{
"@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": "2023-04-12T18:46:45Z",
"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": 267928880469087,
"collection": "c011ec595259a7c38a33ac1ab073a80c079f61c263ff013fccff850e5ff6a3b0",
"name": "Monarch Butterfly",
"rank": 14,
"supply": 63,
"status": "Rare",
"attributes": [
{
"trait_type": "scientific_name",
"value": "Danaus plexippus"
},
{
"trait_type": "size",
"value": "About 10 cm wingspan, 0.5 grams"
},
{
"trait_type": "habitat",
"value": "Prairies, meadows, and grasslands across North America."
},
{
"trait_type": "fact",
"value": "In the winter the Monarch Butterfly migrates from the north of the continent to the south, traveling distances from 2,000 up to 4,500 km."
},
{
"trait_type": "endangerment",
"value": "A decline of nearly one billion monarch butterflies between 1990 and 2015 has been recorded. This is especially noticeable in the United States, with some areas in the west experiencing an estimated decline of 99.9%."
}
],
"image": 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"
},
"proof": {
"created": "2023-04-12T18:46:45Z",
"proofPurpose": "assertionMethod",
"proofValue": "z3okvV4tDqo4fTuAbcRKgumKWGyicvc6Xxn13ySX9dq8fXwwiHv4UyqFSrBt9hTsn3VrHs3XAmcpjHdvYPH35e4wH",
"type": "Ed25519Signature2020",
"verificationMethod": "did:key:z6MksR7G4nhikbPDgNLduAoGnRCEp6xzKoKPtmY8ps7hCnaH#z6MksR7G4nhikbPDgNLduAoGnRCEp6xzKoKPtmY8ps7hCnaH"
}
}