| Product Number | 4H37-3-Y8 |
| CAS | 1000339-81-0 |
| MDL Number | MFCD09750918 |
| Molecular Formula | C13H13FN2O2 |
| Molecular Weight | 248.257 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H37-3-Y8
CAS: 1000339-81-0
Molecule Weight: 248.257
Formula: C13H13FN2O2
PN: 4H37-1-7Q
CAS: 321337-54-6
Molecule Weight: 230.267
Formula: C13H14N2O2
PN: 4H37-3-Y9
CAS: 1000339-80-9
Molecule Weight: 248.257
Formula: C13H13FN2O2
PN: 4H37-1-6Q
CAS: 942474-51-3
Molecule Weight: 230.267
Formula: C13H14N2O2
![1-[2-Fluoro-4-(methylsulfonyl)phenyl]piperidine-3-carboxylic acid](data:image/png;base64,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)
PN: 8H63-3-16
CAS: 914637-67-5
Molecule Weight: 301.33
Formula: C13H16FNO4S
TSCA: Not listed on TSCA inventory