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)
| Product Number | 4H07-3-32 |
| CAS | 1073556-06-5 |
| MDL Number | MFCD08447282 |
| Molecular Formula | C6H10F3NO |
| Molecular Weight | 169.147 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
![(2R)-2-[(Trifluoromethoxy)methyl]pyrrolidine](data:image/png;base64,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)
PN: 4H07-3-25
CAS: 1286761-89-4
Molecule Weight: 169.147
Formula: C6H10F3NO
![(2S)-2-[(Trifluoromethoxy)methyl]pyrrolidine](data:image/png;base64,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)
PN: 4H07-3-24
CAS: 1286761-95-2
Molecule Weight: 169.147
Formula: C6H10F3NO
PN: 4H07-3-32
CAS: 1073556-06-5
Molecule Weight: 169.147
Formula: C6H10F3NO
PN: 4H07-7-0J
CAS: 2244088-33-1
Molecule Weight: 219.63
Formula: C7H13ClF3NO
![2-[(Trifluoromethoxy)methyl]piperidine](data:image/png;base64,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)
PN: 4H07-3-31
CAS: 1208080-29-8
Molecule Weight: 183.174
Formula: C7H12F3NO
PN: 4H33-5-0Q
CAS: 1376123-33-9
Molecule Weight: 151.63
Formula: C6H14ClNO
TSCA: Not listed on TSCA inventory