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)
| Product Number | 8H69-5-31 |
| CAS | 156634-92-3 |
| MDL Number | MFCD04125155 |
| Molecular Formula | C11H12ClNO3S |
| Molecular Weight | 273.73 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 158-161 ℃
TSCA: Not listed on TSCA inventory