![Ethyl 2-[(1S)-1-anilinoethyl]benzoate hydrochloride](data:image/png;base64,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)
| Product Number | 4658-1-S0D |
| CAS | |
| MDL Number | MFCD31695641 |
| 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