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)
| Product Number | 6H66-7-03 |
| CAS | 256525-93-6 |
| MDL Number | MFCD00111383 |
| Molecular Formula | C15H6Cl2F4OS |
| Molecular Weight | 381.17 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory