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)
| Product Number | 4H21-1-75 |
| Synonyms | 2-Carboxyfuro[2,3-c]pyridine; 2-Carboxy-6-azabenzo[b]furan |
| Purity | 95 % |
| CAS | 112372-15-3 |
| MDL Number | MFCD11869932 |
| Molecular Formula | C8H5NO3 |
| Molecular Weight | 163.132 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory