![5-Bromo-3-chloro-2-[3-(trifluoromethyl)-3H-diazirin-3-yl]pyridine](data:image/png;base64,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)
| Product Number | 3H40-F-01 |
| CAS | |
| MDL Number | MFCD31621167 |
| Molecular Formula | C7H2BrClF3N3 |
| Molecular Weight | 300.46 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory