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)
| Product Number | 4H56-1-274 |
| Synonyms | 1-{1H-Pyrazolo[4,3-c]pyridin-3-yl}ethanone |
| CAS | 1386462-21-0 |
| MDL Number | MFCD21602953 |
| Molecular Formula | C8H7N3O |
| Molecular Weight | 161.164 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory