Super-rectangle (Numberblocks)

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Numberblock Twelve's array display SUPER-rectangles (Numberblocks) are a type of Numberblocks that are characterised by their watches (which can display many different rectangles that they can form) and the fact that they can create many different rectangles by rearranging their blocks. They also have a club known as The Super-Rectangles club. There is a similar club known as The Super-duper-Rectangles club. The first super-rectangle is Twelve, who is the sister of Eighteen, who first appeared in the epsoide "Twelve" in series 3 of Numberblocks.

Watches (Array display)

Super-rectangle have watches (called "Array display") on their arm which is used to show the array of unique rectangular shapes that the numberblock can create.

Rays

Rays are trails that a numberblock create when they propel themselves against any form of force in any direction. The larger the amount of rays a numberblock can create, the higher its velocity is. All numberblocks can create rays, but the first user is a super-rectangle (Twelve). Numberblocks can Either use existing tracks to move or propel themselves to anywhere they want (but it is a skill; it needs mastering).

Level 3 characters (11-20)

  • Twelve
  • Eighteen
  • Twenty

Level 4 characters (21-50)

  • Twenty-four
  • Twenty-eight
  • Thirty
  • Thirty-two
  • Thirty-six
  • Forty
  • Forty-two
  • Forty-five
  • Forty-eight
  • Fifty

Level 5 characters (51 and beyond)

  • Fifty-four
  • Fifty-six
  • Sixty
  • Sixty-three
  • Sixty-four
  • Seventy
  • Seventy-two
  • Eighty
  • Ninety
  • One Hundred

Rule:

To be a super-rectangle, a numberblock must have 6 or more factors. To be a super-duper rectangle, a numberblock must have 8 or more factors.

https://www.hbomax.com/tt/en/shows/numberblocks/s3/c9b562ea-b650-4d76-8d83-cb4c5ef3d50a/e11-twenty/0fe1fdf5-aa84-4a59-b2d4-87289aa3f4c6 Watch numberblocks on HBOmax - Series 3 Episode 11 - Twenty

https://www.researchgate.net/publication/244992868_The_Learning_Potentials_of_Number_Blocks ResearchGate - Chapter 17 The Learning Potentials of Number Blocks by Gunver Majgaard, Morten Misfeldt, and Jacob Nielsen