| Product Number | 4H58-1-8X |
| Synonyms | 1-Methylpyrrolo[2,3-b]pyridine-3-carboxylic acid |
| CAS | 171919-37-2 |
| MDL Number | MFCD15529044 |
| Molecular Formula | C9H8N2O2 |
| Molecular Weight | 176.175 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H58-1-8X
CAS: 171919-37-2
Molecule Weight: 176.175
Formula: C9H8N2O2
PN: 4H21-1-61
CAS: 156270-06-3
Molecule Weight: 162.148
Formula: C8H6N2O2
![1-Methyl-1H-pyrrolo[2,3-b]pyridine-3-carbaldehyde](data:image/png;base64,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)
PN: 4H15-1-3N
CAS: 171919-36-1
Molecule Weight: 160.176
Formula: C9H8N2O
PN: 4H23-1-M5
CAS: 808137-94-2
Molecule Weight: 176.175
Formula: C9H8N2O2
![1-Methyl-1H-pyrrolo[2,3-b]pyridine-5-carboxylic acid](data:image/png;base64,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)
PN: 4H58-1-UE
CAS: 934568-20-4
Molecule Weight: 176.175
Formula: C9H8N2O2
PN: 4H58-5-99
CAS: 1000340-37-3
Molecule Weight: 196.59
Formula: C8H5ClN2O2
PN: 4H58-1-P8
CAS: 1147753-38-5
Molecule Weight: 176.175
Formula: C9H8N2O2
PN: 4H58-1-M9
CAS: 1234616-01-3
Molecule Weight: 191.19
Formula: C9H9N3O2
TSCA: Not listed on TSCA inventory