![2-Methyl-5H,6H,7H,8H-imidazo[1,2-a]pyridin-8-ol](data:image/png;base64,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)
| Product Number | 4H56-1-GX |
| Purity | 97 % |
| CAS | 110206-58-1 |
| MDL Number | MFCD21362555 |
| Molecular Formula | C8H12N2O |
| Molecular Weight | 152.197 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory