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)
| Product Number | 8H70-5-00 |
| Purity | 95 % |
| CAS | 243968-08-3 |
| MDL Number | MFCD16250568 |
| Molecular Formula | C9H7ClN2OS |
| Molecular Weight | 226.68 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 146-148 ℃
TSCA: Not listed on TSCA inventory