| Product Number | 4656-B-0F |
| CAS | 924817-99-2 |
| MDL Number | MFCD06410614 |
| Molecular Formula | C14H19BrFNO2 |
| Molecular Weight | 332.213 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4656-B-0F
CAS: 924817-99-2
Molecule Weight: 332.213
Formula: C14H19BrFNO2
PN: 4656-B-0H
CAS: 924817-75-4
Molecule Weight: 332.213
Formula: C14H19BrFNO2
PN: 4656-B-0G
CAS: 924818-00-8
Molecule Weight: 332.213
Formula: C14H19BrFNO2
![3-[(tert-Butoxycarbonyl)amino]-3-(3-fluorophenyl)propanoic acid](data:image/png;base64,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)
PN: 4658-3-X9
CAS: 284493-59-0
Molecule Weight: 283.299
Formula: C14H18FNO4
PN: 4658-3-RB
CAS: 500789-04-8
Molecule Weight: 283.299
Formula: C14H18FNO4
PN: 4656-9-47
CAS: 924817-79-8
Molecule Weight: 393.119
Formula: C14H19Br2NO2
PN: 4656-D-19
CAS: 924817-77-6
Molecule Weight: 348.67
Formula: C14H19BrClNO2
PN: 4656-3-W5
CAS: 1338218-86-2
Molecule Weight: 251.301
Formula: C14H18FNO2
TSCA: Not listed on TSCA inventory