![4-[3-(Dimethylamino)propoxy]benzyl alcohol](data:image/png;base64,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)
| Product Number | 4707-1-X1 |
| Synonyms | {4-[3-(Dimethylamino)propoxy]phenyl}methanol; N,N-Dimethyl-3-[4-(hydroxymethyl)phenoxy]propylamine |
| Purity | 97 % |
| CAS | 426831-08-5 |
| MDL Number | MFCD06202771 |
| Molecular Formula | C12H19NO2 |
| Molecular Weight | 209.289 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 4707-1-X1
CAS: 426831-08-5
Molecule Weight: 209.289
Formula: C12H19NO2
![4-[3-(Dimethylamino)propoxy]-N-methylbenzylamine](data:image/png;base64,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)
PN: 4756-1-69
CAS: 910037-04-6
Molecule Weight: 222.332
Formula: C13H22N2O
![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
![3-[4-(Chloromethyl)phenoxy]-N,N-dimethylpropylamine hydrochloride](data:image/png;base64,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)
PN: 4756-5-13
CAS: 769123-68-4
Molecule Weight: 264.19
Formula: C12H19Cl2NO
![4-[3-(Dimethylamino)propoxy]benzonitrile](data:image/png;base64,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)
PN: 4637-1-M3
CAS: 146440-15-5
Molecule Weight: 204.273
Formula: C12H16N2O
![3-[3-(Dimethylamino)propoxy]benzyl alcohol](data:image/png;base64,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)
PN: 4756-1-73
CAS: 912569-56-3
Molecule Weight: 209.289
Formula: C12H19NO2
PN: 4H07-5-31
CAS: 63843-49-2
Molecule Weight: 227.73
Formula: C12H18ClNO
TSCA: Not listed on TSCA inventory
