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)
| Product Number | 4H17-1-3Q |
| CAS | 1522641-39-9 |
| MDL Number | MFCD26403974 |
| Molecular Formula | C8H7N3O |
| Molecular Weight | 161.164 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H17-1-3Q
CAS: 1522641-39-9
Molecule Weight: 161.164
Formula: C8H7N3O
![5H-Pyrrolo[2,3-b]pyrazine-7-carboxylic acid](data:image/png;base64,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)
PN: 4H58-1-WB
CAS: 502141-03-9
Molecule Weight: 163.136
Formula: C7H5N3O2
![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
TSCA: Not listed on TSCA inventory