˛ƒıÑú˛ƒıÑ∏˛ƒıÑ∏˛ƒˆÑê˝ƒ§˜Ñê˝ƒıÑ∏˛ƒˆÑê˝ƒˆÑê˝ƒˆÑúƒƒœƒˆÑ∏˝ƒˆÑ≤˝ƒˆÑú˝ƒˆÑ∏˝ƒˆÑ∏˝ƒ˜Ñ긃ˆÑ∏˝ƒˆÑ∏˝ƒ˜Ñ긃˜Ñ긃í¯Ñú¸ƒœ¿†˙Ñ∏¸ƒ˛œ≤í¸Ñú˝ƒ˚œ≤í˛Ñú˛ƒ¯œ≤ÑÑ∏ƒıœ¿†∏Œœˇƒıœ˝ƒˆœ¸ƒ˜œ˚ƒ¯œ˙ƒ˙œ¯ƒ˚œ˜ƒ˝œıƒˇœÛƒœÅƒíƒÙÑ∏ƒƒÙÑúƒƒÙÑúƒƒÙÑ∏ƒƒÙÑ∏ƒƒıÑê˛ƒıÑê˛ƒÙÑ∏ƒƒıÑê˛ƒıÑê˛ƒıÑú˛ƒıÑ∏˛ƒıÑú˛ƒıÑú˛ƒıÑ∏˛ƒıÑ∏˛ƒˆÑê˝ƒ§˜Ñê˝ƒıÑ∏˛ƒˆÑê˝ƒˆÑê˝ƒˆÑúƒƒœƒˆÑ∏˝ƒˆÑ≤˝ƒˆÑú˝ƒˆÑ∏˝ƒˆÑ∏˝ƒ˜Ñ긃ˆÑ∏˝ƒˆÑ∏˝ƒ˜Ñ긃˜Ñ긃í¯Ñú¸ƒœ¿†˙Ñ∏¸ƒ˛œ≤í¸Ñú˝ƒ˚œ≤í˛Ñú˛ƒ¯œ≤ÑÑ∏ƒıœ¿†∏Œœˇƒıœ˝ƒˆœ¸ƒ˜œ˚ƒ¯œ˙ƒ˙œ¯ƒ˚œ˜ƒ˝œıƒˇœÛƒœÅƒíƒ$
  15345.        tile $000002FD˛„Ñ∏ƒ±_˛„Ñ∏ƒ±_˝‰Ñ∏ƒ±_¸ÂѨƒ±_˚ÊÑꉃq˘ËÑú‰ƒq¯ÈÑ∏‰ƒÖ˜ÍÑ∏ʃ™ãÙÏѨÁƒò˝qˆÌÑêȃ™ã˛ye_ky˜}ÔÑê̓œùyk¸_s˘y_lÑê΃˛œ±s˘_s˙y__evÒÑ∏Óƒ¸œƒq¯_k˙e˛_vÚÑ∏Ôƒ¸œˇƒq˜_es¸e˝_lÛÑ∏Òƒ¸œ˝ƒqı_y˝e¸_kɈÑêÒƒ˝œ˚ƒq˛_˛„Ñ∏ƒ±_˛„Ñ∏ƒ±_˝‰Ñ∏ƒ±_¸ÂѨƒ±_˚ÊÑꉃq˘ËÑú‰ƒq¯ÈÑ∏‰ƒÖ˜ÍÑ∏ʃ™ãÙÏѨÁƒò˝qˆÌÑêȃ™ã˛ye_ky˜}ÔÑê̓œùyk¸_s˘y_lÑê΃˛œ±s˘_s˙y__evÒÑ∏Óƒ¸œƒq¯_k˙e˛_vÚÑ∏Ôƒ¸œˇƒq˜_es¸e˝_lÛÑ∏Òƒ¸œ˝ƒqı_y˝e¸_kɈÑêÒƒ˝œ˚ƒq˛_˛„Ñ∏ƒ±_˛„Ñ∏ƒ±_˝‰Ñ∏ƒ±_¸ÂѨƒ±_˚ÊÑꉃq˘ËÑú‰ƒq¯ÈÑ∏‰ƒÖ˜ÍÑ∏ʃ™ãÙÏѨÁƒò˝qˆÌÑêȃ™ã˛ye_ky˜}ÔÑê̓œùyk¸_s˘y_lÑê΃˛œ±s˘_s˙y__evÒÑ∏Óƒ¸œƒq¯_k˙e˛_vÚÑ∏Ôƒ¸œˇƒq˜_es¸e˝_lÛÑ∏Òƒ¸œ˝ƒqı_y˝e¸_kɈÑêÒƒ˝œ˚ƒq˛_$
  15346.        tile $000002B2˚_y˝¸Ñê˝ƒ¨‚Ñ∏˜ƒ˚_y¸˝Ñê˛ƒú·Ñ∏˜ƒ¸_s˘ˇÑꃨê‡Ñ∏˜ƒ˛_ky˜ˇÑêflÑꈃˇ_sÙ›ÑꈃkyÛ‹Ñ∏˜ƒ˛yı‹Ñ∏˜ƒˇs_yˆ‹Ñ∏˜ƒyk__yıfiÑꈃ˝_yÛ‡Ñꈃ˝_yÚ·Ñúˆƒ˝_y„Ñ∏ˆƒ˝_yԉѨˆƒ˝_yÌÊÑꈃ˝_yÌkvËÑꈃ˝_yÌe_lÈѨˆƒ˚_y˝¸Ñê˝ƒ¨‚Ñ∏˜ƒ˚_y¸˝Ñê˛ƒú·Ñ∏˜ƒ¸_s˘ˇÑꃨê‡Ñ∏˜ƒ˛_ky˜ˇÑêflÑꈃˇ_sÙ›ÑꈃkyÛ‹Ñ∏˜ƒ˛yı‹Ñ∏˜ƒˇs_yˆ‹Ñ∏˜ƒyk__yıfiÑꈃ˝_yÛ‡Ñꈃ˝_yÚ·Ñúˆƒ˝_y„Ñ∏ˆƒ˝_yԉѨˆƒ˝_yÌÊÑꈃ˝_yÌkvËÑꈃ˝_yÌe_lÈѨˆƒ˚_y˝¸Ñê˝ƒ¨‚Ñ∏˜ƒ˚_y¸˝Ñê˛ƒú·Ñ∏˜ƒ¸_s˘ˇÑꃨê‡Ñ∏˜ƒ˛_ky˜ˇÑêflÑꈃˇ_sÙ›ÑꈃkyÛ‹Ñ∏˜ƒ˛yı‹Ñ∏˜ƒˇs_yˆ‹Ñ∏˜ƒyk__yıfiÑꈃ˝_yÛ‡Ñꈃ˝_yÚ·Ñúˆƒ˝_y„Ñ∏ˆƒ˝_yԉѨˆƒ˝_yÌÊÑꈃ˝_yÌkvËÑꈃ˝_yÌe_lÈѨˆƒ$
  15347.        tile $0000004EŃ“ƒœÙƒ˛œıƒ˝œˆƒ¸œ¯ƒ˙œ˘ƒ˘œÅƒ“ƒœÙƒ˛œıƒ˝œˆƒ¸œ¯ƒ˙œ˘ƒ˘œÅƒ“ƒœÙƒ˛œıƒ˝œˆƒ¸œ¯ƒ˙œ˘ƒ˘œ$
  15348.        }
  15349.       DefM {
  15350.        tile 1
  15351.        seam 0
  15352.        cnth 25
  15353.        cntv 25
  15354.        flph 0
  15355.        flpv 1
  15356.        rotc 0
  15357.        intp 1
  15358.        invC 0
  15359.        }
  15360.       }
  15361.      }
  15362.     ROBJ {
  15363.      IDEN {
  15364.       REFN 1
  15365.       TIME "12:10:30 PM1475974"
  15366.       }
  15367.      DATA {
  15368.       stor 0
  15369.       w 144
  15370.       h 144
  15371.       dpth 32
  15372.       tils 64,64
  15373.       tdta {
  15374.        tile $000008B5„ƒêÂÑêflƒêÂÑêflƒêÂÑêflƒêÂÑêflƒ¨ÂÑêflƒ∏ÂÑêflƒ∏ÂÑúflƒ∏ÂÑ∏flƒ∏ÂÑ∏flƒ∏ÂÑ∏flƒ∏ÂÑ∏flƒ∏ÂÑ∏flƒ∏ÂÑ∏flƒ∏ÂÑ∏fiƒêÊÑ∏fiƒêÊÑ∏fiƒêÊÑúfiƒêÊÑêfiƒêÊÑꇃ∑òÁÑꂃ∑ã˚ÈÑꄃˇœù˘ÎÑêʃ∑©˝œ±é˘ÌÑê˃∑©˘œ±éyq¸ÓÑê̓ß¿ˆœΔqk˙Ñêσß¿ˆœˇƒœ´é¯ÚÑêӃ߿ıœƒ¸œ±é¯ÙÑêÒƒ∑ö¿ıœƒ¯œ±é¯ˆÑêÛƒ∑©ÙœƒÙœ±˜¯Ñêıƒ∑©ıœˇƒÒœ¿ù˜˘Ñ∏¯ƒò©ıœˇƒÌœ¿ù˜˚Ñ∏˙ƒß¿¿ˆœ˛ƒ∏†¿Ìœ¿ù˜˝Ñ∏¸ƒß¿ˆœ˚ƒ∏ÑÑí¿Ìœ±é¯˛Ñ∏ƒƒœö¿ˆœ˘ƒ∏˛Ñí≤Ïœ±é¯í∏Ûœ˜ƒ∏¸Ñ톿̜±é¸é±Úœˆƒ∏˘Ñ†Ïœ±éé±ÚœÙƒ∏¯Ñ†¿Ïœ¿˘œƒ˚œÒƒê˜Ñí¿Áœ˛ƒ˛œÓƒêˆÑí≤Íœ¸ƒœÏƒêÙÑ톿Ԝ‰ƒêÒцڜ‚ƒêц¿ıœ·ƒêÓÑí¿˘œflƒêÌÑí≤¸œ›ƒúÎÑ톜€ƒ∏ÈÑ∏€ƒ∏ÈÑ∏€ƒ∏ÈÑ∏€ƒ∏ÈÑ∏€ƒ∏ÈѨ€ƒ∏ÈÑꀃ∏ÈÑꀃ∏ÈÑê⁄ƒêÍÑê⁄ƒêÍѨ⁄ƒêÍÑ∏⁄ƒêÍÑ∏⁄ƒêÍÑ∏⁄ƒêÍÑ∏⁄ƒêÍÑú⁄ƒ¨ÍÑê⁄ƒ∏ÍÑê⁄ƒ∏ÍÑê⁄ƒ∏ÍÑêÒƒ„ƒêÂÑêflƒêÂÑêflƒêÂÑêflƒêÂÑêflƒ¨ÂÑêflƒ∏ÂÑêflƒ∏ÂÑúflƒ∏ÂÑ∏flƒ∏ÂÑ∏flƒ∏ÂÑ∏flƒ∏ÂÑ∏flƒ∏ÂÑ∏flƒ∏ÂÑ∏flƒ∏ÂÑ∏fiƒêÊÑ∏fiƒêÊÑ∏fiƒêÊÑúfiƒêÊÑêfiƒêÊÑꇃ∑òÁÑꂃ∑ã˚ÈÑꄃˇœù˘ÎÑêʃ∑©˝œ±é˘ÌÑê˃∑©˘œ±éyq¸ÓÑê̓ß¿ˆœΔqk˙Ñêσß¿ˆœˇƒœ´é¯ÚÑêӃ߿ıœƒ¸œ±é¯ÙÑêÒƒ∑ö¿ıœƒ¯œ±é¯ˆÑêÛƒ∑©ÙœƒÙœ±˜¯Ñêıƒ∑©ıœˇƒÒœ¿ù˜˘Ñ∏¯ƒò©ıœˇƒÌœ¿ù˜˚Ñ∏˙ƒß¿¿ˆœ˛ƒ∏†¿Ìœ¿ù˜˝Ñ∏¸ƒß¿ˆœ˚ƒ∏ÑÑí¿Ìœ±é¯˛Ñ∏ƒƒœö¿ˆœ˘ƒ∏˛Ñí≤Ïœ±é¯í∏Ûœ˜ƒ∏¸Ñ톿̜±é¸é±Úœˆƒ∏˘Ñ†Ïœ±éé±ÚœÙƒ∏¯Ñ†¿Ïœ¿˘œƒ˚œÒƒê˜Ñí¿Áœ˛ƒ˛œÓƒêˆÑí≤Íœ¸ƒœÏƒêÙÑ톿Ԝ‰ƒêÒцڜ‚ƒêц¿ıœ·ƒêÓÑí¿˘œflƒêÌÑí≤¸œ›ƒúÎÑ톜€ƒ∏ÈÑ∏€ƒ∏ÈÑ∏€ƒ∏ÈÑ∏€ƒ∏ÈÑ∏€ƒ∏ÈѨ€ƒ∏ÈÑꀃ∏ÈÑꀃ∏ÈÑê⁄ƒêÍÑê⁄ƒêÍѨ⁄ƒêÍÑ∏⁄ƒêÍÑ∏⁄ƒêÍÑ∏⁄ƒêÍÑ∏⁄ƒêÍÑú⁄ƒ¨ÍÑê⁄ƒ∏ÍÑê⁄ƒ∏ÍÑê⁄ƒ∏ÍÑêÒƒ„ƒêÂÑêflƒêÂÑêflƒêÂÑêflƒêÂÑêflƒ¨ÂÑêflƒ∏ÂÑêflƒ∏ÂÑúflƒ∏ÂÑ∏flƒ∏ÂÑ∏flƒ∏ÂÑ∏flƒ∏ÂÑ∏flƒ∏ÂÑ∏flƒ∏ÂÑ∏flƒ∏ÂÑ∏fiƒêÊÑ∏fiƒêÊÑ∏fiƒêÊÑúfiƒêÊÑêfiƒêÊÑꇃ∑òÁÑꂃ∑ã˚ÈÑꄃˇœù˘ÎÑêʃ∑©˝œ±é˘ÌÑê˃∑©˘œ±éyq¸ÓÑê̓ß¿ˆœΔqk˙Ñêσß¿ˆœˇƒœ´é¯ÚÑêӃ߿ıœƒ¸œ±é¯ÙÑêÒƒ∑ö¿ıœƒ¯œ±é¯ˆÑêÛƒ∑©ÙœƒÙœ±˜¯Ñêıƒ∑©ıœˇƒÒœ¿ù˜˘Ñ∏¯ƒò©ıœˇƒÌœ¿ù˜˚Ñ∏˙ƒß¿¿ˆœ˛ƒ∏†¿Ìœ¿ù˜˝Ñ∏¸ƒß¿ˆœ˚ƒ∏ÑÑí¿Ìœ±é¯˛Ñ∏ƒƒœö¿ˆœ˘ƒ∏˛Ñí≤Ïœ±é¯í∏Ûœ˜ƒ∏¸Ñ톿̜±é¸é±Úœˆƒ∏˘Ñ†Ïœ±éé±ÚœÙƒ∏¯Ñ†¿Ïœ¿˘œƒ˚œÒƒê˜Ñí¿Áœ˛ƒ˛œÓƒêˆÑí≤Íœ¸ƒœÏƒêÙÑ톿Ԝ‰ƒêÒцڜ‚ƒêц¿ıœ·ƒêÓÑí¿˘œflƒêÌÑí≤¸œ›ƒúÎÑ톜€ƒ∏ÈÑ∏€ƒ∏ÈÑ∏€ƒ∏ÈÑ∏€ƒ∏ÈÑ∏€ƒ∏ÈѨ€ƒ∏ÈÑꀃ∏ÈÑꀃ∏ÈÑê⁄ƒêÍÑê⁄ƒêÍѨ⁄ƒêÍÑ∏⁄ƒêÍÑ∏⁄ƒêÍÑ∏⁄ƒêÍÑ∏⁄ƒêÍÑú⁄ƒ¨ÍÑê⁄ƒ∏ÍÑê⁄ƒ∏ÍÑê⁄ƒ∏ÍÑêÒƒ$
  15375.        tile $00000CE4ÚƒêÈÑ∏Òƒê˚ÑÚƒêÈÑúÒƒê˚ÑÚƒêÈÑêÒƒê˚ÑÚƒêÈÑêÒƒê˚ÑÚƒêÈÑêÒƒê˚ÑÚƒêÈѨ҃ê˚ÑÚƒêÈÑ∏Òƒê˚ÑÚƒêÈÑ∏Òƒê˚ÑÚƒêÈÑ∏Úƒ∏˙ÑÚƒêÈÑ∏Úƒ∏˙ÑÚƒêÍÑêÒƒ∏˙ÑÚƒêÍÑêÒƒ∏˙ÑÚƒêÍÑêÒƒ∏˙ÑÚƒêÍÑêÒƒ∏˙ÑÚƒêÈÑ∏Úƒ∏˙ÑÚƒêÈÑ∏Úƒ∏˙ÑÚƒêÈÑ∏Úƒú˙ÑÚƒêÈÑ∏Úƒê˙ÑÚƒêÍÑêÒƒê˙ÑÚƒêÍÑêÒƒê˙ÑÚƒêÍÑêÒƒê˙ÑÛƒ∏ÈÑêÒƒê˙ÑÛƒ∏ÈÑêÒƒê˙ÑÛƒ∏ÈѨ҃ê˙ÑÙƒ∏úÈÑ∏Òƒê˙шƒ∏úÁÑ∏Úƒ∏˘Ñ˜ƒúÂѨڃ∏˘Ñ˘ƒœ¿ëÂÑêÚƒ∏˘Ñ˚ƒ¸œ±ëÁÑêÚƒ∏˘Ñ˝ƒ¯œ•vÈÑêÚƒ∏˘Ñˇƒ˜œƒ±_evÎÑúÚƒ∏˘Ñ˜œ˛ƒ±˛_evÌÑ∏Úƒ∏˘Ñ˘œ¸ƒ±¸_yÓÑ∏Úƒ∫˘Ñ˚œ˙ƒ±¸_yÑ∏Ùƒ∏úíñ˙Ñ˝œ¯ƒ±¸_y˝ÚÑ∏ıƒ¨¸Ññ¸Ñœıƒ±¸_y˚ÙÑ∏˜ƒ¨êıÑÙƒ±¸_y˘}¯Ñꯃ¨êÛÑÙƒ±¸_y˙y_l}˙Ñê˙ƒ∏úÒÑÙƒ±¸_y˙y˛_l}¸Ñ긃∏úÔÑÙƒ±¸_y˙y¸_l}˛Ñê˝ƒ¨ÌÑÛƒq˝_y˘e˚_lêÑÑ∏ƒ¨êÏÑÛƒq˝_y˘e¸_qûƒ¨}†êÍÑÛƒq˝_y˘e˛_qû˝ƒxËÑÛƒq˝_y˘e__û˚ƒxËÑÛƒq˝_y˘eѱ˙ƒxËÑÛƒq˝_y˘•¯ƒxËÑÛƒq˝_y¸ˇÑꘃxËÑÛƒq˝_y˛˝ÑꘃxËÑÛƒq˝_y˙ÑꘃxËÑÛƒq__qûê˙ÑꘃxËÑÛƒˇqûƒƒê˙Ñꯃ±eËÑÛƒ±˝ƒê˙Ñꯃ±lËÑÓƒê˙Ñꯃ±}ËÑÓƒê˙Ñꯃ±}ËÑÓƒê˙Ñú¯ƒ±}ËÑÓƒê˙Ñ∏¯ƒ±}ËÑÓƒê˙Ñ∏¯ƒ±}ËÑÔƒΔ†˙Ñ∏¯ƒ±}ËÑƒ˛œ¿†¸Ñ∏¯ƒ±}ËÑÚƒ˙œ¿†˛Ñ∏˝ƒœ˝ƒ±}ËÑÙƒˆœ≤íÑúƒƒ¸œˇƒ±}ËÑıƒÛœ≤ûÃ˙œƒ±}ËјƒÂœ†ËÑ˘ƒ‚œ¿íÍÑÚƒêÈÑ∏Òƒê˚ÑÚƒêÈÑúÒƒê˚ÑÚƒêÈÑêÒƒê˚ÑÚƒêÈÑêÒƒê˚ÑÚƒêÈÑêÒƒê˚ÑÚƒêÈѨ҃ê˚ÑÚƒêÈÑ∏Òƒê˚ÑÚƒêÈÑ∏Òƒê˚ÑÚƒêÈÑ∏Úƒ∏˙ÑÚƒêÈÑ∏Úƒ∏˙ÑÚƒêÍÑêÒƒ∏˙ÑÚƒêÍÑêÒƒ∏˙ÑÚƒêÍÑêÒƒ∏˙ÑÚƒêÍÑêÒƒ∏˙ÑÚƒêÈÑ∏Úƒ∏˙ÑÚƒêÈÑ∏Úƒ∏˙ÑÚƒêÈÑ∏Úƒú˙ÑÚƒêÈÑ∏Úƒê˙ÑÚƒêÍÑêÒƒê˙ÑÚƒêÍÑêÒƒê˙ÑÚƒêÍÑêÒƒê˙ÑÛƒ∏ÈÑêÒƒê˙ÑÛƒ∏ÈÑêÒƒê˙ÑÛƒ∏ÈѨ҃ê˙ÑÙƒ∏úÈÑ∏Òƒê˙шƒ∏úÁÑ∏Úƒ∏˘Ñ˜ƒúÂѨڃ∏˘Ñ˘ƒœ¿ëÂÑêÚƒ∏˘Ñ˚ƒ¸œ±ëÁÑêÚƒ∏˘Ñ˝ƒ¯œ•vÈÑêÚƒ∏˘Ñˇƒ˜œƒ±_evÎÑúÚƒ∏˘Ñ˜œ˛ƒ±˛_evÌÑ∏Úƒ∏˘Ñ˘œ¸ƒ±¸_yÓÑ∏Úƒ∫˘Ñ˚œ˙ƒ±¸_yÑ∏Ùƒ∏úíñ˙Ñ˝œ¯ƒ±¸_y˝ÚÑ∏ıƒ¨¸Ññ¸Ñœıƒ±¸_y˚ÙÑ∏˜ƒ¨êıÑÙƒ±¸_y˘}¯Ñꯃ¨êÛÑÙƒ±¸_y˙y_l}˙Ñê˙ƒ∏úÒÑÙƒ±¸_y˙y˛_l}¸Ñ긃∏úÔÑÙƒ±¸_y˙y¸_l}˛Ñê˝ƒ¨ÌÑÛƒq˝_y˘e˚_lêÑÑ∏ƒ¨êÏÑÛƒq˝_y˘e¸_qûƒ¨}†êÍÑÛƒq˝_y˘e˛_qû˝ƒxËÑÛƒq˝_y˘e__û˚ƒxËÑÛƒq˝_y˘eѱ˙ƒxËÑÛƒq˝_y˘•¯ƒxËÑÛƒq˝_y¸ˇÑꘃxËÑÛƒq˝_y˛˝ÑꘃxËÑÛƒq˝_y˙ÑꘃxËÑÛƒq__qûê˙ÑꘃxËÑÛƒˇqûƒƒê˙Ñꯃ±eËÑÛƒ±˝ƒê˙Ñꯃ±lËÑÓƒê˙Ñꯃ±}ËÑÓƒê˙Ñꯃ±}ËÑÓƒê˙Ñú¯ƒ±}ËÑÓƒê˙Ñ∏¯ƒ±}ËÑÓƒê˙Ñ∏¯ƒ±}ËÑÔƒΔ†˙Ñ∏¯ƒ±}ËÑƒ˛œ¿†¸Ñ∏¯ƒ±}ËÑÚƒ˙œ¿†˛Ñ∏˝ƒœ˝ƒ±}ËÑÙƒˆœ≤íÑúƒƒ¸œˇƒ±}ËÑıƒÛœ≤ûÃ˙œƒ±}ËјƒÂœ†ËÑ˘ƒ‚œ¿íÍÑÚƒêÈÑ∏Òƒê˚ÑÚƒêÈÑúÒƒê˚ÑÚƒêÈÑêÒƒê˚ÑÚƒêÈÑêÒƒê˚ÑÚƒêÈÑêÒƒê˚ÑÚƒêÈѨ҃ê˚ÑÚƒêÈÑ∏Òƒê˚ÑÚƒêÈÑ∏Òƒê˚ÑÚƒêÈÑ∏Úƒ∏˙ÑÚƒêÈÑ∏Úƒ∏˙ÑÚƒêÍÑêÒƒ∏˙ÑÚƒêÍÑêÒƒ∏˙ÑÚƒêÍÑêÒƒ∏˙ÑÚƒêÍÑêÒƒ∏˙ÑÚƒêÈÑ∏Úƒ∏˙ÑÚƒêÈÑ∏Úƒ∏˙ÑÚƒêÈÑ∏Úƒú˙ÑÚƒêÈÑ∏Úƒê˙ÑÚƒêÍÑêÒƒê˙ÑÚƒêÍÑêÒƒê˙ÑÚƒêÍÑêÒƒê˙ÑÛƒ∏ÈÑêÒƒê˙ÑÛƒ∏ÈÑêÒƒê˙ÑÛƒ∏ÈѨ҃ê˙ÑÙƒ∏úÈÑ∏Òƒê˙шƒ∏úÁÑ∏Úƒ∏˘Ñ˜ƒúÂѨڃ∏˘Ñ˘ƒœ¿ëÂÑêÚƒ∏˘Ñ˚ƒ¸œ±ëÁÑêÚƒ∏˘Ñ˝ƒ¯œ•vÈÑêÚƒ∏˘Ñˇƒ˜œƒ±_evÎÑúÚƒ∏˘Ñ˜œ˛ƒ±˛_evÌÑ∏Úƒ∏˘Ñ˘œ¸ƒ±¸_yÓÑ∏Úƒ∫˘Ñ˚œ˙ƒ±¸_yÑ∏Ùƒ∏úíñ˙Ñ˝œ¯ƒ±¸_y˝ÚÑ∏ıƒ¨¸Ññ¸Ñœıƒ±¸_y˚ÙÑ∏˜ƒ¨êıÑÙƒ±¸_y˘}¯Ñꯃ¨êÛÑÙƒ±¸_y˙y_l}˙Ñê˙ƒ∏úÒÑÙƒ±¸_y˙y˛_l}¸Ñ긃∏úÔÑÙƒ±¸_y˙y¸_l}˛Ñê˝ƒ¨ÌÑÛƒq˝_y˘e˚_lêÑÑ∏ƒ¨êÏÑÛƒq˝_y˘e¸_qûƒ¨}†êÍÑÛƒq˝_y˘e˛_qû˝ƒxËÑÛƒq˝_y˘e__û˚ƒxËÑÛƒq˝_y˘eѱ˙ƒxËÑÛƒq˝_y˘•¯ƒxËÑÛƒq˝_y¸ˇÑꘃxËÑÛƒq˝_y˛˝ÑꘃxËÑÛƒq˝_y˙ÑꘃxËÑÛƒq__qûê˙ÑꘃxËÑÛƒˇqûƒƒê˙Ñꯃ±eËÑÛƒ±˝ƒê˙Ñꯃ±lËÑÓƒê˙Ñꯃ±}ËÑÓƒê˙Ñꯃ±}ËÑÓƒê˙Ñú¯ƒ±}ËÑÓƒê˙Ñ∏¯ƒ±}ËÑÓƒê˙Ñ∏¯ƒ±}ËÑÔƒΔ†˙Ñ∏¯ƒ±}ËÑƒ˛œ¿†¸Ñ∏¯ƒ±}ËÑÚƒ˙œ¿†˛Ñ∏˝ƒœ˝ƒ±}ËÑÙƒˆœ≤íÑúƒƒ¸œˇƒ±}ËÑıƒÛœ≤ûÃ˙œƒ±}ËјƒÂœ†ËÑ˘ƒ‚œ¿íÍÑ$
  15376.        tile $0000015FÅÑÅÑÅÑÅÑÅÑ‚ÑêÚÑ∏ÚÑê‚ѨÚÑ∏ÛÑêƒÛÑêƒÚÑ∏ÚÑ∏ÛÑêƒÛÑúƒÛÑ∏ƒÛÑúƒÛÑúƒÛÑ∏ƒÛÑ∏ƒÙÑꃃÙÑꃃÛÑ∏ƒÛÑ∏ƒÙÑꃃÙÑꃃÅÑÅÑÅÑÅÑÅÑ‚ÑêÚÑ∏ÚÑê‚ѨÚÑ∏ÛÑêƒÛÑêƒÚÑ∏ÚÑ∏ÛÑêƒÛÑúƒÛÑ∏ƒÛÑúƒÛÑúƒÛÑ∏ƒÛÑ∏ƒÙÑꃃÙÑꃃÛÑ∏ƒÛÑ∏ƒÙÑꃃÙÑꃃÅÑÅÑÅÑÅÑÅÑ‚ÑêÚÑ∏ÚÑê‚ѨÚÑ∏ÛÑêƒÛÑêƒÚÑ∏ÚÑ∏ÛÑêƒÛÑúƒÛÑ∏ƒÛÑúƒÛÑúƒÛÑ∏ƒÛÑ∏ƒÙÑꃃÙÑꃃÛÑ∏ƒÛÑ∏ƒÙÑꃃÙÑꃃ$
  15377.        tile $00000AD4̓∏ÍÑê⁄ƒ∏ÈÑ∏€ƒ∏ÈÑ∏€ƒ∏ÈÑ∏⁄ƒêÍÑ∏ÛƒœÈƒêÍÑ∏ıƒ˛œÈƒêÎÑêıƒ˝œÈƒêÎÑꘃ˚œÎƒ∑òÍÑê˘ƒ˘œÏƒ™˛ÎÑê˚ƒ˜œÓƒ™ã˚ÏÑ∏˛ƒ¿ˆœƒ™ã˜ÓÑ∏˛ƒê≤˜œÚƒ™ãÙÔÑ∏˛ƒêÑ톢œÙƒ∑òÒÑ∏˛ƒê˛Ñ†¿˚œˆƒ∑ò˜ù¿ù˙ÚÑ∏˛ƒê¸Ñ≤¸œ˜ƒò˜鱲œ±é˙ÙÑ∏˛ƒê˚Ñ톲œ˘ƒœ¿¯é±˙œù˘ˆÑ¨˛ƒê˘Ñ†¿œ˙ƒ˛œ¿ù¸鱘œ±é˙˜Ñê˛ƒê˜Ñ≤¸ƒ˙œ¢˛ùÛœ±˘˘Ñê˛ƒêˆÑ˛ƒ˙œ±éù¿Òœ¿ù˙˙Ñê˛ƒêˆÑƒ˙œ±éù¿Ìœ±é˙¸Ñê˛ƒ¨ˆÑƒ¸œ¿ùé±Èœù˘˛Ñ¨˛ƒ¨ˆÑƒ˛œ¿ùé±Êœ±é˙ˇÑ∏ƒ∏úıуœ¿ù˛±‚œù˚éѨúÛу±˛ù¿‡œ¿ù鱜≤íÚÑwyù¿‹œˇ¿¸œ≤ÛÑù¿“œ¿†ıÑ¿Œœ≤í˜Ñ¿Ãœ†¯Ñí¿Ãœ≤í¯Ñ≤¿Ãœ≤¯Ñí¿Ãœ¿†¯Ñ≤Àœ≤í˘Ñ†Àœ∫¯Ñ톜œˇƒ∏ˆÑí¿“œ˛ƒ∏ıÑ톑œ˝ƒ∏ÛÑí¿Ÿœ˙ƒ∏ÚÑ톀œ˘ƒ∏Ñ≤¿fiœ¯ƒ∏ÔÑí¿‚œıƒ∏ÌÑ≤¿ÂœÙƒ∏ÑÑÔÑí¿ÁœÛƒ∏ÑÑÌÑ≤¿Ïœƒ∏ÑÑÏÑí̜ԃ∏ÑÑÎÑí≤œÓƒ∏ÑÑÈÑí¿ıœÎƒ∏ÑÑËÑ톘œÍƒ∏ÑÑÊÑí¿˙œÈƒ∏ÑÑÂÑ톲œÂƒêÑ„Ñí¿‰ƒêÑ‚Ñû‰ƒêÑ„Ѩ‰ƒêÑ„Ñ∏‰ƒêÑ„Ñ∏‰ƒêÑ„Ñú‰ƒêÑ„Ñꉃ}„Ñꉃq_„Ñꉃq_‚Ñ∏ƒq_‚Ñ∏ƒq_„Ñꉃû_˛‰Ñꉃ±_˛‰Ñꉃ±_̓∏ÍÑê⁄ƒ∏ÈÑ∏€ƒ∏ÈÑ∏€ƒ∏ÈÑ∏⁄ƒêÍÑ∏ÛƒœÈƒêÍÑ∏ıƒ˛œÈƒêÎÑêıƒ˝œÈƒêÎÑꘃ˚œÎƒ∑òÍÑê˘ƒ˘œÏƒ™˛ÎÑê˚ƒ˜œÓƒ™ã˚ÏÑ∏˛ƒ¿ˆœƒ™ã˜ÓÑ∏˛ƒê≤˜œÚƒ™ãÙÔÑ∏˛ƒêÑ톢œÙƒ∑òÒÑ∏˛ƒê˛Ñ†¿˚œˆƒ∑ò˜ù¿ù˙ÚÑ∏˛ƒê¸Ñ≤¸œ˜ƒò˜鱲œ±é˙ÙÑ∏˛ƒê˚Ñ톲œ˘ƒœ¿¯é±˙œù˘ˆÑ¨˛ƒê˘Ñ†¿œ˙ƒ˛œ¿ù¸鱘œ±é˙˜Ñê˛ƒê˜Ñ≤¸ƒ˙œ¢˛ùÛœ±˘˘Ñê˛ƒêˆÑ˛ƒ˙œ±éù¿Òœ¿ù˙˙Ñê˛ƒêˆÑƒ˙œ±éù¿Ìœ±é˙¸Ñê˛ƒ¨ˆÑƒ¸œ¿ùé±Èœù˘˛Ñ¨˛ƒ¨ˆÑƒ˛œ¿ùé±Êœ±é˙ˇÑ∏ƒ∏úıуœ¿ù˛±‚œù˚éѨúÛу±˛ù¿‡œ¿ù鱜≤íÚÑwyù¿‹œˇ¿¸œ≤ÛÑù¿“œ¿†ıÑ¿Œœ≤í˜Ñ¿Ãœ†¯Ñí¿Ãœ≤í¯Ñ≤¿Ãœ≤¯Ñí¿Ãœ¿†¯Ñ≤Àœ≤í˘Ñ†Àœ∫¯Ñ톜œˇƒ∏ˆÑí¿“œ˛ƒ∏ıÑ톑œ˝ƒ∏ÛÑí¿Ÿœ˙ƒ∏ÚÑ톀œ˘ƒ∏Ñ≤¿fiœ¯ƒ∏ÔÑí¿‚œıƒ∏ÌÑ≤¿ÂœÙƒ∏ÑÑÔÑí¿ÁœÛƒ∏ÑÑÌÑ≤¿Ïœƒ∏ÑÑÏÑí̜ԃ∏ÑÑÎÑí≤œÓƒ∏ÑÑÈÑí¿ıœÎƒ∏ÑÑËÑ톘œÍƒ∏ÑÑÊÑí¿˙œÈƒ∏ÑÑÂÑ톲œÂƒêÑ„Ñí¿‰ƒêÑ‚Ñû‰ƒêÑ„Ѩ‰ƒêÑ„Ñ∏‰ƒêÑ„Ñ∏‰ƒêÑ„Ñú‰ƒêÑ„Ñꉃ}„Ñꉃq_„Ñꉃq_‚Ñ∏ƒq_‚Ñ∏ƒq_„Ñꉃû_˛‰Ñꉃ±_˛‰Ñꉃ±_̓∏ÍÑê⁄ƒ∏ÈÑ∏€ƒ∏ÈÑ∏€ƒ∏ÈÑ∏⁄ƒêÍÑ∏ÛƒœÈƒêÍÑ∏ıƒ˛œÈƒêÎÑêıƒ˝œÈƒêÎÑꘃ˚œÎƒ∑òÍÑê˘ƒ˘œÏƒ™˛ÎÑê˚ƒ˜œÓƒ™ã˚ÏÑ∏˛ƒ¿ˆœƒ™ã˜ÓÑ∏˛ƒê≤˜œÚƒ™ãÙÔÑ∏˛ƒêÑ톢œÙƒ∑òÒÑ∏˛ƒê˛Ñ†¿˚œˆƒ∑ò˜ù¿ù˙ÚÑ∏˛ƒê¸Ñ≤¸œ˜ƒò˜鱲œ±é˙ÙÑ∏˛ƒê˚Ñ톲œ˘ƒœ¿¯é±˙œù˘ˆÑ¨˛ƒê˘Ñ†¿œ˙ƒ˛œ¿ù¸鱘œ±é˙˜Ñê˛ƒê˜Ñ≤¸ƒ˙œ¢˛ùÛœ±˘˘Ñê˛ƒêˆÑ˛ƒ˙œ±éù¿Òœ¿ù˙˙Ñê˛ƒêˆÑƒ˙œ±éù¿Ìœ±é˙¸Ñê˛ƒ¨ˆÑƒ¸œ¿ùé±Èœù˘˛Ñ¨˛ƒ¨ˆÑƒ˛œ¿ùé±Êœ±é˙ˇÑ∏ƒ∏úıуœ¿ù˛±‚œù˚éѨúÛу±˛ù¿‡œ¿ù鱜≤íÚÑwyù¿‹œˇ¿¸œ≤ÛÑù¿“œ¿†ıÑ¿Œœ≤í˜Ñ¿Ãœ†¯Ñí¿Ãœ≤í¯Ñ≤¿Ãœ≤¯Ñí¿Ãœ¿†¯Ñ≤Àœ≤í˘Ñ†Àœ∫¯Ñ톜œˇƒ∏ˆÑí¿“œ˛ƒ∏ıÑ톑œ˝ƒ∏ÛÑí¿Ÿœ˙ƒ∏ÚÑ톀œ˘ƒ∏Ñ≤¿fiœ¯ƒ∏ÔÑí¿‚œıƒ∏ÌÑ≤¿ÂœÙƒ∏ÑÑÔÑí¿ÁœÛƒ∏ÑÑÌÑ≤¿Ïœƒ∏ÑÑÏÑí̜ԃ∏ÑÑÎÑí≤œÓƒ∏ÑÑÈÑí¿ıœÎƒ∏ÑÑËÑ톘œÍƒ∏ÑÑÊÑí¿˙œÈƒ∏ÑÑÂÑ톲œÂƒêÑ„Ñí¿‰ƒêÑ‚Ñû‰ƒêÑ„Ѩ‰ƒêÑ„Ñ∏‰ƒêÑ„Ñ∏‰ƒêÑ„Ñú‰ƒêÑ„Ñꉃ}„Ñꉃq_„Ñꉃq_‚Ñ∏ƒq_‚Ñ∏ƒq_„Ñꉃû_˛‰Ñꉃ±_˛‰Ñꉃ±_$
  15378.        tile $00000885˚ƒ›œ†ÏÑ˝ƒ⁄œ≤íÓÑ˛ƒ◊œ≤íу”œ≤íÚÑ–œ†ÛÑœœ¿†ıÑŒœΔêˆÑœœˇƒêˆÑ–œ˛ƒêˆÑ”œ˚ƒêˆÑ‘œ˙ƒêˆÑ’œ˙ƒ∏ıÑ◊œ¯ƒ∏ıÑŸœˆƒ∏ıÑ€œÙƒ∏ıÑ‹œÛƒ∏ıÑ›œÚƒ∏ıчœÔƒ∏ıÑ톄œÓƒ∏Ûц¿ÊœÌƒ∏ÒÑ≤Ȝ΃úÑ톿ӜȃêÓÑí¿ÒœÁƒêÏÑ≤ۜʃêÎÑ톿˜œÂƒêÈÑí¿˚œ‚ƒ¿†ËÑ≤˝œ·ƒˇœ≤íÈÑ톜‡ƒ˝œ≤íÈÑ∏‡ƒ˚œ†ÍÑ∏‡ƒ˙œ¿†ÏÑ∏‡ƒ¯œ≤íÓÑ∏‡ƒˆœ≤íÑ∏‚ƒÚœÒÑꂃҜÒÑꉃԜÒÑêƒӜÒÑêÁƒÏœÒÑê˃ΜÒÑê̓ȜÒÑê΃˜ÒÑễʜÒÑêÔƒ‰œÒÑêƒ„œÒÑêÚƒ·œÒÑêÛƒ∏†‚œÒÑêÛƒ∏ц¿‰œÒÑêÛƒ∏˛Ñ≤ÂœÒÑêÛƒ¨˝Ñí†ÁœÒÑêÛƒê˚Ñí¿ÈœÒÑêÛƒê˙Ñí≤¿ÎœÒÑêÛƒê˜Ñ†ÏœÒѨۃêˆÑí¿ÔœƒÒÑ∏ÛƒêıÑí≤¿Ûœ˛ƒÒÑ∏ÛƒêÛÑí¿ˆœ¸ƒÒÑ∏ÛƒêÒÑí¿˘œ˚ƒÒÑ∏ÛƒêÑ톿˝œ˘ƒÒÑ∏ÛƒêÓÑí¿˛œ˘ƒ}ÚÑ∏ÛƒêÏÑ≤˜ƒ_l}ÙÑ∏Ùƒ¨ÎÑꘃ˛_vıÑ∏ˆƒ∏úÍÑú˜ƒ˝_l}˜Ñ∏˜ƒ¨ËÑ∏˜ƒ˚_}¯Ñ∏¯ƒúÁѨ˜ƒ˚_y˘Ñ∏˙ƒ¨êÊÑꘃ˚_y˙Ñú˚ƒú‰Ñꘃ˚ƒ›œ†ÏÑ˝ƒ⁄œ≤íÓÑ˛ƒ◊œ≤íу”œ≤íÚÑ–œ†ÛÑœœ¿†ıÑŒœΔêˆÑœœˇƒêˆÑ–œ˛ƒêˆÑ”œ˚ƒêˆÑ‘œ˙ƒêˆÑ’œ˙ƒ∏ıÑ◊œ¯ƒ∏ıÑŸœˆƒ∏ıÑ€œÙƒ∏ıÑ‹œÛƒ∏ıÑ›œÚƒ∏ıчœÔƒ∏ıÑ톄œÓƒ∏Ûц¿ÊœÌƒ∏ÒÑ≤Ȝ΃úÑ톿ӜȃêÓÑí¿ÒœÁƒêÏÑ≤ۜʃêÎÑ톿˜œÂƒêÈÑí¿˚œ‚ƒ¿†ËÑ≤˝œ·ƒˇœ≤íÈÑ톜‡ƒ˝œ≤íÈÑ∏‡ƒ˚œ†ÍÑ∏‡ƒ˙œ¿†ÏÑ∏‡ƒ¯œ≤íÓÑ∏‡ƒˆœ≤íÑ∏‚ƒÚœÒÑꂃҜÒÑꉃԜÒÑêƒӜÒÑêÁƒÏœÒÑê˃ΜÒÑê̓ȜÒÑê΃˜ÒÑễʜÒÑêÔƒ‰œÒÑêƒ„œÒÑêÚƒ·œÒÑêÛƒ∏†‚œÒÑêÛƒ∏ц¿‰œÒÑêÛƒ∏˛Ñ≤ÂœÒÑêÛƒ¨˝Ñí†ÁœÒÑêÛƒê˚Ñí¿ÈœÒÑêÛƒê˙Ñí≤¿ÎœÒÑêÛƒê˜Ñ†ÏœÒѨۃêˆÑí¿ÔœƒÒÑ∏ÛƒêıÑí≤¿Ûœ˛ƒÒÑ∏ÛƒêÛÑí¿ˆœ¸ƒÒÑ∏ÛƒêÒÑí¿˘œ˚ƒÒÑ∏ÛƒêÑ톿˝œ˘ƒÒÑ∏ÛƒêÓÑí¿˛œ˘ƒ}ÚÑ∏ÛƒêÏÑ≤˜ƒ_l}ÙÑ∏Ùƒ¨ÎÑꘃ˛_vıÑ∏ˆƒ∏úÍÑú˜ƒ˝_l}˜Ñ∏˜ƒ¨ËÑ∏˜ƒ˚_}¯Ñ∏¯ƒúÁѨ˜ƒ˚_y˘Ñ∏˙ƒ¨êÊÑꘃ˚_y˙Ñú˚ƒú‰Ñꘃ˚ƒ›œ†ÏÑ˝ƒ⁄œ≤íÓÑ˛ƒ◊œ≤íу”œ≤íÚÑ–œ†ÛÑœœ¿†ıÑŒœΔêˆÑœœˇƒêˆÑ–œ˛ƒêˆÑ”œ˚ƒêˆÑ‘œ˙ƒêˆÑ’œ˙ƒ∏ıÑ◊œ¯ƒ∏ıÑŸœˆƒ∏ıÑ€œÙƒ∏ıÑ‹œÛƒ∏ıÑ›œÚƒ∏ıчœÔƒ∏ıÑ톄œÓƒ∏Ûц¿ÊœÌƒ∏ÒÑ≤Ȝ΃úÑ톿ӜȃêÓÑí¿ÒœÁƒêÏÑ≤ۜʃêÎÑ톿˜œÂƒêÈÑí¿˚œ‚ƒ¿†ËÑ≤˝œ·ƒˇœ≤íÈÑ톜‡ƒ˝œ≤íÈÑ∏‡ƒ˚œ†ÍÑ∏‡ƒ˙œ¿†ÏÑ∏‡ƒ¯œ≤íÓÑ∏‡ƒˆœ≤íÑ∏‚ƒÚœÒÑꂃҜÒÑꉃԜÒÑêƒӜÒÑêÁƒÏœÒÑê˃ΜÒÑê̓ȜÒÑê΃˜ÒÑễʜÒÑêÔƒ‰œÒÑêƒ„œÒÑêÚƒ·œÒÑêÛƒ∏†‚œÒÑêÛƒ∏ц¿‰œÒÑêÛƒ∏˛Ñ≤ÂœÒÑêÛƒ¨˝Ñí†ÁœÒÑêÛƒê˚Ñí¿ÈœÒÑêÛƒê˙Ñí≤¿ÎœÒÑêÛƒê˜Ñ†ÏœÒѨۃêˆÑí¿ÔœƒÒÑ∏ÛƒêıÑí≤¿Ûœ˛ƒÒÑ∏ÛƒêÛÑí¿ˆœ¸ƒÒÑ∏ÛƒêÒÑí¿˘œ˚ƒÒÑ∏ÛƒêÑ톿˝œ˘ƒÒÑ∏ÛƒêÓÑí¿˛œ˘ƒ}ÚÑ∏ÛƒêÏÑ≤˜ƒ_l}ÙÑ∏Ùƒ¨ÎÑꘃ˛_vıÑ∏ˆƒ∏úÍÑú˜ƒ˝_l}˜Ñ∏˜ƒ¨ËÑ∏˜ƒ˚_}¯Ñ∏¯ƒúÁѨ˜ƒ˚_y˘Ñ∏˙ƒ¨êÊÑꘃ˚_y˙Ñú˚ƒú‰Ñꘃ$
  15379.        tile $0000036CÙÑ∏ƒƒÙÑúƒƒÙÑúƒƒÙÑ∏ƒƒÙÑ∏ƒƒıÑê˛ƒıÑê˛ƒÙÑ∏ƒƒıÑê˛ƒıÑê˛ƒıÑú˛ƒıÑ∏˛ƒıÑú˛ƒıÑú˛ƒıÑ∏˛ƒıÑ∏˛ƒˆÑê˝ƒ§˜Ñê˝ƒıÑ∏˛ƒˆÑê˝ƒˆÑê˝ƒˆÑúƒƒœƒˆÑ∏˝ƒˆÑ≤˝ƒˆÑú˝ƒˆÑ∏˝ƒˆÑ∏˝ƒ˜Ñ긃ˆÑ∏˝ƒˆÑ∏˝ƒ˜Ñ긃˜Ñ긃í¯Ñú¸ƒœ¿†˙Ñ∏¸ƒ˛œ≤í¸Ñú˝ƒ˚œ≤í˛Ñú˛ƒ¯œ≤ÑÑ∏ƒıœ¿†∏Œœˇƒıœ˝ƒˆœ¸ƒ˜œ˚ƒ¯œ˙ƒ˙œ¯ƒ˚œ˜ƒ˝œıƒˇœÛƒœÅƒíƒÙÑ∏ƒƒÙÑúƒƒÙÑúƒƒÙÑ∏ƒƒÙÑ∏ƒƒıÑê˛ƒıÑê˛ƒÙÑ∏ƒƒıÑê˛ƒıÑê˛ƒıÑú˛ƒıÑ∏˛ƒıÑú˛ƒıÑú˛ƒıÑ∏˛ƒıÑ∏˛ƒˆÑê˝ƒ§˜Ñê˝ƒıÑ∏˛ƒˆÑê˝ƒˆÑê˝ƒˆÑúƒƒœƒˆÑ∏˝ƒˆÑ≤˝ƒˆÑú˝ƒˆÑ∏˝ƒˆÑ∏˝ƒ˜Ñ긃ˆÑ∏˝ƒˆÑ∏˝ƒ˜Ñ긃˜Ñ긃í¯Ñú¸ƒœ¿†˙Ñ∏¸ƒ˛œ≤í¸Ñú˝ƒ˚œ≤í˛Ñú˛ƒ¯œ≤ÑÑ∏ƒıœ¿†∏Œœˇƒıœ˝ƒˆœ¸ƒ˜œ˚ƒ¯œ˙ƒ˙œ¯ƒ˚œ˜ƒ˝œıƒˇœÛƒœÅƒíƒÙÑ∏ƒƒÙÑúƒƒÙÑúƒƒÙÑ∏ƒƒÙÑ∏ƒƒıÑê˛ƒıÑê˛ƒÙÑ∏ƒƒıÑê˛ƒıÑê˛ƒıÑú˛ƒıÑ∏˛ƒıÑú˛ƒıÑú˛ƒıÑ∏˛ƒıÑ∏˛ƒˆÑê˝ƒ§˜Ñê˝ƒıÑ∏˛ƒˆÑê˝ƒˆÑê˝ƒˆÑúƒƒœƒˆÑ∏˝ƒˆÑ≤˝ƒˆÑú˝ƒˆÑ∏˝ƒˆÑ∏˝ƒ˜Ñ긃ˆÑ∏˝ƒˆÑ∏˝ƒ˜Ñ긃˜Ñ긃í¯Ñú¸ƒœ¿†˙Ñ∏¸ƒ˛œ≤í¸Ñú˝ƒ˚œ≤í˛Ñú˛ƒ¯œ≤ÑÑ∏ƒıœ¿†∏Œœˇƒıœ˝ƒˆœ¸ƒ˜œ˚ƒ¯œ˙ƒ˙œ¯ƒ˚œ˜ƒ˝œıƒˇœÛƒœÅƒíƒ$
  15380.        tile $000002FD˛„Ñ∏ƒ±_˛„Ñ∏ƒ±_˝‰Ñ∏ƒ±_¸ÂѨƒ±_˚ÊÑꉃq˘ËÑú‰ƒq¯ÈÑ∏‰ƒÖ˜ÍÑ∏ʃ™ãÙÏѨÁƒò˝qˆÌÑêȃ™ã˛ye_ky˜}ÔÑê̓œùyk¸_s˘y_lÑê΃˛œ±s˘_s˙y__evÒÑ∏Óƒ¸œƒq¯_k˙e˛_vÚÑ∏Ôƒ¸œˇƒq˜_es¸e˝_lÛÑ∏Òƒ¸œ˝ƒqı_y˝e¸_kɈÑêÒƒ˝œ˚ƒq˛_˛„Ñ∏ƒ±_˛„Ñ∏ƒ±_˝‰Ñ∏ƒ±_¸ÂѨƒ±_˚ÊÑꉃq˘ËÑú‰ƒq¯ÈÑ∏‰ƒÖ˜ÍÑ∏ʃ™ãÙÏѨÁƒò˝qˆÌÑêȃ™ã˛ye_ky˜}ÔÑê̓œùyk¸_s˘y_lÑê΃˛œ±s˘_s˙y__evÒÑ∏Óƒ¸œƒq¯_k˙e˛_vÚÑ∏Ôƒ¸œˇƒq˜_es¸e˝_lÛÑ∏Òƒ¸œ˝ƒqı_y˝e¸_kɈÑêÒƒ˝œ˚ƒq˛_˛„Ñ∏ƒ±_˛„Ñ∏ƒ±_˝‰Ñ∏ƒ±_¸ÂѨƒ±_˚ÊÑꉃq˘ËÑú‰ƒq¯ÈÑ∏‰ƒÖ˜ÍÑ∏ʃ™ãÙÏѨÁƒò˝qˆÌÑêȃ™ã˛ye_ky˜}ÔÑê̓œùyk¸_s˘y_lÑê΃˛œ±s˘_s˙y__evÒÑ∏Óƒ¸œƒq¯_k˙e˛_vÚÑ∏Ôƒ¸œˇƒq˜_es¸e˝_lÛÑ∏Òƒ¸œ˝ƒqı_y˝e¸_kɈÑêÒƒ˝œ˚ƒq˛_$
  15381.        tile $000002B2˚_y˝¸Ñê˝ƒ¨‚Ñ∏˜ƒ˚_y¸˝Ñê˛ƒú·Ñ∏˜ƒ¸_s˘ˇÑꃨê‡Ñ∏˜ƒ˛_ky˜ˇÑêflÑꈃˇ_sÙ›ÑꈃkyÛ‹Ñ∏˜ƒ˛yı‹Ñ∏˜ƒˇs_yˆ‹Ñ∏˜ƒyk__yıfiÑꈃ˝_yÛ‡Ñꈃ˝_yÚ·Ñúˆƒ˝_y„Ñ∏ˆƒ˝_yԉѨˆƒ˝_yÌÊÑꈃ˝_yÌkvËÑꈃ˝_yÌe_lÈѨˆƒ˚_y˝¸Ñê˝ƒ¨‚Ñ∏˜ƒ˚_y¸˝Ñê˛ƒú·Ñ∏˜ƒ¸_s˘ˇÑꃨê‡Ñ∏˜ƒ˛_ky˜ˇÑêflÑꈃˇ_sÙ›ÑꈃkyÛ‹Ñ∏˜ƒ˛yı‹Ñ∏˜ƒˇs_yˆ‹Ñ∏˜ƒyk__yıfiÑꈃ˝_yÛ‡Ñꈃ˝_yÚ·Ñúˆƒ˝_y„Ñ∏ˆƒ˝_yԉѨˆƒ˝_yÌÊÑꈃ˝_yÌkvËÑꈃ˝_yÌe_lÈѨˆƒ˚_y˝¸Ñê˝ƒ¨‚Ñ∏˜ƒ˚_y¸˝Ñê˛ƒú·Ñ∏˜ƒ¸_s˘ˇÑꃨê‡Ñ∏˜ƒ˛_ky˜ˇÑêflÑꈃˇ_sÙ›ÑꈃkyÛ‹Ñ∏˜ƒ˛yı‹Ñ∏˜ƒˇs_yˆ‹Ñ∏˜ƒyk__yıfiÑꈃ˝_yÛ‡Ñꈃ˝_yÚ·Ñúˆƒ˝_y„Ñ∏ˆƒ˝_yԉѨˆƒ˝_yÌÊÑꈃ˝_yÌkvËÑꈃ˝_yÌe_lÈѨˆƒ$
  15382.        tile $0000004EŃ“ƒœÙƒ˛œıƒ˝œˆƒ¸œ¯ƒ˙œ˘ƒ˘œÅƒ“ƒœÙƒ˛œıƒ˝œˆƒ¸œ¯ƒ˙œ˘ƒ˘œÅƒ“ƒœÙƒ˛œıƒ˝œˆƒ¸œ¯ƒ˙œ˘ƒ˘œ$
  15383.        }
  15384.       DefM {
  15385.        tile 1
  15386.        seam 0
  15387.        cnth 25
  15388.        cntv 25
  15389.        flph 0
  15390.        flpv 1
  15391.        rotc 0
  15392.        intp 1
  15393.        invC 0
  15394.        }
  15395.       }
  15396.      }
  15397.     ROBJ {
  15398.      IDEN {
  15399.       REFN 2
  15400.       TIME "12:10:30 PM1476029"
  15401.       }
  15402.      DATA {
  15403.       stor 0
  15404.       w 144
  15405.       h 144
  15406.       dpth 32
  15407.       tils 64,64
  15408.       tdta {
  15409.        tile $000008B5„ƒêÂÑêflƒêÂÑêflƒêÂÑêflƒêÂÑêflƒ¨ÂÑêflƒ∏ÂÑêflƒ∏ÂÑúflƒ∏ÂÑ∏flƒ∏ÂÑ∏flƒ∏ÂÑ∏flƒ∏ÂÑ∏flƒ∏ÂÑ∏flƒ∏ÂÑ∏flƒ∏ÂÑ∏fiƒêÊÑ∏fiƒêÊÑ∏fiƒêÊÑúfiƒêÊÑêfiƒêÊÑꇃ∑òÁÑꂃ∑ã˚ÈÑꄃˇœù˘ÎÑêʃ∑©˝œ±é˘ÌÑê˃∑©˘œ±éyq¸ÓÑê̓ß¿ˆœΔqk˙Ñêσß¿ˆœˇƒœ´é¯ÚÑêӃ߿ıœƒ¸œ±é¯ÙÑêÒƒ∑ö¿ıœƒ¯œ±é¯ˆÑêÛƒ∑©ÙœƒÙœ±˜¯Ñêıƒ∑©ıœˇƒÒœ¿ù˜˘Ñ∏¯ƒò©ıœˇƒÌœ¿ù˜˚Ñ∏˙ƒß¿¿ˆœ˛ƒ∏†¿Ìœ¿ù˜˝Ñ∏¸ƒß¿ˆœ˚ƒ∏ÑÑí¿Ìœ±é¯˛Ñ∏ƒƒœö¿ˆœ˘ƒ∏˛Ñí≤Ïœ±é¯í∏Ûœ˜ƒ∏¸Ñ톿̜±é¸é±Úœˆƒ∏˘Ñ†Ïœ±éé±ÚœÙƒ∏¯Ñ†¿Ïœ¿˘œƒ˚œÒƒê˜Ñí¿Áœ˛ƒ˛œÓƒêˆÑí≤Íœ¸ƒœÏƒêÙÑ톿Ԝ‰ƒêÒцڜ‚ƒêц¿ıœ·ƒêÓÑí¿˘œflƒêÌÑí≤¸œ›ƒúÎÑ톜€ƒ∏ÈÑ∏€ƒ∏ÈÑ∏€ƒ∏ÈÑ∏€ƒ∏ÈÑ∏€ƒ∏ÈѨ€ƒ∏ÈÑꀃ∏ÈÑꀃ∏ÈÑê⁄ƒêÍÑê⁄ƒêÍѨ⁄ƒêÍÑ∏⁄ƒêÍÑ∏⁄ƒêÍÑ∏⁄ƒêÍÑ∏⁄ƒêÍÑú⁄ƒ¨ÍÑê⁄ƒ∏ÍÑê⁄ƒ∏ÍÑê⁄ƒ∏ÍÑêÒƒ„ƒêÂÑêflƒêÂÑêflƒêÂÑêflƒêÂÑêflƒ¨ÂÑêflƒ∏ÂÑêflƒ∏ÂÑúflƒ∏ÂÑ∏flƒ∏ÂÑ∏flƒ∏ÂÑ∏flƒ∏ÂÑ∏flƒ∏ÂÑ∏flƒ∏ÂÑ∏flƒ∏ÂÑ∏fiƒêÊÑ∏fiƒêÊÑ∏fiƒêÊÑúfiƒêÊÑêfiƒêÊÑꇃ∑òÁÑꂃ∑ã˚ÈÑꄃˇœù˘ÎÑêʃ∑©˝œ±é˘ÌÑê˃∑©˘œ±éyq¸ÓÑê̓ß¿ˆœΔqk˙Ñêσß¿ˆœˇƒœ´é¯ÚÑêӃ߿ıœƒ¸œ±é¯ÙÑêÒƒ∑ö¿ıœƒ¯œ±é¯ˆÑêÛƒ∑©ÙœƒÙœ±˜¯Ñêıƒ∑©ıœˇƒÒœ¿ù˜˘Ñ∏¯ƒò©ıœˇƒÌœ¿ù˜˚Ñ∏˙ƒß¿¿ˆœ˛ƒ∏†¿Ìœ¿ù˜˝Ñ∏¸ƒß¿ˆœ˚ƒ∏ÑÑí¿Ìœ±é¯˛Ñ∏ƒƒœö¿ˆœ˘ƒ∏˛Ñí≤Ïœ±é¯í∏Ûœ˜ƒ∏¸Ñ톿̜±é¸é±Úœˆƒ∏˘Ñ†Ïœ±éé±ÚœÙƒ∏¯Ñ†¿Ïœ¿˘œƒ˚œÒƒê˜Ñí¿Áœ˛ƒ˛œÓƒêˆÑí≤Íœ¸ƒœÏƒêÙÑ톿Ԝ‰ƒêÒцڜ‚ƒêц¿ıœ·ƒêÓÑí¿˘œflƒêÌÑí≤¸œ›ƒúÎÑ톜€ƒ∏ÈÑ∏€ƒ∏ÈÑ∏€ƒ∏ÈÑ∏€ƒ∏ÈÑ∏€ƒ∏ÈѨ€ƒ∏ÈÑꀃ∏ÈÑꀃ∏ÈÑê⁄ƒêÍÑê⁄ƒêÍѨ⁄ƒêÍÑ∏⁄ƒêÍÑ∏⁄ƒêÍÑ∏⁄ƒêÍÑ∏⁄ƒêÍÑú⁄ƒ¨ÍÑê⁄ƒ∏ÍÑê⁄ƒ∏ÍÑê⁄ƒ∏ÍÑêÒƒ„ƒêÂÑêflƒêÂÑêflƒêÂÑêflƒêÂÑêflƒ¨ÂÑêflƒ∏ÂÑêflƒ∏ÂÑúflƒ∏ÂÑ∏flƒ∏ÂÑ∏flƒ∏ÂÑ∏flƒ∏ÂÑ∏flƒ∏ÂÑ∏flƒ∏ÂÑ∏flƒ∏ÂÑ∏fiƒêÊÑ∏fiƒêÊÑ∏fiƒêÊÑúfiƒêÊÑêfiƒêÊÑꇃ∑òÁÑꂃ∑ã˚ÈÑꄃˇœù˘ÎÑêʃ∑©˝œ±é˘ÌÑê˃∑©˘œ±éyq¸ÓÑê̓ß¿ˆœΔqk˙Ñêσß¿ˆœˇƒœ´é¯ÚÑêӃ߿ıœƒ¸œ±é¯ÙÑêÒƒ∑ö¿ıœƒ¯œ±é¯ˆÑêÛƒ∑©ÙœƒÙœ±˜¯Ñêıƒ∑©ıœˇƒÒœ¿ù˜˘Ñ∏¯ƒò©ıœˇƒÌœ¿ù˜˚Ñ∏˙ƒß¿¿ˆœ˛ƒ∏†¿Ìœ¿ù˜˝Ñ∏¸ƒß¿ˆœ˚ƒ∏ÑÑí¿Ìœ±é¯˛Ñ∏ƒƒœö¿ˆœ˘ƒ∏˛Ñí≤Ïœ±é¯í∏Ûœ˜ƒ∏¸Ñ톿̜±é¸é±Úœˆƒ∏˘Ñ†Ïœ±éé±ÚœÙƒ∏¯Ñ†¿Ïœ¿˘œƒ˚œÒƒê˜Ñí¿Áœ˛ƒ˛œÓƒêˆÑí≤Íœ¸ƒœÏƒêÙÑ톿Ԝ‰ƒêÒцڜ‚ƒêц¿ıœ·ƒêÓÑí¿˘œflƒêÌÑí≤¸œ›ƒúÎÑ톜€ƒ∏ÈÑ∏€ƒ∏ÈÑ∏€ƒ∏ÈÑ∏€ƒ∏ÈÑ∏€ƒ∏ÈѨ€ƒ∏ÈÑꀃ∏ÈÑꀃ∏ÈÑê⁄ƒêÍÑê⁄ƒêÍѨ⁄ƒêÍÑ∏⁄ƒêÍÑ∏⁄ƒêÍÑ∏⁄ƒêÍÑ∏⁄ƒêÍÑú⁄ƒ¨ÍÑê⁄ƒ∏ÍÑê⁄ƒ∏ÍÑê⁄ƒ∏ÍÑêÒƒ$
  15410.        tile $00000CE4ÚƒêÈÑ∏Òƒê˚ÑÚƒêÈÑúÒƒê˚ÑÚƒêÈÑêÒƒê˚ÑÚƒêÈÑêÒƒê˚ÑÚƒêÈÑêÒƒê˚ÑÚƒêÈѨ҃ê˚ÑÚƒêÈÑ∏Òƒê˚ÑÚƒêÈÑ∏Òƒê˚ÑÚƒêÈÑ∏Úƒ∏˙ÑÚƒêÈÑ∏Úƒ∏˙ÑÚƒêÍÑêÒƒ∏˙ÑÚƒêÍÑêÒƒ∏˙ÑÚƒêÍÑêÒƒ∏˙ÑÚƒêÍÑêÒƒ∏˙ÑÚƒêÈÑ∏Úƒ∏˙ÑÚƒêÈÑ∏Úƒ∏˙ÑÚƒêÈÑ∏Úƒú˙ÑÚƒêÈÑ∏Úƒê˙ÑÚƒêÍÑêÒƒê˙ÑÚƒêÍÑêÒƒê˙ÑÚƒêÍÑêÒƒê˙ÑÛƒ∏ÈÑêÒƒê˙ÑÛƒ∏ÈÑêÒƒê˙ÑÛƒ∏ÈѨ҃ê˙ÑÙƒ∏úÈÑ∏Òƒê˙шƒ∏úÁÑ∏Úƒ∏˘Ñ˜ƒúÂѨڃ∏˘Ñ˘ƒœ¿ëÂÑêÚƒ∏˘Ñ˚ƒ¸œ±ëÁÑêÚƒ∏˘Ñ˝ƒ¯œ•vÈÑêÚƒ∏˘Ñˇƒ˜œƒ±_evÎÑúÚƒ∏˘Ñ˜œ˛ƒ±˛_evÌÑ∏Úƒ∏˘Ñ˘œ¸ƒ±¸_yÓÑ∏Úƒ∫˘Ñ˚œ˙ƒ±¸_yÑ∏Ùƒ∏úíñ˙Ñ˝œ¯ƒ±¸_y˝ÚÑ∏ıƒ¨¸Ññ¸Ñœıƒ±¸_y˚ÙÑ∏˜ƒ¨êıÑÙƒ±¸_y˘}¯Ñꯃ¨êÛÑÙƒ±¸_y˙y_l}˙Ñê˙ƒ∏úÒÑÙƒ±¸_y˙y˛_l}¸Ñ긃∏úÔÑÙƒ±¸_y˙y¸_l}˛Ñê˝ƒ¨ÌÑÛƒq˝_y˘e˚_lêÑÑ∏ƒ¨êÏÑÛƒq˝_y˘e¸_qûƒ¨}†êÍÑÛƒq˝_y˘e˛_qû˝ƒxËÑÛƒq˝_y˘e__û˚ƒxËÑÛƒq˝_y˘eѱ˙ƒxËÑÛƒq˝_y˘•¯ƒxËÑÛƒq˝_y¸ˇÑꘃxËÑÛƒq˝_y˛˝ÑꘃxËÑÛƒq˝_y˙ÑꘃxËÑÛƒq__qûê˙ÑꘃxËÑÛƒˇqûƒƒê˙Ñꯃ±eËÑÛƒ±˝ƒê˙Ñꯃ±lËÑÓƒê˙Ñꯃ±}ËÑÓƒê˙Ñꯃ±}ËÑÓƒê˙Ñú¯ƒ±}ËÑÓƒê˙Ñ∏¯ƒ±}ËÑÓƒê˙Ñ∏¯ƒ±}ËÑÔƒΔ†˙Ñ∏¯ƒ±}ËÑƒ˛œ¿†¸Ñ∏¯ƒ±}ËÑÚƒ˙œ¿†˛Ñ∏˝ƒœ˝ƒ±}ËÑÙƒˆœ≤íÑúƒƒ¸œˇƒ±}ËÑıƒÛœ≤ûÃ˙œƒ±}ËјƒÂœ†ËÑ˘ƒ‚œ¿íÍÑÚƒêÈÑ∏Òƒê˚ÑÚƒêÈÑúÒƒê˚ÑÚƒêÈÑêÒƒê˚ÑÚƒêÈÑêÒƒê˚ÑÚƒêÈÑêÒƒê˚ÑÚƒêÈѨ҃ê˚ÑÚƒêÈÑ∏Òƒê˚ÑÚƒêÈÑ∏Òƒê˚ÑÚƒêÈÑ∏Úƒ∏˙ÑÚƒêÈÑ∏Úƒ∏˙ÑÚƒêÍÑêÒƒ∏˙ÑÚƒêÍÑêÒƒ∏˙ÑÚƒêÍÑêÒƒ∏˙ÑÚƒêÍÑêÒƒ∏˙ÑÚƒêÈÑ∏Úƒ∏˙ÑÚƒêÈÑ∏Úƒ∏˙ÑÚƒêÈÑ∏Úƒú˙ÑÚƒêÈÑ∏Úƒê˙ÑÚƒêÍÑêÒƒê˙ÑÚƒêÍÑêÒƒê˙ÑÚƒêÍÑêÒƒê˙ÑÛƒ∏ÈÑêÒƒê˙ÑÛƒ∏ÈÑêÒƒê˙ÑÛƒ∏ÈѨ҃ê˙ÑÙƒ∏úÈÑ∏Òƒê˙шƒ∏úÁÑ∏Úƒ∏˘Ñ˜ƒúÂѨڃ∏˘Ñ˘ƒœ¿ëÂÑêÚƒ∏˘Ñ˚ƒ¸œ±ëÁÑêÚƒ∏˘Ñ˝ƒ¯œ•vÈÑêÚƒ∏˘Ñˇƒ˜œƒ±_evÎÑúÚƒ∏˘Ñ˜œ˛ƒ±˛_evÌÑ∏Úƒ∏˘Ñ˘œ¸ƒ±¸_yÓÑ∏Úƒ∫˘Ñ˚œ˙ƒ±¸_yÑ∏Ùƒ∏úíñ˙Ñ˝œ¯ƒ±¸_y˝ÚÑ∏ıƒ¨¸Ññ¸Ñœıƒ±¸_y˚ÙÑ∏˜ƒ¨êıÑÙƒ±¸_y˘}¯Ñꯃ¨êÛÑÙƒ±¸_y˙y_l}˙Ñê˙ƒ∏úÒÑÙƒ±¸_y˙y˛_l}¸Ñ긃∏úÔÑÙƒ±¸_y˙y¸_l}˛Ñê˝ƒ¨ÌÑÛƒq˝_y˘e˚_lêÑÑ∏ƒ¨êÏÑÛƒq˝_y˘e¸_qûƒ¨}†êÍÑÛƒq˝_y˘e˛_qû˝ƒxËÑÛƒq˝_y˘e__û˚ƒxËÑÛƒq˝_y˘eѱ˙ƒxËÑÛƒq˝_y˘•¯ƒxËÑÛƒq˝_y¸ˇÑꘃxËÑÛƒq˝_y˛˝ÑꘃxËÑÛƒq˝_y˙ÑꘃxËÑÛƒq__qûê˙ÑꘃxËÑÛƒˇqûƒƒê˙Ñꯃ±eËÑÛƒ±˝ƒê˙Ñꯃ±lËÑÓƒê˙Ñꯃ±}ËÑÓƒê˙Ñꯃ±}ËÑÓƒê˙Ñú¯ƒ±}ËÑÓƒê˙Ñ∏¯ƒ±}ËÑÓƒê˙Ñ∏¯ƒ±}ËÑÔƒΔ†˙Ñ∏¯ƒ±}ËÑƒ˛œ¿†¸Ñ∏¯ƒ±}ËÑÚƒ˙œ¿†˛Ñ∏˝ƒœ˝ƒ±}ËÑÙƒˆœ≤íÑúƒƒ¸œˇƒ±}ËÑıƒÛœ≤ûÃ˙œƒ±}ËјƒÂœ†ËÑ˘ƒ‚œ¿íÍÑÚƒêÈÑ∏Òƒê˚ÑÚƒêÈÑúÒƒê˚ÑÚƒêÈÑêÒƒê˚ÑÚƒêÈÑêÒƒê˚ÑÚƒêÈÑêÒƒê˚ÑÚƒêÈѨ҃ê˚ÑÚƒêÈÑ∏Òƒê˚ÑÚƒêÈÑ∏Òƒê˚ÑÚƒêÈÑ∏Úƒ∏˙ÑÚƒêÈÑ∏Úƒ∏˙ÑÚƒêÍÑêÒƒ∏˙ÑÚƒêÍÑêÒƒ∏˙ÑÚƒêÍÑêÒƒ∏˙ÑÚƒêÍÑêÒƒ∏˙ÑÚƒêÈÑ∏Úƒ∏˙ÑÚƒêÈÑ∏Úƒ∏˙ÑÚƒêÈÑ∏Úƒú˙ÑÚƒêÈÑ∏Úƒê˙ÑÚƒêÍÑêÒƒê˙ÑÚƒêÍÑêÒƒê˙ÑÚƒêÍÑêÒƒê˙ÑÛƒ∏ÈÑêÒƒê˙ÑÛƒ∏ÈÑêÒƒê˙ÑÛƒ∏ÈѨ҃ê˙ÑÙƒ∏úÈÑ∏Òƒê˙шƒ∏úÁÑ∏Úƒ∏˘Ñ˜ƒúÂѨڃ∏˘Ñ˘ƒœ¿ëÂÑêÚƒ∏˘Ñ˚ƒ¸œ±ëÁÑêÚƒ∏˘Ñ˝ƒ¯œ•vÈÑêÚƒ∏˘Ñˇƒ˜œƒ±_evÎÑúÚƒ∏˘Ñ˜œ˛ƒ±˛_evÌÑ∏Úƒ∏˘Ñ˘œ¸ƒ±¸_yÓÑ∏Úƒ∫˘Ñ˚œ˙ƒ±¸_yÑ∏Ùƒ∏úíñ˙Ñ˝œ¯ƒ±¸_y˝ÚÑ∏ıƒ¨¸Ññ¸Ñœıƒ±¸_y˚ÙÑ∏˜ƒ¨êıÑÙƒ±¸_y˘}¯Ñꯃ¨êÛÑÙƒ±¸_y˙y_l}˙Ñê˙ƒ∏úÒÑÙƒ±¸_y˙y˛_l}¸Ñ긃∏úÔÑÙƒ±¸_y˙y¸_l}˛Ñê˝ƒ¨ÌÑÛƒq˝_y˘e˚_lêÑÑ∏ƒ¨êÏÑÛƒq˝_y˘e¸_qûƒ¨}†êÍÑÛƒq˝_y˘e˛_qû˝ƒxËÑÛƒq˝_y˘e__û˚ƒxËÑÛƒq˝_y˘eѱ˙ƒxËÑÛƒq˝_y˘•¯ƒxËÑÛƒq˝_y¸ˇÑꘃxËÑÛƒq˝_y˛˝ÑꘃxËÑÛƒq˝_y˙ÑꘃxËÑÛƒq__qûê˙ÑꘃxËÑÛƒˇqûƒƒê˙Ñꯃ±eËÑÛƒ±˝ƒê˙Ñꯃ±lËÑÓƒê˙Ñꯃ±}ËÑÓƒê˙Ñꯃ±}ËÑÓƒê˙Ñú¯ƒ±}ËÑÓƒê˙Ñ∏¯ƒ±}ËÑÓƒê˙Ñ∏¯ƒ±}ËÑÔƒΔ†˙Ñ∏¯ƒ±}ËÑƒ˛œ¿†¸Ñ∏¯ƒ±}ËÑÚƒ˙œ¿†˛Ñ∏˝ƒœ˝ƒ±}ËÑÙƒˆœ≤íÑúƒƒ¸œˇƒ±}ËÑıƒÛœ≤ûÃ˙œƒ±}ËјƒÂœ†ËÑ˘ƒ‚œ¿íÍÑ$
  15411.        tile $0000015FÅÑÅÑÅÑÅÑÅÑ‚ÑêÚÑ∏ÚÑê‚ѨÚÑ∏ÛÑêƒÛÑêƒÚÑ∏ÚÑ∏ÛÑêƒÛÑúƒÛÑ∏ƒÛÑúƒÛÑúƒÛÑ∏ƒÛÑ∏ƒÙÑꃃÙÑꃃÛÑ∏ƒÛÑ∏ƒÙÑꃃÙÑꃃÅÑÅÑÅÑÅÑÅÑ‚ÑêÚÑ∏ÚÑê‚ѨÚÑ∏ÛÑêƒÛÑêƒÚÑ∏ÚÑ∏ÛÑêƒÛÑúƒÛÑ∏ƒÛÑúƒÛÑúƒÛÑ∏ƒÛÑ∏ƒÙÑꃃÙÑꃃÛÑ∏ƒÛÑ∏ƒÙÑꃃÙÑꃃÅÑÅÑÅÑÅÑÅÑ‚ÑêÚÑ∏ÚÑê‚ѨÚÑ∏ÛÑêƒÛÑêƒÚÑ∏ÚÑ∏ÛÑêƒÛÑúƒÛÑ∏ƒÛÑúƒÛÑúƒÛÑ∏ƒÛÑ∏ƒÙÑꃃÙÑꃃÛÑ∏ƒÛÑ∏ƒÙÑꃃÙÑꃃ$
  15412.        tile $00000AD4̓∏ÍÑê⁄ƒ∏ÈÑ∏€ƒ∏ÈÑ∏€ƒ∏ÈÑ∏⁄ƒêÍÑ∏ÛƒœÈƒêÍÑ∏ıƒ˛œÈƒêÎÑêıƒ˝œÈƒêÎÑꘃ˚œÎƒ∑òÍÑê˘ƒ˘œÏƒ™˛ÎÑê˚ƒ˜œÓƒ™ã˚ÏÑ∏˛ƒ¿ˆœƒ™ã˜ÓÑ∏˛ƒê≤˜œÚƒ™ãÙÔÑ∏˛ƒêÑ톢œÙƒ∑òÒÑ∏˛ƒê˛Ñ†¿˚œˆƒ∑ò˜ù¿ù˙ÚÑ∏˛ƒê¸Ñ≤¸œ˜ƒò˜鱲œ±é˙ÙÑ∏˛ƒê˚Ñ톲œ˘ƒœ¿¯é±˙œù˘ˆÑ¨˛ƒê˘Ñ†¿œ˙ƒ˛œ¿ù¸鱘œ±é˙˜Ñê˛ƒê˜Ñ≤¸ƒ˙œ¢˛ùÛœ±˘˘Ñê˛ƒêˆÑ˛ƒ˙œ±éù¿Òœ¿ù˙˙Ñê˛ƒêˆÑƒ˙œ±éù¿Ìœ±é˙¸Ñê˛ƒ¨ˆÑƒ¸œ¿ùé±Èœù˘˛Ñ¨˛ƒ¨ˆÑƒ˛œ¿ùé±Êœ±é˙ˇÑ∏ƒ∏úıуœ¿ù˛±‚œù˚éѨúÛу±˛ù¿‡œ¿ù鱜≤íÚÑwyù¿‹œˇ¿¸œ≤ÛÑù¿“œ¿†ıÑ¿Œœ≤í˜Ñ¿Ãœ†¯Ñí¿Ãœ≤í¯Ñ≤¿Ãœ≤¯Ñí¿Ãœ¿†¯Ñ≤Àœ≤í˘Ñ†Àœ∫¯Ñ톜œˇƒ∏ˆÑí¿“œ˛ƒ∏ıÑ톑œ˝ƒ∏ÛÑí¿Ÿœ˙ƒ∏ÚÑ톀œ˘ƒ∏Ñ≤¿fiœ¯ƒ∏ÔÑí¿‚œıƒ∏ÌÑ≤¿ÂœÙƒ∏ÑÑÔÑí¿ÁœÛƒ∏ÑÑÌÑ≤¿Ïœƒ∏ÑÑÏÑí̜ԃ∏ÑÑÎÑí≤œÓƒ∏ÑÑÈÑí¿ıœÎƒ∏ÑÑËÑ톘œÍƒ∏ÑÑÊÑí¿˙œÈƒ∏ÑÑÂÑ톲œÂƒêÑ„Ñí¿‰ƒêÑ‚Ñû‰ƒêÑ„Ѩ‰ƒêÑ„Ñ∏‰ƒêÑ„Ñ∏‰ƒêÑ„Ñú‰ƒêÑ„Ñꉃ}„Ñꉃq_„Ñꉃq_‚Ñ∏ƒq_‚Ñ∏ƒq_„Ñꉃû_˛‰Ñꉃ±_˛‰Ñꉃ±_̓∏ÍÑê⁄ƒ∏ÈÑ∏€ƒ∏ÈÑ∏€ƒ∏ÈÑ∏⁄ƒêÍÑ∏ÛƒœÈƒêÍÑ∏ıƒ˛œÈƒêÎÑêıƒ˝œÈƒêÎÑꘃ˚œÎƒ∑òÍÑê˘ƒ˘œÏƒ™˛ÎÑê˚ƒ˜œÓƒ™ã˚ÏÑ∏˛ƒ¿ˆœƒ™ã˜ÓÑ∏˛ƒê≤˜œÚƒ™ãÙÔÑ∏˛ƒêÑ톢œÙƒ∑òÒÑ∏˛ƒê˛Ñ†¿˚œˆƒ∑ò˜ù¿ù˙ÚÑ∏˛ƒê¸Ñ≤¸œ˜ƒò˜鱲œ±é˙ÙÑ∏˛ƒê˚Ñ톲œ˘ƒœ¿¯é±˙œù˘ˆÑ¨˛ƒê˘Ñ†¿œ˙ƒ˛œ¿ù¸鱘œ±é˙˜Ñê˛ƒê˜Ñ≤¸ƒ˙œ¢˛ùÛœ±˘˘Ñê˛ƒêˆÑ˛ƒ˙œ±éù¿Òœ¿ù˙˙Ñê˛ƒêˆÑƒ˙œ±éù¿Ìœ±é˙¸Ñê˛ƒ¨ˆÑƒ¸œ¿ùé±Èœù˘˛Ñ¨˛ƒ¨ˆÑƒ˛œ¿ùé±Êœ±é˙ˇÑ∏ƒ∏úıуœ¿ù˛±‚œù˚éѨúÛу±˛ù¿‡œ¿ù鱜≤íÚÑwyù¿‹œˇ¿¸œ≤ÛÑù¿“œ¿†ıÑ¿Œœ≤í˜Ñ¿Ãœ†¯Ñí¿Ãœ≤í¯Ñ≤¿Ãœ≤¯Ñí¿Ãœ¿†¯Ñ≤Àœ≤í˘Ñ†Àœ∫¯Ñ톜œˇƒ∏ˆÑí¿“œ˛ƒ∏ıÑ톑œ˝ƒ∏ÛÑí¿Ÿœ˙ƒ∏ÚÑ톀œ˘ƒ∏Ñ≤¿fiœ¯ƒ∏ÔÑí¿‚œıƒ∏ÌÑ≤¿ÂœÙƒ∏ÑÑÔÑí¿ÁœÛƒ∏ÑÑÌÑ≤¿Ïœƒ∏ÑÑÏÑí̜ԃ∏ÑÑÎÑí≤œÓƒ∏ÑÑÈÑí¿ıœÎƒ∏ÑÑËÑ톘œÍƒ∏ÑÑÊÑí¿˙œÈƒ∏ÑÑÂÑ톲œÂƒêÑ„Ñí¿‰ƒêÑ‚Ñû‰ƒêÑ„Ѩ‰ƒêÑ„Ñ∏‰ƒêÑ„Ñ∏‰ƒêÑ„Ñú‰ƒêÑ„Ñꉃ}„Ñꉃq_„Ñꉃq_‚Ñ∏ƒq_‚Ñ∏ƒq_„Ñꉃû_˛‰Ñꉃ±_˛‰Ñꉃ±_̓∏ÍÑê⁄ƒ∏ÈÑ∏€ƒ∏ÈÑ∏€ƒ∏ÈÑ∏⁄ƒêÍÑ∏ÛƒœÈƒêÍÑ∏ıƒ˛œÈƒêÎÑêıƒ˝œÈƒêÎÑꘃ˚œÎƒ∑òÍÑê˘ƒ˘œÏƒ™˛ÎÑê˚ƒ˜œÓƒ™ã˚ÏÑ∏˛ƒ¿ˆœƒ™ã˜ÓÑ∏˛ƒê≤˜œÚƒ™ãÙÔÑ∏˛ƒêÑ톢œÙƒ∑òÒÑ∏˛ƒê˛Ñ†¿˚œˆƒ∑ò˜ù¿ù˙ÚÑ∏˛ƒê¸Ñ≤¸œ˜ƒò˜鱲œ±é˙ÙÑ∏˛ƒê˚Ñ톲œ˘ƒœ¿¯é±˙œù˘ˆÑ¨˛ƒê˘Ñ†¿œ˙ƒ˛œ¿ù¸鱘œ±é˙˜Ñê˛ƒê˜Ñ≤¸ƒ˙œ¢˛ùÛœ±˘˘Ñê˛ƒêˆÑ˛ƒ˙œ±éù¿Òœ¿ù˙˙Ñê˛ƒêˆÑƒ˙œ±éù¿Ìœ±é˙¸Ñê˛ƒ¨ˆÑƒ¸œ¿ùé±Èœù˘˛Ñ¨˛ƒ¨ˆÑƒ˛œ¿ùé±Êœ±é˙ˇÑ∏ƒ∏úıуœ¿ù˛±‚œù˚éѨúÛу±˛ù¿‡œ¿ù鱜≤íÚÑwyù¿‹œˇ¿¸œ≤ÛÑù¿“œ¿†ıÑ¿Œœ≤í˜Ñ¿Ãœ†¯Ñí¿Ãœ≤í¯Ñ≤¿Ãœ≤¯Ñí¿Ãœ¿†¯Ñ≤Àœ≤í˘Ñ†Àœ∫¯Ñ톜œˇƒ∏ˆÑí¿“œ˛ƒ∏ıÑ톑œ˝ƒ∏ÛÑí¿Ÿœ˙ƒ∏ÚÑ톀œ˘ƒ∏Ñ≤¿fiœ¯ƒ∏ÔÑí¿‚œıƒ∏ÌÑ≤¿ÂœÙƒ∏ÑÑÔÑí¿ÁœÛƒ∏ÑÑÌÑ≤¿Ïœƒ∏ÑÑÏÑí̜ԃ∏ÑÑÎÑí≤œÓƒ∏ÑÑÈÑí¿ıœÎƒ∏ÑÑËÑ톘œÍƒ∏ÑÑÊÑí¿˙œÈƒ∏ÑÑÂÑ톲œÂƒêÑ„Ñí¿‰ƒêÑ‚Ñû‰ƒêÑ„Ѩ‰ƒêÑ„Ñ∏‰ƒêÑ„Ñ∏‰ƒêÑ„Ñú‰ƒêÑ„Ñꉃ}„Ñꉃq_„Ñꉃq_‚Ñ∏ƒq_‚Ñ∏ƒq_„Ñꉃû_˛‰Ñꉃ±_˛‰Ñꉃ±_$
  15413.        tile $00000885˚ƒ›œ†ÏÑ˝ƒ⁄œ≤íÓÑ˛ƒ◊œ≤íу”œ≤íÚÑ–œ†ÛÑœœ¿†ıÑŒœΔêˆÑœœˇƒêˆÑ–œ˛ƒêˆÑ”œ˚ƒêˆÑ‘œ˙ƒêˆÑ’œ˙ƒ∏ıÑ◊œ¯ƒ∏ıÑŸœˆƒ∏ıÑ€œÙƒ∏ıÑ‹œÛƒ∏ıÑ›œÚƒ∏ıчœÔƒ∏ıÑ톄œÓƒ∏Ûц¿ÊœÌƒ∏ÒÑ≤Ȝ΃úÑ톿ӜȃêÓÑí¿ÒœÁƒêÏÑ≤ۜʃêÎÑ톿˜œÂƒêÈÑí¿˚œ‚ƒ¿†ËÑ≤˝œ·ƒˇœ≤íÈÑ톜‡ƒ˝œ≤íÈÑ∏‡ƒ˚œ†ÍÑ∏‡ƒ˙œ¿†ÏÑ∏‡ƒ¯œ≤íÓÑ∏‡ƒˆœ≤íÑ∏‚ƒÚœÒÑꂃҜÒÑꉃԜÒÑêƒӜÒÑêÁƒÏœÒÑê˃ΜÒÑê̓ȜÒÑê΃˜ÒÑễʜÒÑêÔƒ‰œÒÑêƒ„œÒÑêÚƒ·œÒÑêÛƒ∏†‚œÒÑêÛƒ∏ц¿‰œÒÑêÛƒ∏˛Ñ≤ÂœÒÑêÛƒ¨˝Ñí†ÁœÒÑêÛƒê˚Ñí¿ÈœÒÑêÛƒê˙Ñí≤¿ÎœÒÑêÛƒê˜Ñ†ÏœÒѨۃêˆÑí¿ÔœƒÒÑ∏ÛƒêıÑí≤¿Ûœ˛ƒÒÑ∏ÛƒêÛÑí¿ˆœ¸ƒÒÑ∏ÛƒêÒÑí¿˘œ˚ƒÒÑ∏ÛƒêÑ톿˝œ˘ƒÒÑ∏ÛƒêÓÑí¿˛œ˘ƒ}ÚÑ∏ÛƒêÏÑ≤˜ƒ_l}ÙÑ∏Ùƒ¨ÎÑꘃ˛_vıÑ∏ˆƒ∏úÍÑú˜ƒ˝_l}˜Ñ∏˜ƒ¨ËÑ∏˜ƒ˚_}¯Ñ∏¯ƒúÁѨ˜ƒ˚_y˘Ñ∏˙ƒ¨êÊÑꘃ˚_y˙Ñú˚ƒú‰Ñꘃ˚ƒ›œ†ÏÑ˝ƒ⁄œ≤íÓÑ˛ƒ◊œ≤íу”œ≤íÚÑ–œ†ÛÑœœ¿†ıÑŒœΔêˆÑœœˇƒêˆÑ–œ˛ƒêˆÑ”œ˚ƒêˆÑ‘œ˙ƒêˆÑ’œ˙ƒ∏ıÑ◊œ¯ƒ∏ıÑŸœˆƒ∏ıÑ€œÙƒ∏ıÑ‹œÛƒ∏ıÑ›œÚƒ∏ıчœÔƒ∏ıÑ톄œÓƒ∏Ûц¿ÊœÌƒ∏ÒÑ≤Ȝ΃úÑ톿ӜȃêÓÑí¿ÒœÁƒêÏÑ≤ۜʃêÎÑ톿˜œÂƒêÈÑí¿˚œ‚ƒ¿†ËÑ≤˝œ·ƒˇœ≤íÈÑ톜‡ƒ˝œ≤íÈÑ∏‡ƒ˚œ†ÍÑ∏‡ƒ˙œ¿†ÏÑ∏‡ƒ¯œ≤íÓÑ∏‡ƒˆœ≤íÑ∏‚ƒÚœÒÑꂃҜÒÑꉃԜÒÑêƒӜÒÑêÁƒÏœÒÑê˃ΜÒÑê̓ȜÒÑê΃˜ÒÑễʜÒÑêÔƒ‰œÒÑêƒ„œÒÑêÚƒ·œÒÑêÛƒ∏†‚œÒÑêÛƒ∏ц¿‰œÒÑêÛƒ∏˛Ñ≤ÂœÒÑêÛƒ¨˝Ñí†ÁœÒÑêÛƒê˚Ñí¿ÈœÒÑêÛƒê˙Ñí≤¿ÎœÒÑêÛƒê˜Ñ†ÏœÒѨۃêˆÑí¿ÔœƒÒÑ∏ÛƒêıÑí≤¿Ûœ˛ƒÒÑ∏ÛƒêÛÑí¿ˆœ¸ƒÒÑ∏ÛƒêÒÑí¿˘œ˚ƒÒÑ∏ÛƒêÑ톿˝œ˘ƒÒÑ∏ÛƒêÓÑí¿˛œ˘ƒ}ÚÑ∏ÛƒêÏÑ≤˜ƒ_l}ÙÑ∏Ùƒ¨ÎÑꘃ˛_vıÑ∏ˆƒ∏úÍÑú˜ƒ˝_l}˜Ñ∏˜ƒ¨ËÑ∏˜ƒ˚_}¯Ñ∏¯ƒúÁѨ˜ƒ˚_y˘Ñ∏˙ƒ¨êÊÑꘃ˚_y˙Ñú˚ƒú‰Ñꘃ˚ƒ›œ†ÏÑ˝ƒ⁄œ≤íÓÑ˛ƒ◊œ≤íу”œ≤íÚÑ–œ†ÛÑœœ¿†ıÑŒœΔêˆÑœœˇƒêˆÑ–œ˛ƒêˆÑ”œ˚ƒêˆÑ‘œ˙ƒêˆÑ’œ˙ƒ∏ıÑ◊œ¯ƒ∏ıÑŸœˆƒ∏ıÑ€œÙƒ∏ıÑ‹œÛƒ∏ıÑ›œÚƒ∏ıчœÔƒ∏ıÑ톄œÓƒ∏Ûц¿ÊœÌƒ∏ÒÑ≤Ȝ΃úÑ톿ӜȃêÓÑí¿ÒœÁƒêÏÑ≤ۜʃêÎÑ톿˜œÂƒêÈÑí¿˚œ‚ƒ¿†ËÑ≤˝œ·ƒˇœ≤íÈÑ톜‡ƒ˝œ≤íÈÑ∏‡ƒ˚œ†ÍÑ∏‡ƒ˙œ¿†ÏÑ∏‡ƒ¯œ≤íÓÑ∏‡ƒˆœ≤íÑ∏‚ƒÚœÒÑꂃҜÒÑꉃԜÒÑêƒӜÒÑêÁƒÏœÒÑê˃ΜÒÑê̓ȜÒÑê΃˜ÒÑễʜÒÑêÔƒ‰œÒÑêƒ„œÒÑêÚƒ·œÒÑêÛƒ∏†‚œÒÑêÛƒ∏ц¿‰œÒÑêÛƒ∏˛Ñ≤ÂœÒÑêÛƒ¨˝Ñí†ÁœÒÑêÛƒê˚Ñí¿ÈœÒÑêÛƒê˙Ñí≤¿ÎœÒÑêÛƒê˜Ñ†ÏœÒѨۃêˆÑí¿ÔœƒÒÑ∏ÛƒêıÑí≤¿Ûœ˛ƒÒÑ∏ÛƒêÛÑí¿ˆœ¸ƒÒÑ∏ÛƒêÒÑí¿˘œ˚ƒÒÑ∏ÛƒêÑ톿˝œ˘ƒÒÑ∏ÛƒêÓÑí¿˛œ˘ƒ}ÚÑ∏ÛƒêÏÑ≤˜ƒ_l}ÙÑ∏Ùƒ¨ÎÑꘃ˛_vıÑ∏ˆƒ∏úÍÑú˜ƒ˝_l}˜Ñ∏˜ƒ¨ËÑ∏˜ƒ˚_}¯Ñ∏¯ƒúÁѨ˜ƒ˚_y˘Ñ∏˙ƒ¨êÊÑꘃ˚_y˙Ñú˚ƒú‰Ñꘃ$
  15414.        tile $0000036CÙÑ∏ƒƒÙÑúƒƒÙÑúƒƒÙÑ∏ƒƒÙÑ∏ƒƒıÑê˛ƒıÑê˛ƒÙÑ∏ƒƒıÑê˛ƒıÑê˛ƒıÑú˛ƒıÑ∏˛ƒıÑú˛ƒıÑú˛ƒıÑ∏˛ƒıÑ∏˛ƒˆÑê˝ƒ§˜Ñê˝ƒıÑ∏˛ƒˆÑê˝ƒˆÑê˝ƒˆÑúƒƒœƒˆÑ∏˝ƒˆÑ≤˝ƒˆÑú˝ƒˆÑ∏˝ƒˆÑ∏˝ƒ˜Ñ긃ˆÑ∏˝ƒˆÑ∏˝ƒ˜Ñ긃˜Ñ긃í¯Ñú¸ƒœ¿†˙Ñ∏¸ƒ˛œ≤í¸Ñú˝ƒ˚œ≤í˛Ñú˛ƒ¯œ≤ÑÑ∏ƒıœ¿†∏Œœˇƒıœ˝ƒˆœ¸ƒ˜œ˚ƒ¯œ˙ƒ˙œ¯ƒ˚œ˜ƒ˝œıƒˇœÛƒœÅƒíƒÙÑ∏ƒƒÙÑúƒƒÙÑúƒƒÙÑ∏ƒƒÙÑ∏ƒƒıÑê˛ƒıÑê˛ƒÙÑ∏ƒƒıÑê˛ƒıÑê˛ƒıÑú˛ƒıÑ∏˛ƒıÑú˛ƒıÑú˛ƒıÑ∏˛ƒıÑ∏˛ƒˆÑê˝ƒ§˜Ñê˝ƒıÑ∏˛ƒˆÑê˝ƒˆÑê˝ƒˆÑúƒƒœƒˆÑ∏˝ƒˆÑ≤˝ƒˆÑú˝ƒˆÑ∏˝ƒˆÑ∏˝ƒ˜Ñ긃ˆÑ∏˝ƒˆÑ∏˝ƒ˜Ñ긃˜Ñ긃í¯Ñú¸ƒœ¿†˙Ñ∏¸ƒ˛œ≤í¸Ñú˝ƒ˚œ≤í˛Ñú˛ƒ¯œ≤ÑÑ∏ƒıœ¿†∏Œœˇƒıœ˝ƒˆœ¸ƒ˜œ˚ƒ¯œ˙ƒ˙œ¯ƒ˚œ˜ƒ˝œıƒˇœÛƒœÅƒíƒÙÑ∏ƒƒÙÑúƒƒÙÑúƒƒÙÑ∏ƒƒÙÑ∏ƒƒıÑê˛ƒıÑê˛ƒÙÑ∏ƒƒıÑê˛ƒıÑê˛ƒıÑú˛ƒıÑ∏˛ƒıÑú˛ƒıÑú˛ƒıÑ∏˛ƒıÑ∏˛ƒˆÑê˝ƒ§˜Ñê˝ƒıÑ∏˛ƒˆÑê˝ƒˆÑê˝ƒˆÑúƒƒœƒˆÑ∏˝ƒˆÑ≤˝ƒˆÑú˝ƒˆÑ∏˝ƒˆÑ∏˝ƒ˜Ñ긃ˆÑ∏˝ƒˆÑ∏˝ƒ˜Ñ긃˜Ñ긃í¯Ñú¸ƒœ¿†˙Ñ∏¸ƒ˛œ≤í¸Ñú˝ƒ˚œ≤í˛Ñú˛ƒ¯œ≤ÑÑ∏ƒıœ¿†∏Œœˇƒıœ˝ƒˆœ¸ƒ˜œ˚ƒ¯œ˙ƒ˙œ¯ƒ˚œ˜ƒ˝œıƒˇœÛƒœÅƒíƒ$
  15415.        tile $000002FD˛„Ñ∏ƒ±_˛„Ñ∏ƒ±_˝‰Ñ∏ƒ±_¸ÂѨƒ±_˚ÊÑꉃq˘ËÑú‰ƒq¯ÈÑ∏‰ƒÖ˜ÍÑ∏ʃ™ãÙÏѨÁƒò˝qˆÌÑêȃ™ã˛ye_ky˜}ÔÑê̓œùyk¸_s˘y_lÑê΃˛œ±s˘_s˙y__evÒÑ∏Óƒ¸œƒq¯_k˙e˛_vÚÑ∏Ôƒ¸œˇƒq˜_es¸e˝_lÛÑ∏Òƒ¸œ˝ƒqı_y˝e¸_kɈÑêÒƒ˝œ˚ƒq˛_˛„Ñ∏ƒ±_˛„Ñ∏ƒ±_˝‰Ñ∏ƒ±_¸ÂѨƒ±_˚ÊÑꉃq˘ËÑú‰ƒq¯ÈÑ∏‰ƒÖ˜ÍÑ∏ʃ™ãÙÏѨÁƒò˝qˆÌÑêȃ™ã˛ye_ky˜}ÔÑê̓œùyk¸_s˘y_lÑê΃˛œ±s˘_s˙y__evÒÑ∏Óƒ¸œƒq¯_k˙e˛_vÚÑ∏Ôƒ¸œˇƒq˜_es¸e˝_lÛÑ∏Òƒ¸œ˝ƒqı_y˝e¸_kɈÑêÒƒ˝œ˚ƒq˛_˛„Ñ∏ƒ±_˛„Ñ∏ƒ±_˝‰Ñ∏ƒ±_¸ÂѨƒ±_˚ÊÑꉃq˘ËÑú‰ƒq¯ÈÑ∏‰ƒÖ˜ÍÑ∏ʃ™ãÙÏѨÁƒò˝qˆÌÑêȃ™ã˛ye_ky˜}ÔÑê̓œùyk¸_s˘y_lÑê΃˛œ±s˘_s˙y__evÒÑ∏Óƒ¸œƒq¯_k˙e˛_vÚÑ∏Ôƒ¸œˇƒq˜_es¸e˝_lÛÑ∏Òƒ¸œ˝ƒqı_y˝e¸_kɈÑêÒƒ˝œ˚ƒq˛_$
  15416.        tile $000002B2˚_y˝¸Ñê˝ƒ¨‚Ñ∏˜ƒ˚_y¸˝Ñê˛ƒú·Ñ∏˜ƒ¸_s˘ˇÑꃨê‡Ñ∏˜ƒ˛_ky˜ˇÑêflÑꈃˇ_sÙ›ÑꈃkyÛ‹Ñ∏˜ƒ˛yı‹Ñ∏˜ƒˇs_yˆ‹Ñ∏˜ƒyk__yıfiÑꈃ˝_yÛ‡Ñꈃ˝_yÚ·Ñúˆƒ˝_y„Ñ∏ˆƒ˝_yԉѨˆƒ˝_yÌÊÑꈃ˝_yÌkvËÑꈃ˝_yÌe_lÈѨˆƒ˚_y˝¸Ñê˝ƒ¨‚Ñ∏˜ƒ˚_y¸˝Ñê˛ƒú·Ñ∏˜ƒ¸_s˘ˇÑꃨê‡Ñ∏˜ƒ˛_ky˜ˇÑêflÑꈃˇ_sÙ›ÑꈃkyÛ‹Ñ∏˜ƒ˛yı‹Ñ∏˜ƒˇs_yˆ‹Ñ∏˜ƒyk__yıfiÑꈃ˝_yÛ‡Ñꈃ˝_yÚ·Ñúˆƒ˝_y„Ñ∏ˆƒ˝_yԉѨˆƒ˝_yÌÊÑꈃ˝_yÌkvËÑꈃ˝_yÌe_lÈѨˆƒ˚_y˝¸Ñê˝ƒ¨‚Ñ∏˜ƒ˚_y¸˝Ñê˛ƒú·Ñ∏˜ƒ¸_s˘ˇÑꃨê‡Ñ∏˜ƒ˛_ky˜ˇÑêflÑꈃˇ_sÙ›ÑꈃkyÛ‹Ñ∏˜ƒ˛yı‹Ñ∏˜ƒˇs_yˆ‹Ñ∏˜ƒyk__yıfiÑꈃ˝_yÛ‡Ñꈃ˝_yÚ·Ñúˆƒ˝_y„Ñ∏ˆƒ˝_yԉѨˆƒ˝_yÌÊÑꈃ˝_yÌkvËÑꈃ˝_yÌe_lÈѨˆƒ$
  15417.        tile $0000004EŃ“ƒœÙƒ˛œıƒ˝œˆƒ¸œ¯ƒ˙œ˘ƒ˘œÅƒ“ƒœÙƒ˛œıƒ˝œˆƒ¸œ¯ƒ˙œ˘ƒ˘œÅƒ“ƒœÙƒ˛œıƒ˝œˆƒ¸œ¯ƒ˙œ˘ƒ˘œ$
  15418.        }
  15419.       DefM {
  15420.        tile 1
  15421.        seam 0
  15422.        cnth 25
  15423.        cntv 25
  15424.        flph 0
  15425.        flpv 1
  15426.        rotc 0
  15427.        intp 1
  15428.        invC 0
  15429.        }
  15430.       }
  15431.      }
  15432.     ROBJ {
  15433.      IDEN {
  15434.       REFN 3
  15435.       TIME "12:10:30 PM1476139"
  15436.       }
  15437.      DATA {
  15438.       stor 0
  15439.       w 144
  15440.       h 144
  15441.       dpth 32
  15442.       tils 64,64
  15443.       tdta {
  15444.        tile $000008B5„ƒêÂÑêflƒêÂÑêflƒêÂÑêflƒêÂÑêflƒ¨ÂÑêflƒ∏ÂÑêflƒ∏ÂÑúflƒ∏ÂÑ∏flƒ∏ÂÑ∏flƒ∏ÂÑ∏flƒ∏ÂÑ∏flƒ∏ÂÑ∏flƒ∏ÂÑ∏flƒ∏ÂÑ∏fiƒêÊÑ∏fiƒêÊÑ∏fiƒêÊÑúfiƒêÊÑêfiƒêÊÑꇃ∑òÁÑꂃ∑ã˚ÈÑꄃˇœù˘ÎÑêʃ∑©˝œ±é˘ÌÑê˃∑©˘œ±éyq¸ÓÑê̓ß¿ˆœΔqk˙Ñêσß¿ˆœˇƒœ´é¯ÚÑêӃ߿ıœƒ¸œ±é¯ÙÑêÒƒ∑ö¿ıœƒ¯œ±é¯ˆÑêÛƒ∑©ÙœƒÙœ±˜¯Ñêıƒ∑©ıœˇƒÒœ¿ù˜˘Ñ∏¯ƒò©ıœˇƒÌœ¿ù˜˚Ñ∏˙ƒß¿¿ˆœ˛ƒ∏†¿Ìœ¿ù˜˝Ñ∏¸ƒß¿ˆœ˚ƒ∏ÑÑí¿Ìœ±é¯˛Ñ∏ƒƒœö¿ˆœ˘ƒ∏˛Ñí≤Ïœ±é¯í∏Ûœ˜ƒ∏¸Ñ톿̜±é¸é±Úœˆƒ∏˘Ñ†Ïœ±éé±ÚœÙƒ∏¯Ñ†¿Ïœ¿˘œƒ˚œÒƒê˜Ñí¿Áœ˛ƒ˛œÓƒêˆÑí≤Íœ¸ƒœÏƒêÙÑ톿Ԝ‰ƒêÒцڜ‚ƒêц¿ıœ·ƒêÓÑí¿˘œflƒêÌÑí≤¸œ›ƒúÎÑ톜€ƒ∏ÈÑ∏€ƒ∏ÈÑ∏€ƒ∏ÈÑ∏€ƒ∏ÈÑ∏€ƒ∏ÈѨ€ƒ∏ÈÑꀃ∏ÈÑꀃ∏ÈÑê⁄ƒêÍÑê⁄ƒêÍѨ⁄ƒêÍÑ∏⁄ƒêÍÑ∏⁄ƒêÍÑ∏⁄ƒêÍÑ∏⁄ƒêÍÑú⁄ƒ¨ÍÑê⁄ƒ∏ÍÑê⁄ƒ∏ÍÑê⁄ƒ∏ÍÑêÒƒ„ƒêÂÑêflƒêÂÑêflƒêÂÑêflƒêÂÑêflƒ¨ÂÑêflƒ∏ÂÑêflƒ∏ÂÑúflƒ∏ÂÑ∏flƒ∏ÂÑ∏flƒ∏ÂÑ∏flƒ∏ÂÑ∏flƒ∏ÂÑ∏flƒ∏ÂÑ∏flƒ∏ÂÑ∏fiƒêÊÑ∏fiƒêÊÑ∏fiƒêÊÑúfiƒêÊÑêfiƒêÊÑꇃ∑òÁÑꂃ∑ã˚ÈÑꄃˇœù˘ÎÑêʃ∑©˝œ±é˘ÌÑê˃∑©˘œ±éyq¸ÓÑê̓ß¿ˆœΔqk˙Ñêσß¿ˆœˇƒœ´é¯ÚÑêӃ߿ıœƒ¸œ±é¯ÙÑêÒƒ∑ö¿ıœƒ¯œ±é¯ˆÑêÛƒ∑©ÙœƒÙœ±˜¯Ñêıƒ∑©ıœˇƒÒœ¿ù˜˘Ñ∏¯ƒò©ıœˇƒÌœ¿ù˜˚Ñ∏˙ƒß¿¿ˆœ˛ƒ∏†¿Ìœ¿ù˜˝Ñ∏¸ƒß¿ˆœ˚ƒ∏ÑÑí¿Ìœ±é¯˛Ñ∏ƒƒœö¿ˆœ˘ƒ∏˛Ñí≤Ïœ±é¯í∏Ûœ˜ƒ∏¸Ñ톿̜±é¸é±Úœˆƒ∏˘Ñ†Ïœ±éé±ÚœÙƒ∏¯Ñ†¿Ïœ¿˘œƒ˚œÒƒê˜Ñí¿Áœ˛ƒ˛œÓƒêˆÑí≤Íœ¸ƒœÏƒêÙÑ톿Ԝ‰ƒêÒцڜ‚ƒêц¿ıœ·ƒêÓÑí¿˘œflƒêÌÑí≤¸œ›ƒúÎÑ톜€ƒ∏ÈÑ∏€ƒ∏ÈÑ∏€ƒ∏ÈÑ∏€ƒ∏ÈÑ∏€ƒ∏ÈѨ€ƒ∏ÈÑꀃ∏ÈÑꀃ∏ÈÑê⁄ƒêÍÑê⁄ƒêÍѨ⁄ƒêÍÑ∏⁄ƒêÍÑ∏⁄ƒêÍÑ∏⁄ƒêÍÑ∏⁄ƒêÍÑú⁄ƒ¨ÍÑê⁄ƒ∏ÍÑê⁄ƒ∏ÍÑê⁄ƒ∏ÍÑêÒƒ„ƒêÂÑêflƒêÂÑêflƒêÂÑêflƒêÂÑêflƒ¨ÂÑêflƒ∏ÂÑêflƒ∏ÂÑúflƒ∏ÂÑ∏flƒ∏ÂÑ∏flƒ∏ÂÑ∏flƒ∏ÂÑ∏flƒ∏ÂÑ∏flƒ∏ÂÑ∏flƒ∏ÂÑ∏fiƒêÊÑ∏fiƒêÊÑ∏fiƒêÊÑúfiƒêÊÑêfiƒêÊÑꇃ∑òÁÑꂃ∑ã˚ÈÑꄃˇœù˘ÎÑêʃ∑©˝œ±é˘ÌÑê˃∑©˘œ±éyq¸ÓÑê̓ß¿ˆœΔqk˙Ñêσß¿ˆœˇƒœ´é¯ÚÑêӃ߿ıœƒ¸œ±é¯ÙÑêÒƒ∑ö¿ıœƒ¯œ±é¯ˆÑêÛƒ∑©ÙœƒÙœ±˜¯Ñêıƒ∑©ıœˇƒÒœ¿ù˜˘Ñ∏¯ƒò©ıœˇƒÌœ¿ù˜˚Ñ∏˙ƒß¿¿ˆœ˛ƒ∏†¿Ìœ¿ù˜˝Ñ∏¸ƒß¿ˆœ˚ƒ∏ÑÑí¿Ìœ±é¯˛Ñ∏ƒƒœö¿ˆœ˘ƒ∏˛Ñí≤Ïœ±é¯í∏Ûœ˜ƒ∏¸Ñ톿̜±é¸é±Úœˆƒ∏˘Ñ†Ïœ±éé±ÚœÙƒ∏¯Ñ†¿Ïœ¿˘œƒ˚œÒƒê˜Ñí¿Áœ˛ƒ˛œÓƒêˆÑí≤Íœ¸ƒœÏƒêÙÑ톿Ԝ‰ƒêÒцڜ‚ƒêц¿ıœ·ƒêÓÑí¿˘œflƒêÌÑí≤¸œ›ƒúÎÑ톜€ƒ∏ÈÑ∏€ƒ∏ÈÑ∏€ƒ∏ÈÑ∏€ƒ∏ÈÑ∏€ƒ∏ÈѨ€ƒ∏ÈÑꀃ∏ÈÑꀃ∏ÈÑê⁄ƒêÍÑê⁄ƒêÍѨ⁄ƒêÍÑ∏⁄ƒêÍÑ∏⁄ƒêÍÑ∏⁄ƒêÍÑ∏⁄ƒêÍÑú⁄ƒ¨ÍÑê⁄ƒ∏ÍÑê⁄ƒ∏ÍÑê⁄ƒ∏ÍÑêÒƒ$
  15445.        tile $00000CE4ÚƒêÈÑ∏Òƒê˚ÑÚƒêÈÑúÒƒê˚ÑÚƒêÈÑêÒƒê˚ÑÚƒêÈÑêÒƒê˚ÑÚƒêÈÑêÒƒê˚ÑÚƒêÈѨ҃ê˚ÑÚƒêÈÑ∏Òƒê˚ÑÚƒêÈÑ∏Òƒê˚ÑÚƒêÈÑ∏Úƒ∏˙ÑÚƒêÈÑ∏Úƒ∏˙ÑÚƒêÍÑêÒƒ∏˙ÑÚƒêÍÑêÒƒ∏˙ÑÚƒêÍÑêÒƒ∏˙ÑÚƒêÍÑêÒƒ∏˙ÑÚƒêÈÑ∏Úƒ∏˙ÑÚƒêÈÑ∏Úƒ∏˙ÑÚƒêÈÑ∏Úƒú˙ÑÚƒêÈÑ∏Úƒê˙ÑÚƒêÍÑêÒƒê˙ÑÚƒêÍÑêÒƒê˙ÑÚƒêÍÑêÒƒê˙ÑÛƒ∏ÈÑêÒƒê˙ÑÛƒ∏ÈÑêÒƒê˙ÑÛƒ∏ÈѨ҃ê˙ÑÙƒ∏úÈÑ∏Òƒê˙шƒ∏úÁÑ∏Úƒ∏˘Ñ˜ƒúÂѨڃ∏˘Ñ˘ƒœ¿ëÂÑêÚƒ∏˘Ñ˚ƒ¸œ±ëÁÑêÚƒ∏˘Ñ˝ƒ¯œ•vÈÑêÚƒ∏˘Ñˇƒ˜œƒ±_evÎÑúÚƒ∏˘Ñ˜œ˛ƒ±˛_evÌÑ∏Úƒ∏˘Ñ˘œ¸ƒ±¸_yÓÑ∏Úƒ∫˘Ñ˚œ˙ƒ±¸_yÑ∏Ùƒ∏úíñ˙Ñ˝œ¯ƒ±¸_y˝ÚÑ∏ıƒ¨¸Ññ¸Ñœıƒ±¸_y˚ÙÑ∏˜ƒ¨êıÑÙƒ±¸_y˘}¯Ñꯃ¨êÛÑÙƒ±¸_y˙y_l}˙Ñê˙ƒ∏úÒÑÙƒ±¸_y˙y˛_l}¸Ñ긃∏úÔÑÙƒ±¸_y˙y¸_l}˛Ñê˝ƒ¨ÌÑÛƒq˝_y˘e˚_lêÑÑ∏ƒ¨êÏÑÛƒq˝_y˘e¸_qûƒ¨}†êÍÑÛƒq˝_y˘e˛_qû˝ƒxËÑÛƒq˝_y˘e__û˚ƒxËÑÛƒq˝_y˘eѱ˙ƒxËÑÛƒq˝_y˘•¯ƒxËÑÛƒq˝_y¸ˇÑꘃxËÑÛƒq˝_y˛˝ÑꘃxËÑÛƒq˝_y˙ÑꘃxËÑÛƒq__qûê˙ÑꘃxËÑÛƒˇqûƒƒê˙Ñꯃ±eËÑÛƒ±˝ƒê˙Ñꯃ±lËÑÓƒê˙Ñꯃ±}ËÑÓƒê˙Ñꯃ±}ËÑÓƒê˙Ñú¯ƒ±}ËÑÓƒê˙Ñ∏¯ƒ±}ËÑÓƒê˙Ñ∏¯ƒ±}ËÑÔƒΔ†˙Ñ∏¯ƒ±}ËÑƒ˛œ¿†¸Ñ∏¯ƒ±}ËÑÚƒ˙œ¿†˛Ñ∏˝ƒœ˝ƒ±}ËÑÙƒˆœ≤íÑúƒƒ¸œˇƒ±}ËÑıƒÛœ≤ûÃ˙œƒ±}ËјƒÂœ†ËÑ˘ƒ‚œ¿íÍÑÚƒêÈÑ∏Òƒê˚ÑÚƒêÈÑúÒƒê˚ÑÚƒêÈÑêÒƒê˚ÑÚƒêÈÑêÒƒê˚ÑÚƒêÈÑêÒƒê˚ÑÚƒêÈѨ҃ê˚ÑÚƒêÈÑ∏Òƒê˚ÑÚƒêÈÑ∏Òƒê˚ÑÚƒêÈÑ∏Úƒ∏˙ÑÚƒêÈÑ∏Úƒ∏˙ÑÚƒêÍÑêÒƒ∏˙ÑÚƒêÍÑêÒƒ∏˙ÑÚƒêÍÑêÒƒ∏˙ÑÚƒêÍÑêÒƒ∏˙ÑÚƒêÈÑ∏Úƒ∏˙ÑÚƒêÈÑ∏Úƒ∏˙ÑÚƒêÈÑ∏Úƒú˙ÑÚƒêÈÑ∏Úƒê˙ÑÚƒêÍÑêÒƒê˙ÑÚƒêÍÑêÒƒê˙ÑÚƒêÍÑêÒƒê˙ÑÛƒ∏ÈÑêÒƒê˙ÑÛƒ∏ÈÑêÒƒê˙ÑÛƒ∏ÈѨ҃ê˙ÑÙƒ∏úÈÑ∏Òƒê˙шƒ∏úÁÑ∏Úƒ∏˘Ñ˜ƒúÂѨڃ∏˘Ñ˘ƒœ¿ëÂÑêÚƒ∏˘Ñ˚ƒ¸œ±ëÁÑêÚƒ∏˘Ñ˝ƒ¯œ•vÈÑêÚƒ∏˘Ñˇƒ˜œƒ±_evÎÑúÚƒ∏˘Ñ˜œ˛ƒ±˛_evÌÑ∏Úƒ∏˘Ñ˘œ¸ƒ±¸_yÓÑ∏Úƒ∫˘Ñ˚œ˙ƒ±¸_yÑ∏Ùƒ∏úíñ˙Ñ˝œ¯ƒ±¸_y˝ÚÑ∏ıƒ¨¸Ññ¸Ñœıƒ±¸_y˚ÙÑ∏˜ƒ¨êıÑÙƒ±¸_y˘}¯Ñꯃ¨êÛÑÙƒ±¸_y˙y_l}˙Ñê˙ƒ∏úÒÑÙƒ±¸_y˙y˛_l}¸Ñ긃∏úÔÑÙƒ±¸_y˙y¸_l}˛Ñê˝ƒ¨ÌÑÛƒq˝_y˘e˚_lêÑÑ∏ƒ¨êÏÑÛƒq˝_y˘e¸_qûƒ¨}†êÍÑÛƒq˝_y˘e˛_qû˝ƒxËÑÛƒq˝_y˘e__û˚ƒxËÑÛƒq˝_y˘eѱ˙ƒxËÑÛƒq˝_y˘•¯ƒxËÑÛƒq˝_y¸ˇÑꘃxËÑÛƒq˝_y˛˝ÑꘃxËÑÛƒq˝_y˙ÑꘃxËÑÛƒq__qûê˙ÑꘃxËÑÛƒˇqûƒƒê˙Ñꯃ±eËÑÛƒ±˝ƒê˙Ñꯃ±lËÑÓƒê˙Ñꯃ±}ËÑÓƒê˙Ñꯃ±}ËÑÓƒê˙Ñú¯ƒ±}ËÑÓƒê˙Ñ∏¯ƒ±}ËÑÓƒê˙Ñ∏¯ƒ±}ËÑÔƒΔ†˙Ñ∏¯ƒ±}ËÑƒ˛œ¿†¸Ñ∏¯ƒ±}ËÑÚƒ˙œ¿†˛Ñ∏˝ƒœ˝ƒ±}ËÑÙƒˆœ≤íÑúƒƒ¸œˇƒ±}ËÑıƒÛœ≤ûÃ˙œƒ±}ËјƒÂœ†ËÑ˘ƒ‚œ¿íÍÑÚƒêÈÑ∏Òƒê˚ÑÚƒêÈÑúÒƒê˚ÑÚƒêÈÑêÒƒê˚ÑÚƒêÈÑêÒƒê˚ÑÚƒêÈÑêÒƒê˚ÑÚƒêÈѨ҃ê˚ÑÚƒêÈÑ∏Òƒê˚ÑÚƒêÈÑ∏Òƒê˚ÑÚƒêÈÑ∏Úƒ∏˙ÑÚƒêÈÑ∏Úƒ∏˙ÑÚƒêÍÑêÒƒ∏˙ÑÚƒêÍÑêÒƒ∏˙ÑÚƒêÍÑêÒƒ∏˙ÑÚƒêÍÑêÒƒ∏˙ÑÚƒêÈÑ∏Úƒ∏˙ÑÚƒêÈÑ∏Úƒ∏˙ÑÚƒêÈÑ∏Úƒú˙ÑÚƒêÈÑ∏Úƒê˙ÑÚƒêÍÑêÒƒê˙ÑÚƒêÍÑêÒƒê˙ÑÚƒêÍÑêÒƒê˙ÑÛƒ∏ÈÑêÒƒê˙ÑÛƒ∏ÈÑêÒƒê˙ÑÛƒ∏ÈѨ҃ê˙ÑÙƒ∏úÈÑ∏Òƒê˙шƒ∏úÁÑ∏Úƒ∏˘Ñ˜ƒúÂѨڃ∏˘Ñ˘ƒœ¿ëÂÑêÚƒ∏˘Ñ˚ƒ¸œ±ëÁÑêÚƒ∏˘Ñ˝ƒ¯œ•vÈÑêÚƒ∏˘Ñˇƒ˜œƒ±_evÎÑúÚƒ∏˘Ñ˜œ˛ƒ±˛_evÌÑ∏Úƒ∏˘Ñ˘œ¸ƒ±¸_yÓÑ∏Úƒ∫˘Ñ˚œ˙ƒ±¸_yÑ∏Ùƒ∏úíñ˙Ñ˝œ¯ƒ±¸_y˝ÚÑ∏ıƒ¨¸Ññ¸Ñœıƒ±¸_y˚ÙÑ∏˜ƒ¨êıÑÙƒ±¸_y˘}¯Ñꯃ¨êÛÑÙƒ±¸_y˙y_l}˙Ñê˙ƒ∏úÒÑÙƒ±¸_y˙y˛_l}¸Ñ긃∏úÔÑÙƒ±¸_y˙y¸_l}˛Ñê˝ƒ¨ÌÑÛƒq˝_y˘e˚_lêÑÑ∏ƒ¨êÏÑÛƒq˝_y˘e¸_qûƒ¨}†êÍÑÛƒq˝_y˘e˛_qû˝ƒxËÑÛƒq˝_y˘e__û˚ƒxËÑÛƒq˝_y˘eѱ˙ƒxËÑÛƒq˝_y˘•¯ƒxËÑÛƒq˝_y¸ˇÑꘃxËÑÛƒq˝_y˛˝ÑꘃxËÑÛƒq˝_y˙ÑꘃxËÑÛƒq__qûê˙ÑꘃxËÑÛƒˇqûƒƒê˙Ñꯃ±eËÑÛƒ±˝ƒê˙Ñꯃ±lËÑÓƒê˙Ñꯃ±}ËÑÓƒê˙Ñꯃ±}ËÑÓƒê˙Ñú¯ƒ±}ËÑÓƒê˙Ñ∏¯ƒ±}ËÑÓƒê˙Ñ∏¯ƒ±}ËÑÔƒΔ†˙Ñ∏¯ƒ±}ËÑƒ˛œ¿†¸Ñ∏¯ƒ±}ËÑÚƒ˙œ¿†˛Ñ∏˝ƒœ˝ƒ±}ËÑÙƒˆœ≤íÑúƒƒ¸œˇƒ±}ËÑıƒÛœ≤ûÃ˙œƒ±}ËјƒÂœ†ËÑ˘ƒ‚œ¿íÍÑ$
  15446.        tile $0000015FÅÑÅÑÅÑÅÑÅÑ‚ÑêÚÑ∏ÚÑê‚ѨÚÑ∏ÛÑêƒÛÑêƒÚÑ∏ÚÑ∏ÛÑêƒÛÑúƒÛÑ∏ƒÛÑúƒÛÑúƒÛÑ∏ƒÛÑ∏ƒÙÑꃃÙÑꃃÛÑ∏ƒÛÑ∏ƒÙÑꃃÙÑꃃÅÑÅÑÅÑÅÑÅÑ‚ÑêÚÑ∏ÚÑê‚ѨÚÑ∏ÛÑêƒÛÑêƒÚÑ∏ÚÑ∏ÛÑêƒÛÑúƒÛÑ∏ƒÛÑúƒÛÑúƒÛÑ∏ƒÛÑ∏ƒÙÑꃃÙÑꃃÛÑ∏ƒÛÑ∏ƒÙÑꃃÙÑꃃÅÑÅÑÅÑÅÑÅÑ‚ÑêÚÑ∏ÚÑê‚ѨÚÑ∏ÛÑêƒÛÑêƒÚÑ∏ÚÑ∏ÛÑêƒÛÑúƒÛÑ∏ƒÛÑúƒÛÑúƒÛÑ∏ƒÛÑ∏ƒÙÑꃃÙÑꃃÛÑ∏ƒÛÑ∏ƒÙÑꃃÙÑꃃ$
  15447.        tile $00000AD4̓∏ÍÑê⁄ƒ∏ÈÑ∏€ƒ∏ÈÑ∏€ƒ∏ÈÑ∏⁄ƒêÍÑ∏ÛƒœÈƒêÍÑ∏ıƒ˛œÈƒêÎÑêıƒ˝œÈƒêÎÑꘃ˚œÎƒ∑òÍÑê˘ƒ˘œÏƒ™˛ÎÑê˚ƒ˜œÓƒ™ã˚ÏÑ∏˛ƒ¿ˆœƒ™ã˜ÓÑ∏˛ƒê≤˜œÚƒ™ãÙÔÑ∏˛ƒêÑ톢œÙƒ∑òÒÑ∏˛ƒê˛Ñ†¿˚œˆƒ∑ò˜ù¿ù˙ÚÑ∏˛ƒê¸Ñ≤¸œ˜ƒò˜鱲œ±é˙ÙÑ∏˛ƒê˚Ñ톲œ˘ƒœ¿¯é±˙œù˘ˆÑ¨˛ƒê˘Ñ†¿œ˙ƒ˛œ¿ù¸鱘œ±é˙˜Ñê˛ƒê˜Ñ≤¸ƒ˙œ¢˛ùÛœ±˘˘Ñê˛ƒêˆÑ˛ƒ˙œ±éù¿Òœ¿ù˙˙Ñê˛ƒêˆÑƒ˙œ±éù¿Ìœ±é˙¸Ñê˛ƒ¨ˆÑƒ¸œ¿ùé±Èœù˘˛Ñ¨˛ƒ¨ˆÑƒ˛œ¿ùé±Êœ±é˙ˇÑ∏ƒ∏úıуœ¿ù˛±‚œù˚éѨúÛу±˛ù¿‡œ¿ù鱜≤íÚÑwyù¿‹œˇ¿¸œ≤ÛÑù¿“œ¿†ıÑ¿Œœ≤í˜Ñ¿Ãœ†¯Ñí¿Ãœ≤í¯Ñ≤¿Ãœ≤¯Ñí¿Ãœ¿†¯Ñ≤Àœ≤í˘Ñ†Àœ∫¯Ñ톜œˇƒ∏ˆÑí¿“œ˛ƒ∏ıÑ톑œ˝ƒ∏ÛÑí¿Ÿœ˙ƒ∏ÚÑ톀œ˘ƒ∏Ñ≤¿fiœ¯ƒ∏ÔÑí¿‚œıƒ∏ÌÑ≤¿ÂœÙƒ∏ÑÑÔÑí¿ÁœÛƒ∏ÑÑÌÑ≤¿Ïœƒ∏ÑÑÏÑí̜ԃ∏ÑÑÎÑí≤œÓƒ∏ÑÑÈÑí¿ıœÎƒ∏ÑÑËÑ톘œÍƒ∏ÑÑÊÑí¿˙œÈƒ∏ÑÑÂÑ톲œÂƒêÑ„Ñí¿‰ƒêÑ‚Ñû‰ƒêÑ„Ѩ‰ƒêÑ„Ñ∏‰ƒêÑ„Ñ∏‰ƒêÑ„Ñú‰ƒêÑ„Ñꉃ}„Ñꉃq_„Ñꉃq_‚Ñ∏ƒq_‚Ñ∏ƒq_„Ñꉃû_˛‰Ñꉃ±_˛‰Ñꉃ±_̓∏ÍÑê⁄ƒ∏ÈÑ∏€ƒ∏ÈÑ∏€ƒ∏ÈÑ∏⁄ƒêÍÑ∏ÛƒœÈƒêÍÑ∏ıƒ˛œÈƒêÎÑêıƒ˝œÈƒêÎÑꘃ˚œÎƒ∑òÍÑê˘ƒ˘œÏƒ™˛ÎÑê˚ƒ˜œÓƒ™ã˚ÏÑ∏˛ƒ¿ˆœƒ™ã˜ÓÑ∏˛ƒê≤˜œÚƒ™ãÙÔÑ∏˛ƒêÑ톢œÙƒ∑òÒÑ∏˛ƒê˛Ñ†¿˚œˆƒ∑ò˜ù¿ù˙ÚÑ∏˛ƒê¸Ñ≤¸œ˜ƒò˜鱲œ±é˙ÙÑ∏˛ƒê˚Ñ톲œ˘ƒœ¿¯é±˙œù˘ˆÑ¨˛ƒê˘Ñ†¿œ˙ƒ˛œ¿ù¸鱘œ±é˙˜Ñê˛ƒê˜Ñ≤¸ƒ˙œ¢˛ùÛœ±˘˘Ñê˛ƒêˆÑ˛ƒ˙œ±éù¿Òœ¿ù˙˙Ñê˛ƒêˆÑƒ˙œ±éù¿Ìœ±é˙¸Ñê˛ƒ¨ˆÑƒ¸œ¿ùé±Èœù˘˛Ñ¨˛ƒ¨ˆÑƒ˛œ¿ùé±Êœ±é˙ˇÑ∏ƒ∏úıуœ¿ù˛±‚œù˚éѨúÛу±˛ù¿‡œ¿ù鱜≤íÚÑwyù¿‹œˇ¿¸œ≤ÛÑù¿“œ¿†ıÑ¿Œœ≤í˜Ñ¿Ãœ†¯Ñí¿Ãœ≤í¯Ñ≤¿Ãœ≤¯Ñí¿Ãœ¿†¯Ñ≤Àœ≤í˘Ñ†Àœ∫¯Ñ톜œˇƒ∏ˆÑí¿“œ˛ƒ∏ıÑ톑œ˝ƒ∏ÛÑí¿Ÿœ˙ƒ∏ÚÑ톀œ˘ƒ∏Ñ≤¿fiœ¯ƒ∏ÔÑí¿‚œıƒ∏ÌÑ≤¿ÂœÙƒ∏ÑÑÔÑí¿ÁœÛƒ∏ÑÑÌÑ≤¿Ïœƒ∏ÑÑÏÑí̜ԃ∏ÑÑÎÑí≤œÓƒ∏ÑÑÈÑí¿ıœÎƒ∏ÑÑËÑ톘œÍƒ∏ÑÑÊÑí¿˙œÈƒ∏ÑÑÂÑ톲œÂƒêÑ„Ñí¿‰ƒêÑ‚Ñû‰ƒêÑ„Ѩ‰ƒêÑ„Ñ∏‰ƒêÑ„Ñ∏‰ƒêÑ„Ñú‰ƒêÑ„Ñꉃ}„Ñꉃq_„Ñꉃq_‚Ñ∏ƒq_‚Ñ∏ƒq_„Ñꉃû_˛‰Ñꉃ±_˛‰Ñꉃ±_̓∏ÍÑê⁄ƒ∏ÈÑ∏€ƒ∏ÈÑ∏€ƒ∏ÈÑ∏⁄ƒêÍÑ∏ÛƒœÈƒêÍÑ∏ıƒ˛œÈƒêÎÑêıƒ˝œÈƒêÎÑꘃ˚œÎƒ∑òÍÑê˘ƒ˘œÏƒ™˛ÎÑê˚ƒ˜œÓƒ™ã˚ÏÑ∏˛ƒ¿ˆœƒ™ã˜ÓÑ∏˛ƒê≤˜œÚƒ™ãÙÔÑ∏˛ƒêÑ톢œÙƒ∑òÒÑ∏˛ƒê˛Ñ†¿˚œˆƒ∑ò˜ù¿ù˙ÚÑ∏˛ƒê¸Ñ≤¸œ˜ƒò˜鱲œ±é˙ÙÑ∏˛ƒê˚Ñ톲œ˘ƒœ¿¯é±˙œù˘ˆÑ¨˛ƒê˘Ñ†¿œ˙ƒ˛œ¿ù¸鱘œ±é˙˜Ñê˛ƒê˜Ñ≤¸ƒ˙œ¢˛ùÛœ±˘˘Ñê˛ƒêˆÑ˛ƒ˙œ±éù¿Òœ¿ù˙˙Ñê˛ƒêˆÑƒ˙œ±éù¿Ìœ±é˙¸Ñê˛ƒ¨ˆÑƒ¸œ¿ùé±Èœù˘˛Ñ¨˛ƒ¨ˆÑƒ˛œ¿ùé±Êœ±é˙ˇÑ∏ƒ∏úıуœ¿ù˛±‚œù˚éѨúÛу±˛ù¿‡œ¿ù鱜≤íÚÑwyù¿‹œˇ¿¸œ≤ÛÑù¿“œ¿†ıÑ¿Œœ≤í˜Ñ¿Ãœ†¯Ñí¿Ãœ≤í¯Ñ≤¿Ãœ≤¯Ñí¿Ãœ¿†¯Ñ≤Àœ≤í˘Ñ†Àœ∫¯Ñ톜œˇƒ∏ˆÑí¿“œ˛ƒ∏ıÑ톑œ˝ƒ∏ÛÑí¿Ÿœ˙ƒ∏ÚÑ톀œ˘ƒ∏Ñ≤¿fiœ¯ƒ∏ÔÑí¿‚œıƒ∏ÌÑ≤¿ÂœÙƒ∏ÑÑÔÑí¿ÁœÛƒ∏ÑÑÌÑ≤¿Ïœƒ∏ÑÑÏÑí̜ԃ∏ÑÑÎÑí≤œÓƒ∏ÑÑÈÑí¿ıœÎƒ∏ÑÑËÑ톘œÍƒ∏ÑÑÊÑí¿˙œÈƒ∏ÑÑÂÑ톲œÂƒêÑ„Ñí¿‰ƒêÑ‚Ñû‰ƒêÑ„Ѩ‰ƒêÑ„Ñ∏‰ƒêÑ„Ñ∏‰ƒêÑ„Ñú‰ƒêÑ„Ñꉃ}„Ñꉃq_„Ñꉃq_‚Ñ∏ƒq_‚Ñ∏ƒq_„Ñꉃû_˛‰Ñꉃ±_˛‰Ñꉃ±_$
  15448.        tile $00000885˚ƒ›œ†ÏÑ˝ƒ⁄œ≤íÓÑ˛ƒ◊œ≤íу”œ≤íÚÑ–œ†ÛÑœœ¿†ıÑŒœΔêˆÑœœˇƒêˆÑ–œ˛ƒêˆÑ”œ˚ƒêˆÑ‘œ˙ƒêˆÑ’œ˙ƒ∏ıÑ◊œ¯ƒ∏ıÑŸœˆƒ∏ıÑ€œÙƒ∏ıÑ‹œÛƒ∏ıÑ›œÚƒ∏ıчœÔƒ∏ıÑ톄œÓƒ∏Ûц¿ÊœÌƒ∏ÒÑ≤Ȝ΃úÑ톿ӜȃêÓÑí¿ÒœÁƒêÏÑ≤ۜʃêÎÑ톿˜œÂƒêÈÑí¿˚œ‚ƒ¿†ËÑ≤˝œ·ƒˇœ≤íÈÑ톜‡ƒ˝œ≤íÈÑ∏‡ƒ˚œ†ÍÑ∏‡ƒ˙œ¿†ÏÑ∏‡ƒ¯œ≤íÓÑ∏‡ƒˆœ≤íÑ∏‚ƒÚœÒÑꂃҜÒÑꉃԜÒÑêƒӜÒÑêÁƒÏœÒÑê˃ΜÒÑê̓ȜÒÑê΃˜ÒÑễʜÒÑêÔƒ‰œÒÑêƒ„œÒÑêÚƒ·œÒÑêÛƒ∏†‚œÒÑêÛƒ∏ц¿‰œÒÑêÛƒ∏˛Ñ≤ÂœÒÑêÛƒ¨˝Ñí†ÁœÒÑêÛƒê˚Ñí¿ÈœÒÑêÛƒê˙Ñí≤¿ÎœÒÑêÛƒê˜Ñ†ÏœÒѨۃêˆÑí¿ÔœƒÒÑ∏ÛƒêıÑí≤¿Ûœ˛ƒÒÑ∏ÛƒêÛÑí¿ˆœ¸ƒÒÑ∏ÛƒêÒÑí¿˘œ˚ƒÒÑ∏ÛƒêÑ톿˝œ˘ƒÒÑ∏ÛƒêÓÑí¿˛œ˘ƒ}ÚÑ∏ÛƒêÏÑ≤˜ƒ_l}ÙÑ∏Ùƒ¨ÎÑꘃ˛_vıÑ∏ˆƒ∏úÍÑú˜ƒ˝_l}˜Ñ∏˜ƒ¨ËÑ∏˜ƒ˚_}¯Ñ∏¯ƒúÁѨ˜ƒ˚_y˘Ñ∏˙ƒ¨êÊÑꘃ˚_y˙Ñú˚ƒú‰Ñꘃ˚ƒ›œ†ÏÑ˝ƒ⁄œ≤íÓÑ˛ƒ◊œ≤íу”œ≤íÚÑ–œ†ÛÑœœ¿†ıÑŒœΔêˆÑœœˇƒêˆÑ–œ˛ƒêˆÑ”œ˚ƒêˆÑ‘œ˙ƒêˆÑ’œ˙ƒ∏ıÑ◊œ¯ƒ∏ıÑŸœˆƒ∏ıÑ€œÙƒ∏ıÑ‹œÛƒ∏ıÑ›œÚƒ∏ıчœÔƒ∏ıÑ톄œÓƒ∏Ûц¿ÊœÌƒ∏ÒÑ≤Ȝ΃úÑ톿ӜȃêÓÑí¿ÒœÁƒêÏÑ≤ۜʃêÎÑ톿˜œÂƒêÈÑí¿˚œ‚ƒ¿†ËÑ≤˝œ·ƒˇœ≤íÈÑ톜‡ƒ˝œ≤íÈÑ∏‡ƒ˚œ†ÍÑ∏‡ƒ˙œ¿†ÏÑ∏‡ƒ¯œ≤íÓÑ∏‡ƒˆœ≤íÑ∏‚ƒÚœÒÑꂃҜÒÑꉃԜÒÑêƒӜÒÑêÁƒÏœÒÑê˃ΜÒÑê̓ȜÒÑê΃˜ÒÑễʜÒÑêÔƒ‰œÒÑêƒ„œÒÑêÚƒ·œÒÑêÛƒ∏†‚œÒÑêÛƒ∏ц¿‰œÒÑêÛƒ∏˛Ñ≤ÂœÒÑêÛƒ¨˝Ñí†ÁœÒÑêÛƒê˚Ñí¿ÈœÒÑêÛƒê˙Ñí≤¿ÎœÒÑêÛƒê˜Ñ†ÏœÒѨۃêˆÑí¿ÔœƒÒÑ∏ÛƒêıÑí≤¿Ûœ˛ƒÒÑ∏ÛƒêÛÑí¿ˆœ¸ƒÒÑ∏ÛƒêÒÑí¿˘œ˚ƒÒÑ∏ÛƒêÑ톿˝œ˘ƒÒÑ∏ÛƒêÓÑí¿˛œ˘ƒ}ÚÑ∏ÛƒêÏÑ≤˜ƒ_l}ÙÑ∏Ùƒ¨ÎÑꘃ˛_vıÑ∏ˆƒ∏úÍÑú˜ƒ˝_l}˜Ñ∏˜ƒ¨ËÑ∏˜ƒ˚_}¯Ñ∏¯ƒúÁѨ˜ƒ˚_y˘Ñ∏˙ƒ¨êÊÑꘃ˚_y˙Ñú˚ƒú‰Ñꘃ˚ƒ›œ†ÏÑ˝ƒ⁄œ≤íÓÑ˛ƒ◊œ≤íу”œ≤íÚÑ–œ†ÛÑœœ¿†ıÑŒœΔêˆÑœœˇƒêˆÑ–œ˛ƒêˆÑ”œ˚ƒêˆÑ‘œ˙ƒêˆÑ’œ˙ƒ∏ıÑ◊œ¯ƒ∏ıÑŸœˆƒ∏ıÑ€œÙƒ∏ıÑ‹œÛƒ∏ıÑ›œÚƒ∏ıчœÔƒ∏ıÑ톄œÓƒ∏Ûц¿ÊœÌƒ∏ÒÑ≤Ȝ΃úÑ톿ӜȃêÓÑí¿ÒœÁƒêÏÑ≤ۜʃêÎÑ톿˜œÂƒêÈÑí¿˚œ‚ƒ¿†ËÑ≤˝œ·ƒˇœ≤íÈÑ톜‡ƒ˝œ≤íÈÑ∏‡ƒ˚œ†ÍÑ∏‡ƒ˙œ¿†ÏÑ∏‡ƒ¯œ≤íÓÑ∏‡ƒˆœ≤íÑ∏‚ƒÚœÒÑꂃҜÒÑꉃԜÒÑêƒӜÒÑêÁƒÏœÒÑê˃ΜÒÑê̓ȜÒÑê΃˜ÒÑễʜÒÑêÔƒ‰œÒÑêƒ„œÒÑêÚƒ·œÒÑêÛƒ∏†‚œÒÑêÛƒ∏ц¿‰œÒÑêÛƒ∏˛Ñ≤ÂœÒÑêÛƒ¨˝Ñí†ÁœÒÑêÛƒê˚Ñí¿ÈœÒÑêÛƒê˙Ñí≤¿ÎœÒÑêÛƒê˜Ñ†ÏœÒѨۃêˆÑí¿ÔœƒÒÑ∏ÛƒêıÑí≤¿Ûœ˛ƒÒÑ∏ÛƒêÛÑí¿ˆœ¸ƒÒÑ∏ÛƒêÒÑí¿˘œ˚ƒÒÑ∏ÛƒêÑ톿˝œ˘ƒÒÑ∏ÛƒêÓÑí¿˛œ˘ƒ}ÚÑ∏ÛƒêÏÑ≤˜ƒ_l}ÙÑ∏Ùƒ¨ÎÑꘃ˛_vıÑ∏ˆƒ∏úÍÑú˜ƒ˝_l}˜Ñ∏˜ƒ¨ËÑ∏˜ƒ˚_}¯Ñ∏¯ƒúÁѨ˜ƒ˚_y˘Ñ∏˙ƒ¨êÊÑꘃ˚_y˙Ñú˚ƒú‰Ñꘃ$
  15449.        tile $0000036CÙÑ∏ƒƒÙÑúƒƒÙÑúƒƒÙÑ∏ƒƒÙÑ∏ƒƒıÑê˛ƒıÑê˛ƒÙÑ∏ƒƒıÑê˛ƒıÑê˛ƒıÑú˛ƒıÑ∏˛ƒıÑú˛ƒıÑú˛ƒıÑ∏˛ƒıÑ∏˛ƒˆÑê˝ƒ§˜Ñê˝ƒıÑ∏˛ƒˆÑê˝ƒˆÑê˝ƒˆÑúƒƒœƒˆÑ∏˝ƒˆÑ≤˝ƒˆÑú˝ƒˆÑ∏˝ƒˆÑ∏˝ƒ˜Ñ긃ˆÑ∏˝ƒˆÑ∏˝ƒ˜Ñ긃˜Ñ긃í¯Ñú¸ƒœ¿†˙Ñ∏¸ƒ˛œ≤í¸Ñú˝ƒ˚œ≤í˛Ñú˛ƒ¯œ≤ÑÑ∏ƒıœ¿†∏Œœˇƒıœ˝ƒˆœ¸ƒ˜œ˚ƒ¯œ˙ƒ˙œ¯ƒ˚œ˜ƒ˝œıƒˇœÛƒœÅƒíƒÙÑ∏ƒƒÙÑúƒƒÙÑúƒƒÙÑ∏ƒƒÙÑ∏ƒƒıÑê˛ƒıÑê˛ƒÙÑ∏ƒƒıÑê˛ƒıÑê˛ƒıÑú˛ƒıÑ∏˛ƒıÑú˛ƒıÑú˛ƒıÑ∏˛ƒıÑ∏˛ƒˆÑê˝ƒ§˜Ñê˝ƒıÑ∏˛ƒˆÑê˝ƒˆÑê˝ƒˆÑúƒƒœƒˆÑ∏˝ƒˆÑ≤˝ƒˆÑú˝ƒˆÑ∏˝ƒˆÑ∏˝ƒ˜Ñ긃ˆÑ∏˝ƒˆÑ∏˝ƒ˜Ñ긃˜Ñ긃í¯Ñú¸ƒœ¿†˙Ñ∏¸ƒ˛œ≤í¸Ñú˝ƒ˚œ≤í˛Ñú˛ƒ¯œ≤ÑÑ∏ƒıœ¿†∏Œœˇƒıœ˝ƒˆœ¸ƒ˜œ˚ƒ¯œ˙ƒ˙œ¯ƒ˚œ˜ƒ˝œıƒˇœÛƒœÅƒíƒÙÑ∏ƒƒÙÑúƒƒÙÑúƒƒÙÑ∏ƒƒÙÑ∏ƒƒıÑê˛ƒıÑê˛ƒÙÑ∏ƒƒıÑê˛ƒıÑê˛ƒıÑú˛ƒıÑ∏˛ƒıÑú˛ƒıÑú˛ƒıÑ∏˛ƒıÑ∏˛ƒˆÑê˝ƒ§˜Ñê˝ƒıÑ∏˛ƒˆÑê˝ƒˆÑê˝ƒˆÑúƒƒœƒˆÑ∏˝ƒˆÑ≤˝ƒˆÑú˝ƒˆÑ∏˝ƒˆÑ∏˝ƒ˜Ñ긃ˆÑ∏˝ƒˆÑ∏˝ƒ˜Ñ긃˜Ñ긃í¯Ñú¸ƒœ¿†˙Ñ∏¸ƒ˛œ≤í¸Ñú˝ƒ˚œ≤í˛Ñú˛ƒ¯œ≤ÑÑ∏ƒıœ¿†∏Œœˇƒıœ˝ƒˆœ¸ƒ˜œ˚ƒ¯œ˙ƒ˙œ¯ƒ˚œ˜ƒ˝œıƒˇœÛƒœÅƒíƒ$
  15450.        tile $000002FD˛„Ñ∏ƒ±_˛„Ñ∏ƒ±_˝‰Ñ∏ƒ±_¸ÂѨƒ±_˚ÊÑꉃq˘ËÑú‰ƒq¯ÈÑ∏‰ƒÖ˜ÍÑ∏ʃ™ãÙÏѨÁƒò˝qˆÌÑêȃ™ã˛ye_ky˜}ÔÑê̓œùyk¸_s˘y_lÑê΃˛œ±s˘_s˙y__evÒÑ∏Óƒ¸œƒq¯_k˙e˛_vÚÑ∏Ôƒ¸œˇƒq˜_es¸e˝_lÛÑ∏Òƒ¸œ˝ƒqı_y˝e¸_kɈÑêÒƒ˝œ˚ƒq˛_˛„Ñ∏ƒ±_˛„Ñ∏ƒ±_˝‰Ñ∏ƒ±_¸ÂѨƒ±_˚ÊÑꉃq˘ËÑú‰ƒq¯ÈÑ∏‰ƒÖ˜ÍÑ∏ʃ™ãÙÏѨÁƒò˝qˆÌÑêȃ™ã˛ye_ky˜}ÔÑê̓œùyk¸_s˘y_lÑê΃˛œ±s˘_s˙y__evÒÑ∏Óƒ¸œƒq¯_k˙e˛_vÚÑ∏Ôƒ¸œˇƒq˜_es¸e˝_lÛÑ∏Òƒ¸œ˝ƒqı_y˝e¸_kɈÑêÒƒ˝œ˚ƒq˛_˛„Ñ∏ƒ±_˛„Ñ∏ƒ±_˝‰Ñ∏ƒ±_¸ÂѨƒ±_˚ÊÑꉃq˘ËÑú‰ƒq¯ÈÑ∏‰ƒÖ˜ÍÑ∏ʃ™ãÙÏѨÁƒò˝qˆÌÑêȃ™ã˛ye_ky˜}ÔÑê̓œùyk¸_s˘y_lÑê΃˛œ±s˘_s˙y__evÒÑ∏Óƒ¸œƒq¯_k˙e˛_vÚÑ∏Ôƒ¸œˇƒq˜_es¸e˝_lÛÑ∏Òƒ¸œ˝ƒqı_y˝e¸_kɈÑêÒƒ˝œ˚ƒq˛_$
  15451.        tile $000002B2˚_y˝¸Ñê˝ƒ¨‚Ñ∏˜ƒ˚_y¸˝Ñê˛ƒú·Ñ∏˜ƒ¸_s˘ˇÑꃨê‡Ñ∏˜ƒ˛_ky˜ˇÑêflÑꈃˇ_sÙ›ÑꈃkyÛ‹Ñ∏˜ƒ˛yı‹Ñ∏˜ƒˇs_yˆ‹Ñ∏˜ƒyk__yıfiÑꈃ˝_yÛ‡Ñꈃ˝_yÚ·Ñúˆƒ˝_y„Ñ∏ˆƒ˝_yԉѨˆƒ˝_yÌÊÑꈃ˝_yÌkvËÑꈃ˝_yÌe_lÈѨˆƒ˚_y˝¸Ñê˝ƒ¨‚Ñ∏˜ƒ˚_y¸˝Ñê˛ƒú·Ñ∏˜ƒ¸_s˘ˇÑꃨê‡Ñ∏˜ƒ˛_ky˜ˇÑêflÑꈃˇ_sÙ›ÑꈃkyÛ‹Ñ∏˜ƒ˛yı‹Ñ∏˜ƒˇs_yˆ‹Ñ∏˜ƒyk__yıfiÑꈃ˝_yÛ‡Ñꈃ˝_yÚ·Ñúˆƒ˝_y„Ñ∏ˆƒ˝_yԉѨˆƒ˝_yÌÊÑꈃ˝_yÌkvËÑꈃ˝_yÌe_lÈѨˆƒ˚_y˝¸Ñê˝ƒ¨‚Ñ∏˜ƒ˚_y¸˝Ñê˛ƒú·Ñ∏˜ƒ¸_s˘ˇÑꃨê‡Ñ∏˜ƒ˛_ky˜ˇÑêflÑꈃˇ_sÙ›ÑꈃkyÛ‹Ñ∏˜ƒ˛yı‹Ñ∏˜ƒˇs_yˆ‹Ñ∏˜ƒyk__yıfiÑꈃ˝_yÛ‡Ñꈃ˝_yÚ·Ñúˆƒ˝_y„Ñ∏ˆƒ˝_yԉѨˆƒ˝_yÌÊÑꈃ˝_yÌkvËÑꈃ˝_yÌe_lÈѨˆƒ$
  15452.        tile $0000004EŃ“ƒœÙƒ˛œıƒ˝œˆƒ¸œ¯ƒ˙œ˘ƒ˘œÅƒ“ƒœÙƒ˛œıƒ˝œˆƒ¸œ¯ƒ˙œ˘ƒ˘œÅƒ“ƒœÙƒ˛œıƒ˝œˆƒ¸œ¯ƒ˙œ˘ƒ˘œ$
  15453.        }
  15454.       DefM {
  15455.        tile 1
  15456.        seam 0
  15457.        cnth 25
  15458.        cntv 25
  15459.        flph 0
  15460.        flpv 1
  15461.        rotc 0
  15462.        intp 1
  15463.        invC 0
  15464.        }
  15465.       }
  15466.      }
  15467.     ROBJ {
  15468.      IDEN {
  15469.       REFN 4
  15470.       TIME "12:10:30 PM1476236"
  15471.       }
  15472.      DATA {
  15473.       stor 0
  15474.       w 144
  15475.       h 144
  15476.       dpth 32
  15477.       tils 64,64
  15478.       tdta {
  15479.        tile $000008B5„ƒêÂÑêflƒêÂÑêflƒêÂÑêflƒêÂÑêflƒ¨ÂÑêflƒ∏ÂÑêflƒ∏ÂÑúflƒ∏ÂÑ∏flƒ∏ÂÑ∏flƒ∏ÂÑ∏flƒ∏ÂÑ∏flƒ∏ÂÑ∏flƒ∏ÂÑ∏flƒ∏ÂÑ∏fiƒêÊÑ∏fiƒêÊÑ∏fiƒêÊÑúfiƒêÊÑêfiƒêÊÑꇃ∑òÁÑꂃ∑ã˚ÈÑꄃˇœù˘ÎÑêʃ∑©˝œ±é˘ÌÑê˃∑©˘œ±éyq¸ÓÑê̓ß¿ˆœΔqk˙Ñêσß¿ˆœˇƒœ´é¯ÚÑêӃ߿ıœƒ¸œ±é¯ÙÑêÒƒ∑ö¿ıœƒ¯œ±é¯ˆÑêÛƒ∑©ÙœƒÙœ±˜¯Ñêıƒ∑©ıœˇƒÒœ¿ù˜˘Ñ∏¯ƒò©ıœˇƒÌœ¿ù˜˚Ñ∏˙ƒß¿¿ˆœ˛ƒ∏†¿Ìœ¿ù˜˝Ñ∏¸ƒß¿ˆœ˚ƒ∏ÑÑí¿Ìœ±é¯˛Ñ∏ƒƒœö¿ˆœ˘ƒ∏˛Ñí≤Ïœ±é¯í∏Ûœ˜ƒ∏¸Ñ톿̜±é¸é±Úœˆƒ∏˘Ñ†Ïœ±éé±ÚœÙƒ∏¯Ñ†¿Ïœ¿˘œƒ˚œÒƒê˜Ñí¿Áœ˛ƒ˛œÓƒêˆÑí≤Íœ¸ƒœÏƒêÙÑ톿Ԝ‰ƒêÒцڜ‚ƒêц¿ıœ·ƒêÓÑí¿˘œflƒêÌÑí≤¸œ›ƒúÎÑ톜€ƒ∏ÈÑ∏€ƒ∏ÈÑ∏€ƒ∏ÈÑ∏€ƒ∏ÈÑ∏€ƒ∏ÈѨ€ƒ∏ÈÑꀃ∏ÈÑꀃ∏ÈÑê⁄ƒêÍÑê⁄ƒêÍѨ⁄ƒêÍÑ∏⁄ƒêÍÑ∏⁄ƒêÍÑ∏⁄ƒêÍÑ∏⁄ƒêÍÑú⁄ƒ¨ÍÑê⁄ƒ∏ÍÑê⁄ƒ∏ÍÑê⁄ƒ∏ÍÑêÒƒ„ƒêÂÑêflƒêÂÑêflƒêÂÑêflƒêÂÑêflƒ¨ÂÑêflƒ∏ÂÑêflƒ∏ÂÑúflƒ∏ÂÑ∏flƒ∏ÂÑ∏flƒ∏ÂÑ∏flƒ∏ÂÑ∏flƒ∏ÂÑ∏flƒ∏ÂÑ∏flƒ∏ÂÑ∏fiƒêÊÑ∏fiƒêÊÑ∏fiƒêÊÑúfiƒêÊÑêfiƒêÊÑꇃ∑òÁÑꂃ∑ã˚ÈÑꄃˇœù˘ÎÑêʃ∑©˝œ±é˘ÌÑê˃∑©˘œ±éyq¸ÓÑê̓ß¿ˆœΔqk˙Ñêσß¿ˆœˇƒœ´é¯ÚÑêӃ߿ıœƒ¸œ±é¯ÙÑêÒƒ∑ö¿ıœƒ¯œ±é¯ˆÑêÛƒ∑©ÙœƒÙœ±˜¯Ñêıƒ∑©ıœˇƒÒœ¿ù˜˘Ñ∏¯ƒò©ıœˇƒÌœ¿ù˜˚Ñ∏˙ƒß¿¿ˆœ˛ƒ∏†¿Ìœ¿ù˜˝Ñ∏¸ƒß¿ˆœ˚ƒ∏ÑÑí¿Ìœ±é¯˛Ñ∏ƒƒœö¿ˆœ˘ƒ∏˛Ñí≤Ïœ±é¯í∏Ûœ˜ƒ∏¸Ñ톿̜±é¸é±Úœˆƒ∏˘Ñ†Ïœ±éé±ÚœÙƒ∏¯Ñ†¿Ïœ¿˘œƒ˚œÒƒê˜Ñí¿Áœ˛ƒ˛œÓƒêˆÑí≤Íœ¸ƒœÏƒêÙÑ톿Ԝ‰ƒêÒцڜ‚ƒêц¿ıœ·ƒêÓÑí¿˘œflƒêÌÑí≤¸œ›ƒúÎÑ톜€ƒ∏ÈÑ∏€ƒ∏ÈÑ∏€ƒ∏ÈÑ∏€ƒ∏ÈÑ∏€ƒ∏ÈѨ€ƒ∏ÈÑꀃ∏ÈÑꀃ∏ÈÑê⁄ƒêÍÑê⁄ƒêÍѨ⁄ƒêÍÑ∏⁄ƒêÍÑ∏⁄ƒêÍÑ∏⁄ƒêÍÑ∏⁄ƒêÍÑú⁄ƒ¨ÍÑê⁄ƒ∏ÍÑê⁄ƒ∏ÍÑê⁄ƒ∏ÍÑêÒƒ„ƒêÂÑêflƒêÂÑêflƒêÂÑêflƒêÂÑêflƒ¨ÂÑêflƒ∏ÂÑêflƒ∏ÂÑúflƒ∏ÂÑ∏flƒ∏ÂÑ∏flƒ∏ÂÑ∏flƒ∏ÂÑ∏flƒ∏ÂÑ∏flƒ∏ÂÑ∏flƒ∏ÂÑ∏fiƒêÊÑ∏fiƒêÊÑ∏fiƒêÊÑúfiƒêÊÑêfiƒêÊÑꇃ∑òÁÑꂃ∑ã˚ÈÑꄃˇœù˘ÎÑêʃ∑©˝œ±é˘ÌÑê˃∑©˘œ±éyq¸ÓÑê̓ß¿ˆœΔqk˙Ñêσß¿ˆœˇƒœ´é¯ÚÑêӃ߿ıœƒ¸œ±é¯ÙÑêÒƒ∑ö¿ıœƒ¯œ±é¯ˆÑêÛƒ∑©ÙœƒÙœ±˜¯Ñêıƒ∑©ıœˇƒÒœ¿ù˜˘Ñ∏¯ƒò©ıœˇƒÌœ¿ù˜˚Ñ∏˙ƒß¿¿ˆœ˛ƒ∏†¿Ìœ¿ù˜˝Ñ∏¸ƒß¿ˆœ˚ƒ∏ÑÑí¿Ìœ±é¯˛Ñ∏ƒƒœö¿ˆœ˘ƒ∏˛Ñí≤Ïœ±é¯í∏Ûœ˜ƒ∏¸Ñ톿̜±é¸é±Úœˆƒ∏˘Ñ†Ïœ±éé±ÚœÙƒ∏¯Ñ†¿Ïœ¿˘œƒ˚œÒƒê˜Ñí¿Áœ˛ƒ˛œÓƒêˆÑí≤Íœ¸ƒœÏƒêÙÑ톿Ԝ‰ƒêÒцڜ‚ƒêц¿ıœ·ƒêÓÑí¿˘œflƒêÌÑí≤¸œ›ƒúÎÑ톜€ƒ∏ÈÑ∏€ƒ∏ÈÑ∏€ƒ∏ÈÑ∏€ƒ∏ÈÑ∏€ƒ∏ÈѨ€ƒ∏ÈÑꀃ∏ÈÑꀃ∏ÈÑê⁄ƒêÍÑê⁄ƒêÍѨ⁄ƒêÍÑ∏⁄ƒêÍÑ∏⁄ƒêÍÑ∏⁄ƒêÍÑ∏⁄ƒêÍÑú⁄ƒ¨ÍÑê⁄ƒ∏ÍÑê⁄ƒ∏ÍÑê⁄ƒ∏ÍÑêÒƒ$
  15480.        tile $00000CE4ÚƒêÈÑ∏Òƒê˚ÑÚƒêÈÑúÒƒê˚ÑÚƒêÈÑêÒƒê˚ÑÚƒêÈÑêÒƒê˚ÑÚƒêÈÑêÒƒê˚ÑÚƒêÈѨ҃ê˚ÑÚƒêÈÑ∏Òƒê˚ÑÚƒêÈÑ∏Òƒê˚ÑÚƒêÈÑ∏Úƒ∏˙ÑÚƒêÈÑ∏Úƒ∏˙ÑÚƒêÍÑêÒƒ∏˙ÑÚƒêÍÑêÒƒ∏˙ÑÚƒêÍÑêÒƒ∏˙ÑÚƒêÍÑêÒƒ∏˙ÑÚƒêÈÑ∏Úƒ∏˙ÑÚƒêÈÑ∏Úƒ∏˙ÑÚƒêÈÑ∏Úƒú˙ÑÚƒêÈÑ∏Úƒê˙ÑÚƒêÍÑêÒƒê˙ÑÚƒêÍÑêÒƒê˙ÑÚƒêÍÑêÒƒê˙ÑÛƒ∏ÈÑêÒƒê˙ÑÛƒ∏ÈÑêÒƒê˙ÑÛƒ∏ÈѨ҃ê˙ÑÙƒ∏úÈÑ∏Òƒê˙шƒ∏úÁÑ∏Úƒ∏˘Ñ˜ƒúÂѨڃ∏˘Ñ˘ƒœ¿ëÂÑêÚƒ∏˘Ñ˚ƒ¸œ±ëÁÑêÚƒ∏˘Ñ˝ƒ¯œ•vÈÑêÚƒ∏˘Ñˇƒ˜œƒ±_evÎÑúÚƒ∏˘Ñ˜œ˛ƒ±˛_evÌÑ∏Úƒ∏˘Ñ˘œ¸ƒ±¸_yÓÑ∏Úƒ∫˘Ñ˚œ˙ƒ±¸_yÑ∏Ùƒ∏úíñ˙Ñ˝œ¯ƒ±¸_y˝ÚÑ∏ıƒ¨¸Ññ¸Ñœıƒ±¸_y˚ÙÑ∏˜ƒ¨êıÑÙƒ±¸_y˘}¯Ñꯃ¨êÛÑÙƒ±¸_y˙y_l}˙Ñê˙ƒ∏úÒÑÙƒ±¸_y˙y˛_l}¸Ñ긃∏úÔÑÙƒ±¸_y˙y¸_l}˛Ñê˝ƒ¨ÌÑÛƒq˝_y˘e˚_lêÑÑ∏ƒ¨êÏÑÛƒq˝_y˘e¸_qûƒ¨}†êÍÑÛƒq˝_y˘e˛_qû˝ƒxËÑÛƒq˝_y˘e__û˚ƒxËÑÛƒq˝_y˘eѱ˙ƒxËÑÛƒq˝_y˘•¯ƒxËÑÛƒq˝_y¸ˇÑꘃxËÑÛƒq˝_y˛˝ÑꘃxËÑÛƒq˝_y˙ÑꘃxËÑÛƒq__qûê˙ÑꘃxËÑÛƒˇqûƒƒê˙Ñꯃ±eËÑÛƒ±˝ƒê˙Ñꯃ±lËÑÓƒê˙Ñꯃ±}ËÑÓƒê˙Ñꯃ±}ËÑÓƒê˙Ñú¯ƒ±}ËÑÓƒê˙Ñ∏¯ƒ±}ËÑÓƒê˙Ñ∏¯ƒ±}ËÑÔƒΔ†˙Ñ∏¯ƒ±}ËÑƒ˛œ¿†¸Ñ∏¯ƒ±}ËÑÚƒ˙œ¿†˛Ñ∏˝ƒœ˝ƒ±}ËÑÙƒˆœ≤íÑúƒƒ¸œˇƒ±}ËÑıƒÛœ≤ûÃ˙œƒ±}ËјƒÂœ†ËÑ˘ƒ‚œ¿íÍÑÚƒêÈÑ∏Òƒê˚ÑÚƒêÈÑúÒƒê˚ÑÚƒêÈÑêÒƒê˚ÑÚƒêÈÑêÒƒê˚ÑÚƒêÈÑêÒƒê˚ÑÚƒêÈѨ҃ê˚ÑÚƒêÈÑ∏Òƒê˚ÑÚƒêÈÑ∏Òƒê˚ÑÚƒêÈÑ∏Úƒ∏˙ÑÚƒêÈÑ∏Úƒ∏˙ÑÚƒêÍÑêÒƒ∏˙ÑÚƒêÍÑêÒƒ∏˙ÑÚƒêÍÑêÒƒ∏˙ÑÚƒêÍÑêÒƒ∏˙ÑÚƒêÈÑ∏Úƒ∏˙ÑÚƒêÈÑ∏Úƒ∏˙ÑÚƒêÈÑ∏Úƒú˙ÑÚƒêÈÑ∏Úƒê˙ÑÚƒêÍÑêÒƒê˙ÑÚƒêÍÑêÒƒê˙ÑÚƒêÍÑêÒƒê˙ÑÛƒ∏ÈÑêÒƒê˙ÑÛƒ∏ÈÑêÒƒê˙ÑÛƒ∏ÈѨ҃ê˙ÑÙƒ∏úÈÑ∏Òƒê˙шƒ∏úÁÑ∏Úƒ∏˘Ñ˜ƒúÂѨڃ∏˘Ñ˘ƒœ¿ëÂÑêÚƒ∏˘Ñ˚ƒ¸œ±ëÁÑêÚƒ∏˘Ñ˝ƒ¯œ•vÈÑêÚƒ∏˘Ñˇƒ˜œƒ±_evÎÑúÚƒ∏˘Ñ˜œ˛ƒ±˛_evÌÑ∏Úƒ∏˘Ñ˘œ¸ƒ±¸_yÓÑ∏Úƒ∫˘Ñ˚œ˙ƒ±¸_yÑ∏Ùƒ∏úíñ˙Ñ˝œ¯ƒ±¸_y˝ÚÑ∏ıƒ¨¸Ññ¸Ñœıƒ±¸_y˚ÙÑ∏˜ƒ¨êıÑÙƒ±¸_y˘}¯Ñꯃ¨êÛÑÙƒ±¸_y˙y_l}˙Ñê˙ƒ∏úÒÑÙƒ±¸_y˙y˛_l}¸Ñ긃∏úÔÑÙƒ±¸_y˙y¸_l}˛Ñê˝ƒ¨ÌÑÛƒq˝_y˘e˚_lêÑÑ∏ƒ¨êÏÑÛƒq˝_y˘e¸_qûƒ¨}†êÍÑÛƒq˝_y˘e˛_qû˝ƒxËÑÛƒq˝_y˘e__û˚ƒxËÑÛƒq˝_y˘eѱ˙ƒxËÑÛƒq˝_y˘•¯ƒxËÑÛƒq˝_y¸ˇÑꘃxËÑÛƒq˝_y˛˝ÑꘃxËÑÛƒq˝_y˙ÑꘃxËÑÛƒq__qûê˙ÑꘃxËÑÛƒˇqûƒƒê˙Ñꯃ±eËÑÛƒ±˝ƒê˙Ñꯃ±lËÑÓƒê˙Ñꯃ±}ËÑÓƒê˙Ñꯃ±}ËÑÓƒê˙Ñú¯ƒ±}ËÑÓƒê˙Ñ∏¯ƒ±}ËÑÓƒê˙Ñ∏¯ƒ±}ËÑÔƒΔ†˙Ñ∏¯ƒ±}ËÑƒ˛œ¿†¸Ñ∏¯ƒ±}ËÑÚƒ˙œ¿†˛Ñ∏˝ƒœ˝ƒ±}ËÑÙƒˆœ≤íÑúƒƒ¸œˇƒ±}ËÑıƒÛœ≤ûÃ˙œƒ±}ËјƒÂœ†ËÑ˘ƒ‚œ¿íÍÑÚƒêÈÑ∏Òƒê˚ÑÚƒêÈÑúÒƒê˚ÑÚƒêÈÑêÒƒê˚ÑÚƒêÈÑêÒƒê˚ÑÚƒêÈÑêÒƒê˚ÑÚƒêÈѨ҃ê˚ÑÚƒêÈÑ∏Òƒê˚ÑÚƒêÈÑ∏Òƒê˚ÑÚƒêÈÑ∏Úƒ∏˙ÑÚƒêÈÑ∏Úƒ∏˙ÑÚƒêÍÑêÒƒ∏˙ÑÚƒêÍÑêÒƒ∏˙ÑÚƒêÍÑêÒƒ∏˙ÑÚƒêÍÑêÒƒ∏˙ÑÚƒêÈÑ∏Úƒ∏˙ÑÚƒêÈÑ∏Úƒ∏˙ÑÚƒêÈÑ∏Úƒú˙ÑÚƒêÈÑ∏Úƒê˙ÑÚƒêÍÑêÒƒê˙ÑÚƒêÍÑêÒƒê˙ÑÚƒêÍÑêÒƒê˙ÑÛƒ∏ÈÑêÒƒê˙ÑÛƒ∏ÈÑêÒƒê˙ÑÛƒ∏ÈѨ҃ê˙ÑÙƒ∏úÈÑ∏Òƒê˙шƒ∏úÁÑ∏Úƒ∏˘Ñ˜ƒúÂѨڃ∏˘Ñ˘ƒœ¿ëÂÑêÚƒ∏˘Ñ˚ƒ¸œ±ëÁÑêÚƒ∏˘Ñ˝ƒ¯œ•vÈÑêÚƒ∏˘Ñˇƒ˜œƒ±_evÎÑúÚƒ∏˘Ñ˜œ˛ƒ±˛_evÌÑ∏Úƒ∏˘Ñ˘œ¸ƒ±¸_yÓÑ∏Úƒ∫˘Ñ˚œ˙ƒ±¸_yÑ∏Ùƒ∏úíñ˙Ñ˝œ¯ƒ±¸_y˝ÚÑ∏ıƒ¨¸Ññ¸Ñœıƒ±¸_y˚ÙÑ∏˜ƒ¨êıÑÙƒ±¸_y˘}¯Ñꯃ¨êÛÑÙƒ±¸_y˙y_l}˙Ñê˙ƒ∏úÒÑÙƒ±¸_y˙y˛_l}¸Ñ긃∏úÔÑÙƒ±¸_y˙y¸_l}˛Ñê˝ƒ¨ÌÑÛƒq˝_y˘e˚_lêÑÑ∏ƒ¨êÏÑÛƒq˝_y˘e¸_qûƒ¨}†êÍÑÛƒq˝_y˘e˛_qû˝ƒxËÑÛƒq˝_y˘e__û˚ƒxËÑÛƒq˝_y˘eѱ˙ƒxËÑÛƒq˝_y˘•¯ƒxËÑÛƒq˝_y¸ˇÑꘃxËÑÛƒq˝_y˛˝ÑꘃxËÑÛƒq˝_y˙ÑꘃxËÑÛƒq__qûê˙ÑꘃxËÑÛƒˇqûƒƒê˙Ñꯃ±eËÑÛƒ±˝ƒê˙Ñꯃ±lËÑÓƒê˙Ñꯃ±}ËÑÓƒê˙Ñꯃ±}ËÑÓƒê˙Ñú¯ƒ±}ËÑÓƒê˙Ñ∏¯ƒ±}ËÑÓƒê˙Ñ∏¯ƒ±}ËÑÔƒΔ†˙Ñ∏¯ƒ±}ËÑƒ˛œ¿†¸Ñ∏¯ƒ±}ËÑÚƒ˙œ¿†˛Ñ∏˝ƒœ˝ƒ±}ËÑÙƒˆœ≤íÑúƒƒ¸œˇƒ±}ËÑıƒÛœ≤ûÃ˙œƒ±}ËјƒÂœ†ËÑ˘ƒ‚œ¿íÍÑ$
  15481.        tile $0000015FÅÑÅÑÅÑÅÑÅÑ‚ÑêÚÑ∏ÚÑê‚ѨÚÑ∏ÛÑêƒÛÑêƒÚÑ∏ÚÑ∏ÛÑêƒÛÑúƒÛÑ∏ƒÛÑúƒÛÑúƒÛÑ∏ƒÛÑ∏ƒÙÑꃃÙÑꃃÛÑ∏ƒÛÑ∏ƒÙÑꃃÙÑꃃÅÑÅÑÅÑÅÑÅÑ‚ÑêÚÑ∏ÚÑê‚ѨÚÑ∏ÛÑêƒÛÑêƒÚÑ∏ÚÑ∏ÛÑêƒÛÑúƒÛÑ∏ƒÛÑúƒÛÑúƒÛÑ∏ƒÛÑ∏ƒÙÑꃃÙÑꃃÛÑ∏ƒÛÑ∏ƒÙÑꃃÙÑꃃÅÑÅÑÅÑÅÑÅÑ‚ÑêÚÑ∏ÚÑê‚ѨÚÑ∏ÛÑêƒÛÑêƒÚÑ∏ÚÑ∏ÛÑêƒÛÑúƒÛÑ∏ƒÛÑúƒÛÑúƒÛÑ∏ƒÛÑ∏ƒÙÑꃃÙÑꃃÛÑ∏ƒÛÑ∏ƒÙÑꃃÙÑꃃ$
  15482.        tile $00000AD4̓∏ÍÑê⁄ƒ∏ÈÑ∏€ƒ∏ÈÑ∏€ƒ∏ÈÑ∏⁄ƒêÍÑ∏ÛƒœÈƒêÍÑ∏ıƒ˛œÈƒêÎÑêıƒ˝œÈƒêÎÑꘃ˚œÎƒ∑òÍÑê˘ƒ˘œÏƒ™˛ÎÑê˚ƒ˜œÓƒ™ã˚ÏÑ∏˛ƒ¿ˆœƒ™ã˜ÓÑ∏˛ƒê≤˜œÚƒ™ãÙÔÑ∏˛ƒêÑ톢œÙƒ∑òÒÑ∏˛ƒê˛Ñ†¿˚œˆƒ∑ò˜ù¿ù˙ÚÑ∏˛ƒê¸Ñ≤¸œ˜ƒò˜鱲œ±é˙ÙÑ∏˛ƒê˚Ñ톲œ˘ƒœ¿¯é±˙œù˘ˆÑ¨˛ƒê˘Ñ†¿œ˙ƒ˛œ¿ù¸鱘œ±é˙˜Ñê˛ƒê˜Ñ≤¸ƒ˙œ¢˛ùÛœ±˘˘Ñê˛ƒêˆÑ˛ƒ˙œ±éù¿Òœ¿ù˙˙Ñê˛ƒêˆÑƒ˙œ±éù¿Ìœ±é˙¸Ñê˛ƒ¨ˆÑƒ¸œ¿ùé±Èœù˘˛Ñ¨˛ƒ¨ˆÑƒ˛œ¿ùé±Êœ±é˙ˇÑ∏ƒ∏úıуœ¿ù˛±‚œù˚éѨúÛу±˛ù¿‡œ¿ù鱜≤íÚÑwyù¿‹œˇ¿¸œ≤ÛÑù¿“œ¿†ıÑ¿Œœ≤í˜Ñ¿Ãœ†¯Ñí¿Ãœ≤í¯Ñ≤¿Ãœ≤¯Ñí¿Ãœ¿†¯Ñ≤Àœ≤í˘Ñ†Àœ∫¯Ñ톜œˇƒ∏ˆÑí¿“œ˛ƒ∏ıÑ톑œ˝ƒ∏ÛÑí¿Ÿœ˙ƒ∏ÚÑ톀œ˘ƒ∏Ñ≤¿fiœ¯ƒ∏ÔÑí¿‚œıƒ∏ÌÑ≤¿ÂœÙƒ∏ÑÑÔÑí¿ÁœÛƒ∏ÑÑÌÑ≤¿Ïœƒ∏ÑÑÏÑí̜ԃ∏ÑÑÎÑí≤œÓƒ∏ÑÑÈÑí¿ıœÎƒ∏ÑÑËÑ톘œÍƒ∏ÑÑÊÑí¿˙œÈƒ∏ÑÑÂÑ톲œÂƒêÑ„Ñí¿‰ƒêÑ‚Ñû‰ƒêÑ„Ѩ‰ƒêÑ„Ñ∏‰ƒêÑ„Ñ∏‰ƒêÑ„Ñú‰ƒêÑ„Ñꉃ}„Ñꉃq_„Ñꉃq_‚Ñ∏ƒq_‚Ñ∏ƒq_„Ñꉃû_˛‰Ñꉃ±_˛‰Ñꉃ±_̓∏ÍÑê⁄ƒ∏ÈÑ∏€ƒ∏ÈÑ∏€ƒ∏ÈÑ∏⁄ƒêÍÑ∏ÛƒœÈƒêÍÑ∏ıƒ˛œÈƒêÎÑêıƒ˝œÈƒêÎÑꘃ˚œÎƒ∑òÍÑê˘ƒ˘œÏƒ™˛ÎÑê˚ƒ˜œÓƒ™ã˚ÏÑ∏˛ƒ¿ˆœƒ™ã˜ÓÑ∏˛ƒê≤˜œÚƒ™ãÙÔÑ∏˛ƒêÑ톢œÙƒ∑òÒÑ∏˛ƒê˛Ñ†¿˚œˆƒ∑ò˜ù¿ù˙ÚÑ∏˛ƒê¸Ñ≤¸œ˜ƒò˜鱲œ±é˙ÙÑ∏˛ƒê˚Ñ톲œ˘ƒœ¿¯é±˙œù˘ˆÑ¨˛ƒê˘Ñ†¿œ˙ƒ˛œ¿ù¸鱘œ±é˙˜Ñê˛ƒê˜Ñ≤¸ƒ˙œ¢˛ùÛœ±˘˘Ñê˛ƒêˆÑ˛ƒ˙œ±éù¿Òœ¿ù˙˙Ñê˛ƒêˆÑƒ˙œ±éù¿Ìœ±é˙¸Ñê˛ƒ¨ˆÑƒ¸œ¿ùé±Èœù˘˛Ñ¨˛ƒ¨ˆÑƒ˛œ¿ùé±Êœ±é˙ˇÑ∏ƒ∏úıуœ¿ù˛±‚œù˚éѨúÛу±˛ù¿‡œ¿ù鱜≤íÚÑwyù¿‹œˇ¿¸œ≤ÛÑù¿“œ¿†ıÑ¿Œœ≤í˜Ñ¿Ãœ†¯Ñí¿Ãœ≤í¯Ñ≤¿Ãœ≤¯Ñí¿Ãœ¿†¯Ñ≤Àœ≤í˘Ñ†Àœ∫¯Ñ톜œˇƒ∏ˆÑí¿“œ˛ƒ∏ıÑ톑œ˝ƒ∏ÛÑí¿Ÿœ˙ƒ∏ÚÑ톀œ˘ƒ∏Ñ≤¿fiœ¯ƒ∏ÔÑí¿‚œıƒ∏ÌÑ≤¿ÂœÙƒ∏ÑÑÔÑí¿ÁœÛƒ∏ÑÑÌÑ≤¿Ïœƒ∏ÑÑÏÑí̜ԃ∏ÑÑÎÑí≤œÓƒ∏ÑÑÈÑí¿ıœÎƒ∏ÑÑËÑ톘œÍƒ∏ÑÑÊÑí¿˙œÈƒ∏ÑÑÂÑ톲œÂƒêÑ„Ñí¿‰ƒêÑ‚Ñû‰ƒêÑ„Ѩ‰ƒêÑ„Ñ∏‰ƒêÑ„Ñ∏‰ƒêÑ„Ñú‰ƒêÑ„Ñꉃ}„Ñꉃq_„Ñꉃq_‚Ñ∏ƒq_‚Ñ∏ƒq_„Ñꉃû_˛‰Ñꉃ±_˛‰Ñꉃ±_̓∏ÍÑê⁄ƒ∏ÈÑ∏€ƒ∏ÈÑ∏€ƒ∏ÈÑ∏⁄ƒêÍÑ∏ÛƒœÈƒêÍÑ∏ıƒ˛œÈƒêÎÑêıƒ˝œÈƒêÎÑꘃ˚œÎƒ∑òÍÑê˘ƒ˘œÏƒ™˛ÎÑê˚ƒ˜œÓƒ™ã˚ÏÑ∏˛ƒ¿ˆœƒ™ã˜ÓÑ∏˛ƒê≤˜œÚƒ™ãÙÔÑ∏˛ƒêÑ톢œÙƒ∑òÒÑ∏˛ƒê˛Ñ†¿˚œˆƒ∑ò˜ù¿ù˙ÚÑ∏˛ƒê¸Ñ≤¸œ˜ƒò˜鱲œ±é˙ÙÑ∏˛ƒê˚Ñ톲œ˘ƒœ¿¯é±˙œù˘ˆÑ¨˛ƒê˘Ñ†¿œ˙ƒ˛œ¿ù¸鱘œ±é˙˜Ñê˛ƒê˜Ñ≤¸ƒ˙œ¢˛ùÛœ±˘˘Ñê˛ƒêˆÑ˛ƒ˙œ±éù¿Òœ¿ù˙˙Ñê˛ƒêˆÑƒ˙œ±éù¿Ìœ±é˙¸Ñê˛ƒ¨ˆÑƒ¸œ¿ùé±Èœù˘˛Ñ¨˛ƒ¨ˆÑƒ˛œ¿ùé±Êœ±é˙ˇÑ∏ƒ∏úıуœ¿ù˛±‚œù˚éѨúÛу±˛ù¿‡œ¿ù鱜≤íÚÑwyù¿‹œˇ¿¸œ≤ÛÑù¿“œ¿†ıÑ¿Œœ≤í˜Ñ¿Ãœ†¯Ñí¿Ãœ≤í¯Ñ≤¿Ãœ≤¯Ñí¿Ãœ¿†¯Ñ≤Àœ≤í˘Ñ†Àœ∫¯Ñ톜œˇƒ∏ˆÑí¿“œ˛ƒ∏ıÑ톑œ˝ƒ∏ÛÑí¿Ÿœ˙ƒ∏ÚÑ톀œ˘ƒ∏Ñ≤¿fiœ¯ƒ∏ÔÑí¿‚œıƒ∏ÌÑ≤¿ÂœÙƒ∏ÑÑÔÑí¿ÁœÛƒ∏ÑÑÌÑ≤¿Ïœƒ∏ÑÑÏÑí̜ԃ∏ÑÑÎÑí≤œÓƒ∏ÑÑÈÑí¿ıœÎƒ∏ÑÑËÑ톘œÍƒ∏ÑÑÊÑí¿˙œÈƒ∏ÑÑÂÑ톲œÂƒêÑ„Ñí¿‰ƒêÑ‚Ñû‰ƒêÑ„Ѩ‰ƒêÑ„Ñ∏‰ƒêÑ„Ñ∏‰ƒêÑ„Ñú‰ƒêÑ„Ñꉃ}„Ñꉃq_„Ñꉃq_‚Ñ∏ƒq_‚Ñ∏ƒq_„Ñꉃû_˛‰Ñꉃ±_˛‰Ñꉃ±_$
  15483.        tile $00000885˚ƒ›œ†ÏÑ˝ƒ⁄œ≤íÓÑ˛ƒ◊œ≤íу”œ≤íÚÑ–œ†ÛÑœœ¿†ıÑŒœΔêˆÑœœˇƒêˆÑ–œ˛ƒêˆÑ”œ˚ƒêˆÑ‘œ˙ƒêˆÑ’œ˙ƒ∏ıÑ◊œ¯ƒ∏ıÑŸœˆƒ∏ıÑ€œÙƒ∏ıÑ‹œÛƒ∏ıÑ›œÚƒ∏ıчœÔƒ∏ıÑ톄œÓƒ∏Ûц¿ÊœÌƒ∏ÒÑ≤Ȝ΃úÑ톿ӜȃêÓÑí¿ÒœÁƒêÏÑ≤ۜʃêÎÑ톿˜œÂƒêÈÑí¿˚œ‚ƒ¿†ËÑ≤˝œ·ƒˇœ≤íÈÑ톜‡ƒ˝œ≤íÈÑ∏‡ƒ˚œ†ÍÑ∏‡ƒ˙œ¿†ÏÑ∏‡ƒ¯œ≤íÓÑ∏‡ƒˆœ≤íÑ∏‚ƒÚœÒÑꂃҜÒÑꉃԜÒÑêƒӜÒÑêÁƒÏœÒÑê˃ΜÒÑê̓ȜÒÑê΃˜ÒÑễʜÒÑêÔƒ‰œÒÑêƒ„œÒÑêÚƒ·œÒÑêÛƒ∏†‚œÒÑêÛƒ∏ц¿‰œÒÑêÛƒ∏˛Ñ≤ÂœÒÑêÛƒ¨˝Ñí†ÁœÒÑêÛƒê˚Ñí¿ÈœÒÑêÛƒê˙Ñí≤¿ÎœÒÑêÛƒê˜Ñ†ÏœÒѨۃêˆÑí¿ÔœƒÒÑ∏ÛƒêıÑí≤¿Ûœ˛ƒÒÑ∏ÛƒêÛÑí¿ˆœ¸ƒÒÑ∏ÛƒêÒÑí¿˘œ˚ƒÒÑ∏ÛƒêÑ톿˝œ˘ƒÒÑ∏ÛƒêÓÑí¿˛œ˘ƒ}ÚÑ∏ÛƒêÏÑ≤˜ƒ_l}ÙÑ∏Ùƒ¨ÎÑꘃ˛_vıÑ∏ˆƒ∏úÍÑú˜ƒ˝_l}˜Ñ∏˜ƒ¨ËÑ∏˜ƒ˚_}¯Ñ∏¯ƒúÁѨ˜ƒ˚_y˘Ñ∏˙ƒ¨êÊÑꘃ˚_y˙Ñú˚ƒú‰Ñꘃ˚ƒ›œ†ÏÑ˝ƒ⁄œ≤íÓÑ˛ƒ◊œ≤íу”œ≤íÚÑ–œ†ÛÑœœ¿†ıÑŒœΔêˆÑœœˇƒêˆÑ–œ˛ƒêˆÑ”œ˚ƒêˆÑ‘œ˙ƒêˆÑ’œ˙ƒ∏ıÑ◊œ¯ƒ∏ıÑŸœˆƒ∏ıÑ€œÙƒ∏ıÑ‹œÛƒ∏ıÑ›œÚƒ∏ıчœÔƒ∏ıÑ톄œÓƒ∏Ûц¿ÊœÌƒ∏ÒÑ≤Ȝ΃úÑ톿ӜȃêÓÑí¿ÒœÁƒêÏÑ≤ۜʃêÎÑ톿˜œÂƒêÈÑí¿˚œ‚ƒ¿†ËÑ≤˝œ·ƒˇœ≤íÈÑ톜‡ƒ˝œ≤íÈÑ∏‡ƒ˚œ†ÍÑ∏‡ƒ˙œ¿†ÏÑ∏‡ƒ¯œ≤íÓÑ∏‡ƒˆœ≤íÑ∏‚ƒÚœÒÑꂃҜÒÑꉃԜÒÑêƒӜÒÑêÁƒÏœÒÑê˃ΜÒÑê̓ȜÒÑê΃˜ÒÑễʜÒÑêÔƒ‰œÒÑêƒ„œÒÑêÚƒ·œÒÑêÛƒ∏†‚œÒÑêÛƒ∏ц¿‰œÒÑêÛƒ∏˛Ñ≤ÂœÒÑêÛƒ¨˝Ñí†ÁœÒÑêÛƒê˚Ñí¿ÈœÒÑêÛƒê˙Ñí≤¿ÎœÒÑêÛƒê˜Ñ†ÏœÒѨۃêˆÑí¿ÔœƒÒÑ∏ÛƒêıÑí≤¿Ûœ˛ƒÒÑ∏ÛƒêÛÑí¿ˆœ¸ƒÒÑ∏ÛƒêÒÑí¿˘œ˚ƒÒÑ∏ÛƒêÑ톿˝œ˘ƒÒÑ∏ÛƒêÓÑí¿˛œ˘ƒ}ÚÑ∏ÛƒêÏÑ≤˜ƒ_l}ÙÑ∏Ùƒ¨ÎÑꘃ˛_vıÑ∏ˆƒ∏úÍÑú˜ƒ˝_l}˜Ñ∏˜ƒ¨ËÑ∏˜ƒ˚_}¯Ñ∏¯ƒúÁѨ˜ƒ˚_y˘Ñ∏˙ƒ¨êÊÑꘃ˚_y˙Ñú˚ƒú‰Ñꘃ˚ƒ›œ†ÏÑ˝ƒ⁄œ≤íÓÑ˛ƒ◊œ≤íу”œ≤íÚÑ–œ†ÛÑœœ¿†ıÑŒœΔêˆÑœœˇƒêˆÑ–œ˛ƒêˆÑ”œ˚ƒêˆÑ‘œ˙ƒêˆÑ’œ˙ƒ∏ıÑ◊œ¯ƒ∏ıÑŸœˆƒ∏ıÑ€œÙƒ∏ıÑ‹œÛƒ∏ıÑ›œÚƒ∏ıчœÔƒ∏ıÑ톄œÓƒ∏Ûц¿ÊœÌƒ∏ÒÑ≤Ȝ΃úÑ톿ӜȃêÓÑí¿ÒœÁƒêÏÑ≤ۜʃêÎÑ톿˜œÂƒêÈÑí¿˚œ‚ƒ¿†ËÑ≤˝œ·ƒˇœ≤íÈÑ톜‡ƒ˝œ≤íÈÑ∏‡ƒ˚œ†ÍÑ∏‡ƒ˙œ¿†ÏÑ∏‡ƒ¯œ≤íÓÑ∏‡ƒˆœ≤íÑ∏‚ƒÚœÒÑꂃҜÒÑꉃԜÒÑêƒӜÒÑêÁƒÏœÒÑê˃ΜÒÑê̓ȜÒÑê΃˜ÒÑễʜÒÑêÔƒ‰œÒÑêƒ„œÒÑêÚƒ·œÒÑêÛƒ∏†‚œÒÑêÛƒ∏ц¿‰œÒÑêÛƒ∏˛Ñ≤ÂœÒÑêÛƒ¨˝Ñí†ÁœÒÑêÛƒê˚Ñí¿ÈœÒÑêÛƒê˙Ñí≤¿ÎœÒÑêÛƒê˜Ñ†ÏœÒѨۃêˆÑí¿ÔœƒÒÑ∏ÛƒêıÑí≤¿Ûœ˛ƒÒÑ∏ÛƒêÛÑí¿ˆœ¸ƒÒÑ∏ÛƒêÒÑí¿˘œ˚ƒÒÑ∏ÛƒêÑ톿˝œ˘ƒÒÑ∏ÛƒêÓÑí¿˛œ˘ƒ}ÚÑ∏ÛƒêÏÑ≤˜ƒ_l}ÙÑ∏Ùƒ¨ÎÑꘃ˛_vıÑ∏ˆƒ∏úÍÑú˜ƒ˝_l}˜Ñ∏˜ƒ¨ËÑ∏˜ƒ˚_}¯Ñ∏¯ƒúÁѨ˜ƒ˚_y˘Ñ∏˙ƒ¨êÊÑꘃ˚_y˙Ñú˚ƒú‰Ñꘃ$
  15484.        tile $0000036CÙÑ∏ƒƒÙÑúƒƒÙÑúƒƒÙÑ∏ƒƒÙÑ∏ƒƒıÑê˛ƒıÑê˛ƒÙÑ∏ƒƒıÑê˛ƒıÑê˛ƒıÑú˛ƒıÑ∏˛ƒıÑú˛ƒıÑú˛ƒıÑ∏˛ƒıÑ∏˛ƒˆÑê˝ƒ§˜Ñê˝ƒıÑ∏˛ƒˆÑê˝ƒˆÑê˝ƒˆÑúƒƒœƒˆÑ∏˝ƒˆÑ≤˝ƒˆÑú˝ƒˆÑ∏˝ƒˆÑ∏˝ƒ˜Ñ긃ˆÑ∏˝ƒˆÑ∏˝ƒ˜Ñ긃˜Ñ긃í¯Ñú¸ƒœ¿†˙Ñ∏¸ƒ˛œ≤í¸Ñú˝ƒ˚œ≤í˛Ñú˛ƒ¯œ≤ÑÑ∏ƒıœ¿†∏Œœˇƒıœ˝ƒˆœ¸ƒ˜œ˚ƒ¯œ˙ƒ˙œ¯ƒ˚œ˜ƒ˝œıƒˇœÛƒœÅƒíƒÙÑ∏ƒƒÙÑúƒƒÙÑúƒƒÙÑ∏ƒƒÙÑ∏ƒƒıÑê˛ƒıÑê˛ƒÙÑ∏ƒƒıÑê˛ƒıÑê˛ƒıÑú˛ƒıÑ∏˛ƒıÑú˛ƒıÑú˛ƒıÑ∏˛ƒıÑ∏˛ƒˆÑê˝ƒ§˜Ñê˝ƒıÑ∏˛ƒˆÑê˝ƒˆÑê˝ƒˆÑúƒƒœƒˆÑ∏˝ƒˆÑ≤˝ƒˆÑú˝ƒˆÑ∏˝ƒˆÑ∏˝ƒ˜Ñ긃ˆÑ∏˝ƒˆÑ∏˝ƒ˜Ñ긃˜Ñ긃í¯Ñú¸ƒœ¿†˙Ñ∏¸ƒ˛œ≤í¸Ñú˝ƒ˚œ≤í˛Ñú˛ƒ¯œ≤ÑÑ∏ƒıœ¿†∏Œœˇƒıœ˝ƒˆœ¸ƒ˜œ˚ƒ¯œ˙ƒ˙œ¯ƒ˚œ˜ƒ˝œıƒˇœÛƒœÅƒíƒÙÑ∏ƒƒÙÑúƒƒÙÑúƒƒÙÑ∏ƒƒÙÑ∏ƒƒıÑê˛ƒıÑê˛ƒÙÑ∏ƒƒıÑê˛ƒıÑê˛ƒıÑú˛ƒıÑ∏˛ƒıÑú˛ƒıÑú˛ƒıÑ∏˛ƒıÑ∏˛ƒˆÑê˝ƒ§˜Ñê˝ƒıÑ∏˛ƒˆÑê˝ƒˆÑê˝ƒˆÑúƒƒœƒˆÑ∏˝ƒˆÑ≤˝ƒˆÑú˝ƒˆÑ∏˝ƒˆÑ∏˝ƒ˜Ñ긃ˆÑ∏˝ƒˆÑ∏˝ƒ˜Ñ긃˜Ñ긃í¯Ñú¸ƒœ¿†˙Ñ∏¸ƒ˛œ≤í¸Ñú˝ƒ˚œ≤í˛Ñú˛ƒ¯œ≤ÑÑ∏ƒıœ¿†∏Œœˇƒıœ˝ƒˆœ¸ƒ˜œ˚ƒ¯œ˙ƒ˙œ¯ƒ˚œ˜ƒ˝œıƒˇœÛƒœÅƒíƒ$
  15485.        tile $000002FD˛„Ñ∏ƒ±_˛„Ñ∏ƒ±_˝‰Ñ∏ƒ±_¸ÂѨƒ±_˚ÊÑꉃq˘ËÑú‰ƒq¯ÈÑ∏‰ƒÖ˜ÍÑ∏ʃ™ãÙÏѨÁƒò˝qˆÌÑêȃ™ã˛ye_ky˜}ÔÑê̓œùyk¸_s˘y_lÑê΃˛œ±s˘_s˙y__evÒÑ∏Óƒ¸œƒq¯_k˙e˛_vÚÑ∏Ôƒ¸œˇƒq˜_es¸e˝_lÛÑ∏Òƒ¸œ˝ƒqı_y˝e¸_kɈÑêÒƒ˝œ˚ƒq˛_˛„Ñ∏ƒ±_˛„Ñ∏ƒ±_˝‰Ñ∏ƒ±_¸ÂѨƒ±_˚ÊÑꉃq˘ËÑú‰ƒq¯ÈÑ∏‰ƒÖ˜ÍÑ∏ʃ™ãÙÏѨÁƒò˝qˆÌÑêȃ™ã˛ye_ky˜}ÔÑê̓œùyk¸_s˘y_lÑê΃˛œ±s˘_s˙y__evÒÑ∏Óƒ¸œƒq¯_k˙e˛_vÚÑ∏Ôƒ¸œˇƒq˜_es¸e˝_lÛÑ∏Òƒ¸œ˝ƒqı_y˝e¸_kɈÑêÒƒ˝œ˚ƒq˛_˛„Ñ∏ƒ±_˛„Ñ∏ƒ±_˝‰Ñ∏ƒ±_¸ÂѨƒ±_˚ÊÑꉃq˘ËÑú‰ƒq¯ÈÑ∏‰ƒÖ˜ÍÑ∏ʃ™ãÙÏѨÁƒò˝qˆÌÑêȃ™ã˛ye_ky˜}ÔÑê̓œùyk¸_s˘y_lÑê΃˛œ±s˘_s˙y__evÒÑ∏Óƒ¸œƒq¯_k˙e˛_vÚÑ∏Ôƒ¸œˇƒq˜_es¸e˝_lÛÑ∏Òƒ¸œ˝ƒqı_y˝e¸_kɈÑêÒƒ˝œ˚ƒq˛_$
  15486.        tile $000002B2˚_y˝¸Ñê˝ƒ¨‚Ñ∏˜ƒ˚_y¸˝Ñê˛ƒú·Ñ∏˜ƒ¸_s˘ˇÑꃨê‡Ñ∏˜ƒ˛_ky˜ˇÑêflÑꈃˇ_sÙ›ÑꈃkyÛ‹Ñ∏˜ƒ˛yı‹Ñ∏˜ƒˇs_yˆ‹Ñ∏˜ƒyk__yıfiÑꈃ˝_yÛ‡Ñꈃ˝_yÚ·Ñúˆƒ˝_y„Ñ∏ˆƒ˝_yԉѨˆƒ˝_yÌÊÑꈃ˝_yÌkvËÑꈃ˝_yÌe_lÈѨˆƒ˚_y˝¸Ñê˝ƒ¨‚Ñ∏˜ƒ˚_y¸˝Ñê˛ƒú·Ñ∏˜ƒ¸_s˘ˇÑꃨê‡Ñ∏˜ƒ˛_ky˜ˇÑêflÑꈃˇ_sÙ›ÑꈃkyÛ‹Ñ∏˜ƒ˛yı‹Ñ∏˜ƒˇs_yˆ‹Ñ∏˜ƒyk__yıfiÑꈃ˝_yÛ‡Ñꈃ˝_yÚ·Ñúˆƒ˝_y„Ñ∏ˆƒ˝_yԉѨˆƒ˝_yÌÊÑꈃ˝_yÌkvËÑꈃ˝_yÌe_lÈѨˆƒ˚_y˝¸Ñê˝ƒ¨‚Ñ∏˜ƒ˚_y¸˝Ñê˛ƒú·Ñ∏˜ƒ¸_s˘ˇÑꃨê‡Ñ∏˜ƒ˛_ky˜ˇÑêflÑꈃˇ_sÙ›ÑꈃkyÛ‹Ñ∏˜ƒ˛yı‹Ñ∏˜ƒˇs_yˆ‹Ñ∏˜ƒyk__yıfiÑꈃ˝_yÛ‡Ñꈃ˝_yÚ·Ñúˆƒ˝_y„Ñ∏ˆƒ˝_yԉѨˆƒ˝_yÌÊÑꈃ˝_yÌkvËÑꈃ˝_yÌe_lÈѨˆƒ$
  15487.        tile $0000004EŃ“ƒœÙƒ˛œıƒ˝œˆƒ¸œ¯ƒ˙œ˘ƒ˘œÅƒ“ƒœÙƒ˛œıƒ˝œˆƒ¸œ¯ƒ˙œ˘ƒ˘œÅƒ“ƒœÙƒ˛œıƒ˝œˆƒ¸œ¯ƒ˙œ˘ƒ˘œ$
  15488.        }
  15489.       DefM {
  15490.        tile 1
  15491.        seam 0
  15492.        cnth 25
  15493.        cntv 25
  15494.        flph 0
  15495.        flpv 1
  15496.        rotc 0
  15497.        intp 1
  15498.        invC 0
  15499.        }
  15500.       }
  15501.      }
  15502.     ROBJ {
  15503.      IDEN {
  15504.       REFN 5
  15505.       TIME "12:10:30 PM1476317"
  15506.       }
  15507.      DATA {
  15508.       stor 0
  15509.       w 144
  15510.       h 144
  15511.       dpth 8
  15512.       ctab $00000400ˇˇˇ˛˛˛˝˝˝¸¸¸˚˚˚˙˙˙˘˘˘¯¯¯˜˜˜ˆˆˆıııÙÙÙÛÛÛÚÚÚÒÒÒÔÔÔÓÓÓÌÌÌÏÏÏÎÎÎÍÍÍÈÈÈËËËÁÁÁÊÊʉ‰‰„„„‚‚‚···‡‡‡flflflfififi›››‹‹‹€€€⁄⁄⁄ŸŸŸÿÿÿ◊◊◊÷÷÷’’’‘‘‘”””“““———–––œœœŒŒŒÕÕÕÃÃÃÀÀÀ   ………»»»«««ΔΔΔ≈≈≈ƒƒƒ√√√¬¬¬¡¡¡¿¿¿øøøæææΩΩΩºººªªª∫∫∫πππ∏∏∏∑∑∑∂∂∂µµµ¥¥¥≥≥≥≤≤≤±±±∞∞∞ØØØÆÆÆ≠≠≠¨¨¨´´´™™™©©©®®®ßß߶¶¶•••§§§£££¢¢¢°°°†††üüüûûûùùùúúúõõõöööôôôòòòóóóñññïïïîîîìììíííëëëêêêèèèéééçççåååãããäääâââàààáááÜÜÜÖÖÖÑÑÑÉÉÉÇÇÇÅÅÅÄÄÄ~~~}}}|||{{{zzzyyyxxxwwwvvvuuutttsssrrrqqqpppooonnnmmmlllkkkjjjiiihhhgggfffeeedddcccbbbaaa```___^^^]]]\\\[[[ZZZYYYXXXWWWVVVUUUTTTSSSRRRQQQPPPOOONNNMMMLLLKKKJJJIIIHHHGGGFFFEEEDDDCCCBBBAAA@@@???>>>===<<<;;;:::999888777666555444333222111000///...---,,,+++***)))((('''&&&%%%$$$###"""!!!   
  15513.  
  15514.  
  15515.             $
  15516.       tils 64,64
  15517.       tdta {
  15518.        tile $000002E7„;oÂ{ofl;oÂ{ofl;oÂ{ofl;oÂ{ofl;SÂ{ofl;GÂ{ofl;GÂ{cfl;GÂ{Gfl;GÂ{Gfl;GÂ{Gfl;GÂ{Gfl;GÂ{Gfl;GÂ{Gfl;GÂ{Gfi;oÊ{Gfi;oÊ{Gfi;oÊ{cfi;oÊ{ofi;oÊ{o‡;HgÄÄÁ{o‚;Ht˚ÄÈ{o„;ˇ0b˘ÄÎ{oÊ;HV˝0Nq˘ÄÌ{oË;HV˘0NqÜé¸ÄÓ{oÍ;X?ˆ09éî˙Ä{oÏ;X?ˆ0ˇ;0Tq¯ÄÚ{oÓ;X?ı0;¸0Nq¯ÄÙ{oÒ;He?ı0;¯0Nq¯Äˆ{oÛ;HVÙ0;Ù0N˜Ä¯{oı;HVı0ˇ;Ò0?b˜Ä˘{G¯;gVı0ˇ;Ì0?b˜Ä˚{G˙;X??ˆ0˛;G_?Ì0?b˜Ä˝{G¸;X?ˆ0˚;G{{m?Ì0Nq¯Ä˛{G;;0e?ˆ0˘;G˛{mMÏ0Nq¯ÄmGÛ0˜;G¸{m_?Ì0Nq¸ÄqNÚ0ˆ;G˘{_Ï0NqÄqNÚ0Ù;G¯{_?Ï0?˘0;˚0Ò;o˜{m?Á0˛;˛0Ó;oˆ{mMÍ0¸;0Ï;oÙ{m_?Ô0‰;oÒ{_Ú0‚;o{_?ı0·;oÓ{m?˘0fl;oÌ{mM¸0›;cÎ{m_0€;GÈ{G€;GÈ{G€;GÈ{G€;GÈ{G€;GÈ{S€;GÈ{o€;GÈ{o€;GÈ{o⁄;oÍ{o⁄;oÍ{S⁄;oÍ{G⁄;oÍ{G⁄;oÍ{G⁄;oÍ{G⁄;oÍ{c⁄;SÍ{o⁄;GÍ{o⁄;GÍ{o⁄;GÍ{oÒ;$
  15519.        tile $0000044CÚ;oÈ{GÒ;o˚{Ú;oÈ{cÒ;o˚{Ú;oÈ{oÒ;o˚{Ú;oÈ{oÒ;o˚{Ú;oÈ{oÒ;o˚{Ú;oÈ{SÒ;o˚{Ú;oÈ{GÒ;o˚{Ú;oÈ{GÒ;o˚{Ú;oÈ{GÚ;G˙{Ú;oÈ{GÚ;G˙{Ú;oÍ{oÒ;G˙{Ú;oÍ{oÒ;G˙{Ú;oÍ{oÒ;G˙{Ú;oÍ{oÒ;G˙{Ú;oÈ{GÚ;G˙{Ú;oÈ{GÚ;G˙{Ú;oÈ{GÚ;c˙{Ú;oÈ{GÚ;o˙{Ú;oÍ{oÒ;o˙{Ú;oÍ{oÒ;o˙{Ú;oÍ{oÒ;o˙{Û;GÈ{oÒ;o˙{Û;GÈ{oÒ;o˙{Û;GÈ{SÒ;o˙{Ù;GcÈ{GÒ;o˙{ˆ;GcÁ{GÚ;G˘{˜;cÂ{SÚ;G˘{˘;0?nÂ{oÚ;G˘{˚;¸0NnÁ{oÚ;G˘{˝;¯0ZâÈ{oÚ;G˘{ˇ;˜0;N†öâÎ{cÚ;G˘{˜0˛;N˛†öâÌ{GÚ;G˘{˘0¸;N¸†ÜÓ{GÚ;E˘{˚0˙;N¸†ÜÄÄ{GÙ;Gcmi˙{˝0¯;N¸†Ü˝ÄÚ{Gı;S¸{i¸{0ı;N¸†Ü˚ÄÙ{G˜;Soı{Ù;N¸†Ü˘Äǯ{o¯;SoÛ{Ù;N¸†Ü˙Ä܆ìÇ˙{o˙;GcÒ{Ù;N¸†Ü˙Äܲ†ìǸ{o¸;GcÔ{Ù;N¸†Ü˙Äܸ†ìDz{o˝;SÌ{Û;齆ܢÄö˚†ìo{{G;SoÏ{Û;齆ܢÄö¸†éa;SÇ_oÍ{Û;齆ܢÄö˛†éa˝;áË{Û;齆ܢÄö††a˚;áË{Û;齆ܢÄö{N˙;áË{Û;齆ܢÄZ¯;áË{Û;齆ܸġ{o˜;áË{Û;齆ܲĽ{o˜;áË{Û;齆Ü˙{o˜;áË{Û;醆éao˙{o˜;áË{Û;ˇéa;;o˙{o¯;NöË{Û;N˝;o˙{o¯;NìË{Ó;o˙{o¯;NÇË{Ó;o˙{o¯;NÇË{Ó;o˙{c¯;NÇË{Ó;o˙{G¯;NÇË{Ó;o˙{G¯;NÇË{Ô;9_˙{G¯;NÇË{;˛0?_¸{G¯;NÇË{Ú;˙0?_˛{G˝;0˝;NÇË{Ù;ˆ0Mm{c;;¸0ˇ;NÇË{ı;Û0Ma3˙0;NÇË{˜;Â0_Ë{˘;‚0?mÍ{$
  15520.        tile $00000075Å{Å{Å{Å{Å{‚{oÚ{GÚ{o‚{SÚ{GÛ{o;Û{o;Ú{GÚ{GÛ{o;Û{c;Û{G;Û{c;Û{c;Û{G;Û{G;Ù{o;;Ù{o;;Û{G;Û{G;Ù{o;;Ù{o;;$
  15521.        tile $0000039CÍ;GÍ{o⁄;GÈ{G€;GÈ{G€;GÈ{G⁄;oÍ{GÛ;0È;oÍ{Gı;˛0È;oÎ{oı;˝0È;oÎ{o˜;˚0Î;HgÍ{o˘;˘0Ï;U˛ÄÎ{o˚;˜0Ó;Ut˚ÄÏ{G˛;?ˆ0;Ut˜ÄÓ{G˛;oM˜0Ú;UtÙÄÔ{G˛;o{m_˘0Ù;HgÄÒ{G˛;o˛{_?˚0ˆ;Hg˜Äb?b˙ÄÚ{G˛;o¸{M¸0˜;g˜ÄqN˛0Nq˙ÄÙ{G˛;o˚{m_˛0˘;0?¯ÄqN˙0b˘Äˆ{S˛;o˘{_?0˙;˛0?b¸ÄqN˜0Nq˙Ę{o˛;o˜{M¸;˙0]˛ÄbÛ0N˘Ä˘{o˛;oˆ{˛;˙0NqÄÄb?Ò0?b˙Ä˙{o˛;oˆ{;˙0NqÄÄb?Ì0Nq˙ĸ{o˛;Sˆ{;¸0?bÄÄqNÈ0b˘Ä˛{S˛;Sˆ{;˛0?bÄÄqNÊ0Nq˙ġ{G;Gcı{;0?b˛ÄN‚0b˚Äq{ScÛ{;N˛Äb?‡0?bÄÄqN0MmÚ{àÜÄb?‹0ˇ?¸0MÛ{Äb?“0?_ı{?Œ0Mm˜{?Ã0_¯{m?Ã0Mm¯{M?Ã0M¯{m?Ã0?_¯{MÀ0Mm˘{_À0E¯{m_œ0ˇ;Gˆ{m?“0˛;Gı{m_‘0˝;GÛ{m?Ÿ0˙;GÚ{m_€0˘;G{M?fi0¯;GÔ{m?‚0ı;GÌ{M?Â0Ù;G{{ÄÔ{m?Á0Û;G{{ÄÌ{M?Ï0;G{{ÄÏ{mÌ0Ô;G{{ÄÎ{mM0Ó;G{{ÄÈ{m?ı0Î;G{{ÄË{m_˜0Í;G{{ÄÊ{m?˙0È;G{{ÄÂ{m_˛0Â;o{Ä„{m?‰;o{Ä‚{a‰;o{ÄÄ„{S‰;o{ÄÄ„{G‰;o{ÄÄ„{G‰;o{ÄÄ„{c‰;o{ÄÄ„{o‰;ÄÇÄÄ„{o‰;é†ÄÄ„{o‰;é†ÄÄ‚{GÂ;é†ÄÄ‚{GÂ;é†ÄÄ„{o‰;a†˛Ä‰{o‰;N†˛Ä‰{o‰;N†$
  15522.        tile $000002D7˚;›0_Ï{˝;⁄0MmÓ{˛;◊0Mm{;”0MmÚ{–0_Û{œ0?_ı{Œ09oˆ{œ0ˇ;oˆ{–0˛;oˆ{”0˚;oˆ{‘0˙;oˆ{’0˙;Gı{◊0¯;Gı{Ÿ0ˆ;Gı{€0Ù;Gı{‹0Û;Gı{›0Ú;Gı{‡0Ô;Gı{m_„0Ó;GÛ{_?Ê0Ì;GÒ{MÈ0Î;c{m_?Ó0È;oÓ{m?Ò0Á;oÏ{MÛ0Ê;oÎ{m_?˜0Â;oÈ{m?˚0‚;?_Ë{M˝0·;ˇ0MmÈ{m_0‡;˝0MmÈ{G‡;˚0_Í{G‡;˙0?_Ï{G‡;¯0MmÓ{G‡;ˆ0Mm{G‚;Ú0Ò{o‚;Ò0Ò{o‰;Ô0Ò{oÂ;Ó0Ò{oÁ;Ï0Ò{oË;Î0Ò{oÍ;È0Ò{oÎ;Ë0Ò{oÌ;Ê0Ò{oÔ;‰0Ò{o;„0Ò{oÚ;·0Ò{oÛ;G_‚0Ò{oÛ;G{_?‰0Ò{oÛ;G˛{MÂ0Ò{oÛ;S˝{m_Á0Ò{oÛ;o˚{m?È0Ò{oÛ;o˙{mM?Î0Ò{oÛ;o˜{_Ï0Ò{SÛ;oˆ{m?Ô0;Ò{GÛ;oı{mM?Û0˛;Ò{GÛ;oÛ{m?ˆ0¸;Ò{GÛ;oÒ{m?˘0˚;Ò{GÛ;o{m_?˝0˘;Ò{GÛ;oÓ{m?˛0˘;ÇÚ{GÛ;oÏ{M˜;†ìÇÙ{GÙ;SÎ{o˜;˛†âı{Gˆ;GcÍ{c˜;˝†ìǘ{G˜;SË{G˜;˚†Ç¯{G¯;cÁ{S˜;˚†ÜĢ{G˙;SoÊ{o˜;˚†ÜÄÄ˙{c˚;c‰{o˜;$
  15523.        tile $00000124Ù{G;;Ù{c;;Ù{c;;Ù{G;;Ù{G;;ı{o˛;ı{o˛;Ù{G;;ı{o˛;ı{o˛;ı{c˛;ı{G˛;ı{c˛;ı{c˛;ı{G˛;ı{G˛;ˆ{o˝;[˜{o˝;ı{G˛;ˆ{o˝;ˆ{o˝;ˆ{c;;0;ˆ{G˝;ˆ{M˝;ˆ{c˝;ˆ{G˝;ˆ{G˝;˜{o¸;ˆ{G˝;ˆ{G˝;˜{o¸;˜{o¸;m¯{c¸;0?_˙{G¸;˛0Mm¸{c˝;˚0Mm˛{c˛;¯0M{{G;ı0?_GŒ0ˇ;ı0˝;ˆ0¸;˜0˚;¯0˙;˙0¯;˚0˜;˝0ı;ˇ0Û;0Å;í;$
  15524.        tile $000000FF˛Ä„{GÂ;N†˛Ä„{GÂ;N†˝Ä‰{GÂ;N†¸ÄÂ{SÂ;N†˚ÄÊ{o‰;é˘ÄË{c‰;é¯ÄÈ{G‰;z˜ÄÍ{GÊ;UtÙÄÏ{SÁ;g˝ÄéˆÄÌ{oÈ;Ut˛ÄÜö†îܘÄÇÔ{oÍ;0bÄÄÜå˘Ä܆ì{oÎ;˛0Nå˘†å˙Ä܆†öâÒ{GÓ;¸0;鯆î˙Äö˛†âÚ{GÔ;¸0ˇ;阆öå¸Äö˝†ìÛ{GÒ;¸0˝;éı†Ü˝Äö¸†î|ˆ{oÒ;˝0˚;鲆$
  15525.        tile $000000E6˚†Ü˝Ä¸{o˝;S‚{G˜;˚†Ü¸Ä˝{o˛;c·{G˜;¸†å˘Äˇ{o;So‡{G˜;˛†îÜ˜Äˇ{ofl{oˆ;ˇ†åÙÄ›{oˆ;îÜÛÄ‹{G˜;˛ÄÜıÄ‹{G˜;ˇÄå†ÜˆÄ‹{G˜;ÜÜıÄfi{oˆ;˝†ÜÛć{oˆ;˝†ÜÚÄ·{cˆ;˝†ÜÄ„{Gˆ;˝†ÜÔĉ{Sˆ;˝†ÜÌÄÊ{oˆ;˝†ÜÌÄîâË{oˆ;˝†ÜÌÄö†ìÈ{Sˆ;$
  15526.        tile $0000001AÅ;“;0Ù;˛0ı;˝0ˆ;¸0¯;˙0˘;˘0$
  15527.        }
  15528.       DefM {
  15529.        tile 0
  15530.        seam 0
  15531.        cnth 1
  15532.        cntv 1
  15533.        flph 0
  15534.        flpv 0
  15535.        rotc 0
  15536.        intp 1
  15537.        invC 0
  15538.        }
  15539.       }
  15540.      }
  15541.     }
  15542.    }
  15543.   SUBT {
  15544.    MMAP {
  15545.     }
  15546.    }
  15547.   SUBT {
  15548.    MOVI {
  15549.     }
  15550.    }
  15551.   }
  15552.  TMgr {
  15553.   }
  15554.  }
  15555.