Deg2 X Deg2
Blue Curve: degree 2, control points, P0(522.00, 256.00), P1(135.00, 439.00), P2(504.00, 474.00);
Red Curve: degree 2, control points, P0(279.00, 552.00), P1(397.00, 46.00), P2(633.00, 503.00);
The Intersection point(s) of these two curves: X00(323.893144242008020, 404.442036452518096), X01(338.886596241394273, 371.434375537247206), X02(455.928835628132276, 289.093692564402431); Blue Curve's t value(s): t00 = 0.511288514566810, t01 = 0.371075119337658, t02 = 0.093992372530909; Red Curve's t value(s): t00 = 0.174925689110708, t01 = 0.227808424579927, t02 = 0.580948105442686;
Red Curve: degree 2, control points, P0(279.00, 552.00), P1(397.00, 46.00), P2(633.00, 503.00);
The Intersection point(s) of these two curves: X00(323.893144242008020, 404.442036452518096), X01(338.886596241394273, 371.434375537247206), X02(455.928835628132276, 289.093692564402431); Blue Curve's t value(s): t00 = 0.511288514566810, t01 = 0.371075119337658, t02 = 0.093992372530909; Red Curve's t value(s): t00 = 0.174925689110708, t01 = 0.227808424579927, t02 = 0.580948105442686;
Quadratic X Quadratic Bezier curves - data 1
Blue Curve: degree 2, control points, P0(321.00, 552.00), P1(240.00, 186.00), P2(716.00, 281.00);
Red Curve: degree 2, control points, P0(494.00, 565.00), P1( 56.00, 320.00), P2(710.00, 210.00);
The Intersection point(s) of these two curves: X00(318.453062033656124, 385.962681755937126), X01(343.533693710092450, 335.295460985938405), X02(467.354073854427440, 267.592040049027219); Blue Curve's t value(s): t00 = 0.274165564281557, t01 = 0.393621408204326, t02 = 0.678246172373403; Red Curve's t value(s): t00 = 0.412192109056812, t01 = 0.553055048352329, t02 = 0.770529946348088;
Red Curve: degree 2, control points, P0(494.00, 565.00), P1( 56.00, 320.00), P2(710.00, 210.00);
The Intersection point(s) of these two curves: X00(318.453062033656124, 385.962681755937126), X01(343.533693710092450, 335.295460985938405), X02(467.354073854427440, 267.592040049027219); Blue Curve's t value(s): t00 = 0.274165564281557, t01 = 0.393621408204326, t02 = 0.678246172373403; Red Curve's t value(s): t00 = 0.412192109056812, t01 = 0.553055048352329, t02 = 0.770529946348088;
Quadratic X Quadratic Bezier curves - data 2
Blue Curve: degree 2, control points, P0(474.00, 575.00), P1( 86.00, 22.00), P2(893.00, 548.00);
Red Curve: degree 2, control points, P0(523.00, 250.00), P1( 43.00, 370.00), P2(847.00, 508.00);
The Intersection point(s) of these two curves: X00(395.995996455686566, 291.750735423017147), X01(348.063487890483259, 327.288903724028160), X02(354.710350280666944, 366.009974846704040); X03(824.866203986984829, 504.161702355953707); Blue Curve's t value(s): t00 = 0.525050377906749, t01 = 0.330595589871332, t02 = 0.249872096743017; t03 = 0.956376789012011; Red Curve's t value(s): t00 = 0.171749066946139, t01 = 0.314613475908381, t02 = 0.467017027403257; t03 = 0.986080488425758;
Red Curve: degree 2, control points, P0(523.00, 250.00), P1( 43.00, 370.00), P2(847.00, 508.00);
The Intersection point(s) of these two curves: X00(395.995996455686566, 291.750735423017147), X01(348.063487890483259, 327.288903724028160), X02(354.710350280666944, 366.009974846704040); X03(824.866203986984829, 504.161702355953707); Blue Curve's t value(s): t00 = 0.525050377906749, t01 = 0.330595589871332, t02 = 0.249872096743017; t03 = 0.956376789012011; Red Curve's t value(s): t00 = 0.171749066946139, t01 = 0.314613475908381, t02 = 0.467017027403257; t03 = 0.986080488425758;
Quadratic X Quadratic Bezier curves - data 3