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)
| Product Number | 6H66-3-03 |
| CAS | 256525-96-9 |
| MDL Number | MFCD00111385 |
| Molecular Formula | C16H7F7OS |
| Molecular Weight | 380.28 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory