Transition: Multidimensional #3
by Ada Ada Ada
Project
The world is always and has always been in constant transition. Transitions have created and destroyed everything. Understanding and living with transitions is fundamental to being in the universe.
Transition is not one-dimensional. It is not just a move from A to B, but rather a constant shifting between A to F to % to 9 to AA to €. It is multi-faceted and multi-dimensional. This implies that binaries are merely imagined.
With this piece, I explore the idea of transitions being multidimensional by using shapes which progressively increase in edge count in all manner of ways.
You’ll witness transitions that happen slowly, quickly, in fits and starts, and chaotically.
You’ll find transitions placed in circles, grids, towers, spirals, and more.
You’ll see transitions in multiple color schemes including inverted versions of each scheme.
Interactions
A - Start/stop cumulative animation
B - Start/stop independent animation
S - Save image
Price history
| Date | Event | Price | Market |
|---|---|---|---|
| 2022-05-31 | Mint | 3 tez | fxhash issuer v2 |
Last completed sales index sync
- fx(params) mint tickets
- Block 15319609
- fxhash issuer v1 (first)
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- fxhash issuer v1
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- fxhash issuer v2
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- fxhash issuer fx(params)
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- fxhash marketplace v2
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- fxhash marketplace v1
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- objkt.com marketplace v1
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- objkt.com English auctions v2
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- objkt.com marketplace v2
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- objkt.com English auctions v1
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- objkt.com marketplace v3.2
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- objkt.com collection offers
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- objkt.com English auctions v3
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- objkt.com marketplace v3.1
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- objkt.com Dutch auctions v1
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Traits
- Color Scheme
- Inverted Copper4 of 99 indexed editions · 4%
- Shape Placement
- Circle10 of 99 indexed editions · 10%
- Shape Fill
- Linear Gradient40 of 99 indexed editions · 40%
- Shape Transition
- Full / Singular / 1D14 of 99 indexed editions · 14%
- Shape Amount
- Regular86 of 99 indexed editions · 87%