| Product Number | 4H23-1-M5 |
| Synonyms | Methyl 1H-pyrrolo[2,3-b]pyridine-3-carboxylate; 3-(Methoxycarbonyl)-1H-pyrrolo[2,3-b]pyridine |
| CAS | 808137-94-2 |
| MDL Number | MFCD09864656 |
| Molecular Formula | C9H8N2O2 |
| Molecular Weight | 176.175 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H23-1-M5
CAS: 808137-94-2
Molecule Weight: 176.175
Formula: C9H8N2O2
PN: 4H21-1-61
CAS: 156270-06-3
Molecule Weight: 162.148
Formula: C8H6N2O2
PN: 4H58-1-M9
CAS: 1234616-01-3
Molecule Weight: 191.19
Formula: C9H9N3O2
![Methyl 5-bromo-1H-pyrrolo[2,3-b]pyridine-3-carboxylate](data:image/png;base64,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)
PN: 4H58-9-0E
CAS: 872619-43-7
Molecule Weight: 255.071
Formula: C9H7BrN2O2
![Methyl 5-iodo-1H-pyrrolo[2,3-b]pyridine-3-carboxylate](data:image/png;base64,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)
PN: 4H58-H-12
CAS: 1234615-78-1
Molecule Weight: 302.071
Formula: C9H7IN2O2
PN: 4H58-5-A4
CAS: 1273577-20-0
Molecule Weight: 224.64
Formula: C10H9ClN2O2
PN: 4H23-3-3C
CAS: 1027530-64-8
Molecule Weight: 194.165
Formula: C9H7FN2O2
PN: 4H58-5-B1
CAS: 1234615-81-6
Molecule Weight: 210.62
Formula: C9H7ClN2O2
Melting Point: 205-206 ℃
TSCA: Not listed on TSCA inventory