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)
| Product Number | 2H17-B-18 |
| CAS | 1260007-95-1 |
| MDL Number | MFCD18208077 |
| Molecular Formula | C8H4BrFO2 |
| Molecular Weight | 231.02 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory