3ad456bef49250c0810a400f576d3d06049d3138e31b7c608bb599e045555249.json

{
    "subject": "3ad456bef49250c0810a400f576d3d06049d3138e31b7c608bb599e045555249",
    "url": {
        "sequenceNumber": 0,
        "value": "https://intragora.org/",
        "signatures": [
            {
                "signature": "0cc785c08f3128463e9aa8900ec4f6379378757a1568005cbaba57bad8f8bfb6d6db3d75d72796c43c304a88af73521d646118e4c9577718fba1ff774f8b8c0f",
                "publicKey": "5817526d712f71e33a31ac3429fb7ce70b3e17e727044d9a2a51493e7894ba48"
            }
        ]
    },
    "name": {
        "sequenceNumber": 0,
        "value": "Intragora Euro",
        "signatures": [
            {
                "signature": "7cceefadab54204eef1e762c3fff92c96987d7537c52e7a4376a0900da44ef91d4269b6785c9d4ff852c99e0ec5bb21cec853d5e890dbc1d17fe57e54064e50e",
                "publicKey": "5817526d712f71e33a31ac3429fb7ce70b3e17e727044d9a2a51493e7894ba48"
            }
        ]
    },
    "ticker": {
        "sequenceNumber": 0,
        "value": "EURI",
        "signatures": [
            {
                "signature": "db59eb919c0eff4af3a74090a802800b86ebc8aa146912eceeba02caee23dc76691aa236af67baddfacca80dbb96895698190b0e4a82cad9d938f86daa4c2406",
                "publicKey": "5817526d712f71e33a31ac3429fb7ce70b3e17e727044d9a2a51493e7894ba48"
            }
        ]
    },
    "decimals": {
        "sequenceNumber": 0,
        "value": 2,
        "signatures": [
            {
                "signature": "5df82e06bf69b8479099265241b85650a260672a1099a82879acf7a24e3230f96da74de776d709d433b4b10ac43dd2d56f938b251684fc0b5b0099006af00a04",
                "publicKey": "5817526d712f71e33a31ac3429fb7ce70b3e17e727044d9a2a51493e7894ba48"
            }
        ]
    },
    "policy": "820182018282051a035454408200581c39a1df51147b6de6689a4727846962fb6540c3a3c7859a1a79b9420f",
    "logo": {
        "sequenceNumber": 0,
        "value": "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",
        "signatures": [
            {
                "signature": "a03cd12a532759bb0ffbe931d9aefb78ba3d4248052a3984a2448f19a00e735d37c2ab63be45dfef16479d8b65e0f11237d245368355876f44b06fb175e43002",
                "publicKey": "5817526d712f71e33a31ac3429fb7ce70b3e17e727044d9a2a51493e7894ba48"
            }
        ]
    },
    "description": {
        "sequenceNumber": 0,
        "value": "Intragora Euro (EURI) stablecoin is tethered 1:1 to the value of Euro (EUR).",
        "signatures": [
            {
                "signature": "99e211cf699c04965e3848d0b8498b70ccd34f33ea5e07065e27eac74f76964d43e05dd8e42ceceb24dbe72c75ea04c97096fcda5b1fc780d370baf404720301",
                "publicKey": "5817526d712f71e33a31ac3429fb7ce70b3e17e727044d9a2a51493e7894ba48"
            }
        ]
    }
}