![tert-Butyl 2-{[(trifluoromethyl)sulfanyl]methyl}pyrrolidine-1-carboxylate](data:image/png;base64,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)
| Product Number | 8H56-3-05 |
| CAS | 1206523-85-4 |
| MDL Number | MFCD23382065 |
| Molecular Formula | C11H18F3NO2S |
| Molecular Weight | 285.33 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 8H56-3-05
CAS: 1206523-85-4
Molecule Weight: 285.33
Formula: C11H18F3NO2S
![tert-Butyl 2-{[(trifluoromethyl)sulfanyl]methyl}piperidine-1-carboxylate](data:image/png;base64,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)
PN: 8H56-3-07
CAS: 1208079-29-1
Molecule Weight: 299.35
Formula: C12H20F3NO2S
![tert-Butyl 3-[(trifluoromethyl)sulfanyl]piperidine-1-carboxylate](data:image/png;base64,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)
PN: 8H66-3-08
CAS: 1206523-93-4
Molecule Weight: 285.33
Formula: C11H18F3NO2S
PN: 4H48-1-P8
CAS: 228244-04-0
Molecule Weight: 196.25
Formula: C10H16N2O2
PN: 4H48-1-P9
CAS: 228244-20-0
Molecule Weight: 196.25
Formula: C10H16N2O2
PN: 4H48-1-Q1
CAS: 144688-70-0
Molecule Weight: 196.25
Formula: C10H16N2O2
![tert-Butyl N-{1-[(trifluoromethyl)sulfanyl]butan-2-yl}carbamate](data:image/png;base64,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)
PN: 8166-3-06
CAS: 1208080-52-7
Molecule Weight: 273.31
Formula: C10H18F3NO2S
PN: 8166-3-R1
CAS: 2244064-17-1
Molecule Weight: 287.34
Formula: C11H20F3NO2S
TSCA: Not listed on TSCA inventory