![Isopropyl 8-amino-2,3-dimethylimidazo[1,2-a]pyridine-6-carboxylate](data:image/png;base64,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)
| Product Number | 4H58-1-309 |
| CAS | 403668-97-3 |
| MDL Number | MFCD26385610 |
| Molecular Formula | C13H17N3O2 |
| Molecular Weight | 247.298 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory