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3-[(4-fluorophenyl)(hydroxy)methyl]isoxazole-4-carboxylate](data:image/png;base64,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)
| Product Number | 4H58-3-8T |
| CAS | 2006277-87-6 |
| MDL Number | MFCD28977391 |
| Molecular Formula | C12H10FNO4 |
| Molecular Weight | 251.213 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory