Maple data for workshop #2

BOGINSKEY,_VALENTYN<cos(t)+2*sin(t), (2*cos(2*t)+4*cos(t))^2, sin(2*t)+4*sin(t)>; curvature at t=2 is 1.144337821
BRYAN,_JOSHUA<cos(2*t)+5*sin(t), 4*cos(t)^2, (sin(3*t)+sin(t))^2>; curvature at t=2 is .3215425818
CHEN,_ALBERT<(5*cos(t)+3*sin(t))^3, cos(2*t)+4*cos(t), 6*sin(t)>; curvature at t=2 is .8607362675
CHEN,_WEI<(3*cos(2*t)+3*sin(t))^3, -27*cos(t)^3, (sin(2*t)+sin(t))^3>; curvature at t=2 is .1685074685
CROWELL,_ALEXANDER<3*cos(3*t)+5*sin(t), (3*cos(3*t)+4*cos(t))^2, (sin(2*t)+2*sin(t))^3>; curvature at t=2 is 1.185224257
DOE,_CHRISTOPHE<3*cos(t)+5*sin(t), (cos(3*t)+4*cos(t))^2, (sin(2*t)+sin(t))^3>; curvature at t=2 is .4631513973
EHRLICH,_THOMAS<(4*cos(3*t)+4*sin(t))^2, cos(2*t)-4*cos(t), (sin(2*t)+3*sin(t))^2>; curvature at t=2 is .2876704986
FITZGERALD,_EVAN<(2*cos(3*t)+5*sin(t))^2, 8*cos(t)^3, 27*sin(t)^3>; curvature at t=2 is .3307372067
GERGES,_JACELYN<2*cos(t)+5*sin(t), (cos(3*t)+4*cos(t))^3, sin(2*t)+2*sin(t)>; curvature at t=2 is 2.365757381
HARRISON,_ANDREW<(cos(3*t)+3*sin(t))^3, (5*cos(2*t)+4*cos(t))^2, 4*sin(t)>; curvature at t=2 is .2111228441
HARVU,_PAWAN<(4*cos(2*t)+3*sin(t))^3, 2*cos(2*t)+4*cos(t), (sin(3*t)+3*sin(t))^2>; curvature at t=2 is .2716850658
HSIUNG,_DAVID<(2*cos(2*t)+5*sin(t))^2, cos(t), (sin(3*t)+sin(t))^3>; curvature at t=2 is .4234656714
KIM,_GIBSON<(3*cos(2*t)+sin(t))^3, cos(t), 6*sin(t)>; curvature at t=2 is .1085275809
KOBILINSKI,_KEVIN<(cos(t)+3*sin(t))^2, cos(3*t)-cos(t), (sin(2*t)+sin(t))^2>; curvature at t=2 is .1095720716
KWOK,_COSMO<(cos(3*t)+5*sin(t))^2, 5*cos(3*t)+4*cos(t), sin(3*t)+5*sin(t)>; curvature at t=2 is .2569163129
MAU,_ELAINE<(2*cos(3*t)+5*sin(t))^2, 4*cos(t)^2, 8*sin(t)^3>; curvature at t=2 is 2.258679889
MENDAT,_DANIEL<(2*cos(3*t)+5*sin(t))^3, (4*cos(3*t)+4*cos(t))^3, sin(3*t)+sin(t)>; curvature at t=2 is .1082927969
MORRIS,_ANDREW<(2*cos(t)+2*sin(t))^3, 4*cos(t), sin(2*t)+4*sin(t)>; curvature at t=2 is .2365511830
NI,_TIMOTHY<3*cos(2*t)+3*sin(t), cos(t), sin(2*t)+5*sin(t)>; curvature at t=2 is .1257601300
QIAN,_JUNFANG<(5*cos(2*t)+2*sin(t))^2, 4*cos(2*t)+4*cos(t), (sin(3*t)+2*sin(t))^3>; curvature at t=2 is .1187871280
RIND,_ERIC<cos(3*t)+2*sin(t), cos(t), (sin(3*t)+sin(t))^3>; curvature at t=2 is 1.384921929
SAMBARI,_AMEYA<(2*cos(3*t)+3*sin(t))^3, cos(t)^2, 27*sin(t)^3>; curvature at t=2 is .6080535308
SHAH,_SAMAR<(2*cos(2*t)+2*sin(t))^2, (2*cos(3*t)-cos(t))^2, sin(2*t)+5*sin(t)>; curvature at t=2 is .1957820557
SHAMES,_YURIY<(2*cos(t)+sin(t))^2, 5*cos(3*t)+4*cos(t), 4*sin(t)^2>; curvature at t=2 is 4.474320962
SHAO,_JOSEPH<(3*cos(t)+sin(t))^3, -cos(t), (sin(2*t)+2*sin(t))^2>; curvature at t=2 is .9798127442
STERN,_GREGORY<(4*cos(3*t)+4*sin(t))^2, 5*cos(2*t)+4*cos(t), 9*sin(t)^2>; curvature at t=2 is .2646115800
WARD,_PETER<cos(t)+3*sin(t), (3*cos(3*t)+4*cos(t))^2, sin(3*t)+5*sin(t)>; curvature at t=2 is 2.776389950