![4-{3-(Trifluoromethyl)phenyl]sulfonyl}piperidine hydrochloride](data:image/png;base64,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)
| Product Number | 8H63-7-06 |
| CAS | 849035-98-9 |
| MDL Number | MFCD04039237 |
| Molecular Formula | C12H15ClF3NO2S |
| Molecular Weight | 329.76 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 8H63-7-06
CAS: 849035-98-9
Molecule Weight: 329.76
Formula: C12H15ClF3NO2S
![4-[(4-Methylphenyl)sulfonyl]piperidine hydrochloride](data:image/png;base64,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)
PN: 8H63-5-Y1
CAS: 676527-73-4
Molecule Weight: 275.79
Formula: C12H18ClNO2S
PN: 8H63-5-X4
CAS: 1172500-91-2
Molecule Weight: 261.76
Formula: C11H16ClNO2S
PN: 8H63-1-3Q
CAS: 285995-13-3
Molecule Weight: 225.31
Formula: C11H15NO2S
Melting Point: 226-229 ℃
TSCA: Not listed on TSCA inventory