interpolate # 0 => t=0.00 => [-0.7437,0.1118,-0.5367]
interpolate # 1 => t=0.02 => [-0.73780958368,0.10862255968,-0.53961481072]
interpolate # 2 => t=0.04 => [-0.73192386944,0.10544767744,-0.54252728576]
...
interpolate # 48 => t=0.96 => [-0.54759113856,0.00641293056,-0.63357834624]
interpolate # 49 => t=0.98 => [-0.54723036832,0.00624379232,-0.63374639728]
interpolate # 50 => t=1.00 => [-0.5471,0.0062,-0.6338]
interpolate # 51 => t=1.02 => [-0.5472023792,0.0062833216,-0.6337375112]
interpolate # 52 => t=1.04 => [-0.5475304256,0.00649236480000001,-0.6335600576]
...
interpolate # 98 => t=1.96 => [-0.6433479104,0.1142666112,-0.5325851264]
interpolate # 99 => t=1.98 => [-0.6436376048,0.1179228224,-0.5290563848]
interpolate # 100 => t=2.00 => [-0.6437,0.1216,-0.5255]
interpolate # 101 => t=2.02 => [-0.64352802112,0.12529626272,-0.52191757408]
interpolate # 102 => t=2.04 => [-0.64312404096,0.12901093376,-0.51830984064]
...
interpolate # 148 => t=2.96 => [-0.45563928704,0.31328743424,-0.33392971136]
interpolate # 149 => t=2.98 => [-0.44967201088,0.31744352928,-0.32971511392]
interpolate # 150 => t=3.00 => [-0.4437,0.3216,-0.3255]
interpolate # 151 => t=3.02 => [-0.43772798912,0.32575647072,-0.32128488608]
interpolate # 152 => t=3.04 => [-0.43176071296,0.32991256576,-0.31707028864]
...
interpolate # 198 => t=3.96 => [-0.24427595904,0.51418906624,-0.13269015936]
interpolate # 199 => t=3.98 => [-0.24387197888,0.51790373728,-0.12908242592]
interpolate # 200 => t=4.00 => [-0.2437,0.5216,-0.1255]