{
"@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": "2023-04-12T17:34:12Z",
"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": 267928877940408,
"collection": "c011ec595259a7c38a33ac1ab073a80c079f61c263ff013fccff850e5ff6a3b0",
"name": "Snow Leopard",
"rank": 4,
"supply": 63,
"status": "Epic",
"attributes": [
{
"trait_type": "scientific_name",
"value": "Panthera uncia"
},
{
"trait_type": "size",
"value": "2.1 m long, 80-105 cm tail, 23-41 kg"
},
{
"trait_type": "habitat",
"value": "Steep, jagged landscapes, such as cliffs, rocky outcrops, and ravines, at altitudes of 3,000-4,500 m."
},
{
"trait_type": "fact",
"value": "The paws of a snow leopard act as snowshoes, allowing them to move across deep snow without sinking though."
},
{
"trait_type": "endangerment",
"value": "Possibly as few as 4,000 individuals remain in the wild. They are extremely elusive creatures and live in such harsh environments that their struggle for survival in a warming world goes mostly unnoticed."
}
],
"image": 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"
},
"proof": {
"created": "2023-04-12T17:34:12Z",
"proofPurpose": "assertionMethod",
"proofValue": "z2kC32W7GxvTLMvfPdE2qi9cKwpaEAQcVfXKRY2cJo62GS2cXMKYbjQFqEWCqDnknCcsJ8XkvzxPupyw2mr9u7S1P",
"type": "Ed25519Signature2020",
"verificationMethod": "did:key:z6MksR7G4nhikbPDgNLduAoGnRCEp6xzKoKPtmY8ps7hCnaH#z6MksR7G4nhikbPDgNLduAoGnRCEp6xzKoKPtmY8ps7hCnaH"
}
}