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alcohol](data:image/png;base64,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)
| Product Number | 4H56-1-UQ |
| Synonyms | [4-(Piperidin-1-ylmethyl)phenyl]methanol |
| CAS | 91271-62-4 |
| MDL Number | MFCD07772863 |
| Molecular Formula | C13H19NO |
| Molecular Weight | 205.301 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-1-UQ
CAS: 91271-62-4
Molecule Weight: 205.301
Formula: C13H19NO
![[4-(Pyrrolidin-1-ylmethyl)phenyl]methanol](data:image/png;base64,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)
PN: 4H56-1-0MG
CAS: 91271-60-2
Molecule Weight: 191.274
Formula: C12H17NO
![4-[(Piperidin-1-yl)methyl]benzylamine](data:image/png;base64,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)
PN: 3H30-1-3A
CAS: 91271-81-7
Molecule Weight: 204.317
Formula: C13H20N2
PN: 4H21-5-2N
CAS: 159691-33-5
Molecule Weight: 255.74
Formula: C13H18ClNO2
![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
![[3-(Piperidinomethyl)phenyl]methanol](data:image/png;base64,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)
PN: 4H01-1-0F
CAS: 73278-91-8
Molecule Weight: 205.301
Formula: C13H19NO
PN: 4H01-1-83
CAS: 67686-01-5
Molecule Weight: 205.301
Formula: C13H19NO
DOT/IATA/IMDG: UN 2735 - HC 8 - PG III
TSCA: Not listed on TSCA inventory
