| Product Number | 4H15-1-4L |
| CAS | 861212-44-4 |
| MDL Number | MFCD04125124 |
| Molecular Formula | C14H16N2O2 |
| Molecular Weight | 244.294 |
| Units | Price (USD) | Availability |
|---|
PN: 4H15-1-4L
CAS: 861212-44-4
Molecule Weight: 244.294
Formula: C14H16N2O2
PN: 4H15-1-4R
CAS: 886360-89-0
Molecule Weight: 257.337
Formula: C15H19N3O
PN: 4H56-1-0HK
CAS: 400067-02-9
Molecule Weight: 256.305
Formula: C15H16N2O2
![1-[4-Methyl-2-(morpholin-4-yl)quinolin-3-yl]ethan-1-one](data:image/png;base64,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)
PN: 4H17-1-4L
CAS: 339106-15-9
Molecule Weight: 270.332
Formula: C16H18N2O2
TSCA: Not listed on TSCA inventory