| Product Number | 8H66-3-0K |
| CAS | 226398-48-7 |
| MDL Number | MFCD18837552 |
| Molecular Formula | C16H22FNO2S |
| Molecular Weight | 311.42 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 8H66-3-0K
CAS: 226398-48-7
Molecule Weight: 311.42
Formula: C16H22FNO2S
PN: 8H63-3-30
CAS: 226398-50-1
Molecule Weight: 343.41
Formula: C16H22FNO4S
PN: 8H66-3-0J
CAS: 1289388-37-9
Molecule Weight: 325.44
Formula: C17H24FNO2S
PN: 8H66-3-R0
CAS: 1289585-20-1
Molecule Weight: 297.39
Formula: C15H20FNO2S
PN: 8H66-3-S0
CAS: 1289584-88-8
Molecule Weight: 297.39
Formula: C15H20FNO2S
PN: 8H66-3-0L
CAS: 333988-25-3
Molecule Weight: 325.44
Formula: C17H24FNO2S
![tert-Butyl 4-[(4-bromobenzene)sulfonyl]piperidine-1-carboxylate](data:image/png;base64,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)
PN: 8H63-9-02
CAS: 226398-62-5
Molecule Weight: 404.32
Formula: C16H22BrNO4S
PN: 8H65-3-06
CAS: 1289385-79-0
Molecule Weight: 341.44
Formula: C17H24FNO3S
TSCA: Not listed on TSCA inventory