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)
| Product Number | 4H55-9-0D |
| CAS | 1072944-59-2 |
| MDL Number | MFCD11504901 |
| Molecular Formula | C8H6BrN3O2 |
| Molecular Weight | 256.059 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory