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)
| Product Number | 3H32-9-96 |
| CAS | 705263-10-1 |
| MDL Number | MFCD09832894 |
| Molecular Formula | C6H4BrN3 |
| Molecular Weight | 198.023 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 122-124 ℃
TSCA: Not listed on TSCA inventory