![5-Amino-1-[3-(trifluoromethyl)-2-pyridyl]pyrazole-4-carboxylic acid](data:image/png;base64,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)
| Product Number | 4H57-3-38 |
| CAS | 1017793-74-6 |
| MDL Number | MFCD06808546 |
| Molecular Formula | C10H7F3N4O2 |
| Molecular Weight | 272.187 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory