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The Bermuda 3.5 with deeper cuts.
This puzzle is a fractional-angle puzzle featuring three large seven-pointed stars. Its geometry is identical to the Bermuda 3.5 (please refer to the seperate entry), which can be made by joining three regular heptagons into a triangular pyramid. V1 has the tetrahedron-like shape, and V2 is the result of increasing asymmetric properties like the Bermuda flower (please refer to the seperate entry). This puzzle shows that if the puzzle can have the regular Bermuda shape, then it also can have the fractional-angle too.
The sample shown here was printed in abs material, vapor smoothed with acetone and stcikered by Jason Gavril.
Edge length (long): 75 mm
Height: 90 mm
Width: 94 mm
Weight: 138 grams
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