![Pyrrolo[1,2-c]pyrimidine-3-carboxylic acid](data:image/png;base64,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)
| Product Number | 4H21-1-PM |
| Purity | 98 % |
| CAS | 251102-27-9 |
| MDL Number | MFCD09878579 |
| Molecular Formula | C8H6N2O2 |
| Molecular Weight | 162.148 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory