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)
| Product Number | 2H17-B-13 |
| CAS | 1935139-32-4 |
| MDL Number | MFCD28348492 |
| 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