| Product Number | 4H01-1-83 |
| Synonyms | (1-Benzylpiperidin-4-yl)methanol |
| CAS | 67686-01-5 |
| MDL Number | MFCD00831014 |
| Molecular Formula | C13H19NO |
| Molecular Weight | 205.301 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H01-1-83
CAS: 67686-01-5
Molecule Weight: 205.301
Formula: C13H19NO
PN: 4H01-1-1T
CAS: 76876-70-5
Molecule Weight: 219.328
Formula: C14H21NO
PN: 4656-1-5C
CAS: 1455037-19-0
Molecule Weight: 297.442
Formula: C20H27NO
![3-Benzyl-3,9-diazaspiro[5.5]undecane](data:image/png;base64,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)
PN: 3H31-1-2M
CAS: 189333-49-1
Molecule Weight: 244.382
Formula: C16H24N2
PN: 4H56-1-6H
CAS: 10315-07-8
Molecule Weight: 219.284
Formula: C13H17NO2
![(1R,5S,6R)-3-Aza-3-benzyl-6-(hydroxymethyl)bicyclo[3.1.0]hexane](data:image/png;base64,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)
PN: 4H01-1-5C
CAS: 134575-07-8
Molecule Weight: 203.285
Formula: C13H17NO
PN: 3H30-1-61
CAS: 88915-26-8
Molecule Weight: 204.317
Formula: C13H20N2
Boiling Point: 142 ℃
TSCA: Not listed on TSCA inventory
