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)
| Product Number | 2621-3-39 |
| CAS | 331760-41-9 |
| MDL Number | MFCD04117386 |
| Molecular Formula | C13H8F2O2 |
| Molecular Weight | 234.202 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 245-248 ℃
Hazard Statement: H315-H319-H335
TSCA: Not listed on TSCA inventory