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Quantrians are generative fine art created with algorithms inspired by modern abstract art masters such as Piet Mondrian, Vera Molnár, Ellsworth Kelly, and others.

The Quantrian algorithms operate off-chain to digitally paint images using the ephemeral and truly random numbers derived from measuring quantum energy fluctuations. The results are then personally curated by the original artist and programmer, resulting in one-of-a-kind fine art rendered and refined through a unique process that is impossible to replicate.

Ownership of the NFT includes access to a private link containing various high-resolution graphic files of this image suitable for fine art prints.

Licensing rights to this Quantrian image are governed by the QNFT License 1.0.1 at https://quantrian.io/art/license-1-0-1/.

Quantrian Series 1 collection image

The Quantrian Series 1 is a limited collection of 100 unique images from generative algorithms inspired by Piet Mondrian, Vera Molnár, and other modern abstract artists. Quantrian code relies on truly random numbers derived from the measurements of quantum energy fluctuations in the electromagnetic field of a laboratory vacuum chamber. The algorithm is given a blank canvas, and quantumly random numbers direct decisions about color, dimension, arrangement, and more.

Like a quantum fluctuation, the resulting art is ephemeral. By design, Quantrian images vanish after ten seconds unless captured by the artist. The artist curates the most interesting artwork and preserves them in high-resolution graphics files.

From the truly random numbers, through proprietary generative algorithms, to the artist's personal curation, each of the 100 Quantrian Series 1 images is truly unique — the result of a quantumly randomized and personal artistic method that is impossible to replicate.

Contract Address0x495f...7b5e
Token ID
Token StandardERC-1155
ChainEthereum
MetadataCentralized
Creator Earnings
10%

Quantrian 029: Evaporati

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Quantrian 029: Evaporati

visibility
57 views
  • Price
    USD Price
    Quantity
    Expiration
    From
  • Price
    USD Price
    Quantity
    Floor Difference
    Expiration
    From

Quantrians are generative fine art created with algorithms inspired by modern abstract art masters such as Piet Mondrian, Vera Molnár, Ellsworth Kelly, and others.

The Quantrian algorithms operate off-chain to digitally paint images using the ephemeral and truly random numbers derived from measuring quantum energy fluctuations. The results are then personally curated by the original artist and programmer, resulting in one-of-a-kind fine art rendered and refined through a unique process that is impossible to replicate.

Ownership of the NFT includes access to a private link containing various high-resolution graphic files of this image suitable for fine art prints.

Licensing rights to this Quantrian image are governed by the QNFT License 1.0.1 at https://quantrian.io/art/license-1-0-1/.

Quantrian Series 1 collection image

The Quantrian Series 1 is a limited collection of 100 unique images from generative algorithms inspired by Piet Mondrian, Vera Molnár, and other modern abstract artists. Quantrian code relies on truly random numbers derived from the measurements of quantum energy fluctuations in the electromagnetic field of a laboratory vacuum chamber. The algorithm is given a blank canvas, and quantumly random numbers direct decisions about color, dimension, arrangement, and more.

Like a quantum fluctuation, the resulting art is ephemeral. By design, Quantrian images vanish after ten seconds unless captured by the artist. The artist curates the most interesting artwork and preserves them in high-resolution graphics files.

From the truly random numbers, through proprietary generative algorithms, to the artist's personal curation, each of the 100 Quantrian Series 1 images is truly unique — the result of a quantumly randomized and personal artistic method that is impossible to replicate.

Contract Address0x495f...7b5e
Token ID
Token StandardERC-1155
ChainEthereum
MetadataCentralized
Creator Earnings
10%
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