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)
| Product Number | 3H32-9-FH |
| CAS | 1337880-74-6 |
| MDL Number | MFCD22380148 |
| Molecular Formula | C7H4BrN3 |
| Molecular Weight | 210.034 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 3H32-9-FH
CAS: 1337880-74-6
Molecule Weight: 210.034
Formula: C7H4BrN3
![5-Bromopyrido[3,4-b]pyrazine](data:image/png;base64,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)
PN: 3H32-9-X7
CAS: 1159829-75-0
Molecule Weight: 210.034
Formula: C7H4BrN3
![5-Bromo-1H-pyrrolo[3,2-b]pyridine](data:image/png;base64,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)
PN: 3H31-9-38
CAS: 1000341-51-4
Molecule Weight: 197.035
Formula: C7H5BrN2
![6-Bromo-1H-imidazo[4,5-c]pyridine](data:image/png;base64,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)
PN: 3H31-9-X6
CAS: 1312440-90-6
Molecule Weight: 198.023
Formula: C6H4BrN3
TSCA: Not listed on TSCA inventory