![3-Iodo-6-methoxy-1H-pyrrolo[3,2-c]pyridine](data:image/png;base64,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)
| Product Number | 4H07-H-09 |
| Purity | 97 % |
| CAS | 1190315-47-9 |
| MDL Number | MFCD12963241 |
| Molecular Formula | C8H7IN2O |
| Molecular Weight | 274.061 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory