![[3-(Difluoromethyl)-5-methoxy-1H-indol-4-yl]azinate](data:image/png;base64,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)
| Product Number | 4H54-3-2E |
| CAS | 2149600-98-4 |
| MDL Number | MFCD30496607 |
| Molecular Formula | C10H8F2N2O3 |
| Molecular Weight | 242.182 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory