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)
| Product Number | 4856-3-0B |
| Purity | 95 % |
| CAS | 2244088-17-1 |
| MDL Number | MFCD31614284 |
| Molecular Formula | C16H16F3NO3 |
| Molecular Weight | 327.303 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory