![3-Ethyl-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 | 8H21-1-48 |
| CAS | 943115-75-1 |
| MDL Number | MFCD09998396 |
| Molecular Formula | C8H10N4O2S |
| Molecular Weight | 226.25 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory