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)
| Product Number | 3H31-9-38 |
| Purity | 97.0 % |
| CAS | 1000341-51-4 |
| MDL Number | MFCD09263244 |
| Molecular Formula | C7H5BrN2 |
| Molecular Weight | 197.035 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H31-9-38
CAS: 1000341-51-4
Molecule Weight: 197.035
Formula: C7H5BrN2
![7-Bromopyrido[3,4-b]pyrazine](data:image/png;base64,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)
PN: 3H32-9-FH
CAS: 1337880-74-6
Molecule Weight: 210.034
Formula: C7H4BrN3
TSCA: Not listed on TSCA inventory
