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)
| Product Number | 3H31-9-39 |
| Purity | 97.0 % |
| CAS | 1260665-49-3 |
| MDL Number | MFCD18250185 |
| Molecular Formula | C6H4BrN3 |
| Molecular Weight | 198.023 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H31-9-39
CAS: 1260665-49-3
Molecule Weight: 198.023
Formula: C6H4BrN3
![2-Bromo-5H-pyrrolo[2,3-b]pyrazine](data:image/png;base64,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)
PN: 3H32-9-94
CAS: 875781-43-4
Molecule Weight: 198.023
Formula: C6H4BrN3
TSCA: Not listed on TSCA inventory