Deg4 X Deg4

Blue Curve: degree 4, control points, P0(515.00, 313.00), P1( 27.00, 70.00), P2(910.00, 242.00), P3(153.00, 512.00), P4(522.00, 104.00);
Self Intersection point at: S0(430.207284021363876, 232.277440754961731); t0 = 0.408649327630768, t1 = 0.897001471740080; S1(419.888038827230559, 260.124398681352432); t2 = 0.064788732037044, t3 = 0.861429043782055; S2(454.594072446036591, 281.037362776605164); t4 = 0.036172759721011, t5 = 0.557735313691532;
Red Curve: degree 4, control points, P0(389.00, 320.00), P1(431.00, 24.00), P2(567.00, 600.00), P3(111.00, 189.00), P4(587.00, 242.00);
Self Intersection point at: S0(431.634853992553531, 246.576453984858802); t0 = 0.245146363666258, t1 = 0.883244154489043; S1(404.056271438015585, 256.691119181333818); t2 = 0.076768441795538, t3 = 0.843697225225854; S2(389.467307747830432, 316.775986090571962); t4 = 0.002756427830600, t5 = 0.586391881668203;
The Intersection point(s) of these two curves: X00(406.542260579357389, 251.195992830748139), X01(427.306524045939625, 238.834693325764476), X02(433.700728693232634, 268.771930860680072); X03(422.045407200864702, 301.455797472407994), X04(423.351840352972317, 248.990022587448152), X05(410.328255646974924, 253.798430060997134); X06(440.922774225904277, 244.336747813349803); Blue Curve's t value(s): t00 = 0.078855925843817, t01 = 0.889440279768362, t02 = 0.052325635075762; t03 = 0.766370957284637, t04 = 0.876833747617972, t05 = 0.074611212380560; t06 = 0.446612711533029; Red Curve's t value(s): t00 = 0.088611307326219, t01 = 0.204239629817346, t02 = 0.322704700613727; t03 = 0.435130926674457, t04 = 0.872840111859732, t05 = 0.854127162132476; t06 = 0.893886627230794;

Quartic X Quartic Bezier curves - data 1

Blue Curve: degree 4, control points, P0(474.00, 247.00), P1(362.00, 600.00), P2(868.00, 394.00), P3(159.00, 20.00), P4(530.00, 412.00);
Self Intersection point at: S0(458.447013078479131, 328.449903714147808); t0 = 0.068449819284854, t1 = 0.934968647693409; S1(520.790470507067766, 402.179041784445644); t2 = 0.361869184463784, t3 = 0.993617863082272; S2(467.573359648686335, 269.437184238612417); t4 = 0.016534737126897, t5 = 0.663372609858874;
Red Curve: degree 4, control points, P0(377.00, 330.00), P1(864.00, 347.00), P2( 25.00, 584.00), P3(814.00, 142.00), P4(382.00, 339.00);
Self Intersection point at: S0(399.620929634302001, 331.020607114013842); t0 = 0.012210331360340, t1 = 0.989327804905066; S1(489.404344686043544, 342.547224334438965); t2 = 0.081898643993078, t3 = 0.642748662825316;
The Intersection point(s) of these two curves: X00(458.286550433958951, 336.599005217849367), X01(465.454583444915386, 337.707093815454527), X02(521.860091440169526, 354.956200966357585); X03(524.940213729835250, 385.406642462849277), X04(511.807383070044693, 392.411243351206849), X05(481.383879788846116, 357.544521630385248); X06(505.978136006796376, 316.841530733339766), X07(460.563275523553671, 304.860753143895408), X08(490.620868441050675, 294.008117541477873); X09(446.012185819352453, 310.802194448331875); Blue Curve's t value(s): t00 = 0.077030042577849, t01 = 0.943772607314170, t02 = 0.477597031563326; t03 = 0.409605225397978, t04 = 0.987018415917688, t05 = 0.960939947842485; t06 = 0.554179091945913, t07 = 0.045866383356608, t08 = 0.602093352639938; t09 = 0.916311067968866; Red Curve's t value(s): t00 = 0.051904906271563, t01 = 0.057995432449405, t02 = 0.134320058954187; t03 = 0.268918852427018, t04 = 0.320713648903122, t05 = 0.596961557983304; t06 = 0.720000155502337, t07 = 0.941160528583712, t08 = 0.902920718102690; t09 = 0.954935995061207;

Quartic X Quartic Bezier curves - data 2

Blue Curve: degree 4, control points, P0(412.00, 245.00), P1(793.00, 435.00), P2( 63.00, 363.00), P3(577.00, 80.00), P4(451.00, 358.00);
Self Intersection point at: S0(460.493529600251975, 334.613029955977481); t0 = 0.371296432481584, t1 = 0.977462678239871; S1(470.110945751077281, 277.432991375659583); t2 = 0.047262177908553, t3 = 0.899978980994939; S2(423.981728489055342, 251.089086017300843); t4 = 0.008149167468434, t5 = 0.691940198796080;
Red Curve: degree 4, control points, P0(587.00, 320.00), P1( 62.00, 193.00), P2(425.00, 550.00), P3(763.00, 145.00), P4(350.00, 330.00);
Self Intersection point at: S0(441.748182512345693, 294.609285659236946); t0 = 0.087387112727419, t1 = 0.932618398485177; S1(358.794326476701031, 326.104422191787535); t2 = 0.372269022138786, t3 = 0.994597216221993; S2(515.727538799256649, 304.808171242405990); t4 = 0.037396721161509, t5 = 0.684490316196408;
The Intersection point(s) of these two curves: X00(503.785066565681859, 302.716546666793874), X01(469.718952869044927, 297.629613891593294), X02(414.976285039028539, 292.983051032180526); X03(509.643452989616264, 308.569359704800547), X04(463.546609679417202, 325.412001661340241), X05(448.445750572783481, 328.435061380893103); X06(480.924522022169640, 284.647379834752712), X07(470.492276599557499, 286.827083446194649), X08(419.638977864749563, 301.910261333481003); Blue Curve's t value(s): t00 = 0.093875135363398, t01 = 0.932911419615877, t02 = 0.531650050100596; t03 = 0.106776205108455, t04 = 0.967612777066713, t05 = 0.402577099019372; t06 = 0.059396928094582, t07 = 0.916456292047048, t08 = 0.502182168254237; Red Curve's t value(s): t00 = 0.044496734588150, t01 = 0.066585097374841, t02 = 0.110623637933445; t03 = 0.666048694742874, t04 = 0.568310694881732, t05 = 0.541662181513719; t06 = 0.890215510965792, t07 = 0.903025246596784, t08 = 0.951674823598796;

Quartic X Quartic Bezier curves - data 3

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