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)
| Product Number | 4H15-1-N9 |
| Purity | 97.0 % |
| CAS | 82625-45-4 |
| MDL Number | MFCD01822190 |
| Molecular Formula | C13H17NO3 |
| Molecular Weight | 235.283 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H15-1-N9
CAS: 82625-45-4
Molecule Weight: 235.283
Formula: C13H17NO3
![4-[2-(Dimethylamino)ethoxy]benzaldehyde](data:image/png;base64,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)
PN: 4656-1-80
CAS: 15182-92-0
Molecule Weight: 193.246
Formula: C11H15NO2
![4-[2-(1-Morpholinyl)ethoxy]benzophenone](data:image/png;base64,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)
PN: 4H17-1-31
CAS: 102178-03-0
Molecule Weight: 311.381
Formula: C19H21NO3
![4-[2-(Morpholin-4-yl)ethoxy]benzyl alcohol](data:image/png;base64,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)
PN: 4H07-1-41
CAS: 852180-76-8
Molecule Weight: 237.299
Formula: C13H19NO3
![4-[2-(1-Morpholinyl)ethoxy]benzophenone hydrochloride](data:image/png;base64,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)
PN: 4H17-5-10
CAS: 302962-97-6
Molecule Weight: 347.84
Formula: C19H22ClNO3
![3-[2-(Morpholin-4-yl)ethoxy]benzaldehyde](data:image/png;base64,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)
PN: 4H15-1-Y6
CAS: 81068-26-0
Molecule Weight: 235.283
Formula: C13H17NO3
PN: 4H56-1-YC
CAS: 852180-77-9
Molecule Weight: 250.342
Formula: C14H22N2O2
![3-[2-(Morpholin-4-yl)ethoxy]benzaldehyde hydrochloride](data:image/png;base64,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)
PN: 4H56-5-2R
CAS: 1609402-82-5
Molecule Weight: 271.74
Formula: C13H18ClNO3
Boiling Point: 164 ℃
DOT/IATA/IMDG: UN 2735 - HC 8 - PG III
TSCA: Not listed on TSCA inventory