![8-Bromopyrido[3,4-b]pyrazine-2,3(1H,4H)-dione](data:image/png;base64,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)
| Product Number | 4H48-9-18 |
| Purity | 95 % |
| CAS | 1227382-03-7 |
| MDL Number | MFCD17012865 |
| 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