| Product Number | 4H56-1-R64 |
| CAS | 722499-65-2 |
| MDL Number | MFCD09264105 |
| Molecular Formula | C13H16N2O3 |
| Molecular Weight | 248.282 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-1-R64
CAS: 722499-65-2
Molecule Weight: 248.282
Formula: C13H16N2O3
PN: 4H51-1-84
CAS: 24666-55-5
Molecule Weight: 262.265
Formula: C13H14N2O4
PN: 4H56-1-026
CAS: 478646-33-2
Molecule Weight: 234.299
Formula: C13H18N2O2
PN: 4656-1-SD
CAS: 13139-28-1
Molecule Weight: 250.298
Formula: C13H18N2O3
PN: 4H56-1-S0M
CAS: 92235-39-7
Molecule Weight: 214.265
Formula: C10H18N2O3
![2-(2-{[(Benzyloxy)carbonyl]amino}propanamido)acetic acid](data:image/png;base64,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)
PN: 4658-1-6X
CAS: 2503-31-3
Molecule Weight: 280.28
Formula: C13H16N2O5
![(1S,6R)-8-Cbz-3,8-diazabicyclo[4.2.0]octane](data:image/png;base64,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)
PN: 4H56-1-0E8
CAS: 1293941-04-4
Molecule Weight: 246.31
Formula: C14H18N2O2
![(1R,6S)-8-Cbz-3,8-diazabicyclo[4.2.0]octane](data:image/png;base64,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)
PN: 4H56-1-0E9
CAS: 1932802-76-0
Molecule Weight: 246.31
Formula: C14H18N2O2
TSCA: Not listed on TSCA inventory