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)
| Product Number | 2H17-B-11 |
| CAS | 1824048-66-9 |
| MDL Number | MFCD28103388 |
| Molecular Formula | C8H3Br2FO2 |
| Molecular Weight | 309.916 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory