Seed
oojdBR6VqzvtJnLtbd5rmkiPf6fxt1CX8MNC24FdLxWLQUSvtvuPolymorph
by Kusamehewa
- Minted
- 256 / 256
- Published
- 2022-12-03
A polymorph tessellation is an irregular tessellation of regular polygons.
As the main tessellation used in this Truchet pattern is a polymorph tessellation and as the design morphs from chaotic patterning to rigid order we decided it was an appropriate name.
Keyboard interaction:
r - redraw with randomised tiles and colours within the same palette, other variables constant.
c - redraw with only chaos tiles.
o - redraw with only ordered tiles.
m - redraw with mixed tiles.
b - remove border.
d - restore border.
1,2,3,4,7 - redraw at corresponding values x 1000.
All of the above redraw the artwork and so will take a few seconds to complete.
Tiling pattern feature "Hexagons, Squares and Triangles" behaves slightly differently to the others in response to the 'o' and 'c' keys.
Each palette contains 7 colours from which 5 are chosen for each rendering. These are re-chosen on randomisation so may change the feel of the artwork significantly.
Project information
- fxhash project ID
- 22128
- Runtime
- fxhash snippet · params: no
- Network
- Tezos
- Token contract
KT1U6EHmNxJTkvaWJ4ThczG4FSDaHC21ssvi- Issuer (mint) contract
KT1BJC12dG17CVvPKJ1VYaNnaT5mzfnUTwXv- Artist addresses
tz1YnuVaS6mFDwBMC58krtU6BNQ1s5cGnVZR- Generator URI
ipfs://QmVR5mUpbGUBBihy1mqKCt5aE6sDcxytxSd5wRFMx3pPEc
Editions 256
Ownership snapshot 2026-10-07Seed
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ooRVB8cw9K1sPk7vimC4WRD7noPuyNNp4VTtcnedcFZvg9FJya3Release
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Primary minting creates a new edition. This site replays existing editions.
Mint history
- Supply
- 256
- Indexed editions
- 256
- Mint scheduled
- 2022-12-05T19:00:00.000Z
- Primary mints recorded
- 256
- Prices paid at mint
- 3 tez · 256 priced mints
Current mint availability and pricing are shown on fxhash.
Market history
- Secondary trades
- 114
- Recorded volume
- 647.242888 tez / wXTZ
- Lowest latest priced sale
- 1 tez / wXTZ
Historical trades; not current asking prices. Summaries refresh within 30 seconds.
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Related articles
Polymorph
By Kusamehewa
This article is a description of the creative process and mathematical techniques used to create the NFT 'Polymorph'. As a modern artist in digital media we are committed to sharing techniques and methods to help and inspire others. This is based on a firm belief in the limitless nature of human creativity and a desire to embrace and contribute to the current global explosion of personal and financially rewarding digital expression. If anyone uses or is inspired by any of the ideas here please do get in touch. We would love to see your work.
- Published
- 2022-12-03
- Minted editions
- 50
Index coverage
Articles mentioning this project or its editions. Last completed index sync: block 15275905 · Wed, 07 Oct 2026 23:06:57 GMT.