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)
| Product Number | 5H66-D-X0 |
| Purity | 97 % |
| CAS | 175203-60-8 |
| MDL Number | MFCD00126363 |
| Molecular Formula | C9H6BrClS |
| Molecular Weight | 261.56 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 104-107 ℃
TSCA: Not listed on TSCA inventory