![6-Methyl-3-(tetrahydrofuran-2-yl)-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 | 8H21-1-58 |
| CAS | 1017438-00-4 |
| MDL Number | MFCD09998406 |
| Molecular Formula | C10H12N4O3S |
| Molecular Weight | 268.29 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory