facCor02 := [Complex(1.7898488443731,-.58629662904688)*(.39949078283780+1.4950\
1975442184754*x-1.09552897158404350*y+.209309591195448900e-13*x^2+.74750987721\
0904338*x*y-.339063280586314706e-13*y^2+.585482198726959168*x^3+.\
513742164922246724e-13*x^2*y+.309846723293201854e-13*x*y^2-1.09552897158406880
*y^3)+Complex(-.86455808897149e-13,-.11551226369007e-14)+Complex(.\
41512867538683e-13,-.85405267699563e-13)*x-Complex(.33648838760860e-13,.\
48422498128641e-14)*y+Complex(-.54442402938537e-13,.15504049967701e-13)*x^2+
Complex(-.661479916619961837e-13,.340075409597937470e-13)*x*y+Complex(.\
49578767410531e-13,.13642969572363e-13)*y^2+Complex(.17172667631321e-13,-.\
25742881329288e-13)*x^3+Complex(-.104613588238228604e-12,.242129959178030937e-\
13)*x^2*y+Complex(-.647623343471458548e-13,.222094160517932672e-13)*x*y^2+
Complex(.12234762885729e-12,-.44688965669475e-13)*y^3, Complex(1.7898488443731
,-.58629662904688)*(Complex(.98274769441642,.39775506403274)+Complex(.66946942\
197551,.59392153143322)*x+Complex(.31327827244088,-.19616646740051)*y+Complex(
.62022757598681e-13,-.39118100077895e-13)*x^2+Complex(.334734710987731222,.296\
960765716617614)*x*y+Complex(-.47725580026566e-13,.24644954698957e-13)*y^2+
Complex(-.54401109588899,.68628698577629)*x^3+Complex(.513187949956340825e-13,
.248717120830264554e-13)*x^2*y-Complex(.229235248805480514e-13,.\
602683830895397257e-13)*x*y^2+Complex(.31327827244091,-.19616646740057)*y^3)+
Complex(-.62380323296927e-13,-.10166289433254e-12)+Complex(.41749615710839e-13
,.46705833901384e-13)*x-Complex(.58361176900284e-13,.96759574218843e-13)*y+
Complex(-.39008096300051e-13,.12188971395847e-12)*x^2+Complex(.\
100455725101069404e-12,-.102324075671550187e-13)*x*y+Complex(.94776607909361e-\
13,-.42316736904443e-13)*y^2-Complex(.30484781603846e-13,.12340676245659e-12)*
x^3-Complex(.147701543450595000e-12,.151124946096629216e-13)*x^2*y+Complex(.\
730550220303871051e-13,.112675555151789679e-12)*x*y^2+Complex(-.71404760187149\
e-13,.19348861067935e-13)*y^3, Complex(1.7898488443731,-.58629662904688)*(
Complex(-.89538230997091,-.56770823565943)-Complex(.87259214676948,.1987838973\
7693)*x-Complex(.22790163201381e-1,.36892433828251)*y+Complex(.10620578502551e\
-13,-.77417506585811e-13)*x^2-Complex(.436296073384734750,.993919486884459330e\
-1)*x*y+Complex(.10765997587168e-13,.48791801334683e-13)*y^2+Complex(-.2415061\
7081248,.84179134514182)*x^3-Complex(.584330500481038702e-13,.\
308917904657038218e-13)*x^2*y+Complex(.608363579076513816e-13,-.\
152879232528440616e-13)*x*y^2-Complex(.22790163201351e-1,.36892433828257)*y^3)
+Complex(.37031516344008e-13,-.53441275325243e-14)+Complex(-.54042879721019e-\
13,.40880124577847e-13)*x+Complex(.86530713583208e-13,-.66667872156192e-13)*y+
Complex(-.25316302418423e-13,.15460806249328e-12)*x^2+Complex(-.\
643779919832462805e-13,.437577196730345048e-13)*x*y-Complex(.36204533356214e-\
13,.40465566869325e-13)*y^2+Complex(.10538989321962e-12,-.13458575181239e-12)*
x^3+Complex(.157044541793041882e-12,.116276683107335288e-14)*x^2*y+Complex(-.\
105886641065020980e-12,.576125047115909546e-13)*x*y^2+Complex(.18669094405431e\
-13,.68140242235737e-13)*y^3];
t5 := 8.563;
berror5 := .78498742736991e-13;