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)
| Product Number | 2715-3-18 |
| CAS | 588687-34-7 |
| MDL Number | MFCD03422402 |
| Molecular Formula | C15H13FO3 |
| Molecular Weight | 260.264 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory