| Product Number | 4H07-5-33 |
| CAS | 65367-95-5 |
| MDL Number | MFCD03840132 |
| Molecular Formula | C12H18ClNO |
| Molecular Weight | 227.73 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H07-5-33
CAS: 65367-95-5
Molecule Weight: 227.73
Formula: C12H18ClNO
PN: 4H56-1-995
CAS: 900572-37-4
Molecule Weight: 202.257
Formula: C12H14N2O
PN: 4H07-5-31
CAS: 63843-49-2
Molecule Weight: 227.73
Formula: C12H18ClNO
PN: 4H56-1-7P
CAS: 3413-27-2
Molecule Weight: 213.71
Formula: C11H16ClNO
![4-[2-(Trifluoromethyl)phenoxy]piperidine](data:image/png;base64,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)
PN: 4H07-3-0U
CAS: 824390-04-7
Molecule Weight: 245.245
Formula: C12H14F3NO
PN: 4H56-5-N6
CAS: 333954-89-5
Molecule Weight: 243.73
Formula: C12H18ClNO2
![2-[3-(Dimethylamino)propoxy]benzyl alcohol](data:image/png;base64,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)
PN: 4756-1-71
CAS: 14573-97-8
Molecule Weight: 209.289
Formula: C12H19NO2
TSCA: Not listed on TSCA inventory
