| Product Number | 3H32-1-AJ |
| Synonyms | 3-Methyl-1H-pyrrolo[2,3-b]pyridine |
| CAS | 5654-93-3 |
| MDL Number | MFCD08272239 |
| Molecular Formula | C8H8N2 |
| Molecular Weight | 132.166 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
![5-Methyl-1H-pyrrolo[2,3-b]pyridine](data:image/png;base64,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)
PN: 3H32-1-HE
CAS: 824-52-2
Molecule Weight: 132.166
Formula: C8H8N2
PN: 3H32-5-B4
CAS: 1408075-79-5
Molecule Weight: 183.64
Formula: C8H10ClN3
![1H-Pyrrolo[2,3-b]pyridin-3-ylmethanamine dihydrochloride](data:image/png;base64,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)
PN: 3H30-5-4C
CAS: 1523618-08-7
Molecule Weight: 220.1
Formula: C8H11Cl2N3
![1H-Pyrrolo[2,3-b]pyridin-3-ylmethanol](data:image/png;base64,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)
PN: 4H01-1-DN
CAS: 1065100-83-5
Molecule Weight: 148.165
Formula: C8H8N2O
![4-Methyl-1H-pyrrolo[2,3-b]pyridine](data:image/png;base64,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)
PN: 3H31-1-5A
CAS: 824-24-8
Molecule Weight: 132.166
Formula: C8H8N2
TSCA: Not listed on TSCA inventory
