Isomorphic Realities
IPFS
25 August 2022•TEZOS•IPFS
I'm here and there at the same time.
Inspired by isomorphism, where a form can be transformed to another form by inverse mapping,this piece explores various transformations of the circle through mathematical equations and inversive geometry to create abstract forms.
The visuals created by the algorithm makes me think of alternative realities where abstract forms can transform into each other, that is why i named it 'Isomorphic Realities'.
Each minted piece is a generator where you can explore the sub-realities (inverted forms of the main form). Pressing 'i' will generate a new iteration based on the minted piece. Iteration number can be seen through the console.
There are two tiers in this Dutch Auction; minters from top tier will be eligible to a free airdrop of their preferred iteration minted on objktcom and transferred to their wallet. Please see my twitter for airdrop details. By doing this i aim to give some curation to minters within randomness.
Controls:
Press 'i' to generate new iterations based on the main iteration
Press 1-4 to export PNG between 1000px t0 4000px
Hold SHIFT and Press 1-4 to export PNG of the iteration 1000px to 4000px
Press 'r' to reset view back to main iteration
Experimental Export Options:
Open Console either right click and Inspect or ctrl(cmd) + shift + c
To export main image in higher resolution type : exportPNG(resolution,fileName)
To export iterated image in higher resolution type:
exportIteration(iterationNumber,resolution,filename)
where resolution is your desired resolution(6000,8000,10000)
where filename is your desired filename. It must be in apostrophe ie "export8K"
where iterationNumber is the number of iteration and can be seen on browser console ie 17
Example usage:
exportPNG(8000,"8kImage")
exportIteration(12,8000,"Iteration8k")
Created with p5.js
Murat Atimtay 2022 | @atimtay | www.muratatimtay.com
Inspired by isomorphism, where a form can be transformed to another form by inverse mapping,this piece explores various transformations of the circle through mathematical equations and inversive geometry to create abstract forms.
The visuals created by the algorithm makes me think of alternative realities where abstract forms can transform into each other, that is why i named it 'Isomorphic Realities'.
Each minted piece is a generator where you can explore the sub-realities (inverted forms of the main form). Pressing 'i' will generate a new iteration based on the minted piece. Iteration number can be seen through the console.
There are two tiers in this Dutch Auction; minters from top tier will be eligible to a free airdrop of their preferred iteration minted on objktcom and transferred to their wallet. Please see my twitter for airdrop details. By doing this i aim to give some curation to minters within randomness.
Controls:
Press 'i' to generate new iterations based on the main iteration
Press 1-4 to export PNG between 1000px t0 4000px
Hold SHIFT and Press 1-4 to export PNG of the iteration 1000px to 4000px
Press 'r' to reset view back to main iteration
Experimental Export Options:
Open Console either right click and Inspect or ctrl(cmd) + shift + c
To export main image in higher resolution type : exportPNG(resolution,fileName)
To export iterated image in higher resolution type:
exportIteration(iterationNumber,resolution,filename)
where resolution is your desired resolution(6000,8000,10000)
where filename is your desired filename. It must be in apostrophe ie "export8K"
where iterationNumber is the number of iteration and can be seen on browser console ie 17
Example usage:
exportPNG(8000,"8kImage")
exportIteration(12,8000,"Iteration8k")
Created with p5.js
Murat Atimtay 2022 | @atimtay | www.muratatimtay.com
Multidisciplinary Artist
Twitter : @atimtay
https://linktr.ee/atimtakus
50 EDITIONS
•0 RESERVES
minted
50 / 50
dutch auction
10 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