![6-Methoxy-1H-pyrrolo[2,3-b]pyridine-3-carboxylic acid](data:image/png;base64,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)
| Product Number | 4H58-1-VY |
| Purity | 97.0 % |
| CAS | 1190317-61-3 |
| MDL Number | MFCD12962962 |
| Molecular Formula | C9H8N2O3 |
| Molecular Weight | 192.174 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory