| Product Number | 4656-3-2E |
| Purity | 97 % |
| CAS | 1208079-17-7 |
| MDL Number | MFCD17677140 |
| Molecular Formula | C11H12F3NO3 |
| Molecular Weight | 263.216 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | Contact for 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: 4656-3-2E
CAS: 1208079-17-7
Molecule Weight: 263.216
Formula: C11H12F3NO3
![Benzyl N-[1-(trifluoromethoxy)propan-2-yl]carbamate](data:image/png;base64,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)
PN: 4656-3-2S
CAS: 1208080-10-7
Molecule Weight: 277.243
Formula: C12H14F3NO3
![Benzyl N-[1,3-bis(trifluoromethoxy)propan-2-yl]carbamate](data:image/png;base64,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)
PN: 4656-3-6Z
CAS: 1301739-20-7
Molecule Weight: 361.24
Formula: C13H13F6NO4
PN: 4656-1-7P
CAS: 77987-49-6
Molecule Weight: 195.218
Formula: C10H13NO3
PN: 4656-3-CF
CAS:
Molecule Weight: 307.225
Formula: C12H12F3NO5
TSCA: Not listed on TSCA inventory
