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)
| Product Number | 8H66-3-76 |
| CAS | 259132-17-7 |
| MDL Number | MFCD00275581 |
| Molecular Formula | C12H9F2NOS |
| Molecular Weight | 253.27 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory