![(3Z)-3-[(Phenylamino)methylidene]-3,4-dihydro-2H-1-benzopyran-2,4-dione](data:image/png;base64,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)
| Product Number | 4H36-1-ZK |
| CAS | 71592-11-5 |
| MDL Number | MFCD00100852 |
| Molecular Formula | C16H11NO3 |
| Molecular Weight | 265.268 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory