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)
| Product Number | 3H32-9-FJ |
| Purity | 98 % |
| CAS | 1019023-12-1 |
| MDL Number | MFCD09994391 |
| Molecular Formula | C5H3BrN4 |
| Molecular Weight | 199.011 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory