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)
| Product Number | 3H37-3-28 |
| Synonyms | (5-[Trifluoromethyl)pyridin-2-yl]acetonitrile |
| Purity | 96 % |
| CAS | 939793-18-7 |
| MDL Number | MFCD08690162 |
| Molecular Formula | C8H5F3N2 |
| Molecular Weight | 186.137 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory