| Product Number | 4H58-1-S0A |
| Purity | 97.0 % |
| CAS | 47355-10-2 |
| MDL Number | MFCD00065992 |
| Molecular Formula | C17H20N2O5 |
| Molecular Weight | 332.356 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H58-1-S0A
CAS: 47355-10-2
Molecule Weight: 332.356
Formula: C17H20N2O5
PN: 4H58-1-S0H
CAS: 114873-09-5
Molecule Weight: 318.373
Formula: C17H22N2O4
PN: 4658-1-6M
CAS: 1219333-83-1
Molecule Weight: 318.373
Formula: C17H22N2O4
PN: 4H57-3-R4
CAS: 114926-41-9
Molecule Weight: 322.336
Formula: C16H19FN2O4
PN: 4H58-5-DV
CAS: 361576-61-6
Molecule Weight: 338.79
Formula: C16H19ClN2O4
![2-[4-({[2-[(tert-Butoxycarbonyl)amino]-3-(1-formyl-1H-indol-3-yl)propanoyl]oxy}methyl)phenyl]acetic acid](data:image/png;base64,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)
PN: 4H58-1-4U
CAS: 1332767-15-3
Molecule Weight: 480.517
Formula: C26H28N2O7
TSCA: Not listed on TSCA inventory
