| Product Number | 4H58-1-N8 |
| Synonyms | 1H-Pyrrolo[3,2-c]pyridine-3-carboxylic acid |
| CAS | 119248-43-0 |
| MDL Number | MFCD08690129 |
| Molecular Formula | C8H6N2O2 |
| Molecular Weight | 162.148 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H58-1-N8
CAS: 119248-43-0
Molecule Weight: 162.148
Formula: C8H6N2O2
![1H-Pyrrolo[3,2-c]pyridine-3-carbaldehyde](data:image/png;base64,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)
PN: 4H15-1-4B
CAS: 933717-10-3
Molecule Weight: 146.149
Formula: C8H6N2O
![1H-Pyrrolo[3,2-b]pyridine-7-carboxylic acid](data:image/png;base64,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)
PN: 4H58-1-096
CAS: 1190319-18-6
Molecule Weight: 162.148
Formula: C8H6N2O2
PN: 4H21-1-98
CAS: 209920-43-4
Molecule Weight: 175.187
Formula: C10H9NO2
![6-Bromo-1H-pyrrolo[3,2-c]pyridine-3-carboxylic acid](data:image/png;base64,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)
PN: 4H21-9-1J
CAS: 1000341-77-4
Molecule Weight: 241.044
Formula: C8H5BrN2O2
PN: 4H21-1-JQ
CAS: 30448-16-9
Molecule Weight: 175.187
Formula: C10H9NO2
PN: 4H21-1-KC
CAS: 887576-06-9
Molecule Weight: 189.17
Formula: C10H7NO3
TSCA: Not listed on TSCA inventory
