| Product Number | 4H48-1-034 |
| CAS | 13850-76-5 |
| MDL Number | MFCD01856779 |
| Molecular Formula | C13H15NO3 |
| Molecular Weight | 233.267 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H48-1-034
CAS: 13850-76-5
Molecule Weight: 233.267
Formula: C13H15NO3
PN: 4H58-1-545
CAS: 32749-55-6
Molecule Weight: 233.267
Formula: C13H15NO3
PN: 4H56-1-00N
CAS: 1307909-16-5
Molecule Weight: 276.336
Formula: C15H20N2O3
PN: 4H21-5-62
CAS: 50585-92-7
Molecule Weight: 255.74
Formula: C13H18ClNO2
![1-[(2-Chloro-6-fluorophenyl)carbonyl]piperidine-3-carboxylic acid](data:image/png;base64,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)
PN: 4H29-7-01
CAS: 1017214-09-3
Molecule Weight: 285.7
Formula: C13H13ClFNO3
PN: 4H58-1-5K
CAS: 1039964-65-2
Molecule Weight: 276.336
Formula: C15H20N2O3
PN: 4H58-3-Z6
CAS: 832737-45-8
Molecule Weight: 237.274
Formula: C13H16FNO2
PN: 4H58-7-72
CAS: 1185303-78-9
Molecule Weight: 273.73
Formula: C13H17ClFNO2
TSCA: Not listed on TSCA inventory