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)
| Product Number | 8H69-3-37 |
| CAS | 1858256-57-1 |
| MDL Number | MFCD11109534 |
| Molecular Formula | C12H10F3N3O3S |
| Molecular Weight | 333.29 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory