![4-Chlorofuro[3,2-c]pyridine](data:image/png;base64,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)
| Product Number | 4H56-5-J1 |
| Synonyms | 4-Chloro-5-azabenzo[b]furan; 4-Chloro-5-aza-1-benzofuran |
| CAS | 31270-80-1 |
| MDL Number | MFCD02179768 |
| Molecular Formula | C7H4ClNO |
| Molecular Weight | 153.57 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 40-42 ℃
TSCA: Not listed on TSCA inventory