![1-{[3-(Trifluoromethyl)phenoxy]methyl}-1H-pyrazole-3-carboxylic acid](data:image/png;base64,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)
| Product Number | 4H21-3-7F |
| CAS | 1004193-05-8 |
| MDL Number | MFCD04967890 |
| Molecular Formula | C12H9F3N2O3 |
| Molecular Weight | 286.21 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory