Para Metric #2 #83
by MathBird
Project
As with the previous collection, this collection is based on an elementary mathematical principle; a parametric equation. Despite the simplicity of the principle, the results are simply stunning. All kinds of intricate shapes and patterns are formed by drawing random dots a parametric equation solely based on sines and cosines. This time, the parametric equations intersect, which results in a higher degree of complexity. I hope you enjoy the pieces!
Price history
| Date | Event | Price | Market |
|---|---|---|---|
| 2023-01-14 | Mint | 0.5 tez | fxhash issuer v2 |
Last completed sales index sync
- fx(params) mint tickets
- Block 15305302
- fxhash issuer v1 (first)
- Block 15305302
- fxhash issuer v1
- Block 15305302
- fxhash issuer v2
- Block 15305302
- fxhash issuer fx(params)
- Block 15305302
- fxhash marketplace v2
- Block 15305302
- fxhash marketplace v1
- Block 15305302
- objkt.com marketplace v1
- Block 15305302
- objkt.com English auctions v2
- Block 15305302
- objkt.com marketplace v2
- Block 15305302
- objkt.com English auctions v1
- Block 15305302
- objkt.com marketplace v3.2
- Block 15305302
- objkt.com collection offers
- Block 15305302
- objkt.com English auctions v3
- Block 15305302
- objkt.com marketplace v3.1
- Block 15305302
- objkt.com Dutch auctions v1
- Block 15305302
Traits
- amount
- 3158 of 199 indexed editions · 79%
- Time
- Night97 of 199 indexed editions · 49%
- Dots Color
- White71 of 199 indexed editions · 36%