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)
| Product Number | 4H48-5-AB |
| Synonyms | 7-Chloro-8H-imidazo[1,2-a]pyrimidin-5-one |
| CAS | 57473-33-3 |
| MDL Number | MFCD26743841 |
| Molecular Formula | C6H4ClN3O |
| Molecular Weight | 169.57 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory