full transcript
"From the Ted Talk by Michael Hansmeyer: Building unimaginable shapes"

Unscramble the Blue Letters

And as we're seeking to make something three-dimensional, we start not with a single surface, but with a volume. A simple volume, the cube. If we take its surfaces and fold them again and again and again and again, then after 16 iterations, 16 steps, we end up with 400,000 surfaces and a shape that looks, for instance, like this. And if we change where we make the folds, if we change the folding ratio, then this cube turns into this one. We can chgnae the fnlidog rtaio again to produce this shpae, or this shape.

Open Cloze

And as we're seeking to make something three-dimensional, we start not with a single surface, but with a volume. A simple volume, the cube. If we take its surfaces and fold them again and again and again and again, then after 16 iterations, 16 steps, we end up with 400,000 surfaces and a shape that looks, for instance, like this. And if we change where we make the folds, if we change the folding ratio, then this cube turns into this one. We can ______ the _______ _____ again to produce this _____, or this shape.

Solution

  1. folding
  2. shape
  3. change
  4. ratio

Original Text

And as we're seeking to make something three-dimensional, we start not with a single surface, but with a volume. A simple volume, the cube. If we take its surfaces and fold them again and again and again and again, then after 16 iterations, 16 steps, we end up with 400,000 surfaces and a shape that looks, for instance, like this. And if we change where we make the folds, if we change the folding ratio, then this cube turns into this one. We can change the folding ratio again to produce this shape, or this shape.

ngrams of length 2

collocation frequency
folding ratio 3

Important Words

  1. change
  2. cube
  3. fold
  4. folding
  5. folds
  6. instance
  7. iterations
  8. produce
  9. ratio
  10. seeking
  11. shape
  12. simple
  13. single
  14. start
  15. steps
  16. surface
  17. surfaces
  18. turns
  19. volume