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)
| Product Number | 3H31-3-6N |
| CAS | 74418-16-9 |
| MDL Number | MFCD06411263 |
| Molecular Formula | C11H13F3N2 |
| Molecular Weight | 230.234 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory