![3,6-Dimethyl-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 | 8H21-1-47 |
| CAS | 943112-53-6 |
| MDL Number | MFCD09998395 |
| Molecular Formula | C7H8N4O2S |
| Molecular Weight | 212.23 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory