| Product Number | 4H56-3-HB |
| CAS | 478081-38-8 |
| MDL Number | MFCD01871721 |
| Molecular Formula | C8H14F3NO2 |
| Molecular Weight | 213.2 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-3-HB
CAS: 478081-38-8
Molecule Weight: 213.2
Formula: C8H14F3NO2
PN: 4H56-3-CE
CAS: 478050-22-5
Molecule Weight: 197.201
Formula: C8H14F3NO
PN: 4H02-3-0F
CAS: 866051-24-3
Molecule Weight: 211.228
Formula: C9H16F3NO
PN: 4H02-3-0C
CAS: 672952-07-7
Molecule Weight: 211.228
Formula: C9H16F3NO
PN: 4H56-3-CD
CAS: 959045-77-3
Molecule Weight: 183.174
Formula: C7H12F3NO
![3-[Cyclohexyl(methyl)amino]-1,1,1-trifluoropropan-2-ol](data:image/png;base64,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)
PN: 4256-3-02
CAS: 446276-15-9
Molecule Weight: 225.255
Formula: C10H18F3NO
![(2R)-3-{1,4-Dioxa-8-azaspiro[4.5]decan-8-yl}-1,1,1-trifluoropropan-2-ol](data:image/png;base64,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)
PN: 4H10-3-R0
CAS: 477762-19-9
Molecule Weight: 255.237
Formula: C10H16F3NO3
PN: 4231-3-00
CAS: 477858-40-5
Molecule Weight: 197.201
Formula: C8H14F3NO
TSCA: Not listed on TSCA inventory