![2-Amino-2-[4-(2-pyridyl)phenyl]acetic acid hydrochloride](data:image/png;base64,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)
| Product Number | 4H57-5-20 |
| CAS | 1135818-89-1 |
| MDL Number | MFCD07371460 |
| Molecular Formula | C13H13ClN2O2 |
| Molecular Weight | 264.71 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory