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)
| Product Number | 8H69-3-45 |
| CAS | 1858252-16-0 |
| MDL Number | MFCD28954646 |
| Molecular Formula | C18H19F3N2O3S |
| Molecular Weight | 400.42 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory