Number7 Open EditionWhat's a (natural) number? What does it look like? \n\nNot a number's symbol, like 3, III, ٣ or Γ. Not an object with a numeric property (\"squares have 4 sides\").\n\nNumber7 is a creative interpretation of the number 7, based on von Neumann's construction of natural numbers. Each circle represents a set. Empty circles are empty sets. Think of the artwork as 7's blueprint: An elegant, simple and easy to understand construction with fractal properties.\n\n**[Number9, Open Edition's page](https://zora.co/collections/0xf900551516d983847e37ab2273799442a574d543)** has more details on the concept and ideas behind the collection.\n\nDistributed under CC0. Let's spread an idea worth spreading beyond mathematicians. ipfs://bafybeihi64rs65ddmus7s7aqzcqds3fpw5jd4tqwi5mcc6ftqxjymhloze
What's a (natural) number? What does it look like?\n\nWe represent numbers with symbols like 3, III, ٣ or Γ.\n\nWe are aware of objects that have a numeric property: Squares have 4 sides.\n\nBut, what about the number itself? What is it? What does it look like?\n\nIn 1923, John von Neumann proposed a set-theoretic construction of natural numbers: We can start with the empty set to represent 0, and then create each next object as the set containing all previous numbers. In a way, creating every natural number, a whole universe, out of \"empty\".\n\n0 = {}\n1 = { {} }\n2 = {0, 1} = { {}, {{}} },\n3 = {0, 1, 2} = { {}, {{}}, { {}, {{}} } }\n...and so on.\n\nNumber9 is a creative interpretation of number 9, based on von Neumann's construction. Each closed shape is a set. Empty circles are empty sets. Think of it as 9's blueprint: An elegant, simple and easy to understand construction with fractal properties.\n\nNumber9 an open edition accessible to everyone. Let's spread an idea worth spreading beyond mathematicians.\n\nTwo/wallet = gift one to a friend. Distributed under CC0.
Number9 Open EditionNUM9EDITIONWhat's a (natural) number? What does it look like?\n\nWe represent numbers with symbols like 3, III, ٣ or Γ.\n\nWe are aware of objects that have a numeric property: Squares have 4 sides.\n\nBut, what about the number itself? What is it? What does it look like?\n\nIn 1923, John von Neumann proposed a set-theoretic construction of natural numbers: We can start with the empty set to represent 0, and then create each next object as the set containing all previous numbers. In a way, creating every natural number, a whole universe, out of \"empty\".\n\n0 = {}\n1 = { {} }\n2 = {0, 1} = { {}, {{}} },\n3 = {0, 1, 2} = { {}, {{}}, { {}, {{}} } }\n...and so on.\n\nNumber9 is a creative interpretation of number 9, based on von Neumann set-construction. Each closed shape is a set. Empty circles are empty sets. Think of it as 9's blueprint: An elegant, simple and easy to understand construction with fractal properties.\n\nNumber9 an open edition accessible to everyone. Let's spread an idea worth spreading beyond mathematicians.\n\nTwo/wallet = gift one to a friend. Distributed under CC0.ipfs://bafkreiaenhf6mwa2ryee6pvsu6ifp7djgitu3s3y6fpdg4b4u5zjjhppaa
Roles: account already has roleERC165: invalid interface idRoles: account is the zero addrecV[pMINT_WITH_ADDRESS`xPPPV[PPPPPPPPV[``Fee value should be positiveRoles: account already has roleOwnable: new owner is the zero a_setTokenURI: Token should existdestination address must be non-Roles: account does not have rolNeed operator approval for 3rd pNeed operator approval for 3rd pcontract returned an unknown value from onERC1155BatchReceivedOwnable: caller is not the ownerRoles: account is the zero addreToken is already mintedSupply should be positive_ids and _values array lenght muRecipient should be presentcontract returned an unknown value from onERC1155Receivedsigner should sign tokenIdturmites.art swaghttps://api-mainnet.rarible.com/contractMetadata/{address}