![4-Imidazo[1,2-a]pyridin-2-ylbenzoic acid hydrochloride hydrate](data:image/png;base64,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)
| Product Number | 4H57-5-27 |
| Purity | 95 % |
| CAS | |
| MDL Number | MFCD28992253 |
| Molecular Formula | C14H13ClN2O3 |
| Molecular Weight | 292.72 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory