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)
| Product Number | 8H70-1-W2 |
| Synonyms | 2-Formylthieno[2,3-b]pyridine |
| Purity | 97.0 % |
| CAS | 53174-98-4 |
| MDL Number | MFCD07772791 |
| Molecular Formula | C8H5NOS |
| Molecular Weight | 163.19 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 141.5-143 ℃
TSCA: Not listed on TSCA inventory