![7-Bromopyrido[2,3-b]pyrazine-8-carbaldehyde](data:image/png;base64,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)
| Product Number | 4H15-9-29 |
| Purity | 97 % |
| CAS | 893566-36-4 |
| MDL Number | MFCD21605261 |
| Molecular Formula | C8H4BrN3O |
| Molecular Weight | 238.044 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H15-9-29
CAS: 893566-36-4
Molecule Weight: 238.044
Formula: C8H4BrN3O
![7-Bromo-8-methylpyrido[2,3-b]pyrazine](data:image/png;base64,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)
PN: 3H32-9-X6
CAS: 116605-69-7
Molecule Weight: 224.061
Formula: C8H6BrN3
![6-Bromo-7-methyl-1H-imidazo[4,5-b]pyridine](data:image/png;base64,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)
PN: 3H31-9-X0
CAS: 91996-63-3
Molecule Weight: 212.05
Formula: C7H6BrN3
![7-Bromopyrido[2,3-b]pyrazine](data:image/png;base64,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)
PN: 3H32-9-L0
CAS: 52333-42-3
Molecule Weight: 210.034
Formula: C7H4BrN3
TSCA: Not listed on TSCA inventory