![6-Bromo-2-iodofuro[3,2-b]pyridine](data:image/png;base64,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)
| Product Number | 4H56-S-19 |
| CAS | 1171920-55-0 |
| MDL Number | MFCD12922791 |
| Molecular Formula | C7H3BrINO |
| Molecular Weight | 323.915 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory