![6-Bromo-1H-pyrrolo[3,2-c]pyridine-3-carboxylic acid](data:image/png;base64,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)
| Product Number | 4H21-9-1J |
| Purity | 95.0 % |
| CAS | 1000341-77-4 |
| MDL Number | MFCD09749989 |
| Molecular Formula | C8H5BrN2O2 |
| Molecular Weight | 241.044 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H21-9-1J
CAS: 1000341-77-4
Molecule Weight: 241.044
Formula: C8H5BrN2O2
![6-Bromo-1H-pyrrolo[3,2-c]pyridine-3-carbaldehyde](data:image/png;base64,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)
PN: 4H15-9-0S
CAS: 1000341-75-2
Molecule Weight: 225.045
Formula: C8H5BrN2O
PN: 4H58-1-N8
CAS: 119248-43-0
Molecule Weight: 162.148
Formula: C8H6N2O2
PN: 4H58-9-1V
CAS: 101774-27-0
Molecule Weight: 240.056
Formula: C9H6BrNO2
TSCA: Not listed on TSCA inventory