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)
| Product Number | 8H70-1-AU |
| CAS | 253332-82-0 |
| MDL Number | MFCD14704807 |
| Molecular Formula | C9H7NO2S |
| Molecular Weight | 193.22 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory