本来说好这个作品完成就发到这边来的
但是我弃坑了。。只好把半成品拿上来
这个是线稿↓

这个是半成品↓

弃坑原因：东方大法好
其实是自己拖了两个月就干了这么点不想干了。。
楼下发方程

0=[(y-(sin(x)+sin(2x-1)+sin(3x+2)+sin(4x-3))/100-7.01)^2+((abs(x-4.63)+abs(x-5)-0.37)(abs(x-5.036)+abs(x-5.53)-0.494))^2][(y-(sin(x)+sin(2x-1)+sin(3x+2)+sin(4x-3))/100-6.99)^2+((abs(x-4.63)+abs(x-4.8)-0.17)(abs(x-4.825)+abs(x-5.12)-0.295)(abs(x-5.14)+abs(x-5.53)-0.39))^2][((x-4.79)^2/0.05^2+(y-6.907)^2/0.07^2-1)^2+(abs(x-4.79)+x-4.79)^2+(abs(y-6.90)-y+6.90)^2][((x-4.74)^2/0.09^2+(y-6.98)^2/0.08^2-1)^2+(abs(x-4.74)-x+4.74)^2+(abs(y-6.975)+y-6.975)^2][((x-4.99)^2/0.03^2+(y-7.035)^2/0.05^2-1)^2+(abs(x-4.99)+x-4.99)^2+(abs(y-7.04)+y-7.04)^2][((x-4.96)^2/0.08^2+(y-6.99)^2/0.05^2-1)^2+(abs(x-4.96)-x+4.96)^2+(abs(y-6.985)-y+6.985)^2][((x-5.11)^2+(y-6.923)^2-0.04^2)^2+(abs(y-x-1.85)+abs(y-x-2.85)-1)^2][((x-5.07)^2/0.08^2+(y-6.96)^2/0.04^2-1)^2+(abs(x-5.07)-x+5.07)^2+(abs(y-6.962)+y-6.962)^2][((x-4.53)^2/0.1^2+(y-6.99)^2/0.15^2-1)^2+(abs(x-4.53)-x+4.53)^2+(abs(y-6.99)+y-6.99)^2][(sin(25*(x-4.57))*7/155-cos(25*(x-4.57))*(y-6.91))^2+(abs(x-4.53)+abs(x-4.612)-0.082)^2][((sin(((3590-500y)/29+pi/16)/2)+2*sin(3*((3590-500y)/29+pi/16)/2)/5-0.21)*2/39+4.59-x)^2+(abs(y-6.99)+abs(y-7.18)-0.19)^2][((x-4.62)^2/0.07^2+(y-7.097)^2/0.09^2-1)^2+(abs(y+4.5x-27.84)+abs(y+4.5x-7.84)-20)^2][((x-4.506)^2+(y-7)^2-1/80)^2+(abs(y-6.904)+abs(y)-6.904)^2][(500/81*(x-4.58)^2+6.99-y)^2+(abs(x-4.4)+abs(x-4.61)-0.21)^2][abs((1/2*sin(2*((10x-45)^3+(10x-45)^2))-3/2*sin((10x-45)^3+(10x-45)^2)-x+4.5-0.1)/6+7.19-y)+(abs(x-4.4)+abs(x-4.552)-0.152)^2][((x-4.51)^2+(y-6.91)^2-122/10^4)^2+(abs(8/5*x-y-0.196)+abs(8/5*x-y-0.096)-0.1)^2][(18*(y-6.86)-sqrt(3)*25*(x-4.41)+1.2*sin(25*(x-4.41)+sqrt(3)*18*(y-6.86)))^2+(abs(x+y-11.43)+abs(x+y-11.27)-0.16)^2][((x-4.5)^2+(y-7.03)^2-0.09^2)^2+(abs(6x-y-19.57)+abs(6x-y-9.57)-10)^2][((x-4.41)^2/0.03^2+(y-7.05)^2/0.1^2-1)^2+(abs(8x-y-28.3)+abs(8x-y-18.3)-10)^2][((50*x/3-73.5)^2+(10y-69)^2/1.25^2-1)^2+(abs(27x-8y-62.21)+abs(27x-8y-32.21)-30)^2][((20x-88)^2+(20y-138)^3*125-1)^2+(abs(x-4.35)+abs(x-4.4)-0.05)^2][((x-4.39)^2/0.04^2+(y-7.04)^2/0.08^2-1)^2+(abs(5.6x-y-17.45)+abs(5.6x-y-7.45)-10)^2][((x-4.42)^2/0.05^2+(y-7.11)^2/0.06^2-1)^2+(abs(3x-2y+1.11)+abs(3x-2y+2.11)-1)^2][(-0.7x+10.87-(e^-250)^((x-5.41)^2+0.018)-y)^2+((abs(x-5.532)+abs(x-5.396)-0.136)(abs(x-5.39)+abs(x-5)-0.39))^2][(-0.69x+10.845-(e^-250)^((x-5.41)^2+0.018)+(e^-300)^((x-5.1)^2+0.018)-y)^2+((abs(x-5.025)+abs(x-5.30)-0.275)(abs(x-5.325)+abs(x-5.57)-0.245))^2][((x-5.38)^2/0.08^2+(y-7.02)^2/0.07^2-1)^2+(abs(7x/8-y+2.377)+(7x/8-y+2.377))^2][((x-5.33)^2/0.07^2+(y-7.079)^2/0.071^2-1)^2+(abs(0.64x-y+3.623)-(0.64x-y+3.623))^2][((x-5.31)^2/0.03^2+(y-7.233)^2/0.049^2-1)^2+(abs(x-5.2923)+x-5.2923)^2][((x-5.289)^2/0.05^2+(y-7.207)^2/0.066^2-1)^2+(abs(3.028x+y-23.301)-(3.028x+y-23.301))^2][((x-4.97)^2+(y-7.345)^2-(x-4.97)(y-7.345)-0.03^2)^2+(abs(0.7x+y-10.867)+(0.7x+y-10.867))^2][((x-5.03)^2/0.03^2+(y-7.435)^2/0.049^2-1)^2+(abs(x-5.01)+x-5.01)^2][(sin(-5pi*(y-7.472))+sin(-15pi*(y-7.472))/5-(x-5.01)*40)^2+(abs(y-7.471)+abs(y-7.375)-0.096)^2][((0.81(x-4.92)-0.57(y-7.445))^2/0.012+(0.57(x-4.92)+0.81(y-7.445))^2/0.0015-1)^2+(abs(5x-3y-2.74)+(5x-3y-2.74))^2][(0.57(x-5.56)+6.97+sin(14x)/200+e^(100x-555)/5-y)^2+(abs(y-6.704)+abs(y-6.976)-0.272)^2][(0.58(x-5.58)+6.96+sin(14x)/300-y)^2+(abs(x-5.265)+abs(x-5.59)-0.325)^2][(-0.01ln(e^(-1.25(x-4.97))+1)+0.58(x-5.58)+6.96+sin(14x)/300-y)^2+(abs(x-4.81)+abs(x-5.24)-0.43)^2][(-0.01ln(e^(-1.25(x-4.92))+1)+0.58(x-5.06)+6.685+sin(14x)/200-y)^2+(abs(x-4.79)+abs(x-5.06)-0.27)^2][((x-5.29)^2/0.05^2+(y-6.75)^2/0.1^2-1)^2+(abs(2x+y-17.234)+(2x+y-17.234))^2][((x-5.28)^2/0.03^2+(y-6.695)^2/0.05^2-1)^2+(abs(x-5.294)-(x-5.294))^2][(1.52(x-5.27)-6.775+sin(150(x-5.27))/500+y)^2+(abs(x-5.27)+abs(x-5.294)-0.024)^2][(6.71-sin(21(x-5.095))/25-y)^2+(abs(x-4.98)+abs(x-5.095)-0.115)^2][((x-5.06)^2/0.08^2+(y-6.737)^2/0.054^2-1)^2+(abs(0.675x+y-10.0985)+(0.675x+y-10.0985))^2][((x-4.704)^2+(y-6.49)^2-0.09^2)^2+(abs(0.53x+y-9.055)-(0.53x+y-9.055))^2][((x-4.725)^2/0.05^2+(y-6.56)^2/0.06^2-1)^2+(abs(2.25x+y-17.097)+(2.25x+y-17.097))^2][((x-4.762)^2/0.08^2+(y-6.42)^2/0.1^2-1)^2+(abs(12.5x+y-66.6)-(12.5x+y-66.6))^2][((x-4.82)^2/0.05^2+(y-6.45)^2/0.1^2-1)^2+(abs(2x+y-15.99)+(2x+y-15.99))^2][((x-4.76)^2/0.18^2+(y-6.35)^2/0.16^2-1)^2+(abs(0.95x-y+2.016)+(0.95x-y+2.016))^2][((x-4.59)^2/0.2^2+(y-6.516)^2/0.15^2-1)^2+(abs(0.44x-y+4.35)-(0.44x-y+4.35))^2][(0.008x+y+sin(((32(x-5.57))^2)^(7/20))/300-7.045)^2+(abs(x-5.57)+abs(x-6.82)-1.25)^2][(0.013x+y+sin(((32(x-6.83))^2)^0.34)/500-7.038)^2+(abs(x-5.59)+abs(x-6.815)-1.225)^2][((e^(-(70(x-6.95)/13)^2)-0.6)/10+0.0195-abs(6.968-y))^2+(abs(x-6.818)+abs(x-7.084)-0.266)^2][abs(6.9675-y)+0.0105-(e^(-(70(x-6.95)/13)^2)-0.6)/10][(abs(0.01x+y-7.0396)-0.019)^2+(abs(x-7.08)+abs(x-7.86)-0.78)^2][(abs(y-6.9605)-0.0195-(e^(-(7(x-7.96))^2)-0.6)/10)^2+(abs(x-7.86)+abs(x-8.06)-0.2)^2][abs(y-6.9605)+0.0105-(e^(-(7(x-7.96))^2)-0.6)/10][(y+sin(28pi(x^2)^(1/4))/400-6.978)^2+(abs(x-8.06)+abs(x-8.72)-0.66)^2][(y-6.94+(ln(e^(40*(x-8.66))+1))/100)^2+(abs(x-8.06)+abs(x-8.72)-0.66)^2][((x-8.747)^2/0.03^2+(y-6.94)^2/0.06^2-1)^2+(abs(y-4.68x+34)-(y-4.68x+34))^2][(x-0.1ln(e^(-0.1ln(e^(-36(y-6.95))+1)+87.6)+e^(-1500(y-6.95)^2+87)))^2+(abs(y-6.995)+abs(y-6.884)-0.111)^2][(y-0.39x-3.56)^2+(abs(x-8.77)+abs(x-9.65)-0.88)^2][(y-0.38x-3.61)^2+(abs(x-8.8)+abs(x-9.67)-0.87)^2][(2(x-9.682)^2+(x-9.682)(y-7.32)+(y-7.32)^2-0.002)^2+(abs(1.77x+y-24.4)-(1.77x+y-24.4))^2][(y-7.365)^2+(abs(x-5.048)+abs(x-9.66)-4.612)^2]

欢迎。

额(⊙o⊙)…好6

太6了