![4-Amino-3-{[(2-fluorophenyl)methyl]sulfanyl}-1,2,4-triazin-5-one](data:image/png;base64,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)
| Product Number | 8H66-3-48 |
| CAS | 773151-40-9 |
| MDL Number | MFCD05895926 |
| Molecular Formula | C10H9FN4OS |
| Molecular Weight | 252.27 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory