Deg3 X Deg3

Blue Curve: degree 3, control points, P0(379.00, 464.00), P1(101.00, 135.00), P2(698.00, 74.00), P3(536.00, 550.00);
Red Curve: degree 3, control points, P0(397.00, 463.00), P1(130.00, 291.00), P2(692.00, 318.00), P3(611.00, 134.00);
The Intersection point(s) of these two curves: X00(352.010376820721092, 429.106824612188348), X01(324.465119888862432, 382.819166798158676), X02(526.020664581077654, 265.775302269078793); Blue Curve's t value(s): t00 = 0.036448111555433, t01 = 0.088875781312197, t02 = 0.711721779679059; Red Curve's t value(s): t00 = 0.071274211122387, t01 = 0.192646978222090, t02 = 0.655603457004817;

Cubic X Cubic Bezier curves - data 1

Blue Curve: degree 3, control points, P0(444.00, 674.00), P1(582.00, 245.00), P2(504.00, 1064.00), P3(471.00, 468.00);
Self Intersection point at: S0(479.150830584357436, 580.140829286971780); t1 = 0.099896782172202, t2 = 0.924333617058197;
Red Curve: degree 3, control points, P0(603.00, 588.00), P1(138.00, 609.00), P2(947.00, 694.00), P3(177.00, 539.00);
Self Intersection point at: S0(462.140819727854478, 602.809438475540219); t1 = 0.812805715189686, t2 = 0.170433498504233;
The Intersection point(s) of these two curves: X00(522.833446960996298, 593.271736019402169), X01(481.040692822100141, 598.578442882688023), X02(470.141021069706085, 600.738351838975177); X03(462.204144641183234, 621.101279508050538), X04(484.463275682599942, 626.696220371910385), X05(521.914281803990548, 629.934621573529739); X06(522.376916711986041, 622.751862183847152), X07(482.157175528241737, 608.455104636468718), X08(468.584803879472133, 604.580178086521641); Blue Curve's t value(s): t00 = 0.412519776415807, t01 = 0.908057244794815, t02 = 0.070755193065268; t03 = 0.047424412123054, t04 = 0.879248609590934, t05 = 0.492004943633857; t06 = 0.476574427777705, t07 = 0.898577798134970, t08 = 0.066025478921384; Red Curve's t value(s): t00 = 0.070295006668665, t01 = 0.128064281381980, t02 = 0.149943561781502; t03 = 0.356664557104598, t04 = 0.434706821342119, t05 = 0.573677243949862; t06 = 0.692447017551206, t07 = 0.786307293766943, t08 = 0.804867206662822;

Cubic X Cubic Bezier curves - data 2

Blue Curve: degree 3, control points, P0(321.00, 215.00), P1(123.00, 635.00), P2(840.00, 28.00), P3(144.00, 362.00);
Self Intersection point at: S0(289.884292499764342, 296.975458832404854); t1 = 0.916684448880705, t2 = 0.079858720829328;
Red Curve: degree 3, control points, P0(378.00, 392.00), P1( 14.00, 137.00), P2(845.00, 358.00), P3(136.00, 354.00);
Self Intersection point at: S0(321.032658265798432, 347.774382657797332); t1 = 0.887228764215292, t2 = 0.065581120200810;
The Intersection point(s) of these two curves: X00(342.149151466691819, 365.443501150330690), X01(287.138517783096631, 309.726562875997047), X02(282.577676775209397, 299.923004081491285); X03(297.097575095565958, 272.785944291624446), X04(358.250553808784503, 272.085232671707331), X05(432.787711511033876, 308.219736850758864); X06(402.636575977498353, 333.762557715394678), X07(288.116494725332359, 350.381307758353159), X08(160.677310946882642, 354.048365312764531); Blue Curve's t value(s): t00 = 0.334140080096029, t01 = 0.096582063302597, t02 = 0.921728242109620; t03 = 0.052335479138681, t04 = 0.861317396093559, t05 = 0.536100678994935; t06 = 0.461397097048749, t07 = 0.171456129520998, t08 = 0.991879504615600; Red Curve's t value(s): t00 = 0.037258247238555, t01 = 0.143074440797874, t02 = 0.169566164182446; t03 = 0.293263956171115, t04 = 0.439268005529343, t05 = 0.663027494250185; t06 = 0.792909466027838, t07 = 0.912830076685372, t08 = 0.988092250290943;

Cubic X Cubic Bezier curves - data 3

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