{ "@context": [ "https://www.w3.org/2018/credentials/v1", "https://w3id.org/security/suites/ed25519-2020/v1", { "@vocab": "https://verifiablecollectibles.com#" } ], "type": [ "VerifiableCredential", "VerifiableCollectible" ], "issuer": { "id": "did:key:z6MksR7G4nhikbPDgNLduAoGnRCEp6xzKoKPtmY8ps7hCnaH" }, "issuanceDate": "2023-04-12T22:03:39Z", "name": "Endangered Ordinals", "description": "Endangered Ordinals is a series of verifiable collectibles featuring hand illustrated depictions of endangered animals. The Holocene mass extinction is happening all around us and it is under our stewardship that the earth loses 150-200 plant and animal species a day. With this series we hope to bring attention to the crisis of rapidly declining global biodiversity. By connecting art and conservation, we aim to spark a deeper understanding and appreciation for the irreplaceable natural treasures we stand to lose. Ordinals Reserve will donate 5.1% of the sale of each Endangered Ordinal to the WWF.", "credentialSubject": { "satoshi": 267928878349626, "collection": "c011ec595259a7c38a33ac1ab073a80c079f61c263ff013fccff850e5ff6a3b0", "name": "Duck-billed Platypus", "rank": 59, "supply": 63, "status": "Common", "attributes": [ { "trait_type": "scientific_name", "value": "Ornithorhynchus anatinus" }, { "trait_type": "size", "value": "40-50 cm, 1-1.5 kg" }, { "trait_type": "habitat", "value": "Australian and Tasmanian freshwater creeks, slow-moving rivers, lakes joined by rivers, and built water storages such as farm dams." }, { "trait_type": "fact", "value": "A preserved specimen of the semiaquatic, egg-legging mammal was first deemed a fake by skeptical 16th century European naturalists." }, { "trait_type": "endangerment", "value": "The duck-billed platypus is threatened by human modifications to its habitat. The current population could be nearly half of previous estimates." } ], "image": 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" }, "proof": { "created": "2023-04-12T22:03:39Z", "proofPurpose": "assertionMethod", "proofValue": "z5JwXsQCckHZWMLi2ksy96PEiTq9hwmpo5KUMg7Ci3QcBF2rXADPat158bK1pQQNWwwpN8zV9ixZfRfx2bY2ZJihk", "type": "Ed25519Signature2020", "verificationMethod": "did:key:z6MksR7G4nhikbPDgNLduAoGnRCEp6xzKoKPtmY8ps7hCnaH#z6MksR7G4nhikbPDgNLduAoGnRCEp6xzKoKPtmY8ps7hCnaH" } }
Inscription number 1,096,006
Genesis block 785,159
File type json
File size 17.3 KB
Creation date