| Product Number | 4H56-5-6B |
| CAS | 625454-24-2 |
| MDL Number | MFCD08669681 |
| Molecular Formula | C14H22ClNO2 |
| Molecular Weight | 271.79 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-5-6B
CAS: 625454-24-2
Molecule Weight: 271.79
Formula: C14H22ClNO2
PN: 4H56-5-6C
CAS: 179480-58-1
Molecule Weight: 241.76
Formula: C13H20ClNO
![3-Benzo[1,3]dioxol-5-ylmethylpiperidine](data:image/png;base64,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)
PN: 4H56-1-502
CAS: 955314-95-1
Molecule Weight: 219.284
Formula: C13H17NO2
PN: 4H07-5-43
CAS: 625454-21-9
Molecule Weight: 241.76
Formula: C13H20ClNO
PN: 4H56-1-496
CAS: 136422-65-6
Molecule Weight: 205.301
Formula: C13H19NO
PN: 4H56-5-6M
CAS: 1172908-58-5
Molecule Weight: 271.79
Formula: C14H22ClNO2
PN: 4H56-5-6E
CAS: 1170629-29-4
Molecule Weight: 255.79
Formula: C14H22ClNO
PN: 4H56-5-KA
CAS: 2006277-93-4
Molecule Weight: 227.73
Formula: C12H18ClNO
TSCA: Not listed on TSCA inventory