![2-[2-(2-Pyridylthio)acetyl]pyrido[2,1-b][1,3]thiazol-4-ium-3-olate](data:image/png;base64,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)
| Product Number | 8H66-1-1N |
| CAS | 66102-82-7 |
| MDL Number | MFCD00204818 |
| Molecular Formula | C14H10N2O2S2 |
| Molecular Weight | 302.37 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory