Monohedral triangle tiling of the gyroid, which is the dual tessellation of a partial Cayley surface complex of the group:
```
G = ⟨ f₁,t₁ | f₁², t₁⁶, (f₁t₁)⁴, (f₁t₁f₁t₁⁻¹f₁t₁²)² ⟩
```
Ball of radius 21. (1/2)
Monohedral triangle tiling of the gyroid, which is the dual tessellation of a partial Cayley surface complex of the group:
```
G = ⟨ f₁,t₁ | f₁², t₁⁶, (f₁t₁)⁴, (f₁t₁f₁t₁⁻¹f₁t₁²)² ⟩
```
Ball of radius 21. (1/2)
Module that can be used to create the structure. (2/2)
One day, one decomposition
A001743: Numbers in which every digit contains at least one loop (version 1)
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mini nerdlegame 1288 4/6
mini binerdle 1175 2&5/7
micro nerdlegame 1061 4/6
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nerdlegame 1288 3/6
binerdle 1175 3&4/7
Mathle 1283 3/5
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Hi @MOULE
Great answer.
Hello,
A new hectoc for you:
134947
The goal is to combine the 6 numbers to a total of 100. You can use the mathematical operations + - * / ^ and the parenthesis ( ). Numbers can be combined, but you have to use all 6 of them and are not allowed to change the order. See https://hectoc.seism0saurus.de for an example. Please use CW "solution".
Have fun! Your hourly hectoc bot
by @seism0saurus
Incredibly proud of our mathematical modeling team who placed in the top ten worldwide in the 2025 International Mathematical Modeling Contest (IMMC)! Unfortunately our team couldn't make it to Hong Kong last week for the IMMC Summit and awards presentation. Maybe next year!
hard mathler 1274 3/6
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mathler 1274 3/6
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easy mathler 1274 3/6
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killer mathler 1274 5/6
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Numbword #1083 100/100
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