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)
| Product Number | 2H17-B-22 |
| CAS | 1934742-62-7 |
| MDL Number | MFCD29049267 |
| 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