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)
| Product Number | 6H01-3-00 |
| CAS | |
| MDL Number | MFCD31561205 |
| Molecular Formula | C10H7F3OS |
| Molecular Weight | 232.22 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory