![Benzyl N-{3-[(trifluoromethyl)sulfanyl]propyl}carbamate](data:image/png;base64,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)
| Product Number | 8766-3-16 |
| Synonyms | (3-(Trifluoromethyl)sulfanylpropyl)carbamic acid benzyl ester |
| CAS | 1208079-56-4 |
| MDL Number | MFCD23381732 |
| Molecular Formula | C12H14F3NO2S |
| Molecular Weight | 293.3 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability | Contact for Availability | |
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 8766-3-16
CAS: 1208079-56-4
Molecule Weight: 293.3
Formula: C12H14F3NO2S
![Benzyl N-{3-[(pentafluoroethyl)sulfanyl]propyl}carbamate](data:image/png;base64,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)
PN: 8766-3-15
CAS: 1208080-45-8
Molecule Weight: 343.31
Formula: C13H14F5NO2S
PN: 4656-1-2G
CAS: 46460-73-5
Molecule Weight: 208.261
Formula: C11H16N2O2
PN: 4656-5-0Y
CAS: 17400-34-9
Molecule Weight: 244.72
Formula: C11H17ClN2O2
TSCA: Not listed on TSCA inventory
