inglorious Rectangles
IPFS
22 January 2022•TEZOS•IPFS
inglorious Rectangles is a generative art collection designed to be digitally displayed in a large public space.
The goal of this project was to create something unique and versatile. There are 35 random properties defining each piece. Of these, only 5 are tracked. Every part — including the color, shape, and layout are fully randomly generated — this allows for considerable variability between each mint.
Additionally, there’s a small chance of minting a rare piece, such as one with a gradient color scheme.
Best of luck,
Mob
Press 's' in live mode to save as png
The goal of this project was to create something unique and versatile. There are 35 random properties defining each piece. Of these, only 5 are tracked. Every part — including the color, shape, and layout are fully randomly generated — this allows for considerable variability between each mint.
Additionally, there’s a small chance of minting a rare piece, such as one with a gradient color scheme.
Best of luck,
Mob
Press 's' in live mode to save as png
14 EDITIONS
•0 RESERVES
minted
14 / 14
fixed price
0.88 TEZ
Lorem ipsum project longer longer
0.00001 ETH
Lorem ipsum project longer longer
0.00001 ETH
Lorem ipsum project longer longer
0.00001 ETH
Lorem ipsum project longer longer
0.00001 ETH
Lorem ipsum project longer longer
0.00001 ETH
Lorem ipsum project longer longer
0.00001 ETH
Lorem ipsum project longer longer
0.00001 ETH
Lorem ipsum project longer longer
0.00001 ETH
Lorem ipsum project longer longer
0.00001 ETH
Lorem ipsum project longer longer
0.00001 ETH
Lorem ipsum project longer longer
0.00001 ETH
Lorem ipsum project longer longer
0.00001 ETH
Lorem ipsum project longer longer
0.00001 ETH
Lorem ipsum project longer longer
0.00001 ETH
Lorem ipsum project longer longer
0.00001 ETH
Lorem ipsum project longer longer
0.00001 ETH
Lorem ipsum project longer longer
0.00001 ETH
Lorem ipsum project longer longer
0.00001 ETH
Lorem ipsum project longer longer
0.00001 ETH
Lorem ipsum project longer longer
0.00001 ETH
Lorem ipsum project longer longer
0.00001 ETH
Lorem ipsum project longer longer
0.00001 ETH
Lorem ipsum project longer longer
0.00001 ETH
Lorem ipsum project longer longer
0.00001 ETH