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Text File  |  1996-10-17  |  1MB  |  23,513 lines
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  208.   tile $0000141DÅˇ‘ˇÚ¬ˇÒǡ¬ˇÂ¬ˇÂ√ˇøÂ√ˇøÊ√ˇÿÊ√ˇˇÊ√ˇ’‡√ˇˇ‰ƒˇ±ÁÚ„Δˇ∂ΔˇÔ‚«ˇõ¡Â¸ŸŒ«ˇñ«·˙Ê«ˇó»‚˙«ˇò»„˘„Â…ˇ    · ¢»flË›— Àˇ˝√»√√±±Àˇ˝√ˇ»˛√⁄ˇ§Ø◊Ùˇ¯√‰ˇƨ™ˇÃ˛ˇ’}\ùåÅıˇ√ø“˝√∏√fi͡ØÆÑYXUZWXZ[`ÄmSy±¬x∏‘˜ˇ    ƒΩ‡≤ƒ¡ƒüƒÔˇØÆÑY[VWVXY[\^_`a]Z`][[\ZÜm™‘˘ˇ√¡·√√±√ü√Ôˇ◊Rô|WclZ]__`aa`^˛\ˇZ][\\pZéõ˘ˇ√¬·˝√ü√ÔˇfièfSv∂ü^a^\]][S[\Z^\Wv]ÖR√á√“˘ˇ    √¬±√√Δ√ç√“ˇΩ|üéØØ≠tcc]srëZ__`rRs¢ß˚√˙ˇ¥¸√≠√±√·ˇΩ√√±Ã⁄Ïî°{]ßÄ√ß^^\√£¯√˙ˇ˛√»√√»√√±·ˇfi√√üÃ⁄ÌÀ√√ƒ√√ª±«ƒı√˙ˇ˝√»±˝√·ˇ™Òˇˇ√±ÃŸÏŒ˚√üÙ√“˙ˇ˘√∂√·fi´Òˇ¿ƒƒŒÿÌœ˚√üÙ√
  209. ·ˇÃ†©∂©√√∂˝√ç±√·ø÷Úˇ¨Δ≈Õ”flŒÚ√Ç_|çàkQT^]á√û√√±√´√∏ç±√·üÃÒˇòΔ≈ŒŒ“¿Δ«˜√±√ü√ÇjQU^^]\a°Õé˚√ü÷√√´ÉÃ≤ÚˇùΔ≈ŒŒ“ Δ«˜√ßáNQT^]]˛\pò≤∏≤Ω±˝√zÃ√√±Ω∏ÃÚˇü√πÃŒ“–Δ«˘√åTUO\[[\\[\\]_è√ü¸√¶ùÜÃ¢Ω˛√·Úˇü√™…÷Ì ƒ≈¯√ ßn[ì±XVZ^\\é˛√ü˚√ˇ∑∏Ω˝√·Úˇ·√®»‹ÌŒ±˜√    œóíº∂ìåå许√ü˛√†˙√é√√·Úˇ·√ß»·ÌÕˆ√œ¶¿‰ÏÀ¯√≤√ìSaê√ü˛√£Ñ√√·Úˇˇ·µ«‡ÌÕ˝√·“¸√Ω£¿„ÎÀ˜√¢QgÅ~±ü˛√ÿë≥√·Úˇ    ˇˇÚÔˆ·“·˙ˇ·Ω¢¿„ÎÀ˜√ëUnìöáü√√Õÿù¿√·Ïˇ·˙ˇ    œµµ±√£¿„ÍÀ˜√䪖¨À“ü√√÷÷ü¬√·Êˇˇµ≤˛ôÇñΩ„ÍÀ˜√åΩ‘‚‰—ü√√¬≠¬ΔΔó≠ÌΡüµ˝ô ≤ô≤ôôƒΩ€ÃÆ¢“·˛ˇˇ·√âªÿ·„œ¢√√Øú•úú «‚Óˇ
  210. œÃÇ≤Ãô≤ô≤≤ô˛≤
  211. ô≤ôôÃôôlõœ˛ˇß∑—‰Âª¥√ø©®ØÀúúÕˇœµÇ≤ôÃ≤ô≤≤ÃÃô≤ôÂ≤≤ô≤ÂôÃô²≤ÇúµüˇˇÒ √√·”≤ºΔ±Õˇ'µlôô≤Ãô≤ôÃ≤Ãô≤≤ôÃÃô≤ôÂô≤ôôÃ≤ô≤Ã≤ÃôôÜ≤ê·˝ˇÊÒˇüúÃ≤ô≤ôÃÃôô≤Ãô≤≤ôôÃ≤˛ôˇÃ≤Ãô≤ôÃô≤ôÃÃô≤≤Ã≤≤ÜúµµÒˇ3µÇ≤≤Ãôô≤≤Âô≤ô≤Ã≤Âô≤ôÃÃ≤ô≤Ã≤Ã≤≤ôÂ≤≤ÃôÃ≤Ã≤Ã≤Ã≤ôô≤ÃǵµœıˇˇÃˇôÃˇ≤≤ÃÃô≤≤ô≤≤ÃôÂ≤≤ôÃÃ≤≤ôÃôÃ˛ôÃ≤≤ôô≤≤Ã˛ôÃô≤ô≤ÂœÙˇ≤Ã˛ô    ÃôÃ≤≤ôÂ≤Ã≤˛ôˇôÃÃ≤ôÃÃôÃ≤Ã≤ÂôÃ≤Ã≤Ã˝≤ÂôÃôÃúœÚˇ≤ôô˛≤(ô≤Ã≤ÂôÃ≤ÃÃ≤≤Ãô≤ôÃ≤ôÂô≤≤Ãô≤≤Ã≤ÂÃÃ≤Ã≤Ã≤Ã≤≤œˇ-ÃôÃ≤ôôÂ≤ˇ≤Ãô≤ÃÃ≤Â≤ÂÃÃ≤≤Ã≤Ã≤ˇôÃôÃôÂ≤Ã≤Ã≤ÂÃÃ≤õœÔˇô˝Ãˇ≤Ãô≤ÃÃôÃ≤ÃôÃôÂÃÃ≤ÃôÃ≤Ã≤Ã≤Ã˛≤ÃôÂ≤Ã≤ÃÃœÌˇüµµ≤Ã≤Ãô≤ÃÃ≤Â≤≤˝Ã˛≤ˇÃ˛≤ÃôÃ≤≤Ã˛≤Ã≤ÃÃúœËˇüµµô˛≤Ã≤ø≤Ã≤Ã≤Â≤Ã≤˛Ã
  212. ≤Ã≤ÂôÂ≤ÂôÂœ„ˇ œÂú≤ÃÃ≤Ã≤Â≤Â≤˝ÃÂôÃ≤Â≤Ã˝≤Â≤µœflˇœˇú˚ÃÂôÃô˛Ã≤˛Ãˇ≤Ã≤ÃÃÂœ⁄ˇœˇÜÃ≤ÃÃÂô˛Ã≤Â≤˛ÃÂÃÂÇœ’ˇœµÜÃÃÂÃÃô˛Ã≤ÃÃ≤Âœ–ˇœµÜ¯ÃˇœÃˇœµúÃ≤Â≤ÂœflˇÅˇ‘ˇÏ¬ˇÎǡŸ¬ˇŸ¬ˇŸ√ˇ∑Ÿ√ˇ∑⁄√ˇÕ⁄√ˇˇ⁄√ˇ√Õ√ˇˇÿƒˇúÕfi–Δˇ≠Ø’Ï”‚«ˇõºÿ˜ŸŒ«ˇñ«·˙Ê«ˇó»‚˙«ˇò»„˘„Â…ˇ    · ¢»flË›— Àˇ˝√»√√±±Àˇ˝√ˇ»˛√⁄ˇ´∏€Ùˇ¯√‰ˇ∑¥≤ˇœ˛ˇŸàm±†éıˇ√ø“˝√∏√fi͡π∑ëjifkgikmsçcܪÃÖ¬ÿ˜ˇ    ƒΩ‡Æƒ¡ƒüƒÔˇπ∑ëkmghgiklnpqssolspmmnlô≥ÿ˘ˇ√¡·√√±√ü√Ôˇ€b¢âhvkoqrsstrpmnnlkomnn}ló£˘ˇ√¬·˝√ü√Ôˇfiíxcâ ≥pspnopmcmnkpnhÉoåb√é√“˘ˇ    √¬±√√Δ√ç√“ˇΩÉ≤ó∏≠∑ÄutpÄyòl˛rbÄ•´˚√˙ˇ¥¸√≠√±√·ˇΩ√√±Ã⁄Ïò¥éo´Ü√´ppn√¶¯√˙ˇ˛√»√√»√√±·ˇfi√√üÃ⁄ÌÀ√√ƒ√√ª±«ƒı√˙ˇ˝√»±˝√·ˇ≤Òˇˇ√±ÃŸÏŒ˚√üÙ√“˙ˇ˘√∂√·fi≥Òˇ¿ƒƒŒÿÌœ˚√üÙ√
  213. ·ˇœ¶≤∫≠√√∂˝√ï±√·ø÷Úˇ¨Δ≈Õ”flŒÚ√àiÇïêvaeppê√ß√√±√´√∏ï±√·üÃÒˇòΔ≈ŒŒ“¿Δ«˜√±√¢√àu`eppoon•Õì˚√ü÷√√´ÉÃ≤ÚˇùΔ≈ŒŒ“ Δ«˜√´è]`eppoonm}ù≤∏≤Ω±˝√zÃ√√±Ω∏ÃÚˇü√πÃŒ“–Δ«˘√îef_nmmnnmnnorò√ü¸√¶ùÜÃ¢Ω˛√·Úˇü√™…÷Ì ƒ≈¯√ ´{mß≈iglpnmó˛√ü˚√ˇ∑∏Ω˝√·Úˇ·√®»‹ÌŒ±˜√    œõõΔ¿úîîó¨¸√ü˛√†˙√é√√·Úˇ·√ß»·ÌÕˆ√œ¶¿‰ÏÀ¯√≤√ódsô√ü˛√¶Ñ√√·Úˇˇ·µ«‡ÌÕ˝√·“¸√Ω£¿„ÎÀ˜√•`{ïí±ü˛√ÿë≥√·Úˇ    ˇˇÚÔˆ·“·˙ˇ·Ω¢¿„ÎÀ˜√îfÅßÆïü√√Õÿù¿√·Ïˇ·˙ˇ    œ¬¬±√£¿„ÍÀ˜√䪖≤Õ“ü√√÷÷ü¬√·Êˇˇ¬ÿ˛Ã©£Ω„ÍÀ˜√åΩ‘‚‰—ü√√¬≠¬ΔΔó≠ÌΡü¬˝Ã ÿÃÿÃ×◊Ëÿ«¢“·˛ˇˇ·√âªÿ·„œ¢√√Øú•úú «‚Óˇ
  214. œÂ©ÿÂÃÿÃÿÿÃ˛ÿ
  215. ÃÿÃÃÂÃÃܬœ˛ˇß∑—‰Âª¥√ø©®ØÀúúÕˇœ¬©ÿÃÂÿÃÿÿÂÂÃÿÃÚÿÿÃÿÚÃÂÃÚ˛ÿ©µ¬üˇˇÒ √√·”≤ºΔ±Õˇ'¬ÜÃÃÿÂÃÿÃÂÿÂÃÿÿÃÂÂÃÿÃÚÃÿÃÃÂÿÃÿÂÿÂÃÃíÿê·˝ˇÊÒˇüµÂÿÃÿÃÂÂÃÃÿÂÃÿÿÃÃÂÿ˛ÃˇÂÿÂÃÿÃÂÃÿÃÂÂÃÿÿÂÿÿíµ¬¬Òˇ3¬©ÿÿÂÃÃÿÿÚÃÿÃÿÂÿÚÃÿÃÂÂÿÃÿÂÿÂÿÿÃÚÿÿÂÃÂÿÂÿÂÿÂÿÃÃÿ©¬¬œıˇˇÂˇÃ¡ÿÿÂÂÃÿÿÃÿÿÂÃÚÿÿÃÂÂÿÿÃÂòÃÂÿÿÃÃÿÿ²ÃÂÃÿÃÿÚœÙˇÿÂ˛Ã    ÂÃÂÿÿÃÚÿÂÿ˛ÃˇÃÂÂÿÃÂÂÃÂÿÂÿÚÃÂÿÂÿ½ÿÚÃÂõœÚˇÿÃÃ˛ÿ(ÃÿÂÿÚÃÂÿÂÂÿÿÂÃÿÃÂÿÃÚÃÿÿÂÃÿÿÂÿÚÂÂÿÂÿÂÿÂÿÿœˇ-ÂÃÂÿÃÃÚÿˇÿÂÃÿÂÂÿÚÿÚÂÂÿÿÂÿÂÿˇÃÂÃÂÃÚÿÂÿÂÿÚÂÂÿ¬œÔˇÃ˝ÂˇÿÂÃÿÂÂÃÂÿÂÃÂÃÚÂÂÿÂÃÂÿÂÿÂÿ²ÿÂÃÚÿÂÿÂÂœÌˇü¬¬ÿÂÿÂÃÿÂÂÿÚÿÿ˝Â˛ÿˇÂ˛ÿÂÃÂÿÿ²ÿÂÿµœËˇü¬¬Ã˛ÿÂÿ¸ÿÂÿÂÿÚÿÂÿ˛Â
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  217. ÷Qú|UakX\]^˛_^\˛ZYX[˛ZqYëú˘ˇ…»‰˝…§…ÔˇflìdQt¥ù\_\Z[\ZQYZY\ZVv[áQ…â…÷˘ˇ    …»∂……Ã…ë…‘ˇø`ùê∞xØtaa\ttîY˛^sPs¶´˚…˙ˇπ¸…≤…∂…‰ˇø……∂“‡Ûzüy\´É…´\\Z…߯…˙ˇ˛…Œ……Œ……∂‰ˇfl……§“‡Û—…… ……¿∂àı…˙ˇ˝…Œ∂˝…‰ˇ™Òˇˇ…∂“flÚ‘˚…§Ù…÷˙ˇ˘…ª…‰fl™ÒˇΔ  ‘flÛ’˚…§Ù…
  218. ‰ˇÃü©∂¨Ò……º˝…è∂…‰≈‹ÒÚˇ±ÃÀ”ŸÂ”Ú…Ñ`èãkPS\\â…ü……∂…∞…æè∂…‰§“ÒˇúÃÀ‘‘ÿ≈ÃØ…∂…§…ÑjOS\\[[`§”ë˚…§‹……∞Ü“¥Úˇ°ÃÀ”‘ÿ–ÃØ…´âLOS\\[[ZZpõ∑Ω∂√∂˝…}“……∂¬Ω–Úˇ§…æ“‘ÿ÷ÃÃ˘…éSTN[ZY[˛Zˇ[^ë…§¸…™†ä—¶√˛…‰Úˇ§…Øœ‹Û–  ¯… ´oZëØVUX\[Zê˛…§˚…ˇºΩ¬˝…‰Úˇ‰…ÆŒ‚Û‘∂˜…    ’öîæ∏ïéé머…§˛…•˙…ë……‰Úˇ‰…¨ÕËÛ”ˆ…’´ΔÍÚ—˝…»˝…∑…óR`í…§˛…®à……‰Úˇˇ‰πÕÊÛ”˝…‰÷¸…¬®ΔÈÚ—˜…¶Of|∂§˛…fiïπ…‰Úˇ    ÒˇˇÙÚ˘‰÷‰Ò˙ˇ‰¬ßΔÈÒ—˜…ïSmëòᧅ…”›°Δ…‰Ïˇ‰˙ˇ    œ¬¬¥…®ΔÈÒ—˜…é¿÷Øœÿ§……‹‹£»…‰Êˇˇ¬ÿ˛Ã©¶√ÈÒ—˜…ê√⁄ËÍ◊§……«±»ÃÃõ≤ÓΡü¬˝Ã ÿÃÿÃÑ⁄΀ ¶÷‰˛ˇˇ‰…ç¿fiÁÈ’ß……≤úßúú–ÕÂÓˇ
  219. œÂ©ÿÂÃÿÃÿÿÃ˛ÿ
  220. ÃÿÃÃÂÃÃܬœ˛ˇ™º◊Íο∫…≈≠´≥—úúÕˇœ¬©ÿÃÂÿÃÿÿÂÂÃÿÃÚÿÿÃÿÚÃÂÃÚ˛ÿ©µ¬üˇˇÙÕ……‰◊¥¿Ã¥Õˇ'¬ÜÃÃÿÂÃÿÃÂÿÂÃÿÿÃÂÂÃÿÃÚÃÿÃÃÂÿÃÿÂÿÂÃÃíÿí‰Ò˝ˇÊÒˇüµÂÿÃÿÃÂÂÃÃÿÂÃÿÿÃÃÂÿ˛ÃˇÂÿÂÃÿÃÂÃÿÃÂÂÃÿÿÂÿÿíµ¬¬Òˇ3¬©ÿÿÂÃÃÿÿÚÃÿÃÿÂÿÚÃÿÃÂÂÿÃÿÂÿÂÿÿÃÚÿÿÂÃÂÿÂÿÂÿÂÿÃÃÿ©¬¬œıˇˇÂˇÃ¡ÿÿÂÂÃÿÿÃÿÿÂÃÚÿÿÃÂÂÿÿÃÂòÃÂÿÿÃÃÿÿ²ÃÂÃÿÃÿÚœÙˇÿÂ˛Ã    ÂÃÂÿÿÃÚÿÂÿ˛ÃˇÃÂÂÿÃÂÂÃÂÿÂÿÚÃÂÿÂÿ½ÿÚÃÂõœÚˇÿÃÃ˛ÿ(ÃÿÂÿÚÃÂÿÂÂÿÿÂÃÿÃÂÿÃÚÃÿÿÂÃÿÿÂÿÚÂÂÿÂÿÂÿÂÿÿœˇ-ÂÃÂÿÃÃÚÿˇÿÂÃÿÂÂÿÚÿÚÂÂÿÿÂÿÂÿˇÃÂÃÂÃÚÿÂÿÂÿÚÂÂÿ¬œÔˇÃ˝ÂˇÿÂÃÿÂÂÃÂÿÂÃÂÃÚÂÂÿÂÃÂÿÂÿÂÿ²ÿÂÃÚÿÂÿÂÂœÌˇü¬¬ÿÂÿÂÃÿÂÂÿÚÿÿ˝Â˛ÿˇÂ˛ÿÂÃÂÿÿ²ÿÂÿµœËˇü¬¬Ã˛ÿÂÿ¸ÿÂÿÂÿÚÿÂÿ˛Â
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  745.         tile $00000040ÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅ$
  746.         tile $00000040ÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅ$
  747.         tile $00000040ÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅ$
  748.         tile $00000040ÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅ$
  749.         tile $00000040ÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅ$
  750.         tile $00000040ÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅ$
  751.         tile $00000040ÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅ$
  752.         tile $00000040ÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅ$
  753.         tile $00000040ÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅ$
  754.         tile $00000040ÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅ$
  755.         tile $00000040ÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅ$
  756.         tile $00000040ÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅ$
  757.         tile $00000040ÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅ$
  758.         }
  759.        }
  760.       }
  761.      srgn {
  762.       uvsp 0
  763.       aexp 1
  764.       bbox 9.38315,0,10.42577,2.74979
  765.       mbox 9.38315,0,10.42577,2.74979
  766.       shdr {
  767.        scmp {
  768.         prkd 1
  769.         ssub {
  770.          smix {
  771.           prkd 1
  772.           ssub {
  773.            sclr {
  774.             prkd 1
  775.             colr 0.99823,0.79453,0
  776.             }
  777.            sclr {
  778.             prkd 1
  779.             colr 0,0,0
  780.             }
  781.            swir {
  782.             NBH 1
  783.             NBV 1
  784.             DNSH 0
  785.             DNSV 0.84726
  786.             GS 1
  787.             prkd 1
  788.             }
  789.            }
  790.           }
  791.          sval {
  792.           prkd 1
  793.           Val 0.5
  794.           }
  795.          sval {
  796.           prkd 1
  797.           Val 0.5
  798.           }
  799.          sval {
  800.           prkd 1
  801.           Val 0
  802.           }
  803.          sval {
  804.           prkd 1
  805.           Val 0
  806.           }
  807.          sval {
  808.           prkd 1
  809.           Val 0
  810.           }
  811.          sval {
  812.           prkd 1
  813.           Val 0
  814.           }
  815.          void {
  816.           }
  817.          }
  818.         }
  819.        }
  820.       opac 1
  821.       mask {
  822.        stor 0
  823.        w 704
  824.        h 64
  825.        dpth 8
  826.        ctab $00000400ˇˇˇ˛˛˛˝˝˝¸¸¸˚˚˚˙˙˙˘˘˘¯¯¯˜˜˜ˆˆˆıııÙÙÙÛÛÛÚÚÚÒÒÒÔÔÔÓÓÓÌÌÌÏÏÏÎÎÎÍÍÍÈÈÈËËËÁÁÁÊÊʉ‰‰„„„‚‚‚···‡‡‡flflflfififi›››‹‹‹€€€⁄⁄⁄ŸŸŸÿÿÿ◊◊◊÷÷÷’’’‘‘‘”””“““———–––œœœŒŒŒÕÕÕÃÃÃÀÀÀ   ………»»»«««ΔΔΔ≈≈≈ƒƒƒ√√√¬¬¬¡¡¡¿¿¿øøøæææΩΩΩºººªªª∫∫∫πππ∏∏∏∑∑∑∂∂∂µµµ¥¥¥≥≥≥≤≤≤±±±∞∞∞ØØØÆÆÆ≠≠≠¨¨¨´´´™™™©©©®®®ßß߶¶¶•••§§§£££¢¢¢°°°†††üüüûûûùùùúúúõõõöööôôôòòòóóóñññïïïîîîìììíííëëëêêêèèèéééçççåååãããäääâââàààáááÜÜÜÖÖÖÑÑÑÉÉÉÇÇÇÅÅÅÄÄÄ~~~}}}|||{{{zzzyyyxxxwwwvvvuuutttsssrrrqqqpppooonnnmmmlllkkkjjjiiihhhgggfffeeedddcccbbbaaa```___^^^]]]\\\[[[ZZZYYYXXXWWWVVVUUUTTTSSSRRRQQQPPPOOONNNMMMLLLKKKJJJIIIHHHGGGFFFEEEDDDCCCBBBAAA@@@???>>>===<<<;;;:::999888777666555444333222111000///...---,,,+++***)))((('''&&&%%%$$$###"""!!!   
  827.  
  828.  
  829.             $
  830.        tils 64,64
  831.        tdta {
  832.         tile $0000012AÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅ’ $0:DMU\bgkmopomkgb€%7HXhwÖ솴∂¿»–÷⁄fi‡·‡fi⁄÷–fi 2G[pÉ󙺌flÔÒˇ‡
  833.     !8Pg~ï´¬ÿÌÌˇ·    '?Xqâ¢∫”ÎΡ·    1Jc|ïÆ»·˙Ρ·    '?Xqâ¢∫”ÎΡ‡
  834.     !8Pg~ï´¬ÿÌÌˇfi 2G[pÉó´¬ÿÌˇ€ 2G[pÉ󙺌flÔÙˇÿ%7HXhwÖ솴ºŒflÔ˙ˇ“ %7H[pÉ󙺌flÔ˛ˇŒ %7HXhwÖ솴∂» $0:DMÅÅÅÅÅ$
  835.         tile $000001A6ÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅ\UMD:0$  »¿∂´†ìÖwhb\UMD:0$ ‘¸ˇÔfl⁄÷–»¿∂´†ìÖwhXH7%⁄ÚˇÔflŒº™óÉpopomkgb\UMD:0$ ËÓˇ̇·‡‡·‡fi⁄÷–»¿∂´†ìÖwhXH7%Ófiˇ ÔflŒº™óÉp[G2 Ò⁄ˇÌÿ¬´†ìÖwmopomkgb\UMD:0$ ’ˇÔ·‡fi‡·‡fi⁄÷–»¿∂´†ìÖwm≈ˇÔ·‡fiÅˇ¡ˇ    ¿»œ÷⁄fi‡·‡ÌÀˇU\bgkmpÉ󙺌flÔœˇ˝%7HXhwÖ솴∂¿»œ÷⁄fi‡·‡Ô‹ˇ˜  $0:DMU\bgkmowÖ솴∂¿»œ÷⁄fi‡·‡fi‡·ÔÏˇÍ $0:DMU\bgkmopomwÖ솴∂¿ŒflÔÛˇ⁄ $0:HXhwÖ솴∂¿»œ÷⁄fi‡·‡fi⁄” $0:DMU\bgkmopomkÅÅ¡$
  836.         tile $0000015BÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÀ $0:DMU\bkmopomkgb\UMD:0$ ÈO $0:DMU\bgkmwÖ솴∂¿»–⁄fi‡·‡fi⁄÷–»¿∂´†ìÖwhgkmopomkgb\U\bgkmopomkgbhwÖ솴∂¿»–÷⁄fi‡·ÔÌˇÔfl⁄÷÷⁄fi‡·‡fi⁄÷–»¿»–÷⁄fi‡·‡fi⁄÷–»ŒflÔÅˇÅˇÅˇØˇ)÷–»¿∂∂¿»œ÷⁄fi‡·‡fi⁄÷÷⁄fi‡·‡fi⁄÷–»¿»œ÷⁄fi‡·‡fi⁄flÔÏˇ@Ôgb\UMMU\bgkmopomkggkmopomkgb\U\bgkmopomwÖ솴∂¿»œ÷⁄fi‡·‡fi⁄÷–»¿∂´†ì€ $0:DMU\bgkmopomkgb\UMD:0ÅÅ$
  837.         tile $0000023CÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅΔ%7HÀ    %7HXhwÖóŒ 2G[pÉ󙺌flÔ–
  838.     !8Pg~ï´¬ÿÌ˝ˇ’%7HXhwÖ󙺔Î˚ˇÿ 2G[pÉ󙺌flÔ˜ˇ⁄
  839.     !8Pg~ï´¬ÿÌÛˇ› 2G[pÉ󙺔ÎÒˇfl
  840.     !8Pg~ï´¬ÿÌÓˇ‡    '?Xqâ¢∫”ÎÏˇ‰%7HXhwÖóÆ»·˙ÏˇÈ%7HXhwÖ󙺌flÔˡÓ%7HXhwÖ󙺌flÔ„ˇÒ 2G[pÉ󙺌flÔfiˇˆ $0:HXh~ï´¬ÿÌ⁄ˇ˝ $0:HXhwÖ솴∂¿ŒflÔ◊ˇgkmopwÖ솴∂¿ŒflÔ–ˇ÷⁄fi‡·‡flÔÕˇÔflŒº ˇ˙·Œº™óÖwh ˇÎ”∫¢âqX?'Ãˇ
  841. Ìÿ¬´ï~gP8!    –ˇÔflŒº™óÉp[G2◊ˇÔflŒ¿∂´†ìÖwhXH7%¸⁄ˇÌÿ¬´ï~hXH:0$ ˆfiˇ ÔflŒº™óÉp[G2ÒÛˇÔflŒ¿»œ÷⁄fi‡·‡fi⁄÷–»¿∂´†ìÖwhXH7%Ó˛ˇ#̇fi⁄÷–»¿∂´†ìÖwh\bgkmopomkgb\UMD:0$ ËflŒº™óÉpgb\UMD:0$ ”ÖwhXH7% $ ÅŃ$
  842.         tile $00000218ÅÅÅÅÅÅÅÅÅÉŒ $0:DMU\bgkm‘%7HXhwÖ솴∂¿»–÷⁄fiÿ%7H[pÉ󙺌flÔ¯ˇ€ 2G[pÉ󙺌flÔÙˇ›
  843.     !8Pg~ï´¬ÿÌˇ„ $0:DMU\qâ¢∫”ÎÓˇÓ $0:DMU\bgkwÖ솴∂¿»–÷⁄fiÌÌˇÙ%7HXhwÖ솴∂¿»–÷⁄fi‡Ô„ˇ˜ 2G[pÉ󙺌flÔÿˇ $0:DMU\bgk~ï´¬ÿÌ‘ˇXhwÖ솴∂¿»–÷⁄fi‡Ô—ˇ™ºŒflÔÅˇÅˇœˇÔfl⁄÷–»¿∂´’ˇÔ‡fi⁄÷–»¿∂´†ìÖwhb\UMD‡ˇÔ‡fi⁄÷–»¿∂´†ìÖwkgb\UMD:0$ ¸Îˇ·fi⁄÷–»¿∂´†ìÖwkgb\UMD:0$ ÒÏˇΔ∫¢âqb\UMD:0$ ÊÓˇ
  844. Ìÿ¬´ï~gP8!    flÒˇ Δº™óÉp[G2›Ûˇ
  845. Ìÿ¬´ï~gP8!    ⁄˜ˇ ÔflŒº™óÉp[G2ÿ˙ˇ Δº™óÉp[H7%’¸ˇ
  846. Ìÿ¬´ï~gP8!    —ˇÔflŒº™óÉp[G2œ
  847. ™óÖwhXH7%ÃXH7%«ÅÅÅÅÅÅŬ$
  848.         tile $0000020CÅÅÅÅÅõ $0:DMU\bgkmopoopoopomkgb·%7HXhwÖ솴∂¿»–÷⁄fi‡·‡‡·‡‡·‡fi⁄÷–È $0:DMU\bpÉ󙺌flÔΡÔ%7HXhwÖ솴∂¿»–÷⁄fiÌÁˇÚ 2G[pÉ󙺌flÔ›ˇÙ
  849.     !8Pg~ï´¬ÿÌŸˇ˙ $0:HXhwÖì¢∫”Î◊ˇ%7HXhwÖ솴∂¿ŒflÔ”ˇ
  850. 2G[pÉ󙺌flÔÃˇo~ï´¬ÿÌ»ˇ‡·‡ÔìˇÌ⁄÷–»»œ÷⁄fi‡·‡fi”ˇÔflŒº™óÉp\\bgkmopom‘ˇ
  851. Δ∫¢âqX?'˘÷ˇ
  852. Ìÿ¬´ï~gP8!    ˜⁄ˇ ÔflŒº™óÉp[G2ı‰ˇÔfl⁄÷–»¿∂´†ìÖwhXH7%ÚˡÔflŒº™óÉpb\UMD:0$ ÏÛˇ·fi⁄÷–»¿∂´†ìÖwhXH7%‰ıˇÌÿ¬´ï~gb\UMD:0$ fi¯ˇ Ìÿ¬´óÉp[G2÷˙ˇ
  853. Δ∫¢âq[G2”¸ˇ
  854. Ìÿ¬´ï~gP8!    —ˇÔflŒº™óÉp[G2œ
  855. †ìÖwhXH7%Ã:0$ ÅÅÅÅÅÅÅÅÅÅÅÅÅÜ$
  856.         tile $000001B0ÅÅÅÅÅΔ $0:\UMD:0$ ’%7HXhwÖ솻¿∂´†ìÖwhXH7%‰ $0:DMU\bgpÉ󙺌flÔ˚ˇÔflŒº™óÉpomopomopomkgb\UMD:0$ ˛%7HXhwÖ솴∂¿»–÷⁄fi‡ÌÛˇ&Ìfi‡·‡fi‡·‡fi‡·‡fi⁄÷–»¿∂´†ìÖwhXHHXhwÖ󙺌flÔ“ˇ ÔflŒº™ó󙺌flÔ…ˇÌfi⁄ÌÅˇÅˇ®ˇ‡·‡‡·‡fi‡ÌÀˇÌopooppÉ󙺌flÔ”ˇÔflŒº™˛%7HXhwÖ솴∂¿»œ÷⁄fi‡Ì‡ˇÌÿ¬´ï~g¯ $0:DMU\bgpÉ󙺌flÔˡ
  857. ÔflŒº™óÉp[G2Ô,%7HXhwÖ솴∂¿»œ÷⁄fi‡·‡fi‡·‡fi⁄÷–»¿∂´†ìÖwhXH7%Ë  $0:DMU\bgkmopomopomkgb\UMD:0$ ÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅ˙$
  858.         tile $000001C2ÅÅ‘ $0:DMU\bgkmopomkg⁄%7HXhwÖ솴∂¿»–÷⁄fi‡·‡fi⁄÷‚ $0:DMU\bpÉ󙺌flÔÚˇË%7HXhwÖ솴∂¿»–÷⁄fiÌÓˇÚ $0:DMU\bgkpÉ󙺌flÔ‰ˇ¯%7HXhwÖ솴∂¿»–÷⁄fi‡·Ì‡ˇDMU\bgkmopopÉ󙺌flÔ‘ˇ´∂¿»–÷⁄fi‡·‡fi⁄fiÌÅˇëˇÔŒˇ Ì·‡fi⁄÷–»¿∂´†ì“ˇÔflŒº™óÉpkgb\UMD:0‹ˇÌfi⁄÷–»¿∂´†ìÖwhXH7%˙‡ˇÔflŒº™óÉpb\UMD:0$ ÙÈˇÌ⁄÷–»¿∂´†ìÖwhXH7%ÏÌˇÔflŒº™óÉp\UMD:0$ ÊˇÎfi‡·‡fifi‡·‡fi⁄÷–»¿∂´†ìÖwhXH7%flÿ¬´ï~ommopomkgb\UMD:0$ ŸóÉp[G2…P8%ΔÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅ√$
  859.         tile $0000017CÅÅkmopomkkmopomkgb\UMD:0$ ⁄⁄fi‡·‡fi⁄⁄fi‡·‡fi⁄÷–»¿∂´†ìÖwhXH7%‡Ïˇ*ÔflŒº™óÉpkmopommopomkmopommopomkmopomkmopomkˡ&Ì·‡fi⁄fi‡·‡fifi‡·‡fi⁄fi‡·‡fifi‡·‡fi⁄fi‡·‡fi⁄fi‡·‡fi⁄ÅˇÅˇÅˇflŒŒflÔΔˇ2ÖwwÖ솴∂¿»œ÷⁄fi‡·‡fifi‡·‡fi⁄fi‡·‡fi⁄fi‡·‡fifi‡·‡fi⁄fi‡·‡fifi‡·‡ÌÙˇ6$$0:DMU\bgkmopommopomkmopomkmopommopomkmopommpÉ󙺌flÔ¯ˇ‘%7HXhwÖ솴∂¿»œ÷⁄fiŒ $0:DMU\bq⢫    !8Pg~≈2G¬ÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅ$
  860.         tile $000001A8ÅÅÅ
  861. gb\UMD:0$ Ã÷–»¿∂´†ìÖwhXH7%“˙ˇÔflŒº™óÉpb\UMD:0$ ⁄ˆˇÌfi⁄÷–»¿∂´†ìÖwhXH7%‡Ïˇ$ÔflŒº™óÉp[MU\bgkmopommopomkgb\UMD:0$ ˚ˡ&Ìÿ¬´´∂¿»–÷⁄fi‡·‡fifi‡·‡fi⁄÷–»¿∂´†ìÖwhXH7%ÊˇÔÁˇ    ÔflŒº™óÉp[G«ˇÌÿ¬´†ì¬ˇÔÅˇÌ¬ˇ∫”΃ˇï´¬ÿÌΔˇ[pÉ󙺌flÔ ˇ%7HXhwÖ솴∂¿»œ÷⁄fi‡·‡fi‡·‡fifiÌ›ˇ¸ $0:DMU\bgkmopomoppÉ󙺌flÔ„ˇÔflÎ)%7HXhwÖ솴∂¿»œ÷⁄fi‡·‡fi⁄÷÷⁄fi‡·‡fi⁄÷–»¿∂´†ìÖÂ# $0:DMU\bgkmopomkggkmopomkgb\UMD:0$ÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅ¡$
  862.         tile $000000DCÅÅÅÅÅÅ2 ƒÖwhXH7%  flŒº™óÉp[G2Õ˛ˇ
  863. Ìÿ¬´ï~gP8!    œ¸ˇ    Î”∫¢âqX?'–¸ˇ    ˙·»Æï|cJ1–¸ˇ    Î”∫¢âqX?'–˝ˇ    ˙·»Æï|cJ1œ˝ˇ    Î”∫¢âqX?'œˇˇ
  864. Ìÿ¬´ï~gP8!    Œ
  865. Œº™óÉp[G2ÃwhXH7%… ÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÅÉ$
  866.         }
  867.        }
  868.       }
  869.      sprm {
  870.       uvsp 12
  871.       aexp 1
  872.       bbox 0,0,1.19975,1.19955
  873.       mbox 0,0,1.19975,1.19955
  874.       shdr {
  875.        scmp {
  876.         prkd 1
  877.         ssub {
  878.          smix {
  879.           prkd 1
  880.           ssub {
  881.            sclr {
  882.             prkd 1
  883.             colr 0.99998,0.77609,0
  884.             }
  885.            sclr {
  886.             prkd 1
  887.             colr 0.99998,0.99998,0.99998
  888.             }
  889.            sval {
  890.             prkd 1
  891.             Val 0.46236
  892.             }
  893.            }
  894.           }
  895.          sval {
  896.           prkd 1
  897.           Val 0.26881
  898.           }
  899.          sval {
  900.           prkd 1
  901.           Val 0.2043
  902.           }
  903.          sval {
  904.           prkd 1
  905.           Val 0
  906.           }
  907.          sval {
  908.           prkd 1
  909.           Val 0.24437
  910.           }
  911.          sval {
  912.           prkd 1
  913.           Val 0
  914.           }
  915.          sval {
  916.           prkd 1
  917.           Val 0
  918.           }
  919.          void {
  920.           }
  921.          }
  922.         }
  923.        }
  924.       opac 1
  925.       }
  926.      }
  927.     }
  928.    fidl 1
  929.    pi 0
  930.    cl 0
  931.    ev 1
  932.    evs 0
  933.    evvs 0
  934.    evhs 0
  935.    ph {
  936.     sap {
  937.      cpc 0,0,0
  938.      cv 0.19983,-2,-0.5999
  939.      cnc 0.19983,-2,-0.5999
  940.      tpc 1,0
  941.      tv 1,0
  942.      tnc 1,0
  943.      bpc 1,0
  944.      bv 1,0
  945.      bnc 1,0
  946.      lpc 1,0
  947.      lv 1,0
  948.      lnc 1,0
  949.      rpc 1,0
  950.      rv 1,0
  951.      rnc 1,0
  952.      cs {
  953.       pv {
  954.        bb2D 0,0,0,0
  955.        pg {
  956.         pc {
  957.          mode 0
  958.          type 1
  959.          styl {
  960.           fill 0,1,1,1,0
  961.           strk 0,0,0,0,0
  962.           wdth 0
  963.           isfi 0
  964.           cap 1
  965.           join 1
  966.           }
  967.          pg {
  968.           mode 0
  969.           type 0
  970.           styl {
  971.            fill 0,1,1,1,0
  972.            strk 0,0,0,0,0
  973.            wdth 0
  974.            isfi 0
  975.            cap 1
  976.            join 1
  977.            }
  978.           p2 {
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  1440.            s3 0.33098,-0.59998,0.59958,-0.33133,0.59958,-0.00008
  1441.            s3 0.59958,0.33112,0.33098,0.59978,-0.0002,0.59978
  1442.            s3 -0.33138,0.59978,-0.59998,0.33112,-0.59998,-0.00008
  1443.            }
  1444.           }
  1445.          }
  1446.         }
  1447.        }
  1448.       fl 1
  1449.       sk 1
  1450.       sksh 1
  1451.       twst 0
  1452.       oo 0
  1453.       }
  1454.      }
  1455.     }
  1456.    grid {
  1457.     valu 0.19977
  1458.     incr 2
  1459.     show 1
  1460.     snap 1
  1461.     spct 0,0,0
  1462.     spsz 4
  1463.     }
  1464.    }
  1465.   ex {
  1466.    nm "below tower dome"
  1467.    sh {
  1468.     mapk 0
  1469.     elms {
  1470.      sprm {
  1471.       uvsp 0
  1472.       aexp 1
  1473.       bbox 0,0,2,2
  1474.       mbox 0,0,2,2
  1475.       shdr {
  1476.        scmp {
  1477.         prkd 1
  1478.         ssub {
  1479.          sclr {
  1480.           prkd 1
  1481.           colr 0.96875,0.96875,0.99998
  1482.           }
  1483.          sval {
  1484.           prkd 1
  1485.           Val 0.12903
  1486.           }
  1487.          sval {
  1488.           prkd 1
  1489.           Val 0.12903
  1490.           }
  1491.          sval {
  1492.           prkd 1
  1493.           Val 0
  1494.           }
  1495.          sval {
  1496.           prkd 1
  1497.           Val 0
  1498.           }
  1499.          sval {
  1500.           prkd 1
  1501.           Val 0
  1502.           }
  1503.          sval {
  1504.           prkd 1
  1505.           Val 0
  1506.           }
  1507.          void {
  1508.           }
  1509.          }
  1510.         }
  1511.        }
  1512.       opac 1
  1513.       }
  1514.      }
  1515.     }
  1516.    fidl 1
  1517.    pi 0
  1518.    cl 0
  1519.    ev 0
  1520.    evs 0
  1521.    evvs 0
  1522.    evhs 0
  1523.    ph {
  1524.     sap {
  1525.      cpc 0,0,0
  1526.      cv -0.29976,-2,0.59167
  1527.      cnc -0.29976,-2,0.59167
  1528.      tpc 1,0
  1529.      tv 1,0
  1530.      tnc 1,0
  1531.      bpc 1,0
  1532.      bv 1,0
  1533.      bnc 1,0
  1534.      lpc 1,0
  1535.      lv 1,0
  1536.      lnc 1,0
  1537.      rpc 1,0
  1538.      rv 1,0
  1539.      rnc 1,0
  1540.      cs {
  1541.       pv {
  1542.        bb2D 0,0,0,0
  1543.        pg {
  1544.         pg {
  1545.          mode 0
  1546.          type 0
  1547.          styl {
  1548.           fill 0,1,1,1,0
  1549.           strk 0,0,0,0,0
  1550.           wdth 0
  1551.           isfi 0
  1552.           cap 1
  1553.           join 1
  1554.           }
  1555.          p2 {
  1556.           st -1.17995,0
  1557.           ss {
  1558.            s3 -1.17995,-0.65163,-0.65163,-1.17995,0,-1.17995
  1559.            s3 0.65163,-1.17995,1.17995,-0.65163,1.17995,0
  1560.            s3 1.17995,0.65163,0.65163,1.17995,0,1.17995
  1561.            s3 -0.65163,1.17995,-1.17995,0.65163,-1.17995,0
  1562.            }
  1563.           }
  1564.          }
  1565.         }
  1566.        }
  1567.       fl 1
  1568.       sk 1
  1569.       sksh 1
  1570.       twst 0
  1571.       oo 0
  1572.       }
  1573.      }
  1574.     sap {
  1575.      cpc -0.29976,2,0.59167
  1576.      cv -0.29976,2,0.59167
  1577.      cnc 0,0,0
  1578.      tpc 1,0
  1579.      tv 1,0
  1580.      tnc 1,0
  1581.      bpc 1,0
  1582.      bv 1,0
  1583.      bnc 1,0
  1584.      lpc 1,0
  1585.      lv 1,0
  1586.      lnc 1,0
  1587.      rpc 1,0
  1588.      rv 1,0
  1589.      rnc 1,0
  1590.      cs {
  1591.       fl 0
  1592.       sk 1
  1593.       sksh 1
  1594.       twst 0
  1595.       oo 1
  1596.       }
  1597.      }
  1598.     }
  1599.    grid {
  1600.     valu 0.39995
  1601.     incr 1
  1602.     show 1
  1603.     snap 0
  1604.     spct 0,0,0
  1605.     spsz 4
  1606.     }
  1607.    }
  1608.   ex {
  1609.    nm "block"
  1610.    sh {
  1611.     mapk 0
  1612.     elms {
  1613.      sprm {
  1614.       uvsp 0
  1615.       aexp 1
  1616.       bbox 0,0,2,2
  1617.       mbox 0,0,2,2
  1618.       shdr {
  1619.        scmp {
  1620.         prkd 1
  1621.         ssub {
  1622.          sclr {
  1623.           prkd 1
  1624.           colr 0.96875,0.96875,0.99998
  1625.           }
  1626.          sval {
  1627.           prkd 1
  1628.           Val 0.12903
  1629.           }
  1630.          sval {
  1631.           prkd 1
  1632.           Val 0.12903
  1633.           }
  1634.          sval {
  1635.           prkd 1
  1636.           Val 0
  1637.           }
  1638.          sval {
  1639.           prkd 1
  1640.           Val 0
  1641.           }
  1642.          sval {
  1643.           prkd 1
  1644.           Val 0
  1645.           }
  1646.          sval {
  1647.           prkd 1
  1648.           Val 0
  1649.           }
  1650.          void {
  1651.           }
  1652.          }
  1653.         }
  1654.        }
  1655.       opac 1
  1656.       }
  1657.      }
  1658.     }
  1659.    fidl 1
  1660.    pi 0
  1661.    cl 0
  1662.    ev 0
  1663.    evs 0
  1664.    evvs 0
  1665.    evhs 0
  1666.    ph {
  1667.     sap {
  1668.      cpc 0,0,0
  1669.      cv 0.26949,-2,0.53075
  1670.      cnc 0.26949,-2,0.53075
  1671.      tpc 1,0
  1672.      tv 1,0
  1673.      tnc 1,0
  1674.      bpc 1,0
  1675.      bv 1,0
  1676.      bnc 1,0
  1677.      lpc 1,0
  1678.      lv 1,0
  1679.      lnc 1,0
  1680.      rpc 1,0
  1681.      rv 1,0
  1682.      rnc 1,0
  1683.      cs {
  1684.       pv {
  1685.        bb2D 0,0,0,0
  1686.        pg {
  1687.         pg {
  1688.          mode 0
  1689.          type 0
  1690.          styl {
  1691.           fill 0,1,1,1,0
  1692.           strk 0,0,0,0,0
  1693.           wdth 0
  1694.           isfi 0
  1695.           cap 1
  1696.           join 1
  1697.           }
  1698.          p2 {
  1699.           st -0.14087,-0.1382
  1700.           ss {
  1701.            s1 0.14087,-0.1382
  1702.            s1 0.14087,0.1382
  1703.            s1 -0.14087,0.1382
  1704.            s1 -0.14087,-0.1382
  1705.            }
  1706.           }
  1707.          }
  1708.         }
  1709.        }
  1710.       fl 1
  1711.       sk 1
  1712.       sksh 1
  1713.       twst 0
  1714.       oo 0
  1715.       }
  1716.      }
  1717.     sap {
  1718.      cpc 0.26949,-1.77567,0.53075
  1719.      cv 0.26949,-1.77567,0.53075
  1720.      cnc 0,0,0
  1721.      tpc 1,0
  1722.      tv 1,0
  1723.      tnc 1,0
  1724.      bpc 1,0
  1725.      bv 1,0
  1726.      bnc 1,0
  1727.      lpc 1,0
  1728.      lv 1,0
  1729.      lnc 1,0
  1730.      rpc 1,0
  1731.      rv 1,0
  1732.      rnc 1,0
  1733.      cs {
  1734.       fl 0
  1735.       sk 1
  1736.       sksh 1
  1737.       twst 0
  1738.       oo 1
  1739.       }
  1740.      }
  1741.     }
  1742.    grid {
  1743.     valu 0.39995
  1744.     incr 1
  1745.     show 1
  1746.     snap 0
  1747.     spct 0,0,0
  1748.     spsz 4
  1749.     }
  1750.    }
  1751.   ex {
  1752.    nm "bottom base"
  1753.    sh {
  1754.     mapk 0
  1755.     elms {
  1756.      sprm {
  1757.       uvsp 0
  1758.       aexp 1
  1759.       bbox 0,0,2,2
  1760.       mbox 0,0,2,2
  1761.       shdr {
  1762.        scmp {
  1763.         prkd 1
  1764.         ssub {
  1765.          sclr {
  1766.           prkd 1
  1767.           colr 0.96875,0.96875,0.99998
  1768.           }
  1769.          sval {
  1770.           prkd 1
  1771.           Val 0.12903
  1772.           }
  1773.          sval {
  1774.           prkd 1
  1775.           Val 0.12903
  1776.           }
  1777.          sval {
  1778.           prkd 1
  1779.           Val 0
  1780.           }
  1781.          sval {
  1782.           prkd 1
  1783.           Val 0
  1784.           }
  1785.          sval {
  1786.           prkd 1
  1787.           Val 0
  1788.           }
  1789.          sval {
  1790.           prkd 1
  1791.           Val 0
  1792.           }
  1793.          void {
  1794.           }
  1795.          }
  1796.         }
  1797.        }
  1798.       opac 1
  1799.       }
  1800.      }
  1801.     }
  1802.    fidl 1
  1803.    pi 0
  1804.    cl 0
  1805.    ev 0
  1806.    evs 0
  1807.    evvs 0
  1808.    evhs 0
  1809.    ph {
  1810.     sap {
  1811.      cpc 0,0,0
  1812.      cv 0.13347,-2,0.71486
  1813.      cnc 0.13347,-2,0.71486
  1814.      tpc 1,0
  1815.      tv 1,0
  1816.      tnc 1,0
  1817.      bpc 1,0
  1818.      bv 1,0
  1819.      bnc 1,0
  1820.      lpc 1,0
  1821.      lv 1,0
  1822.      lnc 1,0
  1823.      rpc 1,0
  1824.      rv 1,0
  1825.      rnc 1,0
  1826.      cs {
  1827.       pv {
  1828.        bb2D 0,0,0,0
  1829.        pg {
  1830.         pg {
  1831.          mode 0
  1832.          type 0
  1833.          styl {
  1834.           fill 0,1,1,1,0
  1835.           strk 0,0,0,0,0
  1836.           wdth 0
  1837.           isfi 0
  1838.           cap 1
  1839.           join 1
  1840.           }
  1841.          p2 {
  1842.           st -1.52959,-1.52959
  1843.           ss {
  1844.            s1 1.52959,-1.52959
  1845.            s1 1.52959,1.52959
  1846.            s1 -1.52959,1.52959
  1847.            s1 -1.52959,-1.52959
  1848.            }
  1849.           }
  1850.          }
  1851.         }
  1852.        }
  1853.       fl 1
  1854.       sk 1
  1855.       sksh 1
  1856.       twst 0
  1857.       oo 0
  1858.       }
  1859.      }
  1860.     sap {
  1861.      cpc 0.13347,2,0.71486
  1862.      cv 0.13347,2,0.71486
  1863.      cnc 0,0,0
  1864.      tpc 1,0
  1865.      tv 1,0
  1866.      tnc 1,0
  1867.      bpc 1,0
  1868.      bv 1,0
  1869.      bnc 1,0
  1870.      lpc 1,0
  1871.      lv 1,0
  1872.      lnc 1,0
  1873.      rpc 1,0
  1874.      rv 1,0
  1875.      rnc 1,0
  1876.      cs {
  1877.       fl 0
  1878.       sk 1
  1879.       sksh 1
  1880.       twst 0
  1881.       oo 1
  1882.       }
  1883.      }
  1884.     }
  1885.    grid {
  1886.     valu 0.39998
  1887.     incr 1
  1888.     show 1
  1889.     snap 0
  1890.     spct 0,0,0
  1891.     spsz 4
  1892.     }
  1893.    }
  1894.   ex {
  1895.    nm "bottom dome"
  1896.    sh {
  1897.     mapk 0
  1898.     elms {
  1899.      sprm {
  1900.       uvsp 8
  1901.       aexp 1
  1902.       bbox 0,0,0.23866,0.23891
  1903.       mbox 0,0,0.23866,0.23891
  1904.       shdr {
  1905.        scmp {
  1906.         prkd 1
  1907.         ssub {
  1908.          smix {
  1909.           prkd 1
  1910.           ssub {
  1911.            sclr {
  1912.             prkd 1
  1913.             colr 0.2388,0.56715,0.64177
  1914.             }
  1915.            sclr {
  1916.             prkd 1
  1917.             colr 0.79103,0.40297,0
  1918.             }
  1919.            sval {
  1920.             prkd 1
  1921.             Val 0.34409
  1922.             }
  1923.            }
  1924.           }
  1925.          sval {
  1926.           prkd 1
  1927.           Val 0.5
  1928.           }
  1929.          sval {
  1930.           prkd 1
  1931.           Val 0.09677
  1932.           }
  1933.          smap {
  1934.           MInf {
  1935.            tile 1
  1936.            seam 0
  1937.            cnth 12
  1938.            cntv 1
  1939.            flph 0
  1940.            flpv 1
  1941.            rotc 1
  1942.            intp 1
  1943.            invC 0
  1944.            }
  1945.           prkd 0
  1946.           CMAp {
  1947.            IMAP 0
  1948.            MDTA {
  1949.             REFN 0
  1950.             TIME "03:01:38 PM2568676"
  1951.             }
  1952.            }
  1953.           whit 0
  1954.           }
  1955.          sval {
  1956.           prkd 1
  1957.           Val 0
  1958.           }
  1959.          sval {
  1960.           prkd 1
  1961.           Val 0
  1962.           }
  1963.          sval {
  1964.           prkd 1
  1965.           Val 0
  1966.           }
  1967.          void {
  1968.           }
  1969.          }
  1970.         }
  1971.        }
  1972.       opac 1
  1973.       }
  1974.      }
  1975.     }
  1976.    fidl 1
  1977.    pi 0
  1978.    cl 0
  1979.    ev 1
  1980.    evs 0
  1981.    evvs 0
  1982.    evhs 0
  1983.    ph {
  1984.     sap {
  1985.      cpc 0,0,0
  1986.      cv -0.54462,-2.004,-0.3501
  1987.      cnc -0.54462,-2.004,-0.3501
  1988.      tpc 1,0
  1989.      tv 1,0
  1990.      tnc 1.13901,0
  1991.      bpc 1,0
  1992.      bv 1,0
  1993.      bnc 1.13901,0
  1994.      lpc 1,0
  1995.      lv 1,0
  1996.      lnc 1.13904,0
  1997.      rpc 1,0
  1998.      rv 1,0
  1999.      rnc 1.13904,0
  2000.      cs {
  2001.       pv {
  2002.        bb2D 0,0,0,0
  2003.        pg {
  2004.         pg {
  2005.          mode 0
  2006.          type 0
  2007.          styl {
  2008.           fill 0,1,1,1,0
  2009.           strk 0,0,0,0,0
  2010.           wdth 0
  2011.           isfi 0
  2012.           cap 1
  2013.           join 1
  2014.           }
  2015.          p2 {
  2016.           st -2.00995,0
  2017.           ss {
  2018.            s3 -2.00995,-1.11005,-1.11005,-2.00998,0,-2.00998
  2019.            s3 1.10999,-2.00998,2.00992,-1.11005,2.00992,0
  2020.            s3 2.00992,1.11002,1.10999,2.00995,0,2.00995
  2021.            s3 -1.11005,2.00995,-2.00995,1.11002,-2.00995,0
  2022.            }
  2023.           }
  2024.          }
  2025.         }
  2026.        }
  2027.       fl 1
  2028.       sk 1
  2029.       sksh 1
  2030.       twst 0
  2031.       oo 0
  2032.       }
  2033.      }
  2034.     sap {
  2035.      cpc -0.54462,-1.83107,-0.35019
  2036.      cv -0.54462,-1.83107,-0.35019
  2037.      cnc -0.54462,-1.83107,-0.35019
  2038.      tpc 1.04733,0.06026
  2039.      tv 1.03931,0
  2040.      tnc 0.96223,0.58278
  2041.      bpc 1.04733,0.06026
  2042.      bv 1.03931,0
  2043.      bnc 0.96223,0.58278
  2044.      lpc 1.04738,0.06026
  2045.      lv 1.0394,0
  2046.      lnc 0.96225,0.58278
  2047.      rpc 1.04738,0.06026
  2048.      rv 1.0394,0
  2049.      rnc 0.96225,0.58278
  2050.      cs {
  2051.       fl 0
  2052.       sk 1
  2053.       sksh 1
  2054.       twst 0
  2055.       oo 1
  2056.       }
  2057.      }
  2058.     sap {
  2059.      cpc -0.54456,-0.19838,-0.35016
  2060.      cv -0.54456,-0.19838,-0.35016
  2061.      cnc 0,0,0
  2062.      tpc 0.52861,0.00002
  2063.      tv 0.05937,0
  2064.      tnc 1,0
  2065.      bpc 0.52861,0.00002
  2066.      bv 0.05937,0
  2067.      bnc 1,0
  2068.      lpc 0.52864,0.00002
  2069.      lv 0.05943,0
  2070.      lnc 1,0
  2071.      rpc 0.52864,0.00002
  2072.      rv 0.05943,0
  2073.      rnc 1,0
  2074.      cs {
  2075.       fl 0
  2076.       sk 1
  2077.       sksh 1
  2078.       twst 0
  2079.       oo 1
  2080.       }
  2081.      }
  2082.     }
  2083.    grid {
  2084.     valu 0.39995
  2085.     incr 1
  2086.     show 1
  2087.     snap 0
  2088.     spct 0,0,0
  2089.     spsz 4
  2090.     }
  2091.    }
  2092.   ex {
  2093.    nm "bottom wall"
  2094.    sh {
  2095.     mapk 0
  2096.     elms {
  2097.      sprm {
  2098.       uvsp 0
  2099.       aexp 1
  2100.       bbox 0,0,2,2
  2101.       mbox 0,0,2,2
  2102.       shdr {
  2103.        scmp {
  2104.         prkd 1
  2105.         ssub {
  2106.          sclr {
  2107.           prkd 1
  2108.           colr 0.96875,0.96875,0.99998
  2109.           }
  2110.          sval {
  2111.           prkd 1
  2112.           Val 0.12903
  2113.           }
  2114.          sval {
  2115.           prkd 1
  2116.           Val 0.12903
  2117.           }
  2118.          sval {
  2119.           prkd 1
  2120.           Val 0
  2121.           }
  2122.          sval {
  2123.           prkd 1
  2124.           Val 0
  2125.           }
  2126.          sval {
  2127.           prkd 1
  2128.           Val 0
  2129.           }
  2130.          sval {
  2131.           prkd 1
  2132.           Val 0
  2133.           }
  2134.          void {
  2135.           }
  2136.          }
  2137.         }
  2138.        }
  2139.       opac 1
  2140.       }
  2141.      }
  2142.     }
  2143.    fidl 1
  2144.    pi 0
  2145.    cl 0
  2146.    ev 0
  2147.    evs 0
  2148.    evvs 0
  2149.    evhs 0
  2150.    ph {
  2151.     sap {
  2152.      cpc 0,0,0
  2153.      cv 0.19994,-2,-0.19994
  2154.      cnc 0.19994,-2,-0.19994
  2155.      tpc 1,0
  2156.      tv 1,0
  2157.      tnc 1,0
  2158.      bpc 1,0
  2159.      bv 1,0
  2160.      bnc 1,0
  2161.      lpc 1,0
  2162.      lv 1,0
  2163.      lnc 1,0
  2164.      rpc 1,0
  2165.      rv 1,0
  2166.      rnc 1,0
  2167.      cs {
  2168.       pv {
  2169.        bb2D 0,0,0,0
  2170.        pg {
  2171.         p2 {
  2172.          st -1.39992,-1.79993
  2173.          ss {
  2174.           s3 -1.39992,-1.79993,-1.3499,-1.79976,-1.19983,-1.79976
  2175.           s3 -1.19095,-1.37323,-1.19983,-0.99985,-1.19983,-0.69986
  2176.           s3 -1.19983,0.42894,-0.32993,0.8163,-0.10641,0.94719
  2177.           s3 -0.04037,0.98586,0,1,0,0.99994
  2178.           s3 0,1,0.04274,0.98586,0.11214,0.94716
  2179.           s3 0.3472,0.81627,1.19986,0.42557,1.19986,-0.69986
  2180.           s3 1.19986,-0.99985,1.2029,-1.37323,1.19986,-1.79976
  2181.           s3 1.38268,-1.79976,1.39992,-1.79993,1.39992,-1.79993
  2182.           s1 1.39992,1.79993
  2183.           s1 -1.39992,1.79993
  2184.           s1 -1.39992,-1.79993
  2185.           }
  2186.          }
  2187.         }
  2188.        }
  2189.       fl 1
  2190.       sk 1
  2191.       sksh 1
  2192.       twst 0
  2193.       oo 0
  2194.       }
  2195.      }
  2196.     sap {
  2197.      cpc 0.19994,-1.59993,-0.19994
  2198.      cv 0.19994,-1.59993,-0.19994
  2199.      cnc 0,0,0
  2200.      tpc 1,0
  2201.      tv 1,0
  2202.      tnc 1,0
  2203.      bpc 1,0
  2204.      bv 1,0
  2205.      bnc 1,0
  2206.      lpc 1,0
  2207.      lv 1,0
  2208.      lnc 1,0
  2209.      rpc 1,0
  2210.      rv 1,0
  2211.      rnc 1,0
  2212.      cs {
  2213.       fl 0
  2214.       sk 1
  2215.       sksh 1
  2216.       twst 0
  2217.       oo 1
  2218.       }
  2219.      }
  2220.     }
  2221.    grid {
  2222.     valu 0.09995
  2223.     incr 1
  2224.     show 1
  2225.     snap 1
  2226.     spct 0,0,0
  2227.     spsz 4
  2228.     }
  2229.    }
  2230.   cyli {
  2231.    prim {
  2232.     cyli {
  2233.      }
  2234.     }
  2235.    nm "Cylinder"
  2236.    sh {
  2237.     mapk 0
  2238.     elms {
  2239.      sprm {
  2240.       uvsp 0
  2241.       aexp 1
  2242.       bbox 0,0,2,2
  2243.       mbox 0,0,2,2
  2244.       shdr {
  2245.        scmp {
  2246.         prkd 1
  2247.         ssub {
  2248.          sclr {
  2249.           prkd 1
  2250.           colr 0.1953,0.1953,0.1953
  2251.           }
  2252.          sval {
  2253.           prkd 1
  2254.           Val 0.463
  2255.           }
  2256.          sval {
  2257.           prkd 1
  2258.           Val 0.06409
  2259.           }
  2260.          sval {
  2261.           prkd 1
  2262.           Val 0
  2263.           }
  2264.          sval {
  2265.           prkd 1
  2266.           Val 0
  2267.           }
  2268.          sval {
  2269.           prkd 1
  2270.           Val 0
  2271.           }
  2272.          sval {
  2273.           prkd 1
  2274.           Val 0
  2275.           }
  2276.          void {
  2277.           }
  2278.          }
  2279.         }
  2280.        }
  2281.       opac 1
  2282.       }
  2283.      }
  2284.     }
  2285.    fidl 1
  2286.    }
  2287.   ex {
  2288.    nm "dome for corner tower"
  2289.    sh {
  2290.     mapk 0
  2291.     elms {
  2292.      srct {
  2293.       uvsp 0
  2294.       aexp 0
  2295.       bbox -9.2,1.50629,1.37099,2.18701
  2296.       mbox -9.2,1.50629,0.09264,2.18701
  2297.       shdr {
  2298.        scmp {
  2299.         prkd 1
  2300.         ssub {
  2301.          sclr {
  2302.           prkd 1
  2303.           colr 0.96875,0.96875,0.99998
  2304.           }
  2305.          sval {
  2306.           prkd 1
  2307.           Val 0.12903
  2308.           }
  2309.          sval {
  2310.           prkd 1
  2311.           Val 0.12903
  2312.           }
  2313.          void {
  2314.           }
  2315.          void {
  2316.           }
  2317.          void {
  2318.           }
  2319.          void {
  2320.           }
  2321.          void {
  2322.           }
  2323.          }
  2324.         }
  2325.        }
  2326.       opac 1
  2327.       }
  2328.      sprm {
  2329.       uvsp 8
  2330.       aexp 1
  2331.       bbox 0,0,0.04372,0.04372
  2332.       mbox 0,0,0.04372,0.04372
  2333.       shdr {
  2334.        scmp {
  2335.         prkd 1
  2336.         ssub {
  2337.          smix {
  2338.           prkd 1
  2339.           ssub {
  2340.            sclr {
  2341.             prkd 1
  2342.             colr 0.2388,0.56715,0.64177
  2343.             }
  2344.            sclr {
  2345.             prkd 1
  2346.             colr 0.79103,0.40297,0
  2347.             }
  2348.            sval {
  2349.             prkd 1
  2350.             Val 0.34409
  2351.             }
  2352.            }
  2353.           }
  2354.          sval {
  2355.           prkd 1
  2356.           Val 0.5
  2357.           }
  2358.          sval {
  2359.           prkd 1
  2360.           Val 0.09677
  2361.           }
  2362.          smap {
  2363.           MInf {
  2364.            tile 1
  2365.            seam 0
  2366.            cnth 12
  2367.            cntv 1
  2368.            flph 0
  2369.            flpv 1
  2370.            rotc 1
  2371.            intp 1
  2372.            invC 0
  2373.            }
  2374.           prkd 0
  2375.           CMAp {
  2376.            IMAP 0
  2377.            MDTA {
  2378.             REFN 1
  2379.             TIME "03:01:38 PM2568750"
  2380.             }
  2381.            }
  2382.           whit 0
  2383.           }
  2384.          sval {
  2385.           prkd 1
  2386.           Val 0
  2387.           }
  2388.          sval {
  2389.           prkd 1
  2390.           Val 0
  2391.           }
  2392.          sval {
  2393.           prkd 1
  2394.           Val 0
  2395.           }
  2396.          void {
  2397.           }
  2398.          }
  2399.         }
  2400.        }
  2401.       opac 1
  2402.       }
  2403.      }
  2404.     }
  2405.    fidl 1
  2406.    pi 0
  2407.    cl 0
  2408.    ev 1
  2409.    evs 0
  2410.    evvs 0
  2411.    evhs 0
  2412.    ph {
  2413.     sap {
  2414.      cpc 0,0,0
  2415.      cv -0.2493,-1.88123,0.20096
  2416.      cnc -0.2493,-1.88123,0.20096
  2417.      tpc 1,0
  2418.      tv 1,0
  2419.      tnc 0.99995,0.62
  2420.      bpc 1,0
  2421.      bv 1,0
  2422.      bnc 0.99995,0.62
  2423.      lpc 1,0
  2424.      lv 1,0
  2425.      lnc 0.99995,0.62
  2426.      rpc 1,0
  2427.      rv 1,0
  2428.      rnc 0.99995,0.62
  2429.      cs {
  2430.       pv {
  2431.        bb2D 0,0,0,0
  2432.        pg {
  2433.         pg {
  2434.          mode 0
  2435.          type 0
  2436.          styl {
  2437.           fill 0,1,1,1,0
  2438.           strk 0,0,0,0,0
  2439.           wdth 0
  2440.           isfi 0
  2441.           cap 1
  2442.           join 1
  2443.           }
  2444.          p2 {
  2445.           st -1.52199,0
  2446.           ss {
  2447.            s3 -1.52199,-0.84052,-0.84052,-1.52199,0,-1.52199
  2448.            s3 0.84052,-1.52199,1.52199,-0.84052,1.52199,0
  2449.            s3 1.52199,0.84052,0.84052,1.52199,0,1.52199
  2450.            s3 -0.84052,1.52199,-1.52199,0.84052,-1.52199,0
  2451.            }
  2452.           }
  2453.          }
  2454.         }
  2455.        }
  2456.       fl 1
  2457.       sk 1
  2458.       sksh 1
  2459.       twst 0
  2460.       oo 0
  2461.       }
  2462.      }
  2463.     sap {
  2464.      cpc -0.24924,-0.625,0.20087
  2465.      cv -0.24924,-0.625,0.20087
  2466.      cnc -0.24924,-0.625,0.20087
  2467.      tpc 0.43253,0
  2468.      tv 0.12704,0
  2469.      tnc 0.12704,0.11165
  2470.      bpc 0.43253,0
  2471.      bv 0.12704,0
  2472.      bnc 0.12704,0.11165
  2473.      lpc 0.43253,0
  2474.      lv 0.12706,0
  2475.      lnc 0.12706,0.11165
  2476.      rpc 0.43253,0
  2477.      rv 0.12706,0
  2478.      rnc 0.12706,0.11165
  2479.      cs {
  2480.       fl 0
  2481.       sk 1
  2482.       sksh 1
  2483.       twst 0
  2484.       oo 1
  2485.       }
  2486.      }
  2487.     sap {
  2488.      cpc -0.24924,-0.36443,0.20078
  2489.      cv -0.24924,-0.36443,0.20078
  2490.      cnc -0.24924,-0.36443,0.20078
  2491.      tpc 0.26523,0.155
  2492.      tv 0.1234,0
  2493.      tnc 0.09431,0.27678
  2494.      bpc 0.26523,0.155
  2495.      bv 0.1234,0
  2496.      bnc 0.09431,0.27678
  2497.      lpc 0.26524,0.155
  2498.      lv 0.12343,0
  2499.      lnc 0.09433,0.27678
  2500.      rpc 0.26524,0.155
  2501.      rv 0.12343,0
  2502.      rnc 0.09433,0.27678
  2503.      cs {
  2504.       fl 0
  2505.       sk 1
  2506.       sksh 1
  2507.       twst 0
  2508.       oo 1
  2509.       }
  2510.      }
  2511.     sap {
  2512.      cpc -0.24924,1.90508,0.2009
  2513.      cv -0.24924,1.90508,0.2009
  2514.      cnc -0.24924,1.90508,0.2009
  2515.      tpc 0.01796,0.15923
  2516.      tv 0.01796,0
  2517.      tnc 0.01796,0.13065
  2518.      bpc 0.01796,0.15923
  2519.      bv 0.01796,0
  2520.      bnc 0.01796,0.13065
  2521.      lpc 0.01898,0.15923
  2522.      lv 0.01796,0
  2523.      lnc 0.01796,0.13065
  2524.      rpc 0.01898,0.15923
  2525.      rv 0.01796,0
  2526.      rnc 0.01796,0.13065
  2527.      cs {
  2528.       fl 0
  2529.       sk 1
  2530.       sksh 1
  2531.       twst 0
  2532.       oo 1
  2533.       }
  2534.      }
  2535.     sap {
  2536.      cpc -0.2493,2.1265,0.20087
  2537.      cv -0.2493,2.1265,0.20087
  2538.      cnc 0,0,0
  2539.      tpc 0.10887,0.02213
  2540.      tv 0.01436,0
  2541.      tnc 1,0
  2542.      bpc 0.10887,0.02213
  2543.      bv 0.01436,0
  2544.      bnc 1,0
  2545.      lpc 0.1089,0.02213
  2546.      lv 0.01436,0
  2547.      lnc 1,0
  2548.      rpc 0.1089,0.02213
  2549.      rv 0.01436,0
  2550.      rnc 1,0
  2551.      cs {
  2552.       fl 0
  2553.       sk 1
  2554.       sksh 1
  2555.       twst 0
  2556.       oo 1
  2557.       }
  2558.      }
  2559.     }
  2560.    grid {
  2561.     valu 0.39995
  2562.     incr 1
  2563.     show 1
  2564.     snap 0
  2565.     spct 0,0,0
  2566.     spsz 4
  2567.     }
  2568.    }
  2569.   ex {
  2570.    nm "dome roof"
  2571.    sh {
  2572.     mapk 0
  2573.     elms {
  2574.      sprm {
  2575.       uvsp 4
  2576.       aexp 1
  2577.       bbox 0,0,0.6618,1.47098
  2578.       mbox 0,0,0.6618,1.47098
  2579.       shdr {
  2580.        scmp {
  2581.         prkd 1
  2582.         ssub {
  2583.          smix {
  2584.           prkd 1
  2585.           ssub {
  2586.            sclr {
  2587.             prkd 1
  2588.             colr 0.2388,0.56715,0.64177
  2589.             }
  2590.            sclr {
  2591.             prkd 1
  2592.             colr 0.79103,0.40297,0
  2593.             }
  2594.            sval {
  2595.             prkd 1
  2596.             Val 0.34409
  2597.             }
  2598.            }
  2599.           }
  2600.          sval {
  2601.           prkd 1
  2602.           Val 0.5
  2603.           }
  2604.          sval {
  2605.           prkd 1
  2606.           Val 0.09677
  2607.           }
  2608.          smap {
  2609.           MInf {
  2610.            tile 1
  2611.            seam 0
  2612.            cnth 14
  2613.            cntv 1
  2614.            flph 0
  2615.            flpv 1
  2616.            rotc 2
  2617.            intp 1
  2618.            invC 0
  2619.            }
  2620.           prkd 0
  2621.           CMAp {
  2622.            IMAP 0
  2623.            MDTA {
  2624.             REFN 2
  2625.             TIME "03:01:38 PM2568758"
  2626.             }
  2627.            }
  2628.           whit 0
  2629.           }
  2630.          sval {
  2631.           prkd 1
  2632.           Val 0
  2633.           }
  2634.          sval {
  2635.           prkd 1
  2636.           Val 0
  2637.           }
  2638.          sval {
  2639.           prkd 1
  2640.           Val 0
  2641.           }
  2642.          sclr {
  2643.           prkd 1
  2644.           colr 0,0,0
  2645.           }
  2646.          }
  2647.         }
  2648.        }
  2649.       opac 1
  2650.       }
  2651.      }
  2652.     }
  2653.    fidl 1
  2654.    pi 0
  2655.    cl 0
  2656.    ev 0
  2657.    evs 0
  2658.    evvs 0
  2659.    evhs 0
  2660.    ph {
  2661.     sap {
  2662.      cpc 0,0,0
  2663.      cv 0.39824,-2,1.26897
  2664.      cnc 0.39824,-2,1.26897
  2665.      tpc 1,0
  2666.      tv 1,0
  2667.      tnc 1,0
  2668.      bpc 1,0
  2669.      bv 1,0
  2670.      bnc 1,0
  2671.      lpc 1,0
  2672.      lv 1,0
  2673.      lnc 1,0
  2674.      rpc 1,0
  2675.      rv 1,0
  2676.      rnc 1,0
  2677.      cs {
  2678.       pv {
  2679.        bb2D 0,0,0,0
  2680.        pg {
  2681.         p2 {
  2682.          st -0.6115,-0.26649
  2683.          ss {
  2684.           s3 -0.48618,0.04372,-0.26613,0.25873,0.00052,0.25876
  2685.           s3 0.26723,0.25873,0.48499,0.04593,0.60863,-0.26262
  2686.           s3 0.63434,-0.32668,0.73549,-0.32932,0.71677,-0.26743
  2687.           s3 0.53583,0.33072,0.09148,0.33089,-0.00165,0.33092
  2688.           s3 -0.09499,0.33089,-0.52222,0.33086,-0.71552,-0.2674
  2689.           s3 -0.73549,-0.32927,-0.6375,-0.33089,-0.6115,-0.26649
  2690.           }
  2691.          }
  2692.         }
  2693.        }
  2694.       fl 0
  2695.       sk 1
  2696.       sksh 1
  2697.       twst 0
  2698.       oo 0
  2699.       }
  2700.      }
  2701.     sap {
  2702.      cpc 0.39824,2,1.26897
  2703.      cv 0.39824,2,1.26897
  2704.      cnc 0,0,0
  2705.      tpc 1,0
  2706.      tv 1,0
  2707.      tnc 1,0
  2708.      bpc 1,0
  2709.      bv 1,0
  2710.      bnc 1,0
  2711.      lpc 1,0
  2712.      lv 1,0
  2713.      lnc 1,0
  2714.      rpc 1,0
  2715.      rv 1,0
  2716.      rnc 1,0
  2717.      cs {
  2718.       fl 0
  2719.       sk 1
  2720.       sksh 1
  2721.       twst 0
  2722.       oo 1
  2723.       }
  2724.      }
  2725.     }
  2726.    grid {
  2727.     valu 0.19994
  2728.     incr 1
  2729.     show 1
  2730.     snap 0
  2731.     spct 0,0,0
  2732.     spsz 4
  2733.     }
  2734.    }
  2735.   ex {
  2736.    nm "grass"
  2737.    sh {
  2738.     mapk 0
  2739.     elms {
  2740.      srct {
  2741.       uvsp 0
  2742.       aexp 0
  2743.       bbox -5.00433,-0.03169,17.39566,0.3683
  2744.       mbox -5.00433,-0.03169,17.32855,0.25395
  2745.       shdr {
  2746.        scmp {
  2747.         prkd 1
  2748.         ssub {
  2749.          smix {
  2750.           prkd 1
  2751.           ssub {
  2752.            sclr {
  2753.             prkd 1
  2754.             colr 0.85938,0.85938,0.85938
  2755.             }
  2756.            sclr {
  2757.             prkd 1
  2758.             colr 0.68359,0.68359,0.68359
  2759.             }
  2760.            sspt {
  2761.             SEED 12345
  2762.             TRSH 0.15623
  2763.             STEP 11.54768
  2764.             prkd 1
  2765.             }
  2766.            }
  2767.           }
  2768.          sval {
  2769.           prkd 1
  2770.           Val 0.12848
  2771.           }
  2772.          sval {
  2773.           prkd 1
  2774.           Val 0.91338
  2775.           }
  2776.          sval {
  2777.           prkd 1
  2778.           Val 0
  2779.           }
  2780.          sval {
  2781.           prkd 1
  2782.           Val 0
  2783.           }
  2784.          sval {
  2785.           prkd 1
  2786.           Val 0
  2787.           }
  2788.          sval {
  2789.           prkd 1
  2790.           Val 0
  2791.           }
  2792.          void {
  2793.           }
  2794.          }
  2795.         }
  2796.        }
  2797.       opac 1
  2798.       }
  2799.      sprm {
  2800.       uvsp 8
  2801.       aexp 1
  2802.       bbox 0,0,4.43958,6.7641
  2803.       mbox 0,0,4.43958,6.7641
  2804.       shdr {
  2805.        scmp {
  2806.         prkd 1
  2807.         ssub {
  2808.          smap {
  2809.           MInf {
  2810.            tile 0
  2811.            seam 0
  2812.            cnth 1
  2813.            cntv 1
  2814.            flph 0
  2815.            flpv 1
  2816.            rotc 0
  2817.            intp 1
  2818.            invC 0
  2819.            }
  2820.           prkd 0
  2821.           CMAp {
  2822.            IMAP 0
  2823.            MDTA {
  2824.             REFN 3
  2825.             TIME "03:01:38 PM2568772"
  2826.             }
  2827.            }
  2828.           whit 0
  2829.           }
  2830.          sval {
  2831.           prkd 1
  2832.           Val 0.5
  2833.           }
  2834.          sval {
  2835.           prkd 1
  2836.           Val 0.5
  2837.           }
  2838.          sval {
  2839.           prkd 1
  2840.           Val 0
  2841.           }
  2842.          sval {
  2843.           prkd 1
  2844.           Val 0
  2845.           }
  2846.          sval {
  2847.           prkd 1
  2848.           Val 0
  2849.           }
  2850.          sval {
  2851.           prkd 1
  2852.           Val 0
  2853.           }
  2854.          void {
  2855.           }
  2856.          }
  2857.         }
  2858.        }
  2859.       opac 1
  2860.       }
  2861.      }
  2862.     }
  2863.    fidl 1
  2864.    pi 0
  2865.    cl 0
  2866.    ev 0
  2867.    evs 0
  2868.    evvs 0
  2869.    evhs 0
  2870.    ph {
  2871.     sap {
  2872.      cpc 0,0,0
  2873.      cv -0.3725,-2,0.53522
  2874.      cnc -0.3725,-2,0.53522
  2875.      tpc 1,0
  2876.      tv 1,0
  2877.      tnc 1,0
  2878.      bpc 1,0
  2879.      bv 1,0
  2880.      bnc 1,0
  2881.      lpc 1,0
  2882.      lv 1,0
  2883.      lnc 1,0
  2884.      rpc 1,0
  2885.      rv 1,0
  2886.      rnc 1,0
  2887.      cs {
  2888.       pv {
  2889.        bb2D 0,0,0,0
  2890.        pg {
  2891.         pg {
  2892.          mode 0
  2893.          type 0
  2894.          styl {
  2895.           fill 0,1,1,1,0
  2896.           strk 0,0,0,0,0
  2897.           wdth 0
  2898.           isfi 0
  2899.           cap 1
  2900.           join 1
  2901.           }
  2902.          p2 {
  2903.           st -3.38205,-2.21979
  2904.           ss {
  2905.            s1 3.38205,-2.21979
  2906.            s1 3.38205,2.21979
  2907.            s1 -3.38205,2.21979
  2908.            s1 -3.38205,-2.21979
  2909.            }
  2910.           }
  2911.          }
  2912.         }
  2913.        }
  2914.       fl 1
  2915.       sk 1
  2916.       sksh 1
  2917.       twst 0
  2918.       oo 0
  2919.       }
  2920.      }
  2921.     sap {
  2922.      cpc -0.3725,-1.5878,0.53522
  2923.      cv -0.3725,-1.5878,0.53522
  2924.      cnc 0,0,0
  2925.      tpc 1,0
  2926.      tv 1,0
  2927.      tnc 1,0
  2928.      bpc 1,0
  2929.      bv 1,0
  2930.      bnc 1,0
  2931.      lpc 1,0
  2932.      lv 1,0
  2933.      lnc 1,0
  2934.      rpc 1,0
  2935.      rv 1,0
  2936.      rnc 1,0
  2937.      cs {
  2938.       fl 0
  2939.       sk 1
  2940.       sksh 1
  2941.       twst 0
  2942.       oo 1
  2943.       }
  2944.      }
  2945.     }
  2946.    grid {
  2947.     valu 0.39998
  2948.     incr 1
  2949.     show 1
  2950.     snap 0
  2951.     spct 0,0,0
  2952.     spsz 4
  2953.     }
  2954.    }
  2955.   ex {
  2956.    nm "guard rail"
  2957.    sh {
  2958.     mapk 0
  2959.     elms {
  2960.      sprm {
  2961.       uvsp 0
  2962.       aexp 1
  2963.       bbox 0,0,2,2
  2964.       mbox 0,0,2,2
  2965.       shdr {
  2966.        scmp {
  2967.         prkd 1
  2968.         ssub {
  2969.          sclr {
  2970.           prkd 1
  2971.           colr 0.96875,0.96875,0.99998
  2972.           }
  2973.          sval {
  2974.           prkd 1
  2975.           Val 0.12903
  2976.           }
  2977.          sval {
  2978.           prkd 1
  2979.           Val 0.12903
  2980.           }
  2981.          sval {
  2982.           prkd 1
  2983.           Val 0
  2984.           }
  2985.          sval {
  2986.           prkd 1
  2987.           Val 0
  2988.           }
  2989.          sval {
  2990.           prkd 1
  2991.           Val 0
  2992.           }
  2993.          sval {
  2994.           prkd 1
  2995.           Val 0
  2996.           }
  2997.          void {
  2998.           }
  2999.          }
  3000.         }
  3001.        }
  3002.       opac 1
  3003.       }
  3004.      }
  3005.     }
  3006.    fidl 1
  3007.    pi 1
  3008.    cl 0
  3009.    ev 0
  3010.    evs 0
  3011.    evvs 0
  3012.    evhs 0
  3013.    ph {
  3014.     sap {
  3015.      cpc 0,0,0
  3016.      cv 1.94855,-1.99994,-0.39998
  3017.      cnc 1.94855,-1.99994,-0.39998
  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.         p2 {
  3035.          st -0.13698,0.39998
  3036.          ss {
  3037.           s1 -0.08167,0.19997
  3038.           s1 -0.13698,-0.39998
  3039.           s1 0.13698,-0.39998
  3040.           s1 0.07329,0.19997
  3041.           s1 0.13698,0.39998
  3042.           s3 0.13698,0.39998,-0.13698,0.39998,-0.13698,0.39998
  3043.           }
  3044.          }
  3045.         }
  3046.        }
  3047.       fl 1
  3048.       sk 1
  3049.       sksh 1
  3050.       twst 0
  3051.       oo 0
  3052.       }
  3053.      }
  3054.     sap {
  3055.      cpc 1.98552,1.66153,-0.40009
  3056.      cv 1.98552,1.66153,-0.40009
  3057.      cnc 1.98552,1.66153,-0.40009
  3058.      tpc 1,0
  3059.      tv 1,0
  3060.      tnc 1,0
  3061.      bpc 1,0
  3062.      bv 1,0
  3063.      bnc 1,0
  3064.      lpc 1,0
  3065.      lv 1,0
  3066.      lnc 1,0
  3067.      rpc 1,0
  3068.      rv 1,0
  3069.      rnc 1,0
  3070.      cs {
  3071.       fl 0
  3072.       sk 1
  3073.       sksh 1
  3074.       twst 0
  3075.       oo 1
  3076.       }
  3077.      }
  3078.     sap {
  3079.      cpc 0.39986,1.66153,-0.40009
  3080.      cv 0.39986,1.66153,-0.40009
  3081.      cnc 0.39986,1.66153,-0.40009
  3082.      tpc 1,0
  3083.      tv 1,0
  3084.      tnc 1,0
  3085.      bpc 1,0
  3086.      bv 1,0
  3087.      bnc 1,0
  3088.      lpc 1,0
  3089.      lv 1,0
  3090.      lnc 1,0
  3091.      rpc 1,0
  3092.      rv 1,0
  3093.      rnc 1,0
  3094.      cs {
  3095.       fl 0
  3096.       sk 1
  3097.       sksh 1
  3098.       twst 0
  3099.       oo 1
  3100.       }
  3101.      }
  3102.     sap {
  3103.      cpc 0.39998,0.4023,-0.39998
  3104.      cv 0.39998,0.4023,-0.39998
  3105.      cnc 0,0,0
  3106.      tpc 1,0
  3107.      tv 1,0
  3108.      tnc 1,0
  3109.      bpc 1,0
  3110.      bv 1,0
  3111.      bnc 1,0
  3112.      lpc 1,0
  3113.      lv 1,0
  3114.      lnc 1,0
  3115.      rpc 1,0
  3116.      rv 1,0
  3117.      rnc 1,0
  3118.      cs {
  3119.       fl 0
  3120.       sk 1
  3121.       sksh 1
  3122.       twst 0
  3123.       oo 1
  3124.       }
  3125.      }
  3126.     }
  3127.    grid {
  3128.     valu 0.39998
  3129.     incr 1
  3130.     show 1
  3131.     snap 0
  3132.     spct 0,0,0
  3133.     spsz 4
  3134.     }
  3135.    }
  3136.   ex {
  3137.    nm "hook "
  3138.    sh {
  3139.     mapk 0
  3140.     elms {
  3141.      sprm {
  3142.       uvsp 8
  3143.       aexp 1
  3144.       bbox 0,0,0.39961,1.59958
  3145.       mbox 0,0,0.39961,1.59958
  3146.       shdr {
  3147.        scmp {
  3148.         prkd 1
  3149.         ssub {
  3150.          smix {
  3151.           prkd 1
  3152.           ssub {
  3153.            sclr {
  3154.             prkd 1
  3155.             colr 0.99998,0.77609,0
  3156.             }
  3157.            sclr {
  3158.             prkd 1
  3159.             colr 0.99998,0.99998,0.99998
  3160.             }
  3161.            sval {
  3162.             prkd 1
  3163.             Val 0.46236
  3164.             }
  3165.            }
  3166.           }
  3167.          sval {
  3168.           prkd 1
  3169.           Val 0.26881
  3170.           }
  3171.          sval {
  3172.           prkd 1
  3173.           Val 0.2043
  3174.           }
  3175.          sval {
  3176.           prkd 1
  3177.           Val 0
  3178.           }
  3179.          sval {
  3180.           prkd 1
  3181.           Val 0.24437
  3182.           }
  3183.          sval {
  3184.           prkd 1
  3185.           Val 0
  3186.           }
  3187.          sval {
  3188.           prkd 1
  3189.           Val 0
  3190.           }
  3191.          sclr {
  3192.           prkd 1
  3193.           colr 0,0,0
  3194.           }
  3195.          }
  3196.         }
  3197.        }
  3198.       opac 1
  3199.       }
  3200.      }
  3201.     }
  3202.    fidl 1
  3203.    pi 0
  3204.    cl 0
  3205.    ev 0
  3206.    evs 0
  3207.    evvs 0
  3208.    evhs 0
  3209.    ph {
  3210.     sap {
  3211.      cpc 0,0,0
  3212.      cv 0.79979,-2,-0.1998
  3213.      cnc 0.79979,-2,-0.1998
  3214.      tpc 1,0
  3215.      tv 1,0
  3216.      tnc 1,0
  3217.      bpc 1,0
  3218.      bv 1,0
  3219.      bnc 1,0
  3220.      lpc 1,0
  3221.      lv 1,0
  3222.      lnc 1,0
  3223.      rpc 1,0
  3224.      rv 1,0
  3225.      rnc 1,0
  3226.      cs {
  3227.       pv {
  3228.        bb2D 0,0,0,0
  3229.        pg {
  3230.         p2 {
  3231.          st -0.79979,-0.1998
  3232.          ss {
  3233.           s1 -0.5999,-0.1998
  3234.           s1 -0.3998,0
  3235.           s1 0.3998,0
  3236.           s1 0.5999,-0.1998
  3237.           s1 0.79979,-0.1998
  3238.           s1 0.3998,0.1998
  3239.           s1 -0.3998,0.1998
  3240.           s3 -0.3998,0.1998,-0.79979,-0.1998,-0.79979,-0.1998
  3241.           }
  3242.          }
  3243.         }
  3244.        }
  3245.       fl 1
  3246.       sk 1
  3247.       sksh 1
  3248.       twst 0
  3249.       oo 0
  3250.       }
  3251.      }
  3252.     sap {
  3253.      cpc 0.79979,-1.79979,-0.1998
  3254.      cv 0.79979,-1.79979,-0.1998
  3255.      cnc 0,0,0
  3256.      tpc 1,0
  3257.      tv 1,0
  3258.      tnc 1,0
  3259.      bpc 1,0
  3260.      bv 1,0
  3261.      bnc 1,0
  3262.      lpc 1,0
  3263.      lv 1,0
  3264.      lnc 1,0
  3265.      rpc 1,0
  3266.      rv 1,0
  3267.      rnc 1,0
  3268.      cs {
  3269.       fl 0
  3270.       sk 1
  3271.       sksh 1
  3272.       twst 0
  3273.       oo 1
  3274.       }
  3275.      }
  3276.     }
  3277.    grid {
  3278.     valu 0.19977
  3279.     incr 2
  3280.     show 1
  3281.     snap 1
  3282.     spct 0,0,0
  3283.     spsz 4
  3284.     }
  3285.    }
  3286.   ex {
  3287.    nm "Inside Bell"
  3288.    sh {
  3289.     mapk 0
  3290.     elms {
  3291.      sprm {
  3292.       uvsp 0
  3293.       aexp 1
  3294.       bbox 0,0,2,2
  3295.       mbox 0,0,2,2
  3296.       shdr {
  3297.        scmp {
  3298.         prkd 1
  3299.         ssub {
  3300.          smix {
  3301.           prkd 1
  3302.           ssub {
  3303.            sclr {
  3304.             prkd 1
  3305.             colr 0.99998,0.77609,0
  3306.             }
  3307.            sclr {
  3308.             prkd 1
  3309.             colr 0.99998,0.99998,0.99998
  3310.             }
  3311.            sval {
  3312.             prkd 1
  3313.             Val 0.46236
  3314.             }
  3315.            }
  3316.           }
  3317.          sval {
  3318.           prkd 1
  3319.           Val 0.26881
  3320.           }
  3321.          sval {
  3322.           prkd 1
  3323.           Val 0.2043
  3324.           }
  3325.          sval {
  3326.           prkd 1
  3327.           Val 0
  3328.           }
  3329.          sval {
  3330.           prkd 1
  3331.           Val 0.24437
  3332.           }
  3333.          sval {
  3334.           prkd 1
  3335.           Val 0
  3336.           }
  3337.          sval {
  3338.           prkd 1
  3339.           Val 0
  3340.           }
  3341.          sclr {
  3342.           prkd 1
  3343.           colr 0,0,0
  3344.           }
  3345.          }
  3346.         }
  3347.        }
  3348.       opac 1
  3349.       }
  3350.      }
  3351.     }
  3352.    fidl 1
  3353.    pi 0
  3354.    cl 0
  3355.    ev 1
  3356.    evs 0
  3357.    evvs 0
  3358.    evhs 0
  3359.    ph {
  3360.     sap {
  3361.      cpc 0,0,0
  3362.      cv 1.1998,-2.19977,0.79979
  3363.      cnc 1.1998,-2.19977,0.79979
  3364.      tpc 1,0
  3365.      tv 1,0
  3366.      tnc 1,0
  3367.      bpc 1,0
  3368.      bv 1,0
  3369.      bnc 1,0
  3370.      lpc 1,0
  3371.      lv 1,0
  3372.      lnc 1,0
  3373.      rpc 1,0
  3374.      rv 1,0
  3375.      rnc 1,0
  3376.      cs {
  3377.       pv {
  3378.        bb2D 0,0,0,0
  3379.        pg {
  3380.         pg {
  3381.          mode 0
  3382.          type 0
  3383.          styl {
  3384.           fill 0,1,1,1,0
  3385.           strk 0,0,0,0,0
  3386.           wdth 0
  3387.           isfi 0
  3388.           cap 1
  3389.           join 1
  3390.           }
  3391.          p2 {
  3392.           st -0.39998,0
  3393.           ss {
  3394.            s3 -0.39998,-0.22083,-0.22083,-0.39998,0,-0.39998
  3395.            s3 0.22078,-0.39998,0.39995,-0.22083,0.39995,0
  3396.            s3 0.39995,0.22078,0.22078,0.39995,0,0.39995
  3397.            s3 -0.22083,0.39995,-0.39998,0.22078,-0.39998,0
  3398.            }
  3399.           }
  3400.          }
  3401.         }
  3402.        }
  3403.       fl 1
  3404.       sk 1
  3405.       sksh 1
  3406.       twst 0
  3407.       oo 0
  3408.       }
  3409.      }
  3410.     sap {
  3411.      cpc 1.19986,-1.79979,0.7997
  3412.      cv 1.19986,-1.79979,0.7997
  3413.      cnc 1.19986,-1.79979,0.7997
  3414.      tpc 0.49951,0.2
  3415.      tv 0.49951,0
  3416.      tnc 0.49951,0.2
  3417.      bpc 0.49994,0.2
  3418.      bv 0.49994,0
  3419.      bnc 0.49994,0.2
  3420.      lpc 0.49979,0.2
  3421.      lv 0.49979,0
  3422.      lnc 0.49979,0.2
  3423.      rpc 0.49966,0.2
  3424.      rv 0.49966,0
  3425.      rnc 0.49966,0.2
  3426.      cs {
  3427.       fl 0
  3428.       sk 1
  3429.       sksh 1
  3430.       twst 0
  3431.       oo 1
  3432.       }
  3433.      }
  3434.     sap {
  3435.      cpc 1.19986,-0.79979,0.7997
  3436.      cv 1.19986,-0.79979,0.7997
  3437.      cnc 1.19986,-0.79979,0.7997
  3438.      tpc 0.49951,0.2
  3439.      tv 0.49951,0
  3440.      tnc 0.49944,0.2
  3441.      bpc 0.49994,0.2
  3442.      bv 0.49994,0
  3443.      bnc 0.49986,0.2
  3444.      lpc 0.49979,0.2
  3445.      lv 0.49979,0
  3446.      lnc 0.49974,0.2
  3447.      rpc 0.49966,0.2
  3448.      rv 0.49966,0
  3449.      rnc 0.49962,0.2
  3450.      cs {
  3451.       fl 0
  3452.       sk 1
  3453.       sksh 1
  3454.       twst 0
  3455.       oo 1
  3456.       }
  3457.      }
  3458.     sap {
  3459.      cpc 1.1998,-0.3998,0.79979
  3460.      cv 1.1998,-0.3998,0.79979
  3461.      cnc 0,0,0
  3462.      tpc 0.99911,0
  3463.      tv 0.99911,0
  3464.      tnc 1,0
  3465.      bpc 0.99991,0
  3466.      bv 0.99991,0
  3467.      bnc 1,0
  3468.      lpc 0.9996,0
  3469.      lv 0.9996,0
  3470.      lnc 1,0
  3471.      rpc 0.99942,0
  3472.      rv 0.99942,0
  3473.      rnc 1,0
  3474.      cs {
  3475.       fl 0
  3476.       sk 1
  3477.       sksh 1
  3478.       twst 0
  3479.       oo 1
  3480.       }
  3481.      }
  3482.     }
  3483.    grid {
  3484.     valu 0.19977
  3485.     incr 2
  3486.     show 1
  3487.     snap 1
  3488.     spct 0,0,0
  3489.     spsz 4
  3490.     }
  3491.    }
  3492.   ex {
  3493.    nm "main roof"
  3494.    sh {
  3495.     mapk 0
  3496.     elms {
  3497.      sprm {
  3498.       uvsp 8
  3499.       aexp 1
  3500.       bbox 0,0,1.92627,4.80484
  3501.       mbox 0,0,1.92627,4.80484
  3502.       shdr {
  3503.        scmp {
  3504.         prkd 1
  3505.         ssub {
  3506.          smix {
  3507.           prkd 1
  3508.           ssub {
  3509.            sclr {
  3510.             prkd 1
  3511.             colr 0.2388,0.56715,0.64177
  3512.             }
  3513.            sclr {
  3514.             prkd 1
  3515.             colr 0.79103,0.40297,0
  3516.             }
  3517.            sval {
  3518.             prkd 1
  3519.             Val 0.34409
  3520.             }
  3521.            }
  3522.           }
  3523.          sval {
  3524.           prkd 1
  3525.           Val 0.5
  3526.           }
  3527.          sval {
  3528.           prkd 1
  3529.           Val 0.09677
  3530.           }
  3531.          smap {
  3532.           MInf {
  3533.            tile 1
  3534.            seam 0
  3535.            cnth 7
  3536.            cntv 1
  3537.            flph 0
  3538.            flpv 1
  3539.            rotc 2
  3540.            intp 1
  3541.            invC 0
  3542.            }
  3543.           prkd 0
  3544.           CMAp {
  3545.            IMAP 0
  3546.            MDTA {
  3547.             REFN 4
  3548.             TIME "03:01:39 PM2568827"
  3549.             }
  3550.            }
  3551.           whit 0
  3552.           }
  3553.          sval {
  3554.           prkd 1
  3555.           Val 0
  3556.           }
  3557.          sval {
  3558.           prkd 1
  3559.           Val 0
  3560.           }
  3561.          sval {
  3562.           prkd 1
  3563.           Val 0
  3564.           }
  3565.          void {
  3566.           }
  3567.          }
  3568.         }
  3569.        }
  3570.       opac 1
  3571.       }
  3572.      }
  3573.     }
  3574.    fidl 1
  3575.    pi 0
  3576.    cl 0
  3577.    ev 0
  3578.    evs 0
  3579.    evvs 0
  3580.    evhs 0
  3581.    ph {
  3582.     sap {
  3583.      cpc 0,0,0
  3584.      cv 0.58594,-2,0.14388
  3585.      cnc 0.58594,-2,0.14388
  3586.      tpc 1,0
  3587.      tv 1,0
  3588.      tnc 1,0
  3589.      bpc 1,0
  3590.      bv 1,0
  3591.      bnc 1,0
  3592.      lpc 1,0
  3593.      lv 1,0
  3594.      lnc 1,0
  3595.      rpc 1,0
  3596.      rv 1,0
  3597.      rnc 1,0
  3598.      cs {
  3599.       pv {
  3600.        bb2D 0,0,0,0
  3601.        pg {
  3602.         p2 {
  3603.          st -2.4024,-0.94385
  3604.          ss {
  3605.           s3 -1.683,-0.94385,1.46758,-0.96313,2.40244,-0.96313
  3606.           s3 1.82187,-0.56174,2.18587,0.96313,0.1859,0.96313
  3607.           s3 0.1859,0.96313,-0.21399,0.96313,-0.21399,0.96313
  3608.           s3 -2.21396,0.96313,-1.8154,-0.52599,-2.4024,-0.94385
  3609.           }
  3610.          }
  3611.         }
  3612.        }
  3613.       fl 1
  3614.       sk 1
  3615.       sksh 1
  3616.       twst 0
  3617.       oo 0
  3618.       }
  3619.      }
  3620.     sap {
  3621.      cpc 0.58594,2,0.14388
  3622.      cv 0.58594,2,0.14388
  3623.      cnc 0,0,0
  3624.      tpc 1,0
  3625.      tv 1,0
  3626.      tnc 1,0
  3627.      bpc 1,0
  3628.      bv 1,0
  3629.      bnc 1,0
  3630.      lpc 1,0
  3631.      lv 1,0
  3632.      lnc 1,0
  3633.      rpc 1,0
  3634.      rv 1,0
  3635.      rnc 1,0
  3636.      cs {
  3637.       fl 0
  3638.       sk 1
  3639.       sksh 1
  3640.       twst 0
  3641.       oo 1
  3642.       }
  3643.      }
  3644.     }
  3645.    grid {
  3646.     valu 0.39995
  3647.     incr 1
  3648.     show 1
  3649.     snap 0
  3650.     spct 0,0,0
  3651.     spsz 4
  3652.     }
  3653.    }
  3654.   ex {
  3655.    nm "middle base"
  3656.    sh {
  3657.     mapk 0
  3658.     elms {
  3659.      sprm {
  3660.       uvsp 0
  3661.       aexp 1
  3662.       bbox 0,0,2,2
  3663.       mbox 0,0,2,2
  3664.       shdr {
  3665.        scmp {
  3666.         prkd 1
  3667.         ssub {
  3668.          smix {
  3669.           prkd 1
  3670.           ssub {
  3671.            sclr {
  3672.             prkd 1
  3673.             colr 0.99998,0.77609,0
  3674.             }
  3675.            sclr {
  3676.             prkd 1
  3677.             colr 0.99998,0.99998,0.99998
  3678.             }
  3679.            sval {
  3680.             prkd 1
  3681.             Val 0.46236
  3682.             }
  3683.            }
  3684.           }
  3685.          sval {
  3686.           prkd 1
  3687.           Val 0.26881
  3688.           }
  3689.          sval {
  3690.           prkd 1
  3691.           Val 0.2043
  3692.           }
  3693.          sval {
  3694.           prkd 1
  3695.           Val 0
  3696.           }
  3697.          sval {
  3698.           prkd 1
  3699.           Val 0.24437
  3700.           }
  3701.          sval {
  3702.           prkd 1
  3703.           Val 0
  3704.           }
  3705.          sval {
  3706.           prkd 1
  3707.           Val 0
  3708.           }
  3709.          void {
  3710.           }
  3711.          }
  3712.         }
  3713.        }
  3714.       opac 1
  3715.       }
  3716.      }
  3717.     }
  3718.    fidl 1
  3719.    pi 0
  3720.    cl 0
  3721.    ev 1
  3722.    evs 0
  3723.    evvs 0
  3724.    evhs 0
  3725.    ph {
  3726.     sap {
  3727.      cpc 0,0,0
  3728.      cv 0.0504,-2,0.30629
  3729.      cnc 0.0504,-2,0.30629
  3730.      tpc 1,0
  3731.      tv 1,0
  3732.      tnc 1.09865,0.05785
  3733.      bpc 1,0
  3734.      bv 1,0
  3735.      bnc 1.09865,0.05785
  3736.      lpc 1,0
  3737.      lv 1,0
  3738.      lnc 1.09865,0.05785
  3739.      rpc 1,0
  3740.      rv 1,0
  3741.      rnc 1.09865,0.05785
  3742.      cs {
  3743.       pv {
  3744.        bb2D 0,0,0,0
  3745.        pg {
  3746.         pg {
  3747.          mode 0
  3748.          type 0
  3749.          styl {
  3750.           fill 0,1,1,1,0
  3751.           strk 0,0,0,0,0
  3752.           wdth 0
  3753.           isfi 0
  3754.           cap 1
  3755.           join 1
  3756.           }
  3757.          p2 {
  3758.           st -1.61266,-1.61272
  3759.           ss {
  3760.            s1 1.61278,-1.61272
  3761.            s1 1.61278,1.61275
  3762.            s1 -1.61266,1.61275
  3763.            s1 -1.61266,-1.61272
  3764.            }
  3765.           }
  3766.          }
  3767.         }
  3768.        }
  3769.       fl 1
  3770.       sk 1
  3771.       sksh 1
  3772.       twst 0
  3773.       oo 0
  3774.       }
  3775.      }
  3776.     sap {
  3777.      cpc 0.0504,-1.7757,0.30629
  3778.      cv 0.0504,-1.7757,0.30629
  3779.      cnc 0,0,0
  3780.      tpc 1.11742,0.08266
  3781.      tv 1,0
  3782.      tnc 1,0
  3783.      bpc 1.11748,0.08266
  3784.      bv 1,0
  3785.      bnc 1,0
  3786.      lpc 1.11754,0.08266
  3787.      lv 1,0
  3788.      lnc 1,0
  3789.      rpc 1.11754,0.08266
  3790.      rv 1,0
  3791.      rnc 1,0
  3792.      cs {
  3793.       fl 0
  3794.       sk 1
  3795.       sksh 1
  3796.       twst 0
  3797.       oo 1
  3798.       }
  3799.      }
  3800.     }
  3801.    grid {
  3802.     valu 0.39998
  3803.     incr 1
  3804.     show 1
  3805.     snap 0
  3806.     spct 0,0,0
  3807.     spsz 4
  3808.     }
  3809.    }
  3810.   ex {
  3811.    nm "middle corner spires"
  3812.    sh {
  3813.     mapk 0
  3814.     elms {
  3815.      sprm {
  3816.       uvsp 0
  3817.       aexp 1
  3818.       bbox 0,0,2,2
  3819.       mbox 0,0,2,2
  3820.       shdr {
  3821.        scmp {
  3822.         prkd 1
  3823.         ssub {
  3824.          sclr {
  3825.           prkd 1
  3826.           colr 0.96875,0.96875,0.99998
  3827.           }
  3828.          sval {
  3829.           prkd 1
  3830.           Val 0.12903
  3831.           }
  3832.          sval {
  3833.           prkd 1
  3834.           Val 0.12903
  3835.           }
  3836.          sval {
  3837.           prkd 1
  3838.           Val 0
  3839.           }
  3840.          sval {
  3841.           prkd 1
  3842.           Val 0
  3843.           }
  3844.          sval {
  3845.           prkd 1
  3846.           Val 0
  3847.           }
  3848.          sval {
  3849.           prkd 1
  3850.           Val 0
  3851.           }
  3852.          void {
  3853.           }
  3854.          }
  3855.         }
  3856.        }
  3857.       opac 1
  3858.       }
  3859.      }
  3860.     }
  3861.    fidl 1
  3862.    pi 0
  3863.    cl 0
  3864.    ev 1
  3865.    evs 0
  3866.    evvs 0
  3867.    evhs 0
  3868.    ph {
  3869.     sap {
  3870.      cpc 0,0,0
  3871.      cv 0.18352,-2,0.3409
  3872.      cnc 0.18352,-2,0.3409
  3873.      tpc 1,0
  3874.      tv 1,0
  3875.      tnc 1,0
  3876.      bpc 1,0
  3877.      bv 1,0
  3878.      bnc 1,0
  3879.      lpc 1,0
  3880.      lv 1,0
  3881.      lnc 1,0
  3882.      rpc 1,0
  3883.      rv 1,0
  3884.      rnc 1,0
  3885.      cs {
  3886.       pv {
  3887.        bb2D 0,0,0,0
  3888.        pg {
  3889.         pg {
  3890.          mode 0
  3891.          type 0
  3892.          styl {
  3893.           fill 0,1,1,1,0
  3894.           strk 0,0,0,0,0
  3895.           wdth 0
  3896.           isfi 0
  3897.           cap 1
  3898.           join 1
  3899.           }
  3900.          p2 {
  3901.           st -0.32082,0
  3902.           ss {
  3903.            s3 -0.32082,-0.17717,-0.17719,-0.32082,-0.00005,-0.32082
  3904.            s3 0.17708,-0.32082,0.32079,-0.17717,0.32079,0
  3905.            s3 0.32079,0.1772,0.17708,0.32079,-0.00005,0.32079
  3906.            s3 -0.17719,0.32079,-0.32082,0.1772,-0.32082,0
  3907.            }
  3908.           }
  3909.          }
  3910.         }
  3911.        }
  3912.       fl 1
  3913.       sk 1
  3914.       sksh 1
  3915.       twst 0
  3916.       oo 0
  3917.       }
  3918.      }
  3919.     sap {
  3920.      cpc 0.18349,2.41852,0.3409
  3921.      cv 0.18349,2.41852,0.3409
  3922.      cnc 0.18349,2.41852,0.3409
  3923.      tpc 0.99931,0
  3924.      tv 0.99931,0
  3925.      tnc 0.99931,0
  3926.      bpc 1.00053,0
  3927.      bv 1.00053,0
  3928.      bnc 1.00053,0
  3929.      lpc 1.00005,0
  3930.      lv 1.00005,0
  3931.      lnc 1.00005,0
  3932.      rpc 0.99998,0
  3933.      rv 0.99998,0
  3934.      rnc 0.99998,0
  3935.      cs {
  3936.       fl 0
  3937.       sk 1
  3938.       sksh 1
  3939.       twst 0
  3940.       oo 1
  3941.       }
  3942.      }
  3943.     sap {
  3944.      cpc 0.18352,2.48079,0.3409
  3945.      cv 0.18352,2.48079,0.3409
  3946.      cnc 0.18352,2.48079,0.3409
  3947.      tpc 0.86429,0
  3948.      tv 0.86429,0
  3949.      tnc 0.86429,0
  3950.      bpc 0.86588,0
  3951.      bv 0.86588,0
  3952.      bnc 0.86588,0
  3953.      lpc 0.86552,0
  3954.      lv 0.86552,0
  3955.      lnc 0.86552,0
  3956.      rpc 0.8651,0
  3957.      rv 0.8651,0
  3958.      rnc 0.8651,0
  3959.      cs {
  3960.       fl 0
  3961.       sk 1
  3962.       sksh 1
  3963.       twst 0
  3964.       oo 1
  3965.       }
  3966.      }
  3967.     sap {
  3968.      cpc 0.18355,3.3436,0.34084
  3969.      cv 0.18355,3.3436,0.34084
  3970.      cnc 0.18355,3.3436,0.34084
  3971.      tpc 0.29559,0
  3972.      tv 0.29559,0
  3973.      tnc 0.29559,0
  3974.      bpc 0.2962,0
  3975.      bv 0.2962,0
  3976.      bnc 0.2962,0
  3977.      lpc 0.29591,0
  3978.      lv 0.29591,0
  3979.      lnc 0.29591,0
  3980.      rpc 0.29597,0
  3981.      rv 0.29597,0
  3982.      rnc 0.29597,0
  3983.      cs {
  3984.       fl 0
  3985.       sk 1
  3986.       sksh 1
  3987.       twst 0
  3988.       oo 1
  3989.       }
  3990.      }
  3991.     sap {
  3992.      cpc 0.18352,3.65436,0.34084
  3993.      cv 0.18352,3.65436,0.34084
  3994.      cnc 0.18352,3.65436,0.34084
  3995.      tpc 0.29559,0
  3996.      tv 0.29559,0
  3997.      tnc 0.29559,0
  3998.      bpc 0.2962,0
  3999.      bv 0.2962,0
  4000.      bnc 0.2962,0
  4001.      lpc 0.29591,0
  4002.      lv 0.29591,0
  4003.      lnc 0.29591,0
  4004.      rpc 0.29597,0
  4005.      rv 0.29597,0
  4006.      rnc 0.29597,0
  4007.      cs {
  4008.       fl 0
  4009.       sk 1
  4010.       sksh 1
  4011.       twst 0
  4012.       oo 1
  4013.       }
  4014.      }
  4015.     sap {
  4016.      cpc 0.18355,4.01418,0.34087
  4017.      cv 0.18355,4.01418,0.34087
  4018.      cnc 0,0,0
  4019.      tpc 0.05406,0
  4020.      tv 0.05406,0
  4021.      tnc 1,0
  4022.      bpc 0.05461,0
  4023.      bv 0.05461,0
  4024.      bnc 1,0
  4025.      lpc 0.05435,0
  4026.      lv 0.05435,0
  4027.      lnc 1,0
  4028.      rpc 0.05441,0
  4029.      rv 0.05441,0
  4030.      rnc 1,0
  4031.      cs {
  4032.       fl 0
  4033.       sk 1
  4034.       sksh 1
  4035.       twst 0
  4036.       oo 1
  4037.       }
  4038.      }
  4039.     }
  4040.    grid {
  4041.     valu 0.39995
  4042.     incr 1
  4043.     show 1
  4044.     snap 0
  4045.     spct 0,0,0
  4046.     spsz 4
  4047.     }
  4048.    }
  4049.   ex {
  4050.    nm "middle main roof"
  4051.    sh {
  4052.     mapk 0
  4053.     elms {
  4054.      sprm {
  4055.       uvsp 0
  4056.       aexp 1
  4057.       bbox 0,0,9.06012,4
  4058.       mbox 0,0,9.06012,4
  4059.       shdr {
  4060.        scmp {
  4061.         prkd 1
  4062.         ssub {
  4063.          smix {
  4064.           prkd 1
  4065.           ssub {
  4066.            sclr {
  4067.             prkd 1
  4068.             colr 0.2388,0.56715,0.64177
  4069.             }
  4070.            sclr {
  4071.             prkd 1
  4072.             colr 0.79103,0.40297,0
  4073.             }
  4074.            sval {
  4075.             prkd 1
  4076.             Val 0.34409
  4077.             }
  4078.            }
  4079.           }
  4080.          sval {
  4081.           prkd 1
  4082.           Val 0.5
  4083.           }
  4084.          sval {
  4085.           prkd 1
  4086.           Val 0.09677
  4087.           }
  4088.          smap {
  4089.           MInf {
  4090.            tile 1
  4091.            seam 0
  4092.            cnth 14
  4093.            cntv 1
  4094.            flph 0
  4095.            flpv 1
  4096.            rotc 2
  4097.            intp 1
  4098.            invC 0
  4099.            }
  4100.           prkd 0
  4101.           CMAp {
  4102.            IMAP 0
  4103.            MDTA {
  4104.             REFN 5
  4105.             TIME "03:01:39 PM2568854"
  4106.             }
  4107.            }
  4108.           whit 0
  4109.           }
  4110.          sval {
  4111.           prkd 1
  4112.           Val 0
  4113.           }
  4114.          sval {
  4115.           prkd 1
  4116.           Val 0
  4117.           }
  4118.          sval {
  4119.           prkd 1
  4120.           Val 0
  4121.           }
  4122.          sclr {
  4123.           prkd 1
  4124.           colr 0,0,0
  4125.           }
  4126.          }
  4127.         }
  4128.        }
  4129.       opac 1
  4130.       }
  4131.      }
  4132.     }
  4133.    fidl 1
  4134.    pi 0
  4135.    cl 0
  4136.    ev 0
  4137.    evs 0
  4138.    evvs 0
  4139.    evhs 0
  4140.    ph {
  4141.     sap {
  4142.      cpc 0,0,0
  4143.      cv 0.00702,-2,-1.42458
  4144.      cnc 0.00702,-2,-1.42458
  4145.      tpc 1,0
  4146.      tv 1,0
  4147.      tnc 1,0
  4148.      bpc 1,0
  4149.      bv 1,0
  4150.      bnc 1,0
  4151.      lpc 1,0
  4152.      lv 1,0
  4153.      lnc 1,0
  4154.      rpc 1,0
  4155.      rv 1,0
  4156.      rnc 1,0
  4157.      cs {
  4158.       pv {
  4159.        bb2D 0,0,0,0
  4160.        pg {
  4161.         p2 {
  4162.          st -1.99283,-0.1754
  4163.          ss {
  4164.           s3 -1.97867,-0.42458,2.00699,-0.41318,2.00699,-0.1754
  4165.           s3 2.00699,0.0625,0.41199,0.26137,0.00702,0.42458
  4166.           s3 -0.39063,0.267,-2.00699,0.07387,-1.99283,-0.1754
  4167.           }
  4168.          }
  4169.         }
  4170.        }
  4171.       fl 1
  4172.       sk 1
  4173.       sksh 1
  4174.       twst 0
  4175.       oo 0
  4176.       }
  4177.      }
  4178.     sap {
  4179.      cpc 0.00702,2,-1.42458
  4180.      cv 0.00702,2,-1.42458
  4181.      cnc 0,0,0
  4182.      tpc 1,0
  4183.      tv 1,0
  4184.      tnc 1,0
  4185.      bpc 1,0
  4186.      bv 1,0
  4187.      bnc 1,0
  4188.      lpc 1,0
  4189.      lv 1,0
  4190.      lnc 1,0
  4191.      rpc 1,0
  4192.      rv 1,0
  4193.      rnc 1,0
  4194.      cs {
  4195.       fl 0
  4196.       sk 1
  4197.       sksh 1
  4198.       twst 0
  4199.       oo 1
  4200.       }
  4201.      }
  4202.     }
  4203.    grid {
  4204.     valu 0.19994
  4205.     incr 1
  4206.     show 1
  4207.     snap 1
  4208.     spct 0,0,0
  4209.     spsz 4
  4210.     }
  4211.    }
  4212.   ex {
  4213.    nm "middle main roof 1"
  4214.    sh {
  4215.     mapk 0
  4216.     elms {
  4217.      sprm {
  4218.       uvsp 8
  4219.       aexp 1
  4220.       bbox 0,0,0.84633,4.01392
  4221.       mbox 0,0,0.84633,4.01392
  4222.       shdr {
  4223.        scmp {
  4224.         prkd 1
  4225.         ssub {
  4226.          smix {
  4227.           prkd 1
  4228.           ssub {
  4229.            sclr {
  4230.             prkd 1
  4231.             colr 0.2388,0.56715,0.64177
  4232.             }
  4233.            sclr {
  4234.             prkd 1
  4235.             colr 0.79103,0.40297,0
  4236.             }
  4237.            sval {
  4238.             prkd 1
  4239.             Val 0.34409
  4240.             }
  4241.            }
  4242.           }
  4243.          sval {
  4244.           prkd 1
  4245.           Val 0.5
  4246.           }
  4247.          sval {
  4248.           prkd 1
  4249.           Val 0.09677
  4250.           }
  4251.          smap {
  4252.           MInf {
  4253.            tile 1
  4254.            seam 0
  4255.            cnth 14
  4256.            cntv 1
  4257.            flph 0
  4258.            flpv 1
  4259.            rotc 2
  4260.            intp 1
  4261.            invC 0
  4262.            }
  4263.           prkd 0
  4264.           CMAp {
  4265.            IMAP 0
  4266.            MDTA {
  4267.             REFN 6
  4268.             TIME "03:01:39 PM2568912"
  4269.             }
  4270.            }
  4271.           whit 0
  4272.           }
  4273.          sval {
  4274.           prkd 1
  4275.           Val 0
  4276.           }
  4277.          sval {
  4278.           prkd 1
  4279.           Val 0
  4280.           }
  4281.          sval {
  4282.           prkd 1
  4283.           Val 0
  4284.           }
  4285.          sclr {
  4286.           prkd 1
  4287.           colr 0,0,0
  4288.           }
  4289.          }
  4290.         }
  4291.        }
  4292.       opac 1
  4293.       }
  4294.      }
  4295.     }
  4296.    fidl 1
  4297.    pi 0
  4298.    cl 0
  4299.    ev 0
  4300.    evs 0
  4301.    evvs 0
  4302.    evhs 0
  4303.    ph {
  4304.     sap {
  4305.      cpc 0,0,0
  4306.      cv 0.00702,-2,-1.42458
  4307.      cnc 0.00702,-2,-1.42458
  4308.      tpc 1,0
  4309.      tv 1,0
  4310.      tnc 1,0
  4311.      bpc 1,0
  4312.      bv 1,0
  4313.      bnc 1,0
  4314.      lpc 1,0
  4315.      lv 1,0
  4316.      lnc 1,0
  4317.      rpc 1,0
  4318.      rv 1,0
  4319.      rnc 1,0
  4320.      cs {
  4321.       pv {
  4322.        bb2D 0,0,0,0
  4323.        pg {
  4324.         p2 {
  4325.          st -1.99283,-0.1754
  4326.          ss {
  4327.           s3 -1.97867,-0.42458,2.00699,-0.41318,2.00699,-0.1754
  4328.           s3 2.00699,0.0625,0.41199,0.26137,0.00702,0.42458
  4329.           s3 -0.39063,0.267,-2.00699,0.07387,-1.99283,-0.1754
  4330.           }
  4331.          }
  4332.         }
  4333.        }
  4334.       fl 1
  4335.       sk 1
  4336.       sksh 1
  4337.       twst 0
  4338.       oo 0
  4339.       }
  4340.      }
  4341.     sap {
  4342.      cpc 0.00702,2,-1.42458
  4343.      cv 0.00702,2,-1.42458
  4344.      cnc 0,0,0
  4345.      tpc 1,0
  4346.      tv 1,0
  4347.      tnc 1,0
  4348.      bpc 1,0
  4349.      bv 1,0
  4350.      bnc 1,0
  4351.      lpc 1,0
  4352.      lv 1,0
  4353.      lnc 1,0
  4354.      rpc 1,0
  4355.      rv 1,0
  4356.      rnc 1,0
  4357.      cs {
  4358.       fl 0
  4359.       sk 1
  4360.       sksh 1
  4361.       twst 0
  4362.       oo 1
  4363.       }
  4364.      }
  4365.     }
  4366.    grid {
  4367.     valu 0.19994
  4368.     incr 1
  4369.     show 1
  4370.     snap 1
  4371.     spct 0,0,0
  4372.     spsz 4
  4373.     }
  4374.    }
  4375.   ex {
  4376.    nm "middle of corner tower"
  4377.    sh {
  4378.     mapk 0
  4379.     elms {
  4380.      sprm {
  4381.       uvsp 0
  4382.       aexp 1
  4383.       bbox 0,0,2,2
  4384.       mbox 0,0,2,2
  4385.       shdr {
  4386.        scmp {
  4387.         prkd 1
  4388.         ssub {
  4389.          sclr {
  4390.           prkd 1
  4391.           colr 0.85938,0.85938,0.879
  4392.           }
  4393.          sval {
  4394.           prkd 1
  4395.           Val 0.12903
  4396.           }
  4397.          sval {
  4398.           prkd 1
  4399.           Val 0.12903
  4400.           }
  4401.          sval {
  4402.           prkd 1
  4403.           Val 0
  4404.           }
  4405.          sval {
  4406.           prkd 1
  4407.           Val 0
  4408.           }
  4409.          sval {
  4410.           prkd 1
  4411.           Val 0
  4412.           }
  4413.          sval {
  4414.           prkd 1
  4415.           Val 0
  4416.           }
  4417.          void {
  4418.           }
  4419.          }
  4420.         }
  4421.        }
  4422.       opac 1
  4423.       }
  4424.      }
  4425.     }
  4426.    fidl 1
  4427.    pi 0
  4428.    cl 0
  4429.    ev 1
  4430.    evs 0
  4431.    evvs 0
  4432.    evhs 0
  4433.    ph {
  4434.     sap {
  4435.      cpc 0,0,0
  4436.      cv 0.19994,-2,-0.19994
  4437.      cnc 0.19994,-2,-0.19994
  4438.      tpc 1,0
  4439.      tv 1,0
  4440.      tnc 0.99969,0.0551
  4441.      bpc 1,0
  4442.      bv 1,0
  4443.      bnc 0.99988,0.0551
  4444.      lpc 1,0
  4445.      lv 1,0
  4446.      lnc 0.99986,0.0551
  4447.      rpc 1,0
  4448.      rv 1,0
  4449.      rnc 0.9998,0.0551
  4450.      cs {
  4451.       pv {
  4452.        bb2D 0,0,0,0
  4453.        pg {
  4454.         pg {
  4455.          mode 0
  4456.          type 0
  4457.          styl {
  4458.           fill 0,1,1,1,0
  4459.           strk 0,0,0,0,0
  4460.           wdth 0
  4461.           isfi 0
  4462.           cap 1
  4463.           join 1
  4464.           }
  4465.          p2 {
  4466.           st -0.7,-0.7
  4467.           ss {
  4468.            s1 0.5999,-0.7
  4469.            s1 0.5999,0.5999
  4470.            s1 -0.7,0.5999
  4471.            s1 -0.7,-0.7
  4472.            }
  4473.           }
  4474.          }
  4475.         }
  4476.        }
  4477.       fl 1
  4478.       sk 1
  4479.       sksh 1
  4480.       twst 0
  4481.       oo 0
  4482.       }
  4483.      }
  4484.     sap {
  4485.      cpc 0.19994,-1.849,-0.19994
  4486.      cv 0.19994,-1.849,-0.19994
  4487.      cnc 0,0,0
  4488.      tpc 0.75746,0.0692
  4489.      tv 0.75293,0
  4490.      tnc 1,0
  4491.      bpc 0.75771,0.0692
  4492.      bv 0.75311,0
  4493.      bnc 1,0
  4494.      lpc 0.75769,0.0692
  4495.      lv 0.75304,0
  4496.      lnc 1,0
  4497.      rpc 0.75781,0.0692
  4498.      rv 0.75304,0
  4499.      rnc 1,0
  4500.      cs {
  4501.       fl 0
  4502.       sk 1
  4503.       sksh 1
  4504.       twst 0
  4505.       oo 1
  4506.       }
  4507.      }
  4508.     }
  4509.    grid {
  4510.     valu 0.39995
  4511.     incr 1
  4512.     show 1
  4513.     snap 0
  4514.     spct 0,0,0
  4515.     spsz 4
  4516.     }
  4517.    }
  4518.   ex {
  4519.    nm "middle roof"
  4520.    sh {
  4521.     mapk 0
  4522.     elms {
  4523.      sprm {
  4524.       uvsp 0
  4525.       aexp 1
  4526.       bbox 0,0,2,2
  4527.       mbox 0,0,2,2
  4528.       shdr {
  4529.        scmp {
  4530.         prkd 1
  4531.         ssub {
  4532.          sclr {
  4533.           prkd 1
  4534.           colr 0.96875,0.96875,0.99998
  4535.           }
  4536.          sval {
  4537.           prkd 1
  4538.           Val 0.12903
  4539.           }
  4540.          sval {
  4541.           prkd 1
  4542.           Val 0.12903
  4543.           }
  4544.          sval {
  4545.           prkd 1
  4546.           Val 0
  4547.           }
  4548.          sval {
  4549.           prkd 1
  4550.           Val 0
  4551.           }
  4552.          sval {
  4553.           prkd 1
  4554.           Val 0
  4555.           }
  4556.          sval {
  4557.           prkd 1
  4558.           Val 0
  4559.           }
  4560.          sclr {
  4561.           prkd 1
  4562.           colr 0,0,0
  4563.           }
  4564.          }
  4565.         }
  4566.        }
  4567.       opac 1
  4568.       }
  4569.      }
  4570.     }
  4571.    fidl 1
  4572.    pi 0
  4573.    cl 0
  4574.    ev 0
  4575.    evs 0
  4576.    evvs 0
  4577.    evhs 0
  4578.    ph {
  4579.     sap {
  4580.      cpc 0,0,0
  4581.      cv -0.48842,-2,-0.0331
  4582.      cnc -0.48842,-2,-0.0331
  4583.      tpc 1,0
  4584.      tv 1,0
  4585.      tnc 1,0
  4586.      bpc 1,0
  4587.      bv 1,0
  4588.      bnc 1,0
  4589.      lpc 1,0
  4590.      lv 1,0
  4591.      lnc 1,0
  4592.      rpc 1,0
  4593.      rv 1,0
  4594.      rnc 1,0
  4595.      cs {
  4596.       pv {
  4597.        bb2D 0,0,0,0
  4598.        pg {
  4599.         pg {
  4600.          mode 0
  4601.          type 0
  4602.          styl {
  4603.           fill 0,1,1,1,0
  4604.           strk 0,0,0,0,0
  4605.           wdth 0
  4606.           isfi 0
  4607.           cap 1
  4608.           join 1
  4609.           }
  4610.          p2 {
  4611.           st -1.80704,-1.80704
  4612.           ss {
  4613.            s1 1.80704,-1.80704
  4614.            s1 1.80704,1.80704
  4615.            s1 -1.80704,1.80704
  4616.            s1 -1.80704,-1.80704
  4617.            }
  4618.           }
  4619.          }
  4620.         }
  4621.        }
  4622.       fl 1
  4623.       sk 1
  4624.       sksh 1
  4625.       twst 0
  4626.       oo 0
  4627.       }
  4628.      }
  4629.     sap {
  4630.      cpc -0.48842,-1.83829,-0.0331
  4631.      cv -0.48842,-1.83829,-0.0331
  4632.      cnc 0,0,0
  4633.      tpc 1,0
  4634.      tv 1,0
  4635.      tnc 1,0
  4636.      bpc 1,0
  4637.      bv 1,0
  4638.      bnc 1,0
  4639.      lpc 1,0
  4640.      lv 1,0
  4641.      lnc 1,0
  4642.      rpc 1,0
  4643.      rv 1,0
  4644.      rnc 1,0
  4645.      cs {
  4646.       fl 0
  4647.       sk 1
  4648.       sksh 1
  4649.       twst 0
  4650.       oo 1
  4651.       }
  4652.      }
  4653.     }
  4654.    grid {
  4655.     valu 0.39995
  4656.     incr 1
  4657.     show 1
  4658.     snap 0
  4659.     spct 0,0,0
  4660.     spsz 4
  4661.     }
  4662.    }
  4663.   ex {
  4664.    nm "middle roofline"
  4665.    sh {
  4666.     mapk 0
  4667.     elms {
  4668.      sprm {
  4669.       uvsp 0
  4670.       aexp 1
  4671.       bbox 0,0,2,2
  4672.       mbox 0,0,2,2
  4673.       shdr {
  4674.        scmp {
  4675.         prkd 1
  4676.         ssub {
  4677.          sclr {
  4678.           prkd 1
  4679.           colr 0.96875,0.96875,0.99998
  4680.           }
  4681.          sval {
  4682.           prkd 1
  4683.           Val 0.12903
  4684.           }
  4685.          sval {
  4686.           prkd 1
  4687.           Val 0.12903
  4688.           }
  4689.          sval {
  4690.           prkd 1
  4691.           Val 0
  4692.           }
  4693.          sval {
  4694.           prkd 1
  4695.           Val 0
  4696.           }
  4697.          sval {
  4698.           prkd 1
  4699.           Val 0
  4700.           }
  4701.          sval {
  4702.           prkd 1
  4703.           Val 0
  4704.           }
  4705.          sclr {
  4706.           prkd 1
  4707.           colr 0,0,0
  4708.           }
  4709.          }
  4710.         }
  4711.        }
  4712.       opac 1
  4713.       }
  4714.      }
  4715.     }
  4716.    fidl 1
  4717.    pi 0
  4718.    cl 0
  4719.    ev 0
  4720.    evs 0
  4721.    evvs 0
  4722.    evhs 0
  4723.    ph {
  4724.     sap {
  4725.      cpc 0,0,0
  4726.      cv -0.19994,-2,-0.29996
  4727.      cnc -0.19994,-2,-0.29996
  4728.      tpc 1,0
  4729.      tv 1,0
  4730.      tnc 1,0
  4731.      bpc 1,0
  4732.      bv 1,0
  4733.      bnc 1,0
  4734.      lpc 1,0
  4735.      lv 1,0
  4736.      lnc 1,0
  4737.      rpc 1,0
  4738.      rv 1,0
  4739.      rnc 1,0
  4740.      cs {
  4741.       pv {
  4742.        bb2D 0,0,0,0
  4743.        pg {
  4744.         p2 {
  4745.          st -2.01797,-0.61765
  4746.          ss {
  4747.           s1 -3.599,-0.61887
  4748.           s1 0,0.60245
  4749.           s1 3.6205,-0.61887
  4750.           s1 1.98186,-0.61765
  4751.           s1 2,-0.69994
  4752.           s1 3.99988,-0.69994
  4753.           s1 0,0.69994
  4754.           s1 -3.99988,-0.69994
  4755.           s1 -2,-0.69994
  4756.           s3 -2,-0.69994,-2.01797,-0.61765,-2.01797,-0.61765
  4757.           }
  4758.          }
  4759.         }
  4760.        }
  4761.       fl 1
  4762.       sk 1
  4763.       sksh 1
  4764.       twst 0
  4765.       oo 0
  4766.       }
  4767.      }
  4768.     sap {
  4769.      cpc -0.19994,-1.5244,-0.29996
  4770.      cv -0.19994,-1.5244,-0.29996
  4771.      cnc 0,0,0
  4772.      tpc 1,0
  4773.      tv 1,0
  4774.      tnc 1,0
  4775.      bpc 1,0
  4776.      bv 1,0
  4777.      bnc 1,0
  4778.      lpc 1,0
  4779.      lv 1,0
  4780.      lnc 1,0
  4781.      rpc 1,0
  4782.      rv 1,0
  4783.      rnc 1,0
  4784.      cs {
  4785.       fl 0
  4786.       sk 1
  4787.       sksh 1
  4788.       twst 0
  4789.       oo 1
  4790.       }
  4791.      }
  4792.     }
  4793.    grid {
  4794.     valu 0.19994
  4795.     incr 1
  4796.     show 1
  4797.     snap 0
  4798.     spct 0,0,0
  4799.     spsz 4
  4800.     }
  4801.    }
  4802.   ex {
  4803.    nm "middle tower"
  4804.    sh {
  4805.     mapk 0
  4806.     elms {
  4807.      sprm {
  4808.       uvsp 0
  4809.       aexp 1
  4810.       bbox 0,0,2,2
  4811.       mbox 0,0,2,2
  4812.       shdr {
  4813.        scmp {
  4814.         prkd 1
  4815.         ssub {
  4816.          sclr {
  4817.           prkd 1
  4818.           colr 0.96875,0.96875,0.99998
  4819.           }
  4820.          sval {
  4821.           prkd 1
  4822.           Val 0.12903
  4823.           }
  4824.          sval {
  4825.           prkd 1
  4826.           Val 0.12903
  4827.           }
  4828.          sval {
  4829.           prkd 1
  4830.           Val 0
  4831.           }
  4832.          sval {
  4833.           prkd 1
  4834.           Val 0
  4835.           }
  4836.          sval {
  4837.           prkd 1
  4838.           Val 0
  4839.           }
  4840.          sval {
  4841.           prkd 1
  4842.           Val 0
  4843.           }
  4844.          sclr {
  4845.           prkd 1
  4846.           colr 0,0,0
  4847.           }
  4848.          }
  4849.         }
  4850.        }
  4851.       opac 1
  4852.       }
  4853.      }
  4854.     }
  4855.    fidl 1
  4856.    pi 0
  4857.    cl 0
  4858.    ev 0
  4859.    evs 0
  4860.    evvs 0
  4861.    evhs 0
  4862.    ph {
  4863.     sap {
  4864.      cpc 0,0,0
  4865.      cv -0.39989,-2,-0.79993
  4866.      cnc -0.39989,-2,-0.79993
  4867.      tpc 1,0
  4868.      tv 1,0
  4869.      tnc 1,0
  4870.      bpc 1,0
  4871.      bv 1,0
  4872.      bnc 1,0
  4873.      lpc 1,0
  4874.      lv 1,0
  4875.      lnc 1,0
  4876.      rpc 1,0
  4877.      rv 1,0
  4878.      rnc 1,0
  4879.      cs {
  4880.       pv {
  4881.        bb2D 0,0,0,0
  4882.        pg {
  4883.         p2 {
  4884.          st -2.39986,0
  4885.          ss {
  4886.           s3 -2.39986,-1.32538,-1.32535,-2.39992,0,-2.39992
  4887.           s3 1.32544,-2.39992,2.39995,-1.32538,2.39995,0
  4888.           s3 2.39989,0.16353,2.38347,0.32329,2.35225,0.47765
  4889.           s3 2.31215,0.67615,2.24753,0.8658,2.16167,1.04326
  4890.           s3 2.1109,1.14844,2.0526,1.24933,1.98743,1.34525
  4891.           s3 1.92734,1.4339,1.86153,1.51816,1.7905,1.59772
  4892.           s3 1.70305,1.69568,1.60767,1.78638,1.50542,1.86887
  4893.           s3 1.4276,1.93175,1.34557,1.9899,1.26009,2.04268
  4894.           s3 1.16237,2.10309,1.06,2.15668,0.95366,2.20279
  4895.           s3 0.86565,2.24097,0.77489,2.27402,0.68178,2.30156
  4896.           s3 0.57903,2.33195,0.47342,2.35567,0.36542,2.3723
  4897.           s3 0.24628,2.39043,0.12424,2.39989,0,2.39992
  4898.           s3 -0.12418,2.39989,-0.24625,2.39043,-0.36542,2.3723
  4899.           s3 -0.40143,2.3667,-0.43718,2.36037,-0.47266,2.35326
  4900.           s3 -0.53914,2.33997,-0.60464,2.32393,-0.66904,2.30527
  4901.           s3 -0.70763,2.2941,-0.74582,2.282,-0.78362,2.26897
  4902.           s3 -0.9012,2.22835,-1.01465,2.17885,-1.12317,2.12128
  4903.           s3 -1.2182,2.071,-1.30927,2.01436,-1.39612,1.95215
  4904.           s3 -1.4722,1.89774,-1.54477,1.83896,-1.61377,1.77625
  4905.           s3 -1.68925,1.70763,-1.76035,1.6344,-1.82657,1.55669
  4906.           s3 -1.90482,1.46503,-1.97626,1.36739,-2.04015,1.26456
  4907.           s3 -2.09717,1.17273,-2.14818,1.0768,-2.19263,0.97728
  4908.           s3 -2.2426,0.86533,-2.28426,0.74883,-2.31679,0.62859
  4909.           s3 -2.37108,0.42824,-2.39995,0.2175,-2.39986,0
  4910.           }
  4911.          }
  4912.         }
  4913.        }
  4914.       fl 1
  4915.       sk 1
  4916.       sksh 1
  4917.       twst 0
  4918.       oo 0
  4919.       }
  4920.      }
  4921.     sap {
  4922.      cpc -0.39992,-1.1875,-0.79996
  4923.      cv -0.39992,-1.1875,-0.79996
  4924.      cnc -0.39992,-1.1875,-0.79996
  4925.      tpc 1,0
  4926.      tv 1,0
  4927.      tnc 1,0
  4928.      bpc 1,0
  4929.      bv 1,0
  4930.      bnc 1,0
  4931.      lpc 1,0
  4932.      lv 1,0
  4933.      lnc 1,0
  4934.      rpc 1,0
  4935.      rv 1,0
  4936.      rnc 1,0
  4937.      cs {
  4938.       pv {
  4939.        bb2D 0,0,0,0
  4940.        pg {
  4941.         p2 {
  4942.          st -2.39986,0
  4943.          ss {
  4944.           s3 -2.39986,-1.32538,-1.32535,-2.39992,0,-2.39992
  4945.           s3 1.32544,-2.39992,2.39995,-1.32538,2.39995,0
  4946.           s3 2.39989,0.16353,2.38347,0.32329,2.35225,0.47765
  4947.           s3 2.31215,0.67615,2.24753,0.8658,2.16167,1.04326
  4948.           s3 2.15211,1.06296,2.07982,1.01302,2.06975,1.0325
  4949.           s3 2.0396,1.09067,1.96053,1.23172,1.92583,1.28705
  4950.           s3 1.91045,1.31165,2.00368,1.32126,1.98743,1.34525
  4951.           s3 1.92734,1.4339,1.86153,1.51816,1.7905,1.59772
  4952.           s3 1.77408,1.61609,1.71027,1.52386,1.69333,1.54169
  4953.           s3 1.64249,1.59525,1.50533,1.72559,1.44977,1.77419
  4954.           s3 1.42508,1.79584,1.53098,1.84824,1.50542,1.86887
  4955.           s3 1.4276,1.93175,1.34557,1.9899,1.26009,2.04268
  4956.           s3 1.23878,2.05588,1.20586,1.96094,1.18404,1.9735
  4957.           s3 1.1187,2.01117,0.97649,2.09702,0.90726,2.12848
  4958.           s3 0.89412,2.1346,0.96695,2.19704,0.95366,2.20279
  4959.           s3 0.86565,2.24097,0.77489,2.27402,0.68178,2.30156
  4960.           s3 0.65929,2.3082,0.6644,2.22214,0.64156,2.22812
  4961.           s3 0.57329,2.24614,0.40204,2.28252,0.33156,2.29456
  4962.           s3 0.31815,2.29688,0.379,2.37012,0.36542,2.3723
  4963.           s3 0.24628,2.39043,0.12424,2.39989,0,2.39992
  4964.           s3 -0.12418,2.39989,-0.24625,2.39043,-0.36542,2.3723
  4965.           s3 -0.40143,2.3667,-0.35258,2.25739,-0.38799,2.25026
  4966.           s3 -0.45447,2.23697,-0.64467,2.2025,-0.70905,2.18384
  4967.           s3 -0.74763,2.17267,-0.74582,2.282,-0.78362,2.26897
  4968.           s3 -0.9012,2.22835,-1.01465,2.17885,-1.12317,2.12128
  4969.           s3 -1.14693,2.10869,-1.05115,2.05327,-1.07439,2.03992
  4970.           s3 -1.1268,2.00986,-1.25713,1.92978,-1.30688,1.896
  4971.           s3 -1.32346,1.88474,-1.37984,1.9639,-1.39612,1.95215
  4972.           s3 -1.4722,1.89774,-1.54477,1.83896,-1.61377,1.77625
  4973.           s3 -1.62323,1.76764,-1.56328,1.7166,-1.57259,1.70778
  4974.           s3 -1.62143,1.66199,-1.67168,1.5804,-1.71654,1.53064
  4975.           s3 -1.73145,1.5141,-1.81212,1.57367,-1.82657,1.55669
  4976.           s3 -1.90482,1.46503,-1.97626,1.36739,-2.04015,1.26456
  4977.           s3 -2.0544,1.24158,-1.95766,1.22197,-1.97118,1.19849
  4978.           s3 -2.00153,1.1458,-2.06656,1.03229,-2.09296,0.97707
  4979.           s3 -2.10172,0.95868,-2.1843,0.99593,-2.19263,0.97728
  4980.           s3 -2.2426,0.86533,-2.28426,0.74883,-2.31679,0.62859
  4981.           s3 -2.37108,0.42824,-2.39995,0.2175,-2.39986,0
  4982.           }
  4983.          }
  4984.         p2 {
  4985.          st -2.39986,0
  4986.          ss {
  4987.           s3 -2.39986,-1.32538,-1.32535,-2.39992,0,-2.39992
  4988.           s3 1.32544,-2.39992,2.39995,-1.32538,2.39995,0
  4989.           s3 2.39989,0.16353,2.38347,0.32329,2.35225,0.47765
  4990.           s3 2.31215,0.67615,2.24753,0.8658,2.16167,1.04326
  4991.           s3 2.1109,1.14844,2.0526,1.24933,1.98743,1.34525
  4992.           s3 1.92734,1.4339,1.86153,1.51816,1.7905,1.59772
  4993.           s3 1.70305,1.69568,1.60767,1.78638,1.50542,1.86887
  4994.           s3 1.4276,1.93175,1.34557,1.9899,1.26009,2.04268
  4995.           s3 1.16237,2.10309,1.06,2.15668,0.95366,2.20279
  4996.           s3 0.86565,2.24097,0.77489,2.27402,0.68178,2.30156
  4997.           s3 0.57903,2.33195,0.47342,2.35567,0.36542,2.3723
  4998.           s3 0.24628,2.39043,0.12424,2.39989,0,2.39992
  4999.           s3 -0.12418,2.39989,-0.24625,2.39043,-0.36542,2.3723
  5000.           s3 -0.40143,2.3667,-0.43718,2.36037,-0.47266,2.35326
  5001.           s3 -0.53914,2.33997,-0.60464,2.32393,-0.66904,2.30527
  5002.           s3 -0.70763,2.2941,-0.74582,2.282,-0.78362,2.26897
  5003.           s3 -0.9012,2.22835,-1.01465,2.17885,-1.12317,2.12128
  5004.           s3 -1.2182,2.071,-1.30927,2.01436,-1.39612,1.95215
  5005.           s3 -1.4722,1.89774,-1.54477,1.83896,-1.61377,1.77625
  5006.           s3 -1.68925,1.70763,-1.76035,1.6344,-1.82657,1.55669
  5007.           s3 -1.90482,1.46503,-1.97626,1.36739,-2.04015,1.26456
  5008.           s3 -2.09717,1.17273,-2.14818,1.0768,-2.19263,0.97728
  5009.           s3 -2.2426,0.86533,-2.28426,0.74883,-2.31679,0.62859
  5010.           s3 -2.37108,0.42824,-2.39995,0.2175,-2.39986,0
  5011.           }
  5012.          }
  5013.         }
  5014.        }
  5015.       shnb {
  5016.        shno 1,2
  5017.        shno 2,1
  5018.        }
  5019.       fl 0
  5020.       sk 1
  5021.       sksh 1
  5022.       twst 0
  5023.       oo 0
  5024.       }
  5025.      }
  5026.     sap {
  5027.      cpc -0.39992,-0.39063,-0.79996
  5028.      cv -0.39992,-0.39063,-0.79996
  5029.      cnc -0.39992,-0.39063,-0.79996
  5030.      tpc 1,0
  5031.      tv 1,0
  5032.      tnc 1,0
  5033.      bpc 1,0
  5034.      bv 1,0
  5035.      bnc 1,0
  5036.      lpc 1,0
  5037.      lv 1,0
  5038.      lnc 1,0
  5039.      rpc 1,0
  5040.      rv 1,0
  5041.      rnc 1,0
  5042.      cs {
  5043.       pv {
  5044.        bb2D 0,0,0,0
  5045.        pg {
  5046.         p2 {
  5047.          st -2.39986,0
  5048.          ss {
  5049.           s3 -2.39986,-1.32538,-1.32535,-2.39992,0,-2.39992
  5050.           s3 1.32544,-2.39992,2.39995,-1.32538,2.39995,0
  5051.           s3 2.39989,0.16353,2.38347,0.32329,2.35225,0.47765
  5052.           s3 2.31215,0.67615,2.24753,0.8658,2.16167,1.04326
  5053.           s3 2.15211,1.06296,2.07982,1.01302,2.06975,1.0325
  5054.           s3 2.0396,1.09067,1.96053,1.23172,1.92583,1.28705
  5055.           s3 1.91045,1.31165,2.00368,1.32126,1.98743,1.34525
  5056.           s3 1.92734,1.4339,1.86153,1.51816,1.7905,1.59772
  5057.           s3 1.77408,1.61609,1.71027,1.52386,1.69333,1.54169
  5058.           s3 1.64249,1.59525,1.50533,1.72559,1.44977,1.77419
  5059.           s3 1.42508,1.79584,1.53098,1.84824,1.50542,1.86887
  5060.           s3 1.4276,1.93175,1.34557,1.9899,1.26009,2.04268
  5061.           s3 1.23878,2.05588,1.20586,1.96094,1.18404,1.9735
  5062.           s3 1.1187,2.01117,0.97649,2.09702,0.90726,2.12848
  5063.           s3 0.89412,2.1346,0.96695,2.19704,0.95366,2.20279
  5064.           s3 0.86565,2.24097,0.77489,2.27402,0.68178,2.30156
  5065.           s3 0.65929,2.3082,0.6644,2.22214,0.64156,2.22812
  5066.           s3 0.57329,2.24614,0.40204,2.28252,0.33156,2.29456
  5067.           s3 0.31815,2.29688,0.379,2.37012,0.36542,2.3723
  5068.           s3 0.24628,2.39043,0.12424,2.39989,0,2.39992
  5069.           s3 -0.12418,2.39989,-0.24625,2.39043,-0.36542,2.3723
  5070.           s3 -0.40143,2.3667,-0.35258,2.25739,-0.38799,2.25026
  5071.           s3 -0.45447,2.23697,-0.64467,2.2025,-0.70905,2.18384
  5072.           s3 -0.74763,2.17267,-0.74582,2.282,-0.78362,2.26897
  5073.           s3 -0.9012,2.22835,-1.01465,2.17885,-1.12317,2.12128
  5074.           s3 -1.14693,2.10869,-1.05115,2.05327,-1.07439,2.03992
  5075.           s3 -1.1268,2.00986,-1.25713,1.92978,-1.30688,1.896
  5076.           s3 -1.32346,1.88474,-1.37984,1.9639,-1.39612,1.95215
  5077.           s3 -1.4722,1.89774,-1.54477,1.83896,-1.61377,1.77625
  5078.           s3 -1.62323,1.76764,-1.56328,1.7166,-1.57259,1.70778
  5079.           s3 -1.62143,1.66199,-1.67168,1.5804,-1.71654,1.53064
  5080.           s3 -1.73145,1.5141,-1.81212,1.57367,-1.82657,1.55669
  5081.           s3 -1.90482,1.46503,-1.97626,1.36739,-2.04015,1.26456
  5082.           s3 -2.0544,1.24158,-1.95766,1.22197,-1.97118,1.19849
  5083.           s3 -2.00153,1.1458,-2.06656,1.03229,-2.09296,0.97707
  5084.           s3 -2.10172,0.95868,-2.1843,0.99593,-2.19263,0.97728
  5085.           s3 -2.2426,0.86533,-2.28426,0.74883,-2.31679,0.62859
  5086.           s3 -2.37108,0.42824,-2.39995,0.2175,-2.39986,0
  5087.           }
  5088.          }
  5089.         p2 {
  5090.          st -2.39986,0
  5091.          ss {
  5092.           s3 -2.39986,-1.32538,-1.32535,-2.39992,0,-2.39992
  5093.           s3 1.32544,-2.39992,2.39995,-1.32538,2.39995,0
  5094.           s3 2.39989,0.16353,2.38347,0.32329,2.35225,0.47765
  5095.           s3 2.31215,0.67615,2.24753,0.8658,2.16167,1.04326
  5096.           s3 2.1109,1.14844,2.0526,1.24933,1.98743,1.34525
  5097.           s3 1.92734,1.4339,1.86153,1.51816,1.7905,1.59772
  5098.           s3 1.70305,1.69568,1.60767,1.78638,1.50542,1.86887
  5099.           s3 1.4276,1.93175,1.34557,1.9899,1.26009,2.04268
  5100.           s3 1.16237,2.10309,1.06,2.15668,0.95366,2.20279
  5101.           s3 0.86565,2.24097,0.77489,2.27402,0.68178,2.30156
  5102.           s3 0.57903,2.33195,0.47342,2.35567,0.36542,2.3723
  5103.           s3 0.24628,2.39043,0.12424,2.39989,0,2.39992
  5104.           s3 -0.12418,2.39989,-0.24625,2.39043,-0.36542,2.3723
  5105.           s3 -0.40143,2.3667,-0.43718,2.36037,-0.47266,2.35326
  5106.           s3 -0.53914,2.33997,-0.60464,2.32393,-0.66904,2.30527
  5107.           s3 -0.70763,2.2941,-0.74582,2.282,-0.78362,2.26897
  5108.           s3 -0.9012,2.22835,-1.01465,2.17885,-1.12317,2.12128
  5109.           s3 -1.2182,2.071,-1.30927,2.01436,-1.39612,1.95215
  5110.           s3 -1.4722,1.89774,-1.54477,1.83896,-1.61377,1.77625
  5111.           s3 -1.68925,1.70763,-1.76035,1.6344,-1.82657,1.55669
  5112.           s3 -1.90482,1.46503,-1.97626,1.36739,-2.04015,1.26456
  5113.           s3 -2.09717,1.17273,-2.14818,1.0768,-2.19263,0.97728
  5114.           s3 -2.2426,0.86533,-2.28426,0.74883,-2.31679,0.62859
  5115.           s3 -2.37108,0.42824,-2.39995,0.2175,-2.39986,0
  5116.           }
  5117.          }
  5118.         }
  5119.        }
  5120.       shnb {
  5121.        shno 2,3
  5122.        shno 1,2
  5123.        }
  5124.       fl 0
  5125.       sk 1
  5126.       sksh 1
  5127.       twst 0
  5128.       oo 0
  5129.       }
  5130.      }
  5131.     sap {
  5132.      cpc -0.39992,0.40625,-0.79996
  5133.      cv -0.39992,0.40625,-0.79996
  5134.      cnc -0.39992,0.40625,-0.79996
  5135.      tpc 1,0
  5136.      tv 1,0
  5137.      tnc 1,0
  5138.      bpc 1,0
  5139.      bv 1,0
  5140.      bnc 1,0
  5141.      lpc 1,0
  5142.      lv 1,0
  5143.      lnc 1,0
  5144.      rpc 1,0
  5145.      rv 1,0
  5146.      rnc 1,0
  5147.      cs {
  5148.       pv {
  5149.        bb2D 0,0,0,0
  5150.        pg {
  5151.         p2 {
  5152.          st -2.39986,0
  5153.          ss {
  5154.           s3 -2.39986,-1.32538,-1.32535,-2.39992,0,-2.39992
  5155.           s3 1.32544,-2.39992,2.39995,-1.32538,2.39995,0
  5156.           s3 2.39989,0.16353,2.38347,0.32329,2.35225,0.47765
  5157.           s3 2.31215,0.67615,2.24753,0.8658,2.16167,1.04326
  5158.           s3 2.15211,1.06296,2.07982,1.01302,2.06975,1.0325
  5159.           s3 2.0396,1.09067,1.96053,1.23172,1.92583,1.28705
  5160.           s3 1.91045,1.31165,2.00368,1.32126,1.98743,1.34525
  5161.           s3 1.92734,1.4339,1.86153,1.51816,1.7905,1.59772
  5162.           s3 1.77408,1.61609,1.71027,1.52386,1.69333,1.54169
  5163.           s3 1.64249,1.59525,1.50533,1.72559,1.44977,1.77419
  5164.           s3 1.42508,1.79584,1.53098,1.84824,1.50542,1.86887
  5165.           s3 1.4276,1.93175,1.34557,1.9899,1.26009,2.04268
  5166.           s3 1.23878,2.05588,1.20586,1.96094,1.18404,1.9735
  5167.           s3 1.1187,2.01117,0.97649,2.09702,0.90726,2.12848
  5168.           s3 0.89412,2.1346,0.96695,2.19704,0.95366,2.20279
  5169.           s3 0.86565,2.24097,0.77489,2.27402,0.68178,2.30156
  5170.           s3 0.65929,2.3082,0.6644,2.22214,0.64156,2.22812
  5171.           s3 0.57329,2.24614,0.40204,2.28252,0.33156,2.29456
  5172.           s3 0.31815,2.29688,0.379,2.37012,0.36542,2.3723
  5173.           s3 0.24628,2.39043,0.12424,2.39989,0,2.39992
  5174.           s3 -0.12418,2.39989,-0.24625,2.39043,-0.36542,2.3723
  5175.           s3 -0.40143,2.3667,-0.35258,2.25739,-0.38799,2.25026
  5176.           s3 -0.45447,2.23697,-0.64467,2.2025,-0.70905,2.18384
  5177.           s3 -0.74763,2.17267,-0.74582,2.282,-0.78362,2.26897
  5178.           s3 -0.9012,2.22835,-1.01465,2.17885,-1.12317,2.12128
  5179.           s3 -1.14693,2.10869,-1.05115,2.05327,-1.07439,2.03992
  5180.           s3 -1.1268,2.00986,-1.25713,1.92978,-1.30688,1.896
  5181.           s3 -1.32346,1.88474,-1.37984,1.9639,-1.39612,1.95215
  5182.           s3 -1.4722,1.89774,-1.54477,1.83896,-1.61377,1.77625
  5183.           s3 -1.62323,1.76764,-1.56328,1.7166,-1.57259,1.70778
  5184.           s3 -1.62143,1.66199,-1.67168,1.5804,-1.71654,1.53064
  5185.           s3 -1.73145,1.5141,-1.81212,1.57367,-1.82657,1.55669
  5186.           s3 -1.90482,1.46503,-1.97626,1.36739,-2.04015,1.26456
  5187.           s3 -2.0544,1.24158,-1.95766,1.22197,-1.97118,1.19849
  5188.           s3 -2.00153,1.1458,-2.06656,1.03229,-2.09296,0.97707
  5189.           s3 -2.10172,0.95868,-2.1843,0.99593,-2.19263,0.97728
  5190.           s3 -2.2426,0.86533,-2.28426,0.74883,-2.31679,0.62859
  5191.           s3 -2.37108,0.42824,-2.39995,0.2175,-2.39986,0
  5192.           }
  5193.          }
  5194.         p2 {
  5195.          st -2.39986,0
  5196.          ss {
  5197.           s3 -2.39986,-1.32538,-1.32535,-2.39992,0,-2.39992
  5198.           s3 1.32544,-2.39992,2.39995,-1.32538,2.39995,0
  5199.           s3 2.39989,0.16353,2.38347,0.32329,2.35225,0.47765
  5200.           s3 2.31215,0.67615,2.24753,0.8658,2.16167,1.04326
  5201.           s3 2.1109,1.14844,2.0526,1.24933,1.98743,1.34525
  5202.           s3 1.92734,1.4339,1.86153,1.51816,1.7905,1.59772
  5203.           s3 1.70305,1.69568,1.60767,1.78638,1.50542,1.86887
  5204.           s3 1.4276,1.93175,1.34557,1.9899,1.26009,2.04268
  5205.           s3 1.16237,2.10309,1.06,2.15668,0.95366,2.20279
  5206.           s3 0.86565,2.24097,0.77489,2.27402,0.68178,2.30156
  5207.           s3 0.57903,2.33195,0.47342,2.35567,0.36542,2.3723
  5208.           s3 0.24628,2.39043,0.12424,2.39989,0,2.39992
  5209.           s3 -0.12418,2.39989,-0.24625,2.39043,-0.36542,2.3723
  5210.           s3 -0.40143,2.3667,-0.43718,2.36037,-0.47266,2.35326
  5211.           s3 -0.53914,2.33997,-0.60464,2.32393,-0.66904,2.30527
  5212.           s3 -0.70763,2.2941,-0.74582,2.282,-0.78362,2.26897
  5213.           s3 -0.9012,2.22835,-1.01465,2.17885,-1.12317,2.12128
  5214.           s3 -1.2182,2.071,-1.30927,2.01436,-1.39612,1.95215
  5215.           s3 -1.4722,1.89774,-1.54477,1.83896,-1.61377,1.77625
  5216.           s3 -1.68925,1.70763,-1.76035,1.6344,-1.82657,1.55669
  5217.           s3 -1.90482,1.46503,-1.97626,1.36739,-2.04015,1.26456
  5218.           s3 -2.09717,1.17273,-2.14818,1.0768,-2.19263,0.97728
  5219.           s3 -2.2426,0.86533,-2.28426,0.74883,-2.31679,0.62859
  5220.           s3 -2.37108,0.42824,-2.39995,0.2175,-2.39986,0
  5221.           }
  5222.          }
  5223.         }
  5224.        }
  5225.       shnb {
  5226.        shno 2,3
  5227.        shno 1,4
  5228.        }
  5229.       fl 0
  5230.       sk 1
  5231.       sksh 1
  5232.       twst 0
  5233.       oo 0
  5234.       }
  5235.      }
  5236.     sap {
  5237.      cpc -0.39992,1.20313,-0.79996
  5238.      cv -0.39992,1.20313,-0.79996
  5239.      cnc -0.39992,1.20313,-0.79996
  5240.      tpc 1,0
  5241.      tv 1,0
  5242.      tnc 1,0
  5243.      bpc 1,0
  5244.      bv 1,0
  5245.      bnc 1,0
  5246.      lpc 1,0
  5247.      lv 1,0
  5248.      lnc 1,0
  5249.      rpc 1,0
  5250.      rv 1,0
  5251.      rnc 1,0
  5252.      cs {
  5253.       pv {
  5254.        bb2D 0,0,0,0
  5255.        pg {
  5256.         p2 {
  5257.          st -2.39986,0
  5258.          ss {
  5259.           s3 -2.39986,-1.32538,-1.32535,-2.39992,0,-2.39992
  5260.           s3 1.32544,-2.39992,2.39995,-1.32538,2.39995,0
  5261.           s3 2.39989,0.16353,2.38347,0.32329,2.35225,0.47765
  5262.           s3 2.31215,0.67615,2.24753,0.8658,2.16167,1.04326
  5263.           s3 2.15211,1.06296,2.07982,1.01302,2.06975,1.0325
  5264.           s3 2.0396,1.09067,1.96053,1.23172,1.92583,1.28705
  5265.           s3 1.91045,1.31165,2.00368,1.32126,1.98743,1.34525
  5266.           s3 1.92734,1.4339,1.86153,1.51816,1.7905,1.59772
  5267.           s3 1.77408,1.61609,1.71027,1.52386,1.69333,1.54169
  5268.           s3 1.64249,1.59525,1.50533,1.72559,1.44977,1.77419
  5269.           s3 1.42508,1.79584,1.53098,1.84824,1.50542,1.86887
  5270.           s3 1.4276,1.93175,1.34557,1.9899,1.26009,2.04268
  5271.           s3 1.23878,2.05588,1.20586,1.96094,1.18404,1.9735
  5272.           s3 1.1187,2.01117,0.97649,2.09702,0.90726,2.12848
  5273.           s3 0.89412,2.1346,0.96695,2.19704,0.95366,2.20279
  5274.           s3 0.86565,2.24097,0.77489,2.27402,0.68178,2.30156
  5275.           s3 0.65929,2.3082,0.6644,2.22214,0.64156,2.22812
  5276.           s3 0.57329,2.24614,0.40204,2.28252,0.33156,2.29456
  5277.           s3 0.31815,2.29688,0.379,2.37012,0.36542,2.3723
  5278.           s3 0.24628,2.39043,0.12424,2.39989,0,2.39992
  5279.           s3 -0.12418,2.39989,-0.24625,2.39043,-0.36542,2.3723
  5280.           s3 -0.40143,2.3667,-0.35258,2.25739,-0.38799,2.25026
  5281.           s3 -0.45447,2.23697,-0.64467,2.2025,-0.70905,2.18384
  5282.           s3 -0.74763,2.17267,-0.74582,2.282,-0.78362,2.26897
  5283.           s3 -0.9012,2.22835,-1.01465,2.17885,-1.12317,2.12128
  5284.           s3 -1.14693,2.10869,-1.05115,2.05327,-1.07439,2.03992
  5285.           s3 -1.1268,2.00986,-1.25713,1.92978,-1.30688,1.896
  5286.           s3 -1.32346,1.88474,-1.37984,1.9639,-1.39612,1.95215
  5287.           s3 -1.4722,1.89774,-1.54477,1.83896,-1.61377,1.77625
  5288.           s3 -1.62323,1.76764,-1.56328,1.7166,-1.57259,1.70778
  5289.           s3 -1.62143,1.66199,-1.67168,1.5804,-1.71654,1.53064
  5290.           s3 -1.73145,1.5141,-1.81212,1.57367,-1.82657,1.55669
  5291.           s3 -1.90482,1.46503,-1.97626,1.36739,-2.04015,1.26456
  5292.           s3 -2.0544,1.24158,-1.95766,1.22197,-1.97118,1.19849
  5293.           s3 -2.00153,1.1458,-2.06656,1.03229,-2.09296,0.97707
  5294.           s3 -2.10172,0.95868,-2.1843,0.99593,-2.19263,0.97728
  5295.           s3 -2.2426,0.86533,-2.28426,0.74883,-2.31679,0.62859
  5296.           s3 -2.37108,0.42824,-2.39995,0.2175,-2.39986,0
  5297.           }
  5298.          }
  5299.         p2 {
  5300.          st -2.39986,0
  5301.          ss {
  5302.           s3 -2.39986,-1.32538,-1.32535,-2.39992,0,-2.39992
  5303.           s3 1.32544,-2.39992,2.39995,-1.32538,2.39995,0
  5304.           s3 2.39989,0.16353,2.38347,0.32329,2.35225,0.47765
  5305.           s3 2.31215,0.67615,2.24753,0.8658,2.16167,1.04326
  5306.           s3 2.1109,1.14844,2.0526,1.24933,1.98743,1.34525
  5307.           s3 1.92734,1.4339,1.86153,1.51816,1.7905,1.59772
  5308.           s3 1.70305,1.69568,1.60767,1.78638,1.50542,1.86887
  5309.           s3 1.4276,1.93175,1.34557,1.9899,1.26009,2.04268
  5310.           s3 1.16237,2.10309,1.06,2.15668,0.95366,2.20279
  5311.           s3 0.86565,2.24097,0.77489,2.27402,0.68178,2.30156
  5312.           s3 0.57903,2.33195,0.47342,2.35567,0.36542,2.3723
  5313.           s3 0.24628,2.39043,0.12424,2.39989,0,2.39992
  5314.           s3 -0.12418,2.39989,-0.24625,2.39043,-0.36542,2.3723
  5315.           s3 -0.40143,2.3667,-0.43718,2.36037,-0.47266,2.35326
  5316.           s3 -0.53914,2.33997,-0.60464,2.32393,-0.66904,2.30527
  5317.           s3 -0.70763,2.2941,-0.74582,2.282,-0.78362,2.26897
  5318.           s3 -0.9012,2.22835,-1.01465,2.17885,-1.12317,2.12128
  5319.           s3 -1.2182,2.071,-1.30927,2.01436,-1.39612,1.95215
  5320.           s3 -1.4722,1.89774,-1.54477,1.83896,-1.61377,1.77625
  5321.           s3 -1.68925,1.70763,-1.76035,1.6344,-1.82657,1.55669
  5322.           s3 -1.90482,1.46503,-1.97626,1.36739,-2.04015,1.26456
  5323.           s3 -2.09717,1.17273,-2.14818,1.0768,-2.19263,0.97728
  5324.           s3 -2.2426,0.86533,-2.28426,0.74883,-2.31679,0.62859
  5325.           s3 -2.37108,0.42824,-2.39995,0.2175,-2.39986,0
  5326.           }
  5327.          }
  5328.         }
  5329.        }
  5330.       shnb {
  5331.        shno 1,4
  5332.        shno 2,5
  5333.        }
  5334.       fl 0
  5335.       sk 1
  5336.       sksh 1
  5337.       twst 0
  5338.       oo 0
  5339.       }
  5340.      }
  5341.     sap {
  5342.      cpc -0.39989,2.39992,-0.79993
  5343.      cv -0.39989,2.39992,-0.79993
  5344.      cnc 0,0,0
  5345.      tpc 1,0
  5346.      tv 1,0
  5347.      tnc 1,0
  5348.      bpc 1,0
  5349.      bv 1,0
  5350.      bnc 1,0
  5351.      lpc 1,0
  5352.      lv 1,0
  5353.      lnc 1,0
  5354.      rpc 1,0
  5355.      rv 1,0
  5356.      rnc 1,0
  5357.      cs {
  5358.       pv {
  5359.        bb2D 0,0,0,0
  5360.        pg {
  5361.         p2 {
  5362.          st -2.39986,0
  5363.          ss {
  5364.           s3 -2.39986,-1.32538,-1.32535,-2.39992,0,-2.39992
  5365.           s3 1.32544,-2.39992,2.39995,-1.32538,2.39995,0
  5366.           s3 2.39989,0.16353,2.38347,0.32329,2.35225,0.47765
  5367.           s3 2.31215,0.67615,2.24753,0.8658,2.16167,1.04326
  5368.           s3 2.1109,1.14844,2.0526,1.24933,1.98743,1.34525
  5369.           s3 1.92734,1.4339,1.86153,1.51816,1.7905,1.59772
  5370.           s3 1.70305,1.69568,1.60767,1.78638,1.50542,1.86887
  5371.           s3 1.4276,1.93175,1.34557,1.9899,1.26009,2.04268
  5372.           s3 1.16237,2.10309,1.06,2.15668,0.95366,2.20279
  5373.           s3 0.86565,2.24097,0.77489,2.27402,0.68178,2.30156
  5374.           s3 0.57903,2.33195,0.47342,2.35567,0.36542,2.3723
  5375.           s3 0.24628,2.39043,0.12424,2.39989,0,2.39992
  5376.           s3 -0.12418,2.39989,-0.24625,2.39043,-0.36542,2.3723
  5377.           s3 -0.40143,2.3667,-0.43718,2.36037,-0.47266,2.35326
  5378.           s3 -0.53914,2.33997,-0.60464,2.32393,-0.66904,2.30527
  5379.           s3 -0.70763,2.2941,-0.74582,2.282,-0.78362,2.26897
  5380.           s3 -0.9012,2.22835,-1.01465,2.17885,-1.12317,2.12128
  5381.           s3 -1.2182,2.071,-1.30927,2.01436,-1.39612,1.95215
  5382.           s3 -1.4722,1.89774,-1.54477,1.83896,-1.61377,1.77625
  5383.           s3 -1.68925,1.70763,-1.76035,1.6344,-1.82657,1.55669
  5384.           s3 -1.90482,1.46503,-1.97626,1.36739,-2.04015,1.26456
  5385.           s3 -2.09717,1.17273,-2.14818,1.0768,-2.19263,0.97728
  5386.           s3 -2.2426,0.86533,-2.28426,0.74883,-2.31679,0.62859
  5387.           s3 -2.37108,0.42824,-2.39995,0.2175,-2.39986,0
  5388.           }
  5389.          }
  5390.         }
  5391.        }
  5392.       shnb {
  5393.        shno 1,5
  5394.        }
  5395.       fl 1
  5396.       sk 1
  5397.       sksh 1
  5398.       twst 0
  5399.       oo 0
  5400.       }
  5401.      }
  5402.     }
  5403.    grid {
  5404.     valu 0.39995
  5405.     incr 1
  5406.     show 1
  5407.     snap 1
  5408.     spct 0,0,0
  5409.     spsz 4
  5410.     }
  5411.    }
  5412.   ex {
  5413.    nm "middle turret roof"
  5414.    sh {
  5415.     mapk 0
  5416.     elms {
  5417.      sprm {
  5418.       uvsp 0
  5419.       aexp 1
  5420.       bbox 0,0,17.43695,2.00919
  5421.       mbox 0,0,17.43695,2.00919
  5422.       shdr {
  5423.        scmp {
  5424.         prkd 1
  5425.         ssub {
  5426.          smix {
  5427.           prkd 1
  5428.           ssub {
  5429.            sclr {
  5430.             prkd 1
  5431.             colr 0.2388,0.56715,0.64177
  5432.             }
  5433.            sclr {
  5434.             prkd 1
  5435.             colr 0.79103,0.40297,0
  5436.             }
  5437.            sval {
  5438.             prkd 1
  5439.             Val 0.34409
  5440.             }
  5441.            }
  5442.           }
  5443.          sval {
  5444.           prkd 1
  5445.           Val 0.5
  5446.           }
  5447.          sval {
  5448.           prkd 1
  5449.           Val 0.09677
  5450.           }
  5451.          smap {
  5452.           MInf {
  5453.            tile 1
  5454.            seam 0
  5455.            cnth 18
  5456.            cntv 1
  5457.            flph 0
  5458.            flpv 1
  5459.            rotc 1
  5460.            intp 1
  5461.            invC 0
  5462.            }
  5463.           prkd 0
  5464.           CMAp {
  5465.            IMAP 0
  5466.            MDTA {
  5467.             REFN 7
  5468.             TIME "03:01:39 PM2569071"
  5469.             }
  5470.            }
  5471.           whit 0
  5472.           }
  5473.          sval {
  5474.           prkd 1
  5475.           Val 0
  5476.           }
  5477.          sval {
  5478.           prkd 1
  5479.           Val 0
  5480.           }
  5481.          sval {
  5482.           prkd 1
  5483.           Val 0
  5484.           }
  5485.          sclr {
  5486.           prkd 1
  5487.           colr 0,0,0
  5488.           }
  5489.          }
  5490.         }
  5491.        }
  5492.       opac 1
  5493.       }
  5494.      }
  5495.     }
  5496.    fidl 1
  5497.    pi 0
  5498.    cl 0
  5499.    ev 1
  5500.    evs 0
  5501.    evvs 0
  5502.    evhs 0
  5503.    ph {
  5504.     sap {
  5505.      cpc 0,0,0
  5506.      cv -0.46982,-2,-0.29323
  5507.      cnc -0.46982,-2,-0.29323
  5508.      tpc 1,0
  5509.      tv 1,0
  5510.      tnc 0.75714,0.22948
  5511.      bpc 1,0
  5512.      bv 1,0
  5513.      bnc 0.75714,0.22948
  5514.      lpc 1,0
  5515.      lv 1,0
  5516.      lnc 0.75714,0.22948
  5517.      rpc 1,0
  5518.      rv 1,0
  5519.      rnc 0.75714,0.22948
  5520.      cs {
  5521.       pv {
  5522.        bb2D 0,0,0,0
  5523.        pg {
  5524.         pg {
  5525.          mode 0
  5526.          type 0
  5527.          styl {
  5528.           fill 0,1,1,1,0
  5529.           strk 0,0,0,0,0
  5530.           wdth 0
  5531.           isfi 0
  5532.           cap 1
  5533.           join 1
  5534.           }
  5535.          p2 {
  5536.           st -2.50856,0
  5537.           ss {
  5538.            s3 -2.50856,-1.38541,-1.38541,-2.50856,0,-2.50856
  5539.            s3 1.38545,-2.50856,2.50861,-1.38541,2.50861,0
  5540.            s3 2.50861,1.38545,1.38545,2.50861,0,2.50861
  5541.            s3 -1.38541,2.50861,-2.50856,1.38545,-2.50856,0
  5542.            }
  5543.           }
  5544.          }
  5545.         }
  5546.        }
  5547.       fl 1
  5548.       sk 1
  5549.       sksh 1
  5550.       twst 0
  5551.       oo 0
  5552.       }
  5553.      }
  5554.     sap {
  5555.      cpc -0.46979,0.00919,-0.29326
  5556.      cv -0.46979,0.00919,-0.29326
  5557.      cnc 0,0,0
  5558.      tpc 0.90712,0
  5559.      tv 0.03337,0
  5560.      tnc 1,0
  5561.      bpc 0.90712,0
  5562.      bv 0.03337,0
  5563.      bnc 1,0
  5564.      lpc 0.90718,0
  5565.      lv 0.03331,0
  5566.      lnc 1,0
  5567.      rpc 0.90718,0
  5568.      rv 0.03331,0
  5569.      rnc 1,0
  5570.      cs {
  5571.       fl 0
  5572.       sk 1
  5573.       sksh 1
  5574.       twst 0
  5575.       oo 1
  5576.       }
  5577.      }
  5578.     }
  5579.    grid {
  5580.     valu 0.39995
  5581.     incr 1
  5582.     show 1
  5583.     snap 0
  5584.     spct 0,0,0
  5585.     spsz 4
  5586.     }
  5587.    }
  5588.   ex {
  5589.    nm "middle wall"
  5590.    sh {
  5591.     mapk 0
  5592.     elms {
  5593.      sprm {
  5594.       uvsp 0
  5595.       aexp 1
  5596.       bbox 0,0,2,2
  5597.       mbox 0,0,2,2
  5598.       shdr {
  5599.        scmp {
  5600.         prkd 1
  5601.         ssub {
  5602.          sclr {
  5603.           prkd 1
  5604.           colr 0.96875,0.96875,0.99998
  5605.           }
  5606.          sval {
  5607.           prkd 1
  5608.           Val 0.12903
  5609.           }
  5610.          sval {
  5611.           prkd 1
  5612.           Val 0.12903
  5613.           }
  5614.          sval {
  5615.           prkd 1
  5616.           Val 0
  5617.           }
  5618.          sval {
  5619.           prkd 1
  5620.           Val 0
  5621.           }
  5622.          sval {
  5623.           prkd 1
  5624.           Val 0
  5625.           }
  5626.          sval {
  5627.           prkd 1
  5628.           Val 0
  5629.           }
  5630.          sclr {
  5631.           prkd 1
  5632.           colr 0,0,0
  5633.           }
  5634.          }
  5635.         }
  5636.        }
  5637.       opac 1
  5638.       }
  5639.      }
  5640.     }
  5641.    fidl 1
  5642.    pi 0
  5643.    cl 0
  5644.    ev 0
  5645.    evs 0
  5646.    evvs 0
  5647.    evhs 0
  5648.    ph {
  5649.     sap {
  5650.      cpc 0,0,0
  5651.      cv 0,-2,-0.09209
  5652.      cnc 0,-2,-0.09209
  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.       pv {
  5667.        bb2D 0,0,0,0
  5668.        pg {
  5669.         pc {
  5670.          mode 0
  5671.          type 1
  5672.          styl {
  5673.           fill 0,1,1,1,0
  5674.           strk 0,0,0,0,0
  5675.           wdth 0
  5676.           isfi 0
  5677.           cap 1
  5678.           join 1
  5679.           }
  5680.          p2 {
  5681.           st -1.59993,-1.90778
  5682.           ss {
  5683.            s1 1.59993,-1.90778
  5684.            s1 1.59993,1.90778
  5685.            s1 -1.59993,1.90778
  5686.            s1 -1.59993,-1.90778
  5687.            }
  5688.           }
  5689.          p2 {
  5690.           st -0.63994,-0.5479
  5691.           ss {
  5692.            s3 -0.63994,0.09209,0,0.73206,0,0.73206
  5693.            s3 0,0.73206,0.64,0.09209,0.64,-0.5479
  5694.            s3 0.31992,-0.5479,-0.31995,-0.5479,-0.63994,-0.5479
  5695.            }
  5696.           }
  5697.          }
  5698.         }
  5699.        }
  5700.       fl 1
  5701.       sk 1
  5702.       sksh 1
  5703.       twst 0
  5704.       oo 0
  5705.       }
  5706.      }
  5707.     sap {
  5708.      cpc 0,-1.59993,-0.09209
  5709.      cv 0,-1.59993,-0.09209
  5710.      cnc 0,0,0
  5711.      tpc 1,0
  5712.      tv 1,0
  5713.      tnc 1,0
  5714.      bpc 1,0
  5715.      bv 1,0
  5716.      bnc 1,0
  5717.      lpc 1,0
  5718.      lv 1,0
  5719.      lnc 1,0
  5720.      rpc 1,0
  5721.      rv 1,0
  5722.      rnc 1,0
  5723.      cs {
  5724.       fl 0
  5725.       sk 1
  5726.       sksh 1
  5727.       twst 0
  5728.       oo 1
  5729.       }
  5730.      }
  5731.     }
  5732.    grid {
  5733.     valu 0.39995
  5734.     incr 1
  5735.     show 1
  5736.     snap 0
  5737.     spct 0,0,0
  5738.     spsz 4
  5739.     }
  5740.    }
  5741.   ex {
  5742.    nm "plate"
  5743.    sh {
  5744.     mapk 0
  5745.     elms {
  5746.      sprm {
  5747.       uvsp 0
  5748.       aexp 1
  5749.       bbox 0,0,2,2
  5750.       mbox 0,0,2,2
  5751.       shdr {
  5752.        scmp {
  5753.         prkd 1
  5754.         ssub {
  5755.          smix {
  5756.           prkd 1
  5757.           ssub {
  5758.            sclr {
  5759.             prkd 1
  5760.             colr 0.99998,0.77609,0
  5761.             }
  5762.            sclr {
  5763.             prkd 1
  5764.             colr 0.99998,0.99998,0.99998
  5765.             }
  5766.            sval {
  5767.             prkd 1
  5768.             Val 0.46236
  5769.             }
  5770.            }
  5771.           }
  5772.          sval {
  5773.           prkd 1
  5774.           Val 0.26881
  5775.           }
  5776.          sval {
  5777.           prkd 1
  5778.           Val 0.2043
  5779.           }
  5780.          sval {
  5781.           prkd 1
  5782.           Val 0
  5783.           }
  5784.          sval {
  5785.           prkd 1
  5786.           Val 0.24437
  5787.           }
  5788.          sval {
  5789.           prkd 1
  5790.           Val 0
  5791.           }
  5792.          sval {
  5793.           prkd 1
  5794.           Val 0
  5795.           }
  5796.          sclr {
  5797.           prkd 1
  5798.           colr 0,0,0
  5799.           }
  5800.          }
  5801.         }
  5802.        }
  5803.       opac 1
  5804.       }
  5805.      }
  5806.     }
  5807.    fidl 1
  5808.    pi 0
  5809.    cl 0
  5810.    ev 1
  5811.    evs 0
  5812.    evvs 0
  5813.    evhs 0
  5814.    ph {
  5815.     sap {
  5816.      cpc 0,0,0
  5817.      cv -0.25075,-2,0.2054
  5818.      cnc -0.25075,-2,0.2054
  5819.      tpc 1,0
  5820.      tv 1,0
  5821.      tnc 1.06053,0.00806
  5822.      bpc 1,0
  5823.      bv 1,0
  5824.      bnc 1.06053,0.00806
  5825.      lpc 1,0
  5826.      lv 1,0
  5827.      lnc 1.06068,0.00806
  5828.      rpc 1,0
  5829.      rv 1,0
  5830.      rnc 1.06068,0.00806
  5831.      cs {
  5832.       pv {
  5833.        bb2D 0,0,0,0
  5834.        pg {
  5835.         pg {
  5836.          mode 0
  5837.          type 0
  5838.          styl {
  5839.           fill 0,1,1,1,0
  5840.           strk 0,0,0,0,0
  5841.           wdth 0
  5842.           isfi 0
  5843.           cap 1
  5844.           join 1
  5845.           }
  5846.          p2 {
  5847.           st -2.16431,0
  5848.           ss {
  5849.            s3 -2.16431,-1.1953,-1.19525,-2.1644,0,-2.1644
  5850.            s3 1.19519,-2.1644,2.16428,-1.1953,2.16428,0
  5851.            s3 2.16428,1.19527,1.19519,2.1644,0,2.1644
  5852.            s3 -1.19525,2.1644,-2.16431,1.19527,-2.16431,0
  5853.            }
  5854.           }
  5855.          }
  5856.         }
  5857.        }
  5858.       fl 1
  5859.       sk 1
  5860.       sksh 1
  5861.       twst 0
  5862.       oo 0
  5863.       }
  5864.      }
  5865.     sap {
  5866.      cpc -0.25075,-1.74437,0.2054
  5867.      cv -0.25075,-1.74437,0.2054
  5868.      cnc 0,0,0
  5869.      tpc 1.07231,0.04027
  5870.      tv 1,0
  5871.      tnc 1,0
  5872.      bpc 1.07231,0.04027
  5873.      bv 1,0
  5874.      bnc 1,0
  5875.      lpc 1.07234,0.04027
  5876.      lv 1,0
  5877.      lnc 1,0
  5878.      rpc 1.07234,0.04027
  5879.      rv 1,0
  5880.      rnc 1,0
  5881.      cs {
  5882.       fl 0
  5883.       sk 1
  5884.       sksh 1
  5885.       twst 0
  5886.       oo 1
  5887.       }
  5888.      }
  5889.     }
  5890.    grid {
  5891.     valu 0.39995
  5892.     incr 1
  5893.     show 1
  5894.     snap 0
  5895.     spct 0,0,0
  5896.     spsz 4
  5897.     }
  5898.    }
  5899.   ex {
  5900.    nm "quarter middle section"
  5901.    sh {
  5902.     mapk 0
  5903.     elms {
  5904.      sprm {
  5905.       uvsp 0
  5906.       aexp 1
  5907.       bbox 0,0,2,2
  5908.       mbox 0,0,2,2
  5909.       shdr {
  5910.        scmp {
  5911.         prkd 1
  5912.         ssub {
  5913.          sclr {
  5914.           prkd 1
  5915.           colr 0.96875,0.96875,0.99998
  5916.           }
  5917.          sval {
  5918.           prkd 1
  5919.           Val 0.12903
  5920.           }
  5921.          sval {
  5922.           prkd 1
  5923.           Val 0.12903
  5924.           }
  5925.          sval {
  5926.           prkd 1
  5927.           Val 0
  5928.           }
  5929.          sval {
  5930.           prkd 1
  5931.           Val 0
  5932.           }
  5933.          sval {
  5934.           prkd 1
  5935.           Val 0
  5936.           }
  5937.          sval {
  5938.           prkd 1
  5939.           Val 0
  5940.           }
  5941.          sclr {
  5942.           prkd 1
  5943.           colr 0,0,0
  5944.           }
  5945.          }
  5946.         }
  5947.        }
  5948.       opac 1
  5949.       }
  5950.      }
  5951.     }
  5952.    fidl 1
  5953.    pi 0
  5954.    cl 0
  5955.    ev 0
  5956.    evs 0
  5957.    evvs 0
  5958.    evhs 0
  5959.    ph {
  5960.     sap {
  5961.      cpc 0,0,0
  5962.      cv 1.09995,-2.19974,-1.39992
  5963.      cnc 1.09995,-2.19974,-1.39992
  5964.      tpc 1,0
  5965.      tv 1,0
  5966.      tnc 1,0
  5967.      bpc 1,0
  5968.      bv 1,0
  5969.      bnc 1,0
  5970.      lpc 1,0
  5971.      lv 1,0
  5972.      lnc 1,0
  5973.      rpc 1,0
  5974.      rv 1,0
  5975.      rnc 1,0
  5976.      cs {
  5977.       pv {
  5978.        bb2D 0,0,0,0
  5979.        pg {
  5980.         p2 {
  5981.          st 0.09995,-1.79993
  5982.          ss {
  5983.           s1 1.49994,-1.79993
  5984.           s1 1.49994,1.79993
  5985.           s1 0.09995,1.79993
  5986.           s1 0.09987,-0.5992
  5987.           s1 0.09995,-0.79993
  5988.           s1 0.09995,-0.99994
  5989.           s1 0.09995,-1.19994
  5990.           s1 0.09995,-1.39992
  5991.           s1 0.09995,-1.59993
  5992.           s1 0.09995,-1.79993
  5993.           }
  5994.          }
  5995.         p2 {
  5996.          st -1.5,-0.19994
  5997.          ss {
  5998.           s1 -1.29993,-0.19994
  5999.           s1 -1.09993,-0.19994
  6000.           s1 -0.89992,-0.19994
  6001.           s1 -0.69994,-0.19994
  6002.           s1 -0.49994,-0.19994
  6003.           s1 -0.29993,-0.19994
  6004.           s1 1.49994,-0.19994
  6005.           s1 1.49994,1.79993
  6006.           s3 1.49994,1.79993,-1.5,1.79993,-1.5,1.79993
  6007.           s1 -1.5,0.99994
  6008.           s1 -1.5,0.79993
  6009.           s1 -1.5,0.59995
  6010.           s1 -1.5,0.39995
  6011.           s1 -1.5,0.19994
  6012.           s1 -1.49994,0.14995
  6013.           s1 -1.5,0
  6014.           s1 -1.5,-0.19994
  6015.           }
  6016.          }
  6017.         }
  6018.        }
  6019.       fl 1
  6020.       sk 1
  6021.       sksh 1
  6022.       twst 0
  6023.       oo 0
  6024.       }
  6025.      }
  6026.     sap {
  6027.      cpc 1.09995,-1.59993,-1.39995
  6028.      cv 1.09995,-1.59993,-1.39995
  6029.      cnc 1.09995,-1.59993,-1.39995
  6030.      tpc 1,0
  6031.      tv 1,0
  6032.      tnc 1,0
  6033.      bpc 1,0
  6034.      bv 1,0
  6035.      bnc 1,0
  6036.      lpc 1,0
  6037.      lv 1,0
  6038.      lnc 1,0
  6039.      rpc 1,0
  6040.      rv 1,0
  6041.      rnc 1,0
  6042.      cs {
  6043.       pv {
  6044.        bb2D 0,0,0,0
  6045.        pg {
  6046.         p2 {
  6047.          st 0.09995,-1.79993
  6048.          ss {
  6049.           s1 1.49994,-1.79993
  6050.           s1 1.49994,1.79993
  6051.           s1 0.09995,1.79993
  6052.           s1 0.09987,-0.5992
  6053.           s1 0.20003,-0.59978
  6054.           s1 0.20003,-0.79976
  6055.           s1 0.09995,-0.79993
  6056.           s1 0.09995,-0.99994
  6057.           s1 0.20009,-1.00034
  6058.           s1 0.20003,-1.19974
  6059.           s1 0.09995,-1.19994
  6060.           s1 0.09995,-1.39992
  6061.           s1 0.20009,-1.40033
  6062.           s1 0.20003,-1.59969
  6063.           s1 0.09995,-1.59993
  6064.           s1 0.09995,-1.79993
  6065.           }
  6066.          }
  6067.         p2 {
  6068.          st -1.5,-0.19994
  6069.          ss {
  6070.           s1 -1.29993,-0.19994
  6071.           s1 -1.29973,-0.09984
  6072.           s1 -1.09975,-0.09984
  6073.           s1 -1.09993,-0.19994
  6074.           s1 -0.89992,-0.19994
  6075.           s1 -0.89977,-0.09984
  6076.           s1 -0.6998,-0.09984
  6077.           s1 -0.69994,-0.19994
  6078.           s1 -0.49994,-0.19994
  6079.           s1 -0.49982,-0.09984
  6080.           s1 -0.29984,-0.09984
  6081.           s1 -0.29993,-0.19994
  6082.           s1 1.49994,-0.19994
  6083.           s1 1.49994,1.79993
  6084.           s3 1.49994,1.79993,-1.5,1.79993,-1.5,1.79993
  6085.           s1 -1.5,0.99994
  6086.           s1 -1.39972,1
  6087.           s1 -1.39972,0.79999
  6088.           s1 -1.5,0.79993
  6089.           s1 -1.5,0.59995
  6090.           s1 -1.39972,0.7
  6091.           s1 -1.39972,0.5
  6092.           s1 -1.5,0.39995
  6093.           s1 -1.5,0.19994
  6094.           s1 -1.39972,0.20003
  6095.           s1 -1.39972,0.00005
  6096.           s1 -1.5,0
  6097.           s1 -1.5,-0.19994
  6098.           }
  6099.          }
  6100.         p2 {
  6101.          st 0.09995,-1.79993
  6102.          ss {
  6103.           s1 1.49994,-1.79993
  6104.           s1 1.49994,1.79993
  6105.           s1 0.09995,1.79993
  6106.           s1 0.09987,-0.5992
  6107.           s1 0.09995,-0.79993
  6108.           s1 0.09995,-0.99994
  6109.           s1 0.09995,-1.19994
  6110.           s1 0.09995,-1.39992
  6111.           s1 0.09995,-1.59993
  6112.           s1 0.09995,-1.79993
  6113.           }
  6114.          }
  6115.         p2 {
  6116.          st -1.5,-0.19994
  6117.          ss {
  6118.           s1 -1.29993,-0.19994
  6119.           s1 -1.09993,-0.19994
  6120.           s1 -0.89992,-0.19994
  6121.           s1 -0.69994,-0.19994
  6122.           s1 -0.49994,-0.19994
  6123.           s1 -0.29993,-0.19994
  6124.           s1 1.49994,-0.19994
  6125.           s1 1.49994,1.79993
  6126.           s3 1.49994,1.79993,-1.5,1.79993,-1.5,1.79993
  6127.           s1 -1.5,0.99994
  6128.           s1 -1.5,0.79993
  6129.           s1 -1.5,0.59995
  6130.           s1 -1.5,0.39995
  6131.           s1 -1.5,0.19994
  6132.           s1 -1.49994,0.14995
  6133.           s1 -1.5,0
  6134.           s1 -1.5,-0.19994
  6135.           }
  6136.          }
  6137.         }
  6138.        }
  6139.       shnb {
  6140.        shno 1,3
  6141.        shno 3,1
  6142.        shno 2,4
  6143.        shno 4,2
  6144.        }
  6145.       fl 0
  6146.       sk 1
  6147.       sksh 1
  6148.       twst 0
  6149.       oo 0
  6150.       }
  6151.      }
  6152.     sap {
  6153.      cpc 1.09995,-1.19994,-1.39995
  6154.      cv 1.09995,-1.19994,-1.39995
  6155.      cnc 1.09995,-1.19994,-1.39995
  6156.      tpc 1,0
  6157.      tv 1,0
  6158.      tnc 1,0
  6159.      bpc 1,0
  6160.      bv 1,0
  6161.      bnc 1,0
  6162.      lpc 1,0
  6163.      lv 1,0
  6164.      lnc 1,0
  6165.      rpc 1,0
  6166.      rv 1,0
  6167.      rnc 1,0
  6168.      cs {
  6169.       pv {
  6170.        bb2D 0,0,0,0
  6171.        pg {
  6172.         p2 {
  6173.          st 0.09995,-1.79993
  6174.          ss {
  6175.           s1 1.49994,-1.79993
  6176.           s1 1.49994,1.79993
  6177.           s1 0.09995,1.79993
  6178.           s1 0.09987,-0.5992
  6179.           s1 0.20003,-0.59978
  6180.           s1 0.20003,-0.79976
  6181.           s1 0.09995,-0.79993
  6182.           s1 0.09995,-0.99994
  6183.           s1 0.20009,-1.00034
  6184.           s1 0.20003,-1.19974
  6185.           s1 0.09995,-1.19994
  6186.           s1 0.09995,-1.39992
  6187.           s1 0.20009,-1.40033
  6188.           s1 0.20003,-1.59969
  6189.           s1 0.09995,-1.59993
  6190.           s1 0.09995,-1.79993
  6191.           }
  6192.          }
  6193.         p2 {
  6194.          st -1.5,-0.19994
  6195.          ss {
  6196.           s1 -1.29993,-0.19994
  6197.           s1 -1.29973,-0.09984
  6198.           s1 -1.09975,-0.09984
  6199.           s1 -1.09993,-0.19994
  6200.           s1 -0.89992,-0.19994
  6201.           s1 -0.89977,-0.09984
  6202.           s1 -0.6998,-0.09984
  6203.           s1 -0.69994,-0.19994
  6204.           s1 -0.49994,-0.19994
  6205.           s1 -0.49982,-0.09984
  6206.           s1 -0.29984,-0.09984
  6207.           s1 -0.29993,-0.19994
  6208.           s1 1.49994,-0.19994
  6209.           s1 1.49994,1.79993
  6210.           s3 1.49994,1.79993,-1.5,1.79993,-1.5,1.79993
  6211.           s1 -1.5,0.99994
  6212.           s1 -1.39972,1
  6213.           s1 -1.39972,0.79999
  6214.           s1 -1.5,0.79993
  6215.           s1 -1.5,0.59995
  6216.           s1 -1.39972,0.7
  6217.           s1 -1.39972,0.5
  6218.           s1 -1.5,0.39995
  6219.           s1 -1.5,0.19994
  6220.           s1 -1.39972,0.20003
  6221.           s1 -1.39972,0.00005
  6222.           s1 -1.5,0
  6223.           s1 -1.5,-0.19994
  6224.           }
  6225.          }
  6226.         p2 {
  6227.          st 0.09995,-1.79993
  6228.          ss {
  6229.           s1 1.49994,-1.79993
  6230.           s1 1.49994,1.79993
  6231.           s1 0.09995,1.79993
  6232.           s1 0.09987,-0.5992
  6233.           s1 0.09995,-0.79993
  6234.           s1 0.09995,-0.99994
  6235.           s1 0.09995,-1.19994
  6236.           s1 0.09995,-1.39992
  6237.           s1 0.09995,-1.59993
  6238.           s1 0.09995,-1.79993
  6239.           }
  6240.          }
  6241.         p2 {
  6242.          st -1.5,-0.19994
  6243.          ss {
  6244.           s1 -1.29993,-0.19994
  6245.           s1 -1.09993,-0.19994
  6246.           s1 -0.89992,-0.19994
  6247.           s1 -0.69994,-0.19994
  6248.           s1 -0.49994,-0.19994
  6249.           s1 -0.29993,-0.19994
  6250.           s1 1.49994,-0.19994
  6251.           s1 1.49994,1.79993
  6252.           s3 1.49994,1.79993,-1.5,1.79993,-1.5,1.79993
  6253.           s1 -1.5,0.99994
  6254.           s1 -1.5,0.79993
  6255.           s1 -1.5,0.59995
  6256.           s1 -1.5,0.39995
  6257.           s1 -1.5,0.19994
  6258.           s1 -1.49994,0.14995
  6259.           s1 -1.5,0
  6260.           s1 -1.5,-0.19994
  6261.           }
  6262.          }
  6263.         }
  6264.        }
  6265.       shnb {
  6266.        shno 3,5
  6267.        shno 1,3
  6268.        shno 4,6
  6269.        shno 2,4
  6270.        }
  6271.       fl 0
  6272.       sk 1
  6273.       sksh 1
  6274.       twst 0
  6275.       oo 0
  6276.       }
  6277.      }
  6278.     sap {
  6279.      cpc 1.09995,-0.79993,-1.39998
  6280.      cv 1.09995,-0.79993,-1.39998
  6281.      cnc 1.09995,-0.79993,-1.39998
  6282.      tpc 1,0
  6283.      tv 1,0
  6284.      tnc 1,0
  6285.      bpc 1,0
  6286.      bv 1,0
  6287.      bnc 1,0
  6288.      lpc 1,0
  6289.      lv 1,0
  6290.      lnc 1,0
  6291.      rpc 1,0
  6292.      rv 1,0
  6293.      rnc 1,0
  6294.      cs {
  6295.       pv {
  6296.        bb2D 0,0,0,0
  6297.        pg {
  6298.         p2 {
  6299.          st 0.09995,-1.79993
  6300.          ss {
  6301.           s1 1.49994,-1.79993
  6302.           s1 1.49994,1.79993
  6303.           s1 0.09995,1.79993
  6304.           s1 0.09987,-0.5992
  6305.           s1 0.20003,-0.59978
  6306.           s1 0.20003,-0.79976
  6307.           s1 0.09995,-0.79993
  6308.           s1 0.09995,-0.99994
  6309.           s1 0.20009,-1.00034
  6310.           s1 0.20003,-1.19974
  6311.           s1 0.09995,-1.19994
  6312.           s1 0.09995,-1.39992
  6313.           s1 0.20009,-1.40033
  6314.           s1 0.20003,-1.59969
  6315.           s1 0.09995,-1.59993
  6316.           s1 0.09995,-1.79993
  6317.           }
  6318.          }
  6319.         p2 {
  6320.          st -1.5,-0.19994
  6321.          ss {
  6322.           s1 -1.29993,-0.19994
  6323.           s1 -1.29973,-0.09984
  6324.           s1 -1.09975,-0.09984
  6325.           s1 -1.09993,-0.19994
  6326.           s1 -0.89992,-0.19994
  6327.           s1 -0.89977,-0.09984
  6328.           s1 -0.6998,-0.09984
  6329.           s1 -0.69994,-0.19994
  6330.           s1 -0.49994,-0.19994
  6331.           s1 -0.49982,-0.09984
  6332.           s1 -0.29984,-0.09984
  6333.           s1 -0.29993,-0.19994
  6334.           s1 1.49994,-0.19994
  6335.           s1 1.49994,1.79993
  6336.           s3 1.49994,1.79993,-1.5,1.79993,-1.5,1.79993
  6337.           s1 -1.5,0.99994
  6338.           s1 -1.39972,1
  6339.           s1 -1.39972,0.79999
  6340.           s1 -1.5,0.79993
  6341.           s1 -1.5,0.59995
  6342.           s1 -1.39972,0.7
  6343.           s1 -1.39972,0.5
  6344.           s1 -1.5,0.39995
  6345.           s1 -1.5,0.19994
  6346.           s1 -1.39972,0.20003
  6347.           s1 -1.39972,0.00005
  6348.           s1 -1.5,0
  6349.           s1 -1.5,-0.19994
  6350.           }
  6351.          }
  6352.         p2 {
  6353.          st 0.09995,-1.79993
  6354.          ss {
  6355.           s1 1.49994,-1.79993
  6356.           s1 1.49994,1.79993
  6357.           s1 0.09995,1.79993
  6358.           s1 0.09987,-0.5992
  6359.           s1 0.09995,-0.79993
  6360.           s1 0.09995,-0.99994
  6361.           s1 0.09995,-1.19994
  6362.           s1 0.09995,-1.39992
  6363.           s1 0.09995,-1.59993
  6364.           s1 0.09995,-1.79993
  6365.           }
  6366.          }
  6367.         p2 {
  6368.          st -1.5,-0.19994
  6369.          ss {
  6370.           s1 -1.29993,-0.19994
  6371.           s1 -1.09993,-0.19994
  6372.           s1 -0.89992,-0.19994
  6373.           s1 -0.69994,-0.19994
  6374.           s1 -0.49994,-0.19994
  6375.           s1 -0.29993,-0.19994
  6376.           s1 1.49994,-0.19994
  6377.           s1 1.49994,1.79993
  6378.           s3 1.49994,1.79993,-1.5,1.79993,-1.5,1.79993
  6379.           s1 -1.5,0.99994
  6380.           s1 -1.5,0.79993
  6381.           s1 -1.5,0.59995
  6382.           s1 -1.5,0.39995
  6383.           s1 -1.5,0.19994
  6384.           s1 -1.49994,0.14995
  6385.           s1 -1.5,0
  6386.           s1 -1.5,-0.19994
  6387.           }
  6388.          }
  6389.         }
  6390.        }
  6391.       shnb {
  6392.        shno 3,5
  6393.        shno 4,6
  6394.        shno 1,7
  6395.        shno 2,8
  6396.        }
  6397.       fl 0
  6398.       sk 1
  6399.       sksh 1
  6400.       twst 0
  6401.       oo 0
  6402.       }
  6403.      }
  6404.     sap {
  6405.      cpc 1.09995,-0.39995,-1.39995
  6406.      cv 1.09995,-0.39995,-1.39995
  6407.      cnc 1.09995,-0.39995,-1.39995
  6408.      tpc 1,0
  6409.      tv 1,0
  6410.      tnc 1,0
  6411.      bpc 1,0
  6412.      bv 1,0
  6413.      bnc 1,0
  6414.      lpc 1,0
  6415.      lv 1,0
  6416.      lnc 1,0
  6417.      rpc 1,0
  6418.      rv 1,0
  6419.      rnc 1,0
  6420.      cs {
  6421.       pv {
  6422.        bb2D 0,0,0,0
  6423.        pg {
  6424.         p2 {
  6425.          st 0.09995,-1.79993
  6426.          ss {
  6427.           s1 1.49994,-1.79993
  6428.           s1 1.49994,1.79993
  6429.           s1 0.09995,1.79993
  6430.           s1 0.09987,-0.5992
  6431.           s1 0.20003,-0.59978
  6432.           s1 0.20003,-0.79976
  6433.           s1 0.09995,-0.79993
  6434.           s1 0.09995,-0.99994
  6435.           s1 0.20009,-1.00034
  6436.           s1 0.20003,-1.19974
  6437.           s1 0.09995,-1.19994
  6438.           s1 0.09995,-1.39992
  6439.           s1 0.20009,-1.40033
  6440.           s1 0.20003,-1.59969
  6441.           s1 0.09995,-1.59993
  6442.           s1 0.09995,-1.79993
  6443.           }
  6444.          }
  6445.         p2 {
  6446.          st -1.5,-0.19994
  6447.          ss {
  6448.           s1 -1.29993,-0.19994
  6449.           s1 -1.29973,-0.09984
  6450.           s1 -1.09975,-0.09984
  6451.           s1 -1.09993,-0.19994
  6452.           s1 -0.89992,-0.19994
  6453.           s1 -0.89977,-0.09984
  6454.           s1 -0.6998,-0.09984
  6455.           s1 -0.69994,-0.19994
  6456.           s1 -0.49994,-0.19994
  6457.           s1 -0.49982,-0.09984
  6458.           s1 -0.29984,-0.09984
  6459.           s1 -0.29993,-0.19994
  6460.           s1 1.49994,-0.19994
  6461.           s1 1.49994,1.79993
  6462.           s3 1.49994,1.79993,-1.5,1.79993,-1.5,1.79993
  6463.           s1 -1.5,0.99994
  6464.           s1 -1.39972,1
  6465.           s1 -1.39972,0.79999
  6466.           s1 -1.5,0.79993
  6467.           s1 -1.5,0.59995
  6468.           s1 -1.39972,0.7
  6469.           s1 -1.39972,0.5
  6470.           s1 -1.5,0.39995
  6471.           s1 -1.5,0.19994
  6472.           s1 -1.39972,0.20003
  6473.           s1 -1.39972,0.00005
  6474.           s1 -1.5,0
  6475.           s1 -1.5,-0.19994
  6476.           }
  6477.          }
  6478.         p2 {
  6479.          st 0.09995,-1.79993
  6480.          ss {
  6481.           s1 1.49994,-1.79993
  6482.           s1 1.49994,1.79993
  6483.           s1 0.09995,1.79993
  6484.           s1 0.09987,-0.5992
  6485.           s1 0.09995,-0.79993
  6486.           s1 0.09995,-0.99994
  6487.           s1 0.09995,-1.19994
  6488.           s1 0.09995,-1.39992
  6489.           s1 0.09995,-1.59993
  6490.           s1 0.09995,-1.79993
  6491.           }
  6492.          }
  6493.         p2 {
  6494.          st -1.5,-0.19994
  6495.          ss {
  6496.           s1 -1.29993,-0.19994
  6497.           s1 -1.09993,-0.19994
  6498.           s1 -0.89992,-0.19994
  6499.           s1 -0.69994,-0.19994
  6500.           s1 -0.49994,-0.19994
  6501.           s1 -0.29993,-0.19994
  6502.           s1 1.49994,-0.19994
  6503.           s1 1.49994,1.79993
  6504.           s3 1.49994,1.79993,-1.5,1.79993,-1.5,1.79993
  6505.           s1 -1.5,0.99994
  6506.           s1 -1.5,0.79993
  6507.           s1 -1.5,0.59995
  6508.           s1 -1.5,0.39995
  6509.           s1 -1.5,0.19994
  6510.           s1 -1.49994,0.14995
  6511.           s1 -1.5,0
  6512.           s1 -1.5,-0.19994
  6513.           }
  6514.          }
  6515.         }
  6516.        }
  6517.       shnb {
  6518.        shno 1,7
  6519.        shno 2,8
  6520.        shno 3,9
  6521.        shno 4,10
  6522.        }
  6523.       fl 0
  6524.       sk 1
  6525.       sksh 1
  6526.       twst 0
  6527.       oo 0
  6528.       }
  6529.      }
  6530.     sap {
  6531.      cpc 1.09995,0,-1.39992
  6532.      cv 1.09995,0,-1.39992
  6533.      cnc 0,0,0
  6534.      tpc 1,0
  6535.      tv 1,0
  6536.      tnc 1,0
  6537.      bpc 1,0
  6538.      bv 1,0
  6539.      bnc 1,0
  6540.      lpc 1,0
  6541.      lv 1,0
  6542.      lnc 1,0
  6543.      rpc 1,0
  6544.      rv 1,0
  6545.      rnc 1,0
  6546.      cs {
  6547.       pv {
  6548.        bb2D 0,0,0,0
  6549.        pg {
  6550.         p2 {
  6551.          st 0.09995,-1.79993
  6552.          ss {
  6553.           s1 1.49994,-1.79993
  6554.           s1 1.49994,1.79993
  6555.           s1 0.09995,1.79993
  6556.           s1 0.09987,-0.5992
  6557.           s1 0.09995,-0.79993
  6558.           s1 0.09995,-0.99994
  6559.           s1 0.09995,-1.19994
  6560.           s1 0.09995,-1.39992
  6561.           s1 0.09995,-1.59993
  6562.           s1 0.09995,-1.79993
  6563.           }
  6564.          }
  6565.         p2 {
  6566.          st -1.5,-0.19994
  6567.          ss {
  6568.           s1 -1.29993,-0.19994
  6569.           s1 -1.09993,-0.19994
  6570.           s1 -0.89992,-0.19994
  6571.           s1 -0.69994,-0.19994
  6572.           s1 -0.49994,-0.19994
  6573.           s1 -0.29993,-0.19994
  6574.           s1 1.49994,-0.19994
  6575.           s1 1.49994,1.79993
  6576.           s3 1.49994,1.79993,-1.5,1.79993,-1.5,1.79993
  6577.           s1 -1.5,0.99994
  6578.           s1 -1.5,0.79993
  6579.           s1 -1.5,0.59995
  6580.           s1 -1.5,0.39995
  6581.           s1 -1.5,0.19994
  6582.           s1 -1.49994,0.14995
  6583.           s1 -1.5,0
  6584.           s1 -1.5,-0.19994
  6585.           }
  6586.          }
  6587.         }
  6588.        }
  6589.       shnb {
  6590.        shno 1,9
  6591.        shno 2,10
  6592.        }
  6593.       fl 1
  6594.       sk 1
  6595.       sksh 1
  6596.       twst 0
  6597.       oo 0
  6598.       }
  6599.      }
  6600.     }
  6601.    grid {
  6602.     valu 0.09995
  6603.     incr 1
  6604.     show 1
  6605.     snap 1
  6606.     spct 0,0,0
  6607.     spsz 4
  6608.     }
  6609.    }
  6610.   ex {
  6611.    nm "quarter middle section 1"
  6612.    sh {
  6613.     mapk 0
  6614.     elms {
  6615.      sprm {
  6616.       uvsp 0
  6617.       aexp 1
  6618.       bbox 0,0,2,2
  6619.       mbox 0,0,2,2
  6620.       shdr {
  6621.        scmp {
  6622.         prkd 1
  6623.         ssub {
  6624.          sclr {
  6625.           prkd 1
  6626.           colr 0.96875,0.96875,0.99998
  6627.           }
  6628.          sval {
  6629.           prkd 1
  6630.           Val 0.12903
  6631.           }
  6632.          sval {
  6633.           prkd 1
  6634.           Val 0.12903
  6635.           }
  6636.          sval {
  6637.           prkd 1
  6638.           Val 0
  6639.           }
  6640.          sval {
  6641.           prkd 1
  6642.           Val 0
  6643.           }
  6644.          sval {
  6645.           prkd 1
  6646.           Val 0
  6647.           }
  6648.          sval {
  6649.           prkd 1
  6650.           Val 0
  6651.           }
  6652.          sclr {
  6653.           prkd 1
  6654.           colr 0,0,0
  6655.           }
  6656.          }
  6657.         }
  6658.        }
  6659.       opac 1
  6660.       }
  6661.      }
  6662.     }
  6663.    fidl 1
  6664.    pi 0
  6665.    cl 0
  6666.    ev 0
  6667.    evs 0
  6668.    evvs 0
  6669.    evhs 0
  6670.    ph {
  6671.     sap {
  6672.      cpc 0,0,0
  6673.      cv 1.09995,-2.19974,-1.39992
  6674.      cnc 1.09995,-2.19974,-1.39992
  6675.      tpc 1,0
  6676.      tv 1,0
  6677.      tnc 1,0
  6678.      bpc 1,0
  6679.      bv 1,0
  6680.      bnc 1,0
  6681.      lpc 1,0
  6682.      lv 1,0
  6683.      lnc 1,0
  6684.      rpc 1,0
  6685.      rv 1,0
  6686.      rnc 1,0
  6687.      cs {
  6688.       pv {
  6689.        bb2D 0,0,0,0
  6690.        pg {
  6691.         p2 {
  6692.          st 0.09995,-1.79993
  6693.          ss {
  6694.           s1 1.49994,-1.79993
  6695.           s1 1.49994,1.79993
  6696.           s1 0.09995,1.79993
  6697.           s1 0.09987,-0.5992
  6698.           s1 0.09995,-0.79993
  6699.           s1 0.09995,-0.99994
  6700.           s1 0.09995,-1.19994
  6701.           s1 0.09995,-1.39992
  6702.           s1 0.09995,-1.59993
  6703.           s1 0.09995,-1.79993
  6704.           }
  6705.          }
  6706.         p2 {
  6707.          st -1.5,-0.19994
  6708.          ss {
  6709.           s1 -1.29993,-0.19994
  6710.           s1 -1.09993,-0.19994
  6711.           s1 -0.89992,-0.19994
  6712.           s1 -0.69994,-0.19994
  6713.           s1 -0.49994,-0.19994
  6714.           s1 -0.29993,-0.19994
  6715.           s1 1.49994,-0.19994
  6716.           s1 1.49994,1.79993
  6717.           s3 1.49994,1.79993,-1.5,1.79993,-1.5,1.79993
  6718.           s1 -1.5,0.99994
  6719.           s1 -1.5,0.79993
  6720.           s1 -1.5,0.59995
  6721.           s1 -1.5,0.39995
  6722.           s1 -1.5,0.19994
  6723.           s1 -1.49994,0.14995
  6724.           s1 -1.5,0
  6725.           s1 -1.5,-0.19994
  6726.           }
  6727.          }
  6728.         }
  6729.        }
  6730.       fl 1
  6731.       sk 1
  6732.       sksh 1
  6733.       twst 0
  6734.       oo 0
  6735.       }
  6736.      }
  6737.     sap {
  6738.      cpc 1.09995,-1.59993,-1.39995
  6739.      cv 1.09995,-1.59993,-1.39995
  6740.      cnc 1.09995,-1.59993,-1.39995
  6741.      tpc 1,0
  6742.      tv 1,0
  6743.      tnc 1,0
  6744.      bpc 1,0
  6745.      bv 1,0
  6746.      bnc 1,0
  6747.      lpc 1,0
  6748.      lv 1,0
  6749.      lnc 1,0
  6750.      rpc 1,0
  6751.      rv 1,0
  6752.      rnc 1,0
  6753.      cs {
  6754.       pv {
  6755.        bb2D 0,0,0,0
  6756.        pg {
  6757.         p2 {
  6758.          st 0.09995,-1.79993
  6759.          ss {
  6760.           s1 1.49994,-1.79993
  6761.           s1 1.49994,1.79993
  6762.           s1 0.09995,1.79993
  6763.           s1 0.09987,-0.5992
  6764.           s1 0.20003,-0.59978
  6765.           s1 0.20003,-0.79976
  6766.           s1 0.09995,-0.79993
  6767.           s1 0.09995,-0.99994
  6768.           s1 0.20009,-1.00034
  6769.           s1 0.20003,-1.19974
  6770.           s1 0.09995,-1.19994
  6771.           s1 0.09995,-1.39992
  6772.           s1 0.20009,-1.40033
  6773.           s1 0.20003,-1.59969
  6774.           s1 0.09995,-1.59993
  6775.           s1 0.09995,-1.79993
  6776.           }
  6777.          }
  6778.         p2 {
  6779.          st -1.5,-0.19994
  6780.          ss {
  6781.           s1 -1.29993,-0.19994
  6782.           s1 -1.29973,-0.09984
  6783.           s1 -1.09975,-0.09984
  6784.           s1 -1.09993,-0.19994
  6785.           s1 -0.89992,-0.19994
  6786.           s1 -0.89977,-0.09984
  6787.           s1 -0.6998,-0.09984
  6788.           s1 -0.69994,-0.19994
  6789.           s1 -0.49994,-0.19994
  6790.           s1 -0.49982,-0.09984
  6791.           s1 -0.29984,-0.09984
  6792.           s1 -0.29993,-0.19994
  6793.           s1 1.49994,-0.19994
  6794.           s1 1.49994,1.79993
  6795.           s3 1.49994,1.79993,-1.5,1.79993,-1.5,1.79993
  6796.           s1 -1.5,0.99994
  6797.           s1 -1.39972,1
  6798.           s1 -1.39972,0.79999
  6799.           s1 -1.5,0.79993
  6800.           s1 -1.5,0.59995
  6801.           s1 -1.39972,0.7
  6802.           s1 -1.39972,0.5
  6803.           s1 -1.5,0.39995
  6804.           s1 -1.5,0.19994
  6805.           s1 -1.39972,0.20003
  6806.           s1 -1.39972,0.00005
  6807.           s1 -1.5,0
  6808.           s1 -1.5,-0.19994
  6809.           }
  6810.          }
  6811.         p2 {
  6812.          st 0.09995,-1.79993
  6813.          ss {
  6814.           s1 1.49994,-1.79993
  6815.           s1 1.49994,1.79993
  6816.           s1 0.09995,1.79993
  6817.           s1 0.09987,-0.5992
  6818.           s1 0.09995,-0.79993
  6819.           s1 0.09995,-0.99994
  6820.           s1 0.09995,-1.19994
  6821.           s1 0.09995,-1.39992
  6822.           s1 0.09995,-1.59993
  6823.           s1 0.09995,-1.79993
  6824.           }
  6825.          }
  6826.         p2 {
  6827.          st -1.5,-0.19994
  6828.          ss {
  6829.           s1 -1.29993,-0.19994
  6830.           s1 -1.09993,-0.19994
  6831.           s1 -0.89992,-0.19994
  6832.           s1 -0.69994,-0.19994
  6833.           s1 -0.49994,-0.19994
  6834.           s1 -0.29993,-0.19994
  6835.           s1 1.49994,-0.19994
  6836.           s1 1.49994,1.79993
  6837.           s3 1.49994,1.79993,-1.5,1.79993,-1.5,1.79993
  6838.           s1 -1.5,0.99994
  6839.           s1 -1.5,0.79993
  6840.           s1 -1.5,0.59995
  6841.           s1 -1.5,0.39995
  6842.           s1 -1.5,0.19994
  6843.           s1 -1.49994,0.14995
  6844.           s1 -1.5,0
  6845.           s1 -1.5,-0.19994
  6846.           }
  6847.          }
  6848.         }
  6849.        }
  6850.       shnb {
  6851.        shno 3,1
  6852.        shno 1,3
  6853.        shno 4,2
  6854.        shno 2,4
  6855.        }
  6856.       fl 0
  6857.       sk 1
  6858.       sksh 1
  6859.       twst 0
  6860.       oo 0
  6861.       }
  6862.      }
  6863.     sap {
  6864.      cpc 1.09995,-1.19994,-1.39995
  6865.      cv 1.09995,-1.19994,-1.39995
  6866.      cnc 1.09995,-1.19994,-1.39995
  6867.      tpc 1,0
  6868.      tv 1,0
  6869.      tnc 1,0
  6870.      bpc 1,0
  6871.      bv 1,0
  6872.      bnc 1,0
  6873.      lpc 1,0
  6874.      lv 1,0
  6875.      lnc 1,0
  6876.      rpc 1,0
  6877.      rv 1,0
  6878.      rnc 1,0
  6879.      cs {
  6880.       pv {
  6881.        bb2D 0,0,0,0
  6882.        pg {
  6883.         p2 {
  6884.          st 0.09995,-1.79993
  6885.          ss {
  6886.           s1 1.49994,-1.79993
  6887.           s1 1.49994,1.79993
  6888.           s1 0.09995,1.79993
  6889.           s1 0.09987,-0.5992
  6890.           s1 0.20003,-0.59978
  6891.           s1 0.20003,-0.79976
  6892.           s1 0.09995,-0.79993
  6893.           s1 0.09995,-0.99994
  6894.           s1 0.20009,-1.00034
  6895.           s1 0.20003,-1.19974
  6896.           s1 0.09995,-1.19994
  6897.           s1 0.09995,-1.39992
  6898.           s1 0.20009,-1.40033
  6899.           s1 0.20003,-1.59969
  6900.           s1 0.09995,-1.59993
  6901.           s1 0.09995,-1.79993
  6902.           }
  6903.          }
  6904.         p2 {
  6905.          st -1.5,-0.19994
  6906.          ss {
  6907.           s1 -1.29993,-0.19994
  6908.           s1 -1.29973,-0.09984
  6909.           s1 -1.09975,-0.09984
  6910.           s1 -1.09993,-0.19994
  6911.           s1 -0.89992,-0.19994
  6912.           s1 -0.89977,-0.09984
  6913.           s1 -0.6998,-0.09984
  6914.           s1 -0.69994,-0.19994
  6915.           s1 -0.49994,-0.19994
  6916.           s1 -0.49982,-0.09984
  6917.           s1 -0.29984,-0.09984
  6918.           s1 -0.29993,-0.19994
  6919.           s1 1.49994,-0.19994
  6920.           s1 1.49994,1.79993
  6921.           s3 1.49994,1.79993,-1.5,1.79993,-1.5,1.79993
  6922.           s1 -1.5,0.99994
  6923.           s1 -1.39972,1
  6924.           s1 -1.39972,0.79999
  6925.           s1 -1.5,0.79993
  6926.           s1 -1.5,0.59995
  6927.           s1 -1.39972,0.7
  6928.           s1 -1.39972,0.5
  6929.           s1 -1.5,0.39995
  6930.           s1 -1.5,0.19994
  6931.           s1 -1.39972,0.20003
  6932.           s1 -1.39972,0.00005
  6933.           s1 -1.5,0
  6934.           s1 -1.5,-0.19994
  6935.           }
  6936.          }
  6937.         p2 {
  6938.          st 0.09995,-1.79993
  6939.          ss {
  6940.           s1 1.49994,-1.79993
  6941.           s1 1.49994,1.79993
  6942.           s1 0.09995,1.79993
  6943.           s1 0.09987,-0.5992
  6944.           s1 0.09995,-0.79993
  6945.           s1 0.09995,-0.99994
  6946.           s1 0.09995,-1.19994
  6947.           s1 0.09995,-1.39992
  6948.           s1 0.09995,-1.59993
  6949.           s1 0.09995,-1.79993
  6950.           }
  6951.          }
  6952.         p2 {
  6953.          st -1.5,-0.19994
  6954.          ss {
  6955.           s1 -1.29993,-0.19994
  6956.           s1 -1.09993,-0.19994
  6957.           s1 -0.89992,-0.19994
  6958.           s1 -0.69994,-0.19994
  6959.           s1 -0.49994,-0.19994
  6960.           s1 -0.29993,-0.19994
  6961.           s1 1.49994,-0.19994
  6962.           s1 1.49994,1.79993
  6963.           s3 1.49994,1.79993,-1.5,1.79993,-1.5,1.79993
  6964.           s1 -1.5,0.99994
  6965.           s1 -1.5,0.79993
  6966.           s1 -1.5,0.59995
  6967.           s1 -1.5,0.39995
  6968.           s1 -1.5,0.19994
  6969.           s1 -1.49994,0.14995
  6970.           s1 -1.5,0
  6971.           s1 -1.5,-0.19994
  6972.           }
  6973.          }
  6974.         }
  6975.        }
  6976.       shnb {
  6977.        shno 3,5
  6978.        shno 1,3
  6979.        shno 4,6
  6980.        shno 2,4
  6981.        }
  6982.       fl 0
  6983.       sk 1
  6984.       sksh 1
  6985.       twst 0
  6986.       oo 0
  6987.       }
  6988.      }
  6989.     sap {
  6990.      cpc 1.09995,-0.79993,-1.39998
  6991.      cv 1.09995,-0.79993,-1.39998
  6992.      cnc 1.09995,-0.79993,-1.39998
  6993.      tpc 1,0
  6994.      tv 1,0
  6995.      tnc 1,0
  6996.      bpc 1,0
  6997.      bv 1,0
  6998.      bnc 1,0
  6999.      lpc 1,0
  7000.      lv 1,0
  7001.      lnc 1,0
  7002.      rpc 1,0
  7003.      rv 1,0
  7004.      rnc 1,0
  7005.      cs {
  7006.       pv {
  7007.        bb2D 0,0,0,0
  7008.        pg {
  7009.         p2 {
  7010.          st 0.09995,-1.79993
  7011.          ss {
  7012.           s1 1.49994,-1.79993
  7013.           s1 1.49994,1.79993
  7014.           s1 0.09995,1.79993
  7015.           s1 0.09987,-0.5992
  7016.           s1 0.20003,-0.59978
  7017.           s1 0.20003,-0.79976
  7018.           s1 0.09995,-0.79993
  7019.           s1 0.09995,-0.99994
  7020.           s1 0.20009,-1.00034
  7021.           s1 0.20003,-1.19974
  7022.           s1 0.09995,-1.19994
  7023.           s1 0.09995,-1.39992
  7024.           s1 0.20009,-1.40033
  7025.           s1 0.20003,-1.59969
  7026.           s1 0.09995,-1.59993
  7027.           s1 0.09995,-1.79993
  7028.           }
  7029.          }
  7030.         p2 {
  7031.          st -1.5,-0.19994
  7032.          ss {
  7033.           s1 -1.29993,-0.19994
  7034.           s1 -1.29973,-0.09984
  7035.           s1 -1.09975,-0.09984
  7036.           s1 -1.09993,-0.19994
  7037.           s1 -0.89992,-0.19994
  7038.           s1 -0.89977,-0.09984
  7039.           s1 -0.6998,-0.09984
  7040.           s1 -0.69994,-0.19994
  7041.           s1 -0.49994,-0.19994
  7042.           s1 -0.49982,-0.09984
  7043.           s1 -0.29984,-0.09984
  7044.           s1 -0.29993,-0.19994
  7045.           s1 1.49994,-0.19994
  7046.           s1 1.49994,1.79993
  7047.           s3 1.49994,1.79993,-1.5,1.79993,-1.5,1.79993
  7048.           s1 -1.5,0.99994
  7049.           s1 -1.39972,1
  7050.           s1 -1.39972,0.79999
  7051.           s1 -1.5,0.79993
  7052.           s1 -1.5,0.59995
  7053.           s1 -1.39972,0.7
  7054.           s1 -1.39972,0.5
  7055.           s1 -1.5,0.39995
  7056.           s1 -1.5,0.19994
  7057.           s1 -1.39972,0.20003
  7058.           s1 -1.39972,0.00005
  7059.           s1 -1.5,0
  7060.           s1 -1.5,-0.19994
  7061.           }
  7062.          }
  7063.         p2 {
  7064.          st 0.09995,-1.79993
  7065.          ss {
  7066.           s1 1.49994,-1.79993
  7067.           s1 1.49994,1.79993
  7068.           s1 0.09995,1.79993
  7069.           s1 0.09987,-0.5992
  7070.           s1 0.09995,-0.79993
  7071.           s1 0.09995,-0.99994
  7072.           s1 0.09995,-1.19994
  7073.           s1 0.09995,-1.39992
  7074.           s1 0.09995,-1.59993
  7075.           s1 0.09995,-1.79993
  7076.           }
  7077.          }
  7078.         p2 {
  7079.          st -1.5,-0.19994
  7080.          ss {
  7081.           s1 -1.29993,-0.19994
  7082.           s1 -1.09993,-0.19994
  7083.           s1 -0.89992,-0.19994
  7084.           s1 -0.69994,-0.19994
  7085.           s1 -0.49994,-0.19994
  7086.           s1 -0.29993,-0.19994
  7087.           s1 1.49994,-0.19994
  7088.           s1 1.49994,1.79993
  7089.           s3 1.49994,1.79993,-1.5,1.79993,-1.5,1.79993
  7090.           s1 -1.5,0.99994
  7091.           s1 -1.5,0.79993
  7092.           s1 -1.5,0.59995
  7093.           s1 -1.5,0.39995
  7094.           s1 -1.5,0.19994
  7095.           s1 -1.49994,0.14995
  7096.           s1 -1.5,0
  7097.           s1 -1.5,-0.19994
  7098.           }
  7099.          }
  7100.         }
  7101.        }
  7102.       shnb {
  7103.        shno 1,7
  7104.        shno 2,8
  7105.        shno 3,5
  7106.        shno 4,6
  7107.        }
  7108.       fl 0
  7109.       sk 1
  7110.       sksh 1
  7111.       twst 0
  7112.       oo 0
  7113.       }
  7114.      }
  7115.     sap {
  7116.      cpc 1.09995,-0.39995,-1.39995
  7117.      cv 1.09995,-0.39995,-1.39995
  7118.      cnc 1.09995,-0.39995,-1.39995
  7119.      tpc 1,0
  7120.      tv 1,0
  7121.      tnc 1,0
  7122.      bpc 1,0
  7123.      bv 1,0
  7124.      bnc 1,0
  7125.      lpc 1,0
  7126.      lv 1,0
  7127.      lnc 1,0
  7128.      rpc 1,0
  7129.      rv 1,0
  7130.      rnc 1,0
  7131.      cs {
  7132.       pv {
  7133.        bb2D 0,0,0,0
  7134.        pg {
  7135.         p2 {
  7136.          st 0.09995,-1.79993
  7137.          ss {
  7138.           s1 1.49994,-1.79993
  7139.           s1 1.49994,1.79993
  7140.           s1 0.09995,1.79993
  7141.           s1 0.09987,-0.5992
  7142.           s1 0.20003,-0.59978
  7143.           s1 0.20003,-0.79976
  7144.           s1 0.09995,-0.79993
  7145.           s1 0.09995,-0.99994
  7146.           s1 0.20009,-1.00034
  7147.           s1 0.20003,-1.19974
  7148.           s1 0.09995,-1.19994
  7149.           s1 0.09995,-1.39992
  7150.           s1 0.20009,-1.40033
  7151.           s1 0.20003,-1.59969
  7152.           s1 0.09995,-1.59993
  7153.           s1 0.09995,-1.79993
  7154.           }
  7155.          }
  7156.         p2 {
  7157.          st -1.5,-0.19994
  7158.          ss {
  7159.           s1 -1.29993,-0.19994
  7160.           s1 -1.29973,-0.09984
  7161.           s1 -1.09975,-0.09984
  7162.           s1 -1.09993,-0.19994
  7163.           s1 -0.89992,-0.19994
  7164.           s1 -0.89977,-0.09984
  7165.           s1 -0.6998,-0.09984
  7166.           s1 -0.69994,-0.19994
  7167.           s1 -0.49994,-0.19994
  7168.           s1 -0.49982,-0.09984
  7169.           s1 -0.29984,-0.09984
  7170.           s1 -0.29993,-0.19994
  7171.           s1 1.49994,-0.19994
  7172.           s1 1.49994,1.79993
  7173.           s3 1.49994,1.79993,-1.5,1.79993,-1.5,1.79993
  7174.           s1 -1.5,0.99994
  7175.           s1 -1.39972,1
  7176.           s1 -1.39972,0.79999
  7177.           s1 -1.5,0.79993
  7178.           s1 -1.5,0.59995
  7179.           s1 -1.39972,0.7
  7180.           s1 -1.39972,0.5
  7181.           s1 -1.5,0.39995
  7182.           s1 -1.5,0.19994
  7183.           s1 -1.39972,0.20003
  7184.           s1 -1.39972,0.00005
  7185.           s1 -1.5,0
  7186.           s1 -1.5,-0.19994
  7187.           }
  7188.          }
  7189.         p2 {
  7190.          st 0.09995,-1.79993
  7191.          ss {
  7192.           s1 1.49994,-1.79993
  7193.           s1 1.49994,1.79993
  7194.           s1 0.09995,1.79993
  7195.           s1 0.09987,-0.5992
  7196.           s1 0.09995,-0.79993
  7197.           s1 0.09995,-0.99994
  7198.           s1 0.09995,-1.19994
  7199.           s1 0.09995,-1.39992
  7200.           s1 0.09995,-1.59993
  7201.           s1 0.09995,-1.79993
  7202.           }
  7203.          }
  7204.         p2 {
  7205.          st -1.5,-0.19994
  7206.          ss {
  7207.           s1 -1.29993,-0.19994
  7208.           s1 -1.09993,-0.19994
  7209.           s1 -0.89992,-0.19994
  7210.           s1 -0.69994,-0.19994
  7211.           s1 -0.49994,-0.19994
  7212.           s1 -0.29993,-0.19994
  7213.           s1 1.49994,-0.19994
  7214.           s1 1.49994,1.79993
  7215.           s3 1.49994,1.79993,-1.5,1.79993,-1.5,1.79993
  7216.           s1 -1.5,0.99994
  7217.           s1 -1.5,0.79993
  7218.           s1 -1.5,0.59995
  7219.           s1 -1.5,0.39995
  7220.           s1 -1.5,0.19994
  7221.           s1 -1.49994,0.14995
  7222.           s1 -1.5,0
  7223.           s1 -1.5,-0.19994
  7224.           }
  7225.          }
  7226.         }
  7227.        }
  7228.       shnb {
  7229.        shno 1,7
  7230.        shno 2,8
  7231.        shno 3,9
  7232.        shno 4,10
  7233.        }
  7234.       fl 0
  7235.       sk 1
  7236.       sksh 1
  7237.       twst 0
  7238.       oo 0
  7239.       }
  7240.      }
  7241.     sap {
  7242.      cpc 1.09995,0,-1.39992
  7243.      cv 1.09995,0,-1.39992
  7244.      cnc 0,0,0
  7245.      tpc 1,0
  7246.      tv 1,0
  7247.      tnc 1,0
  7248.      bpc 1,0
  7249.      bv 1,0
  7250.      bnc 1,0
  7251.      lpc 1,0
  7252.      lv 1,0
  7253.      lnc 1,0
  7254.      rpc 1,0
  7255.      rv 1,0
  7256.      rnc 1,0
  7257.      cs {
  7258.       pv {
  7259.        bb2D 0,0,0,0
  7260.        pg {
  7261.         p2 {
  7262.          st 0.09995,-1.79993
  7263.          ss {
  7264.           s1 1.49994,-1.79993
  7265.           s1 1.49994,1.79993
  7266.           s1 0.09995,1.79993
  7267.           s1 0.09987,-0.5992
  7268.           s1 0.09995,-0.79993
  7269.           s1 0.09995,-0.99994
  7270.           s1 0.09995,-1.19994
  7271.           s1 0.09995,-1.39992
  7272.           s1 0.09995,-1.59993
  7273.           s1 0.09995,-1.79993
  7274.           }
  7275.          }
  7276.         p2 {
  7277.          st -1.5,-0.19994
  7278.          ss {
  7279.           s1 -1.29993,-0.19994
  7280.           s1 -1.09993,-0.19994
  7281.           s1 -0.89992,-0.19994
  7282.           s1 -0.69994,-0.19994
  7283.           s1 -0.49994,-0.19994
  7284.           s1 -0.29993,-0.19994
  7285.           s1 1.49994,-0.19994
  7286.           s1 1.49994,1.79993
  7287.           s3 1.49994,1.79993,-1.5,1.79993,-1.5,1.79993
  7288.           s1 -1.5,0.99994
  7289.           s1 -1.5,0.79993
  7290.           s1 -1.5,0.59995
  7291.           s1 -1.5,0.39995
  7292.           s1 -1.5,0.19994
  7293.           s1 -1.49994,0.14995
  7294.           s1 -1.5,0
  7295.           s1 -1.5,-0.19994
  7296.           }
  7297.          }
  7298.         }
  7299.        }
  7300.       shnb {
  7301.        shno 1,9
  7302.        shno 2,10
  7303.        }
  7304.       fl 1
  7305.       sk 1
  7306.       sksh 1
  7307.       twst 0
  7308.       oo 0
  7309.       }
  7310.      }
  7311.     }
  7312.    grid {
  7313.     valu 0.09995
  7314.     incr 1
  7315.     show 1
  7316.     snap 1
  7317.     spct 0,0,0
  7318.     spsz 4
  7319.     }
  7320.    }
  7321.   ex {
  7322.    nm "rib"
  7323.    sh {
  7324.     mapk 0
  7325.     elms {
  7326.      sprm {
  7327.       uvsp 0
  7328.       aexp 1
  7329.       bbox 0,0,2,2
  7330.       mbox 0,0,2,2
  7331.       shdr {
  7332.        scmp {
  7333.         prkd 1
  7334.         ssub {
  7335.          sclr {
  7336.           prkd 1
  7337.           colr 0.96875,0.96875,0.99998
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  7339.          sval {
  7340.           prkd 1
  7341.           Val 0.12903
  7342.           }
  7343.          sval {
  7344.           prkd 1
  7345.           Val 0.12903
  7346.           }
  7347.          sval {
  7348.           prkd 1
  7349.           Val 0
  7350.           }
  7351.          sval {
  7352.           prkd 1
  7353.           Val 0
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  7355.          sval {
  7356.           prkd 1
  7357.           Val 0
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  7359.          sval {
  7360.           prkd 1
  7361.           Val 0
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  7363.          void {
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  7365.          }
  7366.         }
  7367.        }
  7368.       opac 1
  7369.       }
  7370.      }
  7371.     }
  7372.    fidl 1
  7373.    pi 0
  7374.    cl 0
  7375.    ev 0
  7376.    evs 0
  7377.    evvs 0
  7378.    evhs 0
  7379.    ph {
  7380.     sap {
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  7382.      cv 0.20685,-3.84253,0.63237
  7383.      cnc 0.20685,-3.84253,0.63237
  7384.      tpc 1,0
  7385.      tv 1,0
  7386.      tnc 1,0
  7387.      bpc 1,0
  7388.      bv 1,0
  7389.      bnc 1,0
  7390.      lpc 1,0
  7391.      lv 1,0
  7392.      lnc 1,0
  7393.      rpc 1,0
  7394.      rv 1,0
  7395.      rnc 1,0
  7396.      cs {
  7397.       pv {
  7398.        bb2D 0,0,0,0
  7399.        pg {
  7400.         pg {
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  7402.          type 0
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  7405.           strk 0,0,0,0,0
  7406.           wdth 0
  7407.           isfi 0
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  7411.          p2 {
  7412.           st -0.14087,0
  7413.           ss {
  7414.            s3 -0.14087,-0.07776,-0.07776,-0.14087,0,-0.14087
  7415.            s3 0.07779,-0.14087,0.14087,-0.07776,0.14087,0
  7416.            s3 0.14087,0.07776,0.07779,0.14087,0,0.14087
  7417.            s3 -0.07776,0.14087,-0.14087,0.07776,-0.14087,0
  7418.            }
  7419.           }
  7420.          }
  7421.         }
  7422.        }
  7423.       fl 1
  7424.       sk 1
  7425.       sksh 1
  7426.       twst 0
  7427.       oo 0
  7428.       }
  7429.      }
  7430.     sap {
  7431.      cpc 0.20685,3.70444,0.63237
  7432.      cv 0.20685,3.70444,0.63237
  7433.      cnc 0,0,0
  7434.      tpc 1,0
  7435.      tv 1,0
  7436.      tnc 1,0
  7437.      bpc 1,0
  7438.      bv 1,0
  7439.      bnc 1,0
  7440.      lpc 1,0
  7441.      lv 1,0
  7442.      lnc 1,0
  7443.      rpc 1,0
  7444.      rv 1,0
  7445.      rnc 1,0
  7446.      cs {
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  7448.       sk 1
  7449.       sksh 1
  7450.       twst 0
  7451.       oo 1
  7452.       }
  7453.      }
  7454.     }
  7455.    grid {
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  7457.     incr 1
  7458.     show 1
  7459.     snap 0
  7460.     spct 0,0,0
  7461.     spsz 4
  7462.     }
  7463.    }
  7464.   ex {
  7465.    nm "ridge"
  7466.    sh {
  7467.     mapk 0
  7468.     elms {
  7469.      sprm {
  7470.       uvsp 0
  7471.       aexp 1
  7472.       bbox 0,0,2,2
  7473.       mbox 0,0,2,2
  7474.       shdr {
  7475.        scmp {
  7476.         prkd 1
  7477.         ssub {
  7478.          sclr {
  7479.           prkd 1
  7480.           colr 0.96875,0.96875,0.99998
  7481.           }
  7482.          sval {
  7483.           prkd 1
  7484.           Val 0.12903
  7485.           }
  7486.          sval {
  7487.           prkd 1
  7488.           Val 0.12903
  7489.           }
  7490.          sval {
  7491.           prkd 1
  7492.           Val 0
  7493.           }
  7494.          sval {
  7495.           prkd 1
  7496.           Val 0
  7497.           }
  7498.          sval {
  7499.           prkd 1
  7500.           Val 0
  7501.           }
  7502.          sval {
  7503.           prkd 1
  7504.           Val 0
  7505.           }
  7506.          sclr {
  7507.           prkd 1
  7508.           colr 0,0,0
  7509.           }
  7510.          }
  7511.         }
  7512.        }
  7513.       opac 1
  7514.       }
  7515.      }
  7516.     }
  7517.    fidl 1
  7518.    pi 0
  7519.    cl 0
  7520.    ev 0
  7521.    evs 0
  7522.    evvs 0
  7523.    evhs 0
  7524.    ph {
  7525.     sap {
  7526.      cpc 0,0,0
  7527.      cv -0.06487,-2,0.42479
  7528.      cnc -0.06487,-2,0.42479
  7529.      tpc 1,0
  7530.      tv 1,0
  7531.      tnc 1,0
  7532.      bpc 1,0
  7533.      bv 1,0
  7534.      bnc 1,0
  7535.      lpc 1,0
  7536.      lv 1,0
  7537.      lnc 1,0
  7538.      rpc 1,0
  7539.      rv 1,0
  7540.      rnc 1,0
  7541.      cs {
  7542.       pv {
  7543.        bb2D 0,0,0,0
  7544.        pg {
  7545.         pg {
  7546.          mode 0
  7547.          type 0
  7548.          styl {
  7549.           fill 0,1,1,1,0
  7550.           strk 0,0,0,0,0
  7551.           wdth 0
  7552.           isfi 0
  7553.           cap 1
  7554.           join 1
  7555.           }
  7556.          p2 {
  7557.           st -1.47742,-1.47742
  7558.           ss {
  7559.            s1 1.47742,-1.47742
  7560.            s1 1.47742,1.47742
  7561.            s1 -1.47742,1.47742
  7562.            s1 -1.47742,-1.47742
  7563.            }
  7564.           }
  7565.          }
  7566.         }
  7567.        }
  7568.       fl 1
  7569.       sk 1
  7570.       sksh 1
  7571.       twst 0
  7572.       oo 0
  7573.       }
  7574.      }
  7575.     sap {
  7576.      cpc -0.06487,-1.83829,0.42479
  7577.      cv -0.06487,-1.83829,0.42479
  7578.      cnc 0,0,0
  7579.      tpc 1,0
  7580.      tv 1,0
  7581.      tnc 1,0
  7582.      bpc 1,0
  7583.      bv 1,0
  7584.      bnc 1,0
  7585.      lpc 1,0
  7586.      lv 1,0
  7587.      lnc 1,0
  7588.      rpc 1,0
  7589.      rv 1,0
  7590.      rnc 1,0
  7591.      cs {
  7592.       fl 0
  7593.       sk 1
  7594.       sksh 1
  7595.       twst 0
  7596.       oo 1
  7597.       }
  7598.      }
  7599.     }
  7600.    grid {
  7601.     valu 0.39995
  7602.     incr 1
  7603.     show 1
  7604.     snap 0
  7605.     spct 0,0,0
  7606.     spsz 4
  7607.     }
  7608.    }
  7609.   ex {
  7610.    nm "rim"
  7611.    sh {
  7612.     mapk 0
  7613.     elms {
  7614.      sprm {
  7615.       uvsp 0
  7616.       aexp 1
  7617.       bbox 0,0,2,2
  7618.       mbox 0,0,2,2
  7619.       shdr {
  7620.        scmp {
  7621.         prkd 1
  7622.         ssub {
  7623.          sclr {
  7624.           prkd 1
  7625.           colr 0.96875,0.96875,0.99998
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  7627.          sval {
  7628.           prkd 1
  7629.           Val 0.12903
  7630.           }
  7631.          sval {
  7632.           prkd 1
  7633.           Val 0.12903
  7634.           }
  7635.          sval {
  7636.           prkd 1
  7637.           Val 0
  7638.           }
  7639.          sval {
  7640.           prkd 1
  7641.           Val 0
  7642.           }
  7643.          sval {
  7644.           prkd 1
  7645.           Val 0
  7646.           }
  7647.          sval {
  7648.           prkd 1
  7649.           Val 0
  7650.           }
  7651.          sclr {
  7652.           prkd 1
  7653.           colr 0,0,0
  7654.           }
  7655.          }
  7656.         }
  7657.        }
  7658.       opac 1
  7659.       }
  7660.      }
  7661.     }
  7662.    fidl 1
  7663.    pi 0
  7664.    cl 0
  7665.    ev 1
  7666.    evs 0
  7667.    evvs 0
  7668.    evhs 0
  7669.    ph {
  7670.     sap {
  7671.      cpc 0,0,0
  7672.      cv -0.14014,-2,0.26474
  7673.      cnc -0.14014,-2,0.26474
  7674.      tpc 1,0
  7675.      tv 1,0
  7676.      tnc 1.10858,0.07448
  7677.      bpc 1,0
  7678.      bv 1,0
  7679.      bnc 1.10858,0.07448
  7680.      lpc 1,0
  7681.      lv 1,0
  7682.      lnc 1.10858,0.07448
  7683.      rpc 1,0
  7684.      rv 1,0
  7685.      rnc 1.10858,0.07448
  7686.      cs {
  7687.       pv {
  7688.        bb2D 0,0,0,0
  7689.        pg {
  7690.         pg {
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  7692.          type 0
  7693.          styl {
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  7695.           strk 0,0,0,0,0
  7696.           wdth 0
  7697.           isfi 0
  7698.           cap 1
  7699.           join 1
  7700.           }
  7701.          p2 {
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  7703.           ss {
  7704.            s3 -2.2103,-1.22069,-1.22069,-2.2103,0,-2.2103
  7705.            s3 1.22066,-2.2103,2.2103,-1.22069,2.2103,0
  7706.            s3 2.2103,1.22066,1.22066,2.2103,0,2.2103
  7707.            s3 -1.22069,2.2103,-2.2103,1.22066,-2.2103,0
  7708.            }
  7709.           }
  7710.          }
  7711.         }
  7712.        }
  7713.       fl 1
  7714.       sk 1
  7715.       sksh 1
  7716.       twst 0
  7717.       oo 0
  7718.       }
  7719.      }
  7720.     sap {
  7721.      cpc -0.14014,-1.68175,0.26474
  7722.      cv -0.14014,-1.68175,0.26474
  7723.      cnc 0,0,0
  7724.      tpc 1.09164,0.06624
  7725.      tv 1,0
  7726.      tnc 1,0
  7727.      bpc 1.09171,0.06624
  7728.      bv 1,0
  7729.      bnc 1,0
  7730.      lpc 1.09174,0.06624
  7731.      lv 1,0
  7732.      lnc 1,0
  7733.      rpc 1.09167,0.06624
  7734.      rv 1,0
  7735.      rnc 1,0
  7736.      cs {
  7737.       fl 0
  7738.       sk 1
  7739.       sksh 1
  7740.       twst 0
  7741.       oo 1
  7742.       }
  7743.      }
  7744.     }
  7745.    grid {
  7746.     valu 0.39995
  7747.     incr 1
  7748.     show 1
  7749.     snap 0
  7750.     spct 0,0,0
  7751.     spsz 4
  7752.     }
  7753.    }
  7754.   ex {
  7755.    nm "rope"
  7756.    sh {
  7757.     mapk 0
  7758.     elms {
  7759.      sprm {
  7760.       uvsp 4
  7761.       aexp 1
  7762.       bbox 0,0,0.1998,0.1998
  7763.       mbox 0,0,0.1998,0.1998
  7764.       shdr {
  7765.        scmp {
  7766.         prkd 1
  7767.         ssub {
  7768.          smix {
  7769.           prkd 1
  7770.           ssub {
  7771.            sclr {
  7772.             prkd 1
  7773.             colr 0.98134,0.72205,0
  7774.             }
  7775.            sclr {
  7776.             prkd 1
  7777.             colr 0.96277,0.62946,0
  7778.             }
  7779.            swod {
  7780.             SEED -21287
  7781.             PERT 1
  7782.             SPAC 6
  7783.             BLND 0.37485
  7784.             DIR 1
  7785.             CNTR 2
  7786.             SCAL 0.32732
  7787.             STEP 0.33318
  7788.             GLOB 0
  7789.             prkd 1
  7790.             }
  7791.            }
  7792.           }
  7793.          sval {
  7794.           prkd 1
  7795.           Val 0.15294
  7796.           }
  7797.          sval {
  7798.           prkd 1
  7799.           Val 0.1019
  7800.           }
  7801.          sval {
  7802.           prkd 1
  7803.           Val 0
  7804.           }
  7805.          sval {
  7806.           prkd 1
  7807.           Val 0
  7808.           }
  7809.          sval {
  7810.           prkd 1
  7811.           Val 0
  7812.           }
  7813.          sval {
  7814.           prkd 1
  7815.           Val 0
  7816.           }
  7817.          void {
  7818.           }
  7819.          }
  7820.         }
  7821.        }
  7822.       opac 1
  7823.       }
  7824.      }
  7825.     }
  7826.    fidl 1
  7827.    pi 1
  7828.    cl 1
  7829.    ev 0
  7830.    evs 0
  7831.    evvs 0
  7832.    evhs 0
  7833.    ph {
  7834.     sap {
  7835.      cpc 0,0,0
  7836.      cv 2.09978,0,-0.5999
  7837.      cnc 2.09978,0.19974,-0.59987
  7838.      tpc 1,0
  7839.      tv 1,0
  7840.      tnc 1,0
  7841.      bpc 1,0
  7842.      bv 1,0
  7843.      bnc 1,0
  7844.      lpc 1,0
  7845.      lv 1,0
  7846.      lnc 1,0
  7847.      rpc 1,0
  7848.      rv 1,0
  7849.      rnc 1,0
  7850.      cs {
  7851.       pv {
  7852.        bb2D 0,0,0,0
  7853.        pg {
  7854.         pg {
  7855.          mode 0
  7856.          type 0
  7857.          styl {
  7858.           fill 0,1,1,1,0
  7859.           strk 0,0,0,0,0
  7860.           wdth 0
  7861.           isfi 0
  7862.           cap 1
  7863.           join 1
  7864.           }
  7865.          p2 {
  7866.           st -0.0999,0
  7867.           ss {
  7868.            s3 -0.0999,-0.05504,-0.056,-0.0999,0,-0.0999
  7869.            s3 0.05504,-0.0999,0.0999,-0.05504,0.0999,0
  7870.            s3 0.0999,0.05504,0.05504,0.0999,0,0.0999
  7871.            s3 -0.056,0.0999,-0.0999,0.05504,-0.0999,0
  7872.            }
  7873.           }
  7874.          }
  7875.         }
  7876.        }
  7877.       fl 1
  7878.       sk 1
  7879.       sksh 1
  7880.       twst 0
  7881.       oo 0
  7882.       }
  7883.      }
  7884.     sap {
  7885.      cpc 2.09978,0.49976,0.39977
  7886.      cv 2.09978,0.49976,0.39977
  7887.      cnc 2.09978,0.49976,0.39977
  7888.      tpc 1,0
  7889.      tv 1,0
  7890.      tnc 1,0
  7891.      bpc 1,0
  7892.      bv 1,0
  7893.      bnc 1,0
  7894.      lpc 1,0
  7895.      lv 1,0
  7896.      lnc 1,0
  7897.      rpc 1,0
  7898.      rv 1,0
  7899.      rnc 1,0
  7900.      cs {
  7901.       fl 0
  7902.       sk 1
  7903.       sksh 1
  7904.       twst 0
  7905.       oo 1
  7906.       }
  7907.      }
  7908.     sap {
  7909.      cpc 2.09978,0.5999,0.99979
  7910.      cv 2.09978,0.3998,0.99979
  7911.      cnc 2.09978,0.1998,1
  7912.      tpc 1,0
  7913.      tv 1,0
  7914.      tnc 1,0
  7915.      bpc 1,0
  7916.      bv 1,0
  7917.      bnc 1,0
  7918.      lpc 1,0
  7919.      lv 1,0
  7920.      lnc 1,0
  7921.      rpc 1,0
  7922.      rv 1,0
  7923.      rnc 1,0
  7924.      cs {
  7925.       fl 0
  7926.       sk 1
  7927.       sksh 1
  7928.       twst 0
  7929.       oo 1
  7930.       }
  7931.      }
  7932.     sap {
  7933.      cpc 2.09969,-0.19977,1
  7934.      cv 2.09975,-0.3998,0.99979
  7935.      cnc 2.09978,-0.5999,1
  7936.      tpc 1,0
  7937.      tv 1,0
  7938.      tnc 1,0
  7939.      bpc 1,0
  7940.      bv 1,0
  7941.      bnc 1,0
  7942.      lpc 1,0
  7943.      lv 1,0
  7944.      lnc 1,0
  7945.      rpc 1,0
  7946.      rv 1,0
  7947.      rnc 1,0
  7948.      cs {
  7949.       fl 0
  7950.       sk 1
  7951.       sksh 1
  7952.       twst 0
  7953.       oo 1
  7954.       }
  7955.      }
  7956.     sap {
  7957.      cpc 2.09975,-0.5,0.3998
  7958.      cv 2.09978,-0.49976,0.39977
  7959.      cnc 2.09978,-0.49976,0.39977
  7960.      tpc 1,0
  7961.      tv 1,0
  7962.      tnc 1,0
  7963.      bpc 1,0
  7964.      bv 1,0
  7965.      bnc 1,0
  7966.      lpc 1,0
  7967.      lv 1,0
  7968.      lnc 1,0
  7969.      rpc 1,0
  7970.      rv 1,0
  7971.      rnc 1,0
  7972.      cs {
  7973.       fl 0
  7974.       sk 1
  7975.       sksh 1
  7976.       twst 0
  7977.       oo 1
  7978.       }
  7979.      }
  7980.     sap {
  7981.      cpc 2.09978,-0.19987,-0.59987
  7982.      cv 2.09978,0,-0.5999
  7983.      cnc 0,0,0
  7984.      tpc 1,0
  7985.      tv 1,0
  7986.      tnc 1,0
  7987.      bpc 1,0
  7988.      bv 1,0
  7989.      bnc 1,0
  7990.      lpc 1,0
  7991.      lv 1,0
  7992.      lnc 1,0
  7993.      rpc 1,0
  7994.      rv 1,0
  7995.      rnc 1,0
  7996.      cs {
  7997.       fl 0
  7998.       sk 1
  7999.       sksh 1
  8000.       twst 0
  8001.       oo 1
  8002.       }
  8003.      }
  8004.     }
  8005.    grid {
  8006.     valu 0.09975
  8007.     incr 2
  8008.     show 1
  8009.     snap 1
  8010.     spct 0,0,0
  8011.     spsz 4
  8012.     }
  8013.    }
  8014.   ex {
  8015.    nm "sidewalk"
  8016.    sh {
  8017.     mapk 0
  8018.     elms {
  8019.      sprm {
  8020.       uvsp 8
  8021.       aexp 1
  8022.       bbox 0,0,3.30687,1.18996
  8023.       mbox 0,0,3.30687,1.18996
  8024.       shdr {
  8025.        scmp {
  8026.         prkd 1
  8027.         ssub {
  8028.          smix {
  8029.           prkd 1
  8030.           ssub {
  8031.            sclr {
  8032.             prkd 1
  8033.             colr 0.85938,0.85938,0.85938
  8034.             }
  8035.            sclr {
  8036.             prkd 1
  8037.             colr 0.68359,0.68359,0.68359
  8038.             }
  8039.            sspt {
  8040.             SEED 12345
  8041.             TRSH 0.15623
  8042.             STEP 5.62337
  8043.             prkd 1
  8044.             }
  8045.            }
  8046.           }
  8047.          sval {
  8048.           prkd 1
  8049.           Val 0.12848
  8050.           }
  8051.          sval {
  8052.           prkd 1
  8053.           Val 0.91338
  8054.           }
  8055.          sval {
  8056.           prkd 1
  8057.           Val 0
  8058.           }
  8059.          sval {
  8060.           prkd 1
  8061.           Val 0
  8062.           }
  8063.          sval {
  8064.           prkd 1
  8065.           Val 0
  8066.           }
  8067.          sval {
  8068.           prkd 1
  8069.           Val 0
  8070.           }
  8071.          void {
  8072.           }
  8073.          }
  8074.         }
  8075.        }
  8076.       opac 1
  8077.       }
  8078.      }
  8079.     }
  8080.    fidl 1
  8081.    pi 0
  8082.    cl 0
  8083.    ev 0
  8084.    evs 0
  8085.    evvs 0
  8086.    evhs 0
  8087.    ph {
  8088.     sap {
  8089.      cpc 0,0,0
  8090.      cv 1.00542,-2,0.91225
  8091.      cnc 1.00542,-2,0.91225
  8092.      tpc 1,0
  8093.      tv 1,0
  8094.      tnc 1,0
  8095.      bpc 1,0
  8096.      bv 1,0
  8097.      bnc 1,0
  8098.      lpc 1,0
  8099.      lv 1,0
  8100.      lnc 1,0
  8101.      rpc 1,0
  8102.      rv 1,0
  8103.      rnc 1,0
  8104.      cs {
  8105.       pv {
  8106.        bb2D 0,0,0,0
  8107.        pg {
  8108.         pg {
  8109.          mode 0
  8110.          type 0
  8111.          styl {
  8112.           fill 0,1,1,1,0
  8113.           strk 0,0,0,0,0
  8114.           wdth 0
  8115.           isfi 0
  8116.           cap 1
  8117.           join 1
  8118.           }
  8119.          p2 {
  8120.           st -0.59496,-1.65343
  8121.           ss {
  8122.            s1 0.59499,-1.65343
  8123.            s1 0.59499,1.65343
  8124.            s1 -0.59496,1.65343
  8125.            s1 -0.59496,-1.65343
  8126.            }
  8127.           }
  8128.          }
  8129.         }
  8130.        }
  8131.       fl 1
  8132.       sk 1
  8133.       sksh 1
  8134.       twst 0
  8135.       oo 0
  8136.       }
  8137.      }
  8138.     sap {
  8139.      cpc 1.00542,-1.68178,0.91225
  8140.      cv 1.00542,-1.68178,0.91225
  8141.      cnc 0,0,0
  8142.      tpc 1,0
  8143.      tv 1,0
  8144.      tnc 1,0
  8145.      bpc 1,0
  8146.      bv 1,0
  8147.      bnc 1,0
  8148.      lpc 1,0
  8149.      lv 1,0
  8150.      lnc 1,0
  8151.      rpc 1,0
  8152.      rv 1,0
  8153.      rnc 1,0
  8154.      cs {
  8155.       fl 0
  8156.       sk 1
  8157.       sksh 1
  8158.       twst 0
  8159.       oo 1
  8160.       }
  8161.      }
  8162.     }
  8163.    grid {
  8164.     valu 0.39998
  8165.     incr 1
  8166.     show 1
  8167.     snap 0
  8168.     spct 0,0,0
  8169.     spsz 4
  8170.     }
  8171.    }
  8172.   ex {
  8173.    nm "small dome"
  8174.    sh {
  8175.     mapk 0
  8176.     elms {
  8177.      sprm {
  8178.       uvsp 0
  8179.       aexp 1
  8180.       bbox 0,0,2,2
  8181.       mbox 0,0,2,2
  8182.       shdr {
  8183.        scmp {
  8184.         prkd 1
  8185.         ssub {
  8186.          smix {
  8187.           prkd 1
  8188.           ssub {
  8189.            sclr {
  8190.             prkd 1
  8191.             colr 0.99998,0.77609,0
  8192.             }
  8193.            sclr {
  8194.             prkd 1
  8195.             colr 0.99998,0.99998,0.99998
  8196.             }
  8197.            sval {
  8198.             prkd 1
  8199.             Val 0.46236
  8200.             }
  8201.            }
  8202.           }
  8203.          sval {
  8204.           prkd 1
  8205.           Val 0.26881
  8206.           }
  8207.          sval {
  8208.           prkd 1
  8209.           Val 0.2043
  8210.           }
  8211.          sval {
  8212.           prkd 1
  8213.           Val 0
  8214.           }
  8215.          sval {
  8216.           prkd 1
  8217.           Val 0.24437
  8218.           }
  8219.          sval {
  8220.           prkd 1
  8221.           Val 0
  8222.           }
  8223.          sval {
  8224.           prkd 1
  8225.           Val 0
  8226.           }
  8227.          void {
  8228.           }
  8229.          }
  8230.         }
  8231.        }
  8232.       opac 1
  8233.       }
  8234.      }
  8235.     }
  8236.    fidl 1
  8237.    pi 0
  8238.    cl 0
  8239.    ev 1
  8240.    evs 0
  8241.    evvs 0
  8242.    evhs 0
  8243.    ph {
  8244.     sap {
  8245.      cpc 0,0,0
  8246.      cv -0.75243,-3.92638,-0.4269
  8247.      cnc -0.75243,-3.92638,-0.4269
  8248.      tpc 1,0
  8249.      tv 1,0
  8250.      tnc 1,1.66872
  8251.      bpc 1,0
  8252.      bv 1,0
  8253.      bnc 1,1.66872
  8254.      lpc 1,0
  8255.      lv 1,0
  8256.      lnc 1,1.66872
  8257.      rpc 1,0
  8258.      rv 1,0
  8259.      rnc 1,1.66872
  8260.      cs {
  8261.       pv {
  8262.        bb2D 0,0,0,0
  8263.        pg {
  8264.         pg {
  8265.          mode 0
  8266.          type 0
  8267.          styl {
  8268.           fill 0,1,1,1,0
  8269.           strk 0,0,0,0,0
  8270.           wdth 0
  8271.           isfi 0
  8272.           cap 1
  8273.           join 1
  8274.           }
  8275.          p2 {
  8276.           st -2.17792,0
  8277.           ss {
  8278.            s3 -2.17792,-1.20279,-1.20279,-2.17792,0,-2.17792
  8279.            s3 1.20279,-2.17792,2.17789,-1.20279,2.17789,0
  8280.            s3 2.17789,1.20279,1.20279,2.17789,0,2.17789
  8281.            s3 -1.20279,2.17789,-2.17792,1.20279,-2.17792,0
  8282.            }
  8283.           }
  8284.          }
  8285.         }
  8286.        }
  8287.       fl 1
  8288.       sk 1
  8289.       sksh 1
  8290.       twst 0
  8291.       oo 0
  8292.       }
  8293.      }
  8294.     sap {
  8295.      cpc -0.7524,-1.5934,-0.42699
  8296.      cv -0.7524,-1.5934,-0.42699
  8297.      cnc -0.7524,-1.5934,-0.42699
  8298.      tpc 0.05098,0.31
  8299.      tv 0.05098,0
  8300.      tnc 0.05098,0.03873
  8301.      bpc 0.05098,0.31
  8302.      bv 0.05098,0
  8303.      bnc 0.05098,0.03873
  8304.      lpc 0.05098,0.31
  8305.      lv 0.05098,0
  8306.      lnc 0.05098,0.03873
  8307.      rpc 0.05098,0.31
  8308.      rv 0.05098,0
  8309.      rnc 0.05098,0.03873
  8310.      cs {
  8311.       fl 0
  8312.       sk 1
  8313.       sksh 1
  8314.       twst 0
  8315.       oo 1
  8316.       }
  8317.      }
  8318.     sap {
  8319.      cpc -0.75243,-1.28339,-0.42705
  8320.      cv -0.75243,-1.28339,-0.42705
  8321.      cnc -0.75243,-1.28339,-0.42705
  8322.      tpc 0.17299,0.26569
  8323.      tv 0.16281,0
  8324.      tnc 0.15262,0.26569
  8325.      bpc 0.17299,0.26569
  8326.      bv 0.16281,0
  8327.      bnc 0.15262,0.26569
  8328.      lpc 0.17299,0.26569
  8329.      lv 0.16281,0
  8330.      lnc 0.15263,0.26569
  8331.      rpc 0.17299,0.26569
  8332.      rv 0.16281,0
  8333.      rnc 0.15263,0.26569
  8334.      cs {
  8335.       fl 0
  8336.       sk 1
  8337.       sksh 1
  8338.       twst 0
  8339.       oo 1
  8340.       }
  8341.      }
  8342.     sap {
  8343.      cpc -0.75243,-1.03983,-0.42708
  8344.      cv -0.75243,-1.03983,-0.42708
  8345.      cnc -0.75243,-1.03983,-0.42708
  8346.      tpc 0.02663,0.07181
  8347.      tv 0.03062,0
  8348.      tnc 0.03194,0.02353
  8349.      bpc 0.02663,0.07181
  8350.      bv 0.03062,0
  8351.      bnc 0.03194,0.02353
  8352.      lpc 0.02664,0.07181
  8353.      lv 0.03065,0
  8354.      lnc 0.03195,0.02353
  8355.      rpc 0.02664,0.07181
  8356.      rv 0.03065,0
  8357.      rnc 0.03195,0.02353
  8358.      cs {
  8359.       fl 0
  8360.       sk 1
  8361.       sksh 1
  8362.       twst 0
  8363.       oo 1
  8364.       }
  8365.      }
  8366.     sap {
  8367.      cpc -0.75249,-0.91805,-0.4272
  8368.      cv -0.75249,-0.91805,-0.4272
  8369.      cnc -0.75249,-0.91805,-0.4272
  8370.      tpc 0.08551,0.071
  8371.      tv 0.0865,0
  8372.      tnc 0.08757,0.071
  8373.      bpc 0.08551,0.071
  8374.      bv 0.0865,0
  8375.      bnc 0.08757,0.071
  8376.      lpc 0.08553,0.071
  8377.      lv 0.08653,0
  8378.      lnc 0.08755,0.071
  8379.      rpc 0.08553,0.071
  8380.      rv 0.08653,0
  8381.      rnc 0.08755,0.071
  8382.      cs {
  8383.       fl 0
  8384.       sk 1
  8385.       sksh 1
  8386.       twst 0
  8387.       oo 1
  8388.       }
  8389.      }
  8390.     sap {
  8391.      cpc -0.75255,-0.76305,-0.42719
  8392.      cv -0.75255,-0.76305,-0.42719
  8393.      cnc -0.75255,-0.76305,-0.42719
  8394.      tpc 0.02573,0.04529
  8395.      tv 0.02548,0
  8396.      tnc 0.02043,0.87459
  8397.      bpc 0.02579,0.04529
  8398.      bv 0.02548,0
  8399.      bnc 0.02043,0.87459
  8400.      lpc 0.02577,0.04529
  8401.      lv 0.02553,0
  8402.      lnc 0.02043,0.87459
  8403.      rpc 0.02577,0.04529
  8404.      rv 0.02553,0
  8405.      rnc 0.02043,0.87459
  8406.      cs {
  8407.       fl 0
  8408.       sk 1
  8409.       sksh 1
  8410.       twst 0
  8411.       oo 1
  8412.       }
  8413.      }
  8414.     sap {
  8415.      cpc -0.75237,3.61008,-0.42696
  8416.      cv -0.75237,3.61008,-0.42696
  8417.      cnc 0,0,0
  8418.      tpc 0.01546,0.00002
  8419.      tv 0.01538,0
  8420.      tnc 1,0
  8421.      bpc 0.01546,0.00002
  8422.      bv 0.01538,0
  8423.      bnc 1,0
  8424.      lpc 0.01546,0.00002
  8425.      lv 0.01541,0
  8426.      lnc 1,0
  8427.      rpc 0.01546,0.00002
  8428.      rv 0.01541,0
  8429.      rnc 1,0
  8430.      cs {
  8431.       fl 0
  8432.       sk 1
  8433.       sksh 1
  8434.       twst 0
  8435.       oo 1
  8436.       }
  8437.      }
  8438.     }
  8439.    grid {
  8440.     valu 0.39998
  8441.     incr 1
  8442.     show 1
  8443.     snap 0
  8444.     spct 0,0,0
  8445.     spsz 4
  8446.     }
  8447.    }
  8448.   ex {
  8449.    nm "small dome 1"
  8450.    sh {
  8451.     mapk 0
  8452.     elms {
  8453.      sprm {
  8454.       uvsp 0
  8455.       aexp 1
  8456.       bbox 0,0,2,2
  8457.       mbox 0,0,2,2
  8458.       shdr {
  8459.        scmp {
  8460.         prkd 1
  8461.         ssub {
  8462.          smix {
  8463.           prkd 1
  8464.           ssub {
  8465.            sclr {
  8466.             prkd 1
  8467.             colr 0.99998,0.77609,0
  8468.             }
  8469.            sclr {
  8470.             prkd 1
  8471.             colr 0.99998,0.99998,0.99998
  8472.             }
  8473.            sval {
  8474.             prkd 1
  8475.             Val 0.46236
  8476.             }
  8477.            }
  8478.           }
  8479.          sval {
  8480.           prkd 1
  8481.           Val 0.26881
  8482.           }
  8483.          sval {
  8484.           prkd 1
  8485.           Val 0.2043
  8486.           }
  8487.          sval {
  8488.           prkd 1
  8489.           Val 0
  8490.           }
  8491.          sval {
  8492.           prkd 1
  8493.           Val 0.24437
  8494.           }
  8495.          sval {
  8496.           prkd 1
  8497.           Val 0
  8498.           }
  8499.          sval {
  8500.           prkd 1
  8501.           Val 0
  8502.           }
  8503.          sclr {
  8504.           prkd 1
  8505.           colr 0,0,0
  8506.           }
  8507.          }
  8508.         }
  8509.        }
  8510.       opac 1
  8511.       }
  8512.      }
  8513.     }
  8514.    fidl 1
  8515.    pi 0
  8516.    cl 0
  8517.    ev 1
  8518.    evs 0
  8519.    evvs 0
  8520.    evhs 0
  8521.    ph {
  8522.     sap {
  8523.      cpc 0,0,0
  8524.      cv -0.75243,-3.92638,-0.4269
  8525.      cnc -0.75243,-3.92638,-0.4269
  8526.      tpc 1,0
  8527.      tv 1,0
  8528.      tnc 1,1.66872
  8529.      bpc 1,0
  8530.      bv 1,0
  8531.      bnc 1,1.66872
  8532.      lpc 1,0
  8533.      lv 1,0
  8534.      lnc 1,1.66872
  8535.      rpc 1,0
  8536.      rv 1,0
  8537.      rnc 1,1.66872
  8538.      cs {
  8539.       pv {
  8540.        bb2D 0,0,0,0
  8541.        pg {
  8542.         pg {
  8543.          mode 0
  8544.          type 0
  8545.          styl {
  8546.           fill 0,1,1,1,0
  8547.           strk 0,0,0,0,0
  8548.           wdth 0
  8549.           isfi 0
  8550.           cap 1
  8551.           join 1
  8552.           }
  8553.          p2 {
  8554.           st -2.17792,0
  8555.           ss {
  8556.            s3 -2.17792,-1.20279,-1.20279,-2.17792,0,-2.17792
  8557.            s3 1.20279,-2.17792,2.17789,-1.20279,2.17789,0
  8558.            s3 2.17789,1.20279,1.20279,2.17789,0,2.17789
  8559.            s3 -1.20279,2.17789,-2.17792,1.20279,-2.17792,0
  8560.            }
  8561.           }
  8562.          }
  8563.         }
  8564.        }
  8565.       fl 1
  8566.       sk 1
  8567.       sksh 1
  8568.       twst 0
  8569.       oo 0
  8570.       }
  8571.      }
  8572.     sap {
  8573.      cpc -0.7524,-1.5934,-0.42699
  8574.      cv -0.7524,-1.5934,-0.42699
  8575.      cnc -0.7524,-1.5934,-0.42699
  8576.      tpc 0.05098,0.79712
  8577.      tv 0.05098,0
  8578.      tnc 0.05098,0.03873
  8579.      bpc 0.05098,0.79712
  8580.      bv 0.05098,0
  8581.      bnc 0.05098,0.03873
  8582.      lpc 0.05098,0.79712
  8583.      lv 0.05098,0
  8584.      lnc 0.05098,0.03873
  8585.      rpc 0.05098,0.79712
  8586.      rv 0.05098,0
  8587.      rnc 0.05098,0.03873
  8588.      cs {
  8589.       fl 0
  8590.       sk 1
  8591.       sksh 1
  8592.       twst 0
  8593.       oo 1
  8594.       }
  8595.      }
  8596.     sap {
  8597.      cpc -0.75243,-1.28339,-0.42705
  8598.      cv -0.75243,-1.28339,-0.42705
  8599.      cnc -0.75243,-1.28339,-0.42705
  8600.      tpc 0.17299,0.26569
  8601.      tv 0.16281,0
  8602.      tnc 0.15262,0.26569
  8603.      bpc 0.17299,0.26569
  8604.      bv 0.16281,0
  8605.      bnc 0.15262,0.26569
  8606.      lpc 0.17299,0.26569
  8607.      lv 0.16281,0
  8608.      lnc 0.15263,0.26569
  8609.      rpc 0.17299,0.26569
  8610.      rv 0.16281,0
  8611.      rnc 0.15263,0.26569
  8612.      cs {
  8613.       fl 0
  8614.       sk 1
  8615.       sksh 1
  8616.       twst 0
  8617.       oo 1
  8618.       }
  8619.      }
  8620.     sap {
  8621.      cpc -0.75243,-1.03983,-0.42708
  8622.      cv -0.75243,-1.03983,-0.42708
  8623.      cnc -0.75243,-1.03983,-0.42708
  8624.      tpc 0.02663,0.07181
  8625.      tv 0.03062,0
  8626.      tnc 0.03194,0.02353
  8627.      bpc 0.02663,0.07181
  8628.      bv 0.03062,0
  8629.      bnc 0.03194,0.02353
  8630.      lpc 0.02664,0.07181
  8631.      lv 0.03065,0
  8632.      lnc 0.03195,0.02353
  8633.      rpc 0.02664,0.07181
  8634.      rv 0.03065,0
  8635.      rnc 0.03195,0.02353
  8636.      cs {
  8637.       fl 0
  8638.       sk 1
  8639.       sksh 1
  8640.       twst 0
  8641.       oo 1
  8642.       }
  8643.      }
  8644.     sap {
  8645.      cpc -0.75249,-0.91805,-0.4272
  8646.      cv -0.75249,-0.91805,-0.4272
  8647.      cnc -0.75249,-0.91805,-0.4272
  8648.      tpc 0.08551,0.071
  8649.      tv 0.0865,0
  8650.      tnc 0.08757,0.071
  8651.      bpc 0.08551,0.071
  8652.      bv 0.0865,0
  8653.      bnc 0.08757,0.071
  8654.      lpc 0.08553,0.071
  8655.      lv 0.08653,0
  8656.      lnc 0.08755,0.071
  8657.      rpc 0.08553,0.071
  8658.      rv 0.08653,0
  8659.      rnc 0.08755,0.071
  8660.      cs {
  8661.       fl 0
  8662.       sk 1
  8663.       sksh 1
  8664.       twst 0
  8665.       oo 1
  8666.       }
  8667.      }
  8668.     sap {
  8669.      cpc -0.75255,-0.76305,-0.42719
  8670.      cv -0.75255,-0.76305,-0.42719
  8671.      cnc -0.75255,-0.76305,-0.42719
  8672.      tpc 0.02573,0.04529
  8673.      tv 0.02548,0
  8674.      tnc 0.02043,0.87459
  8675.      bpc 0.02579,0.04529
  8676.      bv 0.02548,0
  8677.      bnc 0.02043,0.87459
  8678.      lpc 0.02577,0.04529
  8679.      lv 0.02553,0
  8680.      lnc 0.02043,0.87459
  8681.      rpc 0.02577,0.04529
  8682.      rv 0.02553,0
  8683.      rnc 0.02043,0.87459
  8684.      cs {
  8685.       fl 0
  8686.       sk 1
  8687.       sksh 1
  8688.       twst 0
  8689.       oo 1
  8690.       }
  8691.      }
  8692.     sap {
  8693.      cpc -0.75237,3.61008,-0.42696
  8694.      cv -0.75237,3.61008,-0.42696
  8695.      cnc 0,0,0
  8696.      tpc 0.01546,0.00002
  8697.      tv 0.01538,0
  8698.      tnc 1,0
  8699.      bpc 0.01546,0.00002
  8700.      bv 0.01538,0
  8701.      bnc 1,0
  8702.      lpc 0.01546,0.00002
  8703.      lv 0.01541,0
  8704.      lnc 1,0
  8705.      rpc 0.01546,0.00002
  8706.      rv 0.01541,0
  8707.      rnc 1,0
  8708.      cs {
  8709.       fl 0
  8710.       sk 1
  8711.       sksh 1
  8712.       twst 0
  8713.       oo 1
  8714.       }
  8715.      }
  8716.     }
  8717.    grid {
  8718.     valu 0.39998
  8719.     incr 1
  8720.     show 1
  8721.     snap 0
  8722.     spct 0,0,0
  8723.     spsz 4
  8724.     }
  8725.    }
  8726.   ex {
  8727.    nm "small turret"
  8728.    sh {
  8729.     mapk 0
  8730.     elms {
  8731.      sprm {
  8732.       uvsp 0
  8733.       aexp 1
  8734.       bbox 0,0,2,2
  8735.       mbox 0,0,2,2
  8736.       shdr {
  8737.        scmp {
  8738.         prkd 1
  8739.         ssub {
  8740.          sclr {
  8741.           prkd 1
  8742.           colr 0.96875,0.96875,0.99998
  8743.           }
  8744.          sval {
  8745.           prkd 1
  8746.           Val 0.12903
  8747.           }
  8748.          sval {
  8749.           prkd 1
  8750.           Val 0.12903
  8751.           }
  8752.          sval {
  8753.           prkd 1
  8754.           Val 0
  8755.           }
  8756.          sval {
  8757.           prkd 1
  8758.           Val 0
  8759.           }
  8760.          sval {
  8761.           prkd 1
  8762.           Val 0
  8763.           }
  8764.          sval {
  8765.           prkd 1
  8766.           Val 0
  8767.           }
  8768.          sclr {
  8769.           prkd 1
  8770.           colr 0,0,0
  8771.           }
  8772.          }
  8773.         }
  8774.        }
  8775.       opac 1
  8776.       }
  8777.      }
  8778.     }
  8779.    fidl 1
  8780.    pi 0
  8781.    cl 0
  8782.    ev 0
  8783.    evs 0
  8784.    evvs 0
  8785.    evhs 0
  8786.    ph {
  8787.     sap {
  8788.      cpc 0,0,0
  8789.      cv 0,-3.59993,-0.19997
  8790.      cnc 0,-3.59993,-0.19997
  8791.      tpc 1,0
  8792.      tv 1,0
  8793.      tnc 1,0
  8794.      bpc 1,0
  8795.      bv 1,0
  8796.      bnc 1,0
  8797.      lpc 1,0
  8798.      lv 1,0
  8799.      lnc 1,0
  8800.      rpc 1,0
  8801.      rv 1,0
  8802.      rnc 1,0
  8803.      cs {
  8804.       pv {
  8805.        bb2D 0,0,0,0
  8806.        pg {
  8807.         p2 {
  8808.          st -2.59995,0
  8809.          ss {
  8810.           s3 -2.59995,-1.43587,-1.43587,-2.59995,0,-2.59995
  8811.           s3 1.43587,-2.59995,2.59995,-1.43587,2.59995,0
  8812.           s3 2.59995,1.43587,1.43587,2.59995,0,2.59995
  8813.           s3 -1.43587,2.59995,-2.59995,1.43587,-2.59995,0
  8814.           }
  8815.          }
  8816.         }
  8817.        }
  8818.       fl 1
  8819.       sk 1
  8820.       sksh 1
  8821.       twst 0
  8822.       oo 0
  8823.       }
  8824.      }
  8825.     sap {
  8826.      cpc 0,-1.99994,-0.2
  8827.      cv 0,-1.99994,-0.2
  8828.      cnc 0,-1.99994,-0.2
  8829.      tpc 1,0
  8830.      tv 1,0
  8831.      tnc 1,0
  8832.      bpc 1,0
  8833.      bv 1,0
  8834.      bnc 1,0
  8835.      lpc 1,0
  8836.      lv 1,0
  8837.      lnc 1,0
  8838.      rpc 1,0
  8839.      rv 1,0
  8840.      rnc 1,0
  8841.      cs {
  8842.       pv {
  8843.        bb2D 0,0,0,0
  8844.        pg {
  8845.         p2 {
  8846.          st -2.59993,0
  8847.          ss {
  8848.           s3 -2.59995,-0.5006,-2.4585,-0.96815,-2.21335,-1.3649
  8849.           s3 -2.15253,-1.46338,-2.08533,-1.55745,-2.0123,-1.6467
  8850.           s3 -1.98949,-1.6745,-1.35088,-0.88022,-1.32697,-0.90709
  8851.           s3 -1.25513,-0.98772,-1.0983,-1.0132,-1.01697,-1.08423
  8852.           s3 -0.98083,-1.11586,-1.6393,-2.01888,-1.60138,-2.04848
  8853.           s3 -1.52068,-2.11165,-1.43613,-2.17014,-1.34818,-2.22356
  8854.           s3 -0.95505,-2.46242,-0.49358,-2.59995,0,-2.59993
  8855.           s3 0.16193,-2.59995,0.32039,-2.58516,0.47414,-2.55684
  8856.           s3 0.51735,-2.54889,0.29123,-1.4487,0.33368,-1.43854
  8857.           s3 0.46107,-1.40828,0.54645,-1.28748,0.66585,-1.23926
  8858.           s3 0.6886,-1.23006,1.01859,-2.39297,1.04099,-2.38315
  8859.           s3 1.14725,-2.33667,1.24982,-2.28328,1.3481,-2.22356
  8860.           s3 1.74123,-1.9847,2.06598,-1.64452,2.28612,-1.23929
  8861.           s3 2.3378,-1.14432,2.38353,-1.04578,2.42316,-0.94414
  8862.           s3 2.43552,-0.91237,1.67325,-0.62943,1.68439,-0.5972
  8863.           s3 1.71786,-0.50002,1.75107,-0.235,1.77298,-0.1321
  8864.           s3 1.78275,-0.08678,2.56009,-0.4583,2.56746,-0.41208
  8865.           s3 2.58884,-0.27785,2.59995,-0.1402,2.59995,0
  8866.           s3 2.59995,0.49358,2.46239,0.95502,2.22353,1.3481
  8867.           s3 2.15633,1.45865,2.08112,1.5638,1.99869,1.66269
  8868.           s3 1.96866,1.69875,1.16277,1.05132,1.13083,1.08568
  8869.           s3 1.0351,1.18883,0.98743,1.17632,0.87617,1.26282
  8870.           s3 0.855,1.27933,1.55208,2.08606,1.53036,2.10193
  8871.           s3 1.43776,2.16948,1.34055,2.23105,1.23923,2.28612
  8872.           s3 0.87085,2.48624,0.4487,2.59995,0,2.59995
  8873.           s3 -0.12617,2.59993,-0.2504,2.5909,-0.37172,2.57352
  8874.           s3 -0.41602,2.56717,-0.22057,1.55925,-0.2641,1.55069
  8875.           s3 -0.3947,1.52509,-0.4404,1.418,-0.56302,1.37354
  8876.           s3 -0.5864,1.3651,-0.9303,2.42862,-0.95334,2.41953
  8877.           s3 -1.05173,2.38074,-1.14719,2.33614,-1.23929,2.28612
  8878.           s3 -1.64452,2.06595,-1.9847,1.7412,-2.22356,1.3481
  8879.           s3 -2.28328,1.24982,-2.33669,1.14725,-2.38318,1.04099
  8880.           s3 -2.40497,0.99117,-1.13112,0.49492,-1.14983,0.44356
  8881.           s3 -1.19188,0.32796,-1.25716,0.14545,-1.28267,0.02286
  8882.           s3 -1.29114,-0.01796,-2.5616,0.44958,-2.56815,0.40799
  8883.           s3 -2.5891,0.27505,-2.59995,0.13889,-2.59993,0
  8884.           }
  8885.          }
  8886.         p2 {
  8887.          st -2.59993,0
  8888.          ss {
  8889.           s3 -2.59993,-1.43584,-1.43584,-2.59993,0,-2.59993
  8890.           s3 1.43587,-2.59993,2.59995,-1.43584,2.59995,0
  8891.           s3 2.59995,1.43587,1.43587,2.59995,0,2.59995
  8892.           s3 -1.43584,2.59995,-2.59993,1.43587,-2.59993,0
  8893.           }
  8894.          }
  8895.         }
  8896.        }
  8897.       shnb {
  8898.        shno 1,2
  8899.        shno 2,1
  8900.        }
  8901.       fl 1
  8902.       sk 1
  8903.       sksh 1
  8904.       twst 0
  8905.       oo 0
  8906.       }
  8907.      }
  8908.     sap {
  8909.      cpc 0,2.39995,-0.2
  8910.      cv 0,2.39995,-0.2
  8911.      cnc 0,2.39995,-0.2
  8912.      tpc 1,0
  8913.      tv 1,0
  8914.      tnc 1,0
  8915.      bpc 1,0
  8916.      bv 1,0
  8917.      bnc 1,0
  8918.      lpc 1,0
  8919.      lv 1,0
  8920.      lnc 1,0
  8921.      rpc 1,0
  8922.      rv 1,0
  8923.      rnc 1,0
  8924.      cs {
  8925.       pv {
  8926.        bb2D 0,0,0,0
  8927.        pg {
  8928.         p2 {
  8929.          st -2.59993,0
  8930.          ss {
  8931.           s3 -2.59995,-0.5006,-2.4585,-0.96815,-2.21335,-1.3649
  8932.           s3 -2.15253,-1.46338,-2.08533,-1.55745,-2.0123,-1.6467
  8933.           s3 -1.98949,-1.6745,-1.35088,-0.88022,-1.32697,-0.90709
  8934.           s3 -1.25513,-0.98772,-1.0983,-1.0132,-1.01697,-1.08423
  8935.           s3 -0.98083,-1.11586,-1.6393,-2.01888,-1.60138,-2.04848
  8936.           s3 -1.52068,-2.11165,-1.43613,-2.17014,-1.34818,-2.22356
  8937.           s3 -0.95505,-2.46242,-0.49358,-2.59995,0,-2.59993
  8938.           s3 0.16193,-2.59995,0.32039,-2.58516,0.47414,-2.55684
  8939.           s3 0.51735,-2.54889,0.29123,-1.4487,0.33368,-1.43854
  8940.           s3 0.46107,-1.40828,0.54645,-1.28748,0.66585,-1.23926
  8941.           s3 0.6886,-1.23006,1.01859,-2.39297,1.04099,-2.38315
  8942.           s3 1.14725,-2.33667,1.24982,-2.28328,1.3481,-2.22356
  8943.           s3 1.74123,-1.9847,2.06598,-1.64452,2.28612,-1.23929
  8944.           s3 2.3378,-1.14432,2.38353,-1.04578,2.42316,-0.94414
  8945.           s3 2.43552,-0.91237,1.67325,-0.62943,1.68439,-0.5972
  8946.           s3 1.71786,-0.50002,1.75107,-0.235,1.77298,-0.1321
  8947.           s3 1.78275,-0.08678,2.56009,-0.4583,2.56746,-0.41208
  8948.           s3 2.58884,-0.27785,2.59995,-0.1402,2.59995,0
  8949.           s3 2.59995,0.49358,2.46239,0.95502,2.22353,1.3481
  8950.           s3 2.15633,1.45865,2.08112,1.5638,1.99869,1.66269
  8951.           s3 1.96866,1.69875,1.16277,1.05132,1.13083,1.08568
  8952.           s3 1.0351,1.18883,0.98743,1.17632,0.87617,1.26282
  8953.           s3 0.855,1.27933,1.55208,2.08606,1.53036,2.10193
  8954.           s3 1.43776,2.16948,1.34055,2.23105,1.23923,2.28612
  8955.           s3 0.87085,2.48624,0.4487,2.59995,0,2.59995
  8956.           s3 -0.12617,2.59993,-0.2504,2.5909,-0.37172,2.57352
  8957.           s3 -0.41602,2.56717,-0.22057,1.55925,-0.2641,1.55069
  8958.           s3 -0.3947,1.52509,-0.4404,1.418,-0.56302,1.37354
  8959.           s3 -0.5864,1.3651,-0.9303,2.42862,-0.95334,2.41953
  8960.           s3 -1.05173,2.38074,-1.14719,2.33614,-1.23929,2.28612
  8961.           s3 -1.64452,2.06595,-1.9847,1.7412,-2.22356,1.3481
  8962.           s3 -2.28328,1.24982,-2.33669,1.14725,-2.38318,1.04099
  8963.           s3 -2.40497,0.99117,-1.13112,0.49492,-1.14983,0.44356
  8964.           s3 -1.19188,0.32796,-1.25716,0.14545,-1.28267,0.02286
  8965.           s3 -1.29114,-0.01796,-2.5616,0.44958,-2.56815,0.40799
  8966.           s3 -2.5891,0.27505,-2.59995,0.13889,-2.59993,0
  8967.           }
  8968.          }
  8969.         p2 {
  8970.          st -2.59993,0
  8971.          ss {
  8972.           s3 -2.59993,-1.43584,-1.43584,-2.59993,0,-2.59993
  8973.           s3 1.43587,-2.59993,2.59995,-1.43584,2.59995,0
  8974.           s3 2.59995,1.43587,1.43587,2.59995,0,2.59995
  8975.           s3 -1.43584,2.59995,-2.59993,1.43587,-2.59993,0
  8976.           }
  8977.          }
  8978.         }
  8979.        }
  8980.       shnb {
  8981.        shno 2,3
  8982.        shno 1,2
  8983.        }
  8984.       fl 1
  8985.       sk 1
  8986.       sksh 1
  8987.       twst 0
  8988.       oo 0
  8989.       }
  8990.      }
  8991.     sap {
  8992.      cpc 0,3.19994,-0.2
  8993.      cv 0,3.19994,-0.2
  8994.      cnc 0,0,0
  8995.      tpc 1,0
  8996.      tv 1,0
  8997.      tnc 1,0
  8998.      bpc 1,0
  8999.      bv 1,0
  9000.      bnc 1,0
  9001.      lpc 1,0
  9002.      lv 1,0
  9003.      lnc 1,0
  9004.      rpc 1,0
  9005.      rv 1,0
  9006.      rnc 1,0
  9007.      cs {
  9008.       pv {
  9009.        bb2D 0,0,0,0
  9010.        pg {
  9011.         p2 {
  9012.          st -2.59995,0
  9013.          ss {
  9014.           s3 -2.59995,-1.43587,-1.43587,-2.59995,0,-2.59995
  9015.           s3 1.43587,-2.59995,2.59995,-1.43587,2.59995,0
  9016.           s3 2.59995,1.43587,1.43587,2.59995,0,2.59995
  9017.           s3 -1.43587,2.59995,-2.59995,1.43587,-2.59995,0
  9018.           }
  9019.          }
  9020.         }
  9021.        }
  9022.       shnb {
  9023.        shno 1,3
  9024.        }
  9025.       fl 1
  9026.       sk 1
  9027.       sksh 1
  9028.       twst 0
  9029.       oo 0
  9030.       }
  9031.      }
  9032.     }
  9033.    grid {
  9034.     valu 0.39998
  9035.     incr 1
  9036.     show 1
  9037.     snap 1
  9038.     spct 0,0,0
  9039.     spsz 4
  9040.     }
  9041.    }
  9042.   ex {
  9043.    nm "small turret 1"
  9044.    sh {
  9045.     mapk 0
  9046.     elms {
  9047.      sprm {
  9048.       uvsp 0
  9049.       aexp 1
  9050.       bbox 0,0,2,2
  9051.       mbox 0,0,2,2
  9052.       shdr {
  9053.        scmp {
  9054.         prkd 1
  9055.         ssub {
  9056.          sclr {
  9057.           prkd 1
  9058.           colr 0.96875,0.96875,0.99998
  9059.           }
  9060.          sval {
  9061.           prkd 1
  9062.           Val 0.12903
  9063.           }
  9064.          sval {
  9065.           prkd 1
  9066.           Val 0.12903
  9067.           }
  9068.          sval {
  9069.           prkd 1
  9070.           Val 0
  9071.           }
  9072.          sval {
  9073.           prkd 1
  9074.           Val 0
  9075.           }
  9076.          sval {
  9077.           prkd 1
  9078.           Val 0
  9079.           }
  9080.          sval {
  9081.           prkd 1
  9082.           Val 0
  9083.           }
  9084.          void {
  9085.           }
  9086.          }
  9087.         }
  9088.        }
  9089.       opac 1
  9090.       }
  9091.      }
  9092.     }
  9093.    fidl 1
  9094.    pi 0
  9095.    cl 0
  9096.    ev 0
  9097.    evs 0
  9098.    evvs 0
  9099.    evhs 0
  9100.    ph {
  9101.     sap {
  9102.      cpc 0,0,0
  9103.      cv 0,-3.59993,-0.2
  9104.      cnc 0,-3.59993,-0.2
  9105.      tpc 1,0
  9106.      tv 1,0
  9107.      tnc 1,0
  9108.      bpc 1,0
  9109.      bv 1,0
  9110.      bnc 1,0
  9111.      lpc 1,0
  9112.      lv 1,0
  9113.      lnc 1,0
  9114.      rpc 1,0
  9115.      rv 1,0
  9116.      rnc 1,0
  9117.      cs {
  9118.       pv {
  9119.        bb2D 0,0,0,0
  9120.        pg {
  9121.         p2 {
  9122.          st -3.3799,0
  9123.          ss {
  9124.           s3 -3.3799,-1.8667,-1.8667,-3.3799,0,-3.3799
  9125.           s3 1.8667,-3.3799,3.3799,-1.8667,3.3799,0
  9126.           s3 3.3799,1.8667,1.8667,3.3799,0,3.3799
  9127.           s3 -1.8667,3.3799,-3.3799,1.8667,-3.3799,0
  9128.           }
  9129.          }
  9130.         }
  9131.        }
  9132.       fl 1
  9133.       sk 1
  9134.       sksh 1
  9135.       twst 0
  9136.       oo 0
  9137.       }
  9138.      }
  9139.     sap {
  9140.      cpc 0,-1.99994,-0.2
  9141.      cv 0,-1.99994,-0.2
  9142.      cnc 0,-1.99994,-0.2
  9143.      tpc 1,0
  9144.      tv 1,0
  9145.      tnc 1,0
  9146.      bpc 1,0
  9147.      bv 1,0
  9148.      bnc 1,0
  9149.      lpc 1,0
  9150.      lv 1,0
  9151.      lnc 1,0
  9152.      rpc 1,0
  9153.      rv 1,0
  9154.      rnc 1,0
  9155.      cs {
  9156.       pv {
  9157.        bb2D 0,0,0,0
  9158.        pg {
  9159.         p2 {
  9160.          st -3.37987,0.00002
  9161.          ss {
  9162.           s3 -3.3799,-0.16776,-3.3678,-0.33269,-3.34415,-0.49396
  9163.           s3 -3.33556,-0.55276,-1.76636,-0.2291,-1.75478,-0.2869
  9164.           s3 -1.71999,-0.46016,-1.69977,-0.5273,-1.63962,-0.68987
  9165.           s3 -1.62813,-0.72083,-3.1476,-1.23488,-3.13515,-1.2654
  9166.           s3 -3.06337,-1.44307,-2.9769,-1.6132,-2.87732,-1.77437
  9167.           s3 -2.79825,-1.90236,-2.71088,-2.02469,-2.61597,-2.14058
  9168.           s3 -2.58629,-2.17682,-1.75612,-1.14426,-1.72504,-1.1792
  9169.           s3 -1.63167,-1.284,-1.42766,-1.31702,-1.32204,-1.40948
  9170.           s3 -1.27509,-1.4507,-2.13097,-2.62453,-2.08176,-2.66399
  9171.           s3 -1.97684,-2.74512,-1.86696,-2.82117,-1.75269,-2.89063
  9172.           s3 -1.57697,-2.99738,-1.3909,-3.08855,-1.19604,-3.16228
  9173.           s3 -1.15955,-3.17609,-0.78438,-1.56963,-0.74727,-1.5822
  9174.           s3 -0.63593,-1.61995,-0.34534,-1.5849,-0.22913,-1.612
  9175.           s3 -0.17747,-1.62259,-0.6404,-3.3199,-0.588,-3.32899
  9176.           s3 -0.39696,-3.36246,-0.20049,-3.3799,0.00002,-3.37987
  9177.           s3 0.21053,-3.3799,0.41652,-3.36066,0.61638,-3.32387
  9178.           s3 0.67258,-3.3136,0.37862,-1.88315,0.4339,-1.87006
  9179.           s3 0.59943,-1.83075,0.71039,-1.6738,0.86559,-1.612
  9180.           s3 0.89519,-1.59908,1.32416,-3.11086,1.35329,-3.09807
  9181.           s3 1.49144,-3.03763,1.62479,-2.96822,1.75255,-2.89058
  9182.           s3 1.89622,-2.80327,2.03293,-2.70557,2.16153,-2.59845
  9183.           s3 2.20842,-2.55942,1.22298,-1.39342,1.26764,-1.35193
  9184.           s3 1.40172,-1.22745,1.52936,-1.17992,1.64185,-1.03539
  9185.           s3 1.6633,-1.00774,2.7119,-2.01784,2.7325,-1.98969
  9186.           s3 2.82033,-1.86919,2.90038,-1.74277,2.97194,-1.61104
  9187.           s3 3.03899,-1.48758,3.09859,-1.3595,3.15009,-1.22736
  9188.           s3 3.16617,-1.18607,1.7137,-0.64554,1.7282,-0.60352
  9189.           s3 1.77173,-0.47728,1.84366,-0.13152,1.87212,0.00095
  9190.           s3 1.88483,0.05984,3.32808,-0.59566,3.33768,-0.53568
  9191.           s3 3.36548,-0.3613,3.37993,-0.18227,3.37993,0.00002
  9192.           s3 3.3799,0.19547,3.36327,0.38707,3.33138,0.57346
  9193.           s3 3.31975,0.64142,1.85999,0.3662,1.84334,0.43268
  9194.           s3 1.7966,0.63222,1.66472,0.73784,1.58426,0.92203
  9195.           s3 1.56894,0.95714,3.06743,1.4216,3.05099,1.45598
  9196.           s3 3.00237,1.55777,2.94878,1.6568,2.89055,1.75255
  9197.           s3 2.8033,1.89626,2.70543,2.03293,2.5983,2.1615
  9198.           s3 2.55925,2.20836,1.5116,1.36673,1.47008,1.4115
  9199.           s3 1.34563,1.54549,1.28365,1.5293,1.13904,1.64168
  9200.           s3 1.1115,1.66312,2.01768,2.71187,1.98949,2.7325
  9201.           s3 1.86908,2.8203,1.7428,2.90038,1.612,2.97194
  9202.           s3 1.52118,3.0208,1.42894,3.0656,1.33446,3.10616
  9203.           s3 1.27242,3.1328,0.81337,1.76262,0.7495,1.7856
  9204.           s3 0.55797,1.8546,0.35085,1.92473,0.14502,1.95833
  9205.           s3 0.10582,1.96474,0.47002,3.34766,0.43042,3.3528
  9206.           s3 0.28949,3.37067,0.14583,3.3799,0.00002,3.37993
  9207.           s3 -0.16405,3.37987,-0.32549,3.36815,-0.48325,3.34554
  9208.           s3 -0.54082,3.3373,-0.28673,2.028,-0.34334,2.01587
  9209.           s3 -0.51299,1.9826,-0.57239,1.84328,-0.73192,1.7856
  9210.           s3 -0.76233,1.77463,-1.20937,3.15717,-1.23935,3.14539
  9211.           s3 -1.36725,3.09496,-1.49135,3.03696,-1.61104,2.97194
  9212.           s3 -1.74689,2.89815,-1.8772,2.8154,-2.00089,2.72423
  9213.           s3 -2.04213,2.69388,-1.13927,1.64502,-1.17905,1.6129
  9214.           s3 -1.29848,1.51642,-1.30414,1.37903,-1.40935,1.26746
  9215.           s3 -1.4444,1.23029,-2.52904,2.24283,-2.5625,2.20409
  9216.           s3 -2.68372,2.06322,-2.79358,1.91222,-2.89063,1.75255
  9217.           s3 -2.96825,1.62479,-3.03766,1.49144,-3.0981,1.35329
  9218.           s3 -3.12645,1.28853,-1.47043,0.64342,-1.49474,0.57663
  9219.           s3 -1.54944,0.42635,-1.6344,0.18912,-1.66745,0.0298
  9220.           s3 -1.67847,-0.02335,-3.33005,0.58437,-3.33858,0.5304
  9221.           s3 -3.36577,0.35759,-3.3799,0.18047,-3.37987,0.00002
  9222.           }
  9223.          }
  9224.         p2 {
  9225.          st -3.37987,0
  9226.          ss {
  9227.           s3 -3.37987,-1.86658,-1.86658,-3.37987,0,-3.37987
  9228.           s3 1.86664,-3.37987,3.3799,-1.86658,3.3799,0
  9229.           s3 3.3799,1.86664,1.86664,3.3799,0,3.3799
  9230.           s3 -1.86658,3.3799,-3.37987,1.86664,-3.37987,0
  9231.           }
  9232.          }
  9233.         }
  9234.        }
  9235.       shnb {
  9236.        shno 1,2
  9237.        shno 2,1
  9238.        }
  9239.       fl 1
  9240.       sk 1
  9241.       sksh 1
  9242.       twst 0
  9243.       oo 0
  9244.       }
  9245.      }
  9246.     sap {
  9247.      cpc 0,2.39995,-0.20003
  9248.      cv 0,2.39995,-0.20003
  9249.      cnc 0,2.39995,-0.20003
  9250.      tpc 1,0
  9251.      tv 1,0
  9252.      tnc 1,0
  9253.      bpc 1,0
  9254.      bv 1,0
  9255.      bnc 1,0
  9256.      lpc 1,0
  9257.      lv 1,0
  9258.      lnc 1,0
  9259.      rpc 1,0
  9260.      rv 1,0
  9261.      rnc 1,0
  9262.      cs {
  9263.       pv {
  9264.        bb2D 0,0,0,0
  9265.        pg {
  9266.         p2 {
  9267.          st -3.37987,0.00002
  9268.          ss {
  9269.           s3 -3.3799,-0.16776,-3.3678,-0.33269,-3.34415,-0.49396
  9270.           s3 -3.33556,-0.55276,-1.76636,-0.2291,-1.75478,-0.2869
  9271.           s3 -1.71999,-0.46016,-1.69977,-0.5273,-1.63962,-0.68987
  9272.           s3 -1.62813,-0.72083,-3.1476,-1.23488,-3.13515,-1.2654
  9273.           s3 -3.06337,-1.44307,-2.9769,-1.6132,-2.87732,-1.77437
  9274.           s3 -2.79825,-1.90236,-2.71088,-2.02469,-2.61597,-2.14058
  9275.           s3 -2.58629,-2.17682,-1.75612,-1.14426,-1.72504,-1.1792
  9276.           s3 -1.63167,-1.284,-1.42766,-1.31702,-1.32204,-1.40948
  9277.           s3 -1.27509,-1.4507,-2.13097,-2.62453,-2.08176,-2.66399
  9278.           s3 -1.97684,-2.74512,-1.86696,-2.82117,-1.75269,-2.89063
  9279.           s3 -1.57697,-2.99738,-1.3909,-3.08855,-1.19604,-3.16228
  9280.           s3 -1.15955,-3.17609,-0.78438,-1.56963,-0.74727,-1.5822
  9281.           s3 -0.63593,-1.61995,-0.34534,-1.5849,-0.22913,-1.612
  9282.           s3 -0.17747,-1.62259,-0.6404,-3.3199,-0.588,-3.32899
  9283.           s3 -0.39696,-3.36246,-0.20049,-3.3799,0.00002,-3.37987
  9284.           s3 0.21053,-3.3799,0.41652,-3.36066,0.61638,-3.32387
  9285.           s3 0.67258,-3.3136,0.37862,-1.88315,0.4339,-1.87006
  9286.           s3 0.59943,-1.83075,0.71039,-1.6738,0.86559,-1.612
  9287.           s3 0.89519,-1.59908,1.32416,-3.11086,1.35329,-3.09807
  9288.           s3 1.49144,-3.03763,1.62479,-2.96822,1.75255,-2.89058
  9289.           s3 1.89622,-2.80327,2.03293,-2.70557,2.16153,-2.59845
  9290.           s3 2.20842,-2.55942,1.22298,-1.39342,1.26764,-1.35193
  9291.           s3 1.40172,-1.22745,1.52936,-1.17992,1.64185,-1.03539
  9292.           s3 1.6633,-1.00774,2.7119,-2.01784,2.7325,-1.98969
  9293.           s3 2.82033,-1.86919,2.90038,-1.74277,2.97194,-1.61104
  9294.           s3 3.03899,-1.48758,3.09859,-1.3595,3.15009,-1.22736
  9295.           s3 3.16617,-1.18607,1.7137,-0.64554,1.7282,-0.60352
  9296.           s3 1.77173,-0.47728,1.84366,-0.13152,1.87212,0.00095
  9297.           s3 1.88483,0.05984,3.32808,-0.59566,3.33768,-0.53568
  9298.           s3 3.36548,-0.3613,3.37993,-0.18227,3.37993,0.00002
  9299.           s3 3.3799,0.19547,3.36327,0.38707,3.33138,0.57346
  9300.           s3 3.31975,0.64142,1.85999,0.3662,1.84334,0.43268
  9301.           s3 1.7966,0.63222,1.66472,0.73784,1.58426,0.92203
  9302.           s3 1.56894,0.95714,3.06743,1.4216,3.05099,1.45598
  9303.           s3 3.00237,1.55777,2.94878,1.6568,2.89055,1.75255
  9304.           s3 2.8033,1.89626,2.70543,2.03293,2.5983,2.1615
  9305.           s3 2.55925,2.20836,1.5116,1.36673,1.47008,1.4115
  9306.           s3 1.34563,1.54549,1.28365,1.5293,1.13904,1.64168
  9307.           s3 1.1115,1.66312,2.01768,2.71187,1.98949,2.7325
  9308.           s3 1.86908,2.8203,1.7428,2.90038,1.612,2.97194
  9309.           s3 1.52118,3.0208,1.42894,3.0656,1.33446,3.10616
  9310.           s3 1.27242,3.1328,0.81337,1.76262,0.7495,1.7856
  9311.           s3 0.55797,1.8546,0.35085,1.92473,0.14502,1.95833
  9312.           s3 0.10582,1.96474,0.47002,3.34766,0.43042,3.3528
  9313.           s3 0.28949,3.37067,0.14583,3.3799,0.00002,3.37993
  9314.           s3 -0.16405,3.37987,-0.32549,3.36815,-0.48325,3.34554
  9315.           s3 -0.54082,3.3373,-0.28673,2.028,-0.34334,2.01587
  9316.           s3 -0.51299,1.9826,-0.57239,1.84328,-0.73192,1.7856
  9317.           s3 -0.76233,1.77463,-1.20937,3.15717,-1.23935,3.14539
  9318.           s3 -1.36725,3.09496,-1.49135,3.03696,-1.61104,2.97194
  9319.           s3 -1.74689,2.89815,-1.8772,2.8154,-2.00089,2.72423
  9320.           s3 -2.04213,2.69388,-1.13927,1.64502,-1.17905,1.6129
  9321.           s3 -1.29848,1.51642,-1.30414,1.37903,-1.40935,1.26746
  9322.           s3 -1.4444,1.23029,-2.52904,2.24283,-2.5625,2.20409
  9323.           s3 -2.68372,2.06322,-2.79358,1.91222,-2.89063,1.75255
  9324.           s3 -2.96825,1.62479,-3.03766,1.49144,-3.0981,1.35329
  9325.           s3 -3.12645,1.28853,-1.47043,0.64342,-1.49474,0.57663
  9326.           s3 -1.54944,0.42635,-1.6344,0.18912,-1.66745,0.0298
  9327.           s3 -1.67847,-0.02335,-3.33005,0.58437,-3.33858,0.5304
  9328.           s3 -3.36577,0.35759,-3.3799,0.18047,-3.37987,0.00002
  9329.           }
  9330.          }
  9331.         p2 {
  9332.          st -3.37987,0
  9333.          ss {
  9334.           s3 -3.37987,-1.86658,-1.86658,-3.37987,0,-3.37987
  9335.           s3 1.86664,-3.37987,3.3799,-1.86658,3.3799,0
  9336.           s3 3.3799,1.86664,1.86664,3.3799,0,3.3799
  9337.           s3 -1.86658,3.3799,-3.37987,1.86664,-3.37987,0
  9338.           }
  9339.          }
  9340.         p2 {
  9341.          st -3.37987,0
  9342.          ss {
  9343.           s3 -3.37987,-1.86658,-1.86658,-3.37987,0,-3.37987
  9344.           s3 1.86664,-3.37987,3.3799,-1.86658,3.3799,0
  9345.           s3 3.3799,1.86664,1.86664,3.3799,0,3.3799
  9346.           s3 -1.86658,3.3799,-3.37987,1.86664,-3.37987,0
  9347.           }
  9348.          }
  9349.         }
  9350.        }
  9351.       shnb {
  9352.        shno 1,2
  9353.        shno 2,5
  9354.        }
  9355.       fl 1
  9356.       sk 1
  9357.       sksh 1
  9358.       twst 0
  9359.       oo 0
  9360.       }
  9361.      }
  9362.     sap {
  9363.      cpc 0,3.19994,-0.2
  9364.      cv 0,3.19994,-0.2
  9365.      cnc 0,0,0
  9366.      tpc 1,0
  9367.      tv 1,0
  9368.      tnc 1,0
  9369.      bpc 1,0
  9370.      bv 1,0
  9371.      bnc 1,0
  9372.      lpc 1,0
  9373.      lv 1,0
  9374.      lnc 1,0
  9375.      rpc 1,0
  9376.      rv 1,0
  9377.      rnc 1,0
  9378.      cs {
  9379.       pv {
  9380.        bb2D 0,0,0,0
  9381.        pg {
  9382.         p2 {
  9383.          st -3.3799,0
  9384.          ss {
  9385.           s3 -3.3799,-1.8667,-1.8667,-3.3799,0,-3.3799
  9386.           s3 1.8667,-3.3799,3.3799,-1.8667,3.3799,0
  9387.           s3 3.3799,1.8667,1.8667,3.3799,0,3.3799
  9388.           s3 -1.8667,3.3799,-3.3799,1.8667,-3.3799,0
  9389.           }
  9390.          }
  9391.         }
  9392.        }
  9393.       shnb {
  9394.        shno 1,3
  9395.        }
  9396.       fl 1
  9397.       sk 1
  9398.       sksh 1
  9399.       twst 0
  9400.       oo 0
  9401.       }
  9402.      }
  9403.     }
  9404.    grid {
  9405.     valu 0.39998
  9406.     incr 1
  9407.     show 1
  9408.     snap 1
  9409.     spct 0,0,0
  9410.     spsz 4
  9411.     }
  9412.    }
  9413.   ex {
  9414.    nm "stone"
  9415.    sh {
  9416.     mapk 0
  9417.     elms {
  9418.      sprm {
  9419.       uvsp 0
  9420.       aexp 1
  9421.       bbox 0,0,2,2
  9422.       mbox 0,0,2,2
  9423.       shdr {
  9424.        scmp {
  9425.         prkd 1
  9426.         ssub {
  9427.          sclr {
  9428.           prkd 1
  9429.           colr 0.96875,0.96875,0.99998
  9430.           }
  9431.          sval {
  9432.           prkd 1
  9433.           Val 0.12903
  9434.           }
  9435.          sval {
  9436.           prkd 1
  9437.           Val 0.12903
  9438.           }
  9439.          sval {
  9440.           prkd 1
  9441.           Val 0
  9442.           }
  9443.          sval {
  9444.           prkd 1
  9445.           Val 0
  9446.           }
  9447.          sval {
  9448.           prkd 1
  9449.           Val 0
  9450.           }
  9451.          sval {
  9452.           prkd 1
  9453.           Val 0
  9454.           }
  9455.          void {
  9456.           }
  9457.          }
  9458.         }
  9459.        }
  9460.       opac 1
  9461.       }
  9462.      }
  9463.     }
  9464.    fidl 1
  9465.    pi 0
  9466.    cl 0
  9467.    ev 0
  9468.    evs 0
  9469.    evvs 0
  9470.    evhs 0
  9471.    ph {
  9472.     sap {
  9473.      cpc 0,0,0
  9474.      cv 0.57288,-2,0.41823
  9475.      cnc 0.57288,-2,0.41823
  9476.      tpc 1,0
  9477.      tv 1,0
  9478.      tnc 1,0
  9479.      bpc 1,0
  9480.      bv 1,0
  9481.      bnc 1,0
  9482.      lpc 1,0
  9483.      lv 1,0
  9484.      lnc 1,0
  9485.      rpc 1,0
  9486.      rv 1,0
  9487.      rnc 1,0
  9488.      cs {
  9489.       pv {
  9490.        bb2D 0,0,0,0
  9491.        pg {
  9492.         pg {
  9493.          mode 0
  9494.          type 0
  9495.          styl {
  9496.           fill 0,1,1,1,0
  9497.           strk 0,0,0,0,0
  9498.           wdth 0
  9499.           isfi 0
  9500.           cap 1
  9501.           join 1
  9502.           }
  9503.          p2 {
  9504.           st -0.33855,-0.33855
  9505.           ss {
  9506.            s1 0.33858,-0.33855
  9507.            s1 0.33858,0.33858
  9508.            s1 -0.33855,0.33858
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  9511.           }
  9512.          }
  9513.         }
  9514.        }
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  9524.      cv 0.57288,2,0.41823
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  9530.      bv 1,0
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  9532.      lpc 1,0
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  9550.     show 1
  9551.     snap 0
  9552.     spct 0,0,0
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  9560.     elms {
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  9564.       bbox 0,0,2,2
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  9660.          type 0
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  9671.           ss {
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  9673.            s3 -0.2896,0.19994,-0.19994,0.2896,-0.19994,0.39995
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  9711.          p2 {
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  9723.          type 0
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  9728.           isfi 0
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  9745.       sk 1
  9746.       sksh 1
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  9753.      cv 0,2,1.59993
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  9756.      tv 1,0
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  9760.      bnc 1,0
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  9770.       sksh 1
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  9772.       oo 1
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  9780.     snap 1
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  9785.   ex {
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  9789.     elms {
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  9798.         ssub {
  9799.          sclr {
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  9803.          sval {
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  9807.          sval {
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  9809.           Val 0.12903
  9810.           }
  9811.          sval {
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  9815.          sval {
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  9827.          sclr {
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  9832.         }
  9833.        }
  9834.       opac 1
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  9840.    cl 0
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  9843.    evvs 0
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  9851.      tv 1,0
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  9854.      bv 1,0
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  9859.      rpc 1,0
  9860.      rv 1,0
  9861.      rnc 1,0
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  9864.        bb2D 0,0,0,0
  9865.        pg {
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  9871.           s3 -2.2,0.77312,-2.82674,1.39992,-3.5999,1.39992
  9872.           s3 -4.37305,1.39992,-4.99988,0.77312,-4.99988,0
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  9877.          ss {
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  9893.          }
  9894.         }
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  9902.       sksh 1
  9903.       twst 0
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  9909.      cv -0.19997,-1.58202,-0.19997
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  9915.      bv 1,0
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  9921.      rv 1,0
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  9926.        pg {
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  9933.           s3 -2.2,0.77312,-2.8268,1.39992,-3.59987,1.39992
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  9935.          }
  9936.         p2 {
  9937.          st 3.5999,1.39992
  9938.          ss {
  9939.           s3 2.82674,1.39992,2.19994,0.77312,2.19994,0
  9940.           s3 2.19994,-0.77312,2.82674,-1.39992,3.5999,-1.39992
  9941.           s3 4.37308,-1.39992,4.99988,-0.77312,4.99988,0
  9942.           s3 4.99988,0.77312,4.37308,1.39992,3.5999,1.39992
  9943.           }
  9944.          }
  9945.         p2 {
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  9947.          ss {
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  9949.           s3 -1.33423,2.07587,-2.2,1.13898,-2.2,0
  9950.           s3 -2.2,-1.21494,-1.2149,-2.2,0,-2.2
  9951.           s3 1.21494,-2.2,2.19994,-1.21494,2.19994,0
  9952.           s3 2.19994,1.21494,1.21494,2.2,0,2.2
  9953.           s3 -0.00014,2.2,-0.00034,2.19987,-0.00055,2.19986
  9954.           }
  9955.          }
  9956.         p2 {
  9957.          st -0.00055,2.08249
  9958.          ss {
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  9960.           s3 -0.12636,2.08205,-0.07567,2.19893,-0.11319,2.198
  9961.           s3 -0.27666,2.1888,-0.4355,2.16257,-0.58755,2.1205
  9962.           s3 -0.62029,2.11143,-0.53235,2.02614,-0.5645,2.01563
  9963.           s3 -0.61783,1.99814,-0.78969,1.92628,-0.84122,1.905
  9964.           s3 -0.86867,1.89354,-0.89693,2.0096,-0.92383,1.99706
  9965.           s3 -1.6774,1.64795,-2.19994,0.88495,-2.2,0
  9966.           s3 -2.2,-1.21494,-1.2149,-2.2,0,-2.2
  9967.           s3 1.21494,-2.2,2.19994,-1.21494,2.19994,0
  9968.           s3 2.2,0.88756,1.67412,1.65244,0.91698,2.00008
  9969.           s3 0.88148,2.01636,0.84482,1.90157,0.80832,1.91599
  9970.           s3 0.74753,1.94005,0.61696,1.99695,0.55367,2.01563
  9971.           s3 0.5392,2.01993,0.59383,2.11876,0.57924,2.12276
  9972.           s3 0.46457,2.15398,0.34618,2.17618,0.22487,2.1886
  9973.           s3 0.18787,2.19225,0.21474,2.08014,0.17725,2.08205
  9974.           s3 0.15346,2.08327,0.0683,2.08292,-0.00055,2.08249
  9975.           }
  9976.          }
  9977.         p2 {
  9978.          st -3.6003,1.26479
  9979.          ss {
  9980.           s3 -3.67,1.26474,-3.73589,1.26407,-3.75298,1.26279
  9981.           s3 -3.78853,1.26009,-3.77837,1.38907,-3.8131,1.38376
  9982.           s3 -4.48508,1.28107,-4.99988,0.7007,-4.99985,0
  9983.           s3 -4.99985,-0.77312,-4.37305,-1.39992,-3.59987,-1.39992
  9984.           s3 -2.8268,-1.39992,-2.2,-0.77312,-2.2,0
  9985.           s3 -2.2,0.7007,-2.71474,1.28107,-3.38672,1.38376
  9986.           s3 -3.42148,1.38907,-3.39635,1.26009,-3.43192,1.26279
  9987.           s3 -3.45035,1.26418,-3.52637,1.26485,-3.6003,1.26479
  9988.           }
  9989.          }
  9990.         p2 {
  9991.          st 3.59949,1.28693
  9992.          ss {
  9993.           s3 3.53429,1.28687,3.47127,1.28629,3.45438,1.28493
  9994.           s3 3.4189,1.28223,3.42142,1.38907,3.38666,1.38376
  9995.           s3 2.7148,1.28107,2.2,0.7007,2.19994,0
  9996.           s3 2.19994,-0.77312,2.82674,-1.39992,3.5999,-1.39992
  9997.           s3 4.37308,-1.39992,4.99988,-0.77312,4.99988,0
  9998.           s3 4.99988,0.7007,4.48505,1.28107,3.81305,1.38376
  9999.           s3 3.7784,1.38907,3.79993,1.28223,3.76436,1.28493
  10000.           s3 3.74573,1.28635,3.67128,1.28699,3.59949,1.28693
  10001.           }
  10002.          }
  10003.         }
  10004.        }
  10005.       shnb {
  10006.        shno 1,1
  10007.        shno 2,3
  10008.        shno 3,2
  10009.        shno 4,5
  10010.        shno 5,4
  10011.        shno 6,6
  10012.        }
  10013.       fl 0
  10014.       sk 1
  10015.       sksh 1
  10016.       twst 0
  10017.       oo 0
  10018.       }
  10019.      }
  10020.     sap {
  10021.      cpc -0.19994,0,-0.19997
  10022.      cv -0.19994,0,-0.19997
  10023.      cnc -0.19994,0,-0.19997
  10024.      tpc 1,0
  10025.      tv 1,0
  10026.      tnc 1,0
  10027.      bpc 1,0
  10028.      bv 1,0
  10029.      bnc 1,0
  10030.      lpc 1,0
  10031.      lv 1,0
  10032.      lnc 1,0
  10033.      rpc 1,0
  10034.      rv 1,0
  10035.      rnc 1,0
  10036.      cs {
  10037.       pv {
  10038.        bb2D 0,0,0,0
  10039.        pg {
  10040.         p2 {
  10041.          st -3.59987,1.39992
  10042.          ss {
  10043.           s3 -4.37305,1.39992,-4.99985,0.77312,-4.99985,0
  10044.           s3 -4.99985,-0.77312,-4.37305,-1.39992,-3.59987,-1.39992
  10045.           s3 -2.8268,-1.39992,-2.2,-0.77312,-2.2,0
  10046.           s3 -2.2,0.77312,-2.8268,1.39992,-3.59987,1.39992
  10047.           }
  10048.          }
  10049.         p2 {
  10050.          st 3.5999,1.39992
  10051.          ss {
  10052.           s3 2.82674,1.39992,2.19994,0.77312,2.19994,0
  10053.           s3 2.19994,-0.77312,2.82674,-1.39992,3.5999,-1.39992
  10054.           s3 4.37308,-1.39992,4.99988,-0.77312,4.99988,0
  10055.           s3 4.99988,0.77312,4.37308,1.39992,3.5999,1.39992
  10056.           }
  10057.          }
  10058.         p2 {
  10059.          st -0.00055,2.19986
  10060.          ss {
  10061.           s3 -0.07639,2.19983,-0.1512,2.196,-0.2249,2.1886
  10062.           s3 -1.33423,2.07587,-2.2,1.13898,-2.2,0
  10063.           s3 -2.2,-1.21494,-1.2149,-2.2,0,-2.2
  10064.           s3 1.21494,-2.2,2.19994,-1.21494,2.19994,0
  10065.           s3 2.19994,1.21494,1.21494,2.2,0,2.2
  10066.           s3 -0.00014,2.2,-0.00034,2.19987,-0.00055,2.19986
  10067.           }
  10068.          }
  10069.         p2 {
  10070.          st -0.00055,2.08249
  10071.          ss {
  10072.           s3 -0.04024,2.08228,-0.07458,2.08202,-0.08838,2.08205
  10073.           s3 -0.12636,2.08205,-0.07567,2.19893,-0.11319,2.198
  10074.           s3 -0.27666,2.1888,-0.4355,2.16257,-0.58755,2.1205
  10075.           s3 -0.62029,2.11143,-0.53235,2.02614,-0.5645,2.01563
  10076.           s3 -0.61783,1.99814,-0.78969,1.92628,-0.84122,1.905
  10077.           s3 -0.86867,1.89354,-0.89693,2.0096,-0.92383,1.99706
  10078.           s3 -1.6774,1.64795,-2.19994,0.88495,-2.2,0
  10079.           s3 -2.2,-1.21494,-1.2149,-2.2,0,-2.2
  10080.           s3 1.21494,-2.2,2.19994,-1.21494,2.19994,0
  10081.           s3 2.2,0.88756,1.67412,1.65244,0.91698,2.00008
  10082.           s3 0.88148,2.01636,0.84482,1.90157,0.80832,1.91599
  10083.           s3 0.74753,1.94005,0.61696,1.99695,0.55367,2.01563
  10084.           s3 0.5392,2.01993,0.59383,2.11876,0.57924,2.12276
  10085.           s3 0.46457,2.15398,0.34618,2.17618,0.22487,2.1886
  10086.           s3 0.18787,2.19225,0.21474,2.08014,0.17725,2.08205
  10087.           s3 0.15346,2.08327,0.0683,2.08292,-0.00055,2.08249
  10088.           }
  10089.          }
  10090.         p2 {
  10091.          st -3.6003,1.26479
  10092.          ss {
  10093.           s3 -3.67,1.26474,-3.73589,1.26407,-3.75298,1.26279
  10094.           s3 -3.78853,1.26009,-3.77837,1.38907,-3.8131,1.38376
  10095.           s3 -4.48508,1.28107,-4.99988,0.7007,-4.99985,0
  10096.           s3 -4.99985,-0.77312,-4.37305,-1.39992,-3.59987,-1.39992
  10097.           s3 -2.8268,-1.39992,-2.2,-0.77312,-2.2,0
  10098.           s3 -2.2,0.7007,-2.71474,1.28107,-3.38672,1.38376
  10099.           s3 -3.42148,1.38907,-3.39635,1.26009,-3.43192,1.26279
  10100.           s3 -3.45035,1.26418,-3.52637,1.26485,-3.6003,1.26479
  10101.           }
  10102.          }
  10103.         p2 {
  10104.          st 3.59949,1.28693
  10105.          ss {
  10106.           s3 3.53429,1.28687,3.47127,1.28629,3.45438,1.28493
  10107.           s3 3.4189,1.28223,3.42142,1.38907,3.38666,1.38376
  10108.           s3 2.7148,1.28107,2.2,0.7007,2.19994,0
  10109.           s3 2.19994,-0.77312,2.82674,-1.39992,3.5999,-1.39992
  10110.           s3 4.37308,-1.39992,4.99988,-0.77312,4.99988,0
  10111.           s3 4.99988,0.7007,4.48505,1.28107,3.81305,1.38376
  10112.           s3 3.7784,1.38907,3.79993,1.28223,3.76436,1.28493
  10113.           s3 3.74573,1.28635,3.67128,1.28699,3.59949,1.28693
  10114.           }
  10115.          }
  10116.         }
  10117.        }
  10118.       shnb {
  10119.        shno 1,7
  10120.        shno 2,9
  10121.        shno 3,8
  10122.        shno 4,5
  10123.        shno 5,4
  10124.        shno 6,6
  10125.        }
  10126.       fl 0
  10127.       sk 1
  10128.       sksh 1
  10129.       twst 0
  10130.       oo 0
  10131.       }
  10132.      }
  10133.     sap {
  10134.      cpc -0.19997,1.70313,-0.19997
  10135.      cv -0.19997,1.70313,-0.19997
  10136.      cnc -0.19997,1.70313,-0.19997
  10137.      tpc 1,0
  10138.      tv 1,0
  10139.      tnc 1,0
  10140.      bpc 1,0
  10141.      bv 1,0
  10142.      bnc 1,0
  10143.      lpc 1,0
  10144.      lv 1,0
  10145.      lnc 1,0
  10146.      rpc 1,0
  10147.      rv 1,0
  10148.      rnc 1,0
  10149.      cs {
  10150.       pv {
  10151.        bb2D 0,0,0,0
  10152.        pg {
  10153.         p2 {
  10154.          st -3.5999,1.39992
  10155.          ss {
  10156.           s3 -4.37305,1.39992,-4.99988,0.77312,-4.99988,0
  10157.           s3 -4.99988,-0.77312,-4.37305,-1.39992,-3.5999,-1.39992
  10158.           s3 -2.8268,-1.39992,-2.2,-0.77312,-2.2,0
  10159.           s3 -2.2,0.77312,-2.8268,1.39992,-3.5999,1.39992
  10160.           }
  10161.          }
  10162.         p2 {
  10163.          st 3.5999,1.39992
  10164.          ss {
  10165.           s3 2.82674,1.39992,2.2,0.77312,2.2,0
  10166.           s3 2.2,-0.77312,2.82674,-1.39992,3.5999,-1.39992
  10167.           s3 4.37308,-1.39992,4.99988,-0.77312,4.99988,0
  10168.           s3 4.99988,0.77312,4.37308,1.39992,3.5999,1.39992
  10169.           }
  10170.          }
  10171.         p2 {
  10172.          st -2.2,0
  10173.          ss {
  10174.           s3 -2.2,-1.21494,-1.2149,-2.2,0,-2.2
  10175.           s3 1.21494,-2.2,2.19994,-1.21494,2.19994,0
  10176.           s3 2.19994,1.21494,1.21494,2.2,0,2.2
  10177.           s3 -0.07587,2.2,-0.151,2.19603,-0.2249,2.1886
  10178.           s3 -1.33423,2.07587,-2.2,1.13898,-2.2,0
  10179.           }
  10180.          }
  10181.         }
  10182.        }
  10183.       shnb {
  10184.        shno 1,7
  10185.        shno 2,9
  10186.        shno 3,8
  10187.        }
  10188.       fl 0
  10189.       sk 1
  10190.       sksh 1
  10191.       twst 0
  10192.       oo 0
  10193.       }
  10194.      }
  10195.     sap {
  10196.      cpc -0.19994,2.17078,-0.19994
  10197.      cv -0.19994,2.17078,-0.19994
  10198.      cnc 0,0,0
  10199.      tpc 1,0
  10200.      tv 1,0
  10201.      tnc 1,0
  10202.      bpc 1,0
  10203.      bv 1,0
  10204.      bnc 1,0
  10205.      lpc 1,0
  10206.      lv 1,0
  10207.      lnc 1,0
  10208.      rpc 1,0
  10209.      rv 1,0
  10210.      rnc 1,0
  10211.      cs {
  10212.       pv {
  10213.        bb2D 0,0,0,0
  10214.        pg {
  10215.         p2 {
  10216.          st -2.2,0
  10217.          ss {
  10218.           s3 -2.2,-1.21494,-1.2149,-2.2,0,-2.2
  10219.           s3 1.21494,-2.2,2.19994,-1.21494,2.19994,0
  10220.           s3 2.19994,1.21494,1.21494,2.2,0,2.2
  10221.           s3 -0.07587,2.2,-0.151,2.19603,-0.2249,2.1886
  10222.           s3 -1.33423,2.07587,-2.2,1.13898,-2.2,0
  10223.           }
  10224.          }
  10225.         }
  10226.        }
  10227.       shnb {
  10228.        shno 1,8
  10229.        }
  10230.       fl 1
  10231.       sk 1
  10232.       sksh 1
  10233.       twst 0
  10234.       oo 0
  10235.       }
  10236.      }
  10237.     }
  10238.    grid {
  10239.     valu 0.39995
  10240.     incr 1
  10241.     show 1
  10242.     snap 0
  10243.     spct 0,0,0
  10244.     spsz 4
  10245.     }
  10246.    }
  10247.   ex {
  10248.    nm "tip"
  10249.    sh {
  10250.     mapk 0
  10251.     elms {
  10252.      sprm {
  10253.       uvsp 0
  10254.       aexp 1
  10255.       bbox 0,0,2,2
  10256.       mbox 0,0,2,2
  10257.       shdr {
  10258.        scmp {
  10259.         prkd 1
  10260.         ssub {
  10261.          smix {
  10262.           prkd 1
  10263.           ssub {
  10264.            sclr {
  10265.             prkd 1
  10266.             colr 0.99998,0.77609,0
  10267.             }
  10268.            sclr {
  10269.             prkd 1
  10270.             colr 0.99998,0.99998,0.99998
  10271.             }
  10272.            sval {
  10273.             prkd 1
  10274.             Val 0.46236
  10275.             }
  10276.            }
  10277.           }
  10278.          sval {
  10279.           prkd 1
  10280.           Val 0.26881
  10281.           }
  10282.          sval {
  10283.           prkd 1
  10284.           Val 0.2043
  10285.           }
  10286.          sval {
  10287.           prkd 1
  10288.           Val 0
  10289.           }
  10290.          sval {
  10291.           prkd 1
  10292.           Val 0.24437
  10293.           }
  10294.          sval {
  10295.           prkd 1
  10296.           Val 0
  10297.           }
  10298.          sval {
  10299.           prkd 1
  10300.           Val 0
  10301.           }
  10302.          sclr {
  10303.           prkd 1
  10304.           colr 0,0,0
  10305.           }
  10306.          }
  10307.         }
  10308.        }
  10309.       opac 1
  10310.       }
  10311.      }
  10312.     }
  10313.    fidl 1
  10314.    pi 0
  10315.    cl 0
  10316.    ev 1
  10317.    evs 0
  10318.    evvs 0
  10319.    evhs 0
  10320.    ph {
  10321.     sap {
  10322.      cpc 0,0,0
  10323.      cv -0.4395,-5.73407,-0.00539
  10324.      cnc -0.4395,-5.73407,-0.00539
  10325.      tpc 1,0
  10326.      tv 1,0
  10327.      tnc 0.99994,1.53586
  10328.      bpc 1,0
  10329.      bv 1,0
  10330.      bnc 1,1.53586
  10331.      lpc 1,0
  10332.      lv 1,0
  10333.      lnc 1,1.53586
  10334.      rpc 1,0
  10335.      rv 1,0
  10336.      rnc 1,1.53586
  10337.      cs {
  10338.       pv {
  10339.        bb2D 0,0,0,0
  10340.        pg {
  10341.         pg {
  10342.          mode 0
  10343.          type 0
  10344.          styl {
  10345.           fill 0,1,1,1,0
  10346.           strk 0,0,0,0,0
  10347.           wdth 0
  10348.           isfi 0
  10349.           cap 1
  10350.           join 1
  10351.           }
  10352.          p2 {
  10353.           st -2.3752,0
  10354.           ss {
  10355.            s3 -2.3752,-1.3118,-1.31168,-2.37517,0,-2.37517
  10356.            s3 1.31168,-2.37517,2.3752,-1.3118,2.3752,0
  10357.            s3 2.3752,1.31168,1.31168,2.37514,0,2.37514
  10358.            s3 -1.31168,2.37514,-2.3752,1.31168,-2.3752,0
  10359.            }
  10360.           }
  10361.          }
  10362.         }
  10363.        }
  10364.       fl 1
  10365.       sk 1
  10366.       sksh 1
  10367.       twst 0
  10368.       oo 0
  10369.       }
  10370.      }
  10371.     sap {
  10372.      cpc -0.43924,-3.44533,-0.00557
  10373.      cv -0.43924,-3.44533,-0.00557
  10374.      cnc -0.43924,-3.44533,-0.00557
  10375.      tpc 0.56068,-0.02213
  10376.      tv 0.22508,0
  10377.      tnc 0.22508,0.0775
  10378.      bpc 0.56068,-0.02213
  10379.      bv 0.22508,0
  10380.      bnc 0.22508,0.0775
  10381.      lpc 0.56073,-0.02213
  10382.      lv 0.2251,0
  10383.      lnc 0.2251,0.0775
  10384.      rpc 0.56073,-0.02213
  10385.      rv 0.2251,0
  10386.      rnc 0.2251,0.0775
  10387.      cs {
  10388.       fl 0
  10389.       sk 1
  10390.       sksh 1
  10391.       twst 0
  10392.       oo 1
  10393.       }
  10394.      }
  10395.     sap {
  10396.      cpc -0.43925,-3.25783,-0.0056
  10397.      cv -0.43925,-3.25783,-0.0056
  10398.      cnc -0.43925,-3.25783,-0.0056
  10399.      tpc 0.22508,0.07436
  10400.      tv 0.22508,0
  10401.      tnc 0.22508,0.00333
  10402.      bpc 0.22508,0.07436
  10403.      bv 0.22508,0
  10404.      bnc 0.22508,0.00333
  10405.      lpc 0.2251,0.07436
  10406.      lv 0.2251,0
  10407.      lnc 0.2251,0.00333
  10408.      rpc 0.2251,0.07436
  10409.      rv 0.2251,0
  10410.      rnc 0.2251,0.00333
  10411.      cs {
  10412.       fl 0
  10413.       sk 1
  10414.       sksh 1
  10415.       twst 0
  10416.       oo 1
  10417.       }
  10418.      }
  10419.     sap {
  10420.      cpc -0.4395,-2.83858,-0.00574
  10421.      cv -0.4395,-2.83858,-0.00574
  10422.      cnc -0.4395,-2.83858,-0.00574
  10423.      tpc 0.22453,0.19205
  10424.      tv 0.22372,0
  10425.      tnc 0.22339,0.06403
  10426.      bpc 0.22453,0.19205
  10427.      bv 0.22372,0
  10428.      bnc 0.22339,0.06403
  10429.      lpc 0.22467,0.19205
  10430.      lv 0.22372,0
  10431.      lnc 0.22345,0.06403
  10432.      rpc 0.22467,0.19205
  10433.      rv 0.22372,0
  10434.      rnc 0.22345,0.06403
  10435.      cs {
  10436.       fl 0
  10437.       sk 1
  10438.       sksh 1
  10439.       twst 0
  10440.       oo 1
  10441.       }
  10442.      }
  10443.     sap {
  10444.      cpc -0.43944,-2.73676,-0.0058
  10445.      cv -0.43944,-2.73676,-0.0058
  10446.      cnc -0.43944,-2.73676,-0.0058
  10447.      tpc 0.14156,0.06389
  10448.      tv 0.14119,0
  10449.      tnc 0.14063,0.08519
  10450.      bpc 0.14156,0.06389
  10451.      bv 0.14119,0
  10452.      bnc 0.14063,0.08519
  10453.      lpc 0.14157,0.06389
  10454.      lv 0.14117,0
  10455.      lnc 0.14069,0.08519
  10456.      rpc 0.14157,0.06389
  10457.      rv 0.14117,0
  10458.      rnc 0.14069,0.08519
  10459.      cs {
  10460.       fl 0
  10461.       sk 1
  10462.       sksh 1
  10463.       twst 0
  10464.       oo 1
  10465.       }
  10466.      }
  10467.     sap {
  10468.      cpc -0.43938,-2.5125,-0.00574
  10469.      cv -0.43938,-2.5125,-0.00574
  10470.      cnc -0.43938,-2.5125,-0.00574
  10471.      tpc 0.23442,0.15784
  10472.      tv 0.22087,0
  10473.      tnc 0.19899,0.25673
  10474.      bpc 0.23442,0.15784
  10475.      bv 0.22087,0
  10476.      bnc 0.19899,0.25673
  10477.      lpc 0.23444,0.15784
  10478.      lv 0.22095,0
  10479.      lnc 0.19904,0.25673
  10480.      rpc 0.23444,0.15784
  10481.      rv 0.22095,0
  10482.      rnc 0.19904,0.25673
  10483.      cs {
  10484.       fl 0
  10485.       sk 1
  10486.       sksh 1
  10487.       twst 0
  10488.       oo 1
  10489.       }
  10490.      }
  10491.     sap {
  10492.      cpc -0.43935,-2.00609,-0.00574
  10493.      cv -0.43935,-2.00609,-0.00574
  10494.      cnc -0.43935,-2.00609,-0.00574
  10495.      tpc 0.45192,0.47963
  10496.      tv 0.41158,0
  10497.      tnc 0.37424,0.44286
  10498.      bpc 0.45192,0.47963
  10499.      bv 0.41158,0
  10500.      bnc 0.37424,0.44286
  10501.      lpc 0.45192,0.47963
  10502.      lv 0.41156,0
  10503.      lnc 0.37427,0.44286
  10504.      rpc 0.45192,0.47963
  10505.      rv 0.41156,0
  10506.      rnc 0.37427,0.44286
  10507.      cs {
  10508.       fl 0
  10509.       sk 1
  10510.       sksh 1
  10511.       twst 0
  10512.       oo 1
  10513.       }
  10514.      }
  10515.     sap {
  10516.      cpc -0.43938,-1.67392,-0.00577
  10517.      cv -0.43938,-1.67392,-0.00577
  10518.      cnc -0.43938,-1.67392,-0.00577
  10519.      tpc 0.20137,0.13782
  10520.      tv 0.1971,0
  10521.      tnc 0.15675,1.33228
  10522.      bpc 0.20137,0.13782
  10523.      bv 0.1971,0
  10524.      bnc 0.15675,1.33228
  10525.      lpc 0.20139,0.13782
  10526.      lv 0.19713,0
  10527.      lnc 0.15675,1.33228
  10528.      rpc 0.20139,0.13782
  10529.      rv 0.19713,0
  10530.      rnc 0.15675,1.33228
  10531.      cs {
  10532.       fl 0
  10533.       sk 1
  10534.       sksh 1
  10535.       twst 0
  10536.       oo 1
  10537.       }
  10538.      }
  10539.     sap {
  10540.      cpc -0.43932,5.8163,-0.00565
  10541.      cv -0.43932,5.8163,-0.00565
  10542.      cnc -0.43932,5.8163,-0.00565
  10543.      tpc 0.07912,1.76604
  10544.      tv 0.03697,0
  10545.      tnc 0.03394,0.12592
  10546.      bpc 0.07912,1.76604
  10547.      bv 0.03697,0
  10548.      bnc 0.03394,0.12592
  10549.      lpc 0.07913,1.76604
  10550.      lv 0.03699,0
  10551.      lnc 0.034,0.12592
  10552.      rpc 0.07913,1.76604
  10553.      rv 0.03699,0
  10554.      rnc 0.034,0.12592
  10555.      cs {
  10556.       fl 0
  10557.       sk 1
  10558.       sksh 1
  10559.       twst 0
  10560.       oo 1
  10561.       }
  10562.      }
  10563.     sap {
  10564.      cpc -0.43932,6.17862,-0.00568
  10565.      cv -0.43932,6.17862,-0.00568
  10566.      cnc -0.43932,6.17862,-0.00568
  10567.      tpc 0.15053,0.26572
  10568.      tv 0.15053,0
  10569.      tnc 0.15053,0.26572
  10570.      bpc 0.15053,0.26572
  10571.      bv 0.15053,0
  10572.      bnc 0.15053,0.26572
  10573.      lpc 0.15051,0.26572
  10574.      lv 0.15051,0
  10575.      lnc 0.15051,0.26572
  10576.      rpc 0.15051,0.26572
  10577.      rv 0.15051,0
  10578.      rnc 0.15051,0.26572
  10579.      cs {
  10580.       fl 0
  10581.       sk 1
  10582.       sksh 1
  10583.       twst 0
  10584.       oo 1
  10585.       }
  10586.      }
  10587.     sap {
  10588.      cpc -0.43932,6.55826,-0.00565
  10589.      cv -0.43932,6.55826,-0.00565
  10590.      cnc -0.43932,6.55826,-0.00565
  10591.      tpc 0.02365,0.16408
  10592.      tv 0.0217,0
  10593.      tnc 0.01462,0.54694
  10594.      bpc 0.02365,0.16408
  10595.      bv 0.0217,0
  10596.      bnc 0.01462,0.54694
  10597.      lpc 0.02365,0.16408
  10598.      lv 0.02168,0
  10599.      lnc 0.01466,0.54694
  10600.      rpc 0.02365,0.16408
  10601.      rv 0.02168,0
  10602.      rnc 0.01466,0.54694
  10603.      cs {
  10604.       fl 0
  10605.       sk 1
  10606.       sksh 1
  10607.       twst 0
  10608.       oo 1
  10609.       }
  10610.      }
  10611.     sap {
  10612.      cpc -0.43924,7.79503,-0.00554
  10613.      cv -0.43924,7.79503,-0.00554
  10614.      cnc 0,0,0
  10615.      tpc 0.01067,0.00002
  10616.      tv 0.01064,0
  10617.      tnc 1,0
  10618.      bpc 0.01067,0.00002
  10619.      bv 0.01064,0
  10620.      bnc 1,0
  10621.      lpc 0.01068,0.00002
  10622.      lv 0.01068,0
  10623.      lnc 1,0
  10624.      rpc 0.01068,0.00002
  10625.      rv 0.01068,0
  10626.      rnc 1,0
  10627.      cs {
  10628.       fl 0
  10629.       sk 1
  10630.       sksh 1
  10631.       twst 0
  10632.       oo 1
  10633.       }
  10634.      }
  10635.     }
  10636.    grid {
  10637.     valu 0.39995
  10638.     incr 1
  10639.     show 1
  10640.     snap 0
  10641.     spct 0,0,0
  10642.     spsz 4
  10643.     }
  10644.    }
  10645.   ex {
  10646.    nm "tipof corner tower"
  10647.    sh {
  10648.     mapk 0
  10649.     elms {
  10650.      sprm {
  10651.       uvsp 0
  10652.       aexp 1
  10653.       bbox 0,0,2,2
  10654.       mbox 0,0,2,2
  10655.       shdr {
  10656.        scmp {
  10657.         prkd 1
  10658.         ssub {
  10659.          sclr {
  10660.           prkd 1
  10661.           colr 0.96875,0.96875,0.99998
  10662.           }
  10663.          sval {
  10664.           prkd 1
  10665.           Val 0.12903
  10666.           }
  10667.          sval {
  10668.           prkd 1
  10669.           Val 0.12903
  10670.           }
  10671.          sval {
  10672.           prkd 1
  10673.           Val 0
  10674.           }
  10675.          sval {
  10676.           prkd 1
  10677.           Val 0
  10678.           }
  10679.          sval {
  10680.           prkd 1
  10681.           Val 0
  10682.           }
  10683.          sval {
  10684.           prkd 1
  10685.           Val 0
  10686.           }
  10687.          void {
  10688.           }
  10689.          }
  10690.         }
  10691.        }
  10692.       opac 1
  10693.       }
  10694.      }
  10695.     }
  10696.    fidl 1
  10697.    pi 0
  10698.    cl 0
  10699.    ev 1
  10700.    evs 0
  10701.    evvs 0
  10702.    evhs 0
  10703.    ph {
  10704.     sap {
  10705.      cpc 0,0,0
  10706.      cv 0.19994,-1.8588,0.19994
  10707.      cnc 0.19994,-1.8588,0.19994
  10708.      tpc 1,0
  10709.      tv 1,0
  10710.      tnc 0.99995,0
  10711.      bpc 1,0
  10712.      bv 1,0
  10713.      bnc 0.99995,0
  10714.      lpc 1,0
  10715.      lv 1,0
  10716.      lnc 1,0
  10717.      rpc 1,0
  10718.      rv 1,0
  10719.      rnc 1,0
  10720.      cs {
  10721.       pv {
  10722.        bb2D 0,0,0,0
  10723.        pg {
  10724.         pg {
  10725.          mode 0
  10726.          type 0
  10727.          styl {
  10728.           fill 0,1,1,1,0
  10729.           strk 0,0,0,0,0
  10730.           wdth 0
  10731.           isfi 0
  10732.           cap 1
  10733.           join 1
  10734.           }
  10735.          p2 {
  10736.           st -0.59998,0.00002
  10737.           ss {
  10738.            s3 -0.59998,-0.33127,-0.33136,-0.5999,-0.00005,-0.5999
  10739.            s3 0.33127,-0.5999,0.59987,-0.33127,0.59987,0.00002
  10740.            s3 0.59987,0.3313,0.33127,0.59995,-0.00005,0.59995
  10741.            s3 -0.33136,0.59995,-0.59998,0.3313,-0.59998,0.00002
  10742.            }
  10743.           }
  10744.          }
  10745.         }
  10746.        }
  10747.       fl 1
  10748.       sk 1
  10749.       sksh 1
  10750.       twst 0
  10751.       oo 0
  10752.       }
  10753.      }
  10754.     sap {
  10755.      cpc 0.19997,-1.71793,0.2
  10756.      cv 0.19997,-1.71793,0.2
  10757.      cnc 0.19997,-1.71793,0.2
  10758.      tpc 1.18179,0.12177
  10759.      tv 1.18179,0
  10760.      tnc 1.18179,0.12177
  10761.      bpc 1.1821,0.12177
  10762.      bv 1.1821,0
  10763.      bnc 1.1821,0.12177
  10764.      lpc 1.1821,0.12177
  10765.      lv 1.1821,0
  10766.      lnc 1.1821,0.12177
  10767.      rpc 1.1821,0.12177
  10768.      rv 1.1821,0
  10769.      rnc 1.1821,0.12177
  10770.      cs {
  10771.       fl 0
  10772.       sk 1
  10773.       sksh 1
  10774.       twst 0
  10775.       oo 1
  10776.       }
  10777.      }
  10778.     sap {
  10779.      cpc 0.2,-1.58243,0.19986
  10780.      cv 0.2,-1.58243,0.19986
  10781.      cnc 0.2,-1.58243,0.19986
  10782.      tpc 1,0
  10783.      tv 1,0
  10784.      tnc 1,0
  10785.      bpc 1,0
  10786.      bv 1,0
  10787.      bnc 1,0
  10788.      lpc 1,0
  10789.      lv 1,0
  10790.      lnc 1,0
  10791.      rpc 1,0
  10792.      rv 1,0
  10793.      rnc 1,0
  10794.      cs {
  10795.       fl 0
  10796.       sk 1
  10797.       sksh 1
  10798.       twst 0
  10799.       oo 1
  10800.       }
  10801.      }
  10802.     sap {
  10803.      cpc 0.19997,-1.43837,0.19986
  10804.      cv 0.19997,-1.43837,0.19986
  10805.      cnc 0.19997,-1.43837,0.19986
  10806.      tpc 1,0
  10807.      tv 1,0
  10808.      tnc 1,0
  10809.      bpc 1,0
  10810.      bv 1,0
  10811.      bnc 1,0
  10812.      lpc 1,0
  10813.      lv 1,0
  10814.      lnc 1,0
  10815.      rpc 1,0
  10816.      rv 1,0
  10817.      rnc 1,0
  10818.      cs {
  10819.       fl 0
  10820.       sk 1
  10821.       sksh 1
  10822.       twst 0
  10823.       oo 1
  10824.       }
  10825.      }
  10826.     sap {
  10827.      cpc 0.19997,-1.43285,0.1998
  10828.      cv 0.19997,-1.43285,0.1998
  10829.      cnc 0.19997,-1.43285,0.1998
  10830.      tpc 0.79451,0
  10831.      tv 0.79451,0
  10832.      tnc 0.79451,0
  10833.      bpc 0.79451,0
  10834.      bv 0.79451,0
  10835.      bnc 0.79451,0
  10836.      lpc 0.79451,0
  10837.      lv 0.79451,0
  10838.      lnc 0.79451,0
  10839.      rpc 0.79451,0
  10840.      rv 0.79451,0
  10841.      rnc 0.79451,0
  10842.      cs {
  10843.       fl 0
  10844.       sk 1
  10845.       sksh 1
  10846.       twst 0
  10847.       oo 1
  10848.       }
  10849.      }
  10850.     sap {
  10851.      cpc 0.19997,-1.69025,0.2
  10852.      cv 0.19997,-1.69025,0.2
  10853.      cnc 0,0,0
  10854.      tpc 0.66533,0
  10855.      tv 0.66533,0
  10856.      tnc 1,0
  10857.      bpc 0.66563,0
  10858.      bv 0.66563,0
  10859.      bnc 1,0
  10860.      lpc 0.66537,0
  10861.      lv 0.66537,0
  10862.      lnc 1,0
  10863.      rpc 0.66537,0
  10864.      rv 0.66537,0
  10865.      rnc 1,0
  10866.      cs {
  10867.       fl 0
  10868.       sk 1
  10869.       sksh 1
  10870.       twst 0
  10871.       oo 1
  10872.       }
  10873.      }
  10874.     }
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  10879.     snap 0
  10880.     spct 0,0,0
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  10883.    }
  10884.   ex {
  10885.    nm "top of corner tower"
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  10888.     elms {
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  10892.       bbox 0,0,2,2
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  10897.         ssub {
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  10899.           prkd 1
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  10904.           Val 0.12903
  10905.           }
  10906.          sval {
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  10908.           Val 0.12903
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  10928.          }
  10929.         }
  10930.        }
  10931.       opac 1
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  10937.    cl 0
  10938.    ev 0
  10939.    evs 0
  10940.    evvs 0
  10941.    evhs 0
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  10980.            s3 -0.22086,0.39995,-0.39995,0.22086,-0.39995,0
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  10982.           }
  10983.          }
  10984.         }
  10985.        }
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  10988.       sksh 1
  10989.       twst 0
  10990.       oo 0
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  10992.      }
  10993.     sap {
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  10995.      cv 0.39995,-1.79993,0.39882
  10996.      cnc 0.39995,-1.79993,0.39882
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  11001.      bv 1,0
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  11004.      lv 1,0
  11005.      lnc 1,0
  11006.      rpc 1,0
  11007.      rv 1,0
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  11012.        pg {
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  11014.          st 0.10135,0.38828
  11015.          ss {
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  11017.           s3 0.20023,0.10109,0.30022,0.10114,0.38762,0.10114
  11018.           s3 0.35155,0.24132,0.24138,0.35178,0.10135,0.38828
  11019.           }
  11020.          }
  11021.         p2 {
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  11023.          ss {
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  11025.           s3 0.22086,-0.39885,0.39995,-0.21976,0.39995,0.00104
  11026.           s3 0.39995,0.1875,0.27242,0.34404,0.09987,0.38843
  11027.           s3 0.06795,0.39664,0.03447,0.39882,0,0.39885
  11028.           s3 -0.03447,0.39882,-0.06798,0.39664,-0.09995,0.38843
  11029.           s3 -0.24013,0.35236,-0.35059,0.24219,-0.38707,0.10216
  11030.           s3 -0.39548,0.06987,-0.39995,0.036,-0.39992,0.00104
  11031.           }
  11032.          }
  11033.         p2 {
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  11035.          ss {
  11036.           s3 -0.10094,-0.30045,-0.0999,-0.20044,-0.0999,-0.10045
  11037.           s3 -0.1998,-0.10045,-0.29979,-0.10059,-0.3873,-0.10059
  11038.           s3 -0.35114,-0.24068,-0.24094,-0.35114,-0.10094,-0.38765
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  11040.          }
  11041.         p2 {
  11042.          st 0.38712,-0.09975
  11043.          ss {
  11044.           s3 0.29993,-0.09975,0.19994,-0.09862,0.09995,-0.09862
  11045.           s3 0.09995,-0.1987,0.09998,-0.2986,0.09998,-0.38602
  11046.           s3 0.24016,-0.34995,0.35062,-0.23978,0.38712,-0.09975
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  11048.          }
  11049.         p2 {
  11050.          st -0.38707,0.10216
  11051.          ss {
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  11053.           s3 -0.0999,0.20102,-0.09995,0.30099,-0.09995,0.38843
  11054.           s3 -0.24013,0.35236,-0.35059,0.24219,-0.38707,0.10216
  11055.           }
  11056.          }
  11057.         }
  11058.        }
  11059.       shnb {
  11060.        shno 1,2
  11061.        shno 2,1
  11062.        }
  11063.       fl 0
  11064.       sk 1
  11065.       sksh 1
  11066.       twst 0
  11067.       oo 0
  11068.       }
  11069.      }
  11070.     sap {
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  11072.      cv 0.39995,-1.29996,0.39992
  11073.      cnc 0.39995,-1.29996,0.39992
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  11075.      tv 1,0
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  11077.      bpc 1,0
  11078.      bv 1,0
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  11080.      lpc 1,0
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  11089.        pg {
  11090.         pg {
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  11092.          type 0
  11093.          styl {
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  11095.           strk 0,0,0,0,0
  11096.           wdth 0
  11097.           isfi 0
  11098.           cap 1
  11099.           join 1
  11100.           }
  11101.          p2 {
  11102.           st -0.39995,0
  11103.           ss {
  11104.            s3 -0.39995,-0.22086,-0.22086,-0.39995,0,-0.39995
  11105.            s3 0.22086,-0.39995,0.39995,-0.22086,0.39995,0
  11106.            s3 0.39995,0.22086,0.22086,0.39995,0,0.39995
  11107.            s3 -0.22086,0.39995,-0.39995,0.22086,-0.39995,0
  11108.            }
  11109.           }
  11110.          }
  11111.         p2 {
  11112.          st -0.38707,0.10216
  11113.          ss {
  11114.           s3 -0.29987,0.10216,-0.19987,0.10103,-0.0999,0.10103
  11115.           s3 -0.0999,0.20102,-0.09995,0.30099,-0.09995,0.38843
  11116.           s3 -0.24013,0.35236,-0.35059,0.24219,-0.38707,0.10216
  11117.           }
  11118.          }
  11119.         p2 {
  11120.          st 0.10135,0.38828
  11121.          ss {
  11122.           s3 0.10135,0.30109,0.10022,0.2011,0.10022,0.10109
  11123.           s3 0.20023,0.10109,0.30022,0.10114,0.38762,0.10114
  11124.           s3 0.35155,0.24132,0.24138,0.35178,0.10135,0.38828
  11125.           }
  11126.          }
  11127.         p2 {
  11128.          st -0.10094,-0.38765
  11129.          ss {
  11130.           s3 -0.10094,-0.30045,-0.0999,-0.20044,-0.0999,-0.10045
  11131.           s3 -0.1998,-0.10045,-0.29979,-0.10059,-0.3873,-0.10059
  11132.           s3 -0.35114,-0.24068,-0.24094,-0.35114,-0.10094,-0.38765
  11133.           }
  11134.          }
  11135.         p2 {
  11136.          st 0.38712,-0.09975
  11137.          ss {
  11138.           s3 0.29993,-0.09975,0.19994,-0.09862,0.09995,-0.09862
  11139.           s3 0.09995,-0.1987,0.09998,-0.2986,0.09998,-0.38602
  11140.           s3 0.24016,-0.34995,0.35062,-0.23978,0.38712,-0.09975
  11141.           }
  11142.          }
  11143.         }
  11144.        }
  11145.       shnb {
  11146.        shno 1,6
  11147.        shno 3,2
  11148.        shno 2,5
  11149.        shno 4,3
  11150.        shno 5,4
  11151.        }
  11152.       fl 0
  11153.       sk 1
  11154.       sksh 1
  11155.       twst 0
  11156.       oo 0
  11157.       }
  11158.      }
  11159.     sap {
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  11161.      cv 0.39995,-0.94016,0.39995
  11162.      cnc 0,0,0
  11163.      tpc 1,0
  11164.      tv 1,0
  11165.      tnc 1,0
  11166.      bpc 1,0
  11167.      bv 1,0
  11168.      bnc 1,0
  11169.      lpc 1,0
  11170.      lv 1,0
  11171.      lnc 1,0
  11172.      rpc 1,0
  11173.      rv 1,0
  11174.      rnc 1,0
  11175.      cs {
  11176.       pv {
  11177.        bb2D 0,0,0,0
  11178.        pg {
  11179.         pg {
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  11181.          type 0
  11182.          styl {
  11183.           fill 0,1,1,1,0
  11184.           strk 0,0,0,0,0
  11185.           wdth 0
  11186.           isfi 0
  11187.           cap 1
  11188.           join 1
  11189.           }
  11190.          p2 {
  11191.           st -0.39995,0
  11192.           ss {
  11193.            s3 -0.39995,-0.22086,-0.22086,-0.39995,0,-0.39995
  11194.            s3 0.22086,-0.39995,0.39995,-0.22086,0.39995,0
  11195.            s3 0.39995,0.22086,0.22086,0.39995,0,0.39995
  11196.            s3 -0.22086,0.39995,-0.39995,0.22086,-0.39995,0
  11197.            }
  11198.           }
  11199.          }
  11200.         }
  11201.        }
  11202.       shnb {
  11203.        shno 1,6
  11204.        }
  11205.       fl 1
  11206.       sk 1
  11207.       sksh 1
  11208.       twst 0
  11209.       oo 0
  11210.       }
  11211.      }
  11212.     }
  11213.    grid {
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  11215.     incr 1
  11216.     show 1
  11217.     snap 0
  11218.     spct 0,0,0
  11219.     spsz 4
  11220.     }
  11221.    }
  11222.   ex {
  11223.    nm "top roof"
  11224.    sh {
  11225.     mapk 0
  11226.     elms {
  11227.      sprm {
  11228.       uvsp 0
  11229.       aexp 1
  11230.       bbox 0,0,2,2
  11231.       mbox 0,0,2,2
  11232.       shdr {
  11233.        scmp {
  11234.         prkd 1
  11235.         ssub {
  11236.          sclr {
  11237.           prkd 1
  11238.           colr 0.96875,0.96875,0.99998
  11239.           }
  11240.          sval {
  11241.           prkd 1
  11242.           Val 0.12903
  11243.           }
  11244.          sval {
  11245.           prkd 1
  11246.           Val 0.12903
  11247.           }
  11248.          sval {
  11249.           prkd 1
  11250.           Val 0
  11251.           }
  11252.          sval {
  11253.           prkd 1
  11254.           Val 0
  11255.           }
  11256.          sval {
  11257.           prkd 1
  11258.           Val 0
  11259.           }
  11260.          sval {
  11261.           prkd 1
  11262.           Val 0
  11263.           }
  11264.          sclr {
  11265.           prkd 1
  11266.           colr 0,0,0
  11267.           }
  11268.          }
  11269.         }
  11270.        }
  11271.       opac 1
  11272.       }
  11273.      }
  11274.     }
  11275.    fidl 1
  11276.    pi 0
  11277.    cl 0
  11278.    ev 1
  11279.    evs 0
  11280.    evvs 0
  11281.    evhs 0
  11282.    ph {
  11283.     sap {
  11284.      cpc 0,0,0
  11285.      cv -0.32863,-2,-0.11542
  11286.      cnc -0.32863,-2,-0.11542
  11287.      tpc 1,0
  11288.      tv 1,0
  11289.      tnc 0.99989,0
  11290.      bpc 1,0
  11291.      bv 1,0
  11292.      bnc 0.99989,0
  11293.      lpc 1,0
  11294.      lv 1,0
  11295.      lnc 1,0
  11296.      rpc 1,0
  11297.      rv 1,0
  11298.      rnc 1,0
  11299.      cs {
  11300.       pv {
  11301.        bb2D 0,0,0,0
  11302.        pg {
  11303.         pg {
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  11305.          type 0
  11306.          styl {
  11307.           fill 0,1,1,1,0
  11308.           strk 0,0,0,0,0
  11309.           wdth 0
  11310.           isfi 0
  11311.           cap 1
  11312.           join 1
  11313.           }
  11314.          p2 {
  11315.           st -2.02299,-2.02303
  11316.           ss {
  11317.            s1 2.02296,-2.02303
  11318.            s1 2.02296,2.02299
  11319.            s1 -2.02299,2.02299
  11320.            s1 -2.02299,-2.02303
  11321.            }
  11322.           }
  11323.          }
  11324.         }
  11325.        }
  11326.       fl 1
  11327.       sk 1
  11328.       sksh 1
  11329.       twst 0
  11330.       oo 0
  11331.       }
  11332.      }
  11333.     sap {
  11334.      cpc -0.3286,-1.27463,-0.11545
  11335.      cv -0.3286,-1.27463,-0.11545
  11336.      cnc 0,0,0
  11337.      tpc 0.10796,0
  11338.      tv 0.10796,0
  11339.      tnc 1,0
  11340.      bpc 0.10796,0
  11341.      bv 0.10796,0
  11342.      bnc 1,0
  11343.      lpc 0.10706,0
  11344.      lv 0.10706,0
  11345.      lnc 1,0
  11346.      rpc 0.10706,0
  11347.      rv 0.10706,0
  11348.      rnc 1,0
  11349.      cs {
  11350.       fl 0
  11351.       sk 1
  11352.       sksh 1
  11353.       twst 0
  11354.       oo 1
  11355.       }
  11356.      }
  11357.     }
  11358.    grid {
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  11360.     incr 1
  11361.     show 1
  11362.     snap 0
  11363.     spct 0,0,0
  11364.     spsz 4
  11365.     }
  11366.    }
  11367.   ex {
  11368.    nm "top wall"
  11369.    sh {
  11370.     mapk 0
  11371.     elms {
  11372.      sprm {
  11373.       uvsp 0
  11374.       aexp 1
  11375.       bbox 0,0,2,2
  11376.       mbox 0,0,2,2
  11377.       shdr {
  11378.        scmp {
  11379.         prkd 1
  11380.         ssub {
  11381.          sclr {
  11382.           prkd 1
  11383.           colr 0.96875,0.96875,0.99998
  11384.           }
  11385.          sval {
  11386.           prkd 1
  11387.           Val 0.12903
  11388.           }
  11389.          sval {
  11390.           prkd 1
  11391.           Val 0.12903
  11392.           }
  11393.          sval {
  11394.           prkd 1
  11395.           Val 0
  11396.           }
  11397.          sval {
  11398.           prkd 1
  11399.           Val 0
  11400.           }
  11401.          sval {
  11402.           prkd 1
  11403.           Val 0
  11404.           }
  11405.          sval {
  11406.           prkd 1
  11407.           Val 0
  11408.           }
  11409.          sclr {
  11410.           prkd 1
  11411.           colr 0,0,0
  11412.           }
  11413.          }
  11414.         }
  11415.        }
  11416.       opac 1
  11417.       }
  11418.      }
  11419.     }
  11420.    fidl 1
  11421.    pi 0
  11422.    cl 0
  11423.    ev 0
  11424.    evs 0
  11425.    evvs 0
  11426.    evhs 0
  11427.    ph {
  11428.     sap {
  11429.      cpc 0,0,0
  11430.      cv 0.59995,-2,-0.09995
  11431.      cnc 0.59995,-2,-0.09995
  11432.      tpc 1,0
  11433.      tv 1,0
  11434.      tnc 1,0
  11435.      bpc 1,0
  11436.      bv 1,0
  11437.      bnc 1,0
  11438.      lpc 1,0
  11439.      lv 1,0
  11440.      lnc 1,0
  11441.      rpc 1,0
  11442.      rv 1,0
  11443.      rnc 1,0
  11444.      cs {
  11445.       pv {
  11446.        bb2D 0,0,0,0
  11447.        pg {
  11448.         p2 {
  11449.          st -1.39992,-1.89992
  11450.          ss {
  11451.           s3 -1.39992,-1.89992,-0.79993,-1.89992,-0.59995,-1.89992
  11452.           s3 -0.59995,0.29996,-0.59995,0.69994,0,0.69994
  11453.           s3 0.59995,0.69994,0.59995,0.29996,0.59995,-1.89992
  11454.           s3 0.79993,-1.89992,1.39992,-1.89992,1.39992,-1.89992
  11455.           s1 1.39992,1.89992
  11456.           s1 -1.39992,1.89992
  11457.           s1 -1.39992,-1.89992
  11458.           }
  11459.          }
  11460.         }
  11461.        }
  11462.       fl 1
  11463.       sk 1
  11464.       sksh 1
  11465.       twst 0
  11466.       oo 0
  11467.       }
  11468.      }
  11469.     sap {
  11470.      cpc 0.59995,-1.59993,-0.09995
  11471.      cv 0.59995,-1.59993,-0.09995
  11472.      cnc 0,0,0
  11473.      tpc 1,0
  11474.      tv 1,0
  11475.      tnc 1,0
  11476.      bpc 1,0
  11477.      bv 1,0
  11478.      bnc 1,0
  11479.      lpc 1,0
  11480.      lv 1,0
  11481.      lnc 1,0
  11482.      rpc 1,0
  11483.      rv 1,0
  11484.      rnc 1,0
  11485.      cs {
  11486.       fl 0
  11487.       sk 1
  11488.       sksh 1
  11489.       twst 0
  11490.       oo 1
  11491.       }
  11492.      }
  11493.     }
  11494.    grid {
  11495.     valu 0.19994
  11496.     incr 1
  11497.     show 1
  11498.     snap 1
  11499.     spct 0,0,0
  11500.     spsz 4
  11501.     }
  11502.    }
  11503.   ex {
  11504.    nm "tower column"
  11505.    sh {
  11506.     mapk 0
  11507.     elms {
  11508.      sprm {
  11509.       uvsp 0
  11510.       aexp 1
  11511.       bbox 0,0,2,2
  11512.       mbox 0,0,2,2
  11513.       shdr {
  11514.        scmp {
  11515.         prkd 1
  11516.         ssub {
  11517.          sclr {
  11518.           prkd 1
  11519.           colr 0.96875,0.96875,0.99998
  11520.           }
  11521.          sval {
  11522.           prkd 1
  11523.           Val 0.12903
  11524.           }
  11525.          sval {
  11526.           prkd 1
  11527.           Val 0.12903
  11528.           }
  11529.          sval {
  11530.           prkd 1
  11531.           Val 0
  11532.           }
  11533.          sval {
  11534.           prkd 1
  11535.           Val 0
  11536.           }
  11537.          sval {
  11538.           prkd 1
  11539.           Val 0
  11540.           }
  11541.          sval {
  11542.           prkd 1
  11543.           Val 0
  11544.           }
  11545.          sclr {
  11546.           prkd 1
  11547.           colr 0,0,0
  11548.           }
  11549.          }
  11550.         }
  11551.        }
  11552.       opac 1
  11553.       }
  11554.      }
  11555.     }
  11556.    fidl 1
  11557.    pi 0
  11558.    cl 0
  11559.    ev 0
  11560.    evs 0
  11561.    evvs 0
  11562.    evhs 0
  11563.    ph {
  11564.     sap {
  11565.      cpc 0,0,0
  11566.      cv 0.06592,-2.39992,0.62285
  11567.      cnc 0.06592,-2.39992,0.62285
  11568.      tpc 1,0
  11569.      tv 1,0
  11570.      tnc 1,0
  11571.      bpc 1,0
  11572.      bv 1,0
  11573.      bnc 1,0
  11574.      lpc 1,0
  11575.      lv 1,0
  11576.      lnc 1,0
  11577.      rpc 1,0
  11578.      rv 1,0
  11579.      rnc 1,0
  11580.      cs {
  11581.       pv {
  11582.        bb2D 0,0,0,0
  11583.        pg {
  11584.         pg {
  11585.          mode 0
  11586.          type 0
  11587.          styl {
  11588.           fill 0,1,1,1,0
  11589.           strk 0,0,0,0,0
  11590.           wdth 0
  11591.           isfi 0
  11592.           cap 1
  11593.           join 1
  11594.           }
  11595.          p2 {
  11596.           st -0.3445,0
  11597.           ss {
  11598.            s3 -0.3445,-0.19019,-0.19019,-0.3445,0,-0.3445
  11599.            s3 0.19019,-0.3445,0.3445,-0.19019,0.3445,0
  11600.            s3 0.3445,0.19019,0.19019,0.3445,0,0.3445
  11601.            s3 -0.19019,0.3445,-0.3445,0.19019,-0.3445,0
  11602.            }
  11603.           }
  11604.          }
  11605.         }
  11606.        }
  11607.       fl 1
  11608.       sk 1
  11609.       sksh 1
  11610.       twst 0
  11611.       oo 0
  11612.       }
  11613.      }
  11614.     sap {
  11615.      cpc 0.05446,1.5,0.631
  11616.      cv 0.05446,1.5,0.631
  11617.      cnc 0.05446,1.5,0.631
  11618.      tpc 1,0
  11619.      tv 1,0
  11620.      tnc 1,0
  11621.      bpc 1,0
  11622.      bv 1,0
  11623.      bnc 1,0
  11624.      lpc 1,0
  11625.      lv 1,0
  11626.      lnc 1,0
  11627.      rpc 1,0
  11628.      rv 1,0
  11629.      rnc 1,0
  11630.      cs {
  11631.       pv {
  11632.        bb2D 0,0,0,0
  11633.        pg {
  11634.         pg {
  11635.          mode 0
  11636.          type 0
  11637.          styl {
  11638.           fill 0,1,1,1,0
  11639.           strk 0,0,0,0,0
  11640.           wdth 0
  11641.           isfi 0
  11642.           cap 1
  11643.           join 1
  11644.           }
  11645.          p2 {
  11646.           st -0.35587,-0.00809
  11647.           ss {
  11648.            s3 -0.35587,-0.19832,-0.20163,-0.35257,-0.0114,-0.35257
  11649.            s3 0.17873,-0.35257,0.33295,-0.19832,0.33295,-0.00809
  11650.            s3 0.33295,0.18204,0.17873,0.33626,-0.0114,0.33626
  11651.            s3 -0.20163,0.33626,-0.35587,0.18204,-0.35587,-0.00809
  11652.            }
  11653.           }
  11654.          }
  11655.         pg {
  11656.          mode 0
  11657.          type 0
  11658.          styl {
  11659.           fill 0,1,1,1,0
  11660.           strk 0,0,0,0,0
  11661.           wdth 0
  11662.           isfi 0
  11663.           cap 1
  11664.           join 1
  11665.           }
  11666.          p2 {
  11667.           st -0.40958,-0.40958
  11668.           ss {
  11669.            s1 0.4097,-0.40958
  11670.            s1 0.4097,0.4097
  11671.            s1 -0.40958,0.4097
  11672.            s1 -0.40958,-0.40958
  11673.            }
  11674.           }
  11675.          }
  11676.         }
  11677.        }
  11678.       fl 1
  11679.       sk 1
  11680.       sksh 1
  11681.       twst 0
  11682.       oo 0
  11683.       }
  11684.      }
  11685.     sap {
  11686.      cpc 0.06589,1.625,0.62285
  11687.      cv 0.06589,1.625,0.62285
  11688.      cnc 0.06589,1.625,0.62285
  11689.      tpc 1,0
  11690.      tv 1,0
  11691.      tnc 1,0
  11692.      bpc 1,0
  11693.      bv 1,0
  11694.      bnc 1,0
  11695.      lpc 1,0
  11696.      lv 1,0
  11697.      lnc 1,0
  11698.      rpc 1,0
  11699.      rv 1,0
  11700.      rnc 1,0
  11701.      cs {
  11702.       pv {
  11703.        bb2D 0,0,0,0
  11704.        pg {
  11705.         pg {
  11706.          mode 0
  11707.          type 0
  11708.          styl {
  11709.           fill 0,1,1,1,0
  11710.           strk 0,0,0,0,0
  11711.           wdth 0
  11712.           isfi 0
  11713.           cap 1
  11714.           join 1
  11715.           }
  11716.          p2 {
  11717.           st -0.3445,0
  11718.           ss {
  11719.            s3 -0.3445,-0.19019,-0.19019,-0.3445,0,-0.3445
  11720.            s3 0.19019,-0.3445,0.3445,-0.19019,0.3445,0
  11721.            s3 0.3445,0.19019,0.19019,0.3445,0,0.3445
  11722.            s3 -0.19019,0.3445,-0.3445,0.19019,-0.3445,0
  11723.            }
  11724.           }
  11725.          }
  11726.         pg {
  11727.          mode 0
  11728.          type 0
  11729.          styl {
  11730.           fill 0,1,1,1,0
  11731.           strk 0,0,0,0,0
  11732.           wdth 0
  11733.           isfi 0
  11734.           cap 1
  11735.           join 1
  11736.           }
  11737.          p2 {
  11738.           st -0.40958,-0.40958
  11739.           ss {
  11740.            s1 0.4097,-0.40958
  11741.            s1 0.4097,0.4097
  11742.            s1 -0.40958,0.4097
  11743.            s1 -0.40958,-0.40958
  11744.            }
  11745.           }
  11746.          }
  11747.         }
  11748.        }
  11749.       shnb {
  11750.        shno 1,3
  11751.        }
  11752.       fl 1
  11753.       sk 1
  11754.       sksh 1
  11755.       twst 0
  11756.       oo 0
  11757.       }
  11758.      }
  11759.     sap {
  11760.      cpc 0.06592,1.75,0.62285
  11761.      cv 0.06592,1.75,0.62285
  11762.      cnc 0.06592,1.75,0.62285
  11763.      tpc 1,0
  11764.      tv 1,0
  11765.      tnc 1,0
  11766.      bpc 1,0
  11767.      bv 1,0
  11768.      bnc 1,0
  11769.      lpc 1,0
  11770.      lv 1,0
  11771.      lnc 1,0
  11772.      rpc 1,0
  11773.      rv 1,0
  11774.      rnc 1,0
  11775.      cs {
  11776.       pv {
  11777.        bb2D 0,0,0,0
  11778.        pg {
  11779.         pg {
  11780.          mode 0
  11781.          type 0
  11782.          styl {
  11783.           fill 0,1,1,1,0
  11784.           strk 0,0,0,0,0
  11785.           wdth 0
  11786.           isfi 0
  11787.           cap 1
  11788.           join 1
  11789.           }
  11790.          p2 {
  11791.           st -0.3445,0
  11792.           ss {
  11793.            s3 -0.3445,-0.19019,-0.19019,-0.3445,0,-0.3445
  11794.            s3 0.19019,-0.3445,0.3445,-0.19019,0.3445,0
  11795.            s3 0.3445,0.19019,0.19019,0.3445,0,0.3445
  11796.            s3 -0.19019,0.3445,-0.3445,0.19019,-0.3445,0
  11797.            }
  11798.           }
  11799.          }
  11800.         pg {
  11801.          mode 0
  11802.          type 0
  11803.          styl {
  11804.           fill 0,1,1,1,0
  11805.           strk 0,0,0,0,0
  11806.           wdth 0
  11807.           isfi 0
  11808.           cap 1
  11809.           join 1
  11810.           }
  11811.          p2 {
  11812.           st -0.40958,-0.40958
  11813.           ss {
  11814.            s1 0.4097,-0.40958
  11815.            s1 0.4097,0.4097
  11816.            s1 -0.40958,0.4097
  11817.            s1 -0.40958,-0.40958
  11818.            }
  11819.           }
  11820.          }
  11821.         }
  11822.        }
  11823.       shnb {
  11824.        shno 1,3
  11825.        shno 2,4
  11826.        }
  11827.       fl 1
  11828.       sk 1
  11829.       sksh 1
  11830.       twst 0
  11831.       oo 0
  11832.       }
  11833.      }
  11834.     sap {
  11835.      cpc 0.06592,1.875,0.62285
  11836.      cv 0.06592,1.875,0.62285
  11837.      cnc 0.06592,1.875,0.62285
  11838.      tpc 1,0
  11839.      tv 1,0
  11840.      tnc 1,0
  11841.      bpc 1,0
  11842.      bv 1,0
  11843.      bnc 1,0
  11844.      lpc 1,0
  11845.      lv 1,0
  11846.      lnc 1,0
  11847.      rpc 1,0
  11848.      rv 1,0
  11849.      rnc 1,0
  11850.      cs {
  11851.       pv {
  11852.        bb2D 0,0,0,0
  11853.        pg {
  11854.         pg {
  11855.          mode 0
  11856.          type 0
  11857.          styl {
  11858.           fill 0,1,1,1,0
  11859.           strk 0,0,0,0,0
  11860.           wdth 0
  11861.           isfi 0
  11862.           cap 1
  11863.           join 1
  11864.           }
  11865.          p2 {
  11866.           st -0.3445,0
  11867.           ss {
  11868.            s3 -0.3445,-0.19019,-0.19019,-0.3445,0,-0.3445
  11869.            s3 0.19019,-0.3445,0.3445,-0.19019,0.3445,0
  11870.            s3 0.3445,0.19019,0.19019,0.3445,0,0.3445
  11871.            s3 -0.19019,0.3445,-0.3445,0.19019,-0.3445,0
  11872.            }
  11873.           }
  11874.          }
  11875.         pg {
  11876.          mode 0
  11877.          type 0
  11878.          styl {
  11879.           fill 0,1,1,1,0
  11880.           strk 0,0,0,0,0
  11881.           wdth 0
  11882.           isfi 0
  11883.           cap 1
  11884.           join 1
  11885.           }
  11886.          p2 {
  11887.           st -0.40958,-0.40958
  11888.           ss {
  11889.            s1 0.4097,-0.40958
  11890.            s1 0.4097,0.4097
  11891.            s1 -0.40958,0.4097
  11892.            s1 -0.40958,-0.40958
  11893.            }
  11894.           }
  11895.          }
  11896.         }
  11897.        }
  11898.       shnb {
  11899.        shno 2,4
  11900.        shno 1,5
  11901.        }
  11902.       fl 1
  11903.       sk 1
  11904.       sksh 1
  11905.       twst 0
  11906.       oo 0
  11907.       }
  11908.      }
  11909.     sap {
  11910.      cpc 0.06592,2,0.62285
  11911.      cv 0.06592,2,0.62285
  11912.      cnc 0,0,0
  11913.      tpc 1,0
  11914.      tv 1,0
  11915.      tnc 1,0
  11916.      bpc 1,0
  11917.      bv 1,0
  11918.      bnc 1,0
  11919.      lpc 1,0
  11920.      lv 1,0
  11921.      lnc 1,0
  11922.      rpc 1,0
  11923.      rv 1,0
  11924.      rnc 1,0
  11925.      cs {
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  11927.        bb2D 0,0,0,0
  11928.        pg {
  11929.         pg {
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  11931.          type 0
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  11934.           strk 0,0,0,0,0
  11935.           wdth 0
  11936.           isfi 0
  11937.           cap 1
  11938.           join 1
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  11940.          p2 {
  11941.           st -0.3445,0
  11942.           ss {
  11943.            s3 -0.3445,-0.19019,-0.19019,-0.3445,0,-0.3445
  11944.            s3 0.19019,-0.3445,0.3445,-0.19019,0.3445,0
  11945.            s3 0.3445,0.19019,0.19019,0.3445,0,0.3445
  11946.            s3 -0.19019,0.3445,-0.3445,0.19019,-0.3445,0
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  11948.           }
  11949.          }
  11950.         pg {
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  11952.          type 0
  11953.          styl {
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  11955.           strk 0,0,0,0,0
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  11957.           isfi 0
  11958.           cap 1
  11959.           join 1
  11960.           }
  11961.          p2 {
  11962.           st -0.40958,-0.40958
  11963.           ss {
  11964.            s1 0.4097,-0.40958
  11965.            s1 0.4097,0.4097
  11966.            s1 -0.40958,0.4097
  11967.            s1 -0.40958,-0.40958
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  11969.           }
  11970.          }
  11971.         }
  11972.        }
  11973.       shnb {
  11974.        shno 1,5
  11975.        shno 2,6
  11976.        }
  11977.       fl 1
  11978.       sk 1
  11979.       sksh 1
  11980.       twst 0
  11981.       oo 0
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  11983.      }
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  11989.     snap 1
  11990.     spct 0,0,0
  11991.     spsz 4
  11992.     }
  11993.    }
  11994.   ex {
  11995.    nm "tower outcrop"
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  11998.     elms {
  11999.      sprm {
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  12001.       aexp 1
  12002.       bbox 0,0,2,2
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  12005.        scmp {
  12006.         prkd 1
  12007.         ssub {
  12008.          sclr {
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  12010.           colr 0.96875,0.96875,0.99998
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  12012.          sval {
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  12014.           Val 0.12903
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  12016.          sval {
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  12018.           Val 0.12903
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  12020.          sval {
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  12024.          sval {
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  12028.          sval {
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  12032.          sval {
  12033.           prkd 1
  12034.           Val 0
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  12036.          sclr {
  12037.           prkd 1
  12038.           colr 0,0,0
  12039.           }
  12040.          }
  12041.         }
  12042.        }
  12043.       opac 1
  12044.       }
  12045.      }
  12046.     }
  12047.    fidl 1
  12048.    pi 0
  12049.    cl 0
  12050.    ev 0
  12051.    evs 0
  12052.    evvs 0
  12053.    evhs 0
  12054.    ph {
  12055.     sap {
  12056.      cpc 0,0,0
  12057.      cv -0.19994,-2.23549,-0.19994
  12058.      cnc -0.19994,-2.23549,-0.19994
  12059.      tpc 1,0
  12060.      tv 1,0
  12061.      tnc 1,0
  12062.      bpc 1,0
  12063.      bv 1,0
  12064.      bnc 1,0
  12065.      lpc 1,0
  12066.      lv 1,0
  12067.      lnc 1,0
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  12069.      rv 1,0
  12070.      rnc 1,0
  12071.      cs {
  12072.       pv {
  12073.        bb2D 0,0,0,0
  12074.        pg {
  12075.         pg {
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  12077.          type 0
  12078.          styl {
  12079.           fill 0,1,1,1,0
  12080.           strk 0,0,0,0,0
  12081.           wdth 0
  12082.           isfi 0
  12083.           cap 1
  12084.           join 1
  12085.           }
  12086.          p2 {
  12087.           st -2.5999,0
  12088.           ss {
  12089.            s3 -2.5999,-1.43584,-1.43584,-2.5999,0,-2.5999
  12090.            s3 1.43584,-2.5999,2.5999,-1.43584,2.5999,0
  12091.            s3 2.5999,1.43584,1.43584,2.5999,0,2.5999
  12092.            s3 -1.43584,2.5999,-2.5999,1.43584,-2.5999,0
  12093.            }
  12094.           }
  12095.          }
  12096.         }
  12097.        }
  12098.       fl 1
  12099.       sk 1
  12100.       sksh 1
  12101.       twst 0
  12102.       oo 0
  12103.       }
  12104.      }
  12105.     sap {
  12106.      cpc -0.19994,-1,-0.19997
  12107.      cv -0.19994,-1,-0.19997
  12108.      cnc -0.19994,-1,-0.19997
  12109.      tpc 1,0
  12110.      tv 1,0
  12111.      tnc 1,0
  12112.      bpc 1,0
  12113.      bv 1,0
  12114.      bnc 1,0
  12115.      lpc 1,0
  12116.      lv 1,0
  12117.      lnc 1,0
  12118.      rpc 1,0
  12119.      rv 1,0
  12120.      rnc 1,0
  12121.      cs {
  12122.       pv {
  12123.        bb2D 0,0,0,0
  12124.        pg {
  12125.         p2 {
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  12127.          ss {
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  12129.           s3 1.43584,-2.5999,2.59993,-1.43584,2.59993,0
  12130.           s3 2.59987,1.08549,1.93448,2.01566,0.98929,2.40488
  12131.           s3 0.94576,2.42278,0.91939,2.28792,0.87473,2.3035
  12132.           s3 0.85982,2.30872,0.65723,2.36497,0.64223,2.36992
  12133.           s3 0.58217,2.38968,0.69106,2.50774,0.62917,2.52315
  12134.           s3 0.49019,2.55779,0.34679,2.58109,0.19997,2.59227
  12135.           s3 0.13396,2.5974,0.21132,2.41422,0.144,2.41422
  12136.           s3 0.13979,2.41422,-0.15059,2.43642,-0.15482,2.43636
  12137.           s3 -0.21785,2.43607,-0.1382,2.59698,-0.20003,2.59227
  12138.           s3 -0.32587,2.58266,-0.44925,2.56412,-0.56946,2.53725
  12139.           s3 -0.62395,2.52505,-0.48914,2.39658,-0.5423,2.381
  12140.           s3 -0.56,2.37584,-0.8902,2.27582,-0.90764,2.27028
  12141.           s3 -0.97783,2.24814,-0.9229,2.43233,-0.99036,2.40453
  12142.           s3 -1.935,2.0152,-2.59993,1.08516,-2.5999,0
  12143.           }
  12144.          }
  12145.         p2 {
  12146.          st -2.5999,0
  12147.          ss {
  12148.           s3 -2.5999,-1.43584,-1.4359,-2.5999,0,-2.5999
  12149.           s3 1.43584,-2.5999,2.59993,-1.43584,2.59993,0
  12150.           s3 2.59987,1.08549,1.93448,2.01566,0.98929,2.40488
  12151.           s3 0.93126,2.42876,0.87218,2.45064,0.81212,2.47037
  12152.           s3 0.75208,2.49013,0.69106,2.50774,0.62917,2.52315
  12153.           s3 0.49019,2.55779,0.34679,2.58109,0.19997,2.59227
  12154.           s3 0.13396,2.5974,0.06728,2.5999,0,2.5999
  12155.           s3 -0.06725,2.5999,-0.13399,2.5974,-0.20003,2.59227
  12156.           s3 -0.32587,2.58266,-0.44925,2.56412,-0.56946,2.53725
  12157.           s3 -0.6422,2.521,-0.71358,2.50174,-0.7838,2.47954
  12158.           s3 -0.85399,2.4574,-0.9229,2.43233,-0.99036,2.40453
  12159.           s3 -1.935,2.0152,-2.59993,1.08516,-2.5999,0
  12160.           }
  12161.          }
  12162.         }
  12163.        }
  12164.       shnb {
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  12166.        shno 2,1
  12167.        }
  12168.       fl 0
  12169.       sk 1
  12170.       sksh 1
  12171.       twst 0
  12172.       oo 0
  12173.       }
  12174.      }
  12175.     sap {
  12176.      cpc -0.19997,0.125,-0.19997
  12177.      cv -0.19997,0.125,-0.19997
  12178.      cnc -0.19997,0.125,-0.19997
  12179.      tpc 1,0
  12180.      tv 1,0
  12181.      tnc 1,0
  12182.      bpc 1,0
  12183.      bv 1,0
  12184.      bnc 1,0
  12185.      lpc 1,0
  12186.      lv 1,0
  12187.      lnc 1,0
  12188.      rpc 1,0
  12189.      rv 1,0
  12190.      rnc 1,0
  12191.      cs {
  12192.       pv {
  12193.        bb2D 0,0,0,0
  12194.        pg {
  12195.         pg {
  12196.          mode 0
  12197.          type 0
  12198.          styl {
  12199.           fill 0,1,1,1,0
  12200.           strk 0,0,0,0,0
  12201.           wdth 0
  12202.           isfi 0
  12203.           cap 1
  12204.           join 1
  12205.           }
  12206.          p2 {
  12207.           st -2.5999,0
  12208.           ss {
  12209.            s3 -2.5999,-1.43584,-1.43584,-2.5999,0,-2.5999
  12210.            s3 1.43584,-2.5999,2.5999,-1.43584,2.5999,0
  12211.            s3 2.5999,1.43584,1.43584,2.5999,0,2.5999
  12212.            s3 -1.43584,2.5999,-2.5999,1.43584,-2.5999,0
  12213.            }
  12214.           }
  12215.          }
  12216.         p2 {
  12217.          st -2.5999,0
  12218.          ss {
  12219.           s3 -2.5999,-1.43584,-1.4359,-2.5999,0,-2.5999
  12220.           s3 1.43584,-2.5999,2.59993,-1.43584,2.59993,0
  12221.           s3 2.59987,1.08549,1.93448,2.01566,0.98929,2.40488
  12222.           s3 0.94576,2.42278,0.91939,2.28792,0.87473,2.3035
  12223.           s3 0.85982,2.30872,0.65723,2.36497,0.64223,2.36992
  12224.           s3 0.58217,2.38968,0.69106,2.50774,0.62917,2.52315
  12225.           s3 0.49019,2.55779,0.34679,2.58109,0.19997,2.59227
  12226.           s3 0.13396,2.5974,0.21132,2.41422,0.144,2.41422
  12227.           s3 0.13979,2.41422,-0.15059,2.43642,-0.15482,2.43636
  12228.           s3 -0.21785,2.43607,-0.1382,2.59698,-0.20003,2.59227
  12229.           s3 -0.32587,2.58266,-0.44925,2.56412,-0.56946,2.53725
  12230.           s3 -0.62395,2.52505,-0.48914,2.39658,-0.5423,2.381
  12231.           s3 -0.56,2.37584,-0.8902,2.27582,-0.90764,2.27028
  12232.           s3 -0.97783,2.24814,-0.9229,2.43233,-0.99036,2.40453
  12233.           s3 -1.935,2.0152,-2.59993,1.08516,-2.5999,0
  12234.           }
  12235.          }
  12236.         }
  12237.        }
  12238.       shnb {
  12239.        shno 1,3
  12240.        }
  12241.       fl 0
  12242.       sk 1
  12243.       sksh 1
  12244.       twst 0
  12245.       oo 0
  12246.       }
  12247.      }
  12248.     sap {
  12249.      cpc -0.19994,1.46222,-0.19994
  12250.      cv -0.19994,1.46222,-0.19994
  12251.      cnc 0,0,0
  12252.      tpc 1,0
  12253.      tv 1,0
  12254.      tnc 1,0
  12255.      bpc 1,0
  12256.      bv 1,0
  12257.      bnc 1,0
  12258.      lpc 1,0
  12259.      lv 1,0
  12260.      lnc 1,0
  12261.      rpc 1,0
  12262.      rv 1,0
  12263.      rnc 1,0
  12264.      cs {
  12265.       pv {
  12266.        bb2D 0,0,0,0
  12267.        pg {
  12268.         pg {
  12269.          mode 0
  12270.          type 0
  12271.          styl {
  12272.           fill 0,1,1,1,0
  12273.           strk 0,0,0,0,0
  12274.           wdth 0
  12275.           isfi 0
  12276.           cap 1
  12277.           join 1
  12278.           }
  12279.          p2 {
  12280.           st -2.5999,0
  12281.           ss {
  12282.            s3 -2.5999,-1.43584,-1.43584,-2.5999,0,-2.5999
  12283.            s3 1.43584,-2.5999,2.5999,-1.43584,2.5999,0
  12284.            s3 2.5999,1.43584,1.43584,2.5999,0,2.5999
  12285.            s3 -1.43584,2.5999,-2.5999,1.43584,-2.5999,0
  12286.            }
  12287.           }
  12288.          }
  12289.         }
  12290.        }
  12291.       shnb {
  12292.        shno 1,3
  12293.        }
  12294.       fl 1
  12295.       sk 1
  12296.       sksh 1
  12297.       twst 0
  12298.       oo 0
  12299.       }
  12300.      }
  12301.     }
  12302.    grid {
  12303.     valu 0.39995
  12304.     incr 1
  12305.     show 1
  12306.     snap 0
  12307.     spct 0,0,0
  12308.     spsz 4
  12309.     }
  12310.    }
  12311.   ex {
  12312.    nm "wood brace"
  12313.    sh {
  12314.     mapk 0
  12315.     elms {
  12316.      sprm {
  12317.       uvsp 8
  12318.       aexp 1
  12319.       bbox 0,0,1.59959,6.39955
  12320.       mbox 0,0,1.59959,6.39955
  12321.       shdr {
  12322.        scmp {
  12323.         prkd 1
  12324.         ssub {
  12325.          smap {
  12326.           MInf {
  12327.            tile 0
  12328.            seam 0
  12329.            cnth 7
  12330.            cntv 7
  12331.            flph 0
  12332.            flpv 1
  12333.            rotc 3
  12334.            intp 1
  12335.            invC 0
  12336.            }
  12337.           prkd 0
  12338.           CMAp {
  12339.            IMAP 0
  12340.            MDTA {
  12341.             REFN 8
  12342.             TIME "03:01:40 PM2569802"
  12343.             }
  12344.            }
  12345.           whit 0
  12346.           }
  12347.          sval {
  12348.           prkd 1
  12349.           Val 0
  12350.           }
  12351.          sval {
  12352.           prkd 1
  12353.           Val 0
  12354.           }
  12355.          sval {
  12356.           prkd 1
  12357.           Val 0
  12358.           }
  12359.          sval {
  12360.           prkd 1
  12361.           Val 0
  12362.           }
  12363.          sval {
  12364.           prkd 1
  12365.           Val 0
  12366.           }
  12367.          sval {
  12368.           prkd 1
  12369.           Val 0
  12370.           }
  12371.          void {
  12372.           }
  12373.          }
  12374.         }
  12375.        }
  12376.       opac 1
  12377.       }
  12378.      }
  12379.     }
  12380.    fidl 1
  12381.    pi 0
  12382.    cl 0
  12383.    ev 0
  12384.    evs 0
  12385.    evvs 0
  12386.    evhs 0
  12387.    ph {
  12388.     sap {
  12389.      cpc 0,0,0
  12390.      cv 0,-2,0
  12391.      cnc 0,-2,0
  12392.      tpc 1,0
  12393.      tv 1,0
  12394.      tnc 1,0
  12395.      bpc 1,0
  12396.      bv 1,0
  12397.      bnc 1,0
  12398.      lpc 1,0
  12399.      lv 1,0
  12400.      lnc 1,0
  12401.      rpc 1,0
  12402.      rv 1,0
  12403.      rnc 1,0
  12404.      cs {
  12405.       pv {
  12406.        bb2D 0,0,0,0
  12407.        pg {
  12408.         p2 {
  12409.          st -3.19977,0.79979
  12410.          ss {
  12411.           s1 -3.19977,-0.79979
  12412.           s1 -1.99979,-0.79979
  12413.           s1 -1.99979,-0.3998
  12414.           s3 -1.99979,-0.3998,-1.59978,0,0,0
  12415.           s3 1.59978,0,1.99979,-0.3998,1.99979,-0.3998
  12416.           s1 1.99979,-0.79979
  12417.           s1 3.19977,-0.79979
  12418.           s1 3.19977,0.79979
  12419.           s3 3.19977,0.79979,-3.19977,0.79979,-3.19977,0.79979
  12420.           }
  12421.          }
  12422.         }
  12423.        }
  12424.       fl 1
  12425.       sk 1
  12426.       sksh 1
  12427.       twst 0
  12428.       oo 0
  12429.       }
  12430.      }
  12431.     sap {
  12432.      cpc 0,-1.1998,0
  12433.      cv 0,-1.1998,0
  12434.      cnc 0,0,0
  12435.      tpc 1,0
  12436.      tv 1,0
  12437.      tnc 1,0
  12438.      bpc 1,0
  12439.      bv 1,0
  12440.      bnc 1,0
  12441.      lpc 1,0
  12442.      lv 1,0
  12443.      lnc 1,0
  12444.      rpc 1,0
  12445.      rv 1,0
  12446.      rnc 1,0
  12447.      cs {
  12448.       fl 0
  12449.       sk 1
  12450.       sksh 1
  12451.       twst 0
  12452.       oo 1
  12453.       }
  12454.      }
  12455.     }
  12456.    grid {
  12457.     valu 0.39977
  12458.     incr 1
  12459.     show 1
  12460.     snap 1
  12461.     spct 0,0,0
  12462.     spsz 4
  12463.     }
  12464.    }
  12465.   }
  12466.  tr {
  12467.   gr {
  12468.    nm "Universe"
  12469.    AnTr 1
  12470.    Cloa 1
  12471.    tran {
  12472.     po 0,0,0
  12473.     }
  12474.    XYZs 1,1,1
  12475.    MPSt 0
  12476.    so {
  12477.     gr {
  12478.      nm "white stone monument"
  12479.      AnTr 1
  12480.      Cloa 1
  12481.      tran {
  12482.       po -4.59424,3.51677,7.91335
  12483.       hp -3.54749,-15.22516,7.91335
  12484.       }
  12485.      XYZs 1,1,1
  12486.      MPSt 0
  12487.      so {
  12488.       gr {
  12489.        nm "bell tower"
  12490.        AnTr 1
  12491.        Cloa 1
  12492.        tran {
  12493.         po 0.76288,3.7811,8.79262
  12494.         Scal 1.32291
  12495.         hp 0.6857,2.43915,5.65482
  12496.         }
  12497.        XYZs 1,1,1
  12498.        MPSt 0
  12499.        so {
  12500.         gr {
  12501.          nm "bottom section"
  12502.          AnTr 1
  12503.          Cloa 1
  12504.          tran {
  12505.           po 0.44618,1.59999,-3.07719
  12506.           Scal 1.20277
  12507.           hp 0.44626,1.6001,-3.89902
  12508.           }
  12509.          XYZs 1,1,1
  12510.          MPSt 0
  12511.          so {
  12512.           gr {
  12513.            nm "corner towers"
  12514.            AnTr 1
  12515.            Cloa 1
  12516.            tran {
  12517.             po 0.40015,1.60013,-3.89056
  12518.             Scal 0.99997
  12519.             hp 0.40012,1.60013,-8.8584
  12520.             }
  12521.            XYZs 1,1,1
  12522.            MPSt 0
  12523.            so {
  12524.             gr {
  12525.              nm "corner tower"
  12526.              AnTr 1
  12527.              Cloa 1
  12528.              tran {
  12529.               po 2.89723,4.07756,-8.85832
  12530.               Scal 0.99998
  12531.               hp 2.89713,-0.8772,-8.8584
  12532.               }
  12533.              XYZs 1,1,1
  12534.              MPSt 0
  12535.              so {
  12536.               gr {
  12537.                nm "bottom"
  12538.                AnTr 1
  12539.                Cloa 1
  12540.                tran {
  12541.                 po 2.89716,-0.877,-9.98076
  12542.                 Scal 1.16663
  12543.                 hp 2.89716,-0.87708,-9.6839
  12544.                 }
  12545.                XYZs 1,1,1
  12546.                MPSt 0
  12547.                so {
  12548.                 inpr {
  12549.                  AnTr 1
  12550.                  Cloa 1
  12551.                  tran {
  12552.                   po 2.8972,-0.87704,-9.74464
  12553.                   mat 1,0,0,0,-0.00012,-1,0,1,-0.00012
  12554.                   hp 0,0,1.5999
  12555.                   }
  12556.                  XYZs 1,1,1
  12557.                  MPSt 0
  12558.                  sh {
  12559.                   mapk 0
  12560.                   elms {
  12561.                    }
  12562.                   }
  12563.                  ob "tall tower corner base "
  12564.                  }
  12565.                 inpr {
  12566.                  AnTr 1
  12567.                  Cloa 1
  12568.                  tran {
  12569.                   po 2.89719,-0.87706,-7.75946
  12570.                   mat 1,0,0,0,-0.00015,1,0,-1,-0.00015
  12571.                   Scal 1.25
  12572.                   hp 0.19994,-2.76253,-0.19994
  12573.                   }
  12574.                  XYZs 1,1.43584,1
  12575.                  defo {
  12576.                   affi {
  12577.                    ScaX 1
  12578.                    ScaY 1.43584
  12579.                    ScaZ 1
  12580.                    R1,1 1
  12581.                    R1,2 0
  12582.                    R1,3 0
  12583.                    R2,1 0
  12584.                    R2,2 1
  12585.                    R2,3 0
  12586.                    R3,1 0
  12587.                    R3,2 0
  12588.                    R3,3 1
  12589.                    Tra1 0
  12590.                    Tra2 0
  12591.                    Tra3 0
  12592.                    }
  12593.                   }
  12594.                  MPSt 0
  12595.                  sh {
  12596.                   mapk 0
  12597.                   elms {
  12598.                    }
  12599.                   }
  12600.                  ob "middle of corner tower"
  12601.                  }
  12602.                 }
  12603.                boxM 3.7722,-0.12698,-7.62263
  12604.                boxm 2.14731,-1.75192,-11.74471
  12605.                open 0
  12606.                }
  12607.               gr {
  12608.                nm "tip"
  12609.                AnTr 1
  12610.                Cloa 1
  12611.                tran {
  12612.                 po 2.897,-0.87698,-6.48949
  12613.                 Scal 0.62494
  12614.                 hp 2.89693,-1.79915,-9.06113
  12615.                 }
  12616.                XYZs 1,1,1
  12617.                MPSt 0
  12618.                so {
  12619.                 inpr {
  12620.                  AnTr 1
  12621.                  Cloa 1
  12622.                  tran {
  12623.                   po 2.89714,-1.79919,-9.90991
  12624.                   mat 1,0,0,0,-0.00012,-1,0,1,-0.00012
  12625.                   Scal 1.99995
  12626.                   hp 0.39995,-0.9072,0.39992
  12627.                   }
  12628.                  XYZs 1,0.64803,1
  12629.                  defo {
  12630.                   affi {
  12631.                    ScaX 1
  12632.                    ScaY 0.64803
  12633.                    ScaZ 1
  12634.                    R1,1 1
  12635.                    R1,2 0
  12636.                    R1,3 0
  12637.                    R2,1 0
  12638.                    R2,2 1
  12639.                    R2,3 0
  12640.                    R3,1 0
  12641.                    R3,2 0
  12642.                    R3,3 1
  12643.                    Tra1 0
  12644.                    Tra2 0
  12645.                    Tra3 0
  12646.                    }
  12647.                   }
  12648.                  MPSt 0
  12649.                  sh {
  12650.                   mapk 0
  12651.                   elms {
  12652.                    }
  12653.                   }
  12654.                  ob "top of corner tower"
  12655.                  }
  12656.                 gr {
  12657.                  nm "Group 3"
  12658.                  AnTr 1
  12659.                  Cloa 1
  12660.                  tran {
  12661.                   po 2.897,-1.79907,-8.27528
  12662.                   Scal 0.99998
  12663.                   hp 2.89708,-1.79912,-6.90352
  12664.                   }
  12665.                  XYZs 1,1,1
  12666.                  MPSt 0
  12667.                  so {
  12668.                   gr {
  12669.                    nm "blocks"
  12670.                    AnTr 1
  12671.                    Cloa 1
  12672.                    tran {
  12673.                     po 2.89708,-1.79936,-7.43274
  12674.                     Scal 0.99989
  12675.                     hp 2.89719,-1.79932,-7.43274
  12676.                     }
  12677.                    XYZs 1,1,1
  12678.                    MPSt 0
  12679.                    so {
  12680.                     inpr {
  12681.                      AnTr 1
  12682.                      Cloa 1
  12683.                      tran {
  12684.                       po 2.897,-1.79909,-7.43234
  12685.                       Scal 0.66518
  12686.                       hp 0.26949,-0.7715,0.53072
  12687.                       }
  12688.                      XYZs 1,1,1
  12689.                      MPSt 0
  12690.                      sh {
  12691.                       mapk 0
  12692.                       elms {
  12693.                        }
  12694.                       }
  12695.                      ob "block"
  12696.                      }
  12697.                     inpr {
  12698.                      AnTr 1
  12699.                      Cloa 1
  12700.                      tran {
  12701.                       po 2.89696,-1.79915,-7.43234
  12702.                       mat 0.86603,0.49997,0,-0.50002,0.86604,0,0,0,1
  12703.                       Scal 0.66518
  12704.                       hp 0.26949,-0.7715,0.53072
  12705.                       }
  12706.                      XYZs 1,1,1
  12707.                      MPSt 0
  12708.                      sh {
  12709.                       mapk 0
  12710.                       elms {
  12711.                        }
  12712.                       }
  12713.                      ob "block"
  12714.                      }
  12715.                     inpr {
  12716.                      AnTr 1
  12717.                      Cloa 1
  12718.                      tran {
  12719.                       po 2.89691,-1.79915,-7.43234
  12720.                       mat 0.49995,0.86603,0,-0.86606,0.49997,0,0,0,1
  12721.                       Scal 0.66518
  12722.                       hp 0.26949,-0.7715,0.53072
  12723.                       }
  12724.                      XYZs 1,1,1
  12725.                      MPSt 0
  12726.                      sh {
  12727.                       mapk 0
  12728.                       elms {
  12729.                        }
  12730.                       }
  12731.                      ob "block"
  12732.                      }
  12733.                     inpr {
  12734.                      AnTr 1
  12735.                      Cloa 1
  12736.                      tran {
  12737.                       po 2.897,-1.79916,-7.43234
  12738.                       mat 0,1,0,-1,0,0,0,0,1
  12739.                       Scal 0.66518
  12740.                       hp 0.26949,-0.7715,0.53072
  12741.                       }
  12742.                      XYZs 1,1,1
  12743.                      MPSt 0
  12744.                      sh {
  12745.                       mapk 0
  12746.                       elms {
  12747.                        }
  12748.                       }
  12749.                      ob "block"
  12750.                      }
  12751.                     inpr {
  12752.                      AnTr 1
  12753.                      Cloa 1
  12754.                      tran {
  12755.                       po 2.89699,-1.79916,-7.43234
  12756.                       mat -0.5,0.86601,0,-0.86603,-0.49998,0,0,0,1
  12757.                       Scal 0.66518
  12758.                       hp 0.26949,-0.7715,0.53072
  12759.                       }
  12760.                      XYZs 1,1,1
  12761.                      MPSt 0
  12762.                      sh {
  12763.                       mapk 0
  12764.                       elms {
  12765.                        }
  12766.                       }
  12767.                      ob "block"
  12768.                      }
  12769.                     inpr {
  12770.                      AnTr 1
  12771.                      Cloa 1
  12772.                      tran {
  12773.                       po 2.897,-1.79922,-7.43234
  12774.                       mat -0.86604,0.49997,0,-0.49998,-0.86603,0,0,0,1
  12775.                       Scal 0.66518
  12776.                       hp 0.26949,-0.7715,0.53072
  12777.                       }
  12778.                      XYZs 1,1,1
  12779.                      MPSt 0
  12780.                      sh {
  12781.                       mapk 0
  12782.                       elms {
  12783.                        }
  12784.                       }
  12785.                      ob "block"
  12786.                      }
  12787.                     inpr {
  12788.                      AnTr 1
  12789.                      Cloa 1
  12790.                      tran {
  12791.                       po 2.89702,-1.79922,-7.43234
  12792.                       mat -1,0,0,0,-1,0,0,0,1
  12793.                       Scal 0.66518
  12794.                       hp 0.26949,-0.7715,0.53072
  12795.                       }
  12796.                      XYZs 1,1,1
  12797.                      MPSt 0
  12798.                      sh {
  12799.                       mapk 0
  12800.                       elms {
  12801.                        }
  12802.                       }
  12803.                      ob "block"
  12804.                      }
  12805.                     inpr {
  12806.                      AnTr 1
  12807.                      Cloa 1
  12808.                      tran {
  12809.                       po 2.89706,-1.7993,-7.43234
  12810.                       mat -0.86603,-0.49998,0,0.49997,-0.86604,0,0,0,1
  12811.                       Scal 0.66518
  12812.                       hp 0.26949,-0.7715,0.53072
  12813.                       }
  12814.                      XYZs 1,1,1
  12815.                      MPSt 0
  12816.                      sh {
  12817.                       mapk 0
  12818.                       elms {
  12819.                        }
  12820.                       }
  12821.                      ob "block"
  12822.                      }
  12823.                     inpr {
  12824.                      AnTr 1
  12825.                      Cloa 1
  12826.                      tran {
  12827.                       po 2.89706,-1.79924,-7.43234
  12828.                       mat -0.50002,-0.86601,0,0.866,-0.50003,0,0,0,1
  12829.                       Scal 0.66518
  12830.                       hp 0.26949,-0.7715,0.53072
  12831.                       }
  12832.                      XYZs 1,1,1
  12833.                      MPSt 0
  12834.                      sh {
  12835.                       mapk 0
  12836.                       elms {
  12837.                        }
  12838.                       }
  12839.                      ob "block"
  12840.                      }
  12841.                     inpr {
  12842.                      AnTr 1
  12843.                      Cloa 1
  12844.                      tran {
  12845.                       po 2.89702,-1.79924,-7.43234
  12846.                       mat 0,-1,0,1,0,0,0,0,1
  12847.                       Scal 0.66518
  12848.                       hp 0.26949,-0.7715,0.53072
  12849.                       }
  12850.                      XYZs 1,1,1
  12851.                      MPSt 0
  12852.                      sh {
  12853.                       mapk 0
  12854.                       elms {
  12855.                        }
  12856.                       }
  12857.                      ob "block"
  12858.                      }
  12859.                     inpr {
  12860.                      AnTr 1
  12861.                      Cloa 1
  12862.                      tran {
  12863.                       po 2.89702,-1.79933,-7.43234
  12864.                       mat 0.49992,-0.86607,0,0.86603,0.49991,0,0,0,1
  12865.                       Scal 0.66518
  12866.                       hp 0.26949,-0.7715,0.53072
  12867.                       }
  12868.                      XYZs 1,1,1
  12869.                      MPSt 0
  12870.                      sh {
  12871.                       mapk 0
  12872.                       elms {
  12873.                        }
  12874.                       }
  12875.                      ob "block"
  12876.                      }
  12877.                     inpr {
  12878.                      AnTr 1
  12879.                      Cloa 1
  12880.                      tran {
  12881.                       po 2.89697,-1.79935,-7.43234
  12882.                       mat 0.866,-0.50003,0,0.49998,0.86598,0,0,0,1
  12883.                       Scal 0.66518
  12884.                       hp 0.26949,-0.7715,0.53072
  12885.                       }
  12886.                      XYZs 1,1,1
  12887.                      MPSt 0
  12888.                      sh {
  12889.                       mapk 0
  12890.                       elms {
  12891.                        }
  12892.                       }
  12893.                      ob "block"
  12894.                      }
  12895.                     }
  12896.                    boxM 3.71411,-0.98215,-7.34044
  12897.                    boxm 2.07985,-2.61626,-7.52431
  12898.                    open 0
  12899.                    }
  12900.                   inpr {
  12901.                    AnTr 1
  12902.                    Cloa 1
  12903.                    tran {
  12904.                     po 2.89708,-1.79913,-6.69754
  12905.                     mat 0,0,1,1,0,0,0,1,0
  12906.                     Scal 0.48878
  12907.                     hp -0.2493,0.12259,0.20096
  12908.                     }
  12909.                    XYZs 1,1,1
  12910.                    MPSt 0
  12911.                    sh {
  12912.                     mapk 0
  12913.                     elms {
  12914.                      }
  12915.                     }
  12916.                    ob "dome for corner tower"
  12917.                    }
  12918.                   inpr {
  12919.                    AnTr 1
  12920.                    Cloa 1
  12921.                    tran {
  12922.                     po 2.89708,-1.79909,-7.88428
  12923.                     mat 1,0,0,0,-0.00012,-1,0,1,-0.00012
  12924.                     Scal 1.40985
  12925.                     hp 0.19994,-1.71364,0.2
  12926.                     }
  12927.                    XYZs 1,1,1
  12928.                    MPSt 0
  12929.                    sh {
  12930.                     mapk 0
  12931.                     elms {
  12932.                      }
  12933.                     }
  12934.                    ob "tipof corner tower"
  12935.                    }
  12936.                   }
  12937.                  boxM 3.89703,-0.7993,-5.71815
  12938.                  boxm 1.89742,-2.79874,-8.08914
  12939.                  open 0
  12940.                  }
  12941.                 inpr {
  12942.                  AnTr 1
  12943.                  Cloa 1
  12944.                  tran {
  12945.                   po 2.88736,-1.78641,-10.05194
  12946.                   mat -1,0,0,0,-1,-0.00012,0,-0.00012,1
  12947.                   Scal 0.19998
  12948.                   }
  12949.                  XYZs 1,1,1
  12950.                  MPSt 0
  12951.                  sh {
  12952.                   mapk 0
  12953.                   elms {
  12954.                    }
  12955.                   }
  12956.                  ob "Cylinder"
  12957.                  }
  12958.                 }
  12959.                boxM 3.89693,-0.79927,-7.08997
  12960.                boxm 1.89735,-2.79866,-10.91415
  12961.                open 0
  12962.                }
  12963.               }
  12964.              boxM 3.91797,-0.00195,-5.25768
  12965.              boxm 2.02235,-1.89763,-12.38493
  12966.              open 0
  12967.              }
  12968.             gr {
  12969.              nm "corner tower"
  12970.              AnTr 1
  12971.              Cloa 1
  12972.              tran {
  12973.               po -2.09686,4.07756,-8.85832
  12974.               Scal 0.99998
  12975.               hp 2.89713,-0.8772,-8.8584
  12976.               }
  12977.              XYZs 1,1,1
  12978.              MPSt 0
  12979.              so {
  12980.               gr {
  12981.                nm "bottom"
  12982.                AnTr 1
  12983.                Cloa 1
  12984.                tran {
  12985.                 po 2.89714,-0.877,-9.98076
  12986.                 Scal 1.16663
  12987.                 hp 2.89716,-0.87708,-9.6839
  12988.                 }
  12989.                XYZs 1,1,1
  12990.                MPSt 0
  12991.                so {
  12992.                 inpr {
  12993.                  AnTr 1
  12994.                  Cloa 1
  12995.                  tran {
  12996.                   po 2.89722,-0.87704,-9.74464
  12997.                   mat 1,0,0,0,-0.00012,-1,0,1,-0.00012
  12998.                   hp 0,0,1.5999
  12999.                   }
  13000.                  XYZs 1,1,1
  13001.                  MPSt 0
  13002.                  sh {
  13003.                   mapk 0
  13004.                   elms {
  13005.                    }
  13006.                   }
  13007.                  ob "tall tower corner base "
  13008.                  }
  13009.                 inpr {
  13010.                  AnTr 1
  13011.                  Cloa 1
  13012.                  tran {
  13013.                   po 2.8972,-0.87706,-7.75946
  13014.                   mat 1,0,0,0,-0.00015,1,0,-1,-0.00015
  13015.                   Scal 1.25
  13016.                   hp 0.19994,-2.76253,-0.19994
  13017.                   }
  13018.                  XYZs 1,1.43584,1
  13019.                  defo {
  13020.                   affi {
  13021.                    ScaX 1
  13022.                    ScaY 1.43584
  13023.                    ScaZ 1
  13024.                    R1,1 1
  13025.                    R1,2 0
  13026.                    R1,3 0
  13027.                    R2,1 0
  13028.                    R2,2 1
  13029.                    R2,3 0
  13030.                    R3,1 0
  13031.                    R3,2 0
  13032.                    R3,3 1
  13033.                    Tra1 0
  13034.                    Tra2 0
  13035.                    Tra3 0
  13036.                    }
  13037.                   }
  13038.                  MPSt 0
  13039.                  sh {
  13040.                   mapk 0
  13041.                   elms {
  13042.                    }
  13043.                   }
  13044.                  ob "middle of corner tower"
  13045.                  }
  13046.                 }
  13047.                boxM 3.77222,-0.12698,-7.62263
  13048.                boxm 2.14732,-1.75192,-11.74471
  13049.                open 0
  13050.                }
  13051.               gr {
  13052.                nm "tip"
  13053.                AnTr 1
  13054.                Cloa 1
  13055.                tran {
  13056.                 po 2.89693,-0.87698,-6.48949
  13057.                 Scal 0.62494
  13058.                 hp 2.89693,-1.79915,-9.06113
  13059.                 }
  13060.                XYZs 1,1,1
  13061.                MPSt 0
  13062.                so {
  13063.                 inpr {
  13064.                  AnTr 1
  13065.                  Cloa 1
  13066.                  tran {
  13067.                   po 2.89716,-1.79919,-9.90991
  13068.                   mat 1,0,0,0,-0.00012,-1,0,1,-0.00012
  13069.                   Scal 1.99995
  13070.                   hp 0.39995,-0.9072,0.39992
  13071.                   }
  13072.                  XYZs 1,0.64803,1
  13073.                  defo {
  13074.                   affi {
  13075.                    ScaX 1
  13076.                    ScaY 0.64803
  13077.                    ScaZ 1
  13078.                    R1,1 1
  13079.                    R1,2 0
  13080.                    R1,3 0
  13081.                    R2,1 0
  13082.                    R2,2 1
  13083.                    R2,3 0
  13084.                    R3,1 0
  13085.                    R3,2 0
  13086.                    R3,3 1
  13087.                    Tra1 0
  13088.                    Tra2 0
  13089.                    Tra3 0
  13090.                    }
  13091.                   }
  13092.                  MPSt 0
  13093.                  sh {
  13094.                   mapk 0
  13095.                   elms {
  13096.                    }
  13097.                   }
  13098.                  ob "top of corner tower"
  13099.                  }
  13100.                 gr {
  13101.                  nm "Group 3"
  13102.                  AnTr 1
  13103.                  Cloa 1
  13104.                  tran {
  13105.                   po 2.89696,-1.79907,-8.27528
  13106.                   Scal 0.99998
  13107.                   hp 2.89708,-1.79912,-6.90352
  13108.                   }
  13109.                  XYZs 1,1,1
  13110.                  MPSt 0
  13111.                  so {
  13112.                   gr {
  13113.                    nm "blocks"
  13114.                    AnTr 1
  13115.                    Cloa 1
  13116.                    tran {
  13117.                     po 2.89709,-1.79936,-7.43274
  13118.                     Scal 0.99989
  13119.                     hp 2.89713,-1.79929,-7.4328
  13120.                     }
  13121.                    XYZs 1,1,1
  13122.                    MPSt 0
  13123.                    so {
  13124.                     inpr {
  13125.                      AnTr 1
  13126.                      Cloa 1
  13127.                      tran {
  13128.                       po 2.897,-1.79913,-7.43236
  13129.                       Scal 0.66518
  13130.                       hp 0.26949,-0.7715,0.53072
  13131.                       }
  13132.                      XYZs 1,1,1
  13133.                      MPSt 0
  13134.                      sh {
  13135.                       mapk 0
  13136.                       elms {
  13137.                        }
  13138.                       }
  13139.                      ob "block"
  13140.                      }
  13141.                     inpr {
  13142.                      AnTr 1
  13143.                      Cloa 1
  13144.                      tran {
  13145.                       po 2.89694,-1.79915,-7.43236
  13146.                       mat 0.86603,0.49997,0,-0.50002,0.86604,0,0,0,1
  13147.                       Scal 0.66518
  13148.                       hp 0.26949,-0.7715,0.53072
  13149.                       }
  13150.                      XYZs 1,1,1
  13151.                      MPSt 0
  13152.                      sh {
  13153.                       mapk 0
  13154.                       elms {
  13155.                        }
  13156.                       }
  13157.                      ob "block"
  13158.                      }
  13159.                     inpr {
  13160.                      AnTr 1
  13161.                      Cloa 1
  13162.                      tran {
  13163.                       po 2.89694,-1.79912,-7.43236
  13164.                       mat 0.49995,0.86603,0,-0.86606,0.49997,0,0,0,1
  13165.                       Scal 0.66518
  13166.                       hp 0.26949,-0.7715,0.53072
  13167.                       }
  13168.                      XYZs 1,1,1
  13169.                      MPSt 0
  13170.                      sh {
  13171.                       mapk 0
  13172.                       elms {
  13173.                        }
  13174.                       }
  13175.                      ob "block"
  13176.                      }
  13177.                     inpr {
  13178.                      AnTr 1
  13179.                      Cloa 1
  13180.                      tran {
  13181.                       po 2.897,-1.79915,-7.43236
  13182.                       mat 0,1,0,-1,0,0,0,0,1
  13183.                       Scal 0.66518
  13184.                       hp 0.26949,-0.7715,0.53072
  13185.                       }
  13186.                      XYZs 1,1,1
  13187.                      MPSt 0
  13188.                      sh {
  13189.                       mapk 0
  13190.                       elms {
  13191.                        }
  13192.                       }
  13193.                      ob "block"
  13194.                      }
  13195.                     inpr {
  13196.                      AnTr 1
  13197.                      Cloa 1
  13198.                      tran {
  13199.                       po 2.89696,-1.79913,-7.43236
  13200.                       mat -0.5,0.86601,0,-0.86603,-0.49998,0,0,0,1
  13201.                       Scal 0.66518
  13202.                       hp 0.26949,-0.7715,0.53072
  13203.                       }
  13204.                      XYZs 1,1,1
  13205.                      MPSt 0
  13206.                      sh {
  13207.                       mapk 0
  13208.                       elms {
  13209.                        }
  13210.                       }
  13211.                      ob "block"
  13212.                      }
  13213.                     inpr {
  13214.                      AnTr 1
  13215.                      Cloa 1
  13216.                      tran {
  13217.                       po 2.89702,-1.79927,-7.43236
  13218.                       mat -0.86604,0.49997,0,-0.49998,-0.86603,0,0,0,1
  13219.                       Scal 0.66518
  13220.                       hp 0.26949,-0.7715,0.53072
  13221.                       }
  13222.                      XYZs 1,1,1
  13223.                      MPSt 0
  13224.                      sh {
  13225.                       mapk 0
  13226.                       elms {
  13227.                        }
  13228.                       }
  13229.                      ob "block"
  13230.                      }
  13231.                     inpr {
  13232.                      AnTr 1
  13233.                      Cloa 1
  13234.                      tran {
  13235.                       po 2.89702,-1.79918,-7.43236
  13236.                       mat -1,0,0,0,-1,0,0,0,1
  13237.                       Scal 0.66518
  13238.                       hp 0.26949,-0.7715,0.53072
  13239.                       }
  13240.                      XYZs 1,1,1
  13241.                      MPSt 0
  13242.                      sh {
  13243.                       mapk 0
  13244.                       elms {
  13245.                        }
  13246.                       }
  13247.                      ob "block"
  13248.                      }
  13249.                     inpr {
  13250.                      AnTr 1
  13251.                      Cloa 1
  13252.                      tran {
  13253.                       po 2.89702,-1.79918,-7.43236
  13254.                       mat -0.86603,-0.49998,0,0.49997,-0.86604,0,0,0,1
  13255.                       Scal 0.66518
  13256.                       hp 0.26949,-0.7715,0.53072
  13257.                       }
  13258.                      XYZs 1,1,1
  13259.                      MPSt 0
  13260.                      sh {
  13261.                       mapk 0
  13262.                       elms {
  13263.                        }
  13264.                       }
  13265.                      ob "block"
  13266.                      }
  13267.                     inpr {
  13268.                      AnTr 1
  13269.                      Cloa 1
  13270.                      tran {
  13271.                       po 2.89702,-1.79929,-7.43236
  13272.                       mat -0.50002,-0.86601,0,0.866,-0.50003,0,0,0,1
  13273.                       Scal 0.66518
  13274.                       hp 0.26949,-0.7715,0.53072
  13275.                       }
  13276.                      XYZs 1,1,1
  13277.                      MPSt 0
  13278.                      sh {
  13279.                       mapk 0
  13280.                       elms {
  13281.                        }
  13282.                       }
  13283.                      ob "block"
  13284.                      }
  13285.                     inpr {
  13286.                      AnTr 1
  13287.                      Cloa 1
  13288.                      tran {
  13289.                       po 2.89702,-1.79929,-7.43236
  13290.                       mat 0,-1,0,1,0,0,0,0,1
  13291.                       Scal 0.66518
  13292.                       hp 0.26949,-0.7715,0.53072
  13293.                       }
  13294.                      XYZs 1,1,1
  13295.                      MPSt 0
  13296.                      sh {
  13297.                       mapk 0
  13298.                       elms {
  13299.                        }
  13300.                       }
  13301.                      ob "block"
  13302.                      }
  13303.                     inpr {
  13304.                      AnTr 1
  13305.                      Cloa 1
  13306.                      tran {
  13307.                       po 2.89703,-1.79933,-7.43236
  13308.                       mat 0.49992,-0.86607,0,0.86603,0.49991,0,0,0,1
  13309.                       Scal 0.66518
  13310.                       hp 0.26949,-0.7715,0.53072
  13311.                       }
  13312.                      XYZs 1,1,1
  13313.                      MPSt 0
  13314.                      sh {
  13315.                       mapk 0
  13316.                       elms {
  13317.                        }
  13318.                       }
  13319.                      ob "block"
  13320.                      }
  13321.                     inpr {
  13322.                      AnTr 1
  13323.                      Cloa 1
  13324.                      tran {
  13325.                       po 2.89697,-1.79933,-7.43236
  13326.                       mat 0.866,-0.50003,0,0.49998,0.86598,0,0,0,1
  13327.                       Scal 0.66518
  13328.                       hp 0.26949,-0.7715,0.53072
  13329.                       }
  13330.                      XYZs 1,1,1
  13331.                      MPSt 0
  13332.                      sh {
  13333.                       mapk 0
  13334.                       elms {
  13335.                        }
  13336.                       }
  13337.                      ob "block"
  13338.                      }
  13339.                     }
  13340.                    boxM 3.71411,-0.98212,-7.34045
  13341.                    boxm 2.07986,-2.61629,-7.52432
  13342.                    open 0
  13343.                    }
  13344.                   inpr {
  13345.                    AnTr 1
  13346.                    Cloa 1
  13347.                    tran {
  13348.                     po 2.89709,-1.79913,-6.69754
  13349.                     mat 0,0,1,1,0,0,0,1,0
  13350.                     Scal 0.48878
  13351.                     hp -0.2493,0.12259,0.20096
  13352.                     }
  13353.                    XYZs 1,1,1
  13354.                    MPSt 0
  13355.                    sh {
  13356.                     mapk 0
  13357.                     elms {
  13358.                      }
  13359.                     }
  13360.                    ob "dome for corner tower"
  13361.                    }
  13362.                   inpr {
  13363.                    AnTr 1
  13364.                    Cloa 1
  13365.                    tran {
  13366.                     po 2.89709,-1.79909,-7.88428
  13367.                     mat 1,0,0,0,-0.00012,-1,0,1,-0.00012
  13368.                     Scal 1.40985
  13369.                     hp 0.19994,-1.71364,0.2
  13370.                     }
  13371.                    XYZs 1,1,1
  13372.                    MPSt 0
  13373.                    sh {
  13374.                     mapk 0
  13375.                     elms {
  13376.                      }
  13377.                     }
  13378.                    ob "tipof corner tower"
  13379.                    }
  13380.                   }
  13381.                  boxM 3.89703,-0.7993,-5.71815
  13382.                  boxm 1.89742,-2.79874,-8.08914
  13383.                  open 0
  13384.                  }
  13385.                 inpr {
  13386.                  AnTr 1
  13387.                  Cloa 1
  13388.                  tran {
  13389.                   po 2.88733,-1.78641,-10.05194
  13390.                   mat -1,0,0,0,-1,-0.00012,0,-0.00012,1
  13391.                   Scal 0.19998
  13392.                   }
  13393.                  XYZs 1,1,1
  13394.                  MPSt 0
  13395.                  sh {
  13396.                   mapk 0
  13397.                   elms {
  13398.                    }
  13399.                   }
  13400.                  ob "Cylinder"
  13401.                  }
  13402.                 }
  13403.                boxM 3.89687,-0.79927,-7.08997
  13404.                boxm 1.89729,-2.79866,-10.91415
  13405.                open 0
  13406.                }
  13407.               }
  13408.              boxM 3.91797,-0.00195,-5.25768
  13409.              boxm 2.02235,-1.89763,-12.38493
  13410.              open 0
  13411.              }
  13412.             gr {
  13413.              nm "corner tower"
  13414.              AnTr 1
  13415.              Cloa 1
  13416.              tran {
  13417.               po 2.89723,-0.87721,-8.85832
  13418.               Scal 0.99998
  13419.               hp 2.89713,-0.8772,-8.8584
  13420.               }
  13421.              XYZs 1,1,1
  13422.              MPSt 0
  13423.              so {
  13424.               gr {
  13425.                nm "bottom"
  13426.                AnTr 1
  13427.                Cloa 1
  13428.                tran {
  13429.                 po 2.89716,-0.87704,-9.98076
  13430.                 Scal 1.16663
  13431.                 hp 2.89716,-0.87708,-9.6839
  13432.                 }
  13433.                XYZs 1,1,1
  13434.                MPSt 0
  13435.                so {
  13436.                 inpr {
  13437.                  AnTr 1
  13438.                  Cloa 1
  13439.                  tran {
  13440.                   po 2.8972,-0.87706,-9.74464
  13441.                   mat 1,0,0,0,-0.00012,-1,0,1,-0.00012
  13442.                   hp 0,0,1.5999
  13443.                   }
  13444.                  XYZs 1,1,1
  13445.                  MPSt 0
  13446.                  sh {
  13447.                   mapk 0
  13448.                   elms {
  13449.                    }
  13450.                   }
  13451.                  ob "tall tower corner base "
  13452.                  }
  13453.                 inpr {
  13454.                  AnTr 1
  13455.                  Cloa 1
  13456.                  tran {
  13457.                   po 2.89719,-0.87726,-7.75946
  13458.                   mat 1,0,0,0,-0.00015,1,0,-1,-0.00015
  13459.                   Scal 1.25
  13460.                   hp 0.19994,-2.76253,-0.19994
  13461.                   }
  13462.                  XYZs 1,1.43584,1
  13463.                  defo {
  13464.                   affi {
  13465.                    ScaX 1
  13466.                    ScaY 1.43584
  13467.                    ScaZ 1
  13468.                    R1,1 1
  13469.                    R1,2 0
  13470.                    R1,3 0
  13471.                    R2,1 0
  13472.                    R2,2 1
  13473.                    R2,3 0
  13474.                    R3,1 0
  13475.                    R3,2 0
  13476.                    R3,3 1
  13477.                    Tra1 0
  13478.                    Tra2 0
  13479.                    Tra3 0
  13480.                    }
  13481.                   }
  13482.                  MPSt 0
  13483.                  sh {
  13484.                   mapk 0
  13485.                   elms {
  13486.                    }
  13487.                   }
  13488.                  ob "middle of corner tower"
  13489.                  }
  13490.                 }
  13491.                boxM 3.7722,-0.12717,-7.62263
  13492.                boxm 2.14731,-1.75211,-11.74471
  13493.                open 0
  13494.                }
  13495.               gr {
  13496.                nm "tip"
  13497.                AnTr 1
  13498.                Cloa 1
  13499.                tran {
  13500.                 po 2.897,-0.87704,-6.48949
  13501.                 Scal 0.62494
  13502.                 hp 2.89693,-1.79915,-9.06113
  13503.                 }
  13504.                XYZs 1,1,1
  13505.                MPSt 0
  13506.                so {
  13507.                 inpr {
  13508.                  AnTr 1
  13509.                  Cloa 1
  13510.                  tran {
  13511.                   po 2.89714,-1.79916,-9.90994
  13512.                   mat 1,0,0,0,-0.00012,-1,0,1,-0.00012
  13513.                   Scal 1.99995
  13514.                   hp 0.39995,-0.9072,0.39992
  13515.                   }
  13516.                  XYZs 1,0.64803,1
  13517.                  defo {
  13518.                   affi {
  13519.                    ScaX 1
  13520.                    ScaY 0.64803
  13521.                    ScaZ 1
  13522.                    R1,1 1
  13523.                    R1,2 0
  13524.                    R1,3 0
  13525.                    R2,1 0
  13526.                    R2,2 1
  13527.                    R2,3 0
  13528.                    R3,1 0
  13529.                    R3,2 0
  13530.                    R3,3 1
  13531.                    Tra1 0
  13532.                    Tra2 0
  13533.                    Tra3 0
  13534.                    }
  13535.                   }
  13536.                  MPSt 0
  13537.                  sh {
  13538.                   mapk 0
  13539.                   elms {
  13540.                    }
  13541.                   }
  13542.                  ob "top of corner tower"
  13543.                  }
  13544.                 gr {
  13545.                  nm "Group 3"
  13546.                  AnTr 1
  13547.                  Cloa 1
  13548.                  tran {
  13549.                   po 2.897,-1.79913,-8.27528
  13550.                   Scal 0.99998
  13551.                   hp 2.89708,-1.79912,-6.90352
  13552.                   }
  13553.                  XYZs 1,1,1
  13554.                  MPSt 0
  13555.                  so {
  13556.                   gr {
  13557.                    nm "blocks"
  13558.                    AnTr 1
  13559.                    Cloa 1
  13560.                    tran {
  13561.                     po 2.89702,-1.79932,-7.43274
  13562.                     Scal 0.99989
  13563.                     hp 2.89713,-1.79929,-7.4328
  13564.                     }
  13565.                    XYZs 1,1,1
  13566.                    MPSt 0
  13567.                    so {
  13568.                     inpr {
  13569.                      AnTr 1
  13570.                      Cloa 1
  13571.                      tran {
  13572.                       po 2.89717,-1.79912,-7.43236
  13573.                       Scal 0.66518
  13574.                       hp 0.26949,-0.7715,0.53072
  13575.                       }
  13576.                      XYZs 1,1,1
  13577.                      MPSt 0
  13578.                      sh {
  13579.                       mapk 0
  13580.                       elms {
  13581.                        }
  13582.                       }
  13583.                      ob "block"
  13584.                      }
  13585.                     inpr {
  13586.                      AnTr 1
  13587.                      Cloa 1
  13588.                      tran {
  13589.                       po 2.89702,-1.79918,-7.43236
  13590.                       mat 0.86603,0.49997,0,-0.50002,0.86604,0,0,0,1
  13591.                       Scal 0.66518
  13592.                       hp 0.26949,-0.7715,0.53072
  13593.                       }
  13594.                      XYZs 1,1,1
  13595.                      MPSt 0
  13596.                      sh {
  13597.                       mapk 0
  13598.                       elms {
  13599.                        }
  13600.                       }
  13601.                      ob "block"
  13602.                      }
  13603.                     inpr {
  13604.                      AnTr 1
  13605.                      Cloa 1
  13606.                      tran {
  13607.                       po 2.89703,-1.79915,-7.43236
  13608.                       mat 0.49995,0.86603,0,-0.86606,0.49997,0,0,0,1
  13609.                       Scal 0.66518
  13610.                       hp 0.26949,-0.7715,0.53072
  13611.                       }
  13612.                      XYZs 1,1,1
  13613.                      MPSt 0
  13614.                      sh {
  13615.                       mapk 0
  13616.                       elms {
  13617.                        }
  13618.                       }
  13619.                      ob "block"
  13620.                      }
  13621.                     inpr {
  13622.                      AnTr 1
  13623.                      Cloa 1
  13624.                      tran {
  13625.                       po 2.89717,-1.79927,-7.43236
  13626.                       mat 0,1,0,-1,0,0,0,0,1
  13627.                       Scal 0.66518
  13628.                       hp 0.26949,-0.7715,0.53072
  13629.                       }
  13630.                      XYZs 1,1,1
  13631.                      MPSt 0
  13632.                      sh {
  13633.                       mapk 0
  13634.                       elms {
  13635.                        }
  13636.                       }
  13637.                      ob "block"
  13638.                      }
  13639.                     inpr {
  13640.                      AnTr 1
  13641.                      Cloa 1
  13642.                      tran {
  13643.                       po 2.89717,-1.79926,-7.43236
  13644.                       mat -0.5,0.86601,0,-0.86603,-0.49998,0,0,0,1
  13645.                       Scal 0.66518
  13646.                       hp 0.26949,-0.7715,0.53072
  13647.                       }
  13648.                      XYZs 1,1,1
  13649.                      MPSt 0
  13650.                      sh {
  13651.                       mapk 0
  13652.                       elms {
  13653.                        }
  13654.                       }
  13655.                      ob "block"
  13656.                      }
  13657.                     inpr {
  13658.                      AnTr 1
  13659.                      Cloa 1
  13660.                      tran {
  13661.                       po 2.89719,-1.79924,-7.43236
  13662.                       mat -0.86604,0.49997,0,-0.49998,-0.86603,0,0,0,1
  13663.                       Scal 0.66518
  13664.                       hp 0.26949,-0.7715,0.53072
  13665.                       }
  13666.                      XYZs 1,1,1
  13667.                      MPSt 0
  13668.                      sh {
  13669.                       mapk 0
  13670.                       elms {
  13671.                        }
  13672.                       }
  13673.                      ob "block"
  13674.                      }
  13675.                     inpr {
  13676.                      AnTr 1
  13677.                      Cloa 1
  13678.                      tran {
  13679.                       po 2.89719,-1.79927,-7.43236
  13680.                       mat -1,0,0,0,-1,0,0,0,1
  13681.                       Scal 0.66518
  13682.                       hp 0.26949,-0.7715,0.53072
  13683.                       }
  13684.                      XYZs 1,1,1
  13685.                      MPSt 0
  13686.                      sh {
  13687.                       mapk 0
  13688.                       elms {
  13689.                        }
  13690.                       }
  13691.                      ob "block"
  13692.                      }
  13693.                     inpr {
  13694.                      AnTr 1
  13695.                      Cloa 1
  13696.                      tran {
  13697.                       po 2.89722,-1.79926,-7.43236
  13698.                       mat -0.86603,-0.49998,0,0.49997,-0.86604,0,0,0,1
  13699.                       Scal 0.66518
  13700.                       hp 0.26949,-0.7715,0.53072
  13701.                       }
  13702.                      XYZs 1,1,1
  13703.                      MPSt 0
  13704.                      sh {
  13705.                       mapk 0
  13706.                       elms {
  13707.                        }
  13708.                       }
  13709.                      ob "block"
  13710.                      }
  13711.                     inpr {
  13712.                      AnTr 1
  13713.                      Cloa 1
  13714.                      tran {
  13715.                       po 2.89723,-1.79926,-7.43236
  13716.                       mat -0.50002,-0.86601,0,0.866,-0.50003,0,0,0,1
  13717.                       Scal 0.66518
  13718.                       hp 0.26949,-0.7715,0.53072
  13719.                       }
  13720.                      XYZs 1,1,1
  13721.                      MPSt 0
  13722.                      sh {
  13723.                       mapk 0
  13724.                       elms {
  13725.                        }
  13726.                       }
  13727.                      ob "block"
  13728.                      }
  13729.                     inpr {
  13730.                      AnTr 1
  13731.                      Cloa 1
  13732.                      tran {
  13733.                       po 2.89719,-1.79929,-7.43236
  13734.                       mat 0,-1,0,1,0,0,0,0,1
  13735.                       Scal 0.66518
  13736.                       hp 0.26949,-0.7715,0.53072
  13737.                       }
  13738.                      XYZs 1,1,1
  13739.                      MPSt 0
  13740.                      sh {
  13741.                       mapk 0
  13742.                       elms {
  13743.                        }
  13744.                       }
  13745.                      ob "block"
  13746.                      }
  13747.                     inpr {
  13748.                      AnTr 1
  13749.                      Cloa 1
  13750.                      tran {
  13751.                       po 2.89719,-1.79936,-7.43236
  13752.                       mat 0.49992,-0.86607,0,0.86603,0.49991,0,0,0,1
  13753.                       Scal 0.66518
  13754.                       hp 0.26949,-0.7715,0.53072
  13755.                       }
  13756.                      XYZs 1,1,1
  13757.                      MPSt 0
  13758.                      sh {
  13759.                       mapk 0
  13760.                       elms {
  13761.                        }
  13762.                       }
  13763.                      ob "block"
  13764.                      }
  13765.                     inpr {
  13766.                      AnTr 1
  13767.                      Cloa 1
  13768.                      tran {
  13769.                       po 2.89703,-1.79953,-7.43236
  13770.                       mat 0.866,-0.50003,0,0.49998,0.86598,0,0,0,1
  13771.                       Scal 0.66518
  13772.                       hp 0.26949,-0.7715,0.53072
  13773.                       }
  13774.                      XYZs 1,1,1
  13775.                      MPSt 0
  13776.                      sh {
  13777.                       mapk 0
  13778.                       elms {
  13779.                        }
  13780.                       }
  13781.                      ob "block"
  13782.                      }
  13783.                     }
  13784.                    boxM 3.71429,-0.98218,-7.34045
  13785.                    boxm 2.08003,-2.61627,-7.52432
  13786.                    open 0
  13787.                    }
  13788.                   inpr {
  13789.                    AnTr 1
  13790.                    Cloa 1
  13791.                    tran {
  13792.                     po 2.89702,-1.79909,-6.69754
  13793.                     mat 0,0,1,1,0,0,0,1,0
  13794.                     Scal 0.48878
  13795.                     hp -0.2493,0.12259,0.20096
  13796.                     }
  13797.                    XYZs 1,1,1
  13798.                    MPSt 0
  13799.                    sh {
  13800.                     mapk 0
  13801.                     elms {
  13802.                      }
  13803.                     }
  13804.                    ob "dome for corner tower"
  13805.                    }
  13806.                   inpr {
  13807.                    AnTr 1
  13808.                    Cloa 1
  13809.                    tran {
  13810.                     po 2.89702,-1.79907,-7.88423
  13811.                     mat 1,0,0,0,-0.00012,-1,0,1,-0.00012
  13812.                     Scal 1.40985
  13813.                     hp 0.19994,-1.71364,0.2
  13814.                     }
  13815.                    XYZs 1,1,1
  13816.                    MPSt 0
  13817.                    sh {
  13818.                     mapk 0
  13819.                     elms {
  13820.                      }
  13821.                     }
  13822.                    ob "tipof corner tower"
  13823.                    }
  13824.                   }
  13825.                  boxM 3.89694,-0.79929,-5.71815
  13826.                  boxm 1.89732,-2.79872,-8.08911
  13827.                  open 0
  13828.                  }
  13829.                 inpr {
  13830.                  AnTr 1
  13831.                  Cloa 1
  13832.                  tran {
  13833.                   po 2.88736,-1.78645,-10.05191
  13834.                   mat -1,0,0,0,-1,-0.00012,0,-0.00012,1
  13835.                   Scal 0.19998
  13836.                   }
  13837.                  XYZs 1,1,1
  13838.                  MPSt 0
  13839.                  sh {
  13840.                   mapk 0
  13841.                   elms {
  13842.                    }
  13843.                   }
  13844.                  ob "Cylinder"
  13845.                  }
  13846.                 }
  13847.                boxM 3.89684,-0.79935,-7.08997
  13848.                boxm 1.89726,-2.79874,-10.9142
  13849.                open 0
  13850.                }
  13851.               }
  13852.              boxM 3.91797,-0.00221,-5.25768
  13853.              boxm 2.02235,-1.89789,-12.38493
  13854.              open 0
  13855.              }
  13856.             gr {
  13857.              nm "corner tower"
  13858.              AnTr 1
  13859.              Cloa 1
  13860.              tran {
  13861.               po -2.09686,-0.87721,-8.85832
  13862.               Scal 0.99998
  13863.               hp 2.89713,-0.8772,-8.8584
  13864.               }
  13865.              XYZs 1,1,1
  13866.              MPSt 0
  13867.              so {
  13868.               gr {
  13869.                nm "bottom"
  13870.                AnTr 1
  13871.                Cloa 1
  13872.                tran {
  13873.                 po 2.89697,-0.87714,-9.98076
  13874.                 Scal 1.16663
  13875.                 hp 2.89713,-0.87708,-9.6839
  13876.                 }
  13877.                XYZs 1,1,1
  13878.                MPSt 0
  13879.                so {
  13880.                 inpr {
  13881.                  AnTr 1
  13882.                  Cloa 1
  13883.                  tran {
  13884.                   po 2.89722,-0.87706,-9.74464
  13885.                   mat 1,0,0,0,-0.00012,-1,0,1,-0.00012
  13886.                   hp 0,0,1.5999
  13887.                   }
  13888.                  XYZs 1,1,1
  13889.                  MPSt 0
  13890.                  sh {
  13891.                   mapk 0
  13892.                   elms {
  13893.                    }
  13894.                   }
  13895.                  ob "tall tower corner base "
  13896.                  }
  13897.                 inpr {
  13898.                  AnTr 1
  13899.                  Cloa 1
  13900.                  tran {
  13901.                   po 2.89722,-0.87709,-7.75946
  13902.                   mat 1,0,0,0,-0.00015,1,0,-1,-0.00015
  13903.                   Scal 1.25
  13904.                   hp 0.19994,-2.76253,-0.19994
  13905.                   }
  13906.                  XYZs 1,1.43584,1
  13907.                  defo {
  13908.                   affi {
  13909.                    ScaX 1
  13910.                    ScaY 1.43584
  13911.                    ScaZ 1
  13912.                    R1,1 1
  13913.                    R1,2 0
  13914.                    R1,3 0
  13915.                    R2,1 0
  13916.                    R2,2 1
  13917.                    R2,3 0
  13918.                    R3,1 0
  13919.                    R3,2 0
  13920.                    R3,3 1
  13921.                    Tra1 0
  13922.                    Tra2 0
  13923.                    Tra3 0
  13924.                    }
  13925.                   }
  13926.                  MPSt 0
  13927.                  sh {
  13928.                   mapk 0
  13929.                   elms {
  13930.                    }
  13931.                   }
  13932.                  ob "middle of corner tower"
  13933.                  }
  13934.                 }
  13935.                boxM 3.77223,-0.12701,-7.62263
  13936.                boxm 2.14734,-1.75195,-11.74471
  13937.                open 0
  13938.                }
  13939.               gr {
  13940.                nm "tip"
  13941.                AnTr 1
  13942.                Cloa 1
  13943.                tran {
  13944.                 po 2.89693,-0.87706,-6.48949
  13945.                 Scal 0.62494
  13946.                 hp 2.89693,-1.79918,-9.06116
  13947.                 }
  13948.                XYZs 1,1,1
  13949.                MPSt 0
  13950.                so {
  13951.                 inpr {
  13952.                  AnTr 1
  13953.                  Cloa 1
  13954.                  tran {
  13955.                   po 2.89709,-1.79919,-9.9099
  13956.                   mat 1,0,0,0,-0.00012,-1,0,1,-0.00012
  13957.                   Scal 1.99995
  13958.                   hp 0.39995,-0.9072,0.39992
  13959.                   }
  13960.                  XYZs 1,0.64803,1
  13961.                  defo {
  13962.                   affi {
  13963.                    ScaX 1
  13964.                    ScaY 0.64803
  13965.                    ScaZ 1
  13966.                    R1,1 1
  13967.                    R1,2 0
  13968.                    R1,3 0
  13969.                    R2,1 0
  13970.                    R2,2 1
  13971.                    R2,3 0
  13972.                    R3,1 0
  13973.                    R3,2 0
  13974.                    R3,3 1
  13975.                    Tra1 0
  13976.                    Tra2 0
  13977.                    Tra3 0
  13978.                    }
  13979.                   }
  13980.                  MPSt 0
  13981.                  sh {
  13982.                   mapk 0
  13983.                   elms {
  13984.                    }
  13985.                   }
  13986.                  ob "top of corner tower"
  13987.                  }
  13988.                 gr {
  13989.                  nm "tip"
  13990.                  AnTr 1
  13991.                  Cloa 1
  13992.                  tran {
  13993.                   po 2.897,-1.79927,-8.27531
  13994.                   Scal 0.99998
  13995.                   hp 2.89719,-1.79912,-6.90352
  13996.                   }
  13997.                  XYZs 1,1,1
  13998.                  MPSt 0
  13999.                  so {
  14000.                   gr {
  14001.                    nm "blocks"
  14002.                    AnTr 1
  14003.                    Cloa 1
  14004.                    tran {
  14005.                     po 2.897,-1.79932,-7.43279
  14006.                     Scal 0.99989
  14007.                     hp 2.89719,-1.79932,-7.43274
  14008.                     }
  14009.                    XYZs 1,1,1
  14010.                    MPSt 0
  14011.                    so {
  14012.                     inpr {
  14013.                      AnTr 1
  14014.                      Cloa 1
  14015.                      tran {
  14016.                       po 2.89705,-1.7991,-7.43233
  14017.                       Scal 0.66518
  14018.                       hp 0.26949,-0.7715,0.53072
  14019.                       }
  14020.                      XYZs 1,1,1
  14021.                      MPSt 0
  14022.                      sh {
  14023.                       mapk 0
  14024.                       elms {
  14025.                        }
  14026.                       }
  14027.                      ob "block"
  14028.                      }
  14029.                     inpr {
  14030.                      AnTr 1
  14031.                      Cloa 1
  14032.                      tran {
  14033.                       po 2.89703,-1.79912,-7.43233
  14034.                       mat 0.86603,0.49997,0,-0.50002,0.86604,0,0,0,1
  14035.                       Scal 0.66518
  14036.                       hp 0.26949,-0.7715,0.53072
  14037.                       }
  14038.                      XYZs 1,1,1
  14039.                      MPSt 0
  14040.                      sh {
  14041.                       mapk 0
  14042.                       elms {
  14043.                        }
  14044.                       }
  14045.                      ob "block"
  14046.                      }
  14047.                     inpr {
  14048.                      AnTr 1
  14049.                      Cloa 1
  14050.                      tran {
  14051.                       po 2.89697,-1.7991,-7.43233
  14052.                       mat 0.49995,0.86603,0,-0.86606,0.49997,0,0,0,1
  14053.                       Scal 0.66518
  14054.                       hp 0.26949,-0.7715,0.53072
  14055.                       }
  14056.                      XYZs 1,1,1
  14057.                      MPSt 0
  14058.                      sh {
  14059.                       mapk 0
  14060.                       elms {
  14061.                        }
  14062.                       }
  14063.                      ob "block"
  14064.                      }
  14065.                     inpr {
  14066.                      AnTr 1
  14067.                      Cloa 1
  14068.                      tran {
  14069.                       po 2.89705,-1.79926,-7.43233
  14070.                       mat 0,1,0,-1,0,0,0,0,1
  14071.                       Scal 0.66518
  14072.                       hp 0.26949,-0.7715,0.53072
  14073.                       }
  14074.                      XYZs 1,1,1
  14075.                      MPSt 0
  14076.                      sh {
  14077.                       mapk 0
  14078.                       elms {
  14079.                        }
  14080.                       }
  14081.                      ob "block"
  14082.                      }
  14083.                     inpr {
  14084.                      AnTr 1
  14085.                      Cloa 1
  14086.                      tran {
  14087.                       po 2.89703,-1.79924,-7.43233
  14088.                       mat -0.5,0.86601,0,-0.86603,-0.49998,0,0,0,1
  14089.                       Scal 0.66518
  14090.                       hp 0.26949,-0.7715,0.53072
  14091.                       }
  14092.                      XYZs 1,1,1
  14093.                      MPSt 0
  14094.                      sh {
  14095.                       mapk 0
  14096.                       elms {
  14097.                        }
  14098.                       }
  14099.                      ob "block"
  14100.                      }
  14101.                     inpr {
  14102.                      AnTr 1
  14103.                      Cloa 1
  14104.                      tran {
  14105.                       po 2.89717,-1.79926,-7.43233
  14106.                       mat -0.86604,0.49997,0,-0.49998,-0.86603,0,0,0,1
  14107.                       Scal 0.66518
  14108.                       hp 0.26949,-0.7715,0.53072
  14109.                       }
  14110.                      XYZs 1,1,1
  14111.                      MPSt 0
  14112.                      sh {
  14113.                       mapk 0
  14114.                       elms {
  14115.                        }
  14116.                       }
  14117.                      ob "block"
  14118.                      }
  14119.                     inpr {
  14120.                      AnTr 1
  14121.                      Cloa 1
  14122.                      tran {
  14123.                       po 2.89717,-1.79926,-7.43233
  14124.                       mat -1,0,0,0,-1,0,0,0,1
  14125.                       Scal 0.66518
  14126.                       hp 0.26949,-0.7715,0.53072
  14127.                       }
  14128.                      XYZs 1,1,1
  14129.                      MPSt 0
  14130.                      sh {
  14131.                       mapk 0
  14132.                       elms {
  14133.                        }
  14134.                       }
  14135.                      ob "block"
  14136.                      }
  14137.                     inpr {
  14138.                      AnTr 1
  14139.                      Cloa 1
  14140.                      tran {
  14141.                       po 2.89713,-1.79932,-7.43233
  14142.                       mat -0.86603,-0.49998,0,0.49997,-0.86604,0,0,0,1
  14143.                       Scal 0.66518
  14144.                       hp 0.26949,-0.7715,0.53072
  14145.                       }
  14146.                      XYZs 1,1,1
  14147.                      MPSt 0
  14148.                      sh {
  14149.                       mapk 0
  14150.                       elms {
  14151.                        }
  14152.                       }
  14153.                      ob "block"
  14154.                      }
  14155.                     inpr {
  14156.                      AnTr 1
  14157.                      Cloa 1
  14158.                      tran {
  14159.                       po 2.89719,-1.79932,-7.43233
  14160.                       mat -0.50002,-0.86601,0,0.866,-0.50003,0,0,0,1
  14161.                       Scal 0.66518
  14162.                       hp 0.26949,-0.7715,0.53072
  14163.                       }
  14164.                      XYZs 1,1,1
  14165.                      MPSt 0
  14166.                      sh {
  14167.                       mapk 0
  14168.                       elms {
  14169.                        }
  14170.                       }
  14171.                      ob "block"
  14172.                      }
  14173.                     inpr {
  14174.                      AnTr 1
  14175.                      Cloa 1
  14176.                      tran {
  14177.                       po 2.89717,-1.79932,-7.43233
  14178.                       mat 0,-1,0,1,0,0,0,0,1
  14179.                       Scal 0.66518
  14180.                       hp 0.26949,-0.7715,0.53072
  14181.                       }
  14182.                      XYZs 1,1,1
  14183.                      MPSt 0
  14184.                      sh {
  14185.                       mapk 0
  14186.                       elms {
  14187.                        }
  14188.                       }
  14189.                      ob "block"
  14190.                      }
  14191.                     inpr {
  14192.                      AnTr 1
  14193.                      Cloa 1
  14194.                      tran {
  14195.                       po 2.89717,-1.79936,-7.43233
  14196.                       mat 0.49992,-0.86607,0,0.86603,0.49991,0,0,0,1
  14197.                       Scal 0.66518
  14198.                       hp 0.26949,-0.7715,0.53072
  14199.                       }
  14200.                      XYZs 1,1,1
  14201.                      MPSt 0
  14202.                      sh {
  14203.                       mapk 0
  14204.                       elms {
  14205.                        }
  14206.                       }
  14207.                      ob "block"
  14208.                      }
  14209.                     inpr {
  14210.                      AnTr 1
  14211.                      Cloa 1
  14212.                      tran {
  14213.                       po 2.89703,-1.79936,-7.43233
  14214.                       mat 0.866,-0.50003,0,0.49998,0.86598,0,0,0,1
  14215.                       Scal 0.66518
  14216.                       hp 0.26949,-0.7715,0.53072
  14217.                       }
  14218.                      XYZs 1,1,1
  14219.                      MPSt 0
  14220.                      sh {
  14221.                       mapk 0
  14222.                       elms {
  14223.                        }
  14224.                       }
  14225.                      ob "block"
  14226.                      }
  14227.                     }
  14228.                    boxM 3.71429,-0.98216,-7.34041
  14229.                    boxm 2.07993,-2.61627,-7.52428
  14230.                    open 0
  14231.                    }
  14232.                   inpr {
  14233.                    AnTr 1
  14234.                    Cloa 1
  14235.                    tran {
  14236.                     po 2.89705,-1.79903,-6.69754
  14237.                     mat 0,0,1,1,0,0,0,1,0
  14238.                     Scal 0.48878
  14239.                     hp -0.2493,0.12259,0.20096
  14240.                     }
  14241.                    XYZs 1,1,1
  14242.                    MPSt 0
  14243.                    sh {
  14244.                     mapk 0
  14245.                     elms {
  14246.                      }
  14247.                     }
  14248.                    ob "dome for corner tower"
  14249.                    }
  14250.                   inpr {
  14251.                    AnTr 1
  14252.                    Cloa 1
  14253.                    tran {
  14254.                     po 2.89705,-1.79901,-7.8842
  14255.                     mat 1,0,0,0,-0.00012,-1,0,1,-0.00012
  14256.                     Scal 1.40985
  14257.                     hp 0.19994,-1.71364,0.2
  14258.                     }
  14259.                    XYZs 1,1,1
  14260.                    MPSt 0
  14261.                    sh {
  14262.                     mapk 0
  14263.                     elms {
  14264.                      }
  14265.                     }
  14266.                    ob "tipof corner tower"
  14267.                    }
  14268.                   }
  14269.                  boxM 3.89697,-0.79919,-5.71815
  14270.                  boxm 1.89735,-2.79863,-8.08905
  14271.                  open 0
  14272.                  }
  14273.                 inpr {
  14274.                  nm "middle"
  14275.                  AnTr 1
  14276.                  Cloa 1
  14277.                  tran {
  14278.                   po 2.88728,-1.78645,-10.05197
  14279.                   mat -1,0,0,0,-1,-0.00012,0,-0.00012,1
  14280.                   Scal 0.19998
  14281.                   }
  14282.                  XYZs 1,1,1
  14283.                  MPSt 0
  14284.                  sh {
  14285.                   mapk 0
  14286.                   elms {
  14287.                    }
  14288.                   }
  14289.                  ob "Cylinder"
  14290.                  }
  14291.                 }
  14292.                boxM 3.89674,-0.79941,-7.09
  14293.                boxm 1.89717,-2.7988,-10.91417
  14294.                open 0
  14295.                }
  14296.               }
  14297.              boxM 3.91786,-0.00214,-5.25768
  14298.              boxm 2.02225,-1.8978,-12.38493
  14299.              open 0
  14300.              }
  14301.             }
  14302.            boxM 3.91803,4.95276,-5.25775
  14303.            boxm -2.97176,-1.89792,-12.38478
  14304.            open 0
  14305.            }
  14306.           gr {
  14307.            nm "bottom walls"
  14308.            AnTr 1
  14309.            Cloa 1
  14310.            tran {
  14311.             po 0.44629,1.6001,-5.02905
  14312.             Scal 0.99997
  14313.             hp 0.44629,1.6001,-5.02904
  14314.             }
  14315.            XYZs 1,1,1
  14316.            MPSt 0
  14317.            so {
  14318.             gr {
  14319.              nm "blocks"
  14320.              AnTr 1
  14321.              Cloa 1
  14322.              tran {
  14323.               po 0.41273,1.66107,-2.69759
  14324.               Scal 0.99998
  14325.               hp 0.41272,1.66112,-2.69777
  14326.               }
  14327.              XYZs 1,1,1
  14328.              MPSt 0
  14329.              so {
  14330.               gr {
  14331.                nm "wall"
  14332.                AnTr 1
  14333.                Cloa 1
  14334.                tran {
  14335.                 po 0.41849,4.33241,-2.69769
  14336.                 Scal 1.00003
  14337.                 hp 0.41849,4.33223,-2.69774
  14338.                 }
  14339.                XYZs 1,1,1
  14340.                MPSt 0
  14341.                so {
  14342.                 inpr {
  14343.                  AnTr 1
  14344.                  Cloa 1
  14345.                  tran {
  14346.                   po 2.08511,4.33235,-2.69774
  14347.                   Scal 0.53206
  14348.                   hp 0.26949,-1.88782,0.53072
  14349.                   }
  14350.                  XYZs 1,1,1
  14351.                  MPSt 0
  14352.                  sh {
  14353.                   mapk 0
  14354.                   elms {
  14355.                    }
  14356.                   }
  14357.                  ob "block"
  14358.                  }
  14359.                 inpr {
  14360.                  AnTr 1
  14361.                  Cloa 1
  14362.                  tran {
  14363.                   po 1.7821,4.33235,-2.69774
  14364.                   Scal 0.53206
  14365.                   hp 0.26949,-1.88782,0.53072
  14366.                   }
  14367.                  XYZs 1,1,1
  14368.                  MPSt 0
  14369.                  sh {
  14370.                   mapk 0
  14371.                   elms {
  14372.                    }
  14373.                   }
  14374.                  ob "block"
  14375.                  }
  14376.                 inpr {
  14377.                  AnTr 1
  14378.                  Cloa 1
  14379.                  tran {
  14380.                   po 1.4791,4.33235,-2.69774
  14381.                   Scal 0.53206
  14382.                   hp 0.26949,-1.88782,0.53072
  14383.                   }
  14384.                  XYZs 1,1,1
  14385.                  MPSt 0
  14386.                  sh {
  14387.                   mapk 0
  14388.                   elms {
  14389.                    }
  14390.                   }
  14391.                  ob "block"
  14392.                  }
  14393.                 inpr {
  14394.                  AnTr 1
  14395.                  Cloa 1
  14396.                  tran {
  14397.                   po 1.17604,4.33235,-2.69774
  14398.                   Scal 0.53206
  14399.                   hp 0.26949,-1.88782,0.53072
  14400.                   }
  14401.                  XYZs 1,1,1
  14402.                  MPSt 0
  14403.                  sh {
  14404.                   mapk 0
  14405.                   elms {
  14406.                    }
  14407.                   }
  14408.                  ob "block"
  14409.                  }
  14410.                 inpr {
  14411.                  AnTr 1
  14412.                  Cloa 1
  14413.                  tran {
  14414.                   po 0.87303,4.33235,-2.69774
  14415.                   Scal 0.53206
  14416.                   hp 0.26949,-1.88782,0.53072
  14417.                   }
  14418.                  XYZs 1,1,1
  14419.                  MPSt 0
  14420.                  sh {
  14421.                   mapk 0
  14422.                   elms {
  14423.                    }
  14424.                   }
  14425.                  ob "block"
  14426.                  }
  14427.                 inpr {
  14428.                  AnTr 1
  14429.                  Cloa 1
  14430.                  tran {
  14431.                   po 0.58,4.33235,-2.69774
  14432.                   Scal 0.53206
  14433.                   hp 0.26949,-1.88782,0.53072
  14434.                   }
  14435.                  XYZs 1,1,1
  14436.                  MPSt 0
  14437.                  sh {
  14438.                   mapk 0
  14439.                   elms {
  14440.                    }
  14441.                   }
  14442.                  ob "block"
  14443.                  }
  14444.                 inpr {
  14445.                  AnTr 1
  14446.                  Cloa 1
  14447.                  tran {
  14448.                   po 0.26697,4.33235,-2.69774
  14449.                   Scal 0.53206
  14450.                   hp 0.26949,-1.88782,0.53072
  14451.                   }
  14452.                  XYZs 1,1,1
  14453.                  MPSt 0
  14454.                  sh {
  14455.                   mapk 0
  14456.                   elms {
  14457.                    }
  14458.                   }
  14459.                  ob "block"
  14460.                  }
  14461.                 inpr {
  14462.                  AnTr 1
  14463.                  Cloa 1
  14464.                  tran {
  14465.                   po -0.03596,4.33235,-2.69774
  14466.                   Scal 0.53206
  14467.                   hp 0.26949,-1.88782,0.53072
  14468.                   }
  14469.                  XYZs 1,1,1
  14470.                  MPSt 0
  14471.                  sh {
  14472.                   mapk 0
  14473.                   elms {
  14474.                    }
  14475.                   }
  14476.                  ob "block"
  14477.                  }
  14478.                 inpr {
  14479.                  AnTr 1
  14480.                  Cloa 1
  14481.                  tran {
  14482.                   po -0.33899,4.33235,-2.69774
  14483.                   Scal 0.53206
  14484.                   hp 0.26949,-1.88782,0.53072
  14485.                   }
  14486.                  XYZs 1,1,1
  14487.                  MPSt 0
  14488.                  sh {
  14489.                   mapk 0
  14490.                   elms {
  14491.                    }
  14492.                   }
  14493.                  ob "block"
  14494.                  }
  14495.                 inpr {
  14496.                  AnTr 1
  14497.                  Cloa 1
  14498.                  tran {
  14499.                   po -0.64201,4.33235,-2.69774
  14500.                   Scal 0.53206
  14501.                   hp 0.26949,-1.88782,0.53072
  14502.                   }
  14503.                  XYZs 1,1,1
  14504.                  MPSt 0
  14505.                  sh {
  14506.                   mapk 0
  14507.                   elms {
  14508.                    }
  14509.                   }
  14510.                  ob "block"
  14511.                  }
  14512.                 inpr {
  14513.                  AnTr 1
  14514.                  Cloa 1
  14515.                  tran {
  14516.                   po -0.94606,4.33235,-2.69774
  14517.                   Scal 0.53206
  14518.                   hp 0.26949,-1.88782,0.53072
  14519.                   }
  14520.                  XYZs 1,1,1
  14521.                  MPSt 0
  14522.                  sh {
  14523.                   mapk 0
  14524.                   elms {
  14525.                    }
  14526.                   }
  14527.                  ob "block"
  14528.                  }
  14529.                 inpr {
  14530.                  AnTr 1
  14531.                  Cloa 1
  14532.                  tran {
  14533.                   po -1.24817,4.33235,-2.69774
  14534.                   Scal 0.53206
  14535.                   hp 0.26949,-1.88782,0.53072
  14536.                   }
  14537.                  XYZs 1,1,1
  14538.                  MPSt 0
  14539.                  sh {
  14540.                   mapk 0
  14541.                   elms {
  14542.                    }
  14543.                   }
  14544.                  ob "block"
  14545.                  }
  14546.                 }
  14547.                boxM 2.1601,4.392,-2.62421
  14548.                boxm -1.3232,4.27264,-2.77127
  14549.                open 0
  14550.                }
  14551.               gr {
  14552.                nm "wall"
  14553.                AnTr 1
  14554.                Cloa 1
  14555.                tran {
  14556.                 po 0.41846,-1.00999,-2.69769
  14557.                 Scal 1.00003
  14558.                 hp 0.41846,4.33224,-2.69774
  14559.                 }
  14560.                XYZs 1,1,1
  14561.                MPSt 0
  14562.                so {
  14563.                 inpr {
  14564.                  AnTr 1
  14565.                  Cloa 1
  14566.                  tran {
  14567.                   po 2.08511,4.33209,-2.69774
  14568.                   Scal 0.53206
  14569.                   hp 0.26949,-1.88782,0.53072
  14570.                   }
  14571.                  XYZs 1,1,1
  14572.                  MPSt 0
  14573.                  sh {
  14574.                   mapk 0
  14575.                   elms {
  14576.                    }
  14577.                   }
  14578.                  ob "block"
  14579.                  }
  14580.                 inpr {
  14581.                  AnTr 1
  14582.                  Cloa 1
  14583.                  tran {
  14584.                   po 1.7821,4.33209,-2.69774
  14585.                   Scal 0.53206
  14586.                   hp 0.26949,-1.88782,0.53072
  14587.                   }
  14588.                  XYZs 1,1,1
  14589.                  MPSt 0
  14590.                  sh {
  14591.                   mapk 0
  14592.                   elms {
  14593.                    }
  14594.                   }
  14595.                  ob "block"
  14596.                  }
  14597.                 inpr {
  14598.                  AnTr 1
  14599.                  Cloa 1
  14600.                  tran {
  14601.                   po 1.4791,4.33209,-2.69774
  14602.                   Scal 0.53206
  14603.                   hp 0.26949,-1.88782,0.53072
  14604.                   }
  14605.                  XYZs 1,1,1
  14606.                  MPSt 0
  14607.                  sh {
  14608.                   mapk 0
  14609.                   elms {
  14610.                    }
  14611.                   }
  14612.                  ob "block"
  14613.                  }
  14614.                 inpr {
  14615.                  AnTr 1
  14616.                  Cloa 1
  14617.                  tran {
  14618.                   po 1.17604,4.33209,-2.69774
  14619.                   Scal 0.53206
  14620.                   hp 0.26949,-1.88782,0.53072
  14621.                   }
  14622.                  XYZs 1,1,1
  14623.                  MPSt 0
  14624.                  sh {
  14625.                   mapk 0
  14626.                   elms {
  14627.                    }
  14628.                   }
  14629.                  ob "block"
  14630.                  }
  14631.                 inpr {
  14632.                  AnTr 1
  14633.                  Cloa 1
  14634.                  tran {
  14635.                   po 0.87303,4.33209,-2.69774
  14636.                   Scal 0.53206
  14637.                   hp 0.26949,-1.88782,0.53072
  14638.                   }
  14639.                  XYZs 1,1,1
  14640.                  MPSt 0
  14641.                  sh {
  14642.                   mapk 0
  14643.                   elms {
  14644.                    }
  14645.                   }
  14646.                  ob "block"
  14647.                  }
  14648.                 inpr {
  14649.                  AnTr 1
  14650.                  Cloa 1
  14651.                  tran {
  14652.                   po 0.58,4.33209,-2.69774
  14653.                   Scal 0.53206
  14654.                   hp 0.26949,-1.88782,0.53072
  14655.                   }
  14656.                  XYZs 1,1,1
  14657.                  MPSt 0
  14658.                  sh {
  14659.                   mapk 0
  14660.                   elms {
  14661.                    }
  14662.                   }
  14663.                  ob "block"
  14664.                  }
  14665.                 inpr {
  14666.                  AnTr 1
  14667.                  Cloa 1
  14668.                  tran {
  14669.                   po 0.26697,4.33209,-2.69774
  14670.                   Scal 0.53206
  14671.                   hp 0.26949,-1.88782,0.53072
  14672.                   }
  14673.                  XYZs 1,1,1
  14674.                  MPSt 0
  14675.                  sh {
  14676.                   mapk 0
  14677.                   elms {
  14678.                    }
  14679.                   }
  14680.                  ob "block"
  14681.                  }
  14682.                 inpr {
  14683.                  AnTr 1
  14684.                  Cloa 1
  14685.                  tran {
  14686.                   po -0.03596,4.33209,-2.69774
  14687.                   Scal 0.53206
  14688.                   hp 0.26949,-1.88782,0.53072
  14689.                   }
  14690.                  XYZs 1,1,1
  14691.                  MPSt 0
  14692.                  sh {
  14693.                   mapk 0
  14694.                   elms {
  14695.                    }
  14696.                   }
  14697.                  ob "block"
  14698.                  }
  14699.                 inpr {
  14700.                  AnTr 1
  14701.                  Cloa 1
  14702.                  tran {
  14703.                   po -0.33899,4.33209,-2.69774
  14704.                   Scal 0.53206
  14705.                   hp 0.26949,-1.88782,0.53072
  14706.                   }
  14707.                  XYZs 1,1,1
  14708.                  MPSt 0
  14709.                  sh {
  14710.                   mapk 0
  14711.                   elms {
  14712.                    }
  14713.                   }
  14714.                  ob "block"
  14715.                  }
  14716.                 inpr {
  14717.                  AnTr 1
  14718.                  Cloa 1
  14719.                  tran {
  14720.                   po -0.64201,4.33209,-2.69774
  14721.                   Scal 0.53206
  14722.                   hp 0.26949,-1.88782,0.53072
  14723.                   }
  14724.                  XYZs 1,1,1
  14725.                  MPSt 0
  14726.                  sh {
  14727.                   mapk 0
  14728.                   elms {
  14729.                    }
  14730.                   }
  14731.                  ob "block"
  14732.                  }
  14733.                 inpr {
  14734.                  AnTr 1
  14735.                  Cloa 1
  14736.                  tran {
  14737.                   po -0.94606,4.33209,-2.69774
  14738.                   Scal 0.53206
  14739.                   hp 0.26949,-1.88782,0.53072
  14740.                   }
  14741.                  XYZs 1,1,1
  14742.                  MPSt 0
  14743.                  sh {
  14744.                   mapk 0
  14745.                   elms {
  14746.                    }
  14747.                   }
  14748.                  ob "block"
  14749.                  }
  14750.                 inpr {
  14751.                  AnTr 1
  14752.                  Cloa 1
  14753.                  tran {
  14754.                   po -1.24817,4.33209,-2.69774
  14755.                   Scal 0.53206
  14756.                   hp 0.26949,-1.88782,0.53072
  14757.                   }
  14758.                  XYZs 1,1,1
  14759.                  MPSt 0
  14760.                  sh {
  14761.                   mapk 0
  14762.                   elms {
  14763.                    }
  14764.                   }
  14765.                  ob "block"
  14766.                  }
  14767.                 }
  14768.                boxM 2.16008,4.39174,-2.62421
  14769.                boxm -1.3232,4.27238,-2.77127
  14770.                open 0
  14771.                }
  14772.               gr {
  14773.                nm "wall"
  14774.                AnTr 1
  14775.                Cloa 1
  14776.                tran {
  14777.                 po -2.2755,1.60023,-2.69769
  14778.                 mat -0.00015,1,0,-1,-0.00015,0,0,0,1
  14779.                 Scal 1.00003
  14780.                 hp 0.41846,4.33224,-2.69774
  14781.                 }
  14782.                XYZs 1,1,1
  14783.                MPSt 0
  14784.                so {
  14785.                 inpr {
  14786.                  AnTr 1
  14787.                  Cloa 1
  14788.                  tran {
  14789.                   po 2.08511,4.33212,-2.69774
  14790.                   Scal 0.53206
  14791.                   hp 0.26949,-1.88782,0.53072
  14792.                   }
  14793.                  XYZs 1,1,1
  14794.                  MPSt 0
  14795.                  sh {
  14796.                   mapk 0
  14797.                   elms {
  14798.                    }
  14799.                   }
  14800.                  ob "block"
  14801.                  }
  14802.                 inpr {
  14803.                  AnTr 1
  14804.                  Cloa 1
  14805.                  tran {
  14806.                   po 1.7821,4.33223,-2.69774
  14807.                   Scal 0.53206
  14808.                   hp 0.26949,-1.88782,0.53072
  14809.                   }
  14810.                  XYZs 1,1,1
  14811.                  MPSt 0
  14812.                  sh {
  14813.                   mapk 0
  14814.                   elms {
  14815.                    }
  14816.                   }
  14817.                  ob "block"
  14818.                  }
  14819.                 inpr {
  14820.                  AnTr 1
  14821.                  Cloa 1
  14822.                  tran {
  14823.                   po 1.47908,4.33226,-2.69774
  14824.                   Scal 0.53206
  14825.                   hp 0.26949,-1.88782,0.53072
  14826.                   }
  14827.                  XYZs 1,1,1
  14828.                  MPSt 0
  14829.                  sh {
  14830.                   mapk 0
  14831.                   elms {
  14832.                    }
  14833.                   }
  14834.                  ob "block"
  14835.                  }
  14836.                 inpr {
  14837.                  AnTr 1
  14838.                  Cloa 1
  14839.                  tran {
  14840.                   po 1.17599,4.33221,-2.69774
  14841.                   Scal 0.53206
  14842.                   hp 0.26949,-1.88782,0.53072
  14843.                   }
  14844.                  XYZs 1,1,1
  14845.                  MPSt 0
  14846.                  sh {
  14847.                   mapk 0
  14848.                   elms {
  14849.                    }
  14850.                   }
  14851.                  ob "block"
  14852.                  }
  14853.                 inpr {
  14854.                  AnTr 1
  14855.                  Cloa 1
  14856.                  tran {
  14857.                   po 0.87302,4.33212,-2.69774
  14858.                   Scal 0.53206
  14859.                   hp 0.26949,-1.88782,0.53072
  14860.                   }
  14861.                  XYZs 1,1,1
  14862.                  MPSt 0
  14863.                  sh {
  14864.                   mapk 0
  14865.                   elms {
  14866.                    }
  14867.                   }
  14868.                  ob "block"
  14869.                  }
  14870.                 inpr {
  14871.                  AnTr 1
  14872.                  Cloa 1
  14873.                  tran {
  14874.                   po 0.56999,4.33214,-2.69774
  14875.                   Scal 0.53206
  14876.                   hp 0.26949,-1.88782,0.53072
  14877.                   }
  14878.                  XYZs 1,1,1
  14879.                  MPSt 0
  14880.                  sh {
  14881.                   mapk 0
  14882.                   elms {
  14883.                    }
  14884.                   }
  14885.                  ob "block"
  14886.                  }
  14887.                 inpr {
  14888.                  AnTr 1
  14889.                  Cloa 1
  14890.                  tran {
  14891.                   po 0.26692,4.33214,-2.69774
  14892.                   Scal 0.53206
  14893.                   hp 0.26949,-1.88782,0.53072
  14894.                   }
  14895.                  XYZs 1,1,1
  14896.                  MPSt 0
  14897.                  sh {
  14898.                   mapk 0
  14899.                   elms {
  14900.                    }
  14901.                   }
  14902.                  ob "block"
  14903.                  }
  14904.                 inpr {
  14905.                  AnTr 1
  14906.                  Cloa 1
  14907.                  tran {
  14908.                   po -0.03601,4.33211,-2.69774
  14909.                   Scal 0.53206
  14910.                   hp 0.26949,-1.88782,0.53072
  14911.                   }
  14912.                  XYZs 1,1,1
  14913.                  MPSt 0
  14914.                  sh {
  14915.                   mapk 0
  14916.                   elms {
  14917.                    }
  14918.                   }
  14919.                  ob "block"
  14920.                  }
  14921.                 inpr {
  14922.                  AnTr 1
  14923.                  Cloa 1
  14924.                  tran {
  14925.                   po -0.339,4.33212,-2.69774
  14926.                   Scal 0.53206
  14927.                   hp 0.26949,-1.88782,0.53072
  14928.                   }
  14929.                  XYZs 1,1,1
  14930.                  MPSt 0
  14931.                  sh {
  14932.                   mapk 0
  14933.                   elms {
  14934.                    }
  14935.                   }
  14936.                  ob "block"
  14937.                  }
  14938.                 inpr {
  14939.                  AnTr 1
  14940.                  Cloa 1
  14941.                  tran {
  14942.                   po -0.64206,4.33211,-2.69774
  14943.                   Scal 0.53206
  14944.                   hp 0.26949,-1.88782,0.53072
  14945.                   }
  14946.                  XYZs 1,1,1
  14947.                  MPSt 0
  14948.                  sh {
  14949.                   mapk 0
  14950.                   elms {
  14951.                    }
  14952.                   }
  14953.                  ob "block"
  14954.                  }
  14955.                 inpr {
  14956.                  AnTr 1
  14957.                  Cloa 1
  14958.                  tran {
  14959.                   po -0.94508,4.33208,-2.69774
  14960.                   Scal 0.53206
  14961.                   hp 0.26949,-1.88782,0.53072
  14962.                   }
  14963.                  XYZs 1,1,1
  14964.                  MPSt 0
  14965.                  sh {
  14966.                   mapk 0
  14967.                   elms {
  14968.                    }
  14969.                   }
  14970.                  ob "block"
  14971.                  }
  14972.                 inpr {
  14973.                  AnTr 1
  14974.                  Cloa 1
  14975.                  tran {
  14976.                   po -1.24809,4.33209,-2.69774
  14977.                   Scal 0.53206
  14978.                   hp 0.26949,-1.88782,0.53072
  14979.                   }
  14980.                  XYZs 1,1,1
  14981.                  MPSt 0
  14982.                  sh {
  14983.                   mapk 0
  14984.                   elms {
  14985.                    }
  14986.                   }
  14987.                  ob "block"
  14988.                  }
  14989.                 }
  14990.                boxM 2.1601,4.39188,-2.62421
  14991.                boxm -1.32309,4.27235,-2.77127
  14992.                open 0
  14993.                }
  14994.               gr {
  14995.                nm "wall"
  14996.                AnTr 1
  14997.                Cloa 1
  14998.                tran {
  14999.                 po 3.10109,1.60013,-2.69769
  15000.                 mat -0.00015,1,0,-1,-0.00015,0,0,0,1
  15001.                 Scal 1.00003
  15002.                 hp 0.41852,4.33223,-2.69774
  15003.                 }
  15004.                XYZs 1,1,1
  15005.                MPSt 0
  15006.                so {
  15007.                 inpr {
  15008.                  AnTr 1
  15009.                  Cloa 1
  15010.                  tran {
  15011.                   po 2.08505,4.33221,-2.69774
  15012.                   Scal 0.53206
  15013.                   hp 0.26949,-1.88782,0.53072
  15014.                   }
  15015.                  XYZs 1,1,1
  15016.                  MPSt 0
  15017.                  sh {
  15018.                   mapk 0
  15019.                   elms {
  15020.                    }
  15021.                   }
  15022.                  ob "block"
  15023.                  }
  15024.                 inpr {
  15025.                  AnTr 1
  15026.                  Cloa 1
  15027.                  tran {
  15028.                   po 1.78203,4.3322,-2.69774
  15029.                   Scal 0.53206
  15030.                   hp 0.26949,-1.88782,0.53072
  15031.                   }
  15032.                  XYZs 1,1,1
  15033.                  MPSt 0
  15034.                  sh {
  15035.                   mapk 0
  15036.                   elms {
  15037.                    }
  15038.                   }
  15039.                  ob "block"
  15040.                  }
  15041.                 inpr {
  15042.                  AnTr 1
  15043.                  Cloa 1
  15044.                  tran {
  15045.                   po 1.47902,4.33229,-2.69774
  15046.                   Scal 0.53206
  15047.                   hp 0.26949,-1.88782,0.53072
  15048.                   }
  15049.                  XYZs 1,1,1
  15050.                  MPSt 0
  15051.                  sh {
  15052.                   mapk 0
  15053.                   elms {
  15054.                    }
  15055.                   }
  15056.                  ob "block"
  15057.                  }
  15058.                 inpr {
  15059.                  AnTr 1
  15060.                  Cloa 1
  15061.                  tran {
  15062.                   po 1.17596,4.33229,-2.69774
  15063.                   Scal 0.53206
  15064.                   hp 0.26949,-1.88782,0.53072
  15065.                   }
  15066.                  XYZs 1,1,1
  15067.                  MPSt 0
  15068.                  sh {
  15069.                   mapk 0
  15070.                   elms {
  15071.                    }
  15072.                   }
  15073.                  ob "block"
  15074.                  }
  15075.                 inpr {
  15076.                  AnTr 1
  15077.                  Cloa 1
  15078.                  tran {
  15079.                   po 0.87296,4.3322,-2.69774
  15080.                   Scal 0.53206
  15081.                   hp 0.26949,-1.88782,0.53072
  15082.                   }
  15083.                  XYZs 1,1,1
  15084.                  MPSt 0
  15085.                  sh {
  15086.                   mapk 0
  15087.                   elms {
  15088.                    }
  15089.                   }
  15090.                  ob "block"
  15091.                  }
  15092.                 inpr {
  15093.                  AnTr 1
  15094.                  Cloa 1
  15095.                  tran {
  15096.                   po 0.56992,4.3322,-2.69774
  15097.                   Scal 0.53206
  15098.                   hp 0.26949,-1.88782,0.53072
  15099.                   }
  15100.                  XYZs 1,1,1
  15101.                  MPSt 0
  15102.                  sh {
  15103.                   mapk 0
  15104.                   elms {
  15105.                    }
  15106.                   }
  15107.                  ob "block"
  15108.                  }
  15109.                 inpr {
  15110.                  AnTr 1
  15111.                  Cloa 1
  15112.                  tran {
  15113.                   po 0.26695,4.3322,-2.69774
  15114.                   Scal 0.53206
  15115.                   hp 0.26949,-1.88782,0.53072
  15116.                   }
  15117.                  XYZs 1,1,1
  15118.                  MPSt 0
  15119.                  sh {
  15120.                   mapk 0
  15121.                   elms {
  15122.                    }
  15123.                   }
  15124.                  ob "block"
  15125.                  }
  15126.                 inpr {
  15127.                  AnTr 1
  15128.                  Cloa 1
  15129.                  tran {
  15130.                   po -0.03609,4.33217,-2.69774
  15131.                   Scal 0.53206
  15132.                   hp 0.26949,-1.88782,0.53072
  15133.                   }
  15134.                  XYZs 1,1,1
  15135.                  MPSt 0
  15136.                  sh {
  15137.                   mapk 0
  15138.                   elms {
  15139.                    }
  15140.                   }
  15141.                  ob "block"
  15142.                  }
  15143.                 inpr {
  15144.                  AnTr 1
  15145.                  Cloa 1
  15146.                  tran {
  15147.                   po -0.33911,4.33217,-2.69774
  15148.                   Scal 0.53206
  15149.                   hp 0.26949,-1.88782,0.53072
  15150.                   }
  15151.                  XYZs 1,1,1
  15152.                  MPSt 0
  15153.                  sh {
  15154.                   mapk 0
  15155.                   elms {
  15156.                    }
  15157.                   }
  15158.                  ob "block"
  15159.                  }
  15160.                 inpr {
  15161.                  AnTr 1
  15162.                  Cloa 1
  15163.                  tran {
  15164.                   po -0.6422,4.33218,-2.69774
  15165.                   Scal 0.53206
  15166.                   hp 0.26949,-1.88782,0.53072
  15167.                   }
  15168.                  XYZs 1,1,1
  15169.                  MPSt 0
  15170.                  sh {
  15171.                   mapk 0
  15172.                   elms {
  15173.                    }
  15174.                   }
  15175.                  ob "block"
  15176.                  }
  15177.                 inpr {
  15178.                  AnTr 1
  15179.                  Cloa 1
  15180.                  tran {
  15181.                   po -0.94516,4.33218,-2.69774
  15182.                   Scal 0.53206
  15183.                   hp 0.26949,-1.88782,0.53072
  15184.                   }
  15185.                  XYZs 1,1,1
  15186.                  MPSt 0
  15187.                  sh {
  15188.                   mapk 0
  15189.                   elms {
  15190.                    }
  15191.                   }
  15192.                  ob "block"
  15193.                  }
  15194.                 inpr {
  15195.                  AnTr 1
  15196.                  Cloa 1
  15197.                  tran {
  15198.                   po -1.24814,4.3322,-2.69774
  15199.                   Scal 0.53206
  15200.                   hp 0.26949,-1.88782,0.53072
  15201.                   }
  15202.                  XYZs 1,1,1
  15203.                  MPSt 0
  15204.                  sh {
  15205.                   mapk 0
  15206.                   elms {
  15207.                    }
  15208.                   }
  15209.                  ob "block"
  15210.                  }
  15211.                 }
  15212.                boxM 2.16005,4.39192,-2.62421
  15213.                boxm -1.32314,4.27245,-2.77127
  15214.                open 0
  15215.                }
  15216.               }
  15217.              boxM 3.16106,4.3922,-2.62418
  15218.              boxm -2.33572,-1.06992,-2.77126
  15219.              open 0
  15220.              }
  15221.             inpr {
  15222.              AnTr 1
  15223.              Cloa 1
  15224.              tran {
  15225.               po 0.40016,1.60013,-2.98138
  15226.               mat 1,0,0,0,-0.00015,1,0,-1,-0.00015
  15227.               Scal 0.99998
  15228.               hp -0.12622,-1.91913,0.82649
  15229.               }
  15230.              XYZs 1.94582,1,1.94582
  15231.              defo {
  15232.               affi {
  15233.                ScaX 1.94582
  15234.                ScaY 1
  15235.                ScaZ 1.94582
  15236.                R1,1 1
  15237.                R1,2 0
  15238.                R1,3 0
  15239.                R2,1 0
  15240.                R2,2 1
  15241.                R2,3 0
  15242.                R3,1 0
  15243.                R3,2 0
  15244.                R3,3 1
  15245.                Tra1 0
  15246.                Tra2 0
  15247.                Tra3 0
  15248.                }
  15249.               }
  15250.              MPSt 0
  15251.              sh {
  15252.               mapk 0
  15253.               elms {
  15254.                }
  15255.               }
  15256.              ob "ridge"
  15257.              }
  15258.             gr {
  15259.              nm "outcrop"
  15260.              AnTr 1
  15261.              Cloa 1
  15262.              tran {
  15263.               po 3.07341,1.59918,-5.81947
  15264.               Scal 0.99998
  15265.               hp 3.44678,1.59908,-5.81955
  15266.               }
  15267.              XYZs 1,1,1
  15268.              MPSt 0
  15269.              so {
  15270.               inpr {
  15271.                AnTr 1
  15272.                Cloa 1
  15273.                tran {
  15274.                 po 3.4469,1.59923,-6.41928
  15275.                 mat -0.00015,-0.00012,1,-1,0,-0.00015,0,-1,-0.00012
  15276.                 Scal 0.57686
  15277.                 hp -0.19997,-0.36243,-0.19997
  15278.                 }
  15279.                XYZs 1,0.9375,1
  15280.                defo {
  15281.                 affi {
  15282.                  ScaX 1
  15283.                  ScaY 0.9375
  15284.                  ScaZ 1
  15285.                  R1,1 1
  15286.                  R1,2 0
  15287.                  R1,3 0
  15288.                  R2,1 0
  15289.                  R2,2 1
  15290.                  R2,3 0
  15291.                  R3,1 0
  15292.                  R3,2 0
  15293.                  R3,3 1
  15294.                  Tra1 0
  15295.                  Tra2 0
  15296.                  Tra3 0
  15297.                  }
  15298.                 }
  15299.                MPSt 0
  15300.                sh {
  15301.                 mapk 0
  15302.                 elms {
  15303.                  }
  15304.                 }
  15305.                ob "tower outcrop"
  15306.                }
  15307.               inpr {
  15308.                AnTr 1
  15309.                Cloa 1
  15310.                tran {
  15311.                 po 3.4469,1.59921,-4.81073
  15312.                 mat 0,0,1,1,0,0,0,1,0
  15313.                 Scal 0.70964
  15314.                 hp -0.54462,-1.1008,-0.35013
  15315.                 }
  15316.                XYZs 1,1,1
  15317.                MPSt 0
  15318.                sh {
  15319.                 mapk 0
  15320.                 elms {
  15321.                  }
  15322.                 }
  15323.                ob "bottom dome"
  15324.                }
  15325.               }
  15326.              boxM 5.0714,3.22374,-4.17038
  15327.              boxm 1.82234,-0.02538,-7.41937
  15328.              open 0
  15329.              }
  15330.             gr {
  15331.              nm "outcrop"
  15332.              AnTr 1
  15333.              Cloa 1
  15334.              tran {
  15335.               po -2.1808,1.59723,-5.79492
  15336.               mat -1,0,0,0,-1,0,0,0,1
  15337.               Scal 0.99998
  15338.               hp 3.44678,1.5992,-5.795
  15339.               }
  15340.              XYZs 1,1,1
  15341.              MPSt 0
  15342.              so {
  15343.               inpr {
  15344.                AnTr 1
  15345.                Cloa 1
  15346.                tran {
  15347.                 po 3.44672,1.59909,-6.4193
  15348.                 mat -0.00015,-0.00012,1,-1,0,-0.00015,0,-1,-0.00012
  15349.                 Scal 0.57686
  15350.                 hp -0.19997,-0.36243,-0.19997
  15351.                 }
  15352.                XYZs 1,0.9375,1
  15353.                defo {
  15354.                 affi {
  15355.                  ScaX 1
  15356.                  ScaY 0.9375
  15357.                  ScaZ 1
  15358.                  R1,1 1
  15359.                  R1,2 0
  15360.                  R1,3 0
  15361.                  R2,1 0
  15362.                  R2,2 1
  15363.                  R2,3 0
  15364.                  R3,1 0
  15365.                  R3,2 0
  15366.                  R3,3 1
  15367.                  Tra1 0
  15368.                  Tra2 0
  15369.                  Tra3 0
  15370.                  }
  15371.                 }
  15372.                MPSt 0
  15373.                sh {
  15374.                 mapk 0
  15375.                 elms {
  15376.                  }
  15377.                 }
  15378.                ob "tower outcrop"
  15379.                }
  15380.               inpr {
  15381.                AnTr 1
  15382.                Cloa 1
  15383.                tran {
  15384.                 po 3.44673,1.59909,-4.81075
  15385.                 mat 0,0,1,1,0,0,0,1,0
  15386.                 Scal 0.70964
  15387.                 hp -0.54462,-1.1008,-0.35013
  15388.                 }
  15389.                XYZs 1,1,1
  15390.                MPSt 0
  15391.                sh {
  15392.                 mapk 0
  15393.                 elms {
  15394.                  }
  15395.                 }
  15396.                ob "bottom dome"
  15397.                }
  15398.               }
  15399.              boxM 5.07126,3.22363,-4.17038
  15400.              boxm 1.8222,-0.02548,-7.41937
  15401.              open 0
  15402.              }
  15403.             gr {
  15404.              nm "bottom walls"
  15405.              AnTr 1
  15406.              Cloa 1
  15407.              tran {
  15408.               po 0.41628,1.65938,-5.10353
  15409.               Scal 0.99998
  15410.               hp 0.41626,1.65938,-5.10364
  15411.               }
  15412.              XYZs 1,1,1
  15413.              MPSt 0
  15414.              so {
  15415.               inpr {
  15416.                AnTr 1
  15417.                Cloa 1
  15418.                tran {
  15419.                 po 0.40013,-0.80635,-5.10367
  15420.                 mat -1,0,0,0,-1,-0.00012,0,-0.00012,1
  15421.                 Scal 1.29459
  15422.                 hp 0.19994,-1.79993,-0.19997
  15423.                 }
  15424.                XYZs 1,1,1
  15425.                MPSt 0
  15426.                sh {
  15427.                 mapk 0
  15428.                 elms {
  15429.                  }
  15430.                 }
  15431.                ob "bottom wall"
  15432.                }
  15433.               inpr {
  15434.                AnTr 1
  15435.                Cloa 1
  15436.                tran {
  15437.                 po 2.91429,1.60007,-5.10365
  15438.                 mat 0.00015,-1,-0.00014,1,0.00015,-0.00002,-0.00002,-0.00012,1
  15439.                 Scal 1.29459
  15440.                 hp 0.19994,-1.79993,-0.19997
  15441.                 }
  15442.                XYZs 1,1,1
  15443.                MPSt 0
  15444.                sh {
  15445.                 mapk 0
  15446.                 elms {
  15447.                  }
  15448.                 }
  15449.                ob "bottom wall"
  15450.                }
  15451.               inpr {
  15452.                AnTr 1
  15453.                Cloa 1
  15454.                tran {
  15455.                 po -2.08165,1.60007,-5.10367
  15456.                 mat 0.00015,-1,-0.00014,1,0.00015,-0.00002,-0.00002,-0.00012,1
  15457.                 Scal 1.29459
  15458.                 hp 0.19994,-1.79993,-0.19997
  15459.                 }
  15460.                XYZs 1,1,1
  15461.                MPSt 0
  15462.                sh {
  15463.                 mapk 0
  15464.                 elms {
  15465.                  }
  15466.                 }
  15467.                ob "bottom wall"
  15468.                }
  15469.               inpr {
  15470.                AnTr 1
  15471.                Cloa 1
  15472.                tran {
  15473.                 po 0.40013,4.12523,-5.10365
  15474.                 mat -1,0,0,0,-1,-0.00012,0,-0.00012,1
  15475.                 Scal 1.29459
  15476.                 hp 0.19994,-1.79993,-0.19997
  15477.                 }
  15478.                XYZs 1,1,1
  15479.                MPSt 0
  15480.                sh {
  15481.                 mapk 0
  15482.                 elms {
  15483.                  }
  15484.                 }
  15485.                ob "bottom wall"
  15486.                }
  15487.               }
  15488.              boxM 3.17384,4.38451,-2.77347
  15489.              boxm -2.34117,-1.06561,-7.43388
  15490.              open 0
  15491.              }
  15492.             }
  15493.            boxM 4.69795,4.47496,-2.62401
  15494.            boxm -3.80525,-1.27454,-7.4337
  15495.            open 0
  15496.            }
  15497.           }
  15498.          boxM 4.69766,4.95253,-0.29016
  15499.          boxm -3.80501,-1.89774,-7.43359
  15500.          open 0
  15501.          }
  15502.         gr {
  15503.          nm "top"
  15504.          AnTr 1
  15505.          Cloa 1
  15506.          tran {
  15507.           po 0.40645,1.61905,8.17543
  15508.           Scal 0.99995
  15509.           hp 0.40659,1.61916,7.35326
  15510.           }
  15511.          XYZs 1,1,1
  15512.          MPSt 0
  15513.          so {
  15514.           gr {
  15515.            nm "liberty bell"
  15516.            AnTr 1
  15517.            Cloa 1
  15518.            tran {
  15519.             po 0.37512,1.68886,4.25822
  15520.             Scal 0.29521
  15521.             hp 0,-0.0004,0.55196
  15522.             }
  15523.            XYZs 1,1,1
  15524.            MPSt 0
  15525.            so {
  15526.             inpr {
  15527.              nm "hammer"
  15528.              AnTr 1
  15529.              Cloa 1
  15530.              tran {
  15531.               po -1.29906,1.31154,-1.70622
  15532.               mat 0.93561,-0.35294,0.00006,0.17245,0.45753,0.87222,-0.30792,-0.81609,0.48901
  15533.               Scal 1.00006
  15534.               hp 1.1998,-1.29979,0.79979
  15535.               }
  15536.              XYZs 1,1,1
  15537.              MPSt 0
  15538.              sh {
  15539.               mapk 0
  15540.               elms {
  15541.                }
  15542.               }
  15543.              ob "Inside Bell"
  15544.              }
  15545.             inpr {
  15546.              AnTr 1
  15547.              Cloa 1
  15548.              tran {
  15549.               po -0.29352,0.01488,2.97581
  15550.               mat -1,0,0,0,-1,0,0,0,1
  15551.               Scal 1.00006
  15552.               hp 2.0999,-0.00124,0.21178
  15553.               }
  15554.              XYZs 1,1,1
  15555.              MPSt 0
  15556.              sh {
  15557.               mapk 0
  15558.               elms {
  15559.                sprm {
  15560.                 uvsp 4
  15561.                 aexp 1
  15562.                 bbox 0,0,0.1998,0.1998
  15563.                 mbox 0,0,0.1998,0.1998
  15564.                 shdr {
  15565.                  scmp {
  15566.                   prkd 1
  15567.                   ssub {
  15568.                    sclr {
  15569.                     prkd 1
  15570.                     colr 0.91016,0.73047,0.38715
  15571.                     }
  15572.                    sval {
  15573.                     prkd 1
  15574.                     Val 0.5
  15575.                     }
  15576.                    sval {
  15577.                     prkd 1
  15578.                     Val 0.5
  15579.                     }
  15580.                    swir {
  15581.                     NBH 1
  15582.                     NBV 30
  15583.                     DNSH 0
  15584.                     DNSV 0.15227
  15585.                     GS 0
  15586.                     prkd 1
  15587.                     }
  15588.                    sval {
  15589.                     prkd 1
  15590.                     Val 0
  15591.                     }
  15592.                    sval {
  15593.                     prkd 1
  15594.                     Val 0
  15595.                     }
  15596.                    sval {
  15597.                     prkd 1
  15598.                     Val 0
  15599.                     }
  15600.                    void {
  15601.                     }
  15602.                    }
  15603.                   }
  15604.                  }
  15605.                 opac 1
  15606.                 }
  15607.                }
  15608.               }
  15609.              ob "rope"
  15610.              }
  15611.             inpr {
  15612.              AnTr 1
  15613.              Cloa 1
  15614.              tran {
  15615.               po 0.29668,0.01488,2.97581
  15616.               mat -1,0,0,0,-1,0,0,0,1
  15617.               Scal 1.00006
  15618.               hp 2.0999,-0.00124,0.21178
  15619.               }
  15620.              XYZs 1,1,1
  15621.              MPSt 0
  15622.              sh {
  15623.               mapk 0
  15624.               elms {
  15625.                sprm {
  15626.                 uvsp 4
  15627.                 aexp 1
  15628.                 bbox 0,0,0.1998,0.1998
  15629.                 mbox 0,0,0.1998,0.1998
  15630.                 shdr {
  15631.                  scmp {
  15632.                   prkd 1
  15633.                   ssub {
  15634.                    sclr {
  15635.                     prkd 1
  15636.                     colr 0.91016,0.73047,0.38715
  15637.                     }
  15638.                    sval {
  15639.                     prkd 1
  15640.                     Val 0.5
  15641.                     }
  15642.                    sval {
  15643.                     prkd 1
  15644.                     Val 0.5
  15645.                     }
  15646.                    swir {
  15647.                     NBH 1
  15648.                     NBV 30
  15649.                     DNSH 0
  15650.                     DNSV 0.15227
  15651.                     GS 0
  15652.                     prkd 1
  15653.                     }
  15654.                    sval {
  15655.                     prkd 1
  15656.                     Val 0
  15657.                     }
  15658.                    sval {
  15659.                     prkd 1
  15660.                     Val 0
  15661.                     }
  15662.                    sval {
  15663.                     prkd 1
  15664.                     Val 0
  15665.                     }
  15666.                    void {
  15667.                     }
  15668.                    }
  15669.                   }
  15670.                  }
  15671.                 opac 1
  15672.                 }
  15673.                }
  15674.               }
  15675.              ob "rope"
  15676.              }
  15677.             inpr {
  15678.              AnTr 1
  15679.              Cloa 1
  15680.              tran {
  15681.               po 0.00131,0.00008,2.20067
  15682.               mat 0,1,0,-1,0,0,0,0,1
  15683.               Scal 1.00006
  15684.               hp 0.72479,-2.37407,-0.19983
  15685.               }
  15686.              XYZs 0.90625,1.24962,1
  15687.              defo {
  15688.               affi {
  15689.                ScaX 0.90625
  15690.                ScaY 1.24962
  15691.                ScaZ 1
  15692.                R1,1 1
  15693.                R1,2 0
  15694.                R1,3 0
  15695.                R2,1 0
  15696.                R2,2 1
  15697.                R2,3 0
  15698.                R3,1 0
  15699.                R3,2 0
  15700.                R3,3 1
  15701.                Tra1 0
  15702.                Tra2 0
  15703.                Tra3 0
  15704.                }
  15705.               }
  15706.              MPSt 0
  15707.              sh {
  15708.               mapk 0
  15709.               elms {
  15710.                sprm {
  15711.                 uvsp 8
  15712.                 aexp 1
  15713.                 bbox 0,0,0.39961,1.59958
  15714.                 mbox 0,0,0.39961,1.59958
  15715.                 shdr {
  15716.                  scmp {
  15717.                   prkd 1
  15718.                   ssub {
  15719.                    sclr {
  15720.                     prkd 1
  15721.                     colr 0.5,0.5,0.5
  15722.                     }
  15723.                    sval {
  15724.                     prkd 1
  15725.                     Val 0.5
  15726.                     }
  15727.                    sval {
  15728.                     prkd 1
  15729.                     Val 0.5
  15730.                     }
  15731.                    swir {
  15732.                     NBH 17
  15733.                     NBV 17
  15734.                     DNSH 0.38907
  15735.                     DNSV 0.25
  15736.                     GS 1
  15737.                     prkd 1
  15738.                     }
  15739.                    sval {
  15740.                     prkd 1
  15741.                     Val 0
  15742.                     }
  15743.                    sval {
  15744.                     prkd 1
  15745.                     Val 0
  15746.                     }
  15747.                    sval {
  15748.                     prkd 1
  15749.                     Val 0
  15750.                     }
  15751.                    void {
  15752.                     }
  15753.                    }
  15754.                   }
  15755.                  }
  15756.                 opac 1
  15757.                 }
  15758.                }
  15759.               }
  15760.              ob "hook "
  15761.              }
  15762.             inpr {
  15763.              AnTr 1
  15764.              Cloa 1
  15765.              tran {
  15766.               po 0.00031,-0.00027,2.20067
  15767.               Scal 1.00006
  15768.               hp 0.72479,-2.37407,-0.19983
  15769.               }
  15770.              XYZs 0.90625,1.24962,1
  15771.              defo {
  15772.               affi {
  15773.                ScaX 0.90625
  15774.                ScaY 1.24962
  15775.                ScaZ 1
  15776.                R1,1 1
  15777.                R1,2 0
  15778.                R1,3 0
  15779.                R2,1 0
  15780.                R2,2 1
  15781.                R2,3 0
  15782.                R3,1 0
  15783.                R3,2 0
  15784.                R3,3 1
  15785.                Tra1 0
  15786.                Tra2 0
  15787.                Tra3 0
  15788.                }
  15789.               }
  15790.              MPSt 0
  15791.              sh {
  15792.               mapk 0
  15793.               elms {
  15794.                sprm {
  15795.                 uvsp 8
  15796.                 aexp 1
  15797.                 bbox 0,0,0.39961,1.59958
  15798.                 mbox 0,0,0.39961,1.59958
  15799.                 shdr {
  15800.                  scmp {
  15801.                   prkd 1
  15802.                   ssub {
  15803.                    sclr {
  15804.                     prkd 1
  15805.                     colr 0.5,0.5,0.5
  15806.                     }
  15807.                    sval {
  15808.                     prkd 1
  15809.                     Val 0.5
  15810.                     }
  15811.                    sval {
  15812.                     prkd 1
  15813.                     Val 0.5
  15814.                     }
  15815.                    swir {
  15816.                     NBH 17
  15817.                     NBV 17
  15818.                     DNSH 0.38907
  15819.                     DNSV 0.25
  15820.                     GS 1
  15821.                     prkd 1
  15822.                     }
  15823.                    sval {
  15824.                     prkd 1
  15825.                     Val 0
  15826.                     }
  15827.                    sval {
  15828.                     prkd 1
  15829.                     Val 0
  15830.                     }
  15831.                    sval {
  15832.                     prkd 1
  15833.                     Val 0
  15834.                     }
  15835.                    void {
  15836.                     }
  15837.                    }
  15838.                   }
  15839.                  }
  15840.                 opac 1
  15841.                 }
  15842.                }
  15843.               }
  15844.              ob "hook "
  15845.              }
  15846.             inpr {
  15847.              AnTr 1
  15848.              Cloa 1
  15849.              tran {
  15850.               po 0.00031,0.00008,2.92346
  15851.               Scal 1.00006
  15852.               hp 0,-1.5999,0
  15853.               }
  15854.              XYZs 1,1,1
  15855.              MPSt 0
  15856.              sh {
  15857.               mapk 0
  15858.               elms {
  15859.                }
  15860.               }
  15861.              ob "wood brace"
  15862.              }
  15863.             inpr {
  15864.              AnTr 1
  15865.              Cloa 1
  15866.              tran {
  15867.               po 0.00031,-0.0002,0.00038
  15868.               mat 1,0,0,0,0,-1,0,1,0
  15869.               Scal 1.00006
  15870.               hp 0.1998,0,-0.59984
  15871.               }
  15872.              XYZs 1,1,1
  15873.              MPSt 0
  15874.              sh {
  15875.               mapk 0
  15876.               elms {
  15877.                }
  15878.               }
  15879.              ob "bell"
  15880.              }
  15881.             }
  15882.            boxM 3.20023,2.39983,3.86415
  15883.            boxm -3.19972,-2.39986,-2.75969
  15884.            open 0
  15885.            }
  15886.           gr {
  15887.            nm "top section"
  15888.            AnTr 1
  15889.            Cloa 1
  15890.            tran {
  15891.             po 0.41258,1.6505,9.72736
  15892.             Scal 0.99995
  15893.             hp 0.4126,1.65056,9.72742
  15894.             }
  15895.            XYZs 1,1,1
  15896.            MPSt 0
  15897.            so {
  15898.             gr {
  15899.              nm "walls"
  15900.              AnTr 1
  15901.              Cloa 1
  15902.              tran {
  15903.               po 0.41254,1.65059,4.20985
  15904.               hp 0.41254,1.65059,4.21024
  15905.               }
  15906.              XYZs 1,1,1
  15907.              MPSt 0
  15908.              so {
  15909.               gr {
  15910.                nm "wall"
  15911.                AnTr 1
  15912.                Cloa 1
  15913.                tran {
  15914.                 po 0.41968,3.60687,4.21028
  15915.                 hp 0.41968,3.6068,4.21027
  15916.                 }
  15917.                XYZs 1,1,1
  15918.                MPSt 0
  15919.                so {
  15920.                 inpr {
  15921.                  AnTr 1
  15922.                  Cloa 1
  15923.                  tran {
  15924.                   po 0.41982,3.49466,4.62537
  15925.                   mat -1,0.00015,0.00002,-0.00017,-1,0.00006,-0.00002,0.00006,1
  15926.                   Scal 1.38388
  15927.                   hp 0.59995,-0.83983,0.19994
  15928.                   }
  15929.                  XYZs 1,0.46657,1
  15930.                  defo {
  15931.                   affi {
  15932.                    ScaX 1
  15933.                    ScaY 0.46657
  15934.                    ScaZ 1
  15935.                    R1,1 1
  15936.                    R1,2 0
  15937.                    R1,3 0
  15938.                    R2,1 0
  15939.                    R2,2 1
  15940.                    R2,3 0
  15941.                    R3,1 0
  15942.                    R3,2 0
  15943.                    R3,3 1
  15944.                    Tra1 0
  15945.                    Tra2 0
  15946.                    Tra3 0
  15947.                    }
  15948.                   }
  15949.                  MPSt 0
  15950.                  sh {
  15951.                   mapk 0
  15952.                   elms {
  15953.                    }
  15954.                   }
  15955.                  ob "top wall"
  15956.                  }
  15957.                 gr {
  15958.                  nm "tower columns"
  15959.                  AnTr 1
  15960.                  Cloa 1
  15961.                  tran {
  15962.                   po 0.42809,3.66132,3.05899
  15963.                   hp 0.42809,3.66129,2.90854
  15964.                   }
  15965.                  XYZs 1,1,1
  15966.                  MPSt 0
  15967.                  so {
  15968.                   inpr {
  15969.                    AnTr 1
  15970.                    Cloa 1
  15971.                    tran {
  15972.                     po 2.17154,3.66132,3.0289
  15973.                     mat -1,0,0,0,0,1,0,1,0
  15974.                     Scal 0.60179
  15975.                     hp 0.04509,0,0.472
  15976.                     }
  15977.                    XYZs 0.74994,1,0.75293
  15978.                    defo {
  15979.                     affi {
  15980.                      ScaX 0.74994
  15981.                      ScaY 1
  15982.                      ScaZ 0.75293
  15983.                      R1,1 1
  15984.                      R1,2 0
  15985.                      R1,3 0
  15986.                      R2,1 0
  15987.                      R2,2 1
  15988.                      R2,3 0
  15989.                      R3,1 0
  15990.                      R3,2 0
  15991.                      R3,3 1
  15992.                      Tra1 0
  15993.                      Tra2 0
  15994.                      Tra3 0
  15995.                      }
  15996.                     }
  15997.                    MPSt 0
  15998.                    sh {
  15999.                     mapk 0
  16000.                     elms {
  16001.                      }
  16002.                     }
  16003.                    ob "tower column"
  16004.                    }
  16005.                   inpr {
  16006.                    AnTr 1
  16007.                    Cloa 1
  16008.                    tran {
  16009.                     po 1.81595,3.66132,3.0289
  16010.                     mat -1,0,0,0,0,1,0,1,0
  16011.                     Scal 0.60179
  16012.                     hp 0.04509,0,0.472
  16013.                     }
  16014.                    XYZs 0.74994,1,0.75293
  16015.                    defo {
  16016.                     affi {
  16017.                      ScaX 0.74994
  16018.                      ScaY 1
  16019.                      ScaZ 0.75293
  16020.                      R1,1 1
  16021.                      R1,2 0
  16022.                      R1,3 0
  16023.                      R2,1 0
  16024.                      R2,2 1
  16025.                      R2,3 0
  16026.                      R3,1 0
  16027.                      R3,2 0
  16028.                      R3,3 1
  16029.                      Tra1 0
  16030.                      Tra2 0
  16031.                      Tra3 0
  16032.                      }
  16033.                     }
  16034.                    MPSt 0
  16035.                    sh {
  16036.                     mapk 0
  16037.                     elms {
  16038.                      }
  16039.                     }
  16040.                    ob "tower column"
  16041.                    }
  16042.                   inpr {
  16043.                    AnTr 1
  16044.                    Cloa 1
  16045.                    tran {
  16046.                     po 1.46037,3.66132,3.0289
  16047.                     mat -1,0,0,0,0,1,0,1,0
  16048.                     Scal 0.60179
  16049.                     hp 0.04509,0,0.472
  16050.                     }
  16051.                    XYZs 0.74994,1,0.75293
  16052.                    defo {
  16053.                     affi {
  16054.                      ScaX 0.74994
  16055.                      ScaY 1
  16056.                      ScaZ 0.75293
  16057.                      R1,1 1
  16058.                      R1,2 0
  16059.                      R1,3 0
  16060.                      R2,1 0
  16061.                      R2,2 1
  16062.                      R2,3 0
  16063.                      R3,1 0
  16064.                      R3,2 0
  16065.                      R3,3 1
  16066.                      Tra1 0
  16067.                      Tra2 0
  16068.                      Tra3 0
  16069.                      }
  16070.                     }
  16071.                    MPSt 0
  16072.                    sh {
  16073.                     mapk 0
  16074.                     elms {
  16075.                      }
  16076.                     }
  16077.                    ob "tower column"
  16078.                    }
  16079.                   inpr {
  16080.                    AnTr 1
  16081.                    Cloa 1
  16082.                    tran {
  16083.                     po -0.60411,3.66132,3.0289
  16084.                     mat -1,0,0,0,0,1,0,1,0
  16085.                     Scal 0.60179
  16086.                     hp 0.04509,0,0.472
  16087.                     }
  16088.                    XYZs 0.74994,1,0.75293
  16089.                    defo {
  16090.                     affi {
  16091.                      ScaX 0.74994
  16092.                      ScaY 1
  16093.                      ScaZ 0.75293
  16094.                      R1,1 1
  16095.                      R1,2 0
  16096.                      R1,3 0
  16097.                      R2,1 0
  16098.                      R2,2 1
  16099.                      R2,3 0
  16100.                      R3,1 0
  16101.                      R3,2 0
  16102.                      R3,3 1
  16103.                      Tra1 0
  16104.                      Tra2 0
  16105.                      Tra3 0
  16106.                      }
  16107.                     }
  16108.                    MPSt 0
  16109.                    sh {
  16110.                     mapk 0
  16111.                     elms {
  16112.                      }
  16113.                     }
  16114.                    ob "tower column"
  16115.                    }
  16116.                   inpr {
  16117.                    AnTr 1
  16118.                    Cloa 1
  16119.                    tran {
  16120.                     po -0.95966,3.66132,3.0289
  16121.                     mat -1,0,0,0,0,1,0,1,0
  16122.                     Scal 0.60179
  16123.                     hp 0.04509,0,0.472
  16124.                     }
  16125.                    XYZs 0.74994,1,0.75293
  16126.                    defo {
  16127.                     affi {
  16128.                      ScaX 0.74994
  16129.                      ScaY 1
  16130.                      ScaZ 0.75293
  16131.                      R1,1 1
  16132.                      R1,2 0
  16133.                      R1,3 0
  16134.                      R2,1 0
  16135.                      R2,2 1
  16136.                      R2,3 0
  16137.                      R3,1 0
  16138.                      R3,2 0
  16139.                      R3,3 1
  16140.                      Tra1 0
  16141.                      Tra2 0
  16142.                      Tra3 0
  16143.                      }
  16144.                     }
  16145.                    MPSt 0
  16146.                    sh {
  16147.                     mapk 0
  16148.                     elms {
  16149.                      }
  16150.                     }
  16151.                    ob "tower column"
  16152.                    }
  16153.                   inpr {
  16154.                    AnTr 1
  16155.                    Cloa 1
  16156.                    tran {
  16157.                     po -1.31528,3.66132,3.0289
  16158.                     mat -1,0,0,0,0,1,0,1,0
  16159.                     Scal 0.60179
  16160.                     hp 0.04509,0,0.472
  16161.                     }
  16162.                    XYZs 0.74994,1,0.75293
  16163.                    defo {
  16164.                     affi {
  16165.                      ScaX 0.74994
  16166.                      ScaY 1
  16167.                      ScaZ 0.75293
  16168.                      R1,1 1
  16169.                      R1,2 0
  16170.                      R1,3 0
  16171.                      R2,1 0
  16172.                      R2,2 1
  16173.                      R2,3 0
  16174.                      R3,1 0
  16175.                      R3,2 0
  16176.                      R3,3 1
  16177.                      Tra1 0
  16178.                      Tra2 0
  16179.                      Tra3 0
  16180.                      }
  16181.                     }
  16182.                    MPSt 0
  16183.                    sh {
  16184.                     mapk 0
  16185.                     elms {
  16186.                      }
  16187.                     }
  16188.                    ob "tower column"
  16189.                    }
  16190.                   }
  16191.                  boxM 2.35899,3.84874,4.23245
  16192.                  boxm -1.50269,3.47386,1.58469
  16193.                  open 0
  16194.                  }
  16195.                 inpr {
  16196.                  AnTr 1
  16197.                  Cloa 1
  16198.                  tran {
  16199.                   po 0.4198,3.64993,6.29167
  16200.                   Scal 0.50003
  16201.                   hp -0.19997,-1.76218,-0.29996
  16202.                   }
  16203.                  XYZs 1,1,1
  16204.                  MPSt 0
  16205.                  sh {
  16206.                   mapk 0
  16207.                   elms {
  16208.                    }
  16209.                   }
  16210.                  ob "middle roofline"
  16211.                  }
  16212.                 }
  16213.                boxM 2.41975,3.84872,6.83969
  16214.                boxm -1.58014,3.36504,1.58118
  16215.                open 0
  16216.                }
  16217.               gr {
  16218.                nm "wall"
  16219.                AnTr 1
  16220.                Cloa 1
  16221.                tran {
  16222.                 po -1.54738,1.62894,4.62534
  16223.                 mat -0.00012,-1,0,1,-0.00012,0,0,0,1
  16224.                 hp 0.4198,3.60677,4.62534
  16225.                 }
  16226.                XYZs 1,1,1
  16227.                MPSt 0
  16228.                so {
  16229.                 inpr {
  16230.                  AnTr 1
  16231.                  Cloa 1
  16232.                  tran {
  16233.                   po 0.41975,3.49461,4.62537
  16234.                   mat -1,0.00014,-0.00002,-0.00015,-0.99998,0.00005,-0.00002,0.00002,0.99998
  16235.                   Scal 1.38388
  16236.                   hp 0.59995,-0.83983,0.19994
  16237.                   }
  16238.                  XYZs 1,0.46657,1
  16239.                  defo {
  16240.                   affi {
  16241.                    ScaX 1
  16242.                    ScaY 0.46657
  16243.                    ScaZ 1
  16244.                    R1,1 1
  16245.                    R1,2 0
  16246.                    R1,3 0
  16247.                    R2,1 0
  16248.                    R2,2 1
  16249.                    R2,3 0
  16250.                    R3,1 0
  16251.                    R3,2 0
  16252.                    R3,3 1
  16253.                    Tra1 0
  16254.                    Tra2 0
  16255.                    Tra3 0
  16256.                    }
  16257.                   }
  16258.                  MPSt 0
  16259.                  sh {
  16260.                   mapk 0
  16261.                   elms {
  16262.                    }
  16263.                   }
  16264.                  ob "top wall"
  16265.                  }
  16266.                 gr {
  16267.                  nm "tower columns"
  16268.                  AnTr 1
  16269.                  Cloa 1
  16270.                  tran {
  16271.                   po 0.4281,3.6613,3.05902
  16272.                   hp 0.42809,3.66129,2.90854
  16273.                   }
  16274.                  XYZs 1,1,1
  16275.                  MPSt 0
  16276.                  so {
  16277.                   inpr {
  16278.                    AnTr 1
  16279.                    Cloa 1
  16280.                    tran {
  16281.                     po 2.17166,3.66136,3.0289
  16282.                     mat -1,0,0,0,0,1,0,1,0
  16283.                     Scal 0.60179
  16284.                     hp 0.04509,0,0.472
  16285.                     }
  16286.                    XYZs 0.74994,1,0.75293
  16287.                    defo {
  16288.                     affi {
  16289.                      ScaX 0.74994
  16290.                      ScaY 1
  16291.                      ScaZ 0.75293
  16292.                      R1,1 1
  16293.                      R1,2 0
  16294.                      R1,3 0
  16295.                      R2,1 0
  16296.                      R2,2 1
  16297.                      R2,3 0
  16298.                      R3,1 0
  16299.                      R3,2 0
  16300.                      R3,3 1
  16301.                      Tra1 0
  16302.                      Tra2 0
  16303.                      Tra3 0
  16304.                      }
  16305.                     }
  16306.                    MPSt 0
  16307.                    sh {
  16308.                     mapk 0
  16309.                     elms {
  16310.                      }
  16311.                     }
  16312.                    ob "tower column"
  16313.                    }
  16314.                   inpr {
  16315.                    AnTr 1
  16316.                    Cloa 1
  16317.                    tran {
  16318.                     po 1.81598,3.66133,3.0289
  16319.                     mat -1,0,0,0,0,1,0,1,0
  16320.                     Scal 0.60179
  16321.                     hp 0.04509,0,0.472
  16322.                     }
  16323.                    XYZs 0.74994,1,0.75293
  16324.                    defo {
  16325.                     affi {
  16326.                      ScaX 0.74994
  16327.                      ScaY 1
  16328.                      ScaZ 0.75293
  16329.                      R1,1 1
  16330.                      R1,2 0
  16331.                      R1,3 0
  16332.                      R2,1 0
  16333.                      R2,2 1
  16334.                      R2,3 0
  16335.                      R3,1 0
  16336.                      R3,2 0
  16337.                      R3,3 1
  16338.                      Tra1 0
  16339.                      Tra2 0
  16340.                      Tra3 0
  16341.                      }
  16342.                     }
  16343.                    MPSt 0
  16344.                    sh {
  16345.                     mapk 0
  16346.                     elms {
  16347.                      }
  16348.                     }
  16349.                    ob "tower column"
  16350.                    }
  16351.                   inpr {
  16352.                    AnTr 1
  16353.                    Cloa 1
  16354.                    tran {
  16355.                     po 1.46043,3.66133,3.0289
  16356.                     mat -1,0,0,0,0,1,0,1,0
  16357.                     Scal 0.60179
  16358.                     hp 0.04509,0,0.472
  16359.                     }
  16360.                    XYZs 0.74994,1,0.75293
  16361.                    defo {
  16362.                     affi {
  16363.                      ScaX 0.74994
  16364.                      ScaY 1
  16365.                      ScaZ 0.75293
  16366.                      R1,1 1
  16367.                      R1,2 0
  16368.                      R1,3 0
  16369.                      R2,1 0
  16370.                      R2,2 1
  16371.                      R2,3 0
  16372.                      R3,1 0
  16373.                      R3,2 0
  16374.                      R3,3 1
  16375.                      Tra1 0
  16376.                      Tra2 0
  16377.                      Tra3 0
  16378.                      }
  16379.                     }
  16380.                    MPSt 0
  16381.                    sh {
  16382.                     mapk 0
  16383.                     elms {
  16384.                      }
  16385.                     }
  16386.                    ob "tower column"
  16387.                    }
  16388.                   inpr {
  16389.                    AnTr 1
  16390.                    Cloa 1
  16391.                    tran {
  16392.                     po -0.60405,3.6613,3.0289
  16393.                     mat -1,0,0,0,0,1,0,1,0
  16394.                     Scal 0.60179
  16395.                     hp 0.04509,0,0.472
  16396.                     }
  16397.                    XYZs 0.74994,1,0.75293
  16398.                    defo {
  16399.                     affi {
  16400.                      ScaX 0.74994
  16401.                      ScaY 1
  16402.                      ScaZ 0.75293
  16403.                      R1,1 1
  16404.                      R1,2 0
  16405.                      R1,3 0
  16406.                      R2,1 0
  16407.                      R2,2 1
  16408.                      R2,3 0
  16409.                      R3,1 0
  16410.                      R3,2 0
  16411.                      R3,3 1
  16412.                      Tra1 0
  16413.                      Tra2 0
  16414.                      Tra3 0
  16415.                      }
  16416.                     }
  16417.                    MPSt 0
  16418.                    sh {
  16419.                     mapk 0
  16420.                     elms {
  16421.                      }
  16422.                     }
  16423.                    ob "tower column"
  16424.                    }
  16425.                   inpr {
  16426.                    AnTr 1
  16427.                    Cloa 1
  16428.                    tran {
  16429.                     po -0.95973,3.6613,3.0289
  16430.                     mat -1,0,0,0,0,1,0,1,0
  16431.                     Scal 0.60179
  16432.                     hp 0.04509,0,0.472
  16433.                     }
  16434.                    XYZs 0.74994,1,0.75293
  16435.                    defo {
  16436.                     affi {
  16437.                      ScaX 0.74994
  16438.                      ScaY 1
  16439.                      ScaZ 0.75293
  16440.                      R1,1 1
  16441.                      R1,2 0
  16442.                      R1,3 0
  16443.                      R2,1 0
  16444.                      R2,2 1
  16445.                      R2,3 0
  16446.                      R3,1 0
  16447.                      R3,2 0
  16448.                      R3,3 1
  16449.                      Tra1 0
  16450.                      Tra2 0
  16451.                      Tra3 0
  16452.                      }
  16453.                     }
  16454.                    MPSt 0
  16455.                    sh {
  16456.                     mapk 0
  16457.                     elms {
  16458.                      }
  16459.                     }
  16460.                    ob "tower column"
  16461.                    }
  16462.                   inpr {
  16463.                    AnTr 1
  16464.                    Cloa 1
  16465.                    tran {
  16466.                     po -1.3152,3.6613,3.0289
  16467.                     mat -1,0,0,0,0,1,0,1,0
  16468.                     Scal 0.60179
  16469.                     hp 0.04509,0,0.472
  16470.                     }
  16471.                    XYZs 0.74994,1,0.75293
  16472.                    defo {
  16473.                     affi {
  16474.                      ScaX 0.74994
  16475.                      ScaY 1
  16476.                      ScaZ 0.75293
  16477.                      R1,1 1
  16478.                      R1,2 0
  16479.                      R1,3 0
  16480.                      R2,1 0
  16481.                      R2,2 1
  16482.                      R2,3 0
  16483.                      R3,1 0
  16484.                      R3,2 0
  16485.                      R3,3 1
  16486.                      Tra1 0
  16487.                      Tra2 0
  16488.                      Tra3 0
  16489.                      }
  16490.                     }
  16491.                    MPSt 0
  16492.                    sh {
  16493.                     mapk 0
  16494.                     elms {
  16495.                      }
  16496.                     }
  16497.                    ob "tower column"
  16498.                    }
  16499.                   }
  16500.                  boxM 2.35892,3.84879,4.23259
  16501.                  boxm -1.50266,3.47379,1.58446
  16502.                  open 1
  16503.                  }
  16504.                 inpr {
  16505.                  AnTr 1
  16506.                  Cloa 1
  16507.                  tran {
  16508.                   po 0.41982,3.64987,6.2917
  16509.                   Scal 0.50003
  16510.                   hp -0.19997,-1.76218,-0.29996
  16511.                   }
  16512.                  XYZs 1,1,1
  16513.                  MPSt 0
  16514.                  sh {
  16515.                   mapk 0
  16516.                   elms {
  16517.                    }
  16518.                   }
  16519.                  ob "middle roofline"
  16520.                  }
  16521.                 }
  16522.                boxM 2.41975,3.84882,6.83955
  16523.                boxm -1.58014,3.36484,1.58116
  16524.                open 0
  16525.                }
  16526.               gr {
  16527.                nm "wall"
  16528.                AnTr 1
  16529.                Cloa 1
  16530.                tran {
  16531.                 po 2.37262,1.62901,4.62534
  16532.                 mat 0.00012,1,0,-1,0.00012,0,0,0,1
  16533.                 hp 0.4198,3.60677,4.62534
  16534.                 }
  16535.                XYZs 1,1,1
  16536.                MPSt 0
  16537.                so {
  16538.                 inpr {
  16539.                  AnTr 1
  16540.                  Cloa 1
  16541.                  tran {
  16542.                   po 0.41978,3.4946,4.62534
  16543.                   mat -0.99998,0.00017,0.00002,-0.00018,-1,0.00006,-0.00002,0.00006,1
  16544.                   Scal 1.38388
  16545.                   hp 0.59995,-0.83983,0.19994
  16546.                   }
  16547.                  XYZs 1,0.46657,1
  16548.                  defo {
  16549.                   affi {
  16550.                    ScaX 1
  16551.                    ScaY 0.46657
  16552.                    ScaZ 1
  16553.                    R1,1 1
  16554.                    R1,2 0
  16555.                    R1,3 0
  16556.                    R2,1 0
  16557.                    R2,2 1
  16558.                    R2,3 0
  16559.                    R3,1 0
  16560.                    R3,2 0
  16561.                    R3,3 1
  16562.                    Tra1 0
  16563.                    Tra2 0
  16564.                    Tra3 0
  16565.                    }
  16566.                   }
  16567.                  MPSt 0
  16568.                  sh {
  16569.                   mapk 0
  16570.                   elms {
  16571.                    }
  16572.                   }
  16573.                  ob "top wall"
  16574.                  }
  16575.                 gr {
  16576.                  nm "tower columns"
  16577.                  AnTr 1
  16578.                  Cloa 1
  16579.                  tran {
  16580.                   po 0.42802,3.66127,3.05902
  16581.                   hp 0.42809,3.66129,2.90854
  16582.                   }
  16583.                  XYZs 1,1,1
  16584.                  MPSt 0
  16585.                  so {
  16586.                   inpr {
  16587.                    AnTr 1
  16588.                    Cloa 1
  16589.                    tran {
  16590.                     po 2.17152,3.66132,3.0289
  16591.                     mat -1,0,0,0,0,1,0,1,0
  16592.                     Scal 0.60179
  16593.                     hp 0.04509,0,0.472
  16594.                     }
  16595.                    XYZs 0.74994,1,0.75293
  16596.                    defo {
  16597.                     affi {
  16598.                      ScaX 0.74994
  16599.                      ScaY 1
  16600.                      ScaZ 0.75293
  16601.                      R1,1 1
  16602.                      R1,2 0
  16603.                      R1,3 0
  16604.                      R2,1 0
  16605.                      R2,2 1
  16606.                      R2,3 0
  16607.                      R3,1 0
  16608.                      R3,2 0
  16609.                      R3,3 1
  16610.                      Tra1 0
  16611.                      Tra2 0
  16612.                      Tra3 0
  16613.                      }
  16614.                     }
  16615.                    MPSt 0
  16616.                    sh {
  16617.                     mapk 0
  16618.                     elms {
  16619.                      }
  16620.                     }
  16621.                    ob "tower column"
  16622.                    }
  16623.                   inpr {
  16624.                    AnTr 1
  16625.                    Cloa 1
  16626.                    tran {
  16627.                     po 1.81593,3.66132,3.0289
  16628.                     mat -1,0,0,0,0,1,0,1,0
  16629.                     Scal 0.60179
  16630.                     hp 0.04509,0,0.472
  16631.                     }
  16632.                    XYZs 0.74994,1,0.75293
  16633.                    defo {
  16634.                     affi {
  16635.                      ScaX 0.74994
  16636.                      ScaY 1
  16637.                      ScaZ 0.75293
  16638.                      R1,1 1
  16639.                      R1,2 0
  16640.                      R1,3 0
  16641.                      R2,1 0
  16642.                      R2,2 1
  16643.                      R2,3 0
  16644.                      R3,1 0
  16645.                      R3,2 0
  16646.                      R3,3 1
  16647.                      Tra1 0
  16648.                      Tra2 0
  16649.                      Tra3 0
  16650.                      }
  16651.                     }
  16652.                    MPSt 0
  16653.                    sh {
  16654.                     mapk 0
  16655.                     elms {
  16656.                      }
  16657.                     }
  16658.                    ob "tower column"
  16659.                    }
  16660.                   inpr {
  16661.                    AnTr 1
  16662.                    Cloa 1
  16663.                    tran {
  16664.                     po 1.46036,3.66127,3.0289
  16665.                     mat -1,0,0,0,0,1,0,1,0
  16666.                     Scal 0.60179
  16667.                     hp 0.04509,0,0.472
  16668.                     }
  16669.                    XYZs 0.74994,1,0.75293
  16670.                    defo {
  16671.                     affi {
  16672.                      ScaX 0.74994
  16673.                      ScaY 1
  16674.                      ScaZ 0.75293
  16675.                      R1,1 1
  16676.                      R1,2 0
  16677.                      R1,3 0
  16678.                      R2,1 0
  16679.                      R2,2 1
  16680.                      R2,3 0
  16681.                      R3,1 0
  16682.                      R3,2 0
  16683.                      R3,3 1
  16684.                      Tra1 0
  16685.                      Tra2 0
  16686.                      Tra3 0
  16687.                      }
  16688.                     }
  16689.                    MPSt 0
  16690.                    sh {
  16691.                     mapk 0
  16692.                     elms {
  16693.                      }
  16694.                     }
  16695.                    ob "tower column"
  16696.                    }
  16697.                   inpr {
  16698.                    AnTr 1
  16699.                    Cloa 1
  16700.                    tran {
  16701.                     po -0.60408,3.6613,3.0289
  16702.                     mat -1,0,0,0,0,1,0,1,0
  16703.                     Scal 0.60179
  16704.                     hp 0.04509,0,0.472
  16705.                     }
  16706.                    XYZs 0.74994,1,0.75293
  16707.                    defo {
  16708.                     affi {
  16709.                      ScaX 0.74994
  16710.                      ScaY 1
  16711.                      ScaZ 0.75293
  16712.                      R1,1 1
  16713.                      R1,2 0
  16714.                      R1,3 0
  16715.                      R2,1 0
  16716.                      R2,2 1
  16717.                      R2,3 0
  16718.                      R3,1 0
  16719.                      R3,2 0
  16720.                      R3,3 1
  16721.                      Tra1 0
  16722.                      Tra2 0
  16723.                      Tra3 0
  16724.                      }
  16725.                     }
  16726.                    MPSt 0
  16727.                    sh {
  16728.                     mapk 0
  16729.                     elms {
  16730.                      }
  16731.                     }
  16732.                    ob "tower column"
  16733.                    }
  16734.                   inpr {
  16735.                    AnTr 1
  16736.                    Cloa 1
  16737.                    tran {
  16738.                     po -0.95966,3.6613,3.0289
  16739.                     mat -1,0,0,0,0,1,0,1,0
  16740.                     Scal 0.60179
  16741.                     hp 0.04509,0,0.472
  16742.                     }
  16743.                    XYZs 0.74994,1,0.75293
  16744.                    defo {
  16745.                     affi {
  16746.                      ScaX 0.74994
  16747.                      ScaY 1
  16748.                      ScaZ 0.75293
  16749.                      R1,1 1
  16750.                      R1,2 0
  16751.                      R1,3 0
  16752.                      R2,1 0
  16753.                      R2,2 1
  16754.                      R2,3 0
  16755.                      R3,1 0
  16756.                      R3,2 0
  16757.                      R3,3 1
  16758.                      Tra1 0
  16759.                      Tra2 0
  16760.                      Tra3 0
  16761.                      }
  16762.                     }
  16763.                    MPSt 0
  16764.                    sh {
  16765.                     mapk 0
  16766.                     elms {
  16767.                      }
  16768.                     }
  16769.                    ob "tower column"
  16770.                    }
  16771.                   inpr {
  16772.                    AnTr 1
  16773.                    Cloa 1
  16774.                    tran {
  16775.                     po -1.31529,3.66127,3.0289
  16776.                     mat -1,0,0,0,0,1,0,1,0
  16777.                     Scal 0.60179
  16778.                     hp 0.04509,0,0.472
  16779.                     }
  16780.                    XYZs 0.74994,1,0.75293
  16781.                    defo {
  16782.                     affi {
  16783.                      ScaX 0.74994
  16784.                      ScaY 1
  16785.                      ScaZ 0.75293
  16786.                      R1,1 1
  16787.                      R1,2 0
  16788.                      R1,3 0
  16789.                      R2,1 0
  16790.                      R2,2 1
  16791.                      R2,3 0
  16792.                      R3,1 0
  16793.                      R3,2 0
  16794.                      R3,3 1
  16795.                      Tra1 0
  16796.                      Tra2 0
  16797.                      Tra3 0
  16798.                      }
  16799.                     }
  16800.                    MPSt 0
  16801.                    sh {
  16802.                     mapk 0
  16803.                     elms {
  16804.                      }
  16805.                     }
  16806.                    ob "tower column"
  16807.                    }
  16808.                   }
  16809.                  boxM 2.35892,3.84879,4.23259
  16810.                  boxm -1.50266,3.47379,1.58446
  16811.                  open 1
  16812.                  }
  16813.                 inpr {
  16814.                  AnTr 1
  16815.                  Cloa 1
  16816.                  tran {
  16817.                   po 0.41965,3.64992,6.2917
  16818.                   Scal 0.50003
  16819.                   hp -0.19997,-1.76218,-0.29996
  16820.                   }
  16821.                  XYZs 1,1,1
  16822.                  MPSt 0
  16823.                  sh {
  16824.                   mapk 0
  16825.                   elms {
  16826.                    }
  16827.                   }
  16828.                  ob "middle roofline"
  16829.                  }
  16830.                 }
  16831.                boxM 2.4196,3.84872,6.8396
  16832.                boxm -1.58029,3.36487,1.58115
  16833.                open 0
  16834.                }
  16835.               gr {
  16836.                nm "wall"
  16837.                AnTr 1
  16838.                Cloa 1
  16839.                tran {
  16840.                 po 0.41983,-0.30554,4.62534
  16841.                 mat -1,0,0,0,-1,0,0,0,1
  16842.                 hp 0.4198,3.60677,4.62534
  16843.                 }
  16844.                XYZs 1,1,1
  16845.                MPSt 0
  16846.                so {
  16847.                 inpr {
  16848.                  AnTr 1
  16849.                  Cloa 1
  16850.                  tran {
  16851.                   po 0.41966,3.49457,4.62537
  16852.                   mat -1,0.00017,0.00002,-0.00018,-1,0.00006,-0.00002,0.00006,1
  16853.                   Scal 1.38388
  16854.                   hp 0.59995,-0.83983,0.19994
  16855.                   }
  16856.                  XYZs 1,0.46657,1
  16857.                  defo {
  16858.                   affi {
  16859.                    ScaX 1
  16860.                    ScaY 0.46657
  16861.                    ScaZ 1
  16862.                    R1,1 1
  16863.                    R1,2 0
  16864.                    R1,3 0
  16865.                    R2,1 0
  16866.                    R2,2 1
  16867.                    R2,3 0
  16868.                    R3,1 0
  16869.                    R3,2 0
  16870.                    R3,3 1
  16871.                    Tra1 0
  16872.                    Tra2 0
  16873.                    Tra3 0
  16874.                    }
  16875.                   }
  16876.                  MPSt 0
  16877.                  sh {
  16878.                   mapk 0
  16879.                   elms {
  16880.                    }
  16881.                   }
  16882.                  ob "top wall"
  16883.                  }
  16884.                 gr {
  16885.                  nm "tower columns"
  16886.                  AnTr 1
  16887.                  Cloa 1
  16888.                  tran {
  16889.                   po 0.42807,3.66129,3.05902
  16890.                   hp 0.42809,3.66129,2.90854
  16891.                   }
  16892.                  XYZs 1,1,1
  16893.                  MPSt 0
  16894.                  so {
  16895.                   inpr {
  16896.                    AnTr 1
  16897.                    Cloa 1
  16898.                    tran {
  16899.                     po 2.17149,3.66133,3.0289
  16900.                     mat -1,0,0,0,0,1,0,1,0
  16901.                     Scal 0.60179
  16902.                     hp 0.04509,0,0.472
  16903.                     }
  16904.                    XYZs 0.74994,1,0.75293
  16905.                    defo {
  16906.                     affi {
  16907.                      ScaX 0.74994
  16908.                      ScaY 1
  16909.                      ScaZ 0.75293
  16910.                      R1,1 1
  16911.                      R1,2 0
  16912.                      R1,3 0
  16913.                      R2,1 0
  16914.                      R2,2 1
  16915.                      R2,3 0
  16916.                      R3,1 0
  16917.                      R3,2 0
  16918.                      R3,3 1
  16919.                      Tra1 0
  16920.                      Tra2 0
  16921.                      Tra3 0
  16922.                      }
  16923.                     }
  16924.                    MPSt 0
  16925.                    sh {
  16926.                     mapk 0
  16927.                     elms {
  16928.                      }
  16929.                     }
  16930.                    ob "tower column"
  16931.                    }
  16932.                   inpr {
  16933.                    AnTr 1
  16934.                    Cloa 1
  16935.                    tran {
  16936.                     po 1.81595,3.66133,3.0289
  16937.                     mat -1,0,0,0,0,1,0,1,0
  16938.                     Scal 0.60179
  16939.                     hp 0.04509,0,0.472
  16940.                     }
  16941.                    XYZs 0.74994,1,0.75293
  16942.                    defo {
  16943.                     affi {
  16944.                      ScaX 0.74994
  16945.                      ScaY 1
  16946.                      ScaZ 0.75293
  16947.                      R1,1 1
  16948.                      R1,2 0
  16949.                      R1,3 0
  16950.                      R2,1 0
  16951.                      R2,2 1
  16952.                      R2,3 0
  16953.                      R3,1 0
  16954.                      R3,2 0
  16955.                      R3,3 1
  16956.                      Tra1 0
  16957.                      Tra2 0
  16958.                      Tra3 0
  16959.                      }
  16960.                     }
  16961.                    MPSt 0
  16962.                    sh {
  16963.                     mapk 0
  16964.                     elms {
  16965.                      }
  16966.                     }
  16967.                    ob "tower column"
  16968.                    }
  16969.                   inpr {
  16970.                    AnTr 1
  16971.                    Cloa 1
  16972.                    tran {
  16973.                     po 1.46036,3.66133,3.0289
  16974.                     mat -1,0,0,0,0,1,0,1,0
  16975.                     Scal 0.60179
  16976.                     hp 0.04509,0,0.472
  16977.                     }
  16978.                    XYZs 0.74994,1,0.75293
  16979.                    defo {
  16980.                     affi {
  16981.                      ScaX 0.74994
  16982.                      ScaY 1
  16983.                      ScaZ 0.75293
  16984.                      R1,1 1
  16985.                      R1,2 0
  16986.                      R1,3 0
  16987.                      R2,1 0
  16988.                      R2,2 1
  16989.                      R2,3 0
  16990.                      R3,1 0
  16991.                      R3,2 0
  16992.                      R3,3 1
  16993.                      Tra1 0
  16994.                      Tra2 0
  16995.                      Tra3 0
  16996.                      }
  16997.                     }
  16998.                    MPSt 0
  16999.                    sh {
  17000.                     mapk 0
  17001.                     elms {
  17002.                      }
  17003.                     }
  17004.                    ob "tower column"
  17005.                    }
  17006.                   inpr {
  17007.                    AnTr 1
  17008.                    Cloa 1
  17009.                    tran {
  17010.                     po -0.60411,3.66133,3.0289
  17011.                     mat -1,0,0,0,0,1,0,1,0
  17012.                     Scal 0.60179
  17013.                     hp 0.04509,0,0.472
  17014.                     }
  17015.                    XYZs 0.74994,1,0.75293
  17016.                    defo {
  17017.                     affi {
  17018.                      ScaX 0.74994
  17019.                      ScaY 1
  17020.                      ScaZ 0.75293
  17021.                      R1,1 1
  17022.                      R1,2 0
  17023.                      R1,3 0
  17024.                      R2,1 0
  17025.                      R2,2 1
  17026.                      R2,3 0
  17027.                      R3,1 0
  17028.                      R3,2 0
  17029.                      R3,3 1
  17030.                      Tra1 0
  17031.                      Tra2 0
  17032.                      Tra3 0
  17033.                      }
  17034.                     }
  17035.                    MPSt 0
  17036.                    sh {
  17037.                     mapk 0
  17038.                     elms {
  17039.                      }
  17040.                     }
  17041.                    ob "tower column"
  17042.                    }
  17043.                   inpr {
  17044.                    AnTr 1
  17045.                    Cloa 1
  17046.                    tran {
  17047.                     po -0.9597,3.66133,3.0289
  17048.                     mat -1,0,0,0,0,1,0,1,0
  17049.                     Scal 0.60179
  17050.                     hp 0.04509,0,0.472
  17051.                     }
  17052.                    XYZs 0.74994,1,0.75293
  17053.                    defo {
  17054.                     affi {
  17055.                      ScaX 0.74994
  17056.                      ScaY 1
  17057.                      ScaZ 0.75293
  17058.                      R1,1 1
  17059.                      R1,2 0
  17060.                      R1,3 0
  17061.                      R2,1 0
  17062.                      R2,2 1
  17063.                      R2,3 0
  17064.                      R3,1 0
  17065.                      R3,2 0
  17066.                      R3,3 1
  17067.                      Tra1 0
  17068.                      Tra2 0
  17069.                      Tra3 0
  17070.                      }
  17071.                     }
  17072.                    MPSt 0
  17073.                    sh {
  17074.                     mapk 0
  17075.                     elms {
  17076.                      }
  17077.                     }
  17078.                    ob "tower column"
  17079.                    }
  17080.                   inpr {
  17081.                    AnTr 1
  17082.                    Cloa 1
  17083.                    tran {
  17084.                     po -1.31528,3.66133,3.0289
  17085.                     mat -1,0,0,0,0,1,0,1,0
  17086.                     Scal 0.60179
  17087.                     hp 0.04509,0,0.472
  17088.                     }
  17089.                    XYZs 0.74994,1,0.75293
  17090.                    defo {
  17091.                     affi {
  17092.                      ScaX 0.74994
  17093.                      ScaY 1
  17094.                      ScaZ 0.75293
  17095.                      R1,1 1
  17096.                      R1,2 0
  17097.                      R1,3 0
  17098.                      R2,1 0
  17099.                      R2,2 1
  17100.                      R2,3 0
  17101.                      R3,1 0
  17102.                      R3,2 0
  17103.                      R3,3 1
  17104.                      Tra1 0
  17105.                      Tra2 0
  17106.                      Tra3 0
  17107.                      }
  17108.                     }
  17109.                    MPSt 0
  17110.                    sh {
  17111.                     mapk 0
  17112.                     elms {
  17113.                      }
  17114.                     }
  17115.                    ob "tower column"
  17116.                    }
  17117.                   }
  17118.                  boxM 2.35892,3.84879,4.23259
  17119.                  boxm -1.50266,3.47379,1.58446
  17120.                  open 1
  17121.                  }
  17122.                 inpr {
  17123.                  AnTr 1
  17124.                  Cloa 1
  17125.                  tran {
  17126.                   po 0.41965,3.64983,6.2917
  17127.                   Scal 0.50003
  17128.                   hp -0.19997,-1.76218,-0.29996
  17129.                   }
  17130.                  XYZs 1,1,1
  17131.                  MPSt 0
  17132.                  sh {
  17133.                   mapk 0
  17134.                   elms {
  17135.                    }
  17136.                   }
  17137.                  ob "middle roofline"
  17138.                  }
  17139.                 }
  17140.                boxM 2.41959,3.84879,6.83963
  17141.                boxm -1.58031,3.36475,1.58118
  17142.                open 0
  17143.                }
  17144.               }
  17145.              boxM 2.61476,3.84875,6.83961
  17146.              boxm -1.78966,-0.54753,1.58124
  17147.              open 0
  17148.              }
  17149.             gr {
  17150.              nm "tower dome"
  17151.              AnTr 1
  17152.              Cloa 1
  17153.              tran {
  17154.               po 0.41249,1.65053,11.57713
  17155.               hp 0.4126,1.65053,12.50876
  17156.               }
  17157.              XYZs 1,1,1
  17158.              MPSt 0
  17159.              so {
  17160.               inpr {
  17161.                AnTr 1
  17162.                Cloa 1
  17163.                tran {
  17164.                 po 0.41248,1.65059,8.21173
  17165.                 mat 0,0,1,1,0,0,0,1,0
  17166.                 hp -0.4446,0,0.87741
  17167.                 }
  17168.                XYZs 1.48299,1,1.48299
  17169.                defo {
  17170.                 affi {
  17171.                  ScaX 1.48299
  17172.                  ScaY 1
  17173.                  ScaZ 1.48299
  17174.                  R1,1 1
  17175.                  R1,2 0
  17176.                  R1,3 0
  17177.                  R2,1 0
  17178.                  R2,2 1
  17179.                  R2,3 0
  17180.                  R3,1 0
  17181.                  R3,2 0
  17182.                  R3,3 1
  17183.                  Tra1 0
  17184.                  Tra2 0
  17185.                  Tra3 0
  17186.                  }
  17187.                 }
  17188.                MPSt 0
  17189.                sh {
  17190.                 mapk 0
  17191.                 elms {
  17192.                  }
  17193.                 }
  17194.                ob "below tower dome"
  17195.                }
  17196.               inpr {
  17197.                AnTr 1
  17198.                Cloa 1
  17199.                tran {
  17200.                 po 0.41258,1.65063,8.02069
  17201.                 mat 1,0,0,0,-0.00012,-1,0,1,-0.00012
  17202.                 Scal 1.05031
  17203.                 hp -0.32863,-1.6373,-0.11542
  17204.                 }
  17205.                XYZs 1,1,1
  17206.                MPSt 0
  17207.                sh {
  17208.                 mapk 0
  17209.                 elms {
  17210.                  }
  17211.                 }
  17212.                ob "top roof"
  17213.                }
  17214.               inpr {
  17215.                AnTr 1
  17216.                Cloa 1
  17217.                tran {
  17218.                 po 0.41248,1.65057,10.16974
  17219.                 mat 0,0,1,1,0,0,0,1,0
  17220.                 Scal 0.76521
  17221.                 hp -0.14017,-1.84084,0.26474
  17222.                 }
  17223.                XYZs 1,1,1
  17224.                MPSt 0
  17225.                sh {
  17226.                 mapk 0
  17227.                 elms {
  17228.                  }
  17229.                 }
  17230.                ob "rim"
  17231.                }
  17232.               gr {
  17233.                nm "blocks"
  17234.                AnTr 1
  17235.                Cloa 1
  17236.                tran {
  17237.                 po 0.41284,1.65167,10.39339
  17238.                 hp 0.41286,1.65166,10.39359
  17239.                 }
  17240.                XYZs 1,1,1
  17241.                MPSt 0
  17242.                so {
  17243.                 inpr {
  17244.                  AnTr 1
  17245.                  Cloa 1
  17246.                  tran {
  17247.                   po 0.41248,1.65279,10.39354
  17248.                   mat 0.99968,-0.0246,0,0.02455,0.99966,0,0,0,1
  17249.                   Scal 0.88687
  17250.                   hp 0.26949,-3.70029,0.53072
  17251.                   }
  17252.                  XYZs 1,1,1
  17253.                  MPSt 0
  17254.                  sh {
  17255.                   mapk 0
  17256.                   elms {
  17257.                    }
  17258.                   }
  17259.                  ob "block"
  17260.                  }
  17261.                 inpr {
  17262.                  AnTr 1
  17263.                  Cloa 1
  17264.                  tran {
  17265.                   po 0.41248,1.65279,10.39354
  17266.                   mat 0.9491,-0.3149,0,0.31485,0.94908,0,0,0,1
  17267.                   Scal 0.88687
  17268.                   hp 0.26949,-3.70029,0.53072
  17269.                   }
  17270.                  XYZs 1,1,1
  17271.                  MPSt 0
  17272.                  sh {
  17273.                   mapk 0
  17274.                   elms {
  17275.                    }
  17276.                   }
  17277.                  ob "block"
  17278.                  }
  17279.                 inpr {
  17280.                  AnTr 1
  17281.                  Cloa 1
  17282.                  tran {
  17283.                   po 0.41248,1.65266,10.39354
  17284.                   mat 0.80164,-0.59784,0,0.59781,0.80162,0,0,0,1
  17285.                   Scal 0.88687
  17286.                   hp 0.26949,-3.70029,0.53072
  17287.                   }
  17288.                  XYZs 1,1,1
  17289.                  MPSt 0
  17290.                  sh {
  17291.                   mapk 0
  17292.                   elms {
  17293.                    }
  17294.                   }
  17295.                  ob "block"
  17296.                  }
  17297.                 inpr {
  17298.                  AnTr 1
  17299.                  Cloa 1
  17300.                  tran {
  17301.                   po 0.41246,1.65266,10.39354
  17302.                   mat 0.57242,-0.81992,0,0.81987,0.5724,0,0,0,1
  17303.                   Scal 0.88687
  17304.                   hp 0.26949,-3.70029,0.53072
  17305.                   }
  17306.                  XYZs 1,1,1
  17307.                  MPSt 0
  17308.                  sh {
  17309.                   mapk 0
  17310.                   elms {
  17311.                    }
  17312.                   }
  17313.                  ob "block"
  17314.                  }
  17315.                 inpr {
  17316.                  AnTr 1
  17317.                  Cloa 1
  17318.                  tran {
  17319.                   po 0.41246,1.65266,10.39354
  17320.                   mat 0.28508,-0.95853,0,0.9585,0.28506,0,0,0,1
  17321.                   Scal 0.88687
  17322.                   hp 0.26949,-3.70029,0.53072
  17323.                   }
  17324.                  XYZs 1,1,1
  17325.                  MPSt 0
  17326.                  sh {
  17327.                   mapk 0
  17328.                   elms {
  17329.                    }
  17330.                   }
  17331.                  ob "block"
  17332.                  }
  17333.                 inpr {
  17334.                  AnTr 1
  17335.                  Cloa 1
  17336.                  tran {
  17337.                   po 0.41243,1.65265,10.39354
  17338.                   mat -0.0312,-0.99951,0,0.9995,-0.03122,0,0,0,1
  17339.                   Scal 0.88687
  17340.                   hp 0.26949,-3.70029,0.53072
  17341.                   }
  17342.                  XYZs 1,1,1
  17343.                  MPSt 0
  17344.                  sh {
  17345.                   mapk 0
  17346.                   elms {
  17347.                    }
  17348.                   }
  17349.                  ob "block"
  17350.                  }
  17351.                 inpr {
  17352.                  AnTr 1
  17353.                  Cloa 1
  17354.                  tran {
  17355.                   po 0.41243,1.65265,10.39354
  17356.                   mat -0.34447,-0.9388,0,0.93878,-0.34448,0,0,0,1
  17357.                   Scal 0.88687
  17358.                   hp 0.26949,-3.70029,0.53072
  17359.                   }
  17360.                  XYZs 1,1,1
  17361.                  MPSt 0
  17362.                  sh {
  17363.                   mapk 0
  17364.                   elms {
  17365.                    }
  17366.                   }
  17367.                  ob "block"
  17368.                  }
  17369.                 inpr {
  17370.                  AnTr 1
  17371.                  Cloa 1
  17372.                  tran {
  17373.                   po 0.41238,1.6526,10.39354
  17374.                   mat -0.62265,-0.7825,0,0.78249,-0.62267,0,0,0,1
  17375.                   Scal 0.88687
  17376.                   hp 0.26949,-3.70029,0.53072
  17377.                   }
  17378.                  XYZs 1,1,1
  17379.                  MPSt 0
  17380.                  sh {
  17381.                   mapk 0
  17382.                   elms {
  17383.                    }
  17384.                   }
  17385.                  ob "block"
  17386.                  }
  17387.                 inpr {
  17388.                  AnTr 1
  17389.                  Cloa 1
  17390.                  tran {
  17391.                   po 0.41238,1.6526,10.39354
  17392.                   mat -0.83745,-0.54652,0,0.54651,-0.83746,0,0,0,1
  17393.                   Scal 0.88687
  17394.                   hp 0.26949,-3.70029,0.53072
  17395.                   }
  17396.                  XYZs 1,1,1
  17397.                  MPSt 0
  17398.                  sh {
  17399.                   mapk 0
  17400.                   elms {
  17401.                    }
  17402.                   }
  17403.                  ob "block"
  17404.                  }
  17405.                 inpr {
  17406.                  AnTr 1
  17407.                  Cloa 1
  17408.                  tran {
  17409.                   po 0.41237,1.65257,10.39354
  17410.                   mat -0.96698,-0.25487,0,0.25487,-0.967,0,0,0,1
  17411.                   Scal 0.88687
  17412.                   hp 0.26949,-3.70029,0.53072
  17413.                   }
  17414.                  XYZs 1,1,1
  17415.                  MPSt 0
  17416.                  sh {
  17417.                   mapk 0
  17418.                   elms {
  17419.                    }
  17420.                   }
  17421.                  ob "block"
  17422.                  }
  17423.                 inpr {
  17424.                  AnTr 1
  17425.                  Cloa 1
  17426.                  tran {
  17427.                   po 0.41235,1.65257,10.39354
  17428.                   mat -0.99806,0.06252,0,-0.06252,-0.99805,0,0,0,1
  17429.                   Scal 0.88687
  17430.                   hp 0.26949,-3.70029,0.53072
  17431.                   }
  17432.                  XYZs 1,1,1
  17433.                  MPSt 0
  17434.                  sh {
  17435.                   mapk 0
  17436.                   elms {
  17437.                    }
  17438.                   }
  17439.                  ob "block"
  17440.                  }
  17441.                 inpr {
  17442.                  AnTr 1
  17443.                  Cloa 1
  17444.                  tran {
  17445.                   po 0.41241,1.65256,10.39354
  17446.                   mat -0.92758,0.37364,0,-0.37366,-0.92757,0,0,0,1
  17447.                   Scal 0.88687
  17448.                   hp 0.26949,-3.70029,0.53072
  17449.                   }
  17450.                  XYZs 1,1,1
  17451.                  MPSt 0
  17452.                  sh {
  17453.                   mapk 0
  17454.                   elms {
  17455.                    }
  17456.                   }
  17457.                  ob "block"
  17458.                  }
  17459.                 inpr {
  17460.                  AnTr 1
  17461.                  Cloa 1
  17462.                  tran {
  17463.                   po 0.41228,1.65259,10.39354
  17464.                   mat -0.7626,0.6468,0,-0.64682,-0.76259,0,0,0,1
  17465.                   Scal 0.88687
  17466.                   hp 0.26949,-3.70029,0.53072
  17467.                   }
  17468.                  XYZs 1,1,1
  17469.                  MPSt 0
  17470.                  sh {
  17471.                   mapk 0
  17472.                   elms {
  17473.                    }
  17474.                   }
  17475.                  ob "block"
  17476.                  }
  17477.                 inpr {
  17478.                  AnTr 1
  17479.                  Cloa 1
  17480.                  tran {
  17481.                   po 0.41226,1.65253,10.39354
  17482.                   mat -0.52007,0.85414,0,-0.85414,-0.52005,0,0,0,1
  17483.                   Scal 0.88687
  17484.                   hp 0.26949,-3.70029,0.53072
  17485.                   }
  17486.                  XYZs 1,1,1
  17487.                  MPSt 0
  17488.                  sh {
  17489.                   mapk 0
  17490.                   elms {
  17491.                    }
  17492.                   }
  17493.                  ob "block"
  17494.                  }
  17495.                 inpr {
  17496.                  AnTr 1
  17497.                  Cloa 1
  17498.                  tran {
  17499.                   po 0.41226,1.65251,10.39354
  17500.                   mat -0.22467,0.97443,0,-0.97444,-0.22466,0,0,0,1
  17501.                   Scal 0.88687
  17502.                   hp 0.26949,-3.70029,0.53072
  17503.                   }
  17504.                  XYZs 1,1,1
  17505.                  MPSt 0
  17506.                  sh {
  17507.                   mapk 0
  17508.                   elms {
  17509.                    }
  17510.                   }
  17511.                  ob "block"
  17512.                  }
  17513.                 inpr {
  17514.                  AnTr 1
  17515.                  Cloa 1
  17516.                  tran {
  17517.                   po 0.41222,1.6525,10.39354
  17518.                   mat 0.09363,0.99557,0,-0.99562,0.09364,0,0,0,1
  17519.                   Scal 0.88687
  17520.                   hp 0.26949,-3.70029,0.53072
  17521.                   }
  17522.                  XYZs 1,1,1
  17523.                  MPSt 0
  17524.                  sh {
  17525.                   mapk 0
  17526.                   elms {
  17527.                    }
  17528.                   }
  17529.                  ob "block"
  17530.                  }
  17531.                 inpr {
  17532.                  AnTr 1
  17533.                  Cloa 1
  17534.                  tran {
  17535.                   po 0.41222,1.65247,10.39354
  17536.                   mat 0.40236,0.91547,0,-0.9155,0.40237,0,0,0,1
  17537.                   Scal 0.88687
  17538.                   hp 0.26949,-3.70029,0.53072
  17539.                   }
  17540.                  XYZs 1,1,1
  17541.                  MPSt 0
  17542.                  sh {
  17543.                   mapk 0
  17544.                   elms {
  17545.                    }
  17546.                   }
  17547.                  ob "block"
  17548.                  }
  17549.                 inpr {
  17550.                  AnTr 1
  17551.                  Cloa 1
  17552.                  tran {
  17553.                   po 0.41217,1.65248,10.39354
  17554.                   mat 0.67029,0.74208,0,-0.74211,0.6703,0,0,0,1
  17555.                   Scal 0.88687
  17556.                   hp 0.26949,-3.70029,0.53072
  17557.                   }
  17558.                  XYZs 1,1,1
  17559.                  MPSt 0
  17560.                  sh {
  17561.                   mapk 0
  17562.                   elms {
  17563.                    }
  17564.                   }
  17565.                  ob "block"
  17566.                  }
  17567.                 inpr {
  17568.                  AnTr 1
  17569.                  Cloa 1
  17570.                  tran {
  17571.                   po 0.41216,1.6524,10.39354
  17572.                   mat 0.85081,0.52539,0,-0.52544,0.85083,0,0,0,1
  17573.                   Scal 0.88687
  17574.                   hp 0.26949,-3.70029,0.53072
  17575.                   }
  17576.                  XYZs 1,1,1
  17577.                  MPSt 0
  17578.                  sh {
  17579.                   mapk 0
  17580.                   elms {
  17581.                    }
  17582.                   }
  17583.                  ob "block"
  17584.                  }
  17585.                 inpr {
  17586.                  AnTr 1
  17587.                  Cloa 1
  17588.                  tran {
  17589.                   po 0.41219,1.65242,10.39354
  17590.                   mat 0.9664,0.25682,0,-0.25687,0.96642,0,0,0,1
  17591.                   Scal 0.88687
  17592.                   hp 0.26949,-3.70029,0.53072
  17593.                   }
  17594.                  XYZs 1,1,1
  17595.                  MPSt 0
  17596.                  sh {
  17597.                   mapk 0
  17598.                   elms {
  17599.                    }
  17600.                   }
  17601.                  ob "block"
  17602.                  }
  17603.                 }
  17604.                boxM 2.12325,3.36214,10.5161
  17605.                boxm -1.2975,-0.05878,10.27095
  17606.                open 0
  17607.                }
  17608.               inpr {
  17609.                AnTr 1
  17610.                Cloa 1
  17611.                tran {
  17612.                 po 0.41248,1.65059,14.53378
  17613.                 mat 1,0,0,0,-0.00012,-1,0,1,-0.00012
  17614.                 Scal 0.63147
  17615.                 hp -0.4395,1.03043,-0.00539
  17616.                 }
  17617.                XYZs 1,1,1
  17618.                MPSt 0
  17619.                sh {
  17620.                 mapk 0
  17621.                 elms {
  17622.                  }
  17623.                 }
  17624.                ob "tip"
  17625.                }
  17626.               }
  17627.              boxM 2.53723,3.77533,18.80534
  17628.              boxm -1.71204,-0.47408,6.21184
  17629.              open 0
  17630.              }
  17631.             }
  17632.            boxM 2.61467,3.84866,17.87347
  17633.            boxm -1.78961,-0.54749,1.58102
  17634.            open 0
  17635.            }
  17636.           gr {
  17637.            nm "middle section"
  17638.            AnTr 1
  17639.            Cloa 1
  17640.            tran {
  17641.             po 0.40654,1.61914,-0.16016
  17642.             Scal 0.99995
  17643.             hp 0.40656,1.61919,-0.15976
  17644.             }
  17645.            XYZs 1,1,1
  17646.            MPSt 0
  17647.            so {
  17648.             gr {
  17649.              nm "middle walls"
  17650.              AnTr 1
  17651.              Cloa 1
  17652.              tran {
  17653.               po 0.41969,1.60695,-0.15974
  17654.               hp 0.46584,1.75754,-0.15976
  17655.               }
  17656.              XYZs 1,1,1
  17657.              MPSt 0
  17658.              so {
  17659.               inpr {
  17660.                AnTr 1
  17661.                Cloa 1
  17662.                tran {
  17663.                 po 0.44621,3.87578,-0.39107
  17664.                 Scal 1.24992
  17665.                 hp 0,-0.8998,0.19994
  17666.                 }
  17667.                XYZs 1,0.5,1
  17668.                defo {
  17669.                 affi {
  17670.                  ScaX 1
  17671.                  ScaY 0.5
  17672.                  ScaZ 1
  17673.                  R1,1 1
  17674.                  R1,2 0
  17675.                  R1,3 0
  17676.                  R2,1 0
  17677.                  R2,2 1
  17678.                  R2,3 0
  17679.                  R3,1 0
  17680.                  R3,2 0
  17681.                  R3,3 1
  17682.                  Tra1 0
  17683.                  Tra2 0
  17684.                  Tra3 0
  17685.                  }
  17686.                 }
  17687.                MPSt 0
  17688.                sh {
  17689.                 mapk 0
  17690.                 elms {
  17691.                  }
  17692.                 }
  17693.                ob "middle wall"
  17694.                }
  17695.               inpr {
  17696.                AnTr 1
  17697.                Cloa 1
  17698.                tran {
  17699.                 po 0.44621,-0.37431,-0.39107
  17700.                 Scal 1.24992
  17701.                 hp 0,-0.8998,0.19994
  17702.                 }
  17703.                XYZs 1,0.5,1
  17704.                defo {
  17705.                 affi {
  17706.                  ScaX 1
  17707.                  ScaY 0.5
  17708.                  ScaZ 1
  17709.                  R1,1 1
  17710.                  R1,2 0
  17711.                  R1,3 0
  17712.                  R2,1 0
  17713.                  R2,2 1
  17714.                  R2,3 0
  17715.                  R3,1 0
  17716.                  R3,2 0
  17717.                  R3,3 1
  17718.                  Tra1 0
  17719.                  Tra2 0
  17720.                  Tra3 0
  17721.                  }
  17722.                 }
  17723.                MPSt 0
  17724.                sh {
  17725.                 mapk 0
  17726.                 elms {
  17727.                  }
  17728.                 }
  17729.                ob "middle wall"
  17730.                }
  17731.               inpr {
  17732.                AnTr 1
  17733.                Cloa 1
  17734.                tran {
  17735.                 po -1.6792,1.7507,-0.39107
  17736.                 mat -0.00015,1,0,-1,-0.00015,0,0,0,1
  17737.                 Scal 1.24992
  17738.                 hp 0,-0.8998,0.19994
  17739.                 }
  17740.                XYZs 1,0.5,1
  17741.                defo {
  17742.                 affi {
  17743.                  ScaX 1
  17744.                  ScaY 0.5
  17745.                  ScaZ 1
  17746.                  R1,1 1
  17747.                  R1,2 0
  17748.                  R1,3 0
  17749.                  R2,1 0
  17750.                  R2,2 1
  17751.                  R2,3 0
  17752.                  R3,1 0
  17753.                  R3,2 0
  17754.                  R3,3 1
  17755.                  Tra1 0
  17756.                  Tra2 0
  17757.                  Tra3 0
  17758.                  }
  17759.                 }
  17760.                MPSt 0
  17761.                sh {
  17762.                 mapk 0
  17763.                 elms {
  17764.                  }
  17765.                 }
  17766.                ob "middle wall"
  17767.                }
  17768.               inpr {
  17769.                AnTr 1
  17770.                Cloa 1
  17771.                tran {
  17772.                 po 2.57175,1.75072,-0.39107
  17773.                 mat -0.00015,1,0,-1,-0.00015,0,0,0,1
  17774.                 Scal 1.24992
  17775.                 hp 0,-0.8998,0.19994
  17776.                 }
  17777.                XYZs 1,0.5,1
  17778.                defo {
  17779.                 affi {
  17780.                  ScaX 1
  17781.                  ScaY 0.5
  17782.                  ScaZ 1
  17783.                  R1,1 1
  17784.                  R1,2 0
  17785.                  R1,3 0
  17786.                  R2,1 0
  17787.                  R2,2 1
  17788.                  R2,3 0
  17789.                  R3,1 0
  17790.                  R3,2 0
  17791.                  R3,3 1
  17792.                  Tra1 0
  17793.                  Tra2 0
  17794.                  Tra3 0
  17795.                  }
  17796.                 }
  17797.                MPSt 0
  17798.                sh {
  17799.                 mapk 0
  17800.                 elms {
  17801.                  }
  17802.                 }
  17803.                ob "middle wall"
  17804.                }
  17805.               gr {
  17806.                nm "spires"
  17807.                AnTr 1
  17808.                Cloa 1
  17809.                tran {
  17810.                 po 0.46584,1.75748,-0.1597
  17811.                 hp 0.46584,1.75754,-0.15973
  17812.                 }
  17813.                XYZs 1,1,1
  17814.                MPSt 0
  17815.                so {
  17816.                 inpr {
  17817.                  AnTr 1
  17818.                  Cloa 1
  17819.                  tran {
  17820.                   po 2.60016,-0.36761,-0.15971
  17821.                   mat 1,0,0,0,-0.00012,-1,0,1,-0.00012
  17822.                   hp 0.14294,1.00705,0.26556
  17823.                   }
  17824.                  XYZs 0.77913,1,0.77913
  17825.                  defo {
  17826.                   affi {
  17827.                    ScaX 0.77913
  17828.                    ScaY 1
  17829.                    ScaZ 0.77913
  17830.                    R1,1 1
  17831.                    R1,2 0
  17832.                    R1,3 0
  17833.                    R2,1 0
  17834.                    R2,2 1
  17835.                    R2,3 0
  17836.                    R3,1 0
  17837.                    R3,2 0
  17838.                    R3,3 1
  17839.                    Tra1 0
  17840.                    Tra2 0
  17841.                    Tra3 0
  17842.                    }
  17843.                   }
  17844.                  MPSt 0
  17845.                  sh {
  17846.                   mapk 0
  17847.                   elms {
  17848.                    }
  17849.                   }
  17850.                  ob "middle corner spires"
  17851.                  }
  17852.                 inpr {
  17853.                  AnTr 1
  17854.                  Cloa 1
  17855.                  tran {
  17856.                   po -1.66843,-0.36761,-0.15971
  17857.                   mat 1,0,0,0,-0.00012,-1,0,1,-0.00012
  17858.                   hp 0.14294,1.00705,0.26556
  17859.                   }
  17860.                  XYZs 0.77913,1,0.77913
  17861.                  defo {
  17862.                   affi {
  17863.                    ScaX 0.77913
  17864.                    ScaY 1
  17865.                    ScaZ 0.77913
  17866.                    R1,1 1
  17867.                    R1,2 0
  17868.                    R1,3 0
  17869.                    R2,1 0
  17870.                    R2,2 1
  17871.                    R2,3 0
  17872.                    R3,1 0
  17873.                    R3,2 0
  17874.                    R3,3 1
  17875.                    Tra1 0
  17876.                    Tra2 0
  17877.                    Tra3 0
  17878.                    }
  17879.                   }
  17880.                  MPSt 0
  17881.                  sh {
  17882.                   mapk 0
  17883.                   elms {
  17884.                    }
  17885.                   }
  17886.                  ob "middle corner spires"
  17887.                  }
  17888.                 inpr {
  17889.                  AnTr 1
  17890.                  Cloa 1
  17891.                  tran {
  17892.                   po 2.60016,3.88283,-0.15974
  17893.                   mat 1,0,0,0,-0.00012,-1,0,1,-0.00012
  17894.                   hp 0.14294,1.00705,0.26556
  17895.                   }
  17896.                  XYZs 0.77913,1,0.77913
  17897.                  defo {
  17898.                   affi {
  17899.                    ScaX 0.77913
  17900.                    ScaY 1
  17901.                    ScaZ 0.77913
  17902.                    R1,1 1
  17903.                    R1,2 0
  17904.                    R1,3 0
  17905.                    R2,1 0
  17906.                    R2,2 1
  17907.                    R2,3 0
  17908.                    R3,1 0
  17909.                    R3,2 0
  17910.                    R3,3 1
  17911.                    Tra1 0
  17912.                    Tra2 0
  17913.                    Tra3 0
  17914.                    }
  17915.                   }
  17916.                  MPSt 0
  17917.                  sh {
  17918.                   mapk 0
  17919.                   elms {
  17920.                    }
  17921.                   }
  17922.                  ob "middle corner spires"
  17923.                  }
  17924.                 inpr {
  17925.                  AnTr 1
  17926.                  Cloa 1
  17927.                  tran {
  17928.                   po -1.65265,3.88283,-0.15974
  17929.                   mat 1,0,0,0,-0.00012,-1,0,1,-0.00012
  17930.                   hp 0.14294,1.00705,0.26556
  17931.                   }
  17932.                  XYZs 0.77913,1,0.77913
  17933.                  defo {
  17934.                   affi {
  17935.                    ScaX 0.77913
  17936.                    ScaY 1
  17937.                    ScaZ 0.77913
  17938.                    R1,1 1
  17939.                    R1,2 0
  17940.                    R1,3 0
  17941.                    R2,1 0
  17942.                    R2,2 1
  17943.                    R2,3 0
  17944.                    R3,1 0
  17945.                    R3,2 0
  17946.                    R3,3 1
  17947.                    Tra1 0
  17948.                    Tra2 0
  17949.                    Tra3 0
  17950.                    }
  17951.                   }
  17952.                  MPSt 0
  17953.                  sh {
  17954.                   mapk 0
  17955.                   elms {
  17956.                    }
  17957.                   }
  17958.                  ob "middle corner spires"
  17959.                  }
  17960.                 }
  17961.                boxM 2.8501,4.13324,2.84747
  17962.                boxm -1.91827,-0.61792,-3.16678
  17963.                open 0
  17964.                }
  17965.               }
  17966.              boxM 2.85002,4.1331,2.84738
  17967.              boxm -1.91821,-0.61792,-3.16667
  17968.              open 0
  17969.              }
  17970.             inpr {
  17971.              AnTr 1
  17972.              Cloa 1
  17973.              tran {
  17974.               po 0.41978,1.60687,1.68814
  17975.               mat 1,0,0,0,-0.00015,1,0,-1,-0.00015
  17976.               Scal 1.17589
  17977.               hp -0.48845,-1.91913,-0.0331
  17978.               }
  17979.              XYZs 1,1,1
  17980.              MPSt 0
  17981.              sh {
  17982.               mapk 0
  17983.               elms {
  17984.                }
  17985.               }
  17986.              ob "middle roof"
  17987.              }
  17988.             gr {
  17989.              nm "rooflines"
  17990.              AnTr 1
  17991.              Cloa 1
  17992.              tran {
  17993.               po 0.40656,1.61919,0.76927
  17994.               hp 0.40656,1.61922,0.7692
  17995.               }
  17996.              XYZs 1,1,1
  17997.              MPSt 0
  17998.              so {
  17999.               inpr {
  18000.                AnTr 1
  18001.                Cloa 1
  18002.                tran {
  18003.                 po 0.4198,4.00443,0.76921
  18004.                 Scal 0.50003
  18005.                 hp -0.19997,-1.76218,-0.29996
  18006.                 }
  18007.                XYZs 1,1,1
  18008.                MPSt 0
  18009.                sh {
  18010.                 mapk 0
  18011.                 elms {
  18012.                  }
  18013.                 }
  18014.                ob "middle roofline"
  18015.                }
  18016.               inpr {
  18017.                AnTr 1
  18018.                Cloa 1
  18019.                tran {
  18020.                 po 0.4198,-0.76599,0.76921
  18021.                 Scal 0.50003
  18022.                 hp -0.19997,-1.76218,-0.29996
  18023.                 }
  18024.                XYZs 1,1,1
  18025.                MPSt 0
  18026.                sh {
  18027.                 mapk 0
  18028.                 elms {
  18029.                  }
  18030.                 }
  18031.                ob "middle roofline"
  18032.                }
  18033.               inpr {
  18034.                AnTr 1
  18035.                Cloa 1
  18036.                tran {
  18037.                 po -1.98532,1.60693,0.76921
  18038.                 mat -0.00015,1,0,-1,-0.00015,0,0,0,1
  18039.                 Scal 0.50003
  18040.                 hp -0.19997,-1.76218,-0.29996
  18041.                 }
  18042.                XYZs 1,1,1
  18043.                MPSt 0
  18044.                sh {
  18045.                 mapk 0
  18046.                 elms {
  18047.                  }
  18048.                 }
  18049.                ob "middle roofline"
  18050.                }
  18051.               inpr {
  18052.                AnTr 1
  18053.                Cloa 1
  18054.                tran {
  18055.                 po 2.79842,1.60698,0.76921
  18056.                 mat -0.00015,1,0,-1,-0.00015,0,0,0,1
  18057.                 Scal 0.50003
  18058.                 hp -0.19997,-1.76218,-0.29996
  18059.                 }
  18060.                XYZs 1,1,1
  18061.                MPSt 0
  18062.                sh {
  18063.                 mapk 0
  18064.                 elms {
  18065.                  }
  18066.                 }
  18067.                ob "middle roofline"
  18068.                }
  18069.               }
  18070.              boxM 2.91753,4.12323,1.11917
  18071.              boxm -2.10451,-0.88487,0.41922
  18072.              open 0
  18073.              }
  18074.             }
  18075.            boxM 2.91743,4.12311,2.84727
  18076.            boxm -2.10443,-0.88483,-3.16658
  18077.            open 0
  18078.            }
  18079.           }
  18080.          boxM 2.91724,4.12288,17.87285
  18081.          boxm -2.10431,-0.88474,-3.16672
  18082.          open 0
  18083.          }
  18084.         gr {
  18085.          nm "stones"
  18086.          AnTr 1
  18087.          Cloa 1
  18088.          tran {
  18089.           po 0.68561,4.48412,-6.89406
  18090.           Scal 0.99992
  18091.           hp 0.68567,4.48418,-6.8938
  18092.           }
  18093.          XYZs 1,1,1
  18094.          MPSt 0
  18095.          so {
  18096.           inpr {
  18097.            AnTr 1
  18098.            Cloa 1
  18099.            tran {
  18100.             po 2.61253,5.71516,-6.85078
  18101.             Scal 0.75578
  18102.             hp 0.78142,-0.35233,-0.40009
  18103.             }
  18104.            XYZs 1,1,1
  18105.            MPSt 0
  18106.            sh {
  18107.             mapk 0
  18108.             elms {
  18109.              }
  18110.             }
  18111.            ob "guard rail"
  18112.            }
  18113.           inpr {
  18114.            AnTr 1
  18115.            Cloa 1
  18116.            tran {
  18117.             po -1.15535,5.71487,-6.83206
  18118.             mat -1,0,0,0,1,0,0,0,1
  18119.             Scal 0.75566
  18120.             hp 0.78142,-0.35233,-0.40009
  18121.             }
  18122.            XYZs 1,1,1
  18123.            MPSt 0
  18124.            sh {
  18125.             mapk 0
  18126.             elms {
  18127.              }
  18128.             }
  18129.            ob "guard rail"
  18130.            }
  18131.           inpr {
  18132.            AnTr 1
  18133.            Cloa 1
  18134.            tran {
  18135.             po 0.72278,4.48061,-7.24039
  18136.             mat 1,0,0,0,-0.00018,1,0,-1,-0.00018
  18137.             Scal 0.75572
  18138.             hp 6.44092,-1.84827,2.06061
  18139.             }
  18140.            XYZs 6.40633,1.004,2.25887
  18141.            defo {
  18142.             affi {
  18143.              ScaX 6.40633
  18144.              ScaY 1.004
  18145.              ScaZ 2.25887
  18146.              R1,1 1
  18147.              R1,2 0
  18148.              R1,3 0
  18149.              R2,1 0
  18150.              R2,2 1
  18151.              R2,3 0
  18152.              R3,1 0
  18153.              R3,2 0
  18154.              R3,3 1
  18155.              Tra1 0
  18156.              Tra2 0
  18157.              Tra3 0
  18158.              }
  18159.             }
  18160.            MPSt 0
  18161.            sh {
  18162.             mapk 0
  18163.             elms {
  18164.              }
  18165.             }
  18166.            ob "sidewalk"
  18167.            }
  18168.           inpr {
  18169.            AnTr 1
  18170.            Cloa 1
  18171.            tran {
  18172.             po 4.34535,4.31235,-7.0468
  18173.             mat -0.00015,-1,0,1,-0.00015,0,0,0,1
  18174.             Scal 0.99982
  18175.             hp 0.57288,0,0.41823
  18176.             }
  18177.            XYZs 1,1,1
  18178.            MPSt 0
  18179.            sh {
  18180.             mapk 0
  18181.             elms {
  18182.              }
  18183.             }
  18184.            ob "stone"
  18185.            }
  18186.           inpr {
  18187.            AnTr 1
  18188.            Cloa 1
  18189.            tran {
  18190.             po -2.97389,4.31226,-7.04645
  18191.             mat -0.00015,-1,0,1,-0.00015,0,0,0,1
  18192.             Scal 0.99976
  18193.             hp 0.57288,0,0.41823
  18194.             }
  18195.            XYZs 1,1,1
  18196.            MPSt 0
  18197.            sh {
  18198.             mapk 0
  18199.             elms {
  18200.              }
  18201.             }
  18202.            ob "stone"
  18203.            }
  18204.           }
  18205.          boxM 6.34496,7.31033,-6.40248
  18206.          boxm -4.97343,1.65817,-7.38533
  18207.          open 0
  18208.          }
  18209.         }
  18210.        boxM 6.34436,7.30998,18.69434
  18211.        boxm -4.97301,-2.60709,-7.38547
  18212.        open 0
  18213.        }
  18214.       gr {
  18215.        nm "middle section"
  18216.        AnTr 1
  18217.        Cloa 1
  18218.        tran {
  18219.         po 0.4072,-9.73375,-5.3418
  18220.         hp 0.4072,-9.73375,-4.58629
  18221.         }
  18222.        XYZs 1,1,1
  18223.        MPSt 0
  18224.        so {
  18225.         gr {
  18226.          nm "walls"
  18227.          AnTr 1
  18228.          Cloa 1
  18229.          tran {
  18230.           po 0.32584,-9.81084,-5.35492
  18231.           hp -0.20476,-9.93674,-5.35492
  18232.           }
  18233.          XYZs 1,1,1
  18234.          MPSt 0
  18235.          so {
  18236.           inpr {
  18237.            AnTr 1
  18238.            Cloa 1
  18239.            tran {
  18240.             po 4.15977,-5.81122,-5.12589
  18241.             mat 1,0,0,0,-0.00012,-1,0,1,-0.00012
  18242.             Scal 2.29144
  18243.             hp 1.09995,-0.99994,-1.39998
  18244.             }
  18245.            XYZs 1,1,1
  18246.            MPSt 0
  18247.            sh {
  18248.             mapk 0
  18249.             elms {
  18250.              }
  18251.             }
  18252.            ob "quarter middle section 1"
  18253.            }
  18254.           inpr {
  18255.            AnTr 1
  18256.            Cloa 1
  18257.            tran {
  18258.             po 4.15977,-14.06223,-5.12589
  18259.             mat 1,0,0,0,0.00012,1,0,1,-0.00012
  18260.             Scal 2.29144
  18261.             hp 1.09995,-0.99994,-1.39998
  18262.             }
  18263.            XYZs 1,1,1
  18264.            MPSt 0
  18265.            sh {
  18266.             mapk 0
  18267.             elms {
  18268.              }
  18269.             }
  18270.            ob "quarter middle section"
  18271.            }
  18272.           inpr {
  18273.            AnTr 1
  18274.            Cloa 1
  18275.            tran {
  18276.             po -4.5694,-14.06223,-5.12589
  18277.             mat -1,0,0,0,0.00012,1,0,1,-0.00012
  18278.             Scal 2.29144
  18279.             hp 1.09995,-0.99994,-1.39998
  18280.             }
  18281.            XYZs 1,1,1
  18282.            MPSt 0
  18283.            sh {
  18284.             mapk 0
  18285.             elms {
  18286.              }
  18287.             }
  18288.            ob "quarter middle section"
  18289.            }
  18290.           inpr {
  18291.            AnTr 1
  18292.            Cloa 1
  18293.            tran {
  18294.             po -4.5694,-5.81122,-5.12589
  18295.             mat -1,0,0,0,-0.00012,-1,0,1,-0.00012
  18296.             Scal 2.29144
  18297.             hp 1.09995,-0.99994,-1.39998
  18298.             }
  18299.            XYZs 1,1,1
  18300.            MPSt 0
  18301.            sh {
  18302.             mapk 0
  18303.             elms {
  18304.              }
  18305.             }
  18306.            ob "quarter middle section"
  18307.            }
  18308.           }
  18309.          boxM 7.59697,-1.68645,-2.83411
  18310.          boxm -8.00661,-18.18704,-7.87569
  18311.          open 0
  18312.          }
  18313.         gr {
  18314.          nm "roof"
  18315.          AnTr 1
  18316.          Cloa 1
  18317.          tran {
  18318.           po 0.33755,-9.73375,-2.26665
  18319.           hp 0.33755,-9.73375,-2.26665
  18320.           }
  18321.          XYZs 1,1,1
  18322.          MPSt 0
  18323.          so {
  18324.           inpr {
  18325.            AnTr 1
  18326.            Cloa 1
  18327.            tran {
  18328.             po 0.2755,-9.73375,-2.0331
  18329.             Scal 2.11728
  18330.             hp 0.00702,0,-1.32457
  18331.             }
  18332.            XYZs 1,2.00702,1
  18333.            defo {
  18334.             affi {
  18335.              ScaX 1
  18336.              ScaY 2.00702
  18337.              ScaZ 1
  18338.              R1,1 1
  18339.              R1,2 0
  18340.              R1,3 0
  18341.              R2,1 0
  18342.              R2,2 1
  18343.              R2,3 0
  18344.              R3,1 0
  18345.              R3,2 0
  18346.              R3,3 1
  18347.              Tra1 0
  18348.              Tra2 0
  18349.              Tra3 0
  18350.              }
  18351.             }
  18352.            MPSt 0
  18353.            sh {
  18354.             mapk 0
  18355.             elms {
  18356.              }
  18357.             }
  18358.            ob "middle main roof"
  18359.            }
  18360.           inpr {
  18361.            AnTr 1
  18362.            Cloa 1
  18363.            tran {
  18364.             po 0.33759,-9.74286,-2.0331
  18365.             mat -0.00015,1,0,-1,-0.00015,0,0,0,1
  18366.             Scal 2.33528
  18367.             hp 0.00702,0,-1.32457
  18368.             }
  18369.            XYZs 1,1.6859,1
  18370.            defo {
  18371.             affi {
  18372.              ScaX 1
  18373.              ScaY 1.6859
  18374.              ScaZ 1
  18375.              R1,1 1
  18376.              R1,2 0
  18377.              R1,3 0
  18378.              R2,1 0
  18379.              R2,2 1
  18380.              R2,3 0
  18381.              R3,1 0
  18382.              R3,2 0
  18383.              R3,3 1
  18384.              Tra1 0
  18385.              Tra2 0
  18386.              Tra3 0
  18387.              }
  18388.             }
  18389.            MPSt 0
  18390.            sh {
  18391.             mapk 0
  18392.             elms {
  18393.              }
  18394.             }
  18395.            ob "middle main roof 1"
  18396.            }
  18397.           }
  18398.          boxM 8.21255,-1.23473,-1.2751
  18399.          boxm -7.53751,-18.23282,-3.25815
  18400.          open 0
  18401.          }
  18402.         gr {
  18403.          nm "tower"
  18404.          AnTr 1
  18405.          Cloa 1
  18406.          tran {
  18407.           po 7.9742,-9.81084,-4.66756
  18408.           hp 7.9742,-9.81084,-4.66756
  18409.           }
  18410.          XYZs 1,1,1
  18411.          MPSt 0
  18412.          so {
  18413.           inpr {
  18414.            AnTr 1
  18415.            Cloa 1
  18416.            tran {
  18417.             po 7.97429,-9.81087,-5.19759
  18418.             mat -0.00015,-0.00012,1,-1,0,-0.00015,0,-1,-0.00012
  18419.             Scal 0.72905
  18420.             hp -0.39992,0,-0.79996
  18421.             }
  18422.            XYZs 1,1.54285,1
  18423.            defo {
  18424.             affi {
  18425.              ScaX 1
  18426.              ScaY 1.54285
  18427.              ScaZ 1
  18428.              R1,1 1
  18429.              R1,2 0
  18430.              R1,3 0
  18431.              R2,1 0
  18432.              R2,2 1
  18433.              R2,3 0
  18434.              R3,1 0
  18435.              R3,2 0
  18436.              R3,3 1
  18437.              Tra1 0
  18438.              Tra2 0
  18439.              Tra3 0
  18440.              }
  18441.             }
  18442.            MPSt 0
  18443.            sh {
  18444.             mapk 0
  18445.             elms {
  18446.              }
  18447.             }
  18448.            ob "middle tower"
  18449.            }
  18450.           inpr {
  18451.            AnTr 1
  18452.            Cloa 1
  18453.            tran {
  18454.             po 7.97423,-9.81087,-2.08318
  18455.             mat 1,0,0,0,-0.00012,-1,0,1,-0.00012
  18456.             Scal 0.7971
  18457.             hp -0.46982,-0.80025,-0.29323
  18458.             }
  18459.            XYZs 1,1,1
  18460.            MPSt 0
  18461.            sh {
  18462.             mapk 0
  18463.             elms {
  18464.              }
  18465.             }
  18466.            ob "middle turret roof"
  18467.            }
  18468.           }
  18469.          boxM 9.9738,-7.81119,-1.43774
  18470.          boxm 5.97459,-11.81058,-7.89735
  18471.          open 0
  18472.          }
  18473.         gr {
  18474.          nm "tower"
  18475.          AnTr 1
  18476.          Cloa 1
  18477.          tran {
  18478.           po -7.15976,-9.81099,-4.66759
  18479.           mat -1,0,0,0,-1,0,0,0,1
  18480.           hp 7.9742,-9.81084,-4.66756
  18481.           }
  18482.          XYZs 1,1,1
  18483.          MPSt 0
  18484.          so {
  18485.           inpr {
  18486.            AnTr 1
  18487.            Cloa 1
  18488.            tran {
  18489.             po 7.97429,-9.81087,-5.19759
  18490.             mat -0.00015,-0.00012,1,-1,0,-0.00015,0,-1,-0.00012
  18491.             Scal 0.72905
  18492.             hp -0.39992,0,-0.79996
  18493.             }
  18494.            XYZs 1,1.54285,1
  18495.            defo {
  18496.             affi {
  18497.              ScaX 1
  18498.              ScaY 1.54285
  18499.              ScaZ 1
  18500.              R1,1 1
  18501.              R1,2 0
  18502.              R1,3 0
  18503.              R2,1 0
  18504.              R2,2 1
  18505.              R2,3 0
  18506.              R3,1 0
  18507.              R3,2 0
  18508.              R3,3 1
  18509.              Tra1 0
  18510.              Tra2 0
  18511.              Tra3 0
  18512.              }
  18513.             }
  18514.            MPSt 0
  18515.            sh {
  18516.             mapk 0
  18517.             elms {
  18518.              }
  18519.             }
  18520.            ob "middle tower"
  18521.            }
  18522.           inpr {
  18523.            AnTr 1
  18524.            Cloa 1
  18525.            tran {
  18526.             po 7.97423,-9.81087,-2.08318
  18527.             mat 1,0,0,0,-0.00012,-1,0,1,-0.00012
  18528.             Scal 0.7971
  18529.             hp -0.46982,-0.80025,-0.29323
  18530.             }
  18531.            XYZs 1,1,1
  18532.            MPSt 0
  18533.            sh {
  18534.             mapk 0
  18535.             elms {
  18536.              }
  18537.             }
  18538.            ob "middle turret roof"
  18539.            }
  18540.           }
  18541.          boxM 9.9738,-7.81119,-1.43774
  18542.          boxm 5.97459,-11.81058,-7.89735
  18543.          open 0
  18544.          }
  18545.         }
  18546.        boxM 9.9738,-1.23473,-1.2751
  18547.        boxm -9.15936,-18.23282,-7.89738
  18548.        open 0
  18549.        }
  18550.       gr {
  18551.        nm "large section"
  18552.        AnTr 1
  18553.        Cloa 1
  18554.        tran {
  18555.         po -3.54745,-27.92844,3.29633
  18556.         hp -9.90059,-10.45685,3.8378
  18557.         }
  18558.        XYZs 1,1,1
  18559.        MPSt 0
  18560.        so {
  18561.         gr {
  18562.          nm "bottom"
  18563.          AnTr 1
  18564.          Cloa 1
  18565.          tran {
  18566.           po -9.90059,-10.45685,-2.46262
  18567.           hp -9.90059,-10.45685,-2.46262
  18568.           }
  18569.          XYZs 1,1,1
  18570.          MPSt 0
  18571.          so {
  18572.           gr {
  18573.            nm "arches"
  18574.            AnTr 1
  18575.            Cloa 1
  18576.            tran {
  18577.             po -9.892,-10.45685,-2.23177
  18578.             hp -9.892,-8.88004,-2.78902
  18579.             }
  18580.            XYZs 1,1,1
  18581.            MPSt 0
  18582.            so {
  18583.             gr {
  18584.              nm "set"
  18585.              AnTr 1
  18586.              Cloa 1
  18587.              tran {
  18588.               po -3.27498,-8.88004,-2.78902
  18589.               hp -3.27498,-8.88004,-2.78902
  18590.               }
  18591.              XYZs 1,1,1
  18592.              MPSt 0
  18593.              so {
  18594.               inpr {
  18595.                AnTr 1
  18596.                Cloa 1
  18597.                tran {
  18598.                 po -3.265,-8.88364,-2.78896
  18599.                 Scal 2.10916
  18600.                 hp 0.39995,-1.18509,0
  18601.                 }
  18602.                XYZs 1,2.96297,1
  18603.                defo {
  18604.                 affi {
  18605.                  ScaX 1
  18606.                  ScaY 2.96297
  18607.                  ScaZ 1
  18608.                  R1,1 1
  18609.                  R1,2 0
  18610.                  R1,3 0
  18611.                  R2,1 0
  18612.                  R2,2 1
  18613.                  R2,3 0
  18614.                  R3,1 0
  18615.                  R3,2 0
  18616.                  R3,3 1
  18617.                  Tra1 0
  18618.                  Tra2 0
  18619.                  Tra3 0
  18620.                  }
  18621.                 }
  18622.                MPSt 0
  18623.                sh {
  18624.                 mapk 0
  18625.                 elms {
  18626.                  }
  18627.                 }
  18628.                ob "arch"
  18629.                }
  18630.               inpr {
  18631.                AnTr 1
  18632.                Cloa 1
  18633.                tran {
  18634.                 po -3.27068,-8.88,1.05115
  18635.                 Scal 2.50841
  18636.                 hp 0.39995,0,0.95215
  18637.                 }
  18638.                XYZs 1,2.019,1
  18639.                defo {
  18640.                 affi {
  18641.                  ScaX 1
  18642.                  ScaY 2.019
  18643.                  ScaZ 1
  18644.                  R1,1 1
  18645.                  R1,2 0
  18646.                  R1,3 0
  18647.                  R2,1 0
  18648.                  R2,2 1
  18649.                  R2,3 0
  18650.                  R3,1 0
  18651.                  R3,2 0
  18652.                  R3,3 1
  18653.                  Tra1 0
  18654.                  Tra2 0
  18655.                  Tra3 0
  18656.                  }
  18657.                 }
  18658.                MPSt 0
  18659.                sh {
  18660.                 mapk 0
  18661.                 elms {
  18662.                  }
  18663.                 }
  18664.                ob "dome roof"
  18665.                }
  18666.               }
  18667.              boxM -1.43002,1.24931,2.67596
  18668.              boxm -5.11995,-19.00902,-8.69449
  18669.              open 0
  18670.              }
  18671.             gr {
  18672.              nm "set"
  18673.              AnTr 1
  18674.              Cloa 1
  18675.              tran {
  18676.               po -6.5835,-8.88004,-2.78899
  18677.               hp -3.27498,-8.88004,-2.78899
  18678.               }
  18679.              XYZs 1,1,1
  18680.              MPSt 0
  18681.              so {
  18682.               inpr {
  18683.                AnTr 1
  18684.                Cloa 1
  18685.                tran {
  18686.                 po -3.265,-8.88364,-2.78896
  18687.                 Scal 2.10916
  18688.                 hp 0.39995,-1.18509,0
  18689.                 }
  18690.                XYZs 1,2.96297,1
  18691.                defo {
  18692.                 affi {
  18693.                  ScaX 1
  18694.                  ScaY 2.96297
  18695.                  ScaZ 1
  18696.                  R1,1 1
  18697.                  R1,2 0
  18698.                  R1,3 0
  18699.                  R2,1 0
  18700.                  R2,2 1
  18701.                  R2,3 0
  18702.                  R3,1 0
  18703.                  R3,2 0
  18704.                  R3,3 1
  18705.                  Tra1 0
  18706.                  Tra2 0
  18707.                  Tra3 0
  18708.                  }
  18709.                 }
  18710.                MPSt 0
  18711.                sh {
  18712.                 mapk 0
  18713.                 elms {
  18714.                  }
  18715.                 }
  18716.                ob "arch"
  18717.                }
  18718.               inpr {
  18719.                AnTr 1
  18720.                Cloa 1
  18721.                tran {
  18722.                 po -3.27068,-8.88,1.05115
  18723.                 Scal 2.50841
  18724.                 hp 0.39995,0,0.95215
  18725.                 }
  18726.                XYZs 1,2.019,1
  18727.                defo {
  18728.                 affi {
  18729.                  ScaX 1
  18730.                  ScaY 2.019
  18731.                  ScaZ 1
  18732.                  R1,1 1
  18733.                  R1,2 0
  18734.                  R1,3 0
  18735.                  R2,1 0
  18736.                  R2,2 1
  18737.                  R2,3 0
  18738.                  R3,1 0
  18739.                  R3,2 0
  18740.                  R3,3 1
  18741.                  Tra1 0
  18742.                  Tra2 0
  18743.                  Tra3 0
  18744.                  }
  18745.                 }
  18746.                MPSt 0
  18747.                sh {
  18748.                 mapk 0
  18749.                 elms {
  18750.                  }
  18751.                 }
  18752.                ob "dome roof"
  18753.                }
  18754.               }
  18755.              boxM -1.43002,1.24931,2.67596
  18756.              boxm -5.11995,-19.00902,-8.69449
  18757.              open 0
  18758.              }
  18759.             gr {
  18760.              nm "set"
  18761.              AnTr 1
  18762.              Cloa 1
  18763.              tran {
  18764.               po -9.892,-8.88004,-2.78899
  18765.               hp -3.27498,-8.88004,-2.78899
  18766.               }
  18767.              XYZs 1,1,1
  18768.              MPSt 0
  18769.              so {
  18770.               inpr {
  18771.                AnTr 1
  18772.                Cloa 1
  18773.                tran {
  18774.                 po -3.265,-8.88364,-2.78896
  18775.                 Scal 2.10916
  18776.                 hp 0.39995,-1.18509,0
  18777.                 }
  18778.                XYZs 1,2.96297,1
  18779.                defo {
  18780.                 affi {
  18781.                  ScaX 1
  18782.                  ScaY 2.96297
  18783.                  ScaZ 1
  18784.                  R1,1 1
  18785.                  R1,2 0
  18786.                  R1,3 0
  18787.                  R2,1 0
  18788.                  R2,2 1
  18789.                  R2,3 0
  18790.                  R3,1 0
  18791.                  R3,2 0
  18792.                  R3,3 1
  18793.                  Tra1 0
  18794.                  Tra2 0
  18795.                  Tra3 0
  18796.                  }
  18797.                 }
  18798.                MPSt 0
  18799.                sh {
  18800.                 mapk 0
  18801.                 elms {
  18802.                  }
  18803.                 }
  18804.                ob "arch"
  18805.                }
  18806.               inpr {
  18807.                AnTr 1
  18808.                Cloa 1
  18809.                tran {
  18810.                 po -3.27068,-8.88,1.05115
  18811.                 Scal 2.50841
  18812.                 hp 0.39995,0,0.95215
  18813.                 }
  18814.                XYZs 1,2.019,1
  18815.                defo {
  18816.                 affi {
  18817.                  ScaX 1
  18818.                  ScaY 2.019
  18819.                  ScaZ 1
  18820.                  R1,1 1
  18821.                  R1,2 0
  18822.                  R1,3 0
  18823.                  R2,1 0
  18824.                  R2,2 1
  18825.                  R2,3 0
  18826.                  R3,1 0
  18827.                  R3,2 0
  18828.                  R3,3 1
  18829.                  Tra1 0
  18830.                  Tra2 0
  18831.                  Tra3 0
  18832.                  }
  18833.                 }
  18834.                MPSt 0
  18835.                sh {
  18836.                 mapk 0
  18837.                 elms {
  18838.                  }
  18839.                 }
  18840.                ob "dome roof"
  18841.                }
  18842.               }
  18843.              boxM -1.43002,1.24931,2.67596
  18844.              boxm -5.11995,-19.00902,-8.69449
  18845.              open 0
  18846.              }
  18847.             gr {
  18848.              nm "set"
  18849.              AnTr 1
  18850.              Cloa 1
  18851.              tran {
  18852.               po -13.20049,-8.88004,-2.78899
  18853.               hp -3.27498,-8.88004,-2.78899
  18854.               }
  18855.              XYZs 1,1,1
  18856.              MPSt 0
  18857.              so {
  18858.               inpr {
  18859.                AnTr 1
  18860.                Cloa 1
  18861.                tran {
  18862.                 po -3.265,-8.88364,-2.78896
  18863.                 Scal 2.10916
  18864.                 hp 0.39995,-1.18509,0
  18865.                 }
  18866.                XYZs 1,2.96297,1
  18867.                defo {
  18868.                 affi {
  18869.                  ScaX 1
  18870.                  ScaY 2.96297
  18871.                  ScaZ 1
  18872.                  R1,1 1
  18873.                  R1,2 0
  18874.                  R1,3 0
  18875.                  R2,1 0
  18876.                  R2,2 1
  18877.                  R2,3 0
  18878.                  R3,1 0
  18879.                  R3,2 0
  18880.                  R3,3 1
  18881.                  Tra1 0
  18882.                  Tra2 0
  18883.                  Tra3 0
  18884.                  }
  18885.                 }
  18886.                MPSt 0
  18887.                sh {
  18888.                 mapk 0
  18889.                 elms {
  18890.                  }
  18891.                 }
  18892.                ob "arch"
  18893.                }
  18894.               inpr {
  18895.                AnTr 1
  18896.                Cloa 1
  18897.                tran {
  18898.                 po -3.27068,-8.88,1.05115
  18899.                 Scal 2.50841
  18900.                 hp 0.39995,0,0.95215
  18901.                 }
  18902.                XYZs 1,2.019,1
  18903.                defo {
  18904.                 affi {
  18905.                  ScaX 1
  18906.                  ScaY 2.019
  18907.                  ScaZ 1
  18908.                  R1,1 1
  18909.                  R1,2 0
  18910.                  R1,3 0
  18911.                  R2,1 0
  18912.                  R2,2 1
  18913.                  R2,3 0
  18914.                  R3,1 0
  18915.                  R3,2 0
  18916.                  R3,3 1
  18917.                  Tra1 0
  18918.                  Tra2 0
  18919.                  Tra3 0
  18920.                  }
  18921.                 }
  18922.                MPSt 0
  18923.                sh {
  18924.                 mapk 0
  18925.                 elms {
  18926.                  }
  18927.                 }
  18928.                ob "dome roof"
  18929.                }
  18930.               }
  18931.              boxM -1.43002,1.24931,2.67596
  18932.              boxm -5.11995,-19.00902,-8.69449
  18933.              open 0
  18934.              }
  18935.             gr {
  18936.              nm "set"
  18937.              AnTr 1
  18938.              Cloa 1
  18939.              tran {
  18940.               po -16.50899,-8.88004,-2.78899
  18941.               hp -3.27498,-8.88004,-2.78899
  18942.               }
  18943.              XYZs 1,1,1
  18944.              MPSt 0
  18945.              so {
  18946.               inpr {
  18947.                AnTr 1
  18948.                Cloa 1
  18949.                tran {
  18950.                 po -3.265,-8.88364,-2.78896
  18951.                 Scal 2.10916
  18952.                 hp 0.39995,-1.18509,0
  18953.                 }
  18954.                XYZs 1,2.96297,1
  18955.                defo {
  18956.                 affi {
  18957.                  ScaX 1
  18958.                  ScaY 2.96297
  18959.                  ScaZ 1
  18960.                  R1,1 1
  18961.                  R1,2 0
  18962.                  R1,3 0
  18963.                  R2,1 0
  18964.                  R2,2 1
  18965.                  R2,3 0
  18966.                  R3,1 0
  18967.                  R3,2 0
  18968.                  R3,3 1
  18969.                  Tra1 0
  18970.                  Tra2 0
  18971.                  Tra3 0
  18972.                  }
  18973.                 }
  18974.                MPSt 0
  18975.                sh {
  18976.                 mapk 0
  18977.                 elms {
  18978.                  }
  18979.                 }
  18980.                ob "arch"
  18981.                }
  18982.               inpr {
  18983.                AnTr 1
  18984.                Cloa 1
  18985.                tran {
  18986.                 po -3.27068,-8.88,1.05115
  18987.                 Scal 2.50841
  18988.                 hp 0.39995,0,0.95215
  18989.                 }
  18990.                XYZs 1,2.019,1
  18991.                defo {
  18992.                 affi {
  18993.                  ScaX 1
  18994.                  ScaY 2.019
  18995.                  ScaZ 1
  18996.                  R1,1 1
  18997.                  R1,2 0
  18998.                  R1,3 0
  18999.                  R2,1 0
  19000.                  R2,2 1
  19001.                  R2,3 0
  19002.                  R3,1 0
  19003.                  R3,2 0
  19004.                  R3,3 1
  19005.                  Tra1 0
  19006.                  Tra2 0
  19007.                  Tra3 0
  19008.                  }
  19009.                 }
  19010.                MPSt 0
  19011.                sh {
  19012.                 mapk 0
  19013.                 elms {
  19014.                  }
  19015.                 }
  19016.                ob "dome roof"
  19017.                }
  19018.               }
  19019.              boxM -1.43002,1.24931,2.67596
  19020.              boxm -5.11995,-19.00902,-8.69449
  19021.              open 0
  19022.              }
  19023.             }
  19024.            boxM -1.43002,1.24931,2.67596
  19025.            boxm -18.35396,-19.00902,-8.69449
  19026.            open 0
  19027.            }
  19028.           gr {
  19029.            nm "front facia"
  19030.            AnTr 1
  19031.            Cloa 1
  19032.            tran {
  19033.             po -3.0383,-10.41837,-2.46262
  19034.             hp -3.0383,-10.41837,-2.46262
  19035.             }
  19036.            XYZs 1,1,1
  19037.            MPSt 0
  19038.            so {
  19039.             inpr {
  19040.              AnTr 1
  19041.              Cloa 1
  19042.              tran {
  19043.               po 2.03502,-10.54279,-1.64977
  19044.               mat 0,0,1,1,0,0,0,1,0
  19045.               hp -0.19997,0,-0.19997
  19046.               }
  19047.              XYZs 1,1.97687,1
  19048.              defo {
  19049.               affi {
  19050.                ScaX 1
  19051.                ScaY 1.97687
  19052.                ScaZ 1
  19053.                R1,1 1
  19054.                R1,2 0
  19055.                R1,3 0
  19056.                R2,1 0
  19057.                R2,2 1
  19058.                R2,3 0
  19059.                R3,1 0
  19060.                R3,2 0
  19061.                R3,3 1
  19062.                Tra1 0
  19063.                Tra2 0
  19064.                Tra3 0
  19065.                }
  19066.               }
  19067.              MPSt 0
  19068.              sh {
  19069.               mapk 0
  19070.               elms {
  19071.                }
  19072.               }
  19073.              ob "three turrets"
  19074.              }
  19075.             inpr {
  19076.              AnTr 1
  19077.              Cloa 1
  19078.              tran {
  19079.               po 2.03502,-10.5428,3.82822
  19080.               mat 1,0,0,0,-0.00012,-1,0,1,-0.00012
  19081.               Scal 0.9953
  19082.               hp -0.46982,-0.80025,-0.29323
  19083.               }
  19084.              XYZs 1,1,1
  19085.              MPSt 0
  19086.              sh {
  19087.               mapk 0
  19088.               elms {
  19089.                }
  19090.               }
  19091.              ob "middle turret roof"
  19092.              }
  19093.             inpr {
  19094.              AnTr 1
  19095.              Cloa 1
  19096.              tran {
  19097.               po 2.03502,-6.91762,2.53203
  19098.               mat 1,0,0,0,-0.00012,-1,0,1,-0.00012
  19099.               Scal 0.62202
  19100.               hp -0.46982,-0.80025,-0.29323
  19101.               }
  19102.              XYZs 1,1,1
  19103.              MPSt 0
  19104.              sh {
  19105.               mapk 0
  19106.               elms {
  19107.                }
  19108.               }
  19109.              ob "middle turret roof"
  19110.              }
  19111.             inpr {
  19112.              AnTr 1
  19113.              Cloa 1
  19114.              tran {
  19115.               po 2.03502,-14.08359,2.53203
  19116.               mat 1,0,0,0,-0.00012,-1,0,1,-0.00012
  19117.               Scal 0.62202
  19118.               hp -0.46982,-0.80025,-0.29323
  19119.               }
  19120.              XYZs 1,1,1
  19121.              MPSt 0
  19122.              sh {
  19123.               mapk 0
  19124.               elms {
  19125.                }
  19126.               }
  19127.              ob "middle turret roof"
  19128.              }
  19129.             inpr {
  19130.              AnTr 1
  19131.              Cloa 1
  19132.              tran {
  19133.               po 2.03499,-10.54279,2.53452
  19134.               mat 1,0,0,0,-0.00015,1,0,-1,-0.00015
  19135.               Scal 1.02312
  19136.               hp -0.25075,-1.87215,0.2054
  19137.               }
  19138.              XYZs 1,1,1
  19139.              MPSt 0
  19140.              sh {
  19141.               mapk 0
  19142.               elms {
  19143.                }
  19144.               }
  19145.              ob "plate"
  19146.              }
  19147.             inpr {
  19148.              AnTr 1
  19149.              Cloa 1
  19150.              tran {
  19151.               po 2.03502,-14.08356,1.7049
  19152.               mat 1,0,0,0,-0.00015,1,0,-1,-0.00015
  19153.               Scal 0.64616
  19154.               hp -0.25075,-1.87215,0.2054
  19155.               }
  19156.              XYZs 1,1,1
  19157.              MPSt 0
  19158.              sh {
  19159.               mapk 0
  19160.               elms {
  19161.                }
  19162.               }
  19163.              ob "plate"
  19164.              }
  19165.             inpr {
  19166.              AnTr 1
  19167.              Cloa 1
  19168.              tran {
  19169.               po 2.03502,-6.91759,1.7049
  19170.               mat 1,0,0,0,-0.00015,1,0,-1,-0.00015
  19171.               Scal 0.64616
  19172.               hp -0.25075,-1.87215,0.2054
  19173.               }
  19174.              XYZs 1,1,1
  19175.              MPSt 0
  19176.              sh {
  19177.               mapk 0
  19178.               elms {
  19179.                }
  19180.               }
  19181.              ob "plate"
  19182.              }
  19183.             gr {
  19184.              nm "ribs"
  19185.              AnTr 1
  19186.              Cloa 1
  19187.              tran {
  19188.               po 3.73096,-10.53592,-3.6223
  19189.               hp 3.73096,-10.53592,-3.6223
  19190.               }
  19191.              XYZs 1,1,1
  19192.              MPSt 0
  19193.              so {
  19194.               inpr {
  19195.                AnTr 1
  19196.                Cloa 1
  19197.                tran {
  19198.                 po 4.17455,-10.19832,-3.19336
  19199.                 mat 1,0,0,0,-0.00015,1,0,-1,-0.00015
  19200.                 hp 0.20685,-0.10286,0.63237
  19201.                 }
  19202.                XYZs 1,1.49059,1
  19203.                defo {
  19204.                 affi {
  19205.                  ScaX 1
  19206.                  ScaY 1.49059
  19207.                  ScaZ 1
  19208.                  R1,1 1
  19209.                  R1,2 0
  19210.                  R1,3 0
  19211.                  R2,1 0
  19212.                  R2,2 1
  19213.                  R2,3 0
  19214.                  R3,1 0
  19215.                  R3,2 0
  19216.                  R3,3 1
  19217.                  Tra1 0
  19218.                  Tra2 0
  19219.                  Tra3 0
  19220.                  }
  19221.                 }
  19222.                MPSt 0
  19223.                sh {
  19224.                 mapk 0
  19225.                 elms {
  19226.                  }
  19227.                 }
  19228.                ob "rib"
  19229.                }
  19230.               inpr {
  19231.                AnTr 1
  19232.                Cloa 1
  19233.                tran {
  19234.                 po 3.89647,-9.45682,-3.19336
  19235.                 mat 1,0,0,0,-0.00015,1,0,-1,-0.00015
  19236.                 hp 0.20685,-0.10286,0.63237
  19237.                 }
  19238.                XYZs 1,1.49059,1
  19239.                defo {
  19240.                 affi {
  19241.                  ScaX 1
  19242.                  ScaY 1.49059
  19243.                  ScaZ 1
  19244.                  R1,1 1
  19245.                  R1,2 0
  19246.                  R1,3 0
  19247.                  R2,1 0
  19248.                  R2,2 1
  19249.                  R2,3 0
  19250.                  R3,1 0
  19251.                  R3,2 0
  19252.                  R3,3 1
  19253.                  Tra1 0
  19254.                  Tra2 0
  19255.                  Tra3 0
  19256.                  }
  19257.                 }
  19258.                MPSt 0
  19259.                sh {
  19260.                 mapk 0
  19261.                 elms {
  19262.                  }
  19263.                 }
  19264.                ob "rib"
  19265.                }
  19266.               inpr {
  19267.                AnTr 1
  19268.                Cloa 1
  19269.                tran {
  19270.                 po 3.2874,-7.37798,-4.05103
  19271.                 mat 1,0,0,0,-0.00015,1,0,-1,-0.00015
  19272.                 hp 0.20685,-0.10286,0.63237
  19273.                 }
  19274.                XYZs 1,1.49059,1
  19275.                defo {
  19276.                 affi {
  19277.                  ScaX 1
  19278.                  ScaY 1.49059
  19279.                  ScaZ 1
  19280.                  R1,1 1
  19281.                  R1,2 0
  19282.                  R1,3 0
  19283.                  R2,1 0
  19284.                  R2,2 1
  19285.                  R2,3 0
  19286.                  R3,1 0
  19287.                  R3,2 0
  19288.                  R3,3 1
  19289.                  Tra1 0
  19290.                  Tra2 0
  19291.                  Tra3 0
  19292.                  }
  19293.                 }
  19294.                MPSt 0
  19295.                sh {
  19296.                 mapk 0
  19297.                 elms {
  19298.                  }
  19299.                 }
  19300.                ob "rib"
  19301.                }
  19302.               inpr {
  19303.                AnTr 1
  19304.                Cloa 1
  19305.                tran {
  19306.                 po 3.2874,-6.51732,-4.05103
  19307.                 mat 1,0,0,0,-0.00015,1,0,-1,-0.00015
  19308.                 hp 0.20685,-0.10286,0.63237
  19309.                 }
  19310.                XYZs 1,1.49059,1
  19311.                defo {
  19312.                 affi {
  19313.                  ScaX 1
  19314.                  ScaY 1.49059
  19315.                  ScaZ 1
  19316.                  R1,1 1
  19317.                  R1,2 0
  19318.                  R1,3 0
  19319.                  R2,1 0
  19320.                  R2,2 1
  19321.                  R2,3 0
  19322.                  R3,1 0
  19323.                  R3,2 0
  19324.                  R3,3 1
  19325.                  Tra1 0
  19326.                  Tra2 0
  19327.                  Tra3 0
  19328.                  }
  19329.                 }
  19330.                MPSt 0
  19331.                sh {
  19332.                 mapk 0
  19333.                 elms {
  19334.                  }
  19335.                 }
  19336.                ob "rib"
  19337.                }
  19338.               inpr {
  19339.                AnTr 1
  19340.                Cloa 1
  19341.                tran {
  19342.                 po 4.14806,-10.93979,-3.19336
  19343.                 mat 1,0,0,0,-0.00015,1,0,-1,-0.00015
  19344.                 hp 0.20685,-0.10286,0.63237
  19345.                 }
  19346.                XYZs 1,1.49059,1
  19347.                defo {
  19348.                 affi {
  19349.                  ScaX 1
  19350.                  ScaY 1.49059
  19351.                  ScaZ 1
  19352.                  R1,1 1
  19353.                  R1,2 0
  19354.                  R1,3 0
  19355.                  R2,1 0
  19356.                  R2,2 1
  19357.                  R2,3 0
  19358.                  R3,1 0
  19359.                  R3,2 0
  19360.                  R3,3 1
  19361.                  Tra1 0
  19362.                  Tra2 0
  19363.                  Tra3 0
  19364.                  }
  19365.                 }
  19366.                MPSt 0
  19367.                sh {
  19368.                 mapk 0
  19369.                 elms {
  19370.                  }
  19371.                 }
  19372.                ob "rib"
  19373.                }
  19374.               inpr {
  19375.                AnTr 1
  19376.                Cloa 1
  19377.                tran {
  19378.                 po 3.86998,-11.62827,-3.19336
  19379.                 mat 1,0,0,0,-0.00015,1,0,-1,-0.00015
  19380.                 hp 0.20685,-0.10286,0.63237
  19381.                 }
  19382.                XYZs 1,1.49059,1
  19383.                defo {
  19384.                 affi {
  19385.                  ScaX 1
  19386.                  ScaY 1.49059
  19387.                  ScaZ 1
  19388.                  R1,1 1
  19389.                  R1,2 0
  19390.                  R1,3 0
  19391.                  R2,1 0
  19392.                  R2,2 1
  19393.                  R2,3 0
  19394.                  R3,1 0
  19395.                  R3,2 0
  19396.                  R3,3 1
  19397.                  Tra1 0
  19398.                  Tra2 0
  19399.                  Tra3 0
  19400.                  }
  19401.                 }
  19402.                MPSt 0
  19403.                sh {
  19404.                 mapk 0
  19405.                 elms {
  19406.                  }
  19407.                 }
  19408.                ob "rib"
  19409.                }
  19410.               inpr {
  19411.                AnTr 1
  19412.                Cloa 1
  19413.                tran {
  19414.                 po 3.28737,-13.65413,-4.05103
  19415.                 mat 1,0,0,0,-0.00015,1,0,-1,-0.00015
  19416.                 hp 0.20685,-0.10286,0.63237
  19417.                 }
  19418.                XYZs 1,1.49059,1
  19419.                defo {
  19420.                 affi {
  19421.                  ScaX 1
  19422.                  ScaY 1.49059
  19423.                  ScaZ 1
  19424.                  R1,1 1
  19425.                  R1,2 0
  19426.                  R1,3 0
  19427.                  R2,1 0
  19428.                  R2,2 1
  19429.                  R2,3 0
  19430.                  R3,1 0
  19431.                  R3,2 0
  19432.                  R3,3 1
  19433.                  Tra1 0
  19434.                  Tra2 0
  19435.                  Tra3 0
  19436.                  }
  19437.                 }
  19438.                MPSt 0
  19439.                sh {
  19440.                 mapk 0
  19441.                 elms {
  19442.                  }
  19443.                 }
  19444.                ob "rib"
  19445.                }
  19446.               inpr {
  19447.                AnTr 1
  19448.                Cloa 1
  19449.                tran {
  19450.                 po 3.28737,-14.55452,-4.05103
  19451.                 mat 1,0,0,0,-0.00015,1,0,-1,-0.00015
  19452.                 hp 0.20685,-0.10286,0.63237
  19453.                 }
  19454.                XYZs 1,1.49059,1
  19455.                defo {
  19456.                 affi {
  19457.                  ScaX 1
  19458.                  ScaY 1.49059
  19459.                  ScaZ 1
  19460.                  R1,1 1
  19461.                  R1,2 0
  19462.                  R1,3 0
  19463.                  R2,1 0
  19464.                  R2,2 1
  19465.                  R2,3 0
  19466.                  R3,1 0
  19467.                  R3,2 0
  19468.                  R3,3 1
  19469.                  Tra1 0
  19470.                  Tra2 0
  19471.                  Tra3 0
  19472.                  }
  19473.                 }
  19474.                MPSt 0
  19475.                sh {
  19476.                 mapk 0
  19477.                 elms {
  19478.                  }
  19479.                 }
  19480.                ob "rib"
  19481.                }
  19482.               }
  19483.              boxM 4.31541,-6.37555,2.43161
  19484.              boxm 3.14648,-14.69632,-9.67584
  19485.              open 0
  19486.              }
  19487.             inpr {
  19488.              AnTr 1
  19489.              Cloa 1
  19490.              tran {
  19491.               po -4.3586,-10.54279,3.71866
  19492.               mat 0,-1,-0.00012,1,0,0,0,-0.00012,1
  19493.               Scal 1.13625
  19494.               hp 0.59993,0,0.19994
  19495.               }
  19496.              XYZs 1,2.74994,1
  19497.              defo {
  19498.               affi {
  19499.                ScaX 1
  19500.                ScaY 2.74994
  19501.                ScaZ 1
  19502.                R1,1 1
  19503.                R1,2 0
  19504.                R1,3 0
  19505.                R2,1 0
  19506.                R2,2 1
  19507.                R2,3 0
  19508.                R3,1 0
  19509.                R3,2 0
  19510.                R3,3 1
  19511.                Tra1 0
  19512.                Tra2 0
  19513.                Tra3 0
  19514.                }
  19515.               }
  19516.              MPSt 0
  19517.              sh {
  19518.               mapk 0
  19519.               elms {
  19520.                }
  19521.               }
  19522.              ob "main roof"
  19523.              }
  19524.             inpr {
  19525.              AnTr 1
  19526.              Cloa 1
  19527.              tran {
  19528.               po 1.1373,-6.9164,2.5127
  19529.               mat 0,-1,-0.00012,1,0,0,0,-0.00012,1
  19530.               Scal 0.68176
  19531.               hp 0.59993,0,0.19994
  19532.               }
  19533.              XYZs 1,0.73328,1
  19534.              defo {
  19535.               affi {
  19536.                ScaX 1
  19537.                ScaY 0.73328
  19538.                ScaZ 1
  19539.                R1,1 1
  19540.                R1,2 0
  19541.                R1,3 0
  19542.                R2,1 0
  19543.                R2,2 1
  19544.                R2,3 0
  19545.                R3,1 0
  19546.                R3,2 0
  19547.                R3,3 1
  19548.                Tra1 0
  19549.                Tra2 0
  19550.                Tra3 0
  19551.                }
  19552.               }
  19553.              MPSt 0
  19554.              sh {
  19555.               mapk 0
  19556.               elms {
  19557.                }
  19558.               }
  19559.              ob "main roof"
  19560.              }
  19561.             inpr {
  19562.              AnTr 1
  19563.              Cloa 1
  19564.              tran {
  19565.               po 1.1373,-14.05658,2.5127
  19566.               mat 0,-1,-0.00012,1,0,0,0,-0.00012,1
  19567.               Scal 0.68176
  19568.               hp 0.59993,0,0.19994
  19569.               }
  19570.              XYZs 1,0.73328,1
  19571.              defo {
  19572.               affi {
  19573.                ScaX 1
  19574.                ScaY 0.73328
  19575.                ScaZ 1
  19576.                R1,1 1
  19577.                R1,2 0
  19578.                R1,3 0
  19579.                R2,1 0
  19580.                R2,2 1
  19581.                R2,3 0
  19582.                R3,1 0
  19583.                R3,2 0
  19584.                R3,3 1
  19585.                Tra1 0
  19586.                Tra2 0
  19587.                Tra3 0
  19588.                }
  19589.               }
  19590.              MPSt 0
  19591.              sh {
  19592.               mapk 0
  19593.               elms {
  19594.                }
  19595.               }
  19596.              ob "main roof"
  19597.              }
  19598.             gr {
  19599.              nm "set"
  19600.              AnTr 1
  19601.              Cloa 1
  19602.              tran {
  19603.               po -1.7327,-3.5918,-2.23174
  19604.               mat -0.00015,1,0,-1,-0.00015,0,0,0,1
  19605.               hp -3.27495,-8.88007,-2.78899
  19606.               }
  19607.              XYZs 1,1,1
  19608.              MPSt 0
  19609.              so {
  19610.               inpr {
  19611.                AnTr 1
  19612.                Cloa 1
  19613.                tran {
  19614.                 po -3.26501,-8.88368,-2.78896
  19615.                 Scal 2.10916
  19616.                 hp 0.39995,-0.14812,0
  19617.                 }
  19618.                XYZs 1,0.37032,1
  19619.                defo {
  19620.                 affi {
  19621.                  ScaX 1
  19622.                  ScaY 0.37032
  19623.                  ScaZ 1
  19624.                  R1,1 1
  19625.                  R1,2 0
  19626.                  R1,3 0
  19627.                  R2,1 0
  19628.                  R2,2 1
  19629.                  R2,3 0
  19630.                  R3,1 0
  19631.                  R3,2 0
  19632.                  R3,3 1
  19633.                  Tra1 0
  19634.                  Tra2 0
  19635.                  Tra3 0
  19636.                  }
  19637.                 }
  19638.                MPSt 0
  19639.                sh {
  19640.                 mapk 0
  19641.                 elms {
  19642.                  }
  19643.                 }
  19644.                ob "arch"
  19645.                }
  19646.               inpr {
  19647.                AnTr 1
  19648.                Cloa 1
  19649.                tran {
  19650.                 po -3.27068,-8.88007,1.05115
  19651.                 Scal 2.50841
  19652.                 hp 0.39995,0,0.95215
  19653.                 }
  19654.                XYZs 1,0.27399,1
  19655.                defo {
  19656.                 affi {
  19657.                  ScaX 1
  19658.                  ScaY 0.27399
  19659.                  ScaZ 1
  19660.                  R1,1 1
  19661.                  R1,2 0
  19662.                  R1,3 0
  19663.                  R2,1 0
  19664.                  R2,2 1
  19665.                  R2,3 0
  19666.                  R3,1 0
  19667.                  R3,2 0
  19668.                  R3,3 1
  19669.                  Tra1 0
  19670.                  Tra2 0
  19671.                  Tra3 0
  19672.                  }
  19673.                 }
  19674.                MPSt 0
  19675.                sh {
  19676.                 mapk 0
  19677.                 elms {
  19678.                  }
  19679.                 }
  19680.                ob "dome roof"
  19681.                }
  19682.               }
  19683.              boxM -1.42995,-7.50558,2.67596
  19684.              boxm -5.12,-10.25462,-8.69449
  19685.              open 0
  19686.              }
  19687.             gr {
  19688.              nm "set"
  19689.              AnTr 1
  19690.              Cloa 1
  19691.              tran {
  19692.               po -1.7327,-17.24495,-2.23174
  19693.               mat -0.00015,1,0,-1,-0.00015,0,0,0,1
  19694.               hp -3.27495,-8.88007,-2.78899
  19695.               }
  19696.              XYZs 1,1,1
  19697.              MPSt 0
  19698.              so {
  19699.               inpr {
  19700.                AnTr 1
  19701.                Cloa 1
  19702.                tran {
  19703.                 po -3.26501,-8.88368,-2.78896
  19704.                 Scal 2.10916
  19705.                 hp 0.39995,-0.14812,0
  19706.                 }
  19707.                XYZs 1,0.37032,1
  19708.                defo {
  19709.                 affi {
  19710.                  ScaX 1
  19711.                  ScaY 0.37032
  19712.                  ScaZ 1
  19713.                  R1,1 1
  19714.                  R1,2 0
  19715.                  R1,3 0
  19716.                  R2,1 0
  19717.                  R2,2 1
  19718.                  R2,3 0
  19719.                  R3,1 0
  19720.                  R3,2 0
  19721.                  R3,3 1
  19722.                  Tra1 0
  19723.                  Tra2 0
  19724.                  Tra3 0
  19725.                  }
  19726.                 }
  19727.                MPSt 0
  19728.                sh {
  19729.                 mapk 0
  19730.                 elms {
  19731.                  }
  19732.                 }
  19733.                ob "arch"
  19734.                }
  19735.               inpr {
  19736.                AnTr 1
  19737.                Cloa 1
  19738.                tran {
  19739.                 po -3.27068,-8.88007,1.05115
  19740.                 Scal 2.50841
  19741.                 hp 0.39995,0,0.95215
  19742.                 }
  19743.                XYZs 1,0.27399,1
  19744.                defo {
  19745.                 affi {
  19746.                  ScaX 1
  19747.                  ScaY 0.27399
  19748.                  ScaZ 1
  19749.                  R1,1 1
  19750.                  R1,2 0
  19751.                  R1,3 0
  19752.                  R2,1 0
  19753.                  R2,2 1
  19754.                  R2,3 0
  19755.                  R3,1 0
  19756.                  R3,2 0
  19757.                  R3,3 1
  19758.                  Tra1 0
  19759.                  Tra2 0
  19760.                  Tra3 0
  19761.                  }
  19762.                 }
  19763.                MPSt 0
  19764.                sh {
  19765.                 mapk 0
  19766.                 elms {
  19767.                  }
  19768.                 }
  19769.                ob "dome roof"
  19770.                }
  19771.               }
  19772.              boxM -1.42995,-7.50558,2.67596
  19773.              boxm -5.12,-10.25462,-8.69449
  19774.              open 0
  19775.              }
  19776.             gr {
  19777.              nm "set"
  19778.              AnTr 1
  19779.              Cloa 1
  19780.              tran {
  19781.               po 0.01888,-10.45685,-2.23177
  19782.               hp -3.27498,-8.88004,-2.78899
  19783.               }
  19784.              XYZs 1,1,1
  19785.              MPSt 0
  19786.              so {
  19787.               inpr {
  19788.                AnTr 1
  19789.                Cloa 1
  19790.                tran {
  19791.                 po -3.265,-8.88364,-2.78896
  19792.                 Scal 2.10916
  19793.                 hp 0.39995,-0.62218,0
  19794.                 }
  19795.                XYZs 1,1.55556,1
  19796.                defo {
  19797.                 affi {
  19798.                  ScaX 1
  19799.                  ScaY 1.55556
  19800.                  ScaZ 1
  19801.                  R1,1 1
  19802.                  R1,2 0
  19803.                  R1,3 0
  19804.                  R2,1 0
  19805.                  R2,2 1
  19806.                  R2,3 0
  19807.                  R3,1 0
  19808.                  R3,2 0
  19809.                  R3,3 1
  19810.                  Tra1 0
  19811.                  Tra2 0
  19812.                  Tra3 0
  19813.                  }
  19814.                 }
  19815.                MPSt 0
  19816.                sh {
  19817.                 mapk 0
  19818.                 elms {
  19819.                  }
  19820.                 }
  19821.                ob "arch"
  19822.                }
  19823.               inpr {
  19824.                AnTr 1
  19825.                Cloa 1
  19826.                tran {
  19827.                 po -3.27068,-8.88,1.05115
  19828.                 Scal 2.50841
  19829.                 hp 0.39995,0,0.95215
  19830.                 }
  19831.                XYZs 1,1.07129,1
  19832.                defo {
  19833.                 affi {
  19834.                  ScaX 1
  19835.                  ScaY 1.07129
  19836.                  ScaZ 1
  19837.                  R1,1 1
  19838.                  R1,2 0
  19839.                  R1,3 0
  19840.                  R2,1 0
  19841.                  R2,2 1
  19842.                  R2,3 0
  19843.                  R3,1 0
  19844.                  R3,2 0
  19845.                  R3,3 1
  19846.                  Tra1 0
  19847.                  Tra2 0
  19848.                  Tra3 0
  19849.                  }
  19850.                 }
  19851.                MPSt 0
  19852.                sh {
  19853.                 mapk 0
  19854.                 elms {
  19855.                  }
  19856.                 }
  19857.                ob "dome roof"
  19858.                }
  19859.               }
  19860.              boxM -1.43002,-3.50533,2.67596
  19861.              boxm -5.11995,-14.25455,-8.69449
  19862.              open 0
  19863.              }
  19864.             }
  19865.            boxM 4.53178,-1.74655,4.75012
  19866.            boxm -10.60818,-19.09016,-9.67584
  19867.            open 0
  19868.            }
  19869.           gr {
  19870.            nm "back facia"
  19871.            AnTr 1
  19872.            Cloa 1
  19873.            tran {
  19874.             po -16.76299,-10.41833,-2.46265
  19875.             mat -1,0,0,0,1,0,0,0,1
  19876.             hp -3.0383,-10.41833,-2.46262
  19877.             }
  19878.            XYZs 1,1,1
  19879.            MPSt 0
  19880.            so {
  19881.             inpr {
  19882.              AnTr 1
  19883.              Cloa 1
  19884.              tran {
  19885.               po 2.03502,-10.54279,-1.64977
  19886.               mat 0,0,1,1,0,0,0,1,0
  19887.               hp -0.19997,0,-0.19997
  19888.               }
  19889.              XYZs 1,1.97687,1
  19890.              defo {
  19891.               affi {
  19892.                ScaX 1
  19893.                ScaY 1.97687
  19894.                ScaZ 1
  19895.                R1,1 1
  19896.                R1,2 0
  19897.                R1,3 0
  19898.                R2,1 0
  19899.                R2,2 1
  19900.                R2,3 0
  19901.                R3,1 0
  19902.                R3,2 0
  19903.                R3,3 1
  19904.                Tra1 0
  19905.                Tra2 0
  19906.                Tra3 0
  19907.                }
  19908.               }
  19909.              MPSt 0
  19910.              sh {
  19911.               mapk 0
  19912.               elms {
  19913.                }
  19914.               }
  19915.              ob "three turrets"
  19916.              }
  19917.             inpr {
  19918.              AnTr 1
  19919.              Cloa 1
  19920.              tran {
  19921.               po 2.03502,-10.5428,3.82822
  19922.               mat 1,0,0,0,-0.00012,-1,0,1,-0.00012
  19923.               Scal 0.9953
  19924.               hp -0.46982,-0.80025,-0.29323
  19925.               }
  19926.              XYZs 1,1,1
  19927.              MPSt 0
  19928.              sh {
  19929.               mapk 0
  19930.               elms {
  19931.                }
  19932.               }
  19933.              ob "middle turret roof"
  19934.              }
  19935.             inpr {
  19936.              AnTr 1
  19937.              Cloa 1
  19938.              tran {
  19939.               po 2.03502,-6.91762,2.53203
  19940.               mat 1,0,0,0,-0.00012,-1,0,1,-0.00012
  19941.               Scal 0.62202
  19942.               hp -0.46982,-0.80025,-0.29323
  19943.               }
  19944.              XYZs 1,1,1
  19945.              MPSt 0
  19946.              sh {
  19947.               mapk 0
  19948.               elms {
  19949.                }
  19950.               }
  19951.              ob "middle turret roof"
  19952.              }
  19953.             inpr {
  19954.              AnTr 1
  19955.              Cloa 1
  19956.              tran {
  19957.               po 2.03502,-14.08359,2.53203
  19958.               mat 1,0,0,0,-0.00012,-1,0,1,-0.00012
  19959.               Scal 0.62202
  19960.               hp -0.46982,-0.80025,-0.29323
  19961.               }
  19962.              XYZs 1,1,1
  19963.              MPSt 0
  19964.              sh {
  19965.               mapk 0
  19966.               elms {
  19967.                }
  19968.               }
  19969.              ob "middle turret roof"
  19970.              }
  19971.             inpr {
  19972.              AnTr 1
  19973.              Cloa 1
  19974.              tran {
  19975.               po 2.03499,-10.54279,2.53452
  19976.               mat 1,0,0,0,-0.00015,1,0,-1,-0.00015
  19977.               Scal 1.02312
  19978.               hp -0.25075,-1.87215,0.2054
  19979.               }
  19980.              XYZs 1,1,1
  19981.              MPSt 0
  19982.              sh {
  19983.               mapk 0
  19984.               elms {
  19985.                }
  19986.               }
  19987.              ob "plate"
  19988.              }
  19989.             inpr {
  19990.              AnTr 1
  19991.              Cloa 1
  19992.              tran {
  19993.               po 2.03502,-14.08356,1.7049
  19994.               mat 1,0,0,0,-0.00015,1,0,-1,-0.00015
  19995.               Scal 0.64616
  19996.               hp -0.25075,-1.87215,0.2054
  19997.               }
  19998.              XYZs 1,1,1
  19999.              MPSt 0
  20000.              sh {
  20001.               mapk 0
  20002.               elms {
  20003.                }
  20004.               }
  20005.              ob "plate"
  20006.              }
  20007.             inpr {
  20008.              AnTr 1
  20009.              Cloa 1
  20010.              tran {
  20011.               po 2.03502,-6.91759,1.7049
  20012.               mat 1,0,0,0,-0.00015,1,0,-1,-0.00015
  20013.               Scal 0.64616
  20014.               hp -0.25075,-1.87215,0.2054
  20015.               }
  20016.              XYZs 1,1,1
  20017.              MPSt 0
  20018.              sh {
  20019.               mapk 0
  20020.               elms {
  20021.                }
  20022.               }
  20023.              ob "plate"
  20024.              }
  20025.             gr {
  20026.              nm "ribs"
  20027.              AnTr 1
  20028.              Cloa 1
  20029.              tran {
  20030.               po 3.73096,-10.53592,-3.62218
  20031.               hp 3.73096,-10.53592,-3.62218
  20032.               }
  20033.              XYZs 1,1,1
  20034.              MPSt 0
  20035.              so {
  20036.               inpr {
  20037.                AnTr 1
  20038.                Cloa 1
  20039.                tran {
  20040.                 po 4.17455,-10.19832,-3.19336
  20041.                 mat 1,0,0,0,-0.00015,1,0,-1,-0.00015
  20042.                 hp 0.20685,-0.10286,0.63237
  20043.                 }
  20044.                XYZs 1,1.49059,1
  20045.                defo {
  20046.                 affi {
  20047.                  ScaX 1
  20048.                  ScaY 1.49059
  20049.                  ScaZ 1
  20050.                  R1,1 1
  20051.                  R1,2 0
  20052.                  R1,3 0
  20053.                  R2,1 0
  20054.                  R2,2 1
  20055.                  R2,3 0
  20056.                  R3,1 0
  20057.                  R3,2 0
  20058.                  R3,3 1
  20059.                  Tra1 0
  20060.                  Tra2 0
  20061.                  Tra3 0
  20062.                  }
  20063.                 }
  20064.                MPSt 0
  20065.                sh {
  20066.                 mapk 0
  20067.                 elms {
  20068.                  }
  20069.                 }
  20070.                ob "rib"
  20071.                }
  20072.               inpr {
  20073.                AnTr 1
  20074.                Cloa 1
  20075.                tran {
  20076.                 po 3.89647,-9.45682,-3.19336
  20077.                 mat 1,0,0,0,-0.00015,1,0,-1,-0.00015
  20078.                 hp 0.20685,-0.10286,0.63237
  20079.                 }
  20080.                XYZs 1,1.49059,1
  20081.                defo {
  20082.                 affi {
  20083.                  ScaX 1
  20084.                  ScaY 1.49059
  20085.                  ScaZ 1
  20086.                  R1,1 1
  20087.                  R1,2 0
  20088.                  R1,3 0
  20089.                  R2,1 0
  20090.                  R2,2 1
  20091.                  R2,3 0
  20092.                  R3,1 0
  20093.                  R3,2 0
  20094.                  R3,3 1
  20095.                  Tra1 0
  20096.                  Tra2 0
  20097.                  Tra3 0
  20098.                  }
  20099.                 }
  20100.                MPSt 0
  20101.                sh {
  20102.                 mapk 0
  20103.                 elms {
  20104.                  }
  20105.                 }
  20106.                ob "rib"
  20107.                }
  20108.               inpr {
  20109.                AnTr 1
  20110.                Cloa 1
  20111.                tran {
  20112.                 po 3.2874,-7.37798,-4.05103
  20113.                 mat 1,0,0,0,-0.00015,1,0,-1,-0.00015
  20114.                 hp 0.20685,-0.10286,0.63237
  20115.                 }
  20116.                XYZs 1,1.49059,1
  20117.                defo {
  20118.                 affi {
  20119.                  ScaX 1
  20120.                  ScaY 1.49059
  20121.                  ScaZ 1
  20122.                  R1,1 1
  20123.                  R1,2 0
  20124.                  R1,3 0
  20125.                  R2,1 0
  20126.                  R2,2 1
  20127.                  R2,3 0
  20128.                  R3,1 0
  20129.                  R3,2 0
  20130.                  R3,3 1
  20131.                  Tra1 0
  20132.                  Tra2 0
  20133.                  Tra3 0
  20134.                  }
  20135.                 }
  20136.                MPSt 0
  20137.                sh {
  20138.                 mapk 0
  20139.                 elms {
  20140.                  }
  20141.                 }
  20142.                ob "rib"
  20143.                }
  20144.               inpr {
  20145.                AnTr 1
  20146.                Cloa 1
  20147.                tran {
  20148.                 po 3.2874,-6.51732,-4.05103
  20149.                 mat 1,0,0,0,-0.00015,1,0,-1,-0.00015
  20150.                 hp 0.20685,-0.10286,0.63237
  20151.                 }
  20152.                XYZs 1,1.49059,1
  20153.                defo {
  20154.                 affi {
  20155.                  ScaX 1
  20156.                  ScaY 1.49059
  20157.                  ScaZ 1
  20158.                  R1,1 1
  20159.                  R1,2 0
  20160.                  R1,3 0
  20161.                  R2,1 0
  20162.                  R2,2 1
  20163.                  R2,3 0
  20164.                  R3,1 0
  20165.                  R3,2 0
  20166.                  R3,3 1
  20167.                  Tra1 0
  20168.                  Tra2 0
  20169.                  Tra3 0
  20170.                  }
  20171.                 }
  20172.                MPSt 0
  20173.                sh {
  20174.                 mapk 0
  20175.                 elms {
  20176.                  }
  20177.                 }
  20178.                ob "rib"
  20179.                }
  20180.               inpr {
  20181.                AnTr 1
  20182.                Cloa 1
  20183.                tran {
  20184.                 po 4.14806,-10.93979,-3.19336
  20185.                 mat 1,0,0,0,-0.00015,1,0,-1,-0.00015
  20186.                 hp 0.20685,-0.10286,0.63237
  20187.                 }
  20188.                XYZs 1,1.49059,1
  20189.                defo {
  20190.                 affi {
  20191.                  ScaX 1
  20192.                  ScaY 1.49059
  20193.                  ScaZ 1
  20194.                  R1,1 1
  20195.                  R1,2 0
  20196.                  R1,3 0
  20197.                  R2,1 0
  20198.                  R2,2 1
  20199.                  R2,3 0
  20200.                  R3,1 0
  20201.                  R3,2 0
  20202.                  R3,3 1
  20203.                  Tra1 0
  20204.                  Tra2 0
  20205.                  Tra3 0
  20206.                  }
  20207.                 }
  20208.                MPSt 0
  20209.                sh {
  20210.                 mapk 0
  20211.                 elms {
  20212.                  }
  20213.                 }
  20214.                ob "rib"
  20215.                }
  20216.               inpr {
  20217.                AnTr 1
  20218.                Cloa 1
  20219.                tran {
  20220.                 po 3.86998,-11.62827,-3.19336
  20221.                 mat 1,0,0,0,-0.00015,1,0,-1,-0.00015
  20222.                 hp 0.20685,-0.10286,0.63237
  20223.                 }
  20224.                XYZs 1,1.49059,1
  20225.                defo {
  20226.                 affi {
  20227.                  ScaX 1
  20228.                  ScaY 1.49059
  20229.                  ScaZ 1
  20230.                  R1,1 1
  20231.                  R1,2 0
  20232.                  R1,3 0
  20233.                  R2,1 0
  20234.                  R2,2 1
  20235.                  R2,3 0
  20236.                  R3,1 0
  20237.                  R3,2 0
  20238.                  R3,3 1
  20239.                  Tra1 0
  20240.                  Tra2 0
  20241.                  Tra3 0
  20242.                  }
  20243.                 }
  20244.                MPSt 0
  20245.                sh {
  20246.                 mapk 0
  20247.                 elms {
  20248.                  }
  20249.                 }
  20250.                ob "rib"
  20251.                }
  20252.               inpr {
  20253.                AnTr 1
  20254.                Cloa 1
  20255.                tran {
  20256.                 po 3.28737,-13.65413,-4.05103
  20257.                 mat 1,0,0,0,-0.00015,1,0,-1,-0.00015
  20258.                 hp 0.20685,-0.10286,0.63237
  20259.                 }
  20260.                XYZs 1,1.49059,1
  20261.                defo {
  20262.                 affi {
  20263.                  ScaX 1
  20264.                  ScaY 1.49059
  20265.                  ScaZ 1
  20266.                  R1,1 1
  20267.                  R1,2 0
  20268.                  R1,3 0
  20269.                  R2,1 0
  20270.                  R2,2 1
  20271.                  R2,3 0
  20272.                  R3,1 0
  20273.                  R3,2 0
  20274.                  R3,3 1
  20275.                  Tra1 0
  20276.                  Tra2 0
  20277.                  Tra3 0
  20278.                  }
  20279.                 }
  20280.                MPSt 0
  20281.                sh {
  20282.                 mapk 0
  20283.                 elms {
  20284.                  }
  20285.                 }
  20286.                ob "rib"
  20287.                }
  20288.               inpr {
  20289.                AnTr 1
  20290.                Cloa 1
  20291.                tran {
  20292.                 po 3.28737,-14.55452,-4.05103
  20293.                 mat 1,0,0,0,-0.00015,1,0,-1,-0.00015
  20294.                 hp 0.20685,-0.10286,0.63237
  20295.                 }
  20296.                XYZs 1,1.49059,1
  20297.                defo {
  20298.                 affi {
  20299.                  ScaX 1
  20300.                  ScaY 1.49059
  20301.                  ScaZ 1
  20302.                  R1,1 1
  20303.                  R1,2 0
  20304.                  R1,3 0
  20305.                  R2,1 0
  20306.                  R2,2 1
  20307.                  R2,3 0
  20308.                  R3,1 0
  20309.                  R3,2 0
  20310.                  R3,3 1
  20311.                  Tra1 0
  20312.                  Tra2 0
  20313.                  Tra3 0
  20314.                  }
  20315.                 }
  20316.                MPSt 0
  20317.                sh {
  20318.                 mapk 0
  20319.                 elms {
  20320.                  }
  20321.                 }
  20322.                ob "rib"
  20323.                }
  20324.               }
  20325.              boxM 4.31541,-6.37555,2.43161
  20326.              boxm 3.14648,-14.69632,-9.67584
  20327.              open 0
  20328.              }
  20329.             inpr {
  20330.              AnTr 1
  20331.              Cloa 1
  20332.              tran {
  20333.               po -4.3586,-10.54279,3.71866
  20334.               mat 0,-1,-0.00012,1,0,0,0,-0.00012,1
  20335.               Scal 1.13625
  20336.               hp 0.59993,0,0.19994
  20337.               }
  20338.              XYZs 1,2.74994,1
  20339.              defo {
  20340.               affi {
  20341.                ScaX 1
  20342.                ScaY 2.74994
  20343.                ScaZ 1
  20344.                R1,1 1
  20345.                R1,2 0
  20346.                R1,3 0
  20347.                R2,1 0
  20348.                R2,2 1
  20349.                R2,3 0
  20350.                R3,1 0
  20351.                R3,2 0
  20352.                R3,3 1
  20353.                Tra1 0
  20354.                Tra2 0
  20355.                Tra3 0
  20356.                }
  20357.               }
  20358.              MPSt 0
  20359.              sh {
  20360.               mapk 0
  20361.               elms {
  20362.                }
  20363.               }
  20364.              ob "main roof"
  20365.              }
  20366.             inpr {
  20367.              AnTr 1
  20368.              Cloa 1
  20369.              tran {
  20370.               po 1.1373,-6.9164,2.5127
  20371.               mat 0,-1,-0.00012,1,0,0,0,-0.00012,1
  20372.               Scal 0.68176
  20373.               hp 0.59993,0,0.19994
  20374.               }
  20375.              XYZs 1,0.73328,1
  20376.              defo {
  20377.               affi {
  20378.                ScaX 1
  20379.                ScaY 0.73328
  20380.                ScaZ 1
  20381.                R1,1 1
  20382.                R1,2 0
  20383.                R1,3 0
  20384.                R2,1 0
  20385.                R2,2 1
  20386.                R2,3 0
  20387.                R3,1 0
  20388.                R3,2 0
  20389.                R3,3 1
  20390.                Tra1 0
  20391.                Tra2 0
  20392.                Tra3 0
  20393.                }
  20394.               }
  20395.              MPSt 0
  20396.              sh {
  20397.               mapk 0
  20398.               elms {
  20399.                }
  20400.               }
  20401.              ob "main roof"
  20402.              }
  20403.             inpr {
  20404.              AnTr 1
  20405.              Cloa 1
  20406.              tran {
  20407.               po 1.1373,-14.05658,2.5127
  20408.               mat 0,-1,-0.00012,1,0,0,0,-0.00012,1
  20409.               Scal 0.68176
  20410.               hp 0.59993,0,0.19994
  20411.               }
  20412.              XYZs 1,0.73328,1
  20413.              defo {
  20414.               affi {
  20415.                ScaX 1
  20416.                ScaY 0.73328
  20417.                ScaZ 1
  20418.                R1,1 1
  20419.                R1,2 0
  20420.                R1,3 0
  20421.                R2,1 0
  20422.                R2,2 1
  20423.                R2,3 0
  20424.                R3,1 0
  20425.                R3,2 0
  20426.                R3,3 1
  20427.                Tra1 0
  20428.                Tra2 0
  20429.                Tra3 0
  20430.                }
  20431.               }
  20432.              MPSt 0
  20433.              sh {
  20434.               mapk 0
  20435.               elms {
  20436.                }
  20437.               }
  20438.              ob "main roof"
  20439.              }
  20440.             gr {
  20441.              nm "set"
  20442.              AnTr 1
  20443.              Cloa 1
  20444.              tran {
  20445.               po -1.7327,-3.5918,-2.23177
  20446.               mat -0.00012,1,0,-1,-0.00012,0,0,0,1
  20447.               hp -3.27495,-8.88007,-2.78902
  20448.               }
  20449.              XYZs 1,1,1
  20450.              MPSt 0
  20451.              so {
  20452.               inpr {
  20453.                AnTr 1
  20454.                Cloa 1
  20455.                tran {
  20456.                 po -3.26501,-8.88368,-2.78896
  20457.                 Scal 2.10916
  20458.                 hp 0.39995,-0.14812,0
  20459.                 }
  20460.                XYZs 1,0.37032,1
  20461.                defo {
  20462.                 affi {
  20463.                  ScaX 1
  20464.                  ScaY 0.37032
  20465.                  ScaZ 1
  20466.                  R1,1 1
  20467.                  R1,2 0
  20468.                  R1,3 0
  20469.                  R2,1 0
  20470.                  R2,2 1
  20471.                  R2,3 0
  20472.                  R3,1 0
  20473.                  R3,2 0
  20474.                  R3,3 1
  20475.                  Tra1 0
  20476.                  Tra2 0
  20477.                  Tra3 0
  20478.                  }
  20479.                 }
  20480.                MPSt 0
  20481.                sh {
  20482.                 mapk 0
  20483.                 elms {
  20484.                  }
  20485.                 }
  20486.                ob "arch"
  20487.                }
  20488.               inpr {
  20489.                AnTr 1
  20490.                Cloa 1
  20491.                tran {
  20492.                 po -3.27072,-8.88005,1.05115
  20493.                 Scal 2.50841
  20494.                 hp 0.39995,0,0.95215
  20495.                 }
  20496.                XYZs 1,0.27399,1
  20497.                defo {
  20498.                 affi {
  20499.                  ScaX 1
  20500.                  ScaY 0.27399
  20501.                  ScaZ 1
  20502.                  R1,1 1
  20503.                  R1,2 0
  20504.                  R1,3 0
  20505.                  R2,1 0
  20506.                  R2,2 1
  20507.                  R2,3 0
  20508.                  R3,1 0
  20509.                  R3,2 0
  20510.                  R3,3 1
  20511.                  Tra1 0
  20512.                  Tra2 0
  20513.                  Tra3 0
  20514.                  }
  20515.                 }
  20516.                MPSt 0
  20517.                sh {
  20518.                 mapk 0
  20519.                 elms {
  20520.                  }
  20521.                 }
  20522.                ob "dome roof"
  20523.                }
  20524.               }
  20525.              boxM -1.42998,-7.50557,2.67596
  20526.              boxm -5.12003,-10.25465,-8.69449
  20527.              open 0
  20528.              }
  20529.             gr {
  20530.              nm "set"
  20531.              AnTr 1
  20532.              Cloa 1
  20533.              tran {
  20534.               po -1.7327,-17.24495,-2.23174
  20535.               mat -0.00012,1,0,-1,-0.00012,0,0,0,1
  20536.               hp -3.27495,-8.88007,-2.78899
  20537.               }
  20538.              XYZs 1,1,1
  20539.              MPSt 0
  20540.              so {
  20541.               inpr {
  20542.                AnTr 1
  20543.                Cloa 1
  20544.                tran {
  20545.                 po -3.26501,-8.88368,-2.78896
  20546.                 Scal 2.10916
  20547.                 hp 0.39995,-0.14812,0
  20548.                 }
  20549.                XYZs 1,0.37032,1
  20550.                defo {
  20551.                 affi {
  20552.                  ScaX 1
  20553.                  ScaY 0.37032
  20554.                  ScaZ 1
  20555.                  R1,1 1
  20556.                  R1,2 0
  20557.                  R1,3 0
  20558.                  R2,1 0
  20559.                  R2,2 1
  20560.                  R2,3 0
  20561.                  R3,1 0
  20562.                  R3,2 0
  20563.                  R3,3 1
  20564.                  Tra1 0
  20565.                  Tra2 0
  20566.                  Tra3 0
  20567.                  }
  20568.                 }
  20569.                MPSt 0
  20570.                sh {
  20571.                 mapk 0
  20572.                 elms {
  20573.                  }
  20574.                 }
  20575.                ob "arch"
  20576.                }
  20577.               inpr {
  20578.                AnTr 1
  20579.                Cloa 1
  20580.                tran {
  20581.                 po -3.27072,-8.88005,1.05115
  20582.                 Scal 2.50841
  20583.                 hp 0.39995,0,0.95215
  20584.                 }
  20585.                XYZs 1,0.27399,1
  20586.                defo {
  20587.                 affi {
  20588.                  ScaX 1
  20589.                  ScaY 0.27399
  20590.                  ScaZ 1
  20591.                  R1,1 1
  20592.                  R1,2 0
  20593.                  R1,3 0
  20594.                  R2,1 0
  20595.                  R2,2 1
  20596.                  R2,3 0
  20597.                  R3,1 0
  20598.                  R3,2 0
  20599.                  R3,3 1
  20600.                  Tra1 0
  20601.                  Tra2 0
  20602.                  Tra3 0
  20603.                  }
  20604.                 }
  20605.                MPSt 0
  20606.                sh {
  20607.                 mapk 0
  20608.                 elms {
  20609.                  }
  20610.                 }
  20611.                ob "dome roof"
  20612.                }
  20613.               }
  20614.              boxM -1.43002,-7.50557,2.67596
  20615.              boxm -5.12006,-10.25465,-8.69449
  20616.              open 0
  20617.              }
  20618.             gr {
  20619.              nm "set"
  20620.              AnTr 1
  20621.              Cloa 1
  20622.              tran {
  20623.               po 0.01888,-10.45685,-2.23177
  20624.               hp -3.27498,-8.88004,-2.78899
  20625.               }
  20626.              XYZs 1,1,1
  20627.              MPSt 0
  20628.              so {
  20629.               inpr {
  20630.                AnTr 1
  20631.                Cloa 1
  20632.                tran {
  20633.                 po -3.265,-8.88364,-2.78896
  20634.                 Scal 2.10916
  20635.                 hp 0.39995,-0.62218,0
  20636.                 }
  20637.                XYZs 1,1.55556,1
  20638.                defo {
  20639.                 affi {
  20640.                  ScaX 1
  20641.                  ScaY 1.55556
  20642.                  ScaZ 1
  20643.                  R1,1 1
  20644.                  R1,2 0
  20645.                  R1,3 0
  20646.                  R2,1 0
  20647.                  R2,2 1
  20648.                  R2,3 0
  20649.                  R3,1 0
  20650.                  R3,2 0
  20651.                  R3,3 1
  20652.                  Tra1 0
  20653.                  Tra2 0
  20654.                  Tra3 0
  20655.                  }
  20656.                 }
  20657.                MPSt 0
  20658.                sh {
  20659.                 mapk 0
  20660.                 elms {
  20661.                  }
  20662.                 }
  20663.                ob "arch"
  20664.                }
  20665.               inpr {
  20666.                AnTr 1
  20667.                Cloa 1
  20668.                tran {
  20669.                 po -3.27068,-8.88,1.05115
  20670.                 Scal 2.50841
  20671.                 hp 0.39995,0,0.95215
  20672.                 }
  20673.                XYZs 1,1.07129,1
  20674.                defo {
  20675.                 affi {
  20676.                  ScaX 1
  20677.                  ScaY 1.07129
  20678.                  ScaZ 1
  20679.                  R1,1 1
  20680.                  R1,2 0
  20681.                  R1,3 0
  20682.                  R2,1 0
  20683.                  R2,2 1
  20684.                  R2,3 0
  20685.                  R3,1 0
  20686.                  R3,2 0
  20687.                  R3,3 1
  20688.                  Tra1 0
  20689.                  Tra2 0
  20690.                  Tra3 0
  20691.                  }
  20692.                 }
  20693.                MPSt 0
  20694.                sh {
  20695.                 mapk 0
  20696.                 elms {
  20697.                  }
  20698.                 }
  20699.                ob "dome roof"
  20700.                }
  20701.               }
  20702.              boxM -1.43002,-3.50533,2.67596
  20703.              boxm -5.11995,-14.25455,-8.69449
  20704.              open 0
  20705.              }
  20706.             }
  20707.            boxM 4.53178,-1.74657,4.75012
  20708.            boxm -10.60814,-19.09004,-9.67584
  20709.            open 0
  20710.            }
  20711.           }
  20712.          boxM 4.53178,-0.3275,4.75012
  20713.          boxm -24.33307,-20.58583,-9.67587
  20714.          open 0
  20715.          }
  20716.         gr {
  20717.          nm "top"
  20718.          AnTr 1
  20719.          Cloa 1
  20720.          tran {
  20721.           po 0,0,0
  20722.           }
  20723.          XYZs 1,1,1
  20724.          MPSt 0
  20725.          so {
  20726.           gr {
  20727.            nm "small turrets"
  20728.            AnTr 1
  20729.            Cloa 1
  20730.            tran {
  20731.             po -9.90059,-10.45685,5.58014
  20732.             hp -9.50159,-9.9816,-14.7869
  20733.             }
  20734.            XYZs 1,1,1
  20735.            MPSt 0
  20736.            so {
  20737.             gr {
  20738.              nm "base and small turret"
  20739.              AnTr 1
  20740.              Cloa 1
  20741.              tran {
  20742.               po -4.41713,-3.75397,-15.27414
  20743.               hp 9.00026,-13.36748,-15.27414
  20744.               }
  20745.              XYZs 1,1,1
  20746.              MPSt 0
  20747.              so {
  20748.               gr {
  20749.                nm "Group 39"
  20750.                AnTr 1
  20751.                Cloa 1
  20752.                tran {
  20753.                 po 9.00023,-13.26517,-18.7683
  20754.                 mat 1,0,0,0,-0.00018,1,0,-1,-0.00018
  20755.                 hp 9.00026,-13.20418,-15.27419
  20756.                 }
  20757.                XYZs 1,1,1
  20758.                MPSt 0
  20759.                so {
  20760.                 inpr {
  20761.                  AnTr 1
  20762.                  Cloa 1
  20763.                  tran {
  20764.                   po 9.00026,-15.34367,-15.27423
  20765.                   Scal 1.11687
  20766.                   hp -0.06128,-1.80777,0.16254
  20767.                   }
  20768.                  XYZs 1,1,1
  20769.                  MPSt 0
  20770.                  sh {
  20771.                   mapk 0
  20772.                   elms {
  20773.                    }
  20774.                   }
  20775.                  ob "base top"
  20776.                  }
  20777.                 inpr {
  20778.                  AnTr 1
  20779.                  Cloa 1
  20780.                  tran {
  20781.                   po 9.00026,-15.12903,-15.2742
  20782.                   hp 0.0504,-1.05214,0.30629
  20783.                   }
  20784.                  XYZs 1,0.55733,1
  20785.                  defo {
  20786.                   affi {
  20787.                    ScaX 1
  20788.                    ScaY 0.55733
  20789.                    ScaZ 1
  20790.                    R1,1 1
  20791.                    R1,2 0
  20792.                    R1,3 0
  20793.                    R2,1 0
  20794.                    R2,2 1
  20795.                    R2,3 0
  20796.                    R3,1 0
  20797.                    R3,2 0
  20798.                    R3,3 1
  20799.                    Tra1 0
  20800.                    Tra2 0
  20801.                    Tra3 0
  20802.                    }
  20803.                   }
  20804.                  MPSt 0
  20805.                  sh {
  20806.                   mapk 0
  20807.                   elms {
  20808.                    }
  20809.                   }
  20810.                  ob "middle base"
  20811.                  }
  20812.                 inpr {
  20813.                  AnTr 1
  20814.                  Cloa 1
  20815.                  tran {
  20816.                   po 9.00026,-13.09392,-15.27414
  20817.                   hp 0.13344,0,0.71486
  20818.                   }
  20819.                  XYZs 1,1,1
  20820.                  MPSt 0
  20821.                  sh {
  20822.                   mapk 0
  20823.                   elms {
  20824.                    }
  20825.                   }
  20826.                  ob "bottom base"
  20827.                  }
  20828.                 }
  20829.                boxM 10.80249,-11.09392,-13.47217
  20830.                boxm 7.19794,-15.3145,-17.07646
  20831.                open 0
  20832.                }
  20833.               inpr {
  20834.                AnTr 1
  20835.                Cloa 1
  20836.                tran {
  20837.                 po 9.00023,-13.2652,-14.88698
  20838.                 mat 0,0,1,-1,0,0,0,-1,0
  20839.                 Scal 0.52876
  20840.                 hp 0,-0.19997,-0.2
  20841.                 }
  20842.                XYZs 1,1,1
  20843.                MPSt 0
  20844.                sh {
  20845.                 mapk 0
  20846.                 elms {
  20847.                  }
  20848.                 }
  20849.                ob "small turret"
  20850.                }
  20851.               gr {
  20852.                nm "blocks"
  20853.                AnTr 1
  20854.                Cloa 1
  20855.                tran {
  20856.                 po 9.00023,-13.26517,-13.00615
  20857.                 Scal 1.02242
  20858.                 hp 9.00562,-13.2468,-12.89139
  20859.                 }
  20860.                XYZs 1,1,1
  20861.                MPSt 0
  20862.                so {
  20863.                 inpr {
  20864.                  AnTr 1
  20865.                  Cloa 1
  20866.                  tran {
  20867.                   po 9.00015,-13.24562,-12.8914
  20868.                   mat 0.99911,0.04121,0,-0.04126,0.99913,0,0,0,1
  20869.                   Scal 1.1145
  20870.                   hp 0.26949,-2.9796,0.53072
  20871.                   }
  20872.                  XYZs 1,1,1
  20873.                  MPSt 0
  20874.                  sh {
  20875.                   mapk 0
  20876.                   elms {
  20877.                    }
  20878.                   }
  20879.                  ob "block"
  20880.                  }
  20881.                 inpr {
  20882.                  AnTr 1
  20883.                  Cloa 1
  20884.                  tran {
  20885.                   po 9.00015,-13.24562,-12.8914
  20886.                   mat 0.87943,0.47591,0,-0.47595,0.87944,0,0,0,1
  20887.                   Scal 1.1145
  20888.                   hp 0.26949,-2.9796,0.53072
  20889.                   }
  20890.                  XYZs 1,1,1
  20891.                  MPSt 0
  20892.                  sh {
  20893.                   mapk 0
  20894.                   elms {
  20895.                    }
  20896.                   }
  20897.                  ob "block"
  20898.                  }
  20899.                 inpr {
  20900.                  AnTr 1
  20901.                  Cloa 1
  20902.                  tran {
  20903.                   po 9.00015,-13.24562,-12.8914
  20904.                   mat 0.54698,0.8371,0,-0.83714,0.547,0,0,0,1
  20905.                   Scal 1.1145
  20906.                   hp 0.26949,-2.9796,0.53072
  20907.                   }
  20908.                  XYZs 1,1,1
  20909.                  MPSt 0
  20910.                  sh {
  20911.                   mapk 0
  20912.                   elms {
  20913.                    }
  20914.                   }
  20915.                  ob "block"
  20916.                  }
  20917.                 inpr {
  20918.                  AnTr 1
  20919.                  Cloa 1
  20920.                  tran {
  20921.                   po 9.00015,-13.24565,-12.8914
  20922.                   mat 0.08267,0.99657,0,-0.9966,0.08269,0,0,0,1
  20923.                   Scal 1.1145
  20924.                   hp 0.26949,-2.9796,0.53072
  20925.                   }
  20926.                  XYZs 1,1,1
  20927.                  MPSt 0
  20928.                  sh {
  20929.                   mapk 0
  20930.                   elms {
  20931.                    }
  20932.                   }
  20933.                  ob "block"
  20934.                  }
  20935.                 inpr {
  20936.                  AnTr 1
  20937.                  Cloa 1
  20938.                  tran {
  20939.                   po 9.00015,-13.24562,-12.8914
  20940.                   mat -0.40149,0.91585,0,-0.91586,-0.40147,0,0,0,1
  20941.                   Scal 1.1145
  20942.                   hp 0.26949,-2.9796,0.53072
  20943.                   }
  20944.                  XYZs 1,1,1
  20945.                  MPSt 0
  20946.                  sh {
  20947.                   mapk 0
  20948.                   elms {
  20949.                    }
  20950.                   }
  20951.                  ob "block"
  20952.                  }
  20953.                 inpr {
  20954.                  AnTr 1
  20955.                  Cloa 1
  20956.                  tran {
  20957.                   po 9.00015,-13.24565,-12.8914
  20958.                   mat -0.789,0.6144,0,-0.61441,-0.78899,0,0,0,1
  20959.                   Scal 1.1145
  20960.                   hp 0.26949,-2.9796,0.53072
  20961.                   }
  20962.                  XYZs 1,1,1
  20963.                  MPSt 0
  20964.                  sh {
  20965.                   mapk 0
  20966.                   elms {
  20967.                    }
  20968.                   }
  20969.                  ob "block"
  20970.                  }
  20971.                 inpr {
  20972.                  AnTr 1
  20973.                  Cloa 1
  20974.                  tran {
  20975.                   po 9.00015,-13.24565,-12.8914
  20976.                   mat -0.98633,0.16492,0,-0.16492,-0.98631,0,0,0,1
  20977.                   Scal 1.1145
  20978.                   hp 0.26949,-2.9796,0.53072
  20979.                   }
  20980.                  XYZs 1,1,1
  20981.                  MPSt 0
  20982.                  sh {
  20983.                   mapk 0
  20984.                   elms {
  20985.                    }
  20986.                   }
  20987.                  ob "block"
  20988.                  }
  20989.                 inpr {
  20990.                  AnTr 1
  20991.                  Cloa 1
  20992.                  tran {
  20993.                   po 9.00018,-13.24568,-12.8914
  20994.                   mat -0.94597,-0.32419,0,0.32417,-0.94598,0,0,0,1
  20995.                   Scal 1.1145
  20996.                   hp 0.26949,-2.9796,0.53072
  20997.                   }
  20998.                  XYZs 1,1,1
  20999.                  MPSt 0
  21000.                  sh {
  21001.                   mapk 0
  21002.                   elms {
  21003.                    }
  21004.                   }
  21005.                  ob "block"
  21006.                  }
  21007.                 inpr {
  21008.                  AnTr 1
  21009.                  Cloa 1
  21010.                  tran {
  21011.                   po 9.00018,-13.24568,-12.8914
  21012.                   mat -0.67772,-0.73532,0,0.73531,-0.67773,0,0,0,1
  21013.                   Scal 1.1145
  21014.                   hp 0.26949,-2.9796,0.53072
  21015.                   }
  21016.                  XYZs 1,1,1
  21017.                  MPSt 0
  21018.                  sh {
  21019.                   mapk 0
  21020.                   elms {
  21021.                    }
  21022.                   }
  21023.                  ob "block"
  21024.                  }
  21025.                 inpr {
  21026.                  AnTr 1
  21027.                  Cloa 1
  21028.                  tran {
  21029.                   po 9.00018,-13.24574,-12.8914
  21030.                   mat -0.24609,-0.96925,0,0.96925,-0.24611,0,0,0,1
  21031.                   Scal 1.1145
  21032.                   hp 0.26949,-2.9796,0.53072
  21033.                   }
  21034.                  XYZs 1,1,1
  21035.                  MPSt 0
  21036.                  sh {
  21037.                   mapk 0
  21038.                   elms {
  21039.                    }
  21040.                   }
  21041.                  ob "block"
  21042.                  }
  21043.                 inpr {
  21044.                  AnTr 1
  21045.                  Cloa 1
  21046.                  tran {
  21047.                   po 9.00015,-13.24577,-12.8914
  21048.                   mat 0.24477,-0.9696,0,0.96957,0.24475,0,0,0,1
  21049.                   Scal 1.1145
  21050.                   hp 0.26949,-2.9796,0.53072
  21051.                   }
  21052.                  XYZs 1,1,1
  21053.                  MPSt 0
  21054.                  sh {
  21055.                   mapk 0
  21056.                   elms {
  21057.                    }
  21058.                   }
  21059.                  ob "block"
  21060.                  }
  21061.                 inpr {
  21062.                  AnTr 1
  21063.                  Cloa 1
  21064.                  tran {
  21065.                   po 9.00012,-13.2458,-12.8914
  21066.                   mat 0.63013,-0.7765,0,0.77646,0.63011,0,0,0,1
  21067.                   Scal 1.1145
  21068.                   hp 0.26949,-2.9796,0.53072
  21069.                   }
  21070.                  XYZs 1,1,1
  21071.                  MPSt 0
  21072.                  sh {
  21073.                   mapk 0
  21074.                   elms {
  21075.                    }
  21076.                   }
  21077.                  ob "block"
  21078.                  }
  21079.                 inpr {
  21080.                  AnTr 1
  21081.                  Cloa 1
  21082.                  tran {
  21083.                   po 9.00012,-13.2458,-12.8914
  21084.                   mat 0.8947,-0.44666,0,0.44661,0.89468,0,0,0,1
  21085.                   Scal 1.1145
  21086.                   hp 0.26949,-2.9796,0.53072
  21087.                   }
  21088.                  XYZs 1,1,1
  21089.                  MPSt 0
  21090.                  sh {
  21091.                   mapk 0
  21092.                   elms {
  21093.                    }
  21094.                   }
  21095.                  ob "block"
  21096.                  }
  21097.                 }
  21098.                boxM 10.35028,-11.89857,-12.73737
  21099.                boxm 7.66072,-14.59499,-13.04544
  21100.                open 0
  21101.                }
  21102.               inpr {
  21103.                AnTr 1
  21104.                Cloa 1
  21105.                tran {
  21106.                 po 9.00023,-13.26523,-10.85776
  21107.                 mat 1,0,0,0,-0.00015,-1,0,1,-0.00015
  21108.                 Scal 0.57388
  21109.                 hp -0.75243,-0.15813,-0.4269
  21110.                 }
  21111.                XYZs 1,1,1
  21112.                MPSt 0
  21113.                sh {
  21114.                 mapk 0
  21115.                 elms {
  21116.                  }
  21117.                 }
  21118.                ob "small dome"
  21119.                }
  21120.               }
  21121.              boxM 10.80246,-11.46277,-8.69507
  21122.              boxm 7.19791,-15.06784,-20.87889
  21123.              open 0
  21124.              }
  21125.             gr {
  21126.              nm "base and small turret"
  21127.              AnTr 1
  21128.              Cloa 1
  21129.              tran {
  21130.               po -14.58603,-3.75397,-15.27414
  21131.               hp 9.00026,-13.36748,-15.27414
  21132.               }
  21133.              XYZs 1,1,1
  21134.              MPSt 0
  21135.              so {
  21136.               gr {
  21137.                nm "Group 39"
  21138.                AnTr 1
  21139.                Cloa 1
  21140.                tran {
  21141.                 po 9.00023,-13.26517,-18.7683
  21142.                 mat 1,0,0,0,-0.00018,1,0,-1,-0.00018
  21143.                 hp 9.00026,-13.20418,-15.27419
  21144.                 }
  21145.                XYZs 1,1,1
  21146.                MPSt 0
  21147.                so {
  21148.                 inpr {
  21149.                  AnTr 1
  21150.                  Cloa 1
  21151.                  tran {
  21152.                   po 9.00026,-15.34367,-15.27423
  21153.                   Scal 1.11687
  21154.                   hp -0.06128,-1.80777,0.16254
  21155.                   }
  21156.                  XYZs 1,1,1
  21157.                  MPSt 0
  21158.                  sh {
  21159.                   mapk 0
  21160.                   elms {
  21161.                    }
  21162.                   }
  21163.                  ob "base top"
  21164.                  }
  21165.                 inpr {
  21166.                  AnTr 1
  21167.                  Cloa 1
  21168.                  tran {
  21169.                   po 9.00026,-15.12903,-15.2742
  21170.                   hp 0.0504,-1.05214,0.30629
  21171.                   }
  21172.                  XYZs 1,0.55733,1
  21173.                  defo {
  21174.                   affi {
  21175.                    ScaX 1
  21176.                    ScaY 0.55733
  21177.                    ScaZ 1
  21178.                    R1,1 1
  21179.                    R1,2 0
  21180.                    R1,3 0
  21181.                    R2,1 0
  21182.                    R2,2 1
  21183.                    R2,3 0
  21184.                    R3,1 0
  21185.                    R3,2 0
  21186.                    R3,3 1
  21187.                    Tra1 0
  21188.                    Tra2 0
  21189.                    Tra3 0
  21190.                    }
  21191.                   }
  21192.                  MPSt 0
  21193.                  sh {
  21194.                   mapk 0
  21195.                   elms {
  21196.                    }
  21197.                   }
  21198.                  ob "middle base"
  21199.                  }
  21200.                 inpr {
  21201.                  AnTr 1
  21202.                  Cloa 1
  21203.                  tran {
  21204.                   po 9.00026,-13.09392,-15.27414
  21205.                   hp 0.13344,0,0.71486
  21206.                   }
  21207.                  XYZs 1,1,1
  21208.                  MPSt 0
  21209.                  sh {
  21210.                   mapk 0
  21211.                   elms {
  21212.                    }
  21213.                   }
  21214.                  ob "bottom base"
  21215.                  }
  21216.                 }
  21217.                boxM 10.80249,-11.09392,-13.47217
  21218.                boxm 7.19794,-15.3145,-17.07646
  21219.                open 0
  21220.                }
  21221.               inpr {
  21222.                AnTr 1
  21223.                Cloa 1
  21224.                tran {
  21225.                 po 9.00023,-13.2652,-14.88698
  21226.                 mat 0,0,1,-1,0,0,0,-1,0
  21227.                 Scal 0.52876
  21228.                 hp 0,-0.19997,-0.2
  21229.                 }
  21230.                XYZs 1,1,1
  21231.                MPSt 0
  21232.                sh {
  21233.                 mapk 0
  21234.                 elms {
  21235.                  }
  21236.                 }
  21237.                ob "small turret"
  21238.                }
  21239.               gr {
  21240.                nm "blocks"
  21241.                AnTr 1
  21242.                Cloa 1
  21243.                tran {
  21244.                 po 9.00023,-13.26517,-13.00615
  21245.                 Scal 1.02242
  21246.                 hp 9.00562,-13.2468,-12.89139
  21247.                 }
  21248.                XYZs 1,1,1
  21249.                MPSt 0
  21250.                so {
  21251.                 inpr {
  21252.                  AnTr 1
  21253.                  Cloa 1
  21254.                  tran {
  21255.                   po 9.00015,-13.24562,-12.8914
  21256.                   mat 0.99911,0.04121,0,-0.04126,0.99913,0,0,0,1
  21257.                   Scal 1.1145
  21258.                   hp 0.26949,-2.9796,0.53072
  21259.                   }
  21260.                  XYZs 1,1,1
  21261.                  MPSt 0
  21262.                  sh {
  21263.                   mapk 0
  21264.                   elms {
  21265.                    }
  21266.                   }
  21267.                  ob "block"
  21268.                  }
  21269.                 inpr {
  21270.                  AnTr 1
  21271.                  Cloa 1
  21272.                  tran {
  21273.                   po 9.00015,-13.24562,-12.8914
  21274.                   mat 0.87943,0.47591,0,-0.47595,0.87944,0,0,0,1
  21275.                   Scal 1.1145
  21276.                   hp 0.26949,-2.9796,0.53072
  21277.                   }
  21278.                  XYZs 1,1,1
  21279.                  MPSt 0
  21280.                  sh {
  21281.                   mapk 0
  21282.                   elms {
  21283.                    }
  21284.                   }
  21285.                  ob "block"
  21286.                  }
  21287.                 inpr {
  21288.                  AnTr 1
  21289.                  Cloa 1
  21290.                  tran {
  21291.                   po 9.00015,-13.24562,-12.8914
  21292.                   mat 0.54698,0.8371,0,-0.83714,0.547,0,0,0,1
  21293.                   Scal 1.1145
  21294.                   hp 0.26949,-2.9796,0.53072
  21295.                   }
  21296.                  XYZs 1,1,1
  21297.                  MPSt 0
  21298.                  sh {
  21299.                   mapk 0
  21300.                   elms {
  21301.                    }
  21302.                   }
  21303.                  ob "block"
  21304.                  }
  21305.                 inpr {
  21306.                  AnTr 1
  21307.                  Cloa 1
  21308.                  tran {
  21309.                   po 9.00015,-13.24565,-12.8914
  21310.                   mat 0.08267,0.99657,0,-0.9966,0.08269,0,0,0,1
  21311.                   Scal 1.1145
  21312.                   hp 0.26949,-2.9796,0.53072
  21313.                   }
  21314.                  XYZs 1,1,1
  21315.                  MPSt 0
  21316.                  sh {
  21317.                   mapk 0
  21318.                   elms {
  21319.                    }
  21320.                   }
  21321.                  ob "block"
  21322.                  }
  21323.                 inpr {
  21324.                  AnTr 1
  21325.                  Cloa 1
  21326.                  tran {
  21327.                   po 9.00015,-13.24562,-12.8914
  21328.                   mat -0.40149,0.91585,0,-0.91586,-0.40147,0,0,0,1
  21329.                   Scal 1.1145
  21330.                   hp 0.26949,-2.9796,0.53072
  21331.                   }
  21332.                  XYZs 1,1,1
  21333.                  MPSt 0
  21334.                  sh {
  21335.                   mapk 0
  21336.                   elms {
  21337.                    }
  21338.                   }
  21339.                  ob "block"
  21340.                  }
  21341.                 inpr {
  21342.                  AnTr 1
  21343.                  Cloa 1
  21344.                  tran {
  21345.                   po 9.00015,-13.24565,-12.8914
  21346.                   mat -0.789,0.6144,0,-0.61441,-0.78899,0,0,0,1
  21347.                   Scal 1.1145
  21348.                   hp 0.26949,-2.9796,0.53072
  21349.                   }
  21350.                  XYZs 1,1,1
  21351.                  MPSt 0
  21352.                  sh {
  21353.                   mapk 0
  21354.                   elms {
  21355.                    }
  21356.                   }
  21357.                  ob "block"
  21358.                  }
  21359.                 inpr {
  21360.                  AnTr 1
  21361.                  Cloa 1
  21362.                  tran {
  21363.                   po 9.00015,-13.24565,-12.8914
  21364.                   mat -0.98633,0.16492,0,-0.16492,-0.98631,0,0,0,1
  21365.                   Scal 1.1145
  21366.                   hp 0.26949,-2.9796,0.53072
  21367.                   }
  21368.                  XYZs 1,1,1
  21369.                  MPSt 0
  21370.                  sh {
  21371.                   mapk 0
  21372.                   elms {
  21373.                    }
  21374.                   }
  21375.                  ob "block"
  21376.                  }
  21377.                 inpr {
  21378.                  AnTr 1
  21379.                  Cloa 1
  21380.                  tran {
  21381.                   po 9.00018,-13.24568,-12.8914
  21382.                   mat -0.94597,-0.32419,0,0.32417,-0.94598,0,0,0,1
  21383.                   Scal 1.1145
  21384.                   hp 0.26949,-2.9796,0.53072
  21385.                   }
  21386.                  XYZs 1,1,1
  21387.                  MPSt 0
  21388.                  sh {
  21389.                   mapk 0
  21390.                   elms {
  21391.                    }
  21392.                   }
  21393.                  ob "block"
  21394.                  }
  21395.                 inpr {
  21396.                  AnTr 1
  21397.                  Cloa 1
  21398.                  tran {
  21399.                   po 9.00018,-13.24568,-12.8914
  21400.                   mat -0.67772,-0.73532,0,0.73531,-0.67773,0,0,0,1
  21401.                   Scal 1.1145
  21402.                   hp 0.26949,-2.9796,0.53072
  21403.                   }
  21404.                  XYZs 1,1,1
  21405.                  MPSt 0
  21406.                  sh {
  21407.                   mapk 0
  21408.                   elms {
  21409.                    }
  21410.                   }
  21411.                  ob "block"
  21412.                  }
  21413.                 inpr {
  21414.                  AnTr 1
  21415.                  Cloa 1
  21416.                  tran {
  21417.                   po 9.00018,-13.24574,-12.8914
  21418.                   mat -0.24609,-0.96925,0,0.96925,-0.24611,0,0,0,1
  21419.                   Scal 1.1145
  21420.                   hp 0.26949,-2.9796,0.53072
  21421.                   }
  21422.                  XYZs 1,1,1
  21423.                  MPSt 0
  21424.                  sh {
  21425.                   mapk 0
  21426.                   elms {
  21427.                    }
  21428.                   }
  21429.                  ob "block"
  21430.                  }
  21431.                 inpr {
  21432.                  AnTr 1
  21433.                  Cloa 1
  21434.                  tran {
  21435.                   po 9.00015,-13.24577,-12.8914
  21436.                   mat 0.24477,-0.9696,0,0.96957,0.24475,0,0,0,1
  21437.                   Scal 1.1145
  21438.                   hp 0.26949,-2.9796,0.53072
  21439.                   }
  21440.                  XYZs 1,1,1
  21441.                  MPSt 0
  21442.                  sh {
  21443.                   mapk 0
  21444.                   elms {
  21445.                    }
  21446.                   }
  21447.                  ob "block"
  21448.                  }
  21449.                 inpr {
  21450.                  AnTr 1
  21451.                  Cloa 1
  21452.                  tran {
  21453.                   po 9.00012,-13.2458,-12.8914
  21454.                   mat 0.63013,-0.7765,0,0.77646,0.63011,0,0,0,1
  21455.                   Scal 1.1145
  21456.                   hp 0.26949,-2.9796,0.53072
  21457.                   }
  21458.                  XYZs 1,1,1
  21459.                  MPSt 0
  21460.                  sh {
  21461.                   mapk 0
  21462.                   elms {
  21463.                    }
  21464.                   }
  21465.                  ob "block"
  21466.                  }
  21467.                 inpr {
  21468.                  AnTr 1
  21469.                  Cloa 1
  21470.                  tran {
  21471.                   po 9.00012,-13.2458,-12.8914
  21472.                   mat 0.8947,-0.44666,0,0.44661,0.89468,0,0,0,1
  21473.                   Scal 1.1145
  21474.                   hp 0.26949,-2.9796,0.53072
  21475.                   }
  21476.                  XYZs 1,1,1
  21477.                  MPSt 0
  21478.                  sh {
  21479.                   mapk 0
  21480.                   elms {
  21481.                    }
  21482.                   }
  21483.                  ob "block"
  21484.                  }
  21485.                 }
  21486.                boxM 10.35028,-11.89857,-12.73737
  21487.                boxm 7.66072,-14.59499,-13.04544
  21488.                open 0
  21489.                }
  21490.               inpr {
  21491.                AnTr 1
  21492.                Cloa 1
  21493.                tran {
  21494.                 po 9.00023,-13.26523,-10.85776
  21495.                 mat 1,0,0,0,-0.00015,-1,0,1,-0.00015
  21496.                 Scal 0.57388
  21497.                 hp -0.75243,-0.15813,-0.4269
  21498.                 }
  21499.                XYZs 1,1,1
  21500.                MPSt 0
  21501.                sh {
  21502.                 mapk 0
  21503.                 elms {
  21504.                  }
  21505.                 }
  21506.                ob "small dome"
  21507.                }
  21508.               }
  21509.              boxM 10.80246,-11.46277,-8.69507
  21510.              boxm 7.19791,-15.06784,-20.87889
  21511.              open 0
  21512.              }
  21513.             gr {
  21514.              nm "base and small turret"
  21515.              AnTr 1
  21516.              Cloa 1
  21517.              tran {
  21518.               po -4.41713,-16.41362,-15.27414
  21519.               hp 9.00026,-13.36748,-15.27414
  21520.               }
  21521.              XYZs 1,1,1
  21522.              MPSt 0
  21523.              so {
  21524.               gr {
  21525.                nm "Group 39"
  21526.                AnTr 1
  21527.                Cloa 1
  21528.                tran {
  21529.                 po 9.00023,-13.26517,-18.7683
  21530.                 mat 1,0,0,0,-0.00018,1,0,-1,-0.00018
  21531.                 hp 9.00026,-13.20418,-15.27419
  21532.                 }
  21533.                XYZs 1,1,1
  21534.                MPSt 0
  21535.                so {
  21536.                 inpr {
  21537.                  AnTr 1
  21538.                  Cloa 1
  21539.                  tran {
  21540.                   po 9.00026,-15.34367,-15.27423
  21541.                   Scal 1.11687
  21542.                   hp -0.06128,-1.80777,0.16254
  21543.                   }
  21544.                  XYZs 1,1,1
  21545.                  MPSt 0
  21546.                  sh {
  21547.                   mapk 0
  21548.                   elms {
  21549.                    }
  21550.                   }
  21551.                  ob "base top"
  21552.                  }
  21553.                 inpr {
  21554.                  AnTr 1
  21555.                  Cloa 1
  21556.                  tran {
  21557.                   po 9.00026,-15.12903,-15.2742
  21558.                   hp 0.0504,-1.05214,0.30629
  21559.                   }
  21560.                  XYZs 1,0.55733,1
  21561.                  defo {
  21562.                   affi {
  21563.                    ScaX 1
  21564.                    ScaY 0.55733
  21565.                    ScaZ 1
  21566.                    R1,1 1
  21567.                    R1,2 0
  21568.                    R1,3 0
  21569.                    R2,1 0
  21570.                    R2,2 1
  21571.                    R2,3 0
  21572.                    R3,1 0
  21573.                    R3,2 0
  21574.                    R3,3 1
  21575.                    Tra1 0
  21576.                    Tra2 0
  21577.                    Tra3 0
  21578.                    }
  21579.                   }
  21580.                  MPSt 0
  21581.                  sh {
  21582.                   mapk 0
  21583.                   elms {
  21584.                    }
  21585.                   }
  21586.                  ob "middle base"
  21587.                  }
  21588.                 inpr {
  21589.                  AnTr 1
  21590.                  Cloa 1
  21591.                  tran {
  21592.                   po 9.00026,-13.09392,-15.27414
  21593.                   hp 0.13344,0,0.71486
  21594.                   }
  21595.                  XYZs 1,1,1
  21596.                  MPSt 0
  21597.                  sh {
  21598.                   mapk 0
  21599.                   elms {
  21600.                    }
  21601.                   }
  21602.                  ob "bottom base"
  21603.                  }
  21604.                 }
  21605.                boxM 10.80249,-11.09392,-13.47217
  21606.                boxm 7.19794,-15.3145,-17.07646
  21607.                open 0
  21608.                }
  21609.               inpr {
  21610.                AnTr 1
  21611.                Cloa 1
  21612.                tran {
  21613.                 po 9.00023,-13.2652,-14.88698
  21614.                 mat 0,0,1,-1,0,0,0,-1,0
  21615.                 Scal 0.52876
  21616.                 hp 0,-0.19997,-0.2
  21617.                 }
  21618.                XYZs 1,1,1
  21619.                MPSt 0
  21620.                sh {
  21621.                 mapk 0
  21622.                 elms {
  21623.                  }
  21624.                 }
  21625.                ob "small turret"
  21626.                }
  21627.               gr {
  21628.                nm "blocks"
  21629.                AnTr 1
  21630.                Cloa 1
  21631.                tran {
  21632.                 po 9.00023,-13.26517,-13.00615
  21633.                 Scal 1.02242
  21634.                 hp 9.00562,-13.2468,-12.89139
  21635.                 }
  21636.                XYZs 1,1,1
  21637.                MPSt 0
  21638.                so {
  21639.                 inpr {
  21640.                  AnTr 1
  21641.                  Cloa 1
  21642.                  tran {
  21643.                   po 9.00015,-13.24562,-12.8914
  21644.                   mat 0.99911,0.04121,0,-0.04126,0.99913,0,0,0,1
  21645.                   Scal 1.1145
  21646.                   hp 0.26949,-2.9796,0.53072
  21647.                   }
  21648.                  XYZs 1,1,1
  21649.                  MPSt 0
  21650.                  sh {
  21651.                   mapk 0
  21652.                   elms {
  21653.                    }
  21654.                   }
  21655.                  ob "block"
  21656.                  }
  21657.                 inpr {
  21658.                  AnTr 1
  21659.                  Cloa 1
  21660.                  tran {
  21661.                   po 9.00015,-13.24562,-12.8914
  21662.                   mat 0.87943,0.47591,0,-0.47595,0.87944,0,0,0,1
  21663.                   Scal 1.1145
  21664.                   hp 0.26949,-2.9796,0.53072
  21665.                   }
  21666.                  XYZs 1,1,1
  21667.                  MPSt 0
  21668.                  sh {
  21669.                   mapk 0
  21670.                   elms {
  21671.                    }
  21672.                   }
  21673.                  ob "block"
  21674.                  }
  21675.                 inpr {
  21676.                  AnTr 1
  21677.                  Cloa 1
  21678.                  tran {
  21679.                   po 9.00015,-13.24562,-12.8914
  21680.                   mat 0.54698,0.8371,0,-0.83714,0.547,0,0,0,1
  21681.                   Scal 1.1145
  21682.                   hp 0.26949,-2.9796,0.53072
  21683.                   }
  21684.                  XYZs 1,1,1
  21685.                  MPSt 0
  21686.                  sh {
  21687.                   mapk 0
  21688.                   elms {
  21689.                    }
  21690.                   }
  21691.                  ob "block"
  21692.                  }
  21693.                 inpr {
  21694.                  AnTr 1
  21695.                  Cloa 1
  21696.                  tran {
  21697.                   po 9.00015,-13.24565,-12.8914
  21698.                   mat 0.08267,0.99657,0,-0.9966,0.08269,0,0,0,1
  21699.                   Scal 1.1145
  21700.                   hp 0.26949,-2.9796,0.53072
  21701.                   }
  21702.                  XYZs 1,1,1
  21703.                  MPSt 0
  21704.                  sh {
  21705.                   mapk 0
  21706.                   elms {
  21707.                    }
  21708.                   }
  21709.                  ob "block"
  21710.                  }
  21711.                 inpr {
  21712.                  AnTr 1
  21713.                  Cloa 1
  21714.                  tran {
  21715.                   po 9.00015,-13.24562,-12.8914
  21716.                   mat -0.40149,0.91585,0,-0.91586,-0.40147,0,0,0,1
  21717.                   Scal 1.1145
  21718.                   hp 0.26949,-2.9796,0.53072
  21719.                   }
  21720.                  XYZs 1,1,1
  21721.                  MPSt 0
  21722.                  sh {
  21723.                   mapk 0
  21724.                   elms {
  21725.                    }
  21726.                   }
  21727.                  ob "block"
  21728.                  }
  21729.                 inpr {
  21730.                  AnTr 1
  21731.                  Cloa 1
  21732.                  tran {
  21733.                   po 9.00015,-13.24565,-12.8914
  21734.                   mat -0.789,0.6144,0,-0.61441,-0.78899,0,0,0,1
  21735.                   Scal 1.1145
  21736.                   hp 0.26949,-2.9796,0.53072
  21737.                   }
  21738.                  XYZs 1,1,1
  21739.                  MPSt 0
  21740.                  sh {
  21741.                   mapk 0
  21742.                   elms {
  21743.                    }
  21744.                   }
  21745.                  ob "block"
  21746.                  }
  21747.                 inpr {
  21748.                  AnTr 1
  21749.                  Cloa 1
  21750.                  tran {
  21751.                   po 9.00015,-13.24565,-12.8914
  21752.                   mat -0.98633,0.16492,0,-0.16492,-0.98631,0,0,0,1
  21753.                   Scal 1.1145
  21754.                   hp 0.26949,-2.9796,0.53072
  21755.                   }
  21756.                  XYZs 1,1,1
  21757.                  MPSt 0
  21758.                  sh {
  21759.                   mapk 0
  21760.                   elms {
  21761.                    }
  21762.                   }
  21763.                  ob "block"
  21764.                  }
  21765.                 inpr {
  21766.                  AnTr 1
  21767.                  Cloa 1
  21768.                  tran {
  21769.                   po 9.00018,-13.24568,-12.8914
  21770.                   mat -0.94597,-0.32419,0,0.32417,-0.94598,0,0,0,1
  21771.                   Scal 1.1145
  21772.                   hp 0.26949,-2.9796,0.53072
  21773.                   }
  21774.                  XYZs 1,1,1
  21775.                  MPSt 0
  21776.                  sh {
  21777.                   mapk 0
  21778.                   elms {
  21779.                    }
  21780.                   }
  21781.                  ob "block"
  21782.                  }
  21783.                 inpr {
  21784.                  AnTr 1
  21785.                  Cloa 1
  21786.                  tran {
  21787.                   po 9.00018,-13.24568,-12.8914
  21788.                   mat -0.67772,-0.73532,0,0.73531,-0.67773,0,0,0,1
  21789.                   Scal 1.1145
  21790.                   hp 0.26949,-2.9796,0.53072
  21791.                   }
  21792.                  XYZs 1,1,1
  21793.                  MPSt 0
  21794.                  sh {
  21795.                   mapk 0
  21796.                   elms {
  21797.                    }
  21798.                   }
  21799.                  ob "block"
  21800.                  }
  21801.                 inpr {
  21802.                  AnTr 1
  21803.                  Cloa 1
  21804.                  tran {
  21805.                   po 9.00018,-13.24574,-12.8914
  21806.                   mat -0.24609,-0.96925,0,0.96925,-0.24611,0,0,0,1
  21807.                   Scal 1.1145
  21808.                   hp 0.26949,-2.9796,0.53072
  21809.                   }
  21810.                  XYZs 1,1,1
  21811.                  MPSt 0
  21812.                  sh {
  21813.                   mapk 0
  21814.                   elms {
  21815.                    }
  21816.                   }
  21817.                  ob "block"
  21818.                  }
  21819.                 inpr {
  21820.                  AnTr 1
  21821.                  Cloa 1
  21822.                  tran {
  21823.                   po 9.00015,-13.24577,-12.8914
  21824.                   mat 0.24477,-0.9696,0,0.96957,0.24475,0,0,0,1
  21825.                   Scal 1.1145
  21826.                   hp 0.26949,-2.9796,0.53072
  21827.                   }
  21828.                  XYZs 1,1,1
  21829.                  MPSt 0
  21830.                  sh {
  21831.                   mapk 0
  21832.                   elms {
  21833.                    }
  21834.                   }
  21835.                  ob "block"
  21836.                  }
  21837.                 inpr {
  21838.                  AnTr 1
  21839.                  Cloa 1
  21840.                  tran {
  21841.                   po 9.00012,-13.2458,-12.8914
  21842.                   mat 0.63013,-0.7765,0,0.77646,0.63011,0,0,0,1
  21843.                   Scal 1.1145
  21844.                   hp 0.26949,-2.9796,0.53072
  21845.                   }
  21846.                  XYZs 1,1,1
  21847.                  MPSt 0
  21848.                  sh {
  21849.                   mapk 0
  21850.                   elms {
  21851.                    }
  21852.                   }
  21853.                  ob "block"
  21854.                  }
  21855.                 inpr {
  21856.                  AnTr 1
  21857.                  Cloa 1
  21858.                  tran {
  21859.                   po 9.00012,-13.2458,-12.8914
  21860.                   mat 0.8947,-0.44666,0,0.44661,0.89468,0,0,0,1
  21861.                   Scal 1.1145
  21862.                   hp 0.26949,-2.9796,0.53072
  21863.                   }
  21864.                  XYZs 1,1,1
  21865.                  MPSt 0
  21866.                  sh {
  21867.                   mapk 0
  21868.                   elms {
  21869.                    }
  21870.                   }
  21871.                  ob "block"
  21872.                  }
  21873.                 }
  21874.                boxM 10.35028,-11.89857,-12.73737
  21875.                boxm 7.66072,-14.59499,-13.04544
  21876.                open 0
  21877.                }
  21878.               inpr {
  21879.                AnTr 1
  21880.                Cloa 1
  21881.                tran {
  21882.                 po 9.00023,-13.26523,-10.85776
  21883.                 mat 1,0,0,0,-0.00015,-1,0,1,-0.00015
  21884.                 Scal 0.57388
  21885.                 hp -0.75243,-0.15813,-0.4269
  21886.                 }
  21887.                XYZs 1,1,1
  21888.                MPSt 0
  21889.                sh {
  21890.                 mapk 0
  21891.                 elms {
  21892.                  }
  21893.                 }
  21894.                ob "small dome"
  21895.                }
  21896.               }
  21897.              boxM 10.80246,-11.46277,-8.69507
  21898.              boxm 7.19791,-15.06784,-20.87889
  21899.              open 0
  21900.              }
  21901.             gr {
  21902.              nm "base and small turret"
  21903.              AnTr 1
  21904.              Cloa 1
  21905.              tran {
  21906.               po -14.58603,-16.31133,-14.7869
  21907.               hp 9.00023,-13.26517,-14.7869
  21908.               }
  21909.              XYZs 1,1,1
  21910.              MPSt 0
  21911.              so {
  21912.               gr {
  21913.                nm "base"
  21914.                AnTr 1
  21915.                Cloa 1
  21916.                tran {
  21917.                 po 9.00023,-13.26517,-18.7683
  21918.                 mat 1,0,0,0,-0.00018,1,0,-1,-0.00018
  21919.                 hp 9.00026,-13.20418,-15.27419
  21920.                 }
  21921.                XYZs 1,1,1
  21922.                MPSt 0
  21923.                so {
  21924.                 inpr {
  21925.                  AnTr 1
  21926.                  Cloa 1
  21927.                  tran {
  21928.                   po 9.00026,-15.34367,-15.27423
  21929.                   Scal 1.11687
  21930.                   hp -0.06128,-1.80777,0.16254
  21931.                   }
  21932.                  XYZs 1,1,1
  21933.                  MPSt 0
  21934.                  sh {
  21935.                   mapk 0
  21936.                   elms {
  21937.                    }
  21938.                   }
  21939.                  ob "base top"
  21940.                  }
  21941.                 inpr {
  21942.                  AnTr 1
  21943.                  Cloa 1
  21944.                  tran {
  21945.                   po 9.00026,-15.12903,-15.2742
  21946.                   hp 0.0504,-1.05214,0.30629
  21947.                   }
  21948.                  XYZs 1,0.55733,1
  21949.                  defo {
  21950.                   affi {
  21951.                    ScaX 1
  21952.                    ScaY 0.55733
  21953.                    ScaZ 1
  21954.                    R1,1 1
  21955.                    R1,2 0
  21956.                    R1,3 0
  21957.                    R2,1 0
  21958.                    R2,2 1
  21959.                    R2,3 0
  21960.                    R3,1 0
  21961.                    R3,2 0
  21962.                    R3,3 1
  21963.                    Tra1 0
  21964.                    Tra2 0
  21965.                    Tra3 0
  21966.                    }
  21967.                   }
  21968.                  MPSt 0
  21969.                  sh {
  21970.                   mapk 0
  21971.                   elms {
  21972.                    }
  21973.                   }
  21974.                  ob "middle base"
  21975.                  }
  21976.                 inpr {
  21977.                  AnTr 1
  21978.                  Cloa 1
  21979.                  tran {
  21980.                   po 9.00026,-13.09392,-15.27414
  21981.                   hp 0.13344,0,0.71486
  21982.                   }
  21983.                  XYZs 1,1,1
  21984.                  MPSt 0
  21985.                  sh {
  21986.                   mapk 0
  21987.                   elms {
  21988.                    }
  21989.                   }
  21990.                  ob "bottom base"
  21991.                  }
  21992.                 }
  21993.                boxM 10.80249,-11.09392,-13.47217
  21994.                boxm 7.19794,-15.3145,-17.07646
  21995.                open 0
  21996.                }
  21997.               inpr {
  21998.                AnTr 1
  21999.                Cloa 1
  22000.                tran {
  22001.                 po 9.00023,-13.2652,-14.88698
  22002.                 mat 0,0,1,-1,0,0,0,-1,0
  22003.                 Scal 0.52876
  22004.                 hp 0,-0.19997,-0.2
  22005.                 }
  22006.                XYZs 1,1,1
  22007.                MPSt 0
  22008.                sh {
  22009.                 mapk 0
  22010.                 elms {
  22011.                  }
  22012.                 }
  22013.                ob "small turret"
  22014.                }
  22015.               gr {
  22016.                nm "blocks"
  22017.                AnTr 1
  22018.                Cloa 1
  22019.                tran {
  22020.                 po 9.0002,-13.2652,-13.0062
  22021.                 Scal 1.02242
  22022.                 hp 9.0056,-13.2468,-12.89142
  22023.                 }
  22024.                XYZs 1,1,1
  22025.                MPSt 0
  22026.                so {
  22027.                 inpr {
  22028.                  AnTr 1
  22029.                  Cloa 1
  22030.                  tran {
  22031.                   po 9.00015,-13.24562,-12.89139
  22032.                   mat 0.99911,0.04121,0,-0.04126,0.99913,0,0,0,1
  22033.                   Scal 1.1145
  22034.                   hp 0.26949,-2.9796,0.53072
  22035.                   }
  22036.                  XYZs 1,1,1
  22037.                  MPSt 0
  22038.                  sh {
  22039.                   mapk 0
  22040.                   elms {
  22041.                    }
  22042.                   }
  22043.                  ob "block"
  22044.                  }
  22045.                 inpr {
  22046.                  AnTr 1
  22047.                  Cloa 1
  22048.                  tran {
  22049.                   po 9.00015,-13.24562,-12.89139
  22050.                   mat 0.87943,0.47591,0,-0.47595,0.87944,0,0,0,1
  22051.                   Scal 1.1145
  22052.                   hp 0.26949,-2.9796,0.53072
  22053.                   }
  22054.                  XYZs 1,1,1
  22055.                  MPSt 0
  22056.                  sh {
  22057.                   mapk 0
  22058.                   elms {
  22059.                    }
  22060.                   }
  22061.                  ob "block"
  22062.                  }
  22063.                 inpr {
  22064.                  AnTr 1
  22065.                  Cloa 1
  22066.                  tran {
  22067.                   po 9.00015,-13.24562,-12.89139
  22068.                   mat 0.54698,0.8371,0,-0.83714,0.547,0,0,0,1
  22069.                   Scal 1.1145
  22070.                   hp 0.26949,-2.9796,0.53072
  22071.                   }
  22072.                  XYZs 1,1,1
  22073.                  MPSt 0
  22074.                  sh {
  22075.                   mapk 0
  22076.                   elms {
  22077.                    }
  22078.                   }
  22079.                  ob "block"
  22080.                  }
  22081.                 inpr {
  22082.                  AnTr 1
  22083.                  Cloa 1
  22084.                  tran {
  22085.                   po 9.00015,-13.24565,-12.89139
  22086.                   mat 0.08267,0.99657,0,-0.9966,0.08269,0,0,0,1
  22087.                   Scal 1.1145
  22088.                   hp 0.26949,-2.9796,0.53072
  22089.                   }
  22090.                  XYZs 1,1,1
  22091.                  MPSt 0
  22092.                  sh {
  22093.                   mapk 0
  22094.                   elms {
  22095.                    }
  22096.                   }
  22097.                  ob "block"
  22098.                  }
  22099.                 inpr {
  22100.                  AnTr 1
  22101.                  Cloa 1
  22102.                  tran {
  22103.                   po 9.00015,-13.24562,-12.89139
  22104.                   mat -0.40149,0.91585,0,-0.91586,-0.40147,0,0,0,1
  22105.                   Scal 1.1145
  22106.                   hp 0.26949,-2.9796,0.53072
  22107.                   }
  22108.                  XYZs 1,1,1
  22109.                  MPSt 0
  22110.                  sh {
  22111.                   mapk 0
  22112.                   elms {
  22113.                    }
  22114.                   }
  22115.                  ob "block"
  22116.                  }
  22117.                 inpr {
  22118.                  AnTr 1
  22119.                  Cloa 1
  22120.                  tran {
  22121.                   po 9.00015,-13.24565,-12.89139
  22122.                   mat -0.789,0.6144,0,-0.61441,-0.78899,0,0,0,1
  22123.                   Scal 1.1145
  22124.                   hp 0.26949,-2.9796,0.53072
  22125.                   }
  22126.                  XYZs 1,1,1
  22127.                  MPSt 0
  22128.                  sh {
  22129.                   mapk 0
  22130.                   elms {
  22131.                    }
  22132.                   }
  22133.                  ob "block"
  22134.                  }
  22135.                 inpr {
  22136.                  AnTr 1
  22137.                  Cloa 1
  22138.                  tran {
  22139.                   po 9.00015,-13.24565,-12.89139
  22140.                   mat -0.98633,0.16492,0,-0.16492,-0.98631,0,0,0,1
  22141.                   Scal 1.1145
  22142.                   hp 0.26949,-2.9796,0.53072
  22143.                   }
  22144.                  XYZs 1,1,1
  22145.                  MPSt 0
  22146.                  sh {
  22147.                   mapk 0
  22148.                   elms {
  22149.                    }
  22150.                   }
  22151.                  ob "block"
  22152.                  }
  22153.                 inpr {
  22154.                  AnTr 1
  22155.                  Cloa 1
  22156.                  tran {
  22157.                   po 9.00018,-13.24568,-12.89139
  22158.                   mat -0.94597,-0.32419,0,0.32417,-0.94598,0,0,0,1
  22159.                   Scal 1.1145
  22160.                   hp 0.26949,-2.9796,0.53072
  22161.                   }
  22162.                  XYZs 1,1,1
  22163.                  MPSt 0
  22164.                  sh {
  22165.                   mapk 0
  22166.                   elms {
  22167.                    }
  22168.                   }
  22169.                  ob "block"
  22170.                  }
  22171.                 inpr {
  22172.                  AnTr 1
  22173.                  Cloa 1
  22174.                  tran {
  22175.                   po 9.00018,-13.24568,-12.89139
  22176.                   mat -0.67772,-0.73532,0,0.73531,-0.67773,0,0,0,1
  22177.                   Scal 1.1145
  22178.                   hp 0.26949,-2.9796,0.53072
  22179.                   }
  22180.                  XYZs 1,1,1
  22181.                  MPSt 0
  22182.                  sh {
  22183.                   mapk 0
  22184.                   elms {
  22185.                    }
  22186.                   }
  22187.                  ob "block"
  22188.                  }
  22189.                 inpr {
  22190.                  AnTr 1
  22191.                  Cloa 1
  22192.                  tran {
  22193.                   po 9.00018,-13.24574,-12.89139
  22194.                   mat -0.24609,-0.96925,0,0.96925,-0.24611,0,0,0,1
  22195.                   Scal 1.1145
  22196.                   hp 0.26949,-2.9796,0.53072
  22197.                   }
  22198.                  XYZs 1,1,1
  22199.                  MPSt 0
  22200.                  sh {
  22201.                   mapk 0
  22202.                   elms {
  22203.                    }
  22204.                   }
  22205.                  ob "block"
  22206.                  }
  22207.                 inpr {
  22208.                  AnTr 1
  22209.                  Cloa 1
  22210.                  tran {
  22211.                   po 9.00015,-13.24577,-12.89139
  22212.                   mat 0.24477,-0.9696,0,0.96957,0.24475,0,0,0,1
  22213.                   Scal 1.1145
  22214.                   hp 0.26949,-2.9796,0.53072
  22215.                   }
  22216.                  XYZs 1,1,1
  22217.                  MPSt 0
  22218.                  sh {
  22219.                   mapk 0
  22220.                   elms {
  22221.                    }
  22222.                   }
  22223.                  ob "block"
  22224.                  }
  22225.                 inpr {
  22226.                  AnTr 1
  22227.                  Cloa 1
  22228.                  tran {
  22229.                   po 9.00014,-13.2458,-12.89139
  22230.                   mat 0.63013,-0.7765,0,0.77646,0.63011,0,0,0,1
  22231.                   Scal 1.1145
  22232.                   hp 0.26949,-2.9796,0.53072
  22233.                   }
  22234.                  XYZs 1,1,1
  22235.                  MPSt 0
  22236.                  sh {
  22237.                   mapk 0
  22238.                   elms {
  22239.                    }
  22240.                   }
  22241.                  ob "block"
  22242.                  }
  22243.                 inpr {
  22244.                  AnTr 1
  22245.                  Cloa 1
  22246.                  tran {
  22247.                   po 9.00014,-13.2458,-12.89139
  22248.                   mat 0.8947,-0.44666,0,0.44661,0.89468,0,0,0,1
  22249.                   Scal 1.1145
  22250.                   hp 0.26949,-2.9796,0.53072
  22251.                   }
  22252.                  XYZs 1,1,1
  22253.                  MPSt 0
  22254.                  sh {
  22255.                   mapk 0
  22256.                   elms {
  22257.                    }
  22258.                   }
  22259.                  ob "block"
  22260.                  }
  22261.                 }
  22262.                boxM 10.35028,-11.89857,-12.73735
  22263.                boxm 7.66072,-14.59499,-13.04543
  22264.                open 0
  22265.                }
  22266.               inpr {
  22267.                AnTr 1
  22268.                Cloa 1
  22269.                tran {
  22270.                 po 9.00023,-13.26523,-10.85776
  22271.                 mat 1,0,0,0,-0.00015,-1,0,1,-0.00015
  22272.                 Scal 0.57388
  22273.                 hp -0.75243,-0.15813,-0.4269
  22274.                 }
  22275.                XYZs 1,1,1
  22276.                MPSt 0
  22277.                sh {
  22278.                 mapk 0
  22279.                 elms {
  22280.                  }
  22281.                 }
  22282.                ob "small dome"
  22283.                }
  22284.               }
  22285.              boxM 10.80246,-11.46277,-8.69507
  22286.              boxm 7.19791,-15.06784,-20.87889
  22287.              open 0
  22288.              }
  22289.             }
  22290.            boxM -2.61493,-1.84926,-8.69507
  22291.            boxm -16.38838,-18.114,-20.87889
  22292.            open 0
  22293.            }
  22294.           gr {
  22295.            nm "large turret"
  22296.            AnTr 1
  22297.            Cloa 1
  22298.            tran {
  22299.             po -9.90067,-10.41736,7.86736
  22300.             hp -9.90067,-10.41736,7.86736
  22301.             }
  22302.            XYZs 1,1,1
  22303.            MPSt 0
  22304.            so {
  22305.             gr {
  22306.              nm "base and small turret"
  22307.              AnTr 1
  22308.              Cloa 1
  22309.              tran {
  22310.               po -9.90067,-10.41733,7.86732
  22311.               Scal 1.38797
  22312.               hp 9.0002,-13.26523,-14.7869
  22313.               }
  22314.              XYZs 1,1,1
  22315.              MPSt 0
  22316.              so {
  22317.               gr {
  22318.                nm "base"
  22319.                AnTr 1
  22320.                Cloa 1
  22321.                tran {
  22322.                 po 9,-13.26505,-19.06577
  22323.                 mat 1,0,0,0,-0.00018,1,0,-1,-0.00018
  22324.                 Scal 1.14992
  22325.                 hp 9.00026,-13.2043,-15.27419
  22326.                 }
  22327.                XYZs 1,1,1
  22328.                MPSt 0
  22329.                so {
  22330.                 inpr {
  22331.                  AnTr 1
  22332.                  Cloa 1
  22333.                  tran {
  22334.                   po 9.00017,-15.34312,-15.27402
  22335.                   Scal 1.11694
  22336.                   hp -0.06128,-1.80777,0.16254
  22337.                   }
  22338.                  XYZs 1,1,1
  22339.                  MPSt 0
  22340.                  sh {
  22341.                   mapk 0
  22342.                   elms {
  22343.                    }
  22344.                   }
  22345.                  ob "base top"
  22346.                  }
  22347.                 inpr {
  22348.                  AnTr 1
  22349.                  Cloa 1
  22350.                  tran {
  22351.                   po 9.0002,-15.12849,-15.27406
  22352.                   hp 0.0504,-1.05214,0.30629
  22353.                   }
  22354.                  XYZs 1,0.55733,1
  22355.                  defo {
  22356.                   affi {
  22357.                    ScaX 1
  22358.                    ScaY 0.55733
  22359.                    ScaZ 1
  22360.                    R1,1 1
  22361.                    R1,2 0
  22362.                    R1,3 0
  22363.                    R2,1 0
  22364.                    R2,2 1
  22365.                    R2,3 0
  22366.                    R3,1 0
  22367.                    R3,2 0
  22368.                    R3,3 1
  22369.                    Tra1 0
  22370.                    Tra2 0
  22371.                    Tra3 0
  22372.                    }
  22373.                   }
  22374.                  MPSt 0
  22375.                  sh {
  22376.                   mapk 0
  22377.                   elms {
  22378.                    }
  22379.                   }
  22380.                  ob "middle base"
  22381.                  }
  22382.                 inpr {
  22383.                  AnTr 1
  22384.                  Cloa 1
  22385.                  tran {
  22386.                   po 9.0002,-13.09326,-15.27391
  22387.                   hp 0.13344,0,0.71486
  22388.                   }
  22389.                  XYZs 1,1,1
  22390.                  MPSt 0
  22391.                  sh {
  22392.                   mapk 0
  22393.                   elms {
  22394.                    }
  22395.                   }
  22396.                  ob "bottom base"
  22397.                  }
  22398.                 }
  22399.                boxM 10.80235,-11.09332,-13.47203
  22400.                boxm 7.19791,-15.3139,-17.07622
  22401.                open 0
  22402.                }
  22403.               inpr {
  22404.                AnTr 1
  22405.                Cloa 1
  22406.                tran {
  22407.                 po 9.00003,-13.265,-14.88771
  22408.                 mat 0,0,1,-1,0,0,0,-1,0
  22409.                 Scal 0.52887
  22410.                 hp 0,-0.19997,-0.2
  22411.                 }
  22412.                XYZs 1,1,1
  22413.                MPSt 0
  22414.                sh {
  22415.                 mapk 0
  22416.                 elms {
  22417.                  }
  22418.                 }
  22419.                ob "small turret 1"
  22420.                }
  22421.               gr {
  22422.                nm "blocks"
  22423.                AnTr 1
  22424.                Cloa 1
  22425.                tran {
  22426.                 po 9,-13.26501,-13.00598
  22427.                 Scal 1.26994
  22428.                 hp 9.0056,-13.2468,-12.89142
  22429.                 }
  22430.                XYZs 1,1,1
  22431.                MPSt 0
  22432.                so {
  22433.                 inpr {
  22434.                  AnTr 1
  22435.                  Cloa 1
  22436.                  tran {
  22437.                   po 9.0002,-13.2457,-12.8914
  22438.                   mat 0.99911,0.04121,0,-0.04126,0.99913,0,0,0,1
  22439.                   Scal 1.11455
  22440.                   hp 0.26949,-2.9796,0.53072
  22441.                   }
  22442.                  XYZs 1,1,1
  22443.                  MPSt 0
  22444.                  sh {
  22445.                   mapk 0
  22446.                   elms {
  22447.                    }
  22448.                   }
  22449.                  ob "block"
  22450.                  }
  22451.                 inpr {
  22452.                  AnTr 1
  22453.                  Cloa 1
  22454.                  tran {
  22455.                   po 9.00018,-13.2457,-12.8914
  22456.                   mat 0.87943,0.47591,0,-0.47595,0.87944,0,0,0,1
  22457.                   Scal 1.11455
  22458.                   hp 0.26949,-2.9796,0.53072
  22459.                   }
  22460.                  XYZs 1,1,1
  22461.                  MPSt 0
  22462.                  sh {
  22463.                   mapk 0
  22464.                   elms {
  22465.                    }
  22466.                   }
  22467.                  ob "block"
  22468.                  }
  22469.                 inpr {
  22470.                  AnTr 1
  22471.                  Cloa 1
  22472.                  tran {
  22473.                   po 9.00018,-13.2457,-12.8914
  22474.                   mat 0.54698,0.8371,0,-0.83714,0.547,0,0,0,1
  22475.                   Scal 1.11455
  22476.                   hp 0.26949,-2.9796,0.53072
  22477.                   }
  22478.                  XYZs 1,1,1
  22479.                  MPSt 0
  22480.                  sh {
  22481.                   mapk 0
  22482.                   elms {
  22483.                    }
  22484.                   }
  22485.                  ob "block"
  22486.                  }
  22487.                 inpr {
  22488.                  AnTr 1
  22489.                  Cloa 1
  22490.                  tran {
  22491.                   po 9.0002,-13.24573,-12.8914
  22492.                   mat 0.08267,0.99657,0,-0.9966,0.08269,0,0,0,1
  22493.                   Scal 1.11455
  22494.                   hp 0.26949,-2.9796,0.53072
  22495.                   }
  22496.                  XYZs 1,1,1
  22497.                  MPSt 0
  22498.                  sh {
  22499.                   mapk 0
  22500.                   elms {
  22501.                    }
  22502.                   }
  22503.                  ob "block"
  22504.                  }
  22505.                 inpr {
  22506.                  AnTr 1
  22507.                  Cloa 1
  22508.                  tran {
  22509.                   po 9.0002,-13.24571,-12.8914
  22510.                   mat -0.40149,0.91585,0,-0.91586,-0.40147,0,0,0,1
  22511.                   Scal 1.11455
  22512.                   hp 0.26949,-2.9796,0.53072
  22513.                   }
  22514.                  XYZs 1,1,1
  22515.                  MPSt 0
  22516.                  sh {
  22517.                   mapk 0
  22518.                   elms {
  22519.                    }
  22520.                   }
  22521.                  ob "block"
  22522.                  }
  22523.                 inpr {
  22524.                  AnTr 1
  22525.                  Cloa 1
  22526.                  tran {
  22527.                   po 9.00021,-13.2457,-12.8914
  22528.                   mat -0.789,0.6144,0,-0.61441,-0.78899,0,0,0,1
  22529.                   Scal 1.11455
  22530.                   hp 0.26949,-2.9796,0.53072
  22531.                   }
  22532.                  XYZs 1,1,1
  22533.                  MPSt 0
  22534.                  sh {
  22535.                   mapk 0
  22536.                   elms {
  22537.                    }
  22538.                   }
  22539.                  ob "block"
  22540.                  }
  22541.                 inpr {
  22542.                  AnTr 1
  22543.                  Cloa 1
  22544.                  tran {
  22545.                   po 9.00023,-13.24574,-12.8914
  22546.                   mat -0.98633,0.16492,0,-0.16492,-0.98631,0,0,0,1
  22547.                   Scal 1.11455
  22548.                   hp 0.26949,-2.9796,0.53072
  22549.                   }
  22550.                  XYZs 1,1,1
  22551.                  MPSt 0
  22552.                  sh {
  22553.                   mapk 0
  22554.                   elms {
  22555.                    }
  22556.                   }
  22557.                  ob "block"
  22558.                  }
  22559.                 inpr {
  22560.                  AnTr 1
  22561.                  Cloa 1
  22562.                  tran {
  22563.                   po 9.00027,-13.24577,-12.8914
  22564.                   mat -0.94597,-0.32419,0,0.32417,-0.94598,0,0,0,1
  22565.                   Scal 1.11455
  22566.                   hp 0.26949,-2.9796,0.53072
  22567.                   }
  22568.                  XYZs 1,1,1
  22569.                  MPSt 0
  22570.                  sh {
  22571.                   mapk 0
  22572.                   elms {
  22573.                    }
  22574.                   }
  22575.                  ob "block"
  22576.                  }
  22577.                 inpr {
  22578.                  AnTr 1
  22579.                  Cloa 1
  22580.                  tran {
  22581.                   po 9.00024,-13.24582,-12.8914
  22582.                   mat -0.67772,-0.73532,0,0.73531,-0.67773,0,0,0,1
  22583.                   Scal 1.11455
  22584.                   hp 0.26949,-2.9796,0.53072
  22585.                   }
  22586.                  XYZs 1,1,1
  22587.                  MPSt 0
  22588.                  sh {
  22589.                   mapk 0
  22590.                   elms {
  22591.                    }
  22592.                   }
  22593.                  ob "block"
  22594.                  }
  22595.                 inpr {
  22596.                  AnTr 1
  22597.                  Cloa 1
  22598.                  tran {
  22599.                   po 9.00026,-13.24585,-12.8914
  22600.                   mat -0.24609,-0.96925,0,0.96925,-0.24611,0,0,0,1
  22601.                   Scal 1.11455
  22602.                   hp 0.26949,-2.9796,0.53072
  22603.                   }
  22604.                  XYZs 1,1,1
  22605.                  MPSt 0
  22606.                  sh {
  22607.                   mapk 0
  22608.                   elms {
  22609.                    }
  22610.                   }
  22611.                  ob "block"
  22612.                  }
  22613.                 inpr {
  22614.                  AnTr 1
  22615.                  Cloa 1
  22616.                  tran {
  22617.                   po 9.00027,-13.24585,-12.8914
  22618.                   mat 0.24477,-0.9696,0,0.96957,0.24475,0,0,0,1
  22619.                   Scal 1.11455
  22620.                   hp 0.26949,-2.9796,0.53072
  22621.                   }
  22622.                  XYZs 1,1,1
  22623.                  MPSt 0
  22624.                  sh {
  22625.                   mapk 0
  22626.                   elms {
  22627.                    }
  22628.                   }
  22629.                  ob "block"
  22630.                  }
  22631.                 inpr {
  22632.                  AnTr 1
  22633.                  Cloa 1
  22634.                  tran {
  22635.                   po 9.00023,-13.24591,-12.8914
  22636.                   mat 0.63013,-0.7765,0,0.77646,0.63011,0,0,0,1
  22637.                   Scal 1.11455
  22638.                   hp 0.26949,-2.9796,0.53072
  22639.                   }
  22640.                  XYZs 1,1,1
  22641.                  MPSt 0
  22642.                  sh {
  22643.                   mapk 0
  22644.                   elms {
  22645.                    }
  22646.                   }
  22647.                  ob "block"
  22648.                  }
  22649.                 inpr {
  22650.                  AnTr 1
  22651.                  Cloa 1
  22652.                  tran {
  22653.                   po 9.0002,-13.24594,-12.8914
  22654.                   mat 0.8947,-0.44666,0,0.44661,0.89468,0,0,0,1
  22655.                   Scal 1.11455
  22656.                   hp 0.26949,-2.9796,0.53072
  22657.                   }
  22658.                  XYZs 1,1,1
  22659.                  MPSt 0
  22660.                  sh {
  22661.                   mapk 0
  22662.                   elms {
  22663.                    }
  22664.                   }
  22665.                  ob "block"
  22666.                  }
  22667.                 }
  22668.                boxM 10.35036,-11.89861,-12.73737
  22669.                boxm 7.66081,-14.59512,-13.04546
  22670.                open 0
  22671.                }
  22672.               inpr {
  22673.                AnTr 1
  22674.                Cloa 1
  22675.                tran {
  22676.                 po 9,-13.265,-10.47241
  22677.                 mat 1,0,0,0,-0.00015,-1,0,1,-0.00015
  22678.                 Scal 0.57385
  22679.                 hp -0.97643,-0.18459,-0.55397
  22680.                 }
  22681.                XYZs 1.29767,1.16672,1.29767
  22682.                defo {
  22683.                 affi {
  22684.                  ScaX 1.29767
  22685.                  ScaY 1.16672
  22686.                  ScaZ 1.29767
  22687.                  R1,1 1
  22688.                  R1,2 0
  22689.                  R1,3 0
  22690.                  R2,1 0
  22691.                  R2,2 1
  22692.                  R2,3 0
  22693.                  R3,1 0
  22694.                  R3,2 0
  22695.                  R3,3 1
  22696.                  Tra1 0
  22697.                  Tra2 0
  22698.                  Tra3 0
  22699.                  }
  22700.                 }
  22701.                MPSt 0
  22702.                sh {
  22703.                 mapk 0
  22704.                 elms {
  22705.                  }
  22706.                 }
  22707.                ob "small dome 1"
  22708.                }
  22709.               }
  22710.              boxM 14.89815,-10.27666,-8.33989
  22711.              boxm 10.75327,-14.42224,-21.88354
  22712.              open 1
  22713.              }
  22714.             }
  22715.            boxM -7.02475,-7.54018,17.35779
  22716.            boxm -12.77759,-13.29384,-1.44138
  22717.            open 0
  22718.            }
  22719.           }
  22720.          boxM -3.01393,-2.32451,17.35779
  22721.          boxm -16.78738,-18.58925,-1.44138
  22722.          open 0
  22723.          }
  22724.         }
  22725.        boxM 4.53178,-0.3275,17.35779
  22726.        boxm -24.33307,-20.58583,-9.67587
  22727.        open 0
  22728.        }
  22729.       inpr {
  22730.        AnTr 1
  22731.        Cloa 1
  22732.        tran {
  22733.         po -3.54745,-15.47362,-9.08466
  22734.         mat 0,0,1,1,0,0,0,1,0
  22735.         hp -2.7757,-6.11212,4.4507
  22736.         }
  22737.        XYZs 7.45157,3.4072,8.31595
  22738.        defo {
  22739.         affi {
  22740.          ScaX 7.45157
  22741.          ScaY 3.4072
  22742.          ScaZ 8.31595
  22743.          R1,1 1
  22744.          R1,2 0
  22745.          R1,3 0
  22746.          R2,1 0
  22747.          R2,2 1
  22748.          R2,3 0
  22749.          R3,1 0
  22750.          R3,2 0
  22751.          R3,3 1
  22752.          Tra1 0
  22753.          Tra2 0
  22754.          Tra3 0
  22755.          }
  22756.         }
  22757.        MPSt 0
  22758.        sh {
  22759.         mapk 0
  22760.         elms {
  22761.          }
  22762.         }
  22763.        ob "grass"
  22764.        }
  22765.       }
  22766.      boxM 14.91232,10.22475,26.04268
  22767.      boxm -22.00722,-40.67531,-10.21735
  22768.      open 0
  22769.      }
  22770.     }
  22771.    boxM 101.21713,81.4865,29.56978
  22772.    boxm -23.05397,-21.93338,-10.21735
  22773.    open 1
  22774.    }
  22775.   }
  22776.  TABL {
  22777.   SUBT {
  22778.    Prvw {
  22779.     }
  22780.    }
  22781.   SUBT {
  22782.    IMAP {
  22783.     ROBJ {
  22784.      IDEN {
  22785.       REFN 0
  22786.       TIME "03:01:38 PM2568676"
  22787.       }
  22788.      DATA {
  22789.       stor 0
  22790.       w 200
  22791.       h 200
  22792.       dpth 8
  22793.       ctab $00000400ˇˇˇ˛˛˛˝˝˝¸¸¸˚˚˚˙˙˙˘˘˘¯¯¯˜˜˜ˆˆˆıııÙÙÙÛÛÛÚÚÚÒÒÒÔÔÔÓÓÓÌÌÌÏÏÏÎÎÎÍÍÍÈÈÈËËËÁÁÁÊÊʉ‰‰„„„‚‚‚···‡‡‡flflflfififi›››‹‹‹€€€⁄⁄⁄ŸŸŸÿÿÿ◊◊◊÷÷÷’’’‘‘‘”””“““———–––œœœŒŒŒÕÕÕÃÃÃÀÀÀ   ………»»»«««ΔΔΔ≈≈≈ƒƒƒ√√√¬¬¬¡¡¡¿¿¿øøøæææΩΩΩºººªªª∫∫∫πππ∏∏∏∑∑∑∂∂∂µµµ¥¥¥≥≥≥≤≤≤±±±∞∞∞ØØØÆÆÆ≠≠≠¨¨¨´´´™™™©©©®®®ßß߶¶¶•••§§§£££¢¢¢°°°†††üüüûûûùùùúúúõõõöööôôôòòòóóóñññïïïîîîìììíííëëëêêêèèèéééçççåååãããäääâââàààáááÜÜÜÖÖÖÑÑÑÉÉÉÇÇÇÅÅÅÄÄÄ~~~}}}|||{{{zzzyyyxxxwwwvvvuuutttsssrrrqqqpppooonnnmmmlllkkkjjjiiihhhgggfffeeedddcccbbbaaa```___^^^]]]\\\[[[ZZZYYYXXXWWWVVVUUUTTTSSSRRRQQQPPPOOONNNMMMLLLKKKJJJIIIHHHGGGFFFEEEDDDCCCBBBAAA@@@???>>>===<<<;;;:::999888777666555444333222111000///...---,,,+++***)))((('''&&&%%%$$$###"""!!!   
  22794.  
  22795.  
  22796.             $
  22797.       tils 64,64
  22798.       tdta {
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  22947.        tile $00000FED(î⁄ §fi‰ıÍŸ⁄Ω”‚†Ω¸fiˆ‚Ω“Ω”ıøø˜⁄˜ø˜–˜‰ıı¸¸ıı˜˝ı
  22948. ¸ø¸ı¸ıı¸ıı˘˝ı%Û¸ıı∏Ë‚“”†”‰º⁄F§§“˜fi“˜‰”ÿ“ıø¸ı∞ Ω¸¸Ω˜˛ıøıΩ˛ıΩ˜¸˝ı¸˛ı7˜Ω¸ø¸¸””¸Â“§‚“¸ı‰fi‚⁄fi“ı“Ωı–ıı˜ “ııΩı  ”ø¸Âø˜˜¸¸ı¸ı˜“ıı˜”˛¸ı˜ıΩ¸ı˜”ı””Ω˜Ω¸ j®ΩF–˜€Í‰“˛”˝ıÂ˜Ì“Ω˜˜”Ω‚§ıΩø¸§˜ø”ı”˜“ˆFı¸ı¸ı”Ω˛ıΩ˛ı)¸ı˜Ω“‰†§jAJ”ı“„“ı†”˜˜ı”ı¸ıΩ˜ı¸¸”“˜“ø””¸ø˜Ω˝ı“””ı¸Û¸˜˛ıˇ¸ΩııΩ˛ıΩı˜”ı‚˛m+Ωı”‰¸øııÛ”˜ı¸¸˜˜ıF¸ÂΩ““‚ΩıΩ¸ø“˜ı‰“–ı”˜¸ø¸˜Ω˛¸ø˛ı˛”ˇıˇΩI¸øˈ“ıΩ˜¸ıø””ı¸ı˜ø–¸¸ı¸ı¸Â““ΩË“¸”Ω“ë”Ω‰˜ıΩıΩÛ¸ı”¸ı¸øı¸¸Û¸ıı˜¸ı˜‰Ω¸‚÷£Ω“˜Ω¸¸ı%ø¸Âııø¸¸“F¸“˜ §ø”“‚Œˆfi˜ÍfifiˆΩı¸”Ωıøı˜ı˛Û–¸˛ı8Ω˜“ˆı”˙ÿ˜˜ Ω¸“Ωı¸”˜”Ûı˜ıı¸¸§¸øΩ†ë‚ΩΩ”§§ı”ıfifiı”˜‚¸ıı¸ı¸ı½ı”˛ı%“‰˜”fi“ˆ”˜ÿ“¸Ä“ı¸ıˆ˜ıı¸Â¸F“ΩFΩ”“§§ΩÂÛ””˛Û:ı˜ı˜ı“ı˜fifiıÛÂıÂı‰”ı¸¸ı¸˜˚ııˆfi¸ıı̺†¸§Ω”‚“˜“”ø¸Ω˜ΩøıΩ”“Ω¸øÛ²ıˇÛ¯Í–¸ııˆÿ˚˛ı?¸˘ı˘ıı”–ıı–ı⁄‚¸ı”Ûı˜˜‚ΩF ‚‚ÿÓfi“˜fi˜˜§ıFΩ§˜§ÄøÛ“Ûı˜˜Û¸¯ı˘Ûfi”‰ÿ˚˜ıı˛Ûıfiı””˜ı¸ıËÌ””˜ıۘ͆ı†«ë“ŸÌ˚˚˛”A¸Ω§”†ΩF§mø¸“ÛÂı˜ı¸ıÛıÛ˜¯ı‰˜Ú˜˜¸ÛıÛ˜ÓıÛfiııÛıÌıÓfi‰ıÛÓ˚ı ≠‰ÓÒÒ†‰‰˜ı¸ø˛§~†ΩΩ”¸Ωı¸Â¸Â¸–ıÛ”˘Ûı˜ËÍÒÒÂıÛ–ıÛ˜˜Ì˜ı˸”ıÓ˚ÛıÓÓ»⁄§‚⁄Ò˜‰““⁄“øΩ†∞ëΩΩ”øı””Ó˜Û˝Û˜ıı”¸ı”Âı‰ı̉ÛÛıÛ–˘ÛıÌ»ÿ‰˚ıÛı˚ÿΩΩÍÀ÷Ω˜‚ÓÚÒÿ‚⁄Œ˜Û¸†~näøı†ıÛııÓ˜ıÂÂııÛı“ı˜Ûø¸Ûıfiıfi–˝¯˜ıÛfiÒ⁄˜Ë·ı˜¸“ı–ı“œΩ Ë‰˚‚Ëÿª‚ø¸Ω“m∏‚øı¯ıÛÛ˜¯˜˜˝Â¸Â˜“˜”˜˜ÛÛı˜Óœ˜Â˜˚͢ø˘ÓÍ˚„‚ÌøıFı”ı‚∞ªŸ˚͘ı‰›´±œı    ”ı‚§”ııfiÛ˝˛ıFÓı¸Â¸””˜fi”ı¸Ûı˜˜ı⁄˜ıÓ˜ıÛÛ¯ÓÓfiÌfi¸˜‚ËË”†⁄∞‚‰¯˜ı”˱Ÿ‰ııˆıÛ˜ˆ¸¸ÛÛ˜˜Ûı˜ıÂÛ¸”¸ı2¸fiıˆ„˜˜Ú˜fi–˘ÓʸÌıøø“  ‰ı“‚‚˜ı˜ı˜ÌfiÍÓfiı“˜¸Ë¢˜ÂÛ˜˚Ó˛ı˜˝ı¸˘ı‚ŸıÂııÂÛ‰‰˚ÌÓfiıÛı¯˝€˛ıg§£§‚œ §˜ıı¯ıÓÓfi¯ÓÍÛ¸‰˜Ò‹›ı¸–ı˜ıı¯ı˜ÌıÛı¸fi·‚ÛÛ¸ÂÂıˆ‰ıı˜˜˘–˘Â˜ı–ıfiπŸ–ÓŸfi‚̘fiı͸ıÍfiÍfi¯ı˜‰‰«◊ıÂıı˜Ìˆ¸ıÛ˚Ì¸Û˛ı~‰ˆ˜Û‰ı–fi¯ı˜˜Ì‰ıÛÛfifiı˘–fiŸÓÌfi¸Ë„˜¯ı¯Í–˜¯¯˜¯Âı”–˜Ì˜ı˜¸”ÒÓÛø¸ıÓ”˝ı”ı”Ì⁄ı˜ııfiıı˜¯fi”Ûø¸‰œı–”ı⁄ŸŸ¯ı⁄ÿÓ¯ı˘Í¸˘˘ıÍfiÛÛı˘ı¯¸Ωˆ∏⁄˚ı˜fiı¸–˜¸Ûı ¸‰˜“˚fi˘–¯ıfi¯˛ıÂÛ˘fiÍ–ı‰”fi⁄ÚÚ–fiÚÓı˘˘¸–˘˛¯~Óıı”ııfiÛÛ˜œË‰ıfiÒ¯fifi“ÌøıÛı˜Û–˚¯ıÚ˜¯¸˘Â¸øÛ˝–ͯ–ı”ı–ÍÒÓıfiÓ¯¸fiıı˜Ó˘˘ÍÍııÛ˜˚˘–ı¸Ëÿ¯˚ÓıÓı“Ûı˜Û”ıÛ”˜ıÓÓ¯–ÛÛ”¸Ω¢ÍÓ˘–‰⁄‰ÍÚÚı˘˜˘ı˜˘˘Óʯ:¯ıı–˘Û¯Ú˜˜”ÂÛ‰Ëı˘Ó‰fiÛø˜ı˜˜ı˜˚˜Û¯ÓıÛı⁄§ı˜ııÍıfiÓ∞ÚÚ„„¯˘¯¯ıͲ˘ˇÓÍÚ˜ıfi”–˘Í˜¸ÛÂıfiıÛ˜ÚfiÛ–ˆ˜¸¯˛˜fi”ø˝–ÓÍÛ˜‚ıΩ‰fiıÛ–¯ÚÓÓÍÓÍı˘fi˛ı    ¯ıÍÚÓÚÓ–⁄‰˛ıˇ˘;ı˘ı”¸Ûıfi˜¯ı˜”Âı˚Íı¸Íı¯ÚÓÛÁÂÛø”˜–˘ÛÛÂfi…Ú–ı¯ı¯˘ı¯ıÓ¯ı¯ÓÊÓ¯”fiÛ˛ı¯˛ı$˚¯ÛÛ˝˘˜fi‰˜ı¯˜Ó¯˘ı˜ÛÛÓÒ˚ÛıÁ˝ııÂı˜ıÂı„⁄˛¯ ı¯Í͘ıı˘¯–˘ÚÓÓı˚”Û˘ıfifiı–̘˘ÂÛı˚Ë˚˛˜6ı¯˜ıø˜”Û˝¯Ú˜¯ÛÛ¸˜ÓÓ‰˜–ÛÍÓ˘˘ı¯¯˘¯¯–ıfi¯¸¯ÚÓÍfi˜Ó˜ı˘˘˜Û˜ı˚˝ıFÚ„ÍfiıÛ¸¯ı¢‰fi¸¯˜¯Óı˘ı“πËfi˘fiıÍÓ¯–¯¯Íı˘¯Ó¯¸–Âı˜Óı˜„Ò€ı–ıı˝˝Â¸Ó˜Û–fi–ÌŸ˜ı˝Á˚ıÛıÓ¸ÛÛ¯˜¸ÌÿÓø˘ıÓÚÚ˛ı˝¯ ˜Í˘ıÌÓÓı˘Ó«»Í¯¯˘ÂÂFˆ‚”¸Û¸ı˘ıÌ–ÛÛ²ı4ÍÛ˝Â˘˚ÍÛÛ˜˜øÁ˜fiııÛ–€Ÿ”ı¯––¯Í˘¸–˘Ÿ⁄¯–˘fiœ⁄œfiÓ˜Û‰‡ ‚˜ÛÛ¯˛ı¯Óıı˜˜fiı˜fiı˘ı¯˚ı¸Ûı¸Á²ı
  22949. Û˘”͘fiıı¯ıͲı[ÛfiÓı˘ÛıÇΩ̯ÊÒÛ‰fl∏ŸŸ˘˘¯¯fi˜˘Ó˜ıÓ‰Óı¯Ì˚˜Ó˜ıÛı˝Û“¸˜ı–ııÓ˜ıfiÍı⁄ÒÓ˜ıÛ˘˘ÂÛÂÛ˘ÛÛÍÒ¯ø¨…æÚÓÛı¯ÌÓfi–¯˝Ó~ÛıÓÍı„…”¸˘Âıı¸¸ø¸‰Ó¸Í€Ú⁄Ó¸ıfiÓÿ„ÿ˜˘˘Ûı˜‰¸ÛÛ¢Ÿ⁄ı͉ÍÍÓ¯˘¯Ó⁄͸¯¯ÌfifiÛøÚÓı‰ ˜fi¸Û¸¸ΩË“§Ω“ı◊ÀÚ„Ó˝˘Í”ÓÒÚÓıÛ¸”˜ıÛ˜‰ı˘ÊÚÍfi–‰ÓÓÍ–ÓÓ˜fifiıÛÌ“%”ı˘˜Ó˜Û˘Íı–ıÛı“‚Ω‚‚˜fiŸÓ˜Ú˜ÛÛ––ÍÓfi¯¯Û¸ı˛Â˜Ì͢˘˛Óˇ˜˛Í>¯ÍÓ–ıÓfi‰Ìfiı˚¯ÍÌfiÛ˘˜˘Û¯Û§˜ıFΩ†fi‚ÚøÌ÷Ú–˘Û–ıfifiÍÓ˘Ûıı˜¸Ω“Ó˜˘Íʯ–˜˚ı˝¯\͢ÓÓ⁄Ó–¯˚ı¸Ú˜¯¸˜˚¸ıı€“ΩÛ–ı”Ë⁄Û˜›˚˜˘˘ıfiı˘¯ÓıÛ¸ı‚‚Ω ÓÓ¯¯Í¯˘˚Úۖͯ–Ó˜ÍÓ‰ÓÓı͢Û˚Í÷¥ÈÒıÁœ‰ø¸ııÛ˚Ì˛ıÛıÛ˘˘˛ı    ÍÚÓ˘Ûı¸ ⁄±˛Ó–ı–ıÍ˚¸¯˜¯¯ÓÓı˛Ó.Úıfi¸Û¯ı‡¿flŸÌı˝‰“ıı‚‚Âı˚fi½ı˜ÛÛı¯ı˜⁄ÚfiÛ¸ÂΩ“ Óÿÿ˛˘¸ıÓÓ–ı¯¯Íı˘ÚÓ¯ıı˘ÛÛı‰‚†‰˛ı~”ı˜‚Ï‚ıı̘˝¸¸Ó˚ıÂı˜–ıı‰˜ııÛ¸ı‰ÓËÒ¸Ûı˘˘˜Ó¸˘ıÛıÍıÁ¯Ú¯Û¸ı˜ıÚ̉”˜–ıÚ̉˜ˆ‚“ΩΩÌıÁıı˚˜˘˝Û˜ı¸ø˜“˘ıı˜‰”¸˜‰˘˝ı˘ıfi‰Ì–˜fiÛı˘Û˘fiı˝˘˚Ú¯ÚÒ˜–Óı¸ ˚ËËΩı“˜ı”⁄¸˝ı˛˜~˘ÂÛ¸ı”˜”ııÛı‰ÿœÛı˯ۯ¯ÍÚ‰‚fi‰¯ÂÛı˘ı¸˘˜ı¯Ú˜fi˜¯˜Ó¯˘ı§Ë˜ı½ø”“ˆˆıı˜¯ı¸ıı‚˚Ω˜øÛıÛ”ËÌø¸Ë˜¸ÓÓfi˜ı––fiıÛ˘Ûı˘–ı˚¯˘ÓÊÓ¯¯ıÓ˚¸˘˜ıı¸˝Á¸ۘ˜˚Û¸#ı˘˜˚“Ë‚ı‚ıÛıı”‰ı˘˜ı˘ÓÚı†‰ÛÛııÛÛ¸˘˘fi˝ı ¯˚ÓÓ˜¸¯ı¸fiˆ˜ı¸Â˝¸¸”˜fiËı˝¸ÛÌ∏ΩΩ‚ø˜˝ı~ÛÂfi‰ı˘¸˘Ó˜–ı”½˘¯˘Û¸ı˘˜˜˘ı˜¯ÚÚ¯ıÛı¸ı¯‚˜Ω¸ı¸¸ı”˜˜˚˜˘¸ı˚ŸΩ¸˜ıfiı¯˜ıı˝”‰fiı˘˘Í˜ÂÂÛ˝Â¯–ıı‰˜Ì˜ıÛı¯˜¯˜–˝˝¯˜ÛÛˆı˜ˆ“““‚”Ú˚˜ı‚˙ı§Ωø“”ııfi¯ˇıL¸ıÛ–¯˘˘Ó»ıÛııÛı¯fiıˆÌÿ˜Ûı˚˜˚˘ıı˘˘¯Ó˘Ûˆ§ˆΩ¸ΩıΩ˚ıÌÿÓıˆ ı”˜Âıfi¯fi˜ı¸Â˜˜˝Û¯¯˘˜÷‚ı¸ˆ˛ı~˜ıÛ”∏Ëı”˜fiŸœııÛ˘¸Ú¯˝¸§‚˜Ω˜‚ı”fi˜Ë˚ıı˜Ω“‚ÂÂÍıÓ˜–¸ı˜fi˝Û¯˜–˘˜ıΩ¸ı˜˜ıÓ˜¸ı‚˙ ‰˜‰˜Ì”˘¸Û˘˜ıÛ“ ∏“Ω§ıÛ˚ııˆ˜ı”ø”⁄ıÂı˘ÍÓÛÁ¸ııÛÛıÍıfi”ø˜ˆˆııYÛfi˜ı˜Ó§Ÿ⁄fi–œ‰–Û˝Û¯–˘Â”moF¸“¸ı‰˜ı˜”¸ΩıÛ”ıÛı¸¯˜˝ÂÛıı¸¸ÛÂı”ı¸Ûˆ˙˜“˜ıfifiÍ‚ÌÌÀ·”ı‰fi½½ı¯ı˝ı“‰”˛ΩNfi‰ıı“˜“§”ÂÛÛÂÛı¯ÛÂÂÛıÛı˘ÛÛ¸ı˘ÂÛ¸¸“ËË“˜Ó‰‰Ó€Ìº˜ÂııfiÛÛıı¯˘Û“‰”‰‰ø˘”‚Ω‚‚“‚”¸øı¸Â˘˚ı~ÂııÂÛıı˜˜ı”Â¸Ω‚‚‰Ìœ”ı“Í‚†ıÛıÌı˜˜ıÛ‰⁄fiı””ı–“⁄Ω¸‚¸ıΩı‚Ωı¯fifiıı˜˜Û˜¸˝ııfi˚˜¸ÛΩ¸ø˜‚‰”ıÛfi”œÌ˜˜ıı¸ı¸¯˘˝ ÿ‰ø¸ÛÛıfi˜˜¸ø‚ıÂı”m˜“”Û¯˜ı¯”_ı”¸ı˘ÛııÂııÛÛıÂ¸Ω‚”ııÛ”Ó̘˜›˚¸Û˜ı˘ıÂfiÓfiıÛÛ¸”ı˜“ı‚“¸§‰ıΩ‚ˆııÚ̉˜–Û¢˜ˆ“¸øÛıı¸Û¸˜Ωıı¸ııfiӖ‡ËıÛ˜˛¯ˇÛıÍııÛÛ”ıÂøÓ”fi‰ıı‰¸Â˜””¯Ò„¯ı˜ı˝Âı˛”ı”˛ıˇÛø˜˜“Ω˛Â˛ı    ˝ı‰ıÛ˝¯¯¸˝˛ıN–˜ıÛıÛ˘¸fi‰ıΩ”Ûı–“¸”˜ÊÒ–Û˜˜ÛÂÛ¸ı“ııÛÛı˘¸”¸¸ııÛÂÛÛfi¸Á¸”¸˘Ûı¯¯ÂÓfiı˘Ì˜ı¸Û–˜” Ë¸ııÛ˛ıÛ”˜ÓÚ¸ı Û¸ı“ˆ¸Ωı˘¸¸ÛııΩ¸¸ÂÛÂı˘˝ø˘ı¯Ûı¯¯ı$
  22950.        tile $00000FFCıΩfi”ıı˜ııfi”˜“–ı∏ØœŸœ”ø”ΩıÁ˛ı~–⁄≠§Í”ıfi˜‰Ì˜fi˜˜fiÚ˚fi˜ıÛ˜˜ıÛ˜‚Ó“ı–ı ‚ı¸ıı¸fi”¸ıΩıı‰Ì‰ÓŸfiÍ∞⁄§∏“‰¸˘ı–fifiœt‰∞‰‰‚ı˜ÚÓ˜fiıÌÒ‚fi‰ıfi¯ı¸”˚fiı”ı˜ ‚¸Ω¸ıΩ˜fiΩı¸ı–Û‰Ó–ıfi”Í“†§”‚fiııbı‰ııœfiÓ fi‰‰–‰⁄ ‰ı‰Òÿ‰”ı˜˜”ıı‰ıÛıı“”Ω“ΩıΩıı””fi”¸ıı˘ı˘–fi”“oΩ”ø§‚Ó˜”‰”øıœÓÓ‰Ófiı”‰ËŸ”ıÌÌÓıı˜fi˜˜Ωıı¯–ıfi¯˛ıˇ˜ˇ”ˇø3†‰””‚”Û––fi‰“º∞§ø§‰–fi˜fiı”Û˜Íı‰œÓÍıøfi∞‰˜ÌÓ”ı‰ÍfiÛÓÌ”ıı¯˛ı~¯¸”Ω”‰‚Ÿ“fi§†Ω†“”“Ûfifi“o“t””“ÛıÓ”¸”øı“–ıœŸ‰”ÛıÓıÍ˚⁄fi‰‰Û¯”͔۔ıı¯ıı˜ı‰‰“”§ª±§≠}ëΩΩ§∞øø¸”ΩΩ“ıΩ‰ø˜Ó˜øı¸–‰ı–fiÓœ‰–¯fiı˜‰‰fiӖ–Ófi–Ûøı–ı¯˛ıu“‚“–˜œ‚‚⁄qªt§†ΩÛÛ”‚”Ω“ÂFıı‰Í˜ı¸Ûıˆ”ı¸fifi͘˘˜Ó˜fiı”ıı–⁄Ì”Û˝Ûø˘Û˜œıΩ”fi†“”‚Ω”Ç†o†§§Çıø““¸¸ıø˝¸‚‰ıøıø¸¸ıı–¸Ó˜ÓfiÛıfi”˜fifi½Â⁄‰–˛Û%¯ıÛı‰‚˜”Ω˜”ıËœÇΩΩ–ıtŸÇøı‰fiø¸¸“‰‰ııø˝˛Â¸ıÛ˜Ó˜Ω““”ıÛıı¸¸ÂÂÛ˘Â˝ıÂÛı͸ııΩøΩ⁄œΩø“”ı”Í”øÛΩ˜˛¸~“˓fi”¸ÂÂ∏‚¸˜ıı˘”“맂ΩıøÛ¸ı”ıfiıÛÂıfi˜ıÛ”ııÛøıΩ˜“⁄†Âø“”¸øΩΩıø¸”˜ø˜“˜Ω”ÓΩı“˜Õ˸¸Â¸Â‚ “˜§øÂÛÛΩııfiÍ–Û˘ÛÂfiÓıı”˜˝Û“”ıΩ‰€ΩÂøÂøÛÛøııø”ıÂΩ˘Ûı˜ı”˙ëˆΩFÁ¸‚ŒıÇfi¯ıÛ””Û–ı¯˛ÛÂÛı”ıÂıÌ˝–Ì“øøıfi“ø˛ÂW‚ˆΩΩı¸Â¸Û”∏˜¸–fifiıø‚ˆ˜¸ÂÛ¸ÛÂfi˜fi˜Í”fi˜”˘ı˘–˘˘ÛÂÛ””˜ıøœÂ˘””¸¸”¸†“ÂÂF£§“‰ΩÛÂııÛ‚˜Û¸ı”fiÂøˆË˸²¸Âı¯¯˜fiıfiıı˘˘ıı‰ııÛ–ıfi˜¸ııÛıfi˝”Y£§ÂÂΩëø“‚ıÛ¸Û˜‚̘Âøı¸ıÛ¸ΩˆˆÂ¸¸ı˜ÛÛıÍÓÓ–ıı–ı–ÍÓ€ÛÛ”Í˘Û–¯–Úıøı”ııΩ∞Ω½¸FÂıœ˜Â¸Âı˸“ˆÂııÛøΩ˜”˛ı F˜˚ı˘ÍÒÓ¯˜Òfi˘˛ıˇfikı–¯¯––ı˜˜Ó¯‰ııøø”n‚¸Á¸۸˜˜¸ø˝–˜ııΩ½ı¯Û”‰ı¸¸˜ıı”ıÛ–fi¯–fiÊı¯Í¯Û–fi€ÓÓ–¯˘ıËÒ–¯Ófi¯˜ıı˜⁄∏¸˝ø¸ı¸¸Â˝ÂııΩıÛ˝Âıı–¸ˆ”Ω˛ı
  22951. Û”“ıÛıfi–˘¯–˛¯Gı–ÍÓÍÓfiÛı˜ÌÓ˘¸˘¯ÓÓ–˜øΩ ¸Fø¸‚“¸ÂÛ˜ø¸¸ıı¸fifiıøıfi˜””–“€˜¯–“”˘–Í–˘–˘–¯–¯–ÍÓı˛˚UıÛı˘ı–˘ı¸ı˜˜‚‚”¸”  ‰‰¸¸ÛÂÂı”ııœfi˘Ûııfi¯–¯”ıfifiı¸fi¯¯˘–˘˘Û¯˘Ûøı˚˚ıÛˆ˜Ûıı˘˜¯ıfiı“Ìıı˜˜“”˘˛Ûˇı    ˜†–˜Íı–˘ıı˛ÛhÂı˚˜ıÂÂÛ–fifi˘˘¯˘˘fifiÛ˝Â˜˜¸Û˜˜Û˜Ó˜Ó͸”‰ıÛ˜˚˚˜fiı˘ı˘¸˝ÛÌÓıۖͯ¯Áı˘ÂÛ¸Âı¸øıÛ˝Ûı˘¸˘ı¯ıı¯fi”½˜˜˘Û¸Ûı˜˚fiÍ˚˘ı˚“ı¸Ï÷˛ıÓ˜Ûı˝ÛÓıÂÁÛıı–˘–ıÛ¸‚ıΩ˜˛ıˇÂˇı˘–˛ıˇÛa‰Ω˜¯¸˘¸ÂııøÛ¯Ìfi˘‰‰¸”˃Ìı–ıfi˘ıÛ˘˜ı¸ÛÛıÍ–ı¯ıÂÂ˜Ω¸Ω˜ıı¸Á¸–Û˘˘ııÂÁ”œ˜˜øÂÛ˘Â¸˝¸ı˜˜¯Óı‰‚ı˜¸÷Ô”ı–fiıÛ˘˘¯˛ı”˜Ó¯–ıÛÛ“‚˜øıfi–Û¸˛Ûˇı¸ÂıÛøıı˝˝Û¸½˜˚˜ıÓıı‰“‰¸˜’ËÛ¸˝ı~¸¯¯fi˚œfi–ı–˘ÛÛıˆΩÂÂı˜fi‰øÁ˘ı˝¸ˆ˜Ûı˜¸Âı˜–Û˘“Ω¸¸ÛˆËÛÛıı¸”˜”¸Ÿ◊”¯ı¸‰˘˝¯ÓÓ‰œ‰––ı–Û¸ıΩ¸Â¸ıÛı˜ÛÂÛ¯˜˜ÂÛ˚͸۔ıÛÛ‚˜Â¸ÛÛ¸ÂÛıı˚ıı˜øΩ ˜Óı–Ó5ı˘ı¯Ó¯ÓŸ‚Ûø˜˘–Ȉı¸˝ÂÂÁ†‰Û–ÛııÌı˛ı˚¯ı”ı˜ı˜ı½˝ı¸–˜ÓÛ˛ıˇ˜@fiÍı˜ÓÓ˘ı͉–⁄¬‰ÂÛ˝ıÔ⁄‚“¸Â½Âı”¸ı˜ı–Óı˝¸˚˚‰ı¯ˆÛ˜˜¸˝ı˝Â˘¸Íı˘ı¯ˆ⁄ı–˛˜^”ÓÓıfifi–˘–⁄„ÓıÛ˘—⁄o‚“˜¸ÛıÛ˝Ífi˘˜–¸¯˜Óı˝Âı–¸ı˜Û¸ı¸ÛÛ˝Û˘ı˜‚Ú¸¯Ó˜◊Ëfi‰Ó¯ı˘¯ÍıÓ««Ìı‰“”ıΩıÂı‚ıÛÛÁ˘Ó˘˛ıA˜˘¯¸Á½ÛÛı˜ıı¸¯¯ı¸Á˝ÂÛÓÒÒͯfiۘˉfi˜fi¯Í–¯Í–Ó——fi–¯””–˜øÂΩı–ÛÛÍı˘ı˜˝˝˛ı=½¸ı˚˜ÛÛı¯Ó¯–Á˝˝–ÓÚÓ¯¯ÛÛ‰Ú–ıfi˘¯–ıÓ¯Û¯⁄˜fi‰ ≠“ø¸ÂøÂÂıı–¯ıı˜¯ÛÂÛ˛ı½ııfifiıÁÛ¯fi͘ÛÁÛ˘ıÍ͢ÍıÛ–˛ı&¯–¯–˜€˜fi˘ÛÂı‰ú≠•ÇΩ¸ø¸øΩfiÓ–Ûı¯ı˝Û¸¸˜ı˝ÂÛ˛˜”ÛÛ˜fiÍÓfiÛ˘ıı˘Û˘˜¯¸fi˛Û˘˛ı~¯€Ófi¯ıÛøı”ǧا†F§§“œ‰˘˝Ûı¯¯¸ıı¸ÂÂÛ¸ıͯœ”ıÚ‰˜Óʸ˘Ó˜Û¢ıfifi˚ÍÂÂfifi–˘Û”–¯Í¯˘”ˆÛÛ†s䆧‚ ∞‚”Û¢Ûı˜¸Â˝˝Ûıı¸ı“œœ”‚ÓÚÓÓ˜ıfi˜ııÛ¸–ÍÓfiÛ¸ı˜˘ˇÛ–Û¯˛Í~‰∏‚”§tt∞Ω§ †”‰”˝˝ÛÛ˝˘¸ı˝Â¸ı˜ı˜€”Ω––ÓÊÓÓÚ”˝˘ıfiÛ–˚˜ıÛÂıÛ”¯ÛÛ˘˜¯fi†ëúŸ§Ífi–•ëÄ“ıø˜‚FΩı¸¸ı˝Û˘˜¸Âıı”fi”ø§‰fiÓÓÃÓıÛı‚ıÂıÓı˘Â˝‰˜ÛÛı–Ûı˘ıı/ı†o뉔”–†•Äı–˜§“˜‚“¸˜˜Â˝Â̈ııˆ˚˜‰”–fi–fiÊÊÍfiı‰…‰øÛ˛ıÂÛ⁄˜˘˘ı˛˘+ÛıÛı”fi”ø“ÿ””œ†“ø”̘øĘΩı˜¸Â˝˜‚ı¸Úÿfi‰‰ıÂÛÛ¯ÍÓ˛ı˜Ÿ˚ÛÛ˜˜ııÛÛ¯¯Û˘˘˛Û~–˜§fiı”‚”–‰€Ÿ‚fi“”¸Ω†“˜¸øÂÂı”ÂÁ˜˚ıÛııÛ˜–Û˘Ó–ÛfiˆŸ∏ııÛı˜Ûı¢ı͢–˜ıÛ–˜†ıπ ıÂı˘––”⁄Ó”ıΩıΩ “Ω¸ı¸ıı˘¯–˘ÛÛı”Ó¸Ûı¯¯¸¯π ˆı˜ı¸Â¸ıÛıÒÚ˜¯Ê˜fi˜fiÍ…î‚ı²Û–Ûıfiıı˜“˜“”˜“ÂÂı”˜˛ı˝˘;fi˜ı˘˜Íıfi˜Ó‰Ò‰ıÛÂÛı˜ı˘ÒÌÍͯ¸Â”ı†≈¨Û”Û˘¯ııÛÛ¯ı˜‚ı¸”Ω¸Â¸¸ø”ıÌ˝ıM¯ıÛ¸ÍÌÓ˘Íıı‚ııÂÛ¸˘˜ıÂıı¯¯ıı¸†¯€†ÂıÛÛ˜ı¸Û˝ı¯ÛÂı˜””ıÂÁ¸øÂÂfiı˜ı”¸”Ÿ‰Û˘˜ÿÚ–¯ÍÁ¸Âı˛Ûo¯Óı½ı˜˘ı‰ΩÛÛ––ÛÁ¸ıÛÛııÛÁ˘¯¯˝Á˜˚“˜ıÂÁ˝˝˘Ú˜“ıˆ–˚fl ı̘ۘı¯Ó˘˘Û˜”ıÛııÛÛÂı˚ÓıÌÿÂÂı¯¸ÂÛ˜Û¸ΩÂÁ˝Û¯¯˘ÛÛı–ı˘˘˝Á˝Û˜Ÿ„”˜‰“‰˛ı~˘–ı˘¯ıı¸˜ıÂııۘ˓˜˙Ș‰ÿ‰¯˜Í¯Ûıı¸Û¸˝Á˛Â˘ı¯ıÛÂ”Û˘¸ÂÁ˘¸ıÚŸııΩ”“ııÂfiııÛ¸¯ıı¸ıÛ”ıı‚‚¸“®ÕÓ”ı˚Í––¯ıı¸ÛÛ½Á˝Á˜˜ı˜”Û‚˜ı¯Û˝˘˘ıÒ◊˜ÂÛıÛı”Û˛ı˘ıÓııfi˛ıˇÛıfi“ø˜ÿ∏‰Ûfi˚ıÛÛ˘ı”˜ı¸˝Â˛˝˜˚˘˜ı˝˜Ó–fi˚Ó˘˝˘˚„˚˝ıˇ˜kıˆ”ı˜¯ıÛı‚fi†ıÂÛÛı”øΩ‚ı”Ω˜Ÿ‰Ûı–¸ı¸ı¸˝˛˝Á˝˝ıͯ˝Â¸fiıÛ€„fiÁ¯‰˚˚fiı”Ë ııÓ”ıÚÓ˘¸Ûfi‰”ıÂÁÛÛı¸ı“ø¸”¨π‰Ûı–¸–Û¸¸˝˛˝˝Á˜¯˛ı<˘”ÛÛÓfiÛ˚̘˜ıÛ¯ı¸Ωø˜˜ı”ııÍÍıÍÛÂ۸¸ıÂı‰˚¸˝øÜú⁄–ııÛı¸Â¸˛Â˝Á¸˜¸˛ı ¸ÍıÛ–¸–˜Ë˜ıı˘˛ı;˜ıı”ÛÂıı˜”ı”ÂÛı¸Â–¸ı”̉¸ÂÂø“‰‰”¸”ı˝˝¸ı¸¸˛ÁÛ˝˘¸˝Û˜Óøıı¢ÓÓ¸Û˛ı”Ωı˘ÂÛÂıı–ı–ıÛ¸‰”ı–ıø–¯˜ı˛Â'˘”fi˜fiııÁ˝˝¸Ω¸Â˝˝¸Û¸Á˝ı”˜ı–˝¸ı˜ı˘ıı”‰¸¸ı˝˛Û ÂÛ”ıı–”˜”¸˛ıˇfi Û¸ΩË“–ø˘ıÛ²˝Âı¸Ûı˜˘ÛÂÛ˜fiıÛı¯¯ı˛˜˛ıÛı¸Û˝˛Û¯ı–ÁÛ˜˛ı–fifi”ı˜ıÂøπº¸“Û¸˝ÛÛ˝Û¸ˆ˝ı
  22952. ˚ı¸ııÛ˝ıı˘˘˛Û;˘˜œ˜ıfiÛ˝ı˘Â˘ÛÛ–ııÛ˝¸¸Û–ı‰†ı˘–ı¸ΩΩ‰˜¸ÂÛ¯ıı¯–˜ı–˘–fi˜Ûı˜Ë”ÛfiÓ¸˝%ıÓ¯fiÓı˝˘¯˝ÂÛ˝ı–ıÛÛıÛÂı¯⁄Ófiııfi–ÛÂÁˆ“Ω”‚˝ı(˜ı˘Ófi¯˘–˜fi˘Ó·ÿı˘fiıı¸ÁÛıfiı˘fiıı¯ı¸˘¸Û˘Ûı”Û˜˛ıW˘¯fi¯ı‰⁄˜˜ı¸øı˜‰fiÛı¯˜¯¯˜¯¯ÛÍÓ˜fi¯Í̘ÛÛıÌı˝¸˚ı–¸fi¯ıÓ˘¯˚˘˝–Û”۔˜ıÂıı˘˜ıı‰fifi˜”¸Ω”ıÛı˘˘¯Í˜ÍͲ˘ ıfi˜fi˜fi–͢Û¸˜Û˘Ó¸Â˘˘–˘ı˘ı˚ı˝Âıı¸Û˛ıe˚ı–˘–˜ı”“–”Ú˜˜ˆıÂÂÛıı¯˚fi˘Ûı–˝˘ı͘fiÛfi˜¸ÛÛ¸ıÛÛıfiı˝ı˘ÛÛıÓ–¸ıÛøΩıÂÛıÓ˘˘˝ıÍfiı”Ûı⁄Óıfiı¸˝Ûıı˘Ó˜ÛÛͯ–ı–ıı–˜Ûı˘$
  22953.        tile $00000CE3
  22954. “Û”¸Âıı¯˜Ó˛ı øı‰””‰ıı§˜”ıÛ˚ıˇ”~øı⁄œΩÇ”øı†⁄ÇÛ–˜˜Û‰˜ıΩıÁÛıı˜Ú˜ÂıΩ¸˜Ω¸Ω–ıË“¸ÛııfifiııøıΩı“⁄”Ωøfi”ıı””øøı”ııŸ˙ı¸¸ı˜¯˜Ì‰Â˜“ø˜Ìıø˜ı”¸ÂÛøı¸ııÛøıı”fi‰ÓøÛ”ΩÛøø¸ııø˜˜ı˜ÿfi¸ııÓ˘Í⁄Ó¸fi˜ı˜‰¸Û¸ı+¸ÂÂÛ͸ıı”Ωııfi⁄ıÛÛÂÂı¸ıΩıÂı–˜¯˜Ófiıı‰ıı˜ı–˜”ıı˛”ˇÂ˘ı˚fi¸ÂÛıÛ¸–¯fifiıı˛–'ÂÛ¸ ‚†””¸Â¸Óͯ˜˜Ó˜˚ı–ı–˘ııÛÛı˜”ÂÛÛı˚ÓÓı˝˛ÛÂıÍfi˘–Ûı¯˘–”ëΩ“‰ıÛÂı˚˜¯ÍÓ˚ı”–¸ı¸˛ı.‰”˜‰Ÿ§ıÛ˘ıÓ‚ıøÛ˝ÛÛıÍ–Û˘¸˜Ófiı¸ΩÛ“‚ΩÛ¸ÂÓfiı¯ÓÓ”ıı¸˝ıÛ˛ıMÆ蟘øıÛø⁄∞ΩıÛÛı–ı˘ıÛı‰Ó¯–ø˘øı˜˜Â¸˝”ıı–Ó̘fi‰˜fiı¸ÛøııΩ⁄∞Ωøı–Ûı‚§Û¯ı˘–¯–¯Óıı”¸˘–˘˛ı.˜”ÂÛÛ†ıfi˜ÍÍÓ˜˜ÍııÛÛ¸Û”fi¸øÂÛ¸–¸ÿ ıÂÛ–˘˘–˜¯Í–ı–¯¯˛–ı–Ó˚Û¸ıı–˝ı*fi¯fi˜ııÛÛ˝Âı˜–øø¸–˘Â˙⁄ı–ÛÛ˘˝Áııfiı˘Âı¯˘˘ı¯–˜⁄˝ı+Û˘ÛÂıı˘˜”ı˘ıı˘˝˘–Û¸ı˜˘Âø””Âı˘˘–˝Á˝ıÓ”¸Û˝ÛıÛ˘˛ıD˜ıøÛÓ–¸Û˝˜ıÛıı¸¸ı˜ı˝Â¯”ı”˚ıÛı”‰˜ıı–ıÛ˝Ûı˜˘ÛÛ˝˘ıÛÛ–Ûı˜fi˜”Í–ıÛı˜Û˝¸¯Ûı˜˛Û^˘˜˜Û¸fiıÛıı€‰–ø˜ıÛ¸ıÛ¯ÓıÂÂı–˘–͉‚˚‚‚”Íı˘˘ÛııÛ¯˜Û¯˜Û¸˜””ıÛøıÛı––ÍΩÛ¸Ó˜Û–”˘–˜ı˝Û–ı¯ı‰ŸŸ‚oœ”fi˘˘ıÂı˜˛ı ÛıÓı–ıı”ıÂøıøı˘ıÍ”ø”–ı¸–˘˘–fifiøfifi˛Í⁄ ‚““–ı–ı–ı͉ıı˘ÛÛ‚Ÿ˝ı~ø˜‰””ı¸–ıı”ıøı”fiıÛ˘–Ÿ´†fi˘¯fi€œ‰“fi”–ı˘–¯fiÓ˜Ó¯ııÛ‰‰¸“”øø“º“ÛÂÂÛ˘–fi”¸øfi€fi˝–fiœ±†”–ıfi‰ıı””Û–ıı–ı–¯˜Òfi˘ıı”“””ıı”œ‚Ω½–˘ııø˘–ıÛÛfi¯–ø”8‰––˜fi””ıÛı–ı€Í–¯–˜Í˘–Û  ” Ûøı‰Ÿ“–ıÛÁÛ¯¯–Ûıø˝ÂÛıÍfi––”‰ÂıÓ”˛Ûˇ–'˘ıÍfi¯¯ÓÓ˘ıı˜«ŒΩfiı–øı†ΩøøÛÂÛı¯–˘ıÛÂÁıı–ıfi˛ıÂÛıøÂÂÛ¯–˘ıfi¯Í¯–ııøÛ“∑ªÇÛıÛı¸Û–ı˛Ûı–Û˘Û˘fiı˛Û ıÛÛ–ıÛÂÛıÛ²ı"–¯–ÛÓ͢Ûıı–”ªäı–ııΩøÛ¸ııΩÂı˜¸ÛÛıı¯ı˛ÛÂÛ–Û²Û!øfi†”Û–˘–¯¯Í¯˘–ıΩıΩ“”øøıfi†¸Âø˜ΩÛ¸ı˝Û[˘ÚÌ–˘ÛÁÛ”ıÛı”–ıfi˜fi–˘˘––Í͢fi”ıøıøıı˜ıøıø¸ÛÂıı¸ÛÂ˝Â¸Û˝˘‰ŸÍÛıı–Ûı“ı‰Ófiı–Û˘ı˜˘˘–Íıfi˜Ûø¸Â¸””ı¸Â”˛¸~Ω”¸˝¸ı¸Û˝Û–Óı–˜fi˜ÂË∏ı˜fi–ı–ÛÛ”˜Û˘Ó€ıÛ”ıø½ÂÛ¸ı”Û¸ıøÂΩıı¸Â¸Âı¸˝Ûı–˘¯–ııˆÌΩfiıÛfi–˘Û˜Í˝ı͉“ΩÛø˜–ÂÂÛÛ¸ÛÛıˆıÂ۸¸ı¸˝˝Û˝Ûıı˘–ÍıÛÂÛø˜”ı”fiÛ˘Û˛ın¸–”‚ı”ıÂÛÛ¸–˝Ûıˆ˜ÂÛ¸Û¸ı¸Â˝ÁÛ˘ı˘Û˘¯ı½¸”˜ı”fi¸ÛıÛıfi˜˘˘ÛÂø¸Âø¸Û¸Û¯˜ÛÂÛ¸Â¸Û˝ÂÛ¸˜Û˝ıÛ˝¸ı˘˘¯–˝ÂÛıı½ı˘ÛıÂı˚¸˚͢––ÂF˛ı˝Ûı˜ı˝Â¸˛Û˝˝rıÛÛ˜ıÁ¸ıı˘–˘ÛÛ¸ııÛ˝¯Í‰ıÂıfiı¯˚ıÛıÛÂı¸Û¢˜ıÛ˝˝Û¸Â˝Â˝ÁÛ¸ıÛ˝˝ÂııÛı˘˘ÂÛ”ıÛÂÁıfiÓ‚ıÛı¸˘ııÛÛ¸Û¸¸˝Û¸ı˘ı¸Â˝˝Â¸¸Â˝˝¸ı¸Û½ııÛı˘˝Û>ı½ı¯ı”Ò̸ÛÛ¸ÛÛıÛııÛ¸ÛÛ˝ÛÛı¸ı¸ı˜ııÂÛı¯¸ı¸˜Û˘˘¸fiıÛ”˜˘ııfiË∏Ëı˜˛˝"˘¸¸Ëı˝ı˜˜¯Û¸˝˝¸ıÛ¸ı˜˜ø˝Û¯Û¸ıÂıı˘˘Û˛ı ˘ıı˘ı¯ÿ⁄‰ı¯˝Â˛Û~˘˜¯¸¸˘˜Ú¯ıø˝Â¸¸ıø¸ı˜ıÛÛ˜¯Û¸ı¸Â˝ı˘ı˘Û¸˘ı–ıfiı“˙Ó¸¸Â¸¸Û˝¸Ífi¯ı˝ÓÓ˘¸ÛÛ¸“¸Â¸ı˚˜˘¯¯Û˝˜ı˝˝Û˘–ıÛ˘Û˜˜–˜–˘fiııÂÛÂÛ¸˘Ûı˜˘ı–ıÓfi˝˝˘ÂÛø˝Û¸˜Ì˜ı˛ıˇ¸ı¸˛Ûˇ˘ˇÛ$˘ÓÓ˘¯Ó˝¸Â”¸ı¸˝¸˘˝¸ı˘Û˜¯Í¯˘Â˝ÛıÛ˝ÛÛ˜‚fi¸ı–¸˘ı˘˝ı˛˘ı˜¯¯˘Ó–¸Û˜¸ıı¸˝Û'ı˜ÂÛıı¯Ó˜Ûı”˝ÛÛ˘ı˜ı¯¸ı˝˘ıÛ˘ı¸˘Ûı–¸˜ı–¸˘¯˝ıˇÂ;Ûı˘ı¸Á¸ı˝˝Â˘ıÓÓÛÛ¸Û¸ı¸˘ÛÛ¢ı˘˘˝Û¸Û˘ı˝Û˝Û–ıı˘ı˜˘ı¸ıÛÂÛÛ¸fiı˝Û¸˛˝Û˘¯¯Û½Ûı˘Íı˝˘¸˘Û˝Â˛Ûˇ˝'˘˝ÁÛı˜ıı¸˘Ó˘fi‰ı˜Û¸˘ÛÛ½¸ÂÁ˝Ûı¯Í–ÂÛ˝ıı˜‰˝ıÂÁ¸˜¸˝Û¸ıÛı˜ıı˚˜¸˘ÛÓ†˛ı–ıÂ˝Û˝˝˛ı˘ı˜˘˝˝ıÓ˜Ó˜ıı˜¯˝˜˜Û˛ı˘ı¯¸Âı”ı˚Í–ııfiÓ˝˘˘Û¸Û˝ÂÛ˛˝˛ıˇ˘=ıÓ˜˘˘fi˜Ó˜ı¸Û¯Û¸ı˝Ûfi˜¯˘ııÛı”––ı¸Ófiı¯˝Û˘˘ıÛ˝Á˝Û˝Á¸˘Ûıı–˚⁄ıÛ˜Ìfiı˝Û^ÂÛÛÂı–ı¯¸˘¸˘ı½ııfiı–ı¸˝Á¸˘Û˝˛ÁÂıÂı¸˘Û˘ı˘ııÛÁÂÛÛÓ˜ı˘Û˝ÛıÁ˝˝Ûı˝Â–¸Û¸ÛıøÛı–ı˘˝˝˘ÛÛ˝Û¸ÛıÛÁ˘¸Û˘Û˘˘–˘˝Û
  22955. Ó˜˘Í˜¯¸Û˘Û˝˛Û˝˛Û
  22956. øÛÛ˝Ûfiı–Û˘˜˛Û"¸ıÛ¸Û¸˝˝ÛıÛÛ˘¸˘Ûıı¸Ûı˘¸˜˜Û˝˘Û˝˘¸¯ı˝Û˝¸ÛÛ¯ı¸˝¯˜¸ı¸Û½˛ıT˜Û˝Ûı½–˘ÛÛ˘¯ı˝˘¯˘¯˜Â˝ÛÛı¸˘ı˜ı˝Û¸˝˘ÛÛı–ıÁ˝ı–ıfi˘ÛÛ“ˆ˜˜ııÛ˘˘Ûıı¸Û˘”Í–Ûı˜˜‰˜Û¸ÛÛ˝Û˝Ûı˘Ûı˛Û5˝–˘ı˝Á˝¯¯Í¯˘ıÂÂı¯¸˜ıÛÛ˝ı¸˘Û˜fi”¯˘˘˜‚‰‰ı˘˘˝Û˘˝Ûı¸ÛÛ˝ııÛ˘˛Û.˝Û¯¯–ıfiı½Ûı˘¸˘Û˝˘ııÛÛfifiÛÁıÛı”˜Íı˝Û¸ı˘˝˘ı˜ıÛÛı¸˛Û~–ıÛ˝ıÍıfi”ıÛ˝˝¸˘ıı˚˜¯˘ıÛÛ˜˜˘˝˝ÛÛı˘–¸ÛÛ˘ıÛÛ˝˘ı˜¸¸˘Û¸ı¯˜ÛÛ¯˜ı–˜ı˘˘ÛÛ˘Û¸ı‚ÓÓÍÛıÛ–ı˜ÛÁ¸˘˜˘˘–Û˘ı¸¸˘Û˝ı¸ıı¸˝˘˜˜˘ÂÛ¸ı˝ÛÛ˘ÛÛ˝ıı˘¸Û““fiÓıı
  22957. ¸ı˘ı˜˝˘¸ı˘Û˝˘,–¸˘ÛÛ¯ı¸¸ÂÁ˝ı¯¸ÛÛı˘Û˜ıÛÛ˝Û˝˝ı˜ÛÂøıÍÓ˘¯fi˜˘˜ıı–˝˘˛ÛV˘Û˝Û¯Ó˜Û½ÂÛ˜ڸÛıı˘˜ÍÛÛ˘Û˘˝˘˚¯Â¸¯¯Ê˘˘¯¯ÂÛ˜˚ıÛı˘Û¯–˝˘Û˝Û¯Ó͸ı˝Â¸˝ÓÓı”–¸–ı˝Û¸ı¯˘Û¯fiı¯Í˘˝¯ –ÛÂı”ıÛıı¸Ûfi˛˘˝ÛÛııÛı¸¸˝Â¸Ëı”ı˜”ÛÛ˝˝]ı¯˘ııÛı˜Û˘¯ÍÍÓfiıΩııÂı˜˘Û¸ıı–ı˘ÛÛ¯¸ÂÂıÛ˝˝ıÛ˘ıfi“ÂÛ˝Û¸Û˝˘Í¯ıÛı¸˘˘¯Ó¯˜‰˜˚¸ı¸Â¸–Ûıı–¸˘¸ı˜÷˚ÛÁ˝¸Á˝Â˜˛ı9–ÂÛÂÛıÛÛ˝¯Óı˘¸Ó˜Û¸ıfi–Ûfi˚ı¸˜ı˘¸ÛÛı˘–Û¸ıfiÚÛ˝Û˘¸Á˝fiıÛÛ–¸ıÛ˝¸˛Û ˝Ó¯˘˘ıı˘˘˝˜Ì˛˜ˇıC˜˚˜ıÛÂıÛÂı˘Û˙»ˆÛ˝˝Â˝Á˝Û¸ı¸˜–Û¸Â˝Âı¸Á˘ıı¯¸ı¸ı–˜Ÿ ‚˜ı½Ó˙˚˝ı˙ıÛ¸ÛÛÌÕÛ˚˝$
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  22969. ı¯¸ı¸ıı˘ı˜”˛ı~øfiÿÿŸœ˜€ıfi⁄…˘Ófiÿ ‚fifiÌ ∞“§⁄ªπÆoΩ‚‚˜fi‰œ‰“ı˝–‰”ıË·˚ıfiÓ˜ııÛ˘–ıfi˜ı‰”˜ı˜”±¬fi‰ı˜Ì‰⁄ŸÚ–‰∞⁄‚œœ ◊∞⁄§ ëë∏Ω†œ‰ı–ÓÚÓÂÛfifi˜‰‰fi˜Ì⁄€Ófiı¸ı˘ı¯fi˜˜:”ӯ͘œ»‰ı‰Ó⁄fiÓŸÚ”˜∏Ë∞ª⁄† Ÿ⁄‰Ë∞‚õ§“fi”͢¯ÚÓıfifiıø”ıøÛÓ„ÌfiÓ˜Ûı–˛ısfiı”ÍÍÚÓ⁄ŸÌıÓÚ‰–ıÍÓÓ“⁄§§±‚ıÌÌÓ‚‰œë‚‚‰”˜ÍııÍÓ⁄˜‰fiÛııÛÂÛӀ͘¯˘ı˘¯¯ıfiˆΩ¯¯⁄Ó“∏⁄fi‰⁄Óı¯fi˜ÓÍ‚⁄∞ œ”‚œ”‰“”∞æ•“˜˜fi˜–ÍÓ⁄Ó˘–ıı¯Û²˜VÍÓ¯¯Í–¯ÓıÛ“”–ıÓÓ•Ÿÿ‰ÍÚÚfiÓÚ͂͘‚∞⁄§fi˜⁄˜”˜†⁄§œ˜”‰¯¯ııfi‰ÓÍıfi˜˜¸˘˜‰˜ÍÓÍı˚Ó¯˚˜ı˜fi¯”€§më∞€ÓÒŸ˛ÓTÚÓfi€‚⁄§§“ı⁄“ı”ı”“‰”˜˜‰˜fiÛÁ–ÚÒÍıfiıı”‰ıÛfiÓÚ˘¯ÚÚ„„”Ó˜¯Ì±‚o†∞∞œ⁄…ÌÓÓÚÚfi˜œ∞‚§”“ ⁄”Ω˜“§‰”˜†˛Ì˛ı~‰ÚÓӱ˘˜”ıøı⁄⁄Êͯ¯Ì«ı˜fiıœ ““Ω“∞€œ⁄ŸŸÓ⁄Ì͘œ‚§“‰‚§‚““⁄§˜Ó””‰ ”fifiı”˘Ó¯Í∞⁄«Ìıı”œ⁄ÊÚʯ͔ÿ̉ıÓı†§“§“Ÿæœfiæ€fi⁄ÓÍÓÓ‚œœ“‚ÓÌ⁄““”§Ò“”“£†¯˜Û%ıÛÓ˜–˘”̈‚ˆ“‰€Ú¯ÓÚÓı‰˚‰ıœfiı””‚“§fi͆‰fi‰˛ıÌŸÿ⁄§”“˛‰ “”˜⁄§¸Ωmö‚‰fi˛ıˇ˜~Û¸Û¸Ω˙÷Ïı˜‰Í–ÓÓ˜–Âııfỉ‰”“§””‰‰Ífi€⁄‰–‰±⁄Ωœœfi‰Ó˜‚fi”œ‚øı‚nR⁄ıı¸ÂÛı¸˘ÛÛ˜“Ë˙‚˜ıı¸˘ıÓ˚Ûı˜ÍŸÊÓ””‚‚fiÓ‰”fiœÀ⁄ı¯Ì‰Ó‚“” ∏‚‚˜fi”‚ıø“”“ ‰fifi¸fi”ı¸˛ı~‰ˆ“‚fiÌı¸ÛÛ˘˜¯ıÓfi±ŸÍ”‰œ“””fiı†‚̉–˜ÓÍ⁄‰“fiº †§‰‰”⁄“ÛıΩ”‰†¯˜‰‚˜ı˘Û¸ı‰«ÏııŒ˙˜¸ıÛ˘ıı˜“€Ÿ⁄‰Ó†ıfi˜§ı“€“œ‚œ‰Ó€†‰‰  §‚˜”˜‚˜ø¸˜˜”˜Ωfi†§“”ıÛÛˇıE˙÷Ω¸˜Ë˚¸ı¸Ûı˜˜ªØŸ⁄ÍÓ‰Ó§ÍÌfiΩ””ŸŸ‰fi€‚fi˜”§†m ΩııΩ“‚””ΩΩ”ı∞≠ú‚ııÛ˘Ûı⁄‰“¸¸‚˝ı0Ûı‰Í~”fi‰⁄Ì”ı§ıø‰∞ú†fiœœ” ”ı§‚†Ωı¸ı˜‚”˜¸˜ˆ“∞|∞‚–¸ıˇ‰S̘ø””ıˆı˜˜”‚äs蜔‰§‰†”Û””ı§æ ≠Ÿ∞œ” ‚ΩΩ““‚§‚“ø˜ıΩıΩ⁄‚§iëo˜““‰˜Ífi͘fiÛ˘”˜Ì‰Ò‰‰πù∞≠∞fi˜œœ˛”~§”†Ó∞Ÿ»∞Ÿ⁄ı”˜”¸ø“ §‚‰¸”¸¸ıΩ‰§fi§§‚”˜“‚‰˚fifiÓ¯ıı˜fi˜ÿ˙‚⁄´“•ŸË”ıfiÍ“Ωœ§ı˜ÍÓ∞€“fi‰˜“ı”§”˜†“”‰”ıΩ¸ı˜‰‰fi“œ‚”“‚˜‰˜‰Ó̉‰fi‚‚ «§‚⁄´†§§œ”ı§”“œEœΩıΩÌæfiœ˜ıӂ̘‚∏””⁄‚ø‰˜ıı¸¸‰‰‚§“‚‰˜”‚ ‚”‰Ì·⁄ˆ‰“§◊Ɖ‚ »–œÓ‰fi˘fiı‰⁄ΩÇfi”Ó⁄˛‰~¸‚Ó‚m“‰ı” m¸ı˜ı˜Ω‰‰˜€‚œÓÚÍ”∏à ‰Ú‚º∏fi⁄ı” ‚∏⁄⁄ÿ”§§”ıÛı–˜––”‰Ì‰‰Ì‰˜‰˚Ë‚fi‚Ω˜”ıˆΩ¸¸˜ıı̘”‰œ“Ì⁄fi˜ºàmË⁄“ÿ»∏ŒÓ§∞flØ‚‰‰“””ıı¸ıı‰”ıfiœ‚fi–“fi~‰Ë‚⁄⁄ΩË”˜ı˜¸ı”“˜Ωı̘fi⁄‚fiÓÓ‚⁄ÿº⁄∏‚“œ∞ÀŸ˚±Ÿè≠̘fiıÂÂı”¸˜Ë˚‰”“Ó”ıı¸“ı˜ı‰˜”‚”˜¸‚‚Ω‰Ì‰ı˜Ë†fi˜‰˜Ó‰€œ⁄Ëπ÷‚œ⁄Ÿ∞⁄Ÿ⁄Ì⁄Ÿ Ófi“‚¸øı˘ÓÒÓ‰‰”˜”Ωıø~ıΩˆ¸ıı“‚¸“‰”˜˜ı“”¸ı“fi˜fiÓÓfi˜fi˜⁄“⁄º⁄⁄Ÿ…Ó‰ŸÌ€Ì⁄œ˜”Ω ˜Ûııfi͉‚fi”fiı¸¸ΩΩ˚˜ıÌ‚ËΩ””ı˜”¸ø˜ıøÂııÓÓ˜ÍfiııÍÌ”ıË⁄œŸ…ŸfiÓ⁄⁄Ì⁄Ó”˜¸ı”“”Í“˜‰fiıfi”¸ı”9“÷‚ı”◊Ë‚ı¸”ı˜”Âıı”¸ÛÛø‰˚Ó‚‰””“⁄‰‰ ŸÓ⁄À±˜Ó˚Ú⁄ÌË‚”øΩ”fiıfifiı”fi˛ı3Û˜“‚¢Ω¸‚Œ“ÂΩ¸§˜fi¸Âıı˜Ûøıø‚Ìfi‚‚“‚œ⁄˜‰ŸŸ€Ó⁄Ì˚‰‚∞⁄ÚÌ⁄ı–¸ı~”ıı§Ÿ§fiı‚£öF‰Ï Â¸˜Ω‚”˜˘Â¸ı˜¸ı˜“‚Ÿ˜”˜”‰Óœ˜⁄ŸÒ±‰æ§Ófi⁄ÀÒŸ˚‰‰ıı–”fi͸øıœŸÓ˜–˝mÑaøΔ∑‚¸ı””ı”¸ÂÛÂø¸ıΩ§“‚⁄Ω”˜‚fifi˜ËŸÚŸœ†≠ÿ”œæÿ„Ó˜˜”ıΩıı~˜–ı§∞‰øı¯ø“kE†´πΩ¸Ω¸”¸¸˜ıÛÛ¸¸ıFı”§§‚““†‚fiı‰Ó˜⁄ÿ̉…⁄ıÓ‰⁄‰ıı˜fiÓ†fi”˜”¸†§fiıı”ı”{iä∞§ΩøÛ‰˜ıı˜ı¸“ÏË”ı”˘§‚ ˆº‚ı”‚ÓÚÌ⁄Ó”fifi‰€ÿ˜¸˜ıfi‰fi‰~͆˜øΩ”ı“‰”ø”ào ⁄Ω”ıı˜“˜“”Û¸Û“ Ë˜¸“”Ûı“Œ§Ë Í˜Ú˚Ó€ÿœfiœ‰ÓÒ⁄fi˜˜¸‰Ç†‚“”‰”“‚† ˜ı˜ †•§”“ø¸øı”ÿ‰øøÛ˜‚“””‰Ûı¸Ω‚‚ ⁄‰¯˜ÓÍ·»˜”‰Íœ ⁄˜Ú˜ı“–”~⁄tΩΩ“‚“Ω””“ı†ë§§¸Ω“øıı”˜ˆ‚˜¸ø¸Ω˜ı˜ˆÛ˜Fı”ˆÿ‚”˜˜¯ÓÀŸfi”‰‰fi⁄˘˜ı¯fiıÇ∞ “Çfi§§fiΩı‰ı“ ë‚øø‚“ø¢øˆ“¸¸Ω¸¸–˜˚ı“ı”˜Ë ˚‰˚̉¯ŸÓfi˜Ìˉ⁄“‰ıı¸‰¸k†ªäFı§§‰†“”˜ø˜‚oÆFø§”¸”˙˜˜Óı“Ω‚¸¸ı˚̘˜‚˜“Œ⁄”˜‚‚˜Í⁄fi˜˚‰ı§⁄˜‰¸ıı““∞õ§øΩπ⁄”ı‰fifiø“Ä‚π“Ωøıfi˚‰–‰‰¸‚m÷F¸ı̉“ˆ⁄‰ˆ∞“Ω˛˜~Í˚Ò˜fiıı˜⁄‰˜Ó˜Ωø‰o⁄§§¸“´ ø†“”fi¸Ω“öÖ†¸ΩıΩ‚˜”̉ı‚ ÆF””‰ı˜‚‰  ‚ ‚˜Â”‰ÈŸÓ˜‰‰⁄̯”‰ı˜˜n‰“‚ÿ–Ω ‚øë§fiıø‰‚‚ä‚ÇıΩ˚‚‰ı”˜”§Ümà˚˜Ìı¸‰˚§‚‚Æ˘ıaˆ‰ŸÒÍı‰˚“˜ı˚”Û”ˆ£§Ó‰“”˜†“Ω‚o‰Û”§†øΩ‚ı¸‰œ”ıÂı”ı˜ø”«§˜Ëı¸”Ë̆ˆ‚“Ωı”˜€Ìıı‰‰”ı”ˆ‚‰Ûı ”“‰ıΩΩıΩø§“”ıΩΩıΩ˝øˇ˜:“¸Âıˆ”“¸¸“fiÍ˚¸ΩıÌË““ΩĘΩfifi‰‚øıÌ‚ı‚˜ø‚∏ˆˆ“ı”‰§¸”øø¸œ§¸ø¸øF¸Â˛¸"˜Ωı˜Âı˜ı“”†””˜Óıı¸Ì ‚“§ˆ¸“‚”‰fi”˜˜Ë”˝ıˇŒ˜$
  22970.        tile $00000FFEˇÓÍÛ”‰fiı¸Ûı”ËŒÛı¸˝ı9¸ııÍÒ¯¯ıÛı¸–Ω˜““ª˜˘–˘ÂÛ˜ıø¸Â˝ÂıÂ˝Û¸ı‰Û˘ıı˘œÍ˜ıøııfiı½øı˘˛ı ˆ˜¸‚˜ıÓÚÓ˘ıÂÛ˛ıFΩ˜“⁄˙“ıÛ“˜F˜¸˛ÂΩ£Ω˛˝¸˜Û¸˘Û˘œıøÛ”‰“ıı½Âø“ˆ˝ıN˚“˜ı–ÓÚ˜Û˜ıÂÛ˜Ωıø¸ÂøËÿ˚øË∏Û”ı¸¸ıΩπ˜Â˝ÁÁ¸ı˘ı˝¯Í†ıı”⁄‰–˜Â˝˝¸ıfi¸ıÛ¸Ì˚Û˝¸¯Ú¯˘ÓıÂı¸ø˛¸:ø¸¸“ ‰“¸Ì‰‰Ûˆ‚¸Â¸F¸˜ıÛ¯˘¯Í⁄Ó”ÂΩ‰˜“¸Â˝¸Ωıı¸ııÓÌı¸Û–Ú˜˘ıı˘Â˛ø~¸Ç˜ıÂøœÿ§”–‚ÓıÂıΩ˜”˜Ëˆ¸ııfi¸∞±‰ı¸ø–†ıÂÁ“ˆ¸˜ı“‰Û˜˜ıÛ¸ÚÓ˝ı˚ıÛ¸ø¸ø¸“ıÂı¸“fiı––ÍӢ¸˝¸ıı˜ˆÓfi˘¯Ófi€€fiÂı”fi§øø˝Â¸‚Ì⁄˜ıfi¯˜ı˘ıÊÓÂÛııÛÂÂUΩFøÂıÛ¸ıfiıÛıÛ¯Úı˝Á¸“˜¸fifiÍıfiÚÓ±Ófi˘–“fi‚¸Â¸¸Â”ÿÒıÂııÌ̘¸˝ÊÓ–˘˘¸Û”†¸ø‚◊Ïˉ¸ÂıÛ˘Ó¯Û¸˝Âı”˛ı^¯–ÛÍÓŸÊÓ¯˜Ì˜“ı”ÌıÂı⁄⁄ÓÛøø˜˜”ı–˜ÓÓ¯ÛÛ¸Û““†mŒ÷÷∏‰”Ûı”Û˘¯Ó¯¯˜ÍÂııÂÁ¸–˘ıÓÍÊ€±∞…‰”˜‰‚‰Ûı”Ó˚ıÛ¸˜‰ıÛı˜˛¯~¸˘ıÛÛΩ‚πŒ“¸˜ı‰Ì⁄⁄–˘˘ÊÊÓ˜˜¯˜˜ıÛı˜˘¯Í¯€Ã»Ÿº‚¸”⁄‰Ì˜ıfi˘Ó¸Ûıfi”ıÂıÓıÛ˘¯˘¸¸Â˜‚§†Ω”ı–ÓŸœı˘˘¯ÚÊÓ¯Úfi¸Ûı¸–˘fiÛÓ€±•†‰”¸“ıfi˜fi¯–˜ı˝Ûı¯””Ûı”ÛCÁ˜˚˘ı˝¸‰“Û”§øÛÛıfifiı˘˘¯ÚÊÊ˚Óı˘˝ıÛÁÛÂıÛfi€ÓÍ–ıı¸Ω¸”fiÓfiı¯Ó˝˝Ûı”˜–¸ıÂÛı˜˘˛ı    ˜fiøø⁄”Û–ı–˛ı
  22971. –˘ÍÓͯÓÓı˝¸˛ıˇÂ˘Û˛Í~ı¸øÂıø˜fifi˜˘¸Óı˝ı˜¯˜ÍÛı”ÒÌ–ı˘ıÛ˜ı”‚ë”Âfi‰Â¸Û˜˚ııÓıÓ̘¯˜¸ıı”˝˝¸Û–”œ”ı”ÂÂÛ”ˆfiÓı˝˜˜Û‰Ÿ–¯˜ı–˜⁄ŸÓÛÛ¸¸ı˜¸m†Ωo‰”ÂÛ¸ÛÓ⁄˜˘ıˆ‚ı¸¯ı˚˜ÂÁÂøÛ¸˘ˇ⁄Ω˜ıø¸”‚Ó͘˘ıÓı”ËͯÓÍııø‰Ò¯˛Û¸˜øÂøΩ “˛Â˜ıı̉ıÛ²Û~˘˜ÓӸ˜˜–fi‰‚⁄‚“˜Û¸ı†ıfiÍı˜¯–‰ÌfiÍÍ–ø“⁄⁄Ìı¸˘Á˜˜Ûı¸Ωøø˜ˆıΩ˜‚˜¸˝¸¸˝Ûıı˚Ë˚˜fi˜˜”†§“”˜ıÂÂÛ˘ııfi˜ıÂıÌÚÓ͘fi§n“œfi¯ı¸ıˆ˜Ω“FΩ˜ı¸Â”ıfiÓfi‰ÓıÛ¸H˝Û¸ıı˜Ëı˜ ‰”ı”†”ı˜Û˝ÛıÛ˜‰ı‚ıÛ˜ÚÓÍÓfi§i§“⁄fiııÛ”“ˆΩıΩ†˜Ωø¸ø”fiÛ¯˜ı¯˜Û˝˘˜ıÛ˘Û˜˛fi?”Ωı–¸fi˜ÂÛı–fi⁄¸“¸Â˜Í˜œÍfi§ëo§†ΩΩıøı¸“Ω¸ÂÂΩ˜Fı¸fiÓfi͢˘˚Ó¸Ûı¯Û–ı”˜fi˜˛ı{–ı˜˜Û¢¯˜¸øøı˜‰∞Ÿœ⁄æøøJm”Ωıı½F˜”Û¸¸ı˝˝Â–ÍŸÍÓ¯˘ÒÚÓ¯˘ı¸˜˜ıÓ‰˜Âı»ÿ¯˜˚‰¸ÂııfiΩ““ı˜ÓÌœ“”§¸Xmäi†øı¸¸Á¸ıÂÛ¸˜ΩÁ˘ΩfiÍıı–ıÓÚ˘ı¯¯–ı‚§˜”˛ı.Ÿ»Ú–ËËıÂıı‰fi¡π“Ó‰ı”ı–”•§m†o§Ω¸‚∏ÂÂı¸Â–‚ÓıÛøı“•ı˛˘]ı¯ı¯ı¯˘§ ‰ΩıΩÛøÌŸ‰ÌËΩ˜⁄˜⁄Íogà˜ıÛ–ø–ı∞‚§F¸Ω”øË∏F¸ΩÛۉ̜˜ÛÂøoö‚ıÍıÛıÚÚ¯˘˜˜Æ‚”ıÓ””‰‰ÒÌ”˜“ˆÛı€†ëõ”˝ı>ΩıΩ‰Ÿ§ΩøıÂΩ‚ıΩı¸”Œº§€–ı§ΩΩ†fiÚÓ˘ÛıÚÓıÍ“õ‚”“‚Ω‚†–fi˘˜ı”–˘ÓfiÍt͆˜Ó˝”/§πª‰”ø¸“‚Ó‰‰‚‚”Ωœ†ΩÄøÁ––ÓÌfiıÛıfiıı§ §‚fi§–“‰˜–ııÓ˛ı¯Ó˜fifiͲӲ”~‚Ωàß‚”Ω‚‚¸–Ì⁄‚Ó“ıøt~NJU§‰–”Ÿ⁄ø˘ÌÓ˘ı‰•‚§˜–Û–‰ÓıÛÛ‚Ÿ˜¯–¯ÍÓÓ–fi˜fi”¸Û”øÆåÆΩ‰´î§””Ífifi‰ ˜FL<U§œ”–͆ÛÂÌŸ¯–Ω“§œ‚ÂÛœ€Ó˘ıı‰ŸÒÓ˘–¯¯Í˘ı˜fiıÛˇÂ~¸mîŸÇæ∞n‚œ”ııfi¯Ÿ“ÂRøΩfiıΩ‰ıÂÛÓ⁄ııfi“‚fi¯ıfi˜ÓÛ˝Â˜ı¯ÚÓı¯Íͯıfi‰˜ıÂø”œœÍ§•§ΩΩÓfi¯¯ı‰Ì”ÄJoøı˜ÂÛ‰˜Â˝˘Ú⁄ıfi§‰˜˜Óͯ¯˜ÂÂΩ‰ıÍÚ¯–¯ÓÓœ˜fi‚ıı “¸“fi†œ†Í•”øıfi˛ı=˜“‚“ÇĸÂøı–¸˜ıÛÛ–fi⁄ı˜‚fiÍı¯ÍÓ⁄ÚÛ–⁄·⁄¯ÚÓ˘¯ÓÓ”Ω”˜”¸ˆ“”˜fiÓ€‰†”øÂÛÛ¸ı
  22972. ˚”ÂøøÛı˜ÓÓ¸˛ı~˘fi‰‰˜”ııÍÓÍÚ⁄Ú˚ÓfiÚÍÓÓ¯ÍÓ˚ıΩ˜“ıø”‰ı”fiÌŸ‰‰˜Ó–Û¸˜“¸¸ı‰˜”Û¸˘ÛfiÓ˚”ı‰”–ı„ ˜Ωı†ÌÒͯʋ⁄¯˘fi͘ÊÚÓÍ‚”ıΩ””¸¸†fiııfiÓıfifi‰˜ııø˜ı–ıı“˜ıı¸–ıfi”ıı‰ ıÛ–À÷ËΩıfi‰Ò˜¯Í⁄ʘÍÓÓ¯ıÌ⁄œfi“ıøıΩ†ı˛”ıfi˜˛fiE‰œ˜ı˝Âı”ııfifi˜ı–ı˜ıı¸ı–ııfi‚ª‚˜ı”fi˜ı–¯ÚÚÓ¯¯Ó͘fi‰‰”““¸˜”˜Ωøı”ıfifiÓ”ıfi‰”ıı²ı”˛fi8˜”¸ıΩ¸ı‰ı¸–˜‰ÿÆ ‚˜fi‰ıfiı˚ÒÓı˘Í˜ŸÌ‰fiÛ˜†“†˜øΩıø”ııfi˜Í¸ı˜–Û˜fi˛ıø˛˜͉˜fi˜”ı˜“”Û˜‚ ªºflŸ˜œËˉÓ˚˛¯fi˜œ⁄̔۸˜”ΩΩıΩ˜˛ı
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  22974.        tile $00000FF6H˜˘˝ıÛ˘fi˚˜Û˘ıÛ˝Ûı¸ıı¸”ı˝ÂÛÛı˘Û˘˘fiıÛÂÛÍӖ˜˜Û˝ı¯–ı–fi˜fiÍÍfiÛıı¸–˝ÁÂÓ¯ÛÛ˘˘ı–ͲıÛ½Ë˚Û¸ø˛¸ı˜ıÛ˘ı–˘˘ıÛÛ¸Âfifiı˝˜˙ı”Íͯı¯˜˝ı Ûıı˘ıÛÁÛÓÓ˝Û˘˛Û”ıÛ˘ıÛı¿ƒøııÂø˛¸=ÂıÛ¯Óͯ¯˝˝ıÛ͘¯Ûø˙∏¸Û˜ÓÍıøÛøıÛÛ˝˘ı˘–˜ı¸¯Ó¯˘˘Ûı–˜ÛÂÂı¸Âªî‚ı”ÛÛ”˛ÂˇÛıÓÓfi¯˘ÛÛ˝ı ˘Û¸‡ªı˜˚Ó˘ÛÛ˝ÂÛıı˘˘ı˜Ó˝¯˜ÌˆÂ¸–˝ÛÛ–Âø‚‰˜˜¸Ûı˛Û6˜‚”–ı˜fi–˘øÂÛ˘ıÛ¸Ï◊˙ŸÊı˝¸Â¸øı˜ı–¸ÛÌ›˘˚˜˜Ÿ◊Ω˝ıı˘˘ÛıÂ˝Û˛ı¸˝Â˛ı †´úııÓÍÓ¯ı–˛Û/˘Û¸¸˙˙ËÚ¯ÛııÂΩıÂı‚˜–Û˜·ıÓfiı‰“ÂÂÌ˚¯ı˘ıÛÁ˝ÂııÂıÛ¸fi˛Û.ëä”ıͯ˜ıÛfi¸Û˝˝Ûı¸“Ë˚ÓÓ¯”½¸¸ÛÛ͘˘Û¸Ÿ˚ıı˜Û˝Á‰⁄fi˛ı~ÛÂÁ˝ı¸¸ıÛ¢˘ÛÛø“”˜ıı˘ø¸¸ıÛ˝˝Âı˜”˜ÓÚÚÓ˚ÛÂÛı˘ıfi˘˘Û˝¸œÚfi¯˚˜Â˝‰€¯”ıfi¸˝Â¸Û˘ı¸ÂÂÛ–¯ıÛfiıfi¸ıÛ˜ı¸¸Û˝ÁÛ‰˜–ıÓ‚˚Ó¸ˆˆø¸–¯Í¸˘Û¯–fi˜˘¯˚Óı¯‰ı”ıÌı²¸˘Ë˜ı–Û˛˘
  22975. Ûı–¯ıı¸”‰Â˝˛ı~½ııÂÛ˘fiÓ˚ÍÒ˚ı˘–¯Ó¯˘¸¸ı͉˘¯¯Ú˜ıfi”ΩıˈıŒˆÛÛÓÚfiÛ˘˘Û˘Ûı˝–˜ıøı˚˜Ûı˚ˆ˝˝Â¸ÛÛÍÚÓıı¸Û˘fi¯¯ı˘Ûı˘˜¯Ûı¯ÓͯΩıۘˈՇÛÛ˘Í¯˘–¯ÁÛı¯Û˝Ó‰ı˜fi˜ıı˚)È„ı˜ıΩıÂÛ¯Ó˜ıÛÂ˝Û˘–¯¯ııÛ–ı˝˝˘ı¯¯–”fi–˜ı˙˙²Û˘–¯¯Ó˜¯ı˝˘–Ó”˜˜˛ıÛ˜„ÒÓ‰”‚Ωı˜ı˜Óˆ¸ÂÂÛ˝Â¯˜ıı‚¯Ó˛ıˇ˘ ¯Í¯”˘Â¸§‡ı¸ı˛˘¯˘ÚŸ˜˘¯˜Û˛ıQ¯ıÛıÛ˝fiÒÌ˘ıı”∏π“Ωfiˆ˜Âı˜˘Á˘¯ıÂËÌ‚ı”ıı¯ÓÍÍıı˜ı‚ø˘ıfi˜Ûıı¯ı˘¯ËÕ·˜˝ı˜˜¸ı¸ÂÛ–˘Ûfifi”§ª‚ÛΩ˛ı/ÛııÛÛı¯˝fi˚Ò‰¸¸ÛÂıfi͘–ıˆı∏˜ÛÛı˜˘–ı–½ı¯ÏÕ‚Âı˜¯˜ı¸˛Û~½¯Ì¯ø∞úΩııÛ¸ÛÛ˘ÓÌÍÓÛ˝fi˜ı˚ıÂÛı–˘Í¯Ûı˜˜”¸˘Û¸˘˝˘ı˝˘Â‰ÓÛÂıı¯˚˚ıÂÛıı¢–fiıø§§ı–¸˘Ûıı‰⁄Ω–ËÛıÓ˜˚ı˝ı˜¯˝˘˜–Û¸Â˝ı˜¯˜¯˘˘ı˘Û˝Û˜˚ı˝Û˜ıÓË˚¸Â
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  22977.        tile $00000CFA-ıͯııÂÛ¯ıÁ¸˜˜–˘ı˘¸˘ı¯˜ıfi˜†˜˜ı˝˝ÛÒ„˘˜˚ÛÂıÛÂı«›¸˝˝˛Á˚ııÂÂı”˜˜ÛÂıËÌ˘˜˘˘ı˘˛ı*”ıfiı˜ı¸˜˜Ú¯˜ı˝Û˜ˆı‚’›ı˝Â˜˚¸˝Ó˜Û˝Âıfifi˜øÂÂıÓ˛¯ˇıˇÛF–ııfi‰“ı¸Âˆ˚˜‰˜Ó¸˝¸Û˚˜˚Õ«‰ÂÛ¯˚˚ı–˜˜Û˝Ûı”ı–˝˜”ı¯¯Ó¯ÛÛ˜¯ıı˜ı˜ıÂÂı˜˜Ωı˜ı¸Û˝˛ı~Ù«‰Û۸¯˚ı˝¯ıÛ¸Ó˜ıÛÛ˜¯fiı¯Í¯˘ı˚˜ÛÛÍıı‚ı˝¸‚ı¸ı˜ııÛ˝Â¸Ÿ«˜ı¸Û˝¸”ı˝Û¸ı˘ı¯ı–¸˘ı˜–¯˜Ófi¯Í¸ÛÛ˜Ú˜Ω˜¸ıı¸Âıˆıı¸Ûı¸ıÒ«˚˜ø˝Â¸Ûı˘˝ııÛ˘ıÛÛı˜¯–fiÊÓͯ˜fiı˘Ó˙˜˜“ı˛Âˇ˝ı˛˜¸ˆııÒ›⁄“¸Â˝Ûı¯˘fi¯ı˜ÛÛ¯ı¯¸˛ıS‰⁄fiı¯Ó˚ıı˚‰” Ë˜Û¸Â˝Â˝˜ÓÓı˜ı¯˚·Ò∏”¸ÂÂÛ˜˘”ÒıÓ¯˝ı˜¯ı¸ıÛı˜‰Í⁄Ìfiı˜Ì¯¸Ë∏¸¸Û¸˝˝¸˜ÓÓ˜¯˜˚Ú„∏ÿ˝ı~¸¯¸˘‰¯fiÓÍıı¸ı¯ı¸”fi˜€ÌıÂıÓ˜Û˜ ø¸˝Â˝Û˜˜¯fiı˜˚˚⁄ÒÓııˆ˜¸˘˘fi˜˜fi˜ÚÍı˝Û˘¯˜ııÛ”fiÓ͸ۯ˜ø“ˆÂÂıı¸Û¸˜fiıı˜¯Ó͘ÓfiıÏÌı˜¸¸ŸŸı˘ıÓ˜¯ÛÛ¸˜Ë‰˜ıÛı˚˚:ıÛ˜ÚıΩ¸˝˝¸˚˜˝˜˙ı˚˚˜ı˜˜ıfiı˜Ò·Ì˚¯Û‚⁄ı¸¯ııÂÛÛ˜ŸÌ‚“¸Â˜˙̘Ò⁄Ìı¸˛Â˜ı¸˜˚ı‰ÌÓıÓ˜–¸ı˜ÓÏϯ˜¯ıı¸Û˛˝Û¸˘‰˚˜‰Ë ¸øı‰Ë˜ËÌ˙ˆÂÂ¸Û˝¸ı¸˛ı:˜ıøÌ̘˘ıfiı˜·Ò˚Ë˚˜˜ÂÁÁ˝Âıı““”ˆ‚‚”˜”¸ıı‚ÓÌ˚˜˜ıÛÂı¸ı˜˜”¸ı‚Ó²ıP–˚ÿÚÒ˚Ì˙¸˛˝˝ÂÛı”ıı˚‰§ˆÌ‰ı˜”̉˚⁄Ò‚˜¸˝ı˝ı˚˜˚˚ı¸ııfiı¸ÛÛııÓÓÙ˙¸˝¸˝Â¸ıı¸‰˜ˆÌˆ˜“”ÿ◊ı˛˜
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  22980. ¸ı˙˙˜ı˜ˆ˚˘˝¸ˇıÂÛ˜‚‰ı¸˛ı    ¸Â¯‚ˆ÷‚”fi˜˝ı#˜ı¸ıÛı˜˜¸ıÛø˜⁄˚˜ı˜˚˙˙˜ı˘˜ıÛÂÛ¸“‚˜Û¸˛ı~Û˜˚ı◊∞”˜Ìıı¸fi˜ıı”ı‰ˆ”˜ıÂÛ¸ı˜˜¸ı¯˚Ë˙‡ı˜‚˙ı¸Âˆ∏ˆıøøıøıı˚‰ıª÷“ı‚”ı˜¯¯Í˜˜ı‰˙“˜‰¸Û¸ıı”fiı¸¸˜˚˚ı¸˜Œ‚˜Âˇˆ‚“¸øÛÂı̘ˆŒA}‚†¸fi˜˜ıı˜Í˜‰§Ì‚‰Û¸Ωı”˜ÓıÛ¸˘ı˜˜¸Â˜˜fi¸¸mˆ‚“Ω˛¸
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  22985.        tile $00000FFDQıÛ”œÓ˜˜¸œ‰ÃØÍ–‰‚µ˝˘ıÛ‰œ”ŸË˘˜ıÓ⁄Ÿ…Ÿ¯ŸÚڄʘfi¯·⁄ÓÒ¯ı ‰ÌÓÀ„ÓÓ˜⁄Ë“ÍŸ”‚†˜‰„ËıÓœŸ„Íı†zîfi˛ı[øfi‰œ⁄˜ÛÛ˜Òfi€˜Ó—ŸÓÚÚ„Ÿ‰fl˘Ú˚ı˜¯˚fi„ŸÚÓÓÌıfifi·†ÆÆ “‚Ìø€ÃŸÊ˜ø⁄ª˜‰”¸ıÛ⁄±‰Ú–˝Û˜ŸÚÛ‰€„ÓŸÚÍÓ„«„Õ˘˚˜˛ı>˜Í€„„ÓÓ˚ÓÓÍ⁄ı†ª£†ı¢‰ÍÚfiıÛ‚•–“‰ıø¸À≠Ó‰Û˝¸—«˚–∞ËœÂfiÍı¯˜ÓˆÈÒÓ¯¯˜˛ÓEÍ€±Ú˜Ó˚ÓÒ⁄øıä∞‰ıÂıËÚÓÓ˘˝fi‰” ‚‰ÛıŸ„ÓÍıÂıÓÍ”‚π˘ı¸ıı˜⁄Ó˜ÿÒÒ˜˜fi¯Ó¯¯˜€⁄˜€Ú˝Ó ”¸Ω”˚ı¸҄fiÓ˛ı~Í“¨ ËıøÓÍ””˚ıı˜ı†›¨fl‰ıı”¯ÍÒÓ¯Ë˚Ú˚ıˉ˜¯‰Ó˜fiÚ◊Ú˜˜–ıÌ–¸øı¸ÛÛı˜˜ı˚ıfi§”ú‚Ìıı‰ıfi‰‚˜ı˜Ÿ‰πîÖÌıÛ˜Ò¯ÓÒ˜ÌÒÌË‚ˆfi˜¯˜˚fifiÌ»˜ı˜ıfiËfiø˜”ıı¸Ûıı‰˚˝”‰ø‚⁄Ωıı˛˜ˇ‰”ÌÒ˧‚‚◊̈ıı…˚ÓÊÍÓ⁄ÿ«˝˜~ÓıÓfiÚ‰⁄˜˘˜ÌÌ⁄Óÿ÷Ëı¸ı”¸ıˆ˜¸¸‰Ω‚ ‰”ıı¯Ûı–¸” “§˜Ófiı⁄Ÿ⁄Ú˜˜Íª◊˜˚Ó˜ÓÓ˜ÓŸ‰‰˚ıfiÌ‚€œπÆË¸Ω¸–ıˆ˜¯ı¸ ∞Ÿ ‰¯”Ûı¸ı“ô®˜˘“∏“Óı‰Ìfi˜€Ì„ÓÍÌ«Ô˚˚LÓfi˜ÓÌ̉˜”ı˜fi“–˜fiıF”“¸ø˜˙̈¸ΩÆ‚ë⁄œ˜‰ııø‰”˜Ëı”Ìıfi¸fiÚÓ˜¯Ó„˚˜ÓŒÌ̘ı–ıfiÓœÿ˜ı¸ı˜”˛ı~ ‚ı˜ı“‚‰Ë˜¸“ª‚”  ‰Ó˜ı˜⁄‚˜‚Ÿ¸‚˸ı˜Ú˜Ì˜˜˚ÿÓ͘”ıˆ˜¯Óı–˜˜“„Ó¸fi˜Ó˜Óıøfl◊̘˝¸‚˜Ë˜¸” §‰ ÓÍÌÚ”‚‰‰‚“¸ø◊◊“ø¯˚ı–ıfiŸ±˚ÓÓ˜˜Ó˜fi˜ı˘ÓÓıfiÚÓÒÌfi‚˜ı~ıªŸ÷ıÂø§fi˚˚ı˜⁄ˆ⁄‰€À„˜˜”∏‚øø“§œÿ‚ıÛ¸Ûı”Ÿ»ÚÓ˚˚Ó˚˚˜ÛııÓÚ̯ËÓÓ˜ıfiııÛËŸ˙‚¸Â”¸˜Ë¸˜ÌÓ‰ŸœÓŸÓfi̘‰¸Â¸Ó§”Ó“˜ı¸ıı“ÍØ̘fiÌÚÌÌ”ıı˜§ÌËÓ·Ìı˜ıı¸vıΩı⁄‚∞ “ı”ˆÒı˜⁄Ó‚„ÿıfi‚‰‰”ıÛ“∞§‚fiı˜ı˚˚””€Ó˜”⁄ËÓ˜˜‚ı‰„ŸÌÚŸÌı–¸ø–”ı¸Ÿ˚ÂΩ“Ωm‰ËıÓ·⁄˜È˚øën§“”‚ı¸ø”ëö蓆Ÿı˜˚¯˜ÚËÓı˚ÓÓfi˜Úı⁄ÀÀ˛Ú~˚fi˜fiı¸ıı˜ÚÓÛ“” Ö∏˙⁄Ë⁄‰⁄ıønmn ı‚ˉ¸“W`è“”˜ıı˜ÿÌÒÚ¸˜Ó˚¯¯”‰ŸÓÓ⁄Ú⁄Ò˻˽ı¸ı˜ı¸ı̆äòƺ‚˜⁄Ó˚Ÿıœ•mn”‚◊Òfifi∞ ∞”‰˜ıı”π›ÌÚ„˜˜Ó˚˚ıÛÂfiŸÓıÓ~ÒŸ±⁄ÿ‚¸ÛÛ˚ËıÓ·§§`à‚ ‰ÓÚÓ„⁄§Ω”‚ı”⁄̘ı“†”ı˜⁄˜¸ı  ⁄Ó˚ÓÚ˚¯˜¯¸¯ıÍÚ¯ıÊŸŸfiøı¸˚ııŸ·˜¯ÿœΩÆ´“‚Ÿ‰–̉‰˙””ΩÛ”⁄⁄˜Û“ÌıÂfi̯ÛΩíº⁄‚ÍÓ˚Ú¯ı˜ııfi–ÚÓ~–ÓÀ⁄˜fi“‰˚˚ı‰Ÿ‰¯Ÿ⁄‚“‚⁄DZÿfi˜ı”‰”ı‰ıı‰ÿ˜¸ıÌı”◊Ó–ö´“‚⁄¯ÓÚ˚˘ı˜¯˜fifiÊıÌ—⁄ÓÒÿ˜fiÒ˜øÓ‰fiÀ»§‚ø‚”⁄◊˸ÂÓ˜¸ı”ı”ÍŸ‚ı“ıÛı˚Ì˘ΩŸ„†‚»Ó˜Ó˚¯Ó˜fiÛııxÓ˜ıÚ„ÓÓfi͘ÌÓ˜”˚fi±Ÿ““øˆ†‰∏⁄ı˜˜Ó¯Ûı˜”˪“‚ÒËıÂı˜¸Ó±Ë‰”‚Ó¯ÓÓ¯˜ÓÓ¸Û˜÷ŸııÚ˚Óı˚fi˜Óˆı”fiÚfifiıı‚”–∞Ë̸ıͯıÂÛ¯–Ó±˜”˚̘ı¸ı¸ÓËÚ˚˚Ω‰˚˚Ó˛¯ˇÓı˜ÚËı¯ÒÒÓÍ⁄ÍÓÓ˜ı¸ıÓfi˜fiı‰“¸§ …˚˛ıˇÛ ¸˜ı‰Ë‚ı˜fi˜Ó¸˝ıÒ„ÿııÓÒ˚Ó¯ııÓÚÓË˚˜¯˛Ú~Ó»ÌÓÌ̘ıÂı˘fi˜”‰ÓıoŸœ˚”ı¸˜˜⁄ıı˜Ë⁄ı‰ÓıÓ¯Û¸ı˝ıË˙˜˜«›„Ú¯˚Ÿ˜˜ÒÙ˙˚ıı¯ÚÚ£‰ı˜ı˜¸˝ıÛÛ¯fi‰˜Û⁄∞ıÓŸÓÓÍÚ·‰ı”“ˆı˚˜¸¯Ó¸Û˜”¸˜ı¯Ì»—«Ò¯Óÿ̘ Ú⁄˙˜ı˜¯Ó“”Û˛ı"Û¸˜Ûı˙˜‰”‰∞ı”„˚ͪÀ€˜˜”‚ıı‰ıÛfi˜¯ı˚˲ı8˜ÓŸ·Δfl˜ı˜˚‚Ìfi¯ÚÓ¸˜Í¯Ω““¸ı¸¸Û¸fi¸ ¸‰˜ıœfi˘˚ͧyü∏Ÿ˚˜‚“”‚ÛÛı¯˛ı~̘˜‰ıÚÿŸŸ≥«ˆ˙ˆË‚˜Ó˚¯˘˝˘˜†“ıF˜ıÛ¸ıı¸Ωı˜Ûı˜fi””á≠∞…·Ëı‚‚‰ÿ‰¸¸ı¯˜ı˚˚˜˚˜Ó„Ø∞îƒËÏ‚ÌÓ˜Ú˚ı˝ÁÛı§“¸ı˜ıÂıı˜ ıı⁄ıÛÍ˚˜ı†ùo⁄∏˘˜œ‚ Ì˜ø˜ÌÍfiÌÒ˜¸œı⁄…±±≠—ˉı˜ÌÓ¯Ó˜ÛıÓıΩ“Ω¸˜ˆ˛ıˇ˜B˸ıÌÓ˜˜ÚÓıÛœ ‚‰˜ıı‚⁄ı”˜Û¸˚ı¯‰˚˜Û˜Ó‰€œ„ù±Ì˜˙˜ˆı¯ÓÓ˜Ì÷‰˜ˆ“ıÛı‚˚ı‰˜˜Ûı˝Ó¯˜ı”‚∏◊ı˜‚˜fi˚˜Û˜˛ıˇ˜–˜ŸfiÓÒÊÓÓ˜fi◊˜ı¸¸˜ÚÒÓŸ‚ÿ“˙˙ıÛ‰›Ì˛˜ ı˜˜ı–˜ı˜˜”˜‰Œ·Ô˜Âˆ‰Ó˜”˚ı˚ˆÛ¸”◊˜ÛÓ˛ÚÍÓÍfi◊˙¸ı˜¯¯ÓÓı˜fi»‚˚ÒıÛ¸Ú⁄˝ıI¸¯¸˜¯Ûı‰‰‚”Ë‚‡ı¸˚Ú˚ı˝ıˆÒ˚ıÛË¶Ì˘˜ÓÓÒ€ÚÓ˜ŸÓ˜¸˜Ó¯Ó˜ııÁfifi¸¯¸Û˘ı‚Ì˘ıı¸˜ıÓ˜˘˜¯˜˜˛‚'ˆ˜ıÛıÓıÛıı˜‰Ë˚‚º˜ıÌÚÍÚÚÓıfi˜ı¸˘¯˜˜Í¯˚ı˝ı˜˛ıUÛı˜Ÿ˜Û˜˚˜˘ÿÒ˜¸Û¸ø‰⁄÷∏˙ı¸ıÓ˜Ó˚˜ııÌ›Òıı˚⁄ÌÍÓ˜Í˘ı¯¸Á¯˜¯¯ı˜¯˝Ì˙˝˝¸ı˚˜ı˜ÓÛfi˚ˆıÿ˚Í˚˚ıÂı§÷£˛¸ı¯Ó˚Ú˛˜5Ëflflˉ˚‰–ıÓÓ˜ı˚˜ı˝˝¸˜ı¯Í˜ıı˙˙½ÛÛ˜”ıÛÓ˜ıı˜ıı˜‰ŸÙ˙˜ıœ πF˝ıCӯʘfi‰ËπÒÌÓ˘fi¯˝ıÓıfi˜Ó˜Â˝ÛııfiÈÿııfi˜¸ÁÛ˝Â˘ıÛıÚı¸˜˜¸ı‚ŸÚÓÚÚË‚∏‰ııΩ¸¯˜¯Ó˛ı`–Ûfifi¸Ó˚¯fiÒ˜¸ÛÓ˜˘˝ıı˚fiÿ˸”ˆı¸Â¸˝˝Ûfi˘˘˜Ú˜ÌˆıÂı˜ı˝˘˜Ì∞ Ìˆfiıı¸ıı¸¯Óıı”˜ı˜ÓÓ·≈˜Ûı˚Òı˝Û˜Úı˚Òıı˙˙Û¸ıÂ˝Û˝ıÌ„ˆ˜ıı˜¸Ûı˜ı˘˜ÓËÚ˜˛ı#˝ı¸¯Ófi˜ı¸˜”˚˜”Ó÷˚ı¸˜˙˸ۉ˜ıÍ˚–¸˜ı˝˜ˆ˛ı$”˜ıÛ˘Ë¯¸¸ı˜ı¸˜ÒÓı˜Ó˜Ó˚ÚÓ¸Û¸¸fiÌÓÓ̉˘ı¯˝ı”˙ııÚ˚ıı˜Í¯–˜˜Ûı¸Â¸ı¸ı¸˛ıH¸ı¯ı˝ı¸ˆ˜ıÛ˜˜˚˚˜Û–ÓÓÚÚı˘˘ˆÌ˜˜Ÿ⁄¯Ûıı¸–˘ı˜Ωı§˜˜‚ıÓÓı–‰¯¸ı˝˝˜ı˝ı˜¸¸ı˚¯˘Ûı‚˘˛ı(˜ÓıÛÛ˝ıÓ¯˚˚ıÛı”ıÓ‰‚‰Ûı˜ıı¸¸ı“Ω˜‰ˆ›‚‰œ⁄‰Í˜˛ı¸Ì̸˜˜Â½¯Ú˜¸ÛËÓ˛¸:ÓÒÓ˜¸Û˜¯˚˜˘¸˜¸Û˜˚˜Ω⁄Ì–ı‚–‰◊Ωı ‚“§¸⁄⁄‰”•Ø∞¯Í˜ı¸ıˆˆÚ˜ıˆËııÓ¸˝˛ı>˜Û˜Ú˜˜¯¯Õ˚Û˜ıÛ¸¸ÂıÓ˜ø”‰ıı–ı“ƒ‚ı“˜¸ıÛ”‚”–ΩŸ∞ı˜Óı˘˜Ó˜˚˜Íÿ«˙¸ııÌıı˝˜¸ı¯˜˚˙¯Û˜˜ÛÛ˜˚˝¯˚ıı˜˛ıˇfi∞“ø”ıÂÛÂÂı¸”ø¸Í˜˛ı˜¯˛ıˇ˜ı˘ıı˚ı˜˚˚˜˘ı¸˘Ó˚˛˜¯˜¸˜Ú˜Ó˜˛ı¸¯ıı˜¸“˛ıÛı¸ı¸˜ÓÛ¸Âı¯Ó¯˜Ó˛˜¯¸Ó¯ı¸ıı˜˜¸¯ÓÓ˜ı˜ı¸ÌÓ˜Ó˜ı˜ıÛıı˛˜ˇı@Û¯˜ıı”ÌÚÂııfiıı‚·ËıÂÛı¸˜˜Í˜˜ÓÚıÛ˜ÓÓ˚˜ı–ı¸ı˜ıÛ˜ˆı‰·˚ıfiıı¯Ó¸Û¸ÛÛ¸ıı²ıˆ‰ı˜˜ı¸–ıÛıÒˆıÛ˜˜ı˜ı¸ı¯¯˚fiÛ˛˜
  22986. Ú¯ı¸˘Ûı˜ı¸¸˛‚˘۸¯˜¯˜¯ıı¸ıı˛¸/fiı¸“”˜‰⁄ı˘Û‰Òı˚¯¸ı˘ı˜ı˝ı””̂¸˘ı˜ıı¸ÛÛ¸˜˚ÓÓ“ı“‰˛ı2–˜ÓÓıı˜ı˜ˆΩfiı¸ıΩ˜ı‰˜ÍıÛfi⁄Ÿı˜˜Û˚˚”˜˜ı¸Ûı˜‚ˆÂı˜¸ı¸¸Û½ım˜Ë˜Û˜‰“‚ıı‚˚˜ıı¯˜‰ıÛ˜”˘¸¸Ω˜ı˜˜Âfi˜œ˚͘˘˚ı˘˜”ˆıÛ”fiøııø¸ı˜˜ıı¸Ωı¸fi˜”fi˚˜‰Ë˜øı”¯¸ıı˜˜ıÂÛ‰ıı”¸”ıı˜˘¸ıÓÚ˜Ó˜˜˝‚ı† ˆ˝ı ¸““ıÛıΩˆ‰˜ıı”˛ıW”Ú̘ı‰ı¸–fi˜fiÓ˜ÛÂÛ˚˜ıˆı¸ıÂıı”ˆ˙Ò˜ÓÓı‚ı¸‚ÿı¸ıÂÛÛΩ‚˜¸ı˜˜˚ı¸§ËÂıfi˜ÚÌfiÛıı¸ıÛÛfiÓı˜ı¸Ûıı˜Ω˜˜˝¸ÛˆÿË˙˘˜¯‰Õøı‚“¸ı¸ı¸øı˛”Ë̉˜ıøı‚”˜”¯¯˜”¸ııΩııÛ²ı3–¸ıı¸ΩŒ∏˜‚ˆÛøı“ËÏ·Ì˚Óı‰◊Ûıˆfi¸Ω˜“ıÛı‰”‰Ÿ˜ıÛı¸Û¸”¯ı¸ıfi˛ı    Âı¸ıı–ÛııÛ˛ı$¸“à÷∏˘ı‚À˜∏˙Ë˚˜ıËœ“˜‰”ı“⁄˜¸¸ø“”‰Ó˜Û˛ıfi”fi˚–ı“˛ı˛˜ˇ¸,øıı˜ı¸˜¸ı““‰‚∏§‚‚‰…∏‚˙˚˜˚Ú¸fi‰““”‰˜ıˆ”øı¸ı–ÍÌfi˛ıÓˆ‰”˛ı+˜ı”˜‰Ë̔”fi˜”ıı–ıı˜˜¸˜ˆ÷ÿ Ì‰Ú˚˜˜˚˚¸ı‰ıfi˜‚ıø˛ıˇ”ˇıfi‰“Ω‰”˜fifiıÛııÛ¸˛ı`ˈıı¸ıı–ıfi¯˘ÛÂı”Ω¸Ω‚∏‚”˚ÌııÓ˜˚˜ııFı˜‚”Û¸ı”fi˜ıÛı͘ıfi˜fifi˜fiıÛııøø¸¸‰œ˜˜¸ÂÂıøııÛıÛ–ı˜”¸””“˜Ó˘˜Ò˚˜˜ıı$
  22987.        tile $00001000&≠º§‚ˆııfi‰€Ó⁄‰”⁄Ÿ±⁄±±””ı‚fiıÓÊÍÒÍÓ◊·ÚÒ¯Ò˛Ó    ˘¯ı–ÒÚı¯ÓÓ˛¯o–ıÓÚ˘¯˜˘˘◊‚”ı“˜¸¯ÛÓœÿª‚ÛÍ⁄ÒÍ≠ü˸”‚ı”ÓŸÓÚ˚ÓÀ«„„ÓÊÓÚʯ¯Í–˜ÓÓÍÓÚÓ˜Óı–ÓÓfiı¯ıÛ‰”Ω¸‚Ëı¯–Ò€‰π÷˜¸⁄Ëǧ±±Ωı˜§Ófi⁄ÍÓÚfi–ŸŸÒÚÊ˛ÚÓÚŸ¯¯ÚÒÓ‰œŸÓ˜ÿ˜˛ı3–Âıı”ÛÂø‚ÒÍıfi—Ÿ”Íÿ◊ıŸ…fifiÌfiı”fiŸ⁄–⁄ʯӯ–ıÊ⁄„ÓÒÓÍ€ÚÚ–ÛͲÓi¯ÌÌfi‘·˘ı”ıÛı“‰˜ı˜˜œÚfiœŸŸÓ””Ÿfi„ü„͉”‚‚‰‰§fiÌÊÍÊÓı”˜ÊÙÚÚ˜ıfiÓÓ¯˝fi⁄ÚÍ˚Í–”¬·ı–˜fi‰”˜€ÿ‚‰‚ÌÚ‰œÀŸÓ¯Íœ”⁄¬…Ì⁄œ˚“ŸÍfi–fi˝Ó@¯⁄€fiÿÿÓ¸ıfiÓÚ͢¯ŸÚÍÒÚ˘fiÒ⁄ıı˜””fifiÓŸËøªŸÌ”Í„ŸÚÍıı”æ¬≠ŸŸ∑ŸΩœŸ˜–ı¯Í˜Ífi˛ÓFfi‚ııÛ”ÚÓ˚Í–€Ó¯ÓÚ˜ıÍÓÓ””ııfi‰†Ì⁄˜ØØ€”‰€ŸÒÓı†§ŸíÀ…±´î§ À€ÌıÍÓfiœ⁄Ífi€ııΩË“”˜˛Ó˘fiÓÍ˚·Ó–ı‰œ”˜ΩÂı˜⁄Ÿœ€±¬Àı”Ÿ›Ò˛Ó~fi€±€æÀ“Àÿ∞§†∞€fi⁄‰‰±Ÿfi¯fiøm࣠‚‚˜Í˜–ÓfiÓŸœfi€ †∞´ˆÂı–⁄⁄fifiŸ≠⁄fi–œ¬„Ù˚fiıœÃ⁄⁄À“úŸ∞”Ωõ∞ı‰€‰Ó€ıø˜”ÆöªººË˚˜Í‰Ó”fi‚Ó˚‰±‚q¸”“⁄ÓfiÊ„ÓÓ‰ıŸŸflÒ~¯–fiÓæ∞π⁄◊õŸ§Ωuúı”‰fi”ıÓ”ı‰ÆmØŸ⁄Ó⁄‚fi“ͯ‰⁄ÌÍ”⁄úƨ“ı–̉ŸÓÍÓÀÿÓıfiÓ«≈˚ÓӀ̀¬ŸîΔ§Ë†ä∞–‚‰ıÛø“‚ˆ˜‚œ“Ì⁄‰‰fi‰‰Ófi–“Ó””∞ “mıı”˜⁄‚‰€ÓÈ—ŸÍııÓØ~p›ÓÍfifiÓ„ÿ¬ØÌ⁄†fi”ıÌ ”¸”몌⁄“ ∞ŸÊÓÚ”“∞‚ÓÓ˘¯˜fi±¨§ıÂÛı–Ì⁄œ€Ó„„ÓÌfiıŸÀzßÓ¯”fiÊŸÓÓÀŸ∞‚ÿ‚”“◊ŸıΩnà  “º±„ÍfiÓfiŸŸ˜‰Ó¯¯˘fiÓ⁄“fi”˜‰⁄‚fiÊÓfi˘Ó⁄ÓŸ~Ÿ⁄≈ÿıfiŸ⁄ŸÍÇͪ¨ ÿ⁄ŸÍ‰⁄”ÛΩ∞”‚‚⁄‰€‰¯fi⁄∫‰ı¯ÓÓ˜ı–˜ÓÌ˜Â˘fi͘œæ‰ÊÓͯÓÚÓ⁄ÌÍÀŸ–‰ÀÍÓÓ¯∞Ø‚†Ÿ‰Ú⁄øıfi†”†“”Ç“fi˜˜fi‰⁄„ıÛ–˜Ó˘¯ı˘ÓÚfi˘fi”ııfiÌŸÚÚÊÓÍÊÓ.Ú„ÚfiÓfifi‰¸ÓÓͻ؆fiÿ·ÌÓı–fi⁄““˜ıÛıŸ⁄Ífi€ÓÓ˘–¸˝˜ıı¯–ͲÓ˜ÓıÛfi‰ÓÓ„ŸÓÓÊ⁄Ú„⁄˘¯‰fiı–˛Ó~œÒ‰⁄∞·Ò˜˜ıı†ı‰˚Ûø”‚Ó‰fiÍÓÓ¯˘¸¯ı˜¯fi¯ıÍÚ⁄Í–ıı˜ÍfiÓÀ…ÀÚÓ⁄ÒÚÚÍ͘ıÓ˜Ó͘ıı–ıfiœÒı¸–fi∞⁄˚ˆΩıÛ¸Ó˜ıÍÚÍıÛıı¯˜¯fiıfi€Ó˜–ı‰fiÓ€€Ó„¬„ı¯Ó⁄ÒÓŸÓÛ˜˜ı∞I˜Û–ı––‰∏÷˜¸fiÓÒ⁄œÙÿ¸ÂÂı‰˜fiÍÓ–˝˝ı˘Í˜ııÛÛfi⁄Ó¯˜ÛÓ…ÚÓ⁄Ÿ—Ê͘ÊÒÓ⁄Òı–¯˜⁄Ó¸¸ÛÛø…öª÷˛˜fiÌÌ⁄‰¸‰‚˜˜ı˘ı˜˘˝Ó˜˝Ó1ÛÂı⁄Ú͔ۜŸ˜Ó⁄¯⁄…ÊÚ⁄⁄ÚÓ⁄ÚıÍÌÓ˜˘¸ıÛø•iëπ˚fi˜ÍÍœÓfiı“ÿ“˛ıqÛÁ¯¯Á¯˚˜Ó¯Óı‰ıfiÓÍ“ıı‰ıı˚˘¯„„⁄⁄ÊÓ¯¯ÚÓfiÚʘۖÌÓ‰”†⁄⁄̘ÌÓı͘fi˜ı‰˜¸”˚Û˝˘¯ÛÛ¯ı¯ıfiıÛÛı˚ıfi‰ı”ıÛ˜Ó˘Í…⁄Íʯ–Ûı€ÓÊÓÓı˝œÿ±Ìæ“”œ˛Ó"¯ıÓÓ¯”ı˜Ωı“”ÛÛ¯ı˝˘˘ı¯¯fiÛ”ıÓıÌ⁄‰”‰˜ı˛Ó Ê„ʯÊÓ¯ı¯Ó˜¯Í‰⁄  Óıfiı˘ÍÓÓ˜¯ı˜Ó¯˜ı˛˜.ı̉ۖıÁ˝¸˘˜ı˘ı¸ÛııÓÓ˜fiı“¯ÍÊ͢ÊÍÍÊÊÚ̘¯ÓÚfiœç}§ı¸˛ıGfiÍ˚¯˘˘ı¯ı¯ıı˜ııÓ–˘˘˝Û˘˘ıÍı¯ıÂııÒÓı⁄fifiÓÍÓÊÓ¯ÊÓÊÒÓ¯˜ıÍÚfifi‰†ŸË–˜Ó˜ı–ÍıÛÛ¯Ó˛ıÛı˜ıÇÍÓı˘ı˘˘¯˘ÓÓfi‰“ËıÊÚfi˚˚˝ÓÚÍÓÚÓ¯ÍÓ¯ı˘Ó˚͘–Ç÷«¸ı„˜Û˝”˛ı˚Ú˝ıÛ˜ıı§§Í”ı˘˝ı˘¯Ó¯fi”“¸–fi˜˛Ó¯fiÓÓııÓÚÓ˛¯˘˝˜⁄ÚÓÓ–œÿ‚ıÌÛıͲı¸ø˜˛ı+”ı¯˚”‰œ”fiÛ–¸¯Í˘¯ıı”‚ı˜˘˘˜¯fi¯¯fi–˘¸˜¯¯˘Ó¯˝˘˘Ó⁄˝Ó‰Ófiııfi⁄˜–Û˜øΩ˜”ı¯˜˜˚‰“ ”øÛıı˛¯–¯Û¸”ı¯˜¯¯ı˘ıfi–˛ı7˜ı¸¯ÓÚ˘˜ı˘ÓÒÓÓ˜ıı˘Û–‰Ófiıø“ËËıÛı¯Ó¯‰”ÍŒ‚ı––”Í–˘ıÓÛ˝˝Âı¯Ó¯˛ı͉ı¸ıÛ˜–˛Ú ¯ı¯ııÓÓ¯–¸˘˘˛ıˇÓ0˘¸–“‡ı˝ııÓfi˜Ó‚‚§fi˜Â–˜¯˘˘Ó¸Â¸Û¸–¯Óı˘˜Ífi‰‰ı¸˜˘ÓÊıı˝˛ıÛıı¸˘fiı˘ÛÁ–Ó¯ı–˜Òı¸˘˛ı“⁄Ì⁄‰ııÛ¢ÓÍı˜¯¯˜˛ı1Ó¯¯˘˘˚¯ı‰ıı˜¯˘¯ı˝˝Û¸ÛÂÛÛ–ı˜˚Óı˝Ûfi˜˘ıÓÚÓ¯¸¯¯ıӂ̉fiı˝Ûı”ıͯÍı‚ÛÛÚfi¯˘Â¯‰fi‰ı”“ÓıÓ˜¸Â˝˜˛ı'۸͘ÚÒfiÛı˜Óıı˜ıÓÓ˘˘–ı˚˜‰fiı˜Ëfi¸–ÛfiÓÓı˜Ó˚ı˝˜0ıÛ–ÓÓfi”⁄ı–¯˜˜¯¸ÛÛ¸˜¸¸øıÌfiı¸˜‰ı˜ı‰˜¯¯ÒÚı˘ıfifi¸ııÊŸÌ˛ı2˜“˜–ı–ı˜˚˜ÚÚ˘˘¯ÓÓfiıË‚‰¯˜˜˘¸˘˝ı˜ÛÂÂıËÌÓ‰Ú˜ı¸˜˚fiıı¯Ó˜˛ı˜˛ıKfiÓŸÍı‚‰øÂÂÛÛfiÛ˜˜„Ò¸¯¯–¯˜ıÓ⁄Ò˜ÓÒ˜fiÌı¸ÚÚ˜ıfi‚Ÿ̈˜øÂı˜¸–¯ı˜¯˘˘¯Ó˚–ı¯ÍÓÓı‚⁄˚ÂÂı¸˝ıˇ˜(–Û–˜⁄¯Íı¯Ó¯˜Ëˆ˜Ì˜fi¯˚Ì˚–ıŸ‚˜‰Ω˜˜ıı˘”‰Ó˘Ûı˛Ú!fiı¯¯˜ÓÂÂı€¸Û̉˜¸ıı¯ÚÓ˜ÛıÒı˜–ıfiÒË˜Ó˛˜    ˆÛ˜€˚Û†‰ı˛˜<‚ı¸”‚‰ÓÓ˜¸¯Ú¯ı¸Ó„„ÒÿË̘˜Ó“̘ıı˚˚˘˜Íı¸ı˚fiıÓ˜fiËËı¸˜ÿ˘ۉ˜ÛÛfiÌ‚˝˜~¸Ûı“fi”‰¯˝fiËı˘˘fiÒ„Ì⁄÷√ÿ˘˜ÓË˚ı¸¯ı¸¯ı˝ıı‰˜¸˜Ì‰˜˜Ûıı˜⁄ Ì˜‰fi‚§ª⁄‰”ø“ı¸Ωı§À‰Ú˜˝˘˚Ó˝Û¯˜ı¯ıÓÒı¯ıfifiÓ˜¸Û˝ı˜Û˝ı˜¸‰ı”Ó”˜ˆ¸ÁÂø“§˜‚◊§‚⁄îπıı˜ı˜ıΩ““‰Û˛ı˘ıÚ˜ÂÛÒËıı⁄‰ıÛ¸‰fifiÓıÛÛ˛¯"ı¸˜¸‰˜Ûıı‰˚¸ÂÂı”  § ‰ıΩ∞…˜–˜Ó˘ÂıΩÛ˛ı˜ıÛ¯¯¸˝˜›⁄˜˜¸Âø˜ıÛı⁄‰ıÌËÒÚıÛ¯˛ıT¸ı˜˜¸ı˚˜ÂΩÆzm§Ì–øΩ“”ı–˜Íı¸˚ıÛ˜ı“̘¸¸˘˚˘Û‚π‰ı¸Â¸ıı½fi”‚◊„ËÙ˜¸¸¯ÂË ı˜‚ıˆ˚˙Ω”“£n”˚ı˘øÛ¸¯˝ı-øı¸ÛΩıfi⁄Ù–ıı˚ÚÛ˘˚ˆııÂÛ¸ıÛÂÂ∞À”¯Ò„˜˚˜˜øŒΔ“–¸”˙ˆ˛˜ˇ“~ ˜”˜fi¸ÛÛı¯–ÛıÓfiÛı˜fiı”ÓÛø“fi˚Ó‰ı˜˙ı¸¸Â˜ˆÛ¸ ÿ˜”˙„˜˚Ÿ¯ı‰πŸıı”ÿ˚ııÓœÿ®§ı˜˜ıı¸ÂıÛÛı˜˜ıÛfiœıÂıı˘ıÓ˜Ó˚˜¸‡÷¸˝Â‚˙¸˜‰Ì˜ÌËÿ˚Ó—Ó˜‰‰‚‰˜–ı˜¸ıÒÌÌ˙∏“ı˜˜˘Â¸¸Â˝ıı˜¯ı˜Ì‰˝Â˛ıa˜¯Ú˜fi˜‡ˆ¸ı˙˜¸”‰ÌıˆÌ·Ú˚ÚÒÚ˚†fiÓ˜Ûı˜¸ÛÌÌÚ”˜¸˜ÓÚı˝˜˜Û¸ı˜¯ı͘˚˘ıı¯¯¸¯ÚÚ˚¸Û⁄‡∏‚ˆ˜˚ıˆ‰ı̉‚˚ÓÒ˙Ó˚˚ıfi˚ıı˚˛ı*˜Ú˜”¸ÂËÔÌÛÛıˆ˜“¸˝ı¯¯–˜‰‚˙˜Ó˜˜Í˜˜˚Ωë‚£‡˜“˙ı˚˛ı~Û˜ıÛ˚Ú¯ÒÌÛı˜Ë˜˚˜ı˜˜Ó¯˜ı”·fl˚Â–Ë‰Ó¸Û˝˜ıÛfi˚Ì·Ú˜˚¯˜¯Ó‰ııπ´‚∏ˆÌÓ˜¸¸˝Ûı¸ı˚˚Ì˘˝¸ı˜ı˜‚ıˆ˜¯Ó¯˜ıı§Δ»˘‰⁄ı”˚Óı¯¯ı‰ıø·˙˜˜ı˚Ó¯¯øF£Æ‰ŸÒ‰ÌıÛÂJ¸ı˚˚˜ı˜˜˚Ò¯ÂÛÛı˜ˆˆ“˚˚¯¸˜ıı•Ì„˜Ë⁄fi¯˚˚Ó¸ı‰˚”¸Ï˙ı¸ıÓ˚¯¯ø•à†”‚€˜fi¸ıÂΩ‰˚ÓÚ˜ı–¯Ò˙˛ı~ø˜ı∏ËıÓ¸ı¯ÛÛœ‚fiÓfi–˜ÚÍÓ‰ÛÛ˜fi˜Óÿ·˜ıÛıÚژŸä§o“‚‚Ó¸¸ıË˚¯ÒÙ˜˝˘ÓÙÒıı˜ıF¸“¸¸ııÚıfi”Ó”ıÍı¯ÓÍÚ˜ı‰ÛÂÛœŸË˜˜¸˘˚Ò¯ı§‚'∏”‚⁄˜§¸Ω÷ÏÓÓ¯ÒŸ˜˘¸Ó˙˜Û¸ˆ˜˝Âıı˜¯Ò¯¸Û˛ı~Ûı–¯ÊÒÍ˘ÓˆÛ˝“±ÌÓ˚˜˘˜ÚÓ˜–†`‚øΩ˜fi‚ˆ∏◊˚ıÛıÊÚÓıÛÛÓÒÂÂ∏˜Â¸ı˜Ó˜Ó˘ÛıÂıı˝ı˘˘¯Í˜ı‰„ˆıÓÌıfi˚˜¯ıÚÓ¸”“äĸı¸Ω”Ω˜Ω˜‚˜˜ı˜‰˜ı˝˝˜˝ı‚‰‚˜¸Ó˜¯¯˝Ûı¸ı˜Û˝˘ıÍı˘ııfi˚Ì˚Û²ı~”¸˜Ó˜”‚£”˜”£‚‚”˜◊˚ÛÛ”fi̘ı˜ÛÂı⁄˚fi¸⁄˯¯˘˝Ûı¯˜Ì¯ıı¯˚fi˝Â¸Ûı◊¸ÛıÛÛ˜ı˘‰Ì“∞ö‚˜Ω§˜ÿ˜Â¸¸mœıÂÂı˜”ı˜¸¸˜Ò‰Â‰»Ú¯ÓıÁ˝¸ı˚Óı˜˘ÍÓ¯ı˜˜ıø‰◊÷ˆ¸Âm¸”ı‚Ìœ”‚ §Ë‚˝˝‚˜ıFÛΩ˜ÿ̸Ωø”‰ÂÛ˚ÓıÛ˝˜ŸÚ˚ÍÓ˝˘ÛÛ˜˜ıÂı˘¯Í¯¯ı¸øııËˈ˜”ı”˜º±ø”““‚‚¸Á˜‰¸Â˜˜Û‰ ı¸Â  ˝˝˜˚ıı˝˜ııÓı˘ı˝ı¸Í˝ı9˚ͯı˝¸˜Ω˜¸Û¸‚›‡ıΩÓ∞Ÿ–Ω†“‚Ëı˝Ì˜Â¸ı¸Â–Ú‰ı” “ø˝¸Ó˚˜Â˜ÂÛ˜ı˝¸˝˝˝ı˘˚›„˚˚ııÓ˚‰Ç¸Âøˆ÷∏ıœfi€Í“ §Ω‰ı˝$
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  22995.        tile $00000FF4%ı¸ÂıË“¸ø¸”ıΩ˜”“†§fi˜ı”ıøfi‚¸ø‰˜ıÛÛıfiÛÛı¸˛ı‚ıı¸”¸˛ı¸ı‰”ıfi”Ûı‚˜–ÛÛ˜”¸¸˛˜¸”‰Ωıø¸”“‰fiΩıˆ”¸§‚øı‰˜øÛ˛ı:Û””¸‰‚ı˜ıÛıfiıøıøøı˜ı‰ııÂıfiıÛ–ııËË””¸“Ωı˜¸F¸¸˜§‚“ı¸˜π“˜⁄¸”ı˜˚ıˆ‚ø““ı˜ΩıÛøı”øıÂÛ–ø˝ıˇ˜~“˜ıfi˜Ì˜ˆıÂË˜Ω“¸ıøΩΩœË‰Ω““∏‚Ω§ı“˜‚¸Ωı”¸ıø¸§“‚ÌΩıı–ı˜ı˜‰–¸Ûı˜ı‰Ì‰§§fi˜˜‰fiˆÂ˜“ø”Ë“˜¸”fi‚‚Ω§ëF¸Ω˜ıı∏⁄ ı¸§ı¸øıFΩ“Ω†“Ω‰¸Âø””fiÓıı–øıÂıÌ‚˛‰{”fiı˜fiı‚ΩÂF˜ˆ“Ω§ “””HÑÄøΩ§Ω˜Ën‚ΩΩ‚¸øı‚øFΩı¸”∏ ÂÂÛ˜“ı”ııÂÂÛÛı““”ΩfiıÌfi˜ıı˜“ÂÂø˜Ë‚“‰–F§?F¸ΩΩm◊§∏““fi†¸ı˜Ωø“†Âøı∏⁄Ǹø”ıøı”“¸ø“ıˆ˚˛ıA”ı˘fi”¸“‚¸¸˜ ¢∑†“Ω¸§HFÄ““F⁄¡⁄∞“†˜Ω”Ω¸Â”§“Ω˜“ˆ““ËΩ”¸øø  Ω¸Ωø˜‚˜ıı¸ı˛fi_ıfi‰§FıΩë}öÄ‚ §“øøÄËé§Ω‚“ˆ”ı”ˉ¸ø–“Ω“ı˜ı””“Ÿ”¸øııÆëø¸ø¸”“¸Ωıı˜fiı”fi‰Óı”ıˆn§Ç“£ Ä“¸ΩŒ¢§“ë÷ÆF¸fi⁄˜ı¸˛ı~˜–ıı¸ıˆ “”˜˜Ω‚ “ø¸ÂΩ‚““˜§‰“‰“˜“¸˜ıΩΩFF§“§Ω†ΩΩªπΩ”lì>“ΩΩ‚ΩÂΩøø˜”ıfi¸ıÛ˜ˆ”ıΩ˜Ω”§ı”Ωø¸‚¸Âı”ΩËŸ§‚“‰‚ı”˜Ω˜ΩΩ§§ΩıÛm‚ Ï˜¸‚>HmΩ¸‰˜Â¸Ûø ı˜ııø¸˜˜”¸Â”˛“~ø”ΩÂø“Ω†˜ıøı“˜”§≠£Ωˆ˜ııF§nn£ΩFË‚Ω˙‚“ë“ÄΩ¸¸‰‚§Ω¸ıÛ˜˜Â¸ıı˜¸¸Âˆ˜“˸Ωı¸Ä§Ωˆ˜“¸ÛøıΩªàmı‰˜˜¸øõ?Ü ¸“ΩΩ¸“ˆ‡‚£‚¸§Ωˆ”‚ˆø¸ø¸øı¸Â¸¸ΩıÂ§Ω“kë”ø“” πΩ‰“ Fı¸Û“…•“§“‚˜Â“‚£oø¸ı“Ω“‚ˆ‚‰’£“‚”˚˜””ı¸ı¸ıÂı”¸ø¸¸‚Âø†“∏§¸Ω“ëÜΩ˜“Ω”˜‰ˆ∏œm∏Ë“ ı¸‰“ΩøÂıF¸ı“ˆˆ˚fi˙π‚“ı˜˛ıˇÛxfi“ıÛ”ı¸ı¸ΩÄF¸”“∞§Äø–‰Ωø‰†ÂıÂÌË‚“⁄Æ“‚˸¸“‰˜Âı¸ÛıΩ˜˜ı˜˜œË‚ı¸”¸ıı¸˜‰Ω”ı¸““øıΩ“†ÄΩÛ”øø“ı¸Ωı¸ı¸§”‚‰ı””ı”˜ˆı¸ı¸ˆı˜Ó˜˜Ë‚˚ı ¸ıı“”ı˜˜“FÂΩ˛“*F¸ı“¸øΩøÂÛ˜‰“¸ı”ˆ˜˜Ûı˜“˙ˆÌ€¸Û˜”˘Ë˜˜¯ıˆ‚÷ˆ˛ı~¸”ı–¸–¸ı“˜F‚Ω¸Ω“Ωo†Â¸“ÛøΩΩı½ÂıÓ¯–¸˜˜”˜ÛıfiÓ¬Ÿ˜ııfi̘ı˜˜ı˜ıF˜˙Œ¸ÂıÛ˜Ωı¸ÂÂıΩıøÇ‚t”Fø§møø¸ø¸Äøø½˝ı˜‰ıÛ””ııÂfi˜‚◊Ÿ–ø”˜“ıı˚˜ıfi˜”˜ë∏ı¸˜Ó˜ıı¸Û˜””¸¸o†ΩΩ†Ω†ÂÂÁ¸ÄΩ˛Â˝ÁııÓ˛ıˇ˜
  22996. ıÛ˜Ò⁄⁄‰ıı§˜˛ı~§‚Ûı”ı§‚‚¸Âıı˜”ıı˜ı¸fi‰‚dž§§ÇF†ú†JħÄø‰˜¸ø˚˜˜ı”‚ˆ˜˜ÓÚËŸ˜Ωı̘˜”˚⁄‚˜˜ı”““½ı¸–Âı¸ı¸¸ıfi‰”ë~goøÇ ‚mm§FÂø“‚“ΩËÿ‰”˜‚nΩ˜˚˜˜˚Ò˜ø˜Ìı¸˜
  22997. ”“Ӡ̘ıÛÛı²ıÛ˘˛ıøı˜‚fi“ÜKNNXø†iFtnÇÂΩ˛ı~“˚Ò“”Ω∏ ¸Û˜Ó˚˚ËıÂı˙‚Ω‚“fi”ı”ıÛÛ¸˜˘ı˜ıÛ¸˜¸ı¸¸”˜fi”§Ä3: WYgtÇ”Ω˜†ÂÂıÓ‰ı“n∂nFı˚ÓÓÌ ˆııËÿÌ‚§fi–ÛÛıÛÛıÌı˝fi˜˘˘Ó¸ÛÛ¸fi˚Ë”øX"5ëÄÄ“”ø§“ˇÂ ‚‰Ω£Ñ}˜ııÒÓ˚˜Ì‚ı”Ë π‚†ı¸ÂÛ˜ıÂÛıÛÛ˛ıˇ˜ˇı,Ûı˚ˉı–Fo 45+ëmFımˆF¸ΩÓ‚§πAm“ΩÛÏÿ˚”‰ˆ¸˜œ“⁄§˛ı5˝Â˜˜ııÛΩ˜ıÂÛıı–ˆ¸ıı”Ω”¸øÄY •”øË∏˜FF‰”ëf'”ıøıË◊Ò‰‚˛ø˜†Ÿ∞ı۸¸¸“ı¸ı”˜˛ÂˇıBÛøıÛıı¸ΩøøY
  22998.     DX†Fø‚lËΩ‰˜ëà£F–¸ııˆÀË‚¸¸ı˜†ë‚”ı–””¸ø”””ıˆ§˜Â˜”ÛÂÛ˛Â/ø˜øFRX†§¸ÂÄmF“ Ünn§ı”ıÌıËŸ††‚‚“”“”ı”ı˜ Ë‚˜˛ıHΩ˜Ë§Â”ı¸Û¸ÛÂÂÛ¸øıti" m†§FÂÂÛ§£}nÜ †ˆ˜‰¸‚ÿÌıΩ∞œ”‰˜ııfifi§§m‚ıÛ¸”Ω”øÛ˜ø¸¸¸ı%ø¸”†XUW3Oo†‚mFΩΩ§õÜÜöƧ“”˜  ÓŸ”øfi“Ωı˛‰/ı””Ω§“Ω˜”‰‚“Ûı˜¸ÂÛ–Û˜˜”Âø⁄§øÄiRNmtımŒ““‚†öÜmm§†˛“[ઔʀıfi˜ıø”‰Ófi˜ıøı‚듉”Ωfiø˘˜ıÛ˜fi–”ıÂÂı†˜”“§mmtΩø”§”‰mtöÆn“øø”ıΩgnøfi⁄˜fi“ı”¸ıŸÌÍıøıΩ“‚§”ı˜ıÛfi˛ı/fiı”Í€–Âı”‚‚ø¸t“†Ωø–”ı”‚§Æo‚“”fiıΩ¸‚§ΩΩÍÓ͉–“Ωø˚‰–˛ı‰“ö ”˛ıRÛııøıfiÛ˘˜€ı˘§œ§R§o§Ω”¸ÛÛø§‚ ⁄“§‰Ë‚fi‰¸Ω“§”˜Ó˜˜œ””‚Ÿfiı””–⁄⁄∞‚”ÛÂÛı˜ı˝Û”fi––fi––ı“•£n§§˛“4”ıøÛ‰Ω “”Ë⁄⁄†Óˆø“∏‚⁄«„fiŸ“ı‰ŸÓfiı‰¯ıͧ†ÛÂÁı‚ıÂÛÂÛı˘˘Ó¯˛–3”ΩΩøı†§‚ “”§˜ı˜ıÛ‚∏‰fi“ı¸Â¸«ª˜π›‚⁄“˜ΩıÓfi”ŸÍΩ–˜”ÂÛ¸¸˜¸˛ÛV˝Û˘–ÍÍÓÛı””¸Â”œfio §fi‚””fi“˜‰Ìfi§‰fiı  ıÛ“∏Ì”‰˜fi€‰fiœÍÍı“¸ø¸Ó“øø”ı˘ÁÛÛ˘–ıfi¸fi‚Ë”ø”⁄∞‚‚£ “ı”˝˜˸”Ó˜ıÛÂı˜¸¸˜Ì‰ı‚˚‰Ó˜˛Ífi‰§‰“Û”øıÛ¸˜Û˝˘˘Û˛ıÛı“‰˚ıı⁄oΩoº “Û˛ı”ˆ¡“¸–ı¸Û¸Ω¸”“˜ı˜œ‰¯˜˘–˘fifiııˆ‚¸˛ınÛÂÛÛ˝fiÍ–ıı˘¸–̧fiı“”ıœ “”øÛı¸ı”“÷‚¸ÂÂı“ Ω¸“˜ΩΩı‰˜ı¯ÛÂÛ¯fiı”ıı˜Ì˜ııÛÛıÛıfifiøÛ¸–¸fiÓ¸ÛfiÛ”∞“øı–ÂÛ“ ·ˆ◊m¸ıÛıÂı£§¸ı˜øÛ˜˛ı ˜ı˝ıfiıÛÛıΩ˙Ù‰˛ıÛıÛ˘–ı”ı¯ı˘˚·‚¸ÛÛ”œ“–˜ıÛÛ§ ◊Ìÿ˙˜˛ı]¸øÖào˜”ıΩˆ”Âıˆ˜˝ı¸–Û˘‰ıÌ ˚˜˜¸ÂÛÛfi‰˜ı”˜ı¸ı˚˚–˝Ûı˜ ı–ı˘˘“ÌÿÒË„Ìı¸ııÂaz“Ωı¸˜œfi½¸ıı¸–˘ıÛııøıÓÚ˜˚ı˛Û˜fiÛÛfiıfi˝‰ÚÂÁı‰”ı²ı+‰ÌÿÚ˜⁄ˆ“”ıø¸m<븸ø–‰˜ıı¸ÂÛıı¸fiıÛı‰ÌÍÙ‰ÂıÛ–˛Ûj‰ÌÏ“˚˚½ıÍıø¸øı–˜§‚ÚÒ‰⁄“ËŒı˝Ω§Ñnı”˘Û–ı˜˚˜Û˝Û˜ı–˜ıΩı˝ı”ı‰ıÛı–ÛııÛıÒ—⁄˜ÌıÛÛı”ı⁄ËÛ¯‚˚˜⁄Ò◊∏ª‚¸ΩnËFıı–ÛÛıͯ˜Û˛¸Û˜˜”˛ıMÂÛıÍfi‰ÛÂÓ˜˘ÛfiÓӘȷ¯¸”ı˜ı˜fi¸˜£⁄Ó˚˜Ì∏÷∞””ı”“ ‰¸–˜¯ÛÛ˜ı˚˜˝Â¸ø˜˜“˜“ıÂıı˚‰œ˜Û˚ÓÍÛÛ–˛ÓËÓı–ı–Û˜Ò˚∏⁄˜Í˜–‚›¬±‰¸˜ı””˜˛ı Û˝˜˘¸fi˜ÛÛ¸ı””˛ıÛÂı˜ı–ÿ˚¯Ó˜ı–˘¯ÚÓıfiÓ˚¸ı”‚§‚˜¯˜¸‰œ€˜Ó–‰ˆ¸ÂË‚ÛÂıı˯ıı˜ı¸Â¸ı4‰ıÂı˜ÛˆŸ˜ÌÚ˜¯–ÛÓ¯Û˘ıfi¯ÓÓı˜Â¸‚“ıı¯¯ÌÌıÍÓ¯¸fi˜ı÷’˜˝¸fi˜˜˛ı˜ı˜˜Û¸–ıŸı¸ıÁÛ˜‚‰‰˜˜ıÛ–˘˝˛˘ ¯Óıı˜–ı“fifi˜¯fiÓ¯¯Í˜Íıı˜˚Ë›«ıÂÂøı˜˜˛ı‰ËıÛ¸¸fiˉı¸øııÓ˜ııÓÓııÛÛıı˘–Û˛ı˜“”˙̘fi˛ı”Ó¯Ífiııfifi˜·˙¸¸˜¸ÓŸ˜¸ıÛ˚˚¸Û˛ıfiË”ı˚ø˝ıˇ˜]‰“ÛÛıÌıÛ˜ı͘ıı˜ıÿËfi¯¸fi˜˘ıı¯¯ıÂıı–fi˜”fiˆ”˚Úıı–¸ıfiı˝”ı”˜Ì‚”fi˘¯fiı¯˜ı”ıÂı¸ı¸ıÓ̘ӯ˘˜”⁄Òfiı˘˘¯˘˘ı¯Ó¯Û˛ı¯ıÛ˜‚Œ‚˜˘Ó˜¯–ı‰ıÛı¸‰˜ı˚˜˘fi˛¯ı˘ı–ÂÂÛ¸¸˜ı”ıÓ˚˘ıı¯˚Ó˝ı¸¯¯ı¯Ó˝ıRfi¯Â¸””‰Ì˜ÓÚ¯˜†‰‰ÂıÛıΩÛ˘Óı˜Òfiı˘Û¸–¸¸ı¸ÍÓ¯ıÍı¯Ó¸ıfi˘¯˚Ó˘˘¯fiı˘Û˚˚¸fi¸ÂıÿÚıӘ͘ø”¸˜˜˝ı[”ıÛ͘ı˘Û”“ı”¸Â¸˝¸˜˜fi˜Ó–Ú˘–˜˘¯˜Ûı¯Ó¯fiÍı––˘¯Í͘ıÛÛ˜‰Û˘ÓÓıÛı“ı˜ııÓ˚˜øÂÛ¯ÓıÛıŸ“¸˜¸¸Â˜Ҙ˘˜ıÚ¯˘Ífi˛ı˘¯˛ÓÚfifi˚””ıfiıÛ¸Ûı”Ûı˜€ıı–˚ı²˜"ıfifiÛÂfiÓ¯ÂÂΩfiı“‚F¸¸Ûˆ˜˝˘ı͘ı˘ı¯ı¯ÓıͲÓ¯ı‚Ω˛ıK˘ı–ıı˜ÛÛ˘ııfiı“ıÛ¯˚͸ı˜ıÂÓÚ˚Û˝ÛÂÛ”§ı¸Û¸˝ÂÛııͯıͯ˜fiıÍıı˘ÓÓ˜”fi˜ıı¯˜¯ıı”ÌıÛÂÂı‰˝˜#ıfi˜fiÛfi˜ÂÛ¯ÒÓı˘˝Ûıı˜ı˝Â½ıÛıı¯¯ı¯Ó¯ı¸˛ı'¯ÓÍfifi˚”ıı¯ÍfiÛ”˚ı¸Ûı”ÓÒÌıfiıı¯˜ÛÛ”fiÛ˘˜ÓÓ˜Û˛¸˜ı½ı˛Û¸$
  22999.        tile $00001001ı˜Ë“˛ı˝Û˜¯ı‰‚”Âıı˜“‰˜˛ızfi˜‰ıøı˜…ŸÛÛıı‰∞±ª“”˜‰ıŸŸ†fiı”‰Ó‚‚ø˜˚‰ΩF”˜ Ëı¸ı˝Û”ı˜‰˜ıøÛÂø¸ı”ÛÛÓ˜˜Óııøı ‚”˜ı⁄±§ı§ı˜Êfiı⁄⁄˜˜“‚‰fi ∏”ÂıÓ“‚“ı”˙ˆøøÂΩ¸‚ˆ˜”ıÛ“ı¸˝ıÓ͘‰Û¸Ωı˛”o†FΩ∞§“œıÛ˜Óı”ı“fiı‰Ì‚⁄ ‰¸ıfi˜m§fiı‰”ı۸˂˜fi“fiıÛ˜”¸ø¸ıı¸ı¸ıfifiÂıfi¸Ω ”ı‰øı””Ӕ˜̔ıÂıfi”ı⁄…ÿ∏⁄”ııΩ‚“‚fi”˜‰ı˜Ëˆ˜Ω‰˜”Ûı”ıÛ˛ı“˜fifiˆ¯Ûfi˛ıˇ ı˜”ıfiı⁄fi²ı'”ÛÛ¸˜ıœ„⁄…⁄Ω””‰∏ Ì‰ÛıÓfi§Ë“‚˜‰fiıı‰‰fiıÂøı‚˛˜9͉fi˜ıΩ˜‰“˜⁄Ω”‚¯œ⁄“ıøı‚ΩıøııfiŸòü≠ŸÌ˜‰‰˙Ó˚˜”ı†⁄§˜“fi˜”ııfiı¯˜˘˛Ûı–Íı¯˜fiø¸”‰”fiŸıÛ‰ÿœŸŸfiÛø””¸Û˛ı*fiçç∞‚”fiı“⁄‰˜‚ÌıΩ‰Ωı”‰ıfi–Ûı–Ûfi¯¸ÂÛ”˘ııÍÓ⁄‰ı²ıˇ‰~”ı·±Íæ⁄“˜‚”ı˝ıı–”œùfi§‰”‰‰˜˜ıø‰”ıΩıø‰˚ÛıÌ””fiıfi˜øÛııÛııÓÍ⁄ŸfiΩøı¸Ûfi⁄ÓfiÓfi†⁄o§∞“‚–¸–ı‰ı‰§Í œ˜œıfiıÂıı–‰”Û‰‰øÛÒÌı–ı‰Ωıøı˚ı˜–Ûıœ⁄Í””øı–6Û¯fi˘–fiıfi”ΩÇΩÓ˜Ó¯”‰–ı͉Ó̆˚fiıfiÂıΩı‰”¸‰ÓııÓ€ıÛ–fi†˜”‰ŸfiıfiÛ˛”Vı”“”ı”˜˘ıı–fifio∞§†ø∞‰˜fifi˜˜–ΩÓ“Í€‰fiıı¸‰fi”˜ı˜œ¸ı˜fiııøı––Ω”Ì“ı””ıfi†ÍΩıÍ†Ω”œ˜ø˘–˜§§±o“Ω“Ωøfi‰˛ıøfifi–˜Ì⁄ıΩ†⁄‚¸ø˛ı~ø˜œ˜”ı¸Û”˜”ı”Ω˜“‰†œ†Ÿπ§§Æ‚tΩΩ‚•Ûı””“Ω‰Ç“˜Û˜Ó”ÛΩÛı˜–ıÓ⁄–ÿ §††˜øFı¸ø˚fi‰˜øı˜Óı¸Â““† æ†–‰ŸŸ⁄s^n††§“ÂÛΩ“F”˜øΩ”ı‰˜‰¸ıÛ˜‰ı–ıfi¸Ë∞“ΩıΩ”“n§“§ıΩ˜ı”Ú‰”ı”“ΩÄœ§ı˜“†§†õ∞†§†˛øˇ‰
  23000. Ω¸ΩÂÂıfi˜ııΩ˛¸~˜”ıı͆””†§Ω“∏oπmm‚øÛ”fiı”ı”ıΩø“ΩΩ”“”˜⁄”–Ç†Ω”••Çıı‰ıÂFı¸”‚‰–ıøÂøÂøıÛ˘˜”–ø“⁄íúõ‚§oœ“Ω–˜˜˘”ı””fiΩΩ““øÛ” œΩΩ”ø”‰•ΩÛı“˜¸Â¸Â“‚“fiıı˜ˇ¸~ı¸Û¯ø¸ı”“±o§áΩ§∞§†ı˜˜Íı–˜‰“–”“FÂΩ‰⁄”øø§”ı–”ΩøÛΩ˜¸¸ıı““˜‰ı¸Â˜¡“¸ΩııÂÛÛ”fi††æ“ø”†§ ””˜“”Ûıfiı¯ΩøΩ“Ωı“⁄†ø¸”¸ÛÛøı”ıø˜”˜‚”¸”‰–“ ‚Œ“¸˛Â1Û˝ÂÛıfifi†fi†”øø”§”ıΩ–ıΩııÛ–ı”ëÆΩøı†‚”øøÂøıΩ¸ııÂı¸Â“∏˛ı
  23001. fiıΩ‚‚ΩΩ½¸¸˛ÂˇÛıøı–˛”ıø”‚˛fi4”ÂøÛı§ Æ“øøıı†¸ÂÁΩŒ“††ıÂÂıÛ˜ÌıF˘”˜ı“‚ˆ˜Â¸½Âıı¸Â”ı–˛ıpΩø” ‚• ‰ÛÛÂøfi⁄§”ø¸ΩΩƆÂÂJÆF‚‰ıÂÂıı˜Ë¸Âıøıı¸“˙ˆÂ¸Ûı¸¸Ω¸Ûøı”ııÂÂı˜§Ω‰§fi‰‰”ı¸ı””fi””“–“ÆF½ΩΩ‰‚Ω¸¸Âˆ ˜“ı¸ı˘–ø¸˜˜ıı˛¸Z–ǸøÂÂÛı––ı¸““”¢†Ωı”ı–ı‚ıÛı””ı“븽¸¸Âı§˜Û¸˝fi˜Â““¸ııÛ““ı¸¸˜F¸ıΩ“‚§ÂøıøıfiÂø”Ωø¸§˜øÂÛıøıͲ–    Ûø“ä ı˝Áø¸˛ıˇÂ7Ûı˜ı¸¸ÂÁıı“§¸¸Ω‚˜¸øΩΩ§Œ§”ı–ıÂÁø“ı–¸”Ω–˝ÂÛı–ÓÓfiıø–ı”◊◊¸˛ÂG¸F¸Â˝¸fiÛΩı½˘–˘–̧”¸Ωı˜Ω“˜¸–Ω‚“Û–ø½ÂøΩÂø”–¸ıÂÂøøfiÓŸıÂøø¸˜÷‡“¸Â˜ÕŒ“ÂÛ˚¸˛Âˇı~˘¯ı”ς¸ÂΩ§Ω¸”§ˆ”ΩøøÛııÂÁ˜øı”˜ıΩ“FΩøøfiŸÍøıÂΩ¸ı∏Õ‡F˜éà|ÄÁ¸ıı˘Â¸”ıfi˚ı”̈Ω˜ˆΩFø˜⁄§Ω¸ΩıÛÂıÂÁ¸†¸Ω§“ “”‚“ø”fi€–¸§” ‡‚˙FΩ¢“¸ıËÛ˜MŸÓı⁄‚˜ı”ıı“‰Ω¸øÂΩ¸øΩ†Ω–ÛıΩÂÁ“Ω“º§‰ΩΩFøÂΩ–‰fi¸¸øÂÂı‡ƒ‚F§øı˚fiŸÌıËˉ“‚˜“Û¸”Û¸˜øø˛Â:ΩFÂø¸¸ıı˜ÂÂøı“  ‚ıøıøÂøΩ”‰ÍÂÂøıı˜˙‡Â˝Â””ÌÓıøı˜⁄◊“ÂıÛı˜ıÛı˛Â8¸më‚J¸F¸˜F˝Â¸Ω–Ó –ı“‰FøΩΩ”œfiøÂım‚Âø½˝F¸˚ı”œΩÛø¸†“øÛıÛÛ˝ı.§ÂÂøë÷ÆŒπà‚Áøm˜ÂÁÂøˆ‚Óœ””†ıF††ΩÇ”ΩÂÁ ∏Ω”øÁ¸¸Û‚‰˝ıˇø0“Ωı¸˘ÂÛ˘˜˜ıëJml“Fħn´}(§“ÄF½FÌ‚‚Ÿ“†∞ÇøFFÇÇtPPħ•˛ıÂÁ˝ı‰˚–––¯ı”“”Û˝ÂÛ˘ıı¸£˛nU“ø¸Ω¸Ämπnë§Â¸ı”†“†œ⁄ †”†Âø/!"Rt“ø¸ııø¸‰‚ÛÛ˘–ı–‰‰Û˝Û¯–˘Âı∞¸ÂøF¸Ω”ΩΩ§øF“¸¸ı ‚ˆ“”øΩút˛”XY
  23002. Yt†Ωøı˜˜ıø˛ıˇÛıÛÂÛ–˜”²ı'–¯†mÄøÂø”ıøΩ Ωˆ“Ω”¸†˜†œ“øøΩΩ–””†* *Y˛”‚fiÛ”‰˜ııÛÛ˘˘˝ÂÛfifiÛı˛Û0˝¯ø‚“øÂÂøfi¸¸§“§¸”ıı‰”ı‰∞ú§ΩıøΩ–†Z"§†”⁄⁄––˘€“–˛ı,¸Û˜˜ıı–ÂıÛÛ¸Á¸””†¸øÂıı”ΩFÄÄF”¸øı–”ÍØ~䧔”fiÛøÁ˛XYPä⁄“⁄–ÛıÍfi–Âıı‰¯Û¯Ó˜Ófi˘˘¸˝ı‰”ıF¸ø¸ı˜”º §“ı“‰ÛÂø–§Ÿ§œ“”ıΩF²ø$Ωá∞†fi“Û–fiœı½øÛ–ı”Ûı͘ı–¸ıı˘˜ı”fi‰fi“²˜a‚“à ı‰‰˜“””–tœ§fiı¸ö®Ω¸F” ‚Ωı–ÂÛ”ÀÓ˘ÂÛÛıÛ¯Ìıøfi–Ûı–˝Û˘ı˜¸–ı”ı½fi‰œ“fi÷nı“†§⁄§œı–ÍÌ‚§“z|“–øı¸”fi“¸Û˝Â˜–˛Û˘”ı²ı~–Û˘ı˘ÁÛıÓ˜˘¸”˜ıÂÂÛıfi˜§ ˜øº…•Ω”Ωı–”œº‚ óPøøı¸øıÂı–¸ıÛÛ–ÛÛ”ııÛÂıı–ıøÛıÛ˝ÛıÓıÛııøıÛı¸ıÛ–œºΩø ª⁄–ÂÛøı”⁄⁄†‚Ÿ”øÛ˜ΩÂøÛÂıı””˜ıÛÛııÓı˘fi¸–ÛÛ˝Â˝Û¸¯˜¯ııÛ¸ø˛ı"–¸˘ÓÌ–”††§fiı˜˜ı”˜§“††ı–ÛfiıÂÛÂı–øıͯ˛Û-ÂÛ”˜øÛfi˚ıÛ˘˝¸ı˘ı˜ı˜fiı˜˜¸¸ø¸¯ı–fi¯Í˜Ífiıı”‚˜”¸§””˛fiˇ˘ifi¯ııfiıÛı––ÛÛÂÂı”fiı”⁄fi˘ı˝ı˜ÛÛ¸ı‰ıı˚˜””ı–¸˘¯–¯Ó–fifi“ΩΩ¸““Û”ıÛ”ı–ÍÓfifi”fi˜ı–˘˘–˘ıÛÛÂıfiÓ”˘‰fi˘ıÛıı˝Â¯ı‰”˘˜ı–¸¸ÛÛı˝¯˘fi˜fi˜Fø‚∏ÛøÛøıı–˛¯"ÓfiÛ”ıı˘ıfiÓ‰øı–ı–˘˜Ûfifiı˘ÛÛıfi¸˜¸ı¸ıı˜˛Û˝¸fi˛¯$–fi¯ıΩ∞‚““‚–˝Ûı̉ı–ÍÚÓͯ˜–˘–ı˜ÓfiÛ–¯fi˘Û˛ı2–˘–Ûı”˜ı¯˘fi†”˜˜”ı½ÛııfiÍııÛÛ˺‚mÛ‰ıÛ¸fiÿ‰–˘Ó̯–Ú⁄ıı¯˛–˛Ífi–ı˘¯Ì˜ı˘ı”fiÓ˜ı˘¸‚““⁄˜˛ı#ÂÛıÛ‚Ìı¸˝ı»œ†ıÂÓ˜˘ÛÛ–ııÛ˘–ı–¯Í˘Íͯ––˝Ó9–˘˘˜ÒÌ˘–˘¯fi˜ÓÚ¯ıŸ ”Ìfiı¸ıÛ¸ıø‰˜fiÂÓ⁄ı”˘–ıÍfiı–ı‰‰ı–“fi––¯–ı¯–˛¯~fiÍÓıı˜˚˚ııͯ–ı–ÓÓ–˘‚§ÛıfifiıÛı˜Û¸ÂÂÛ˜ı”ÓÌ––Û˘ıÓ¯ıœ˜fiııfiøÛ¯fi˘˘–˘–˘–¯Ûfifi˜Ì˚fi¸fiÓ–¯¯˜˜ı˘ı–Ûıøı¯Íı¸ÓıÛ¢˜˜ı”€–ı˘–ıÍ–Û–Û˜‰fiÛ½ÛfiÓ¯˘˘¯Û    ˘¯–˝Âı˚˜¸˘˛fi~ı¯Ó¯–˘””˜˜ı¯˜”˘ÛÛ¸ÛÂı̉”ø‰¯¯˘Û¯¸ÛÂÛÂı˜ıı¸˘ıı˘–ı˘ıfi¯Â˝Û˜˜ÛÛÍ–fiÓ–˘–ıÛø‚ıۘψfifiıfiı˘Û˝¸⁄ı½–fiı˘ÛıÛÛıı¸ıø¸ıÛ˝øı–˘¯¯˜–ııÓ‰ÂÛˆı˘Û¯˘l–ͯÛøı”ı̘¸”Õ·¸ıfiÓıÛı˝–ÓÛÛ˝˘¯¯–ı¯ıÂı‚Fı˜”ıı”ı˘˘¸¯¸ÛÛ⁄ŸΩ¸ıÛ¸˘–Íͯ––ııøı‚”ı˜ÌƒÌı˘¯fiı¸˘ı˜ııÛıfi˜˘–ı¸Âˆ˜Ωı˜ıøÛÂ˛Ûˇ˘
  23003. ˜¸ÁÂıΩ˜”Û˝Û˛˘ˇÍ:ı˜”Û¸¸Ìˆ”ˆ¸›Õıøı˜–ı˘ı¯ııfi‰fiͯı˘Û¸ıˆ§¸Âfifiıı˝ÂıÛÛ¸ˆıÛ–ıÂÛııÛÛ˛˘ˇÍı¯fi˛øˇı‰fi¸‰Õ‰˘˛ı&¯Û˘Ó¯Ó⁄‰”ı––˘Ûı˜Ω¸Â¸ııfi“øÁ¸Û¯˚ıÛ˜Ó¸øı˜˝Ûfi€‰øø˛ı&Âı˜ı˜”¸ŸŸfi˜–ıˆÛ˘˜ÓÓ¯⁄‰øÛııÛı‰ıF˝ÂÛ¸ÂÛ˜–˛Û=fi˜˜˝Û˚¯¸ı”ı¸۸fifi‚”¸†Û˜ÓÛ˜˜Â“‚˜˜ıı˜fi¯˘ÍÓ¯‰…⁄Û–fi˝Ú«˜˜Û¸ÂÂÁı“fiÛ˛ı6fiÌÛÁ˜˚Ó˜ıøıÌı¢ÂΩ“ø”øÓıÛıı˜œı͘–¸fiÚ˜˘¯˜fiÛ⁄»‰˝ÂÁÌfl‰ §¸˝˛Âˇı*Ûı˜ıı˜¸˝¯˚Ó”ÂÛ˜ıı¯˘ÛÛø¸ıı¸˘ı˜Ë˚ÛfiÓ˚ËfiÓ‰fifi˛–+fiÓ„ÿÓ˘fiº‰§““¸ˆıÛıÁ˝Í¯˘˜˘¯˜¯˜ÛÁÛÛ¸ı˚͢ı–˝ı˜ı$
  23004.        tile $00000CEEˇıΩÌ‚˛ıˇ¸%Û¸‚÷†fiΩfi”‰ÓÍı§«Ò˚‰ıø”ÌŸ”ıı‰”ıı¸Ëªˆ“fi”˝ı“‰”˚˜˜ıΩ˜¸ø◊Ëı”–”˛–”‚”˜∑Õ˚fi˛ı‰Ì“˜‰˜”˜””ˆË“ıı˛fi”˜“¸ı˛˜ˇ‚ı˜⁄ı²ıˇÛDı–œœΩ“Δ÷“˜ıÛ”Óœ‚Ì“˜‰˜”˜”˜””fi¯Í‰”¸¸”˜ıÌÌı˜‚Ûfi˜ıøÂııÛÛfi˜”¸¸Ω§ƒ÷Ω¸ı˜‰˜˜“˛fi˜ıfi‰†“””fi˜”‰§Âø¸ı›˙ıfi‚ıı˚fi˜¸ıˇ“C§”ø¸Ω∏¢‡”‰ÚÓfi”Ω””ı˜”˜Ó‰fi“fifi‰‰” ÛÛ˜ıË˜˜ÍÛ¸fi¯˜¯ıı”ıı“‚“˜ø˜“∏÷ˆfi˜Ó˜ııΩ˛ı@”“‰”Ωı“”‰œ“Ìı˜Ó˜˜˙‰ı˜ÛÛ˜˚fi¸ı‰⁄˜øø¸““ΩÂø˜‰˜˜¯˜˜“¸˜Ω¸Ω˜fi‚‰”ΩΩ”ı§⁄Ú˚˛˜~ÍÒ̘˜ıı˚˚Óı–ÌÌ‚”ı“£‚˚¸Â˜ÂÁııfiÓÌ”ΩΩ”““‰§œ˜ı”˜“œ⁄fiÒÓ˜–ıÌ˙⁄͉ı˜Ó˚˜¸˜fi–¯”‰‰“fi⁄˜ı¸Âı˜ıÓ‚”¸“˜Ω“‰“⁄“Ωı¸“˜”–‰Ì„‰¸ÓÒˉ”ı˜ËÒ˚͘Óııfi˜”ı”ÏÒ^ı¸ı”˜ıÓË‰Ω‰“¸Ω˜“˜”˜ıΩ‚“”fi–fi˜Ìı˜˚‰Íı–ÌËÓ˜¯¯Í¯ı¯˜ııfiÌfiı¸fi‰Û“⁄†‰§Ω¸ΩΩ†¸ıΩıΩ””ı˜–˝fi⁄¯˜ÚÓı–Ûı◊ÌıÓÓ͸ı˜˚¯ÍÓ˛˜Ó˝ı    fi‰fi”Ω˜“Ω¸Ω˛‰
  23005. “”€fi˘Í¯ı˜ÓÓ˛ıÛ‰Ú‰¯¯Ó¯˘¯¯˘˜˜¯fi˜ÓÓ”‰˛ı–ıΩ˜Ωı”˜”ΩΩÌœ§⁄˛‰ˇı+͘fifi͘˜fiıı‰˚ͯͯıÛ‰˜¯Ì¯ı˜˚‰ıı–ı¯‰˜‰˜ıΩ”“§”ı˛”V˜ıÓfiۘ͘ıfiÚÓ˜–˜ÓÒÚ˘¯Í–Û–⁄‰fifi–ÍÓÓ””˜ıfifiÓfi””ıÂı“”ΩÂø‰Ωø˜˜ıı”˜ı¸ı͘ژÌËÚÒfi¯ÓÍÛÛœŸ””¯¯Ê⁄˚‰‰˝˜~Ω¸ııÂøΩıÛÂı“”Û”‰“m§Ó˜Ûı˜ÚÓı¯˚ÌÌÓÓÚ‰”Ωı‚œıÓ‰ÍÚ⁄fi˘fiÚÓÓı–ıÂÁF”¸Ç¸Ωıı˜ëm§⁄¸øı˜˜ŸÓ˘ııœÌ͘څ´œ“fiıı‰fiıÚÓ–Ûfi˜ı‰”øııÛ˝˝ø”Ûø˜Ç¸◊˙ø“§“¸ı˜E”˜‰fiı˘ı‰fiÍfiºî͘fi“ıı¯–Ófi˘ıfi‰‰”¸–ÛøıFÁ”ı¸”“”˜⁄““‚̧¸˜ıı¯fiıÛ–¯¯ıø⁄âtıfiÌ”˛ı"¯–ı‚fi“†¸Ω”ΩÛÂı¸Áø“¸†‚“ÂıΩ¸ı§‚¸øıÂı‰˛ı fi˜ı˜‚r⁄”Ó˜ı¯fi˛ı!Ωı¸øıǸ†Ωı˘ı”ÂÂΩΩ“õ‚¸˝Â¸¸““¸˜ÛıÓfi˛ıfi‰‰•|~‰fiÍ–ıfi¸–ı¸ø¸øΩÄøÂø¸ıı˜˛Âı“‰⁄ı˝˝¸Ω¸F˜ø˜˛ırÂı¯ıfiÚ”§…À⁄fiÓ”‰⁄fiø¸øø¸∏é∏nˆ“FÁ¸‰F¸¸ı‰˜¸Â¸“Ωı”¸“”ÂøÛıfi˜ıı˜”ı“€ı͉‚⁄‚˜“øøΩJ m ÷|∏FF§˜ÂÁÂø˧“˜Âı˜˜Â“”˜Ω”Ωı¸”fiıÛı˜ıfiÓ˛Í)‰fi‰“∞nlg“¸ΩΩ§Æöènm“F¸“‰‚”¸¸Ω‚˜Âı˜ı“ΩΩ”˜¯¸ı-˜ÓÓÍfi‰”fi⁄ƧħF¸Ç”ΩF§§“mΩ¸“ˆ§“”ˈÛø¸∏ö§øΩ”˜†ı”ø˛ıÛı˜‰fiÓfifiÓfi‰§§Føø–ΩıΩı“§ø˜“¸ø¸‚˛‰~“ˆı¸ÄÜn§“¸ı†Ωø–øııÂıˆÌŸ±ÌÍfi˜”ıΩ⁄“øÂÛ””ø¸ “§Ω””Ç“””‰˜”¸ÂΩΩFm‚§”ø””–˜˘Ûıı˜˜Â“⁄ÍfiÍ⁄fiı–““F–ı¸øFÄ“F˜ıø˜””‰ıı˜¸¸“Ω§F“”¸Ω”–fiıÛ–¯˜ıÂÛÓfi”͉fi”˜Ω”ıø¸ı”˜”‚“ÄΩ˛ıQøÛı”˜˜fi˜Ω§§¸‚ıΩÍ“ıı¯˘ı–˜ı¸ı–¯Ó‰ı”Í”ΩıΩÂÛ”˜”∏ë˧ı“‰ıø––˜Ìıı˜”ı‰§‚ΩΩ†”˘fi––ͯı¸ÂøÛı˛fi~ı”ıı“”˜ÂÛ˜‰‰“˜´ ¸˜““œ“fiııÛ¸ıˆ†˜‚‚ıfi¸øø¯ı˘¸ıı–ı˜”ı˜¯Ûıı–øı˜ı½ı˜Ó†“Æ§Ω‚§œ§“˜¸˘Ûı¸”“¸ΩfiÛ“ ‰ı¸–ıÛ˘fiıı‰ı–ÿ‚Û–ÛÛı””ıÂÛÛ–ıı‚ ”¸ª≠œ–øıˇı!˜”Ω¸““ÛΩıı‚¸øÛıı˘ÛfiıÛ–ıÍÌ””–˘ÛııÛÛ˝ıˇÛÌŸΩΩœ⁄œııø˜¸ı˜˜ı‚ˆÛ–fiııÛ¸¸˝˛ı=˜ıı–ıÛ‰Ì˘˘ııø¸ıı¸ı¸ı˘ÍÓ–fi””˜ıΩıı˝Âı””˜”¸øıÛ˜ı˜Û–¸ıfiı–¯fi–˜ÍÛ–˛ıˇ˜ ıΩı–ıı––¯Í”ı–˛ı¸˛ÛıÂı”˜–˝ÂÂfiËfiı²Û"¢ıÍ͢ıÛıı˘fiıfi˜ıı¸¸Û˘¯ı¯”–˘”ˆ˜¸ÛÛ˘¸˛ı
  23006. ˜†˜ø–Ûı˜Ì‰Â˛ÛÂÛfiÍı˘˘Û¯¯fi¯Û¸”¸ø˛Ûı˜˛fiı¸ııø¸ÂÛ˛ı`˜”fiŸ…‚ı˘¸–Ó‚”ıÛ˝˘˘fi¯˘ÛÛı˚ÓÍıÛ–˜ııÛ˝ÛııœÌfiı–¸¸F¸ı¸ıÂÛ–ı˜≠~§øı–Ûı∞§–¯Û˘–¯–¯¯ıı˜ı––˘ııfiı¸Â˝ÛıÍœıı‰˜“˛ıÛ˝Û˘ı””“ΩÂÛı˘ıˆ⁄ıÂı–˘¯ı¯˜Í˛ı–˘ı–ı–˜˚ıÛııÂıøÛı‚ΩÛ¸ıøÛ˛ÂÛfi”ø˛Û–Û”÷‰øÛÛ˘˘Û˘fifi¯––ÛÍ–˘–¯–ı⁄̸˛ı˛Û2–”¸ıΩ¸ı¸˘Û˝ÂııÛø¸ıÛ۸̔ıı˝–ÛÁ˝˘¯˜ıÛÛ¸ı˘˘ı¯–˜Ó–¸ııÂÛ˝ıHΩ˜¸ı˘ı˜¸Á˘ıÛ¸˜˜ÛÛ–””Ûı˘˘ıÁ˝Û˜Í–Û½˘ıÛ˘––¯˜ıøıÂÛı¸Ω˜øÂ¸Ω˝ı¯ı˘˝Û˜˜ıfi‰ÛÛfi”̆˝ıˇÂxÛı˜ıÛÛÂı–Û–ıı˜‰““–˝Û‰“¸”ı¸ıÛ˜ıÛÛıı”ıÂÛ”˘ı–”Ó”øø‰ıÛııÛÍ˜Û˝Û–ı˘ıÓË̉⁄§ı––fiˆ¸¸ıÂøÛ˜fiÂıfi”ıøÂıı˘–Û”Íø˝ı‰ıø–ı˘ı¯––ıfiÍfi‰Ÿ ˆ§†˛fiZı‰‚ÛøøÛ˜Ûı̘˘ıı”ıøııΩı–ıfiıøøı–ı¸–ÛÛ–Ÿ‚–fi¯Ífi€⁄‚““”–Ífi””‰ı¸ı¢–Ÿ˚ıΩ––ı‚‚ΩıÛ˘ı˘ı”ıø˘ÍÓıÛ–ı≠…†˛–ˇÓ~fi˜“”–˘fifi‰–ıøÛ”¸Û–¸‰Ωı˜”Âıœ∞¸Â½¢–fiıøıÍÍÛÛfi”Ít””ııÍfi””ı–˘–¯fiÍ–ııΩ†¸ÂıÓ†“˜øıı‚ “ÇÂÂÁ˘–˘––ÛÂÛÛ–Í––øœfiÛfiÓ”ııÛøı–˘¯”ıÂı¸”¸Â”«§‰œÛ–8ø§⁄––ıÂÁ˘¯¯˘–ı˝ÁÂııfiıfi–”ıÂıfiÛ¢¯–Ûۖ͘˜ıø¸ø˜‚∑‚øııÛı¸øıø˝Û4ı–Û˘ı–ÛÂı–ı––ÛııÂÂıøÂÂıfi˘–˘–ıı”¸ÛÂÂı⁄ç∞øøıøıøÛøıø¸Û”¸˛Û˘˜–Û¢˝Û–˛Ûøıø˚–&˘ÛÛıÛøÛıı” “Û–ı””ÂÂıΩıı˜ı˘ÛÛııÓı˘Û¢ı˛Û ˘Û–‰‰”˘–¸˘ıı”˛ı¯–ıΩΩıı¸ı””¸˜¸ø˛ÂLÛ¸˝ÛıÒ€–Û˘ÛÛı¸ı”˜”¯fi–˘˘ı˘¸‰fiıı––¯–ıÂıı“–ıøÛı¸ıΩı½¸¸Û˝˝–Ó⁄–¸ÍııÂ⁄“ıÓ‰––˘ø˘ıfi¯ı)ӽ¸ı”ı¸Ω¸Ωıı¸ııÛ˝˘–¯˘¯fi”ıø◊‚ıfi–˘”ÛÛı˜˛ıÛı˘ı–ııÍ˝ÂÛ¸ı¸ÂııÂÂıø˛¸ˇÂ"¸Û˝Ûıı˘ı–ıÛ“ı””Û”ı˘Û˘fi”fiÓ–ÂÛfiı–¸–Â˛Û ÂÛ˘˜‚¸ÛÛ¸Ûı¸¸˛˝Û¸¯˘˘–Íı˛Âı“ı”fi˘Û˘˛ı    ˜ÓıÂı˜fi¸˘–˛Û7¯ı˝Ûı˜¸ÛÂÛ˝¸ıı˝˝Â˝˘ıÛÛ˘fiÛÁÛıΩıÛı¯ÛÛ˘Û˜ÓfiıÂÛ˘ÛÛfi–Û¸ÛÛ˜fiÛ˝˛Â¸˛˝Û¸ı¢fiÛ˝¸ı˘˘ı˘˛Â*ı–˝Â¯˘––Ûfi˜ı˘˝ı˜ıÛ¸ıÛÛ˝¸˜ıÛ˝Û¸˝ÛÛ˝˝Á¸ıÛÛı½˛ı–˘ÛÛ˘¯ıı˝Û¯Í¯ıÛ¸”ııÂıËı–˘ı˘$
  23007.        tile $00000FE4Û–˛ÛNı“‰–ı‰‚–‰€⁄⁄†“fiıøÛ¸ı˝˝Ûıfi˜ı˘¯ı˙ˉ˚˘˜Û¸ÓÌ‚˜ııÌfi¸Ûøfi˜ø–¸ı–¸ÛÛ–¯¸ÛıÍ”§◊§¸–ıÛıΩœÚ˜”˛ıˇÛ½Ûı˚fi¯ı˘ıÌÿÌ˚ÛııÛ˜””““‰˚˝ı0–”˜˘ıÛfi˜Û¸Ó˚”˜fifiÓ…›‰ı–ۖ˘–‰fi”ı˜”ı˜”¸Û¸ı˘ı¯˘fi‚◊˚‚˝ıfi˜Ë‰Û˛ı+Û”ı¸fi˜ıfiıı†¸ÛͯÛıfi–Ÿz ø”˝ı–ııÛı¯ıı˜¯øı˜Ωı¸ÛÛ˛ıÌ‚“¸˜˚˝˜(”˚˚Û–ıÛÛ¯¸Û–ıfiı˜ø¯fi”¯ıø”fiͱıÛıÛı˜ı¸˝Û¯ı²ı=ø“˜ıfi””˜–Óÿfi˜øı‚˜˜ıÛııfi¸˜ıÛÂııÛÛı¸ı˘ÛÛ˜˜˘˜˜¸ø¸–˘ÂÂı¸Û¸ıı½¯¯˘Û˛ı˛‰9Ì˚–˜ÍÓÒ¯ıı”Ò˜ı‰¸ı˜”–˚˘ÛÛııÛ˘ıı˝˝Û¯”ı¯Ÿ“˝øıı˘˝ı˜ÛıΩÂÁ¢¯¯˘˝ı*Ó‚˜“ııfiÌÚı˘¸fi˜fi˜ÿ‰ıı˜ııfifiıÛ˜¯ıı˘ıÛÁø˘ı”Ω“ıø˛˜”fi‰Ó”fi˜ı¸˘ıfiıfi˛ı–“‰¸fi‰–ıÚÚÍı˘¸fiÍı˜‰‰˜“˛ı”Ûı‚fifi˛ı˘˝”“ıΩΩ¸¸§Ë“‚ˆ“Ë÷‚˜Ó˜œ”fi˜fi˛‰ˇı    ”‰˜”˜¯øı˜˜˛fiˇ˜ˇı˛˜‰ı”ı˜ı‚§˝ı
  23008. ¸ı“̔¸Fø“Ω˛ˆı¸†ÿ‚˜“˜‚˜‰fi˜˜Ë‰˜ı”˜”˛ı<˘fiÍı˜‰”˘¸øΩ ˜øı‰Óıø”“˜ı¸ı˘Û¸Ûø˜ı¸¸ÂıΩΩ“ıFø¸ˆˆ˜ÌÓfiÓ“ıı”ÿÌı”“˜fi˛ı¯‰˚–͘ıøıı¸‚˜ı¸ı‰ıÛıı˜˜Â˘¸˛Ûoı”ıˆøÂF“ı“ˆıˆ⁄fi˚fiË‚‰Ó˜fi˜”‚Ÿıı‰ÓÓıı–ıÓ⁄ıı‰ı˜ıFøΩ”˜ıı˜˜fiı¸”˜¸ııÛ¸ıΩıı‚ÄΩ¸˜Ωˆˆ˜‚∏˚Ú˚ÓÓ˚Ó‰˜‰”˜Ì˚‰‰Ó˚͘¸Û”‰˜fi”‰ı¸ı¸¸Ω˛ı>fiÍÓ”fi˜˜ı˜ÂÛ˜‰˜ÂÛFJn§Ä“ı“”ı‚⁄‚Ì˚Ó‚Ó⁄Ó˙͘‰ÿÓ‰“⁄‰ı‰fi¸fiı”¸fi˜Ω‰“ı”ı”˛ı%‰ı”˘¸˜Û˝˜˜øı¸mnnRono‚‚””“ÓË̘‰˜Ì⁄Ìfiı¯˝‰˜⁄ı◊·ıı”˜ıÛfi“‚˛ı¸˛ı=˜fifi–˜‚ÂÛı˝–˜Â”¸(nminäغŸ“”‰‚ËË˚˜”†Ì‰˜¸ı‰⁄˜‰fi”ıË·”ı˜fifi”ı“‚¸¸ııÛ˝ı‰“ıı”˜ΩıÛ˝ıÆm‚ëmõ œ‚”‰‰˜ÓË‚˜”˛‰wÓ”ı‚Ú˜‰˚ıfiœ⁄˜ıfiı˜˜ı˜“ıΩıÂÛııÛ¸fi‰‰Â⁄÷˜ıı¸ÛÛııfi–˝Â‰Ω”‰ı¸Ûı”˜˜ııΩ̉Ӊı†Ìfi˜˚”fi˜”fi”ı¸–fi˜–ÛıΩ”ıÛ¸ııÛøı‰ıF⁄†¸–ıı”Ûı”ııÂÁ¸‚“Ω˜˜fi˛ı(§“˜‚˚˜Óıı˜fifiÚ˜ı˘ıfi”Ωı¸Û˜ıÛÛı˜ıÛÛ¸ı¸¸Ûıfi–½ı¸ıÛıÌÓ”fi¸ø”¸fi“˚˛ıΩ ∏  “‰˜”ıfi˜“̘ıΩË‰ΩŸˆø¸¸ı(˜ı¸Û¸ı¸ııÂfifiıΩı¸˘Âı”ı“‰fi“fi¸¸Ω”¸ı–¸–‰  ªŒ‚˛˜”˜”fi“˚‰˜Ë‚∞ö‰¸ø˝ı ¸ı¸øÛ¸ı¸ΩÛ¸˛˜~¸–Û”“”ı†fiı‰‰”˚˜–ÛÛ˘ıˆ§  Ì‰‰˚fi”˜ıfi˜‰‰˜“∞∞π‰ı¸”ˆ‰ı”ı¸ıı¸˜˜ı¸–˜¯ııÛ˜ıı“˜”ı”ÛÓÚfifi˜ıÛ˝ıı¯“ˆ‰Ì̘”˜“˜”ı”˚fi”‰∞§‚“Ω˜”˚‚ı¸ø¸˜ı¸Û¸ı¸ÛÛıı=ı¸¸Ω˜Ω“ıfiıÛÂıÓ‰Û¸˜ı¢fifi‰œœÌÓ˚fi”‚Ó‰˜ıfiˆfi†◊‚ˆ”ı–˜˜‰‚ıÛÂıø¸ı¸”¸Âı˛¸!ı¸ø¸¸”–ıÛıÛøÍfi¸Û̈¸˜‰‚ÌËÓfi‰”‚ ‰˜˚˝ı‰⁄‚‰ˆıı““˜˚Ìı¸”ıı˜¸ıı˘˛Û    ı¸˘ı”‚¯ı˝˛ı
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  23010. ‰˜ıÛ¸Ó˜ı͘˚˛ı3˜ı˘˘ıı¯˜ı˘¸”ııÍÓ˘Ó˜˘ııfi–Û˜”fi‰Ó˜ı¸fi‰˜ı˜˚Ú˜˜ııfi˚Ì⁄‚˚fi¸˛ı¯˜fi˜fiÓıı˜ı¸Û”ı–“„˜Ûı˚˜–fiÚ˜Í˚˘˘˛ı'”ıı⁄˙Óıı“˚ıfi˜ıÓÓı˘ı˜€ÌË̉Ó̉ıı”˜‚˚¯˜˜Ó˚˝ı”˜†ŸÌfiıÍÓ˜ıÓÚÌÓı¸˝ıˇ˜#ı‰‰˜ı“‰‚˜˜‰¯˜˚˚¯¸fi‰Ë‰‰˚€„⁄˜˜fiÓ‰‰”ııfi˛˜ˇÛˇı>˜–‰‰Ó˜fi‰ı˜”€Ì¯¸ı˜‰˜“¸Ω‰‰˜‚ˆı˜ı‰˜ı˜¯ÓÓıfi¯‰fi¯ÌÓ⁄ŸÚ˜Ì‚”ıı¸˘˜˜Í˜ııø˝ıY”Ófiı‰¯”ıı˜Ó¯ıÓœ‰“”ı‰Ì‚“‰Ω¸Ω‰””˜˜˚˜¸ıÓÓ̘‰€˚Ó̘‚Ú⁄˜Âıı˜fifi˚ͯ˜˜ı˜˜ııÂı˜fiı˘˘ÍÓı¸Ó‚œ œı“‰fi˜‰˜“˛ı!Ó⁄ÓÚ˚¯ı˚ÚË⁄Ó‰˜ÓÌfiı˜Ë‰ı“̈‰˜ÿ¯ıÓÓı¯˛ıÛ¸fiııÛıı¯˘˘˜†‚⁄§¸Í˜”˜ˆ˛˜!ı˜ˆ⁄‰Ì˜˜¯ÚÌÓ„⁄Ÿ„·ŸËˆ‰˚Ò‰˚‰˜˜ı˜ıfiıͲ˜˛ı¸Û¸¸ÛÛ˝ı˜”‰““”fi‰˜˜”“˜”¸ı‰Í˛˜$¯fiÚ˜œÌ‚„◊‚fl◊fiÌ˚⁄̘ııÛı˜”ııÓ˜˜ˆ¸ıı¸ı˛˘LıÓ˘‚‰”fiıfi‰Í˜˜‰‰ı˜”“ ‚ÌÌıı˚Ìfi‚̘”‰ı‰∏Ó˜˚˜˜Ó‰¸¸ı”‚‰˜”˜¯ıˆ¯ııÛı¸ı¸ıÓ˙ÓŸ⁄ı”˜‰‚””˛˜g”˜ˆ˜Óı”˜ıı˜Ó˚˜”Ì˘˜‚̘˜fi˜‰ıÓfi˜ˆ˜‰Ë‰ı˚˙Ë˚˚ı¸ı¸ı¯¸˘ıÒÓŸmıı‰Í‰˜Í˜˜Ì˚ııfi¸ı˜‰˚˜¯fi˚˜¸ıÿ ÓÓ˜”fi‰fiııÌ˚ÚË”ı‚˧˙›˚˛˜kı¸˜‰˜ıÛ˚˚ ⁄”˜fi““ÍÓfiÍ˚‰ı˜ˆı˜“ˆ⁄̘˜fiˆ˜ı˜ÿˈ˜ıı˜˜ı¸‚⁄̘ӈ“‰· ˚˙˚ÓÒ˜fiÓÓ˜ı¸‰Ú§õ“ıΩ“fi”“ı˜fiıı˜fiı”ı‚Ìÿ˚Óˆ˚Ë˚ı˜‚˚ˆ¸˜˛ıfΩ⁄˜˜”˚⁄fiıË‚ı˜Ë„˙ÿ˜¯˜–ııˆ˜“õ”¸”†”ı”fiıı˜Ó˜ıı˜˜Í˜‰ı“‚⁄˙⁄̉‰˙˚˜˜¸ı˜˜∏ı”˜‰˜Ó˜Úˆ¸˘ı˜˙Ë˚ı¯¯¸fiı˚˚“ĸ†”§˜ıı¯ı˜Ì˛˜8ıfiÓ˜ø¸ıfi”ËŸ˚Ë̈ÌÕ˚Û¸ı∏˜ˆ”˜ÚÚfi˜˜⁄˚ııÂı˜˚˚˜ıı¯Ófi˜˜““§§Ó§˜ΩΩ˛ıJ‰ı˜˜ıfi˚Ó¸Âı˜fi˚Ìˢ˜‚ÏÌı¸˚̘˜ııfiÓ˜¯¯Ì˚‰˜ı˜˚˜Ú˜ııfi͘˜ı§§Ífi‰Í‰ı˜ˆı¸ıı˜Ó¯˜˜˚fiıı˝˜ Ò˙ÿ̘ˆ˙‚ˆ‚˜‡ˆ˛ıͯfi¯‚Ú˜˜ı”˜ıı˚˚ıı˜¯¯ı˛”Ω”‰Í”¯‰‚˜˛ıˇ˜~¯ı˜˚‚ÌË˚Ó˚˚ÓÒ˙˜‚Ë Œˆ˜Ù˚ı”ÚÌı˜¯˜‚ŸÌ‰˜fi¸ı˚˙Óı˜ıÂıı”ııfi”‚˚˜˜⁄‚ˆ˜¸˘˜˜¸”˚‚˙Ù˜ˆÓ˚˜˜˚˜“‚÷∏Ë‚ÌÌııÓÓı˜ı¸”  fi‰‰ıı˜ÌÓ˜Óı¸ı–ı””“†⁄Ÿ‰˜Ì˜fi˚˚ı¯˜ı˜“ıË·˝˜#ÚÓ˜fi” ºÓ⁄Ÿ˚ÓÓ͘˜ıı˜‰ı˜ˆfi‰§˜ı˜˜ıÓÓıı˜$
  23011.        tile $00000FE0”ıÛÛ˛ı]˜¯Í¯Í¯˘ÛÛı˙…◊ÓÛøı¸”ı””ÛÂıΩ˜÷Œ‰ı‰ıı˜Ûıı‰‰“⁄˜˜ı¸ıı”fiÛÛ˜”ı“ı˘ııÛıÛıfiııfiÍÍı˘ÛÂ‚Δ· ıÛı–ıΩfi‰–Ûı”§∞Ë“˝ı˜ı̘ı”ı˜”˛ı¸ıı˜ı¸–ı¸–¸øı˜ı˛Û8¯Í˘ıÓÓı¯ı˘Ç›ª‚‰¸ı¸ı‰”“‰”ı˜Æ‚‰fi˚‰¸ı˜ı˜Óı¸ııÂı˜‚ııÂı§∞‚Ω”¸ø˛ı;fiı¸Û¯Óı˘fi¯–ıfiı˘§‚–ı”ıı”˜”fiÌ‚ı”◊ ˜Óÿ⁄¸”˜ı‚Òı¢˜Ûıfi˚”ıı¸œm“ΩıΩ˝ı˜Íı˘fi˜–ı˜¸ı.Û–ı”Ûııøı˜fi”fi‰fifi”˜fi‚ˉı”˜¸⁄π˜¸”˜˜¸˜fiıı¸ıΩøıΩ”ı½fi͢ÛıÓÍfi˜ÛÛı–ıı¸fiÙ˚¸”ı””fi˜¯ıfi˝ı4fi˜†‰Ë”¸–ËŸ‰˜¯˜ı”¸ıÛÂı˜˜ΩÛ˜ıÛÓ˜¯ıfiı–ıÚ˜fifiı–ıÛı˜ÛıÿËıı‰˝ıWfiı˜fiıÓ‰˜”ÿÌ‚““ı”Ω‰˜Û¸˜fi¸¸ÛΩ˜Ω˜ÛÂıÛÂ͘ıÛı¯ıfi‚ıÛ˜Óı¯–ıÍıı‰˚ΩÛ˜ı¸ıfi‰Ó‰˜ıfi‰˜” ⁄”˜Ó˜¸ıı˜¸ıÚıÛ˚ıˇÂı˜ø˜ı–Û”˚Ó“‰†Ωı”‰˜fiıı¯˜ıı”˝ı3–fi‰‰Í”ıÛ˜‰˜fiııÛ˜‰fi”ı˜”¸˚‰Û¸˜ı¸ø¸ıøı˜ı”¯¸ı”‰˜†⁄Ë‚‚˜œ˜˛ı͘–ı‰¸ıÛfi“”¸˛ıˇfi5ıˆfi¸ıfiÚ˚‰‰˜ı”Ëı˘ıı˝¸–ı¸ı˜¸¸ıø¸ı””˜Ì˜Ω‰˜ı‰ı¯Í¯Ó˜ı§Ë˚ıı”˛ıÂı˜˚˜ı˜ıËË˚˜ıÒÚÓ˜ııÛ˜”˝ı:–¸ıÛÛΩ“ÛÂÂıΩ˜ı”‰”øı”ı˜ı˜˜˘¯Ó͉Ÿ‚ıı”ııÂÂı¸‰˚ıÓı–˜ÿ⁄¸fiÚ̘”Ω””˛ı”¯¸fifiÛı˜˜ıÂ¸Ω˜”ıΩ˝ıˆ˜ıÛÛı–ıfi‰œ“Û¸˛ı˛ÂÛÂÛ”ı˜ÛÛfi˜Ó¯fiÓ˜¯””ˆıÂÛ¸˛ıˇ˜kıÛ˜˚ıÛ”ı¸ı¸”ı¸¸ı“Ω”ıøı¯fiıfiœ˜ı˜ø“‚¸¸Â˝˝Âı˜˜ıÛ˜˜ÛıÓÍÓ˜ı”˜ııÛøı˜fi–fi‰ı–˜ı˜ø¸ÂıÛ”˜–¸ıÂı¸¸ııÛÂÛı“˜˜ıΩ‚”¸ı˝ı˜ıı˘˛ıÛ˚ıˇΩ˜˛ı>˜¯¸–˜ı˘¯”˜Ûı”¸Û˜˚ı¸˜Ωı¸ΩΩ¸Û¸ÂÂı”‚§˜““¸˝Âø¸ıÛÛı¯ıÛÛıfi¸ıÛııÂıfifi˜ø¸ıÛıfifiı͢¸ıÛ¸”‰ı”˛ıΩ‚‚”˛ı Âø””¸¸‚“ı¸ÛııÂıı¸Û¸Ûı˜Óı”˜ıΩıı”˚ıGÂøıfiıfi˜ı˝Ûı¸¸”˜˜ˆıı“‰ıı“‚“Û“˜ÂøÂ¸Ω¸ÂΩˆ˜ıÂıı¸ı¸Ûı˜Óıı˜ı˜¸”‰˜fiı–”ı¸ı¸Û˜Ú˜˛¸ˇÂ˚”ıÓ˜”ı‰ııΩ⁄∏˜ø‚‚¸Âøı¸Û¸˜”˛¸ˇı
  23012. ¸Û˜¸Û˜Ó¸ıı¸˚ıp¯Û”‰ÓıÛıfi‰ÌÓı¸ø˜‰ı˜˜ˆ˜¯˜ııfi§Œ”˜‰†¸ı¸–ıÛΩΩıøıΩ ˜¸ı˜¸ıı˘ı˜ıΩı˝¸ı”ııfi‰Ëıı‰ı”˜Ì˜¸Ûı”ı˚Ó˜”˜ı˜fiıΩ“∞”ıı”‚Ω¢¸Û˜◊ ¸ı“ˆËˆ˝ıÛ¸Û˜”¸¸Â¸˜˜¸ı”ı¯ıÓ‰”ı–fiÓıÛ¸˛ı ˜‰ˆı˜̘–˜fi¸˛ıMœÌ”fiııΩ⁄ŸøÛ“ı‚ˆııΩ¸ıı¸Û˘ııÛ¸“˜–ıfiııÓ̘ıÂı¸ı˜¸Ûıı˘ı”˜ˆΩı˜fi¯Ó˜–˜‰fi”‰‰”˜˜ı”‚ıø”‚˜˛ıˇ¸~ı¸¸ıÛı¸ıÛ¸ıfiÓ˜ÍıÓ˜˜Â¸ı–ı˜ıÛıfiı˜‚¸∏“¸”ıÛ¯¸˘–⁄‰ıfi‰Ω‰“¸Ω∏œ˚“‚§ıı˜ıı¸ı˘˜ıÂıfi¸øÂı˜¯ÓÍfi͔¸–Ûıfi”ıø¸ı͉¸ø¸Ω˜¸Â–ıÛÛ‰†–ıfiı¸Ωı‰̉˜Û˘fi”Ó˜˜¸“˛˜fÛı˜ıı¸–¯Ífỉı˜øı̘ı˜‰˜ÛÂı”˜ıøΩ˜fi¸˝˜ıÛÛı˜Û–‰”ÛıÂÂø¯ı˜˘ÂÌÓfiı“”‰‚fiı¸˜fi”ı˜”ıÓfiÓÍ–“ΩıÿŸ˜fi‚‚¸Â¸fi˜”Œ ˜˚˜ÛÓııÛÛ˛ı=˜‰‚˜ıı¸‰˚ÓıÛÍÓıÛ”ı‰Ò‰‰˜‰˜”¸ı”fiÍfi–”ø˜ıı”Ì⁄fiÌ ”¸fiÓ‚fiŒàÆ“ıÛfi˜fiÛ²ıœÌ“ı˜ÛÓȘ¯ıÍÍÚÓ¯”Ó·Óı˜fi“”‰”˜˚Íı–˛ı?‰”˜fi‰˚‰˜”“Ìı‰€Ä∞£ΩÛ¸ıÍÓıÛ˝¸ÂÛ‰fiÓ˜”ÛøÒÓÓͯÍÊÓııfi⁄Óøı””fi˜Í˜–ı˜fiıı˜˛‰”ı˜Ì”ı˜‰Û–Ó”tœ“”fiııÓ˜Û˝ÂˇıTfiÓfi¸ÛÍ˚Óııfi¯˜–˘ıÓÓ‰˜”˜”fifiıÛÛÓ˜”‚”˜”‰Ω–ı˜˜ı–˜ııfi¯ıfi§Ú˜Û¯Ó˜ı¸˝Â˝ÂÛ–˜ı˘˘ÍÓ˘ı¯Ófi͢ı–¯Ó€ŸË˛ı~˜øıÛıfi”ëııøı”fiıÛ–˚˜¯¯ı¯fiÍfi¯Ó͢ÚÚ˜¯Â˝¸Âı˜ııfiÛ˘ÓÓ–ıı‰Í˚fiı¯fiıÓ»Ÿ”ı”““˜ıÛıfi˜ˆÂÛ”ˆ¯¸ıı‰Ò˚¯˘˘ıÍ͢ı¯¯ÓÓ¯˜ııÂ˝Ω ”ÂfiÓÛfiÓ¯¯ıfifi⁄€–fiÓıfi⁄Ú˜ı    ˜ıΩ˜“ıøı”˜˛ıˇ‰ı¸ı˜fiÓÓ¯˘¯¯˜˘ıÓ˜˛Óˇ˚~˜ıÛ˜§Ûı‰˜˘–¯¯Û–ıÓ‰Ó˜–œ‰””€‰fiÓøø”§ııΩ‚¯˜˜–ı˜”ÂÛΩııÓÓıı¯Í¯˘ÍÓ̘ÍÚ‰Ò˚”⁄‰¸ ·Ófi¯Ó˜ÛÛøÌ“””ı⁄⁄˜fi‰Ó˜fi¸ÂΩ”“˜˜ÌÍı¯fiıۖ͘˚ÿ˚¯Ú˜˘¯ÓÍÛ¯ıÍ⁄fiÓ~fiÌÒ͉”ıŸË˜”fi˜¯Ωfiı§†ıœ‰‚•‰‰ÍÓÓ˜ı¸ı”∏Ë”‰ı¸–¯ÓÒÓ¯˜€€⁄ÍÓÍ˘Í˜Óı˘˘–⁄ÚͯӉÓʯıı˜””‰‰”“‚§∞⁄ø⁄Óœfifi˜‰˜fiÍfiı¸§ˆ‚ı”–¸˜ÌÓÍÚÙ€fi˘Ófi˜ÚÓ¯¯ÒÓ¯fiıÍÊ%˜fiÓÍfi˜Ó˜–˜˚‰‰“”⁄§”§º‚⁄œ†˜ıfiÓÍÍŸ˚”ı§“⁄“˛ı‰Òӯ͟ÓÍfi¯Ó¯¯Ê˝ÓbÚÒ˜ı¯Ó¯Ó˜–ıÍ⁄ÓÍÓfi–ı˜∏˜”‰ööœ⁄fifi”˜⁄‰Í∞⁄˜ı””Ë‚¸”ı”Ó¯ı¯ÓÓ¯˜ÓÓ¯ı¯ÊÓ¯ÓÍÊÚÓ¯ıÍÓfiÍ€‰˜Ó˜˜”ıfi”Ë”˜“õ¨†‰ıfiı‰€ı†˝”F‚““‚¸ıı”ıÛ˘ıÓ˚Ó˘¯Í˜¯fiͯÍʯÓÚÚ¯fỉ¯Ófiı‰˜ÚÓ˜˜”ı⁄Ωø‚ëöºı“‚”ı””ıø˘ıfi“⁄‚‚˜ı¸˛ıˇ˜XÓÚÓı˝¯ÓÓ͘¯¯ÚÓÍÓfiÓ˜ÓÌ⁄Ò‰ıfifiÓ˜˜Í˜‰“ΩΩ‚†§ª§§⁄fifiı“ø¸ı–˚“§‚Æ“fi†˜˜€Ÿ⁄¯ÚÓ¯–¯ÍııÊÓ¯ÓÊͯÓ˚fi–Ú±È⁄˚˝˜ˇı"†”‚‚§†‚”F“∞“⁄fi”˜Û–¸Ûœ““mˉ‰˜fi͘ÓÍÓ˜˛ÓFfi˜ÛıËͯÊÚÓÚÚÓ˜ÛıÓÈ⁄͢˜fi˜ı”ıΩäë†Ω†Ω“ıF“∞ÌıÛ˝Û¸Ûıfi‰fi”“ııfi˜fifiı˜ÍÓͯ¯ÍÛıÓfi¯˛Ó~Ú€˜˚¸fifi±È€Ó˚ı˜œ˜”ø§““”Ωı“ΩÛfi‰ÊfiıÂۘˉıΩı“‚¸ı†ÓÓ˜ÍÓ¯¯ÚÍÓÓ¸Û¯fi¯fiÍÊÓÚÓ˜˜Ó˜€ÀÀÒÚ˜”‰Ó‰ıÇ””Ω–Ω”ı¸–”€⁄‚”˚ŸÌ˜ıı˜fiÌı˘ı”„⁄˜fi¯ÍÚÊ˘ÚÓ˘Âı¯¯˜ˇÍ˚¯¯Í˜ıÚœÓÿ̉˜”͘fiÛ”fiıø¸ÂÛ˛ı~fi‰ıfi⁄Ìfi˜ı”‰˜“Óı¯ı†‰œÓ‰ÍÊÓ˘Ó¯ııÛı¯fi¯ÍÚıfiËÓ˚Ÿ…À‚Ó”ı⁄⁄€fiıœÌı¸ÂÂøÛıfi–ıÛ”æ̘fiÂııfiœ˚Óı‰””ØŸÓfiÓʯӯı¸Û”¸˘˜ÓÓı˚—Ó⁄À≠ç≠‰ı“⁄ˉ”⁄∞fi˜ı˜”–~”ı¸øı”Ì€”øıΩ¸œÓÚfi͉œúœfi˘¯ÚÍ͘–˘Û˚ıÛÓÓͯ‰‰fiÓ⁄±êể”œ⁄‰”–fiÍÓ˜øÛfifi¸ı”øÛ‚∞†Ó⁄˘˜–ıÍ̘”ıt ‰”ı¯ÍÓ¯Ófi”ı˚˚˝¯ÓÓ¯–Ì⁄‚”⁄⁄ÌÓœº “ÍıÛı”ıÛ˝Â˝¸VÛø˜” íıfi‚⁄†˜ıÂfi˜€fiı†õ⁄”fiıfiÓ͘ıˆË˜˚ı˘Ú˚˜ı„ÿËı”˜”⁄‰œŸÇı˜Âı”ÛÛø˝ÂÂıÛııøøΩΩfi͉˜”ıÛ¯‰€”‰‰⁄Ó˛ı2fi͘Ó͉Ëıı¸ı˚ÚÍÓ·ËÓ”¸ı”πË”†ı”fiÂÂı¸ÛıÛÛ¸”¸–ı‰§“øııÓÍÛ¸ıe”fi”‰ÓıfifiÍÊÍfi‰ııÚ˜ı˜Ó˜˚»ÿ‰Ó‰˜¸ı‚˜”⁄πË˜Â˝¸øıÛıı”“ııfiŸ±‰Ûı¯˜Û¸ıÓıı˜˜ÛÛ‰˜ı˜ıfi˜˜‰ıÛÒÌıÌÒ˜ÚŸ‰ÓÌË˚Û˜ı¸”º∑…‰¸˛Â?˜ıÂı”ˆ”ı”€ÚfiøııÛfi˜ı–˚ÛˆËı˘Âı”¸”fiÍÓÓıÛ‚‚˜ÏËı˜˜”‰ÚÓıÂıfi¸ıøΩ”ı–Û¸˝ı8“‰ı–fiÍÓ͉”ııfiıı˜–‰Ì¸ıÛÛ¸Ûı”‰˚ıͯ–˜Ó˚ˆııΩ”¸ı˜ıfi˘Û˜˜Û¸øı”¸¸Û˜ı¸ıfi˜ıfiÍÓʉı“˜˚fiı‰˜ı˚fi˛ı~ÂÛ˘Û†Ëfi¯¯˘ı˚œı¸“˜“ıı¯”̘Â˚˚¸ı‚ˆı˘Û¸˘Â¸†‚Ÿ“˜˚¯”ıÍ⁄€Ω§⁄ŸÒÓ¯˜œÌ˜ÛÛ˜Û˜ˆÛ”“ı˜ı”‚˚”ı˜Âˆˆı˚˜ıı˜‰ııˆfiıı¯˜fiÛ¸ı∏◊Ó˜˚˜˜ııœÌı‚“ΩÓŸıΩÌœ‰˜ÂˇÂfiÓ¸ı¸Û”ı«µ‰ıı˜Â¸˝ı>Ûıı˜˜ııÛÂı¸ı„˜¸Ûø”“‚ı–ıÍ˚ ”˜“§†¸”Ó˜ı”ı‰“Û½¸¸øÛÂı†√¡ıı¸Ω¸˝Â¸Â¸˚ı(˜¸ÂÛ‰‚”‰¯fiı“Óıı¯ıË›‰˜‚fi””‰”˜¸Œ‚ıË‚˜¸ÛıÛ˛¸ø Ñ˜Â˜ı˜˜ÂÛıÛÛ¸”˛ı~”˜ı˜”˜˜‰⁄œÿ˚Ûı‰‰ı”˚‰‚Ÿ‰fiÓıı“‚˜“”÷∏ı˜ˆ˜ı˜¸¸ı”F¸m ˆÛ˜˜ıı¯˜¸Û˜ı‰˜”ı”ıÛ˜ıΩıøΩfiËııfiΩ˜Ò‚fifi‰”˜Ÿ“øıœ˙˜“˜ıˆÒ˜¸ı˜Â¸˜Ω¸Ω“¸“¸˜Ì˜˜˚ıı˘¸¸˜‰‚ı¸˜˝ı“¸ıfi–fi˜ı¸ı”⁄˜”fi‰fi–†˚ΩıfiÌ$
  23013.        tile $00000FE3ˇı~Ωıı¸øı˜Ûıı––ı”ı”fi“˜fi‰˜˘ı“ıÛ”“fiÓ˚”ıÂÛı”˜–ıfiø¸–ı˜˜“Ûı‰Ú˚Óı˘¸¯¸‰”˜ı¸Ωı¸ııøÛfi”ı¯”ı”ı”‰–¯˜Ûı”ı“˜”“Ó‰ı˜‰¸Ûfi⁄Ω”˜Ûfiııfi˜˜ıÛ‰Ó˜˜ı˜ıı¸˘ı˜‚ı””¸–¸øıøı¯fiÓ–˜ı¸‰‰˛”W¸ıΩı†˜”Ÿ⁄”ıı˚‚˜¸œ‰Ω¸ı“̉˜fi–¸ıÍÍı¯ıfi–“ııfiΩ“ıı˜””˜‰‚–ıÍfi”ı””˜‰˜˘ø¸ıı¸ΩΩo‚fi–ıı‰˚†“”†‚“§Ë‰˛ı=–ı‰ÓfiÓfi¸”ıı˜˜Âfi“ı˜fiÛø˜fiÌÌı–¯˜ıÛıΩ˜”˜fiıfiıøΩ”fiı–‰ıı–”‰˜œ”ı ”ı‚ıÛ˛ı͉⁄‰˜¯–ıı˜Óıø¸Ω”˝ıQfi‰˘––˘–¯–Âı”ÛÛ”˜ıfiııÓıı–Ûfifiı˜”͉‚”ı””Û”¸Ûı”ͯfiÓͯı¸ıı˜˜ø¸øı”–ıfi”¯”ÛÛ˘–ııÛı˜‰Ûı“Ûı¯˝ı˜ı˘ıfi¯ıø–ıÓı””‰ËııÛı¯˛˜Ífi˜Ó˛ı
  23014. ˜ıı¸øı”ııfi¯˛ı>¯ııfi˜–ıı”ı”ˆfi”ı˜fiÛ–Íͯ¯Íıı˘––¯˜˜ı⁄÷ı”“ııÍfiıı¯˜Ó”ÛÛ˜˜ıı”‚fi˜˜Í˜–˘˝ıuÛ¯ıı”Ûı”fiı˜˜¯fi˜ıı¸¯˜¯˘ı”˜¯fiÓ˜˘fiŸ‰˚̉˜fiııÛ”¯fiÓ˜˜Ó˜ıı”˚Í”œ‰fi˘ı¯ııÛııÂÛıÛ–˜Ó˘Û˜fi¸Í˜–˘˘ıfiı˘¯fi”¯˜˜ıÛ˜ÓÍfiÌŸÓ‰ÍııfiıÓ˜˚˜˜fi¸ı””˛ıK¯ı˘¯ı˘Âı”ıÛÂÛ˘ıÓıÛ¯˜”ıı¯ı–˜ÓÓıı”͉Ә”ıfiÓÍı“Ì͉fi˜fi‰Ó‰Ú⁄Ófi”ø¸˜˜ÛÂı¯˜˜¯¯¸ÛÛı˜ı˘˛Ûˇı:Û˜ıı‰˚‚ÓıÓÚ˚Óı¯˜ÓÌÓıfi∞⁄Óııfi˜ı–fi‰‰”‚Ì⁄˚ı¸¸Âı˜ı–ı–ı˚ı–˘˘Ûıfi–¸˛ı”˝ı¸‰…◊«º”˜Í˝ı0˘¯ı¸”‰Ó‰” ⁄†ııfi‰‰”‰†˜˜–˜–Â¸Ω¸ı¸ø˜Í”ıÛ–ÛıÍfiı–fi˜ı–¸˝ıHΩo…ö‰ıı¸ı˘ı”¯ı”fi‰”–ªº§‰‰Ó†ı”ıı†˜ııfi¸øıÛ–ı–ıı¸ÂÛ–ııfi¯ıÛøııÂÛıı¸Âø”‰ÇıΩ˜ÛÛ˛ıA¸ı˘ıfi‰fiø†œ⁄fiÓÓıøıΩ¸“˜ı˘”ıı¸˘ı¸˘–ıÛÛı”˘ıͯ¸ÛııÂÛı˜øÛ¸ÛıÛÂøı¸ÂÛı˜”Û˝ı˜–Ûı””ı”˜ıøıÛı”˜˛ı¸ıøÂı˘¯˛ı
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  23018. Ûfi˜ı¸˜”˜ıı˜¸ıÛ˝ı”˜“ı¸ÍÍœÓÓfiıfiııfi‚§˛‚˛ı‰˜˜‚Ÿ§‰‰¸˜ı”˜‰ıı”ı˜Û˛ıA¸ı”ıı¸ı˜ıı–”˜ı˜¸”ıı‰‰–””⁄†˜‰fi¯ı–ıfi§£“ˆ†Ωfi‰Í”“⁄œ˜‰¯˜ı”ı‰ˆıÂÛ˜Ûıı˜ıÛ˛ı!¸Û‰˜ı¸”‚““”“‰ıΩ‰”ıø‰fiÓfiıfiıı”‰œŸΩÛ˜¸”Kfi⁄‰ıfi˜ıı¸”˜˜¸Âı˜ø˜”˜ı¸ı¸ıı¸ı”˜””‰‰””‚⁄ı”ı””ııfifiıı”˜ıfi”˜§fiø¸ıı”fifi”‰‰˜‰˜˜¸ı◊Ì”˛ı”¸ ‰¸ı²ı”¸ı2¸øı˜‰“˜Ωı”ı”ıøıfiıÛ˜œ”ııfiÓ˚”ı‰˜Ó˜fiıÍÓfi‰ıı–ı˚˚˜˜”˚ı” ˛ı˝Ûı¸ı¸˛ı7¸Û¸ıı∞π–˜Ωı”˜ıÛıı–ıfi˜fiıøı‰⁄Óı”fi‰Íı–‰ÍıÓı¸˜ı¸∏‰˜Ë˜Û“‚øı¸Â˛Û˛ı˜Û–Ûı”–“ –”“˜Ω˜”Ûı”˛ı
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  23023.        tile $00000FF8~“”fi”Ÿ±€⁄ŸŸÿ¯¸‚◊‰˜ıfi…Ÿ”fiıœ±≠•œ‚‰Ë⁄fi˜ııÓÓ˜‰œ‚⁄§⁄œ§ œ‰fifi˜”‰fiΩı”ı“fi“ı–ËÍt€œ‰Í⁄Ò̉‰Ë‰ı–ı†fi˜⁄”‰Ÿ• œ‰‰§⁄ÌÌ”ı˚Úˉfi⁄‚fi‰Ìœ‚””ı‰Ì˜‰‚‚“fi”˜”ˇ˜F–⁄€‰fi”Ífi€ÚÓÿπ  ˚ıfi͉fi˜‰§Ã•∞œ˜fi˜˜‰Ëÿ˚fi̱Ÿ§‚””–‰§⁄‰”øÓ ‰fi§‰‰˜fi˜‰fi⁄ÍÓ€ı”Ó∞˛Ó˜ ºª⁄̘˜fifi”ı˜fiͧ⁄⁄€‚˛fi~˜ÿ⁄˜Í˜‰⁄Ÿ¸˘˜fi¯§Ÿ˜–Í⁄‰””fiÓfi¯ı‰ı⁄ÚŸŸıøŸºÚ€‰Í±ºª⁄¸ÓÓ¸–ıfi˜ø‰€‚∞∞ÌÓ˜fiı‰ÌœœÍfiÌ•øıÓÓ”Í⁄œı‰œ“‚“–‰Ì˜ııÛÓ⁄ßÍÛœ•fiÚ⁄†∞∞•⁄”˜Ë˜fiıfi‰”fi“œœ‰Í§˜~Ó”ı˚‚± ˜‰Ó”¸fi‚””ıfiÓÒÓ†⁄‚Û”Ó˜”˜ˆ˘ÍÍ⁄Ò‰‰”fi⁄œ‰Ωœ‰§‰ıÚ⁄˚fifi‰˚––§œ†§œ‰‚”¸fi‰‚‚‰ıfiÓ”¸ıfi‰fiıÚŸ⁄⁄§‚ı”͘‰ÌÌfiı¯ÓÚÓ¯fiÓ⁄†‚”Ω§ÌÍÍÓ‚„Ó˜ÓÓ”ı∞∞‚• ˇœ~”ı˜‰œ“‰””Ó˜ıÛ˜˜”ıfiÓŸ∏§“⁄‰˜ÓÓ‰‚ŸÓÍıÍfiıfiÍ€‰ı””fi–fiœ‰fi⁄ÌÓ⁄‰Í”œ§§“‚“‰‰ı‰‰Ó‰fi‰‰‚fiıøıfi˜fi˜Ì œ§˜⁄‚˜Ó“œËÓÓÍfiÓÓ¯Ífi⁄⁄øÛfi˜ıı⁄Ó͉ۘfi‚Ë“†Í†Í†fi”Ωøı””˜”˝‰:fiÂı˜‰˜Í§˜ı‰‰Ìœfi‰‰‚⁄ÍÓfi¯¯ÓÓͯ‰Ì˜Âıfi‰fiÚÓ–fiœfi”ÓŸ˜””‰”ı“˜ııfi˜“”˛ı˜‰˜¸ı˜˛ı fi”–”œ‰fifiœ‰˜†˝Í–¯Óͯfi¯–ıfifi˜ œ‰˜fi˜ı€ŸÓ”ıı˝‰ΩÛ”˜Ì‚¸¸”–Ë⁄”ı”˝ı˜ÿ‰fi‰”ı†ÓÍ”ıfiÓÊ⁄ÓÛ¯ÍÓͲım€Ìfiœ“Ó€ÚÓfiÓŸ€‰“‰‚€ÌŸ“¸ı˜‰œ§ø˜‰ÓÌfi”˜ıΩ”¸œÿÓœfi‰fiıfifiœ‚Í⁄ÃÓÓı¯fiÍÍÓ–ıÍÓ†ı”§œ‰ÚÓ”fi‰Ìœ‚œ⁄⁄‚‚Ωıfi”‚‚ÂΩ‰fi˜¯˜˜fiˆfi”Ó˜fi“fi“‰˛ı~‚ €ÃŸÍÒæ˜ı–ÍÓı”‰œfiÛıfi‰”Ó€‰ı†‚‰‰ÓŸ ⁄⁄˜ıı”‰§¸ı˜Ó˜˜˚fiı“ı˜fiΩfiΩ¸ø”ıøÛ”“œÓŸ∞‚œ‰˘ıÍÌfi”fiœ˜–ı”ıı””‰”˜‰‰Ó§Ÿ⁄Ÿ⁄fi“˜˜‚  Ωı‰¯ÿÒ”ı˜ı“̘ııø˜Ÿ‰ıXÛ¸期±”–”–˘fiÌœıı‰Ó‰˜fi˜”–ı‰fi‰”fi‰fi⁄≠»À ⁄‰fi“ÿ›Ëı†˜ÓÒ̉˜– Ÿ˜øıı“⁄fiıÛ˜“Ÿ∞€‰ııÛ–¸ı⁄⁄”ıÍÓ⁄Ìœ€˜ı˛”oıÛıfifi†…êŸ⁄”fiıfi⁄ ‚ÓÌÚ‰Ì̉”¸ ÿıÛÂı˜Í˘˘Ûı˜Ÿ∞”fifiıı–fiıfi“‰fi””€À‰‰œ“Ω“””øı˜˜fiÍ⁄t“‰”˜“˜œÌ‰Ì‚͘‚‚˜Ω⁄»“ı¸–ÚÓfi˘ÛÂÛ⁄⁄fi”˚¯‰Ì˲”AıfiÓ͘œfiı染‚“‚˜fiÓfi‰“”œÍ‚œ“ÓfifiÌÓ‰fi˜‚Ó‰Ω”‚º‚ıı˘¯Í–Û˘ÛÛ‰€Óıfifi⁄ÿ‰‰fifiı–˛‰ˇfi–œ∞˛†O‰˜ÓÓı‰ı–˜œ‰Ì‰Ì‰”fi‰‰˜ ◊‰fiÛıË“ıı˘˘¯ıÛ¯Óıfi–fifi‰Ó‰‰Ë†‚œ””‚fifiÓfifi‰“⁄§∞†“œÓÓfi‰fiıı‰œÍÌ€‰fi˛ı “§÷π˜ÛÂΩÂÂı˜˛˘:Û˘fiÓÓııÍÍfi‰⁄Ìfi‰Ó†ıË⁄‰fiıÓœ†‚∞•“†“”fi˜˜ı”–fiÓ”‰ÓÌ”ııÛı–‚Ë˚¸ÂÛıı˝˘¯˛Û ”Ìı¯œ”ıÓ⁄ÿ ‚‚“¸Ωm‚⁄–”‰†“†‚fi”‰ıfiÓfi˝ı;‰””˜ÓfiııÛ˜”øΩ”ı””ı½ÛÛ¸ı˜¸fiÿı¯˜–Û“ Ø… ∞ m””§œıøfi“”†‚Ω”‰ı˜‰‰˝ı    Ì˜ı–fifiı˘ıfi˛ı+”˘ÂıÛ¸ıÛÂı˜Â¸‚ı˜˜‰””‰‚ŸŸ”§ ∞†””Ω–“œ”Ω‰ΩÛ”˜˛fi”˛ı“‰fiıı˜¯Û˘˛ı<˜Â”‚¸¸ıı¸Û¸ı˝¸“˚¯˚·‰ıfi⁄⁄∞“”‚⁄‰†fi†ıfi“Ω““ıø˜Ì˜ı”˜ø¸¸ı”fifi¸ı¯˘˘¸ı_Û¸‚ΩøÂÂıÛı˜¸Áı¸Ì”˚…˚ø“Ÿm∞º§ ë‰‰“fiıfi“ıΩ“¸ı⁄‚fiıı”ÛΩ”˜˜ı˜˘˘ııÛıfi¯Û‰∏ıı¸Â¸ı¸˜˝˝ÂÂÌ‚⁄ÿ˙“Ì∞§∞£ä ∞fifiΩ˛”~˜Ω¸””˜‚§fifi”ııÏ ‚“ıı¸˘˜¸˘Û¸˘Â¸Ûfi˚ııÂÂÛ¸ı¸˝˝ÂıËfi˚Ì Ëfi‰œ§∞m§“ı––˜‰fi‰‰ı˜““˜”˜¯˜Ì‰ ‚‰ıÛ¸–ı¯¯ÛÛ˘ÂÛÌÓ‰˜¸Û¸¸ÛÛ¸˘¸Â˝ı”¸fiÿˢfi§“∞†Føıı”fiœI“ı”¸”Ì“˜fiı”fiœ‚˜˜”ıı˘Ûı¯Ó¸¯ı˝ıÍ˚ÓÛÁÂÛÛ¸ıÛ˝ı˝Â˜˜–˜ºŸ§⁄“†úäΩΩ”‚§““‰‰Ω˜˜”‚“ıı”˛ıˇ˜ˇıˇ¸˛Û4˘fi˘–˜Ωfi”fi˘Û˝˝ÂÛ¸ıÛ˝¸˝˝˜”Ω§õú“§‰∞à¨ıø“ ††œ†”˜‰‰ı‚˜ıı˜”˛ıU˜ı¸˘˝˘¸˘Û¯ı˜‚‰ı˜ıÁ¸Â˝˝Û¸ı¸¸˘ÛÂıı”§ õ§“œªÆ“ø¸“§ı˜⁄‰ı˜”˜Ÿ˚‰ˆ¸”˜”˘fi˜ı˘¸Û¸Ûıı˜ı”¸ıÛ͸ÛÛ¸Û²ıÛ¸˝Û˝ÂÛ⁄∞øëᓉ§n“ı˛Ω¸Ω‚§¸“˜fiÌı“Ìøıfi‰¸˜¯ı¸ÛÛ½˜˚˛ıøııͲı8˜ı¸˜¸˜ı˜¸˝˝¸ı‰§ıǧ˜”§∏¨∏”Ûøı”˜˜Ω˜ıı˜˜ı˜ıÂı‰ıı¸ÛÛ¸ÛÛ¸ı˜ıÿˆ˛ı˜ı˜ı¸ı¸ÂΩ˸ˆı˝ÂÂııœËΩ”“‰“†…’Ì˛¸˛ΩK¸˜ı˜””˜˜¸ı¸˘˘ı˘Û¸ÛÛ¸øÂÛıı˚˚ͯÓı¸Âı˜˜ÂΩı¸¸F¸˝˘”‰‚Ÿ“fi∞”ı“Œπ‚Ωı¸∏‡§‚ı̘Ûıø¸‰ıÛ˛ı¸˘ı¸¯˛˝¸§ËÓÚÓÓ˜˝Âı˜ı˝¸¸øı˜¸ÂÛıøı“⁄“”‚˜˛”\∏÷‡Ω˜∏πàn¸ı˜”ıÛ–˚¸˜“ıÂıÓÓ¯ÛÂÂø‰‚Óı¯Í˜Ëˆ¸Û¸ø˜“˝F“ı˝¸fi¸ø§œ‰ıfi‰Ó“øı⁄∏Ì‚˜§÷∏ıı¯ÌÒ¸ıÓ¸Ω‚ıÂøÚÚÛÁ¸Â¸ıL¯ıÍ˚◊˚¸¸ıı¸ı¸Âı¸˝ÛfiÛı‰†fi†ı‰“ıı¸ı”‚Õ‡Ω‚‚ıˆ‰Ìÿı‰˚Û˝˜˜¸Û–Ó˘ÛıÛı¸–ı¯˜¯ıfiı˝¸˘ı½²¸+¸fiÛ¸†”fi‰fifiΩı”‰Ωۘˌ˜F–˜‰˚€Ì–˜˜˝Á¸˜Û˘–˜˜ı¸Û˜˝ı~Ó¸Á˜fiÛÛÂııÂÁø˜¸fiÓΩ”˜Ω”‰œ˜””†‚‚”ı”¸¸ı”Ì˚fi‰‚Ûı¸˝Á˜˘¸Íıfi‚“¸ıı”ıı‰ÛÂ¯Í¸Â˝”ˆÛÂΩÂıÓ¸ıÓœfi”‰fi†fi”fi”ø⁄º““”ø¸˜ı‚ ⁄fifiÛ˜¸˝˛¸ˆı¯–”‚‚ΩÂı˜ıΩ‚¸ı˜˜ı¸Âfi˜¸ΩΩ¸¸ıøÛfi⁄œΩ§ëo˛§~ëΩ§⁄”‰‰ı¸øıˆ‚‚ı˜¸“ı¸˝¸˜˘¸ıÛ¸”ΩıÂΩ˜ıΩ‚¸ı˜Íı–̘ø“Ωø”øıˆøfi†œ”§ §RäVäot§”Ω‚Ó”ıı‚œ‰˜ø“˜F¸˝¸ı¸ÛÛˆ‚¸Û¸ø¸˜ı”‰Ω˝ÛÍı”ËΩ¸ÄF˜ı˜‚ı‰Ófifi”†tV!9#/Yt“†–”‚˜˜”˜Ì‚§¸ø¸Â¸F˜¸Â¸˝Û“øÛøıÛ˜”˜”½Ûfiıı⁄‰Ä§ΩFĸøΩıœœ”˛†Jo%$!á§t‰˜‰‰ıfi‚‰ Ìfi˜˝F¸‚̸˝ÂÂÁ¸Â¸Âıˆıı˜Â˝”‰ıø”˜Ω˜F¸¸“ı¸Âœ§Óœ‰‰•WV)/Toœ“€ ˛fiˇ⁄_∏⁄˜˜ı˝˝§ˆÌ˜ÁÂı¸Ûø§‚¸ııÛıı”ıÛ¸Ω”Ω“¸Â¸˜Ω¸œ‚œÿŸ“”†ΩXZo‚∞‰⁄“–˜Ó‰‰ËÚ˜Óı¸ÂΩF‚‚Ûˆ‚¸ıı§ Ëı–˜‚ıÛıÛı˛˜5Ì‚Âø¸‚˜⁄‰‰§Ÿ⁄˜Ω”øı§œœ‰‚”ıœÓ”–Ë˯̘¸¸Ω¸‰‰”˜ıÂı”†‚§n‰ı”ı˛Ω˝ıQΩ‰˜ˆËˆΩ¸“‚ŸËfi”‚£‚“fi“ˆ⁄“fi˜”ı‰ÿ‚ııÿÒ¸Ó˜ı“”Û˜ıÛıøfi“Ω˜§† ‚fiÌ”‚˜fi˜ıÛÂıŸ‚œ ‚“¸ø˜ŸÒ‚˜Ÿª‚•˛”ˇ˜Ó˜–ıı‰Ó”¸Ò˚˘ı˜˘ıı˛¸ˇÂ-”˜†˜”ÍΩt‚“fi”‚‚”˜ıÛÂΩ œ“ÿ∏˚ıÂı̜˜ª±§Ó˜˜ı”fi”ıı˜˛ı~øÛÌ˚Û˜˚¯¸˜¸ıΩ½––ı†”ıΩın‚Âı““”¸ıÛÂı”ıΩ⁄‚‰ÂÛøËÓ˜˕͉‰Ó”ı”ı”˜‚‰‰ııÛ˜˚ı˚˚¯”‰¸ˆ‡“ÂÛ”˜ı–¸ıΩmı”˘ıÛÛı˘ÂıÛøı⁄‰ıÛıÛÓ‚»‚fi†Ì˜Í‚¯øıı˜˜ÍÌ⁄–˛˜˚ııÍÓ”ıΩΩË‚“˜¸Âıı¸˛ø~‰˜ıÛıÛ–ııÛøı˜ ‰¸fiıÛ‰‚»œ˜fiÓ‰fi˜Ì˜fi‰˜¯fi‰Óı”“ıˆ‰ı˜fi˜”¸˜øFË ”˜ıÛı¸‚‰¯¸Ûı¸Û¯Ó˜”˜”Ífi¯ıÛ““Ïœ‰fifiÚÓÍ˚ÓœÌfifi¯¯fifiıfi“˚ÌËÓı¯ııΩ¸ÂÂΩ˘Âı˜˜Û4Ω˜‰˜–ÛııÛı“–fi˜ı–ııfiıÛ˜”‰Ìœ˜‰€˜ıÚÓ˜‰fi˜fifiÓÓÌ”˚Óı̘ıfiø˜¸˝Â ”˜Û˜ı”§Ó˜˜˛ı~¸–fi¸ı”ııÂıӘ͂ıı˚‰‰Ì˜fiÓ€Ó‰Ó˜˜fifiӉ̂”˜‰fi””˜”ı¸Â¸Â˝ÂÛ¸‚»Ó“ØÓfi–¸ıÛ˘¸ı–‰ı‚‰ııfiͯ‰ı˜Ó˚ÚÓıÍ˚˜ıÓŸÓfiÓ¯”fi‚Ÿı”»Òı”fiˆΩ”‰“˜ıÛı˜ø˜ˆfi⁄Ÿ“ııfiı˛ıW–ı⁄Ë„Ìı¸ııÛ‰ı‰Ëfi˜fi”ıÍÓıfiÍıÓÌÓıfi‚œ“‚…Øfifi”Ω”ÿÒÓÍıı”ÒıÂı˜†fifi˜–ıfi‚‰”ııÓ⁄“fiıøıı”˜⁄̔͘Ӕ‰œıı˛fi(͉ı”ı“˚‚”⁄Ó‰˜ıı‰“ÍıÂı”Óıı“œı‰˜fi”˜‰‰fi˜fi–‰Í¸ıˇÛ?”fi˚”fỉÌfi‰˜ı˜ÓͯÍfi¯ıÛ⁄⁄ıı⁄Ò˜˜fi˜ııœ“”Ûı˜‰Ë‰“ı§Íı”˜œ”ı˜ıfi‰˜ıfiıfiÓÛ”$
  23024.        tile $00000FC7Afiıı˜ÍÓÓ˜–ı˜˜fiıfi˜fiÛı–ıı”fiı––¯˜¯Ífi͉fi‰‰ÓÓı˜ıı”§Ì“”Ûı”¯¯fi˜Í˜fiıı˘‰Í˘˜Û˝ı)˜fiı–fiı˜ÚÓfi˜Ûı˜fi‰ııfifiııͯ¯Í¯”fi‰†fifiÍÍı”fi‰†fi”¸ı ¯˜€Ì”Û”fiÓÓ˜fi˛ı;˘–˜ı””˜˘–˚Ëıfi˜Ì‰Ó“ı”fiÓÍııÍÍÓÍ–ııfiıfi‰Óøıfifi”‚˜ııÛı‰ÍıfiÌfiı¸ı˜⁄Ú˛ı<¸Ûı͉ıı˜ı¯¯ÓÓfi”˙ˉ”ı‰“ͧı–¯ÓÓ͢˘ıfi‰ŸÓÓıı‰fiı‰ÓıÛ¸ı˜fiÛÛıı¯–˘ı‰‚˚ı*˜ı”˜fiı˘ıfi̯˜›∏ı”“⁄§∞∞Í”ı˜ÓÍı”ıfiÓÚ⁄Í–¯fiı–ıÓfi˛ı˘ı¸ÛıΩ¸ı
  23025. ͉˂”‚˜Ófiı˜˛ı"˜”ıı‰⁄Ÿ“˜”“§Àà∞ÌfifiͯfiııÓÍÓӯ͉͔–ıfi˙ıÛ¸ıı˘Ûı˜˜ÌŸ‰˜fi˜˜ı͘˜ııfi˜ııfi˛Ó
  23026. fiı”fi±£Ì˜”Ófi˝ıfiÓÓı¯¯fi¯ı”ı¯˜˜˛ı¯¸ıΩ˜‚˜ı˚‰ˆ˜‰˜˛ı$ÓÍıÓ‰˜fi˜Óı˘¸fi˜‰Ófiı–”‰œÍ˜fi‰Ì⁄”ı˜ÍÓÍfifi¯˝ı¯fi¯Ó˜˛ıˇ˜ˇ‰R˜”⁄ÓÌÓ–ıı¯¯˜˚fiı¯ËΔË”¯ııÍÓÍfi˜fiÓfiÛfi‚‰ıÚŸ‚ıÛı‰Íıı¯fifi¯ı–ıı¯ÓÓ˜ı¸ıΩ“˚fi˜‰˜Ìœ˜ı–ı˜ÊÒ̉˜Í»‚˛ı¯fi¯˜ŸÚÍÓfi”fi˜fi‰˜ı“˜ıı”¸˘˘¸˜ı–˝ıfiÓ˜Ófi˜“˜ø”˜‚˜ıÌÚ˚˛ı&¯Ó⁄Ú€˜ı̉”¸–˜Í–€œÍ˜Ífiıı–˜‰ı”Ó“˜ı˘–Û¸–ı˘˛ı    fi”ı¯fi‰‰˚‰˜˛ıÓ¯¸˜ÀŸÌÓ˜–fi˜ŸÌ”ı”˜˝ı‰Ó⁄€fi–ıı”͘fi”ı˜“˜‚”˛ı¸ı˜ıı”˛ıS¸ı˜Ó‰‰˜fi˜ıı˚ıı”ª»‚fi”ııfiŸ⁄‚“‰”ı˜˜˘‰Ì”Ífiı¸ıfi‚fiÛ–˜‰–”‚fiı¸fi¯ı˜fi˜ˆ”˜ıÛı˜‰‰fi˜˜˚fiı˜˜¯”†ª…‰”˛ıO‚⁄Ÿ∞‰ıı˜˜ı–”–˜¯Íı–ı”ı¸‰˜˘˜fi˜fi‰ˆıı”ı”Ú“˜ı¸ıfiÌ‚‰Ì˘¯”¯˜˜ıΩ‰∏Ëıø¸fiÓ‰œ‚†ııÓ˜fiıı˜Ífifi˛ı¸ıı–ı˜Ω˜ıı˜œ˜”˝ıˇ˜ˇı4–¸˜ÿÓ˜ËËfiıÓ˜¸ı¸ø–˜‚“¸ı‰Ó͘”fifiıfiıfi¯–fi‰Ó‰”ııøı˜ı¸fi˜“¸ıı˛˜ˇ”˜ıı‚˚˝ı.Ì˚˜Ú˜fi˜ˆ”˜˜Ω˜†fiÓ˜Ûı˜“””˜ıı–˜fiı˘˘fi˜‰”¸”‰ıı–ıı˜‰˛”ı˜˜ı˜fiı˜‰Ë˚ııfi˜Ú˚‰˝ıˇ˜    ˚ı¸‚‚ıı˜¸Û˛ık˜“”øıÓÓfiı˘”˜“fiı …“ıÛı–ø˚‰ı˜ı”ıı˜˜ÍfiıΩ‚Ìı˜ı˜Ú˜ı¸Û˜˜ı¸Â¸}Ëøı–¸¸Âı”˜”ıı¯‰Ú˜˜ıfiı””“⁄∞‚ÓÛıı”˜”ıfi¸ı¸ı¯Í˜ı˜∞“‰ııۯ̸˜˛ı¸Ω ΩFÆ“”‚‚ı¸ı–¸˛ı”fi¯˛ı¸”“∏“⁄Ìıfi˜“ıı”˜ı¸ı¸˜fi–“ªfi¸˜˛ıˇ‰Í˚˜ıı¸˛ıˇ“7†à∏“‚Æ“ÛÛıı¸øøÛ¯fiøÛ¸–ø‚…†”˜ıfi˜Ó”ı˜“˜”‚‚¸˜ı¸§⁄“ı˜Ó¯˜ÿ˜ı“Ì˝ı˘˝ø‚§”““m⁄˜ø¸Û†“Ω‚”fi˛ı@Ω˜ø‚π”ı”ıfifi˜fiıfi“m¡∏ı”˜”¸fi⁄ÓııÌÌıˉ˜ı˚˜ıı˜ÓıÂ⁄‚ø”n“ı–”ÛÂı‰o´∏˜ıı˜ı˛”ˇ˜Ωıı˚‰˜˜””˜”ªŒ“˜ııfi‰Ó‰ıı‰‰Û‚Δÿ˜Ó˜˛ıd˘– ∏ın÷§øÛ¸”ıÁø è‚Âı˜ıΩ¸”˜ıfi˜˚”“Ó‰˜˜ı¸ø§‚‰“”¸˜”ı˜–˜ı”¸‚®ª†˚”˜ı¸‰ıø”ıΩ§oŸ‰ø˘˜ıÂøo£mı”fi˜˜¸”ı”ı˜Ì¯”˜˜fiı˛ÂF¸ı‰˜øÛııÍıı–¯ı††nıı”‰‰ı¸Âıı¸†fiΩ§ÓııÛÛÂÛœÆıı˜“fi”ı”¸¸ıfi˜ı˜˜ıı¸Â¸ıfi‰ı”Û²Ûøı˜Âø‚ΩıÂÂıfiˆË˛Â'§‚˜Ωıfiı”ÒÓø˝Â‚⁄¸øı“‰”ı˜ı”ıÓ˜ÍÓÓ͘˜ˆ¸ı˜˚ı˛Â¸ÛÛ˜˛ı$˝Â“¸ÂÂÛııÓ§“¸Â“o¸øı–ı˜ÓË˚ı‰ΩΩ‚§†∏⁄ı”˛fiˇÓ^ÚŸÒ‰”∏Δ¸˝ıfiÛÛΩn£‚¸ı˜˜¸Á““¸¸ı”fi“Ω§‚ΩÛÛı¸–Û¸Úı˝”¸Ω ∞§§‰˜fi˜ıı”¯‰ÚŸ‚fi§ Ω¸ı˝ø§ifŒΩ”̸ÂFı”¸˝Â˝¸˛ıΩ‚Ωıı¸ÛÛı˜fiıø˝Á˜Ω˛“~†””Ó˜ı¸“‰ııfiÓ‚“””ıÂı¸ÂÂøø§∏ˆııÿÓÂı¸ÛÓ˜Û˝Âø¸˜“ ΩÂΩ”˝ÛÛı˜”Û½ı¸¸–ø””ıfi‰”ı‰‚‰˜˜‰“ıfi˜ıı˜ıΩÂΩÂF§‚˘ÌÓø¸‰ÛÛ˚‰˝˝ıı”ΩŒˆ¸ı˜–ÛÂı˜ÂÛı¸ıΩøÛ~ø¸ı”ıı˜”ı‰ Ÿ‚”ıı”Ófiı¸¸ı‚Ωı”‚◊‰Û¯ıı˙˜Â¸Ì˜Ûı˘ÂıΩF¸¸ıˆıÛ˜fiÛÌ˸Âı¸˝¸Ûı”˜ıı˜–fi ∏ˆıı¸øÓÍÛ˝ÂøFΩ“””Ω˜⁄ı–ÓÍÛÛıˆ‰ÌœÂ˘¸˜ı˜“ı–ÂÛı½Ëȉıı¸~ÁÛø¸”ı”ıfi˜‰§Ÿ ””ııfi“fi˝Ûı––Ω”ı¸fi⁄˜¯¯Ú˜˘”Ë“ı‰ıÛ”˚ˆ¸ı½˝ÛÛ˘˝Â”ÒÓË˜Û˝˝ıı”ıfi˜ıÍ€§‚Ÿ‰ı˜ı”ÌÓ˘Û¯ı˜Ω¸ΩÀ§”˜Ó¯Ó„Ó¸˘¸ıÛ¸ıı¸¸˝ÂııÛı˜–˜ÍÓË0¸ÂÁ¸˜ıı”fi–ı§‰”‰“˜ı”ıfi˘˘Û––fiÌœ”ŸË˜ÓfiıÓ⁄ÍÛ˜˜ı–ıÛıı˛¸Á˝¸Â˝–ı¸˜fi˘Ú˜˝”“˝ı&˜fiıı”–”˜fiΩ”ıı¸ı–ı–¯Í‚”‰∞““¸ÛıÓııfiı˚”¸ı˝˝ı²˝Â˝Á˝Û,ı–¯˜ø˜˜ı˜“Ω˜Ìı”ı¸ıfiıı¸ııøıÓfi͉fi––”œ⁄‰”˜Ω˜”ı˜‰˛˜ “˝ı¸Ω‚½¸˝˝Û¸ıÛ˝ÛıfiÓııFı‚⁄“ı˜fi˜ıø˝ı¸ı˜ı˘¯ÍÍÓÓ¯˘ı‰§§˛‚ˇ˜ˇøˇıΩ‚ËÛı¸˜‚¸˝ÂÛ¸¯˘ÛıÛÛ–ıfi¸“fiı‰Ì˜”˛fi˛ıfi”˜ıı‰˜ı”fi€Ì€‰˝ıfi̧‚§‚ıı–“œ‰§ıı”˜ˆ˛¸ıfi˜Â˛ıˇ˜˘ı”†‚“Ω†fi‰‰fi˜fi˚ı!”˜˜fifi”⁄œœÓÍfiııfi†‚à“§”Ω”‰œ““fiıı˜‚ıF˛˜ı˝Û¸˝ı ”ı”ıfiıfiÓÓ˜”˜˛ıˇ”kı”fiı”¯œœÚ”¯fiııfi˜†ªΩÂıı”͆–ı”˜Ωı‚ı˜ı”ıı¸Û¸ııøÛııøı”ı”Ó‰œÓfi”˜¸ıı¯”fi–ı”ııfifi¯–fi“fi¯–”Ì”ÂøÂı”¯”ıı–ı˜¸¸ıø¸˜ıı˜˜ı˜‰˝ıÛıfi˜˜fi¯‰”ı¸ıøıı”˜fi˛ıbfiøııfiıÍÓ˜fiı–˜‰ı¸Ûøıı”ıı¸“ı¸”¸”“ıı̘–ıfiÌ˚ıÂÛÛıı͘ııÛıı¸ıΩı˜”ıøı˜fi¸ıı˘”fi””fi˜˘”‰˜ıø¸”ııÛııÛˆ”Ω˜Ω˜‚”ıˆ˛ıø‰Ò¸Û¸Û˘ı˜ıÛııøΩ“”Ω”˝ı–Óıı˘ı–ı˜fiı–¯fi˛ıˇfi–¸–ıı”ı¸”ı”“”ı˝‰“˜”ı‰‚ı˘Ûıı͘ıÛı”ıı‰”Ω˜”ıøıı‚ı¸”˛ı
  23027. fi̘ıÛıı–ı˜fi˛ı¸ıı¸øı˜˜ııÛıfi˚ Ìfi¸ ‰ıı²ıfiıı”ı”ı‰”fiΩ˜”¸ııfi¸ı9¸‰fi‰fiıÛıı˘ı”ıΩıÂı”¸˘””fiΩ¸ı¸ı”ı”‰‰Ω§”Û˜ÛÛ¢˜Ûı˚˜Û”˜”ıı”⁄‚ı¸˚ı”˜ıfiııÛı”ııfi‰˜˜Û”ıı˜ıfi˝ıΩ”ııÛ¸ıΩ˜ıÛÛııۉ̉¸ııøıˆı”Ë˝ı¸˛ı˜fiı¸˘ıÛ–Ó˜ıı˜”ı”˛˜[“ıı”Fı†˜fi”˜”ÛÂøF˜”¸Û¸Û¯˘Û˜Ì˜ı˜ııøÓ˚˜fiıı˜ııÛ˜ı˜ı¸–ı˜ı¸fi˜ıı˜ııfifi˜“˜ı”˜Ûø˜”–ı”˜ı¸˘øıı¸˘ÛııÂı‡˜˚ı'‰ııΩ˚”ıÛ‰˜fi˜ıı˜˜¸–ı¯˜˜ı¸”fi˜ø”ı””˜ı“˜ıø”˛ı¸ıÛø”˛ı#Û˘ıøø˜”˜ıÛı˜ııÛ˜”‰”¸Û¸ı˜˜˚ı˜Ó˜ıı¸”˜Í˝ı”¸–ı”œıı“ıÂıı˜Â˛ı¸ıÛ¸ıÛııÛ”‚””¸˛ıÛıÛ˛ı”¸ı˜‰”˜˜ıı¸fi˜Ìı¸”fiııÂøıı”§¸ø˜øıÛ‚‚²ı!Û¸ıÂıÛıı¸ı“ııÛΩ˜ıÛ¸ıÂÛfiı˜ıı¸fi˜˜ıı”˛ı˜fi˚˜˛ı-”ıı––”“”ı–¸ı”ı”ÓÛÂÂÛÛııÂÂı˜ø”ıÛø˜Ωı‰Ω¸”˜¸ø˜”fi˜˛ıˇ˜ı˜ıı”‚˜”˜”˜˜¸˝ı”fi”ıøı”ıΩÛ”ı¸ı”˛ı.¸øı¸‰ø˜ı˜”ıı‚‰˜”˜fi“‰˜fiı¸ı˜˜”ı˜ı¸ı˜ıı˜⁄‰ıı˜fi–˘–˛ıÛııÛ¸ıı˜ø˛ı˛¸ÛÂÛΩıΩ˜ı¸ΩΩ‚”ı”˜Ω“‚˜˜ı˜ıı˜ıı¸ı¸˛ı=“†‚‰”˜ı¯ıÛÛıı”Û–ı”‰fi˜”¸¸ı”ı¸ÂÛ¸¸ı˜ı˜ııÂııΩııΩ‚ fi”‚˜˜ı¸ıı¸ıÛı”˝ı
  23028. ˜˚‰“ıı˘Â˜”fi˝ı –ÛÓıı¸ııΩ”¸˘˛Û²ıˆıÛ˛ı“˜ıı‰•ˆı˝˜<ıÛ˜ı”ı“ııø¸ıı”˜fiΩfifiı“Ì˙fiıÛ–¯¯fiÛÛı¸ø˜ıı¸¸ÛÛı“ı‰˜ı¸ıı˚“ı¸¸”‰ˆ¸˜˝ı¸Û˛ı Ω¸ıı”˜fi”‰‰˜ÛÓ ⁄⁄œ˚ıÛÛfiı¸˘¸ıı¸ıΩ˜ø˛¸ı‰˜˜˛ıAۂ̉ıøıı”ı¸”¸¸ııÛ¸ııÛÛı˜Ó‚˜˜ˆ‚”–ıœŸÌ‚ÓıÛ˘ı˘Ûı˜¸˜”¸ııÛ˜ıÂıfi˜ııÛ”Ë˛˜
  23029. ıÌı˜Ωı“ı–¸¸˚ıÂı”˜Ì˜””Ì“˜Û”ŸÍ€˜¸”“ı˛Û1¯¸Û¸øıı˝Â˜˜ıı”ıı¸ÛøË|ËıΩ˜ı¸ıΩ“ˆˆıı˜Ì˜¸ı¸ıÛfiı‰˚‰”‚∞$
  23030.        tile $00000FC08ı¯fiı˘¯ıfi¯fiıÛ¯Ó˜¯˜‰˚Íı˘ıı¸ıı̯ıfiıÓÒ‰˜ı˝Û¯ı–ı˜¯¸Í¯ı¯˘ıı¸¯˜˛¸+˜¸¸Ûıı¯Í¯ı¯˜fiı¸ıı˜fiıÌ„Ìfi”¯ıÛ¸ı˜ıÛıı˘ÓÌıÛ˝Â˝ı˛Û
  23031. ˜˚˘Â¸Ó˜Û˜˜¯˛ı)ͯ¸”ıı¯–Ó˜ı¯ıfi̘¯ıı‰ŸÓ”¯fiı¸ı“‚“ıÛıı–ııÍıÛÛ˛ıfiͲÛıÓ˜˘¸ı˜–˜Ó”˝Âı¯Ó˜‰˝ıˇ¯˘˛ı"ÓÍfiııfi”‰‰¯˚fiÛÌ∏‚˚ıÛıı¯ıı˜˜ıfi˜˜“ı˜‰˜˛¯˜ıÛÛ¸ııfi˜–Â˘Í¯ÓÓııfi¯ı‰˜˜ıı”˛ıˇÛ˛ıx–ÓÓ¸‰◊œÌÓ¸ıfi¯fifiıÍfi˜˜Ófi˘‰Ó˜‰ËÓııÛÛ¸˘‰fi˜˜ÛıÓfifiÓıı˜fifiÓ̈˜ÛÛıÛı¸ÂÂı¸Í˚ıı⁄‰fi˜ı–¯˜ÓÓfi˜¯ÓÓœ”Ûfi˚”ıºŸıı¸˘¯¸ı¯Í⁄”‰Ì˜ÓÚÓ¸–˜Ì§§‰“”¸˝ıFÛıÛı˜Ó˜–ııfi˜¯ıı͘˜ı”ı”œ˜¯–ıÓ‰ı”fi˜ı–¸ı˜–˜‰§fiΩ‰ÊÚ˚Óı–fi•Üª‚‚˜¸ı˜ıÛ””ı˜‰ıfiͲı”¯fi¯˘˜fi–˛ı”Ÿ”˜ıı˜‰ıÂıfi˘¸ıÛ˜ı‰†”Ω””ÓÓ˜˚˛ıøon£Æ“Ω””¸”ı”⁄Ìøı‰ı¸˝ıO¯fi¯¯ÛıfifiÓŸıfi‰ı˜ÓfiÛ–˜˘˘¯ıı˜ıfifi–§‰–ÓÌÌ˜Ω† §R£ë˜Ωˆ‰ı–”ı“‰‚ıı”ıÛÛ¯ııøfiı¸ııӘ͉–”‰ııÓ˛˜Ó˚”˛ı    Ì‚‰‰†–”˘Í˜˛ı†ôAoF“ıø““øı“Ω§Í˜‰”˜ıÛ˛ıCÛı¯–¯˜ı¯fi”‰”ı“ıÛfi˜»’ŸÒ˜Û˝”ÚÌıfi˜ıÛø˘ıÂı†Ä'&§F‚Ωı”ø¸ø¸–”‰‰ÍıÛı¸¸ıı¸ıı˘˛ıD˘ıfi¯”ı”–¸ı¸ˆËœ“”ıÛı˜fi–ı”ıı‰˘ı¸”“ΩtnJ“‰”¸ıøΩ¸øΩ¸Çıfiıøfi¯ı˘ııÂÛı˘¸ı˘Û˜fi˘˚ı?”ıı”ıı˜ı”ıÛ˘–ı˜‰ı¸ı–øÂøÄ⁄§‚ıΩ¸Âø¸Ω”ıÛıfiıı¯ıÛııÛ¸–ı˘ıı¸ı˜ı˝Û‰˜ı˜˛ıfi¸”Ó”ı”¸˛ıfi˜ıÛ˛ıˇÂΩF‚˛‰⁄fi˜‰˜“øø¸”ıÛı˘–¸¸ı7Û¸˘ı–ııÛÛ˜˜ı¯”¸ı¯øı˜˜”Óı”‰fi‰fiÛı¯¯–ÛøΩı†“˜œ⁄“”ı”Ω‰˜‚§”ııÛ˛ıÛ–”¸ı˛Û˘¸ı¸ıÛı¯˘˛ı(”˜˜¸”‰ııΩıı‚ÿ‰Û˜ıı¯˘Ûø¸F“§fi”fi‰Ûøııoºª§”ı¸˝ı8¸Ófi˜ÛÛ¸ı˘¸Û¸Û¸–ı”ıı˜˚˜ıfiÓ˜fiı˜–‚⁄fiıı¯ıÍıÛ¸–¸¸†”fiı‰ıøıø†ë∞§˝ı¸”ıøı“‚Ûı˜ÛÛı¸˘¸˘¸˛˜ˇı˜–˜ıı‰‰¸”˜”ıı”˛ı$Ó¯–§ ΩÂıΩ‰”⁄ ıı”“t•“¸Â˜”ø¸¸Ûø¸ıø¸ıÛıı˛Û˛ı~”ÛÂı¯¸ıÛıÓ‰ıøıΩı”ıı¸ııfi–£´F¸Ä¸†§⁄⁄”“ë䧓ııÛ˜‚¸¸ıø¸ıı¸Ω”ıˆıÛ¸ı˜¸Û¸Ûıı”ıÂÛıÓÌ–¸–¸Û”ıı˜ııfifi§†ΩëÆ놕“””“oõë”ı”ı˜˚ı¸ı˜ıΩı¸¸ı˜ˆ˜Û¸”˜ı øfi˜ı”ı˜fi¸Û”˚˝ı,”˚ı˜˜ıı”‰‰ıø“ëÆ§Ω“§†Ωë놘˜–ı˜ø¸ı˜˜ˆ¸ΩΩıΩ̘۸˝ıˇ”¸fi˘Ë‰Ûıı”¸ı)Ωıı˜˜ıfiÌÓfiıøFëÜt¸†⁄§o‚§Ω†ıÛÂı¸¸ı‚¸““ˆ“ııfi‰˝ı6¸ı“fi–”˜”ı¸ı”¸ıı”ıÛøıı˜‚‰¸fiıΩ¸Ω”§§Ωø˜§“‰§”ø“Ω¸ıΩÛø˜˜F¸“‰˛ıI˜Ì””¸Ûøı†“¸ı˜¯Ûı”˜˜Ûı¸ı¸ı”⁄˙˜ıı”ı”ı“ ∞∞ÿ˜”fi˜––ΩΩn Ω§“Û¸Ωı”““ı”˜ı‚̘˜ıÛ¸–˜Ó˛ı    Ú˜fi˜”ıÂı”Û˛ı9Ë”˜Ω”““ªnΩh~úŸÍı‰⁄”˜†m§mt§‰ıı¸”ı”˜¸˜‰ÌÓ–ÍfiıÂÛ¸¯‰Ì‰ıÓÒÓfiı¸ø˛ı:¸”ı˜ı”˜˜§§ë“FY∞œ‰”‰‰”“§•Ämm†§˜””¸¸ø˜”ı”†ı˘ı”¯˝Á˝ıı‚Ìı¯⁄Ó˜§˛”ıΩ¸ı”ıÛ””ııøÇ¸Ω˛†æÊÓfi‰Ωø”mnP“†”˜ııøıΩ“˜˜ııÛ˛ı˜˝˝Â¸ı;˜Ó‰¯fiΩ””øÂÛ”˜˜Ω˜ı¸ÂÂΩ“”§††⁄€Ífiı“ΩF†ÄΩΩ‰ıÛı¸¸Âı”Ω”ı¸ıÛ¸˘¯˘Á˝Û˛ı+ÛfiÓÓfiıı”Ω˜ıÛ”Ó͘””“Ω”fiΩ“§∞∞fi†ÓÍı§“øFømm“”¸ı”¸ıΩ””ııÛ¯˘ıı˜˘ÛıÛı¸¯˘¸ÛÂı”fi‰˛ı^fi˜§ Ω”“”ΩıΩΩøÛ汜fiıÂÂFønmı”Ω¸ıı˜˜ı¸˜ı˜”¸Ûı¯˘¯ÚÚı–¸ı–˚˜–¯¸ÛΩ”ÓıÛı˜fiœŸ¸Û”ı‰”øø––t€ÍfiıÂÂΩFÄ“ÂΩ”øı¸˛ı:¸Âı”ıÛ˝Û¯˘–¯˜ı˘˜ııÒÓ¸˜fi˜˜ı”ıı”͘‰§ıø˜Ωfi˜ı¸ıΩ–fi˜ı˜˜ÂÄmÄ““”Ω¸˝ı¸ııÂı¸Ûı˘ıı¸–¸¸ı¯¯˝ı4˘ıı¸øı”˜fi͘fifi˜¸–ıı‰ˆøøıø”fiı⁄‚¸F§§ÄΩΩ¸”ı¸˚fiı˜”¸ıı¸ı¸Û˝ı@–¸Í¸ı˜fiıÛı–¸ı‰fiı–‰ııfifiÂÂø»÷˜¸ıfi–”fiËÌΩ¸JÄFøΩ¸ı”˜‰ı˜”ı”ı˜ıÛı˜¸¸ıÂı¸˛ı<Ó˚˜ıÛı”ı–œ‰¸ı‰‰¸ı˜ıÛı∞ÕŒ“Ω⁄fiœÓ”‰”m∏møΩ“–˜ı˜“‚§ıø˜”˜Âˆ“ııΩ‰˜Âø˛ı˜fi˜¯¸Û˛ı⁄ÿ–˛fi&øıı”‰“”Í⁄õ‚“‚À̆œ§œmoÂÂıΩıø”‰⁄ ı“˙˜¸Â˜fi˛ı    ‰⁄ˆıı¸ı˜ı¯˛ı*”“”˜ı”˜ı”ı”ı‰˜”fiΩfiΩı† ÚÍ⁄⁄“”““øÛ”¸ı¸Ω§∏ı∏Ì˛ıÛı¸¸” Ë‚ı˜Ûı‰ı”˜¸–˚Ì”˛ı.§”˜‰ıˆfi˘fiıı‰ıÛøıfiœ”fi˜øÛ”‚˜¸ø¸¸Âı†“””ı¸”ıø¸””ı‰Ì˛˜5øıÓÓ˜‰ıı˚˜Âı”¯‚”“‰‰˜fiıı¯˘fiı”¸¸–ÍÓ–””˜ıı–¸ıøÂΩ‚“˜ıı¸ı”˛ıˇ˜˛ı)˜ı¸fi˜fifi˚ıı‰¸Âı‰˜“”˜‰‰fiıfi˘˜Ó¯ııÛıı”ŸÓ˘ı˜‰ø–˛ı¸ı¸§˜˛ıøıı˜˝ı9Óı¸fiıı‰fiı˜⁄˜”ˆ”¸Ω‰ı“ıø‰Ì˜¯ııÍ˚fi¸Ûı”˜˘ÓÓıˆÓ˜”ııΩÛÂıΩ˜Ωø˜ıÛ¸˛ı”ıfi˚fiıı˘˛ıˇ”.‚˜–Ì‚†‚ ””˜fifiÓÓfiı˘ıfiı–¸ı”fiıı˜”œ∏§Ÿ“¸ˆıÂÂıı˜ı˜”Û˝ı”˜˝ıÛıı–ıfiıÓ˜–ÚŸ‚À‰˜–˜fi˜˜fifi˘ı˘˜ı¸fi†‚“⁄ºÓı˘ı¸øΩ”ıı¸ııÛ˜ıÛ˜fiÓ˚fifi”‰‰””˛ıÓÍfi¯ııÛ˚ı”¯ıÛı””‚§‰‰Ó˚ ¸¸⁄ˆ‰Ωı“¸¸¸ı”˜Ûı¸¸–¸fi˜fiÓÓıı”ıı˜”fifi˜ÓııfiÛÛ˛ı”ıı”¸ı ”œı”Ì⁄̉”” ‚˛˜”ıøÛ˜ı²ı¸ıÂı¸–¸fi˜‰ÓıÛ˜ııfifi˜fi͘–˛ıfi˜ııfiıı˜˜Ûı˜ı˜˜–˘ËÿÚı˜“ΩøΩı”˛ıÛ˜”¸ı ”˜ı–¸–˜‰˚ˆı˜”˝ı8¯fi‰€˚–ı˜˜‰Ó˜¯ııÓÌıı˜ÂıͯıfiÓ˘ı‰˜¸¸øı”Ωı˜˘˜”¸ıÛı‚˚fi”ıı”⁄̉˛ı(˜”fi”fi¯˜‰Óııfi¯fiÓÓıø˜Í‰˜¸“ÛÛ¯fifi˜–˜˚ıı‚‚”ÂıΩ˛ı¸fi”˝ı“””˜ı¸¸§ˆfiı¸Ω”ı‰fiııfiıı–˝ı2͘¯–fi“‰”¸“ı¸”ıı˜˜Ó˜fi˙⁄‰ıø¸†¸øΩ˜ı”˜˜¸”˜˜§‰‰†‚ ‚ıı”˜‰˘ı¸–˛ı ¯fifiıı˜‚˚Ωı˜ø˛ı)Ó⁄˚Óıÿ„˘¸”Ωø¸”Ωı“‰fi””Ωı‰œ àº‰ı”˜Ë”˜”‰ıÛ¸¸ı˘˝ı!”¸”Ó‚”ı”ø¸Ω–˜Ó˜Ó˜ÂıÚÌı‚ı¸‚¸ıı“Ó˜‰˛ı Ω‚∞ œ†˜ı‰‚ıÓ˛˜–¯”ı‰¯˘˛ıˇ”5‰⁄“˜fiı˜˜””ı˜fi“˚fi˜ıÁÂıø‰“FΩƉıøfi‰”‰‚†ıΩ“Ω‰˜fiÓfiœ “˜”fiı¸”¸ı”˛ı~fi‚ “fi”ıı”‰˜–ı˜‰”¯˜˜˘ıø¸ıı˜¸§ıı“‰œ‰§”Û˜fi‰⁄”ı‰ÓœÌ“”ı”ı–‰˜ı˜¸ı˜ıı–”‰œ“˜ıÂııfiııø‰‰˜ı˘ı‰˜–ø¸¸”øÛøfifi‰Ó‚”ı”˜˜‰‰ı˜˜fi‰””“ı”ı‰Ì”ıı–˜ııÛˇı    ”“‚§ı¸ııΩı˛”ˇ‰˜fi¸ÂÇÍıı‰“øı¸ıfi˜Ω“‰ı‚“˝ı¯˜Í˜fi”˜fiı˜ı‰‚˜ııø˜–ıı–Ω†‰ŸË””ı¸˛˜“fi“””˜ıÛ–˜ıø˚‰ı˧˜ı”–˜‰§§ı“˜”ıı”˛ı#¯ıfiıΩı‰Ì‰˜˜ı”˜ıøııfi‚∞‰˜˜ıı““ı”œΔ÷‰Ì”˛ı˚˜”ÛΩ “–Û–ı†Ì‚‰ı‰‰fi”˝ı7”–ı˜fiııfiÌfi‰”ııËÌı¸Âı‰fi˜”˜˜øı˜””ΩàŸÓ˜ıøfiˈı˜∞˜ÛÂı”‰⁄‰”ø˛ı~‰‚”ııfi˜fi˜fi”Ó‰fifi˜”–¸‰‰øıÛıø–‰”¸ııΩı¸˜“Ω⁄œ”ÍıÛ‰ ˜Ó˜ıÍ˚fiÛ˜˜“˜˜ı¸øı˜”fifi”ıı˜fifi˜˜‰Óııfiı˜–¸”ı¸Â˜ÛıÓ˜ø¸”˜Ω¸ΩΩ†‚”ıfiı‰Ëı¸ÓÓfiÓÚıøı”⁄”ıfiıı͘ı˜˜”ııfi˜fiı”ıı¸˛ı,øıı¸ø‰˜ı‰‰ıı¸ı˜”¸”“†”fiıÛ–ı‰˜–ı˜ÓÓÚÓÛ–”ÿ‚ı˜fi”˛fiˇ‰N”fi”˜˜fi˜“Ωıø”œ˜ı”˜”¸¸‰”ıfi˜Û¸ıı˜”¸“Ω¸ı˜fiÛı”‰ˆıfifiÍÓÓııfi“œ‚ıı˜fiıı””ı”fi‰˜˜”‰”ıø¸”Ó˚‰˛ı&ø¸ı¸Â–˜ıÛııÂı†‚¸Â¸øı˜ıø˜‚‚˜¯¯fi͢˘ÓÓ‰Ó˜”˛ı    ‰˜˜Ωı˜˜fi͘$
  23032.        tile $00000FD5OÁÛ¸ıÓÒ€ı˜¯˜◊̔Әfi¯ı¯ÍıÓ¬«ÒıfiıΩıı”ÂıˆøÛÛÁıÓ˘ıı˜Û˘¯˘ÂÛ˝–¸¯˜–Ûı¸½˝ÛÛÚÒ˯Íı”ˉıͲ¯–¯Ó˘¯„·ı”fiÌ“ıΩÂÂΩÂÛı˘˘Íı˘˜ı˝Û˛ıAÂ˝Û¸˘˘ıÛÛ¸˘ı˝–Á˝Â˘Íʘı¯Û–‰‰˘fiı–¯–˜Ó¯––Í–˜§≠≠”ø¸øÂÂøıfi”ı˘¯¯¸Û¸¸ı˜ı˝˛Û Âı¸ı‰¸Û¸ÍÛÛ˘˛ı-˘–˜˘¸–˘ıı–ı¯¯Ó€Ó¯ıÛÂı‰∞∞§†”ΩF“ı†Í˜Û¯¯ıÛ¸¸ıı¸Â˝˝ˇÛ˜˚¸ÛıÓÍÛ˛ıˇÛıÍı͘–ÛÛ¸ıbÓfifi¯ıÛfiıøø∞s§Ω“m§⁄§fiÛ˝˘ı¯˜ııÛ˝˝Û¸ÂÛ˘¸˝˘¯¯ııÓÓıı̯ÛÛ¸ııÍÚı˝¸‰fiÛÛ––ÛÍͯ–ˆ‚ıı•±á§“∞ ‚‰”½ÂÛ˝¸ı¸˝˝Âıı˝Â˝Û.¸˜¯˜ÍÓ‰ı–˜¯ı˘ı͘fi˘ÛıÛıı–Û˘˘ÓfiÓ‰∞Æ‚“§”táF“§ı–‚Ω¸Û~¸ıÛ¸¸Â¸¸ÛÛ¸˘˝fiıÛÓÚÓÛ˝ıfiıÛfi˚ı¸ÂÛııÂııÛÛı¯ı¯†ë∞ †””–∞놔”ı‚“Ω‰ı¸˜¸˝˝ıÓ¸¸ı”¸˝¸ÛÛ¸ı¸Ê€fi”Û⁄ËıÂı˜–ı˝ıËıÛÛı˘–ı˘ıı””o§”‰‰ø††”øı“‚”ˆ‚Ωı˜˜Â˝¸Ë˚ø¸˛ıHÛ¸ÛÂfiıÓÍͯı‰ ‚–¸–ı˜Ûı‰–ıı–˘˘–Û˘Ûı”fi–Û⁄ËıÍœæ‚ı“§ΩøΩ“Ωıı¸ÂÛ˜fiÛÂ˝Û¸ı¯Û˝¸Û¯ÍÓ˛ı˜∏˜ıÛÛˆ˜ıı˝Û¯¯˘˘ı˛Ûfi‰§⁄“ı”–ıfi‰ ⁄͘ΩıΩ“‚˜¸ÛÂÂıı¸˝Û~¸ıÛ˝Û¸Û¯Í–˘˚Ÿÿ‰ıfi¸¸ı۸¯ÓÓ˘ÍÓııfi‰”⁄«‚¸ÂıÛ–Ûıœ˜”ıΩ¸“⁄”Ω˜ÛÛΩı“ıı˘ıø½½¸fi¯ııÓÿ‚˜ı˜˘ÛÛı˜Û‰„ÓÍÓ˜ı”fi–⁄™ªıΩÛ˘Û–ıÛıfiıı‚‰Ω”˜“F¸ı˜ı¸ı˘L˘ı˝Â¸˝˝¯˜˜¯˜fifiÓŸ˜Û¸Û¸ıfiı˘˚¯Í¯ı”fiœ«§ÂıÂı˜ı˘ÂÛ¯ı˜˜ı¸Ωı˝Áıø½¢ıÛı½˝Û˝ıÓŸÍıfi¸ıÂÛÛ¯˜ı–ı¯ı”˜Âıı–”ÛÂıÛÛ˛ıe½ı¯Û˝¸˚†˜ı¸˝ÂÛÛÁÛı¸ÛÁÁ˝Ûı˜Ò˜˘ÓfiÛı¸ı–¸Û˜˜Û˝˝˜Ó¸¯ÌΩÂÂı–Û˝ııÛ¸”¸˝˝˘¯¯˝Û˜˜‰–ıÂÁÁ˝ı¸Á˝ÛÛ˝˝Á˝¸˜Ó˜¯–¯˜ıÛ¸‰˝ı)Ûı”ı˜Ë˚ıÿ˙ÂıͯıÂıı¸¸ÁÁ˝–¯¯˘ÛÛøıÛ˘Û˝˝˘˝Û˝ı˛Ûˇ¸ˇ˘]˜œ”–ıı¯¯”ı”ÛÛ˜ıı‚‚˜‚ÕÙfi“⁄Ófi˜fiı¸ııÛÛ½ÁÁ¢¯ıfi¸ı˜˘ıÛÁ˝¸˘Û˜¯¸ıÛ¸ı¸ı”ıı¸¯˜ıı¸ıø¸ııfi‚“Â˒Ϙ–”Óı˘˘¯˛ıˇ¸ˇÂ˛˝˝Ú˜ı˚۸̔fi¯ı˘˘Á˝¯ı–ı˘ÛÂÛ‰Ω˜˝ı˜–‰‰Ω˜ıÂÛıfiıøˆ⁄§”¸‚˚–ÛÛ–˝ı½˝=˜˜ııÛÛ‰˜˘¯„ÌÛ˝Á˝¸¯¯˜˘˘ı˜”‰ı”Óıı˘ı‰fi‰–ÂÛÛıΩ¸”˜øıı‰◊Óıı–ı¸ı¸ı˝Á˝˝3ı˜ıÛÛıı–ÛÓ⁄ı˝ÁÁ˘Ó–ͯıø˝ı‰Ω˜‰ııfiıÍfi–¸Â˝ÂııÛ”ˆ¸Â‚|õ†Û˛ı¸Â¸¸˛˝`Á˝ı˜¯ı˜˘ıfiÛÛfi–ı¸˝˘¯¯–fifi¸Â–”Ó“Û””‰fiııÛÛıÂÂÛ¸ıΩÓ‚¸Âø§œ§fi”Âۘ¸F¸˝ÁÛı˝ı¸Û¸Óı˘ı˘øı˘¸Ífi”˜ı–˘Ωı“”Ûıı”˛ıYÛøııÛÛıøı”Ó˜ıÂÂø͉ӔıfiÛ˝Â¸ııÂÁ˝Û˝ıÛÁ˘˜‰øı˘˝Û¸Ó¯Û˘ııÛ˘fi”ı”¸¸øı–ııÂıı“˜ııøÛı¯ı¸Û¸ıøıı˜ı¸Û½˝˝¸ˇÂı¸¸˝ÂÛı‰ı–ÂÛÛ¸¸ÛıÛ˘Û˝””ııøÛ˝˛ıD–˝–ıı”ı–˜”ı˜Íø¸“»“––Û¸ÛÛ˝Â½ııÂı˘˜˜Ûı¸ıÂıfi˘ÛÛ¸ı˘ıÓıÛÛ˝ıfi˜–¸ıÛÛıı˘Â¸ı¸˛ıˇfiˇı
  23033. ˜–ÂıÆ“Ω‰¸Û˝˛˘:¸Ûıˆıı–¯Ó¸ııfi¸Âı¯¯ı˘”Ûı˜ıÛ˘˘fiı‰fiıı¸Ûı”¸ÛÛıÛøÛfiÓ‰ı˘ııÛÁ˝ø‰‰”˛ı%fiı¯˜ı˜ı˘ı–fi˜ÛıÚ·˜Û˜˚˜fi”ıøÛÛ˝ÛÛÓı”œııøÛ˝ı&Ωı¸¸ıfi˚ÍııÓ“ııˆıΩˆ‚ıı˘fiÓ¸¯ÍÍ–˘Í˜fiıÓ„⁄˝–ˇıU‰ΩÛÛÁÛ˝˜–Ûfifiıı¸–¸”¸ø˜‰ıÛı–ı”ıœœfi˜”¸¸”ı˜–˘ıͯfi͘¯–˘ÓÓ˜fi¯ı˜ÍÛ˘˘ııfiı¸˝ı¸fiı¸øıfiıÛı”Ωı–˜˜¸ı5˜ıı˜”ı‰˜ı˜˜ÛÛ¸˘¸¯˜˜¯–˘–˘Ûı¯fiÓ”–˜Ûı‰ıÛ¸–Âı˝Ûı¯ı†ı–ı”ııΩ˝ı!–“Ìı˘Û¯˜Ω”fiÛÓÚ”‰“ıÛ¢¯ıfiÚ¯˝˘ÍÛÛıı˜˛ı fi˜Ûı–¸–”ÛıÛ˝Û˝ı¸ıı¸ıΩ˜˜ıø¸ıfiıÛÛ–fifiıøÂfiÚ‰˘˛ı˝˘¯–˘Íı–ı˜fiÍı–ıøıı˝ÂÛÛ˜˛ı¢ı˝˝ıÛ¸øı¸Ûı˜˜Ω˜ı¸ΩıÛı˛˘P¸¯˘Û¢ÍfiÛÛ˚˜ÂÛfi¯ı¯ı‰˜¯fifiıÛıı–ÛÁÁ¸˜¯ıÛ¸ÛıfiıÁı¸Ûı“‚ıı“˜˜“ı˜˜ı¸ıfi¯˘–ıÛ¸ı–˜fiı‚‡¸¸fi˜Ó˛ı>–ıı–˘˝ıı¸fi¸˝¯˚ıÛÂÛ”˜˜fi¸øı¸˜◊˸ı˜ıΩ¸¸ıı–¸¯˜˜fi˘Û˘ı¸ÍfiıÛ¸Ë∏ıÂÍÓfi˘˛Ûø˛Ûı–˘¯˜˜ı˜Ó¸˝Û¸ı”˜Ûıı˜ıø‚‚Ω˛ı¸ıΩ˜ø¸ı”fiıfi¯ıÛÛıø¸–˘Û¸‡÷˜ÌÚÓ˛Û˛ÂRÛıı¸˘–ıÚ˚˘¯˜˝Ûı‰¯–Û”ıı¸¸“ııΩıÂÂÛ”Ó”øˆ⁄”ı˜Ófi¯ıÛ˘–¸ıÛÛ¸ÌÏ˙ÒÓ˘Âı¸¸Ωıı‰Íı˘Û·»˝Ûıı˝ıÓfiıø˛ıÛ¸ıΩı¸ı˛¸ ”fiı”§ª‚”Í˚˜‰˛ıˇ˘˛Ûˇ¸˙ËÚÓ¯¸ıÛÂΩ¸Âı‚fi˘Û˜˚ÛÛ˝Û¯˘˘¯˘Û˛ı¸ı˛¸7ı¸¸”–ıfiÛı”§†fi˜fi¯ı–¸ıı˝˝ÛÛ˜ı“‚ÓÓ˚˜˜Â˝¸¸Û–¯ıÛÂ˝Û¸ıı˝˜ı˝˘ı˘˛ı.˜ı˜Ωı̸ÛıÂÛ˜ıøı”fi”˜ıfiÛ˜øııÂÛ˝Âı‰”ıÓÚÚÓ˜Û¸”˘ı¯¯˘˛Û
  23034. ˜¯˘Ó˜¯Ó˝˘fi˜˙ız¸˜ı”¸ÛÛı¯ıı”ııfiı”ı˜ı˝Ûı¸˝Á¸‰ıøı˜ÓÚ˜fi˙˜ı–ı͘˘¸¸¯¯Û˜Ú–Ó¯Û¯ıı¸ı˜¸ıFı¸–˜ııÂı¯¸ıı¯Ûıı”¸˜˜Â¸˜˜˚Û˝ıÂ¸Û˘–ÓÚ˜˚fi¸ÛıÍͯ˘˘Ûı˘–˜fi˜ÓÓı˘ı¸˛ı˜‚ıÂÂıı¸Û˚ı8Ûı˜ıı”“˜Û˜˙ȘÂÂÛÂ¸Û˘¯Ú˜–¸Û¢¯–¯¯¸˘ÛıÚÓ˜ıÍÓ˜ı“”ıΩˆΩ˘¸ÛııÛ˝ı¸˜ıÛÛ˜‰ı˜˛ı:¸Ó„Ÿ˜ı‰˜‰¸ÂÛıÓ˚”Û½ÂÛ–˜¯ı¸ı·˚Û˘ıÓfiıÌ‚“˜Ω¸ˆ‚˜ı¸Â¸fiıı˜fiÓı¸Û–˜¸ı;–˝ÍÒŸÓı”‰Ω ‚”˜‰˜¸ÂııÁ˝¯¯ııÛ“fiÛÂÛıÛÛ‰⁄˘”¸Ωˆfi˜fiı”fi˚˜fi˜ıı˚‰¸ıÛ¸ıˇÛP¯Ófi˘ıı‰ÆŒ”–˜“ıÛı˜˘Á˘¯¯Ó˚˜ı¸˝Á˝˝Ûfi˜Ófiı”ı“˜”ı˜ııÓfiÛ˘øıË◊˙ıÛ˜ı˜¸ı¸Û–ÛÛ˘Ófi”“~“øıı¸ıÛ˘˛ı,fi˚Ú˘˚˜˝˛Á˝Ûfifi˜˜fiıı˜”ı¸ı¸ıı¸˘ı¸ı˜⁄Ì”ı˜ı˜fiı¸Û¸˛Ûfi˜”Û•⁄˜ıø˛Û
  23035. ˘ı⁄⁄”ÓÚ˚Ì˝˝IÂfiııfiıı¸Ω¸ııøı¸–˘ııfiıı“ııÂıı˜˚˚ıÛø˜ıÛ˘–fi”¸†“øıı˘ıı”‰“ÛøÌ„˙›˙¸Âı˝¸ıfi¸ıfi¸Ω˘Â˛ı¸˘ıfi˜fi˘”Ó€‚̈ı˝”fiÛ˛ıÓΩ¸ıÛ˛ıÛı€fifi”˘˜Òπƒ◊ı¸˜˛ı¸Û˛ı6–¸Âı‰¸ı”ı˜ıı¸Â–˜ÓÓœ⁄Ó“‚‚¸Â¸ıÛÛı–“¸ı‚˜Â¸ı¸Ûı¯ııÛ˜ÌË»·‰Â˛˜”Âı‰¸ı{“Ó¸”˚ı˜˘ı–ÛÂÛ‰Ÿ˚Óı“”˜“¸Â¸“˜ÛÛfiÓ‰fiË˙ıÂııÛ˘fiı½ı”ıÛ‰Ëı˜Ï˜ˆ‰˜Ì”ı˜ø¸˜ıÛ¸‰˜fi˜¸ı˘ı¸ı‰˜fi”˜”‰”¸ø¸‚Ë“ı”ı̘˜Ë˙‚ı˜ı¸ÓıÛı˜ıı–ıÿ˚⁄π˜”‰“⁄‰˛ıΩı”ıÛ””˛ı)–ı”ıÂı”ı ‚‰‰“ıÛø˜më‚“ÛÍÓı¯Ë‚ıı¯Í˙fi¸˜ˆÛ¸˜”˜˛Ì‚ı”˜‰‰fiø˛ı˜ˆıı”ıfi˜ıfiÓ”¸˜Ωı˛‚ Ω˜ı–¸¸ πΩΩıÛ˛ı˜‰¸˛ıÿ˚ˆË˜¸ı–˜fi˚˜”ˆ”ıfiı”˜˝ıx¸˜‰¸”ı“˜Í“‰‰”˜”ı“†⁄§”fi“†øëëøı˜Ûıı–ÓfiÛı¸¸˚ÌË̘“ı¸””˜fi”ˆıı˜ıı”˜–”‰”ı”ıΩıøfiˆÌÍÓ⁄˜”ı“‰‰“”‰fifiΩı”˜˘ıı˘fi˜Ûı¸Â˜‰ı”ıΩı§˜”˜‰˜‰ıı˜˛ı˜‰ıœ˚˜”ı”ıÛ”Ó‚“ÌŸ”˜¸fi˜˝”ˇı”Ω¸Â˛ıfi˛ı¸ı˛ÛˇıIø˜”ıı˜ˆ‰‰§“˜˜”ııfi‰fiœ‰fi“˜”¸ıı¸˘˜fiıfiœı”øı”ı˜”ıı”Ωı˜¸¸ıı˜‰ı–ıÛ¸Ûı”Âı˜”˜Ω˜”‚‚˜˛‚˜”ı˜˝‰ˇfid‚fi“¸Û¸øı˜Ω˜ı–ı¸Âıı”˜†˜‰˜˜‚ııfiıı˜ı˜ı¸–ı¸””‰ı“˜fiıˆ§“§‰˚fiı˜Ó˚fifi‰Ω”‰˜fi¸Âı“ı˜””ı¸ııÂıÛıfi‰“‰‰“‚“”ı”Û˜fiııø¸˛ı(¸ı‰˜‰ˆfiı˚Ÿ◊⁄‚fi˜˜”‰˜”ıfi˜‰Ωı”ıÂı”ı¸ıı“Ûøııˆ˛ı`¯””Ó”‚‰ı˜”ı˜∏˜¸Ûı–¸””˜“œ˜˚˜fi‰ÿ Ëºıfi˜fi˜”ıΩı”§ııΩ¸Âø¸‚ıΩˆıÛı˜”ı¸¸fi‰ı˜fiœ“ı‰˜“‰ Óǘfi˜”ı‰‚ı”˜⁄‰‰˚Ÿ§“Ë$
  23036.        tile $00000CD4˝Ûıı¸Û½ÂÛ˝˝Â˝˝Û¸ı˛˝Â˜Û˘¯˘Û˝øıÛ˝ÁÛı¯¯Í¸–Ûı˜˛ı~Û˘fi˘˘˝ÛÛ˘ı¸Û½¸ı¸¸Â¸ı¸ÛÛ˝ııÛ˘Û˘ıÛ˜Ûۯ͖¯Ó˜ı¸Û˜˜øı˝¸¯¯˘ı¸Û˝ÛÛ˝¸ı¸ı˜fi¸ÂÛıı¸ı¸”˘¸˘¸fiıÛıı¸ı¯˘ÍÓııfi¸ÛÛ¸ıÛ˜ÚÓ¯˜Ó˜¸ı˝Â¸¸Â¸ı˜˜Û˝˘Y¯˝¸ı¸ıÛ–˘–¸Û–˘ı˘–˘Û¯˜Ó”ııÛ¸¯fi˘˜ÒÓÍ˝¯Ú¯ıÛ˝ÛÛ˜˜ÂÂı˜”˘˘˜¯˝¸ıÛ˝˝˘˘ı˘˘ÛÛ˘Û˘Û˘ÍÓı¸ÂÛÛı˜ıÛ˜ı¯˘ÛÓÓ˝ÛÂøıÂÛ¸˜Úfi¸¯ı˘¸˜ı½˘˘–˘Û˝˝ÛÛ¯˜Û˘˛ı?ÂÛ¸˜˜ÛÂÛ˜¯ıı¯Ó–˝˝ÂÛ¸Â˝Û˘˚‚¯–ı¸ı˘¸ı˘¸ÛÛıÛ˘Û˝¸¸fi⁄”ıı¸”ıı¸”ıÛÛ˜ÓÛfi˛¯mıÛ˝ııÛ˝Û¸˜‰˜¯ı¯˘˘ıÛ¸ı˘˝˘˘ı˘˝Û¸––““ÛÛ¸Ûıı¸ÛÛ˘Ûı¯˝˝¸ı¯ÓÓÛıı˝Û˘˘ıı–Ûı¸˘¸ÛÛıÛı¸˘˘Û˝Û˘ı¸Ûıı¸ıÛııÛ¸Ûı¸Û˝ÛÛ˘ıͯ½¸˛ıÛÂÛ˝ı˘Û˘ÂÛÛ˝˘˘˝˝Á¸¸Û˘˘ÛÛ˝ÁÛ¯ı¸˛Û˘Ûı˘ı˛˝?˘¯fiıÛ˝ÛÛı˘˜ıÛ¸ıÛ˝˝Û¸ÛÛ˝ÛÛ˝˝ÛııÛÂÛ˝Û˘¸˘¸ıı¸˘Û˝ÛÛ˘ı˝˝Û˘ı¯ÍıÛ˝˝˜fiÓ˜˛ı¯Â˝˜fi¸˝Û&¯¸Û˝˘˝˝Á˝˘˘ı¯¸˘¯ı¸Û¸¸Û˘˝Â˜ı–˘ı¯˘ÛÛ¯˜˜Ó˛ı˜ı˝˜ıÛıfi˜˘¸¯ÛÁ½˝˛˘ıÛ˘ııÛ¸ıÛ˘Û˝˝ıı˘ı–¯ËÓÛ¸ıœ˚˜˛Û¸˛Û˝ø˜fiı–ıÛ¸Û˝Á˝Û˘ı˝¸˛ı˛Û˘ÛÛı½ıÛÛ˘ııÓÓ˘ÛÁ˜fi˛ı˛ÛÂ˘Û˝ÛÛı¯˝ÛÛı˜ÛÛ˘ı˘˘Û¸ı ¸Û¸Ûı˘ıÂÛ¸¸Û˝˘0ıÛ½ıËıı¯¸Û¸˘Â˝˝ÛÛÁ˝˝Âˆ‰˚ı˘˘¸˘Ûıı¸Û–ıøÛı–ı˝˝˘Û˘¸˝˘ˇÛ0ıÛÛ˜ı˘˜˜¯ÛÛ˘˝Û˘˘ı˝Û˝Â˜˚fi˝Âıfiı¸ø–¸Û¸¸–ı¸ı˝˝ı–ÂÛı˛˘ˇı˘˝ı˘˘˜ıÁ˝˘ÛÛ¸¸¯˜ÛÁ˛Û¸˘Û¸¯ıı”Û˘˘ıøıı–˛˜Û˝ÛıÛ˘¸¸ÛÂıÍ–˝ı¯ıfi˜˛Ûˇ¸ˇ˘¸¯ı˝Û–˛Û+ıÛııÛÛø¸ı”fiı”˜ı˜˜Û˘Û˘ıı˘Ûıfifi¯˘”‰‰˚”˘ÛÛ˝Û˝˝Ûı˝Û    ıÛÛ˘–ıÛÛ˘¸˝ı”ıÂıı˘ıÛ˝Û˘ı˘Âı˜fi–˛˘˜‰‰˜ÛÛ˘Û˘Û˝ıı¸˝˝Âıı¸˘ııø˛ı–ıı–¯˜˝Ûı¸¸ııÛ˘¯ı˝–˜ı˝Á˘Û˛ıfiÛ˝Ûıı˝˘˝ı˜ıÛÛ˝ı¯¸˛ıÛıÛ”˛ıa˘fi˝˝˘˘–˜Ò˜˜ııÛ˘Í˜˘˝ÂÛııÛ˘ıÛ˘ı˘˘˝ÛÛıı¸ıÛÂıfi”ı˘ÛÛı˜ıı–ÛıÛııÛ¸ı§“ʯ˘–¸–˘˜Û˝¸ı¯Û˘˘˝˘˘¸ı˘˝˘ıı”ı¸˝Û˜¯–ÛÛ¸ıˇÛˇ˘¸˘ı¸ø˜Ω¯Óıı–˜ı¯˜Â˘–¸¸˘Û˘ÛÛ˘¸˜ıÛ¸ÂÛ¸ı˜fiı¸fiı¸–ıı˘˘˛˝ ˜Ó½ı¯ÓÓ˘˘Í¯Â˛˜ˇ˘ıÛ˘˘˛Ûˇ˝ ˘ÍÓı¸Â˝¸ÛÛ˜‰˝ı¸ııfiÍıı˘Á¯Ó¯¸ı˛¯–¯¯˘ÂÛ˜‰Ûıı˘¸fiıÛ˘˘˝˘ıÓ˛ı    Û¸ÛÛfi˜ııÛ²ı¯˜¯¯˜˘Û˛ı˜ı˘˝¯”Û¸”ıøÛ¯ıÛ¸¯˘ı˘˘ÛÛı–¸Û˘ıı¸Ûı˜ı˛Ûˇıˇ” –˝˘¯¯ı˘Û¯¸˘ı˛ÍÚ˜fi”ııÂııÛÛıı–ııÛ¸˜˜˘ÛÛfiÌÛÛıÍfi˛ıÛ‰ ‰ıÛ˝˘˜Íı˘ı¯¸˘˜Óıı”˚‰¸ı¸Û¸˘Û˛ıˇÛı¸ÓÒı¸˘ııÂıfiı¯¸ıı˘”⁄§fiÛÛ˝¯ÓıÛı˜ı˛˘
  23037. ˜–ı˜˜ıı˚˜ı¸˛Û˘–¸˘ı˜Ìı–ÛııÛÛ¯¯–¯¯˘Ûıfiı”Û¸ÛÛ͢¸ı&¸ÛÌ ‚˜˜¸¸˜˚ÓıÛ˜‰Û˘ı¸ıÚ̯”›∞ıÛÛ–ı¯¯Í¸ÛıÍ˝ıM¸Á¸¯ı¸˘˘ıfiı‰Ë⁄‰˜˘˝ÛÓÙÓ˝˚Ú¸ı¸˘ı”ËÚπ«‰Ûıı¯ı––fi–ı¯˜¯”ı‰Ì¯˘¯˘–ıı˜¯ıfi”ı”˜¸ÂÂı˙Úı˜˜Û˛ı¸˜ÌÌËfiıÛı¯ÓÒͯÍııÍͯfiÂıÌÓ¯Ó˘ııÛ˝ıfi˛˜%¸Âˆ˚˜˚¯Ó¸˘¸ıfi˜ÌÚÓ–Û–ı¯ı¯˚ÍÍÓ–¯fiÓ¯–¸ıfi˛¯ıÛÛ˛ı¯˛˜    ı¸˚˜fi‰˜˜˘¸ı*‰Ú˜ı˜˜¯¯–˘–fi”ı¯ı–¯fi¯¸‚”¯ı¯Ó˘˘ı˚ı˘ıÍı˜˜Â”˜˜˛ıI¸¯¸˜¯ıı‰Óı˜Ú͢ı˘¯¯˜Íı¯¯–ıfi˘ıfi˜ıfi͘ı¯Óı¢˜fi˜‰ı˝˜‰ı¸˜˜¸¯˘ıı”ı˜ËÓ˘˜˜¯ÓÍı–ı˜ı–˛ı˚¸ı˜¯–ÍÓӯͯÛÛ˘˚ËıΩ˜Ûı¸Âıı˜˛ıˇ˜,ı˜ÓÌÿı˜Ó¯¯˜¯ı¸fiı–¸–¯‰¸ıfiııÌÚÍfiıÓ˜ııÌ̘‚˜ı¸Û¸¸˛ı˝˜Ûfi˜”Ëfi˜fifiı¸–ıı–¸¸˝ıfiıı¸”˜œ”Í˚Ó‰ı˜˚ı˜ ˆ˝ıÛ¸ıı˜˚¯˜¯ı˜”ıı”ı¸ı–˛ı,¸–¯ı”ıı¸¸¯ıÛı“˜ÓŸÓıÛÓ˚ıı˓¸ıı¸Ûıfi¯Ó˜ı˜ıfiÓıΩ˘¸ı¸¸ı¸ıøÛ˘¸ı ”ÍÓÓıÛıÓfiøˆ“¸˛ıˇ¸˛ı˜ıı˜‚‰Ó˛”2˜”fi˚ø”‰ı˜ı˘ı½˝Û¸˜‰ııøı˜€˜ÛÛ˜˜¸Ω¸Â˜ı˜Ûı˜ı˜Ó˜ıÓ‚””˜Ó˛ı‰˜Ûı˚”˜¸ııÛÛ¢¸˚„ˆ“ıÛıÌ˚ıı˚Óı˛¸8ı¸˜–¸¯fiıÌ˚ı‰fiıı̉–¸ıΩı¸“fiıfi¸–˘ıÛÛfiÌ̉‚“¸¸˜Ò˚˜Ì‰˜ıøıÛ¸ıı”˛ı˜fi˜˜˛ı
  23038. ͘ı””ı˜”ıı”˛ı'Ûı˜ıı‚”˜˚∏‚Ω”ıfi˜¯‰˚ËıÛ¸ıÛ¸ı””˜Ì˜ı–ÂÛıø¯Ó˛ı¸ı˚”ı˜ı˜fi¸”Óıı“”˜˚§ˆ˜‚˜˛ı˜ˆÓ˜ı˜˝ı˘¸˜˜¯˜fi˝ıı˘˜Ó˜˛”¸ı”ı”ı”˛ıfi˘ııÛı˚fiˆ‚Ì“”˜‰‰˝ı7˜Ω˜ııÛı¯–¯˜ıÛı¸˘¯ÓÍıı˚fi”ı¸“‚ıı¸ı“ıı¸ıı˜‰Ìˆ˜”˜”Ì˚ııˆı”˜˜ı˝Û¸–¯˘Û˘˘˛ı fi‰”œË˜””Ó˙Ω¸–øfi˜”‚“ıı“‚ııfi˜ıı‰ı˜Ì˛ıfiı˘˜fiÛ¯˘ıı˘¸ı˘ıfifiÓœ˛‰ˇ”“‚”ıı”˛ı˚§¸˝ıˇ˜;͘˜Ó˜ı˜ı¸Âıı¸ÚÓ˜¯˘¯fiı˜”˘˘¯˜‰œ‰ı””fi“‰˜ı”‰‰ı¸”Ë˚ΩÛ¸”˜Ó˜˜Ó˜Óıø”˛ıˇÛˇıÌÓ¸˜Í˜Ó¸ıwfiœ‰fi“‰˜Ω˜‰–ı‰‰”ı–Ë⁄ı¸ıı¯Ó˜¯¯fi˚ıÛˆfi˜˜ÂÛıı¸ÓÓ¯¯ıfiÛıı–ıı˜“†fi“†fi”ıı˜”‰‰ı¸¯˜¯ıÛııÍÓ˚‰˜˜‰§˙”˜‰ıÛÛı¯˚Әͯfiı˘ı¸ıfi”–““‰‰˜”ı“˜”Í˚”˛ıˇ˜¸ıı˜˛Óıۘ̉۔˚˛ı¯fi˜˜ı¯Óı˝˘ ¯Ó§‰œ† ª“ı”‰“”‰Ω˜˚”ı˜Ìı”Ë˚˜˜Ì˜–¯˜˛ı,˜ıı”ııÛıı¯¯˘˘ııÛı“œ… ¸ «“”˜”“§fi””‚˜fifi‚ıı˚€Ó˜¯˛˜aı˜ı˘ı”Ó¯ı˜ı¯ı˝¯ı˘ııÛ¯fi” úΩ‚º˜ı”“⁄Ÿ†˜ı˜‰Ó˜‰”ıË̘ı¯˜ı¸ı˜ııfifi‰Íı˜¯˜˜˘–˘–ııÛ˜Ìı‚𔆂”“‰§∞“”Ω¸ø“‚””˜Ë˙˜˛ıc˚˜Û˜˜ÛÛı˜ıÍÓ¯ı˜¯˘¯ı˚ıÛ˘ı˜˜œÀ‚”˜Ωı“‰⁄¸ıˆ“¸˜˜‰ı˜§˚”ıı˜Ì¯–ı˜ıı̘۔‰¯ÛÓÓıÓ˜Ó¯ıı–ıfi”‚‚“‰fiøı“”Ω†Ë∏˜‰˜‰ı”‰ˆ˛ı5Ó˚ıı–¯ııÒÓÌÌfiıı¯˜ıı˘Ó¯ı¸˘ı˜‰“†˜§˜‰”˜”§⁄“˜˜ı–Ì‚ı˜˜¸˜ı‰fi¸ıÛ˚ÓÀ fi˜˛¯.¸ı¸ııÍıÌÓÍfi“fifi⁄‰§”Ω”œ§˜”˜ııÓ⁄ıı”˜‰˚‰˜ı‰Ûı‰ıÒÓ˜Ì˝ı˜˘˝˜ı˘˜ı¯ıfi‰‰””⁄•∞†ıı†fi$
  23039.        tile $00000FD1*‰ı“Ӊ̜ËÌÚ⁄Ó¯˚Ú˜ı¯‰˚˜”ˆ˙ˆ˜¯˜ÚÓÓ¯‰÷‚”§„̉˚fi¯˛ı˜˚ı‚“ı‰‚”¸œ˜ÌÚ˚ı¸⁄fi”‰fi‰Ó‚Ó‰ıÍÚ˛Ó;¸ı˜Ó”Óœ˙˚˜˜ıÓ˚Óı§ª§˜“⁄ ˚Ú˜¯˜ıı˜Íıˆ‰˜fi‚“ıΩ˚‚Ú‰⁄‰ı͉‰˜fifi“˚˜˜ı¯˝Óı‰”ıÛ‚⁄Ì˛˜V¸ÓÒÚ˜§‚∏ “‚ÿœ˜˜ıÓ˜˜ı˜ıı˜ıΩ§˜Ωıı‰ÌÛı˚˜‰‰ÓÓ¯ııÓ˜ıfi¯¯ÍÚÓ˘˜Ìı”ŸÌÓÌÒıı˚Ó˜fi†ÆÆı“Ó˜˜Óı˜˜ıı˜ı²ı˜fi˜”Û˜ÓÛ”˜fifi˚Íıı¸˜˜Û¸˝¯Ó˜ıËÓı‰Ú”˜Ì̘ıÓÓ¯fi‰‚‚ø”˜”˜¯˜˝ıˇ˜ˇıˇ˜'”“‰fiı˜˜¸Ωı˜¯˜Í”¸¯fi˜˜¸˘¯fi˜fiı˜ıı˚‰˚¯ıı”˜˜ı˛˜"fi§ §ı˜‚Ëıfi˜ı¸˜Ó˜¯ı˜ı˜fiÚ˜ııÌËıΩ¸ı”͘˝ı¯˚˚˝˜Ó˘Û˛ı.Ìÿ˜ıı˜fi˜˜ı˚œ˜˜ÿ‚˜˜“‰˜‰˜ıı˜˜Ò˚˜ıı˜fiÓ˜ııËÌı˜¸ı”‚“˝ı ˜˚‰Ó͘Í͸ı˜˘ı˜˙˙ˆ˜˜ı”ıœ⁄Ó‰˜⁄‰œˆΩ¸˝ı˜ı˜È˙ı¸ıfi˜˜Óıı˚˜¸ı˜ı˜‰Ì”˝ıÓ˜˝ıˇ¯ı¯ıΩ””ˆÌˈ˜ıı˜ÌÀ˜ı†”ˆ‚fiıÛ¸˝ı”˜˜ıı¸˜Ó˘Ó”ıΩ˜ıı˜¸fi–fi”˛ı7”ı””¸˜¯fi˜ÛÛ˜‰˜ı¸ı‚ÿ˜ı“œŸfiı“‚œ˚˜¸˘ÛÛ˜˜ı¯ıı˚ıÛ¯Ó¸fiÌ‚‰”‰˜fi¸ıø˝ı9˜ı¯ÿÒÓ˚ı¸˜ˆ‚ı”¸ø˜ÿ ı˜‰Ó‰”‚‚˜‰˜˘¸¸Û¯˜ıı¸Ó˚ıı¯˚¯ı‚⁄ ”˜˜Ó˜ı˜”¸ı\”Ó˜ı˜ˆË̘fi˜””˜‚–Âøı˜‰Ì‰ÍÓfinŸÇ¸ı¸ı˘Ûıı˘ı¯˜˚˜˜ıÓ‰ı˜‚Ìı˜Ó˜ËÛ”ıı¸–ıı˜ÓÓ˜‚ııˆ⁄̉¸øÛ˜”¸fi”fiÚ€ËÚÓ‰†“”˝ı ¸Û¸ı¸¸¯¯Ì˜ˆ¸˝˜~Œπı˜ıfi˚¸˜”ıı¸ı¸ı˜‰‚Ÿ˜øı˜‰ÿ˜ıÛı”Ω”˜‰œ˜‰ÌÓÓ”ı”ıı¸fi¯¸fiı˘ıۘ̉˜–ÓÓÒË µ∏˜ı¸ÓF⁄‚¸”“Ωııfiı‰‰“˜ı˜ı˜˜‰˜ÂÛı˜œŸ⁄fifi”fi˜‰˜ı˜ıÛı˜ı˜ı¸–Û˜˚‰˜ı˚Ó‰+⁄†Î÷˚˚˜Óø˜Ωııfi˜”ı˜ø”fiı˜‰˜€‰ı˜fi¸ıΩ“∞»⁄ııÛıı‰œ˛ıÛ¸ıÛÛıı¸ı”˚“ı˜Ú̯‰”‚Œ‚˛˚Û¸˛ı&”ı˜Ωı”Ë”ıÓÓıÒÌÓÓÛ‚º˜§±í“øı¸ıø”˜Û¸ı˜ıı¸Â˛ıˇ˜“ı˜˜ÓÓı”˜†‚‡˙˜˚ı˜Ω”¸ıC§‚”¸‰ËÓ¯ÍfiÚ˚ı‰Ÿ‚º∞§fi˜§‰ıı˜–ıÛı˜Û¸Û¸ıÛ¸ı¸“Ωˆfi˜⁄Ú˜‚ËΩ⁄Ëııø˘¸ı¸ı”–fi“ıø˚ı˜ıı”fi⁄ ‰”͉‰ÓıfiÓ¸˛ıˇÛXΩı¸Â¸ø”˜˜‰˜◊ΔœΩ‚⁄“‡¸¸‰⁄˜ÛÛ”˜ı¸ø”˜ıÛ–Û–Âı‰ı¸Âı˜ŸËfi§∞fi”ıı¯Óı˜ˆıøÌ˸Âı¸¸ıı˜˜‚ÓŸ◊˜Ω‚˘˚ø–ˆ“˛ıˇ˜ˇı˜fi˛ı˜–ıÂıË“‰ıøΩπ÷˜fi€‰˜˛ı#˚fiÛ˚˚Û˜‚ÂÛıÂÂıı¸øˆËfiıΩ””˜ıÛ¸”Û¸Ωıı”˛ı˜¸¸ı&Âø˜”˜Ω¸Ωσ˜ø”‚⁄˜ıøııÛı˚ı¸”¸¸Ω¸Â¸ıı¸”Ÿ˜Â˛ıfi˛¸
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  23044.        tile $00000FF9'ı˜ı””“nœı”œ“fi““ÿÀ §“ııÛ”fiı–fi˜ı‰˜ı”ıÓÓ¯¯Ó˝¯.Ó˜ÓÓ˜Ófifi˜fi¸–˜‰Ì˚˜˜ı“ı”ıΩ˜‚  Ω‚§”ıΩı“ ÆÆ“ı˜Û¸fifiı˛fi:Óœ‰¯fiÓÓ˘˘¯ÍÍfiÓÒÓÓÒfi˜˜ÍÓÍı˘¯‰‰ÓÓ˜˜Óı˜ı˜§†““Ω‚§øı”Ωœë‚ Ωııøı˜˛ı~fiÓ‰fifiıfiÍÓıÛÛfi˜ÍıÓ˚˜˚˜fiÓfiÌÓı˘fiı¯˜fi‰˜ÍııΩΩ“”Ω¸ıΩ”ø˜ä  ⁄†˜ıı¸ı‰“ıfi¸fifiıfi˜ıfiÓÓÍı–ııfifi‰€Ì‰fi˜Ó”fi˜ı–ııfiÓı‚‚œΩ¸”““ΩΩ‚ı¸Ω“mú‚ú‚˜”ı¸”˜”ıı9fi˜ııÍœfi˜ÓÍÓ‰Óııfi‰œ‰‚˜”ı˜Ó‚ıfiı¯ıfi˚ı”‰Ó“ıø¸†˜øı‚ë∞”˜¸Ω†⁄⁄ˆ“˜˝ı`¸”‰‰”fi”ııfiı¯Óœ“ı“ÌÓ“‰“fi˜‰”‰‰ı‰ıı”¸Íı–fi⁄⁄˜”¸ΩΩ¸Ω⁄§‚“ΩΩ”“ë ‰˜ıı”˜””˜˜‚fifiı”˜fi”˘”ŸÓΩıfi‰fiœ‰˜˜œ˜‰∞“‰‰ı”˛ı#‰˜œºΩıΩ”ı“” ”Ω‚‰”“‚õÆ””ı˜‰ıı˜ı”æ“ııÓ˛˜~ıÛ‰‚”ıı‰ıı“†ı”“‰ ‰ ⁄øfiœ˜”‚†œn“Ωı”˜”Ω§˜ıˆfiıΩ ä⁄⁄”ı˜‰¯ı˜˜ı”‰“ı˜fi¯˜–ııÓfiııÍı”‚˜ıø””†‰Ÿ §“∏⁄Ω”Ó‰“§§Ω§”¸”‰†˜ıΩΩ˜‚§ †‰Ÿ„‰ıfỉıŸ∏ı”ııi̘ıfiÓfiÛfi‰¯ı‰ı¸ııfi“§oP`t≠èΩ”fi”Ω˜‚Ω“Ωøı“‰œfi˜˜ıøÇΩ†‚Ó⁄̘ıÛı‚fi‚‚“ıı”‚‰ıfi˜‰fiÚÓ˜fi˜Ûøı”“Ó†”oIPh觔ııÂø“‚‚ΩÂm ‰‰˜Ω˛ı~¸–ıœ⁄Ìfi‰fi¸ø˘⁄Ë”˜Ωııǘ“͉˜‰”¯˜”ıı¸ı“§ıΩ†moŸ“ı‰¸ÂÛ“§FΩ§Œm””ıı˜¸Fı””fiÌ⁄‚œı”˜‚‰ËËΩ˘¸ı”“Ó˜”ıfi”ı”ıı˜øΩ§ËΩıÄΩÇ“∞Ω”ˆÛı˜fi”¸‚Æ‚˜˜”ı“”Û ı¸”˜fiœ∞º◊ı˜§¸‚~ “”ıΩ“‰”ıı˜”Û˜”¸“ıı§‚“Ä∞†“§””“”ÛÓ”˜⁄‚n §“””fi˜¸ııΩıfi‰‰€‚⁄‰fiı“‰‰ π‚”ıΩı“̘۔““ΩıΩΩmn˜”†mm£ë‚∞”““˜ıÚ”” ∞⁄‚‰œ˜”⁄‰”ıΩ˜””Ìfi””“⁄‰“ı‰‚ªº¸˛ı~”‰‰“Ω“  Œ §‚∏àÆ“Ωëœo∞o“ı”ıÂÂÌ“”Ω”“€˜˜fifi‰œ‚ı˜Ë‰fiÓfiÛı‰Í‚∞ı“‚∞“ı¸Ω–‰˜Û˜§fi ∞ªªúÆmÆ Äø”§t∞‚Ω¸ı“ı”fi“‰‰€Óıı˜Ì⁄““‰˜fi˜ÓÛ¸‰Ì‰fi”‰‰§”“‰ı˛ı4øı“†“§§“†§mÜÆ‚øΩœœ§“§¸“ı˝¸ı”˜†⁄ ˜ÌÚ˜–fiœ‚œ‰“”fiÓ˚””fiÌÓ”˛‰(Ó“‚Ó”¸ı¸ıfi§⁄§‰†ıFÄ o∞∞”–ı”œΩ“Ω˸Âı“˜”fi‚œfi˛Ófi”∞؉“”fiœ⁄Ó”˜˜Ó˜fiͲ‰Ëœ˜”fi”–˜˜⁄‚fi””§Ω“∏∞§“˝ıˇΩ-‰˜‚ÂÛ˜˚“†˜§œ”Ӏ̜†õö§§””‚‰‰‚‚“fifiÓfi‰Ó”‰˜fi˜€˜ııΩ˛”9ı˜∏£∏§ÆË”ı”“Ω¸ıˆΩ˜Â¸˜Ω˜‚†œœfi‰€‰‰•õ‚†˚”“˜fiœ⁄“”˜fi‰fifiÓfi”Ófi‰˜fi˛ıQ¸Ω”œ“‚n Ω§Ì˜ıı˜˜ø¸Ωı˜¸ø¸ø““”‰§fifiœÍ”∞ª∞‚“¯“”‰Ÿ“ı””“Ífifi‰”‰⁄‰”ıı”‰“øΩ‰•‰†˜‚§¸†‰¸ıı”ı¸˛ı¸Âı  §˜“Ófi‰Ì†“ºöª˛‰̉‚Ÿ‰§“ı‚ÍÌfi”fiÓÍ”ıı””‚“¸ı˛”<–Ω§ë“”˜øıı˜ÛÛΩ¸¸øÂı뉉 ‰Ó‚“∞fi⁄ §‚‰‰€ÿ‰‰œ“‚⁄“‰fi⁄Ófi“§‰fiı‰˜”ıΩ‰Ω˛”zı“§⁄‚§˜ı¸¸”ıΩˆıÛ¸Ûı†§”fi“‚œ”†fiØ«“†⁄fiœ⁄Ófi””mÆ‚‰‰€ÓfifiœŸÓ“˜Ì“”˜“”“‰ΩΩπ‚ø§⁄“Ω–ıΩ”‚˸øÛ¸Ωfi‰†‰‰⁄ ‚˜†úzö§“ıfiÚ€ı“†áª∞‚‰‰œœ‰œ⁄œÌ†  ”Ω˛”~§‰ΩÜoΩ”ΩΩıΩ¸ı‰‚‚”ıı”” ª  œ†∞⁄†••ªê‚“”fiÌÓ”ı‰ú œ§fiΩœ⁄†‚fi“§‰Ÿ∞˜§˜”““§“Ωœ‚fi““Ωı””“‚‰”¸˜˜ıŸu}Ÿ‰fi‚††æ§†∞扆ı“€˜”‚∞ë•‚ıø”†‰˜Ωıœ ⁄⁄§⁄§˜“”§†ı†‚‰∞똔‚‚“†“”–˛ıY^\∞‚§‰œ†‰Í͆ÓÍ”–‰⁄˝§∞§‰˝”-Ÿ‚”˜‰œ‚⁄‰“””¸Ω§‚“ΩΩ“§“”Ω‰Ó˜ı”Û¸ıı”ùcdo§‰”fiœ‰†‰˛fi-”–ıœ‰œ”‰∞‰Ω나”‚§‚‚§”Ç“‰”ıΩ“ıΩ§‚”F‚†ΩF–“”fiııÛ–˛ı/Vëú§”Ω”‰€œfiÍ€”‰‰fi‰fi˜Ç‚Ÿ‰”§†† ⁄“‰“‚”ıfi͘ı¸“ΩıΩ‚∞˛“¸–Ω‰ı”ı˜fi¸“Ì”í~ëáo§˛”~‰†””‰fi‰fi‚ÓΩ”fi⁄⁄œ‚”˜Ó⁄“”˜”ıı“ˉ”ø¸Ë¸ΩΩ“ §”ΩΩøΩ‰“–ı˜Ó–ÍŸ‰§RĆ‚õ‚†”‰”ÛıΩ””‰Ì‰Ûı‰§‰“”ıœÌfifi˜fiı¸–†⁄Ìı¸øËΩıΩ“†Ω‚†ı˜øıfi–ı€ÓfiÇ⁄‰“∞ΩΩ§∞‚”&ı˜ıøÂıı”‰‚fi¸øfi“‰‰ı”‰Ó‰˜fiı˜Ωı”‚⁄”ı‚∏¸Ω‚˝§“Ωø”ı–Ó˜fi˘†“œ §”˛§GΩ¸ı””¸ΩΩı–”ııΩ˜”§‰˜”ı”˜”“˜”ıı“‚ ‚“¸‰∏Ω”§““§‚†¸ı”ıfi˜fi–fi͘fi“œœ†“†˜““Ωı˜“‚fi˛ı~¸ø“‚§Ì‰”˜””ÿ†⁄§˜ı”“fië∞⁄¸”∏˜¸‚“ıÄ”“†”“”“‰œıfiÓ¯ı”œœ”“‚Çı”˜““”“”ıø‰‰˜‰‚⁄†“”˜Ì“⁄†‚Ɣ”‰”ǧ‚”ı‚§Ω‰“ıΩ”“§˜fiı“‰Ÿ“–fiÍ”–‰“‰‰§ıøı†‰§‰ıÛÛ¸EÌ‚”“‰‰˜fi”Ó‚‰”ı†Ÿ“Û”‰˜”‰”ıøfi ‚‰‰ı”o‚“””–“†“‚ı–˜Íø”†‚”fiıı‰“fi“‚§¸Û”€˜øı˜‰˝ı~‰fi˜Ωıo‚”““†‰ ıÛø˜§œfi‰øı§‚Ωıı“‰‰†àmøı”øÛ˜õ‚Ω˜ı˜Ω”§ Ì”ø“‚ı–ı”‰”“˜fi˜˜ııΩ†”ı”“”““Ûı¸‰‰fiı”ı¸† †¸ı“”†§∞ΩÛøı¸ø∞Ɔ‚Ωıøı§ºÌ‰“•‰””Óœ””ÿ⁄”˜Ó˜“˜§˛ı†ΩFø¸†”‚fi˝ıuøΩ~º¸¸ıı‚∞§ä‚¸”øΩ”Ω∞ œ˜ø¸¸‰‰”“⁄∞‚‰ı˜‰Û”ºŸıÌ⁄‰§fi“””Ω”“ıǸ”¸‚˜ıfi”¸ı”∞‚øøÂø“⁄†t§∞ÿ¸˜Ìı”⁄‰ıı˜fi‚‰ıı†Ç⁄‚ı”ııœ œ§‰Ófi‰“ı”˜”‰∞”˛Ωø”‰¸”†‰“”¸¸¸“z†ë Ω‚‚“ıı‰ı”Ì‚ËËııfi˜œ”‰”ıø‚‚•…∞fiœŸ‚øøıı“⁄“m †“Ω“”ıı””fi‰”˜ı”⁄“fi˜”“†Ω‰˚‰˚ıÛıı¸‚⁄˙Ëı¸–ÓÓfi‰”ııΩΩ”⁄⁄§œ⁄‰˜ÛÛı“†fi†∞ëë‚“ı““fi˜”ÓııΩ‚˛“˛”ı”‚ÌËˉ˛ıp˜”Ó⁄Ó˜Ûı͘ı‰˜ı–‰˜ΩĆ‚”‰⁄˜ıı–˜⁄œ”†ë∞ “ı”Ωøfifi˜fiııÍ“””ıˆ˜Û”œ§◊„ÒÓı–˜¯‰Ë˚”Û˜‰ıfi‰‰“ı‚‰†∏‚Ω–“⁄fiøııø““”ı†∞‚”ı‰˜ıı˜Í˜¸ııfi˛ıˇ‰6¸ı‚‰∞◊ËÓıı¯ı⁄˘˜ı˜”˜œÒÓıø“”§Ø§“†Ω–ı”‰ÓıøÛ””ıfi“ıı‚Ωııfi–Ó˛ı”ıΩ“˜fiı”§‰˜Ÿ◊˘˚ˆ”⁄˲ıˇ˜\fi Ÿ‰ıÛı†º∞ǧ⁄ı¸”Ó⁄Ÿ“”¸˜‰”fi˜Ωı‚ıøfiı¸fiıfi¸ıı§⁄”˜˜Ω§””§Æ ÌÓ”“‚”Ωˆ‰˜Ω⁄⁄‚ıı”fiŸ§øΩ†ı†Í§ÍœÓÌı”‰fiı¯˜”˝ı-Ûfi‰ıı–ııfi⁄‰‰”¸‚˚”“ŸË“Ë“ı”⁄∏‚ˆ”˜“‰⁄Óı”˜††ΩΩFı“‚˛fi    †fiÍ””‰‰ıı˜˛ıˇ‰/“ÌÌıı¯˜˜ı§Ì‰˜ı‚‚˜“⁄∏˜”“””  ‚˜˜‰“fiÌÓœ˜fi‰‰““””Ω–ı”˝fiÍfiË⁄‰˚‚̘Ωı”˜œ⁄˜˝ı†Ì‰˜fiıÿ”ı”“⁄“˜˜Ë‰ÿ §Ë“‚˜“ÌÓ⁄fi˛”~“ı“”Ω¸ø“‰ÇÍӉ͓ı‰Ë º Æ“ıΩı‰‚”ÛøÛı”øı””·Ì˜“§““˜Óˆ‚Œ ‚‚ Ë“fifi‰‰””ıı”Ω“˜‰ΩÛΩfi”œ€§⁄”Ûıfi”“§ “ıΩı”Ó‰¸˜”ı‚˜fi˜“˙◊ˆ§ºπ‚‰Ÿ“⁄Ø‚⁄“Ó⁄Ìıfi˜“¯“ıˇı~“”§ ”ıÛıfi‰€‰⁄“Ûı”øı”ΩıΩ‚§”“˜ı†˜“∞‚œ†fiŸŸœÌºŒœ‚ª⁄∏Ƨ œ”˜⁄˜ı”ıfi‰fiΩı”†‰Óıı¸¸“†œ”Í”ı”˜‰”“‚‚“Ω‚“”fiıı‰œ§⁄‚ı‰ŸÌÓŸ‰”“œ⁄⁄œ‰‰⁄Ì–ı‰fiı”fi͉“fiZfiı”“‰Íıø†‰‰Í”ıø˜‰† ‚Ω⁄ ‚ΩΩıı˜ıΩfi‰‚§“ı”Ò˘⁄‚˜ı”“‰“‰“‰‰””ŸË˜ı”fi‰⁄˜‰ıı”fi‰”ıı””†ı–˜‰œ⁄œ“”ŒË“ΩΩ¸˛ı"fi–”§‚““ΩÓÒ͉ÿ ‰ı˜‚§“”fiı”ÌıÛ‰œ∞͘˛”fi˜””¸˝ıC”⁄‚Ω‚fi”‰§“m“ıFÛ”¸ıı˜œ§ Ë”ÌÚ˜ŸŸÌ‰””œœ””ˆıøÍ∞””ıÛ”fiΩ””ııøÛ‰Ó‰Ωıøø”“‰ˆı˛”ˇ†~˜∏‡“˜‰ËfiÛı‰“Ω§““ŸÒÓÒ·ÒÌı˜““ııfi˜ø”˜ÛıfiııÛÛfifiÛ”ıÛ˜œŸ‰fi”ı˜‰”‰“‚fi‰‰§fi”“§“ŸÿÓıı“˜“˜‚‚⁄ÚÓı˜ŸŸı‰⁄”˜‚˜ı–ıÌıı¸”fiıÛfi‰Û”ııfiœÓÓ”˜†fi“˜‰“‚ıı‰œΩøı§†⁄⁄‰”˜‰‰§˜•⁄Ò˛Ó;–͘–ÌŒ“˜ÿ ”ııœ˜ÛÛfiı–ıfiÓı”ıı”‰‰ı”•Ÿ⁄”Ó‰‰ıøÂı˜øÛ“œ‚•œ⁄œ⁄⁄fi““”‚$
  23045.        tile $00000FD0/„⁄Ëπ◊ÿ˜”fiëoë †∞ºÌ‚§ı”ÌÓ„›«Ú˜ı‰ÌÓÍÓÚ⁄‰¯ıı˜”ı˚˘ı‰˝ıˇ˜$Û”ıı˜‰‚”ıΩŸÓ‰À›∞fiıø ∞ùº“Û⁄ €˜Û˜ÓÓfi€·Ÿ˛ÌM˚Ó¯fi˜Ó‰‰fiı˜ıı”˚˚ı‰ı¸Ûı˜ıÂÂı”˜fi̘˜ıœ‰fiΩ⁄⁄ “¸∞‰•‚Ω”⁄‚ıøË⁄‰˜˜Ì⁄ŸπË˚Ó˜¯Ófi˜Ì‰”fi“ıı˝˜HÛ¸ı¸¸˜˜¸ııfi¯”ı˜ıÓfifiÛø‚º“FoÜ“ıœ‚”ı‰˜”†‚ŸŒ‚‰‰ªπ⁄‰˜ÓfiÓı”“ı‚˜˜”ıı˜˜ı¸ı˜¸¸˜˜ı˚˝ı0Ûı¸Ó˜ÍΩΩ πΩø‰‚”ı”‰˚”ı˜‰ø‚}¡§Ω˜‚ÌŸÒÍfi˜ı¸ıı¸“‰ΩfiıÛfi¸ıA‰˜¸‰ˆı¸ı˘ıı‰œ˜”fi˜Æπ˜ıΩ§“Ω”‚̘ııÓfi§õπ∏ıı”fiœŸËfi˜ıı˚ı”Ì“‰‚ıÛıı˜ı¸ı¸˜˛ıB˜ı¸fiı¸ı⁄͘ıı‚⁄ËÌΩı̉””‰‚˜fifiÍ€§§ö÷“˜ıfiÓ€Ófi˜ı˜Ëı”‚ıÿˆ¸¸ııˆ˜ı¸ıı˜¸ı˚ıÛ˝ıA‚Ófifiø‰“ ÷ª“˜ˆ˜”‰Ëfi˜˜ıfi⁄§•∏œ“ııÓ˜˜fifi¯ı˜¸ı˜‰‚ıÛ‚¸Û¯¸¸Ûı˜ÌıÛ˜˜¸ı”˘“‚‰˝ı
  23046. “”Æà˙‚‰Óı”“˛ı
  23047. –ııΩ–“œ‚–Ûı˛fiˇ˜ı˘”˜fi‰ÓıÛıÂı˜˘¸ı‰˜˜¸¯˛ı¸”˜”Û‰fiı˜“œΩ‚‚§‚‚∏‰ı˜Ω¸“˜–˛Û”˜fi˝ı8˜‰˜Ó˜ı˜‚˜‰“ıÛıˆıı˚fiı˚˜¯˜fiÛÛø”‚Ëıı–˜“‰‰‚fiΩıø¸“Ÿ‚‰∏⁄ı˜˚ı˜Û²ıL˜Ûııfi‰˜”˜‰˜‰”ı͘ı‰ˆı˜fi˜ıÓ˜ıı¸ıÛ¸‰Ó˜ııÛ”Ó‰fifi˜fi‚‚Ω†“ı‰ŸÿΩÛı˜fi¸Û¸ıı‰ııÓı¯–ı˜Ó˜fi‰˝ıV¸Â˘˜˜ÿ”¯¯˘ıÍÓ¸fiÓ˜Ó˜ˆÛ”⁄‰ııÍ“§‚Ω˜“”“⁄“””‰fiıı˜¸˜˜ıΩ‰“˜ıÛ”˚‰ıÓ”fi˜ıøı¸ı‰◊ı˜fiııÓÓ˜⁄ııÍıÚøı˜˝ı‰ııΩ¸Ωı“”fi˜Ìœ˜Ó˜ııÛıfi˛ı“Ó”ı”fiÓ‰fi˜fi˜˜ı«˚ı‰Ÿ“¸‰˜fiıı”˜˛ÓıÓ¸¯‰”ıø˘˜ø¸““¸Ω˜ı”‰ÌÓ†˜‰˛ıˇ˜ˇıˇ”‰fi˜fi˜˜”ı‰fiı˜˘÷Ìø“º‚ıÓÍ˝ı'”‚ŸÚfiıÛı‰ıı”ıfiı”  ıΩ˜”‚Ìœœı”Ó”ıfi˜˜–˜‰ıı”˛ıˇ˘0ı˘ı˜ı–ÛÛ”·∏ı””ıÛ˜”˜€Ó¯ıÂÛfi˜“˜˜Ó‰“‚fiøı““⁄‚ Ì‰fi”¸˛ı˘fi””Û”Ó˝ıÛ˜ÿÓ¯˜–Û¸”‰Ó⁄“ı¸˜Û˛ıÓÍÍfiıÛı˜˜”ı”fi‰””˛˜ı§“†‚⁄ ˚ıı”‚ıø˜ıÛÂfi˚ÛÛ˛ı˜Ó‚¯ı¸ÛÛ¸Ífi”˜”ÛfiÛ˜–fiÓ˜¯¯ı¸¸”¸˝ıˇÛh–˜œ˜ΩıÂı–‚‰œ‰˜fi“˜ıÓ˜ÛÛ‰Ÿı¸ııÛıfi”fiı–ÛÂÛ˘˜”–¸fiÛıÓ¯fi¯ÓÛıı¸ÛıøÛfi”ı–¸–ı˜ı˜¸FıΩœ†˜˜ı”ıı“‚Ωııfi€¸˘ııÂı˜”Úfi¸ÛıÛ–ı¸˛ı
  23048. ”¯–fi‰ÓÍøıø˛¸ Û¸ıÛ¸˜‰¯ı–”˜‚‰“‰“fi‰–ı˜Ω‰”ı˜¸ıfiııfi¸ı9̉fiÛı˘ı¸–˜˜ı˝fi¯ıı¯‚ÓÛı˜”Ω¸ÂÂıÛÛ˜˜‰ıı”‰‚‚“‰”ı˜ı–¯ıfi˚‰‚fiıfiı¸˛ı
  23049. ˜ı˘ıı¯ÛfiÓı˘˛ı/ÛıÓfiı˘ı¯ø˘ıΩ˜ˆ‰ÂÂı¸Ûı–˜˜ıı‚†‰‰”‰‰ıı˜fi”ıfi˚Ÿ˜–¯˜Û¸˛ıÛıÛ˘fiÛ–Ó˜ÛııÛÂı˜˘˘ı˘˝Û
  23050. ‰fi“˜¸¸ı”˜–¸˝ı6§˜‚‚fi…Ÿı¸fiÓÌıı˜˜ıÛı˜Ûø̘ı˘¸˘ı˜Û˘ı¯ıˆı¸ıfifiı¸ÛÛ¸ÛÛ˘“˜”ø¸Ω˛ı¸Ûı¸ı¸‰”‰⁄§ŸŸ‚–˜€˜–¸ı¯–¸ı˘˝Û˝˜n˘˜Ó˜ıÛıı˚ı˝Ûıı˜Óı˘ı˘¸˜˘”˜˜Ω¸Ωı¸ıı¸ø˜Ω–ıı”⁄⁄•∞“‰‰˜Íı¸˘ı¸ıÛ¸ıfiııۘ͘˜fiıÛıı˜¸ÛııÂı¯¸Û˜¸˘fi¸ıı”“†“ø¸ııÛ¸”˜ıøııfiœ‰⁄œ“˛‰fiıÛ¸¸ı    ˜¸fi˜ıø¯˜˜¸˛ı¯ÛÛ˛ı!ÛıÛÛ˜ı˘¸Û¸ı”£‚‚¸Û˜ıø¸‚ˆ”¸Û–fiÓ§ŸŸ˜”˝ı1Âıı¯ı˜ıÛ˘˜˜ı¸¯fi¸Û”˜˜ı˝Â˜ıÛ¸ıÛ”ÒÛııÛı““∞o”ø‰‰¸¸Ω∞§”˝ı#“¯“‚”ı‰‚fiıÛ”˜ÓÓ¯¯¸¸ıÓı¸˜˜˘Û˜‰ıÛø”˜¸Û˛ı.Ì‚ıÂÛ¸ı‚“Ω”ıΩˆ‚fiΩıΩ”ı¸˜ııfiıø””ı⁄Ó”ııfi˜Ú˜ı¸˘ı¸˜˜˝ı'¸ııÂı˜Ëfi¸ıÂııÓÓfi¸Û–øfi“ı”Ω˜ıı˜˜Ωııø¸”Ωıfi”˝ı$‰˜‰“ı¯˜Ó¯ı¸Û˜˘¸ı¸˘ıÛı¯ıøΩ–˜ı”˜Â–‰Íı˜˛ı$˜””ˆ˜¸øΩ¸”“Ωı”˜ı˜fi˜˜ı”ııfi͘˜ıı¯˜˜ÛÛ¸˚˛ı˜˘ı¸”˜ıÛÛ˜”ııÛÛfi˜ıı“ı˝ø˛ı)̘”fiıǧ‰§“‚ ”ÓÓ˜œı¸Âı˜ı¯¸fi˜ııÓ¸¸ı͘ıı¸øıfifi˛ıÛ¸ı¸Ω”Ω˜Ì˚Ûı”¸ı““¸“˛˜”“§“§‚F“”fi˚fiı¸”¸ı˜¯fi˘˜˜¸˜¯ıı¸ı˜¯˛Û ı˜¸Ûı˜‰‰ˆ”˜˜˝ıÂÛıÛıı“˜ııœ‰”⁄∞§mÆ‚Ω˜”ıÍÌ”ı‰⁄Ó˜fi˝ı˘˜¯¸ıÛı¯ı¸Ûıı˜ÛÂıfi‰˚“¸˜‚ø¸ı˛ÂΩ‰Ûı”Ω”ı“‚†§ o }∞“˛ıfiÚÓıÓ◊Ìfi˜˝ıp¸ı¯¸ı˝ı¸ı¯˜˜ıfi¸ÛÛıı‰‰˜–m‚†“Û˝Â˜ËËΩ§‚ëƧ§Ó§‚o†Ü⁄Ω”fiı–¯Ófi˜œ‰ıfi˜˜ııÛÛ¸ıı¸˜ı˜ÓÒfi¸ı¸””ı”‰˜fiΩË “”ı¸Âıœ‰ıªanö맟∞ÌÓø  ¸”¯ı
  23051. fi˜˜¯˜¸Ûıı¸˜˝ı˜‰”ı˜˝ıˇ˚ Û”§º§‰ıΩ‰”ıÌıÇRönÄë∞‚“Ìÿ”§Ÿ”¸ıı‰‰˛ı–ı¯˜ıı˜ıÛ¸ıÛˆ˜˛ı(fi¸ı”ı“‰⁄˜ı“‚ºΩı˜ı”‰Ωı”fiÄiiÇmätΩœ·ÌÓ‰†ı½ıÛ¸˛ıfi˘¸˜¸ÛÛı¸ıı˜ıÂıÛ¸ı˜““‰Ì̉”Ç‚ ‚˜˛ı‰ıøÛ”†•d§t§“fi”‰Ÿ ”˜ıÛ¸ıı¸Ûı˘¸–¸ı˚˛ıˇ˜ˆı¸˛ıˇ˜§‚ˆ ˆ˜”‰nº““”ıı”fiÛøfi͆äë §fi”§˛‚ı˜˜¸”˛ı¸Û˛ı˜˛ı4ÂıÂı˜”Ω˜Ûıı˜”˜‰ıı”ˆ”ı‚»ª Ω˙ÌÂΩfi˚fiø§œ∞††∞Ÿ˜fiÓ†–Ωı”‰ıı”˛ıø̘ıı”˛ıˇ˝DÛ˜”¸ııøı”ı”˜ı˜ÓÌ”ı槜∞†Ÿˆ‚ˆº§“Ω§‰∞fi“§‚ı”Ó¯øı˜˜ı”˜ıı¸–¸ËÓ˜fi¸¸Û¸”Óı˘˜˝ıˇ˜ ıÛfi‰fiΩ““ø–œÓ“‰ÿÓ ‰†Ωø””ı‰∞“”˜‰fiı²ı¸ı¸Û˛ıΩ˜ı˘ıı¸¯Û˝ı”ıÛÛ‰‚˜ıı¸˜Ó”Ω⁄‰–fiı“˜‰˙ËÛ”‚”ı˛¸ˇ‚†‚œ‚˜¸˝ÂÛıÛ˜Ωı˜˜˛ıˇÛı¸øıı˘ıÛ˝ı5Û”ı¸‰‰§‚“‚‰fiıı–‚±˚ÂΩ‚§fi”ø“§†˜⁄ŸÌ‰¯¸Û¸ı¸ÛÛ“”ıÓ˜ıÛı¸Ûıø˝ı[ø¸ıı¸Ûı˜˜ı“”  –˜””ÿ˚ı⁄˚ı”‰“†˜“ı†‚“†§ ‚ıı”ııΩ˜ıø¸”ı”‰fiı¸˜ÛÛ””ıøıı˜fi–¸”¸Û˜Ω¸˜ ∏“˜”Ûfi¬Ìfi˚–˘‰ı””˛ıF‚ª§§‰“ı¸”ıΩı¸ø˛ı%ø˜˜ı¸fi‰¸ı“”§fiı”˜ıø¸ı¸‰ı¸§ “˜†¸¸Ω˯˜ÍÛ˚ıˇ¸”†m“ı¸”Ω˛ı(˜”ı”‰¸ı¸†fiı̈ıΩ˜‰ıº⁄ııfi–ı”‰¸øıø¸Ω§ “ıΩøıÚ˛fiı‚̉ıÛ“Ω–‚‰ΩΩøΩ”Ω‰˜˜ı”“˛ı#øı”ı“‚ıøÌœ“ı˜Ûøıø¸ø‚ÿΩ¸ıÛ”ı“ Ω“⁄”fi◊‚˛ı§…Óıø‚‚˜†ıø”“˜ıı‰“‰ı”§˛ı”˛ı@Ωıø“‚ı”Ωı”ıÛÛ”” ë˜Ω”¸““¸ÛΩ‚Œ˜fiŸfi“fiΩ‰…˜Û¸‰Ë“˜”ııΩ‚‚Ωıı‰ıø§ fiΩııÛı”˛ı”ÂÛÛøı¸ıΩ“†§‚ë”Ωø˛ısø˜Û”ı”‰ı⁄‚fi”⁄ı¢“Ω”ııΩı“◊˙“ıı˜“”€Ÿfi”¸–ÛııøÛıı˜ıÛ¸””ıΩ˜†‰⁄†ı¸Âø“˜ıı¸ı”ÍÓ”‰Í¸ø˜–ıÛ“¸ıø¸ı”Ú‚”ıΩ”fifi“†“”–Ó˜˘ø”ı¸Ωı¸ıı‚‚˜˛ı/“œ“¸ıø”fi”˜ÂΩııÍÍ–fifiø¸ıÛfi˜fiFΩˆ”Ω⁄ÿ±“‰˜Ω˜””œ‰”˜Óı²ıǘø¸˜¸Û–‰“ø¸“†˜”øΩ‰˜”ıÛ²ıfi”˛ıGÛøıΩ˜ı‚˜§‚‚‰”⁄Ëı⁄§ı‚”fiŸ ”ı”fiııøø¸ı˜‰¸Âı““”“ “¸ÛÂıÌfiıfi¸Â˜”–fiÓfi¸ÂÛ¸””¸Û“Ω˛“~˜ı”‰Ω†ıΩ‰˜”oÓ”˘fi˜Ûı¸Ωı”‰ıÛ¸ø”‰ π ˜ø¸ø˜‰‰”ÌıÛ”fiı”‰”‰¸ÛøÛÛ”¸ıΩ‚”øı‰Ìœ˜”ıˆfi“”fiøı–¯fi¸ıÛøıfi˚‰ıÛ”Ω˜”õjŸ˜Âıı”ı””€”˜˜”øı”ııøı¸Ûı˜Û¸Ω‚¸ ı”‚œ˜§‚˜”ıfi”ı˛fi˜ı˘˝ıWËÓˆıø“”œΩÆ´ÌıÂıÛ–”ı∞“ø“˜ÂøΩ˚Û¸ıı–¸ıÛ¸Ω˜Ffi‰⁄‰fi‰‚”¸ı”ı–Ì”ıı”˜ıı”fi⁄¯fi”¸øı”Ûë«–ı–ÛÛøfifi†Ì”Ûfi˛ı”ÿıÂfi¸˘øı¸§˜øÛı˜fi˜˜ÓııΩıfi”fi†˛ı4Ω‰”fifi¯¯¸ı”ı˜¸ıÛ“∏øfifiÛıı–”Ó†ııøı¸”ı˜ıÂÛÛ¸ıı¸œËıÂøıfifiÍÌ˝ıÍ⁄†–†‰ıı”ı‰‰ı˘Ûı˜œ‚ÂΩ˛”ˇıfiÁ–¯–ıfifi”ÛıfiıΩÛ–˜¸¸”˛ı
  23052. ¸‰Ì⁄⁄Ÿıfifi€Ó˛fiˇı‰fi–“⁄˜˜fiÍÌÓfiıı˘fiÓfi²ıÛÂı‰Û¯ıÛ˘øııÛøııøıı˜–˝ıˇ¸$
  23053.        tile $00000FD0˜ı˜ı¸ıøœŸ˜˜ıÓ¯–ı¸ıfi˛ı¸ø˜‰Ωıø¸ø˛ı˜ıÛÛı–ı““‚§ıø˜˛”ı¸øıΩÛˆ””˜”ÛÂı˜˜ı”‰‰”fiÌfi˜ıfi˜˜Û˛ı˜ı¸¸†ııΩ˝ı¸“˚ø–ıÛ–ı–”fiıÛ¸øÛı¸ÂÛø”˛ı¸˛ı$¸Â‰”˜“”œ⁄˜fi˜˜˚ıfi˜ı¸ı˜¸ı˜ı˚˜ø¸ıı“‰†“€˜˛ı(˘–ıı‰”ı˘”ˆ¸øÂÛøı‰“¸–ı¸ıø¸¸ıı”Ó”fiÌfi¯˜ÓfiÛıı˛˜Bˆ¸¸ı¸‚”ıÂø”‚˜”fiÓfiÍıı–˘ı͘ııۘ̔¸””ııfi‰””ı–Fı‰ø ıı˜‰Ó˜¯fi˚¯ıÛıı˜‰˜ˆ¸Û˛ı(¸Û¸ÂÛııÛfi˜ıı”Û˘Ûıfiı˘ÛÛı˜ı¸ı–ø˚Ìfiı¸ı¸ıˆ¸«˛˜‰˜¯ı˜˜˝ı”ı”˛¸    ”¸ı‰fiı¸ı¸ø˛ıˇ¸˝ıÛı¯¯ø¸ı¸ø¸fiœ˝ıΩ¸ıÂø‚ˆ‰‰˜˜ıÓʘۘ˜˝ı¸”¸ıÛı̯Ûø˜fi¸˜ı˛Û,¸”¸ııÛfi‰ıˢ¸ø˜”ııœfi¸ı¸”˜Â¸ı˜‰ˆÌ͘ıÓÒıı¯ıı˜¸˛ıˇ”a¸ıı˜ıı¸ı“‰¸ıı¸ı‰‚˜¸Ûıı˜Ë“˜ıı”˜˜fi≠ ııÂø˜˜ı˜ı”‰‰fiıı˘”˚ı¸fi‰˜˜¸˜¸Âıı¸”⁄‚ÂΩËı¸Â˚˜¸fiıºËø¸˜¸”ˆı˜ıÛÛ˜‰⁄ÿ˛ı˜ı¸‚˜Â“˜˝ıÛ˜˜ÛıΩˢ˜ı˝ıı¸¸–ınº¸÷ ˛Û˝ıΩŸË‚ııÂı‰øıı¸Ûfi‰‰fiı”˛˜
  23054. ¸Ω˚¸ııø¸”ı‰˛ı˜”Óˆ˝ıˇ¸-ø¸˝ı§‚Ω˙˜Û˜ıÛ¸ı¸‰…Ò˜ı˜Âı̉‰”Ûıˆ”ı”ıfi˜ıı˜‰˜ı‰¸˛ı~‰ı˜”˜‰””˘¸Û˜¸ÛÂÛ“§“˜ÛıÂı“ıı‰”ıı˚ıˆıÂı‰‰˜“Ûı˜ÂÛı˜˜ı˜ı¸ıı˜Â˚˜œ“‰”Úπ‰˜ı”˜Ëı¸¯ı¸¸Û¸ ‚Ωı¸Âı˜Í–ı””˜ıı˜Û˜‰ıÛ”Ÿı”‚˜ΩΩ”Ûıı˜ı˜ˆΩ˜Ó‰ˆfiı˜⁄ŸÓı¸ı”ËÍıı–˜ıÛÛı¸“øø”ıÛı˘˜˛ı$˜Úıı˜Û˜œ–ıı ˜”⁄§“‚‚¸ıı¸˜˜‰˜ıfiıı˜–‚⁄Ú‚˛ıˇ˜˛ı0˜‰ı˝Âı””fi¸‰˜ÛÛ–ıfiıı¯fiı¸ı˘ıÛı””‚”ıÿ∏ë«∞˜¸ıÛ¸˜”¸¸ıÛ˛ıÓ‰Ú˚ıı”˜ııÛıı”˜ıÂÛı¯˜”fiıÂıı¸˙ıÛı˜Âı˜¯˚Óı⁄•‚õ”˜–¸ı¸ı¸¸ıÛÛ˛ıfiıÓÓ˛ıˇÛˇı˜ø˜ı˜ıÛ˛ıÓ¸˜‰¸˝ıÛ–ı”¸Ûı˜¸ø‰Ó‰Ú‰”ıΩøı˜˛ımFı¸“¸˘ÛıÛı¯fiÚ⁄˜¸¸”¸Û¸”ı‰‰fi¸˘˘ıı⁄˜”˜ÛÂÛıÛÂÛııÛÛ¸˘ıfi‰˜ÌÌ”Ω˚ı¸⁄Ë“Ωˆ˜ø“‚ÛııÛ˘fi¯‰„Ò¸Âıı”Ûıı˜Ìı–fifiııÛıÛ¸ıÛÂıÛÛ¸ıÛıı˛Û1¸ı”˜ÌÓıı‰ıø”˪˂˜Âı‚fifi˜Íı¯˘˜Ú˜¸˘˘¸ııÛÛ˘fi˘Ó˜¯˘ııÂÛı˛¸Û¸ÛÛıÛ¸ııÛıı”‰‚‚˝ı”˜””Ë⁄˜ı¸ıˆfiı¯˜˜˘Û”fi¯ÛÛ¸ıÛÛ˛ıÓ˛¯ˇÛ˛ı
  23055. ÛıÛıfiÛı¸˘¸¸˝ı5”ı¸Ω‚‚ıø¸“‰“‰”fi˚‰”ı¸”˘ııͯ˘Û–◊˙ÛıÛÛ˘Û¸Û˜ÓÓ˜¯ıÂÛ¸fi¸ıÛÛ˜¸ıÛı¸ı“˛ı†ë‚˛ın”‰fifi˜ı”Ó˜øıı˘ı–¯˘¸Ûfi·»˜¸Âıı˘ÛÂıfi¯ÓÍ¸Û˘ÛÛıı¸ÛfiıÛı˜˜¸”¸–fiœ“‚´àˆÛı”ÿ‚¯–‰˜ııfiø˜ı¸˘˘ı˘Û˘fi‰¯ııÛÛıÛıÛ˘ı¯Í¯ÛÛıÛ˝–¸Û¸ıÛ²ı$˜fiøÂÛ“∞ö} ”ı¸⁄Ìı‚ıı˜Ûı˜¸ıøÛ˘ıı”ı˜ııÛÛ˝ı1Û˝Âı–˘ı¯˘˘˜Ûı¯ı”ı˘˝ÂııΩ”Ó“ıÛı§§“”‰˜Ç  ‰ËıÂÂıfifiıÛıÛ¸ı͢˛Û˝˘˜Ì¸ÂÛۘͯfiÍıœ‚Û˘˛ı˛Û!øıı†‚Ÿ“¸”Ω”ËıfiÚÌ⁄º“”ı˜ı“˚–””Âı‰ııÛ˛ıRÛııÛ˘¸‰øııÛfiÍıfi˜”Ó⁄ÂııøıøÛ¸ø‰‰‚“”ø”“ı⁄˚”˜Ó͉“”˜ıˆ˜˜Ì”ı”¸ı͸۸˘¯˜ı¸˝¸ÛÛfi˜ˆı¢fiıfifiıÍÓ˝ı;øıÛıı“fi‚”ø “ı¸ı¸–‰‰˜”ı”˜øııΩ‰“ıı“˜ÂÛÛ˘ıfi¯ıÛ¸ıøÛı‰“ıÛ˘¯ı‰‰–ıÌ˛ı˜ı‚¸”‰‰ı“ı“Ë”ıø¸Û˝ı”ıı”¸ıˇ”ıfiıÂ˝Û¸¯˛ı”˛ı¸ıı“ıÛ¢Â⁄Ìı˘‰˘ı˛”#fiÛ”˜––“fi‚˜Ω˘”ÛÂÛÛııÛ–ıı¸Û¸–Ûı”ı¸·‰˝˛ı”˘˜˜¸ı;˚”¸ı–Û””ı–˜¸ıfi¸Ûı”ıı–ı⁄⁄Ω¸ø˜ıı”˜ıÛıı˘ı˜ııÛ˜ıÛı˜”ø«˙Ûıı˘˜¸fi¯Û˛ı4øfi–˘–ııfiı–¸¸ıı¯˘ıı¯ı–˘”∞‚”ÛÛ¸ıfi‚ı¸–‰˜ıı”ıÛıÛıfi”œÛ⁄ÿ”˛˜&ı¯¯ıı¯fiÛÛıÛÛı˘fi”Û¸˜˜¯ı˜˘¸––˘fiıı”‰ıÂÛÛı”˛Û>–ıı”ı¸˜‰ıı¸‰‰˜§Âfi˙ııÓ¯ı‰ıÛ–ıı¸ı¸––ÍÛ˜˜ı¸ÌÿıÛıı˘ıı¸ı–ı†«ΩııÛÛ¸ı˘˚ı˜fi̸ıı‰˜‰Ó–‰⁄”ı˚˛ı/˘ıı–¸ıı¸Û”‰øfi˜¸˘ı˜ıı¸ı¸–Ó–ı–ı§…‚¸ııÛÛı”ıı–‰Ì˜ıı˜˛ı<˜ı–””ı“ ˜Ó˜Û˘–˘˘ıı˘ıÛ”ıfiı˘˘Ωı–‰ fi˜ı–ıı––€…“”ııÛÛ˘–¸ÛÂı“̘¸ıÛ˝ıÛ¸ı¸–“‰˜˜Óı¸ı˘˘fiıı˜Û–˜ı”¯˛ı”ı”œ˜ıÛıı‰”‰±‚Û˜ÓıÂÛ˝ı¸øı”fiıı¸–˛ı    Û”‰Â‚‰–˜Ó˜˚ıÛı˜Ûfi‰˘–ı”ıøπØıı–ÂÛ””“ı⁄⁄–‰˛˜_ıÛfifi §‰‚”ıı‰ÛÛı¯ı¸‚ –∏†¸”˜fifi”¸–ıÛÂÛıı˜fiøı”ı–øªú§“ÛÂı”“øøÌ“ıŸ˜ıı‚˜ı“˜⁄§  ˜˜””ı¸ıı–”“†ÿ”Ω‰Ω”˜”˜Ì”˛ÛıÛ”Íı§Ó˛ı~‰œ∞fi˜‰–¸”–ıfi–˜Ìı”ı”‚ŸÀ⁄˜”˜Ω“ˆı¸”¸¸–ıÂı¸‚⁄ıΩëÆJ‰”⁄‰ÛıÛøıÂÛ‰†œfi”Ófiıfĭ‰Ó‰””ı”‰ıı‰fi””ı“œÌ̉fiΩı“fiıøı‰‰fiÛı∏ Ó”Ω‚Ä(@fm˜ıÛı¸˜ıÛÛ‰ÍΩ”ıııfi”⁄‰§±fiı”–˜‰”fiÌÓıı“ıøfi˛‰c”Ωıø‚ı¸ΩÓ˜ıÇŸ‚“ø‚ øR&CÜ⁄¸ıΩ˜‰‰”fi‰”ı˘¯fifi†fi⁄◊”Ω∞‚‰ıı””ııΩ ΩıΩııfi⁄‰ı˘fi‰±ıfi”ıı“fi¸ø‚§ÄUnR§“–¸ııΩıfi˜ıı“fi˝ı~¯ı–œ‚ı†÷ ‰––¯˜fi˜⁄¸˜”ı“˜œ”‰ı–€„˜œı”œfiΩøΩ”ı˜“¸†“ı“ıø¸ı˜¸”–ı”fi˜fiÓfiıı–Ó“”Ω”†ı˘Ûıfiıı mø”ı‰‰fiıfifiı”€⁄–””œ∞§ı‚˜øΩfi‰–‰‚”Ëı¸ø˜“fifiÓııfiÓıÓfi˘–Ó‰fi‰”˝ı~Û–¯˜⁄ºË”˜ø–ıı”fiı†ÍfiΩ“fiı†‰Ó†§¸ı””ÌıÓœı‰ıÛı˜ÿ‚ıÓÓıı¯Ó¯ıı–˜Ó‰ıΩıøÛııÍfi͘fi””fi¸˘”¯fifiœ⁄”˘”fi””†§∞∞ıÛııfiӘ͔ı¸ıı˜‰Ì”fiıfi˜ıfiÒfi¯”˘ıÌı–¸ÛÛ>Ûı¯fiÂıø¸ı¯ıÛııfi‰“€ÓııΩ”†Ó†∞œÛ¸–Ûıfi¯fi”ı˜Ω”ı”‰ı“ı–¯ÛıÍÓÍı–fiÚı˘ıı¸˝ı:”˘ÛÛÓ˜ıfiıı”ı”ıÍ“ıø¯fiıΩÇfiΩ¸ı˜fi¯˜ı˘Û¸”ııΩfi“fiÓ”ı˚ı¸ıı¯˜ııÓ˜ı¸–˛ıÛıı¸ÂÛ˘ı'“†fiı”ı–ıÛøı”–˘ıı͘¯–¸–˜Ω˜˜‰‰”ııÓ˜¸˘ÛÛıÓ˛ıÓ”ı”¸ÂıÛ–ı‰”øıÛııø˜¸øÌÓfi˛ıÛÂıø¸˝ı¸fi˜ıÛ˛ı*”‰Ω””ı¸ıfi˜˜–ı¸ÛıÛ””Ûıı˜ıÛ˘¸–¸Ûˈı˜ı¯”˜ııœfi¸ıÛı–Ç‚ıı¯Ó˜¯ıı˜”–˜‰˛”˜ø”˜fiÓ˛ı*”ıø»Ÿı–Û˜ıı˜˜–ı˘ıøı“–ı”ı”˚ı¸”ııÛ˘ıøıfiıÛı¸˛ı2Ó”ıı‰†”˜”“ıı”ıı¸ı”¸ø⁄Δ§˘¸˘Ó˜Ó˜ııfiÛ”œ”ı¸˜”ıı‰ı¸ıΩfi˛ıÛøı”˛Ûıøı‰‚¸ıfi“ı”ı‰Ÿ˜Û˝˜ıÂı⁄ fiÛÛııÌÿ”–‰‰˘ÛÛ¸Ûı˘Û˜”ı¸˛ı¸ ˜ıø¸ı“§Û˘¸ıÛ”Ì˚˛ıˇø"‰˜ıˉ¸˜Ó˜ø¸ıΩ‰”ıø¸ıø‰º‚fifi˚”Û˜–ÂÛÛ”˛ı1ø¸˜Ω‚øÂıΩΩø”‰¸˘ı¸ÛıË‚ı˜ııÛfỉ”ıfi‰˜¯ııøı––fiıÛÛ¸ıÓ”˜˛ı¸“˜ÛÛı–ıı˛¸ıΩ”‚“Û˜§“ΩΩ“ıÛ˘ııÂË˲ı~¸˜ıfi˜ııËË”˜ıΩ¸øı¯¯ıÂı“ı”Ûıø–ı˜ı˜ıÛ˝øÛΩı¸ı¸Ω“ı”§‰“F§ıÛÛ¸ı”˜˜ıÛ˘fiııÛı”‰ Ÿ‰ııøıfifiı‰˜‰Ó–ıÛıÛ½ıœ‰Ω˜¸øÛ˜¸˜“øı–fi˜‰§‚Ωı–“ıÛıı–ø‚˜fi¸ˇı~¯¸–¸¸øıœ…∞ıΩ¸¸œıı̘‰Ófi͘‰Û¸øÛ“œ¸ıøı–¸‚‚ø¸fiı”“‚†‚“¸Âø¸–ııÛı˜”ıøı˜”ø¸ııÂı†⁄⁄Ωı¸ø‰¸ıÓ‰ıı‰¯˜–˝ıı–ı˜ıø¸Û¸Ω ‰¸”Ω–”“§m§†Û¸ıÂÛ”ıΩ”Âø˜“¸(“”ıı˜ıÛı””‰˜””ıı””˜Ó––ı¯Í¸–Ûıı–ı”ıÂÛ¸ΩΩÂΩ˝ı%–†∞n˜Ω˜“ÂÛı¸“ıı˜ı“ıı“‚˜ı“˜“‰§“˜‚Ë“‰‰ı¸˝ıˇfi9Û¸ı˚⁄fi–˜‚¸¸Ûø¸ıÛøΩıı†‰∏πΩ⁄“”Û¸ıΩ˜˜ÛÛı¸‰‰Fı”Ω“‚‰⁄‚”Ω˜‰˜ı–˛ıˇÓ¸Û–”ΩÍ”ı”fiıø¸ı¸øÛıøı§⁄⁄ı‚‚ı$
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  23057. ø¸¸ı¸”ı‚àøΩ˛”.F¸ı¸“Ω¸˜ı˜¸ıÂøFΩ“ıΩıΩΩ‚Ω¸Â‚ËΩ¸øı““˜ıÂı˜ıı¸Â˘˜¸¸˝ıø¸Ωı¸Â”“˜“¸¸ı“‰ÂFı˛Ω ¸ı¸¸Âı“ı“˜˜ıı˛˜~Ω˜Ì†“ÆËΩ¸˜ıF¸”fi¸ı¸ııÛÛ¸¸ıΩı”˜Ωıø¸ı““ø§“‚˜¸ıΩ“‚˜¸¸ıı”mΩF¸Ωø˜‰“‚˜‰˜ø“ ˙Ω˝Ωı¸¸øıı¸Û¸Û¸Û¸˜Ω¸˜¸”Ω¸ıÂıF˜Ω“‚“ΩΩ¸¸§“¸ÂÂÛ¸FÛΩ‚‚˜ø“ı¸“Ì.“˜˜”˜ΩΩı¸ÂΩΩ¸ı¸ı¸¸ÂÂÛÛ¸ıı¸¸ıÂıı¸¸†˜ø“§¸Ωı¸ø¸Ω˛¸,ÂÛ¸ı“§“¸¸“ΩøÌ‚ˆŸ˜ı‚˜¸Ωıı¸ıø¸¸ıΩı¸Û¸¸ˆıø¸Ûı”˛¸Ωë‚ø¸†ΩFÂøÛF¸ΩıÛ¸Âø¸§nø˛ΩVıFˆÌˆÌ¸˜‚Ω¸ıø¸ı¸ı‚”˜ıÂÛ¸¸‰ıı‚‰ıÛı”˜ıΩ¸“ “øø“ΩÛ¸˜¸ø¸Ûø˜ÂFo‚ø¸ııF‚Û˜˜¸Ω§∞˜Ûı¸Â¸Ω”˚”˜ıı½ıΩıı˝¸uı¸”¸†mı¸Âø˜Ω¸¸ıΩı¸ı˜ÂmÆ“n§ΩΩË“Ω ıı¸Û–⁄∏˜Âıø˜ı‰‚˜ı¸“ı˜”¸ı¸ø¸ıı¸ı¸§‚§“Ûø“ΩÛıı¸¸ø¸”ım}§m†”§Æ“¸Ä¸ıÂøÛœ⁄‰‰”˜˚”‰Œ”¸ıı˜¸Ω˝ı&¸ı”Fıø¸Âø”ǧ ‰””‚“““ı”ııÛø˜“øΩ†“˜˜ıøF²ı¸””ı∏̧˜fi‚ËÛ˜ˆıı¸ı¸ı”¸ø˜˜ı˜“¸ı˜˛”~‰œ”ÛÄ“ø“”ı”˜ˆÂıΩÇ‚ëΩ–Ωı¸”ÌÂÂıı‰‰Û”‚”ı“‚“‚”ˆı¸””˜ıΩ‰ıΩıF“”†‰ı¸§ııÓ””˜ø‚ëÛÂı‰Ω¸“”Ω¸ ë”ıı¸Ωø∏¸¸ø¸˚ıÛ‰“–ı“fiıı¸ø˜ı‰¸¸Ì”ıˆ““¸∞“øı”-Ω”˚˜‚“ÂøëıÂı˜øø‚‚†‚ÇıΩ”ΩıÛı˜¸ı¸ÛÛ˜˜ı˜‚ıı””‚”ı”˛ı+‰ıø˜”Ûø‚‰ø‰“Ωı“⁄˜‰fi‰ıÂøF“ııΩ˜ı§§ΩΩ¸Âı‰”ıø”ÂÛ˝¸Yı˜˜fi˜˜¸Ûı‰”ıı”Û”˜”fiÓ”Û¸“”͉†”ı”Œfi‰˜˜ø¸”Ω‚ΩΩ”“ë§ııøıÛ˜Íıfi˚”ÂÛΩøÛıı˜˜ıΩ˜–ÛıÓı¸Âı˘ıfi˜Ó˜˜Âø”fi‚˛ıcÛ”‚˜‚‰fiı”Ω“”ı“‚“∞“ıÂıÂıÓfiıı“ı˜ıı¸”¸ııΩÌı¸Û–˜ÛÛÂÛııÛ”˜‰‰Û¸ÛfifiıÂÂÛı”ı˜˜ÌıÂı‚Ωı“Ω§‚§¸ı˜ıΩ‰ı–ı”ı‰˜ı¸”˚‰˛ı“¸ıÛÛ¸ııÛÛı”˜fiı‚ıÂø˛ÛΩÛø˜˛ı˜†˜“ΩΩ˜ı†¸ø§””ıø¸Âıfi”ıı˜ıÓ˛˜ıfiÿ˜¸ıı¸‚ı¸Û¸ı””ı”‚ıø˜Ûı˜˜ı˛“EøËËı˜Ófi˜†⁄˜ø”‰Âı˜ΩÛıÛıœ“‰–”˜‰¸˜”ı˜ø˜fiÛÛı¸”‚‰‰”fi”˜”Û˜†‰ˆ–ı‰‚§Ω“‚‰¸”ı¸”˜˛ı%‚ ”˜ıÂøı–ıı¸˜ª‰”Ûı˜†ıΩ˜Û¸ı˜ıÛı”˜fi‰fifiœ‰¸”“ ‰ı˜”Ω‰”†“”¸“–ıı˜”Ûı˛“F”˜”ı˜”ı¸‰”Ω⁄ı”“˜”¸ΩıøÂı¸ı¯˜œ˜˜–”Í––§À†”⁄◊“ıfi–Û““”Ûøı˜ı¯˜˜ΩΩ¸Âı”˜ıı†“¸˛”~ı”Âø̉‚‰ÛııÂı””‰˜ıfi˜ıfi”fi”±qî†fi“§fi”˜fiıfi†“øÛ†‰ı””ıÛ”¸ı”“”¸¸ı‰–”˜ıÛøø‰‚†“¸ı‚ Â˜‚ı˜¸ÛıÂÂıŸ±ı∞~…”fi“–ıı–œ”‰œ⁄“øË∞ÛÛ”‰‚ø˜”“‰‚””“””ıøÂ9¸Ωı””‰ı”ı”⁄“˜‚“˜–ıÛÂøı…ÿ”ı† ””˜ıÂıøfiÍ”ı§“ı⁄∞Âıı‚äΩ “∞⁄”øı˛˜‚†ø¸”“fiı”ııΩΩ”ø˜‰ıı˛Ûı–˜Òfi–§“””fi¸ı–˜œ€Ç¸€‚††‚˛Ω#“ıΩ£”˜“ıÂıΩΩ¸“‚ıΩΩ§˜Âı““ıÓ˜ı¸Ûøı¸ı¸Û˝ıQ⁄fiFª∞Ë”ıı‰”†∞œ””“œ†“§‚‚ı“øı”øΩ˜Ω“‰ı¸“nΩF”†¸Âı˜˜”fi¸Ûı”¸øø”ı˜¸¸Ω˜”ı§‰ ”˜‰€–Û–†””ø–˛†(§“øΩıΩ˜”ıˆ˜Â‚π“øÄ”Ω§ ÇÛøıÍÍ””˜ø¸ıÛ¸¸ı¸øΩ˛”*ΩıΩΩ‚‚”§€”ÛÛ”ı––†“o ”ÂÂıΩ””“‰˜øı ª“˜ı¸Ç nΩ¸˛ı~fi‰”˔ۂ˸Âøı‚§¸”“øııo‚Ωı†fiıı–ı–˜†”∞ªΩÛΩ¸˜”Ω‚Ëı”º§““§ø““†“øıı–˜††‚⁄ııø⁄£øÂÂÛ§⁄oÜëø¸¸˜†“§Ÿ“‰–ııøııøœfiÛ”§ıfi””‰‚”¸“´ΩøΩˆÛ“¸øøı‰ı
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  23060.        tile $00000FF84˜Ófiı‰‚‰Ó“‰ıø˜‰ÓÓıı”ıı“‰˜ΩÌÿ‰Í‰Ú˚–““‚˜–fi˜Ì“˜‰fi˜–fi‰ıı””˙ıfi˘”˜˜ıÛ‚Ó˜‰‰˜ø¸˜Í“˜–ı˜ı””˛˜Y‰Ë‰Ë‰Ì˘ı“∞ ¸ıı–‰ Ë˜Ωı”˜fi˜ııÛÛıı–ıı˜Ó˜fi‰“¸ı˜‰˜˜””ıı”“ıı͘͘˚‰˜‰””‰‰◊‰ıÓ˚‚ˆ⁄Ÿ”¸fifi‰‚‰˜fi˜˜fi˜˜˛ı-Ûıfi¯‰––ı––‰˜”Ω‚“”‰˜ı“”ııfi–¯Í˜fiÓÌfi˜˜ı”˜◊‚ıı˚Ò‰‰˛˜ˇÓ&”ΩΩ¸ı”˜fi˜˜ˆ˜ı˜ı˜fi˜ıı‰”ı˜fiΩı§˜”˜fi”˜fiıı¸˘˛ıK˜fiœ‰‰‚“ıı‚‰ıfi‰Ìˆfi‰Ú¯˜fiı¸ø”˜”˜‰fi˜⁄˜˜‰”‰ı˘ø–⁄⁄‰˜”˜“‚§Ω˜ıfi””ıøııÛı‰˜”‰œ…ö““ı”‰ı˛˜=˚˜Ú˜˘”ıΩΩÛ”““ıı˜‰‰Ì‰fi˚‰ı–fi”ı” ˜ı§ ‚“¸Ω˜ı˜‰ΩÂÛıÛ”Ó˜˜ıΩ∞ë“ˈı“‰Ó˛˜#˚Ó¸Âıı”¸Û¸ı””Ûıfi͘”˜‰˜”ıÓ”øΩ∞ı–“‚§“Ω¸ı‰˜Âı¸˜‚˚”–Ω‚”¸‚‰ııÓ‚‰˚͘ı¯˛ıV”Ω”Ω¸ıı”fi˜Ó”͘fi˜‰ıœÓıfi“Ω˜˜≠ ““¸øΩFÛ“fiıı”‰‰Ì‰˜”⁄“ΩË˚˜””‰fi˜ı”ıı˜ı¸““ııΩΩ‚œ‰fiıÓÌ‚‰ıÛÌÌı‰”˛˜◊˛‚ Ω¸ıı¸fi”ıı˜Í‰Ó˜†” m‚◊Ú˜˜ı‰“fi”ı‰¯¯ı˛”˛¸”‰§ÍfiııÓ‰Óˆ”ı“˜Û˛ı ø˜Ÿ‚§“˜˜¸””ıı–۔̉˜fi‰œ•”‚ËÌÓÚ‰“‚˜˛ıˇfi“⁄œ œ˛“p†Ó‰fiœÌÿ‚‚ˆ“˜˜¸ÂÛ˜¸ı˜‰”˜””˜Û”ˆ˜ø¸Â–Ìfifi”˜fiœ‰”Ó‰‰Ì˜–œ†˜‰ı”Ó‰⁄œº«Ÿ§‚Ó‰€fi‰Ú‚ÌŸ˜”˜ÌıÛ”˜”˜”˜””˜Ω˜¸¸“˜ıÛ˘ı€Ìıfi˜–ÓÌΩ‰˜˜ı””˛‰GŸ”˜˜†⁄§Ó⁄§§⁄⁄˜ııfi⁄˜“˜Ω˜¯ı˜ı‰˚”“ı‰‰Ω‚‰‰ıø“‚ıı”fi˜Ífi˜ıÛfi‰–ÚŸ‰ıÓÌÓæ§Ì‰ÌfifiÌÓfi˛ı“Ófi˛ı˚ΩΩ˜”˜˜–fi‰‚ı“ŸΩı”˜mm‚ıı““ΩΩfiœfiø˛ı7–ıfiıÓŸfiıÌÓ††Ó⁄€⁄‰œÚÓfiı¸Û‰‰¯fiııÓ˚‚”ı¯Óı¸Ó‚ı“‚Æ ““”“ “Ω“§“˛‰˜ÛÛ˛ıf”͉Í⁄ııÓÓͯ‰⁄‰fifiÌ⁄⁄˜ııÛ”Ó¯Ó˜ı‰‰ıÂÛfiÓfiıfi˜Û‰§∂∂“˜Ω”‰§˜‰§⁄‚‰‰ıÂıfiıı˚‰€Ú⁄ÓÛ˜„˜ıı¯fifi”ÓœŸÓÓı‰˜⁄”ÓÓ–˜‰¸ÂÛıÓı¸Â˛˜‚´‚˛“~˜”ı“†‰‰”Ω‰“Ûı˜fi¸fiıÓÚÊÓÍÍ€Ó¯–ıfi¯–fifiÍfiÚ“˜¸˜Í˜Í˜ÓœııÛıı˜Û˜ӔÌ𧓂“˜ı–§‚“””fi““Ω““ıı˜˜⁄ÚÊŸÚ⁄‰ÚÌıÛı–Ûı˜‰ı€⁄⁄”fifiıÍÚ€Ó”˚¸˝ı˜¯˘ÓÓ˜“Ì‚˜Ì8‰˜”˜˜‰†”ı“§““‚‚ı˜˚ÓÒÊÓ„È„⁄‚Úı˘ııfiÓ˜fiı€œÓ‰Óı–‰⁄ÍııÚÓÛÛ¯fiı¯˛ı˜‚Ë‚ˆ‰ ˆ”˛‰˜“‰“ΩΩ˜¸˛˜ˇÓ#ÍŸ¬„ژͯ–ı¯ÒÌ͘ıÓÓ–ÓÚ”ı‰„ÓıfiË˚ı˘ıı˜Ω˛ı~˚fi˙‚˜‚Ÿ”ıı”‚‰””˜”Ω“‚“‰ı‰ÓÍ„≠ŸÚ͘¯¸fifiÓ˜¯˜–ı¯–¯Ìıø–Ú̯˜„ı˚ı¸fi˚”ı˜Ó̘◊Ëı˜˚”Ûøıı”“˜Ω˜ı“˘“˜ı”Ó±⁄ÓÚÓÍÓ–¸–¯Í˘¯˘Ûı˜ÍÓfi˘˘ÍÓ”˜›¯˜˚Û˜‰¸ı˜˜fiÓËÿııfi˜¸ı‰Í˜‰“ı”˜‰”øıÍŸÓÓÒÚ¯Ú˛ıfiÓ¯ÛÛııfi˜Í˜Í˘˜ÓÓππ‚˘˚–˜˛ıF˜Ó˜Ú‰˜ııÓÓı˜ı¸fiıı¸˜ø¸fi“¸Âı”‰˜ÍÚʘÓıÓ˜˜Íı–ı“˜ıı–ÍÓ˘Óÿ‰‚‚·ËÌ˚ŸÓfiıı˜ÊÚ˜ÿÿ˛˜¯˜Ó¸ıfiıÂÛ˜“‰˜”Û¸˜ıfi˛¯Ó˛˜B–ı¯ıÛ–ı”fi˘ı‰ÍıŸÿ‰øΩŸËËÓÓ̘”–ıÚ€Ú˚˘¯˜ı˚“Âıı˜¯Û˜ÌÓ˜ııøˆfi˜fi¸ı¯Ífi¯¸Ûfi˛ı˜ı˜‰”‰Ìfi„ÒÓııŸÿ˜fiıÓ͘ıı˚ÌÓÓ˚¸˛˜“Ω¸¸ıfiı˛Ûˇ”˛ı¸˜Ó˜˝ı¸ıı¯fi˛ı'Ûıfi˜Óı”œÓŸÚ˘Ûø⁄ÿfiÿÿ͘ÍΩ˜‰ÚÚ˜Ó˜¯˚˚˜ˆ˜Â˜˜˘˛ı ˜˚fifiı˘ı¯˜ı˜˜˛ıfi˜˜˛ı~Û¸‰”ø‰‰–Ó„˚ıÛı–ıfiË·Ë˚ÚııÌ⁄Ó⁄Òˆı˚Ë˚“˜ıı˜‰˙˚ıı‚˜Ó˜¯ı¯ı˝¯Ó¯˜¯ı˜ı‰˜ı–ı‰˜ıÓÓ˘–ÚÓ˜¯ııÓıı”ÌËŸÌ–˚»ÚÓÚ˜ıÓË“ıÂıı”ËˉıÛ˜fi¯fiŸÚı˘ÂÛı˜Í˜ÓfifiÓÓ8¯¸ı‰“˜ıÍı˘Ó¯–ı˘ı‰”Ω  fi‚»‰˜⁄̘”ı˜˜˚˜ı¸ı¸¸‰ÌÌıı˜ıfiıÌŸÓı˝Û˘Ó˛Í    ı˘ÌŸ˜ıı‰¯–˛ı;fiÚ¯¯˜ıÛÛıø ∏ııÿÓ˜fiÌÓ”ˆË˜Ó˜ı˜“˜¸Ω̘ı‰˜–˜fi¯˜Íıı۸͘Ífi¯˘‰ÈÓ¯fiÓfi˝ıfiÚÍ–ÓıÛ˘ıÂΩ“”‰Ó‰fifiÌÓfi˙ÿ˛‰˛ˆm“Ωı‚ıı˜ıı˚Óı–ıı˜ıı˜Ó¯¯ıı–Ú˜ıfi˚Ó¯˜¯˘ıÌÓı¯fi˘¸øÂııΩ˜ı⁄ÌÓÓΩ¸‚ªŸÌÍÌŸ‚“ˆ¸ΩÛı˜Û˘‰‰ııÍ–¸˘˜ÓÍfiıÓÓıÍÚÚÓÓÒ̘Óıı‰¯¯˘ııÛ”‚F˝˜b‚˜‰Óı†∏π…•fiÓÓ‚‚‰Ωfi˜˜‰¸Ûıfi“fi˜˘ı”ıÓ¯ÓÓŸÚ–ıÚʉ͉ÿÍÌÔ˜–ıΩÛÂı”“‚˜˜ıfi ‚”€œ”ÿ ∞∞‰ÓÓfi‰‚“˜‰‰Ë˜˜ı˜ı˜‰fiı”˜ı˜ı¯˛Ó6˘ÛfiÚÓÓfiÓ”œ©Òııfi˜ı”“‚Ωø˜”Û§⁄§Ó”‰ ”˜“ÓÚÌÓ⁄Ÿ§‰Ì‰Ì˜fi‰‰˜øı‰fi˛ıo˜ıfifiÓÊı˝Ó⁄Ó˜Ò͢ͅÚøıfifi“fifi‚”¸¸–¸fiœœ‚”˜“‚‚fiœÓÌ⁄⁄ œfi Ó⁄‚˜˜fiÒÌıfi˚Ó˜fiı¸ıÓÓÚÓ˘ÍÒʯÒÓı˜⁄Ófi”˜Ωı‰˜fi¸˜ıÛÛ†“ Ÿ§‰fi∏º‰‰Ó⁄̉”‚˛‰“‰Í˜ÓŸŸfiıı”ıı”“Û˜˚ÓÓfi˘€˜¯ÚÒfiıfiœÓ˛ı%øÍfiÛ””ı˘‰§æ§∞⁄˜˜‚ÓÓÌÌÓ̉‰⁄‰œœˆ˜‰Ó€Óœfi˛ıø‚Ÿ‚˜‰Ó˜Óı–ÓÍËŸÓıÍœ‰§∞ı”˝ı_”˜ı‰œ∞†∞⁄“†“‚ÌŸ⁄‚Ó‚§≠⁄”‚⁄fifiÌ⁄fi‰˜fi˜fi¸‚~ª∏ ‚͘ÍfiÓ”Ó⁄Ófi  †¨¢˜ÛıÛÛı¸”ıı”∞⁄˜†“ £‚⁄ ŸœÌœœoö∞§ ΩıfiÓÌıı‰˛ı<˜∞ ªÿŸÌÚ˜”‰fifi‰‚ÓÓ˜±∞|÷“¸ı‰”ı”˜¸ııŸ∞⁄œ“∞ª‚ ‚”ı⁄⁄úi~oÆ‚Ωıı‰œ“Ûø˛ı‰‚‚∞⁄œ‰‚˛‰~Íı‰⁄Ì”” ë∞º””ıËÿ˜ı”ı”Ω∞⁄€⁄‰”Ω“ŸÌÛı“†ëh§÷m¯ı˜⁄ÌΩÛ¸ı˜fiÓ“§‰⁄ÚÓÓ”§œÓÍııÍfifi…ú§”¸ı”ıÌ˙ı¸ÂııfifiœºŒ†ı§Ë‚ı‰Ì”o ∞i˜ÌŸÌ”ı¸˜Ÿ‰”fiËŸ±ÓÓ€ı‚ Ÿ‰ÌÍ–ıfifi±ÿ“ı²ızΩˇıÂÛfi‰‰§À∏‰‰ÌË͉ŸÓı⁄‚á÷ª““˜Ì̉fi‰“‰‚‚‰˜Ó⁄⁄ıfifi⁄…‚fi˜Ó˜¯˘fiÓ‰˜”ııfi˜ı˜Ï˙ıı“œ‰”§˜œÌË⁄œÌ⁄Úfiœœ∏ú“˜‰˜‚œ”–‰‚⁄”‚̘”fi˜Ó¯ÍÀ»ıÛıÚÓÍı˘˜€Ó˛ı”fi“‰Í”ÓŸ“˜“”‰fi‰‰ÌÌ⁄œÓ⁄ÚÓˆ⁄‰§ ‚‰˛⁄†“ŸÆΩfifi˜ıfiÓ˜fiœÚÓ˘ı–¸˜˘¯ı–Óı˘fi˜˜”˛ı;ÛıŸ“†Ó”⁄˜ııÓfifi͉⁄ŸË⁄∏‚ ÿˆ‚∞π∞“§‰fi””ı˜ÓfifiÍÓÓÍ–˘Û˘˜ı¯fiııÛı‰‚‰˛ı~¸ÛÂfi“‚‰“‚“Ω”˜fiÓ˜‰Ó⁄⁄Œº•‚mœ§Ÿõú∞ ⁄”˜‰‰fi˜fiııfifiÓÓ¯¸¸˜¯˜¯fi˜fiııÓ‰˜‰“˜ıÂı˜“”Ω⁄§ª‚Ó‰”Ÿæπ…œ π•‚∞‚‚⁄í¨ú‚Ÿ§“œfi̧fi”ıı˜¯˜˜Í–˘ııfifi͘˜”˜‰˜Ω⁄‚˜˛ı~˜‰ı” §îª‚†fiŸëîõ∞ª∞‚ ë∞§œºù⁄‚ ‚Ì‚”‚⁄ı“˜–ı˜¯¯fiıÛ¸fi˜˜Ó˚ıı˜Ì˜ı“ËΩ¸¸˜ı Ω˜§§  ∞Ó•õáë•‚œ§∞∞‚œ† Ø“†∞ Ë˜‰fi‚‚ıœÌ‰ııø¸ı˜ıı”ıfifiÌıÛ”˜”ı˜‚ı¸”ı¸ÿfi‰ÌŸœ†‚͉πØö‚”œ˜œ˛ R‚Ÿ◊‰fi“⁄Ÿ“‚œÓ§ıÓ˜Ófiıı˘ı¯˜”ııfi˜Ó˜ııfi˜¸‚ˆøFˆˆı±‰‰ ‚””⁄§§»ªõ§“Ó‰Ó€∞  ŸŸ‚‰fi‚⁄‰§ı‰‚ı‰ıfi˜‰˝ı+̉˜˜ıfiÓ˚˜˜ÌÌ†Ω“ÂÂı‰˜Ë”ÌË“‰ı§œŸ~⁄“Ëœfi‰Óœ‰fiÓŸÌ˛‰˜˚‚⁄””‰””˛ı8˜–¸fi˜‰˜œ“¸ı˜ÌÌÓËÌ⁄˜ΩÛ¸¸ıı”ı ⁄Ì⁄””§±π‚”§‚͜Ӏfiı‰⁄⁄˜fi˚Ífi‰Ó“˛˜ˇı¸–˛ıˇ‰ˇ˜ˇ‚ˇı~fi˜‰˜Ó‚ŸˆÛ¸”ı¸¸Ωı  ‰Ìı‰§Ÿº‚˜Ÿ⁄fi⁄⁄ŸË”˜⁄⁄Ófi˜fi˜ı˜‰“ÓÓ¸ıı¸ıı–˜”˜˜fi˚Ω‰˜ı”ı‰‚ŸË“˜ııø”Ω‚∞Ÿ§Ó˜⁄Ó⁄Ÿ‚œ€‰‰Ÿ∞⁄∞̧“⁄⁄˜fi˚Ìı†Ì˜‚‰”˜˜ÛÛıı”ı¯‰‰ˆ‰ˆÓ˜ı‰‚‚Ÿ ‰‚‰Ωı˜‰m‰Ÿ±Ò‚˚‰Í⁄⁄œ˜Í€Ÿ˛⁄»±‰⁄±ÓÓŸÓı˜ÓÍ‚fi˜ÌÓ˛ı˜ıı˛˜~‰˜˜fi˜”˱œ ‚ı‚ ⁄“””‚•§À„‚‰“ ⁄ÌœŸÌÓÚÚ€æ±ÿœ⁄ŸœÚÚœ‰Í‰fi‰Í˜Ì‰˜˜fiı‰Ó˜ııˆ‰ı˜Ífi‰Ÿ‚Ÿ‚”‰⁄∞⁄”‚ë∞œ±ÿÓŸ ⁄̜ӟœÓÚœ€Íœ€ æœ⁄∞€€⁄€ÓfiÌÌÓÓ˜‰Ó‰Ó‚œ˜”ı˛˜@‰ıÓÓÌ⁄•““§§‚æ“∑}†§„Ÿœ∞∞‚⁄ÌœŸÍÓŸ±Ÿ€ÍÓ—ŸfiœŸ€Ó⁄⁄ÍÓ⁄ÓÚÓӀ̉Ë⁄œÓ˚ı˘Ó˜Ó˝˜æ“ı”˜ÓÓfi†$
  23061.        tile $00000FF1˚––ÓÓ‰Ófiıfi¸ÛÛ¸ı¸ÛÛı˜˜Ûı˜ı–˛ıOÂ۸§Ñ˙Fıı¸¸“”˜º˚ıı”‰˜ıΩ˜ı”ı˜Ó”˜“⁄⁄†fi”fiÓ̉ıø˜fi¸Û¸ı˘Û˘˜fiıÛ˜”ı¸ı”¸˘ıfiı¸‚‚˜¸¸o§˜¸∏◊˛ı˜¸ı¸ı˜Ó‰˜fi§∏““ı‚fi”̉˜”˜ıı¯fiÛ˛ıˇ˜Û˜‚˜fiı–˜”ıfi˜ıøF ˆøÛ…∏–ıπ ı”¸ı˜˜˝ıv”“Ú˜˜‰œ “ı–fi§‚“”Ω˜”øøfi˜ı”ıı–¸–À›˜‰ÌıÓ˜ııœıı¸““ıÛ“Ó“ıı”˜˜øı˜¸ıΩ“‚“Ì˚‚fi”“⁄‚†¸ı‰Ÿ‚“””ııÂıfiÛıÛÛ¸ııÓ⁄˜fiŸ‚˚œ“fi‰”øÛ˜“ıÛ†”˜ı¸“˛ı“Çı˜““‰‚“fi˜⁄  ˜ºΩ‰”Ω˛‰ “øıfi”fi¸ııΩııfi˝ıfiÓÚÓ”†fi˛ı~§‚–‰‰”¸øıøıı¸Ç‰⁄ΩΩ”ø”Ì˜Ωœ ∞⁄”ª†fiıÂΩœ‰‰˜ıÓ‰fi““¸‚‰ıı–ıı–ı˚Ú‰”‰ΩÛΩ⁄œ˜ı˜ı‰”ı¸Û–†œ˜†•”“”ıΩ˜”ı‰””‚“œ‰˜ı“⁄͘øøı‰ı‚Ωø‚Ÿı”ı–fi‰”ÌÓfi±æı–Ó~‰fiıfi–˜§“”ı–fi˜⁄†‰fifiŸfi†“–ıı“ı–˜fi⁄⁄Óı‰⁄“‰ı˜“⁄‰⁄”ÂΩ§“‰†ı”‰ı†fiı⁄Ì””ΩÍ€Ífiı“””†ı¯€ı””fiı–œfiıfiÛ¸fifi¸”fi”‰Ó”ı”‚∞œ““ Ÿ ”˜ıı”œ”ı‰”ı”fiılj‰⁄Ó–D–fiÓÓÍfifiıljfifiı––Í””fiı”ıı–ı¸˘ıÛı–˜fi”†t ∞§‰•§†ı”ø‰ ‰”øΩı”ı”–fi⁄œÓʘӉ––¯˛Í+”Í⁄fi–˘”Ÿ‰”‰¯Ó‰ı¸ıı–Û”¸fiıÓ‰ıÛıœº§‚‰ıfi˜ıı”Ìfiıı˛”)fi†ı”‰fiŸÊŸfi”Û˝–ÍÓÍ͉œÍ‰¯”€ÍÛ–fiÓ¯”m˜ı¢˜˘ı¯fi˛ı^¸”†ııΩı˜ı–˜”‰†ı”ˆΩÛfi˜ø–§fi†€„fiııÛ˘¯¯ÍÍÓ–ıfiÓÍÍ“ı–˘Ífi⁄“˜Ω˝Û˜ı–”ı¸”˜”øı˜ı˜””øı¸ı”“””‚‚Ω¸”ø–Ít–fiŸÓ˘˘˛Û–˛Í$–ıÛ–§‰”–˘¯Ó–Ó”˚”ÛÛ˜fiÛı”¸fi”ı˜˜‰ıΩ˜ıøıΩ˛”$fiΩΩŒ“øıø–•Ÿ””ÊÓ˘¸ıÛ˘˘–€Íıı–Û–ııfi–ıÍı”˛ı”–ı–ı¸Û˝ı‰”˛ıa”–¸ı˜‰ıı”Ωø˜§ÂÂΩ‰œùÍ”ÓÍÛ¯Ó˜˘Û–œ⁄€”ıÛı”§‰ı˘–˘¯˜Ûø”ıfifi‰˘Û˜fi¸–˜˜ııΩ˜”ııΩ‚‰ı”⁄†–˜”ı”‰†Í†fiÓÓ˘¯Ó˜˘fiıfit⁄œ˛” fi⁄Í”–˘ıı˜Ûı˘–˛fiıÛ˝ı”˝ı`¸””ı‰ÌΩıΩ“∞“–ıfi“ı”͆⁄̯–fiÓÓıfi”fi”§‰ıfi‰fi–ı”˘˘ııÓıÛııfiÓfi˜ıı¯ıfifiııF¸Ωıı‰‰‚˜˜ø• ˜”€ÿ€†Ífi€⁄Óı”⁄‚”¯–ÇŸ ˝”OÍ––Ó”ııÛ˜‰Û”fi˜fi˘˜ııfi˜‰ıı”ı”‰˜”‚œÌ”ø¸ø ≠‚”⁄ŸÓÌÍfi––ÚÌ”‰”ıı”–ÀØ”ΩÍ”fi†fiÌfiıÛÂıı˘ıı–ı²ıˇ˜(”¸”˜”Ω˜“‰”ı“””fiÇ⁄õ“†‰–¯Ífi¯–˘ıÓÛ–fi–ıfiø˜”øÛ˛”
  23062. fi‰†”‰ı–¸˘Û˛ı–ÛÛıfi˜˛ı0”ıΩ”ıı”˜fi˜Ì”ÛΩııÓ”Û–ı¯fiıÛÛÍfiıÓı”⁄‰œ“ӓ–”†‰–ı˜Ûøı˝Û~ı‰˜ı¸ı”˜““¸¸Ω˜ıÛ–˜Ó‰”ÍÓıÛ–͖˘ÓÌͯ˘––ıÍ€‰Û†Ÿ‰ı”•Ó˘Â–˜˜øΩ˜ÛÂı˘Ûı¸ıÓı¸”˜fiı“‰ıΩ¸˜ııfiÓ‰””†œÍıÛÛ–ı–¯€Ó‰fi€ÍÓÍfiıı‰‰””ıı‰€”ı”‰”Âı‰Û”ı˘ı4–ÛıÛı‰“”ı”˜˜”¸ıFıı‰fi˜‰˜¯fi˜–˘˘Í–Û–˜fiÓ„ÍÍÓ¯ı”ıø”‰Ωı‚‰Ó¯˛ı'ÂÛ‰§”Ωı¸¸˝ıÛıfiı”˜ı˜“‰‚ı¸ıfifiÓœÍıÍÚıı–Ó¯˘˛”GıÓÚ¯–fi–ı¸ı”˜‰ı”ıÍÌÍ”øÛÛ†·¸ø“ı¸øıÛfifi˜ı”ıı͘ÌÓ˜†ıı”‰‰fi‰Ó€Í˘˘Ó€fi⁄˜–˘–Ê͢ı˘Í˛”?ıΩıı––‰fiı¸–Û”∞•∏n¸ÛΩ‚”˜˜Ófi”˜ø˜fi“‚⁄ËıÛıı‰fiııÓfiı–Ó⁄⁄Ë͸–ı¯Ú¯˘˘˜ı˜‰˛ı?ø¸ı–ı”Í̘”Ó∞ ËΩ¸˜‚”‰fifi˜˜ıΩ˜‰ıfi‚fi–Ûıø˜Óı–¯–¯–Ófifi‰Ìͯ–ıÓÓ˘––Û–˜‰ı˜˛ı”fi–‰Ÿœ””±§¸“‰ıFÛ‰”˛fiDı””˜”ıÍııΩ ‰”˚ıÛÛfiÓfi”ıøΩ˜”Ó¯ııÍÓı˘ıø¯‰‚⁄˜”ı”ıøÛ”ı“”‰”¸”ÿ˜Û¸œÓfi¸”ı˜fiı”˛ı$¸ø‚œ”˜˘ÂÛ”˜”§ ‚‰ııÓı˘˘ıӯ”ı˘fiœÌ˜ıı˜¸˛Û8ø̘–˜–¸‰ÓııfiÚ˜˘”˜”˜ı¸–˘–”ÛΩ“ı”ıÂııǸ⁄ ‚‚”ø‰ıÛ˘¯¯ÍÛ”“ıfiııfi˛ıˇÛ˜ııfiı˜»˛ıˇÚ˜”Ó€fifi¯ı˚”Û¸˘ı˛”
  23063. ˜øÛÛ¸“¸¸ø“†˛ı>˜˜ı˜ı–Ó‰‰Ÿ˚fiıı”Û˜ÛÂı˜Ìı‰˜ıËÏŸııŸÚfi˜ÓÚÓÓfi‚ˆıı¸¸˜ËΩıı¸øΩ˜Ä¸Û”˜ıø˛˜8–˘˜˘Û¯Ó””˘ıfiıfiıfiı½˜ı˜ıÂÛ ◊˜ıÓÚ‰fiÓÚ⁄fi†˚˜˜ı˝Ûfi“””ı¸“˜¸ı½ı‰‚˜ıı––ı˛fi”¸˝ızfi˜˜Û˝ÁÛ–ııÂı‰˜ı˜ÓÓfi˘œœÍ”fi‰”ı¸˝Û˜øı”ı”Ω”øøı¸˜ı½ΩΩ¸˜ø¸¯ıÛıfi˚””ıfi˜”ııÛÂ˝Û˜ııÛ˘˜”ıfiÍÓıı˜ÓtÍıΩ“Âı”˜ıı”Û‚ıÛΩı¸Ω§˜–˝ıøø¸øøıÛÂÂıfi˝˜ˇfi”Ω¸ı¸Â˝ıÛ¸ı”ıı–˝ı'œ§§”“¨ Ó¯ııø¸–fiı”ıÛÛ⁄Ìı”ı˜¸Ä˜ı¸ıÛÂøı”fi”˛ı~˜‰ø¸ıÛÛııÛÛ¸˜Í˜¯ı˘ı–fi͘”Çîàfifi͢ıı¸fifiÛ¸ÛÛøıfi”˜”˜ø‰ Ωı”‚”ø”˜”˜ıı””˜ı˜”˜¸ÛıÛÛ¸Û¸¯˜Í–Ûı˜ı””–”–§fi¯¯ıfifiÛfiÚ˚ÛÛ¸ıÂÂıı˜˜ıı”˜ÛΩ∞Æ‚ı‰ˆ‚Ó“fiııΩ§‚ıÛ¸ı¸ÂÛı¸ÂıÓÛ¸¸˜Ω‰˘Ûfi†˛fi~¯–ÛıÛıÓÌ˚”Û¸Â˝ÛÛ¸”“˜ı˚Ûı‰‚‚”˜fiÓ“fi‰”ıΩ˜”ÂÂÛ¸‚˚¸‚ÛÛ˜Ûı¸ıı”Ûø¯ı˜‰fifiÛı†‰œı”ŸË¸Âıø¸ı˜”˜ˆı˜˜–fi†œÌ‰˜“ıı‚˜fi˜ı‚‚ııΩ‚˙ˆı˜ı¸˘ÛÛÂı˜ıı–ıÛÂÛ¸ıÛ”fiœ‚”ı˜Úı˝¸¸ÛıÓ˜““øıÓ“˛ı˛‰˜Ωı˜”˛ı=⁄»“““‚ÿ˜¸˜˜¸ı¸¸ı¸ı”¸ı¸˝ÂÂÛ”fi§“œı˘–ı˜Û˝Û˘–ı˜ˆ“ıΩ‰fi”˜‰Ì˜‰ı˜”ıı¸˛ıœ‰˝Ω““‰Ω˛ı¸ııÛ¸”ıÛ˛ıÛ˝˝˘ıı“˜”Û”fiÛ˜˜Â¯–ı‚fi“⁄˛˜fi˜Ó‚ÌËΩı˜˜Ûı”ıø‚œ”ı∞∏˜ıı¸F¸˝ıY¸–˘¸˘ı¸Û˝¸ø§œ¸øı–˘ı‰¸ÂııfiÌ“˜‚”ıfifi˜‰˜‰˜˜”ıfiıı‰ıı˜‚Ó§ıfi”ıı˜˜ÛÓÓ˜ı¸ı–˘ııÛ¸ÛÛ˜ı‰“ıÛ”ı–˜˜ıÛÛ¸fi˛ıfi˜˛ıfi“¸”“fi˜ı¸˜˜‰ııÛ˛fi$ı˝fiÓ˜Ó‰˜€€˜fi¸˘ı–¯¯ÛÛııˆ˜˜”ıÛŸ›Ó˜‰‚˜¸–˛ıΩ‰ıı”ı˜‰˜‰˜ı˜ı–ıÓ˛ıÛı˛˜!”ږ˘ı˜⁄ÓfiÌı¸–¯ı¯˜˘Û¸˜ı¸ıı¸œ…À¯‰Ë‰¸ıM‰∏‰˜‰ıı˜˜Ωııfi¯ıı˜ı¸ı¸ıÓÓ˜˘–ÓÍÍı”ÚÓÍÍıı–˘Í¯˘ÛÛ˘˜˜ı˜–øfiŸ˚‰ÌӉ̘˜‰†∞ö§”¸–˜fi¸”ı˜¯˛ı9”ı¸–ı‰Ó˜Ó¯ÍÊŸ¯–˜¯Ó¯¯˜¯˘Ó˜˘¸˘Û–˜ı¸Ó˜”“˜ÓÓ˜fi“Ó”˘Ó‰“ú‚¸ııfi˜ı”˝ıÂı˜˜˛ı6¯˜ÓÓ¯¯ÍÓ¯˘fi˜ÍÓ¯¯Ê˜Ó˚”˜Ó¯˘¸ıı‚‰†Ó–ı˜Ó˜”ıı˘fiÓ†Ítœ‰ı–˜˜fi¸¸˛ı+fi˜˜ı¸˜ıfiͯ–ͯͯ–ÂıÍÚͯÓÚ˚ÙœÓ˚¯¯fi˜‰‰Ó˜fiıfiı–‰˜˛ı7˜ÍÍfifi€ÚÛ¯ÊÓ˜¸Ûı˜ı˜fi˜fi¸”ı˜ı¸–˜ÓÍfiı¸ø˜Ó˜¯¯˜fiÒÌÓÓ”˜ÓÚ̘fifiıfi˛ı”ŸÚ˝¯UÍÊ–¯˜ı¯˚ÓÓ¯ÛÛıı”ıı˜øı˜ı–ı¯ıÍ‚⁄ıı˜‰”¯fi”¯”˜Ó§ÓfiÚŸÒÌÓ¯˜fi˜fiı¸˜Ú„Ú¯˘¯¯Ó¯˘¯fi¯ÓÓ˜˜ı¸¸‰˚ΩııÛıfi˛ı    fi”‰Í⁄†F˜‚fi˛˜:fi˜fi˜‰˜‰Ìÿ⁄€Ó˜Í¯¯ıÛÁΩı˘ÓÊııÍͯ˘ÍÓÓ˜˜ÚÓ˜fiı˚˜ı”øı‚˜””ı˜”‰‚”Ó¸ı˛˜>‰˜”⁄“”ıfi‰€Ÿ‚Ó˚ÍÓ˜ı˜ıÂÛ‚˜ıÓÓ˘¯ÍÊ˘ıÍÍ⁄Í͘‰˚ı”Û¸”ı”‰øı”‰‰”˜œ–ΩΩıı˜˛”;˜‚‰“ı˜“‰‚ÌÚÚ͘ÍÓ⁄¯ÛÓÿ„ÍÓÚ˘ı¯˚¯˝–˘ÌÚÍÍfiÓÓÌ””ı–ı”ıø˜“”‰‰‚ı‰Â“‚˝˜$“”““Ω”Ófi‰ÓÌÓ˜Ó˜ÓÚÒÚÓ”ÓÓÍÚÍͯÊÚ˘¸–Í⁄Ó¯˛‰Ú˜˛ıfiıøÛıı˘“”⁄”§ı“∏“‰Ó˜“”˜⁄‰‰⁄˛‰&fi͘Óӯͅ…ͯ–ͯÓÚÓÍÓÒÓÚÍı¯Ó͘‰ıfi˜¯˜fi˜ıÛ²ı‰”“Æ⁄”Ω“ı”ıΩ”“‰ÿ∏œËœœ˜ıfi¯˜Ó¯¯ÊÚͲÓÍıÍÓŸ¯ÊÍÒÒÓıÍfi͘Ӕ˜fiıfi˛Ó ¸ıı˜“ÍfiŸ§ΩΩ¸Ω˛ı;˜“†⁄∞‰∞ŸÌfiı˜Ó‰ı––ÓÚÓ¯¯ÓÓ¯ıÍÓ¯ÊÍÍÚŸ¯¯fiÓ˜ŸËfi˜˜fi˜Í˜ıø”‰€‚‰⁄‰ıΩø˛ıy”§ ‰fi”fiÓ⁄œÓ†˚Ó‰ıı¯˜ÒÓ¯Á˘ÍÓÓͯ¯ÓÊÍÊÚÓ˜‰Ì͘‚ÚÓ‰ıfi¯”ı˜‚œ‰Óœ˜‚‰§¸¸ıı˜˜‚‚‰”͆ÍÌ“ÓËœfifiÌÿÍÚÓÓ˘˘Ó˜Í¯Ó¯ÍÚÓͯÓ˚–Ó‚œ‚Ó‰‰fifiı”fiœ‰Ófi‰‰fifi$
  23064.        tile $00000FF16‰””˜ııÌ“˘ıFÂÛ”ıÂÂøÓ¯ıÛÛıı“”¸ΩııÂfiıı”⁄⁄˜”ÓıÛ–ıÓÍfi‰˜˜ıı”Ó˛˜¸“˜˜œ˝˜‰˜”˜fiı¸–ı˜“ıÂı¸fifi¸Û¸˛ıΩ¸Ωfiı²ı5“ Ì”fi‰–ÛÛ˜œ˜”˜fi˜ıfi˜ı–””ı˜ı““˜˜Íı˜“˜ıΩ””ˆº˜ÂÛ‰¯¯ÓÛÛ–ı¸˛ıÂø˛ıΩıfi”œ‰˜fi˜fiÓ‰Ó”˛fi;Óı””ıı‚ı˜ıÛ“˜Ω‰ı”͉˜–ıÓ˚ıø˜ıøı˜ı”Í˝˘¸˘ı”˘ÂÛı¸˜”˜”ı‰•⁄ŸÌÌÓfi˝ı~‰˜ıøıfi†¸˜¸ı˜‚‰“˚”˜‰‰fi–‰‚”Âı†ı¸ø¸”˜Â¸ııfiı‰Ω‰Óıۉ˘ıı”fi§ ‚”fifiıı”ıfi”–ı–ı”⁄˙”¸‰”Ω“⁄‚˜“‚œœı‰Ófifi””۔˓¸ÂÛfiıfifiı˜ı˜‰¸Ωÿ‡ıÂÛ¸”ı†Ó¯ıı–”fi“1fiÛÛıfiıı‚º˜Ω“ıı“ˆfiË‚Ÿœ”Ω“fi˜‰ı”ø¸ª®˙Û¸fi–¸˘ÍÚı”“””⁄∏˜˝ıAΩ˘fifiıÂıfi‚§“¸Û˜Í–ø“‚ªË“ı”‰‰˜Ë‰““ˆ”fifiıÍΩ‚‚øF ◊‚””ıÛÛÓ˜Ωfiı–˜“ §˜”Ω”–”¸ı4”∞‰–˜‰ı˘fiœ‚” ö‚“¸ı˜‰⁄Ìıı“”˜¯Û”fi棧˜§˜‰˜ı¸ı‰ÒıøıÂ¸Ω†§˜˛ı~”˜–ÛøıÀ‚ı“ΩÛ˜‰–Û˜ÿ‰¸ø““øø˜Ó˚‚ø”“Ω”ıÛıÓÍœΩΩœ“ı¸–ı”ı‰ıÛ¸øÂı˜†˜ıÛ“”¸˝ÂÛÿ·””ıÛ”˜Ó‚fi–‰ı¸Âø””Ω‰fiÓ˜fifi˜”ıı˜ıø‰fi‰”–“ı¸Û¸”fi¯˜ıÛ¸ıÛÂÂı˜ıı4”ıÛ˜”˜Ó”ı”ıı˜ı”œ˜ıÛøÂΩ“”˜fi«Í˜Íı˜”ıı”†ı‚ –fi‰Ω“Ω¸ÛÛı˜‰Ó˛ı(˜¸ÂÛ˜ıÛıı˜”˚‰fiÛfi””ıÛ¸ı”fi””‚“ª‚¸”§»Ófifiı”fi˛ı˜Ω⁄‚øıÛ‚˜˚ø˝ÛΩ͉ıı¸˜ø¸˛ı3˜fi“ı”ıı”øfi˜ÂÂı”ıΩ†“‚ §ıø”œœıfiÍıı”ıı––fi””ııøÛ˜ÛııÁı–˛ı#¸ΩÛÂÛÛı˜ı⁄”“”ø˘”ıÛı˜˜ø¸ÛÛ”˜€‰§ΩÂÂÛ˜‰˛ıW⁄fiı˜”˘ı–‰˜˜Ω“Ë“ı¸ıÂı¸ıÂÛøı˜¸ÛıÓ˜ıfi“º§¸ııfiıøıÂÂø¸¸–ÍæÓı–ı‰‰øfiı”‰Ωı˘ı˘˘‰‚fi“ ÷“Û–˜ııøÛ¸˛Ûˇfi'ÛÌ›ËÛ”´Ÿfi‰”‰ıı¸Û¸¸“ıÛ–fiÍ––ıøÛıı‰”oÀœıı˛˘~ı†˜˜‰ ‰ÛÂı˜Ûı“˚œÛ¸ıÛfi··fi˝Âø”⁄‰”¸–˝ø¸ıÛΩ ”ÂÛ–¯–ıÛ–¸ø”Û‰”èó“Í”ııÛfiÓı¸”‰“Ω‚‚ıı‚˙“ÛÛ”ııfi⁄”¸–ÂøΩfi⁄˜ÛΩÛ¸Ωı˝ø“ıøÂı”–˘–¸–Ûı”øøcî”ıÍÓı
  23065. ı˜Ì˜Âıı“⁄“‰˛“"œ‚Âø¸ı––ııøıÂı‰“–œœ¸Ë“ÂÛı¸Âı¸Âø”¯–fi˛ı>Ó˜ÌÛÇ∞놔†⁄Íı˘˜‰¸ıΩıΩ†“‚˘”ıø¸ı”ı–˘–ÛıÛ”Ó†ı–ıfi”øÂÛ”ıΩÂø˜fi––Íı˘˛Û
  23066. ˜“fi††”ΩۜӖ˛Ûkı˜¸ø¸¸”∞‚øıÛ”ı“”ÛÛ˘Ûıı¸””‰Ó–˘ı”¸Û”‰øı˜øøÛ¯ıı˘˘ÛÛ”†œ‚†”øÛ”fiıÛÛ˜“ı”ıø””‰“ıøııÂıı¸Û˘Û–ı“§ÍœÓfiı‰”ÂÂıø˜˜‚ΩÛ˝ıı˛ÛNı–Ûı–⁄‚øı–”˜fi”Ûı”–˜”ı˜ıΩ¸–¸¸”ÛÂø–Û–˘Â¸”fiœ†ı⁄˜ø˜‚¸Ω¸ı†Ó†“‚ÛÛfi˜ÛÛfi”ı”Ûı–Âø‚ııÛı˜¸ı~–¸‰“ı”˜øııΩÛÛ”fiÓ¯¸–ÛΩœ†”œııfiΩ““Ω‚Ÿ””fiËÒı–ÓÓ†fiı”ÓÛı½ı ‰–ı“‚ı˜ΩııΩ⁄‚Ω‰‰ÛÂÂøÛ””ıÓ–¯ıÂı†““”ıı˜”ıøΩ‚Ÿ†ı–Í∞Ò‰Óœ‰˜fiı˜Âı˜Û”‰˜ııø˜†˜˜¸NıΩ˜”“”œÌıÂø”»œ–¯Í˘ÂÛ¸”•‚”ı–Ωı¸”‰Ä”†ı––¯ÍfiÓ”–fi”–fi“˜˚˜ıı–ıÛÛ”ı””Ω”ııΩ˜“†‰fi”¸˜fiÓfi˛–    ˘ÁÂøÂıÇ̆˜˛fi[†‰fiÛıfi͘fi˘¸ıfiıı”ıı“ıı˜˜ı˘ø¸˜ıΩı˜”ı˜Ωıı”ı”͘”§˘Â–˘–ı˘Û˜˜Û–”–Íıı‰fiıfi˘––¯˜¯˘–ı˜ı”ı”ı˜øˆ˚˘ÂÂø˜˛ı“ı˜Ë˛ıˇ”ıfiÍ–Í˘Û˛fiÓı”œ‰‰ÂıΩÛ”Íͯ–¯fi–˘¯¯–fi˝ı~”ıı˜˜øı‰ËÂÛııÂı¸˜”ı˜˜ıı˜˜fifiÍfi¯–ıfi¯˜ıfi˜fifi–fiı§ı”¯ıÍfi¯ı˘–¯Í–ıfi”ıøı¸ÂÛ“fi˜‚¸Â˘ۘıÛıΩ˚˜˜fiı¸ı”̘œ⁄†˘˘¯–”fiøıı–˜–˘Í€ıı”¯–˜Ó¯˘Ûı¯–¸“˜ı¸¸ÂÂÛ”ı‰“ı“⁄¸˜˝ı”˜”˛ı–“Óı‰ÌıÛۯ͖˘¸”–˝ÛÍŸÓÛÛııÛfiı˘Û˘¯fi˝ı”˜Ûı¸˜“‰ıΩıøΩ””ı˜“”ı˜˛ıˇ¸ ”“fi––ۯͯ¯˘Û˝ı˛Û–Ófi˘ÛÛıı˜”fiı‰‚˜˜ı˛˜
  23067. Ì”ı”˜fifi‚†Ω‰˛ı¸˜˜ıÓ”ı¸Ûı¸ı⁄“˛Ûı˜Í˘–˘ÛÛııÛ˘˘Â˘fiÛ۸“πÕ…º‰‰˛˜͔ۘfiı”¸˛fi~Ω””ΩÂøı“”ı¯Ωıøı”ıøΩıı–ÂÛ˜Íıı–Û–fiÍ–˘fifi˘ı˘ÂÛÛı∞ööî‚ıı–˜ıı“ııÛΩı”˜ı¸””†˜˘ı‰˜ı¸ı˜ıı“”øÛ”øıÛ–fifi”ÛÛ–ıfiͯ˘ı¯Û¢˘Ûøı”Ç”“˜ø¸ı””‰Ó”Âı ‚˘ıÂø”˜‰fi‰˜”fiı”fi”˜ÍfiÛ²ı'–ı˘”ÛÂÛ––¯ı˘ÛÛ¢Û¢ıÛÂ”Ω”ıı˜ı¸ıۉͧ‚ıø̧˛ı<¸ı”Ó˜fi˜ı‰‚ı˜”‰Íı¸–Û˘ı¯–ÛııÛ–˜¯–¯–¯ÛÛ‚ÍıÛı”¸–ø”ıΩΩıΩıøfi‰Í‚‰ı–fi˛˜”˜”˛ıfi”ı˜fi”ıfiı–¸ıı–˘¯–ı˝–Û–‰Ê˝ÍˇÛ”‰€ı½ı”“”ı”ıø¸“fi†⁄œ“”˜˛¯¸Ωı˜ıÛıı–ıœı–ı˘¸˛¯ıÛÛ͘ÛÛı–”ßÚÓı¸øÓÍ”ııΩ˝ı”˜ı””Ωı“†‰ ‰⁄“”˚ı¸ÂÂı”ııœÒ˚ۘͯ˛ıH˝Ûı˘ı–fi˜–fi„⁄Ó±Ìı⁄œfi†fi””ıÛøı”˜˜‰‰”‰‰œœ”“†fiÛÛ˜ˆ˜ı½¸“¯ø–˜ÚÓfiÚıÛııÛ˘Â˝–ıı˘ÍÊ˛ÓıŸœ”ı”‰fiıı”fi¸”Ω””ı“‰”“§•§fiı‰‰¸Û¸˛ıÛ˜˜ı˘––ıfiÚÚfi˜‰“ıı–˛Û˘ııÓÍÍÓÍÓ”ıÛ–‰”˝ı9ø˜ıı‰–‰“–†‰†“ı–Ó§ıÛ–˝ı˜¸ıı˜ıı¯ÍfiÓ„Ê⁄Ófiıı͘ı–ıÛ–ı¯ıÛ–ÓÍfi˜ı˘˛ıY”ı¸ııøıÓ˜Ÿfifi‰””“†ı”Ó¸ÛııÂÛıÛÂı–Ífi˜ÓÍ€fiÍÍ–fiœ‰––fiıı˘‰ÌÍ˝”ÿfiÍÓÓfiı”˜ΩıÛ”ıÛ”˜⁄œ”†‰fifiœ⁄ı§fiΩıı˚¸Û˛ı&ÂÛıÍÍ€⁄Í””Ó–¯ŸÃÓÓfiÓı˝ÓŸ”ˆ⁄‰˜˘¯””‰˜”ıÛ˜˛”F˜”ı–ıfi“†“§fi∏fi˜Ìfi˜Ûııøı–”ıÍÍfi±œ–”fi––€œ€⁄ÌËı–“”ıË∏»‰Û–¯fi‰ΩˆΩÛfi‰ıÛfi””ııΩı˛”~ı“””Ì̘ıı‰””ÂfiıÍͯÍfi”œ–ۖ͆Ӊfi˘ıı–˜ı‚∏ËııfiÍfi“””ı”˜”ı–fi‰⁄”ø”ı––Ω˜†“ı±„fi˜˜‚”fi”ı‰Ó¯–””–ı¸ø–ı––§Ì‰˜ı˜ÂÛΩı‚‚˜–¸ıı˜“”Ω“†”ı””“∞fi˜”–˘˘ı⁄‚†ı⁄„–Û˛”fi‰fiÓ”˛–'ı¸øø¸ø¸Ÿ”–̘”‚˜Û¸““⁄‚‰ıÛÛ–˜˜ı”ı˜Í”‰“fi§‚†˛ı,Ûø‰‚‰˘fi⁄fiııøıfifiı–ÂıÓøΩ”F¸§¸øŒ⁄˝fi˜ıÌÛΩ˜“‚‚‰”ı–˝ıÛ˛”0“fi‚œ§àƉ‰ııÛøfi‰˜¸–Ӏ̓ıÛøı–ÂÁÛÓ˘Ω‚Ω∏πfiø““˝ı˜Ó‰Û“‚˛”HıfiÓ””ıı“¸ıfiı‰”‰†œîŸı”fifi˘ıÓ‰ı¯˘¯fiÀ…‚ø¸”ΩıÂÛ–‰“∞Ω Ë“ıΩ“Âı˜˚Ó˜‚‰”–fi–‰⁄ııÛøı”˝ı(–ø”‚õ§Ω”ÓÓ”˜“‰˜ı‰fiÛŸ…Óı–˜Ω“Ω¸Â””§Ω““˚‚∏“¸˛˜ı“œ†“”Ω”˜“†˜–¸˝ı~øııøfi§†Ω””“ÌÍfiıı”–fi‰ı”€€¯˜‰ÂFm‚ÛÛfiœΩ§‰fi§Æ“ˆ¯ıfifi“”–Ωıfi†”˜fi¸–¸ÛÛ¸ı””fi‰§”Ωıø”Í“”ı¸˜–“ ”–fi‰ıÓıÂøΩ”Ω¸⁄∞”‚“¸Ω‚‚Âıfi˜“‰‚fiıÛı‚fiΩ”ıøıΩıı=øı˜˜””⁄”ı¸Âı“‰Ì”ı§fi‰ Í˜fi†ÓÍıÂÂF⁄πı”“”“”øı“†“œ‰””fi†‚fiøΩ“˜øı“ı¸‰˝ı\”ıÛı˜ıøΩø¸‰ıœfiı”⁄œ‚”˜ÍÓ͘ıÛÂømπ”ÂıÌ‚ıΩ⁄””‚§fi”˜Ω˜œ‰fiı”‰¸ø”“Ω†”¸ı¸ııÛı¸øı˜‰””Ûı †”⁄‰†–ı͉–Ó‰ıÛ“˛‚ˇÛH†“ı“‚‰ı”Ω¸fi‰˜†”fiÓfi˜§¸Âø̧¸Ω”ıΩ¸ıø¸”ıΩΩ‰”ıΩı‚“ı⁄‰fiıø‰ÓÍŸ»§ıøΩ‚π”¸ıËŒ˜”‰””Ω˛”˜fiÛı˝fiÛøıœ§”‰“¸Ω”Ωı”‰˜˛ı)¸–¸Ω“”“Ó‰ıfiı⁄Ófi†œÓfi”‚“∏ıˆ¡«˜ııÓ‰fi˜‰ıfi˜ıÛ¸˛ı”fi””‰∞∏“Fı““”˜Ω˜””˛Û
  23068. ı”‚‚†ıΩfi˜ıfi˛”~–Ûfi“⁄“∏“Ω⁄∏‚Ó–ı“”ıı‰˜”¸–Ûø¸””Ì⁄“ı§⁄Ω”‚Ωı¸Ω˜¸ıˆı¸ÛÂı““⁄Ω“Ω ‰”ı”ıøøÛfi†‚∞ Ë˜””fi˜˜fiı”¸ıfi˜ı–ıÛıfiı–””Ω“‰§ıΩ‚‰Âø¸ıø¸Ìı¸ıÛı”“ı”† §Í”“ı7¸ۉ⁄“o ‚””ı¯¯Í‰fifi“”ı†˜ÂıÛı˜ıı–Û”‚”˜“”‚⁄ıı¸””¸˜˜Âı˜¸ÛΩΩı$
  23069.        tile $00001002ˇı~˜Ífiı“˚“Ω“Â¸˜ı”¸tÆΩ¸‰¸ÛÂœÿ¸ı–ı”fi‰‰fifiø”Ì‚Ÿ⁄‰œ˜˜Ì⁄”‰‚”˜ı‰fi‰ŸÓ‚⁄˜”Ωfifiıı“œ‚§“¸øı¸‚†ΩëΩ¸Ω–¸ø˜‚ÛııÛ–ı”‰‰“‰ı–‰‰‚ÿœ‰fifi‰⁄“˜‰“‰†“‰˚»⁄ …“ıˇıˇ”Uøı““‰ΩÂÂø† §ΩΩ‚¸Âııøø¸Â¸ıÛ¸ıfi”Í””ıı”fi“ŸÌœ‰˜”‰”fi””“Æ‚“øÿ §‚⁄–¸Ω”ıı“‚“”“¸““ΩF‚ŒFÂıFıı”˛Â¸–fi˜fi”˛ı˜˚˜˜ΩÍ“ıÓ˜ı̉‚⁄ öƉ“‚Ÿœ∞õΩı¸˛”~‚ËΩı˜Ûı‚““ø¸‚“ø¸FıΩıfiÛÛ¸–˘ı‰‰”ııÛ”Ú⁄˜fi˜”fi‰˚ı€ ≠ú†⁄π∞‰§Ÿ§∞∞§“Âı‰§§‚””ı“‰Ω“ÂøÄø¸†““Ûıı–‰ı¸–fi”ıøıÛı˚Ó˜‰‰”˜fi˜”fiÿ»‰§•‚‚Ω” §ı ”ÂÂΩ‚i‰†”˜”ıÂıı‰§¸Ω˜øΩF“˜øıÛfi”ıı–fiı”‰”¸˜fi‰”¯”‚ ⁄”fi˜–⁄…ŸŸ∞œ““””øF•Û”Ω˜‰œœı”“¸¸ıı§‰ı¸ıΩ§˜ø¸”ıÂı̘ıÛ˜”ÍÓ”Ó‚Ω˜‚ˆfi‚Ë∏˛‰Kfi”̱ӂ‚fiŸ‚∞fi””ÂııΩı”˜”˜fiΩøÂΩ˜ø¸ø¸Ÿö¸‰¸ÛøŸÓ”ıÓfiıfiÓ‰˜ı ⁄˜˜Ÿœı‰⁄˜ıı†‰ıı˚‰⁄Ÿ∞⁄˛”Âø¸øfi‰⁄““‰˜Â˜Ω¸†‚ħŸ“˛ı¢¯˜ÍfiÓ˛”~Ó‰fiı“‰–fi∞⁄”‚⁄Ω”fi˜”–ı˚‚“…Ω†„ÓËÂÛ”˜“ ⁄‰Óœ“ı˜˜ΩΩF‚̧o⁄ΩıÛÛ˜ıı˜ıÌıı‚Óı“˜“˜ııfi ‰”ˆ˘–˜Ìfiı¯˜Ó‚»‰–ŸœfiÛ”‚””œ§‰§“‰‰“˜‚§ı†§‚œ‚”ÛÂı”ı–˜fiÚ˜ı‚ı–Ó“ı”“ııfi˜”̉ıfiœÌı¯ÓııfiÚ⁄‰Í˜ıfi˛”_“˜‰‰””“ӧ˧‰Ω–o∞†ıı¯–ı‰”˜ÓÓ˜ııÛÛfifiı”‰”¸øııÍÓfi‰Ó⁄‰¯˜ıÛ–⁄Ÿ¯Ó”§‚Âı“””fifiı”‰˜‰Í“‰”Ω‰ œ¯˜Óœ‚∞⁄Ó˜˜¯ı“‰”˛ı”‰˜ÛÛ˜ı‰⁄Óı”Ó˜ıı¯ıı˛Ó–Û‚ÿ¸–ı˜˜ı˜fi˜”fi”ı˘”˜ˆ“‰‰˛Ó‰•∞†⁄ʘıfiπŸ“ı¸˛ı~Óı¸–ı‰Ã‰fiÛ”ıı–¯˘ıı¯¯˘ÂΩ ”ıı‰‰”ıı–ıfiııø˘”‰“–†ÓÍÓÓ”œ‚⁄⁄Ó˘˜…˜˝øı–Û¸¯¯ıÛıœfi¯˜ıı˜ı˘ı˘–˜–ÛfiÂøº‰øıΩ‰”ııÛııfifi¸¸fi‰œ“fifiÍÓÓÍÍù‚⁄œı”“”Û¸˜˜Â#Ûı˜ı¸ı‰ı–˜Óı˜˜fiııÓÍfi‰ÌÛı∞˜Ω”ı˜‰Ωıı””¸ı˜”“ “ı¯˜fifi‰æ⁄‚fi˛‰F”ıfi¯ÛÛı¯˜ı¸˜”¸fi˜–””ıfi¯Ëfi”ͧ‰”“”Ωııfi˜‚‚ıfiı˜ıı˜”ıı†⁄‰ı¯¯ı–Í‚”⁄⁄æ‚”øı˜Ωı˘˛ıˇ˜    ıÛıı‰˜ı¸ı–˛ıø¯˜ıı˜˜˝ı@Ó˜Ωııfi˜fi̘ı˜§˜ÿ‚ı͘ı͉ıœœfi”ΩıÛıı˚Ëı¸Ó˜ÿ˜ı¸ıfiıfiı͘ıfiııÛıfi¸ø˜–”Óıı˜˝ı˘¯‰Ó˛‰~fiı∞Ÿ–˜fi˘ıfi˘ÍÍıΩ˜ıÂı‰Ì‚Ûı¯¯Ú˜ıÛ”˜ı”ı‰‚”“‰”ı˜˜“fi“ı˘˜Ófiı‰ı–ıÛ–Ó˜fi‚Ó“ıÍŸ˜¯˜–¯Óı͉ıı˜ıÛËÿ”˜ıÛfi¯ı¯ıı˜Í˜‰Ûı”˜‚Ÿ˜–‚”‰‰˜ı˘fiÓfiÂıÛÛı˘¸fi˜–‰ÌfifiıÓ˚¯Ófi˜ÍıÓÓıø˛ı“¸ı˜Ûı¯Ó¯Ó˜ı”ıı”¸ø¸ı“Ì”Ω˜˜‰˜˛ıfiÍıÛıÛı˛Û%ıÓfi‰⁄€œÍıÓ¯˜fi¯Ó˜˚˜ı˜ıı½˝ıı˘–ı͘˜¯¸˚ı–˛ı,‚∞ Íıı‰Ó‰˘–˘–fiÓͯfi¯ııÛÛı˜fi–Ó€‰fi˘˜Úı¯fi˚‰fi͘Ҙı˛¸ ıFııÛ˜ÚÍfiı̉˛ıT“‚ ∞‰†ı÷‰fi–ı˘ıÓ⁄€¯fi¯˘¯¸¸ı¸ıı͘”ı–ıÚÓ˚˜ÓÓı˜Í˚ˆ˜¸ı”ÂÛıı–”fi”ıı”˜˜ı”‚˧‰‰˜“Ö”Ûııfi˜ÍÃÚ–¯¯–˛ı<ÂÛÛı˜fi͘fi”˜€ŸÍ˜“ıı¯˚˜ııÛıÛ˝–ı˜‰˜¸”‚˜˜”¸ı“ ‰ø˜”“∏ıÛı‰ÓÍÓÌÓfi¯–¸˛ıfi˜fi¯–fi‰€Ó˜fi”Ó˜”ıı–ı˜ıÛ˛ıYÛÂÛ˘–”‚ı‚̉Ÿ˜ı˜˜œ“ıΩı”‰¸ΩÛı˜fi‰Í–ıÓÓ˘ı–ı‚ªÿı˘¯fiÍ”“œ“‚Ì”˜ıÛfiˆ”˜ˆııÂÂÛıÛ–ı¸Ωı” ˆ”˜§⁄““”‰÷à”˜”˝fi~ıÛıÍ˚fiı˜‰‰∞Ÿ”ıÍı‰œœ‚˜‰Ì‰ÌıÛıÿ∏‚‚Ω¸Ûı¸˘ÛÛøøı‚ ‚∞˚‰⁄‚Ω“‚¡ ëfi‰fi∞∞Ó‰ıøfiıÓ‰ÓÌ⁄œÍ‰øı˜fiÓ⁄“”ıı“”˜”ıı§…‚m”¸”¸ıøÛÛ”ıı“ ⁄Æ⁄Ω‚ ““ ¢ëΩ˜Í”ŸŸ⁄œÍ”fiÓ˜Ó˛Ì~ ∞ı–”Ÿ“”⁄‰ıø¸ı¸ø˜“ø“†mª‚“ÄıΩ¸”“ııΩı”§∏à ‚⁄‚‚§ŒËΩıfi”†””fifi⁄‚∞∞⁄∞Ÿ‰Í†”“‰§ÍÓ͆ıÛı¸–¸“‰¸ıΩä䂧œ“⁄Ω†‚ıΩıı˜Ì‰ÌπΩø‰‚”Œ§¸“ı” Íøø”ù⁄†⁄ “∞~Ω†‰ø”œ”“Ìıı¸ıøıı‚˜ıı‰ª§t”∞º∏ıø‰˜ı¸˜”˜”˜ıı˜ı“‚‚ˆ“‰ı§è∞†fiÍ⁄§††”Ω”Û‰‰Û“‚“–”–¸ıø¸Ûııœ˜ø”fi‰fi“Ω“∞Ÿ¸¸”ˆ“˜ıı¸ı“ø¸˜”‰‚¢∏˜”ı†ªõ∞”⁄∞”fi”ı”“¸ı”” ⁄–Û˜””˜ıΩ˜˛ı~¸ø˜øıΩfi“§Ë˜ı˜‚‰‚ııΩ˜‰”ı“˜˜ˆŒΩ¸ııΩ”•“ı”“ΩΩ”ıΩ“fiıø˜‚§˜øÛΩı˜‚˜””ıø‚ÆΩ˜ı””ı““˜“Ì”˜”ıı˜‚˜”∏Ïıı‰“F˜”ıı–ı”Ûø“‚¸”Ω–”fi‰ıı§œ”ıø”Âı“˜ıøÛÛg‰÷“ΩË“ııΩm¸Ω˜˜ıı¸ı˜˜‰˜fi»Ë˜“ §˜⁄”ıΩ˜fiıÛÂı”øΩııø¸Ì“øΩ‚”ø˜Ω“Ω˜§ıÛÛ–”§“F˜œFı∏πFıfi“˜ıı˜˜“Ì“”‚Í‚‚“Ω“˜ıۉ̉ıÛÛ½ı#¸øıfifiΩ“§Ωı“”†ıΩÌfi“ıı”†“†Ω¸ıΩ ‚Ω¸˜Ó‚˜˛ı;‰ˆ˜‰˜‰t‚§ø˜‚“ı¸‰‚˜ııfi”˜Û¸Ω‰ıΩ”Ω§§ıΩ”Ω”Ω”fi“§ı˜‰““‚§–¸ı˜ˆˆøıΩ˜˛ı“ˆ”ı“fi”ı”“ı”˚Ÿo”Ω“fifi˚˜˝ı”‰Fı”‰”ı¸”“””§”Ω‰fi†˛”    “∞“øø˜‚m‚¸˛“˜Ωˆ ‚Ë‚Ωıı˜§ı“˚fiœ‚””‰ıı͘fi‰˛ıˇ“ıøø¸˛ø§‚⁄“ÛΩ§∞‰˛ı"ø†“Ω¸˜˜‚mm ‚§“”ıı“l§¸˜ı˜⁄˜‚˜ı†“Ω”‰Ω˛ıC“ˆı¸¸Ω‚ıÂÂΩΩıı‰o†ıΩ¸œœ”ıı”ø“‚˜‰ø¸ˆË‚‚m∞“Ω¸¸§“ÂΩËıΩˆ“ıı˜”Ì”““ııÛııÛøΩ˝¸øΩΩ‚ΩF†œ““Ωı‚‰fiı¸””‚∏ΩıÛ‚ºmm“m˲“~”¸ı¸˜¸”‰˜¸“ıı”ø‰‚““ÛøıÛ¸˜Ω¸F¸‚i ””‚∞“Ωø“⁄§–ø”““‚‚““Û˙◊˜Ä“ΩF“ §ΩΩFÛ”˚˜”Ë˜Ω˜ıΩı”fi“‰ııΩıı“¸¸ı¸Ç§‚†˜“œ∞ “”œ‚”¸ı†⁄“‰‚ª⁄Ω‰Ë“FË“¸†£/“˜‚¸¸ı˜‚ı∏Ìø˜‰””˜‚“ı”–¸ı¸ı“ı¸“˜Ω‰‚‚‰‰§‚úΩ†“†”“†Ω˛‚~’∏¸˜“˜§““Ω‚ÓF¸˜Ω¸ø˜ÓÓ¸˚˙“”˜‰∏∞”˜”˜˜””ıΩ¸¸Ω‰ˆfi˜„ÿ‰–ΩŸº”“§”ËË”ı““‰⁄Ωı‚“ı”˜“˜‰“¸–“‚§ı˜Ó˜ıË÷˜ıı§∞ ”ıΩˆ‰”˜Ω‰”ıı”‰ΩfiÀË”¸Ω§⁄§⁄º“‚§˜Ωı˜
  23070. ‰˚ø¸†˜”˜ıΩ˜˛ıR¸fiË⁄˜ıÚ˜fiÌŒ˜¸””““˜Ωfi‚‰ı”‚ ”¸”˜fi˜§Ë”¸ıı˜fi‰‚§¸Ω˜“˜Âı˜”ııÛı˜‰˜˜ıı¸–ı‰˜øı‰˚”˜Ì“̧ˆø˜”⁄§˛‰ˇ“^⁄‰Ω”“‰”fifi‰”Ω¸ı†”˜‰‰Ω‚Ë Ëı¸ı¸۸˜–˜”ı¸ÂÛ¸ı˜˜øı‚”ı˜“”‚‚·ı“”““‰‰Ì‚““ı”‚‚†Í”ı“˜Ω”‰“fi”fi˜”ˆ˙‚‚˙˜¸ı½²ı˜ı¸ı¸Âı‚‚øº⁄”ııÌŒ∏÷˜”˛ı˜§Ë‰˛”]‰∞⁄“Ωı”˜”ı“⁄””¸ı˜˜Ì˙Ωı∏ˆ‰Ωı¸˜ı˜”¸Âı̘ıı∏ ¸‚‚ı˜‚÷ÕΩˆ“ı¸ı¸fi‰⁄‰ı“‚˜§§“ıı‰¸“†‚Ë”˜Ó˜Óı‚⁄¸ıÌ‚˜ı¸¸ıΩ˛˜
  23071. ¸˜ˆ˜‚˜ı◊§§‚˛˜;˚‚˜Â‰”ı“””˜˜”ı”“‰”Ωfifi–fi‰ıΩ‰§œ†˚Ó¯˜˜‰‰¸Û˜Ë̘Fø¸¸ıΩ˜¯˜˜‚‚ı˜ª“Ì˝Ë “˜¸ı‚”ıı“˜fi”ı˜ıΩ“‰”ı””Ó‰”Ω”˜fiÌÓ”ı˛˜ ‰ıı˜Ìˆ“˜¸˜˜¸¸˛ı~Ë·˙˜”˚ı¸“ Ä‚”fi”ºÿ˜ııΩfiË““‰”ı”§‰ø”˜‰Ó‰˜”‰fi‰Í˜fiÓ˜”ı¸øıÓ‰˜ıΩ˜ˆı¸”˜˜‡Ë“‰‰ËΩøˆΩ¸ıı¸“ÿ‚“ΩııΩ‚fi“̘ı”‰”“⁄””͆ıΩ‰Ω‰Ì̯͘fiˆı¸˜‰Ω˜ııˆ˙˜Ω̘6¸‡Œˆ˜”‚ΩÂı˜“¸Ûøıœˆ”ı¸øÛ‰‰fi‰‰fi””˜œËfi–”˜–Ω‚–ÓÓ¸–˜‰‚ˆΩı”ı¸˛ˆ&ª◊‚“‰”ˆª¢ˆ“˜“¸ı¸¸‰¸Âı¸˜‰ı”ıı¸ΩΩ”ıfifi˜˜‰–˛ıp‰fi”˜‰øı˜Í˜ÓÓ̘†˜¸ıı˚˚˙’ª‚̘“‚¢¡ˆΩ”ı–ı¸ø˜”ÂÛ˜‰˜Âı¸¸†”ıfi”ı¯fiÓÓ˘ø”fiÓÓ‰””ıı‰ÿ˚ÓÌ◊‚‚”ı‰˚˜Ï÷£Œ‰Ÿ§‚än‡“ıı¸ı¸ӓı˜Ω”¸Âø“˝ı˜fi”fi¯fiÍı˜fi˜†‰”˛ı=¯ı‚Ó€€◊⁄”ıΩı˜ÌƒπŒ®‰Ì‚Ÿ◊˜§ˆı˜ÛÛ¸ÂÛı”Ω£ŒΩ¸¸ı”¸ø“ÌÓÍ˚‰ııfi¯ı”ıfi˜‰”˝˜ˇ⁄#∞⁄”fiˆ‰fi∏˙Ô«˜‚‰Ÿ…“˜‚˜˜ı¸ı¸ııˆ˜‚ “∏$
  23072.        tile $00000CF0ˇ‰ı˜ˆ˜˜–ıı¸”‰˚fi˚Ó¸Û‚‚ÒÌfiÓ˛ıˇ¸~¯˘‚ŸıfiÓÍıfi‰Íı”“∞À⁄””Ífi‰ˆ˜‰Ì˜‰˜fi˜“ıı‰ÓÓ˜ıÛ˜fiÓ˜ı˜Úˆ–¸–˜–Ó»˚fiÓ¯ııfi”fiÌ͉⁄Ì“‚†fiœ˜Ì˜fi”‰‰“Ì“ı”˜fỉΩııÓ˜ıfi‚̘ı˘ı‰ı¸ıı˜Í¸ÛıÚfi”Ó‰fi‰œÓÓfi‰ N“Ó”ıı‰‰”˜˚”‰˜ı€“˜‚“”ı˜˜øııÛ˘˜‰ııÛ¢–˘Û¯»‰˘”fi͉‰fiı‰‰  §Ì§fi‚Ÿ‰‚ ”Ó˜‚‚”Ω‚“˜ı¸‚ıۘ¸ı-ÂÛfi˜Û¸¯Í–ı”¯‰˜fi¯”‰‰ Ÿ‚∞∞fifiœ‰§§ıÌ”‚“‰”‚Ω¸“˜‰Ìı˜¸ı˜Ûı˙Ÿ–ı̉˛ıE”fi˜fifiıfiÓ‚“fifi”ıı–‰ı±§““¨Ÿ⁄‚‚“–fi˜ı‰˜¸˘˜˜øÛııø§…”‰⁄ıÛı¯fi˜ııfifi˜øÛ˜”ıfi¸ÛÓ†˛‚†‚“”“”“ıÛfi¸ÛÛıfi˜¯˛ı4˜ııŸ‰ıfi˜”ııfi͘fiı˜˜fiÛ–‚ø¸˜Â”fiœ~~∞o‰”ÂÂıı˜ıfi˝ı‰ı˜ÛfiııÛ˛ıˇfiR‰“”ıΩ˜”ııfi˜fi˜”˜ÚÛ۔”ˆı†táÜ•€ı˘¯ı”˚˜˜ıÛ˜˜ıÛı¸ııfifi˜ÓË∞‰”Ë“fi˜”˜fi˜ıfiıӉ۔̔ı‚ŸŸ“–§Ÿ⁄”Û˛ıˇ¯.ژۘ˘¸ııÛıfiıÚÓfi‰“† “˜ı”˜‰Ófi˜–ıŸ‰ÓÌÓı‰„„fiÛœ∞˜fi˘˛ıM˜˘¯˜˜Ó˜¯fiıı˘ÛÓÍÍfiı”˜Ω“†Ω”ıfi‰‰ııÍ–ÚÚ¯fi͘ÓÚ⁄Úıı–ıfi˜fi‰ı˘Û˜¯Í¯¯fi˜ıÚ˚˘ıÓ˜‰fi””Ω““‚˜”˛˜ˇıˇÓNÛıÓ˜ÍÓ¯ÓÚÓfi¯¯ı¯Ífi˜Ò‰˝ı¯¯ı–˜fi¯˚ÚıÛÓÍfiı“”ıΩ˜ ˜Ω˜fi”‚˜Í⁄¯˘ÓÓ˜ÓÓ¯ÚÓfiıÓfi˘–ÓÍ„Ÿı˘¯ı¯fi⁄˛ı~˜ËÌı¯fiıı¸Ω˜Ω ˜ı””ˆ‚”ÍÓÓfi¯ÍÓÓ¯˘˚Ó–ÍÚÓıfiÓfiÍÓ͘¯Ûı‰˜”fi¯˘ÚÚÛıfi˜ıΩ“†Ω“ı”Ωı”ø¸fifiŸ·ıfiÓ¯–Û¯⁄Ó˘ÓÌ–¯ÌÍıfi¯˜Íı˜–ıfiıfi¯˜fiıÓfi¯““˜”˜”¸¸”˜ıı”fi˜€.˘¯Ó˘˜Ó¯ÊÊfiÓÓfi‰⁄Ë͘¯ıı–˜ıfiıÛ¯ÍıÓÚË”ı˜“”ı˜ıø¸‚”½˜Zı‚Ëfi͘¯˜¯ÓÍÓ€‰œfi͉ıÚ˜ı˘ııfiËfiÛ˜˜ÛıÓ˚ıı˜”Ω¸Ω¸ı‰‚¸ı”ıfiı¸Ë˚ıÛ¯¯˘ÍÍ–‰Ì‰˜fi‚ÓÓÍÚ¯¸ı¯˜Ó˜ı¯˘ÛıÌÌıı”˜˛ıB¸§‚ıø¸¸Û˜˝ı˜ÓıÛ–Û˘ı˜fiıÌ∞‰fifi”œfifi˜Ó͘Ó⁄Ú‰˚ÛÛı‰ËÛÛı‰˜ı¸ø˜˜¸ÂÛøıÌı‰Ó˜–Û˝ı-¯ıÁ˜Ò‚fiı¯‰Ó”ÍËÚ–ÍË˜ÓÛ˜”ı˜fiı˚˚ıÛøıø¸ø¸¸ø˜‚˜Ë‰”˝ı½˛ı–“˜ıfi‰ÓÓ–ı˚Ó¯fi”⁄˚fiÛ˜fiıfi˜˜Í˜–¸ı˜˝ıø¸” ‚‚fi‰”ıÛ–ııۘ˔¸˝ı[Ω”ı˜Úfiı˜ıÍ˚˜˘Ë”ıı¯ıı¸ı¯ı”–¸¸ıÛ¸ÛÎofiı˜˜”¸ı”˜‰‰˜“ı¸ı¸‚‚Ûı˜ÓÚıı–˜ÓÓÛ˜ı”‰ı¯¸–ıÛ¸˜‰”ı¸–Û姆‰fi”‚ ˛ı~˜ıÛÛ¸ı˜Ï‚⁄¸–˚ı˜˘fi˚ÓÓ¯ÛıÌıı¸¸ıÛ˜˜”Âı⁄”¸øı¸ª “”fi˚Ë⁄”fiı¸Âı”“˜ıˆ˜øfi˜˚˜fiıÌÓ˜˜ı–ı‚ı”ı¸ıøı‚̘–˜˜”˘ı˘§èœ”˜⁄‰ı”fiıı¸˜ÿ˙ΩˆıÛ¸ı¯Í˚˜˜Ò˜ÓÓııÌ“˜˜¸ı–˚˚¯øı–ıÛı‚¨œfi‚‚ı”ı˜˜fi˚Ì◊ËΩ¸˜˛ıÛıÓ‰¯Ì˛ÓÂıÌı”˜ı˜”Ω”ı˜fi˛ıbÛ¸˜˜  ı”ÿ‰¸ı͉‰Ó⁄Ì‚‚˜ø”‚˜ıÛÛ˚˜¸˜Í‰fiÛ˜˜”˚Óıfi˜ıÂıfi¸ı˜ı¸–fi”ë⁄¸ı˜–˜”fi‰ ‚⁄‚⁄‚Ë‚˜‰ıÛ˘ıı˜¯Ó˜Ó˜¯˜ı˚ˆıı˜fi¸Â˜¸ı˛˜ı‚‰¸Ω”ı̉¸ıfiıfi‚‰“àπ”ÂııÛ¸fi˜ı˚͘¯˛ı4˚˜Ófi””¸ıøıı˝ÂıÌÌfiıË˜Ω‰ı¸ˆ˜Û˘”¸ı”ø˜“ıFÛÛı˝Ûfi˚¸¯˜˜˘¸fiıı˝˜ˇı‚¸ıı¸ı˜‚˜ı˜ˆı˜ÌˆøıfiÛ˜˜ıı¯˜˜Â½˛ıQ”Û˜‰ııÓ˜¸Íı¸Ûı˜¯ıø˜¸Ω¸˜”Ì‚˚˜‰˜˜Âı˜Ìı¸¸ı¯˘–ı˜⁄˜¸¸Â¸˜¸‰˜˜⁄¸ÛÓ˜˜ı¸Ûıı˘ıÂÛ“‚˚ø–ıπ˙◊Ë‚‰˛˜
  23073. ”˜Â˜“˜ÂÂfi⁄Ó˛˜ˇıÂıı˛fi‚˛ı+Ó˚Ûıı¸ıı¸˝˝˜˚”ı˘¸‚Ì‚‰‰˜˜ˆÌ˜ıÂı̘۸‚Ò⁄“ı¸ı¸Û˛ı˚˜˜“¸ı˜Û¸ı¸Âı”¸Û¯”˘¸ı˜fiı˜˜ı¸¸Â²˜\„ŸÌ‰‰ı¸ı˜¸Ω¸˜”ıΩ˜˝˜ÚÛÛı˜¸¸ıı¸˜˜¸¯‰˜ıΩıˆ‚”ΩıF˜“ÂÛ˜Óıˉ‚ıı˚ˆ˜ıø¸ø¸÷£¸‚ı˜ıÂı˜˚ı˜¸ı˜¯¸˜ıı“”ı‚˙˛”Y¸ı¸˝˜ı˝ıı”¸˜Ìı˜ı˜“ıˆà ”‚ı˝ıÈÓ¸ı‰ª∏ı˜˜ı–˜˜ı”˜Âı∏ıˆ‚¸Ω˙Ωı˜¸ı˜˜ı˜Ï‡˜ˆı‚“¸ΩË‚“fiıÂÂËŸı”˜˙÷˙¸‰˛ı¯””˝ı@‰¸”˜ı¸◊ˆı̘¸‰˜ÂÌψı”˜“ı˝ΩË‚‚ı¸Â˝˜˚¸fiıÌ‚F˜˜Âı˜fi‚Ë”ı¸fiıÛFı¸˚‚‰“ı“Œ˛˜~¸˜”˜Ëı¸‚˜ˆ˜ıfi¸ııÛı¸¸ÏˆÛ˝ııÂıÓˆ⁄ˉ˜ııÛı¸Û¸”˜˚“ı§ËıΩ¸ıı”˚‰Â¸ı˜˜‚˚˜˜ıı¸¸ı¸–˜ıÛ¸”¯˜”◊Ó‚ı˜fiı˜˜ııÂÛ˜Ì̘‚π∏Ω˜ıÂÛ¸˜”ÂΩ¸¸”˜Ì˜¸Û¸Û¸–¸~˜fiı”ıı‰Ûııfi˜Ûıı¸ıÂıˆŸ“Ω‚Æ Ω¸ÂÛÂıı¸˜“øıˆˆÛ¸˜‚ı¸ÛÂı˜ı¸ııΩıøı˜ı˜ÛÛ˜FıΩ˜˜Ω”Ω¸“¸ÂÂııÂÛ¸ø˜Ëø¸ıı¸Âı˘˜†ı˜¸Âı˘˘ı˜ıÛı˜ˆÂ¯ø¸¸ˆı˜¸“†¸ı'¸ø˜‚ıˆ“¸¸Â¸”ı“ı¸Âıı¸ıÌ””ı¸Ûıı˝ıËÌÛ¸ı¸Â˛ı˜”˜ıø“‚Ωı˜Œ¸†ıı“ÂÛ˝ıˇ¸ˇÂSıÌ˚¸¸Â˝Â¸ıÛıÛ˚·ı¸Ω‚˜Û˜˜ıÂı”¸˜‚”ΩıÛ˜‚Âıø¸ı¸ı¸Ω‚Ωıı¸¸◊ıÂÛıı¸Â½¸¸˜ˆ¸ı˜“–””ıøı“‰““‚Ωø˛Âı”˝”∏Ω˛Â8¸F˜˜Âı”¸ı‚¸¸˜ø¸¸‰¸Ûı˝ÂÂøø‰‰ı¸Âª⁄§“Ω“¸ÛÛ¸ıˆÂ¸ ıø¸Ë§¸˜ıı˛˜‚¸˝Âø˜˜¸Ω¸˜¸¸ı˜¸Û¸ı˝”+¸˝‚‚œıΩ˜øıÂÂı˜ı§ÄmJmΩˆΩı¸ııˆÌı¸¸ÛΩ‚ı¸¸ı”¸Û˜˛Â~ø‰ı¸Ωıˆ‰“‚ ΩÂø˝Â¸¯ıÂΩ‚§ı§ıF¸”¸ÂÛ‚˙F¸ø¸¸“øı¸“ıøıı¸ø½–ı†¸F˜‚ıı“‚‰“¸ÂÂı¸˜¸ΩJÄ∏“ı¸ıøÂı‚‚˜˜ΩıFÂø¸¸ı¸˜˜øıÛøıΩ ‚ı”˜ı“‰ıfiô®¸¸Â¸†§Ä~n˙‚‚¸¸Â¸Û˜Æ¸Â˜“˜Ä¸¸ıF¸˜¸¸ΩÂıø˜‰ı‚ë“Âııˆ˚ıø∏«“øÂÛ“FÄΩ¸ø‚∏ıˆı¸““øı¸ıΩl§§“˜FÂøı¸ı“˚Ω‚Ë˜¸øı˜˜ıÂıøÂ¸Ω˜⁄Ω”§F‚˜˜ËF˜ ÷F˜Ωı“¸§∏Ë“FΩ¸¸Â1¸“”Û“‰F˝¸Â˜““¸ø˜ˆË”‚“ø˜Ω˜ ¸ı˜Ûˆ πo¸ÂF˜FÂë“Ωı¸Â¸Â˝˛Âˇı-¸‚”˝Â¸‚ı““˜¸“ˆ”ı””¸ıΩ”ΩøΩ¸Â˜ˆmë“Ω‚Ω¸F¸¸Âø¸F˛˝˛¸(ø¸¸ÂÛ”˙F˜“¸ı‰‚ı¸øˆı¸ø¸Û˜˚¸¸“¸Ωˆ“ı‚“FÛ˝¸ø˛Â¸Â˝Á¸²¸&ΩıÛ‚‚¸ø¸ø¸ı”øÂı”¸ΩÛıı‚˚ıı˜¸¸ıΩΩ¸ΩıÂÂı¸¸˛Â¸Ω¸ΩΩ¸Â¸””˜Âı∏∏ø¸ÂΩ˛ı.Û”“ı¸ø¸”ˉ¸˜ıÂΩ¸ı“Fıı˝Û¸Û¸˝¸¸ë‚˜‚Ω˜˜¸“†‚§ø¸Ω˛ı#“‚ø¸ıø˜–˜ËΩı“¸Â¸ËËΩ¸¸Â¸Û¸¸F˙˜F¸“˛¸ı¸ø¸$
  23074.        tile $00000FFBˇfi$ÛΩı˙˚”ÌÓ̂”˜”Ì◊“ˆ⁄““ı˜”fi˜fifiÓ‚‚ˆ”ı‰‚˚˛˜S‚”˚œ˚˜˜–ı˜‰˜“Ω˜Ó˜⁄Ìfifiıı˜ıı˜ÿ‚Ì„˜Ó̘”fi”ÌŒœ⁄∞“””ÓıfifiıfiÓ‰‰˜ˆ˜“˜˜fiı˜“ı˚‰˜˜¯fiı͘˚“–˜Ó‰⁄Ìfi˝ıÓ˜˜Ì‚˜”͘‰ı˜˜ı”Ë‚§‚Í“˜‰˝ı;ÓŸÓ‚˚‚˜˚fi‰˜“ˆ˜“˚Ó˜ıı˜˜‰ıfifiı§ŸÓÚÓ”ı¸ıÛ‚‚‰‰˚“ı˜Ó˚ı˚˜ı¸Ì‰“””“Ó˜˛‰Ó‰⁄ÒÚ̉˜‰˜Ì‰‰‚”˚ÌӘ͘˜Í˛ıT˜–‰ÀœÊ–ı⁄“ıı‰˜˜Ÿ ‚ı˜˚ıı˚˜ı¸˚‡˜––¯˜˜Ó⁄ÌÓfi˜⁄ŸÚ‰˚‰fi‚‰Ÿ⁄““Ó˚fi˚̉fifiı”˜Ó”⁄̘–fi‚“”Ì˚fi˜Ë˚˜ıı˚˛˜7ı¯Û˙ÔÓıı˜˜ı˜“fi˜fifiÓÌÒÓË‚”⁄∏‚⁄‚˜ı‰Ì˜fi˜˜˚˜ıÓÌfiœ€¯˜fiøΩ˜‰˜ıı¸˛ı˜ıÌÌıı˜ı‚Î⁄”ıÓ˜¸ı'¯fiÓÓÌ̧ˆΩ‚‰”̉˜”‰ÌıfiÌÓÓÌı‰ÓfiÍÓÓııøı“”˜ı˜˝ıˆ˜ˆ˜¯¸ıÌ˚Õ‚”˜˜˝ıÌÚ˜¯fiıÓ”fi˜ıı”fi“˛”‰˚‰˚fi˜fiıı⁄⁄‰fiÓœ˛˜Ωœı˜fiı˛˜_¸Ë∏ı˜˜Û˜˚˜ª –˜⁄̘””„»Óıı–Óı˜˚œ”ııfi‰Ì‰”‰˚fiÛ¯¯Ûø˜ÓÍfiı⁄◊“‰‚˚‰‚ı˜ˆı˚˜˜Ì˜ı˜¸˚˚ıŒª”ıÚ‚˜Ì˜Ó⁄ÌÍfi”‰‰fi˚Ì˘˛fi/‚˘ıˆ˜Ûı˜¸–Û”˜¯˜⁄±‚⁄º⁄Ϫı”˚˜˚˜Ó˜ı˜˜fi̘˜Œö˚‰‚‰Ë̉˛Óˇ˜&‰˚˚ı“Ó˜œÌfi“”‰”¸fi˜¸¸¯ıˆ˜¸fiı͘‚‚˜ÆËË◊˜ıËÓ˛˜<¯ı˜Ó˜‚“Ë⁄ ˜‰˚ı⁄‰fi‰†ı˜‰fiË‚“Ωı–fi⁄Ÿ∏¸ı”ı˜ııÛÛı‚ı˜Ìı˜Í˜œ†∏ÿ‚˘”Ì˚˛ÓV˚¯¯˜˜Ú‚ÒÌ̘‰Ë‰˜‰”ıfi˜“fi˚⁄ˢ¸Ûı“Ÿ◊fi§‚ıΩ˜˜¸˘˜ˆ¸§ÿ˚Úfiı‰ı”Ÿ§‰⁄‚Ë‚˜˜ÓÒÓı˜Ì˚‰∏⁄ ‚‚ ∏Ó‰ıı˜fi”‰‰˝˜˛ıΩ”‰˜”‚˜¸Ë˸ı”‰ı¸‰ÿÓfi˛ıD‚ •”‰‰œ‰¯¯¸ı˜¯fiı””‰““‚‰Ÿ…◊Ì⁄˜˜“ ºŸ±˚˜ııΩ˜ıΩııÛ“Ω¸‚˚ı¸ı˜˜ø”Ú˜¯fifiÓÌë⁄‚‰¸ı&˘¸ı¸ı˜ı“Ë“Ω Ë“‰Ÿ‚Ìÿ˂ƺÿ◊Ë˚ı¸ıı˜‰˜””˜”ı˛˚˜¸”˚¸¯˜fi˜ÓÌÓ‰§‚⁄‰ıø¸˝ı˜ı¯˜˜“‚§Ω∞∏Ÿ€Í⁄œŸŸ‰ “˜˜‰‰˛ı    ¸˜Ë̘ııˆıı˛˜ı˜‚Û˛˜”˜Ó˜Óœ⁄‰‰““øı˜˚˜ı˝˜ˆΩıFıfiœºæÌ⁄⁄Ÿ§‚n˜Ω˜”ÛΩı˜Ωˆ˚˜ıı˜˛ı:Û¸˜fi¸ø˜‰‰ı–fifi˜∞ ‚‰⁄‚‰‰˜˜¸¸Ó˚˜Ω‚‰¸˝ø“‰ÌÀŸ⁄ÿ±  ∑‚”ı¸˜‚Ì‚”ˆÌ‰”˛ı
  23075. ˜ˆ‚ı˜˜ı”⁄⁄‰˛ı~¯Í œ‚‰Ëm⁄‚̘ıfi“ÌË“˜Œ‚”˜‰ˆ‚“œÓ⁄Ÿ‚∞Ö‚¸Ω¸“Ë∏˜ıË˙˜fi˜–ı“Œ◊˜¯˜ıı˜ˆ”fiıı¯˜⁄“‰Ó“‚‰˜‰˜Ú‚Ó∏÷‚¸£÷ˆ˜˜‚‰ø˜˜†Ó‚ º⁄ΩΩ§‚“ı¸¸‚ˆı˜˜¯˜ŸªË‰ˆ¯ı¸Âı–ıı~ı¸fifi˜Ó‚‰Ë“¯˜fi˚‰ÿºöÑ‚‚…”˜˜Ì‚ı˜‰˚œŸ⁄‚‚˜ı∏ªˆıÂı“fi˜Ó⁄‰”§⁄“fi̘ı˜Û˜ıÛ˜¯¯fi‰‰ÌŸ⁄‚Ó‰˜ı”‰Ÿ∞≠z£÷π˚˜˜‚◊˙”˚ı§ “‰⁄‚”ËπˆıÂÛ˜˜‰˜‚⁄˜‚‚˜ı˜ÌÍ̘˚˚ıv͉ÓÓ‰Ó‰Ó§ı‰Ó̘”“⁄∞∞õõà ⁄⁄ı”ÌŸˆ‰ı“ˉfi …ˉˈ˜ÛÛfi‰Ò‰”‰§ŸÓ˚Ó˜⁄Ì⁄ÌÚÌ˚˜‰ÌÚÛ”‰ı–”‰‰˚ı‚ÓÌ‚†ªª•⁄◊Ÿ˜ı”⁄ÿÓ‚§À ‰»π«»Ó¯˜˘ÛıfiÚ‚˜‰Ì˜”˚˛ÌvÓÚfifi˚Ófi˜˜Òıı̆”‚⁄Ë̘˚ÓÌÓ‰…«‰†·ÿ˚˜Ì‚„Ÿ œπª÷Ÿ «·Ì˚fi˚fi¯˜‰Ó”“‰ıı‚ ⁄Ó˜Ú˚¯‰‰ÓÓÚÌ“˜‰”fi“ŸË⁄‚⁄Ó˚‰ıœ…‰ı˚„Ó‰ŸÌ»Ò⁄ººªà§⁄Δ±˚€Ó…ŸfiÓÚÓ˛fiˇıUË·Ò˚ÌÓÒÓ˜Ì⁄Ì̉Ÿ†”ı˜‰Í‚”˜‰¯‰Ì‰fi‚“˜ÌÚ‰Ó‚Ÿ¬Δ »† º•‚ΔŸ¯fiœ„Í˚⁄Ә͘Ófi˜ÌπÌÊÚ˚ËÚŸ€ŸÍ⁄◊⁄˜””Ófi”œ˛ı˜‰⁄̉˚Í‚ÒÓfiÓ˜«ª∑…›‰˜€§…î⁄Ә̜fi€Ì˛Ó;Í€˜fiÌÒÌ̉⁄„ÿ·˜Ífi ÿ‰”ıΩ‰Ó‚‚ıÛ˜ÓÓ”˜‚̉ÌÚÓ˚⁄◊£π÷ÖΔŸ‚˜⁄›ŸÌ⁄⁄»Ófifi˝ÓÍÚ€ıŸÏ˛Ó€„⁄Ÿfi˜Ó À˛˜~‚œ˜ ∏˜Âı‰ˆ§‚“ˆ‰‰ËÓÓŸπÆÉÆçô…Ëı∞¬⁄Ó‰ÿ◊ııfiÓÍÓÓfiŸ⁄‚ÿ’‰Ó˜Ã—±ŸÍ€€Ì⁄“Í”‰ÌÌ‚Ë‚¸¸fifim‚Ω‰Ó˜˚Ó⁄Ÿ Æw∏ªî◊Ú”œ»˙fi‰⁄Óı”˜ÍŸÓÍfi⁄Ì∞◊∂Ì̉€„ŸÊ˜œ⁄Ú€ı˜~”ıÌ…ºŸ⁄“ıı”§“Ω˜“ËË„Ÿ◊£ä埧ÿ÷ËËŸflÌfiÌfiı”‰Ò˜ÍÍÓÓ͆fiªßπ⁄‰ÓÓÊÓ”Ò—ÒÓÛ¸fiıœ·⁄ª∞ı””‰˙ §Û˜˜Ó˙Ò„Ÿ§»ŸÒÌ˙Ë⁄Ÿ›Ì˚˚ı”ÓË‚Ó˚ÓÍfi‰fiøºî î·ÍÌ⁄€¯⁄»Ú˜”(ÛııfiŸçÌfi‰§∏∏¸Û˜˜ËÒ⁄ œ«Ÿÿ‚‰ÌŸŸÿ„ËÓÍfifi»Ò˛Óˇfi‚“ı⁄∞œê—–ÓÚÓıÓ€ÌÍ¸Û˛ı$fiççŸ∞”˜ı˜ËÚ˜fi˚˚ÌÒÌÚÓŸ⁄˜“˜‰ÌÌÓË⁄˚˜ııÙ˲Ó$¸ÂΩı“‚ÀÀ≠±Í≠„⁄fiıÓ⁄¯”˝ı¯ı”‰Ÿ†‰‰”‰‰fiÚÓ˜˛Ó+»Ò˜‰Ú˜ı∏∏œÌ˚‚̉˯–Ó„ÚÓÒÓ˝Â½”‰±„ØÀ€∫í≠ÒfiıÓ¯œ˛ım–˜fi†œ†Ò⁄˜‚”˜Ò̘fiıÿ˙˜ÓËÓı ÷ŒË˚Ó‰¯˚ııÓ˙ÒÓ˚˚ı˝FÛıÍ€Ÿ„⁄ÓÓ求ÌÓ˜fi‚fi˜fi¯‚ıı‰ÓÓ‚Í̘–‰⁄„˚ı˚ÒÓ˜˚˚Ω“§ºÿı¸ııÓ¸¯Ó„ÒÓ˜Ó˚‰Ì“”˛⁄~ŸÍfi‰Ó‰Í‰€‰Ì œ˜fi˜‰”ı”€ÍÍÌÓÍfiıfi‰Ì¯˜˚˜fiÒ̘”“‚˸ۘ˜˚ıÓ˚˙˚¯¯Ì Ÿ˜”ʟȬӷ˚fi¯”⁄ÍÓ‰“Ω–¯‰ııΩı“˜”Í⁄⁄˜–Û¯⁄fi˜ÚÍı˜ı⁄ª‚‰˚ı¸˜¯Ë˚ÓÓ˙ËÚ˚¯€Ìÿ‚†±€Ø—Ú˜fi˛ı)†‰∞⁄†“ÛfiÓ”Û”˘”˜–ıÓ∞€fiÛ˜Íı˜˚Ó˜˜ÛˆÿÌ˚̸˜˚ıË˚˛˜~¯˚Úfi˜Ó‚ÓÒ¬ÓŸ…⁄ıı¸”‰ÓıÍ””˜¸Ó‰‰¸ı¸fi˚ı–¯˜ÓÓııfi͘˜˚˜‰ø˜ıˆ„˚Âı˘˜Ó˜˜ı¸Ó˜‰Ó˚‰˜ËŸ†„ŸÚ‰ı‰Ú˜€‰ıÛÂıfi˜”ı”øıı˜”ııÍıÓ˜˘˜Ó˜ÍÌ‚˜¸‚ËÌÒ˜ıΩ˜ıÓ˚˚¯>¸¯Ò˜‰‰⁄ÒÒ€”∞‹⁄Ò»‚‰Ÿıı˜fi˘Â”‚Óıı¸ÂÛ¸¸ı¸ı˜‰˜–”fi˜ıı‰Ì”Û «“ÌÌ˘“ŒÚ˜Ó˛˜vÿfiøë÷‚ÒÓıœ±ÚÌ⁄fi‚»ıı–Ó¸˜‚“fiı¸øÂΩ¸øΩıÛ¯˜““‚‚‰‰”÷‚˜Ω“¿÷Ë‚ˆ˜Ÿ›ÚÓ˜˚ÒfiıøÆ÷†˚ıı˚ÿ‰Ìÿ‰ÿÒ˜ıı˚˜“‚“˜Ω¸Âı¡‚ı”¸ıÛfi‚ë§nΩıÌ΂˜˜ıÑ∑ˆ˜ı˛‰˛˜.Ó˜‰«ı“†“Ì˚ı⁄ÌıÓÒ…ŸÓÓı¸ı⁄˜¸ı‰ıfi∏‚ª˜FÂÛ¸Â∏Ω†‚‰˜˛ˆS“¸ø∞÷˜“˜‰–‚ııÓÌfi‰ËıÛÛı˜Ì“ı‰‰˜fiœ€ÚÓÓ˜””œı–”fi”ı‚‚˜˝˝¸¸Â“Ë““ ÌË“”˜Ë¯Â“ŸΩıÌËıÌııË÷˜ıÛøfi˛ı˜ıı”˚‰”Ì⁄⁄ÓÚ⁄ÌÓ˜ı¸ı”fiı“‚ˆ˜Â¸½˛˜˛ˆ˚Ò˚˚˛ıjfi‰Ë∏◊ı˘ıϪı”Ì˚˜ÒÌı””Ì”˜˜”‰⁄⁄Ú⁄ŸÿËıı¸ıı”˜˙̸¸ııÛ¸Ωı˜˚·È˚˚¸˚˜ı›˜∏”˘˜ ˆÂ‰—ÓfiÓ˜”fi˜‰ı⁄˜ıŸÚ⁄Ó‰ „œ˜“ıøı¸ı–¸˛˜~¸ıΩ˜ˆııË÷˚‚πÏ˚Ó¸Ó„ı˜ø¸”˜Ÿ˜˜‚Ë””ÚÚ–ÛıfiÓı˝”‚ıÓÈÒ⁄Ó”ŸÀ”Ó˜ˆÂıı–Û““ı¸ııˆ‚‰ÌˆË¿÷˜˙Ï˚Ëı˜˚Û˘”ı‰ÿ‰”˜Æÿ¸¯Óı˝–˜‰–ı‚Ìı˚ÊÚÚÍ€ªÿœŸø¸Â˝–¯Û”‚ı~ı¸˜ Ÿ∏›∞“¥¥ˆ˜˙ÿϘ¸Ó˘˚ÌıÛ⁄∏¯””  ıÛÓ¯Û˘fifi”‚ ·˜ÚÓÚÊÓœæ⁄»ÿıÛÂÛ¸–˘ø‚“˜Ωı‰≠Ÿò÷‚÷¥Ëı˜˙·Ï¸‰ıı˜“ı⁄‚˜˜” ˙ıÛÍÓ–ÓÓ‰ÀŸ ·ÒÒÍÚÚ¯œ⁄⁄·Ì¸Âı¸–¯ıÂı? ‚˜ıfi⁄oó∑Ÿ›ƒÏˆ˚ ˚¸ıı¸”Ó⁄Ÿ‚˜Âı‚Ëı–˜Í˘⁄⁄ŸØ⁄±Ú„«ÊÊŸÓ⁄¬Ÿ⁄ÚÛÂı˜ı¯Ó”ı˛‰ˇ”hfi“…ó…π»«˚‚›˚¸˜ı˜Ëœ‚⁄̔”∏˸ıͯøfi€⁄ØŸ⁄ÌÚ…—ÓÒÚÓ„⁄˚ÚÒÛıËÌıÌ‚“ı̘¯ıı“ΩîÖœª‹flÿ‡Ôı¸˜Ì◊ÌıfiÓÓ˜¸fiÌ·˜ı”fi˜fiÓÓÌÓŸÚı¯˛ÚˇÊ~ÚÓÓ˚ËıË˙§˜œ“ˆıÓ˜ıı˚“ı …‰ Δ¬˙÷÷˜ı¯‚÷∏”ıfi˚¯ııfiËÛı¸¯Ú–fiÓ˜ÍÓœ˜‚fiŸŸÊÚÓÚ⁄Úıøı˜⁄◊‚Û”ıÓ˜ı˜ÿ˜˜‚ª⁄‰Ëÿ˚÷Ìıı˜fi§⁄˜ıı˚˚ÛÛı¸Âıı¯Ó¯–Ú˜fiËfi§ΔπÈŸ⁄DÌÍ⁄ÒÓıø¸†§ıÂıı¯ıÍËÒı˜Ë« ÌÌfiıÌ˙‚¸ı˜“‰”˜ı¯Ó˜ııfi˘ıı˜˜ÓıÍŸÚÒ˜§…µ÷Ì„Ÿ˜„€Ó˛ıiø“Ωıı¸ı˘Û˜ŸË¸”À„Ó˙ÿ¯Ë˙Ë◊˚ııˆ‚ı˜ı¯˚ıı˚˚Ûı‰Ó¯Í˜≠·”fiÍ ~èØŸŸÍ±ŸÚ––”ı”“”Û½ı˘ı˜Ó̘Ë⁄‰ËÙ˚˚Ÿ˚‰˜ÂÌÿ¸ııÛıÓıÛ˜˚Ûıı˛˜OÓ±⁄˜‰†Ÿ• …ªØ‰ÚÒÒ˘ı–Âø͉ÛÁÛı˘–Û‰ŸıÓŸ˜Ó˜ı˜ËË“‰‰¸ˆ˚ııˆÌfi˜¯˝ı˜‰˜‚fi˜ÓœŸÿËÓ˜‰⁄§~çπ‚˜ÓË$
  23076.        tile $00000FFB+¸Ûı̉¸“˜‰‚¸–ı˜Í–ÓŸ⁄ÚÍÍ””ıΩ¸ı”ËÌ˚Ó¯ÓfiÓııÍ˚ÒÒÚ˛Ó~fiÍÓœ…ÌÓ˜‰˜ÍÓÿ‰¯ÓÌıÂÛ”‰”ıı”˚ı¸–˜‰ı‚˜Í‰fiÓfi”§—‰ı§ÒÿŸ˚–ıı‰‰ı‰ÓÓË˚ŸÌÍÛ”fiÓ̉fi˜Í¯ıÌ̯–‰◊ı˜ıÛ˚œÌΩı˜˘ı–ÓÌ”‰Óœfifi¯fi‰‰ ‚¸fiÍ˚˚Ófiı”ı˜‰‰‚ÿŸÓËŸi˜ÛÛıÚÓ¯‰¯Ûıı˜Óıfi”Ó”˜ıÛ˜‰‰ııÓÛ–˜ÍÌÓıÓ˜¯ııfi”fi”–“”˘ÓŸÓ‰Ófi¸ı˜ıÛ⁄·‰”˜˜ıÛ–Ìfi˜˚‰¸Û¯ÓÚıÓ‰‰ı”ı¸˜fi–ı‚Óıı€‰Í‚fifiıÓ˜ı˜¸˛ı˜”ıÓÒ⁄⁄…Ìıı˚˜ı˜“˜˜ı”ıı˜œ˛‰Óı¸˜ÓÚ¯fi€´“¸Â¸˛˜+ÌÓfi‰fi⁄˜fiÓÓ˜˜Ó˜˘ı–ı˜Ûı˜¯Óڀ̬»Ì‰›ÕŸÀ‰ı”˜‚‰Ωı”˛‰'̘–¯‰ËÓ‰‰ú“¸¸Â˝ø˜˚Ó˜˜‰‰Í”‰ÓÓÍı¯fiıı¸ıı¸˜ı˛Ó8‰úº‰”π⁄˜ıfi‚‚⁄‰”ı‰Ì̸ıı˜‰ı‰ ”˜˜ıF¸ıÛ–‰¯fi€˜fiÌÍÍÚ˜˘˘fiıÓfiÛ˝ı:˚ÓÓÌ⁄⁄‰†‚Ÿ⁄fiÓ˜¯‰ÌœËºËfi˜ ˚Í–ıÓÌı”o‚ı˜ı˜‡˜¸ıˆÓfi˜ÍœÌ”Ó⁄Íı”˚¸¯˜¸ı ˚ÓÓfi”⁄Ì⁄‚ ⁄†Í˝Ó œ§Ÿ‚Ó‰€‰˜ÓıÓŸ˛“Cä‚“ı§÷‚Âı“‚ˉı˜fi”ÓÚÓfi˜Óıı˜˜ı¸ıı˜˜Óı–‰œŸ‰”“Ә͘Ì⁄ŸÌ§Í͉ÌÓ¯fifi”‚⁄§‚‚ ‰˜˛ı
  23077. ¸ı”˜œ˚fiͯfi¯˛Ó˜fi¯Ó͘‰˜˜¯ıı˜¯ı¯fi“˛ıX‰˜‰‰Í˚ÊÓ˜Ó˜ÓÊ⁄Í”˚”fi∞ “”Ÿ˜ııˆ˜ı˜‰ı˜Ë˜˜ı–˘fiÓ€Ó˜¯fifi˜ÌÓfiıı¯¯ÓÍıfi˜fi‚‰ÍÓÍÌıÌÓÌÒÓÓÃÓŸ˚ıÚfifi‰ëœ“‰˚˛˜HˆııΩıı“ı˜–ÛıfifiÓÓ–˜ı‰Ó⁄Ú¯ıı¯˜˚Ó¯ıı”ıÓÓ‰‚Ÿı˚ŸÌŸÌÓ⁄ÓÊÚfifiı””†Ÿ Ÿ”ı˚˜ı˜ıı¸”¸¸”˛ıˇfiˇÓ˜–¯€œ⁄ÿ¯˜fi¯ÍÓ˜˜Í¸fi¸ÓËͺ÷ıfi‰˛Ó/œŸ„ʯÍÓÍıfi‰œ∞⁄˚Âı‰ı˚‚”ˆΩø¸ıı¸Ûı˜fiÓ˚¯ı‰Ó€Úfiı˜ÓÓ˜Ó˛ı9‰ııŸ⁄˙›ıÛ‰‚‚‰ÚÀÀÓı¯Ó˚fi¯‰fi‰Ó˚ı˜˜ı‚˚˜‚ı¸ıΩı˜‚fifiÓ˜ı¯ÓÓÌÓ¯ÌÚ˛˜6‚fiÛ“˚ıË…ÿπıÛ˜fiÌÓœ±…⁄fiÌÍÓͯ–fi‰¯fi⁄̘˜‚˜˚˜ı¸¸˜ÌËıˆ”ı‰Ëʯı‰˛Ó~˜Ìژ͓œ“˜ı˘‰ŸŸÒıı˜ı⁄⁄˜ÌŸÓ⁄ÿı¯˜Í¸fi”˜˜Ó‰‰ı˚fi̘¸ı‰‰‚ ‚◊˜”‰Ì˚ÓÓ˜‰ËÓfi‰Ó˜fi˜ı‰‚ı˜˜ıÓŸŸ˚«ÿ”ËÌÍŸ⁄‰œ⁄‰‰Ú˜Í¯”fi¯¯Óډ̉Ì̘fi◊ÿ‰ı‚◊‰“‰ÓÓÍÒ˜ÌÙ#˜¯fifiÓÍË∞˜“˜¸ııÓ⁄ÒÌ≈·ÿŸÓÒ⁄»»‰‰ÌÒÓÓÚÓ”˛˜~¯Ì‰Ó“⁄ÓfiÌŸÌı˜⁄ ◊fifi”„∫ÍÚÒ–˜ÚıÓÓœÓfi‰Ë˚‰˚ÓÓ⁄‰·⁄ÀŸÓÿ⁄´∑ˆfiËÒÓ˚Ó‰fiÓ˚ÓÓ˚fiÓ‰˚Ò‰˜˜Ó˚˜ÓË‚‚”‰”⁄̘ÚÚı˚Ò¯–Íœfi“ŸË̈˜ı˚ÒÓ¬ÒÌŸ⁄À±≠∑ı˚⁄ÓÓ⁄„Ÿ¯˜
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  23083.        tile $00000FFB%Û˝ø¸øıı˜˜¸øøıı”ıı“ ‚ΩË‚˜ıı”˜”¸Â”̘ıÛ¸Û˝ıø”‚Ω½Âø¸ı˜ıøÂø˜”fiΩ˜§˜˝Û˛ı@‰˜ÛııΩ˜˜”ı˜§⁄ı˜“˜˜”˜Ì‰ıۘ̔ÛÛ”¸ÂÛøıı” ˜Ω¸ÂÂÛÂÛ¸ÛııÂfi”ı¸Ω¸Û¸¸‰”˜Ó˝ı7˚‚”¸Ûı”‚¸Ωı˜‰Ìÿˆø¸ı˜ıı¸‰øø‚Ω¸øı“Ωˆ¸˝˝Â˝˝Û¸ÂııÛfiœıÛΩÛ¸¸Û˛˜ˇıe¸Â“ËÓ˜Ûı˜ıΩ¸˜ıÛÛ‰‰˜Ωıfi‚“Û˜Û“¸g4 øııΩø˜ø½˝Â¸˜ˆıfi˚ı¸ı˝ıfiÛ¸fi˜fi¯¸˘‚‚˜“ı‚˜ı˜¸“˜ıÂıı¸ıı˜‚ı”۸ow4ıÂ˜Ω¸¸Â˛ıDˆÛ¸ı¸øı˜øı‰ÛøıÂıˆıı–ıı¸ÛÛΩ®÷˜¸fiı¸ΩΩ˜⁄∏ı¸ıı¸”fiııÛ˜øºóÆÂı”‚˜˜ıı˜¸ı”¸¸ø˛¸ˇÂ˜¯Û¸¸”˜ø˛ıˇÛıø¸}÷ΩııΩÛ”˜Fª÷¸ıˇ˜“””ıı”ööΩΩ“ı‰¸˜˜Â˜ÛÛı˛ÂıfiÂÂø¯˜ıÛı˜ıÛı˜ıÛ˛ı$øΩ ˆΩ“ ˜Ω‚fl“¸ıø¸”ıÍ‚‚ı‰†∞´É∞¸ıΩ¸øı˜Â˛ı~ÂÁÛ“˜˜Â–ııÍıÛˉ˜˜Ûı˜ıı‰”ı¸‚ËıÂ⁄π˜ø ¨˜“ıÂı‰ı¸§⁄“⁄ΩœπÉ“ıΩı”¸ıø˜†˚ı¸◊§ø˜˜–Ó˘˝Δ̘⁄Ó˜ÓıΩÓfiıøΩ“˜Âı§‰ı¸Ω–˜ıøˆ†”fi”iπ∏Ûı‚~”Ω”“ıø¸ıÂœÓ~˜Ì”Âıfi¸ı”ııÓÛ˝Ì˜fi‚Ò‰⁄‰fi“”ıÛ¸ˆııfifi”˜øÛfi”Ωø‰“ıfi§§‚‚”ø‰”–“˜”¸Âııø‰”Í˚˜øøfi”¸ÛFı˜ÛÛıı–ıÍÚ˚”fi†–ı”“ –˜‰“ıÛ¸–¸”ııΩ∞†ı”øÇœ‚ıfiıı”‰˜ıÛ¸ø¸“.–ı€Ó˜˜”¸ÛË˙ı”–fiı–˜ÒÓ†§Íøı‰⁄fi”fi”˜“ı–Û˘”‚œ”•““†˛ı~”ÛııÛ–Әıfi”¸‰ıı˜fiÓfi”Ω‚®¡˜Û˜–ıÓ“Í⁄ıŸŸ”–†Ó†¯fiı”“†“”˘˜fi⁄t‰†fi⁄Ì”§ııø˜ı–ı˜ÍœÌ‰”‰ø–˜ıfi”fiÆΩø†Ï˘””ı‰”ı“–ÓŸ‰fi–Í€Ó¯ıfi”ı†fi–Ó”ı”fiı–fiÓ–fiÛ¯fiÛÛ˜”͘ı‰˚øııÛfi˘˘‰Íºë˛“fiˆı“–˛”~–ÍÓ€Ú”ı”Í€ÍÍfifi–†‰fifi˘–†Í”‰–”fi”ÛÛı¸˝ıÂÛÓÓ˘Ófi–ı–Û¸ıÛ‰œ““ø†§ıÛÛ”ı”ıı”‚æÓÊÓ‰ÓıÛ–Í͉fifi⁄Ófi˘–⁄⁄ı†ÍÓÓııΩı˘ÛıÛı͘ÓÓ¯fifi–˘˜fiÂfiÍfi§ı“”¸¸ı””fi“ ”–͆æ⁄Ÿ€–ı¢¸Íwœfi‰Ó–Óœ–˘ıÓÍ”‚‰ı¸ÛfiıÛÍÍÓfiı”¯ıı͘”…”ı‰–“˜ı“¸–‰ø–†‰”Ó±œııÛÛ––ÍÍÓ––¯˜œÍÍfi–ÛÍıœ‚““ÛÂı˜˘fi‰Í–ı–ıı–fifi“ øı–Á““ˆ˜Á‚§¸”ø–fiœ”–⁄Ú–˛Ûˇ˘¯ÍÓıı–Â͉”ıı˘Ófi˜fi˜‰øÛfifiÛÛ˛fiÛøı˛–ˇ”+ı”ıΩÛ”ıÛı˝∞∏¸ø–†Ÿ•–Óʯ˘ıı˝˘–Ӝ͖ıÛÛııfiı˘Í–¯˚ı~–¯fiıÓ⁄Û”ıÛ˘˘fi‰“˜Ω ‚˜Â¯Ûı§”Âı‰œæ§†fiÓ˘˘ÓÓıÛÛfiÃ⁄‰–ıÛ”“œfi–˘–ı˜¸øΩı”fi˜Í”–‰˜ıÛ–˘˘”̉”Ì÷ ¸ÂÛ˜ı–ı˜ı”†ÍtÍfiÓÓı–ÓÓ˘¯–ıtœ∞fi”fi”œœ”ıÛı˘˜ıÛı˘~”Ífi‰†“ö fi¯ı–Ûøfi˜ı“‚⁄ıÂı˜ı‚Ωı”‰fiΩÍÍœŸÍııÓÌfiı”fifi†œı”‰Í–Û”ıÛ˘ı˜Ó–Û”¯‚fiÍ”∞eº”˜–¯Ûı‚ı¸Âı˜‚”“Ë”Ø‚Ω‰„ŸÍ͆ÓÃÓÍ”§Ìfifi–Û∞…‰”fi–†Í–‰Í–ıÛı˚¸ı˛fi<–øø∞_•–fi€Ó–fiÓ̸ÛΩΩm§‰“ˆ¨ †œ∞ÌœÓÍ––ÓÒfi“†”ı”–§…§–”‰”fi”ÓœııÂÛı–˘˛ı=ÛÂø§ù“””€Úfi–ı˜ıı˜ııΩ‰§±±‚fi‰”ıfiͯ¯ÛÛÓıÛ˜ı–fi–”“ıø–”fi”†‰”“fiÂı¸˘ÛÛ˛ıfi“˛†Ωø”€ı˛Û+¸˜¸ÂøÛ”˚ ıø‰ÍÛ˘–fi¯”˘Û–˜–ÓÇı‚⁄Ó‰“ÌÛ”fiÓıø˜ıÛı˝Ûc–‰Ó†“⁄“†–Âıfi”–˝ı‚ı””¸ı˜”‰ÛÛfi”–fiÚÓfi˘––¯ÍÓÚøı∞Ì”ı‰œfiÛÛ”‰Ωø”ıÂıøÛıı¸Óı–‰ËıøΩÂø˜fi˚Ûı”ıı˜Ω””ı¸–ÛÛ˘¯–ÓÓ‰ÍÌ˛Óˇ¯6–fi§””–ı”ÌÓıı”‰¸Û§–ı˜–¸ıÛı˘Â–¸ÂÂœ‰Ûı˜‰ıı¸ø–Û‰ËF”¯Û–¯fiÛÛ˛fiŸÃ¯ÓÍı”ı¸ıÓ§¸“ÓœÍıı”Û”⁄†˛ı¸˝Ûı˝ÛıÂÛÌ⁄ııÛ–ª†¸˛”mÛ‚Ÿ”͘ı˘ÍÍ–ıfi”ı¯ÊÓ˘¯–ııøı“Ì”––fiÌœ”ıøÛÛº‚“˜¸øı¸Ûı˜ııfi‰ı”¸”‰ΩΩ˜”ıÂı‚““Ó˘ÛÍ€Ó€Ì˘ø˘ÍÊ˘–˘fifi”‰””fiıı–”fiı–¸˘–œ‚ é˜Â¸m˛“ˆ˜˛ı–¸Â”§”“ııÛøÂt“–Ó¯˘fi⁄Ì∞Óıı–ıÓÓ˘Û˛ı~ÓÌı”ııÛÛı”ı⁄‰””∞ ∞ΩΩı‰”“”¸”˜fiÛÛø‰‚“‚øøıÂÛııΩ”–¯–fifi”˜€‰ıı˘¯Ó¯˘˘ÛÂıÌı˘Û–Ûıfi––ŸÌ“–∞ ¸”ˆ”¸ÛıΩÂıÒıÂÛÂı“†“ÂÂııÂøÂıfiıÓ‰”ıø–˜ı‰Íıı¯Ófiøı.ıÛıı¸ÛfiÛı”ı––”“fifi–¸ËËø¸ÂıÛ¸˙ıÂı¯ÂıΩııÛ”“ø¸fiÌfiı˛”Ÿ ‚˜øÓıÛÛı¯ÓÛı†ÛÛııøıı“¸Â˛Ûˆ‚¸˜ıÛfiÓ˜ıfi‚““ËÛııÛ²ı9¸fiı¸øÚŸÍııø“ ‚‚˜Û”˜˘Û¯¯˜˘ı§˜ı–ı˜ÛΩı˜¯ı””–»Ìıı˜ÒÓÓ˜ΩÂø Ω˜˛ı–˜–Û¸˜”¸øıfiΩ¸Â”“˛ı ÛıÓı˜ı˘Íœfi⁄˲ıˇ”iı½Ûı̘fi˚¸‰˙·‰¸ÚŸÓfi””ÛΩ–“ı˜fiı¯fiøı˜”Âı–ı˜ΩÂøfi–¸ı‰˜ıÛ¯ı˝–ÓÍ”ÛÂÛı–ı½½˝ıı¯ÍÛ“ÏËıÍÚ͘‚Ω“fi¸øÛfiı–ÌÓı–Ë‚Âø˜”¸¸ø˝ıiΩ‚˜ΩıÛı–¯”fi˜ıÛ”¸“¸ø¸ÂÁÁ˝¸ı˜ÛÛ‰fiıı€Ó‰fiıΩ†”ø˝–”Ó˜fiæÓ˘Ó⁄ıÂÛıÂı¸”˜Û˝øΩ¸”ıÂfiıÛÛıÓ‰ı˜ø‚‰ÂÛ¸˝Á”˜ı¸Ûfi˜ıı˜ÍÓıøı””‰˛ı~ÌÍ–‰Ÿfi–ÓıÂÂΩΩıÛ‰‰ı¸ıø¸ø¸ÛıÂÂÛfi˜“‚“”¸Â˝Â¸ıÛ¸ıı¯˘Û˘˜¯–ıÛ¸ÛÂı”˜‰ıÛfi¯ÛøfiÍÓÍfiø˝ÛıÛ“∞˜ıı˜¸¸§ΩıÛıÛÂı”˜Ω” “½½ÂııÂııÛ¸Û”˜˜Íı¯˜¸ıΩ͉–˝ı8˘ø–ÓÍıÛıÛÂÛ¸–ııfi”˜–Ω “ıı‚mÛø“ıÁ¸¸˜ı¸¸”˜ı¸¸ÛÛ¸Ûı˜˜Í˜Ó¯˜˜˝ı!”ıı†ıÛ¯–ı˘ııÛÛ¸Û˝øıı“”ıı‰øø§õƸ†Ì˜˛Â+¸øÂΩ‚Ω¸Ûıı¸Â¸ıÂÛ˜Íıı¸¸Ωı˜Âıı––‰‰ı–˘˘ı¯ı‰¸Û¸Â˛Û%ı˜“ı‰ıÛ”•úÆı⁄ËΩÂΩııÛø”¸ÂÂø˜˙ıˆ˜˝¯ı˘ı”˛ıˇ˝    ıfiı˘‰⁄Ÿ¸fiÓ˛ıÿıÂı¸Ûı˛˜‰˜¸˜ıı”‚πΩÛΩ”“ı˝ø¸Â˜∏‰ÛΩ˜∏Ì˛ı¸ıÛÛı˚˜ı¸˝Â˜˜˘Ûfi˜Ú¯Ú˜ÛııÓ˚˝Â˛Ûˇ˜#‰“ıÂÓ‚”–‰†ıı–”Ÿ§ıı¸–‰»ÿ”§˜Ï̸˜˜¸ı¸Û˛ıÛ”ˆı˛–lı¯€ÒÍÓ͉˘¯ı˝ÂÛ˘–ı‰ˆ“¸˜Ófiı‚¯ıÍ”fi‰œ”“fiıı†⁄ø“§“˜ıı¸¸ı¸ÁÛ˜ı¸¸”ıı¯ÍÍfiŸ⁄ÃÊfi”ıı˜Û˝ııÛÓ‰¸à§ıfi¸–Óıø˜Ú‰”†“ıˆ“ø“∏fi”‰º‚˛ı~ø¸¸Û¸ıÛ–ı¸ı¯˜fiÓÍ€ÍfiͯıÂı˜ı˝Ûı–‰‚ø“Fı˜˘ÂıÛÂÛÌfi–¯fiø˜˜ı¸ŸÌÌ”–”ıı˜ˆΩ¸˜ıÓ˜Û¸ı–ıÛ–fiÍÓ∞œfiıÍfi––ı˜˜Û¸¯”¸ÂΩ˜˜Û˝¯ıÂø”fi–ı‰¸Â¸ÂÂΩ˜ıfi˝øÚfitÓ˜Ó”‚‚˜¸Ûfiııøı”¯Ófi⁄⁄””†–˘Ÿ¯˜‚“¸Â–¯fi”눔˚ıÂÓ˘ıÛ¸˜Û–‰fi§ı¸ÂÛ‰˜˜ıÛ€ÍÛÛ˜”‰⁄‰˜ı˚””øı”fiÍ–Ífi–‰fiÛ–»ÌıŸË¸Û”˜‰Ó¢g‚ËıÛfiııÛ¸”ııÓŸ˛”D˘Ÿ„˜ı˘ÓÍÓfiıı€—Óı˜œ˜”“ıÍÓ͢–”ıøΩÛ–Ì⁄˚Ì‚”‚Ìfi⁄‰t}öF½ıÓ¯ıÁ˝ı–‰“‰”¯ÂÓÙÓÓ˛Í~ŸÓı–Í„ÍÂı””–‰fi‰Í–ı–ΩıÂø¸ø‰fiŸ‚ı”‰˜Ûı€†∞ ”–ı–ÍÓ˜Â˝Â˝¸fi”ÓÓfiÛÛÊ˚Óı¯ÍÓ͢˘ı€œ”ı¸øfifiı–ÂÛ€”Û“Ω¸‚˜†ıfiÚ˜˜ıı–ıÓfi†Í•Ì¯Û¯Ú¯ı¸½ÛÛ–Óı˘ÛÍÓ¯˘ÍÍ¯Í˘–˘fi€⁄‚“Û¸–ıÂÁ˝fifiø‚Äm÷‚“fiıÛı‚˛ı~¯ÓÍÍ”ÍÒı˘ÚÚÓı˝˝Â¸ııfiıÁ–Ê͢ııÓ͉ı¯–ı–⁄≠ÿıÛı””–ÂÛ˜†‚““ ‚Ó˜¸øı̄ͯ¯–¯ÊÍ–¯¯ı˚Ó˜ı¸¸Â“ËΩÛ˜¯˘ÓÍıfi–fi‰Ÿ˜–͘˘Í»ÒııfiΩÄ“Ω–ı§†Ω§‰Ì͢Ûı˚ÒÒ͢˛¯B͢¯Í¯˜Ó¯˚˜”Û”‚Âø˜ÍÛıÍı˘ı˜Íœ€ııÓfiÇfiæfifiÓÛF“ËıÂı⁄†“‚”͘˘˝Â”Û¯ÒÍı¯ÍÓ¯˘˛ÓZÍÓ⁄Ó˘– †Û˙À‰–ÍÓ¯ÂÂı⁄“†”–Ÿœı”‰”˜ÓÂÂFΩ˜ı“ †“§¸ıÓ͉˖˜Ú¯–¯Ó¯˘Ífi⁄ÓÍÓ˜„⁄fi€”ı··˜fifi˜ııøıœ”–‰“∞‚˛fiÓͯÛÂø“÷‚ø˜fi”‰ıÊŸÓÛfiŸÀÚÍÚ¯˘¯ÓÓ˛˘-fi⁄Ófifi€ÌÓÓı”‰‰ıfi˜‰”Ω⁄† “ı±‰⁄fi”ÍÓ‰fifiı˝ø“ÆËÂø‰Ë”ø$
  23084.        tile $00000FF42¸F¸¸Ω¸Ω ˆÂ¸ΩÂ¸π‰˝¸øı˜”¸˜ıÂm”⁄‚ø˘ۖ‰◊“¸ıı˜fifi†‚⁄⁄˜ı“˛ÛˇıPÛı¸ı”̉”˜”¸Ω¸øË FÛÂÂΩ⁄Œ˜Âø¸ıˆıø“ııÛøÓ‰‚‰ıÂÂ⁄Ÿ–ı¸ı˜¸”‚§“œ”ııÛÛÂÂøıfiııÛ“fi”˜ı”¸¸Â“ı¸˛Â%˜‚Óø˜˚Âıı¸ÂÛø¸ıı˜fiœı¸–Ì”Âıı˜˜”fifiÇ“⁄”ı˛Û²ı~Ûøı¸fi¸ıı¸ıÂø”ÂFF¸ø¸†¸Âı”ıÛÂÛ˜ıÛ–¯ÍÓıÂı˜ııÛ¸¸ıÓÒfiı‰ıfi∞”˝ıÛΩ‰ıÛÛÂÛ‚”ıøÂııÂÂı“Ûı¸¸Â¸ΩÂÂΩ¸ÂÁ˝¸ÛÛ˜ı¸ÛıÓ¯ıÂıı¸ı˜˜Ó˚˜”‰–ø‰ıÁÛ¸⁄˜ø¸ıÂÛΩ˜¸øıı¸Û‰‚˛ÂUø¸Û˝Âı”ÛÛ˝Û¸Â¸ıı‰fiı¯˘ÛÛ˜¸ÛÂÂı˚˜˚Ó¯fiıøÛı½øø‚˜ÂΩı¸ø‚““Ûıı¸ıÛÂÂÛÛøÂÁ¸ıÛıÛ¸øÂı”‰˜ıı–ı–¸ıG˜˚ı˘ı¸”“ıÛ˜F“Ω˜”Ω“Ç£‚”¯¸ı½¸ı¸ıÂÛı˜¸Û¸Û”fiı˘ÛÛ¯‰ııÂÛ”˜ı̘ıÌfi¸ø˝ıø¸§†˜ıÂø¸“o¸m“ø¸¸ı–ıÛF˝Â˛Û½ııÂÂıfi˜ø˜Ó˜ıÛÛı‰fi˛Û6ı⁄˜¸˚˝ı‚ıÛ¸ø¸œı¸”‚“¸ø¸∞‚Äøm˜ÂıÛ¯ıËÌÂÛıÛ˝ÛÛ˜ı¸˝ı˜Ûıfiı˛Û~˜”ıÂÂøı“Ω˜ı¸fiˆ§¸ÂıΩ˜Ωı‰⁄Ω˜ı˝ø˜§Ω¸“Æ“Âı¸fiı˜ıı‰ıÛı˜ııÛÂıÂıfi¢–ııfi¸ÓΩÛÂÛıøfi÷ˆ¸˜‰ı””Ω¸ø“Ω”˜ıøΩı‚“‚¸ø“§¸¸”¯ÍıÓıı¯øÛ‰Ωı¸Â˝ÛøÛıı˘˘ÛΩ“ˇ§5¸˝ÂfiıÛΩ◊‚”˜ıÛ”“‰ø‰“ı˜Ω¸ıÂı‚ı†FÂΩ¸øΩı–Ûı̉””Û¸‰˜“˜ÛÛ”Ó¸ıo”‚∞†ıÂı˜ıÛΩ‚Œ÷“˜¸‰Ωø¸‚“Ω¸øıı–ıΩ⁄ıΩ˜¸ΩFıÛÛ˜Ó¸‰¸øΩ”“Ÿ‚fiøı‰fi–˘ıı˜ı‚ ¸ΩÓfi˘–Óˆ”÷ “ΩıÂı˜”“fi˜¸øııÂıı˜§ı¸øΩ“‚¸ı˜Ú‰Ûı˛Û[Ωœ‚”¸ı”œfi˝ıÛ·πΩ†“øıÓ˜Û–ÿÌΩÂF“ıø½ø¸Ω¸øÂı¸ΩıÂÂF˜ø¸øÂÛ§êı””˜¯ø¸ÛÂıfi§˜Û”“ıÁÂÛÌ«‰”ıÛı˜‚€ÌÛfiııÂÛ˛”s‰‚Ûøıø¸˜˜¸Û“‚Û¸ˆÂøF §”∞ø‰ıÓı¸˘ı¸Û‰ıÛıΩÛ˜ÌıÌfiı”ıÛ˜ııfiœ”¸ø¸‚˜”Ω…›ÛÂı˜ΩÏ“¸Â”‚ıΩˆıΩø“‚•§Û˜”̯ı¸“”ÂÂı˜ÛÛı‰”˜‰‰Ûı”ı”Û²”*†ı˧º∏Ωı”…Ìø¸§“øÒ˚ÂÂÛ“‰˜““ËΩ”“§œÂıı‰”ıı”¸Â²ıa˜“˜˜ÂıfiııÛı‚¸Â¸ıı–‰†§ ‚øøΩ‰‰“””fiı“‚˜Â¸Ûfiı“Ì˧‚”¸† Ûıı–ıı¸ıÛÛ¸Û˜ıÚ‰”§¸Âıfi–ÛΩ“ıÛ¸Âı˜€œ‰”øÛÂıœ””fiŸ¸Û‰˝ı!¸ı””Í“fi‰fi“Ω ˘ıøÛÂÛø˜ıÛøÓÚıı”õŸΩ–ıfi˛ı˛Â~¸øøıœÊ”ııø˝ı‚˘Û–π”ÂııËııÛø˜‰”–Ûı”ˆ““ı¸ÛııÂÛıfiÛ˜›»¸Âª≠‰Ó”‰ıø¸Û¸Û“”ÛøıÍı–ıÛøııÛÂÂÜ‚øÛı˚Ó¸Ûı””ııÛÛıfi‰Ωø“ˆËıÂÛı˘ıŸ»ÓÛÛÂøœÓ‰˘¸ÂÂΩ¸ı‚§¸Â˘˛–ˇÛVıÂııÂÁöàıÛÛ‰ÚıÂıfiÛııÛÂı‰‚§¸“Ÿ‚ÂÂı”–”€Í¸ÛÛøı”œ⁄øı”Âıı”ıøÂøfi¯–˘ıÛøı˜ı £øı˘–˚ıÂı˜”ı˘˘¸Û˛”K‰“̸Ûøıı–ı–ıøÛÛˆ“””Ìı“‚Û¸ıÂı¸ÂÛ”fi–ıı–ı˜˜Ó̘§§”ÛÛ¸fi‰ÿı”ıfi˜ÛÓ˜ııΩ˜”ıøı¸”ıÛ˘Ûø˛ıY‰†fi–˘”ııÂÂÛı”ΩÂøı“–Ûfifi˘˘Û˝–ııøı˜ıı˘ı˜‰ıı˘ıÓ¯Ò˚ø˜§–ı¸ıı†˜ıÛ–ÛÛı¸ı”fiÓfiı–˜øÛÂøÛ‰ıø˜ıøÛı¯ı–˘Û²ıÛı¸ÛÓ˜˘˜”˛ıˇ˘ˇÓ‰Óˉı–¸”Ûøı–¢˛Û~ı”‚†‰€‰ıfi‰Â¸¸”‰‚“ø˝Ûı–ÂÛ˘–ÛÂı”˜fi˜ÛıÓÓı˜”Ûıø˘˜Óı€ŸÚ¸¸øııÂÂı–˘–ÛÛΩ”§œ–œ˚˘ı‚Ω”ıΩfi‰‰”˘ÂıÓ–Û”ıÛfiıı˜fi˜–ıÓÓÁ˘ıÛı˘ÛıÍıΩŸŸ‰–Û¸ııÂı”ÓÍ–~ıÛø‰§”‰˜ı“”Ω“Ω“À†”ı‰ÿÓ–¯ÌÓÍıø⁄‚ı˜ı–¸–Ífiı–¸˘ı½¸‰˜¯Ã„‚ıÂÂøÛ”†ıÍÍ–ıÛÛ”†§fiΩÛ””ıøΩ“Ÿ§”–”€⁄˚Óœ‰‰†Û˜ÚÓ–˘ı˘¯ÓÓfi¯Íıı˘ÛııÍ–Í⁄ŸfiÂøøÛÀÀı–¯
  23085. ıÛ¸ı‰⁄“”ı”˛ı.‰”Ω†fi––ıÍı‰Ó–fiÓ˘–̘˘–ÛıÍÊ⁄fi¯Í˘ııÛ˘ÛııÍÓ”Ó”ıı˜”fi˛–
  23086. ˘Â˝øÂøø‰Ófi˜˛fiO“‰Û–¯fi͘˘˘–˜˘ÛfiıÛfiÛÛfiıÓfi€⁄Í–¯¸–ıı¸Â¸fifiıfi‰”‰”ÁÛ––¯–Ûfi‰ıÂÛΩøıfiıfifi–fi–˘–¯fi͢˘¯Óııfi˚˛ı
  23087. Ûfi‰ÓÍÌÓfi¯¯˘˛ı3”ˆ˜Í¸¯ıfiÍ–fi¯Ûfifi¯Ó˜–‰‰Ó˘ø†ÛıfiÓfiıfi¯¯˘¯–ı¯–˘ıʘı˘πªÂı¸ı˛fi/Íı˘Ó˚ıÛøıfiºπÓ˘ı͘fifi˘–ı”fiı”Ífifi–ıfi‰˜”fi–¯Í¯¯˘–ıͯ˘fi˝¯rÓıÛ …ı˜†”˜fifi”Âı¯ÓÓ¯˜‰œ§ŸÍıfifiŸÓ–˘¯¯ı˜øıı–ııÛfiÓ‰˘ı˜˘ı˚fi–Û˘ı–˘fiÓÓ–˘˜ıÛ˘œ˜Ó”€±⁄˜˜–ı”fiÓ˜Ú⁄⁄‰‰ıøfiıœfi˘Û–Í–˘Û”ıøÛÂÛ–ÚŸ˘Â–ıÛ˛ıˇÛb¯˜Í¸¯ÓÓ͘¯˘ÂfiÓÍfiœŸæʉfi”œÓÓÌ⁄‚⁄Ÿ†–”Ë––Û–Ó¯¯–ÛÛııfiÛÛ˘Û¯ÍıÛ¸Ûı˜fi˜fifi⁄ÚÚ̯ÓÓ⁄Ÿ˚Û‰∞ÓÓ””fi–fi–⁄æ∞∞Ÿ‚ÿ‚fi†”˜§‰˝Û~¯Ó¯˘–ÛÛ˘fi˘Û–ÛÛ”˘Û˘Âı∏∑¨îŸ‰ÌÓÍı¯fiÓÓıÛ†∞Ÿœ”∏∞ıø–œ∞‰†Ÿ†œ†Ωœı–‰“¸”ÛÂfiÍ”ı˘Û–fi˜fi˘ıÓ–˘¸ÛÂÛı†Æñô†–ıÛıfi¸–Óı˘”‰æ”†çö§†Í∞œ†fi†Ω”ıı‚øΩ⁄‰ııøÛ”fi”˘Û˘–fiÍfi–˘ı˘Û˛˘)¸ø–øø§áΩø“¸øı˘ıı˘Û–⁄⁄Çøi~úfi‰Ÿ†ı†ıΩ“ΩÛı”‚ ”˝ıÛııÂÛ–¯–ı˘˘Û¸–ÁÛÛı˛Â1ıøÁ˝¸ıÂÛıı˜ıÛÛø”‰fiøø‰§ı””†ı”Ωı†˜˜Ûı§∞“–˘fi–˘Û”Û–fifi˘˛¯    –‰Ófiı˘˜ÛÂ˝ÛˇÂ%¸ıÂıÛ¸ı¸Ûııfi‰ı–ıfiøÛΩ Ω¸”øı”‰‰ıΩ‚fiıÛı˘fi˝Ûfi⁄€˛Íı˝–fiӉ²Û˘ı˜¯–ı”˛ıI½½Ûıø“Ó–fi˜ıÛÂÛıøıΩıøÛ˜œıø§“¯˘˝¯‰˘Û”ıΩfiŸ⁄ÚÍ–˘“€”ı–”ı˝øıÓӯ͸ÂÂÛı½¸ıøfiıı˛fi¸ÛÛø˜ıı¸ıøıfiΩΩ⁄”ı˛Ûı¸ııfifi¯⁄„Í⁄„”ÍÌfi‰˜fiı¯fiÓ͢ı˘˛Ûˇı=˜“ı˜Ω”“”͘˜ı˜ıfi¸øı““¸””“‚Ωı˘Û˝Û–ı–¯ÓÊÍÓ”Ì⁄””ΩÍfifiıÂı”¯Ì˜ıı¸ÛÍÓ˛ı‚§”ΩÛΩfiø””¯Ó˚fi˝ı"“”Ω”“”Çøıı”ÛÛ˘˘¸–¯ÍfiÓ͉fiı–ÛfiÓÓfi–ÓıÛ˚ı˝ıı–˜⁄†‚ o”œ”fi˜–fifi˛˜%øıΩ‚ΩÛø¸ø¸–fi‰¯ıı–˘¯¯fiÛÛÓÓfi͘˝Â¯ı˘ı””ıÛ˛Â4¸fifiÛ˘ıfiœı†§⁄”§˜”˜–ı¸†Ó˜Û¸¸“˜ÂÂøΩı˚œfi–”ıı¸fiÚœÛ˝±Ófi˜Ó͢¸Û~fi”¸ıı“Ó”‰””Æ †“‰–ø”fi˜øıı–Ûı¸ÂΩıF¸¸ÛΩ”mmÊŸÓÌÍÓ˜ÂıŸœÛ”Ë§Ì˘–͢ÛÛ˝ÂııÛøı”⁄ ‚ı‰ë{}FŒ ıÛ–ı‰ıΩ“ıÛıø˜˜¸¸Âø§ö܆ÍæÓ∞€Ÿ˜Û¸ı“ı‚∏÷ÿÛ˘˘ı–ı˘Û”øÛfiÛΩ” ‚“”•G(ø“⁄”ıÛı‚ıΩˆı¸˛ı    ˜ΩÂ¸Ω¸†n§ø˛fi-œfiÌ‚ıı¸”ı”Ë˙‚øı–˘¯ı͘ıÛÂıfiı–ÌoΩ¸†ä“Ωfi‰ı”“˜¸¸˛ø~ı¸“Ω¸Ωˆ““§“F––ø”⁄˚”˜”ıÂΩΩ‚ ‚ıøÌŸ‚⁄fiı–ÛÂıı”œ⁄ǸøtèäFı‰ ‰¸ˆΩøøıÛ¸˜ø¸Â˝ˆ∏“†‰‚ΩÂ⁄∞Û˜˚ıÌ“¸Â˜‰∏£‚¸ø‰õª…§Â˜‰–Ûøfi‰o‚†FΩ~mı–Ó◊“Ω“ı˝F¸Â;Âø˜Ω¸‚ÌÂı”œΩ‚ªÂÛ‰¸Ìıøˆ”‚ªª‚”ΩΩ†• ⁄Ûıfi‰¸Û¢fi⁄“‚§“†Ω“ΩÓ “¸Ω¸˝Â$˝Û˜˜˝¸‰‰˝Û–˜ıø¸“Û¸˜Ó˚ıı ˜Ω‚”‚Ɔfi§Ω‰”ø˛fi”Û”‚ÁΩŸŸ¸¸øøfi “F“¸Â¸˝˛Âfi“ÂÛ˜˜¸Ûø˛Ω-“§ıÛ˜Ó˚”‚‚ıøıøΩ‰”¸œ§ıÛÛı‰–Ω¸ı”ı‰Ω¸ º†“Ωø“‚Ìm““˛¸\¸¸˘fi˝Â˜˜ÛÂ¸Ω¸Ó∏‚¸ı˜˜ııº∞Ω¸¸ÛÛÂø”§ı¸–‰ıø“‚ ı”˜ø“⁄‰”¸”‚∞§ΩΩ‚⁄Ω”¸¸ı¸ı–Ûı˜∏“¸¸Â“  ø˜˜˘¸”ı¸ıÂÂı˛Â+˝øÓı”ÓıΩħ‚ııfi˜‚¸ÂÛıÌ–¸§§‚ı˜˜¸øÂı˜¸˜˜÷‚ø˛¸N† ¸ø˜Ûıˆ”FÛ˝ÂıÛı˝Âı”ı˝Áıfiı¸ø““øø˜ÂÁ†º⁄ΩÂø‚‰“Ÿ⁄ …““¸ÂÁı⁄ı˜ıl‚¸““ø˜†§˚˜ııÏ̽˝Â‚ı˛Â˝ı3Ûı”fi˜“§ “Û“˜Á¸≠»‚ıfiÿ…‰m‚Ë≠“ıÛ¸˚–˜¸ˆ§ΩF¸ §Ω‚⁄‰¸˜˜ı¸˛˝1˜ı¸Ωøıı¸øı¸ı”“ø‚˜Â˜ˆøΩª‚‰‰”Ÿ§–¸Ûøfi”˜ø¸˜§””˜““∏ˆ¸ø$
  23088.        tile $00001001À”ıı˜fiııÛ˜˚ıı””–“œ˜¸Âø˛ıh“‚øΩıı–fiıÛÂø”ÓÓ˚‰Ωı‚“∞‰”ı–fi∞œ““ıfiœœ”‰ı¸ıÂııÛÛÁ¸Ó–˘ı–˚ıÛıΩfiıÂıı¸Ω–ıı¸ÛΩ‰§‰”Ûı‚‚‰‰‚ “⁄“§ÌÍ”fi‰§ ‰‰•œ€Ó–ıø–¸˝˛Â¸Âıı˝˛ıDÓ”ÛıÛ¸ÂÛ˜¸–”ıFı–¸”“–‰Ÿø”“fi‰‚ ª§‚†fi‰“˜ı”ÍÀ∞‰Ì±Ø¨Ìıı¸ıÛı¸¸˘¸˜¸Û˜¸Ûıı˘Û˝˛Ûıø˛ı1Ûø¸Âı“–””Û˜“ø“‰”“”˜fiıfi†ıı–” ŸŸœ€Ø∫À‰ıøıı̘˘¸ııÂı˜˘˚Û#ÂÛı”ıı¸ı¸ı”“”œ”§§”øı¸‰˜¸–”ıı–“∏⁄¸†Ω†˛ŸœŸ€Í“Âıı˜”ÂÛÛ¸Ûıı‰˝ı5˘Â˝ÛÛıı¸ıÂø“‚‚Ω””Øπ“˜ı˜˜Âfi˜”ı ª ´§‰‚ÌÌËËfi†œÓ”Û–◊”¸˛Ûı¯˚˚ıˇÛ¸ııø¸ı¸ΩÆ∞Âı‚ú Ωøı˜˜ı˝˛˜´Δ∞Ω⁄º∞∞˔̟̖‚ŸıÛıø‚ı¸ıÛÛ˛ı?Ó˜“˜Ω”ΩıÛÛ‚ËıÛΩı⁄“∞ ø”‰”Ωı¸“ÓÓ˚––”‰´õ‰””∞Ÿ‰”ı˚ÒÿÛıÓ¸ΩıÂı¸¸Ûı“¸˛fi~”¸”¸ÛÛ˜“øÛıø‚Ωı•“‰”Ûøıøı”˚Ÿıfi”††€‚fiΩ∏∞‚“ı”Ì˚ı¸Ó¸Ω¸–”ÛÂÂÛÛı͉˜ÛııøfiıÂıÛ–ıı¸–¸–¸‰‰§ıfiıı”˜‰“º œ‚†Ì”ÛΩı‰Ó“¸fi˜†‚⁄øΩ”ı”ıÛ¸ÛÛ–”‰‰Â'ÛΩı¸–¸ıfi˜–¸˘ı‰øÛ”†fi““˜˜Ω“˜“fi§‚∞œ–“ıÂÂı˛‰Ûı˜§‚‚“‰F¸ıÛfifiÂÛıı–fi˛ı@ÛÂÛ˘”ı‰ııÛı‚ı–˜˜ıø”‰ı˜¸ıı””ı”§‚”ıfiı¸Â“ ˜Ωøı˜”‰§†“ı–øıfi˜ı–ı”ı˜fiıΩı˛Û”˘”Ì”Âø‰”ıΩfi‚ı¸‰ıø”“˛ı¸˜”‰”¸ıˆ˜‰“Ω–”‰“ı”“¸Â˜ıÛÛ‚Ó”Û˛fi/Ó‰ı‰Ìı¸Ûıı–‰Ìı¸”‰†”¸‚§‰“ø¸ø˜˜ı¸¸ÂÛ“Ë“¸ı“‚”ıΩ“”̉˛ı+§Â˜¯ÛÛœ⁄fiı‰˜”–‰Óœ˚”ıı”ıÛ˘œ‚§Ω‰⁄ “˜”ˉÛÂı‰fi˜ø˛ı˜‚‚˜m”Ω“¸Ω““⁄‰””Ω‚˛ıˇÛ2ı¯˜”Ófi”ıÓÓ˜ıfi˚Ω˜†¸”‰œÓ†Ÿ∞•“†ø“”ÛÂıı˜”Û˜˜FΩ§ˆΩ‚Ω¸‚††˝§]˜ıı∞“–ÛÂfiııÍı˚‰˘‰Ì”fi‰”‰‰””†Ÿ”‰”†±∞±àΩøıı”˜ı¸–ı¸ıø“¢ŒΩ““Äm ““§§‚§fiıø§‰ıÛÛıı¸fi˜ÓÌı‰˜–fiÓıı‰˜ø”‚–”˛‰~†…nÂı”ı‰”ı¯˜ıø¸FÆÆ∏Ω‚Æ˧¸”“†‚ë “§ıœııfiıı‰‰fiÓ˜˚”–ıÛı˜–”“ÓÂÂıøfi‰Ÿ †ıÁ”⁄ıÛøÛ˜ÓÛÂı“nF‚Ω§π∏§ø”˜†Äm£‚‚”⁄fifiÓ‰⁄∞∞œÓÓ¯ı˜‚˜Ωıı”fi˚˘Áı–ııÌ2̘”¸Áı“ıÛıı†¸ıÛ“‚”nm‚ ∏˜Ω‚‰fi†ÜÜm““†ÓÍÓÓ‰∞§œËÓııÿ…“˛ı˘ı¯¯ÛÛ˛ı~“ÌÓ˜ı¸”˜fiËı¸ø‰‰Ωııë“Â⁄‚‚◊ˆ“˜‰‚“§m“¸””Ó‰Ó€fiÍ∞⁄∞œı¸ÿ⁄ÂÂııÂÛı˜ıÛÛÓ‰˘˚˚˜ı‰”ıı˜ı˜ıı⁄‰Ω˜‰‚øΩ∏ ÿˆ”ı˜‚‰‚∏ Ωı˜fifi͘ÓÍ•‚⁄⁄Íıfi“ı˜˜¸˝Û¯˜ıı˜ZıÂıÓ˜˜˙ıı‰fiÂÛø¸ΩıˆÌ˜‚ΩΩπ⁄∏‚ıΩı‚ˢı˜˜‚⁄ı¯˜Íıfiæ‚⁄‰‰œ§˜¸fifiıÛı¯˜¯¸ı˜Û˘˜Ó‰˙̘ııÂÂıfi˜Û”Ì“‰“”∏éË ˛ı5Ë◊ËÂÂΩ˚‚⁄Ωı¯¯–fiÌfiœ∞æ⁄”ı–ı˜ø‚Ëıı¸˜˜ı¸ı˚Ÿ˜˜Ì˚Ûıı˝Â”ı¸ıÌÌ˛‚~“Æࣘ¸ıËÿ‚¸ø¸˜†⁄ÿıfi˜ııÓ–˜Êfi”ΩıÛıı˜Ÿ˜Û˜ÓÒËı¸øÌ˯”˙πı˜ˆ˝Áıø¸ı˜∞‰‚Ë“∞à∏ ııÌ̘ıı¸˜ıfi·fiı˜––ͯ¯Óıı”˜Âø‰Ëœ˜Û¯ı˜˚”¸˘‚ıı”˜◊˜ı˚½ı¸øı”̆“
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  23095.        tile $00000FEBıΩ‚•⁄ı”¸øı§œ⁄“”˜fi¸ıı”Ó˜“˛‰†œı¸Ωı¸¸øfi§fiË⁄ı“‰ˆı”“˜øø‚˝ı¸˛ı“Ω§˜‰”ÛÛ¸–ıΩfi‚fiΩıı‰fi˛ı~͘ıfiÌŸ⁄œ⁄”ıøÂø”˜ıı‰“ ∏‰˜–˜Ó‰”¸”¸”Ω˜ı””ı”˜‰Ó”†˜”ı”Ω˜˜ı‰”ıı”Ω˜˜”ıı˜fifi–fiÊ⁄Íͧ”¸ıı¸ı“‰“˜”‰∏‚ıı˚‰”““””ø˜Ωı”ı‰Óœ‚ı”fiΩ˜“˜˜ıø˜ı˜“ ‰“ΩÛÛ#œfl˜fiııfiÍœ“†‰‰”¸Â¸ı”˜ı””˜˜ı˜fifiı“Ω˜fi¸Â˛ı~”˜‰˜ı“”˜ı§“ΩΩ¸ı˜ıı“‚““ı¸ı˚Ÿ¯‰˜–”‰±‰†‰⁄‰Û¸ø˜ı”ıı”˜Ω¸‰fi˚”ııΩΩ”ÛÛı˜˜–˜˜–‰”Ω“”Ω”˜ı”“ıÛΩ†¸”øı˜ÓÓıfi¯Ûıfi‰Ω‰⁄†Ì“ı¸”“Ωıı”˜”ı”ıı”¸øıı”ı¸ı”˛ı1fi”“ı–˜ø”“”Û”œ“ıı˜”˜¸Û–ÍÓÓfiÛıÓÍ–¸”‚””⁄“˜Ωı””ı˜”˜˜ı”˛ıÛFı”˜ı¸ıı¸ø˜ı”Ωı”ı˜”ıÛΩ‰fi‰˛˜ˇ”Ûı¯˛Ó¸–˜⁄·”Âıfiı†‚∞“¸˛ı¸ıı”˜˜ıı˜ııΩ˜ıø¸˝ı!fi”‰fi”fiÓ‰˜ı¸”ıı”fi‰”ıı–˜¯ı˚˜ııÍÿÓıı˛“ §o§”˜ıÂøı¸ıı”˝ıˇ˜ˇı¸ııfiıΩ˛fiIı”‰⁄‰“ıı˜ø¸ııfifi”ıı‚ııÂø¸–ıœ⁄Ó ÿ˜”Ω§∞““ı¸˜ı¸˜ΩÛ˜ıı¸ııΩı¸ø¸”˜˘””Û”†‰‰”‰Ë”¸“Ω˛ıd”˜ıøı⁄ıÛıÛı˜–ÓÀÍ…Δ·‰”oo†“”Ω˘¸ı˜¸ııÛ¸Ω˜˜ı˝Âı˜ı–˜ı–˜“Ëfi”˜⁄‰¸”ıøı˜˜ıı¸ı‚”ıøı˜‰˘fiœÍæ¬ç ı†œ§ı”“˜‚‰¸ı˜ıÛ¸ø˛ı¸Â¸˜”–¸ı˛”‰œ‰ıfifi˜ıÛ¸ı–”fi˜“¸Ûfi–¸˛ı ¸ı–¯fi†±üÿ⁄“Ω“¸¸“–“˜ııΩ¸ııÛ¸¸˜Ω¸¸“˝ı”˜”“‰”ıfiı˘ı¸øÛ˛ıfi˜“––ııø‚˛ıg͉ÍıÃ∫÷ÿÌΩ‰”–˜‚‰–”˜Û¸¸Â¸–øıı¸Âøııfi˜ııΩ‰”ııfiıı˜”Âıı–”‰ı‰˜˘–ıı”ıÛ¯Ó˚Ó˝–⁄‚”˜”‚‰‰““‰ıı‰ı¸Ωı¸ıı¸ı”Û¸ÂııfiΩ¸”‚”˛ıøı”¯¸Û˛ı=”ıø¸ıÛÂııÛ¸Û˜Ó˚fi˘fi”øı¸“‰”fiÛ˘”ıÓ˜Ω˜˜ı˜”¸ı¸–ıÛııÓ˜‰˜ı”ıı∞Ìı˜˜“ıÛ˝ıΩ””ıΩ–Ó˜ı˘ııŸÒ˜ıı“ıFı˜ı˜ıÛÓ˛ı˜””ˆ”˜¸”ı¸Ûø”ı‰”‰”˛ı=”ÿ„‰ıÓ‚ıÂııfi”∏‚ı”˜ıÓ‰¸ø” ´ÿ¯fi‰˜˜ı¸Ó˘ııfifiıı”ı”ˉ˜ı˜”ıı¸ı”ı˜ı¸˛ı)”ÌË”‚ÌΩı˜”Ó‰‚  ”øı“ııÂı ´ŒıfiÓ˜”§ı‰„fi˜ıfiÍÌ‚˛ıŸ‰Û˝ı”¸ıl͘¸ı˜‰†“œÓ‰˜ı˜‰¸fiÓ”m ”¸‰‰”“ı–‚ ˜¸”fi͉‰ıı̘˜fiı˜ÓÍı–ıÓ˜Û¸¸ø¸ıı”ı¸”ııøıÓ˜§‰‰˜Ì˜”˜ı–˘‰”fi§‰†Ì“ıfi˜ı˜˜ø¸ıı”fifiıÛfiÓ˜ı¯˛fiı˘ııÍfi˜¸Ωıøıı¸øÓ”˘ı˜§fi‰§‰ıfifi˜˝ıͯıfi‰⁄‰–fi‰˜ıø¸¸ø¸ø˛ıbÛ–¯Ó–ıfi˜”fiııÛıfi˜œ‚˜ıÂı”Ûı˜ıı˜ıı”ıÓ‰ııøÓÓı¯ıÍfifiͯÓfiıÓÓ˜ıÛÛ¸¸fi˜ıı˜ı˘ÓÍıı”‰Ìœ˜fi”ı¸fiÌ̉ı¸˜”¸¸fifiÛı˜ı”fi‰Ó˛ıE˜ŸÚ˜–ıı¯Ó–ıfiı˜Ó¯fi˜ıÂø”Ì”øÓ˜˘fifi¯˜ı”⁄œ‰ı”fiıfi”˜‰”ııøı˜ı˚͘fiıı‰ÓÓ¸Âı‚˜˜Ó¯ı¸¯ˇÓ~‰˜‰Ÿ‰˜ııfi‰ø¯ÓÍ–fi¯ıfiı˜§‚“fiıı‰˜˘”˜”ııÂı“ıÓ‰Ófi˜‰˜ÓÌfi¸“fi–ÓÓ¯ııÓÍıÍÓ⁄fiÓ fi⁄˚”œ‰ÛÌ˙‰˜Ífi¯””ı”‚Ωıı“˚ıı˜fi˜ı¸Ûı˜Âı–̉¯fi͉⁄ÓÛ–œ Ó¯ÓÓı˘ÓÓ–fi*ıfi€˜⁄fiœ⁄ÍÍ”ı‚œ”ıfi˜ı”˚““Ωı”ı˜˜”ıfifiı˘Ûıı˜ÛÛıͲıÓÚ⁄Ófiı˛ÓfiÓÓfi˜¯ÓÓı–”Ӏ͔‰Ó͉˛ı˜¯”Ͳ‰ ‚§“‰Ω”˘ı‰Ó˜fifi˛ı˛˜`ı˘ıfi˘ıÓ€‰ÍÚ„Ófiıı¯fi˜⁄ÌÍÚÓ¯fiıÍÓ‰ıÍœfi¯ıÍfi˜Í‰Ó”“œ‰”fi‰‰˜ıfi˜¯˜fi˜ı”‚˚”ı˜¸ı˜ıı‰⁄¯ı‰ÚÓfiͯfiııÚ⁄ÓÍÍ€ÒÍfi͉–‰Ó˛ı'˚‰˜‰ı”¯ı˜ı–ı§Ófi‰˜˜Í˜¯fifi˜˚˚˜‚Ó˘¸Í˜Ωı”ıfi͉˛˜ Ó˜ııfiÓ‰ıÍÍÓÌÓ˛ıfi¯˛fi͘fifi˛ı<–ı˜ııÓ‰˜‰€˜fi‰Í˜ııÓ€§‚˚¯ı˜”ıı¸Ûı˜fiÓÓfiıÍͯ˜Ífi¯Í¯ÓÍÓ¯”fifi‰fiıı‰˜ıı˛”ˇı˜”ı˜”fi˜Ìfi˘˜ÓÓ˜ı˝˜e‰fi¯Ófiı”¯fi‰fi˜±‰”˘fi˜ıÍfi¯ıÍÓ¯ııfi¯˜‰⁄ÓÓfi˜˜ı”˜˜¸ıÍ””˜“ı”‰œ˜ıÓfiÓÓı”fi˜Ωıfi”‰˜ıˆ‰Ó˚fi˜Ÿ‰””¯¯øıfi¯–¯€⁄ıfifiı”‰ÓÍœÓÓͲı˜øıfiıı˜º“Âı”fiÍ”ı€˜–¯Ó⁄˜Û˝ı@¸ı˜fi”ø”˜fifi˜ıı˘¯˜¯ıÍÚ±‰˜fiı˘–”“fiı˘ııÂøˆ”ı˜fi“ı“‚øø˜“ııfi⁄fiıı‰‰˜Â˜ııÛÛ˛ıGfiııÍ”fiÓÓ–ı˜fi¯ııÍÓ€ÚÓ”ı‰“ıfiıøııÛ”‰ı”˜˚Ω”‚“˜“˜ÂÛÓ⁄˜ı‰˜‰˜¸fi˜¸˘¸Ú˚˜ÓÓ‰˜ıfifiÍ˝ı¸–ııÓ‰œÓ”ıfi‚”fi–˚ıˇÂıfi”fi“ ‚Ω”ıÛ¸œ‰Í–˜¯Ì“”¯ÓııÓ˚ÍÓ˛fi˜fifiıı˜fi˜˘Ûı–ıfiÓ⁄fiøø‰⁄fifi¸¸ıˇÂÛı˜ıı“‚§“”ΩÛı”˚fiı¸ı‰ı˜ıı¸ıÓı¸¸ı~Ó˜ıı¯–ıı–ı–˜fifi‰fiÛ”‚⁄”ı˘ı˜‚˜øıı˝Û˜¯ı‰‚“øııΩ˜‰˚˜fiı¯˜“˜ıÂıı¯˘–ı¸”ˆı‰fiı˘˜ıøıı¸ı‰ı˜fifiÛ¯˜”¸–ı˜”Ë‚”ııÂÂfiıı‰‰ıÛ¸¸ıı”˜ÛÛfi˜˜˚˜ÛÛıı”ı˜‚ø“‚–˜ıı–˛ıø¸øÛııfi¯ıÛı˜”ııfiı”˙Ëı¸Û‰˛˜F”¸”ı¸ıı¸ı˚˜ÍÓ‰ı¸”ı˜ı˜”¸§‰“ˆ”ııøı“ı””øÛÛı”ı˜Ì‰‰§fi˜fiı‰˜–¸Û˚“‰‚˜”ıÛ˜˜ÂøÂ˚ı:˜‰ËıøıΩıÛø¸Ω‚†‰‚ı˜ıÛ˘””˜Ìııø–˜–ı‚̧‰‰”‰˜“˜˜–¸ËÌ”ı‰˜”øı”ıÂı¸˛ıX–ı˜fi Ω¸‚”¸“ΩøÄıΩ”“⁄øÂÛ”“ıfifi¸ıÛøÛÛ‰‚“”fi–̉–”Ó”“Ë“‚˜“fifi¸”˜”ÛÛıı‚‚Ó˜Ó˜‚Ω”“ı¸˜“¸Ä“¸øı∏∏øø”fi˛ı ΩøÂı¸“˜fi”ı”ı‰˚ı¸fi˜⁄‚‰‰˜“fiı”Ó˜fi˜ÛÛ˝ı5ͯͧ“‰ΩıΩı¸Ç§“¸ø˜œ‚Ω“ı˜ıø¸§Ë”¸“¸‰Ì˜ı¸ıı˜‰‚ÓıΩ•“Ω˜fi”˜–Û˛–ÓıÛ˝Â”˝ı “ı”““ıÂø”““”˛˜;“˜∏“¸ø¸ø  ΩÂǸı˜“ıΩ¸ı˜ı”Ì”–”ıÛ”ˆıı˜–ıfi˘–˜ı˝ıı¢ıÓΩø”Ë‚¸¸ı”ø“˛ı~–ı“Ÿ“ıı””  Ωø¸ÂF“‰¸Û””˜ıÂı”ı˜Ωø‰˚ÛÛÚÓıfi”‰ı–Âı”˘fiı–Ω¸”‚fi¸Ω–ı˜Ωı”¸¸Û˜‚˜Ω˜“Ω˜‚§ııø¸‚˜Âø˜˜”˜Âııø‰˜Û˜œ”–ÓÒıÛ–fi†“ı”˙‰ııÛmĸ§”¸øÛ˜”ııı¸Ω˜“ı¸øı“†“ø”Ω¸øÄΩ¸”ΩıÛ”Û˛”?˜ıı‰˜ıı˜Í”ÛııΩı”‚‚˜ıfiøJΩÛ˜‚Ωø¸øÛ˜˜ø¸ıı˜ıø¸ÂΩ“˜ËıΩıøøˆΩ“˜Ωøı–ı‚‚Ω˛ı    ‰ÂıÓfiıøıÛ–˛”‰””˜˜”Fıı‰“‚‚ı¸¸ııø˛¸ı˛¸§“FËΩøΩı§∏Ω‰“Ëıø˛‚\§Ω¸ø¸ø¸ı‚˜‰˜¸Â˜‰ııÛΩ““∞œı‚Ωˆ‰˜“Âøı¸Ûıı¸FˆÂ¸““ §¸”“‚৘“‚ΩøŸÆt”Ω“ΩΩ““ø“˜”˜–ı‚Ó˜¸Â”“Ω§∞‚ˆΩ˜˜˛ızÛ””ıÂΩ”ıı¸¸§FøΩ†nmΩF”o§¸†“ø¸”“œ“†ı¸§§ö맂øøfi”ıÓfi”Ωıø§Ω–”ËΩıfi¸ıı˜˚Ωı”¸Â¸Ω“¸ıΩ”““†ı”Ωø“˜Âø”–øΩ⁄∞∞≠mn맧ΩÂø˜˜Û”ı”ıΩ”Ω““‚ˆ¸¸ıÛı”ı“”ÛıΩ˜Ωø¸Ω˜“Ω¸˛Âfiø”¸Â²ıfi§~úo‚”§∞§”øı͘ø˛ı‰t¸Ω“FËϘ˛ı¸Ω¸Û¸ıı”˛˜R‚Føħ”§ÄÂø‰Û”ΩıΩÛÁÂÂÛÂΩfiœ†••Ç†oœ‚””˜‰ı˜”fi”¸ÄΩ˜ŒÏı¸ı¸”ıı¸Â¸ø”Ω¸†§””Ωı§mø¸˜øÂFF–½˛Â'–fi”†‰†ıø–†∞“ıΩ”fiı–”Ûı”–§ëΩ‚£ı¸ı˜˜ııÛÂı˜˛Ω§œ””Ω”†ø˛ÂΩ“øÂÂÁÁ˝ÂÛÛ”ı”Çfi†ı¸˛ø~Ω”ıı””¸ÛÛ–‰ £§‚ËıÂıfi‚fi˜ıΩ¸ı˜fi“”†œ‰‰”Ω“F¸ø”ΩXÂı¸Â½¸ıÛÂıı–ıΩ”ıÂÂı œ§œ“Ûø¸fi ∞fim“¸˝ı¸ıÛı¸ıı¸ΩΩfi“fi˜œ‰ı–‰”““†Äø‚‚“ıøÂΩıÛ”ı–ıÛÛΩΩˇΩ‚⁄‰⁄‚ıÛÛø–‰Í¸ı”ÂÛı–˘Û˛ı~¸ıı–”‰†ıfiÌfiÛııø”oΩÂøı“˜”¸ı¸øÂÛ¸”ıı–ÂÛ“‚†øı”Ω”fi”ıı‰”ıÛ˝ı¸ı¯ıÛÛıı˜ıø¸ı”Ìœ””Ófiı“˜øÛ”Ω¸˜Ω˜ΩøΩΩøÂÛ–Û–fi˝ø˜ΩΩ““øø¸ı–‰fiÂÂı˚ıÛfi˜¸Û˜ı4¸ıÂı”“Í“”ıÓ˜”Ó‰ıÛø”†Ω§“ÁÂ¸Ω“‚Œ†¸øı–ı“ΩÛ¸””–˝ÂøıÛÍÍ$
  23096.        tile $00000FF8E¸ı˜ıı˜‰fi”̉ıı¯fiı””‚‰fiı˜‰Ó”Ÿ∞ÿºÂ¸Ó˜Ì«¡÷‚¸“∏‚œfiÌŸ†ı“ˆ“ı˜ı¸ıı“§o“‚ŸÂø”˜øÛ˙ıˇ˜ˇıfi‚‰Ω˜ı”˜fi⁄⁄œœ”˜fifiÌ«ÕϘ†˜⁄‚˛ÓIÒ”¸˜‚“‚‚Ω¸ıΩ”‚§”‰⁄Ûı˜“Âı˜”ıÛÛ¸ı͘ı–˜fi˜”˜ııfi̟执ˆ˜˜‰˜π˙˜“‚∞‚˜–˜Ì«‚˜‚ΩΩ‚‚Œ“˛˜ˇ”ˇ“”˜ø˜⁄ı¸˝ı?˘–¸˜fi˘ıÓ‰‚˜˜ı˜˜Ÿ∞‚œŸ‚”Ófi”̠ˉºö‚‚ıÚÓˉ’ ˜“‚‰ÿ‚˜”“‚“Ì‚‚€ıı‰“¸ø”¸–˛ı:˜fi“ı‚‰Ì˜ı˜˜ı±ªœœ “‰fi˜ ‚Ï◊§î∂‚∞˜Ófi˜˚ò∏“‚‚‰‚”⁄‚ıÓfi‚‰m‰fiı€‰ıÛ¸˛ıøfifiı˜¸”ı˛˜Y̘¸ ™‚”“Ó“Ω‰±œ‚Ÿ⁄àîù‰Ó͘Íı⁄§⁄ “˜˜ı˜†øfỉ‰“–˜‰Ìfi¸ıøı¯ı¸˜ı“””‰”¯˜“ˆ˜ı˜÷ÿΩ“Ó”ıøı‰‰§∞‚∞Ÿ‚Ó‰ı˜ı˛˜”˜‚¸¸ÂÂÛÍÒÌ‚mı˜˛fi”˜˝ıA¸fiı‰˚ı“˜ıˆÌ‚¸Ûˆ‰Ë§“‰⁄fiΩ¸–˜Ó˜†fiœ‚‰˜ı”‰˜˜fi˜ˆ÷“¸Û¸Ûfi‰“‰§”ııÛı‰˜ıı”¯ı‰˛˜ı˙Ƙˆ Ëıø˜Ì‰Ωıfi˙”ı–ıÓ˜‰””˜‰˛˜:‰˚Ó˜”˜‚‚ı”¸Ûıfiıfi‰”˜˜ıı˜‰‰fi˜“‚ı‚˚””fi÷«“Ω‰˜Âı˜Ë˚ı˜‰⁄”Û”˜fi‚∏fi˜˛‰˛˜pfi”˜”ıˆÌı¸ıı˚fi–‰˚˘‰Úı˜Ó‚‰˜˜“‚Û˜˚˜ıÓƺıı”fiø¸˜ÿ‚‚·Ó˚∏ıı˜”Ì»‚∞ “”ıÓıı¯‰˚“˜˙ˆ§¸˜ÌıÛı˜ıı¯˜Ó˜œ‰‰ıı˜¸”Ó˜ı‚⁄⁄“ııfi˜fi”Ë̉€˜Í˛˜~ıfi˜ËËœ⁄‰†˜‰ıı‰˜‰˜ˆ‡Œ÷˙⁄ÛııÛıÓ˜fi˚€‰Ú‚ÓΩıı”˜˜ııfi‰“œ‰ı¸Ì̘ӈfiı˜Ó̸Әııˈ““”‰Ó˜ı¸˜˚fi˜˜Ë∏ÏŸ‚ı˜ı¸–˜Ó˜Ófifi‰fi”˜‰˜fi˜¸˜˜”‰‰˚˜ıÛ˜Ó‰ÌË‚”˜˚˜ıO˘ıÛˆ‚‰ø–˜˜ÍıŸÓ”˜˚Ë⁄˜ Ë˜˙‰ıÛı˘‰˜fiı”˜ı”Ë˙̘˜fi˚ıı˜ŸÓøı˚Ó˜˜Ï ˚ıı˚ıı˜¯ı¸˚Õˆı–ı˜ı˜›Ìœ˛‰F“‚˚ÿˆ‰ıÛ˜˜¸ÍÌÓ˜ÿ‰”˜  §Ó˜Ì˘ı‰Ò”˜fiÌÓı˘˜ı˜¸˜ˆÌ‚¯ı˜¸Ì√⁄”ı˚Ó˜˜ÒÌÓÍ˚”ı˜˜Ÿ˚ıÛ˛ıˇ˜2fiÓ”ÿË∏ËË∏‰†˜Ó̘”fi‰‰Ò‰ı˜ı˜¸Ûıı˜ıˆˆı¸¯ˆ˚ƒËıfiÚ˜Ó˜ÓÚfiıÌ˛˜fi˜˜ı˝˛ı‚–ıfiı‚Ë‚‚§Æ‚“ı“˚‰˜ı‰Ì˙‚”˜”˝˜¸Ì˲˜<ۯ̘÷ Ω‰Ú˜˘ı¯ÓÍı˚ÍÚ‚˜ı˘ı¸ı¸˜Ëııfi˜ÌË‚˜Ω‚Æ“ıΩıfi˚‰‰‚Ÿ‚”“ıı˜˜˚ıˆ∏˛˜9Û˜˚ıŒπ†”ŸÍı˜˜ÓÓ¯˚˜Ìÿ˘˚‰fi”¸‚˚fi¯˜Ó̉ÌııΩ‚ËË”Ωı˚Ÿ˜fi˜‚˙◊ı”˚ı˚˛˜ıfiııÌ“˜◊{ö§Ófi¯Ú˜¯˜˜ÌıÌ„π⁄Ì˛˜#ıœ˜ıÿ˜fi˚˜Ë‰ıı˜∏‚”˜˜ÌŸ‰˜˜⁄∏÷ıı̘˚˜Ó˜ı˛˜~‚˜Ì∏|^  ı”‚͘¯˜˜”˜Ó˙⁄˚–ı”Û˜fi˜»˚ıËÚˢ˜”˧˜øı˚ÓÓfi“∏Ìÿ˜ıË˚˜Ó˜˜¯¯Ó˜Ì˚◊}ëënm‰ÓÓ˜ıı¸ı¯‰ÓÓ‰‚º”Ûı˜˜Ëˆıfi˜Ì· ‰“˜‰‚ı˘ıÌÿ“fi„§‰‚“⁄ÌÓ˜˚Ò˜ı˜G˚̉·÷π∏é‚∞ œÚÍıÛÛ¸¯ÓÌÓfi ÷”ı”ı”˜˚‚ı“ÓËÌ‚Û”Ÿ˜Ûı‰Ìœ‚ œfiÌ‚⁄‰”¯¯˚Óı˜Í˜ıÿŸ‚∞‚˛§*Ÿ›‰ı¸Â˘ıÊÒœı”“ıı˜ÛııÚ÷˚ËÓ‰Ÿ˜Ì˜ı˜ı–fi˜˜‚ܠ듘˛”¸ıÛÛ¸˛ıˇ˜Ë∏§ §“¸“Ÿ ˜fiÛÛÂfi˚ʉ”““ø¸–Û˛˜ ÙŸ‚‰ÓŸıÌˢ˜˜˛ıfi‚π∞‚⁄‚–¸–ı¸ı¸ı¸¯˛˜
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  23111.        tile $00001006] §‰ππ˜……øœ∞ͧ…êØÓ±≠±œıÓÿÍÓ…ı‰ÌË ‰fiÌÓÓ‰¸n¡Ñm¸ΩÒ˜ÓÓˈ˜ıË∏ª⁄“”øÂÛı¸€fi‰∞º∞ºŸı‰Ìfifiôï±∞Ÿ»…Ÿ”‚±‰ »•¨§˝‚~⁄˚‚‚“ÆÑg“ΩÛ˙Ò‚ıˆËıı⁄˚ ‚”ıı˝Â˜˜fi–‰†ŸÀ±⁄fiœœ‰“õüºº ª≠ŸÒÌ⁄ÿ± è∞‚§~ ‚ÌÓ‰§àA§˜ıø˙·⁄”‰Ωø¸“†∞∞–¸ı˝Âıı‰fiÓ∞⁄œŸŸ˜‰⁄ »àŸŸ⁄∏ …¨»∞fi⁄À˚†Ÿº‚”•ˇ‚~ˉ”mÖa†¸Âı˜Ë·Ì⁄¸Âø˜†  ”øıø¸ÂÂÍŸ⁄±œÓÒÊÓ€‚∞¨π§ ‰˚Ÿ ùØ„⁄⁄·ÌÓ∞⁄“”fi∞·⁄‰‚∞ÜÜÄıı¸Óı ˙§Ω““˜”§†”¯ı˜‚““€±Ì⁄∞ŸÒœ‰ ∞∞ ⁄‰Ì˜‰ ‚ ¨…Ÿ‰ŸÚÌÓœ˜ıfi€Ÿ‚‰ÆannëΩ‰”̸‚ÀÓΩ“ ‚”‰fi˛ı~fi‚ ‚˜˜Í ÌÌ€Óœ”ºŒ ⁄˜¸ı˺∏ÿü~æfiŸŸÓ˜Ó͘ı˜œœ§ÆöÜöÜ“‚˜“˜‚⁄Ÿıø‰§”fi‰˜˜ı”†Ωm–ı‰»•§Ø‚ù∞£Ÿ⁄ÿÌ‚‚“ŒŸª™Ÿ”ÍÀ∫⁄ÓÓfiÍfi̱∞†£Knén§“”“Œö†⁄Ó–”†Ωø˜‰ÓDıfifi¸”ı˜ˆπ†Ü´ë§⁄ÆŸ⁄ËÒ⁄Œm낺ò§–˜ÀîŸÓÌ∞“–œ≠∞†~ªë§F–†˜”àgı‰⁄Ífi˜”¸Ω”⁄Ó‰ıøø˛˜8œ“ëÆ †§…‚∞ “‚∏Æm⁄«§fi⁄⁄±⁄Ó‰fiıfiı±Ÿ§£än§ııΩ¸ıëëΩ–ÓÓfi‰–“–ÂÌÌ˝ı~˜ı˜“˜ÄË∏¸”^|§ºÀ‚“ënn‚Ø˙Ω‚⁄œÿ·ıøÛ‰€‰⁄‚ §‰“‚œfi†¸Ω†“”¯Ó˜‰˜†˜”‚˜–ı”–ı˜˜⁄Ë“§mΩ§Ø§” ⁄Ω“§∞∏œª…Ω”““‚…‚øıœ…”” ⁄†‚‚Ë€˜‚¸¸§‚“˚„Ëfi∞“ı‰·Ó”ıficıˆË Æ∏§∏m‡‚§““∏ˆΩ˜Ω§⁄ª»À˘˚⁄“‚‚ı”˜‰øı‰˜ø‚∏⁄”‰˜ø¸π£‰Õ«œË‰Ω”‰ÓÍΩ⁄‰ËŸÌ”⁄ ∏Œm§ªª‚Ë”˜Ω¸“§ª≠∞ËË”⁄“fiˆ“”¸¸Û˛”~ı‰Ÿ““Í”¸ÂÂŒπΩ˜ Ÿ⁄˜‰”ıÓfi”ʉ‚◊§ø‚º‚‚§F«£Ω‚ˆˆ“”‚† ≠∞œ∏Ω˜ˆıfi˜˜Ω¸ıı˜˜ˆ”‚ı†‚‰¯Û˝”˚ıø¸Ë‚ı‰ˆ˜ÌÓfi‰Íı‚‰‚‰œ§m딺 Ω‚Ó∏˙˜Ÿ‚œ…‰†§˜”fi˜Û‰˙¸Ω“ıfiDı“˜Œ“””ıÛÂÛ”¸ı˜“””˚‚fiÓı”ıÍ¸Ω”ËŸfiœœ⁄‚⁄‚ı‰‚‰⁄Ω‰Ë‚Ÿ”Ω‚˜“ı¸ıÓÿΩ¸†“¸ıı“Õ˲¸Ûı“ı¸˜“˜”ı‰Óı¯˛Ûı‰˙§Ω⁄†œœ§“Ω˜ı””˜ˆ”Û˛‰#§““†‚¸Âıı∏∏ΩF§Ω‰ “ª ¸¸Â¸ÛΩŒ“øΩ˜¸¸””fi˛ı-˝Ûfi˜ ⁄ÂıÓ†œ‰fiÛıı˜ıı˜‰ıfiı§§“”ıøıÂıfiÓœΩΩ ‰∏÷Ì∏˙Ω˛ı=¸ÂπÜ“ı“¸ø˜˜Û¸‰˜˝ı¯fi”‚”–ÍÍÓ‰‰Âı˜Û¸”fiÌıfi‰‰œ§“ı”˜ıÛ˜˜fiø‚´‚‚ÿÒÿ◊˸˛ı~Â}zm˜”Ω“Ó˜ÂÛ˜ıı¸–˚ı”˜ıfiÍÍfifi˘ı˜ÛÂııÓ–˜Ëfi†‚§§Ófi˜ÛıÓÓıºπ†‚ŸÒÓÒ‚˜–ı¸Ûn<mÛø¸–Ó˜ÛÛ¸Û¸ıı·˙ı””ııfi͢”˜ıÂı˜ıı¸˘˜‰””‚‚”ıÚ˜ÛfiÓÌ»‚§ÌÒҘ̓‰ËΩ~ÛıÄ=π¸ΩÛ–”fi”˚ıÂÂÛ˜»ÀÌ””ı–˘Íıfi”ı¸““ıÛ–˜ÓÒŸ‚“ıÛı⁄Ÿı”Í»ªı‰˚ÓÒËÿ‚ƪ¸ÂøFéƸ”ıÛÂı¯Ó˜ı˝ÂıÒ⁄Ÿ˜ı”ı˘¯‰“ııË∏˜ıÛ¸¯ÒÿÀ‚‚˜ı˜¸“¸ııœ‰Ω∏⁄ÓÌÌ∏Œπ‚ˇø6¸”‚n‰øıfi˘Û˘˜ıÓıÂÂÓŸ„⁄ı˜ıøıÔÛΩ‚˙‚¸¸ı¸”Úœ±ÿ‚̈øıøΩΩ”⁄ ª ˛˜~ıÌ«¨Ÿ‰ıΩΩ˚‰˜ıı˜Â˝¯¸˜˜ı¸˘⁄ÌŸ‰Û‰˜ÛÓ”ı»›⁄ı¸ıΩÛı‰€±Ÿ ‚”ı“‚ËÌΩ“∞∞̘fi˜Û˜ŸÀ⁄‰˘˜“¸Û˜˜ø¸˘Â˚¯Ûı˜¸¯ÍÓ⁄⁄ÛfiÍ–fiø‚ÿŸ˜ıı‰¸–Ó€Ú€€Ú¸ø¸‚∏ †ı“‚œ˜ı˜ı‰ÌfiÍÓıı‰˜ÂÏ÷ı˝ı˜˚˜˛ı'˜ÀÊfi⁄⁄˘¸˜Ûı”Âø–˜˚ıı‰ııfiœ‰Í‰Ó–ı¸⁄Æ“⁄‚ˉ”ı˛¯ˇÓˇfi~ÓÍÛı˜˜◊Ô◊¸Âı–˜˜ııfiÓ⁄¯⁄ÚıÓÓı–¸ÂÛ¸ı˚Ó˜˜ııø⁄€fi‰Íıı–§—€ı€ ”‚˚˜fiı˜˘ı˜Í¯fiıfi‰‰⁄Õ˙½ıı˜Ú˜¸¯ÍÓÊÚ¯¯ÓÓı–˝ÂÛı˜Óı¯Ó˜–œŸÍ‰¯fi˘ıøœŸ‰Ìıı˙Ÿ˜¯ı¯fiıHfi¯¯˜ıÛıı–ÓËıı˜¸˜ÿfiÛÚ¯¯⁄ÚÓıı¯˘ıÛÂı˝ı˜¯˜ÓÌ”ıœÓfi‰Ó–ı”–ŸŸ⁄–”ŸÿÍı˘˘Í˘˘ı¯ÍıÛ¸ı–˛ı4˜‚ ‚Óı˜Ó¯˘ÊÊÓÓ˘¯ı˘‰˜‚½ÓÒ˜fi‰ııfi”ıÍÍ–ıÓı‰⁄ÚÊı˜ÚÓ–ı¸˘¸˘˛¯Ó–˛ı'fi¯ÂÛ“Ë̉ıÓÍÓ¯¯Í˜˚¯¯Ó˘Ó˜˚˜Â˜Ë¯ıı˜–ı”––‰––˛”-–ÊÒ¯ıÓÓı¸¯–ıÓ¯˘ıͯı–ÛÓÓÛııÂΩŸÒı¯Ó¯ı˘”ıı¯Ó¯ı¯˜Ì˝ıZ”ıfi˜ıœfi˘Í˜˘ı‰ÌfiÍÒÊ˘˘˜˘¯˜˘˘ÓÓ¯˘¯ı˘˘Û˜Ú¯˜ı˝ÛÌ̸ııÛ¯fiÛÁıÓ¯¯ı˘fi˚”¸ıÛı˘ıÓ˜‰”ı¯ÍıfiœŸÚÚ„Ò–˘Íııfi˘˘¯˛ÓÚfi”fiı–˘˜¯ıÛÛı˜˘¯˘˘ı‰ıÛ˘˝¯Û¸Û˜¸ı¸ÛÛ˘˜Ó–fi˜”ı˘–fiʸÓ˘ı¯˛ı/¯˘ÓÊÍÚ˜ıË“ıı¯˘ÂıÛıfiı¯¯ı˘˜ı˝ı˘˘ı͘۸◊˚˜ı˘¸ÍfiıÓfiı˛Û)Âœ·Ó˘¯¯˘¯–ı¯ıÓı¯¯ÓÊÓı†ıÛı–ı¯ıı”Ó¸ÍÚÚı˚ˆø˜ı˛¯~Ëı¸Ì»Ëı˜˜ÌÒ˜ı”ÛÛı˜–˝fiÀʯı¯ıͯӯı¯˘¯ı¯ÚÓͯ‚ı˘ııͯıı̘ÍÒ„Í⁄˙ıı˜Ó¯–¯ı¸˜‰Úı–˜œÌÓÓ”˜˚ÓÓ˜–ÛÓÓ˘˘¯¯ı˘¯¯ııfiı˘¯ÚÍͯ˜Ó˜˘Ûıfi¸˜ıÍÍÚÓ͉øÛ–¯¯¯Í”‰§‰Ìfiıfi˜‰Ó”ı‚…Ì”˘fiıÍÓ–ı˛¯~–˘¯˜ıı¸ÂıÓ˜ıÓÿ⁄Óıı˘ı˝ÂÂı¯ÍÍÓÍ–ÛÛ˘Û¯¯Íı‰‰˜”Óıfi‰“ı‰˜ı Ÿ˜Û–fiÓÚÌıı¯Í¯¯Í˜¯ÛıÌÓÓ˘–Ì‹ÀÍı¯˘Â¸ˆˆÓ¯¯ÊÓı˘¸˘ıʯ¯Û˜fiıÂÍŸıÛ˜– ∏Á‰”fi¸Ûı⁄⁄ı”ı.˘ıͯ˘ıÛ–ÀÓ¯˘ı†æ⁄ÓfiÓ¯Û‚∏ ‚ıͯÚÚ˘Û˘ı¯˚Ê͢¯ÓøıÓΔÀÛ˛ıF“FÁÛıı˘Û–fi‰fi¯ı¯ııfiıı˘Û˜Óı˘Û”–”ÌıÒÚ fl Ÿ¸Ó˜ÍͯÛı˜¯ÍÚͯÍÚ¸–”æŸÊ¸ı¸ıı˝Â¸Û‰˛ı ¯Ó˜ıfifi¯ŸÚ˜˜ı˛˘CÂÛ¸ÛÛ˘Ó⁄˘”¢±⁄˚ÓÓ˘˜Ó¯ÌÓ–ÓÚ˘ÍÓÚÍıı–fiÚÚ–fiııF¸¸‚fiıÍÓÚÚfiı¯fiÌ„„Òfi˝˘˘ı˜˜Â˛Ûy¯„ÊıœÍÍ«ˆ˜˘Ó€Ÿ±ÓÍÍÓ¯ÍÚÚÓıÍı–ıÓÓ¯˜Âˆ‚“§ı˜”…„Ú„˜Á–Í”œŸÚÓ˘Ûı˜”ıÛ˜˜–˘ÚÊÍ”ı‰ˆÌ˜ıÓ€—„fi‰Íͯ¯ÚÒ¯–˜ıÛÛ–ÒÓıı‚§“‚§fi‰ŸfiÓÚ¯˝˘–ıÓ‰¯Íı˝ıı˛Â‰Ìfi˘¯˛Ó~͘ӂfiÓÌfi⁄ŸıfiÓÓııfiÒ˜Û˜ıÛ˘ı„€fi§˜¸ΩΩ‰”ÌÌø˙·˚–˘Û–ıͯӘÛÛıı˜¸”‰Ó¯˘ÓÓı˘Ó‰‰¸Ó”“†∞€ÍÍÓÍfiı˜ÓÛı˜fiıı̉‰‚†Ωøøı˜ŸÓÂË÷˚¯˘˘ıfi––¯Ó˘ÛııË““⁄ÓÓ–¯Í ¯ıÌ”Ω”ÌÌ∞‚⁄Ÿ˜˛Ó<¯ı¯‰ıÛı˚˜Ûı€Í⁄“Û¸ı¸ı‚Ì˘ııÛıÛ˘–¯ıı˜Ú͢¸¸Ω ‚±‰ÓÍ–¯˘ı˜‰˜‰fi  ‚J∞”˛Ó¸ıÓ˜˛ı\˚fiÂıÒœ‰”ı”ˈÂı˚ı½¯¯ÛÛııfiÓÒÚıÛ¸ÂΩ‚ ÓÙÒ˘Û˘ı¯§ıÂÛ‰⁄† ‚–ıÍÃııÓfiı‰ÓÓ¯ıı⁄‚ı˜˜Ìÿ“ı”Ëı˝¸ı˚˚ı˝fifi¸–ı‚˛ıqÛ¸”‰œËÚÛÛı˘˘øı¸‰ “‚“øıœÌ˜Ó¯˜ÍÌfifiııÛΩ⁄‚˜”‚Ë“ı”̸˝ıı˚¯Û¸˜ııø“”ı¸ı“‰ıı‰˜ÛÛı˘fiÂı˜ø˜‚“‚ı˜⁄fiͯıÓ‰ııÛı˜–”ÿËÌıı˜Ωø‰‚ÛÂı˛˜~ÛÂÛ¸ıı˜”ı–˘ı‚ÿ˜Â˜ÚıÛ˜ı˜˝ı˚¸”˚‰‚˜˘˜fifiı–ı͘øıÛ¸Ó˜˜ˆ§˙˜¸ÂÂı˜‰ˆˆı¯˜ıı¸ııË“”˜Û¸ıÛ˜ ÓÛıËııÓÓÍ‚˜˜ıı‰ı‰‚˜fi¯ı˘ı”ı–Û¸ÛÛ¸ı‰˚˜ıΩ¸ÁÁÛ–˜˜ˆÛ¸ˇıF˜ˆ“Ë“ı‚˘–¯¸øfi‰ıı˜¸ıÓÓıª∏ˆ”¸”ı”˜‰Ì˜Í”˜Óı˜”ı¸ÛıÛıˆˆ˜ı¸Â˝¸¸˜˜ÍËÛÛ˘¸Ò ıĈ–˜˝ıOÂÛ“fi˘ı˘ıÓ˜ÛŒ÷∑§ıøı¸–ıÓfiœ†fifi–Ì ı¸˘fiı¸ˆ‰Ωı¸ı¸¸ı”˜Ó˚ı¸¸ıÌ ¸Ω˜ıfiı¯fiıı˝“Ófi˘¸˘Óı§~à†˜˛ıOÛ–ıøı∞•”˘“‰”ı˘Ÿ˙ı‚ˆı˜“ˆ”‚‰˜Ì˚˜ıÌËF‚Ω¸“ıfiıfi˜ıı¸ıÛ–¯˘˘Úø‰§†Û”‰fi˜ıfiıÛÁ“õı†œ˜ı˜„‚˛ˆ+§‚¸ø˜¸˜‰ıË˙˜ı˚Ëı”Ω”˜ıfifiı¸Âˆ”˝˘¯¯ÛÌ÷‰”ı˜˜Âfi¯˛ı:˜Û¸ı““ø‰˜fi¯”˜˜ˆΩ¸‚ˆΩΩ˜§ı”˜˜Òˆ¸˜“¸§‚ÂÛͯӘ˘¸ı˜ı˝Û¯Í–ı“ı˜Û˜‰Û˛ı;”Û˜¸Ω˜Â‚ŸÍ‰‰˜”‰‚ı¸ø§∏∏Ω“‚øıÓıı‚”Ω”ø˜⁄ÛÛı˘Ó˜˝ÂÛııÛÛı˜ı”ı¸ıı”˜˝ı3˜‰∏ΩÌΩ”‰œÓÌfi˜Ó˜ı“‚m¸¸Äıı‰˜ı˜”¸ııø”ıÛı˘˜ıÁ¸ıı˘¸ÛÛ˛ıø¸“ˆfi¸ı‰˜ı˜Ë¡˙ˆ˜¸ı͉œ˜œ˜ÛÛ½”t“˛Ωı˜“ıı“”‰“ΩÂÛÛÂıı¯ÛÛ–ıÛı¸ÛÂııÛÂ$
  23112.        tile $00000FFFÛ¸˜ıÂı˜–ı˜ıÛıı˛”1†‰”“‰‰fi˜œ‰ı”ı””“˜Â¸F”Ω¸§§‰“ÛıÂÁÂFøıÂÂΩ¸ΩÛ–ıfiÊıÛ˘˛ı˘¸˜fiı˜ı˛‰?”¯fifiÌÓfi”‰ ‰ı”Ωı‚ëΩFΩ˜Ω“†ıø“†Ûøıı˝Á”Ûø˜”¸ı¸øø–͘˜Û¸˜”ÛÂÛı˜“”‰ÌÌ˛fi~˜”fiÓ˜§œ“”ı–Ω“∏∏˜FF¸ı“Ë‚Ωø––Ûø¸˝ÁΩ”–Ç“”§‚Ω§†ø””¸ıΩı“Ω¸Â”‰‰ı†Ó˜fi˜fiıÛı̉fi‰†”–Ω”Ω¸‚ÆÄ”Føø“”F¸”ΩÛÛΩ¸Á“ı” §⁄“Ω“Ω”˜øı””ˆ‚‚øı˜”ıfi”ø˘fi¯ı––‰‰–†‰”fi””“øÂFF¸ø˛Â¸ΩøΩΩıı–˜øÁFΩ˜Æ “Ωø¸˛ø‚”¸ııΩ“†Ûı¸øıfi˛ıfi”ıı–fi‰¯œ‰”‰‚‚§Fø¸ΩøÂÂøFΩ“F˛Â¸ı˜Â˝ÂF”˜œŸı¸†”øø§˛ı˜““øı”ıÛıı–fi€Ì”ı”˛fi ͉”†‚⁄†‚Ƨ†ˆ˛Â àÜŒë‚Áˆ“½¸ı‰⁄˛fi~“Ω¸§‚““†““˘ı”ıÛÛ–fi–”‰fifiÓÌfi‰fi”fi“o†ı†‚˜“m‚øF“m‚mπ∂à§F§ÄøÁ˝ø‚⁄‰Ÿ“”§Çø“‚“§”ıfiıÛ˜¯ııfiÍ–ı”ı”‰Ÿfi–fiıΩ””¸Ω”†””‚ÜÜl}mFıF†mh|ém‚FF˝F˜“§‚œ†ú†¸”ΩÆ⁄Ωı”˜Ûı”–ıfi‰ıÓÌ˛”ŸÚ–ıı–˛ΩCı–ıø”‚ƧXFıøø”Ω¸§tħΩ˜‚‚“””Ç“Ÿ∞††Ì⁄ºú”ıÛøÛ˜ıÛ–ıÍœœÌ”ııÌ⁄˜ı”fi˜”˜Ω¸ø²§“Çøø¸˛ıΩ‚¸˜§ı¸ø˛“§“Âøo˛”>fi⁄Ó§ıÛÁ¸ˆfiı¸Û–‰‰œ‰Ó˜ıfiÓÓı–˜””“‚”ııfiΩø‚§øÂÂΩ”¸Ân§§“Ω”ø“”ı‰œ§ΩøΩø˛–“”˛ÂB¸œı˝ÛÛ¸ıøı‰€˜fi”fiÓ˜fi”fiΩ“∞§”‚“ıı†§ıøÂøıΩ¸øF“FııÛfi”ıͱ≠ä§Çı”fiı”ΩÂÛ˜”¸¸˛ı~Û–ııΩ”˜Í¯˜fi˜fiı‰§œ‚ ‚“””“ıΩ¸øÂııfi”Ëm”˜Ωı˜Û–Ω∞Øá‚“†”Ífi‚ıΩÛ“˜øøı˜˘Âıfi”ıı˜”ıı͘”ı‰∞“§ªõ‚Ûı†fifiΩ˜ÂÂı˜Ω ∞Æ‚Ω˜‚Ω–ı––槧”ııfifi”ˆËÛıÛıÛÂııÁıfi˝ı”ı˜˜‰ı”Í“”§∞“ıø˛ı[˜”˜Â˜‰Ó‰Ω«£ı˜““⁄“‰ıÇÍ€‰”øÍııΩ˜ı˜˜fi¸Â˝ø˝¯Óı–ø¸ıı‰‰ı–‰ı–⁄∞””øÛÛ–Ûı˜”ÂÁÛ”‰‰“Æmø‚∞œ§“†”Ûfi‚Ÿ ‚fi˘˛ı‚˜˛ıÛı˘Û–”˝ı:Ûıˉ¸–ÛΩ‚”øfiıÛ˝Ûı”ııÂÛ¸˘–ı‰Ÿ“øÆ´∞–Âøı–ıÌ §‚ıÛÂfiıË˚fiııÛÛ˘ı¯˛”˜ı˘˜˙Ìı˝Ûı†Ë”ıı˘ÛÛııÛ¸˝ı
  23113. ˘Û‰±”–“æ⁄fiÛ˛ıe”§⁄†§Û–Û˜ıΩ‰‰Ú˜ıÛ¸Û–Ó‰ı–¯ııÛfiÌÛ˝˘fi”‰ıÂı–ı¯”ÛıΩ¸ı¸Ûı˘fiÍıfi†”fiΩ”˜‚˜”ı§“fiÛfi¸˘ıÂۉ˘„‚ÛıÂı˘Û˜˜‚ı˜ËÛÁıÓfi¸Â²ı‰fiı˚˜ıΩıÛ˛ı–¯‰fifiÍ”ıΩ““˜Â””ø˛ıøııÂı‰ıËfi–˘Û–˘Û”Ò÷Ò‰˚Û˝Û˛ı“‰øÛıˆfiÛ‰˜ıı¸ø˝˘˛¯2͢¯fi““ı“ Ûı¸ÛıÛ˜˜ııÂıÛÛı¯ı”ı¯˜˘ÛÓŸ⁄fiÏÿıÛ””fi˜Ëı˝ı˜˛ı”ÛÂÛ˝Ûı˛¯ˇı=fiıı““¸“∏ıÂÛı¸Â˜˜“”‰”ÂÛıÓ‰ÌıÁ˚ÓfiÛ––Ó˜ÚÙ˚–ÛıfiÛÛ˜˚‰Ωıı”˜ı¸ÛÁ¸fiı¯fi˛ıNÛfiŒëëΩ“ı˝Ûı¸˜”˜fiıı¸Ûı‰fiıËfifi˜˜–˘ÛÍÓÓfiÓfi˜¯–¸øıÓ̉“Ω‚˜”ııÂÂıÛÓÌı¸ÛÛ◊Ÿ§˚ÂÓÓÛÛ¸ÛÂı”˝ıQÛÂı˜ıÂ⁄˙˜ÓÚ˜ı–˘ÓÓ˘¸ÍÌfi¯Óı”Û”⁄ ˜ fiıı¸Û˝ıø”‚˜ıÂfi◊fi”–Ûı˜ı–Û¸ıı¸ÛııËËÛÂııÁ¸‚‰˚̘fiıÛ¯¯Û˛˘~¯Ó‰ıˆÛÂ⁄ ¸fiÍıı˘ıÛÛıÂı–˜Ûfi⁄Íı–Û˘ıÍfiııˆÌı¸ÛıÓ·‰Û¸Âøı‚‰ıfi˜˜ÛıÛÁ¸ı˘ıı˘ıı˜˜”ΩøÛfi¯¯–¸˚ıÛ½˝˜fiı”⁄––Û˘–˜¯–ı˘ÌˆÛ¸ı–fi‰˚ıø˜–ıfiıı˜˜Ú†ıÛ˘˚ı`Ûı˘ı˜ııfiıÂı˜¸ı˜¯˘ı¸ÛÂÂı˜‰fiÛÓfi˘–˘¯¯ÛÛø¸ı˚ıÂı˜ı”Ë‚ı˜ıı¯ıı˜¯fi”–¸ˆıÛ˜Ó˜Ó¯¸˜‰¸ı˜˚˜˜fiı˘ÛÛ¸˝˘ËÍøÂıͯ˘˝ı˛Û¯ı–ı”Ûøıı˛‰˚fi˘–¯¯˜¯ı”ı¸–¸¸¯˜‚fiÓÓ˘ıÌ“Ûı÷Ï˛ı[œ˜Û˘˝ÛÓıÂÁÛ¯ı–˘ı–ÛıÚ¯¯”‰‚Û¸Âı˜ÂıÓıfiÚfiııÛÂıÛ½¸ÂııÛÛ¯Ú¯–ˆ˜ıı‡ƒ˜ı–fifiÛıÛ˘˜ıÛÛ˘ı͢–fiıÂÂÚ˜fiÓ”‰¸”¯˛ı'Û˜ııÌÓı˘ÛÛı¸Ω¸˝¸ı˜fi˜Ó˘Ì‰ı˜ı’›ı–ı¯ıÛ˘¸Í˛ı”‰Í˛ıÛ˝Â–Ó˜fiÛ˛ı%ˆıı˜˚˜ÛÂÛfiÍ–ÛΩ∞“ı”¸¸˜˚˜–Úı”““‰¸‚Ô“Û–˛ıˇ˘8˜¯˜Óœ””ı–˘Û¸”¸ÓÚıÂı‚ı¸˜¯Ó˜fi”Û˝ıÚ¯ÛÛ‰œ¸˜“¸¸Â¸˚Ì˝Ûıı¸˜”ııª˙˝ıp‰Û˘¯ÓÓ‰œÍø–ı˘Û˘˜˘ı˜¯”ı˜ı¯˚fi¸ı˜–¯ژÛÁÛÛı†‚ΩÛ¸Û¸ıÂÛ˘¯˚ı˜˜Â˜ Í‰ııÓı˘¯¯Ó”ÌŸ‰Û–˜ÛfiÙÛÂÛı˜fi‰˜ııÓ˜¯˘”˜ÂıÓÒ˜ÛıÁÂıΩ˜ı½˝˛ı‰˜Û˛ı“fifi˜ÛÛ˜Ó˜Û¯ÓÍ–ÿ≠ıÂÛÁÓÔ˘˝ÛıÌËÓ˛˜6ı˜˜Ûı˜ı¢ÓÚ˜ı˝Û¸˘˜ı¸˝ı˝ÂÛıfiı˘ıı‚̸ıÓ˜˜ıÌÍıfiı–˘fiŸŸ˜¸˝fi¬‰˝ı=Òÿfifiı˝˘˜ı–‰ı¸¯˜¯Ó˘¸ı¸˜ıÛ˝ııÛ¸Û˝Û¸ı˜Ì‚–͘‰πÌfiÓ‰¯–˘fiͯÚfl—Óı€‚¯Â˛ı⁄Ú˜ıÁÁ¸˛ı-–ıÛ¯Ó˘˘¸¯¯Ûı˜ıı¸ı¯ıÛÁ˝ÛÛÚÒÚ¯fi¯Ûˆ⁄˜fiÍfi¯¯–¯fi–Ú¬…˛ıB¸Û–ıÛÍÌ˘ÛÂÛ¯ııÍÛ˝Â¸˚¯Â¸˜˜¸fi˚¯ÛÛı˜Í¯ÛÁ˝Áfi˚⁄Ó¯ıÛø˚€–ı¯–¯–¯Óı˘ÍÒ¯fiı˝˘¯˛ı˜Ó˘ı˜˜Íıfi”¸˘–˜Ó˘ıÛ˛ıˇ˜ÛÁ˘¯˜Ófi˝Û˘˘¯Í¯–͢˘˝ı¯–¯ıÓ€Ífi˛ÛıËÛı¯¯fifi˘Ó˜¯ÓÓ‰–˜Ú˛Ófiıı¸˝ÛÛ˜fi˜”ÛÛÓ¯ÍÓıÛ˘ıı˘Û˘˜˛ıÛ˘–¸˛ıfiÌÓ¯¯–Âı⁄fiÛı˜ÚÓı¯¯˛Ó~ÍÛ¯Ó˜ı·À¸ıÛÛıÛ˜¯fiœı”Ú͘ÊÓÛı˚fiÛÛ¸¯ıfiÊ–ÂÛ˜fi˘˘Ûı–¯Íı˘˜ÓÓ–˘¯ÊÚfi–ıÍÌfi˜Û–Ò˜ı⁄ËÍıÛ¸ıı˘ı‰œ§˜‚€ÚÍÓ˜ı˜fi¸ı˘ııfiÓ¯Ûııfi–Û˘–Ûfi¯ÍͧÍÓ¯¯ÓÓ˜¯fiıÛË~”fiı˘ÓÓfi–˜ıı˘˝˜ı“œ”Ç–ΩÓÊÓÓ€ı˝ı¯”Âı˚fiıÂÛ¸Û”ıÛÛ˘Ó¯Í‰∞Íͯ¯ÍÓ˘fi˜˜ÍÌı˜˜ıÓ˚¯Û˘˜ÛÛ¯Ûıı”fi”–§ÍfiÓÊÚ‰ı”˚–Ûı˜ı–˝Û˚fiÛÛı˘˘¸˘ıı”tÓ¯¯fi¯˜¯˘ÓÓ⁄ Ó–Í˚˘¯Ú˜ıÛÓ˜˘˛ı˚‰“‰Ω–“–ÍÊÓÍ”ıÌ◊˜Û˝ıW–Ҕ˘˘ı–˘–ÛıÛıΩ˚ÛıÍ–¯ÓÍÓ€ÍÊÍı˜Û˘ÓÍ’Î˙—Ú˘˝ıËŸ˜˜ÓøÛÛ˘fiÍÓ˘¯ı“Ÿ˜Ûˆ˜ııÂÛÍıÛ˘˘ÛÛÂı“˚Ûfi˜¯¯ÓÓ–˛ÓJÚıfiÛÛ˜ı÷囟˚ıÁÛÓ˚–˘”ıÛ˜Û˘¯ÍıÛ˜œ∏⁄ııÛıı¸ı˝¸¯¯˘ıÍıÛıÍfi˚˜˝––¯¯Ó˘ıÚÓ˘ı¯˘ÛÛıˆ‚“Ͳı?Ûıı˘Û˘¸fiÓ¸ÛıÍı˘˜πË“ı˜¸¸Â˘ıÛ˜ÒÚ¯Í˚˜˜fifi‰ÍÓ–˘ı˘ı͢Á˜Ú¯Û¸ı¯¯Ú̉”˜˘”Ì˛ı˛˘<–˜”˘ı˜¯–˜ÍÌÓ˘ıÛÛ¸ı˜–ıŸÓ˜Í¯Û”–€ıÓÓı˜ıı˘ı˝¯¯ı˝˘Ë˚¯⁄Òıı͸ı˚ıı‚˛ıˇ¯~ıÛıÍÚ˜ıÍÛfiÌıÛÂÛÛı˜ıÂıı¯¯ı¸ÂΩfifiÚ‰‚fiÓı˝Ûı˘–˘ı¯¸Óگ͘¯fi˚¯˘ıfiı˜ıı–˜Ÿ˜Û¸˜„Ó˘Íı¸˘ıÂÛÛ˜ÓÛ˝Âfi͢fi‰ıÂø˘†ı––fi–ÛÛ˘–ı–ı˚ı˘ÓÓ˜¯ı¯ÓÓÛı̘fiΩ‰ÛËÕ⁄Ûı‰ÌÍı¯ÓÛÛ¸˜ııÛıı˛Û~ı˚˜ı ⁄ÂÛı‰˜ÂÛ¯ıÛ˘¸ıÛ¯ıı˘¯¯ÚÊÓ˜¸˜ı¸¯ÓŸŸı‰“§‰–ı”⁄˜¸ı˘¯ııø˜ıÛııÛ˜‚˜˜ı‚ÿ˜fi˜”ı½–¯˘Â¸˘¸˜fi˘¯˜˜Ú˚¯Û˘¯Ûı˜ıÒÒııΩ˜Í˜˘¸fiı–˘¸¯ı¸ıı˜ıfi⁄‚7¸Ë∑÷˜”ı‚¯–ÂÛÁÛ¯˘ıı‰˜Ì˜ıÛı˜¯¯˜˘˝Û˜¯Û˘˜Ò„ıÂÛıÂı””ıı˘¯Ó˘fi”˛ı,¢ı“”øˆŒŸ˜Û‰ÓıÛ¸ııÛı¯fiıÌË”ÛıÓ˜˚˘ııÛ˘˜˜ÛÛıÚ‰˝ı*˜”˜‰ıı˜ı¯Ûı˚”“–ÂÛÛııø“‰Ω”ı‰Ë”Û¸ıˆıı¯˜ıÛ˜ÿ‚ı˛˜[Ÿ‰ıı˘Û¯Êı˝fi˜Ì˚ıı˜ÒËıı‰ı”Ò͸˘Û‰ÍııÁ˝Û¸ıøı“¸“´ª”ı¸˜˜ııÓ˜ÛΩË∏Ëfi‰Í‰€”Û¸Û˘˜˘˘˚˚˜˜ıÛfiı¸Ω¸‰fiıfiıı‰˛fiˇÂeÛ¸ø¸Ω‚‰¸ÁΩ~Ÿœ˜ˆ˜ıı¸˜fiı˜‰Ì◊ŸÌ”ı‚fiÛÛ˝ÛÍı˘Ó˯¯ı¸ııΩ˜–ııÂÂı–˜¯ııÂÛı¸ÂÛı–ı”̘¸ÂøF‰¸‚˘˜”¯˜fi‰ÌÌÚØÀ–ıӔ½½˛ı˘˚˜¸Û–ıı˜ııÛÂÛÛ˛ıˇ–ıÂÛΩ‰ıøı¸ø¸ÍfiıÂÂÛ–˛¸ˆË˘‰Ó‰Óœ‚⁄„”Û˛ıˇÛˇı¯–˘¯˜–¸ııfi˜ÛııÂ¸Û˘Â–˛ıÁÛ–˜˜”˘”ııfi˜ÛøΩË”$
  23114.        tile $00000FF5~ÚıÂøÛø‚Õ˙ÂF˝¸∏‚F˝¸˚Û¸¸ø¸Û˘ıı” ‚¸øΩ“Ë“¸Û¸Ë∏Ωø˜Ω“†¸†”ı¯ııÛ˜˜fiÓ¯”ʱÓÛø¸¸‚ªŒ‚¸Ω¡ΔπÄÁııÛÂÂıı˘¯Í¸ı ‚ΩÂı‚“‚ıÂF§àÜΩ”ı”“†–ÛøııÂı˜Ì‚∞ÓfilÓÍ€ø–ø“”Âıà÷˜˜ÄJ{m½ıËÓ˝¸˚‰ı⁄§˜˜‰ıÛ”ˆ˜“¸˝ıΩmë‚Ω””ø”˘Ûı¸ıˆΩ⁄„ÃÍfi–€fiÂ“Ω½¸ˆ‡¡ˆÂÆ“Û˜ıŸøÌÿ‚ı‚˚“ø¸¸ı”‰˜ııø¸˜F§˛“ÛΩ”–fiıÂıfi˜˜ÁÂœfi–Íı”ÍıÂÁÂı˛Â‚Õ¡¸Â¸‰Ì̉ۉˆœŸ‚ı”ıÛ‰ø˝˛ıˇ˜%ø¸§§F“Ωı”fiııfi˘˘ıfi˜Â¸fifi–ÍF”†œ”Âøı“Ω¸¸ı˛ÂˆıfiœıÂÛ¸‚ “ÂÛ¸¯˛ıV˜˚¯”“ø”§˜‚Ω–“§–ıı–¯¯ııÂÛÛı–Í†Ω””fiıÂÁ ŒΩıøÁ¸ı¸œ˜ı“fi–ıøΩÇø¸ıÛÛ¸ıˆ¸fi˚–¸”˚””‚‚˜”–øÛfi–˘¯ııø¸˛ıfi¯Ω†FødžUøo ””ı˛˝RÛ‰‚ıÛ¸ıΩı‰“”˘Â˝Û˘˜ıı¸ÛÛ¸ı˜‰Ω“§–fi“˜ıı¸–Û–¯ıı‰˜–Ì‚ÄøøY%"NRt§øı”ÂÂÁ¸‰Ìı–˘ıøø‰˜Û˝Ûı˘–Û˝ıP”ıø˜ıÛ”–ı∏“¸ÛııÛ˘fifiÛ”–ıÿœ“øX
  23115. YY†–Âı˜˜ı”‰ÛÛ˘–˘˝Ûfi‰ıÂÛ¯–¸Ûıı¸˜˜”¸“‚ıı˜–ıÂÂÛıÛ˘˘˛ılÛıfiı”ΩøWWo”†ıfi˜–˜”ı¸ıÛÛıÛ½Ûfi‰Âıı˘–˝ı˜ÂÛı˜”ˆ“øÂıı”¸ıÛ½ıı¸‰”ı–ı˘‰”§Z "Y””“ fi˘Û‚‚”ı–ı˘Û˘¸ÛııÂıÛÛ˘˝Ûı½ø˝ı”ıÂÂııÌıÂÂÛÛ˘ı˘ıÍÍıı˛øZZYZ
  23116. "W•“∞Ó˘fi–Ó–Û”ı˜ıÛ˜Ú˜ÍfiÛ˘Û˘¸Û¸˘Û˘¸ıÛÛ˜˜ıÂÛÂıÚÓ‰ÛÂÛÛ˝ÛfiÍ͢˘ÛÂÁøÁXXáú‚†Ìø–ÓfiÛÂÛ–¯ı˘Ûfi‰Ófi˘¸ı~¯ÂÛ¸–”˜fifi§ “ıÛ˘ıÌ‚ø˘Û˝ÛÛı͢˘Û‚£Føĸ‚⁄†–ııøı⁄€ıÛÂÂÛÛıÌıÛfifiÛı˘Û˘˘ı˜ıÛı¸˘ıı˜…è ΩÛıÂı∞‚ı–¢––ı˘ı˘Öjm¸¸”§§˜fiıÂÁÛŸ‰–ÂÛÛ”ı˘‰ı–”–ÂııÁÛ¸ˇ˜”¸˛Ûˇı#”ú∞øÛı–Ûı∞“øfi˘˘ı¯–͘ıñaÇ–øı–ı”ı¸Â²Û8–ııÛÂÛıı–Û˘ıÛ˝˝ıÓ¯ıÛÂÛÛ¸”fiøÂÂøı˘ıŒ⁄ıÂÛ–˘˘ı¯ÍÍ–è•øÛ”ıÂı¸˛ı ”ıÛÛıfi˜–Ûfi˘ÛøÛÂÛÛ˝˘¯‰˜ıÛÛ½Âı”¸øø˛Ûø‚ø˘Á˘˘Á˝ıı¯ı§ıøÛ˜”ÂÂÛÛıı”Í͸Û~˜Ó¸ı”͸ÛÛ˝˝ıÛı˜ıı˘¸ı˘Á¸–ÛÛı˜ÛÂÛ˜ΩÛ¯˘–˘˝Á˝¯‰ıfi”fiÛ˘¯¸–Û””Û–¯–Û˘Û–”fi˘Â”ˉ˘˘˝Û˜¸ÛııÛ–¯˜ı¢¯ıı˜˚˘Ûı”‰”ıı˘ıÂ˝Û¯˜Ûfifiı¯fiÍÍfifi˜ıÛı˘ı˘ÛÂÂqÛ””˜ıøÌ͢ıÛı˜˝Û¸ıÛı¯ÛÛ˝–“˜Ûøfi–˘””ÌÍıø˜ıÛ–ıÛ͘ıı–¯Ó¯Ífiıfiı–Û˘–fi˜–ıÂııfi˜Ûfifiı˘Ûıı˘Û¯˜˝˜fiÂı˜¯”ÛÂøıÛı˘–‰ÇÂıœıÛııÛ¯˜”fiı–¯˛ÓÛ˛ı
  23117. ˘ı‰ÓÓÛ–¯fiÛÛ˛ı~fi˘–ÛÂı˜ı¯ıÛ¯‰ı˘”ı”ıÂııøıÛıÍı”–ıÛ–˘˘–„Ìı˘Ó⁄Ó¯Ó⁄ı˘¯–¯fifi––¯¯–˘–˜¯ı˘–ıfi˜˜ı¸˘ÛÛË⁄¸ı–ı–““ı”–ı–ı–Ωıøı”fiıÛ˘–‰fi–Û¯fi¯–ÍÚ–¯Í¯Û–Í€ÊÍ––ı¯Ò~ˢ–ı¯fiÓÍÓ¯ı˘¸‚“¸‰”øÛ‚ÿΩ¸ÂÂÛ˘–˜”Û–˜€ıÁfifiø”˜˘Û”ı––¯–¯¯–¯–ÍÓÍÓı˘ı˜Ë˜ıı–ı–fiÓÚ¯–ı–fi†”ı”–”‚•ÇÂÂÁÛ˘˘ıøÛ–ı–Û˘fi–‰ÓÍ”ı‰”Ûı¯–˘–˘–¯–¯–Ó˜fi˚˚3ÓıfiÓfi–¯ı˜˜–˘øÿ‚“⁄Û–ı‚Ÿ”ı–Â˝Û¯¯˘ÛıÛÁÂÛ–Ó–fi”¯fi”ıÛ–ͯ¯˛˘ Û˘¯˘Û–ı˚˚ıÛıͲ¯U€˜˘˘fi“Δ Ω˜–¸øΩ†ΩøøÛ˝Û–fi˘˘ıÛ˝˝ıı–ıÛ˝˜˚fi¸Â˝Û–ͯ˘ı¯˘–fi–ÛÁÛ˜˜ÛÛfifiÍfi¯–ııÛÛ⁄ô ø–ıøı–Ûı–ÛÛøı˘˛Û0ıfi–ÛÛ–ı˘ÛÛıÛıı¸ıÛ–˘ı¯¸ıfiÍı¸˜˜ÛÛ¯–˘Ó¯˘Û–”–“≠∞ø–˛ıˇÂˇı¸ı”˜˛Û'¸ı¯–ÛÛÁ‚¸˜˜¸ı–ÂÂıı˘ıı¯ıÛÛÌÿ¸Â˜ı¸˘–¯¯Í–˘˝ıΩ“˜Û–ı“”ø˝ø˜ΩÛ¸ı˛Û~˘–ÒÓ–ÛÛˆ¸ıΩfiııÛÁı–Û˘ÛııÁÂfi‚“”˘˝Û˘˘–Í͢fi”¸øıøıı˜ıøıø¸ÂÂıΩ¸Â˝˝ÂÛ½˘ÓŸ¯Ûı˘ˆmΩ¸”fiÛÛÂÂÛ˝˘Û˜ıÂÛıÛø”¸ÂÁ˘–˘¯Íı˜fiøø¸Â¸”ıı˜¸ıΩ”Û˝¸ı¸n˝Â˘¯Ó–ı˜fi˜ΩÂÂı˜fi“ÂÁıÛ˝ıˆıÛı˜ÛÛıfi˘Û˘Û˘€œ–øfiıÛ½ÂÛ¸˜ıÂı¸Â”ıı¸Â¸ÂıÛ˝Ûı–˘¯–ıΩ¸˝Â¸ı–ı”ÂÂÛ¯˜˜Â˘Ú˜Ûı˜ıÛÛ˝¯Í‰“¸øı”Û¸Ûıˆ¸ÂÛ¸Û˛¸ˇ˝
  23118. Û˝Ûıı˘˘fiı˜ı˝Â=Á‰˜Û˘øıfiÌÛ˛˜˚ııΩı˜ıÂıø“‚ø“ıÛÛ˝ıÛ˝Ûı‚ıÛ۸¸ı¸ÂÁ˝Û¸¯˝Û˘Í–œ‚˜F˛˝Û”ıÛı˜ıı˚ı˝ıÚ˚˜–Û”˚ı˛Û–¸Âø˝Ûˇ˜~Û¸¸Â¸Â˝˝Ûıı˝˝ı˝˝¸ı˘˘¯˘§⁄§ı˜¸ıÂÛÓ–˘˜˘¸˜˜Ó¸ÁÛı¸ı˚¯˘–ø¸Ωı¸˝Û¯fi˘˝Â¸ÂÛÛ˝Â˝¸ıÛÛ˜ÛÁıı¸––˘˜ΩΩ˜¸Â˜ˆø˘Û˛¯˜˘¯˘¯ı˘Í˘˝Û¢¸ÓÓ–ÛıÂÛı¸Û¸ıı½˝Û¸˝˝+ÁÛ¸¸˝ÛÂÂıı˘ı˘Û””ı–““¸Â–Á˘Íı¸ı˜˝˝¸ıÛÂ˝Û¸˘ıı˛ÛÂıÂ˝Û¸ıı˘¸Â˝˝Â¸Û½˝¸¯˘˛˝ ˜ı˘–˘Û‰º…”ıø˛ÂKÛı¯–Íıı˜ı˝Û¸ı”ı˝ÂÛ¸˝˘ıÛı¸¸˝ÛÛ˝ÛÛı˝¸ı¸ı˜ı¸Â˘ıı¸ı¸ıÛ˘˘¸§Ø≠tøΩ¸øø¸Ωfi‰ÛÛ¯¯˘Â¸˘˛ıv˝Â˝˝Û¸Ûı˸Ûı˜˜ı˝Û½¸¸Â¸¸ı˜˜ÂÁ˘¯Û¸ıÛıÛ¸˘˘”ΩΩæõ“ĸm†§œ‰Û˝˘¯˜ı¸ıı¸Â½˝Û¢˝¸˜ı¸ı˘˜Ú¯ıÛ˝Ûø¸¸ø¸ı“¸Û˘˜ıÛ¸ı¸˝Ûı˘“ÛÛ§êá†oë  œ”½˛Û¯ı¸˛˝]¸ıÂÛÛ¸Û˘˘˜¯˜Û˘ÓÓÛÛÂÛÂı“Û¸ıÌfi˘¯¯˝Û˜¸ÛÁÛ˘∏‰”§t•áF‚ ””‰ıÁÂÛÛ˝¸ıÛ˝Âı¸Â¸Â˝¸ÛÛ¯fi˘ı˘¯˚ıÁÛÛ˝øÛ½¸ÓÌfi¸˛ıÛıı˛Û8˘ú §Í”Ç∞oΩ†ıø‰ˆFı¸¸ı¸˝¸–ı¸ÂııÛ¸˘˝ı¸˘˘˜fi¯¯Û˝˝¸ıÛ˝ÛÛ‰‚˜¯ıı˛¸o˘¸ı˝Û•∞†””–†•†ıı˜§““Ë”¸˜˜ÂÁ¸Ë‰¸¸ıı¸Û¸ÂÛı¯˝Ûı¯¯ÓfiÛıı˝ÛÛ¸”¯”ı¸ı˘˘ıÛı˘ı˘fiΩÛ‚Ÿ–ͧ†”ø†Ì”¸Ä”Ω˜ı¸˝ÛÓ‚¸Â¸ı˘ıÛ˝ııÂ˝Û˘ıÓÓ˝Û¸ı˘¸˛Û-˘ıÛ˘ÂÛ˘˝˘¸‰””˜‚ı”ÓÃ˙§˜†”¸Ω““”¸ÛÂÂı”ÛÂÂÛÛ¸˜˘˝Û¸˛˝Û˘¯ıÛ˝ÂÛı˘Íı˝˘˘ÛÛ˝˝Û5˝Û˘†»⁄¸ø–Û––“⁄‰fiıΩ¸§Ë˜Ω¸¸Âı¸”ıÛ˘˘ÛÛ½˝¸˝Á˝Û¯Ífi˘Â˝˝ııÓ˜˛ı¸˝Á¸ı¸˛Û#˝»«“ıÂıÛ˘–Ûfifiıı“†˜§”““øÂΩfi˜ıı˘ıı˝˝ÛÁ˛˝ˇı
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  23120. ıÛÁÁ˝Û˝ÁıÛÛ˛ıˇÚ˘ÛÛ‰ÌfiÛ˘˛ÛT˝¸ÛÛı–ı–ÛÂııÛÛı¸ÂÁ˘Íı˝Â‰ˆ‰ııÂÁ˝˝–¸Á˝¸˘Â˝˛˝Ûı˝¸˘˘Û˘ı˘¯ıÛÁÛÛıÓ˜˘˘ÛÂÛ–Á½˘ı˘˝¸˜Â¸˜ÂÁ˝˘¯¯˛Ûˇı–˘Û˝Á˝˘˘˝Û˘ÛÂ˝Û˝Ûı½˘¸Û˘Û˘–˘˛ÛÂÛ˚¯˘˜fiı˘˘Û˝˝ÛÍıÛıı˝ÛÂÁ˛ÁÛ˘˛ıÛøıÛ˘Û˝˝˘˘˝ı¯¸ÛÛ¸ıÛ¸Û˝ÂÛ˝˘ıÛÛ˛˘Ûıı˘˘ıÛıÓı½˘ÛÁ¸¯¯ıı¸¸Û¸˝˝ˇ˜M¯˜ıÛÌıfiı˝Á˘Û˝˜˜ÛıÛ˘Â˝Ωı˜ı˝˝Ûı˝Û¸˘ÛÛ¸¯–˝ı¯Û˜ı˝˝Û˘¸˘Û˘ı”ıı½½Á˝˚Óı˜˘Â‚˜–ÍÌ˜Û˝Á˝˛ı¯ÛÛıˆ“˜˜ııÛ˘Û˘ı¸˘Û–fifi˘Û¯˜ı‚ı˝Û~˝ı–¸ıı¸F˝˛Á˝˝Âı¯ıÛ˝ıÍ–˘ÒŸ–˝ÁÁ˝Í¯Í¯–¸Û˜ıı˜¸ÛÛ˝¯ıÛı¯fi”¯˘ı‰‚‰“ıÛ˘˝ÛÛı–ı¸Û¸¸˝˛Á˝˛ı˜¯¸ıÛııÛ–Ó¯ÛÛ˝˘¯ı˘fi¯–ÂÁ¸ıÛ¸˘Û˝˘¯˘ÂÛ˜¯Â˝˘ÛıfiÍ˜Û˝ÛI¸ı–ı¸ÛıÂ˝Ω¸˝¸˝Á¸¯¸¯¯ı¸˜–Ûı˘ıı½¯fiı””ıÛ˝˝˘¸ıı̯¯ııÛÛ˜fiÛÁÛÛ˘ı¸–˘ÛÛı˘‰‰ıÛ˜¸˝˝˛¸²ÂÛ˝ı¸ÁÛÓ˜Û”–˝Û¸˜Íı–˜ı˘˘˝˛˘Q¸ıˉӯ˘¸˘ıı˜˝˝Ûı˜Û˘ı˝˘ı˘fifi‰”ıø˝˝Âıı¸˝˝ÂÛÛ¸Á˝ı˜”ı˘˝ÛÛııÛÛ˘˘Û˘Ûıı˘¸¸“fi˜Í¸ı–ı˘˜ı˝˘¸–Û¸˘¸ıÛııÛÛ²˝ˇ¸¸ۯ˜ÛÂÛÛ‰˜˘Â˘Û¸ÛÛ˜ıÛÛ˝˝ı¯Âøı¯Óͯ–Ífi˘˜ıı˛˘Û˘˛Û˘$
  23121.        tile $00000CE7~Ó͉ııÌıfi€€¯fiÓͯı˚‰ÍÍııÓ‰ı¯¯Í¯fi¸–˘Û˘ıı¯Ó¯ıı˘˘ı¯“‚”ııÛÓ¯Ófiı””‰‚„ÍÛfiÓÍ̉˜”ı‰‰ÍÓ–fi¯fiıı¯ı¸˘¸ıfiÍÓı˘˘¸¯¸–fi§˜ııÛÊfiÛ¯fifi˜Ó†€ÓÛıÍÓ‰”œııÓfifiÍı¯ı¯¯Ú˚fiı–˘ı¯Ófi–ı˘–¸Ûı”€†˛ı3ÊÓ–ıı‰Ì‰ı‰Ê˘fiÓ‰––´ –fiı–˜fiı˘––‰Ífi¸¯fiı–͢¯¯ı˚ıÛ”ıfi–Âı–˛Óˇ–”œ‰fi€⁄Ófi–˛ı0“Çıfiı¸Íı–¯¸˘Í”ıÛıfi˘ıÛÛıfi¯Íıfi”fiıÛ˝ÛÛÍÓfiÛ–ıfi‰fiÓÌÚfi˘˝ı8Âıfifi‰ıÛ˘¯˘¯ı–ı–˘ı–˘–ÛÛ–ı˜ı˜˚Í–ÂÂÛı–Ó€”ıÛı˜¯˘––fiı–Û˜fiı–fiı–˛Ûˇfiı”ıfi¯–ÛÛfiıı¸ı˜fifiıfi”˘˛ÛıÛÍÓı–Ûfi¯––ıfiı–¯–Óˆıı–˘Ûııfi˜ı˚Ì˛ı–˘ıı”Ó∏‚ı””ı–Û²ıÛfi˛–ı¯¯˝ı˜ıÓfi”⁄‚ø˛ı–˜Ófi¯ı”˜˛øfi”Û”˚“⁄⁄ı”‚Íı˝ÛııÓœ–˘˘˝ı,”ıı‰”Ûfi˜–fi‰ıfiı˝ÛıÒÓııÛı“Ω”ı–ı–ıı”ˆΩıÓ”Û˘ÛÂÛ”Ò˛Û!¯ı˘–˜‰‰Ÿ”˘˘–ÛÓfi˘fifiÛ˝Âı”fiı–”‰§‚ÂÛÛ˘˛ı
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  23123. “¸§‚¸ııÛ˜ı¸˛ı˘–˘ıÛÂÂıÛ¯¯–͢˝ıı–Û˘Û–Ì”¯fi˛–ı¸¸Â˝ıÛ”Ωø˜””¸Âı¸ı˜ıı”¯˜Ó–ı˛–Z˜Óͯۖ˜fiı¸Û¢˜⁄⁄˜˘–¸ı¸ı½Â½ı¸¸ÂÂııΩıøı˜ı¸”fi˜ÓfiÛ–¯fiıÓÓÍ–Û˘fi¯˜ÛÛ˝Û–œ±fi–fi”  Ω¸ÂÛı˜ı¸˝ıˆ∞§˜Â˛ı˜ı––ÍfifiÍ–ıı–˘˘˛–9ıÓıÛÂıÛı”Ûı˙ˆ“ËΩ“F¸ΩıF¸˙“¸˚Ì‚”¸Â¸ı˜Ófi˘–Ó€ÓÓ˘ı–¯ı–˘ı–¯Ò˚Û¯ı˝Û–§”˛F&‚ºΩı¸ı”◊‚“Ë‚ΩÂÂÛ¸ı¯ıfi¯Ífi¯Ó”–Âıı˘–¯¯–ÓÚ˝ıˇÛ3–Ûıı“∏Fø‚ ı¸¸”ıΩ‚ˆΩ¸ø¸ı¸Ûı¯˘–˘–¯˘fi˜ÛÛ˝˘ıÛ–ı–ı˜ıÂı¸Û¸˛”GÛ“ıÂF‚¸””¸¸ım¸¸˜Û¸˜˜ıı˘––Û˘–˘ÂÛÛ˝Â˘ıÁÛı˘ı˜”ΩıÂÛ˜Ω¸“ıÂÂ¸Ω˜“Ωı¸ÂıΩ˜ëË“˜ˆ˜˛ı"˘ı¯˘–fi¯ÛÁıÂÂı–˘–˜‰˚‰⁄‚”ÂÛÓÿΩıΩÂÂı¸”˛ıø¸¸ˆƒ∏Fı˛˜ı¸ıı¯˛ıˇ‰¢ÂÛ–¯¯fiӱ˂‚§–fi–ı⁄Ëø¸ÂÛÂøÂÛı¸ı˛¸'FΩ¸¸“Ωˆ˜ı˘˘ıı¸Û€˙Ω“ı–fifiÍfi‰ŸË§“fi”Ífi””⁄ΩÛ˛Â˝Ûıı¸ııˆı˝F“ˆΩ˜˜ıÛ˘ÛııÁ˝˛”s…≠†ı––ÍÊÓ‰‰˜”˘fi͆ı“”Âø¸˜Âı˜Ω¸Ω¸ˆ‚¸Âı˜FΩ“¸ıÂÛ¸˜ıÛÛıÛÂ⁄±†–ı¯Í“”ı˜ΩÛ–¯fi€fi–ø¸“ÄFÂøıÌ∏ı‚‡Ω¸ÂΩΩ¸˜¸¸ÂÛ˝ıˆı¯˜¸˘–ø†‰øıÓfiı”ıÛ˛–ˇfiøÁ”F†Ω²¸@‚ÌF˜∏¸ÂFıΩ˝¸¸ÂÂÛ¯˜˜˝Û˚˜¸”Û‰fiÂıÓıøÛÛ––˘Û–ÍfiΩıÛø¸F“Ωø‰Ëı¸ı¸Œ˙F˝ÂF¸¸ıEfi̸˛¯Ó˜fi––ıÛÛıøÂÂÛÍ–˘Û˘fiÓ˚ıø˜§–˜ˆ˜Â˜flŒÛÛ¸˝¸”¸ı˜–ı˜˘Û¯˚ÓÛÛıı–ıÂÂı˝–˘Û˛ÂˇÛ!ÂΩ”ıÛÛı˚ÛıÓËfiı¸Â˝ÂıÂÁÍı˘˜˘ı˜¯˜Û–Û²Ûxøfi†”˘ı˘˘Û˘Â˝Â”ı–ııÛÂıÌÛıÓfi¸ıÛ¸ı½˘ÁıÓ˘ı¸˜˝˘¯Û¯øÛıı–ıÍfifiÛ˘Û¢ıı½ÂÛø˘ø¸ÛÁ¸˜Û–˜ı–˜ı¸ı¸ø˜˘˘Íıı¯¯˝Â˘–˜˜ı‰Ófi––ÛÛı˜øıfiı˝Û”ı”ı˛Û4˝¸˘˘¯fi˜ı˜ı¸¸ıı”ıı˘ı¯¸Â¸¸”ÂÿËø‰fi–ı–Û˘”Óıfi˜¸˝¸”ııøıÛÂÁ˛˘Hı‰‰˜Ë‰–”ΩÂı”ÍÛÂı¯ı˝¸¸ıÂË‚ı”Û–¯ÛÛ–˜˜–ıı½ÛÛÂı”ÛÛ˘Ûı˘˘¯”‰fiË˚ııøÛΩ˜”ÂÁ˘¸¯fiıı˛Â~ø˜fi–””˘˘Û¯Íı¸ıÁÂı˘–fi–ı¯˘˝˘˘–˘”“Ë⁄ı˝Ûı¸¸ÛÂ˝Û˘Û¸¸Û˝Â¸˜”ı˜ÍÛÁ¸–˜¯ıÛÛı˝ıfiııfi¯ÛÛı˘˘–ÓıÛfi–¸ıÂ¸Û˝Âı¸ÂÂÛ˝Û˘¸Â˝Ûıø˝Â¯Û˘˘Û˜––˘ÂÛÛfiÍÛ–˜–Û
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  23126. ˝Á–Ó͢ı¸ÛÛ˛¸˝–Û–Û˘¸˘˘Û˘¯¯˘˜ıÛÛ¸ıı˘Á¸ıˇÛ4¸ÛÂÁ¸ÛÛ˝˝¯Ófi¯¯¸ÛÛ˝˝Û¸ÂÁıı˘Û˝˘Û–˘Û˘˜¯˘¸ıÂÛøıfi¸ı˘Ûı˜ÛÛı˛ÛF˘˝ÁÁÛ¯¯˘˜˚ı˘¸ÛÂÛ¸Ω¸˘Û˝Û˝Û¸¯⁄ıÛÚ¯˝¸˜ıı¸˜¯Íı˝Â–ıÂÛ¯¯ıÛÂÁ˝˘¯¯˘–Íı˘¸ı˝ÂıË‚˝˘ˇ˝
  23127. ı–‰†“”¸Û˝¯˜˛Û ı–ı¯˘˝ÛıÂıı¯–˛˘Á¯¯–ı–Û˘¯˘˘Û˝Â˜˜˘˘ı˘˝Û¸˘Ûfi‰Â˝˛Ûı¸ÛÛ˘˘–¯Û˘¸Â˝ı–ı˘˘¯˘˘¯˘–¯˛˘¯˘¸ı˘¸ø˘ÂÛ˝˝Û˘¸ı˛ÛÁ˝ı˜¸ıı˘˘¯˘¯¯Û˘˘˝Ûˇıˇ˘Û˘fi¯˘˘ÛÛ¸˝ı¯ııÓfiıÁ˝˝ıı˚Ûˇ˝ıÓ¯Û˝Â˘˘˛¯ ˘fi¯Ûı˜‰ı˝˘˘ÛÛı¯˘˘Û˝ÛıÓ¯ÛÛ‰˜–ı˘ÛÛı˛˝Á˘˘ı˘˝¯Ó˘Â¸Ûۖͯ¯Ê˜ı–ı¯fi¯˘ıÍı˝˘    ÛÁÛ˜˚˜˘Û¸fi˛ı˝ÁÂÛ˛˝˛˘
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  23129. ˘ı˘ÛÛ¯Íı¯˚¯˛˘Û˘˝˝Í˚Íıfiı˘¯˘ı˘˛˝ˇÁH˝˘ı˘˘¸Û¯˜˘˝˘ÛÁ˘¯˘ÛÁ˝˘˝Á–˜Í¸Í–Û¯˘˝˝ÛÂı¯¸ı¸Û˘Ó¯˘ÛÛ¸¸˝˝˘˘ı˝˘¸˜˜¯˘Û˘¸˝ı¯˘Û˝Á˝˛˘8fiÓ˘ıı˘˘¯˘˝˘ıı¸Û¸¸ÁÛ˜˘˝˝ÛÛ̘ıı¸˘˝˘Û¯¯ı–˘Ó¯Û¯˜ı˝Û˘˝ıı˘Û¯ÚÒ¯˝˘ˇÛ¸ıø¸ı˘˝Â˛Û"˝Û˝¸˜Ë˜Û˝˘¯Â˝Áıı˝Ó˜˝˜¯¯˘Ûı˘˘¯˜ı–˚„Ó¸˘ÛÂÛ˘˜˜Û¸˘Û˘ııÛÁÂÛııÛ˝˘¯˝˝Û˘˝˘¸ı˜ı˘ıÛÂıı˘ıÛ˘¯Ó¯˘˘˝¸¸˝ıÓ˛ı¯˘ı˜ı˝Â˛Û.¸ÛÛ˘˝Û¸ÛÁ˝ıÛıÛ˘ıÛÛÁ˝fi¸Ûıı˘Û˘˘¯˘Á˝–ıı––¯˜Ûı˚˝˝˘ı˝Ûı˘˝˝ÛÛ˝˝Û%ı¸˝˝Á˘ı˝Á˝ı͘˜ııÛ˝˘¯¯˘Ûı¯˜¯˘fiͯıÓ˘˝ÛıÛ˛˝ˇı ˝ÁÛ˘ÛÛı¸Û˝˝Á˛˝    ¸˝Á˝ı”fiıÛ–˛˘¯˛Ó¸fiÍı˘˛˜ıfiÛ˘˝˜ııÛ˝Ûıı˝˘ıÁÛ˘ıÛ²˝]¸Û¸Û¸Â¸¸øÛıı¸˘˘¯¯˜¯Û˘˘¯Û˘ı¯fiÓ˝˝˘˘˜ı¸ÛÛ˝˜ı˜Ó˘˝˘ı¸˝ı˜ÂÛı¸˜˚˜ÛÛ¸‰ıÛ˘Û˘ÚÓ¯¸Û˝Û¯ÛÛııfiıı˘˝Ûı¸ıı˝Á¸ÓÓ˛˘$˝˘ıÛı˜¸˝ı˜¯ı¸ÛÛıı˝ÂÛ˘¸Ú͢¯˘˘Û¯ıfiı–ıı¸˛Ûc¯–¸¸˝Á˝ı¯˘¯¸Á˝¸Û¸ıÛı˘˜ÍÛ˝Â˝ı¸ÁÁ˝¯fiıı¯Ó˜˘˘ıÍfiıÛı–Á˝˘˜Ó˜Â½ÛÛ˝˚ÓııÛ˝Ûı¯ıÛ¸˜ÍÍ˘Û¸ı¸ÛıÛÛ˚ÌıøıÚÒÌfiıı–˘˝ıı$
  23130.        tile $00000FF32Ûı˜¯ı˜Ó¸ÂÛıı”fiÛ¸fi˜ı¸¸ˆ¸ÂÛı¢ı¸ˆ‚ˆFı¸“˜œ‚¸ø¸§‰‰˛ıh¸ıΩ§Ë˜ø¸Û¢˘ı˚˚˘˜¯˝Û¸˜¯ıÛ¸“¯”ı¸¸ø¸‚¸Â˝˝˘ÛÛıˆ¸‚‚¸¸ø˜œ”⁄“ÂÂË‚¸Ì’˜¸ıˆé ˆııÛÛı˘Âÿ›Û˝ııÛ–Ófi–ø˘ıı–˜Ûı¸F¸øÂııÛ˝˛ı=“˜‰‚∏ıı”ı‰“ÂÂË”˜‚̸˜ˆ m“ı¸¸ıfi˘Û˜˚ÛÛ˝Ûı˘˘¯ıÛ¸ı”ıÛ”¸˜¸Â¸ı¯ı˜Ë˛˝~¸“Ë˸ÂÛı˜¸ı ˜ı∏¸˝Â˜‚ †˜ı¸˝ı˜¸ÛÛ˝Â¸ııÛ˜ı˝˘ı˝˘ıı‰Ω”ı˜ı¸ÛÂı¸¸Ó˜˛Â˝ÂÛ¸Ú”˝Â””ıÁıÏfi¸˝Á¸˜ı˚Óı½Ûı˜˘˘ÛÛ¯¯Û˜Óı˜˘Û¯˜˜¸fi‚‚¸F˝ı˙ı¸“⁄¸˝˝¸1ı˝¸Âı˜Â˜˜ıÂı˚˜Û˝Â˜”Û˜Ó˜˜ÛÛı¸˜˘¸¸¯˜ÛÍËıÓ¯Ûıfiı˘˜‚m˛Â*¸˜ı¸†˜ËıÁ˝Â˜“ˆ¸˝ııÂÛı˜˜ıÛ˜Û˝˝Â¸ı¸¯ÓÚ˚Û¸¯¯Íı˛˘~¸˘˘˜¯˜ÓÓıı˝Ûı”ˆΩ¸ı˜ø˜ “‰˜˝˝Âı∏ˆıı¸ıı¸“˜¯Â˝ı˘˝Â˝˝Â¸ıÓ„˙ı¯˜¯˘¯ı¸˘Ûı̉˜¯fi˚Íı˝Û¸ıΩˆΩ”ı˜˝Â˜”˘˚˜Âı∏˜ı˜ı˝ÂmË‚‚ıı‰ıı˝˝Â¸Âı ÓÒ˜ÓÒ˚Û–¯¯ı¸ı◊Ì–ÛıÓ˜ıÂÛı˜ˆ‚Ω˛ı˝Â˜ÛÂÍÚı¸˝ı&¸Â¸F¸Â˜˜˚Ϙ˜ı¸˝ÂÂı‚˜‰˜ıÓ˚ıÁÛ¯¯ııÛ“‰¸ÂÂı˝Û”ˆ‚ˆ˜˛¸˝ı̯۸Ó˚ı¸˜ı¸ıı¸ı¯˜fi̘ı˚˛ıˇ¸˛ı Ìÿ˚˜ÛÛ˝Û¯¯˜˚˛ı˝Á˝˝Ûıı‚”˜“˜˜‚˜¸˜˚˚ı˘¯Ó˜¸Ûˆı˝ı∏˜˛ıfiı˯˝¸˛˜¸˛ÂOı‚Ë˚˘¸˘ıı”˚Úˈˆ˜˝˛˝ÁÂıı“Ωı˜Ω˜Ë◊∏Ì‚Ó¯ı͘¯˘¸¸Û˝ıÿ˚¸˝¸”˜ÌıÛ¸ı¯ıı¸¸˝¸ı˜˜Û¸–ÌÌfiÓÚÿ˚ÿ˸˝EÛıΩ¸ıˆ˜Ωı“ËÏÒı˝ı˜ı¸˘¸Â˜ı˜Ìı˝¸ıfi“̘˘¸¸ı˜ı˚ÛÛı˚˜ÒËıÓ‰øÛÓ„Ò÷˙¸˝¸˝¸ıı¸¸ı‰˛ı;Û¸‰ÿÒ˝˝¯¸ı¸Û¸ı˜–¸ı˝ÛıΩ‚˚¸ÛıÛıı˝ÓˆÂÛÓËÙ˙‰fi””Û˜Ò◊Ô·˜Â˜ıı˜ı‚‚”˝ı'Ûø§Ì˜ˆ¸Û˜˝Ûı¸¸ıı¸Û¸˜”˚ı§¸ııÛˆ˚ıı¸Ò˚Û¸˚Ú˝ı    Û˜⁄ »π‰Âı˜˛ıD‰‚ıı¸˜Û¸ÌÀ‚ı˝¯˜˜ı˝ı¸˜˜ı˜˘˘˚˚˜øıøı¸˝˙˘˜Â˜„¸ıÓˢı–½ı˜–ı‰Ëı˜ˆı¸ø˜Ì˜Â˛ı~“ŸŸÓı˜˚Ó¯¯¸Û”˜ı¸¸Ó˜fi˜¸ı˜¸ÂÂË‚Ω‰˜Û„ÓıÓÒ˚¸ÓıÛı˜ÛıÛıˉËflˆı”Û˜ÿ˜˝Â¸ı”–˜Ú¯˘˝˝¸ı¸Â§Õ¸Ë˚¸fi˜ıı¸ı“¸˜ˆııÓ˚˚ı¯˚˜ıÚ¯¸ıˆÂÛ”ı”Ó˚ÿ ˆ¸Û–˚˚ı¸Û¸˜ÛÛÚÚfiıÛ˝ı¸Âı§ß≤˛˚
  23131. ¸ı˚˜¸˝˜˙¸ø˜˛ı%ÚÒ¯˜ÓÓ”Ë˚ˆ˙˜Â¸¸ııÓ‰”Ë∏ıÛ¸¯˚¯ı¸ı‰‰ı‚˜ÌÌ˛¸=Û˝¸Ω‚¿Î˚˚¸¸Ó˜Û”‰¸ııfi¸˜ı˜˚˚ËËÌË ˜˜øÛ¸”˜‰ı‚”ı‰ı–˚˜Â˜“” ŒË˜ˆı˛¸~ÂÛ¸øŒû’˜¸˝˜˜ı¸˝¸˜˝ÛÂıÛ˝˝˘ÚÓ¸‚ˆ˜”˜ıΩ¸§Äı”ˆ¸Ω¸ø˜fi˜Ó˚ı”˜¸ë®§Âı˜ˆ¸ıˆ¸˝ÂÂı‡Î˜˝˝˜Ë˜¸˝ı¸ÂÂı˝˝ÛÛ˜ı¯ÛøıÛ˜‰Ω¸˜ “¸“”ı“¸ø˜˚‰Ú˜ı””ëÆÂFıı˚˜˝iı˜Â˝Â¸Û˚«˙ı˝ıÓ¯¯˝ÛÌÛ˝Â˝Á˝˝Û¸fi¸ıÛı‰‰ııF‚‚F“˜¸¸ø˝Ûı˘‰‚ı˜˜ΩÂøı¸ıˆËıˆË¸˝˝¸øÂËÙ¯˝ı¯Í˜˝˝ı¸˝˝¸Â˜ıÂ˘Ω¸Âı˚”““ÛΩ“ı“˛Ω¸˝Â6–̉˜”¸ÂFˆ˜ı¸˜ÌÏ˯˝ıı¸¸˜˙Ò˝Û˘˜Ó˘˝Áı˚ۉϸ“”¸˜ı˜̔˜ ˜¸¸“˛‚ “lËÛ¸˝Â¯‰ı¸Â˝˛ˆ¸ıı˝˜˛¸ÂÛ¸˜˚ÛÛ¸¯¯ı¸¸Â˜”‚ÿøÂı˘Û˛¸#ı“ı“ŒË†¸”Æ §§ºŒ˜ıÂÛ˜ÌıÛı˝ı˜˜ı˜˙˜˜ı˜˙˛¸<˝ı¸˘˚¯ı˘˝¸˘Û˝Û˜‰ıÛ¸˜¸¸˝¸˜¸ıΩ‚π‚̘”Ÿ§–”fi‰”Û½ı˚˜ıı˝Â˜‰˜¸Ëˆ˜˜˚˜˛¸IÛ¸ÛıÒÒ¸ıı˘¸˝ÂÂı‰ı˝¯ıÛıÂÛıı”˜“Œ“˜“ı‰”ıı–”fiø˝ÛÂÛı˜¸˝Âˆ◊˙“˜Ìˆı¸Â¸˜¸˜ı˝¸ı˚¯ıˆ¸˛˝¸ˆ¯ııÂÛ˜¸ı¸Ω˜‰”̉Fı¸ı˜˚‰fifi˛ı¸‰¸¸˚˜¸¸”‚…«˙Ìÿ˚˜Û˛¸ı˜Û½ı˜˜ı¸˝¸¸˝˜÷˜ıı¸ı˛˜”˜˛‰”ıÛ”¸Âı‰Œ˙Ú˚ı¸ı˜˜ı¸ı˜ı¸ıfi∏ŸÏÕ˚˚˜˛Ûˇ¸ˇ˝¸˝ı+¸˝Û˜ııÌı¸¯¸˜˜”˜˜”˜“˚ıÛ˜˜ı¸ı⁄∏§Ë˜Âı˜”˜Ûı˙ı¸˛ı;“Ï˙ˆ˚˜¸˚ˆıÛ˝ıˆııˆÛ˝Â¸ıı¸Ω¸ıı˘ıfi‰”“‚‚†ÛÛ˘ı˜‰ÛÂΩ”ı”˜ı”˜ı”ÌÏ¸Û˛ıˇÂ&ı˙‡˜˙‰‰˜ˆÛ¸ı∏÷¸˜˜Û˝Û˜˜˝Û¸Âı¸˘Ó‰ ËÆ‚øÂı”˛ı:ÛÂı”̘ۘÛÛıı˜˙ËÛˆÕ˙¸¸˜ÔÏı˜ııÓ˜Û¸Ë˙Âı˚ı¸¸ııÂ¸Û˝¸ıÛ˜fiËË“Ω²ı)˘Û¸Û˜ı”Ó˚fiı”‚”⁄‚˜ıı“‹›Ëı¸ˆ‚ıΩıı˜˚˜ı˜ı¸˜˜˝˛ı.¸˝˝Û¸˘¸¸fi–¯”˜ı¸Â¸Û¸˘ı¯ıı˜Ì˜ı˜”“‰ ‚ı˜˜Â ÷Ϙ˝Fı˝¸
  23132. ˚¯¯ıı¸¸ˆˆÂ²ı+½˝¸¸˝˘Ó˘ı”˜˜ø¸”ıÛÛÓ˚”˘“˚ı–ı˜fi€§‰‰”ı”¸Ûı„˙ı˝˛¸ˇ˝Âıı¸ˆı˝ı˜¸“∏ı˜˛¸˝Û¸Û¸Óıı˚˜ˆ”¸ı˜¸˝ÓÒııÓ‚ıı“Ó˛‰”¸˛ıM˜ıÂÌ˙ı˝Â˝¸¸˝Âı˜˜ıı˝ıΩˆˆŒ∏ÌÛÛ¸˝Âıı¸fiı˘˜ı”˜“‰˜ıÂÂııÛıÌ““‰””ıÍfifi””Û‰‚˜˜˙˜¸˝˝¸ı˝Â¸˛ı¸˝ı˜®®ˆ˜˜ı˜˜Û˜˜ı¸˘˝ı”ˆÓ‰”¸Û¸¸ıı””̂¸ı”ı“⁄”øÌ⁄‚‚˜¸˘˛˝˛¸Mı¸¸˜˜ıÛ–÷√‡¸ˆˆ‰˜¸ı¸˜˜˘¸Û”˜”Ûø¯˜ı¸˜ı¸˜˜fiı‚“¢˚˜ı”‚˜–˚‰‰ÿı¸ı˝Â¸ı˝ıˆ˜˚Ó¯ıÛı◊¸Â”˝ı˜ˆııÛı”Ó˜¸ÛııÛÂı¸¸”⁄˛‰'“ıÛ͉ı˜ı–˜À‰“‚ıøÛ˜ˆ¸˝ı¸Â˜fiÓÚÓÓ¸Ûˆ˜¸Â¸˜˜ı˛˜"¸ı˘¸Ω˜˜¯ıfiııÛÂÂı”‰“ˆıfi‰ı¸ıfi‚ıÛÓ·Ÿ‚”˛ÂËÿ˜¸¸ı¸‰˜ÒÓı˝ı˜ıı˜˜‰˛ı;˜¸˘ÂÛ˚˜fiı¸˜fiı¸øı˜‰”‰ıı˜˜ıø˜˚”˘ı‚º‚¸øıı†À◊˚˝ıı˝˝fi˜Ó¯Ó˘¸˚˜ı˜Û¸ıˆı˝ÂΩ˛ı/˝Ûıı˜˜¸‰˜‰”Ω˜‰˚”ı¸˜˜¸fi‚‚”¸ıı¸†§π˸ıˆ¸˝ÂÌÿı˜¯¸ÚÌ˝˜̘˜‰˚ıÛ˛ı1¸ı¸Ûıı””¸ı”“˜ı‰fi˚“ı¸˜‰”˜‰ΩıΩ¸ıı¯fiŸ˜ˆ˚˚˜¸Â‰ÿÒ˜ıı˚ÿ˛ÓÌË‚ÒÌÚfi¸ˆˆ¸ÂÛ¸ıø˛ıJ¸ı”ıΩø¸ı˜‰”ÛΩ¸¸ÂııΩıı˜ı–”˜Ó˜Ë˚˚˜˝Â˜Óÿ‰ııÌÒ˚̉̄Ÿ·Ófi˜–ıΩ¸ÂÂı˜˜”ıÂfi˚ˆ”¸¸Ωı‚‚˜˛ı
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  23137.        tile $00000FFFN–‚‚˚ı˘˝Û¯˜˘˘–”‰ı¸Ω‚Ωfi˜Û”Ûıfi˜ı‰˜¯Ûı˜¯ı˝˘ŸÊ¯˝˘Á¯Ó¯Ê¯˘¯Ó˘ı˜ı˜ÛÛÍÌÌı–˜˚¯˝¸Û˜¯˘¯¯ı˜˝ı˜˜Û˜ıı‰ıÂııfi˘¸˘ı˜˘–ŸÙ˛˘g–Ó¯ıÓ¯ÍÓÚ¯¸ıı”˜˜¸ıÓÌıÂÛÓ˜ıÛ˝˜ÓÛ¯˜Ûfifi¸ÂF˝¯˜–˚”Âıı˝¸ı¯˜˘ÛÛ˘ıÍ⁄Ÿ¯ıı˘˜˘ı¯¯Ó„Ú˜–fiıÓ–Ωœ”˘–‰˜˝ıˆıÛÛÓÍ˝–ııfiıı¸˜Á˝ı”ıÛ˛ıˇ˜ÓıÂı˘Û¯˘ÓÊÓ¯˝Û˘˛¯ˇÓ:Ú¯ı¯fi–Ûı˜ıı˘‰ÿ¸˘Ó¸¸˜˜ı˘˘Ûı˜˜¯ı‰˘ıı˜Â¸ΩÛı‚¸”˘¸¯˜ıÛÛ˘ÛÓ…ÚÚ˝˝Â˝ıˇ˝¯ı˘ı¯ııÛÛııÒ˙ı˝Óı¯ÚÓ˜ı‚¯–¯fi˛ı¸øı¸˜˜¸˛ı”ıÛ˘ı˜fiÛÛı˘ıÒŸ„Ó¯˛Û~ıÛÛ˝ÛıÓfi˜–˜ııÛı◊˚Û˝Ó¯Óʘı˜”Û–ıÛ–ııÛÛÂı”ÂÂı‰†˜Ω˜Ó–ıÛı˜ıfiıÛ¯¯ÓÚ˚ı˝ı¸Û˝Â˝ııÍ–˚˜ıÂ˘Ì”ÛÛÍÓʘÛ“¸ıÛÛı˜¯ÛÛ˘”ÂÛıfiÓııÛ–¯ı”Ûø˜ııÛıı˘¸–¯¯ˇ˘ˇıˇÛÁ˝Û¸fiı˜ıÛ”ıÂfi˛Ó*–˝Â¸Ûı¸Â”fiıÛ˝¸ıı”ÓÍÓ–ÓıÛ¯ıı¸¸ıı‚“ÛfiÛÛ¸ı¸˛ı<¸˝ÛÛÂͯۧ⁄Û˜“ıÓÚ⁄˘Â“ıı¸Û¸˝Â¸øÂÛÛ½˘˘–ÓÍÍÚ¯–ıÛ¸½ı†˜Ûı¸Û˝˝–˛˘~ıÍı˝¸˜˜Ûı‚ı–˚ÿÓÓÒı˝Ω˜Ë˜¸ÛÁ¸Û½˝Á˝ΩΩÛı˘¯ÓÓıÛıËË˚ÛÁıøfi∏“Û–¸Ûı˜¸ÛÛ˘¯˘ÛıfiııÛı˘¯·⁄Ó˘ıı¸Âˆˆ¸Û¸Ω¸Â˝Á¸˝Â“ø˝Û˝–Íı˘˘˜ËË÷˙˝Ûı”ï«Â¸‚˚‚ˆ¸ı%¸˘¯¯fi˜˜¸ˆı۸̻ÓÓÍıı‚ııˆ˜ıÂø“ĸ½ı“ΩΩ˜ı˛Ûı˜¯ııÁÂË«ı¸‰”  ¸ΩÿËı¸˛ıÛ¯˛Ó#ÛÂÌıı”ÓŸı¯Ì‚†‚ı¸ˆ˜˜Ûı“F½ÁÛ˜‰ıΩ”¸˘˝¸˝ı.˜Â¸‚˜Û–”† ⁄¸Â˜‚¸ÂÂÛÛıÓ͘˝Â˚Û˜‚ıÍÛÛÍÌfiııø˜Û˜¸Â“F˛˝Âı¸ı¸ıÛ˛Âˇ¸~ı˚“F–“–¸––ŸŸÛ˝¸Ë˜Â½ÛÍ⁄ÓıÛı˚ÛˆfiÂııøfiıfifi¸ıÛ¸˘Â¸Û˝Â˝Ûı˜–¸ÂÂÛıø˜¸Â˜”‰Ë“ıÂıı†fiıÛı˜Ò˜ıÁ¸€Ó̘ÛÓ‰˝˝¸ÌıÛÛııfi͘½¸˜˘Û¸¸ı¸˝Ûı¸ÛÛ¸˜Â¸¸”-ı¸ÛÛ“‚“ÂÛ‰˚ıÛÓ˚¸ı˚ÌËÂÂÌÍœ‰Â¯ı˝˛F˚˜ÂÂı¯˜Ó¯Û˝¸˜˜˝ı:˚ı˝˝ÛÛ˘Û“ÂÛ‰̉¸ÛΩ“”ı˜”˜¸ÂÌÙ¯ı˜‚ ΩÁÓÿ¸ø˝ı¸˝˛¸ı˘Â¸˜ˆÍfi‰‰ı˜˛ı¸˜Ó˜ı¸ıÛıÛÂıÛøı”‚Ì˝ıqÛ”ı¸ıÛ–˜Ì˜˜‚‚º◊ΩıÒ”¸Â“ı¸Á¸˜ıı”˜”ˆøÍ̘Û¸fiı˘¯˜Ó˜ı˜˜ıı˜ı”ı¸Ωfiıı˜ıÛ˝ÂÂıøı˜Âıı”Ó »ª∞ıÌ‚ΩΩ“¸F˛ıÌÚ”⁄‚Ω“ıΩœfiøÛıı¸Ûfi̘ıı”‰˛ıfÛ””ıøıø¸˜ı˚¯Û¸ıı˜ıı˜ıÛı‚◊ª‚ºπ˙¸¸˜Â¸˝¸fiÚ€∞oΩ¸øıèΔÓË˙˘ÂÛ̱¯˜Ω˜ıfiı¸ı˜˜ı¸۸Û˚Ò˚Û˜“ΩπÒÍ˜Ω”⁄ ëj¢§”ÂF˜‚Ó‰˛fi)Äøø¸…ç⁄ÌËıı–˜˜““”ıfi˚fi˘˜‰ø¸“¸ıÛı˝˝ÓÓııÛııÿ˚˛˜~∏Æ£´ñ÷ı˜¸Â˝Ω‚Ë‚¯–Û–”F¸ı†œø–˚˜˜ı˘ı˜“¸Â˘ÍÍı˘ı¸∏ı˜“Ûı˘˜ıÛÛ‰ÿfiÍ„ ËΩëà∑fi‰ı¸˝ˆΩ‚øııÛÛ””–Ω‚†ıøÓÓ¸˘ı‚˜fiıÛÛ˜Ó¯˘ÛÂÂıÂıΩ‡’¸ÂÛıı˜¯Ó⁄ı–‚'€¸˝Á§«ÿ¯˚˜¸ÂFˆ˜ı˘ı‰“Íı–∞ÿ‚ÛıÚ˜˝Û‰Ò˜˜˚˘–˛¯u¸Â˝ÂÂΩ˜“ˆÂ˝Â¸ıfiı”€ÌııÓı˝Á¸Èı˚˜˘˜”¸˜Ÿıœ‚Ì”Ω”fiı”‚ı˝ÓˆÛÂıÓÚ˚˚Ûı˘ÍÓ¯Â÷˙¸Â¸F˝Â¸¸ı–˚˜ÛÌˉÌ˚ˆ¸Â¸˙Û˜˜–˜ıÂı„ÍÚ‰ıΩ‚““øÂÛıÛ˜˚¸¸˛ı~Ú˚¯ı–ÍÓŸ‰Œ∏¸¸ıˆÂ˝¸”¸¸˜ıÛ‰ıËŸ‰˚˜øÂÒ˚˝ı˜¯Û”¸¸⁄⁄Í”ø§∏nΩø§ıΩıÛ˚Ë˙̸ÛÌÒÚ˚¯˘Í€⁄¸ÛıÒ˜˜ˆ¸øıΩ”ÿ˜Ûı˜Ë˚ı˜˘˝ÂˆÚ˘˚Ò¯ıˆı˜Óʯ–ıœ§ntøë÷˜”Û˜Ë˙̘Aı˜˜ÓÚ¯–˚fiıfiı¸˜Ú˘˚“˜˜ı˘ıı˜“ıı˜˘“Ωı˚˜fi˜Í”ı¸“ÍÊÓ–ΩŸ§ö}§§àË‚˚ı˜fi˜”‚ı˛Ó5ÚʘÛÂııÛ‰ı˜⁄Ëœ˜”ı˜ÌÚ¯Ò˜¸Û˜ı˜‚ı˚˜¸fiÓ˜”¸Ω¯Ê⁄–“£nëPhᧂ⁄˲ı~¯‰ª⁄Óʯ¯ÚÓÛÁ˘˜ı“‚¸¸˜ÓÓıı˜Ÿ˚˜˚¸¸ıË”ı˜ı˚Ú˚˜¯¯”¸“¯ÊÊÓÓ‚m“øΩø–‰‰˜ıı˜ı‰‚§⁄Êʯ¯˜˚ı˘ÓfiΩÆm¸Ç–‰˙ˆ‰˜fiÚı¸¯¸˜Ó‰ı‚˚˜ÚÓı”¸Ωı¯¯ÊÊfilj‚”–øıÌÌ”ıı˜ı‰€ÍÍÓÊÓÛ˘˜ÚÓ˜˘ø§§Ω””˛‰~˚fi˜Úı¸˜ı¸˚˙˜˜‰ıfifi”‰–ı¸ÓŸÊÊÓı†‚˜ıı”Ëfi˚”ıı˘ÍÌ”ÂÍÓ˜˜˝ıÒÒ¯ÛÂdžıø§⁄–‰ıı˚˜ıı”‰†‚ÿı”ÿÌfiı”‰Ω¸Ú⁄€Êù͘€Û˝ı˜ıÛÓ˚˜¯¸–Ófi¢Ӣ˘ııÓ›Ò˘ı¸ıΩÂı“ıˇı$“Șӯ¸ıı⁄˙À˜“Δ∫fi””˜ΩËÓÍ€⁄È€⁄Ó½ÂıΩ¸˚Ó˛˜4¯ÍÓ˝ÛÓ¯˝˜fi۟ȯ˜ıfiıÂÛÛıø‚Ìfiı˜Óı–Û¸§‚‚∏⁄Ø͉˜øı –ıÍæ±±Ófi˛ı˜˚fiı¸–¯ı–¯¯ıÁÍÓ¯˜˜˝Û‰ıÒ⁄Ó˛ı'Û” Ó€ıÁı¯ı¸ø¸ÛÓ˘ı Ì˜Ó¯”ıÛı–ñ톔“˜ı¸Ìı˝Ûˇ˘˛ı8¯Ó¯Ó˜˝ıŸıÚ›ÙÚ͸˘˘fi¯ÓÓ˘ÛÛı¯ıı˝ı˘”Ë»˜˜Ó̘”fi–∞œúŸø˜˜ÛÁÛı˜”Û˛ıHÛıı¯ıÍfi¯˜Â–Ë˚ıÊ„—Úı˘ÂÛÛÍӯ̯fi¯˚¸Û¸ÓÓ˜Ë◊‚€˚ÒÒÍ”‰œ††í†ø‚ΩÛı–ı‰˜ÂÁ¸˜˜ÓıÍÓÓı˜˛ı˚˜˘¯È›Ú˝Û˚¯ıÍÓ˚˝ı~Ë˙¯˜Ó˜‰∏‚«‚fiËœ”∞±Ÿ–•‰ø˜¸ı˜ıÛıfiıÛ˘fiÛ¸ı‰ÍœÓıfi˜‰˘˚˜˘ÊÈ—¯˜»˜˘ıÚ‰ÛÛ¯fiÒ«˙Óı˚˜˚§¢⁄ÂıŸfi€ŸùÍfifi–ı–¸ÛøÛÛ˘ıÛ½ÂÛøıÍœ”–fiııÚÚ¯˘Ê„˚Í˚Ó˚Ì›«˚Û¯ÍÓÚÙ˙ÓÌ˚ı”ªËı¸ŸÍÛfiÓÓœfiıfi·˚–˘ıÛı˛Û:˝ÂÛ˘Û–ı˜ıÛøÍÓ˜˚ı˜ÚÚÓ˜˜ıfi‚Ò˜¸ı˜˜Ó„ƒç›‚”¸““ÛıÊÚ˘˘fifiÍÍ””⁄„ŸÓ˘˛Û˘¸¸˝¸Û ˘¯¯˘–ÛÛÓÒÓ˜ÍÚ˛Óc˘˝Â–ıÿ·ËŸŸ⁄~êèé∏˜Ω ‚ˆ¯Ê͢Ífi–ÓÍfi–ÓÈÚıfi˘˘–˘˜Û˝ÂıÛ˘Ûı¯˘ı˘Â”ÓÚÚ¯¯ı˘ÚÒ–Û˘˜››‚mö∞§ıøΩ‚‰”˜∏Ÿ¯ÓÊfiÍÚÊÓÓ–ÛÛ†‰Û˛ı~Û˘˜ı¸Û˘ı¸˘¸Ó¸Û˘ÛÛ–˝˜Ó˜¯˘˘ŸÒ¯ÚÚŸ⁄ioaÉ∏‚¸ø‰Ë‰Û”§ÓÍÚÓ¯€Ã€Ó˜˘Âıfi–˘–ıÛıı˘ıÛı¯ıÛÛııÁÂÛfiÌı˘˜˜Ó¯¯ÊÚÓfiÛfiË∞P9铸”ÓÌ–ıË”ÍÚ⁄Êͯfi⁄ÚÍıÛ˘fi¯–4˘ı˜ÂÂø˝ÛÓÓÛ½ÛÛ˘ÛœÀ˚˝˝¯ÓÓ˘ÓÓ¸˝˝˘Ÿ§oRJÄFıF“Ω˜˜–º–Ì„„ÚÊ˛Ó„…ÓÛ˝ıı¯¯Ó¯˝Âı˜˜˘˜‰˜¯¯˘–Ó˚ıÛ˛ıi¯Ó¯˘˘Ó–Ú ”ÇU§mΩ‚ËÂÛÓ¸fiø”ÓÚ⁄ŸÃÃÍœ·Ë˜ÛÛıÍÓ˜ÛÛÂÂøÛfi–Ûœ„Àͯ˘ÛÂø¯¸ı˝ı¯ÓÊÓÍŸÙËÒ‚“ΩÄ∏§§∏Ω˝ıı–˘Â¯⁄Ê⁄Ÿ€¯ÍÌÓı˜fiı¯ı˘˛Â
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  23143.        tile $00001008~t§”§“”“§‚”ıø–˜”˜m∏∞†§ø‰‰§è§úܔ˜fi–t±∞Ω§ŒΩ˜∞”øΩΩ§§ı‰†œ∞ª”–ÓÍ–”è(E⁄‚ı–ı§⁄§“ÂıÛÛ∏ÌΩ‰⁄‚Ω‰”Óœ§†ÇoöΩ˜§øΩ•§–ø‚£†œœı†∞∞“ø”ı§§∞§ø–€ÍΩa@~)†Ωøı“†§‚⁄ıÂÂıŸ§øı‰‚––ı†“⁄‰ıΩ∞Ω†‚Ω•º”Û–tº§‚œø†ä∞øı˜”⁄§ë`§Â”œÄZ1Ωø””‰Ωø† §Â§§–Û–““ıfi”–‰“””Ω§ÇÂΩ§ΩäŸøÂΩŸ•fifi”ÛıoëFøı”‰tPBëøÛÇÍtXS1∞¸ ”ıÁÂës⁄”ħ‰–ı‰œfiΩŸ⁄”˜Óœ§†‰ø˘”ÄF†ÄΩ“§∞˜”fifi¸ø§^äFÛı”∞iiLoÁıœtWSä∞‚ø½Â∞ †‚ú∞•ıøÓ‰øı}◊”˛⁄~ †§–ııĆÇøΩ†§À†fiÓfi¸øt` ¸ø“∞nYië £∞ŸÅR† Ωı¸ÂÛ‰””§t§†¸”fiÛ§Ø∞†æ⁄§⁄fi–¸fiı•ä†ÇΩΩF‚œ”‰†”†§ë†F˜”§ooRaè∞ù±†Âfi”ı‰‰ı̜–†””˜œΩı–Ÿúä≠æÍfÓ∞‰ÂÂıΩ‚~oä±ÄΩ”§fiÇ”Ω‰§‰”˜¸”Ƨ§Ó§áëĆ“†ı¢ıÛ¸ ‚⁄∏Û–Ífi–˜”–¸Ä†áqØ–ÍŸÓøÛ–ıtù•V2iäm“Ω‚†œ‰Í‰ıı”⁄‚‚§”Ω†”ÇÂø¸˛Û˛ı~‰‚˚ı˝ÛıÍıfi”–ıÇıΩ§•fi”柉¸–Û§±ætÅTªÆ“ø§“”œÓÓıı”‚†““ı˜ıø‰ıÂø˜˚ı˘¸ıı˜⁄ˆıÁı”ıÛ͘”ıœ†§∞§–øŸ≠‰–ıÛı ⁄†tú}ä“”‚˜–”fiÓfiı”ı”øııÓ˜¸ı‚“¸ÄÒÓÛ˝–1”ˢ˜ÂıΩıı˜fiıø‚†∞ê∞†ø†œ†ıÍ”øı†Í†Í∞mı”⁄“Ûıfi¯ÓÛı–fi¸ı˛˜Nfi˜˜ıøΩ‰˜¸˘˜ı⁄‚¸¸Â¸ı”⁄ËfiÛÛ”†ªn§ä†–ıfiͱŸ–¸ø‰fi†Ó‰Û“˸øıı˘”fi¯ıı”fiœ”fi“””¸ø̸ÍË⁄˜“‚ø˛ÂJ¸” ‰”ÛÛ–§`oøR§ø”‰€ŸÃ⁄‚˜‰fifi˜˜”‰ıÛı–˜Ófiı˘ıø“⁄‰‰”¸˜Âø  ıı ˜øÂΩı¸Âø¸ı‰˜fiÛı͆§X˛øœŸÍ†˛Í€”ıfiıı¯˜¸˛ı–ıfiÚ¯–˛ıi”‚Ó‰˜Ω∏ˆø“‚ˆÂ˜ı½–Û“¸¸Ω“”˜Íı–˜†Ω¸ÄÂø§‰††Í•ÍÍÓıŸËÓ˚‰˜ø¸ıfi‰ÓÓfi˘ı˜ø“Ÿœ˜”ı‡ª˜”Ω˜ÂÂı˜ÂıΩΩ¸F˜Ω¸”‰Óıøı˜§Ω¸Fıø”œtͲœ~”⁄‚Ÿ÷π÷∏ ΩΩıfi⁄Óı–¸Ûfi†–fi”ı‚‚ııø¸¸Âıˆıˆˆ”†‚˜ı”Ωfi˜–ÂøıΩ¸““§ıÛ§œ”€ÃŸœΩø”Ÿ‚Æ~|§ıø‰ÿfi¸Íøı“ı‰‰Ω“¸Âm‚Ωı‚ı“∞§¸ıŸ ”–ıfifi”ıÂı”“§ÆÿøıÛ†”§€~±ØfiÛı‰Ç¸†ΩıΩ‚““⁄‚Ω˜ı”∞œfifi”ı¸Ω“π÷““π˜ Ÿ”Ω–Ω€ÚıΩıı¯ıøı˜†Ç Ÿø¸˝ø”ÍÃœŸıøfi“”¸‰“ˆΩm “†˜Ûøıǧ ‰fi̧Ä댓“Ä“±§‰Ωø‰§––˜ıÛıΩfi‰˜fifi”Ω†€”Û“̜#§fi”Âı“§»“†‚ ‚Ω‚†fi˚–˘”†œ∞‰”⁄§“Ë‚Ω¸”ı˛”jÂfi‰øı§“ı–˜fi‰⁄“ÓfiııÓÓ”ø”§œÍ––ı‰⁄‚∞““÷mΩ“F¸‰‰ıÛıfi•⁄“˜“ΩFJ†‚“ΩÂı”ı“ø–Ω⁄µÆıÛ–fi•Ÿfiœfi”fiÓÍÛ–”ı”fiı–ˉ“∞ı†•ö‚“ΩΩÂı˜˛ıjfio πËΩÂΩ∏F‚‚”¸”FøÂıÂÇ‚ö“”¸Âfi‰t†fifiı–”ÌfiÛ–ı–ı””Ë‚ıı–ı‰†tÖà“FıÚıÛı‰‰§∏§˜ÂÄ˚ı¸Ç”¸Â¸“ıÂfiÇÂııÛ–øø‰fiııÛÛÌÌfi˜†ı˛”ˇ‚5†“”††§‰•π맠ÿ˜Û”˜”¸F⁄‚Ω˜ΩÂÌÿÌı‰ıøÂΩ¸ı”‰Â¯ıı˘Ûfiı‰––Ó˛€ˇ”~˜“”‰‚⁄Ÿı“‚§”øÄ §∞ŸÚ¸ı˜““Ω∏‰‰‚¸ÂÁıÓ¸‚Ω¸Ωª”ıÛı‚ı˝Ûfiıı–fifi–˜ııfi€ÓÓ†∞Ÿ§”‰Ó§fi“‰øø§n∞‚ÍÚÓË⁄˜‚“œ⁄œŸŸ”˝ÂÛÛ”“¸Fˆ‚ıøı‰˜ıÛ¸–ı͔͉‰Ωı”œœ–‰(ú蟉Ú⁄Ú˜¸Áı”Ûø‰ŸŸÍ†ŸŸ∏∏““ΩıÌœæÀÚı˜”ÂÛøΩ“ø˝ı~˜‰‰ııÛ‰Ÿ¯ıfi⁄fi”fi⁄Ãfi”tœΩ”˜Ó¯Ó¯ÛııÂÛfi••†fi±⁄”‰ “ø‰Ÿ–ÍÚ†Óıı˜ı¸ÛÂÛfifiΩfi‰˜˜Ûı⁄€–fi‚⁄‰œ€€Ó–Ӝۖ˜Í˜˜fiÿ˜˘¸Ωfi‰Óœœ‰“”‚Ω¸ø–⁄–ı€˝–fiıı‚‚¸‰“”ı~fi–ı”–˜Ó–ùÈÓfiœœ€ùœfiÍfiÌ⁄˜Â˘˚ÓÓ‰˜ÿË‚øøΩ⁄⁄Ÿœœ‚ı“ˆΩ”ıÓ˜˘–ı–fi˜Û˜”Ω ‚fiøııfiœ–”⁄fiœØŸÊÓ§∞ŸÃ””‰œ‚˚ÂıËfifiÿº‰⁄Ëø¸ı”†∞⁄‰Ì‰“˸ø¸ıfifiıfiÛ˜̘ۘÿ†Û~Âø”ı§fiÛ˜§†œœùÓÓ∞∞±Ó”–fiŸ“ø¸‚‰”ËŸ§⁄˜ı“Ω”ÌÌÓ⁄ÿœ“ıı“øÁ˘ıı˘fiÿ˚Ú˜–Ó˚–˝“‰–Û”fi–ÍfiΩÇÍÍ€†fi∞Ÿ§”˜‚‚ı”‚“”ı˜‚“¸˜¸ÂıÓ‰ıÍ⁄fiı¸¸ΩıÛıÛÍÛ‚˙ı¯˚ÓÍÓoÚ–ıfi‰ııËfi”‰‚§Ω€⁄Ó–†±∞∞Ÿ§Ëø”ıÛø⁄π‚“¸¸ÛÛ˜”ı˜ÓfiΩ¸ÂÂıÛ¸ı–Âı‚˜Û¯ÓÓÊŸÓÛø˜ŸΩ”ı”⁄Æ‚Ω‚Ÿ∞†Ûä≠Vî§ΩÂÛ–¸ıÛø‚÷ ÏΩ¸¸fi˜‡Ë”ıı”˝ÂˇÛˇ˘O”‚‚ııÍÚÊʘ–ıı‚†˝ııœ§¸Ω∏†§‰ø†sņ“–Âı¸ΩıÂdž‚ ı¸ı”¸ˆ‡“ıÂÛ˜¸ÂÂÛ˝ÛÍı”ÌË“‰˜ÍÓÊ˘¯Ó”͘Á˛ıi‰”“ªˆΩ””Çú•Ç†§Ì˜ıÛıfiıı“‰˜¸Û¸Ûı˜˙ˆ¸ÂÛ‚¸Â¸Ûı“̉ı“ ÿœfiÓ¯––˘ÓÍ⁄§Â¸ÂÛ˜ÒË ‚ıΩ†”t‰”‰‰‚œ”Û–˚§ıı‰˜–¸Û˝ıı‡Ì¸Â¸ŒËÂΩ¸ı˛fi~‰œ…◊˜fi⁄fiÛ˘fiӜ͉fiıÛ”œ‰Ó”ˆ”ø“”†‚∞∞ë‚”ıøıŸË”˜¯ı¯˚¸¸ˆÏ˜¸¸Â‰∏‰˜¯ÂÛ˜˜Ó§∞…͆‰fi–ı˜ŸÍ”fiÓÓı‰Ú”–ı˜ıÂÄĸ†≠…∞§ı¸”˜ÿ«‰Ûı˜˜‰˜ı˙˜¸¸ıÂıŸÚÓıÛ‰"ËÓfi”œ±⁄§±ŸŸÓœ‰”–ı€œÓÓfiı””¸ÁħFં˜§˛‚&”ıŸ‰˝”‰“˜ÒÚı˙◊ı˝¸fiˆ”ËÒÈÈ˚“÷‚”œÍ•öØ»ÿ⁄‰Í˛fi–‰Ê€”ÍÌœΩ†FÄ““ôõÍıı““˜Û˛ı~Ûı”ıfiÌÒ˜‚‡¸Âø˜Ëfi€€„ŸÚ÷¥˜ø”‰“‚Ø fi“fi”ıfi¯ıfiÍÍfiÓŸŸ””†RiU虧ııΩ“ıÛ˜˜Âø¸ı“”ıË̘ı¸Â¸¸ΩÓ„ÚÍıÛƒ°ΩÛ””ΩÇ”œ€fi–ııfi˜fi¸fiÓfiÊÓÃ͆†P~m^Δœ–“Ÿ˜ı˘˜¯;Û¸ıˆ“˜ı‰Ìˆ“˜ı¸ÂÂı€Ÿ⁄¯Û£∑ı¸§§øÂø”‰ıøı”fiÍfiÓ¯fi–ÊÓfi͆øoá†úŸ€fiı⁄fi˝ı!ÂÛıı“‚”ı˜Ÿ˚ı¸§“ÂøÂı⁄˚‰§“ÂΩÓ“ıÂøıı–˛fi+ıÛı‰ıÛ–fiÊ€Ífiø”‰”±Ÿ€Ìfi”ııÛ–¸ı˜ıøˆ∏‰ıı⁄Óı†§“Ωı˛ÂUfiÒ‚ıÂÛı˜¸ÂÛ˜Ófi‰”ø–¸Â–˘”Í€œ”ı””……͘Ífi–ı¸ÂÛÿ÷“ı“Œ “‰ˆ‚‰ø”Ωø¸ı”˜ ¸Âı˜fi”ÛÛÂıfi‰–ÍÓÛΩı½Ûjfi€€”ıΩΩ ‚”‰øı˜Ó¯Âı÷≠‚˜ΩË ‚¸†◊º‚Ωıı”“Ω‚ΩÛ‚FıÓ˯fiı˜¸ıø”fiÓ‰fiı¸ıÂÛøø–fiÊÓ”‰Ω‚Ω“‚¸˜Ó„ÌÛΩ‚⁄˜”“m§§Ω”ËÆ“øıΩ‚ ¸˜Ωı“”Ω˝ıPÛ˜ΩÂøœ∞fi”fi–ø¸”¸Â¸ÂÁfiÓfiıΩ§‚‚˜ø‚‰Ì‚˜Ë§¸ø¸˜‰ΩΩ“F§‚“F§“”§“ı¸˜”ΩΩıø̉ı”˜ıΩ‰§ı–”¸Ûø˜”Âı˛Ârfi”ø¸œÀÿ˜ÂÛ””“‚˜”Á¸§˜ø¸øıœœ§§ †Â”˜“Ω¸Ω“ıÛı⁄‚“ııøÛ–”Ω”fi–””ıøÂΩøø˜ı”⁄⁄•˜¸Â¸”ı“†¸ı¸“Œ“Âø¸””œ‰•∞“øø”˜”øø”ıÛ¸fi“”¸ÂÛıÛÛ˛ı%”‰Ë˜ÂÛıFı“ˆıÛ“‚”ı‰˜Ë∏˙¸†“ÇΩŸ‚‚Ω¸fi“ËfiÓ§˝“    Û”ııΩfiÓ”ı”˛ı~“ø”˜ÛÂÛıı” Δª˜ø¸Ωmn ¸¸”§”ı˜ımŒπ†øΩ”Ω‚‚Ω¸ı‚ıfi˜ÍÓ””ΩmΩ“‰Ω“ÌŸÍıÓ‰”ı“ıı˜”ˆÓ‰‚ π®‡‰Ë“Ω‚J““Ωø˜ıÓÓ“ΩΩÆmı”Ωfi§‰”¸ÂˆËıfifiÓıΩıΩ˜‚‚‰“–ıfi–‰fi”{Ûı”¸””Ì∏‚“ ë‚§ΩŸ§”¸“ΩΩ“¸Ófi˜Ó̉“ËmıΩÛ¸“‰”Û“˘‰fifi‰⁄ıø˜‚§ ‰¸Ω–ı–Ûıfi”ıı”˜˜‰‰ıΩ∏à ø”“–¸mΩ¸“ı“‰fi‚ÒË⁄m∏˜Ω˜‚”¸ı˜“˜“‰‰⁄ ‚Ω‚§”“”ø˜”˝Û~ıÓı˘ı–”ı˜¸Û‚ª‚ı–”¸‚ëF“˜”Ëˉڜӂ“  ˜Â”∏‰FËm‚fiı§œ•§ “§‰Ω‰ıÂÛ–¸ı–ÂıÍ”ı–Ûıfi”fiøıœŸÌ–ı”mΩ룆‚…‚” ‚fi‰‚§‚“Â˝Ω “˜Ü«Æ‰†€§“”fiΩ”ııœøÂÛıΩı–~Û”˜”–ÛÛıÍfiı˘ı“œœfi‰”Ω†Œπëúħ»fiı“∞⁄“˜˜Â¸mΩFÆ£ †˜∞‰–“Ω–“ΩÛıı–ÂÂı”ıı˘–ıÂÛ–fiı–˘Ûı–fi⁄”⁄§‚gëRªG†¸£÷“”‰“Ω§‚ΩÂø“n‚o§‰”fifi†Ωı”¸“˜fiÛıÛı––˘Ifi–˘Ûıı˘”Í–¯fi¯¯Û˜⁄fi⁄§P~∞“oGëÇ£ †˚‰ıø“mΩÂF“πõ”‰fiıÛΩ‚“¸fiø””‰“ı¸ı¯ı˘ıı¯˘ÛÛø”€€˛Í-”øı”Ω‚ë•RoΩΩnPoú§˜†“ıF“JˆΩF“n ‰‰˜ÛÂø”¸ı”ııÛfi‚ı$
  23144.        tile $00001002~kn‚nœ∞oXaÜøıı–Û˘ÓÍÍœÍfiÓ˚Úı–ÍÍııø‚“”ı˜¯Ó„ˆ–fiœŸπ˜ı‚»˜Â‰⁄͆œo~ª§¯Ó˜Ki §⁄ËΩªöøøıı‰Íı”fi”–˜ÒÍ̘–””ıı¸“ÂıËı˜›ÌÛ†Ÿ∞∏π§÷πÌÛÍ„‰fi†œî_t¯ÚŸZH(tøØflœ⁄ Ωøıı‰“ÂÛıͯ–Ÿ˚˜˜ııø˛ı/F˸ıÌÓÌπϘ⁄Æ•úkö}Δ∞”ı⁄ÚfiÍ”ZŸ‰À…UWP†ø‰⁄𠆓¸Û¸ıı˛Û¯fi˘˚ÿ¯¯Ó˲ım‰“ˆ“Ë˙Ì⁄ËÙ ‚§‚Ü|öhb⁄ÍÛÓ„⁄œœÇt∞⁄º %n“”ıo⁄£Ë˜‰Û¸ıı‰ı¸˝˘¯–ı¯Ûı‰ÿÌÛ˜Ó‰…˙ §ı”ÒÒ·˜”t§qi§áfiıı€¬≠‰˜””Ç ÷‚ë~ †fi∞§Ω¸”‚”Û˛ı˜¸Ûı˜–˘˛ı0fi˜ÌÌÓfiı‚œ˜fiø¸ÿÿ  Ó§ë}äRë”ıÓ€»Δë‚ øÂœºË•P∞˜ÓÍ––¸ı‰˛˜˝ıLÛ˜Óı˘ıÍıı˜Ó„ÌıÛÂı˜˜””ºØœÆ⁄§{Éoœ•”fifiœ∞s|∑∏ÛÛıÌ˚⁄∞‰–ÓÓfiıø̘¯˜˜Ûı˜ı¢˜Ìfiı¯˘˘˚ÓÚͲıQ”ıÇı§ªöë§o∑´≠‚†∞”Íıt∞RöÖ‚”Âı‚Ìn §§‰‚˜ı˝ÂÛııÛ˝Û̘Ûı›¬Ìfifi˜ıfiÒ„Ì͘Í˚ıı“∞thP‰ÌπäΩ”∞Ÿt‚˛∞ §~b ËÓı†∞‚‚§ÿ˛Ì~ı½ÂÛıÂÛ‚ÌııÏ”ıÓÓıı⁄…À€ÓÍııÛ‚∏øtn‚“‚Æ∑»ÀtfiÄÆn§§îà•ÒŸˆ‚‚§Ä“∞…Ì”Óı¸Â¸˜ı–ÛÍ˚‰–‚„¯Â”‰–”œ⁄„ÓıÛı˜ı”‰‚ø“‚§‚•kïꔆΩΩ†§“ª∞‰Ì““ÆnÆö§œ⁄⁄Bı¯˜ııΩı¸˜ÛÛ–fiı˜Ë˚ı˘ı”‰‰⁄€ıÛÓÓ˘fi‰∏‚“§π⁄”ú^|⁄”œıø“˜ ˙‚̉“‚‚§öo”Ω“Ω¸fi˛˜~¸ıÓıı¢–”ÓË˚”ÛÂÛfi”ÓË–ıÌÓı–fi“ ““÷Ÿfi‚ëØàœ‚”ÂΩΩÌ◊ÌÓfi””‰†XøÂΩ””Ì˚ÓıÂøı˘˜Û˝ıÓÚ̘¸ÛÛ˜”Ÿ„ı–Í€¯¸ı§ ”Ω‰Ò⁄‰†Æ∞‰⁄‰ı¡÷Œ«˜”ı”ı˜”ÂÂΩ“Ω¸‰ÿÿ‰ˇı4ÛÓ€˜Û˝øfiËÓıÛ¸˘ı”ı§⁄”ıÛÓÍÛø‚⁄fifiÓ…⁄Ó”˜Ófi¯‰Ìà÷£÷̘ı˜øıfiÛ¸ı
  23145. –Ì„fiı‚‰“Ìfiı˛ÛˇfiıÛıı”ıFıfiÓıfi˜fiø¸‰˛”fi„„Ó˜ÍÓ˛Í
  23146. œfim∏Ϋ˜Ûı˘˜˛ıjÛ˜‚˜øıË⁄†‚í∞œÛ½”ˆıÛı˜ı˜Û⁄†ΩÓ†ŸŸÓÛΩ‰ı”‰‰⁄ŸÿÚÓÍÊÍÚı–  π¥πı‚”ŸÂÛı”fiıÛ˜fi‚∞úäÌıÁ½”˜Â˜ӸÛø˜ΩıÍ”æú؆“”ı“‰‰Ó˛⁄ˇ¯ˇÍ~”¸§‚oµ¥Ë◊fiÀıı⁄„ŸÓııÓ˜”œ‚úª§fi˝Á¸Â½ıÓˆıı§ºŸÍ–fiÓŸ⁄fi§§o뉔˜ÓÒÓ–ÍÓ‰–§∞§éôª“ıÓ‚†§…„ӟ̉Ÿ˜”⁄õõ€Óı˝˝ıÂÂÛı˜Ÿ˙˙ø“´¬Ú–ÍÍÓŸ†•y^Ü ‰¯ÍÊÓÍÓZÌÓıfi§“†£‡˜”fi““Ûœ⁄–Ó”ø‚‚ı ê‰–Ó˜˘Û¸˝ÛÛ¸ı‚ ˙‚fi⁄ÓÓ͖ͯÓ͆öf†ΩŸÌÓÒÓ˜¯ı”ı˜”†œ fi“˙ –fi§º ˜¸Ωˆ‚‚”‰ŸÃ˛¯ˇı~ÁÂıÛıı¸‰‚Ë̯‰„Ó¯⁄Í”fiøø§F¸ÿ⁄Ó⁄Ú–¸ÛÛ˜ÚÍıfiœıfiÿ ıı±÷Æ ““‚‚“ıÍÓ„Ó˘Û˘¸Âı˜Û¸¯Ûı̉ÚÓ˜Ò⁄ı‰€fifiıΩõ‚øˆÌÓ⁄fi¯ÓÛÛ˜ŸŸ‰”€fi”ÿ‰ıœŸ∞∞ ‚Ω“”‰‰fiÍ⁄ÌÛÛı1Û˜¯¸˘ı¸ı”Û˜Òӯʘ–ı¯Í†Ÿê øı‰ıÓÓ¯ÓÛ˝ÍÚÒ€¯‰fi”›÷ø‰ÓŸÃ˛”~‚˜Ì⁄”fiÓ⁄ı˜‚½ı”¯fiıı˜ÂııÍÌfiÓÓÛÛ–ıͱŸ‰ıÂııÛ–˜¯¸Û˜ÊÚÚÍ–˘fiŸîÛıÍÊ€¯–˜Ì“ÌŸ”ı͉œ‰˚ı¸‰ı‰ÓÓ¸ı¸˜ÓıÚÓÍÚ˘Û˘Û–Ó⁄€˜˘ıı¯fi˘˜ÓÍÓÍÍÓÓı˝–ÍŸı–fiÓÊÓÚ/Ó‰”˜‰fiııfi”ı–˜‰‚øfiÓ¯˘ı¯˜˚ııÍı˚˜˘ıÛ˘–⁄Ú˜ıı¯ÓÓ˘ıÓÚ˚˛fi˜ÛÛ˘‰fi¯Û˘˛ÍÊÓÓı¸Ûıı–ııÛ”‰“ıÛͲÓ¸ı˜˝ıÓÚfiı˛–ÊÚÍÓıÍÓÓı¸ıÚ⁄ÓÌıı˘Ûı‰Ó€¯Ûı¯˛Í;Óı˘ÛıÛıı”ıÛı””ΩÛÍÍÓ¯–¸˘ı˜fiÛÌÀÓ–ıøıÌÍı¯˘ıÓÚ˘Û˘ıËÌÌÓ˜˚”ıfi⁄fiÓfifi˛Ófi˜fi”¸˛ıfi˜˘ı”ıı¸ı¯¯ÓÓ–˝ı˘‰„Óıı–œı”Ûı˛Ó~˘ÛıÓÌœ€…÷∏ı˜†˘†ıøœŸ˜ı⁄∏”Û˜˜Ωı–Ûı˜ˆˆıÛ¸¯¯ÊÓıÛ˜ı¸fiÊÊӀ̖“øÛ”¸ÓÚÓÒ˜˘¸fi˜”fi «Ï”‰fiÛÍ ””‚ıÂΩ ë¸˝øı””˜˘Â–¸‚Ω˝˘¯˚ÓÚ͸Ó˚–ı˜Ì€Àç””–F˜ı˚ÌÒÒıı¸˛ı1”⁄˙̘˚˜Ûø∞Ÿ“˜“ÛÂF‡∏¸¸‰ıÂı¸Â¸¸ıÏ·⁄Úӟͯ„˜ıÓ⁄±ŸÀ‰“˛Ë_‰”‰‚†ı˘¯˜ıı˜‚“ıı˜˚ÛÂı∞œıfiı¸Á§é§¸ø¸ÂÂııÁÂÂı÷w÷”ÌŸfiıÌ„ŸÚÓÓ⁄⁄œºªŸÿÌı‚˘ۘfi˜–˜§‚‚ı¸˜ÒÛÂÛfiœfiˆ“ÂımëF˛˝~¸½ÂÛÂΩ¸ûûıËÌı‚ÚÿŸŸÍ–ÚÀŸ⁄所‚ıÌÈÿÛ¸”ıı‰”‚Ìı”˙˜ÛÂÂı€ıˆë¸Fˆ¸˝ÁÁÂııÂÛÛıÓ¸gìË∏Ëø˚⁄”˚Ú˜˘–Ì⁄”“fiÓÌı”«˜Â”˜“”˜Ω˜Ω¸˜‰˜ı˝ÛÛÓ˜–˜Ω˜‚¸˝ˆ¸ˇ˝Y˜Ìı¸Û‰ΩΩj÷†˚ı˚‰‚‰ıı¯ı–”¸”fiÓÒÍı⁄ÈÒı˜“‚““˜fi˜“”ı˘Ûı˜¯Ófi¸ıΩ¸Â§‚ı¸˝ø⁄‰‰‚Ì‚ø  ¸“‰ŸÌ‚Ëøı˜Í¸––ı˝Ó¯˜Ú⁄Æà ˛”~⁄€ÍııΩ˜‰fi˚˜fi˜˜ı¸ı˜ı¸¸˜˜¸–‰“‚⁄‰§‰ø“˜”ıÓÌΩ⁄ÌıÓ˜–¯ııfiͯӯıÍ⁄¨É∂ˆ”Ûfi‰œ˜ııۉ̘ıÛıfi”Â¸Ω˜¸ı‰˜ÿÌı”∞⁄§Ó‰⁄“†˜”ÛÛı‚πŸı”ÍııÛÛ˘ı˘Í˚ÓÌœúä…∏”~Û–‰À‚‰§Û–”¸Á¸¸ıÛÛ¸˜Ì̘‰Ë÷ Ω“§‰⁄‚⁄§ı”˜ÛÛ”∞‚§–‚‰ÛÛ¸Û–˘˜Ù⁄Ó±‚”§‰ıÛ”‰ÀŸ•⁄˜¸–¸¸FË“¸¸ı¸˜˙˙˜ˆ“§º “ΩÓÌ⁄§§Ω””¸ÛÛ‰Ÿº”“˜ıı‰˘ÛÛıË˚œ» œ”˝OÂı¸–‰ùŸ⁄Ò˜˚ˆË‡¢÷ˆ˚Ì∏˙‡‡∏∏ ˜§⁄‰˜‚‰“fi‚”¸ıÛ¸¸ıı“  Ωı”ÚËÛııÛıÓ§∞‚‰ı¸˚‰ı”œ⁄ ı¯˜˜‚m∏˙˛˜ˇˆ$¸ıı¸˜”ı””fi∞‚Ω–Ω˜ø¸ı˜‰Ω“Ω“‚øı‰‚‰˜ıFÛ¸ı˛“Ω¸ÂÛ‰Ÿ‰”œfiӽ¸¸F¸F²¸˝Â    ¸øÛ””˜fi º§˝ımÂÛ‚ ˜‚“†fiÂı‰‰ÓËıı¸ÂÛ˜fi“ÛÛıÂıËÓ‰œÍ“¸Â”‚¸ÂˆÛ¸øÂÛ¸øıı¸Ûııfi‰““ΩΩˆΩ˜¸¸ë “¸ø“ˆÂ”⁄“‚˜Â¸”ÂÂı†⁄”¸˜˜ø”Ì扆†‰Â˜ª˜˝ˆ¸Ûı˘¸˛˜`ıΩ‰ıÛÛ¸‚¸ÂÂ“Ë˜Ω˜m‚ml“˜”Âı‚“ªˆÂ¸ÂÁıı‰§øıËËıfi‰€Ífi̘˜ˆ¸Â¸Û¸ıÛÛ˜ıø¸ı˜ıı‰Ûıı¸“ΩΩ¸ıΩ˜∏˜ΩΩ¸”“˜œ∏∏§Û¸˛Âı“Ó”¸Ω‚ÌÓÍ€€‰ı͉˜˜Â¸Û¸˜¸ıˇÂ:ı–˘fi˜¯”¸˝Á¸ˆ¸øı¸ˆË“˜ıΩ‚m∞§ éΩ¸Û½˜‚˜Ó“ıı‰±˜–€‰”Ûı‚“ÛÛ˜ıı˜ˆ˛˜9ıÛııÛÛ¯¯˜ı˝˝Ω”ø¸”˜⁄ˆÂı”“Ωı˜““눸ÂıÂÂø˚ÚÌÍfiıÍ€œ‰fi͉fi–ı”ÛÂfi˚˛‰˚˜˜ı¸˝ı~¸ıı˜¸Âı¸¸Ûıfi§¸ı‰¸”˜ıøø‰∏FΩ¸Ω‚ıÛ‰⁄ʘ–‰Ì⁄≠„†€”˜””‰‰fi˜Ó⁄Óı˜”ıø˜ıı¸ıÛı¯˜˜ı¸ıÛı˜ıøΩ‚ı˜§ø¸ı⁄‚ıΩΩˆË˜”‰†‰ÓfiÓ̆⁄ùœØ””ıfiÓ⁄⁄̉fi‚ı”ıÛı˜˜ø¸.ø¸ËËı¸ı˜Ûıfi˜ı¸”ı“‚˜†Ω ë§Ω¸ı“ı˜◊ÚÓÍfi„…fiøı•Øı¸ı˛fi~•…~Ÿº˜”fiÛı‰‰ıı¸ıˆÏı˝˝¸˜Ûı˜ı˜“Ω¸Ω“†m “Æ ‚‚¸ıÍ”ı∏Ófiı–ŸŸfi˜Ûͱ˜”˜¯fi⁄∞≠ü∏±ŸÒ˚ÛÛ‰Œ“ˆΩ¸Ûı¸˜ı“˜¸˜fi”˜˜¸ı‰§n'JÄΩΩ‚‰‰˜Ì‚Ì˘˘––fifi⁄˜ıæıø”Ífi&∞Ão‚”∞Ÿˆ””ı”Æ ‚“ıΩ¸Ω‚ı””ıfi˜”˜‰ΩøΩ†ml§¸˛Ωg˜‚˜⁄…ÿ Ë˜¯fi˜”¸˜”‰øıÌ⁄ıÓŸœıøfi“‚ı”“ΩÜ §”Ω”˜¸†˜¸ı¸¸œ˜˜“˜ø˜‰øøΩΩ¸˜‚ÌÓ⁄ π ‰˜˜–ıfiıÂøfi”‰§“†Ó§Ó”ı”ı˝Â‚Ωøıá£ë‚§˛‚Ç‚fiÛ˛ı&∏Ó”§§‚à ”Ω˜˜Â“·⁄”⁄iŸ∞ı˜˚˘ı˘”Óı†ø‰“”Ìfi–¸˛ıHÂıı”ıø”≠d†”“ºª‚”“¸¸Ωı̘”‰o|πJ ‚˚“Û¸ ⁄fi“∞§œ‰ıËËÓııŸœıΩ‚‰ı–”ıøıı¸Â”‚”ıÛfi∞“˛Ω~mº‚Âıı””˜””‰˜“ëö§Ω⁄œ‰˚ıÛ‚‰˜”fi†⁄†ıÓÒÒ¯fiÍÓfi‚Ÿ†ÛÂı˜ı˜ΩÛı§∞ı–øııÂΩ“‚†‚⁄“”¸˜ı””ı‚ mo†§⁄‰“fiÌ‚˜Ó˜fi˜Ω‰œ˜fiÓ‰„˚¯€ÓÓ§∞“ıÂøΩıfiıÂ¸Ω“†˜ÛÂıÂø‚~o§ ˚”Âøıı˜Ω‚ Æ∞맧‰‰øı‰ı˜Ó¯”˜Íı–ÓÍıÓÓ–⁄ÊfiΩ‚‰Ωø”Ω¸ıı““øΩ‰‰fiΩ¸ÂΩ“fiø‰∏ˆıÂÛ”øΩ oë oêí§œıøΩ“ıfiÚÓ˜œ“fiÛÍ€–¯Ó¯ÍÚÌø§“–Ω“ı””ı§£ËΩ˜‰˜¸ÂΩıˇ”(Ω‰ÿ⁄øıfi‰ΩΩ†”‚∞§§ÜŸ∞ı”Ûı˚fi‰Ó⁄‰fi˜‰ø͘–ÓÓ¯Ú⁄$
  23147.        tile $00001012~˘ıı–fiÍÍfiÓ∞π öö‚ßœ”‰Ó±“¸F§nª∞õ…‚ÓÍıË‚ı–ıF‚´àΩı”Ÿ†Ó⁄–ÂıÚÓÛÂÛıÛ‰ıı†͖ÍfiÍ›∞éô⁄⁄Ú‚ıdžÌÍπˈmm†ëõæ ŸfiÿËΩ˜ı˝F£êŸ†ı¸ø”˜ÓÓÚıÁÂÓÓøÛÂı~ˆ‰‰ÓÛ¯€–fi⁄† ‚§Œ∏⁄Ìÿ“‚∞Ÿ‰¢’“˜“ë∞⁄±±Ÿ†⁄Ÿº§¸ø¸§›∏ı½ı˚––Ó¯ı˝ÛÓfiÛı–Ìfi˜⁄fi”ÓÓfiœÍ‚‚“‚◊ËӷˆooÍŸÑ÷Ω§}ª‰±±ÍÍ“† Ò“¸Fø‚˙ı˝Â¸ı˜–ÍÍfiıı˜ıÛıı    ‰œ¸ÍfiÓŸÓÃœ˛⁄,‚ˆ÷˙˚¯˙›“ıfi†∞àધ'∑o”Ófiı–Á”ŸÓ¸¸˝Â∏˜Á˝øı“ÍÍÓÓˆ˛ı¸ıfi˛˜'ıfi‰‰ÍŸœ∞Ò⁄Ì˙ƒ˙˜ı§fl«º‚Ó‰⁄Ëé§ÆɃΩı”ı⁄˜Â⁄Ÿˆ˛Â˜Ω¸Û¸Ωfifi˛Í~‰–¸fifiıøıøÿ‰Ì⁄–¯€‰⁄…Ë‚Ë√Œ˜˘˜Ÿ∑«œÓfi§‚‰§gò9 ˜¯fi‹◊‰„ÿΩ½½Âıı¸Ûıı–ııfifiÌ“ıÂÛÛ∏⁄”Ó˘–Ó€‰‰ÌÚ˜’◊ıı˜”π«Ë‰ıÓÚ†Ωh®∂◊˜˜ÔªÛŸ„Ÿ‰ı¸ıÛ¸ııÂıfiˇÛı˜Ÿ “˜˜Â…‰Âfi–ÍÊ˛fi~ÚË“‡Œˆ˜˜ı‚åΔ‰ı˜Ófi”äKHÑ÷˘„‚”≠„⁄‰”◊‡˜‚˜Â¸¸ÂÛfi¸ıÛıÓ⁄Ë‚ÓÛú⁄Ûıı˘ÓfiııÌÒ◊π◊‚ıı‚Œåô“ıı‰‰”äChªŒ«˚Ú‰Ó±ÍÓ€Û∏›◊ËııˆıÂÂı˜˜˘Â‰fi‰”ˉ†•”Û¯Âıfifik¯˜Ò·Õ◊Ìı˜’¿∂ƒ‰˜ÌËŸt••tö‚π·Ÿ⁄⁄€fi˜‚˜Û†÷ÿı‚«‚½–˜˜ııÌÓ‰fi‰‚ı˜fiøıÛ˝ıfi̘Ú˚»Ï˚˜®≤à«Ë˜÷’ÿ±Ø`ëm†ˆ· ⁄„§˜”˜Ó”Û”Ó‚‚Ë‚¸Â˝˜ˇı~˜Ó‰”⁄Ω”…∞ııÛÂıÌ€⁄˜Ó˙Ô¡˜÷ß÷πÓ˙›ŸªsΔöøı˜ˆ∏“öm”ˉıÛΩı“ºÌ˜Ω§ˆÆÌÓıÛıı‚Ìfifi‰”•‚ø˜˜ıøŸÈÒ¯¸ˆ¡Ô‚ ÷≠◊·«À±~r∞§Ω˜‚˜∏Jë‚Ç∏ÿı¸‚“Ω⁄∏ªË “∏⁄¯˚˚$Û¸œ‰∞⁄ÓÍŸÀıı˘¸⁄„Óııˆ˙Õ‚ı•„ŸŸ⁄flflÀŸü≠”˛‰~̉˙mmΩ˜ˆ“ŸŒ‰”†∞Öö‚ı‰Ÿ±€€ıÂıfi€Ÿ˜ıÓ«‚ı˚ÿ˜ı‰‰ı˜˜ÌÙ˙Ωfi€€ÚÚÓ»ŸÍŸ∫€fiıœŸ‰ŒŒ∏ˉ“Ω∞‚”⁄‚∞ª §‰‰Ÿ≠⁄˜ı¸ı”fiÓ‰Ó‰ ËÂË’Ìø”Ó˘ı˚˚»¬‰ÍÓÍŸ⁄∞œ”ÍŸÊı–~˚ÓfiŒπnöËΩıfi“¸‚∞ Ω§»Ë”“Ÿ†ı˜””˜”ÌÀ»‰Ω‰∏fi۸ӻ̘›˙ˆ…⁄”fi–Ó»Ìø”ÒŸÍıı⁄Ú“ŸπÆ´∏˜Ë‚‰Ffi õ †‰«À“ø‚ÜΩ¸ı¸†ı⁄ӟ̆¸øÌ“ı¸fiÌ‚˚÷√Ë”‚fiı–fiŸ‚ˆfi»µÓÛ~ıŸ…⁄∏«ÆË⁄ÌŒ◊⁄ı˜⁄ æ fifiŸ◊‚∞qªÇ¸Â¸ı̉ı”ı”øıÓ‚˜‰˜”‰“ûw˘ı–ı⁄‰ÌŸ†⁄¶∏Ûı„À⁄—å¡  Ì⁄ˈ”ı‰⁄‰ÌÓ‰˜˜‚ëTî ı““ ÌÓı–¸“ıΩÿÏŸœ ºΩ“÷ãßFı§⁄⁄‰fi‚‰”ÀÒKøfiÌ€Óÿµç»ÿÌ˚ˆı‰˚ÌÿÓfi˜Òœ‚∞ħú∞§‚“Ë⁄ËÛı”∞Ωı«flª‚ îm§“Ö°£¸ºõı”‰∏Ÿø˜‰ıfi˄̉†Ë›Ÿ‚“˛ı~˜fi„Òı”ÌÀègΩF“†Ÿ“¸§”˚ııœúÇ” …π´ªπ§⁄†Ω∂姂∞”–‰∞Ÿ–‰fifi˜˚«ŸË˜“ÿı˜Ìı¸¸ı¸Óÿ˜–∞º… §äõ””Ω“ÄıÓÓ”ú Ç‰‰†≠?ä‰fi‚‚Âmï÷ÄÅ∞Ífi⁄ªfi‰Óı˜fiÏÕÙÿ„‚˘˜÷ˆˆ˛ı~”‰‰ ‚fiœúänJøø¸Ω¸‚˜⁄˜⁄uo⁄§”€Ø‚‰‰Ì˜Û‚π ë€œ€ª fi‰˚˜ıı⁄fl÷˙˙ÓfiÌ˙Ì˙Ω¸ı¸ı§Œ”øø‰õÆÛÂı””“±ÓŸŸ§ä∞~±fi‰ÌÍ‚‚ÓÓıÂÂ∏«Ÿ”ÚŸ… ÓÓÍ˚ı¸Ì÷’ÌÓÙ‚…»‚˜ı¸~¸Fÿ∏⁄Ω¸ˆ‡Ëõ“¸¸ı˜˜Ó  º•oêª∞ÓÓ‰fiÌŸÓ⁄ÿÌ⁄Ëÿ…fi⁄œ“⁄ÒËıÍÓı‰ÿ¢fl‰œŸ„¬∞˜Â˜ˆÌà §‚ËԪ“∏“”‚‚˜‰‚• õoèõ•ÚŸ˜fi‚‚ıÓ„Ÿ…À‰ÒŸŸ˜Û‰·ÿ∞‰ÓÓ–‰∞›Ú˜‰“· ‚ı~ı˺∞“m Õ¢§F”⁄‚‰œ§¸Ÿ†”ëä§õÜ∞⁄Ÿ˚ıÓÓı–fiÍʱÓÓÈ„Ófiı˜fi≠»ıÓı˜€€ŸŸ€˘  Ì˜”Ó…ª ⁄‚∏‚‚§¸§ œ‰˜ø‰”ıt∞m†§nπŸŸÌ⁄ÚıÛı‰œÃ„Ê„ŸÓӯ͉∞—fifi˜Ú⁄fi€„Ìı“ª‚⁄±Ì⁄ÿÿŸ‰ÿ“§ª‚o‚‚̉Âø““‰˛‚“∞Δ«⁄ºŸ⁄˜ı”˜”Í„„ÃÒ˛Í
  23148. ÚÓ⁄ºˆıÚÒfi––˛ÓZ‰∞“§ŸÌfiœÓÌ‚ÌË⁄∞ª∏ë ˙̸ı““”†‰‚§‚èè∞£ªÌœÓ˜¸Â–ÓÅÊ„Ú˘Ó⁄‰§ÿ‚”Ó⁄˜–ı¯ÓÓ“⁄∞ œÃ˜ÚÓ˜Ìfi•ª•Ÿ §Ë§˜øı¸Ç§÷˛‚k∞⁄∞ŸõŸœ”‰‰”¸ø–ÍÓ⁄Ú˘ıÍÓ‚ŸŸÍ˜⁄ÚÍÚÚÍÓÓË∏ œÌÓÚÿ˚˜ı“∞œ‚‰‰˜˜ıẨΩΩ∏mË Æö∞áæ§⁄˚fiı˜”ıœ˜Í⁄⁄–fiÌoë∞∞⁄Ó„ŸfiÓ⁄ʯ͟º‚”˜œÓ⁄fi˛ı~–ıΩı⁄Ì‚⁄Â÷˸Fı“‚|k~Ü∞⁄‰‚Ÿ˚“Ó ‚Ë⁄Ó⁄Úı˱moo∞∞ÓŸ≠‰¯Ó⁄ÚıÓ⁄‚‚†ÌœÌÍ‚Ì“⁄‰˚˜ÒÌ‚‚¸ÕÔ˜¸ı˜“h|dõ∞œ€‰‰ «¬À œ⁄±ÊÓ–⁄ŸΩ§Ωo∞€Ó„…Ÿ–Óʯfi‰Ë∏“∞∞ÓÍœÌn‰‚“”ÓÌı”ıÛÌò«ı˜“”“õm“§”€Ó‰§À≈¨•§• “€Óø§§“JΩ∞æ†fiŸŸ–ÍÓÍÚ ‚§‚“⁄œfi–‰ΩÛ‰ı˜˜Ûı¸ø‚‚«Ò”ı“‚÷ª§∞ø˜⁄fifi“úî»Ì˜†⁄‚ÓıøΩΩ‚††fiÓ–˝fi9Ífi≠ïÀ˜ ””Ó˜ı‰fi˘˜Íı˜¸¸ı¸‚”“˔ۧ‚Æ´‚“‚ı⁄‰–†⁄∞¬›“Ω §fiÚ˜‰Ω§FÂı˝fiB–ÛıÍ⁄꺔˜ıø˜ÌıÌ˚fi˘˜fiÛ¸ø¸”Ó”–ıˆ”‰§∞º““¨§‰‚”Ω‚ú…ú‰fi„Éıı˜Â–fi””Ófi–ı˛fiCÓ‰¯fi¸˘Ó¯fiÌı˘˚ÚÛ˘¸¸‰˜ıœ§‚∞œ§ÿπı‚£œ§fi”ı†∞î膙y•–±„Ífi⁄˜øı“fi–œ€¯Ífi¯–ıÓ¯fi˛¯˜˛ı~¸ÚÍıı¸ıı͔ӟ§⁄§Ó ◊§ëõ ⁄§†”Ω†∞§†ç¨fi⁄—„Í⁄˚ıı‚‰Â–˜ÍÓfiÚ‰fi˚ı˘ÓÚ˜Íıı˜Ó„˜¸fi”˜˜fi‰fi§”ı‰∞›ŸÌ§‚ú“””ÿ∞“Ω”Ǖc∑¬u±‰€⁄ˉ”ø––ıÓfiÌÚfiËfiÛ¯˚͘fi¯<‰Ÿπ‚fi˜”‚‚fi˜Ìœ˜–fiÌ…±§œ⁄§†ΩΩîò“Ωø¸–”∞:vïØ–¯ŸΔ«¸Â⁄∞ı–fiıœ˜”ı–¸fiÓÓ˛˜\ πËËŒ‚Û¸“fiıŸ∞€–fi‚Ÿ±Ó„Ÿfi˜Ó” ôm˜¸øfit^6≠”–Í∫ó§¸éŸ”ı”ıΩııΩ˜‰fi˜fiÓ͘ê^ΩπΔ‚ø¸ıfiı⁄ ⁄˜fiÃÀ„ÌŸœÍ⁄Ì“§º◊˛ıWΩÓ§b<8cfiÍÍ€îŸÆ…∞Ω”“”øΩı¸†‚“˘ıı˜Ω|'oº∞“ø¸Ωœ“Ÿ §€‰ÓŸÀ€ÓÍÓŸÙfiÓ⁄ÕË”Ò⁄Ÿ|;≠”⁄ÔÓt ≠Ÿfi‰§⁄‰Ω˜–˛Ω~ı˜”Ωıê∞∞“Ωıø˜⁄†§ §ÓÌÍÍÒ‰fi˜ÓӗӉ˟∏¸ÂÛ‰⁄‚§õ ”ÊŸ¯”ı¯∞ŸÌ‰‰•‚““”Ω“”‚‚ıÛøºmë∞””Ω¸ı€Íœ‚‚fiÌ⁄ıÌ⁄Ë„⁄˜ÒŸÓ‚‰«÷¸øΩıı⁄ËΩø‰ÊÊÍ–”Ó⁄⁄Ç”∞§””“§‚~Ω§fi”ıı §‰†”§ø–¸€fiŸ⁄‰Ì‰ ‚œ‰≠ª‚œÓ„⁄”“ÏÕıÂÛ¸‚˙◊˚ıÍÍÓÓ¯”‰fi‰ıÇœ∞§¸†‚“”Ωı“”Ω‚m‚ıø§“ıø⁄ıœ‚”ÓÓÿÿ˚Ó∞˱œ‰⁄˙”ËËΩ¸¸ÂΩ ‰⁄ÒıfiÍfiÍÓfỉ†ıø∞õ§Ω““~‰†“ı‰ıΩ o Ω§•¸Û…˜”˜Ó‚‰⁄ „Ó˚”œ⁄‰fiÓË‚‚˚˜ıÂı˜”Ì⁄fiı¯–fi€‰‚⁄˚Ω†õ ÇÂë⁄“”“fifiı”§“£o¸ıı”˜çŸ“œ˚„⁄“”ËÚfi‰ı⁄Ÿ‰œŸ‰”˚Ë˚˜˜‚§ÌŸfiÓfi˜ÓÓ‰⁄ §‰ ë§ıF»~ŒΩ”‰fi˜ıΩ˜ë´§ΩøıΩ˚í∞⁄‰”⁄·‰fiı˜ÓÌ””ŸõŸ‚‚ı”ËÒÌ⁄•⁄Ÿ⁄†˜€‰Ìœ∞§ ∞§§‰ ıøºÆø†o”fiıΩ§∏à‚øΩı”‚ù±∞ı–ıœ€…˙ıÌËÌͧ⁄§–‰fifi扉§§•õ⁄€fi”˜œŸÿ⁄∞£‚‰‰Ë”¸~‰§”§ §Ω¸‰‚”†∞Ωø”‚‰æi∞œı–fi‰≠fl‰–ÓŸÀ∞±§ıœÓ‰‰‚‰†Ó∞⁄∞±†‰œ‰±…‚⁄£“‰‰Ωı†Ω˜”†m‰ıΩ†ΩΩ¸Ωı¸˜‰˜ù䱟ӖfifiÓ±ÌııÓœŸ±‰†§‰”“≠àfi“Ÿ†∞±ı‰Óı⁄ •÷ ı”‰˜øΩ˛ø“‚˛ı~ø¸ΩÂÛ”˜”æ•ÅœŸÊ–fifi˜◊‚œÓ–€Ãfifi‰œ”§èà”ΩŸºœ§”œÓ”fiÓË›‚Ωı˜§”“ıø¸Ωoı¸FÇΩ¸ı¸˜”ΩÂÇt∞†ùŸı”Í”·◊˻ӖÓÓ†œ‰fi∞î‚Ω”÷ò‰†œœ˜fiÓÓ§Ÿ§ıı‰∞†∞∞¸Û“œFı~Ç““§§˜ø˜˜ˆ“–áOi∞‰•⁄fi€‰“Ÿœ”fi€€‰∞œ à낉ºçœ–⁄⁄‰º·œfifi˜”§∞•‚⁄”ΩŸ‰fi“ÛΩË“ıı¸¸Ω“m–∞O~i∞∞•‰Í⁄‚ÿ„œÚÓ€Ó†…… …÷Ë∞Ÿ∫fiı‰§‰≠»ŸÓı‰”⁄oëáΩ‰ΩË‚Ω”ˇıø“ıı‚”FΩΩ”o±io§‚””ı˛fiB‰œÌ€†ÓœœŸ∞ƨ…»±»“Çı“˜‚æ…⁄–‰‚†”∞R‰§‰£†ııΩ˜Âı“¢≈ÌÛΩ§¸€t§t‰††ı”ıı””–Ó‰˛fiW€§ÌÀ⁄∞≠¨ºØÿ‰”ı”˜§§fi˜†⁄”ø∞o†Ì∞m¸˜¸ı‚ı∞«ªª‚¸“‚¸fiı”fifiıı”¸ı–Ì»˜˜¯–ÓÓ§⁄æÿ œª≠~ª£”˜ıÌ̘ı˜˜†‚˜Ω˛†  à“ıΩ¸˜‚“⁄nΩ˛“‚˜F$
  23149.        tile $00001003=Ûı˜ı¸ø‰fi–”˜Ë∏¸ΩÛ–fifi˜˚̔ۘıÛ‰˜fi‰fiøøfi‚¸øË“‚§”Û¸ı¢ıı”¸ııÂııÂÛıı˛˜~¸Âø”ı˜ıÛ˜ÓËëıı¸Ûfi˜fifiÌfiı”˜‰Ì”ı˜”ı–§‚ı˜‚øıı”‚ııÂÛfifi˜–ı˜”¸”Û˝ıı˜Ó“ø˝Û˜¸ı˜ıfiÒ∏ ¸˜¸ı˜–ıfi⁄•Ω–ÿ±fiøøÛÛı‰†˜Âøˆ¸Fı˜‚Ω“ıÛ˜fiıfiıı”¸ıÛ¸ıøÛı˜ÂÂÛı˜∏·Ë˚‰‚∏”˜Ω¸‰˛ıˇœ~”½‰‰fi¸ÛÛ¸”ıÛ“˜”‚“Û‚˜F“‚“¸¯ÚÓÓ˜¸ÛÛ¸˜‚˜ıÛ۔¸ı˜Ì÷π˙∏‰˜ŸˆΩı§ª“”–ıœ“˜ÛøıÍı¸Û–˜ÛÂı‰”‰˜ı˜“ÛÛ“”fifi„Òıı˜ÛÂÛı˜ΩıΩ˜Ûı˜˜‰ˆËÌŸŸ‚œÿ˘”ª«”ıÛø…·ÌÓ˝ı˜ÛÛıÛ¸–‰fiıΩıÂıÛø˜Â˜ÍÚÚ˘Û‰˜˛Û0ø˜˜ı¸˝Fıı˜”¯”§‚‚‰œ⁄§‚∏ Ωøı” ⁄œÚÍ͢–Úfiı¸Ûı˜fi∏‰¸ıı¸˛ı9Ûfi˜ÚÚ˘ıı¯¸Û¸ı“˜ø˜Âıı“”ıÛıı†‰fi‰ ⁄o“Fı¸˜ı–ÇıÓÓ˜ÍÛ˜‰¯ıÛÛı”ÿ∏Â˚ı8¸”ıÓÚı¯ıøı¸ıΩ˜“‚πΩπ§fiıÂÛ¸–ıÓfi˜Ÿ“”“ııø˜Íı˜fi͘͜øıøfiıı¸˜⁄˝ı ˚ıı‚˜ıÊÚ¯ı¸˝¸˛ı~¸Ω˜“¸à Ω˜‰”ıÛ¸˜ı–Ó˜ı¸¸ııÌŸÓÍ͆€–øı”‰˜”ı½¸‰ˆ¸˜Û˜ˆ“˜¸ıÓÚ¯˘Ó˘ÂıΩ”Ωø¸Âøäë˜fi˚ı˘Û˘˚¯Ûfifi”ÂÂı⁄Ÿ⁄Êıı˘‰fiı¸˜Ë†¸˜ÂÁ¸ı˜ııÛıÚ˜ÂÂÛÍÚıı‰ıÂı¸ø˛¸ÛÄ∞ ”˜ÓfiıÛÛ˚˜˘–¯‰˜ÂÛ”‰˛Ó{fi–Ó⁄‰ıø”˜†˜Â˝˝Ω¸ıı¸ııÌ˚ıÛÛ¯ÚıÛııÛÂø¸øøΩ‰†ú~‰⁄€fiı½˜Íı¸ı‰˜ı¸ııÍ€ÒÓ–ŸŸfiıøø”†ıÂ˝Âˆ‰ı˜¸‚˜ø˜˜ıÂıÚ¯Ûfi˚ıÛ¸øøF–˜‰∞±∞œÍ”ÂÛÛ¸¯¯˘˘ıı¸ÂÛ˛ı ÚÍ”ææ–Û”ıfi‰ø˛Âı‚‚⁄ıı”Û˜˜ıÛ¯Ú¯˝Ûıı˛Â
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  23158. fi€ÓÓ‰ÿ˙‚“ø²ıA–˘Û˜”ı˜ÌfiÛ”Ÿœ ¸“Ìfifiıı˜”˜˜”øÂıÛΩıı˜”ı½fi˜–¯–ÍŸ‰Ωı˜”Ӏͯ‰“˜F¸Â¸ÛÛ¸˘˝ı”ÌÓ˜ı˜‚§∏‰fiÓ˜ıı˜˚‰“˜˜ÛÛ¸øı˜¸ıø˜Ó˝ıˇ“"”¸ııfiÓÓ–ıı“”ø¸ııÛÛ¯˜fi¸”˚˜ıı˜fi‰œ•Ë””˛ısfiˆ‰Ω¸˜ıı˘Û˜‰ıÛı˜ı˘‰ÌıÛı–øıΩ˜¸ÂıÓÌıı‰‰ˆı¸ı˜Û˝ÌŸıı˚‚ıı”‰ÍÌœ”ıı¯–˜Ì˜⁄‚‚”˜˜ı¸ÛfiÓ˜ıı˜––˜‚ı¸¸ııøÂΩ¸Â¸”˜–¸Óı“˜Ω˜˜ıÂÛ‰ıø˜Ú˜Ω˛“#”‰fi”ı”ı˜Ÿ“‰ ∞⁄˜Ûıı¸ıÓ“”ÛÛıfi”˜˜ı¸¸ıΩ¸˛ÂıÛ¯¸ı˜‚˚‰˜ÛÂÛ˛ı“fi‚œÛı˘fifi‰œ”ÛÌŸ˜”fi‰⁄fi˛ı˜ıfi˜˜˛Ûı¸˜˚˜ııø¸F¸øı‚˘¸Û˘ı˜”øı‰‰˛ıˇ¸<ıfi”ı‚‚ÂÛÓ¯ı˜⁄‰ø‰⁄“‰””€˜ˆ˜ı˜Ë˜fiΩıÛıÛÁı˜ıı”ÂΩ‚”¸ø˜ı˘˘¸”‰˜ÛÂıfiÛ½ı‚œfi‚“ÛÛÓ˜˛”ˇı'Ÿœ˜⁄“Û˜Ú˜ıΩ¸ˆ‰ÌfiÛÛ”˜˘ı¯¯¸Ω¸†ËΩ¸–¯ıı¸ıΩ˜˜¸ı¸¸”Ìœˆ”“‰¸ıfi˜‰ıÛÓ»⁄‚ë”Âı€˛˜Aı‰‰”ıÛfiÓıı˜ÓfiøøΩ‚”ÂÛ¸˘˘ÛÛ‰˜fiı¸ı˜¯ıÛ¸¸˜‰˜‰ıı‰”¸¸fi̘ÛfiËØ “fi”ıı˚˚˜¸Û˛˜ø˘˜Óıı¯ÓͲı7˜Ωø¸–ııÛ˜ı˜ı˝˝”ıı˜ø‰˜‰Ω˜ı˜˚˜”ø¸“˜Ûı‰ “Ω“†ı¯˜Ó˜ıı˜ÓfiıÛ–˜˛¯ÍÓÍ”ıΩ¸˜˝ıÛ¸¸˛ıˇÛˇıˇ˜Û˜”‰“ı“‰œ˜ı¸˜‰ı˜‚“ıı”˜˛fi‰˛˜[ı˜”ııÛ¯ı¯ı¯Óͯøı˜”˜ıfi˜¸““ı¸¸ı–ı”ıÂı”Ω”øı”˜‰”ÂııΩıı”ø¸Ω‰œfi˜‚§fi”Ó˜fiΩı¸Û˘¸–¯¯ÓÍıÛÛ˜”øÛ˜ÓÛ˜ˆ¸Â½ı0¸øı˜˜”Ω¸¸ı“˚˜ıı¸Â¸ı “””fiı†⁄Óı˜ÿˆ¸““Ûı–¸ıÓÓ˜˘Û¸˛Û;”Óıø¸¸Â¯˜ˆ⁄”ÂıÓ˚˜Ωø“˜‰Ì˜ı”¸ı¸Û‚÷“˜ı””ı–”˜–ı◊∏Ω˜“øΩı¸˘˜ÓÓ¯˘Â˛ıˇ–˜”ıø¸¸Û˜ÓÓ ˆÛÛ˜˜mm¸ı§¸”˝˜~‚ıøË˚Û––ı–Û˘Ûœ‚F˪“‰˜Á˜fiı¸ÓÊͯۘ˚ı¸ı˜˜ı¸ı¸øfiŸ∏ ‚˜ıı”““F¸”fiıı˚fi“Ìıı˚ıÛÛıı½ııfi“”‚ ““”½¸‰“ı”͘Íıı˜ıÛı¯˚˚”ı˜¸˜À⁄º Ωıı”Ë‚Ωøı˜¸Ïÿıjı§ı¸‰˜fi¸¸Û¸Ûı“˜øÂÌ ˜˜““Føı”fifi˜ÓÚ˜”˜ı¸ııÓ˜ıı”ıfiŸ…»…‚‰fi‰‚∏ËF˝ı˘˙˜fiÌı˘˜ıfi˜Û¸¸Û”†‚‚¸˚‡‚fiΩ˜§ı¸–ı‰”Ó·ÌfiÓÌ‚”“”ı²ı Ízy≠Àœ˜”˜⁄ËıÛ˛˜„˚”ıÛ¯˜¯ı¸ÛııøıΩΩ§$
  23159.        tile $00000CE8,Û˝˘¯Ó¯¸Û˝Â˝ÛËÿ¸¸ı¸ÂÛıÛ˘¯˜˜fi¯˘˘ıÛÂı‰˜Íıø˝Â”ŸŸfi˝Û3¢ı˘ÛÛ˘ıı˘ı¸Û˝Â˜˙˚ı¸Û˝Â˘¸Ûı¯˜Ìfiı¸ı¸Á–Ó˜Âı˜ø“̸ÂÛø²ı˘ıÛÛ˘ıÛÂÛıÛ˝˝˜Ò˜ı˛¸ˇıXÁ¸ıfi̯¸Ûı˜ıø˜‚”ø“«÷Ωı‰fiÛ¸ı¸ı˜”˘¸Ûı˜›˜˝ÁÛ¸˝Á¸Ë˜˜Ùˆ¸¸˘¸Û˝Û˜‰˜ıÛıΩ˜ëˆı˚∏àä¸Û˜˜ÛÛııÂıÓÛÛ¸ıÓ·˚˛˝X˘˝Á¸Ò˜˙√̸˘¸ı˝Á¸ÓÚ˚˜ı””“ˆΩΩ‰“‚Ωøı˜˜˘¸ıÛÛ˘fiÛıÛıÏ·˜ÛÁ˝Û˝˛Û˚Ó˙Ô‡ı¢¸Û˝Û˜ÓÍfiıı¸¸”ı˜“¸“¸ÂÛ˜˜ÛÛ˝ı¯Û¸Â¸Ò’˽˝    Á˝˜Ì˚◊ªË˜¸˛ÛÁı¯˛ıˇÂı¸¸ı“¸ÂÂ˝Û¯ıÛ¸ıı–ıÍÛıÛ˜Է¸˝P˛˝˜ÒÚ‚˙‚ˆ”¸˜ı˝˘¯¯¸ΩÛı˜ø¸¸˜”˝˝Â˘ı˜˘Û¸Ûı–¯¸˜˜ıËÔ»¸ÁÛ˜ˆÛ˝ıÚÒÿ˜Ωı”ÌÙ˜Û˘¯˜ıÛ¸˜˜ÂÂıı˜ıÛ˛ı¯ı˝Û#˘¯Ûı˚˜ Δ÷fi˝¸fi˚˚˘˘ÓÚÒ˜ıÂıı˜ˆ˜ı¯ÍÛ˝ÂΩ˜˝¸ı˜ıÛ˘ıÓ˜˘¸Û˝Â˛ıˇ›˜Û۸˜˚¸˚—„ÍıÛ¸¸˝Û˜¯˜˜¸˝˝ı“”˜¸˛ı˜ı˘Ûı¸ı¸ÂÂıı½¸˝ı·÷”ı¸Â˝ııÛ˚flÙÓ˜˛˘
  23160. Á˝˝Û¯Óı˝˝F“˛ı&ˆ˜ı˜˘ıÛÛ˝ııÛÂıÍÛÛıÛıÙ›‰˜Â˝Â¸ıÓÒ˜¯¯¸˜˜˛˝eıÓˆ¸¸“”øΩ˜‰Ë˜¸˘¯˘Ûı‰˜¸ÂÛı˜¸ˆıı„›‚”½¸ı˚˙ÚËÓ˜˜ÓÏˆÂ˝Âı˚Ë‚”“ıÛ“˜‚∏ÓıÛıı˝ıˆ ı¸ı˜ı˜ı¯Ò◊˙Ëı¸˝Â¸˚ŸÚ̘ÒÚÌ›‚F˛¸!˜˚ˆ˜˜Fı‰ı†Òfi˘ÛıÓıø¸ˆ‚‚‰fiÓ˜ı˜˚Ú„º∏¸˛ı:ÛıÊÚÚ˜Ì⁄⁄÷÷‡Œ÷‡˜fi“‚‚”˜‚ıÛfi”Û˘˜ˆ‚¸ÛmËΩı–¯˜¯ÓÚÌÒ ‰ıı˚ı¸Û¯Ó˜¯˜˛‚ ∏÷ƒ∂∏‚”§“Ω‰ œ˛ı˝ııÛıÂÛıF˛Âˇı
  23161. ˜¯˜˜ÍÓfi˜Ï˚ı˛˜ˇÓL¯˜”˜“Ω‚““mÌ⁄ı”†””ıœ‰ıÛ˝ÂıÛ¸ø¸¸–ΩıÛ˚‰˜ıÓ˜ıfiı˜Ï◊˚˚Ó¯¯˜ı˚ıÛ˜“‚F“ı˜˜øı”ıfiø–˚fiÛÂı¸˛Ûfi‰““FıˆÚ˜ıÓ˜˘¸ıÍ˚·˙ıı˝¯ÚÒı˜“Ωı”¸ø”ı‰ıø˜˜ø˜ı½ı˛Âf¸ı˜Ó”¸¸˜˜ııË‚fiÛı˜fi˚»˚ı¸˘Ó¯Ó—Ù‰ı¸Ω‚‚‰fiıÍfiı“œ”ı¸Á˝Û˜ı¸Ûı–͆”“˜fiı”̉Ûıı–ıËÒͯıı¯Ú˙—⁄¸˜‚⁄∞œÍıı“Ω”˜ı¸–˝Â˝˜“˛ı˜Í˜ΩøÚ˚˛ı
  23162. ”fiÛıÛÛııÚ˜˜˛¯ÓÚÒ⁄Û‰◊‚͆†–ø‚º”ΩøÂıÛ˝¸Â¯Íͯı¸˜˜ı¸ıı«Ë¸˘fiıÛ˜Ó˛ıxÛ¯ÚÚÍı⁄·§†ÓœøÂœŸΩı–Âı¯˝¸ı˝˝ÛÛ˘–fiı–˜ı¸˜Ω”«»¯ıfiıÛ˘Ó˜ı¸˝˘Óʯ–∞‚Çfi⁄‰ÛÂøΩø–Û¯¯Û¸ı¸ı˝Âı¯˘ı”ııË‚fi‰Ófifi¯˜fi˜˚Úı¸˘–¯ÊÍıfi⁄“”œfiÂÛÛ¯ı˛˘ ¯˘¸¯ıı¸ı½˘¯¸ı “‚˜–”ͯ–fifiÚÿŸ˛˜ˇ¯ÊÓ–ø–fi†‰‰øÛı˜ı˘Û–˛˘˚ı˜˜Â˛˝ˇ¯–¸ı¸ıı¯ııfiͯı˘“◊Ë”“˘¯ÓÊ͢˛ı”‰”ı¸–fiıÛ˘¸˘ı¯˝ı"¸Û˝–͸ı¸ı˜Ó˜Í¯–ı˘––ıŸ‚ıΩ“ı–¯ÚÍfiıÛÛ–˝ıÛı˜ı¸–ı¯˜˚“ı“˚˜˘ı¯Û˛ı˜Ú⁄Ó˛¯Û˝˘fiÌÚ‰Ò˚ˆ˜ÓÚÓ¯¯ÛÂıfiıø¯Û–¸ı˘˝˛ı
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  23392.        tile $00001010ˇ6
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  23395.        tile $0000100FL}!0;.˛D~f>6.K65DgK..DO^'D..e;0kODH6f0OD6-U(D.;J;>'6WOU5!L>L^L06ODDlf!6O.OOIOKOO..'U))u;69O-_6A]D-OU,kl.00;!'^W6WO-l!z;!L;W.5(D4D0>6.WW.l..)O.KUDDOf;U]O:6f]5DOUU,`OW;!'!6WWO--J'J˛;$!>;66DDD;'6OW0.U6WO.gWID.];AIWO_66˛O*D-9UUOK6;L!;W.-e!J;;W6JJ66D).gJ'WKW.D60˛O 6LIDO6A6I.5I]WOD.OlUUOO6f';0f˛OA;J;;fg;!f6OD.OJL6gWWg5WWOO6W'a(DO]6]U5-IWW.OO..O-UlOgJLAWf.O-;J˛;KWW;WDD.WJzWOOKOl60˛O aFO-OW66I9Uk60WDOKO-IOOU6L$Lff6W˛O8;J;YM]Wf;6Oll5JL6gKK5UWfIOK0La-UOY65T-(,OWOO5D-uOOuO;a'J˛W6eeO˛;>YW0Jhf.˛D~.;'6gg65U6Wl..WI5Oh65&DUUOKKOO5-U-OO5J/;66W.UU5f;;!Y6W;JvWD(-."J]OK.DU60lKW$IU]h6O9-((O]W..)DDUUu5J$'A66fOUU.6;;>!W66J;6DIX-.;5OKD-U.lgKA'IUOzOOUIU(KK6O--ODD-U-"aL6W.UUO6;;Y>OK'WDI-O;OD6D(-..{.W>!kIO^6DU˛IO66.DDD.lU5J;˛6iWO5-D6;;>;O.h!6DUDO6;.O.5UIOy<OWW;;IlO>.-U(II.6y..-DOO--OJ>0.];O--UW;0JL66>6OlID"OgKOU-6]I=W;;l-]>]U˝I~6YKDU-5D56.JL;..)((6f;>LYO)Y0=IUD16565U`60.WWO)J5e_II).AWOD5O6K6zLW.6|0O@5I.0;0;;6.fW6D((UW..yDIU.,OWf;OD.L.OO(Ic9O6;0g5OO]6Lf]566D.5D6;!W;>6OW6.DIIl.-5;-IlOKIOW0;;O5OL5gU,UOWYW.UDO.6;LL;.6WOO5-fJL0Y>6.KW6u˛I~Kf56;6-IOg`.6W;.D]$]-O-UUOW00.UOKW.!LL0.6W6U5-OJ$0J>WO.;;uI,I.05O;OUUO.D.6W6.U5$6OOU9UgW0;6UO.]O6'>..6O--UU!$L;>W.W;;OIT.I.6O65UUO.D..W6WOU50OOU,9.00;6U.6]D0!J.5..5˛U'$LYh!.K005sIkOAgW;OIIOODKW˛0ZOUe>W.]UIHy0.ID]5O.;!!0O-OODDU5$'!JO5;'DIkTD0OAJ5IIDO(.W;WKOUO!.gWUTIg;6D,O6uO;J0g5˛OlDa$L>L.OJ;@kIC-WOW1.UU˛D<K6f0K.Uu!5OKlIjO0!OIOOD.;J;.DlOOWW6J$LLiWOLhOkHID.DW'.DD˝O~WYWWKU5!ODKDkjO!0g-O-D0W;W.O-.YfJ    a'>i$.O"$JO_kID.lW'6UlO6DKW;W.KUU!OeKI,HOW!0.I6OUO.Wfv.5-OfJ!L$a'hi]OJ$JOIkI-)l6z6ll]Kg~.W;.gKU-ODWUkHOW;.U.OUD6W;;6.O-D;JL$!LL.OJaJOI_kl.D6^]UO6WgK6;.Og-e'-OWÄUHOW;gDO.-OWW;0.OlOf!'a$L!LLW]!$'y`I_D]lALOUOKWgO6˛.lD!O5.llIO6!;.U.D-OW0;A..˛O;!$a˛!.!W6J$!](I_DOef!5IDW6OyWW.]DO!O-OOl_.;;.uOOD.˛;0.˛O2D0a$J;>WO!4^6IkkDKD6JOIOW;.WW6WW.Il>-U-UUIK;'.˛O~5gfJ;KOO-lO0L'0;W6    $L6UIxlOOW"O`g!>WWA;;W5UOi5UU-IkO;';WWO5OW;!fOOD.KWf!L';>WM>Wf>$!6-`lO6)AJ5I.;1);>f65O8O-9UUs.;6.W6uO]6f;WOO-O60!LL!!*0LW6!$L.--OK.OW!U,];.fh;A.O]5U,UUI6.6W6]6M16O5U5O;>J!$>'.K'0'$L6DOK6.-A!5I]!!O;>J)gW]UC˛UW;5.;f˛6~;!5UUD6J'L'L'D6'0!$6-)W6-W!5I]J!O;!JD.WO--U-,W;5J;6.;!6u-UUKJLL!LO6!001 $6-D.06uA5UW!>6;''J).;LOU-UI;!O5h;..ˇ;~!;OUI-WJ$$!!>D.    00!/L6I(Of6e6OILLW0F'DW;    6UHDDUfJhOO!;W]W 0KOI-.h/waJ!;OW;f>/6DuD66U]JUIJ!WfJ/!;-W;L-UI5-If^LO.;0.Kf~^>;.-I-6!$aJJl.;;LFL6UDD.0D6;O`6;;60JaJ;U6Y'.DTDD,;LFK.;K];>!0O-U9O;$$a;`.;6JaL6UU-W0D.5U6;60>a;0c*>]UTDlI; ]O;06O~;!.-IIO;4$$Lf(DW.W!L>.UUOW0D6"5I6!!.00';WI6;>6U_5-Uh$ .O;Ol!;WOOUl.f'L6lD.OW>L;.-DOWO65IW!L.W0>0.IK0.DI-5U'$ 6D06~-f'!WOOlUK0J$W;DDl.W>MKU-.0W.J-I6*;!;.,O0F65,--UL$ OO06-;;OODUO0J!LF>OglDW>>Y.D-DgW.;!OU0.W0;KkD;[6Ds(-eL$W.;;46-"a;OODO.0;JLWW'.y-gWh>KODeOW.0"DIWaL0;!;WIK;/6O˝I L[a6.;fKD;$;˛O~yff!>WfL..DDWhLL6DlD60;5U0LLW600.`.;fgIUIUz$$f60O-YFa;5).W;hhii;;LOK(lOh$fOuUO;W0;Ou;L>KW0.I.;YDTIlDJafW6KgOha)O~O6J'L;;'OOIIO|a'WgO.WWKWW5-0LLKK0>;6`Oá;gsIU-'4'66KWK.haOO.;La$$YJ>DlDDOmLL0OO.K*.6.lUWaK660.`O;%fOsIIU'L!6O.KWWh'O~D];>La$J>!DKOOK;LLYKOO.W.WWDUWK6W0KUO;F;6kkI-J'f66KK0>L;6-56JLLL>'>OK0OKYL;KOOKK6W.ODA'W.1fWIO$W-`IU!!;06WW6zLY.WU-.!a$$LL'D60gO0La;6.=..KK.Oe6W6fYWWI5AF;DUU-JL!h;fW0WzL;.U5W>'La$a$OW1.Of'>;Wf˛.~D)gUU66W;>;6IOWa;W-k`O>!>!6WW;$L;O9UeW!!'$a$<OKOOfz>00fOO6gg.--0>'K0;>.ÄO;};DIlOhL'>1.0ha4OUkU!$!!LLLDOgOOWLL;0|O.zW6K.lU0!!OW01WKlOf$;KDUUK;!!;W.W!$LW5UIU]J'L!JLLalXKOOWLL;fW..0KWOlU6!>O.W0KuO0a0.OIlW;!J]OW!$>W-UlU5J!Jf>LlKWOO6>L˛;:=.60W.lI6'    OOW1W6O.0aW)OUDW!!;;fOJ$>6U-lOOf;A6]Jh>lO6OO6˛;3fWO.WK06-U5!LO..;WWO.0a6DD-5f>>A;0650'$hyDODuWOD˛J~`D6-OW;;WWK.W0WlIJ>W]600W.K0KOlse;LL;66K-6'FhW..OOy66;65U;;ADOfuU]>YAAgKW;6lU.J^fyK0WW.6!.DDUeYL>JfAKO6'$LA].Oyy.0;DD!>46DWf]OKY!0;;6KyA;YOUOJ>;0WffWDOW.DOU5>iL;;]56'aLA6K˛WO60J.D5JJOD.]OKYJ;AWKWW!'OUg;hWKYf6lKWAKDOIO>$L!fWOuyL$';WWOW;6;h6DeJ"5lO1WOWJ˛;ufW.K6JLO<y0;YW6;WWD66ADDg`OLF$J0WWl6>$';W6]fh0;>WOO!;-Ug6OW;!;;.K00J!O-g0YWW>0.DyK6DDgIO/a^WW6OW>!;6WWfhf;L6-O!U$
  23396.        tile $00000143~ODK;8.lO;D-6;FODK!OO6Y .OK;$.O.f$6OKWL06.W>;6.6hW..W!6.O0    6.K0066fJ;0; LJ;L L!hL !Ja !J;L/!;;L$!;J>J;!L!;JL>!;;>>!;JY;;~!LM;;L$MJJ$0;!a*;hL.;;z^D>;JJD!;!Jl>>J;(Jf(a';($>;<L0-![J6DJ$JWD;$;g5h$;gO;L0KO'0K`;10K<10WgDY6]gl;;..OhhW.D!L66OL'Y.Ag'LJWya^;K$L^fOLLJ]gLL;ODLLJ.g>L>6g!J;..h;6g.J6..OhK..gJK..ghK.5g$
  23397.        tile $000010162.O.W;>'0KW1/[!6K1hWW]W;L>;S0;f;DW;;f00hf655DWY>˛J.f;LJ6'JOy;6.OgJ^L0KW;LF$h].0;!L0K]W;>L!v;;W(6˛W5fz;O66Of>>Jf6;LAJO];.-Og;>$;.W;'FFJ6OW;!!WK]60hLJ˛;I˛W~AfW>;.66]0J>!;;W;>J;$hDOO5O0!
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  23408.        tile $0000100DJ6l65UkU]6`.gl˛$
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  23410.        tile $00001011l6JW6K;!J;AK60WJ^5-.;Y.0i0.DOg.˛D~IO$/$JWKWO6h'..W]J>W;L6DOY;el6;WOKY>f;KWW;'O-W00.Wi0.5O]OD-le6/[aWKW.A>L;.O]6hL;J86O];6Ul6Wg];hJ;W660WJ^OO0K]WL;.UKK.-U eD6F/$J66W];L^6..]6JLJL;6g6OUOO6˛O+!>;W6OWW];'WO;;KK6/fOl6WkUDDy$$4"0Wf6;L!6˛OAAaJ!';WOesOyWO5U;J066O..g;J]O";;6Dya.]006--Du]L''0KO6;a;.OOuOA4˛LX1W]-,gWA.DOY>0W..566fyOJ".OOL0K)ffKD-Ie]>';f6.6!J.6O@O;'$a'JW.Oe.f;]ODJhW.66.]Wf.O˛;e.OO!Wg;;WD-Ul6>!AW6.6>!6.OO6AJ''L!6]OO.;;]ODY>06W.]6WKO6;.OO>0D-JJW)DsOW>'J@66OfLF!6OO6WWJ!aaLJ˛.~OK;6OOJ!0A;;W]WW6O6;KO6>W.UJ>A.DUOW>h5.OO; >6]66W6!a$L>.6.O.W6Ouh!0Wf;6gWW.OO6;KO.;WW-JLW.lOW>JW56.DY$
  23411. '0OOW6W;JLaF>)W~WOO;WgO;!06vvWOW6.Wy.KgO6l>;6OI5A8L-WyU;$/'v65]KWfv'F>OW]Ogg6WW.hhW@A;WO5]WOlO;1KOOYf6DJ>6ul-.;}JWeWOD"aFL6Ol5.66;YLLJ.W˛O?]W66K>L]6W;yuO..OeU;KOKY0K-!zAKXe.;[L;O.]DfLa!WOlOWfJ>'L;KfOK)˝W~6h>6O6hWuDO..O-;..6;WW-J>AWOIOf/!.WOOWhah0fOkDW;;!'LJ6f]O..00WWzzW.6J6DO..ODe;.66>6-;!fW.IOW/$>yKOUÉ>!0;OID];;!J>1.WODO.0W60'!6.W!W˛O1Ol-ff6.6LAU0;f..Ilf
  23412. LO.OUf>$>0;OUDKJJ>!'J.ODO-.˛0~;''WK0!fDlO6OUO]f..WJAWW.DUDW$%>..OIA>i;;1.,`]J>>!L;5U-..6WfWaL;gWJ0eOW6OUe]..Kf^6.5;;0*DsDW$F>6.Ucgh$JW;5UDW^L'">;OD-*0WW~6faLfO6>;uyf.OOWWeO0a;.O;;066sD6/1WO-,JaÜh;.Ik6aa!hY.5DO*0OWfW$JW;ifO.W0WOO]6D=0F6D;h6WgkO;
  23413. LJ.UU;F;.;.UU6z$>hJ6--O0W6 .6WL!W;'fDO˛W~ODyWDA$f6-hhW6.klf$Lh6)UUhF$;K;O,UWzL$>LJOUUe;;..6WL^;6faf`g6fW6u6.<56/6l^'0.UufaF>AO-lL%
  23414. !6W5IU]!aLLJOU,l;Y..66LL!66'AlgWA~WOOgW-U]/f.lJ;6luf$$>6D-OL/J];OcUO!a$ LOUUI;W]OyzLLW6';lW066OOW6Uu6/fOl'$;DlO;F!]DDuL%
  23415. ;6;OUD6!'$}$L5OlU;YWO.K!L6]!0-;;WOO˛WˇO~W/6ll!';.De6JL;lDO.a%$6;.`O;!La$'OODI0hOOgg>L.5fWOfJWKO.;fgO6[6l<LL.OO6;$L;-DO.L[$;WJWD.W!LL$']5Du;Y|OOgz    ]uA6Ofh6OU]f;g~O6aWDI;;lDWW;$LWD-.KL//;6105O6;>>'LW5UlYY.Og!a6OWOO;Y6UlK;5OW$AOO!;))fWJ/>MO-eO>WDIDW'!J!>;.O55!>W.OJ!!6O]OYJ6DDOff%O.6aWDDJ!-DWWYLJODOO!JWUID0>!'J!;˛O~50>;6O;JJf.OD];J.5D..OOaWOD!!OO6f;>JODDOYW6Dk-LLJ!!;.OO-;LL0.O0!J6ODOO!!.lUOAKDOL6OO>'UOKfJL;0-DDgJ'L;WODIULh;>;)OWu-;0OD;>h6euO6JJ.Uk56;KOO!6DO'>5-DWfh$!05UDO!LL;6O-D5;L>;;h;-l-UhL$DOYLJ6OODWJOUID]A˛./D-.L'5,-WfJ !6DlD.hL$!65DO5fLL>flUD-;LF0O-h>J˛.=OAL!5UU.Wf.OK;Ou.>>UlW6;F!6ODgK>a$!05OOlfL>;0Wl5uD;    %J.-JL!W˛O6'JO--WOuO;0KKhLIlf;!$J6˛OE6>LF>6]O.OW>JJW6l-OD0>
  23416. ;]O^LJWODO6JJO-OW6WKOO1W6KJJ.IIWWJ$;6OO.;hL$!6˛O<.f>!!f;WOOuDf!
  23417. ;]O>L;WOuu6JO5O;W.Oy>.KK;f.I-W6J$;.OKW;;>$>˛O6;LhJ;fgODDfJ
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  23419.        tile $00000143YKOO.fyO˛.WO..U6˛O~DKD56KKO.06W.O060OO6YODf.hODYW0DD;;.D<00WDO;g6ODYW6DOYWWOD;Kgll.glO!gOOyXOgWL.OgZLDOgW'ODyfD5W;0DK0;WDO;!0g);Y).K0OD0;!-g~0!!IO6;IOOWUK).!l.DO$O6O6.O0.6gW6KJ.W.!.WW>KW;>.6;!$OW; DK;O.;$[KW;%OK;>
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  23430. !6;m_W;.5O>WW]6.OOW-Ua>0WOU_.;UJF.LLDO.;Y;>>!WW0WDlDOWffW0.%!!>_Wh.O];˛W~OWgO6U5a!mguIW;e;F.L$OO5;110>LL;.W6D-DyW6;6Ag
  23431. >0L_fh.OOf6WWy6OuKlO4!6;ylUWhO!$K!'OO6>>0JL$;]ffu`lg.6;0;4f6/a>L!T;;.gK66W:OK]O5WlD;0YWllA!gJ>K;JOgW!>h0Wh;Wf]OUDg.6;W^;W$>!LhIfJW˛KiW.)O]O.WDl;Yf>W.lf'g;y0W6KWY.6;L>W;yuIlW.WYW;';W;W;LLC;h.K.WWKOD6g.WDIWW;>;yU;LKWWOWf6WW>>.Kf!h;;WOUD˛6W0;';W+6.OJL_W>.XgW˝.WOgW-IX0;hYWUf>.WWO˝Ww'Lh.6f!>Y;WOU-gg.;!>WO*uh!_0glD;6.Og0.OWUIO0>fDWY.Wm6ffy.Li>.OW!!Y;0KUlgO.Y;!0O6..l!>t6;g<<Wg.O]WgDW-W;J6WW<W;˛W~.fvKK.'>ODW!LLJfglU..]WJ6KyuO'L_f;g`I6KWg60OlW5UM06;WO]JL0..6LL>..;Jh!WuUUKOg0!;WK.yhLIWh5kÄWgKOf;]5yll0W.WW.WJO1~L;YOO.!>JO6W0fJ>WDIUWOO;;!J;66W.y>>s;;OI`W.WO6JWOfOD0KWW=;J.J>U;>yOKJ>!D];0;;>WO-DWDD;!JA.AWKW>>s.IlWK..6JWO;]l066*0AXWJ.~;>5h>WO.J>1u.;;00h;OluWgO;;J0A0Wf!s;J)IlW66O6LfOfyO0066WW.0YO0];>KOO1>DWJ;00>YglufOO;vWA>>U!DUUYWW56!fyJ.yfJ56;K;JW.6˛Wˇ.ZOW5f>;Wm>JgluW]OW6AA60KJ1kJLU,U!W0.W!A6;OlW;O"W>gW6mmW6DOW1O;>>KO!>WOO6]OK.6y;f˛>IJ>II-;W6;L;fLJ5OWf5W;O;!OW˛0~6f6OfY;.;L>WO>!KOO.OOJ06A6!;WU;5,UYJf;'AW$;OXWf-6;O;J.WW6WWJ]5W;];L!6O    1WOOgOOhf6A6.f;W6l;-IDY;J;;JW6L;Og0;5W;DWJ.ff6ˇKx'6OW006h>!66!>K.O.uO;W]W6W;;'6D56WUUOY;!;|;]y>;ODWYl6;`.;.W|6OKJ6OWW*]hL!66'>WOOKOOf.gW6O;f;']UOW.IIO>;;WfW]L;O`O;OWJCO˛W=yA.KJWDW6.K>>!66L!KDOOgO6OO.WW.0;!.`ugKHDWLhLYWWg.>A5uW;Dfv&.J˛WkWg'6Dg.K]h>A6JhWKOgO6;6Oyf;6Wf6l.W6&O6L;>;Og56J0.OWhe6J&6hWW;0.6LOUDOO.>iL6hhWOO.Wg66.ff;W66lKWWHUO8;J˛Wˇ.~JAO*0\U!kW>W6]KyyL6)OKK.hh>'>WDOW6KKWy.f;0;;    KgO.OjlWFW60W;66JWDWY>];ky>0y]WW0>WDO.6WYL!6A!WlD0*W6WW6;YW!!0D]K.HOA66W0"f9.;.O;J^6!I.;fWO6WfJ6.KWWO;>;66L>6-OfW.66Wf;;W;!!6OOKK,5fL$
  23432.        tile $0000100Ena'6K0>';f;;60+>;@..KJh.6KWfW5;;>D-6;;>'JW.6OWf;6]6;$>hLJ.;;5e6f$i66;>>;W;;6W1>J]66K>h5KWW66O;!'-DWf;    '!00K]6;>˛W%;>L'JLJ.J;DO6WLL.W;!;06;;WW;>J.fW0J;]6˛W~K.;!5UWW;!ffKW;hf56;L!>h'JW!JOl6f>>66;;0Wf6W0L!66WWKKW6W..;'55.W;!!;;W6W;>.W;>>!>J.;.O6fL6WW;;W.W;6Kf!!.WW;!YK660ˇ.W!!556W;!;W66.WY>;6WY'˛!';K;5O6fLLW0066O.0f6;!J]W˛;4..W0O5;!'.D60;KW6O;;;W*;L'!!Jf.;DO6;LWW6WgD0˛;~f;OWWffW6O6;OeLL--.;0fW66UAJ;WW;'J!!6;65O6JLY66f..-WhJ0K06.KWf0KK6O5!>^u-Y;.0W.U0;JAWgYYJLf660.e.W;zL60;;WK-KfME0WMWO.WW6WW6KWDD0YY!O-O006ffW.OW0;;06YL;!L;WO6.D6;fLz0WW;fKlO;;060Wg.˛Wˇ;D6fO50Y>!O-OWW;1;WWKD]fJ;;6Yi;!LJf..OXWh;LLW6;0OuO;fW00OOK660;0fh..˛;>ODO.0h!fKgl6˛JˇW;>;h!Ag.DO0!fLL˛WfW.UOY;;0;O.gO00W;Yh6.˛;hO-OWf!1WK.IWhLJ0KWf0La!W˛O~K0h;La660AWOlWY;fWWOO.Of;MY'6.;;\O-DW;!>YK.OIWLL>WgO60L$!0.5DW;>;La660W6.DK;mWf;0O).O;J;16O+JJi.-UK;LL1WKOl;LFJ6WgO6$!WD~56YJ;'L.6fWO5WYW66J6WL>K6;}6O!hzKO]5%JO6KO;L[LWW;f!LJAOD.;h;$6.WÑW6.W;AW0LLKWWL6W;$]5!>$6DDOf$6..5;L$!0WW;J'h;6~OD];;'].WfWW.;;;f!JWKWL0Y6O!!%6)6gf!>..5OhL06A!!J;65l.h;;''W.6;WW!>;JJ!;6.6L.K;a6O!'%;.O.W;L!6.6O!0..;!JY;~-D.>;J''O.6;;WW;;!hJJ;h;6W'.WW'6D;J'%;6]KWJaLg;$!6K6;!h!0OUDWh;;''5OWY;W;J>>!J!f6W'L.K;'.-fJL%;WOOW;$'65OK;Lh..6;!hh! ;D-UWJ!JL!].W˛;~6;;!!';J>f.A>gW;'.U6;L
  23433. hWDOW;$aD.6;!$Jg6;hJ!>;O-Of>;;!h.Of;;60;W!'J!!;K6!J]60O-D6;$05D.;aLA.OW;LJ..6LLJ>fu5O;J!;LJK5]f;06˛W~J'J!>;.6;!Of;OuD.0}5OKh/'W)OWJ'aJ.O6;!!hYO5];>;J>>5]6m!J.KW6;JY>6]f;gW;1O5.W;>;0O.W|aL]O.;'$;OKW;'L>!f).6hJ!;>>]WWALh6lDNO;JY>L;W*;My;>1@5*Wf;06yW|!..K0!$.g]6hJ;;656;>!;JzL6WWAL>OlDO6>Y;    ;K6>O0JY˛60f!;0W]WY>>6OO00!FJ6KO6!hW..K.;˛J ;Lz6W0LLOlDDf;!0W6h;-;;W.WW0!˛;~KWJ>;65.W;$L06O]>>..OOW;!!;;L'0.60L^OlDOA>;;    0WfY;OW;f66WW;"0;WWJh;W)O6WJLL;0-]L!6O-OWY!J;;$iA6KW'!OlOO;h;;0W;>YlK0A;WK0;J~;KWJ;556Wh;0O6LLA5DO6J>;J>$$;g]O!h.lOgfhY1WWY>;e.WJfW)0;YJgWJ!.O.f'F$>;KW'aW0"^Y>$$;OlOL>]DDg;!Y;.O;>UOWL;W5.WWlWDg>JOK0!$F>Wfa$J5-.KKW;!>Fi6WWO;JWlO.0>h;.K;>YOgf$;W-OKK;WOy>LL>O-.!L}$WWL$"ODWg]yJ>hF$0W.OYJKODO;>˛;(WK0hhOK;!W-O.;YY6OK!\!D-.;LF$L06;LL;6.K˛Oh>>$W6KO;>6OOK;!Y˛0~Kh!WW;WlO6;;fWO6>;O-.!$ !WW;LJWgW5O.;h>/$;WKgh>WO.W;';WK6;YW6;L;WD.W;fWKu6    L;OD.;$h.WJLL!6K6D5OfJ!
  23434. $f66y>>WOKW!>;Y1~W.60;KyAY;6D6WYW6WDy'>OOg;'$a;K6>L>WOK-UO0h>$afWKWzzfO.f1>0;L0KWW6W6WW;;UOWhW.KlO>L>;OUO0!$$JOW>WW.lUOWJ>$aWu]|!!0K6W>;Y>;.KWW]Wf˛0~-gWJfW.(OL>>JWDU]>$;lW$F!0KO5lD;h!$LWO5W!;WK6!;;J0KW.6]00W;JOO]fWK.Ul!>L!6OOKJ'!W-Wi$!WOOlle;J>aa0K.W;fK6f!>WYL0..WW.66WYb>e.KWy6.eu1J'6OO.;'LO0i$a;WgOD-];>LLa0WWf6W;6f|1>JLW.W6O6WWyh>O]KK6KuOh>LWO5];LzfW;L$LJyOlOO]h˛!L06W˛;f˛WJW;zWO˛W.˛W.hzOO.g1J.UO0>>L65OOY>>YW;LL!;6OlDgKJLhhJYKWY!!;˛W
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  23436. ;K.uW>>;f0;;WKOO];h!;>!0KW;J;WKOOWJLWgW66KW;JWf6O$=OO5W>J.ODWh>;f0˛;ˇWˇO60J;;h;K˛W;W..g.;;'.WWfW6;JJ˛W$-L>DOO5K!âK5uW>\>fWh!fWO6.fhJ;!;KW˛;ˇ0ˇK~uW0!L!;6gW6Wf>>KA6l$LK6OD.^BWDDl]3>;hf6K.6M!;;>05;Y6f;W..g0'J'$!;]W;!gO6Y>WW6l!'yKKU6J2AuOU.;3>!WJ!6OO.f;h;!J-;JW;!6ˇg~;'>LJf.f;>6OfhzWW6l'LWWy5W!]lU-6;>!f6>JW..OgW0JhL!Yhh>;6Ky;!;!$JfWfY>6.f!LYf6lL.mWD6^[fOu.6;>!fWLLWOODOW6fz!5;>0zLfKWoKf^0;>;Wf;hW.Ñ!>;;yl>W00g6J[;OgKW;>>L;WYWKDOO.6W|i>U0>WLh;6KK;J;YLJ0WY!W6Y>!;gl>W;;X6;F;K6g0;1>hY;LLWKDD˝O~m!eJ>;>h;W.OfL0;\L>W0Lf..>8'fOU!;|mD6;hW6OKW;!L!0;>;W.DOO66gW!lh'J10K.Of>Yi1W;J'K0>>LWOe3>;W6OWW|6.560J>>J;;''M*.-uO]6WLJD0J0J;KKlf!0˛L~;Y>6OKWfL;KIh>00WDW;;WKOWffL;WL0gXUlDA;fW!u6f6;;6KOf!;W>JL0KgKW>0KI;>f00OWfY0WKWf;$0;Lf.D`lDK;M6!5]fWJ6WyO6J0;LL-}J;!;g.O]0KI;W;W5g;>06KA;;a;0!06OD--6;W6$
  23437.        tile $00000143~Of$ FO;$%$-fL
  23438. $Of$
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  23440.        tile $00001004 D;J$;;WK;W.˛O6;JW6J    ';0.WJLJ.uWa6.˛OK$L˛O=6.6OeuAJJAWOW!JfDWY$L!.W;WWOl)6;JWW;'!;..61'JWDu6}0WO5.KLL!K˘O~6JJ;A6A>LJly;$a>6W;;WO``W;;.];J!;K..!''6OuWLJ;O-OK!'>yOgO..Duu6;JJ;66!LJUK;a[$;.Kh;WD`l.!>WgfJJ;.O6!!JW.ODfL;eO..LL^.OguO.OuquA;>;66;!!IgW$/'A.O;YfglD6hLy6;hh;6.0J!O60y6$'6-OO.L>Wgg..UUDDWJ6fhW];>UK;a/;W..;WgUUW!LW0>JJ6.)@1>J660WY
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  23463. M0W;.5;W.HO0$6;0fhfOlU-O;ÖW1UgWJ6O;WW˛6&W6OD.0OO0'!AW;LOhh6L$mW.;]5fW)HO0}O;A˛;~KUUl.|>WM+UOKJ6l!;W..66KgU.WWO6!06;L05h>.'$m66W]O6KgHOfFOWW0geU-K;1>ID];yOJf66.KW.-W;W.6L66Yg!$WW0fOu56.H-6]A;!~;g5UU56;0!Iu];OOL;W.O66UKY66.;WJ'-6>>.^$.00;]5WW.H-6FWM;!;OkI-O66;L-OO6Oe!;W66KWyO5;10OO00;>.OfhJuh60YY.DW66HuWFK;;!4!;6UUDDKK!'-ODf]q>06WW.O..D;J0..;;6;>W.;L>.K;JYO5˛W*&5y$KW!L    1;DUI-Km;!5D);gO!W.Y6]K.O5fJM.O;J˛;~KOALLO;WY>0gD6WWIl6LKf''>|lU-DgW6'F5OO;]u>Kg;6OW.55;h;OO;J;;h>6O;LL5;'K1>0DlWWOsDWhW;'$L>fUlDD.gf
  23464. 5O.f.OJ]OY.OW66-W;;WOA;Yf~JhW.0LLD;L.M1WlIK6.eD.Y.W^LLJflD..O0h/-OO0KOO.h.)Wy]OW;0K]0066;>WO0'OJW00g-,OWWUO6JOWL$>>;DO..Kg6;LO]O6.g0OO>W5gWWWYfW6;A0~Wh!;OW'$OOWW.UUg;;DK6JW0'LJJfO.6.Kyf!L.Ol6O.J.OJA.KW6OfJ0KW;W6\AO0L'6;J.WW.lU.;JKO6JAf'!W;!.66O.6>\5OO]6.WWm>WyW6..Ñh6WW66ˇ.#;>WO;6h>W66]--OJJWW6J;;!JOW|OA"Wg.˛>~6OD]OKfgDhW66WW6ff6WffWWOfhf.LL!>.W0OlUDY>KOWhW!J]WW]JJWKWJ>>.D]OO;.O>fOyW6.WW60;;6WO;L;g;L8;!!W0;O-`lJ>WK]YW'^WW0W>KWWJ>~f.DgOO|]OWgf66]WW60;fW.O;L0KA$0hJW;;ODIu;>KOWY;!h]WM6J>WW;>W)-gOO|OOL.fWWOOKOW;]OOJ';KWL$Y>h6;Y-UUy>W.6Y>;LJKW;WY'.Wf6K.5yKO|OOJWOW00O]6.W;;˛O`Ja;O.!YL>60YD-Iy;WO.M';LJyWY0J^yKK]8..D]Wm|]-WK.WOKW6W;;.uO;LfO]h>L\6;JD<(W;KOOYh;LLWY1WYh˛K~|~.)WW.~]Ç.OOZYWy]gf";K..JaJO]hF>LLKYh-UUW.OOJJLzWJ>WhJ.OlO0>6.gW..!Wg;6W>hKW;A;Y0OOJ;D6'ah>WfJOD-W00)Oyh;0>J];>WYYDO>u.W!6.OWK6JKK;W6LLK6;0;;6OJ$;OW!$hL.fvOUDYW.Oyz00;f];Yf;>.˛OIWhK6OKKW';KW;A!LWf;f6;WOfL0Dy!$>DfJO-l;WW.u.LWKW6OW;W;J.OUKfhK6.yWW';˛W<0!L>W;J;W;0.f>6DW!'LOf;Dl-W06eDyW0.OU6fWY!OU(W|ÑW06W*J;˛W~0LL>6Y1;f;6fhWO6J$LW0;DDlWW]l6AWWOUO60hOlIf;f;W66>YWW;>8>.0Y6fJ;;hWDWJL8F$K0DD-|;gOyL0W.OuOg60fyDDJW;11lO0L;K;(;W>LWm;O5]J0.W>AOW>$L8iOW0DUeY!'DO.';6K˛OˇKf;O5$>K!!J`=W$Y˛W*fi>0|fO-O!!6yf!KO6!aiL$g00O5.h''-uy>;fWOD.˛W;O5$;g'hm(.f$J˛W<;LiW6WO-6!J06;;WOyJ8>FL]mM]OK^'JUOW>;WWX-6WW;;Ol$>W^;Kl6fF;˛W;L>6.Oll.J;fW0MWOW!iiL˛;iKlOL'JlO6!!WKOO6;6KW;6O'!W;0WlgW$;W6WmL>ggOUO]0;0f;;KOWJLLF$0;Y.DlY!!lD.J>WW.O*Oy6f];>;;06DOWLf6WW6LL>W˛O~5g;;0W;;6O6;LF;Y;.ODY>;lDWJ>W..J6O6;;6W'hf0f-O|JWW66L!6..5OyJ.W;JWO6;LL J;0OuDh!"sO6!>;6O.J!W]6f;6;LJ;Wfe.f;W6WW6L''6y6<5OWf;66;>WO6;LLF';WOlI!!AUOW>>0yg.;!6y]J;6WLJf;lgWvWK6L!˛W~.OgWW6W1!;O@JL>F[L;0DUU;""eO>YWWK6J'WO6J;W;LJf0YDO;fWW66;;$ fyOugyAffYY0W]!LF%h|-UlLJIK;    W].6WfJ6]WJfJL;WWflgffW].WW;>6OˇOˇg[6W;Y!!0.];>w%%zY0gOUg66syf>WO6Ky;;6O]';6h>W6f|DOWJWy.6.Y>'6gODOyWA;J>!0.OWhF%%z;0OlelfAk]W!W˝6fYWO.';6LJW6fYlO6JWK]KWW!L..˛O~W;;0;>!;KOWJF
  23465. LJ;D-DDffkOAW6.6WY!65]';W;W0;1kOWYW.O.06!L6g6OO6J;W;!;0KO6;F% >J;-Ou-]WIu6!W66yW>JOe6    ;OMW60;;I.A|WO]06!>.KWuOWz;6;;W˛.~>$FL!OOXlgg-Oy!W6]Wf;;Ou]WK0f]W;;_OWf]Ol;;0Oy.DUWL;O];W]5.W!
  23466. $ihY.)DXOOUgW!O]].6;J5O.!0O..]W;!sD6WWOu6W00Wy-DW;]WfW]O=f![L1W.DDO..UD.;];WOW|Y..W;6e..O;!J`D6W66O;!0WWyOO5uWLfu6;fgD6Wh/L>hJ;DluKK.eOW66KW;J6.]0.D.]g;hhIg˝W\Of;W0W]O5OWL]W;AOOgW;FL>h;guUK;6-gW!6f6O0;;6KKWW.g]y0Y1U6W6KKXyfK00]gO5OW!;OWYOgg6JF>;h;0˛OQW;OgW>6;]O0WyKW6W.WWf;l6;.KKg.6WKW.OOUOf!;W;J;6DWW;FJfh;0gOOW!OOfLOufWW6y.6˝W6fJ1uW;.KWg66K6O5g˛O~;6;!;K..WJ$>!;f6gOX6!>euW}f!6]WWK6OWf0W066f>>D;JW6gOy..]WODO.W;;06"hmK6OW;$';Y;;gguK>JlOfL;^6O;0W.]6;fWWO.Jh>O;;.yW.O6O.;WOÇXw.;W;!YW.]W;$>!h;fKOu.J1ÄO6};J66;WK].WJ0W.OO;>6J;KWWg.O5]W6WgDO;60fJ>;AWKWY$!;1J;6g.W;JUOW>;!6O;W66]WW6.O.;!W|.O.W.˛OˇW:6WO.;60;!;;6W6;[>>J;W.OK!JDO60W!]6WW6.W>f6OO.JW;.K.KO˛5<6WW6Oy;WW!;;KW;$!;>;WW6K;;D..0f!6Of;A6OW!0WOD.J    WW6.W6W.˛O(W6WW..;6W!6WWJ$J;!hJK.WW"D.WW;!6OA;W˛6]>;.DDO!!>6WO.g6.O556W6W6.660;!.60;$LJ1!>6W*6J;O..0;!6O;J66.WL;6DD.!>h6W.K.K.55OW6WAW6;.60˛!06WWJ$LJ;>h.W0.;O.W.$
  23467.        tile $00001005WJ5OWWJ;66O56;fhaJ;!0g.ug;OD;W06ugWLYW.WfLa;6;L;OOuO6;;6JOO6W!JWOOu6JfWhLLff;    W˛O<]L0.Dh.0lg|>;06WWKLL6;L$!0.O5D616LJe.6Wh>.OuW;0WfLa;;J'W˛O~g;Ke;>.;WOgfL;W.KWKL40.;i$J;WO5O>6;@OW;!'f.OKW;6WfLLh;;hWDOOyWg.!K;WuOfFJW.60LL.0L$!;W]D)6>h6L>6.6f>>0].6;hf.M>L;01WOl~gWfW68>06`lf;6KK0;aL;66>';0W@6W!;0LJ6.WM!J.]!LJ.DK06fzW..KWw;W6LA0WUlO!;W6KM>$466JL!;W.6W1>1$'5).;!JWOOW>;6OK0JK6!A.ˇD)K/JW6L\.0.Ulg;;06K;>$f5.;L'!;;W.O>>!aJO..˛;~W.OW!L;OOW;6K1WOODO$;6WLzW0KD-.W;;0K;> LfOO!a!..D;>!J.O6JW6.OWJLfODW;JWW10ODlOhW.KLL*;WDDOW;;W6;> WOOf>!;ODO;>!aJ]-.>;ˇW~.O6J;5D0;Y.W>;.l-lf6KKLL;;W.DO6JJ0.;>$'6OOWJL!;]O.fJ$h5lO>J0WKOD;a.50!!6yhf6D-DW6.JL;;05KKD!!;O6J$L0-O|!;;JOD.0h    aJgU6z>0~f..hah]O;!>;;>6OUD;f6O1";6IO]WL;WA^$!6e9IWL;zW..fh$L.lO>LJfO5.>aJOOA!Y>>;6yOK>!W;J^Y0DWWOOW!!Jf]5U6a'!;OD.YL'FL.D6>^ˇ;    yu5!$;O5fJ˛;~>0mmy6!;.hhL0W5WWXL;O6>!;;W.UWL!J6.Dg;>La>]OW>L;6DU;$!OO;!f0Y>0WWK0!;KY>!0KOWWD>>;O]!>>;WOD6J!;.OO.WhiaLWKW;'';OeD;>;O.J^WW;Y˝Wf8J;W;YLWW5WWO'MgOW>>;yODW>;KXOO;YLaLW.W;!>;]lD0>;.6hL0f>;WKK0L'!W0;L;6.W6OLY]OyYL;WOOWJ;WOO.f;>L>.˛W<>';.OO0WOfLLW0>F;6KW0'$'6W;L;6D0K5>;KOy!JW.O>W..KW;L8>g˛O4!>;.OgYJWK0'L;;J;WDK0L$LO.'0KUW5Li;WOg>J;0Of>;WW˛.;fL>0lU.>';]OO;>0O;La;YzLJO.6>Fa5]W!WOOK5LaY.OOJ$^;WO0L'.˝OfL6lU.!L"6..f16W1a$˛L[JO.0    $zOO6!0KO0.-!a;gOO>$LJ6OWLKOOlO6zL>ylUOL$JWgg;LW6$$!hLJf.K0faL]00JWWO0KULL;6KD!$J˛O~;J;KK.OOW>L>WDU-'$;6WgY>;6;L$JYL;;..W;LLWW0;;6g0Wl!a;WOgJ$ah.Df!>YWKODuy>LLWDU)LL;WO6;>W;L/L;Yh;;OOW*LLf0;Y=WW(L6KDJ$FJ..IfL>KOODD6>>WDUXL;K]W;!>;0LFa>;Y5gKWLW0Y0.gW.l>0KOÑa;6DWL>;DOgOO6˛>~0DDg!;WW.WJ>;;>}1;!;O.OW>LW660KUWWD!!;WWO;LLJ6OW!10-OOgO6>>WKDO>;WWy6f!Y;^FL!M;WK.OL.OW166D66gJ!f0]O;$$1KO6!>0-DgÅK0\>G\;.OK;6WmW6JYf!%!KgKW.a}6gW!J;OKKO>>WA6uJ Fh55\>0Dl5O60h>00KgLJ˝W 01h0;'$JWKKW˛K~Oa$6WW!;.W]U!>;;6ÅJF8;.eW>!0DOOe.fh>0.6W$'J.WW60J;W0>F>066K.WKg$$0O;!]W6DL>W6u|$KU6!!;DDO5.W>0K6W'W6WW0h;.0JF!;W00.KW.L$WW8>.66DJhW;WOJ$;gD6>!0˝D6>!;06WW'>6OW0W6;W0J>˝;?6.K.L0;L0WOuYJ0;WKh;OO6';U``O6>';06K>!6.WW66;;W;;Lh;0hJ˛.K>!Wh$;66D;;.0WK;L;ODWzLf˛IO6;!!0;6uzL6.K˛W\J;6Wh>>;A!YDD5O>0WvF";WD6OWWy;!>fOOWL>;``-56fL!J>J0OJ'WU-.;!a>WWfJ>YOzJUD..'$fWW;WKOff˛.:KW!>;Ou6!LYDU`u]fL;;>>JO>J6lO.;L>W6;L!W6>>U-Og$00W6>>;;WD˛0xgOO;>>WlOWJLJDD-OO;>>J;OJ']ug.;>$LWW;$Jf6>hDuya;W0hJAWKO00K.KWh>\WOKyf!JOlDO];J;h;Wgh!WlOWY>>KW;/hWW>;5OO6>L;WWY;˛WpD;WgO6Y8LWOWW;LJ-l-OO;;f>Y0yh!6DOW;hL>.W;/'06h!5OOW>>L;6WJ;fW6D;Y06..Y>L0Off;LL5-DO6;;;>;0g!!yDOW;YK6
  23468. !0W!!˛O!K>L;6KJJ;WW5;;W.K;>0WYJ;'5UUl.˝;;10.g'J6DgWW'JOW> !0fJJ.OlO!a;6K!!;;OUfJ0.OY$;6J;f>5IUl6˛;AJAWg>J˛O(WfJ'y6!!0zJ.ggJ$;WO>!f6Ä;!;W.O;L$;˛;~LJIU-5W;;AW1W6W>JWuOW;JhK6J
  23469. JAA;h6.)yJzFfy)JfKuJ'LWOO;a$J6;;JaJUUlOW;;6WMK6;!>6O]WYh;OW1
  23470. >WWJJ;K..YzanW-^L;WKJLi.Ofav6;;;'llO50˛;26yg];L;6OKWWf>JOWJ[JWW;JL6OWY>Ö;O-}aJ0KOhF$WDUWL$;O˛YL;Ull.˝;@WOlOY!;.gyWffL1..;};KOf!L6]WY>LW.saLhWWghL$0DD]>$;gÑhL;UOO;;fJW˛O~>J;WOOWfhLh.6;a0.OJLfKK0;!;ykL1;6y;L 0OOWJLJOf;Y;-OO.;f0;AODW>!JOK||;>>..;;6g;!fKK0;;W]U>8!WWO;!$0.K.0;6fY>>;Ol-O;;fJ;DD!6>L"fgK0W;LJOW;;6g;J';KW6WY0O{i!˛63;!$;6.KWL>6f;0>;OO.OffJ;u-63!YWKmWMzJ).FWg0!L0K.˛Wg.ggaL6]W;>i]g;>!0;0W0fgg);WJfg.W>J;AgOY;6L>5.0a;X;>%hWKWJlOO}8!0W6h>!;K.Om>;W6f;OlO0;fJ;]OWiJA˛W<Y;A!-OWLJgYLà;W*OWY.OW$L;0.Jh>06gOW>;f0;0Ou5W0;6!;]O;L!f˛W%>;6L;DOW;6g;!;W.yyOO6>LL106Y>L0.OWW˝;W;MO5OKWfW;0OOWiJWW01;W>;DOW>;˛W!JW.gW>gO6Y>L;W0;h>0OOKf˛;|W6;f˛OˇW!AfJWg.fi!00W;>;WJ;DOWh;W.fJfy6OW>˛Oˇ;~!;0W;;h0.O6WY;;|K.|;OOgK60fJWgyW>h;6WWff];6KK!W;Jf6.KW']gKW;>Y;WYY;6.g.W;Y;mWW;f.OOgWfWJW6Kf>!J;WW66y;!;WWL;0W;Ja;W.WWLgO6WRJ!Ym;;JfWyOW0;J;K6f;WOD]6W;;]W;>!;;.O.OK;!JWWL0W;!$Yf0W;>DgKf0>J;Y;;A;;6OgWY0y6W˛;!6D]WfWhfW;hJJ!fWO)O6;!;0;>>;0;JF;0˛;[gyWA;>h;;YJ;..O.;J0KWf;Y;.O66!;f;;0;;f.)OOW;!;fW;!;WWfJ;f!W;K.O6K;;0601J0]lOW;;J00;;J;˛O6;˛;
  23471. 6W;0.DO.W˛;/06;;W66;;0!J6WO]O.O6;f66W;1fOlO.;J!;W;Y!WOO56J;˛;ˇ6FW6.D)Of;JWW6Y;K6WWf;'OWK]O.O6W6OW;.elOK;J!;;;YW6O56J;J;;J;..K.DDOW˛;.0WO;;yO6WW!6O60W6Og.6W].6W.OUlO.0h!;0;;!6OO-6"˛;<!;6O.O-.O;A;;6WO;;.O.W'!OOK;6U6OWA6O6OUUlOK;!'fhfg-56J$
  23472.        tile $00000142~;$>fD>$;WDa$;Wl[a;KU/$WgI/a;gU
  23473. WODFWXD
  23474. fgD
  23475. $0K`
  23476.  
  23477. ;OK/[JW./[;6g$/J;gwh;g$a!;gaJWgLi;Dah;0X$JWKD$h0.Da!0KX>W.X!YWg-!YWg(;;fWg<;WgO>;Wg]fWy6$6WK6F6KWW$6WWK$WW6g$mf6O$YW6D>0WW-!fWKD;WW6D;0W6D;f..Df00K5ffWKO;0W6.fWWOgfW6OOWWKg.˛W6KWW6KWW6g6WW.˛KWO.W.W.O0.WO.W.WO.W.WO.;.WO.0˛6%gW0f6O.;f6O.;;6DO;;OD6;;6D.;J6O.Y;.D.$
  23478.        tile $0000013EW-D6YL!0;>>Y;J˝W˝6]¸O~6f$AO.006W.ODUUW.6.O5-UW;6J!W0!!6DD.;L>0>>>Y060W0WW6WOD5U55;F;OO6066.OUUWO.6.O--6JW6';6!>F;OU50L$!;!>!J>WKW0;;WKO.]6-IU$Lu-;0O..DID6..˛6~-UWfW6LJ.!;g(O;$$!;LL>;WW.6'WKl5.JU,J%DU-0]..5(D6]O];5-]W66LJ.8;6DO;$$>;;J>$L;WKW>LLOlD]^OI&Ja
  23479. -l);;.KO--DWWO@" ;OO]@OWJ;.;$
  23480.        tile $00000141_OW;$KO6FJOL6T;6D]W.DOJ!fL6IUOfWWAf;6;W.;"-slA.UIWY65D!-kD;AOOlOf.Y8OOK$!Oz6&;6D.6gDO!!fhIIg06˛W6W;WO;UUlA5(IKY6OO!5kD"5˛OiAO;OOK"O>K,;DO..O)Jfhf(IO;66W6;;WO!ess6-I6;6OO-TI6S-OOW.;LÅOK4"-L6H;;0UDOK)D;;6>;II.W6.66f!JWO;'˛U6]UI6˛O0-,I.W5DOO6]fLOO.'"l3WT˛;(DO.OD;Jf!(DWWg.66''0uf$˛U6OUU]AuO5*UTIOWDO.$
  23481.        tile $00000142~W;OO6;;6.f;.DDOLJf.W6.DDWO5UO6OWf;;5OW!;W;"f;;;>!W6KfJ!=..W6WDl6J6O0i;OUD.';fKK6.DW.5eOWO60f!!55;    !6WJ;J!A6>!LWKW61;D.6v*66DUOJJ6Y.UDO!JKK6..W.5566K6f;!!6!W;z!;L06!L.W*1O6K6WOlOJ'6.8.-luJ!!).]6O0..5A;6WW!1.'!;6gW;J$;O"a$˛6F!JD0W6Wf.UOJW.F;.UlO!'<OOKO;;65JJ6WA;!    0!L';6Wfh!$0D"LOW0!;-6W.$
  23482.        tile $00000142,0;fJL;6.DDO0^WgW0.UW0OO.W0'"DO6A6D-OIO6OOD.D˛UˇO]JL';W6D-OJ˛;~!;f6D-)D;!6.W06U.6D.Oy'DD6fAUOOIOA]ODO-U9lOW6;L;;6W6O-6JJ;!!L;6.5<DD;!6.WW.l.KOOK.;ODOO;AUOD&6W]5-DeT,`O*0;!'JWWg5U6'Jh}h';06ODDlf>.O6.DlOKO.O.'O).lf09ODH6f6DDOUIIl.6;!''6.fO--!zL}a!0.D-DW!6OK]5-XW..D5J'D..e;kOU&]WO56-9ID.;J;>'6W5UeJ>$
  23483.        tile $0000001A;OO6>6DDWO-.;Fl];O<K;8$
  23484.        }
  23485.       DefM {
  23486.        tile 0
  23487.        seam 0
  23488.        cnth 7
  23489.        cntv 7
  23490.        flph 0
  23491.        flpv 1
  23492.        rotc 3
  23493.        intp 1
  23494.        invC 0
  23495.        }
  23496.       }
  23497.      }
  23498.     }
  23499.    }
  23500.   SUBT {
  23501.    MMAP {
  23502.     }
  23503.    }
  23504.   SUBT {
  23505.    MOVI {
  23506.     }
  23507.    }
  23508.   }
  23509.  TMgr {
  23510.   time 0
  23511.   }
  23512.  }
  23513.