![[4-Chloro-3-(trifluoromethyl)-1H-pyrazol-1-yl]acetonitrile](data:image/png;base64,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)
| Product Number | 3H37-7-0J |
| CAS | 1006471-49-3 |
| MDL Number | MFCD04969710 |
| Molecular Formula | C6H3ClF3N3 |
| Molecular Weight | 209.56 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory