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4-[(1S)-1-aminoethyl]benzoate](data:image/png;base64,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)
| Product Number | 4630-1-S2 |
| Synonyms | (1S)-1-[4-(Methoxycarbonyl)phenyl]ethylamine; (S)-4-(Methoxycarbonyl)-alpha-methylbenzylamine |
| Purity | 98 % |
| CAS | 222714-37-6 |
| MDL Number | MFCD06762070 |
| Molecular Formula | C10H13NO2 |
| Molecular Weight | 179.219 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4630-1-S2
CAS: 222714-37-6
Molecule Weight: 179.219
Formula: C10H13NO2
PN: 4630-1-R2
CAS: 912342-10-0
Molecule Weight: 179.219
Formula: C10H13NO2
PN: 4658-5-X1
CAS: 6232-11-7
Molecule Weight: 201.65
Formula: C9H12ClNO2
PN: 4658-1-5B
CAS: 1006037-03-1
Molecule Weight: 191.23
Formula: C11H13NO2
![Ethyl 4-[1-(methylamino)ethyl]benzoate hydrochloride](data:image/png;base64,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)
PN: 4658-1-5X
CAS:
Molecule Weight: 243.73
Formula: C12H18ClNO2
![Ethyl 4-[(1S)-1-(methylamino)ethyl]benzoate hydrochloride](data:image/png;base64,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)
PN: 4658-1-S03
CAS:
Molecule Weight: 243.73
Formula: C12H18ClNO2
PN: 4658-7-06
CAS: 1803591-99-2
Molecule Weight: 269.65
Formula: C10H11ClF3NO2
PN: 4658-1-5F
CAS: 71048-74-3
Molecule Weight: 209.201
Formula: C10H11NO4
Melting Point: 59-62 ℃
TSCA: Not listed on TSCA inventory