GSPk$ F(! capmdtrB 7@7@? 7@n z (7@F7@7@B 7@~ Matt Golenor 2001tK P CjDC; 5x@DC t BH <A AG⦎C^CtKPA<Co&!<!b#0fCC tJ P` k,2.89 inches@ DC |fCC@DC? t P jLength(Segment AD) =  AFfCC⦎C^C?t2RUm3nSA cBH {~lsJAB = Distance(A to B) = tsm5$Q$Q>QL QZV(QLQLQFQ QR m{!:A}BAC = Angle(BAC) =  t P  oQ;:?  F6$⦎C^C@DC?tX$$m10QCCBClC X%QDCtQBClCDC:L"DBC = Distance(B to C) = tvK{P Dt_gTBBgrkHKCC t Etx| #CC xQqӀCC tu{gC lSA cBH {~lsJC;CC@C? t Pngth j'Length(Segment AD) =  AF@DCC^C? tK PD et Q6QqXH@DC tC|      e C^C t X%}am13 xt87@L#Q  AD = Distance(A to D) = tYent.m12ZB7@xl parallelogram: Opp BC = Distance(B to C) =  t$ mn:S$ S:⦎C^CC^C? t NT   p1D@C o+X9D[]>C= @CC8C9D[]>C ?X@DCC^C⦎C^CfCCtQqm4&cons.gspcCD = Distance(C to D) = tm6U   m{!:A}CDA = Angle(CDA) =  tP  nCOq~fCB N fCCC^C?t F.CR _ lQ%*CC tBPm9X  UMSBAC = Distance(A to C) = t  Hide L"C4t  Show}]U ESV5p} Wu60.0}EY}EuE 5tX HideCECCbd\nC@X> #<Cdf +  td ShowWin,OIOIUYq D  tA,OIm15p( {D:{(:BC + AD}}{2} = *(Distance(B to C) + Distance(A to D))/2 = t<Gm14BCWidthsAGetCharABCWidthsWGetCharWidthFloatAlGetCharWidthFlEF = Distance(E to F) =  t#Cp@{eeikquy} qӀCCCC? tU HidedirectAMessageBoxIndirecWModifyMenuAModifAngle(EAF) = m hAUOt Show{!:A}EAF = LoadIconALoaIconWLoadMenuIndirectALoadMenuIn nLoat Hide€4,CX>pؿuCB!$exTOI OIwLon   tD Show%5?OIOIGetfe  UT/S "Arialf7 7@