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$FRACTALS

Description

$FRACTALS are a fractal reserve ₳d₳ ¢urren¢y token

$FRACTALS Whitepaper

Https://fractalfuzion.com/?p=27

{
    "asset": "d2442fa6d08c72811d4bccdb36d0cb35cb28f4db4c5793ef00aff5f1244652414354414c53",
    "policy_id": "d2442fa6d08c72811d4bccdb36d0cb35cb28f4db4c5793ef00aff5f1",
    "asset_name": "244652414354414c53",
    "fingerprint": "asset1jmfrfh3msg6q7fzvq457rhfl308kv5z5sgpytz",
    "quantity": "1000000000000000",
    "initial_mint_tx_hash": "7e8b50ec295299f61ce90d1c30fb2df6e51871a1f1884e797c3c4bd8ab0c8078",
    "mint_or_burn_count": 1,
    "onchain_metadata": {
        "name": "$FRACTALS",
        "image": "ipfs://QmVSYd8HBAGMkDBPHsLYedAAguKcnaK649ds2rDET1Xu8N",
        "mediaType": "image/gif",
        "description": "$FRACTALS are a fractal reserve \u20b3d\u20b3 \u00a2urren\u00a2y token",
        "$FRACTALS whitepaper": "https://fractalfuzion.com/?p=27"
    },
    "metadata": {
        "name": "$FRACTALS",
        "description": "$FRACTALS are a fractal reserve \u20b3d\u20b3 \u00a2urren\u00a2y token",
        "ticker": "FRACT",
        "url": "https://fractalfuzion.com/?p=27",
        "logo": 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",
        "decimals": 0
    }
}