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)
| Product Number | 2817-3-X0 |
| CAS | 61718-80-7 |
| MDL Number | MFCD06658173 |
| Molecular Formula | C13H15F3O2 |
| Molecular Weight | 260.256 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 42-43 ℃
TSCA: Not listed on TSCA inventory
EINECS: 612-211-0