![7-Bromopyrido[2,3-b]pyrazine-2,3(1H,4H)-dione](data:image/png;base64,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)
| Product Number | 4H48-9-19 |
| Purity | 95 % |
| CAS | 168123-82-8 |
| MDL Number | MFCD00460131 |
| Molecular Formula | C7H4BrN3O2 |
| Molecular Weight | 242.032 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory