![Ethyl 3-[(1S)-1-anilinoethyl]benzoate hydrochloride](data:image/png;base64,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)
| Product Number | 4658-1-S0E |
| CAS | |
| MDL Number | MFCD31695638 |
| Molecular Formula | C17H20ClNO2 |
| Molecular Weight | 305.8 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory