![4-[5-Cyclopropyl-3-(trifluoromethyl)-1H-pyrazol-1-yl]aniline hydrochloride](data:image/png;base64,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)
| Product Number | 3H33-7-0R |
| CAS | |
| MDL Number | MFCD25371072 |
| Molecular Formula | C13H13ClF3N3 |
| Molecular Weight | 303.71 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory