| Product Number | 4H56-5-HW |
| CAS | 33625-43-3 |
| MDL Number | MFCD00150097 |
| Molecular Formula | C13H22ClNO3 |
| Molecular Weight | 275.77 |
| Units | Price (USD) | Availability |
|---|
PN: 4H56-5-HW
CAS: 33625-43-3
Molecule Weight: 275.77
Formula: C13H22ClNO3
![3,5-Dimethyl-2-[(morpholin-4-yl)methyl]phenol](data:image/png;base64,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)
PN: 4H01-1-7Z
CAS: 14944-83-3
Molecule Weight: 221.3
Formula: C13H19NO2
![2,4-Dimethyl-6-[(morpholin-4-yl)methyl]phenol hydrochloride](data:image/png;base64,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)
PN: 4H01-5-1D
CAS: 1052543-29-9
Molecule Weight: 257.76
Formula: C13H20ClNO2
PN: 4H56-1-0KZ
CAS: 80166-01-4
Molecule Weight: 193.246
Formula: C11H15NO2
![1-[2-(Morpholin-4-ylmethyl)phenyl]methylamine](data:image/png;base64,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)
PN: 4H30-1-77
CAS: 91271-82-8
Molecule Weight: 206.289
Formula: C12H18N2O
PN: 4H01-1-D6
CAS: 87476-73-1
Molecule Weight: 193.246
Formula: C11H15NO2
TSCA: Listed on TSCA inventory