| Product Number | 8166-3-00 |
| Purity | 95 % |
| CAS | 1208080-46-9 |
| MDL Number | MFCD17677143 |
| Molecular Formula | C9H16F3NO2S |
| Molecular Weight | 259.29 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 8166-3-00
CAS: 1208080-46-9
Molecule Weight: 259.29
Formula: C9H16F3NO2S
![tert-Butyl N-{3-[(pentafluoroethyl)sulfanyl]propyl}carbamate](data:image/png;base64,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)
PN: 8166-3-09
CAS: 1208080-47-0
Molecule Weight: 309.3
Formula: C10H16F5NO2S
PN: 4148-1-Y1
CAS: 53588-95-7
Molecule Weight: 170.212
Formula: C8H14N2O2
![tert-Butyl 4-[(trifluoromethyl)sulfanyl]piperidine-1-carboxylate](data:image/png;base64,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)
PN: 8H66-3-07
CAS: 1206524-04-0
Molecule Weight: 285.33
Formula: C11H18F3NO2S
PN: 4156-1-3F
CAS: 128304-84-7
Molecule Weight: 184.239
Formula: C9H16N2O2
![tert-Butyl N-{4-[(trifluoromethyl)sulfanyl]butyl}carbamate](data:image/png;base64,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)
PN: 8166-3-10
CAS: 1208079-35-9
Molecule Weight: 273.31
Formula: C10H18F3NO2S
TSCA: Not listed on TSCA inventory