Need verifiable oracle data for your project?
DIA provides transparent, customizable price feeds across 50+ chains with fully auditable methodology.
Issued by Stablecorp (CA)
Market cap
DeFiLlama estimate
DIA price
Total supply
Holders
1.7M QCADpartial
DIA holds no verified contract address on Stellar, Algorand. The figure above is a floor.
Base returned a totalSupply of exactly 0 when read. That is the contract's own answer, not a read DIA failed to make.
48holders
Measured on Ethereum. Shares are of the Ethereum supply, not the multi-chain total.
0 QCADsince Sat, Aug 29 UTC
Change in the supply DIA reads across this coin’s chains, between two daily snapshots. Not mints minus redeems: DIA does not publish issuance flow.
Market data · CoinGecko
Market data · CoinGecko
Circulating supply · DeFiLlama
Aggregator figure, not a contract read. DIA’s own onchain supply is the separate series below.
Percentage change in QCAD's circulating supply as reported by DeFiLlama, measured against that source's own past. It is not a change in the onchain supply above, which DIA reads from the contracts directly and which is a different measurement of the same coin. A dash means the map has no reading close enough to the start of the window, a stretch inside it where supply was not reported at all, or a starting figure too small for a percentage to describe. Hover a dash for which.
2 of the 2 chains DIA holds a verified QCAD contract on carry a deployment date and are plotted here.
0xa15705e6…4baa0761Explorer ↗0x3fa142dd…dc82ec0aExplorer ↗Supply on this page is read from these contracts. Addresses are verified by DIA against the issuer’s own published documentation.
0xa15705e6…4baa0761isBlocked(address)paused()mint(address,uint256)eip1967-transparent0x3fa142dd…dc82ec0aisBlocked(address)paused()mint(address,uint256)eip1967-transparentRead from the deployed contract. “Not determined” means the contract’s full function set could not be enumerated, not that the capability is absent: a bytecode scan can confirm that a function exists and can never prove that one does not.