![Ethyl 4-[(4-fluoroanilino)carbonyl]-5-methylisoxazole-3-carboxylate](data:image/png;base64,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)
| Product Number | 4H48-3-2A |
| CAS | 338761-30-1 |
| MDL Number | MFCD00664764 |
| Molecular Formula | C14H13FN2O4 |
| Molecular Weight | 292.266 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 130-131 ℃
TSCA: Not listed on TSCA inventory