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)
| Product Number | 3H32-D-29 |
| CAS | 784150-41-0 |
| MDL Number | MFCD08276174 |
| Molecular Formula | C6H3BrClN3 |
| Molecular Weight | 232.47 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 258 ℃
TSCA: Not listed on TSCA inventory