![3-(1,2-Dihydro-4-oxopyrrolo-[3,2,1-ij]quinolin-5-yl)-(2E)-propenoic acid](data:image/png;base64,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)
| Product Number | 4H29-1-49 |
| CAS | 386715-45-3 |
| MDL Number | MFCD01567774 |
| Molecular Formula | C14H11NO3 |
| Molecular Weight | 241.246 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: >265(dec.) ℃
TSCA: Not listed on TSCA inventory