![3-[7-(4-Fluorophenyl)-4-oxo-8H-[1,2,4]triazino[3,4-b][1,3,4]thiadiazin-3-yl]propanoic acid](data:image/png;base64,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)
| Product Number | 8H29-3-02 |
| CAS | 1049131-36-3 |
| MDL Number | MFCD11559394 |
| Molecular Formula | C14H11FN4O3S |
| Molecular Weight | 334.33 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory