{
"@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": "2023-04-12T17:48:47Z",
"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": 886933994476653,
"collection": "c011ec595259a7c38a33ac1ab073a80c079f61c263ff013fccff850e5ff6a3b0",
"name": "Snow Leopard",
"rank": 7,
"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": {
"type": "Ed25519Signature2020",
"proofPurpose": "assertionMethod",
"verificationMethod": "did:key:z6MksR7G4nhikbPDgNLduAoGnRCEp6xzKoKPtmY8ps7hCnaH#z6MksR7G4nhikbPDgNLduAoGnRCEp6xzKoKPtmY8ps7hCnaH",
"created": "2023-04-12T17:48:47Z",
"proofValue": "zvMKWWL3qyEkQmchpn7m5KpBzUazg7xqScumCd5dKYiEQBWG4dF4SYdUqAC7kJHKBEPwsYb3ZifCDVS7VvQUDuLy"
}
}