Seed
opZ2SvQz9kzmxi9j3btM3WCdQSGJcasEFcV5MZrFHHwYBMPdg5yPythagorean Theorem
by Artec_NFT
- Minted
- 5 / 5
- Published
- 2022-02-10
Pythagoras of Samos, born around 570 BC, was besides being an ancient philosopher also a great mathematician. His most famous Theorem is called a^2 + b^2 = c^2 and describes the rule that the area of the square of the hypotenuse is always equal to the area of the squares of the other two sides of a right angle.
Tributing his theorem we created this generative NFT, in which not only the areas but also the colours are added.
Project information
- fxhash project ID
- 9142
- Runtime
- fxhash snippet · params: no
- Network
- Tezos
- Token contract
KT1KEa8z6vWXDJrVqtMrAeDVzsvxat3kHaCE- Issuer (mint) contract
KT1XCoGnfupWk7Sp8536EfrxcP73LmT68Nyr- Artist addresses
tz1dtjYZCvDp9kUdxRudmZuaq6bSW293CtLe- Generator URI
ipfs://Qmdpu4bXh7Kw6u4AKDohP3TtP8rbPKVhYZTo5JeGsbQvW5
Editions 5
Ownership snapshot 2026-10-07Seed
ooYqipk2NCKgurg5kgNffrFj88F6bF24UiFKR7wQPehg6W9ndugSeed
onsum4hh3LjrupRCJh2aVfrU9oHt96TcbSCV4wbsGnVsc2pCxdWSeed
opCDvXTnmxsfp2KhFciBFAzcNZ3CpPcQJZjVHmmFNfZkN9T9DRpSeed
op89BJcujbNL3aCWuxTMwMepi3xFrkogfEXqreAuV5nNDWaQoQtRelease
Current mint status and pricing are unavailable. Reload to retry.
Primary minting creates a new edition. This site replays existing editions.
Mint history
- Supply
- 5
- Indexed editions
- 5
- Mint scheduled
- 2022-02-10T17:01:54.000Z
- Primary mints recorded
- 5
- Prices paid at mint
- 0–1 tez · 5 priced mints
Current mint availability and pricing are shown on fxhash.
Market history
- Secondary trades
- 0
- Recorded volume
- 0 tez / wXTZ
Historical trades; not current asking prices. Summaries refresh within 30 seconds.
Last completed sales index sync
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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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