![1-[4-Fluoro-2-(methylsulfonyl)phenyl]piperidine-2-carboxylic 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)
| Product Number | 8H63-3-21 |
| CAS | 1214696-88-4 |
| MDL Number | MFCD08692472 |
| Molecular Formula | C13H16FNO4S |
| Molecular Weight | 301.33 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 8H63-3-21
CAS: 1214696-88-4
Molecule Weight: 301.33
Formula: C13H16FNO4S
![1-[4-Fluoro-2-(methylsulfonyl)phenyl]piperidine-4-carboxylic acid](data:image/png;base64,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)
PN: 8H63-3-23
CAS: 914637-73-3
Molecule Weight: 301.33
Formula: C13H16FNO4S
![1-[4-Fluoro-2-(methylsulfonyl)phenyl]piperidine-4-carboxamide](data:image/png;base64,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)
PN: 8H63-3-22
CAS: 914637-65-3
Molecule Weight: 300.35
Formula: C13H17FN2O3S
Melting Point: 184-186 ℃
TSCA: Not listed on TSCA inventory