Free zodiac SVG

Sun and moon in a zodiac wheel SVG

Which one? SVG for Cricut and lasers, DXF for the free Silhouette Studio, PNG to print.

Free for personal and commercial use, no sign-up. What you can do with it.

Sun and moon in a zodiac wheel, as a solid black shape
Sun and moon in a zodiac wheel. The preview is the SVG file itself.

A sun with a crescent moon cut into its face, inside a chain of twelve rings that each hold one glyph. The longer rays reach the rings and the rings touch their neighbours, so the whole wheel is one piece.

What is in the file

Size100 × 100 mm (3.94 × 3.94 in), scales to any size
PiecesOne piece: it holds together when cut
Outlines to cut58: 1 outer edge and 57 cut-outs
Cut length2,619 mm at this size
Narrowest part1.8 mm at this size
Nodes505 curve and line segments
Also found asHoroscope SVG

Measured from the file. PNG: 2,000 × 2,000 pixels, transparent. About the three file types.

Will it cut at your size?

Scaling a design scales its thinnest part too. Here is this one at seven sizes, from 1 to 12 inches on its longer side, with how many copies fit a 12 × 12 inch sheet or mat.

Size, width × heightNarrowest partCut lengthFit on a 12 in sheetRule of thumb
1 × 1 in (25 × 25 mm)0.46 mm665 mm100Too fine for most machines
2 × 2 in (51 × 51 mm)0.91 mm1,330 mm25Fine detail: vinyl and paper only, weed with care
3 × 3 in (76 × 76 mm)1.4 mm1,996 mm9Vinyl, card and thin sheet
4 × 4 in (102 × 102 mm)1.8 mm2,661 mm4Vinyl, card and thin sheet
6 × 6 in (152 × 152 mm)2.7 mm3,991 mm1Vinyl, card and thin sheet
8 × 8 in (203 × 203 mm)3.7 mm5,322 mm1Any material, including 3 mm wood and acrylic
12 × 12 in (305 × 305 mm)5.5 mm7,983 mm1Any material, including 3 mm wood and acrylic

The narrowest part is the thinnest neck that holds the design together; sharp tips are not counted. For wood and acrylic, keep it at least as wide as the sheet is thick. How to open the file in Cricut, Silhouette and laser software.

More zodiac SVG files

← Zodiac wheel outline All 9 zodiac designs Twelve zodiac glyphs in a grid →