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)
| Product Number | 4H57-1-Y4 |
| Synonyms | 7-Amino-6-carboxypyrazolo[1,5-a]pyrimidine |
| CAS | 68262-33-9 |
| MDL Number | MFCD00973861 |
| Molecular Formula | C7H6N4O2 |
| Molecular Weight | 178.151 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 242 ℃
TSCA: Not listed on TSCA inventory