| Product Number | 4658-1-W2 |
| Synonyms | N-{[(9H-Fluoren-9-yl)methoxy]carbonyl}-L-leucine; (2S)-2-({[(9H-Fluoren-9-yl)methoxy]carbonyl}amino)-4-methylpentanoic acid |
| CAS | 35661-60-0 |
| MDL Number | MFCD00037133 |
| Molecular Formula | C21H23NO4 |
| Molecular Weight | 353.418 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 4658-1-0E
CAS: 885951-77-9
Molecule Weight: 337.375
Formula: C20H19NO4
amino}-4-methylpentanoic acid](data:image/png;base64,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)
PN: 4658-1-S0
CAS: 103478-62-2
Molecule Weight: 367.445
Formula: C22H25NO4
PN: 4658-1-RE
CAS: 170642-29-2
Molecule Weight: 351.402
Formula: C21H21NO4
PN: 4658-1-SE
CAS: 214750-76-2
Molecule Weight: 351.402
Formula: C21H21NO4
Melting Point: 152-156 ℃
TSCA: Not listed on TSCA inventory
EINECS: 252-662-7
