![Methyl 6-chloro-1H-pyrrolo[3,2-c]pyridine-2-carboxylate](data:image/png;base64,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)
| Product Number | 4H58-5-4J |
| Purity | 97.0 % |
| CAS | 1140512-59-9 |
| MDL Number | MFCD16627978 |
| Molecular Formula | C9H7ClN2O2 |
| Molecular Weight | 210.62 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory