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# Prime walk

online resource

posted on 2017-12-06, 00:00 authored by Noel PatsonTake a prime walk in 2 or 3 dimensions by walking straight ahead for each non-prime step and turning in the next direction out of a selected set of directions for each prime step. The path is colored various hues along the way from beginning to end. You can select the number of possible directions and choose permutations of the directions when there are less than 9. If 3D is selected so that a three-dimensional representation is presented then the "3D method for directions" pull-down menu allows for a choice of two ways of determining the set of possible directions in 3D. Usually the default of "SpringEmbedding" is the best choice, but for some bases, such as 9, 15 and 21 "SpringElectricalEmbedding" gives a better representation. When the base is less than 9 then permutations of the canonical ordering of the directions can be made with the "permutation of directions" slider. Choosing different permuations or directions when the number of steps is more than 10000 will take longer to render.

## Funding

### Category 1 - Australian Competitive Grants (this includes ARC, NHMRC)

## History

## Publisher

Wolfram Mathematica## Full Text URL

## Open Access

- No

## External Author Affiliations

Faculty of Arts, Business, Informatics and Education; Learning and Teaching Education Research Centre (LTERC);## Era Eligible

- Yes