| Product Number | 4H07-5-0E |
| Purity | 97 % |
| CAS | 325808-20-6 |
| MDL Number | MFCD02178922 |
| Molecular Formula | C12H18ClNO |
| Molecular Weight | 227.73 |
| Units | Price (USD) | Availability |
|---|
PN: 4H07-5-0E
CAS: 325808-20-6
Molecule Weight: 227.73
Formula: C12H18ClNO
PN: 4H01-5-0G
CAS: 1370256-42-0
Molecule Weight: 213.71
Formula: C11H16ClNO
PN: 4H07-5-0D
CAS: 2168546-59-4
Molecule Weight: 262.17
Formula: C12H17Cl2NO
![4-[3-(Trifluoromethoxy)phenyl]piperidine](data:image/png;base64,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)
PN: 4H07-3-59
CAS: 924275-17-2
Molecule Weight: 245.245
Formula: C12H14F3NO
PN: 4H56-5-KA
CAS: 2006277-93-4
Molecule Weight: 227.73
Formula: C12H18ClNO
PN: 4H07-5-0F
CAS: 1783405-60-6
Molecule Weight: 262.17
Formula: C12H17Cl2NO
![(+)-3-[(3R,4R)-3,4-Dimethylpiperidin-4-yl]phenol](data:image/png;base64,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)
PN: 4H56-1-L0
CAS: 119193-19-0
Molecule Weight: 205.301
Formula: C13H19NO
PN: 4H56-1-72
CAS: 145678-87-1
Molecule Weight: 205.301
Formula: C13H19NO
TSCA: Not listed on TSCA inventory