![6H-Benzo[c][1,2]benzothiazine 5,5-dioxide](data:image/png;base64,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)
| Product Number | 8H70-1-8L |
| Purity | 97 % |
| CAS | 1864-33-1 |
| MDL Number | MFCD00966218 |
| Molecular Formula | C12H9NO2S |
| Molecular Weight | 231.27 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory