| Product Number | 4H56-1-SN |
| Synonyms | (3S)-3-[(Triphenylmethyl)amino]oxetan-2-one |
| CAS | 88109-06-2 |
| MDL Number | MFCD00270148 |
| Molecular Formula | C22H19NO2 |
| Molecular Weight | 329.399 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4658-1-7C
CAS: 13515-76-9
Molecule Weight: 361.441
Formula: C23H23NO3
PN: 4H58-1-360
CAS: 111061-44-0
Molecule Weight: 448.607
Formula: C28H36N2O3
![Methyl 2-([(1R)-1-phenylethyl]amino)acetate](data:image/png;base64,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)
PN: 4658-1-R10
CAS: 91284-61-6
Molecule Weight: 193.246
Formula: C11H15NO2
![Methyl 2-[[(1S)-1-phenylethyl]amino]acetate](data:image/png;base64,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)
PN: 4658-1-S10
CAS: 248603-82-9
Molecule Weight: 193.246
Formula: C11H15NO2
PN: 4H58-1-S26
CAS: 75154-68-6
Molecule Weight: 343.426
Formula: C23H21NO2
PN: 4658-1-5E
CAS: 131110-76-4
Molecule Weight: 209.245
Formula: C11H15NO3
PN: 4H58-1-BP
CAS: 1159738-31-4
Molecule Weight: 207.229
Formula: C11H13NO3
Melting Point: 191-196 ℃
TSCA: Not listed on TSCA inventory