![[1,3]Thiazolo[5,4-b]pyridine](data:image/png;base64,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)
| Product Number | 7H70-1-X7 |
| CAS | 273-84-7 |
| MDL Number | MFCD11840312 |
| Molecular Formula | C6H4N2S |
| Molecular Weight | 136.17 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 52-53 ℃
TSCA: Not listed on TSCA inventory
HTN: 3822.00.5090