Unlikely: The Impossible and Improbable Objects of Giuseppe...
Tired of Numbers by Mac Funamizu » Yanko Design
12.08.08 Chris Burns
Amazingly Creative Drawing Vs Photography
This wonderful work has done by a very talented Belgian painter, illustrator, portraitist, caricaturist and photographer Ben Heine. This creative artist was born in Abidjan, Ivory Coast. He Studie
Scitation: The future of the Higgs boson
Nature by Numbers
•••••• MIRROR: https://vimeo.com/9953368 •••••• A movie inspired on numbers, geometry and nature, by Cristóbal Vila Go to www.etereaestudios.com for more inf...
Surviving the World - Lesson 743 - Fun With Lasers
This is not the first time of a STW comic, but it certainly is the more scientific of the two. And the one offering both a solution and doom to a relationship problem.
You're on a merry-go-round and you want to pass a...
You're on a merry-go-round and you want to pass a ball to someone opposite to you. Looking from above, the ball will travel in a straight line, but to you it will seem to curve in towards them. You...
Understanding the Monty Hall Problem
The is a counter-intuitive statistics puzzle:
Marcus du Sautoy: Symmetry, reality's riddle
http://www.ted.com The world turns on symmetry -- from the spin of subatomic particles to the dizzying beauty of an arabesque. But there's more to it than me...
Dudeney number - Wikipedia, the free encyclopedia
A is a positive that is a such that the is equal to the cube root of the number. There are exactly six such integers (sequence in ):
It's the gold standard of ratios! A golden ratio, also known as a golden section, golden mean, and divine proportion is related to fibonacci's sequence of nu...
Triangle Dissection Paradox -- from Wolfram MathWorld
The above two figures are rearrangements of each other, with the corresponding triangles and polyominoes having the same areas. Nevertheless, the bottom figure has an area one unit larger than the top figure (as indicated by the grid square containin...
Around 2006, my friend created a fascinating picture of all the roots of all polynomials of degree ≤ 5 with integer coefficients ranging from -4 to 4: