{
"@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": "2023-04-12T21:58:40Z",
"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": 267928877992611,
"collection": "c011ec595259a7c38a33ac1ab073a80c079f61c263ff013fccff850e5ff6a3b0",
"name": "Duck-billed Platypus",
"rank": 41,
"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": "2023-04-12T21:58:40Z",
"proofPurpose": "assertionMethod",
"proofValue": "z27RJ7xPDH2PcSPQkSfFtBYwaJ4FZZGQiH8utx5r6THjqKwDQENMBGc5cc5WdCM1uxLHnaBtMwuo8cLsFwK5tJ3yt",
"type": "Ed25519Signature2020",
"verificationMethod": "did:key:z6MksR7G4nhikbPDgNLduAoGnRCEp6xzKoKPtmY8ps7hCnaH#z6MksR7G4nhikbPDgNLduAoGnRCEp6xzKoKPtmY8ps7hCnaH"
}
}