| Product Number | 4H21-1-BG |
| Synonyms | 1H-Pyrrolo[3,2-b]pyridine-2-carboxylic acid; 2-Carboxy-1H-pyrrolo[3,2b]pyridine |
| CAS | 17288-35-6 |
| MDL Number | MFCD09955613 |
| Molecular Formula | C8H6N2O2 |
| Molecular Weight | 162.148 |
| Units | Price (USD) | Availability |
|---|
PN: 4H21-1-BG
CAS: 17288-35-6
Molecule Weight: 162.148
Formula: C8H6N2O2
PN: 4H23-1-X5
CAS: 394223-19-9
Molecule Weight: 176.175
Formula: C9H8N2O2
PN: 4H58-1-J3
CAS: 17288-32-3
Molecule Weight: 190.202
Formula: C10H10N2O2
![6-Chloro-1H-pyrrolo[3,2-b]pyridine-2-carboxylic acid](data:image/png;base64,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)
PN: 4H21-5-47
CAS: 1211530-05-0
Molecule Weight: 196.59
Formula: C8H5ClN2O2
PN: 4H58-1-Q9
CAS: 872355-64-1
Molecule Weight: 162.148
Formula: C8H6N2O2
PN: 4H58-1-59
CAS: 1198420-91-5
Molecule Weight: 191.19
Formula: C9H9N3O2
![6-Bromo-1H-pyrrolo[3,2-b]pyridine-2-carboxylic acid](data:image/png;base64,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)
PN: 4H58-9-33
CAS: 1260386-47-7
Molecule Weight: 241.044
Formula: C8H5BrN2O2
PN: 4H21-1-Z1
CAS: 49850-62-6
Molecule Weight: 174.159
Formula: C9H6N2O2
TSCA: Not listed on TSCA inventory