![2-(5-Chloro-1H-pyrrolo[3,2-b]pyridin-2-yl)benzenamine](data:image/png;base64,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)
| Product Number | 3H30-5-5Y |
| CAS | 1206970-52-6 |
| MDL Number | MFCD14585400 |
| Molecular Formula | C13H10ClN3 |
| Molecular Weight | 243.69 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory