Shirataki2/main.py

## main.py
import numpy as np
import matplotlib.pyplot as plt
import warnings
warnings.simplefilter('ignore')
t=np.linspace(0,112*np.pi,6000)
sin=np.sin
sqrt=np.sqrt
pi=np.pi
theta=lambda x:np.where(x>=0,1,0)
sgn=lambda x:x/abs(x)
plt.axes().set_aspect('equal')
x=((529/24*sin(1*t+11/7)+611/204*sin(2*t+49/31)+91/29*sin(3*t+49/31)+11/19*sin(4*t+49/30)+152/65*sin(5*t+46/29)+3/29*sin(6*t+76/43)+19/44*sin(7*t+89/19)+8/17*sin(8*t+155/97)+120/239*sin(9*t+35/22)+19/67*sin(10*t+62/39)+41/81*sin(11*t+62/39)+5/42*sin(12*t+57/34)+21459/56)*theta(111*pi-t)*theta(1*t-107*pi)+(-1/18*sin(38/25-12*t)-10/27*sin(61/39-6*t)+1561/33*sin(1*t+107/68)+237/26*sin(2*t+41/26)+1/4*sin(3*t+23/15)+4/31*sin(4*t+46/29)+52/37*sin(5*t+30/19)+4/19*sin(7*t+69/43)+5/27*sin(8*t+23/14)+3/32*sin(9*t+48/31)+1/148*sin(10*t+7/20)+5/23*sin(11*t+11/7)-1457/35)*theta(107*pi-t)*theta(1*t-103*pi)+(-9/40*sin(37/24-12*t)-11/43*sin(57/37-11*t)-24/47*sin(14/9-10*t)-9/7*sin(53/34-6*t)+1217/32*sin(1*t+11/7)+762/103*sin(2*t+41/26)+292/33*sin(3*t+52/33)+34/19*sin(4*t+49/31)+5/13*sin(5*t+25/16)+13/23*sin(7*t+61/39)+14/27*sin(8*t+11/7)+3/7*sin(9*t+67/43)+5/22*sin(13*t+68/43)-3569/8)*theta(103*pi-t)*theta(1*t-99*pi)+(-160/33*sin(31/21-34*t)-117/20*sin(58/37-31*t)-31/34*sin(23/19-29*t)-179/57*sin(112/75-22*t)-51/28*sin(45/32-18*t)-291/91*sin(32/21-14*t)-75/29*sin(58/37-6*t)-104/29*sin(47/30-3*t)-113/20*sin(91/58-2*t)-57/34*sin(45/29-t)+81/17*sin(4*t+74/47)+10/7*sin(5*t+46/29)+14/37*sin(7*t+12/7)+97/18*sin(8*t+80/17)+164/57*sin(9*t+35/22)+66/19*sin(10*t+58/37)+53/6*sin(11*t+41/26)+32/37*sin(12*t+143/31)+143/21*sin(13*t+52/33)+53/30*sin(15*t+58/35)+373/30*sin(16*t+127/27)+391/43*sin(17*t+14/9)+75/41*sin(19*t+56/33)+231/19*sin(20*t+146/31)+239/38*sin(21*t+36/23)+155/156*sin(23*t+71/16)+33/19*sin(24*t+158/35)+120/29*sin(25*t+20/13)+308/27*sin(26*t+14/9)+95/29*sin(27*t+215/46)+45/28*sin(28*t+128/71)+916/131*sin(30*t+39/25)+79/25*sin(32*t+719/154)+6/19*sin(33*t+108/23)+69/20*sin(35*t+43/26)+173/35*sin(36*t+169/36)+97/21*sin(37*t+31/20)+172/19*sin(38*t+63/40)+72/25*sin(39*t+108/23)+158/27*sin(40*t+51/31)+51/47*sin(41*t+33/19)+49/36*sin(42*t+71/41)+178/23*sin(43*t+41/26)+165/43*sin(44*t+71/46)+17527/56)*theta(99*pi-t)*theta(1*t-95*pi)+(-1/8*sin(36/23-22*t)+1201/13*sin(1*t+11/7)+145/34*sin(2*t+36/23)+350/29*sin(3*t+11/7)+83/26*sin(4*t+74/47)+137/18*sin(5*t+11/7)+19/9*sin(6*t+74/47)+23/9*sin(7*t+11/7)+33/43*sin(8*t+27/17)+11/12*sin(9*t+91/58)+49/37*sin(10*t+74/47)+55/63*sin(11*t+41/26)+4/25*sin(12*t+57/37)+43/27*sin(13*t+19/12)+1/15*sin(14*t+113/24)+1/5*sin(15*t+67/43)+2/5*sin(16*t+59/37)+1/98*sin(17*t+30/17)+1/82*sin(18*t+31/7)+15/22*sin(19*t+113/72)+43/85*sin(20*t+63/40)+17/52*sin(21*t+125/78)+5/22*sin(23*t+11/7)+4/37*sin(24*t+36/23)+15/59*sin(25*t+59/38)+4/17*sin(26*t+25/16)+3/13*sin(27*t+20/13)+11/31*sin(28*t+58/37)-13441/56)*theta(95*pi-t)*theta(1*t-91*pi)+(-149/224*sin(42/29-26*t)-4/13*sin(37/26-25*t)-3/20*sin(67/46-24*t)-2/23*sin(4/25-23*t)-18/19*sin(53/35-22*t)-1/22*sin(16/11-20*t)-52/29*sin(299/199-16*t)-31/21*sin(19/13-15*t)-170/37*sin(32/21-14*t)-18/7*sin(40/27-13*t)-94/35*sin(146/97-12*t)-67/29*sin(157/105-11*t)-107/14*sin(65/42-10*t)-34/21*sin(10/7-9*t)-11/36*sin(43/36-7*t)-337/20*sin(31/20-6*t)-166/35*sin(37/24-5*t)-396/41*sin(31/20-4*t)-2259/14*sin(47/30-2*t)+2567/16*sin(1*t+11/7)+370/33*sin(3*t+77/50)+11/30*sin(8*t+60/37)+5/23*sin(17*t+56/41)+4/7*sin(18*t+75/16)+19/23*sin(19*t+45/28)+1/14*sin(21*t+245/53)+5174/19)*theta(91*pi-t)*theta(1*t-87*pi)+(-26/29*sin(65/42-3*t)+97/38*sin(1*t+39/25)+149/34*sin(2*t+61/13)+35/16*sin(4*t+209/45)+293/26*sin(5*t+49/32)+407/42*sin(6*t+14/3)+269/35*sin(7*t+86/57)+133/53*sin(8*t+50/31)+201/26*sin(9*t+43/29)+805/62*sin(10*t+167/36)+205/31*sin(11*t+54/37)+321/38*sin(12*t+83/18)+41/4*sin(13*t+59/40)+11/5*sin(14*t+37/24)+96/55*sin(15*t+60/43)+231/46*sin(16*t+46/31)+175/44*sin(17*t+129/28)+499/73*sin(18*t+25/17)+133/20*sin(19*t+142/31)+53/20*sin(20*t+23/5)+613/28*sin(21*t+197/43)+23/32*sin(22*t+212/141)+47/30*sin(23*t+79/53)+205/57*sin(24*t+41/28)+40/11*sin(25*t+121/26)+43/16*sin(26*t+230/51)+422/29*sin(27*t+25/18)+559/61*sin(28*t+10/7)+31/23*sin(29*t+28/23)+117/34*sin(30*t+31/22)+332/41*sin(31*t+73/16)+133/30*sin(32*t+116/83)+49/26*sin(33*t+159/35)+41/14*sin(34*t+383/87)+74/23*sin(35*t+48/37)+75/23*sin(36*t+71/16)+121/42*sin(37*t+141/31)+50/51*sin(38*t+152/35)+76/35*sin(39*t+518/115)+72/23*sin(40*t+56/39)+95/71*sin(41*t+77/17)+182/31*sin(42*t+151/34)+768/35)*theta(87*pi-t)*theta(1*t-83*pi)+(-4117/73*sin(11/7-2*t)+2006/41*sin(1*t+11/7)+1979/51*sin(3*t+245/52)+994/3)*theta(83*pi-t)*theta(1*t-79*pi)+(-206/35*sin(39/25-5*t)-29/30*sin(41/30-4*t)-1103/27*sin(25/16-3*t)+1802/29*sin(1*t+41/26)+2604/37*sin(2*t+41/26)+62/35*sin(6*t+17/11)+919/38)*theta(79*pi-t)*theta(1*t-75*pi)+(-4319/216*sin(47/30-3*t)+2632/87*sin(1*t+49/31)+4858/55*sin(2*t+30/19)+37/21*sin(4*t+67/46)+16/21*sin(5*t+59/13)+51/13*sin(6*t+69/44)+49/26*sin(7*t+136/29)+52/17*sin(8*t+68/43)+12/19*sin(9*t+121/26)+141/65*sin(10*t+107/67)+7/50*sin(11*t+221/48)+4/9*sin(12*t+85/53)+3886/27)*theta(75*pi-t)*theta(1*t-71*pi)+(-43/38*sin(39/25-10*t)-6/29*sin(143/95-9*t)-64/51*sin(17/11-8*t)-85/24*sin(53/34-6*t)-37/53*sin(142/95-5*t)-1380/29*sin(36/23-2*t)-212/25*sin(39/25-t)+41/28*sin(3*t+47/31)+207/62*sin(4*t+174/37)+3/23*sin(7*t+41/26)+3/25*sin(11*t+37/26)+16/23*sin(12*t+146/31)+7201/21)*theta(71*pi-t)*theta(1*t-67*pi)+(509/51*sin(1*t+146/31)+3728/49*sin(2*t+74/47)+301/62*sin(3*t+68/43)+19/6*sin(4*t+52/33)+7/10*sin(5*t+108/23)+41/9*sin(6*t+30/19)+49/31*sin(7*t+49/31)+22/23*sin(8*t+46/29)+9/25*sin(9*t+41/25)+26/19*sin(10*t+27/17)+10/17*sin(11*t+53/33)+13/34*sin(12*t+71/44)+200/21)*theta(67*pi-t)*theta(1*t-63*pi)+(-41/17*sin(17/11-8*t)-199/25*sin(39/25-7*t)-57/40*sin(54/35-6*t)-487/23*sin(36/23-3*t)+1967/66*sin(1*t+96/61)+19/35*sin(2*t+50/33)+2131/87*sin(4*t+30/19)+41/12*sin(5*t+80/17)+19/14*sin(9*t+221/47)+13/22*sin(10*t+14/9)+15/11*sin(11*t+53/33)+53/23*sin(12*t+35/22)-5558/31)*theta(63*pi-t)*theta(1*t-59*pi)+(-85/37*sin(17/11-54*t)-4/27*sin(37/25-51*t)-22/31*sin(133/89-48*t)-44/27*sin(34/23-37*t)-133/61*sin(31/21-26*t)-2/5*sin(45/29-23*t)-3827/26*sin(69/44-4*t)+179*sin(1*t+113/24)+79162/263*sin(2*t+212/45)+3350/19*sin(3*t+41/26)+3820/57*sin(5*t+49/31)+1830/41*sin(6*t+245/52)+307/31*sin(7*t+245/52)+317/37*sin(8*t+51/31)+2066/81*sin(9*t+113/24)+86/35*sin(10*t+102/23)+502/37*sin(11*t+197/42)+121/91*sin(12*t+45/28)+61/20*sin(13*t+191/41)+99/19*sin(14*t+67/43)+3/8*sin(15*t+43/34)+25/11*sin(16*t+64/41)+71/18*sin(17*t+58/37)+616/137*sin(18*t+383/82)+101/21*sin(19*t+139/30)+291/53*sin(20*t+139/30)+43/13*sin(21*t+117/25)+5/6*sin(22*t+45/23)+533/178*sin(24*t+207/44)+96/23*sin(25*t+60/37)+31/47*sin(27*t+63/34)+7/50*sin(28*t+779/167)+13/27*sin(29*t+41/33)+182/81*sin(30*t+59/37)+15/46*sin(31*t+177/76)+311/44*sin(32*t+145/31)+71/34*sin(33*t+143/32)+31/28*sin(34*t+188/41)+32/21*sin(35*t+46/29)+17/14*sin(36*t+95/21)+83/40*sin(38*t+49/31)+26/31*sin(39*t+39/22)+169/38*sin(40*t+174/37)+46/35*sin(41*t+88/49)+18/31*sin(42*t+83/19)+209/104*sin(43*t+593/127)+52/33*sin(44*t+157/35)+39/35*sin(45*t+141/31)+41/28*sin(46*t+181/39)+44/29*sin(47*t+51/31)+25/36*sin(49*t+40/27)+5/22*sin(50*t+100/23)+19/58*sin(52*t+308/67)+18/19*sin(53*t+52/29)+3469/27)*theta(59*pi-t)*theta(1*t-55*pi)+(-27/35*sin(49/33-38*t)-13/15*sin(71/47-36*t)-41/31*sin(22/15-33*t)-26/17*sin(238/159-29*t)-93/35*sin(32/21-28*t)-87/40*sin(86/57-24*t)-73/85*sin(43/29-22*t)-44/17*sin(20/13-19*t)-179/52*sin(31/20-18*t)-1766/321*sin(23/15-17*t)-6/31*sin(35/33-13*t)-269/29*sin(53/34-10*t)-613/30*sin(67/43-8*t)-578/67*sin(61/39-6*t)-1059/37*sin(25/16-4*t)-1315/39*sin(58/37-2*t)-236/7*sin(80/51-t)+431/76*sin(3*t+52/33)+467/21*sin(5*t+49/31)+41/45*sin(7*t+102/65)+17/3*sin(9*t+30/19)+97/17*sin(11*t+49/31)+13/19*sin(12*t+271/58)+41/7*sin(14*t+45/28)+252/65*sin(15*t+19/12)+15/26*sin(16*t+257/55)+31/21*sin(20*t+77/48)+227/81*sin(21*t+47/29)+1/26*sin(23*t+135/32)+48/19*sin(25*t+31/19)+5/18*sin(26*t+43/26)+2/13*sin(27*t+47/10)+26/17*sin(30*t+147/88)+10/51*sin(31*t+33/25)+51/41*sin(32*t+68/41)+26/47*sin(34*t+569/122)+13/43*sin(35*t+36/23)+23/29*sin(37*t+44/27)+35/39*sin(39*t+77/46)+989/18)*theta(55*pi-t)*theta(1*t-51*pi)+(-68/19*sin(26/17-6*t)-67/19*sin(32/21-4*t)-1177/24*sin(80/51-t)+5591/51*sin(2*t+91/58)+229/28*sin(3*t+31/20)+927/59*sin(5*t+36/23)+148/19*sin(7*t+20/13)+430/29*sin(8*t+87/56)+586/35*sin(9*t+25/16)+31/7*sin(10*t+52/33)+769/62*sin(11*t+136/29)+1630/59*sin(12*t+127/27)+231/47*sin(13*t+44/27)+17/19*sin(14*t+47/27)+209/21*sin(15*t+146/31)+107/42*sin(16*t+80/17)+159/28*sin(17*t+11/7)+184/47*sin(18*t+37/24)+18/53*sin(19*t+35/27)-28410/31)*theta(51*pi-t)*theta(1*t-47*pi)+(-124/41*sin(70/47-16*t)-85/19*sin(17/11-8*t)-133/40*sin(65/42-6*t)-431/26*sin(47/30-4*t)-803/12*sin(80/51-2*t)+1477/27*sin(1*t+212/45)+446/35*sin(3*t+41/26)+273/20*sin(5*t+49/31)+287/30*sin(7*t+46/29)+1615/269*sin(9*t+36/23)+467/34*sin(10*t+80/17)+172/69*sin(11*t+155/33)+684/25*sin(12*t+11/7)+323/39*sin(13*t+25/16)+199/29*sin(14*t+249/53)+221/21*sin(15*t+49/31)+121/23*sin(17*t+55/34)+7/9*sin(18*t+49/33)+59/32*sin(19*t+25/16)+62/103*sin(20*t+44/25)+9157/22)*theta(47*pi-t)*theta(1*t-43*pi)+(298/35*sin(1*t+11/7)+816/43*sin(2*t+11/7)+73/15*sin(3*t+245/52)+21/29*sin(4*t+52/33)+453/13)*theta(43*pi-t)*theta(1*t-39*pi)+(-103/69*sin(91/58-5*t)-13/17*sin(41/27-4*t)-299/33*sin(36/23-3*t)+118/13*sin(1*t+52/33)+510/73*sin(2*t+107/68)+1751/27)*theta(39*pi-t)*theta(1*t-35*pi)+(-229/24*sin(80/51-3*t)+533/38*sin(1*t+11/7)+85/22*sin(2*t+11/7)+1/146*sin(4*t+30/29)-22247/108)*theta(35*pi-t)*theta(1*t-31*pi)+(-847/53*sin(47/30-3*t)+194/27*sin(1*t+11/7)+5/6*sin(2*t+14/9)-5001/37)*theta(31*pi-t)*theta(1*t-27*pi)+(-82/31*sin(212/141-16*t)-839/140*sin(32/21-14*t)-138/19*sin(63/41-13*t)-98/29*sin(56/37-12*t)-272/23*sin(71/46-11*t)-126/25*sin(17/11-9*t)-103/20*sin(47/30-6*t)+2768/17*sin(1*t+11/7)+40/27*sin(2*t+28/19)+478/21*sin(3*t+245/52)+521/32*sin(4*t+113/24)+254/25*sin(5*t+46/29)+290/31*sin(7*t+30/19)+148/45*sin(8*t+47/30)+148/23*sin(10*t+69/44)+7/34*sin(15*t+17/29)+124/71*sin(17*t+49/31)+26/23*sin(18*t+45/28)+46/35*sin(19*t+28/17)+940/21)*theta(27*pi-t)*theta(1*t-23*pi)+(-94/33*sin(44/29-27*t)-93/32*sin(35/23-24*t)-669/55*sin(47/30-23*t)-38/3*sin(47/30-13*t)-777/26*sin(31/20-4*t)+7013/20*sin(1*t+80/51)+1121/20*sin(2*t+36/23)+8619/44*sin(3*t+113/24)+3055/32*sin(5*t+80/1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x[x==0]=np.nan
y[y==0]=np.nan
plt.plot(x,y)
plt.savefig("/images/hoge.png")