![3-Cyclopropyl-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 | 8H21-1-59 |
| CAS | 1017484-71-7 |
| MDL Number | MFCD09998407 |
| Molecular Formula | C9H10N4O2S |
| Molecular Weight | 238.27 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory