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)
| Product Number | 3H32-D-40 |
| CAS | 1060816-58-1 |
| MDL Number | MFCD09909707 |
| 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 |
TSCA: Not listed on TSCA inventory