![(1H-Pyrrolo[2,3-c]pyridin-2-yl)methanol](data:image/png;base64,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)
| Product Number | 4H56-1-0CD |
| Synonyms | 2-(Hydroxymethyl)-1H-pyrrolo[2,3-c]pyridine |
| CAS | 882881-15-4 |
| MDL Number | MFCD11506123 |
| Molecular Formula | C8H8N2O |
| Molecular Weight | 148.165 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-1-0CD
CAS: 882881-15-4
Molecule Weight: 148.165
Formula: C8H8N2O
![2-Methyl-1H-pyrrolo[2,3-c]pyridine](data:image/png;base64,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)
PN: 3H32-1-A0
CAS: 65645-56-9
Molecule Weight: 132.166
Formula: C8H8N2
PN: 4H56-1-2W
CAS: 24334-20-1
Molecule Weight: 162.148
Formula: C8H6N2O2
PN: 4H58-1-J2
CAS: 24334-19-8
Molecule Weight: 190.202
Formula: C10H10N2O2
Melting Point: 185 ℃
TSCA: Not listed on TSCA inventory