![tert-Butyl 4-[(trifluoromethyl)sulfanyl]piperidine-1-carboxylate](data:image/png;base64,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)
| Product Number | 8H66-3-07 |
| CAS | 1206524-04-0 |
| MDL Number | MFCD23382077 |
| Molecular Formula | C11H18F3NO2S |
| Molecular Weight | 285.33 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 8H66-3-07
CAS: 1206524-04-0
Molecule Weight: 285.33
Formula: C11H18F3NO2S
PN: 8H61-1-63
CAS: 134464-79-2
Molecule Weight: 217.33
Formula: C10H19NO2S
PN: 8H66-1-01
CAS: 141699-66-3
Molecule Weight: 259.36
Formula: C12H21NO3S
![tert-Butyl 3-[(trifluoromethyl)sulfanyl]pyrrolidine-1-carboxylate](data:image/png;base64,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)
PN: 8H66-3-06
CAS: 1206524-36-8
Molecule Weight: 271.3
Formula: C10H16F3NO2S
PN: 8166-3-00
CAS: 1208080-46-9
Molecule Weight: 259.29
Formula: C9H16F3NO2S
TSCA: Not listed on TSCA inventory