![2-{[(1,3-Dioxo-1,3-dihydro-2H-isoindol-2-yl)methyl]thio}pyridinium-1-olate](data:image/png;base64,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)
| Product Number | 8H66-1-1W |
| CAS | 301177-49-1 |
| MDL Number | MFCD01313053 |
| Molecular Formula | C14H10N2O3S |
| Molecular Weight | 286.31 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory