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)
| Product Number | 8H66-3-67 |
| CAS | 648427-22-9 |
| MDL Number | MFCD00203709 |
| Molecular Formula | C17H20F3N3O2S |
| Molecular Weight | 387.42 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory