X points of QuadraticBez

Degree-2 X degree-2, Ex01

Blue Curve: degree 2, control points,

P0(617.00, 522.00), P1(271.00, 204.00), P2(863.00, 307.00);

Red Curve: degree 2, control points,

P0(399.00, 474.00), P1(936.00, 24.00), P2(437.00, 545.00);

The Intersection point(s) of these two curves:

X00(502.274468659315180, 388.640233566285470), X01(641.844835570233040, 281.917929575081700), X02(670.797085928724980, 282.997326923189180);

X03(536.902518584589870, 439.268019791573010);

Blue Curve's t value(s):

t[00] = 0.251582422192650, t[01] = 0.772047392292003, t[02] = 0.808663068976275;

t[03] = 0.143762720516639;

Red Curve's t value(s):

t[00] = 0.107255427986916, t[01] = 0.333218447303682, t[02] = 0.597861563449183;

t[03] = 0.886532077151631;

Degree-2 X degree-2, Ex02

Blue Curve: degree 2, control points,

P0(75.00, 273.00), P1(785.00, 274.00), P2(721.00, 33.00);

Red Curve: degree 2, control points,

P0(745.00, 85.00), P1(16.00, 410.00), P2(791.00, 140.00);

The Intersection point(s) of these two curves:

X00(724.034846699975220, 94.362698239567905), X01(393.506522101850010, 256.961683945051160), X02(475.555907542551550, 244.364196900921800);

X03(640.160444245784330, 191.709752437149350);

Blue Curve's t value(s):

t[00] = 0.863310759865675, t[01] = 0.261602828990968, t[02] = 0.348147987161300;

t[03] = 0.583724492595930;

Red Curve's t value(s):

t[00] = 0.014599254598923, t[01] = 0.449557210500114, t[02] = 0.720905778243298;

t[03] = 0.891197492885041;

Degree-2 X degree-3, Ex01

Blue Curve: degree 3, control points,

P0(397.00, 518.00), P1(66.00, 150.00), P2(866.00, 584.00), P3(469.00, 290.00);

Red Curve: degree 2, control points,

P0(98.00, 508.00), P1(1005.00, 44.00), P2(229.00, 555.00);

The Intersection point(s) of these two curves:

X00(356.532153139041780, 469.911237171613150), X01(315.867957325767070, 398.705560262648530), X02(390.184702320801650, 362.955558676416560);

X03(482.327984156629900, 382.196514928165470), X04(535.949300485123670, 341.875557149683230), X05(500.080580105265200, 313.398447809901480);

Blue Curve's t value(s):

t[00] = 0.048533729976182, t[01] = 0.155601333341820, t[02] = 0.394164896972535;

t[03] = 0.537994786511874, t[04] = 0.929477435466483, t[05] = 0.971500021479874;

Red Curve's t value(s):

t[00] = 0.908809634525573, t[01] = 0.137694082536358, t[02] = 0.197123620894834;

t[03] = 0.788065906495384, t[04] = 0.712739842456552, t[05] = 0.311924773803529;

Degree-2 X degree-4, Ex01

Blue Curve: degree 2, control points,

P0(671.00, 438.00), P1(97.00, 36.00), P2(788.00, 466.00);

Red Curve: degree 4, control points,

P0(324.00, 369.00), P1(746.00, 33.00), P2(53.00, 636.00), P3(1007.00, 129.00), P4(572.00, 506.00);

The Intersection point(s) of these two curves:

X00(446.597865523253860, 276.461011275617120), X01(461.674888091468180, 268.271673137597870), X02(478.858399879946940, 278.039238755452860);

X03(484.006003758641900, 304.597018384452950), X04(531.868247304541680, 339.439772216390510), X05(594.270082989363350, 346.666505398214270);

X06(676.438935549220900, 396.922282974860880), X07(654.639693784129920, 426.530771898253310);

Blue Curve's t value(s):

t[00] = 0.284933868155826, t[01] = 0.654800083538718, t[02] = 0.686140295757306;

t[03] = 0.212773187630851, t[04] = 0.144064819837829, t[05] = 0.834855301957838;

t[06] = 0.912223151184072, t[07] = 0.014482248835454;

Red Curve's t value(s):

t[00] = 0.117135772605017, t[01] = 0.151885300043756, t[02] = 0.274553243675011;

t[03] = 0.373464415772062, t[04] = 0.541042721848595, t[05] = 0.650827232304724;

t[06] = 0.894258171792396, t[07] = 0.933082799974458;

Degree-2 X degree-5, Ex01

Blue Curve: degree 2, control points,

P0(851.00, 452.00), P1(164.00, 183.00), P2(823.00, 459.00);

Red Curve: degree 5, control points,

P0(499.00, 396.00), P1(970.00, 139.00), P2(9.00, 749.00), P3(1372.00, 88.00), P4(303.00, 531.00), P5(818.00, 434.00);

The Intersection point(s) of these two curves:

X00(577.192123124666070, 354.874902736497800), X01(587.359413484638940, 349.948267029567830), X02(629.290342906858540, 365.912936397841970);

X03(628.155071317501780, 376.779106406034660), X04(665.605896972743610, 392.717854309790250), X05(691.093958705523510, 389.709949770455350);

X06(701.387739458420130, 393.694116697483820), X07(691.826826393227180, 403.825789330098080), X08(779.269298690459890, 440.662721496630070);

X09(809.161198603584810, 435.635434593642570);

Blue Curve's t value(s):

t[00] = 0.749327930491242, t[01] = 0.256157810253145, t[02] = 0.200898448536883;

t[03] = 0.818538341888188, t[04] = 0.860789970457508, t[05] = 0.133959358906261;

t[06] = 0.123934975689762, t[07] = 0.887565515554673, t[08] = 0.965612808855156;

t[09] = 0.031417296981214;

Red Curve's t value(s):

t[00] = 0.043427195555747, t[01] = 0.051690474817894, t[02] = 0.262576279558818;

t[03] = 0.305146473814249, t[04] = 0.481689619099457, t[05] = 0.566368778358880;

t[06] = 0.687331920761488, t[07] = 0.747108753439567, t[08] = 0.983318199168828;

t[09] = 0.996492445215324;