| Product Number | 4H37-1-M8 |
| Purity | 97 % |
| CAS | 857284-09-4 |
| MDL Number | MFCD07772848 |
| Molecular Formula | C13H16N2O2 |
| Molecular Weight | 232.283 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H37-1-M8
CAS: 857284-09-4
Molecule Weight: 232.283
Formula: C13H16N2O2
PN: 4656-1-9H
CAS: 120351-94-2
Molecule Weight: 162.192
Formula: C9H10N2O
![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
![[3-(2-Morpholinoethoxy)phenyl]methanol](data:image/png;base64,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)
PN: 4H07-1-43
CAS: 857284-07-2
Molecule Weight: 237.299
Formula: C13H19NO3
PN: 4H56-1-994
CAS: 954223-73-5
Molecule Weight: 174.203
Formula: C10H10N2O
![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
![{3-[2-(Morpholin-4-yl)ethoxy]phenyl}methylamine](data:image/png;base64,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)
PN: 4H56-1-J5
CAS: 857284-08-3
Molecule Weight: 236.315
Formula: C13H20N2O2
![3-[2-(Dimethylamino)ethoxy]-4-methoxybenzonitrile](data:image/png;base64,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)
PN: 4656-1-4P
CAS: 938239-74-8
Molecule Weight: 220.272
Formula: C12H16N2O2
TSCA: Not listed on TSCA inventory