| Product Number | 4656-1-85 |
| CAS | 209115-32-2 |
| MDL Number | MFCD00392051 |
| Molecular Formula | C19H21NO3 |
| Molecular Weight | 311.381 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4656-1-85
CAS: 209115-32-2
Molecule Weight: 311.381
Formula: C19H21NO3
PN: 4656-1-83
CAS: 209115-33-3
Molecule Weight: 325.408
Formula: C20H23NO3
PN: 4656-1-82
CAS: 157887-82-6
Molecule Weight: 297.354
Formula: C18H19NO3
PN: 4656-1-84
CAS: 127903-20-2
Molecule Weight: 339.435
Formula: C21H25NO3
![4-{[(9H-Fluoren-9-ylmethoxy)carbonyl]amino}-2,2-dimethylbutanoic acid](data:image/png;base64,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)
PN: 4658-1-2W
CAS: 1310680-24-0
Molecule Weight: 353.418
Formula: C21H23NO4
![4-{[(9H-Fluoren-9-ylmethoxy)carbonyl]amino}-2-methylbutanoic acid](data:image/png;base64,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)
PN: 4658-1-2X
CAS: 1503610-79-4
Molecule Weight: 339.391
Formula: C20H21NO4
Melting Point: 115-117 ℃
TSCA: Not listed on TSCA inventory
