![2-Chloro-3-[2,6-dichloro-4-(trifluoromethyl)phenyl]propanenitrile](data:image/png;base64,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)
| Product Number | 3637-7-X3 |
| CAS | 258518-45-5 |
| MDL Number | MFCD01764754 |
| Molecular Formula | C10H5Cl3F3N |
| Molecular Weight | 302.5 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory