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)
| Product Number | 2917-3-10 |
| CAS | 258518-47-7 |
| MDL Number | MFCD00221009 |
| Molecular Formula | C21H15F3O2 |
| Molecular Weight | 356.344 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory