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)
| Product Number | 4H56-1-P8 |
| Synonyms | 2-Carboxyimidazo[1,2-a]pyrimidine |
| Purity | 97 % |
| CAS | 64951-10-6 |
| MDL Number | MFCD03419484 |
| Molecular Formula | C7H5N3O2 |
| Molecular Weight | 163.136 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 238-240 ℃
TSCA: Not listed on TSCA inventory