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hydrochloride](data:image/png;base64,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)
| Product Number | 4156-7-14 |
| Purity | 98 % |
| CAS | 1286744-01-1 |
| MDL Number | MFCD17677133 |
| Molecular Formula | C6H10ClF6NO2 |
| Molecular Weight | 277.59 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4156-7-14
CAS: 1286744-01-1
Molecule Weight: 277.59
Formula: C6H10ClF6NO2
![Bis[2-(trifluoromethoxy)ethyl]amine](data:image/png;base64,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)
PN: 4156-3-03
CAS: 960365-26-8
Molecule Weight: 241.133
Formula: C6H9F6NO2
![N-Ethyl-[2-(trifluoromethoxy)ethyl]amine hydrochloride](data:image/png;base64,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)
PN: 4156-7-15
CAS: 1301739-19-4
Molecule Weight: 193.59
Formula: C5H11ClF3NO
PN: 7166-3-10
CAS: 1286744-24-8
Molecule Weight: 157.136
Formula: C5H10F3NO
![N-Propyl-[2-(trifluoromethoxy)ethyl]amine hydrochloride](data:image/png;base64,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)
PN: 4156-7-20
CAS: 1301739-45-6
Molecule Weight: 207.62
Formula: C6H13ClF3NO
![N-Propyl-[2-(trifluoromethoxy)ethyl]amine](data:image/png;base64,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)
PN: 4156-3-04
CAS: 1286743-93-8
Molecule Weight: 171.163
Formula: C6H12F3NO
TSCA: Not listed on TSCA inventory