Casting Mold of planet Earth
You can inspect more here .
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Kung Fu Panda Po with two curved five-pointed stars
Dodecahedron inside icosahedron and vice versa. Smooth edges variant.
Arnold Schwarzenegger slightly modified like a jinn in a bottle
Small shift in SDF to inflate original model
Dog and cat love each other, several versions
Several versions - plain pyramid and various curved pyramids.
Scale to fit your needs with the same factor for bottle and cap.
Original https://www.printables.com/model/1265811-stretching-cat remeshed and ball or box added
Variant with balls on corners added.
Scale as you like. You can inspect more here .
Ball created from toruses centered in vertices of Dodecahedron or (geodesic)Icosahedron. Several variants.
Scale to fit your needs with the same factor for bottle and cap. Two variants of transition of Arnold to bottle cap. You can inspect more here .
Resize as you like. Look also at
Several versions based on deformation of geodesic sphere to egg
Several versions - plain cone and various curved cones.
Yet another Christmas tree. Pure geometry. Variants with/without two variants of star. Resize as you like.
Levels of function (2*x^2+y^2+z^2-1)^3-(0.1*x^2+y^2)*z^3 You can inspect more here .
Subtract three cylinders and small ball from ball.
Cylinders on ball in verticies of (geodesic)Icosahedron. Several variants.
Various versions of stars based on icosahedron or dodecahedron
You can inspect more here . Dragon is here
Two versions: one model or the heart separately. Scale as you like, but both parts with same factor. You can inspect more here .
IneqTreeBall(0, 0, 0, 0.55) || IneqTreeBall(1.5, 0, 0, 0.55) || IneqTreeBall(0.75, 1.5 * Math.Sin(2 * Math.PI / 3), 0, 0.55) || IneqTreeBall(2.25 / 3, 1.5 * Math.Sin(2 * Math.PI / 3) / 3, Math.Sqrt(2.25 - Math.Pow(2 * 1.5 * Math.Sin(2 *…
Small shift in SDF to inflate original model
The Earth is neither flat nor round, but pumpkin-shaped
Teddy bear playing with planet earth
Ball subtracted from icosahedron with smooth edges
Levels of SDF of Shrek. Two versions. You can inspect more here .
Po can be found here https://www.printables.com/model/1293465-kung-fu-panda-po-with-five-pointed-star
x^2+y^2+z^2 < (cos(12 * x) + cos(12 * y) + cos(12 * z)) / 6.0 + 0.6 || x^2+y^2+z^2 < (sin(12 * x) + sin(12 * y) + sin(12 * z)) / 6.0 + 0.6
Balls with centers in 12 vertices of icosahedron connected by cylindres. Several variants - sharp or smooth edges.
Variant with refined version of mesh. Resize as you like.
The model was created for a prototype of game Penguin planet , but I think it is also suitable for printing.
Balls with centers in 20 vertices of dodecahedron connected by cylindres. Several variants - sharp or smooth edges.
These are all currently available results.