{
"@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": "2023-04-12T18:46:00Z",
"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": 886933994692878,
"collection": "c011ec595259a7c38a33ac1ab073a80c079f61c263ff013fccff850e5ff6a3b0",
"name": "Monarch Butterfly",
"rank": 9,
"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": "2023-04-12T18:46:00Z",
"proofPurpose": "assertionMethod",
"proofValue": "z25hDrMuupDNMHGCisBvkADkBXpMfRPV121UfRuzdZ6PWrNjs3JZT7CX6ph2pFn3u51vD4FkVU7E1tNdacogmPCqD",
"type": "Ed25519Signature2020",
"verificationMethod": "did:key:z6MksR7G4nhikbPDgNLduAoGnRCEp6xzKoKPtmY8ps7hCnaH#z6MksR7G4nhikbPDgNLduAoGnRCEp6xzKoKPtmY8ps7hCnaH"
}
}