画質 高画質

doodling eyes like I'm back in high school geometry class

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Took a really long while getting this out, but here it is , of sphere's and geometry, p.s i actually hate geometry

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The common external tangent segment connecting any 2 tangent circles has a length equal to the GEOMETRIC MEAN of the radii of both circles. 😯 How to prove? 🤔(Source: ). https://t.co/3RwqD4ki5M

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Didn't realize what an inspiration Leonardo DV shud b 4 every 1: born out of wedlock 2 notary Piero da Vinci & a peasant woman named Caterina in Vinci. Informal education in Latin, geometry & https://t.co/q2OqbBoBwC moved 2 Florence.Apprentice @ 17,remained in training 4 7 years.

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Suppose V = a triangle vertex, I = incenter, O = orthocenter, & C = circumcenter. Then ray VI ALWAYS BISECTS angle OVC! How can we formally prove this phenomenon true? (Source: ). https://t.co/rYmoDjwCNy

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Clock one more really productive evening. I've completely redone the geometry for this scene.

This is how it used to look, might not look so bad as a space but...

• Was far too big
• Symmetry isn't always fun to be in the middle of

The redesign feels loads better.

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Do you think you know everything about squares...?

Van Aubel's Theorem: the two segments are perpendicular and of equal length

https://t.co/Nhcf38z3qe

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Here, we have a right triangle with its incircle, excircle, & points of tangency to be shown. How can we prove the collinearity among the 3 points (shown at the end)? (Source: ). https://t.co/CGNxP7i5Hz

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is the studio purposefully engaging the dialogue between 2 drives: the world of bodiless geometry + the tangible world of embodied experience? F.A.B.U.L.O.U.S show

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