![1-[2-Fluoro-4-(methylsulfonyl)phenyl]piperidine-3-carboxylic 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)
| Product Number | 8H63-3-16 |
| CAS | 914637-67-5 |
| MDL Number | MFCD08692426 |
| Molecular Formula | C13H16FNO4S |
| Molecular Weight | 301.33 |
| Units | Price (USD) | Availability |
|---|
PN: 8H63-3-16
CAS: 914637-67-5
Molecule Weight: 301.33
Formula: C13H16FNO4S
![1-[4-(Methylsulfonyl)phenyl]piperidine-3-carboxylic acid](data:image/png;base64,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)
PN: 8H63-1-86
CAS: 942474-19-3
Molecule Weight: 283.34
Formula: C13H17NO4S
![1-[2-Fluoro-4-(methylsulfonyl)phenyl]piperidine-4-carboxylic acid](data:image/png;base64,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)
PN: 8H63-3-18
CAS: 914637-69-7
Molecule Weight: 301.33
Formula: C13H16FNO4S
![1-[2-Fluoro-4-(methylsulfonyl)phenyl]piperidine-4-carboxamide](data:image/png;base64,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)
PN: 8H63-3-17
CAS: 914637-63-1
Molecule Weight: 300.35
Formula: C13H17FN2O3S
![1-[2-Methyl-4-(methylsulfonyl)phenyl]piperidine-3-carboxylic acid](data:image/png;base64,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)
PN: 8H63-1-25
CAS: 942474-82-0
Molecule Weight: 297.37
Formula: C14H19NO4S
![1-[2-Chloro-4-(methylsulfonyl)phenyl]piperidine-3-carboxylic acid](data:image/png;base64,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)
PN: 8H63-5-13
CAS: 942474-35-3
Molecule Weight: 317.78
Formula: C13H16ClNO4S
PN: 4H37-3-Y8
CAS: 1000339-81-0
Molecule Weight: 248.257
Formula: C13H13FN2O2
![1-[2-(Methylsulfonyl)phenyl]piperidine-3-carboxylic acid](data:image/png;base64,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)
PN: 8H63-1-84
CAS: 951625-03-9
Molecule Weight: 283.34
Formula: C13H17NO4S
TSCA: Not listed on TSCA inventory