| Product Number | 4H56-1-0C7 |
| CAS | 195877-90-8 |
| MDL Number | MFCD02179070 |
| Molecular Formula | C21H30N2O6 |
| Molecular Weight | 406.479 |
| 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: 4H56-1-0C7
CAS: 195877-90-8
Molecule Weight: 406.479
Formula: C21H30N2O6
PN: 4H58-1-73
CAS: 28697-07-6
Molecule Weight: 263.293
Formula: C14H17NO4
![2-{[(Benzyloxy)carbonyl]amino}-4-methylpentanoic acid](data:image/png;base64,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)
PN: 4758-1-0M
CAS: 3588-60-1
Molecule Weight: 265.309
Formula: C14H19NO4
PN: 4H58-1-S9
CAS: 1378392-02-9
Molecule Weight: 263.293
Formula: C14H17NO4
PN: 4658-1-0W
CAS: 17191-44-5
Molecule Weight: 263.293
Formula: C14H17NO4
![3-[1-(tert-Butoxycarbonyl)piperidin-4-yl]-3-[(bentyloxycarbonyl)amino]propanoic acid](data:image/png;base64,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)
PN: 4H58-1-KT
CAS: 372144-07-5
Molecule Weight: 406.479
Formula: C21H30N2O6
TSCA: Not listed on TSCA inventory
