FWSřŞ  x @  	`   C   ?    _serif   	    W°b{     ˙       (  ˙	     ?u   B  this theInput onChanged _parent theChangeFunction autoSize left    N  NO   N O ż   &  ştheInput @   ?     IN ?     IN ?h   X Yf ąf)ĄK2Ě ˙˙ĚĚĚ˙ iP x"Ig ş[ŔłávĺţÉ"9QŁdÜweGtîPnÝíŮŔ ˛ŐŠK2Ň ˙ĚĚĚ˛ŐŠK2Ň ż˙ĚĚĚż˛ŐŠK2Ň ˙˙ĚĚĚ˙˛ŐŠK2Ň ?˙ĚĚĚ? 0jŘQN6Pl(Âxŕx'Ic˙ąg˝řg9@HQc= 8É\P˘U	Ŕ9j´QCÂĆĘĽ´ŇÚK,é,°íËjĐ	3 %Śˇ*[m@p1ľ ,ŠRj:ÔŘ˘OúÜ(%Ŕ	ŇZ@0ŕ řg9@SASř ŕc%\	O ´uŞADW(7QËuđ¤ł^˝-Ű 'đÎrô¨Ž˛ŔĆJÄ4rŁD żJ    XwL˝3      CşůŐ­ŔôęŞŕß      H#/Ühnł÷&łÂ      N˘}ÜnĚwŹđ ?!   X S N˛ÖĄJj ?˙ĚĚĚ?˛ÖĄJj ˙ĚĚĚ˛ÖĄJj ż˙ĚĚĚż˛ÖĄJj ˙˙ĚĚĚ˙ 0jD9ÂĆJnŕALé- pK 
|3¤ ) Ă)üp1­ ¨\:Ô+KiĽśX	ŇY`-ŰŐ 38gIËMnTśŕc%ký*iRĽ Ôu¨ą/ö7Ëuđ¤ł^˝-ë 'đÎô¨Ż2ŔĆJÄ4R˘DëN S¨çű*%°8	ŇX˙ěYŔeą`~ŇPÓŮÂň§˛ä+
`ŕ żJ    XwL˝3      CşůŐ­ŔôęŞŕß      H#/Ühnł÷&łÂ  ˙   N˘}ÜnĚwŹđ żJ    XwL˝3     CşůŐ­ŔôęŞŕß  ˙   H#/Ühn´7&łÂ      N˘}ÜnĚwŹđ ˙	G   	  ?            É \@i`i @ ě@   @   @   żA   
 X_N#      KKÜpî¸w#űą÷Â      býx5#ŤĎăż˘;řýxo04@żA    X_N#  ˙   KKÜpî¸w#űą÷Â      býx5#ŤĎăż˘;řýxo04@˙	>     ?        
    É \@i`i @ ě@   @   ż4    XśIÉ      bŮwbť­×^äYđ     MÝ´î%÷Rű ż4    XśIÍ      bŮwbť­×^äYđ ˙   MÝ´î%÷Rű ˙	>     ?            É \@i`i @ ě@   @   ?Ś   X Yf ąf)ĄK2Ě ˙˙ĚĚĚ˙ j¤ĺťvpYŔ.Łâ0,ř]š˛HThŮ ŕw%dŮQÝ;%Űˇ_ ˛ŐŠK2Ň ?˙ĚĚĚ?˛ŐŠK2Ň ˙ĚĚĚ˛ŐŠK2Ň ż˙ĚĚĚż˛ŐŠK2Ň ˙˙ĚĚĚ˙ 0j8!T' ç
%°8	ŇX˙ěYŔeŻ`~ÎPXŔeOaČ2W (jlQ9ÂĆËýnŕAHé- pK 
|3 ) Á)üp1Ž §ĐZ:Ő ˘O¨ĺşx	ŇYŔ/^íĐřg9@OGzTWY ŕc%b9Q˘ ÄuŞŃDW(ÓKi,°¤˛Ŕ[ˇ-Ť@&pÎrÜŠmľŔĆJÔd˛ĽJŤá     ˙ JŁÝ˝î^őcî!wowPMW;ÍÔ.¤wÂ     ˙ cőcđ*Žx*Ŕ ˙	%          É \@i`i @ ě@   ˙	    żZ   Ś 	 F˝8fraction         6     _parent newFraction             N R     żX   Ś  Hôsquareroot         2     _parent newSQRT             N R     żZ   Ś  Ňexponent         6     _parent newExponent             N R     żi   Ś  żőplusMinus         D   &  plusMinusObject _parent newOperator 	      N R     @   ż      e Ž˛X ˙˙˙ ŹĹżň´~Ę@ňË ˙	        @   ?     IN ?     IN ?     IN ˙	o}    ?łi  Ż-currentBox.theInput Selection setFocus currentBox theInput length setSelection EqControls _visible IN0 textColor theColor boxColor restrict  0-9 x / + \- = * \^ < > ( ) | .  theString restrictInput theFormat font theFont theClip setNewTextFormat size theSize boxSize space allVisible exponent squareroot plusMinus fraction plusMinusTrue equationEnd editorWidth _x restrictInputParam i lastBox this IN deleteObject text  insideFraction insideSQRT insideExponent enableButtons gotoAndStop box selectable theExpression getXMLExpression temp outputXML XML firstChild evalAll isAbs getXML theText hasVar charCodeAt italic setTextFormat theObject fractionTop base firstFraction ID theSQRT squareRoot leftLine removeMovieClip theNewLine1 lineLevel1 Line createEmptyMovieClip lineStyle _y moveTo lineTo _height root_y root_x root_height informParent line overLine operator theOperator multiplication multBox isBase unit under fractionBottom totalUnit larger theNewLine lineLevel2 textWidth lineLevelTop theWidth lineHeight startPoint topWidth top bottomWidth _width centerFraction theNewline theNextObjectID st1 getFocus st2 bottom pad j nextBox extraSpace theFullWidth theStartX moveBox thePlusMinusBox theMultiplicationBox enabled attach _alpha <mfrac><mrow> getBoxXML </mrow><mrow> </mrow></mfrac> <msqrt><mrow> </mrow></msqrt> substr </mfen> index <mfen> findprev </mi> <mi> </mn> <mn> slice <msup> getTextXML </msup> last first sub str lastIndexOf endsub ct String theReturn <mo> plusMinusObject +- greaterThanEqual &gt;= lessThanEqual &lt;= </mo> <mo>*</mo> theChr charAt . 0 theBuffer theType mn theValue mi | <mabs> </mabs> ( )   theMinus - < &lt; > &gt; gte lte pm mo </ clearBox staticMode theXML keepButtons next createEquationBox nextSibling keepFocus resetFocus focusEnabled nodeName nodeValue theChangeFunction checkVar mabs nextAbs msqrt newSQRT nextSQRT mfen nextFen mfrac newFraction nextFraction msup newExponent theBase theOldClip theNewID theNewClip NextLevel duplicateMovieClip theExponentFormat TextFormat theNewClip.theInput lineLevel theBackBase fullWidth tempWidth theChild lastChild findParen k substring endBox theTopID theTop smallSize theExtra theExtra2 theExtra3 isSmall theBottomID theBottom theTop.theInput theClip.theInput z previousSibling isNumFrac isSet toString makeSmall z1 theFrac z2 firstFrac plusMinusLevel theOperatorClip attachMovie newName Color setRGB _name thePlusMinusClip Multiplication LastLevel backSpaceFlag IN0.theInput â showEqn âĽ â¤ Âą pTable _parent EqWrapper onRelease rows table1 columns row col theEditor cell EqEditor locked isTable theChar ^ * newMultiplication / newKeyboardFraction = replaceSel , + test <mn>11111</mn><msqrt><mrow><mn>2</mn><mo>*</mo><mn>333333</mn></mrow></msqrt><mn>233333</mn><mfrac><mrow><msup><mn>4444</mn><mn>55555</mn></msup><mo>*</mo><msqrt><mrow><msup><mn>3</mn><mn>6</mn></msup><mo>*</mo></mrow></msqrt><mn>111</mn></mrow><mrow><mn>222222</mn><msqrt><mrow><mn>2</mn><mo>*</mo><mn>333333</mn></mrow></msqrt><mn>4444</mn><msqrt><mrow><msup><mn>555</mn><mn>6666</mn></msup></mrow></msqrt></mrow></mfrac> <mn>5</mn><mo>+</mo><mfrac><mrow><mabs><mi>x</mi><mo>+</mo><mn>2</mn></mabs></mrow><mrow><mi>x</mi></mrow></mfrac><mo>+</mo><msup><mi>x</mi><mn>2</mn></msup>  resetFocus   X 	      R  N N  N N     R  O changeColor  theColor   	 N 
O  setInput  theString !  	 N GO  changeFont  theFont 7   O 	      N R changeSize  theSize n   O   	     H                 N RQ createEquationEditor  editorWidth allVisible restrictInputParam plusMinusTrue Ř   H      O   O   O   O   C     O  O  O  O       N  O  ! 	 "NG # clearBox   Y $A $	 %N< $	         g +  & '$GN    (= $$Q ź˙ 	 N )*O & 	N %        O +         ,         -         	         .=          /R        /R        /R   0	 	 N 1O 0 N     R getExpression   K  2*         3= 45    6@ 4 7N    8= 2> getXMLExpression   )  9  5* 	    := 5> checkVar   T ; N )N<  <N	         g   $        < $ ; NH Ě  $    ; =R z   gL "  $    ; =R a   H m   >O  $    G $     N ?R  > O      N R $$P ˙  > O      N R deleteObject  theObject É @ AN ' ,L    @ BN CN @ DNI Ř E@ BN E FN ˇ         E GN HR IE JN	 K   L= d          I MR E NN	 *@ G     ö˙˙˙E "NG    I OR E NN	 *@ G    G ř˙˙˙E "NG    I PR E NN E QN        G  ý˙˙˙E "NG    I PR E GIO E RE NNO E SE "NO E TE QNO     U= E CO         @ VN HR @ FN F          @ GN HR         @ WN HR @ F O @ XN /  Y& X@ DNGN         Y HR @ ZN /  [& Z@ DNGN         [ HR @ \N   $A $@ DN @ ]NG $ @ %Ng 7  & '$GN    (= $$ @ ]NG Ż˙         @ HR           @ HR informParent  theObject Ĺ @ DN	         I   > @ NL   @ ^N ]  NN @ NNIL   @ CN I Ä  AN ˛ A _& ' DN  ]N `GGN I@ JN	 K   L= d          I MR _ NN	 *@ G     ô˙˙˙@ "NG    I OR _ NN	 *@ G    G ö˙˙˙@ "NG    I PR A NN A QN        G  ý˙˙˙@ "NG    I PR @ RA NNO @ TA QNO @ GIO @ C DNO  \N   0   0 BN 0 _NL   0 aN 	 b@ cN	 K   L= d          b MR @ RN @ TN        G  @ "N        b OR @ RN @ TN        G   "N  N dNG    b PR @ WbO @ ANL   @ ^N   b@ eN	 K   L= d          b MR  N dN	         I   f      f N dN @ gN ű˙˙˙@ hNG    b OR @ gN  "N fG    b PR @ i N dN  "NGO @ VbO @ _NL   @ ^N  j& '@ DN @ ]N `GN  "N  N dNG @ "N j iN j "Ng + bj eN	 K   L= d          b MR j gN ű˙˙˙j hNG    b OR j gN  "N  N dNG    b PR @ kb lNO @ aO j a O  N dN  "NG @ "N j hN j    m= S  @ a O j aO j iN j hN j hN @    m= j VnO @ \N (  o@ DN @ ]N ` "  o@ DN @ BN ]N @ _N   oo @ ]N ` & 'oGN    U= > setBoxFocus     p         qR r N p rI K  4 N )N  N N  N N     R4 centerFraction  theObject theStartX theFullWidth P j s     @ _N 6  j& '@ DN @ ]N `GN s@ @ AN 6  j@ s& '@ DN @ ]N `GGN j N )N N    I X  s N )N N	         IL "  s N )N N    I   > f                    @ N )N =R z   gL 1             @ N )N =R a   H 
  ffP ff @ N dNG @ tNG $@ DN @ ]NG $ @ %Ng  0& '$GN ff 0 N dNG 0 tNG 0 \N Ł  u0 DN 0 ]NG u 0 %Ng m  v& 'uGN ff v N dNG v tNG ff 0 <NG uu 0 ]NG y˙ $$ @ ]NG Úţ wx f     w y @    z=+ moveBox  theObject theStartX extraSpace > @ "y wG    GO w@ N dN @ "NG $@ DN @ ]NG $ @ %Ng Ç 0& '$GN 0 "w 0 tNGO 0 N q I0 JN	 K   L= d          I MR 0 NN	 *@ G     ö˙˙˙0 "NG    I OR 0 NN	 *@ G    G ř˙˙˙0 "NG    I PR 0 RN 0 TN        G  ý˙˙˙0 "NG    I PR 0 GIO 0 S0 "NO b0 cN	 K   L= d          b MR 0 RN 0 TN        G  ý˙˙˙0 "NG    b OR %& '0 %NGN 0 RN 0 TN        G  % "N % N dNG    b PR 0 WbO 0 XN 7  {& X0 DNGN { "0 "N 
   O 0 ZN 7  |& Z0 DNGN | "0 "N 	   O w0 N dN 0 "NG 0 \N 4 u0 DN 0 ]NG u 0 %Ng ţ  v& 'uGN v "w v tNGO wv N dN v "NG v XN 7  {& Xv DNGN { "v "N 
   O v ZN 7  |& Zv DNGN | "v "N 	   O uu 0 ]NG čţ $$ @ ]NG ű enableButtons    0 0 \N   00 BN    }O  ~N d   O  }O  d   O  d   O  }O  d   O   -    I      } O  2   O  ~N 2   O  } O  2   O  } O  2   O   0 _NL   0 ANL   ,    I *     } O  2   O   0 NL   +	         I ;     } O  2   O  2   O   getXML  theObject  @ _N   > @ AN   55 G @    = 55 G s& '@ DN @ ]N `GGN s    = 55 G đ @ FN 5  55 G @    = 55 G Š @ N S 5 N        5 R I 2  5 5 N        =   5 N        5 R I 2  5 5 N        = -  5 5 N        = 5            5 R G     5 RG @    =G G D  @ \N   @    =   55 @    =G" findprev  index str sub endsub ¨     HL    ˙˙˙˙I c  Q Q       R       R P q˙ > getBoxXML  theObject   55 @    =G $A $@ DN @ ]NG $ @ %Ng 7  & '$GN    := $$ @ ]NG Ż˙ getTextXML  theObject Ř @ N )N    @  *I   *> * @ XN z   @ N    G @ N     G @ ĄN    ˘G  ŁG @ ZN   ¤            NH Ă Ľ     ŚR ĽJL   Ľ §IL   Ľ ¨I Ĺ  Š*      ŚRJL        ŚR §IL        ŚR ¨I 0  ŠŠ  P     ŚRG j˙ Q ŞŤ ŹŠ Š o            Ľ =R z   gL %             Ľ =R a   H   Ş­ ŹĽ             Ľ =R Z   gL %             Ľ =R A   H   Ş­ ŹĽ  Ľ ŽI D  9    ŻG    °G 99 y A Ľ ąI    G N  Ľ ˛I    G # ë  Ľ łI 
   Ď  Ľ ´I   Źľ §  Ľ śI   Źˇ   Ľ ¸I   Źš i  Ľ şI   Ź  I  Ľ ťI   Ź˘ )  Ľ źI   Ź 	  ŹĽ Ş˝  śŞG ¸G ŹG žG ŞG ¸GG P $ü >3 createEquation  theString keepFocus keepButtons 3  č           ż= Ŕ Á    6@ Â C      O   O   O   O   ĂÁ 7N Ă I &  Ă    Ä= ĂĂ ĹN Č˙ Ć )   N 1O         Ç= 0   N 1 O & } O & Č O createEquationBox  next  0 -	         I        N R Ă ÉN ŤIL   Ă ÉN ­I T  0 N )0 N )N Ă 7N ĘNGO         Ë=         Ě= Ă ÉN ˝I ]  ŹĂ 7N ĘN 0 N )0 N )N ŹGO         Ě=         Ë= Ă ÉN ÍI Ľ  0 N )0 N )N ŽGO ÎĂ 7N Î I &  Î    Ä= ÎÎ ĹN Č˙  N ) N )N ŽGO         Ě= Ă ÉN ĎI m          Đ= ŃĂ 7N 7N Ń I &  Ń    Ä= ŃŃ ĹN Č˙         Đ= Ă ÉN ŇI Ľ  0 N )0 N )N ąGO ÓĂ 7N Ó I &  Ó    Ä= ÓÓ ĹN Č˙  N ) N )N ˛GO         Ě= Ă ÉN ÔI Đ          Ő= ÖĂ 7N 7N Ö I &  Ö    Ä= ÖÖ ĹN Č˙         Ő= ÖĂ 7N ĹN 7N Ö I &  Ö    Ä= ÖÖ ĹN Č˙         Ő= Ă ÉN ×I V  Ă 7N    Ä=         Ř= Ă 7N ĹN    Ä=         Ř= newExponent   Q -	         I Ý  \N I   Ů   Ů BN  N 1 O Ú ŰŮ %N Ů ]NG ÜÝ ÝÝP 'ŰG    Ú ŢR Ü ]Ů ]N `O Ů %ŰO Ü "Ú "N Ú N dNG    GO Ü t   O Ü NÚ NN    O Ü O Ü DŰO Ü BŮO ß        ŕ@ ß 	   O ß    Ü N R -    Ü        N /R	 á    R K Ů BN Ú  N 1 O ŰŮ %N Ů ]NG ÜÝ ÝÝP 'ŰG    Ú ŢR Ü BŮO Ü "Ú "N Ú N dNG    GO Ü t   O Ü NÚ NN    GO Ů %ŰO Ü DŰO -         Ü        N /R	 á    R         .= newSQRT   > ,	         I f  \N I   Ů   Ů BN  N 1 O Ú ŰŮ %N Ů ]NG ÜÝ ÝÝP 'ŰG    Ú ŢR Ü ]Ů ]N `O Ü %ŰO Ů %ŰO Ü "Ú "N Ú N dNG    GO Ü t   O Ü NÚ NNO Ü O Ü DŰO Ü BŮO Ü \O Ü ^O Ü câ ââPO Ü RÜ NNO Ü SÜ "NO Ü TÜ QNO Ü JâO Iâ ââP	 K   L= d          I MR Ü NN	 *@ G     ö˙˙˙Ü "NG    I OR Ü NN	 *@ G    G ř˙˙˙Ü "NG    I PR Ü NN Ü QN        G  ý˙˙˙Ü "NG    I PR Ü GIO Ü ,           N /R	 á    R Ż  \N I   ă BN Ů $  ă BN BN Ů BN  N 1 O Ú Ů äŮ ĺNO Ů ^ O Űă %N ă ]NG ÜÝ ÝÝP 'ŰG    Ú ŢR Ü BăO Ü "Ú "N Ú N dNG    GO Ü t   O Ü NÚ NNO ă %ŰO Ü DŰO ,         Ü        N /R	 á    R         .= newKeyboardFraction   Ľ 5* 	    := Á5    6@ ćÁ çN  \N   Ů   Ů BN 4 N )N ć ÉN ŇIL .  4 N        4 ŚR ˛I   ćć çN ć ÉN ŤI °  4 N )N 4 N         4 ŚRJL       4 ŚR §IL       4 ŚR ¨I   Q ˙ 0 ˇ ć ÉN ­I ;  4 N )N 4 N     0 d ć ÉN ×IL   -	         I 7 0& ' DN Ů ]N    GN ć 7N ÉN ŤI §  40 N )N 4 N         4 ŚRJL       4 ŚR §IL       4 ŚR ¨I   Q ˙ 4  0 Ů    č=  ý˙˙˙I   > Q ú ć ÉN ĎIL   ,	         I q 0& ' DN Ů ]NGN é0 DN< é 0 %Ng <  & 'éGN AN   > éé 0 ]NG Ş˙ Ů %0 DN Ů ]NO $A u0 DN $ DN $ uH 7  & '$GN    (= $$ Ů ]N ľ˙ & 'Ů %NGN         Ő= ć    Ä=         Ő= > V  ć ÉN ŇI 9   Ů    č=  ý˙˙˙I   >   > $A $ DN $ 0 DNg 7  & '$GN    (= $$ Ů ]N °˙ 0 N )    G            4 ęRO 4    4 ęR 0         Ě= 0 \N   0 %0 DNO   0 BN %0 DNO         Ő= ć    Ä=         Ő= findParen  theBase endBox ?     $ë DN $ Ů DNHL   	         g é 0& '$GN 0 AN 	  ý˙˙˙> 40 N )N $ ë DNI 2  44 N                4 ęR 0 N Ä  u4 N     u	         HL   	         g r  u    4 ŚR ąI   Q u u    4 ŚR ˛I 
  P uuQ Y˙ i  é0 DN é 0 %Ng @  & 'éGN AN 	  ý˙˙˙> éé 0 ]NG Ś˙ $$ Ů ]N âý u> newFraction    +	         I Y  \N I   Ů   Ů BN Ú Ú N 1 O ěŮ %N Ů ]NG íÝ ÝÝP 'ěG    Ú ŢR Ů %ěO  î N ď         đ         ń     ň 0  ď     đ  @     ń         í NÚ NN      ď    G đG ńO í gí NN	 *@ îG    GO í "Ú "N Ú N dNG    GO í t   O í hí "NO í ]Ů ]N `O í %ěO í DěO í AO í BŮO í \O í ^O í aO í eâ ââPO óŮ %N Ů ]NG ôÝ ÝÝP 'óG    Ú ŢR Ů %óO ô NÚ NN     G ď đGO ô "Ú "N Ú N dNG    GO ô t   O ô ]Ů ]N `O ô %óO ô DóO ô BŮO ô \O ô _O ô a O ô eí eNO ô N 1 O        N /R í +   	 ő    R í    U=  +    I   \N I   Ů   Ů BN  N 1 O Ů ^ O & 'Ů DN Ů ]N `GGN   ^O  N 1O  "Ů hNO	 ö    R        N /R +˙˙˙˙ é Ú  N 1 O  \N I +  Ů BN s s ^ O 2  Ů BN BN s BN s ^ O ŰŮ %N Ů ]NG ÜÝ ÝÝP 'ŰG    Ú ŢR Ü BŮO j& 's DN s ]N `GN Ú "N Ú N dNG j iNg 6  Ü "Ú "N Ú N dNG    GO   Ü "j iN    GO Ü t   O Ü NŮ NNO Ů %ŰO Ů äŮ ĺNO Ü DŰO +         Ü        N /R ÷        3=    6@ ÷ çN řN ÉN ŤIL   ÷ çN    ů=L   ú ;  ÷        ÷ çN űR    6@ ÷    ü=	 á    R         .= isNumFrac  theFrac Ś  ýţ 7N< ˙ţ çN< ý 7N ÉN ŤIL   ý 7N ĹN IL   ˙ 7N ÉN ŤIL   ˙ 7N ĹN I   >  > makeSmall  theFrac ź ú ţţ 7N 	  DN     BN ]N 0< u0 BN ]N $0 DN< $ 	 H 1  & '$GN    (= $$ u ş˙ & '	  uGN  % DNO  N ň  ¸ĺ?ëQ NO         Ő= ţ 7N 7N    Ä=         Ő= ţ çN 7N    Ä=         Ő=  O ň  ţ ĹN    Ä= ú  newOperator  theOperator J  \N I   Ů   Ů BN  N 1 O Ú ŰŮ %N Ů ]NG Ů %ŰO ÜÝ ÝÝP 'ŰG    Ú ŢR Ü 	ÝO 	Ý ÝÝP XÝG Y    	= 	XŰG 	    	@          űR     	R 	 		O 	 "Ú "N Ú N dNG    GO 	 NÚ NN    O Ü "Ú "N Ú N dNG    GO Ü t   O Ü XO Ü Y O Ü NÚ NNO Ü DŰO Ü BŮO Ü	 á    R newMultiplication   %  \N I   Ů   Ů BN  N 1 O Ú ŰŮ %N Ů ]NG Ů %ŰO ÜÝ ÝÝP 'ŰG    Ú ŢR 	Ý ÝÝP ZÝG 		   	= 	 "Ú "N Ú N dNG    GO 	 NÚ NN    O 	ZŰG 	    	@          űR     	R 	 		O Ü "Ú "N Ú N dNG 
   GO Ü t
   O Ü ZO Ü NÚ NNO Ü DŰO Ü BŮO Ü	 á    R Ý    	
         	 N )*O & 	N +         ,         -         âč   `d        	         5*  Č   
 	    R 	 N 1O                     R 2* * ˙˙˙      ň          ŕ@     O ´	 	  ş	 ť	 ź	 Ŕ  		 	N 	 	     	  		 	N 	N 		 	N 	N 	        < 	 	H ' 	        < 	 	H ń  	 
   H   	¨	G 	 
   H   	¨	G 	& 	N 	N 	N 		G 	GN 	N 	 N  O 	 	N I   	 	N O 		J 		J 		P úţ 		P Äţ           Ç=O 	 	N I     O Ë    Đ
 	    ; N )N 	 ; N        ; ŚR ŔL '   N dN  "NG  g      } O  } O  } O  } O    N ); N                ; ęRO         Ě= $   N }O         .= 	  	!I c   N ); N                ; ęRO         Ě=         Ř= . 	  	"I d   N ); N                ; ęRO         Ě=         	#= ś 	  	$I    N ); N                ; ęRO         Ě=  N N d   I           	%=  ; N        ; ŚR śIL   	  	&I n  	   N ); N                ; ęR łG 	G łGO         Ě= g ; N        ; ŚR śIL   	  	&I n  	   N ); N                ; ęR łG 	G łGO         Ě= ą  ; N        ; ŚR ¸IL   	  	&I i   N ); N                ; ęR łG 	G łGO 	          Ě= ; N        ; ŚR ¸IL   	  	&I i   N ); N                ; ęR łG 	G łGO 	          Ě= 	  ľI \  ; N ; N         R ´     N 	'R 	 ´ 	  ´IL Ç  ; N        ; ŚR łIL -  ; N        ; ŚR *IL -  ; N        ; ŚR ąIL .  ; N        ; ŚR 	(I   Â  	  	)IL   	  ´IL   	  	&IL   	  śIL   	  ¸I \  ; N ; N         R ł	 G łG     N 	'R ; N        ; ŚR 	)IL   	  ´I i   N ); N                ; ęR łG 	G łGO 	          Ě= ; N        ; ŚR 	)IL   	  ´I i   N ); N                ; ęR łG 	G łGO 	          Ě=            	  =R z   gL &             	  =R a   H S  >O  ; N         N ?R  > O      N R  < <NPO ÷        3=    6@ úL   ÷ çN řN ÉN ÔI   ÷ çN řN    ů= ]  ÷        ÷ çN řN űR         ÷ çN űRG    6@ ÷    ü=     U= 	*	+ 	*	, ż  Ś  Ľ`IN0         ű  Ů  this theInput onChanged _parent theChangeFunction autoSize left restrict restrictInput  0-9 x / + \- = * \^ < > ( ) | . _name IN0 unit lastBox isBase ID textColor boxColor exponent theFormat setNewTextFormat hasVar    N   N NO   N O   N  N 	GO   
N I I       O           O   O           O   N  NO   N $   N      N R           O     ż   &  Ĺip´¸1ĐŕEqControls ż   .  ˇäi @  EqWrapper @ ?z  ¤U theChild theXML nodeName mn mi theExpression firstChild nodeValue theName nextSibling checkMult mo mfen mrow ( evalAll ) mabs abs( msup exponent i . indexOf XMLToExpression length charAt * substring mfrac / msqrt sqrt next returnValue currentBox theInput selectable box this IN ID base unit fractionTop bottom totalUnit lastBox top deleteObject insideFraction EqControls fraction gotoAndStop squareroot insideSQRT fractionBottom insideExponent under isBase next.theInput Selection setFocus setSelection enableButtons informParent index getCaretIndex temp text theChar   charCodeAt hasVar checkVar outputXML  IN0 getXML theXMLField textWidth _x equationEnd plusMinus enabled  XMLToExpression  theXML N  <   N IL     N I H     N NG   	N N     
= Ě   N I !     N NG    N IL     N I b   G   N    =  G   	N N<     
=     N IL     N I b   G   N    =  G   	N N<     
= m   N I x A A   N 	N N N JL  	     R ˙˙˙˙IL    ˙   gL   	         H 	  ˙˙˙˙>           H i    N    =  N         R I    G P ˙  N                 R   	N N    
= Ý    N I h    N    =  G   N 	N    =   	N N    
= ]    N I E    G   N    =   	N N    
= evalAll  theXML a  !< ! I F  "!    = " ˙˙˙˙I 	  ˙˙˙˙> !! 	N ¨˙ checkMult  theName Č   IL    IL    IL    IL    IL    IL    IL .   N         R I    G deleteText   ü # $N % O &# !' (& )N & *N +NGN & $N N	         IL   & )N	         I Ô & ,N ż  -(& )N & +N .GG & *N /& *N /N    & *N +NO 0& -    1= 0    1= 2               3 4N 5R  & 6N q  & *N /& *N /N & *N +NO &    1= 7               6 5R   & 8N   ~  & *N /& *N /N & *N +NO & N &  9                5R &    1= ! 6N 6  ! :O 7          3 6N 5R ! 8N 6  ! :O 2˙˙˙˙       3 4N 5R ! ,N 6  2    ! :O       3 4N 5R ! N (  9          3 N 5R ! ;N   !' (! /NGN ! $N %O	 <   = >R ! $N N ! $N N    = ?R ! ;N   ! :O #!         @= !    A=  B        = CR    G D& $N EN FD N        D R F GIL )  D N        D RJL -  D N        D R GI '  DD         B     "  DD         B                F HR z   gL %             F HR a   H   & I& INQO & $N EDO         J= & $N N & $N N    = ?R &    A= # $N %O KL M    N= O EKO # $N PN # QNG RH 8          @= 3 SN TO 3 N TO @ ?G  c 	 setBoxFocus _root componentXML myComponentXML clearBox showButtons allowInput createEquation xch           =  N  B          =  N  N  N    =  N N  T          =  N N  N N  N N    = @ ?w     insideExponent 	         I I   theFormat      currentBox 
  theInput N  setNewTextFormat R   @   ?     EqEditor ż "    OŮÍös  ¸¸ ˙˙ 5-ŔşÜÜnÉ7 ˙	        @   ?
     xunit ż -    _ö~ßŮű       ˙%o  rörALË9AWŃÉ ˙	        @   ?     xsquared ż .    T˙qŔ     ˙ O§%ÁHî´Hf¨$!b;˛ň9GĐ ż .    W<@Ođ     ˙ ClŔHňžÉĘĺ3Gq  ˙	!     ?       @   @   ?     xvariable ?#  ´M theDepth temp createEmptyMovieClip onEnterFrame generateEquation this removeMovieClip Equ0Num blockTypes Num Equ1Num Equ2Num theEquation  <mn> </mn><msup><mi>x</mi><mn>2</mn></msup> <mo>+</mo> </mn><mi>x</mi> <mo>-</mo><mn> Math abs </mn> <mn>0</mn> eqEditor createEquation i j length Name windowWidth windowHeight mxunit mxvariable mxsquared xunit xvariable xsquared initTool capKey Object onKeyDown aKey Key getCode currentBlock _currentframe gotoAndStop addListener theBlock ID value + - onPress duplicateMovieClip WorkArea _parent xBotBoundry _height yRigBoundry _width startDrag onMouseUp testToClose _x _y Trash hitTest stopDrag closeMe clearTool B winBG Close_Bttn C _xmouse _ymouse  initTool   Z             =      &          =          RO generateEquation   , 	         N 	N     N 	N 
    N 	N     N 	N     N 	N     N 	N  	         I   G G 
	         g @   I    G  
G GG C  
	         H *   
     RG GG 	         g @   I    G  G GG C  	         H *        RG GG  I         R clearTool   Ů          <   H           <   NH e   N N           GN R  N 	        O P ˙ P Q˙         =         đ    	           C  	           C !	           C "	           C #	           C $	           C    B         %= &        '@ & (      )        * +R< ) %   I ) '   I N  , -N    I         , .R         , .RO &    * /R         <   NH î 0 N N  0N 1 NO     H    0N 23O    0N 24O 0 ]  0N 5    B  1N 	 1N 	NPO  1N N 0     G     6R ,0 0 1 1NO 7 8N 97 :N  :N     ;7 <N  <N     9 ;                0 =R 0 >    Đ          ?=  @N    H  AN ö˙˙˙H  8N BN     CR  I            DR 8   1N 	 1N 	NQO          R         =O 0 5    7  , 9 ;                 =RO   PO P ůü  >     ,    "    "    E CR '          F= lingo:hideBlocks()   G8 HN IN J8 HN G @N J KNH G @N G <NG J KNg G AN J LNH G AN G :NG J LNg   Lingo: closePopUp()  O ż $    x < 	R      ěy	R}'xÚščÇĹ*@    ?+    téâjUŔ ˇńˇ   ˙ ˙5ŇlęÉű]Ă˙łĹUďJ#ţ5[ ˙	        @   ż   &  Ĺşž¨=ŘŞĐWorkArea ż    nJ˝˛z      Ś^ßĹ9ÉfxŘŃŘÓGÂ ¸uJ
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