{
"@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": "2023-04-12T18:46:06Z",
"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": 267928878042408,
"collection": "c011ec595259a7c38a33ac1ab073a80c079f61c263ff013fccff850e5ff6a3b0",
"name": "Monarch Butterfly",
"rank": 10,
"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": "2023-04-12T18:46:06Z",
"proofPurpose": "assertionMethod",
"proofValue": "z4sExbNYYFsUzJRZa4gVjvEvEAjL22DZnAc6SHjE8HcCtLS7Fz4VwAzTQvYsitW4z3EQ2XBdkfhRwGms8e2QkX9wr",
"type": "Ed25519Signature2020",
"verificationMethod": "did:key:z6MksR7G4nhikbPDgNLduAoGnRCEp6xzKoKPtmY8ps7hCnaH#z6MksR7G4nhikbPDgNLduAoGnRCEp6xzKoKPtmY8ps7hCnaH"
}
}