GSPk Fcapm dtL uGetMenuIteHteP'M 4 @(PN Stewart's Theoremthm, Cz CBtmr, B?wBBDSP6CCC tjo, AYYYY| Yl Y$ Y YL YYYYYYYY [DC tgo, b0̬*Q(>dL:ENmQ((Q QCB[DC@ ? tlg*, a0̬*Q(>HL:ENmQ((Q WCCCBcK? tlo, c5HODEHO8  Q3&MW[?P&zz[DCCC¯? t EdZ m3c = Length(Segment c) = t /dD m2b = Length(Segment b) = t ].T m1'MCH , ENsa = Length(Segment a) = t>,  D5*g*5@:*5*g*5>3DC t@,  D'5*g*5@:*5*g*55DC  to, nQ00S4z3z/Os>3DC[DC@w?  tlmeK, m0̬*Q(>dL:ENmQ((Q QCC>3DC?   tg, d0̬*Q(>dL:ENmQ((Q QCB>3DC`r?  t, c1ItemSetWindowPlacementPstQuitMessageGetMessagePos2Transl>3DC@F%5?F%5? t ] m6  n = Length(Segment n) = t qa m5m = Length(Segment m) = t [dp m4d = Length(Segment d) = t m8 c{!:*}{(:d{u:2} + m{!:*}n} = PLength(Segment c)*(Length(Segment d)^2 + Length(Segment m)*Length(Segment n)) =  t m7smart 1215 series  a{u:2}{!:*}n + b{u:2}{!:*}m = PLength(Segment a)^2*Length(Segment n) + Length(Segment b)^2*Length(Segment m) =     tPos, p1DElParamDrawFocusRect;UnpckDDElParamPackDDElParamEndDeferF%5?F%5?>3DC5DCD,Courier'M L'M @ArialNJ