![(3S)-4-(9H-Fluoren-9-ylmethoxy)-3-[(2-methylpropan-2-yl)oxycarbonylamino]-4-oxobutanoic acid](data:image/png;base64,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)
| Product Number | 4658-1-S1P |
| Synonyms | Boc-Asp-OFm |
| CAS | 129046-87-3 |
| MDL Number | MFCD00151868 |
| Molecular Formula | C23H25NO6 |
| Molecular Weight | 411.454 |
| Units | Price (USD) | Availability |
|---|
PN: 4658-1-S1P
CAS: 129046-87-3
Molecule Weight: 411.454
Formula: C23H25NO6
![(2S)-4-(tert-Butoxy)-2-({[(9H-fluoren-9-yl)methoxy]carbonyl}amino)-4-oxobutanoic acid](data:image/png;base64,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)
PN: 4658-1-S1
CAS: 71989-14-5
Molecule Weight: 411.454
Formula: C23H25NO6
PN: 4658-1-S0K
CAS: 86060-83-5
Molecule Weight: 445.471
Formula: C26H23NO6
PN: 4658-1-S0M
CAS: 86060-84-6
Molecule Weight: 445.471
Formula: C26H23NO6
PN: 4H56-1-04X
CAS: 285996-72-7
Molecule Weight: 367.401
Formula: C21H21NO5
TSCA: Not listed on TSCA inventory
