![5-Bromo-3-fluoro-2-[3-(trifluoromethyl)-3H-diazirin-3-yl]pyridine](data:image/png;base64,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)
| Product Number | 3H40-B-03 |
| CAS | |
| MDL Number | MFCD31621172 |
| Molecular Formula | C7H2BrF4N3 |
| Molecular Weight | 284.012 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory