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)
| Product Number | 3H32-D-20 |
| CAS | 952183-48-1 |
| MDL Number | MFCD09607939 |
| Molecular Formula | C7H3BrCl2N2 |
| Molecular Weight | 265.92 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
Melting Point: 111-113 ℃
TSCA: Not listed on TSCA inventory