![Methyl 3-[(1S)-1-aminoethyl]benzoate](data:image/png;base64,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)
| Product Number | 4758-1-14 |
| Synonyms | (S)-Methyl 3-(1-aminoethyl)benzoate |
| CAS | 1187927-21-4 |
| MDL Number | MFCD09256313 |
| Molecular Formula | C10H13NO2 |
| Molecular Weight | 179.219 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4758-1-14
CAS: 1187927-21-4
Molecule Weight: 179.219
Formula: C10H13NO2
PN: 4758-5-02
CAS: 1263378-68-2
Molecule Weight: 215.68
Formula: C10H14ClNO2
![Ethyl 3-[1-(methylamino)ethyl]benzoate hydrochloride](data:image/png;base64,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)
PN: 4658-1-5Y
CAS:
Molecule Weight: 243.73
Formula: C12H18ClNO2
![Ethyl 3-[(1S)-1-(methylamino)ethyl]benzoate hydrochloride](data:image/png;base64,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)
PN: 4658-1-S02
CAS:
Molecule Weight: 243.73
Formula: C12H18ClNO2
PN: P911-A-18
CAS: 17841-68-8
Molecule Weight: 201.65
Formula: C9H12ClNO2
![Ethyl 3-[1-(benzylamino)ethyl]benzoate hydrochloride](data:image/png;base64,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)
PN: 4658-1-5P
CAS:
Molecule Weight: 319.83
Formula: C18H22ClNO2
![Ethyl 3-[(1S)-1-(benzylamino)ethyl]benzoate hydrochloride](data:image/png;base64,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)
PN: 4658-1-S0B
CAS:
Molecule Weight: 319.83
Formula: C18H22ClNO2
![Ethyl 3-[1-(prop-2-ynylamino)ethyl]benzoate hydrochloride](data:image/png;base64,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)
PN: 4658-1-5V
CAS:
Molecule Weight: 267.75
Formula: C14H18ClNO2
TSCA: Not listed on TSCA inventory