![3-[(Pyridin-3-yl)methoxy]benzoic acid hydrochloride](data:image/png;base64,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)
| Product Number | 4H21-5-2A |
| Purity | 97 % |
| CAS | 1610377-14-4 |
| MDL Number | MFCD28016109 |
| Molecular Formula | C13H12ClNO3 |
| Molecular Weight | 265.69 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory