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)
| Product Number | 8H66-3-65 |
| CAS | 245728-41-0 |
| MDL Number | MFCD00828975 |
| Molecular Formula | C9H10F3NOS |
| Molecular Weight | 237.24 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory