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)
| Product Number | 3H32-9-94 |
| Synonyms | 5-Bromo-4,7-diazaindole |
| CAS | 875781-43-4 |
| MDL Number | MFCD09834822 |
| Molecular Formula | C6H4BrN3 |
| Molecular Weight | 198.023 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H32-9-94
CAS: 875781-43-4
Molecule Weight: 198.023
Formula: C6H4BrN3
![3-Bromo-5H-pyrrolo[2,3-b]pyrazine](data:image/png;base64,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)
PN: 3H31-9-39
CAS: 1260665-49-3
Molecule Weight: 198.023
Formula: C6H4BrN3
![2-Bromo-7-iodo-5H-pyrrolo[2,3-b]pyrazine](data:image/png;base64,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)
PN: 3H31-S-05
CAS: 875781-44-5
Molecule Weight: 323.919
Formula: C6H3BrIN3
![2-Bromo-5H-pyrrolo[2,3-b]pyrazine-7-carboxaldehyde](data:image/png;base64,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)
PN: 4H15-9-0Q
CAS: 1185428-32-3
Molecule Weight: 226.033
Formula: C7H4BrN3O
Boiling Point: 265 ℃
TSCA: Not listed on TSCA inventory
![5H-Pyrrolo[2,3-b]pyrazine](data:image/png;base64,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)