y=0.31*[x-3.14]^2+11.35,2.21<x<3.24

0.31*[x-3.14]^2+11.35<y<13.235,2.21<x<3.12,vector(r,g,b)=vector(1,0.8,0.7)

0.31*[x-3.14]^2+11.35<y<2.15*[x-3.51]^2+12.52,3.12<x<3.24,vector(r,g,b)=vector(1,0.8,0.7)

2.15*[x-3.51]^2+12.52>y>0.62*[x-3.25]^2+11.355,3.24<x<3.92,vector(r,g,b)=vector(1,0.8,0.7)

7.5*[x-3.39]^2+10.8>y>0.62*[x-3.25]^2+11.355,3.92<x<4.52,13.235>y,vector(r,g,b)=vector(1,0.8,0.7)

0.22*[x-4.22]^2+10.73<y<13.235,2.21>x>1.95,vector(r,g,b)=vector(1,0.8,0.7)

1.29*[y-12.67]^2+1.2<x<1.95,13.235>y,vector(r,g,b)=vector(1,0.8,0.7)

Chin (Purple is First)

y=0.22*[x-4.22]^2+10.73,1.95<x<2.21

y=2.28*[x-2.66]^2+10.77,1.85<x<1.98

x=1.29*[y-12.67]^2+1.2,x<1.48

x=1.29*[y-12.67]^2+1.21,11.91<y<12.21

x=2.62*[y-12.73]^2+1.06,13.125<y<13.354

y=-(0.357*x)+13.6,0.76<x<1.43

y=-(0.357*x)+13.56,0.75<x<1.4

-(0.357*x)+13.56<y<-(0.357*x)+13.6,0.75<x<1.42

y=2.8*x+11.18,0.675<x<0.92

y=2.8*x+12.55,0.21<x<0.475

y=-sqrt(0.37^2-[x-0.49]^2)+13.39,0.21<x<0.68

y=sqrt(0.37^2-[x-0.61]^2)+13.53,0.47<x<0.92

[y-12.55]/2.8<x<[y-11.18]/2.8,sqrt(0.37^2-[x-0.61]^2)+13.53>y>13.5

[y-12.55]/2.8<x<[y-11.18]/2.8,-sqrt(0.37^2-[x-0.49]^2)+13.39<y<13.5

y=-sqrt(0.31^2-[x-0.72]^2)+13.94,0.47<x<0.87

Arm

y=0.17*[x-4.15]^2+6.3,2.68<x<5.43

sqrt(2.39^2-[x-3.53]^2)+6.91>y>0.17*[x-4.15]^2+6.3,5.43>x>2.2,vector(r,g,b)=vector(1,0.8,0.7)

y=21.83*[x-5.81]^2+7.04,5.85<x<6.04

-(0.78*[x-5.45]^2)+8.970000000000001>y>21.83*[x-5.81]^2+7.04,sqrt((y-9)/-40)+5.9>x>5.9575,vector(r,g,b)=vector(1,0.8,0.7)

y=-(40*[x-5.9]^2)+9,5.964<x<6.045

y=-sqrt(0.39^2-[x-5.57]^2)+6.93,x>5.43

-sqrt(0.39^2-[x-5.57]^2)+6.93<y<sqrt(0.39^2-[x-5.57]^2)+6.8,5.43<x,vector(r,g,b)=vector(1,0.8,0.7)

sqrt(0.39^2-[x-5.57]^2)+6.8<y<-(0.78*[x-5.45]^2)+8.970000000000001,5.43<x<sqrt((y-7.04)/21.83)+5.81,vector(r,g,b)=vector(1,0.8,0.7)

sqrt(2.39^2-[x-3.53]^2)+6.91<y<-(0.78*[x-5.45]^2)+8.970000000000001,5.43>x,vector(r,g,b)=vector(1,0.8,0.7)

y=sqrt(0.39^2-[x-5.57]^2)+6.8,x>5.85

y=-(0.44*[x-6.32]^2)+8.890000000000001,5.96<x<6.44

y=1.68*[x-8.220000000000001]^2+12.06,8.18<x<8.720000000000001

y=0.17*[x-8.220000000000001]^2+12.44,8.699999999999999<x<9.380000000000001

0.66*[y-13.15]^2+8.4<x,0.17*[x-8.220000000000001]^2+12.44<y,0.29*x+10.95>y,-(0.41*[y-11.67]^2)+12.82>x,vector(r,g,b)=vector(1,0.8,0.7)

y=0.66*[x-11.06]^2+9.890000000000001,9.25<x<10.36

y=-(3.2*[x-10.04]^2)+14.04,9.24<x<9.390000000000001

-(3.2*[x-10.04]^2)+14.04>y,0.17*[x-8.220000000000001]^2+12.44>y,0.66*[x-11.06]^2+9.890000000000001<y,vector(r,g,b)=vector(1,0.8,0.7)

x=2.85*[y-8.529999999999999]^2+9.720000000000001,8.15<y<9

x=0.35*[y-9.6]^2+10.23,9<y<10.22

0.35*[y-9.6]^2+10.23<x,0.66*[x-11.06]^2+9.890000000000001>y,0.8100000000000001*[x-10.32]^2+8.140000000000001<y,vector(r,g,b)=vector(1,0.8,0.7)

2.85*[y-8.529999999999999]^2+9.720000000000001<x,0.35*[y-9.6]^2+10.23>x,0.63*[x-10.24]^2+8.140000000000001<y,vector(r,g,b)=vector(1,0.8,0.7)

y=0.63*[x-10.24]^2+8.140000000000001,10.12<x<10.91

y=0.8100000000000001*[x-10.32]^2+8.140000000000001,10.91<x<11.275

y=0.52*[x-11.68]^2+8.789999999999999,11<x<11.89

0.52*[x-11.68]^2+8.789999999999999<y,0.8100000000000001*[x-10.32]^2+8.140000000000001>y,2.84*[x-14.318]^2+7.25>y,0.6*[x-14.42]^2+9.99>y,vector(r,g,b)=vector(1,0.8,0.7)

0.52*[x-11.68]^2+8.789999999999999>y,0.51*[x-13.31]^2+7.76<y,2.84*[x-14.318]^2+7.25>y,14>x,vector(r,g,b)=vector(1,0.8,0.7)

2.84*[x-14.318]^2+7.25<y,sqrt(0.5600000000000001^2-[x-13.36]^2)+7.92>y,-sqrt(0.7^2-[x-13.39]^2)+8.449999999999999<y,vector(r,g,b)=vector(1,0.8,0.7)

y=0.51*[x-13.31]^2+7.76,11.87<x<13.81

y=0.57*[x-13.7]^2+8.43,12.7<x<13.58

y=2.84*[x-13.67]^2+7.25,12.84<x<12.94

y=sqrt(0.5600000000000001^2-[x-13.36]^2)+7.92,13.58<x<13.9172

y=-sqrt(0.7^2-[x-13.39]^2)+8.449999999999999,13.81<x<13.92

y=2.84*[x-13.67]^2+7.25,[13.245<x<14]

y=2.84*[x-14.318]^2+7.25,13.83<x<14

0.51*[x-13.31]^2+7.76>y,2.84*[x-13.67]^2+7.25<y,2.84*[x-14.318]^2+7.25>y,vector(r,g,b)=vector(1,0.8,0.7)

y=2.84*[x-14.318]^2+7.25,13.18<x<13.69

y=0.6*[x-14.42]^2+9.99,12.72<x<13.19

0.6*[x-14.42]^2+9.99<y,-(0.41*[y-11.67]^2)+12.82>x,0.8100000000000001*[x-10.32]^2+8.140000000000001>y,vector(r,g,b)=vector(1,0.8,0.7)

x=-(0.41*[y-11.67]^2)+12.82,11.55<y<14

0.17*[x-8.220000000000001]^2+12.44>y,-(0.41*[y-11.67]^2)+12.82>x,0.66*[x-11.06]^2+9.890000000000001<y,0.8100000000000001*[x-10.32]^2+8.140000000000001<y,-(3.2*[x-10.04]^2)+14.04<y,10.1<x,vector(r,g,b)=vector(1,0.8,0.7)

y=sqrt(0.45^2-[x-10.22]^2)+13.76,10.61>x

y=0.29*x+10.95,8.460000000000001<x<9.77

0.29*x+10.95<y<sqrt(0.45^2-[x-10.22]^2)+13.76,vector(r,g,b)=vector(1,0.8,0.7)

y=-(1.86*[x-8.07]^2)+13.69,7.56<x<8.460000000000001

1.68*[x-8.220000000000001]^2+12.06<y<-(1.86*[x-8.07]^2)+13.69,0.66*[y-13.04]^2+7.55<x<0.66*[y-13.15]^2+8.4,'color'=0.5600000000000001

y=-(0.05*[x-6.95]^2)+13.24,6.32<x<7.57

y=-(0.63*[x-6.67]^2)+13.29,5.46<x<6.32

y=0.8*[x-5.29]^2+12.35,4.96<x<5.46

y=-(1.7*[x-4.87]^2)+11.67,4.275<x<4.87

y=-(1.13*[x-3.55]^2)+11.67,4.275<x<4.95

y=0.62*[x-3.25]^2+11.355,3.24<x<4.39

x=-(0.12*[y-4.01]^2)+11.9,4.27<x<5.29

y=-(3.49*[x-5.14]^2)+9.609999999999999,4.72<x<4.95

y=sqrt(2.39^2-[x-3.53]^2)+6.91,3.02<x<5.58

sqrt(2.39^2-[x-3.53]^2)+6.91<y,-(1.45*[x-2.46]^2)+9.69>y,2.2<x,1.62*[y-10.14]^2+2.15>x,vector(r,g,b)=vector(1,0.8,0.7)

-(1.45*[x-2.46]^2)+9.69<y,1.62*[y-10.14]^2+2.15>x,0.44*[y-10.14]^2+2.15>x,2.2<x<3,10>y,vector(r,g,b)=vector(1,0.8,0.7)

y=sqrt(0.39^2-[x-5.35]^2)+8.09,5.34<x<5.72

y=-(1.45*[x-2.46]^2)+9.69,2.83<x<3.18

-(1.45*[x-2.46]^2)+9.69<y,0.44*[y-10.14]^2+2.15<x,1.62*[y-10.14]^2+2.15>x,2.83>x,10>y,vector(r,g,b)=vector(1,0.8,0.7)

y=sqrt(0.63^2-[x-1.89]^2)+10.77,x<2.48

sqrt(0.63^2-[x-1.89]^2)+10.77>y,2.2<x<0.44*[y-10.14]^2+2.15,10<y,vector(r,g,b)=vector(1,0.8,0.7)

sqrt(0.63^2-[x-1.89]^2)+10.77>y>sqrt(1.04^2-[x-1.47]^2)+8.73,0.46*[y-10.62]^2+1.26<x<0.44*[y-10.14]^2+2.15,2.2>x,vector(r,g,b)=vector(1,0.8,0.7)

x=1.62*[y-10.14]^2+2.15,9.49<y<10.14

x=0.44*[y-10.14]^2+2.15,10.14<y<11.01

x=0.46*[y-10.62]^2+1.26,9.57<y<10.82

y=sqrt(1.04^2-[x-1.47]^2)+8.73,0.53<x<1.62

sqrt(1.04^2-[x-1.47]^2)+8.73>y>-sqrt(1.04^2-[x-1.56]^2)+9.32,2.2>x,vector(r,g,b)=vector(1,0.8,0.7)

y=-sqrt(1.04^2-[x-1.56]^2)+9.32,0.53<x<2.51

y=sqrt(0.5^2-[x-2.04]^2)+8.74,1.78<x<2.52

y=sqrt(0.54^2-[x-1.63]^2)+8.65,1.38<x<1.95

y=-sqrt(1.2^2-[x-1.63]^2)+8.65,0.54<x<2.44

-sqrt(1.04^2-[x-1.56]^2)+9.32>y>-sqrt(1.2^2-[x-1.63]^2)+8.65,-(2.31*[y-8.029999999999999]^2)+2.6>x,sqrt(1.2^2-[x-1.735]^2)+8>y,2.2>x,vector(r,g,b)=vector(1,0.8,0.7)

y=sqrt(1.2^2-[x-1.735]^2)+8,0.54<x<0.745

x=-(2.31*[y-8.029999999999999]^2)+2.6,7.765<y<8.470000000000001

y=-sqrt(0.9399999999999999^2-[x-2.64]^2)+8.789999999999999,2.53<x<3.15

y=-sqrt(0.86^2-[x-1.61]^2)+7.75

-sqrt(1.2^2-[x-1.63]^2)+8.65>y>-sqrt(0.86^2-[x-1.61]^2)+7.75,2.2>x,vector(r,g,b)=vector(1,0.8,0.7)

y=sqrt(0.86^2-[x-1.61]^2)+7.68,x<0.764

y=sqrt(0.86^2-[x-1.61]^2)+7.68,2.463<x

y=-sqrt(0.86^2-[x-1.74]^2)+7.4,x<2.49

-sqrt(0.86^2-[x-1.74]^2)+7.4<y<-sqrt(0.86^2-[x-1.61]^2)+7.75,2.2>x,vector(r,g,b)=vector(1,0.8,0.7)

0.17*[x-4.15]^2+6.3>y>-sqrt(0.86^2-[x-1.74]^2)+7.4,2.2<x,vector(r,g,b)=vector(1,0.8,0.7)

x=-(2.31*[y-6.99]^2)+2.49,6.96<y<7.27

y=-sqrt(0.86^2-[x-2.24]^2)+7.4,3>x>2

0.17*[x-4.15]^2+6.3>y>-sqrt(0.86^2-[x-2.24]^2)+7.4,-sqrt(0.86^2-[x-1.74]^2)+7.4>y,vector(r,g,b)=vector(1,0.8,0.7)

0.17*[x-4.15]^2+6.3>y>-sqrt(0.86^2-[x-2.24]^2)+7.4,2.59<x,vector(r,g,b)=vector(1,0.8,0.7)

x=-(0.1*[y-9.42]^2)+12.59,12.04<y<13.34

y=-sqrt(0.37^2-[x-11.66]^2)+12.57,11.38<x

y=-(0.03*[x-17.36]^2)+14.21,11<x<11.52

y=-sqrt(0.15^2-[x-10.94]^2)+13.43

y=sqrt(0.15^2-[x-10.94]^2)+13.43

Head

y=-sqrt(0.37^2-[x-4.82]^2)+12.8,4.52<x

-sqrt(0.37^2-[x-4.82]^2)+12.8<y<sqrt(0.37^2-[x-4.82]^2)+12.89,4.52<x,vector(r,g,b)=vector(1,0.8,0.7)

y=sqrt(0.37^2-[x-4.82]^2)+12.89,4.52<x

sqrt(0.37^2-[x-4.82]^2)+12.89<y<13.235,4.52<x<-(0.26*[y-13.63]^2)+4.79,vector(r,g,b)=vector(1,0.8,0.7)

x=-(0.26*[y-13.63]^2)+4.79,13.26<y<14.28

x=-(1.38*[y-14.75]^2)+4.98,14.28<y<15.13

y=-(1.9*[x-4.47]^2)+15.315,4.22<x<4.78

y=-(1.9*[x-3.98]^2)+15.315,3.88<x<4.3

y=-(0.44*[x-3.01]^2)+15.63,1.98<x<4.03

y=-(2.21*[x-3.01]^2)+17.51,1.84<x<1.98

x=2.6*[y-14.09]^2+1.4,13.68<y<14.51

y=0.5600000000000001*[x-2.04]^2+13.655,1.835<x<2.115

x=-(1.68*[y-13.54]^2)+2.13,13.35<y<13.66

y=-(0.13*[x-3.25]^2)+14.76,1.83<x<4.39

-(0.13*[x-3.25]^2)+14.76>y>-(0.106*[x-3.16]^2)+14.53,-(0.26*[y-13.63]^2)+4.79>x>3.45

y=-(0.78*[x-3.16]^2)+14.53,2.1<x<3.21

-(0.78*[x-3.16]^2)+14.53>y>13.69,3.21>x,vector(r,g,b)=vector(1,0.8,0.7)

y=-(0.106*[x-3.16]^2)+14.53,3.21<x<4.68

-(0.106*[x-3.16]^2)+14.53>y>13.69,-(0.26*[y-13.63]^2)+4.79>x>3.21,vector(r,g,b)=vector(1,0.8,0.7)

y=0.72*[x-2.4]^2+14.22,1.51<x<2.55

y=0.32*[x-2.16]^2+13.97,1.14<x<2.32

y=sqrt(0.41^2-[x-3.23]^2)+14.08,2.96<x<3.61

y=sqrt(0.36^2-[x-3.13]^2)+13.99,2.81<x<3.46

y=1.15*[x-3.55]^2+12.32,3.4<x<3.94

y=2.15*[x-3.51]^2+12.52,3.076<x<3.92

y=7.5*[x-3.39]^2+10.8,3.914<x<3.9703

y=-(2.13*[x-3.84]^2)+12.88,3.43<x<3.92

-(2.13*[x-3.84]^2)+12.88>y>2.15*[x-3.51]^2+12.52

-(2.13*[x-3.84]^2)+12.88<y<-(1.75*[x-3.84]^2)+13.235,3.43<x<sqrt((y-10.8)/7.5)+3.39

y=-(1.75*[x-3.84]^2)+13.335,3.43<x<3.97

7.5*[x-3.39]^2+10.8>y,-(1.75*[x-3.84]^2)+13.335>y>-(1.75*[x-3.84]^2)+13.235,3.5<x<4.2,13.23<y,vector(r,g,b)=vector(1,0.8,0.7)

y=0.17*[x-2.2]^2+12.79,3.076<x<3.44

y=-(1.75*[x-3.84]^2)+13.235,3.43<x<3.96

-(1.75*[x-3.84]^2)+13.235<y<13.235,3.43<x<3.96,vector(r,g,b)=vector(1,0.8,0.7),-(1.75*[x-3.84]^2)+13.335<y

y=0.17*[x-2.2]^2+12.69,3.12<x<3.43

0.17*[x-2.2]^2+12.69<y<13.235,3.12<x<3.43,vector(r,g,b)=vector(1,0.8,0.7),0.17*[x-2.2]^2+12.79<y

0.17*[x-2.2]^2+12.69>y>2.15*[x-3.51]^2+12.52,3.431>x

y=-sqrt(0.67^2-[x-2.48]^2)+13.22,3.08>x

y=sqrt(0.3^2-[x-2.11]^2)+13.16,1.831>x

sqrt(0.2^2-[x-2.88]^2)+12.9,2.8<x

y=-(0.05*x)+13.45,2.06<x<2.43

y=sqrt([0.42]^2-[x-3.91]^2)+13.12,3.62<x<4.07

y=-sqrt([0.37]^2-[x-3.57]^2)+13.94,3.69<x<3.88

y=-sqrt([0.31]^2-[x-3.48]^2)+14.12,3.69<x<3.78

y=-sqrt([0.17]^2-[x-4.73]^2)+12.94,4.635<x

y=sqrt([0.28]^2-[x-4.91]^2)+12.72,4.64<x<5

y=sqrt([0.17]^2-[x-4.73]^2)+12.9,4.87<x

y=sqrt([0.2]^2-[x-2.32]^2)+13.94,2.42<x

y=8.449999999999999*[x-2.765]^2+13.45,2.51<x<2.765

y=-(0.25*[x-2.765]^2)+13.45,2.55<x<2.765

y=-(8.25*[x-3.04]^2)+13.69,2.896<x<3.185

8.25*[x-3.04]^2+13.35<y<-(8.25*[x-3.04]^2)+13.69,2.896<x<3.185

-(8.25*[x-3.04]^2)+13.69<y<13.69,13.52<y,-(0.26*[y-13.63]^2)+4.79>x>-(1.68*[y-13.54]^2)+2.13,vector(r,g,b)=vector(1,0.8,0.7)

y=8.25*[x-3.04]^2+13.35,2.896<x<3.185

8.25*[x-3.04]^2+13.35>y>13.35,13.52>y,-(0.26*[y-13.63]^2)+4.79>x>-(1.68*[y-13.54]^2)+2.13,vector(r,g,b)=vector(1,0.8,0.7)

13.35>y>13.235,-(0.26*[y-13.63]^2)+4.79>x>2.62*[y-12.73]^2+1.06,vector(r,g,b)=vector(1,0.8,0.7),-(1.75*[x-3.84]^2)+13.335<y

y=sqrt(0.2^2-[x-2.95]^2)+13.58,3.05<x

y=-sqrt(0.1^2-[x-3.36]^2)+14.65

-sqrt(0.1^2-[x-3.36]^2)+14.65<y<sqrt(0.1^2-[x-3.36]^2)+14.65

y=sqrt(0.1^2-[x-3.36]^2)+14.65

y=1.58*[x-5.97]^2+10.46,5.16<x<5.97

1.58*[x-5.97]^2+10.46<y,4.9*[x-6.52]^2+8.9>y,0.8*[x-5.29]^2+12.35>y,-sqrt(0.37^2-[x-4.82]^2)+12.8>y,vector(r,g,b)=vector(1,0.8,0.7)

1.58*[x-5.97]^2+10.46<y,4.9*[x-6.52]^2+8.9>y,0.8*[x-5.29]^2+12.35>y,5.18<x,vector(r,g,b)=vector(1,0.8,0.7),13>y

-(0.12*[y-4.01]^2)+11.9<x,-sqrt(0.37^2-[x-4.82]^2)+12.8>y,1.58*[x-5.97]^2+10.46>y,0.62*[x-3.25]^2+11.355>y,vector(r,g,b)=vector(1,0.8,0.7)

-(0.12*[y-4.01]^2)+11.9<x,0.62*[x-3.25]^2+11.355>y,4<x<4.45,vector(r,g,b)=vector(1,0.8,0.7)

-sqrt(0.37^2-[x-4.82]^2)+12.8>y,0.62*[x-3.25]^2+11.355<y,4.52<x,vector(r,g,b)=vector(1,0.8,0.7)

y=4.9*[x-6.52]^2+8.9,5.67<x<5.96

y=sqrt(0.62^2-[x-5.54]^2)+11.76,5.48<x<5.68

Back

x=-(0.07000000000000001*[y-7.38]^2)+9.720000000000001,5.99<y<12.065

x=-(1.04*[y-5.55]^2)+9.85,4.91<y<5.99

y=-sqrt(2.08^2-[x-7.4]^2)+5.33,7.53<x<9.44

y=-sqrt(5.98^2-[x-3.8]^2)+7.93,6.19<x<7.84

-sqrt(5.98^2-[x-3.8]^2)+7.93<y,-sqrt(2.08^2-[x-7.4]^2)+5.33>y,2.27*x-12.09>y,'color'=0.5600000000000001

Legs and feet

y=2.27*x-12.09,5.94<x<6.46

-sqrt(3.8^2-[x-6.8]^2)+4.4>y>-sqrt(3.87^2-[x-4.61]^2)+3.97,-(0.9399999999999999*[y-0.6]^2)+5.65>x,'color'=0.06

-(0.9399999999999999*[y-0.6]^2)+5.65<x,-sqrt(3.8^2-[x-6.8]^2)+4.4>y,1.5<y,5>x,'color'=0.06

y=-sqrt(0.51^2-[x-5.45]^2)+1.34,5.53<x

y=sqrt(0.51^2-[x-5.45]^2)+1.25,5.94<x

y=-sqrt(3.87^2-[x-4.61]^2)+3.97,1.77<x<5.53

-sqrt(3.87^2-[x-4.61]^2)+3.97<y,3.01>x,-sqrt(3.87^2-[x-4.93]^2)+3.62<y,-(2.18*[x-1.72]^2)+4.85>y,'color'=0.06

y=-sqrt(3.87^2-[x-4.93]^2)+3.62,x<1.77

y=-(2.18*[x-1.72]^2)+4.85,1.07<x<1.93

-(2.18*[x-1.72]^2)+4.85<y<-(0.75*[x-2.2]^2)+4.81,3.01>x>1.95,'color'=0.06

y=30*x-28.3,1.0612<x<1.075

y=-(0.75*[x-2.2]^2)+4.81,1.93<x<2.92

y=sqrt(1.11^2-[x-1.98]^2)+3.83,2.91<x

-sqrt(3.8^2-[x-6.8]^2)+4.4<y<sqrt(1.11^2-[x-1.98]^2)+3.83,'color'=0.06

-sqrt(2.2^2-[x-5.8]^2)+3.6>y>-sqrt(3.8^2-[x-6.8]^2)+4.4,-sqrt(0.51^2-[x-5.45]^2)+1.34<y,'color'=0.5600000000000001

-sqrt(3.8^2-[x-6.8]^2)+4.4<y<2.91*[x-5.4]^2-6.02,-(0.36*[x-3.3]^2)+3.78>y,'color'=0.5600000000000001

2.91*[x-5.4]^2-6.02<y,-sqrt(3.8^2-[x-6.8]^2)+4.4<y<-sqrt(2.2^2-[x-5.8]^2)+3.6,4.94>x,'color'=0.5600000000000001

-sqrt(0.51^2-[x-5.45]^2)+1.34>y,-sqrt(3.8^2-[x-6.8]^2)+4.4<y,5.5>x,'color'=0.5600000000000001

-sqrt(2.2^2-[x-5.8]^2)+3.6<y,2.27*x-12.09<y,0.36*[y-1.52]^2+1.66<x,-(0.06*[x-5.5]^2)+5.91>y,'color'=0.5600000000000001

-sqrt(2.08^2-[x-7.4]^2)+5.33<y<2.27*x-12.09,-(0.06*[x-5.5]^2)+5.91>y,'color'=0.5600000000000001

2.91*[x-5.4]^2-6.02<y,0.36*[y-1.52]^2+1.66<x<3.55,'color'=0.5600000000000001

y=sqrt(0.63^2-[x-5.02]^2)+4.01,4.3<x<5.39

x=0.36*[y-1.52]^2+1.66,3.77<y<5.01

-(0.06*[x-5.5]^2)+5.91>y,0.36*[y-1.52]^2+1.66>x>0.67*[y-5.34]^2+5.98,'color'=0.5600000000000001

0.36*[y-1.52]^2+1.66>x,sqrt(0.63^2-[x-5.02]^2)+4.01>y,'color'=0.5600000000000001

y=-(0.36*[x-3.3]^2)+3.78,3.1<x<3.5

y=0.17*[x-10.54]^2+1.53,7.45<x<12.04

-(0.32*[y-3.41]^2)+12.76>x,-(0.32*[y-3.41]^2)+11.95<x,0.17*[x-10.54]^2+1.53<y<-(1.27*[x-11.62]^2)+5.15,'color'=0.5600000000000001

-(0.32*[y-3.41]^2)+11.95>x,0.17*[x-10.54]^2+1.53<y,0.7*[x-9.789999999999999]^2+4.32>y,-(0.3*[x-11.44]^2)+4.92>y,9.475<x,'color'=0.5600000000000001

-(1.27*[x-11.62]^2)+5.15<y,-(0.32*[y-3.41]^2)+12.76>x,11.8<x,'color'=0.5600000000000001

-(0.32*[y-3.41]^2)+12.76<x,0.17*[x-10.54]^2+1.53<y,13.02>x,-(1.28*[x-12.63]^2)+5.04>y,'color'=0.06

-(1.28*[x-12.63]^2)+5.04<y<-(1.28*[x-12.46]^2)+5.04,-(0.32*[y-3.41]^2)+12.76<x,3<y,'color'=0.06

-sqrt(2.08^2-[x-7.4]^2)+5.33>y,0.17*[x-10.54]^2+1.53<y,-sqrt(5.98^2-[x-3.8]^2)+7.93>y,0.7*[x-9.789999999999999]^2+4.32>y,'color'=0.5600000000000001

x=1.04*[y-0.99]^2+9.59,0.71<y<1.59

x=3.38*[y-0.54]^2+9.59,0.33<y<0.7

y=0.06*[x-11.75]^2+0.08,9.73<x<11.7

0.06*[x-11.75]^2+0.08<y,3.38*[y-0.54]^2+9.59<x,1.04*[y-0.99]^2+9.59>x,'color'=0.06

0.17*[x-10.54]^2+1.53>y>0.06*[x-11.75]^2+0.08,1.04*[y-0.99]^2+9.59<x<11.7,'color'=0.06

y=0.05*[x-10.88]^2+0.05,11.7<x<13.04

0.05*[x-10.88]^2+0.05<y<0.17*[x-10.54]^2+1.53,11.7<x<13.02,'color'=0.06

y=0.7*[x-9.789999999999999]^2+4.32,9.31<x<10.5

y=-(0.3*[x-11.44]^2)+4.92,10.5<x<11.19

9.475<x<10.2,-(0.3*[x-11.44]^2)+4.92<y<0.7*[x-9.789999999999999]^2+4.32,'color'=0.5600000000000001

y=-(1.27*[x-11.62]^2)+5.15,11.19<x<12.1

y=-(1.28*[x-12.63]^2)+5.04,12.53<x<13.31

y=-(1.28*[x-12.46]^2)+5.04,12.1<x<12.53

y=-(1.39*[x-11.99]^2)+6.85,13.3<x<13.64

y=-(3.73*[x-11.99]^2)+13.09,13.62<x<13.76

y=2.5*[x-13.05]^2+0.29,13.02<x<13.748

2.5*[x-13.05]^2+0.29<y,13.02<x<13.62,-(1.39*[x-11.99]^2)+6.85>y,-(1.28*[x-12.63]^2)+5.04>y,'color'=0.06

13.62<x,-(3.73*[x-11.99]^2)+13.09>y,2.5*[x-13.05]^2+0.29<y,'color'=0.06

y=-(0.62*[x-9.56]^2)+4.36,9.85<x<10.25

Stomach

x=0.52*[y-8.35]^2+6.3,7.52<y<8.880000000000001

0.52*[y-8.35]^2+6.3>x,-(0.07000000000000001*[y-7.38]^2)+9.720000000000001>x,1.15*[x-6.27]^2+8.9<y,6.43<x,0.03*[x-5.22]^2+10.4>y

0.52*[y-8.35]^2+6.3>x,1.15*[x-6.27]^2+8.9>y,-(0.07000000000000001*[y-7.38]^2)+9.720000000000001>x,0.03*[x-5.22]^2+10.4>y,7<x,9<y

-(0.44*[x-6.32]^2)+8.890000000000001<y,0.52*[y-8.35]^2+6.3>x,1.15*[x-6.27]^2+8.9>y,6.9>x>6.3

-(3.77*[x-7.18]^2)+13.44<y,0.03*[x-5.22]^2+10.4<y,-(0.07000000000000001*[y-7.38]^2)+9.720000000000001>x>7.5,0.66*[y-13.04]^2+7.55>x

x=0.52*[y-6.99]^2+6.53,6.71<y<7.68

x=1.83*[y-6.18]^2+6.06,5.88<y<6.72

0.52*[y-8.35]^2+6.3<x<0.52*[y-6.99]^2+6.53,-(0.07000000000000001*[y-7.38]^2)+9.720000000000001>x

sqrt(0.21^2-[x-6.81]^2)+8.58<y,0.52*[y-8.35]^2+6.3<x

-sqrt(0.21^2-[x-6.81]^2)+8.58>y,0.52*[y-6.99]^2+6.53>x,7.52<y

0.52*[y-8.35]^2+6.3<x<6.6

7.02<x<-(0.07000000000000001*[y-7.38]^2)+9.720000000000001,0.52*[y-8.35]^2+6.3<x,0.52*[y-6.99]^2+6.53>x

x=0.67*[y-5.34]^2+5.98,5.01<y<5.96

y=4.9*[x-5.91]^2+10.81,6.34>x>5.91

4.9*[x-6.52]^2+8.9<y,6.34>x,4.9*[x-5.91]^2+10.81<y<-(0.63*[x-6.67]^2)+13.29

sqrt(0.62^2-[x-5.54]^2)+11.76<y,4.9*[x-6.52]^2+8.9>y,-(0.63*[x-6.67]^2)+13.29>y

y=-(3.77*[x-7.1]^2)+13.84,6.34<x<6.7

-(3.77*[x-7.1]^2)+13.84<y,6.34<x<7.3,-(0.05*[x-6.95]^2)+13.24>y

y=4.9*[x-5.95]^2+10.61,6.38>x>5.95

4.9*[x-5.95]^2+10.61<y<4.9*[x-5.91]^2+10.81,x<6.34,4.9*[x-6.52]^2+8.9<y

y=-(3.77*[x-7.14]^2)+13.64,6.38<x<6.82

-(3.77*[x-7.14]^2)+13.64<y<-(3.77*[x-7.1]^2)+13.84,6.34<x<7.3,-(0.05*[x-6.95]^2)+13.24>y

y=-(3.77*[x-7.18]^2)+13.44,6.42<x<6.96

-(3.77*[x-7.18]^2)+13.44<y<-(3.77*[x-7.14]^2)+13.64,-(0.05*[x-6.95]^2)+13.24>y,6.42<x<7.3

y=4.9*[x-5.99]^2+10.41,6.42>x>5.99

4.9*[x-5.99]^2+10.41<y<4.9*[x-5.95]^2+10.61,6.42>x,4.9*[x-6.52]^2+8.9<y

y=-(0.45*[x-5.22]^2)+10.47,4.64<x<5.65

-(0.45*[x-5.22]^2)+10.47<y<0.03*[x-5.22]^2+10.4,5.83>x>5.1

-(0.45*[x-5.22]^2)+10.47<y<-(0.45*[x-5.18]^2)+10.67,5.59>x,-(1.13*[x-3.55]^2)+11.67<y,4<y

y=0.03*[x-5.22]^2+10.4,5.65<x<6

0.03*[x-5.22]^2+10.4<y<0.03*[x-5.18]^2+10.6,5.59<x<6.5,1.58*[x-5.97]^2+10.46>y,4.9*[x-6.52]^2+8.9>y

y=-(0.45*[x-5.18]^2)+10.67,4.57<x<5.61

-(0.45*[x-5.18]^2)+10.67<y<-(0.45*[x-5.14]^2)+10.87,1.58*[x-5.97]^2+10.46>y,0.03*[x-5.18]^2+10.6<y,-(1.13*[x-3.55]^2)+11.67<y

-(0.45*[x-5.18]^2)+10.67<y<0.03*[x-5.18]^2+10.6,-(1.13*[x-3.55]^2)+11.67<y,5.4>x>4

y=0.03*[x-5.18]^2+10.6,5.59<x<5.65

y=-(0.45*[x-5.14]^2)+10.87,4.48<x<5.5

-(0.45*[x-5.14]^2)+10.87<y,1.58*[x-5.97]^2+10.46>y,5.8>x,-(0.12*[y-4.01]^2)+11.9>x,-(1.13*[x-3.55]^2)+11.67<y,-(1.7*[x-4.87]^2)+11.67>y

x=0.66*[y-13.04]^2+7.55,13.22>y>12.05

x=0.66*[y-13.15]^2+8.4,12.45<y<13.44

y=-(0.78*[x-5.45]^2)+8.970000000000001,5<x<5.96

-(0.78*[x-5.45]^2)+8.970000000000001<y<-(0.78*[x-5.45]^2)+9.65,1.15*[x-6.27]^2+8.9>y>-(0.44*[x-6.32]^2)+8.890000000000001,5<x,'color'=0.5600000000000001

sqrt(2.39^2-[x-3.53]^2)+6.91<y<-(3.49*[x-5.14]^2)+9.609999999999999,5>x,-(0.78*[x-5.45]^2)+9.65>y,'color'=0.5600000000000001

y=-(0.78*[x-5.45]^2)+9.65,4.95<x<5.48

y=1.15*[x-6.27]^2+8.9,6.27>x>5.46

1.15*[x-6.27]^2+8.9<y,5.83>x,-(0.45*[x-5.22]^2)+10.47>y

-(1.13*[x-3.55]^2)+11.67<y,1.15*[x-6.27]^2+8.9>y,-(0.78*[x-5.45]^2)+9.65<y,6>x,-(0.45*[x-5.22]^2)+10.47>y

4.9*[x-5.99]^2+10.41>y,sqrt(0.31^2-[x-6.13]^2)+10.05<y,0.03*[x-5.22]^2+10.4>y

0.03*[x-5.22]^2+10.4<y,4.9*[x-5.99]^2+10.41>y,-(0.07000000000000001*[y-7.38]^2)+9.720000000000001>x,6.1<x,-(3.77*[x-7.18]^2)+13.44>y,-(0.05*[x-6.95]^2)+13.24>y

-(3.77*[x-7.18]^2)+13.44<y,4.9*[x-5.99]^2+10.41>y,0.03*[x-5.22]^2+10.4<y,5.99<x<6.42

-(0.07000000000000001*[y-7.38]^2)+9.720000000000001<x,-(0.05*[x-6.95]^2)+13.24>y,0.66*[y-13.04]^2+7.55>x,8.1>x,4<y

y=sqrt(0.31^2-[x-6.13]^2)+10.05

sqrt(0.31^2-[x-6.13]^2)+10.05>y>-sqrt(0.31^2-[x-6.13]^2)+10.05

1.15*[x-6.27]^2+8.9<y,-sqrt(0.31^2-[x-6.13]^2)+10.05>y

y=-sqrt(0.31^2-[x-6.13]^2)+10.05

y=-sqrt(0.21^2-[x-6.81]^2)+8.58

-sqrt(0.21^2-[x-6.81]^2)+8.58<y<sqrt(0.21^2-[x-6.81]^2)+8.58

y=sqrt(0.21^2-[x-6.81]^2)+8.58

y=-(5.68*[x-7]^2)+7.26,6.7<x<6.85

-(5.68*[x-7]^2)+7.26>y>5*[x-6.88]^2+6.69

1.83*[y-6.18]^2+6.06>x,-(5.68*[x-7]^2)+7.26>y,5*[x-6.88]^2+6.69>y,6<y

y=5*[x-6.88]^2+6.69,7.05<x<7.18

y=-(0.06*[x-5.5]^2)+5.91,6.2<x<9.5

-(0.06*[x-5.5]^2)+5.91<y<-(0.06*[x-5.5]^2)+6.15,2.51*[x-6.14]^2+4.3>y,-(1.04*[y-5.55]^2)+9.85>x>6

1.83*[y-6.18]^2+6.06<x,2.51*[x-5.6]^2+4.3<y,-(0.06*[x-5.5]^2)+5.91<y<-(0.06*[x-5.5]^2)+6.15

y=-(0.06*[x-5.5]^2)+6.15,6.05<x<9.66

-(0.06*[x-5.5]^2)+6.15<y,1.83*[y-6.18]^2+6.06<x<-(1.04*[y-5.55]^2)+9.85,5*[x-6.88]^2+6.69>y

0.52*[y-6.99]^2+6.53<x,1.83*[y-6.18]^2+6.06>x,-(5.68*[x-7]^2)+7.26<y,6<y,-(0.07000000000000001*[y-7.38]^2)+9.720000000000001>x

x>-(1.04*[y-5.55]^2)+9.85,1.83*[y-6.18]^2+6.06<x,-(0.07000000000000001*[y-7.38]^2)+9.720000000000001>x

y=2.51*[x-6.14]^2+4.3,6.91<x<6.975

y=2.51*[x-5.6]^2+4.3,6.39<x<6.45

x=-(0.32*[y-3.41]^2)+11.95,1.53<y<4.92

x=-(0.32*[y-3.41]^2)+12.76,4.89>y>1.9

y=-sqrt(3.8^2-[x-6.8]^2)+4.4,3.04<x<5.54

y=-sqrt(2.2^2-[x-5.8]^2)+3.6,5.95>x

y=2.91*[x-5.4]^2-6.02,3.563<x<3.599

x=-(0.9399999999999999*[y-0.6]^2)+5.65,0.2<y<0.86

Graph of the formula

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