![3-Benzyl-6-methyl-7H-[1,2,4]triazolo[3,4-b][1,3,4]thiadiazine-7-carboxylic acid](data:image/png;base64,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)
| Product Number | 8H21-1-56 |
| CAS | 1017437-96-5 |
| MDL Number | MFCD09998404 |
| Molecular Formula | C13H12N4O2S |
| Molecular Weight | 288.33 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory