![3-[3-(Dimethylamino)propoxy]-N-methylbenzylamine](data:image/png;base64,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)
| Product Number | 4756-1-68 |
| Purity | 97 % |
| CAS | 910037-03-5 |
| MDL Number | MFCD09064992 |
| Molecular Formula | C13H22N2O |
| Molecular Weight | 222.332 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4756-1-68
CAS: 910037-03-5
Molecule Weight: 222.332
Formula: C13H22N2O
![3-[3-(Dimethylamino)propoxy]benzylamine](data:image/png;base64,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)
PN: 4756-1-72
CAS: 182963-94-6
Molecule Weight: 208.305
Formula: C12H20N2O
PN: 4630-1-2P
CAS: 37806-33-0
Molecule Weight: 165.236
Formula: C10H15NO
![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
![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
![3-[3-(Dimethylamino)propoxy]benzyl chloride hydrochloride](data:image/png;base64,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)
PN: 4756-5-X3
CAS: 926921-62-2
Molecule Weight: 264.19
Formula: C12H19Cl2NO
PN: 4756-1-1Q
CAS: 26646-51-5
Molecule Weight: 165.236
Formula: C10H15NO
![2-[3-(Dimethylamino)propoxy]-N-methylbenzylamine](data:image/png;base64,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)
PN: 4756-1-70
CAS: 910037-06-8
Molecule Weight: 222.332
Formula: C13H22N2O
TSCA: Not listed on TSCA inventory