![tert-Butyl 3-iodo-1H,4H,5H,6H,7H-pyrazolo[4,3-c]pyridine-5-carboxylate](data:image/png;base64,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)
| Product Number | 4H56-H-40 |
| Purity | 97.0 % |
| CAS | 661487-17-8 |
| MDL Number | MFCD27978466 |
| Molecular Formula | C11H16IN3O2 |
| Molecular Weight | 349.172 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory