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Art


Artoog:

1/2*((2*$X^2-$Y^2-$Z^2) + 2*$Y*$Z*($Y^2-$Z^2) + $Z*$X*($X^2-$Z^2)+$X*$Y*($Y^2-$X^2))
Clebch Diagonal Cubic:

81*($X^3 + $Y^3 + $Z^3) - 189*($X^2*$Y+$X^2*$Z+$Y^2*$X+$Y^2*$Z+$Z^2*$X+$Z^2*$Y) + 54*$X*$Y*$Z+ 126*($X*$Y+$X*$Z+$Y*$Z) -9*($X^2+$Y^2+$Z^2) -9*($X+$Y+$Z) + 1
Chair:

$X^3 + $Y + $Z^3
Artistic Veines:

(cosd($X / (0.02 * ($X^2+$Y^2+$Z^2))) * sind($Y / (0.02 * ($X^2+$Y^2+$Z^2))) +cosd($Y / (0.02 * ($X^2+$Y^2+$Z^2))) * sind($Z / (0.02 * ($X^2+$Y^2+$Z^2))) +cosd($Z / (0.02 * ($X^2+$Y^2+$Z^2))) * sind($X / (0.02 * ($X^2+$Y^2+$Z^2)))+1.0) -0.1*(1-0.016*(($X^2+$Y^2+$Z^2)- 10/((0.35* $X)^2+(0.35* $Y)^2+(0.35* $Z)^2)))
Artistic Sphere:

cosd($X/(0.02*($X^4+$Y^4+$Z^4))) * sind($Y/(0.02*($X^4+$Y^4+$Z^4)))    + cosd($Y/(0.02*($X^4+$Y^4+$Z^4))) * sind($Z/(0.02*($X^4+$Y^4+$Z^4)))    + cosd($Z/(0.02*($X^4+$Y^4+$Z^4))) * sind($X/(0.02*($X^4+$Y^4+$Z^4)))    + 1.2*($X*$X+$Y*$Y+$Z*$Z)    - 4.5 -0.03
Klein Bottle:

($X^2+$Y^2+$Z^2+ch("b")*$Y-ch("a"))*(($X^2+$Y^2+$Z^2-2*$Y-1)^2-ch("c")*$Z^2) +ch("d")*$X*$Z*($X^2+$Y^2+$Z^2-2*$Y + ch("e"))

a, b, c, d, e channels
Asteroid:

4-(cosd(4*$X)*sind(4*$Y)+cosd(4*$Y)*sind(4*$Z)+cosd(4*$Z)*sind(4*$X) +0.5*(cosd(8*$X)*cosd(9*$Y)+cosd(8*$Y)*cosd(9*$Z)+cosd(8*$Z)*cosd(9*$X))) -(cosd($X)+cosd($Y)+cosd($Z))*((cosd($X + sind($X)/4) + cosd($Y + sind($Y)/4) + cosd($Z + sind($Z)/4)))
Gyroid:

cos(deg($X)) * sin(deg($Y)) + cos(deg($Y)) * sin(deg($Z)) + cos(deg($Z)) * sin(deg($X))
Holes:

3*(cos(deg($X)) + cos(deg($Y)) + cos(deg($Z))) + 4* cos(deg($X)) * cos(deg($Y)) * cos(deg($Z))
Diamond:

sin(deg($X)) *sin(deg($Y)) *sin(deg($Z)) +sin(deg($X)) * cos(deg($Y)) * cos(deg($Z)) +cos(deg($X)) * sin(deg($Y)) * cos(deg($Z)) + cos(deg($X)) * cos(deg($Y)) * sin(deg($Z))
Holes 2:

sin(deg(4*$X)) + sin(deg(4*$Y)) + sin(deg(4*$Z))  + 4*$X*$Y*$Z
Artistic 01:

( $X*$Y)+cos(deg($Z))+4^0.4*(sin(deg(2*$X))*sin(deg($Z))*cos(deg($Y)) + sin(deg(2*$Y))*sin(deg($X))*cos(deg($Z)) + sin(deg(2*$Z))*sin(deg($Y))*cos(deg($X))) - 1*(cos(deg(2*$X))*cos(deg(2*$Y)) + cos(deg(2*$Y))*cos(deg(2*$Z)) + cos(deg(2*$Z))*cos(deg(2*$X)))+0.05
Artistic 02:

1 + $X*$Y + cosd($Z) +4*(sind(2*$X)*sind($Z)*cosd($Y) +sind(2*$Y)*sind($X)*cosd($Z) +sind(2*$Z)*sind($Y)*cosd($X)) -(cosd(2*$X)*cosd(2*$Y) +cosd(2*$Y)*cosd(2*$Z) +cosd(2*$Z)*cosd(2*$X))
Artistic 03:

( $X*$X+$X*10 +$Y*$Y+$Y*10 + $Z*$Z+$Z*10 -1)* (90*(cosd($X*$PI/3) + cosd($Y*$PI/3) + cosd($Z*$PI/3)) -45* cosd($X*$PI/3) * cosd($Y*$PI/3) * cosd($Z*$PI/3) -45)-2^2
Artistic 04:

4.8*(sind(4*$X)*sind(4*$Y)*sind(4*$Z))^4 -(cosd($X)+cosd($Y)+cosd($Z))
Artistic 05:

if((abs($X)<0.5*$PI-0.5)&&(abs($Y)<0.5*$PI-0.5)&&(abs($Z)<0.5*$PI-0.5),(1)* ((cosd($X) + cosd($Y) + cosd($Z))*(cosd($X + sind($X)/3.3)+ cosd($Y + sind($Y)/3.3) + cosd($Z + sind($Z)/3.3))) -4.4*pow(sind(6*($Z+4.5*sind($PI/8*$Z)))-sind(6*($X+4.5*sind($PI/8*$X)))*sind(6*($Y+4.5*sind($PI/8*$Y))), 4)-1.4,1)-4.8
Artistic 06:

if((abs($X)<1*$PI-0.1)&&(abs($Y)<1*$PI-0.1)&&(abs($Z)<1*$PI-0.1),(cosd($X) + cosd($Y) + cosd($Z))*((cosd($X + sind($X)/4.3) + cosd($Y + sind($Y)/4.3) + cosd($Z + sind($Z)/4.3))),1)+0.05*pow(sind(1*(($Y*$Y)+0.0*sind($PI/8*$Y)))+sind(1*(($X*$X)+0.0*sind($PI/8*$X)))+sind(1*(($Z*$Z)+0.0*cosd($PI/8*$Z))), 4)
Artistic 07:

1*(8.11+$Z*$Y*$X+$Y*$Y-8.11*if((abs($X)<2*$PI-0.5)&&(abs($Y)<2*$PI-0.5)&&(abs($Z)<2*$PI-0.5),0.2*(10.0*(sind($X-$PI/4) * sind($Y-$PI/4) * sind($Z-$PI/4) + sind($X-$PI/4) * cosd($Y-$PI/4) * cosd($Z-$PI/4) + cosd($X-$PI/4) * sind($Y-$PI/4) * cosd($Z-$PI/4) + cosd($X-$PI/4) * cosd($Y-$PI/4) * sind($Z-$PI/4)) - 0.7*(cosd(4*$X) + cosd(4*$Y) + cosd(4*$Z))*(-0.5*$X/$Y)*(-0.5*$Y/$X)/ 2.2*(6.0*(sind($X-$PI/4) * sind($Y-$PI/4) * sind($Z-$PI/4) + sind($X-$PI/4) * cosd($Y-$PI/4) * cosd($Z-$PI/4) + cosd($X-$PI/4) * sind($Y-$PI/4) * cosd($Z-$PI/4) + cosd($X-$PI/4) * cosd($Y-$PI/4) * sind($Z-$PI/4)) - 0.7*(cosd(4*$X) + cosd(4*$Y) + cosd(4*$Z))) - 7.7) +1.4,1))
Artistic 08:

$X+$Y-0.161*if((abs($X)<2*$PI-0.5)&&(abs($Y)<2*$PI-0.5)&&(abs($Z)<2*$PI-0.5),0.2*(10.0*(sind($X-$PI/4) * sind($Y-$PI/4) * sind($Z-$PI/4) + sind($X-$PI/4) * cosd($Y-$PI/4) * cosd($Z-$PI/4) + cosd($X-$PI/4) * sind($Y-$PI/4) * cosd($Z-$PI/4) + cosd($X-$PI/4) * cosd($Y-$PI/4) * sind($Z-$PI/4)) - 0.7*(cosd(4*$X) + cosd(4*$Y) + cosd(4*$Z))/ 0.3*(6.0*(sind($X-$PI/4) * sind($Y-$PI/4) * sind($Z-$PI/4) + sind($X-$PI/4) * cosd($Y-$PI/4) * cosd($Z-$PI/4) + cosd($X-$PI/4) * sind($Y-$PI/4) * cosd($Z-$PI/4) + cosd($X-$PI/4) * cosd($Y-$PI/4) * sind($Z-$PI/4)) - 0.7*(cosd(4*$X) + cosd(4*$Y) + cosd(4*$Z))) - 4.0) +1.4,1)
Artistic 09:

4*((1*(1+sqrt(5))/2)^2*$X^2-$Y^2) * ((1*(1+sqrt(5))/2)^2*$Y^2-$Z^2) * ((1*(1+sqrt(5))/2)^2*$Z^2-$X^2) - (1+2*(1*(1+sqrt(5))/2)) * ($X^2+$Y^2+ $Z^2-1.23)*(($X^2+$Y^2+$Z^2)^3 - 2) * ($X^2+$Y^2+$Z^2-.463)^2
Artistic 10:

4*((1*(1+sqrt(5))/2)^2*$X^2-$Y^2)* ((1*(1+sqrt(5))/2)^2*$Y^2-$Z^2)* ((1*(1+sqrt(5))/2)^2*$Z^2-$X^2)-(1+2*(1* (1+sqrt(5))/2))*($X^2+$Y^2+$Z^2-1)^2
Artistic 11:

1.54*(((($X^2-.67) + $Y^2 + $Z^2-.46) * (($X^10-.67) + $Y^10 + $Z^10 +.46) +0.04)) - ((($X-.75)^2+$Y^2+$Z^2-1) * (($X+.75)^2+$Y^2+$Z^2-1) +.0099) * (($X^2+ ($Y-.75)^2+$Z^2-1) * ($X^2+ ($Y+.75)^2+$Z^2-1) +.0099) * (($X^2+$Y^2 + ($Z-.75)^2-1) * ($X^2+$Y^2+ ($Z+.75)^2-1) +.0099)
Artistic 12:

($X/(0.2+ (1-abs(cosd(3*$PI*$Z) + cosd(3*$PI*$Y))/8 )))^100 +( $Y/(0.2+ (1-abs(cosd(3*$PI*$X) + cosd(3*$PI*$Z))/8 )))^100 +( $Z/(0.2+ (1-abs(cosd(3*$PI*$X) + cosd(3*$PI*$Y))/8 )))^100 -1
Artistic 13:

abs(cosd($X)*sind($Z)+cosd($Y)*sind($X)+cosd($Z)*sind($Y)) - 1.2
Artistic 14:

if((sqrt($X^2+$Y^2)-4)^2 + $Z^2 < 3, (cosd(2*$X) * sind(2*$Y) + cosd(2*$Y) * sind(2*$Z) + cosd(2*$Z) * sind(2*$X))^2 - 0.05, (sqrt($X^2+$Y^2)-4)^2 + $Z^2 > 3)

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