I decided to redo the figure but starting with an equilateral triangle instead of a square—also lovely. Then, I took six of these triangles, reflected three of them, and joined them together to make a hexagon. 4/6

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Hexagram
A hexagram (Greek) or sexagram (Latin) is a six-pointed geometric star figure with the Schläfli symbol. The term refers to the compound figure of two equilateral triangles. The intersection is a regular hexagon.

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Do you prefer 'Muted Gradient', 'Bright' or 'Subtle'?
This is a pattern with randomly overlapping curves radiating from the corners of equilateral triangles. I think it might be called 'Tangled.'

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It was either March or early April—I glanced out the window when three grackles caught my attention by landing on the telephone wires in the backyard at the exact same time. They then proceeded to form an equilateral triangle, the alchemical symbol for fire.
I love grackles omg.

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Another This is a projection of the complex polyhedron 3{10}2. Although the math is complicated, this image is just a bunch of equilateral triangles. https://t.co/kSr8aaOpgk

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The equilateral triangle is hidden

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The Tetractys or Decad is an equilateral triangle formed from the sequence of the first ten numbers aligned in four rows. It is both a mathematical idea and a metaphysical symbol.

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I have a Java application I wrote that edits 2D geometry, vertices/edges/polygons, and recently added an equilateral tile option I call polytiles. Not much UI for new code, but I can do a lot with it pretty quick, like removing vertices/edges here.

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Triangles that have gone through a midlife crisis. Are they an isosceles? A scalene? Or are they equilateral? All long side? All short sides? Both??? Some equal balance— yin yang crap???

Respect adult triangles.

Or it can just be sankaku god who knows

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When we build equilateral triangles off 2 sides of ANY TRIANGLE, another equilateral triangle surprisingly emerges! 😮 Why does this occur? 🤔Source: . Created with : https://t.co/lTfrId4Hik.

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Equilateral Triangle to 30-60-90 Triangle (w/o words). resource includes key guiding Qs for Ss: https://t.co/mP2kbI1PJz.

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Napoleon's Theorem : Equilateral △s on the sides of any △, all outward or all inward:

Lines connecting the centres form an equilateral △.

What's extra cool is that their area difference is the area of the original △ 🤩🤯

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2/2 The resulting patterns are really interesting and somewhat unexpected. Currently naming them in a similar fashion to tiling patterns so a {4,3} Stitch is a set of squares stitched together with equilateral triangles.

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hmm looks like I have to practice a bit more to get used back to the equilateral triangle.

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A second medallion tessellation of the non-convex equilateral pentagon

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