| 1 | <(3*cos(t)+sin(t))^3, 5*cos(3*t)-cos(t), (sin(2*t)+2*sin(t))^2> ; curvature at t=2 is .6904574193 |
| 2 | <(cos(3*t)+4*sin(t))^2, (2*cos(2*t)-4*cos(t))^2, (sin(3*t)+3*sin(t))^3> ; curvature at t=2 is .1356473596 |
| 3 | <(3*cos(2*t)+sin(t))^3, 2*cos(2*t)-4*cos(t), (sin(3*t)+2*sin(t))^3> ; curvature at t=2 is .2076382495 |
| 4 | <(3*cos(3*t)+sin(t))^2, cos(2*t)+4*cos(t), (sin(2*t)+4*sin(t))^2> ; curvature at t=2 is .2419066039 |
| 5 | <5*cos(2*t)+2*sin(t), 3*cos(2*t)+4*cos(t), (sin(2*t)+3*sin(t))^2> ; curvature at t=2 is .1347844451 |
| 6 | <5*cos(2*t)+4*sin(t), (2*cos(2*t)+4*cos(t))^2, 6*sin(t)> ; curvature at t=2 is .7443216230 |
| 7 | <(cos(t)+3*sin(t))^2, (2*cos(2*t)-4*cos(t))^2, 4*sin(t)> ; curvature at t=2 is .6553609875 |
| 8 | <(5*cos(t)+sin(t))^3, (4*cos(3*t)+4*cos(t))^2, 27*sin(t)^3> ; curvature at t=2 is .1503604461 |
| 9 | <(cos(2*t)+5*sin(t))^2, (2*cos(2*t)+4*cos(t))^2, (sin(2*t)+2*sin(t))^2> ; curvature at t=2 is .7549812430 |
| 10 | <4*cos(2*t)+sin(t), (cos(3*t)-cos(t))^2, (sin(3*t)+5*sin(t))^2> ; curvature at t=2 is .2186204853 |
| 11 | <(4*cos(2*t)+2*sin(t))^2, (2*cos(2*t)-4*cos(t))^3, (sin(2*t)+3*sin(t))^3> ; curvature at t=2 is .1090709638 |
| 12 | <(5*cos(2*t)+3*sin(t))^2, (4*cos(2*t)-4*cos(t))^3, 6*sin(t)> ; curvature at t=2 is .1098964696 |
| 13 | <(5*cos(2*t)+4*sin(t))^3, cos(2*t)+4*cos(t), (sin(3*t)+sin(t))^3> ; curvature at t=2 is 3.192507935 |
| 14 | <2*cos(t)+sin(t), 5*cos(3*t)-4*cos(t), (sin(3*t)+2*sin(t))^2> ; curvature at t=2 is .3478107747 |
| 15 | <(cos(2*t)+2*sin(t))^3, cos(t)^3, sin(3*t)+4*sin(t)> ; curvature at t=2 is .4003498450 |
| 16 | <(4*cos(t)+2*sin(t))^3, cos(3*t)-4*cos(t), 9*sin(t)^2> ; curvature at t=2 is .3598550583 |
| 17 | <(5*cos(t)+2*sin(t))^3, cos(t)^2, (sin(3*t)+sin(t))^3> ; curvature at t=2 is 3.329592206 |
| 18 | <(5*cos(2*t)+4*sin(t))^3, (4*cos(3*t)+4*cos(t))^2, 2*sin(t)> ; curvature at t=2 is 12.21866848 |
| 19 | <4*cos(t)+sin(t), (4*cos(2*t)-4*cos(t))^3, 3*sin(t)> ; curvature at t=2 is .1157244647 |
| 20 | <5*cos(2*t)+3*sin(t), 2*cos(3*t)-cos(t), 4*sin(t)> ; curvature at t=2 is .4149908065 |
| 21 | <cos(2*t)+3*sin(t), cos(3*t)-4*cos(t), sin(3*t)+2*sin(t)> ; curvature at t=2 is .2031755829 |
| 22 | <(2*cos(t)+2*sin(t))^3, (2*cos(2*t)-cos(t))^3, 2*sin(t)> ; curvature at t=2 is .1156752970 |
| 23 | <(3*cos(2*t)+4*sin(t))^3, 4*cos(3*t)-4*cos(t), sin(3*t)+3*sin(t)> ; curvature at t=2 is .1064170565 |
| 24 | <5*cos(2*t)+sin(t), 2*cos(3*t)-4*cos(t), sin(2*t)+5*sin(t)> ; curvature at t=2 is .2481674532 |
| 25 | <(4*cos(2*t)+4*sin(t))^3, cos(t), sin(2*t)+sin(t)> ; curvature at t=2 is .1117450936 |
| 26 | <(4*cos(3*t)+sin(t))^2, (4*cos(2*t)-4*cos(t))^3, (sin(2*t)+2*sin(t))^2> ; curvature at t=2 is .1101484323 |
| 27 | <(2*cos(3*t)+4*sin(t))^3, (2*cos(3*t)-cos(t))^2, sin(2*t)+sin(t)> ; curvature at t=2 is 12.81259428 |
| 28 | <(3*cos(3*t)+4*sin(t))^2, 5*cos(3*t)-4*cos(t), (sin(3*t)+sin(t))^2> ; curvature at t=2 is 1.060150009 |
| 29 | <(cos(3*t)+sin(t))^2, 2*cos(3*t)-cos(t), 5*sin(t)> ; curvature at t=2 is 2.288930485 |
| 30 | <(cos(2*t)+3*sin(t))^2, (2*cos(2*t)+4*cos(t))^3, (sin(3*t)+4*sin(t))^2> ; curvature at t=2 is .2305160240 |
| 31 | <4*cos(3*t)+2*sin(t), (4*cos(3*t)+4*cos(t))^3, sin(3*t)+5*sin(t)> ; curvature at t=2 is 12.24302106 |
| 32 | <3*cos(2*t)+4*sin(t), cos(2*t)+4*cos(t), 4*sin(t)> ; curvature at t=2 is .4262489695 |
| 33 | <2*cos(2*t)+2*sin(t), 4*cos(3*t)-4*cos(t), (sin(3*t)+2*sin(t))^2> ; curvature at t=2 is .3535024497 |
| 34 | <(4*cos(3*t)+3*sin(t))^2, 9*cos(t), (sin(3*t)+2*sin(t))^3> ; curvature at t=2 is .2691933229 |
| 35 | <2*cos(2*t)+sin(t), 5*cos(3*t)-4*cos(t), sin(2*t)+sin(t)> ; curvature at t=2 is .2724838708 |
| 36 | <(3*cos(2*t)+2*sin(t))^2, 5*cos(t), 6*sin(t)> ; curvature at t=2 is .9308633226 |
| 37 | <(2*cos(3*t)+sin(t))^2, 5*cos(3*t)+4*cos(t), 16*sin(t)^2> ; curvature at t=2 is .5289526560 |
| 38 | <(2*cos(3*t)+3*sin(t))^2, 5*cos(t), (sin(3*t)+2*sin(t))^2> ; curvature at t=2 is 2.213313376 |
| 39 | <3*cos(t)+3*sin(t), 5*cos(3*t)+4*cos(t), 16*sin(t)^2> ; curvature at t=2 is .2623482321 |
| 40 | <(4*cos(2*t)+2*sin(t))^3, 27*cos(t)^3, 27*sin(t)^3> ; curvature at t=2 is .1236145859 |
| 41 | <3*cos(3*t)+5*sin(t), (3*cos(2*t)+4*cos(t))^2, (sin(3*t)+sin(t))^2> ; curvature at t=2 is .7194898954 |
| 42 | <2*cos(2*t)+2*sin(t), 2*cos(3*t)-cos(t), (sin(3*t)+3*sin(t))^2> ; curvature at t=2 is .2457049226 |
| 43 | <(4*cos(t)+4*sin(t))^2, 4*cos(3*t)-4*cos(t), (sin(3*t)+2*sin(t))^3> ; curvature at t=2 is .1012491900 |
| 44 | <(5*cos(t)+2*sin(t))^2, -cos(t), (sin(2*t)+sin(t))^2> ; curvature at t=2 is 2.673076024 |
| 45 | <(3*cos(3*t)+2*sin(t))^2, (3*cos(3*t)+4*cos(t))^2, 3*sin(t)> ; curvature at t=2 is .3912558791 |
| 46 | <(2*cos(2*t)+4*sin(t))^2, 2*cos(3*t)-cos(t), 3*sin(t)> ; curvature at t=2 is .4260682456 |
| 47 | <3*cos(3*t)+sin(t), 5*cos(t), (sin(3*t)+2*sin(t))^3> ; curvature at t=2 is .1498518685 |
| 48 | <2*cos(3*t)+2*sin(t), (5*cos(3*t)+4*cos(t))^3, 4*sin(t)> ; curvature at t=2 is .4961129524 |
| 49 | <(2*cos(3*t)+5*sin(t))^3, cos(2*t)-4*cos(t), sin(2*t)+4*sin(t)> ; curvature at t=2 is .1216060182 |
| 50 | <5*cos(3*t)+2*sin(t), (5*cos(3*t)+4*cos(t))^3, 4*sin(t)^2> ; curvature at t=2 is 1.036815259 |
| 51 | <cos(2*t)+2*sin(t), (5*cos(3*t)+4*cos(t))^2, (sin(2*t)+5*sin(t))^2> ; curvature at t=2 is .3811129002 |
| 52 | <(4*cos(2*t)+3*sin(t))^2, 4*cos(t)^2, sin(3*t)+5*sin(t)> ; curvature at t=2 is 3.996231716 |
| 53 | <(3*cos(t)+3*sin(t))^2, (3*cos(2*t)+4*cos(t))^2, sin(3*t)+3*sin(t)> ; curvature at t=2 is .3916602182 |
| 54 | <3*cos(3*t)+sin(t), -3*cos(t), (sin(3*t)+sin(t))^3> ; curvature at t=2 is 1.784233119 |
| 55 | <(cos(3*t)+sin(t))^2, 5*cos(3*t)-4*cos(t), (sin(3*t)+sin(t))^3> ; curvature at t=2 is .6681866132 |