| Product Number | 8H69-7-34 |
| CAS | 1353958-85-6 |
| MDL Number | MFCD21098932 |
| Molecular Formula | C12H18ClFN2O2S |
| Molecular Weight | 308.8 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 8H69-7-34
CAS: 1353958-85-6
Molecule Weight: 308.8
Formula: C12H18ClFN2O2S
PN: 8H69-7-27
CAS: 913634-50-1
Molecule Weight: 294.77
Formula: C11H16ClFN2O2S
![[1-(4-Fluorobenzenesulfonyl)-piperidin-4-yl]-methyl-amine hydrochloride](data:image/png;base64,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)
PN: 8H69-7-26
CAS: 1353958-87-8
Molecule Weight: 308.8
Formula: C12H18ClFN2O2S
PN: 8H69-1-W6
CAS: 387350-82-5
Molecule Weight: 280.39
Formula: C14H20N2O2S
![C-[1-(4-Fluorobenzenesulfonyl)-piperidin-3-yl]-methylamine hydrochloride](data:image/png;base64,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)
PN: 8H69-7-28
CAS: 1353985-93-9
Molecule Weight: 308.8
Formula: C12H18ClFN2O2S
![1-[(4-Fluorophenyl)sulfonyl]pyrrolidine](data:image/png;base64,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)
PN: 8H69-3-X1
CAS: 157187-14-9
Molecule Weight: 229.27
Formula: C10H12FNO2S
PN: 8H69-7-31
CAS: 1353971-00-2
Molecule Weight: 308.8
Formula: C12H18ClFN2O2S
PN: 8H69-7-00
CAS: 1353971-21-7
Molecule Weight: 308.8
Formula: C12H18ClFN2O2S
TSCA: Not listed on TSCA inventory