| Product Number | 4H56-7-1C |
| CAS | 1185107-71-4 |
| MDL Number | MFCD11506395 |
| Molecular Formula | C12H17ClFNO |
| Molecular Weight | 245.72 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-7-1C
CAS: 1185107-71-4
Molecule Weight: 245.72
Formula: C12H17ClFNO
PN: 4H56-7-1D
CAS: 614731-34-9
Molecule Weight: 245.72
Formula: C12H17ClFNO
PN: 4H07-5-0Z
CAS: 81151-68-0
Molecule Weight: 227.73
Formula: C12H18ClNO
PN: 4H56-7-1E
CAS: 1185298-16-1
Molecule Weight: 245.72
Formula: C12H17ClFNO
PN: 4H56-5-RL
CAS: 927819-90-7
Molecule Weight: 213.71
Formula: C11H16ClNO
PN: 4H56-5-SL
CAS: 931409-74-4
Molecule Weight: 213.71
Formula: C11H16ClNO
![4-[(4-Methoxyphenyl)methoxy]piperidine](data:image/png;base64,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)
PN: 4H56-1-0MA
CAS: 1220028-57-8
Molecule Weight: 221.3
Formula: C13H19NO2
TSCA: Not listed on TSCA inventory