| Product Number | 4H56-1-0KS |
| CAS | 361344-43-6 |
| MDL Number | MFCD03411521 |
| Molecular Formula | C12H13NO3 |
| Molecular Weight | 219.24 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H18-1-X0
CAS: 852633-82-0
Molecule Weight: 237.255
Formula: C12H15NO4
PN: 4H56-1-0KS
CAS: 361344-43-6
Molecule Weight: 219.24
Formula: C12H13NO3
![1-[4-(Morpholin-4-yl)phenyl]ethan-1-one](data:image/png;base64,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)
PN: 4H17-1-5X
CAS: 39910-98-0
Molecule Weight: 205.257
Formula: C12H15NO2
PN: 4H17-9-14
CAS: 210832-85-2
Molecule Weight: 284.153
Formula: C12H14BrNO2
PN: 4H15-1-L3
CAS: 1204-86-0
Molecule Weight: 191.23
Formula: C11H13NO2
PN: 4H56-9-M6
CAS: 210832-82-9
Molecule Weight: 363.049
Formula: C12H13Br2NO2
![3-[4-(Morpholin-4-yl)phenyl]-3-oxopropanenitrile](data:image/png;base64,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)
PN: 4H37-1-5C
CAS: 887591-40-4
Molecule Weight: 230.267
Formula: C13H14N2O2
![1-[3-Amino-4-(morpholin-4-yl)phenyl]ethan-1-one](data:image/png;base64,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)
PN: 4H17-1-6A
CAS: 217489-78-6
Molecule Weight: 220.272
Formula: C12H16N2O2
TSCA: Not listed on TSCA inventory