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Fold and Cut Theorem - Numberphile

Fold And Cut Theorem - Numberphile From Numberphile - Path - Curiosity

The Fold-and-Cut Problem (Erik Demaine)

The Fold-and-Cut Problem (Erik Demaine) Analyzing the straight-skeleton method

Kaleidocycle { folding paper toy} printable template. Hmmm, maybe I can do something with the cell cycle on this

Sarah Pinyan posted Kaleidocycle {aka folding paper toy} + printable template to her -Papercraft- postboard via the Juxtapost bookmarklet.

"Between The Folds (aka Exploring Origami)" (dir. Vanessa Gould, Documentary, 2008) --- Provocative odyssey into the mesmerizing world of modern origami, where artists and scientists use the ancient art form to craft works of delicate beauty and to model cutting-edge mathematical theories. Pushing the envelope of origami, these experts examine how paper folding can reveal the profound connection between art, science and philosophy. MY RATING: 4/5 Stars

"Filmmaker Vanessa Gould takes you on a provocative odyssey into the mesmerizing world of modern origami, where artists and scientists use the ancient art form to craft works of delicate beauty and to model cutting-edge mathematical theories.

BOX SCULPTURE Students (8th grade) are expected to properly measure and fold the tag board. They draw designs in each folded space and color with sharpie marker before they glue the box.

BOX SCULPTURE Students grade) are expected to properly measure and fold the tag board. They draw designs in each folded space and color with sharpie marker before they glue the box.

Chris Lonsdale: Học ngoại ngữ trong 6 tháng

TED TALK - language learning Chris Lonsdale is Managing Director of Chris Lonsdale & Associates, a company established to catalyse breakthrough performance for individuals and senior tea.

13 Graphs for Laughs | Mental Floss

13 Graphs for Laughs

13 Graphs for Laughs | Mental Floss

A History of Numerical Systems and How They Were Used Both in the Past and Today

A History of Numerical Systems and How They Were Used Both in the Past and Today

and With just these ten symbols, we can write any rational number imaginable. But why these particular symbols? Why ten of them? And why do we arrange them the way we do? Alessandra King gives a brief history of numerical systems.

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