[9/(x^2+10*x+26)+6]>y>2/2560*[x+10]*[x-16]^2,x<-5

[-x+10+sqrt(25-x^2)]>y>2/2560*[x+10]*[x-16]^2,-5<x<5

[3/2*x-5/2]>y>2/2560*[x+10]*[x-16]^2,5<x<7

[1/2*[x-7]*[x-10]+8]>y>2/2560*[x+10]*[x-16]^2,7<x<10

[1/4*[x-14]^2+4]>y>2/2560*[x+10]*[x-16]^2,10<x<18

[1/8*[x-18]*[x-22]*[x-26]+8]>y>2/2560*[x+10]*[x-16]^2,18<x<26

[8+2*sqrt(x-26)]>y>2/2560*[x+10]*[x-16]^2

2/2560*[x+10]*[x-16]^2>y,x<1/2*[y+3]*[y+6]*[y+9]

x>1/2*[y+3]*[y+6]*[y+9]

[24/49*[x]^2+2]>y>2,0<x<3.5

[8/3*[x-5]^2+2]>y>2,3.5<x<5

[-y/2+4]>x>y/2+2,2<x<4,y>0

[-abs(sin(9.9*x))+1.1]>y>-abs(sin(3*x))+1,10<x<20

y=-abs(sin([3*x]*[0.9]))-4,2<x<12

[x-14]^2+[y-12]^2<4<1.5+[x-14.8]^2+[y-12.5]^2

sqrt(1.5*abs(x-8.5))+sqrt(abs(y-11))<1.25

sqrt(1.5*abs(x-8.5))+sqrt(abs(y-11))<1

sqrt(abs(x-4))+sqrt(abs(y-13))<0.85

sqrt(abs(x-2))+sqrt(abs(y-15.4))<1

sqrt(abs(x-14))+sqrt(abs(y-6))<0.75

sqrt(abs(x-15))+sqrt(abs(y-13))<0.75

sqrt(abs(x-14))+sqrt(abs(-y-6))=0.75

2/2560*[x+10]*[x-16]^2>y,x<1/2*[y+3]*[y+6]*[y+9]

Graph of the formula

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