![2-Amino-4-fluoro-5-[(2S)-piperidin-2-yl]benzoic acid](data:image/png;base64,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)
| Product Number | 4H57-3-09 |
| Synonyms | (S)-2-Amino-4-fluoro-5-piperidin-2-ylbenzoic acid |
| Purity | 97 % |
| CAS | 1213465-06-5 |
| MDL Number | MFCD11511585 |
| Molecular Formula | C12H15FN2O2 |
| Molecular Weight | 238.262 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory