FWSà  € €  €  0 C   ?W    oÌÁ™v€d  ÿ[€ ‘zòC  pÅ˜PúÁ>lcºà	«@1qf´´¿¤F^€w© WC·é©º1«¦;ÆS ™H èêdôþÓð ¿î    oÍ—v€d oÌ™v€d x    Ìÿ€ÿ[€            -žqÞWIÖ˜ë!HL  tu2Z_Š=­EÿòÓŠ©ÿåÐJ¥ÌâTÁç×ˆùò‰²í3-5Ff|fkÛÐ‹ìáÅœ®jÓ‰" v­™ÿ•¿Æ“Që§\  žqtb¨WãZc¼eE2ÑÔÉéý§ôõä† *¤ !D³“Û¤e¦› ÖÈ2ÓZ~ädgÎ&¼¹ÂÊU@Ÿg„v\á‰pY«bpïÝT£à°ú,c ÿ	‘   ( ?    †   @  ?    †   @ … ½@ … y@ … 6@ … ó@ … ¯!@ … l(@ … (/@ … å5@ … ¢<@ … ^C@ … J@ … ØP@ … ”W@ … Q^@ … e@ … Êk@ … ‡r@ … Cy@ …  €@ … ½†@ … y@ … 6”@ … óš@ … ¯¡@ … l¨@ … (¯@ … åµ@ … ¢¼@ … ^Ã@ … Ê@ … ØÐ@ … ”×@ … QÞ@ … å@ … Êë@ … ‡ò@ … Cù@  ?    †   @   ÿ	?   
 ?¤   ˆB  thisLvl _root oLevels stick _totalframes Math round gotoAndStop –  –    G– – N–    G– – N–    G–    – R–    – R ¿   &  ¹™–f@stick @ ˆ ¹Ç@@ ‰ ½'ÒO  @ ‰ ½™›30 @ ‰ Áqp @ ‰ Á‚Õ‚Ô @ ‰ Å  €  @ ‰ ÅIô¤ú @ ‰ ÅŸHÏ¤ @ ?    „  @   ÿ	á    ¿   &   stem @ @ @ @ ?P  ˆˆ  splitNum Math random round _root levels depth n stemBranch branch this attachMovie _y stembranch _rotation cos oRot stem thisLvl  low –          – R–    – R–    G– – N–	         H– – N–    H 9–         – –  H – 	– NG– – N– – – NPO– –	 	   
– R– 
– N– œÿÿÿO– 
– N– –	 û!	@-DT–    – R– <   –       – R–    GO– 
– N– 
– N– NO– 
– N– N– – NO– P™ Öþ– – – NQO–	    # @ ?A  ˆ  pLitGummy _parent baseScale this _rotation  oRot i aCenterPos Math pow sqrt centerPos minNodeS maxNodeS thisScale minScale _xscale _yscale –  –  N– –  N–   ø?     H I – – – N–    "– P   –    G–	   à?    GO™ @ – – – N–    "– P   –    G–    O– P–       "–    	– 
R–       "–    	– 
RG–    	– R– – – –    G–    – (   – – – G– 2   – – H 	 – – – O– – O @ ?   –      "–    Ÿ  @   ?     branch ?J   ˆ  depth oLevels levels i –          – ?   – – P ¿ D    ]§Jö¡,  3ÌÿÈ 3Ìÿ5_üÎÏ $’S¤Ò`|à}µ'=¹%1 O1 [mÓÛ­ 	Œà	ŠJÛ:NÜÏ  ¿]     
     &  –	  _parent –  mouseOver    O    –	  _parent –  mouseOver         O ÿ	     †   @   ?   	  Garamond   	+   
 _ØK`ü  	 @ÿÿÿÿ      ( pLitGummy pLit 	'    _ØPa$  	 @ÿÿÿÿ      ( pLitA pLit ÿ	=    ?Q   ˆ"  maxA minA this _alpha mouseOver –  2   –    – – O– A †   @ ?‘  ˆ§  inn innput lOut flingMouse horiDiff Math abs uping speed speeed multi closin mouseDiff nN velocity sqrt inPull mouseOver maxA this _alpha minA pLitA pLitGummy gummy › gummy  innput speeed closin ÷ –  –	 Mb`?ü©ñÒG– –  – –    – R– – 	– 
–  – – – –    – R– – – – –    – R– G– – 
– – – – GG– >– – – – NH # – – – N– d   GO™ 8 – – N– H  – – – N–    O– A– – N– – – –       –    G–    = @ ?   –      "–    Ÿ  @  ‰ 
 PÀ‰  (à@   ?     branch ?     branch ?     branch ÿ	{     ¿   &   circle ¿   &   base @ ?&   ˆ  pLitGummy circle –  –  N @ ?   –      "–    Ÿ  @   ?8    Lá‘8d  d Ì3 €%RÙV, úPª,–¢È@%„¥IjT
P–T•eGÀ%|bÀ ÿ	J    ?B   –  stemBranch  branch  _root –  depth NG<–  stemScale d    ‰   œ ‰  í¹À‰  ¹À‰    ‰  í™ ‰  ™ ‰   ‰$  vÎ‰)  ‰N‰.    ‰3  vÖ ‰8  ‰V ‰=  ^p‰B  F@‰G  N‰L  V @        $ ) . 3 8 = B G L †   @   ¿   &   @ fractal @ ?   ˆ  i –   P @ ?   –      "–    Ÿ  @  	%    gì?Çì¨ 	 Dÿ™ ÿ      ( depth dd Š  ˜ˆq(@   
