![Methyl 2-(1H-pyrrolo[2,3-b]pyridin-3-yl)acetate](data:image/png;base64,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)
| Product Number | 4H23-1-JU |
| Purity | 95 % |
| CAS | 169030-84-6 |
| MDL Number | MFCD11226228 |
| Molecular Formula | C10H10N2O2 |
| Molecular Weight | 190.202 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H23-1-JU
CAS: 169030-84-6
Molecule Weight: 190.202
Formula: C10H10N2O2
![2-(1H-Pyrrolo[2,3-b]pyridin-3-yl)acetic acid](data:image/png;base64,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)
PN: 4H58-1-014
CAS: 1912-42-1
Molecule Weight: 176.175
Formula: C9H8N2O2
![2-Oxo-2-(1H-pyrrolo[2,3-b]pyridin-3-yl)acetic acid](data:image/png;base64,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)
PN: 4H58-1-276
CAS: 478677-93-9
Molecule Weight: 190.158
Formula: C9H6N2O3
TSCA: Not listed on TSCA inventory