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)
| Product Number | 8H66-7-01 |
| CAS | 680211-94-3 |
| MDL Number | MFCD01566569 |
| Molecular Formula | C18H16ClFN2O3S |
| Molecular Weight | 394.85 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory