![Methyl 3-[hydroxy[4-(trifluoromethyl)phenyl]methyl]isoxazole-4-carboxylate](data:image/png;base64,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)
| Product Number | 4H58-3-8P |
| CAS | 2006277-52-5 |
| MDL Number | MFCD28977399 |
| Molecular Formula | C13H10F3NO4 |
| Molecular Weight | 301.221 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory