| Product Number | 4H56-3-10 |
| Synonyms | 2-(Aminomethyl)-4-(4-fluorobenzyl)morpholine; 1-{[2-(Aminomethyl)morpholin-4-yl]methyl}-4-fluorobenzene |
| CAS | 112914-13-3 |
| MDL Number | MFCD06658145 |
| Molecular Formula | C12H17FN2O |
| Molecular Weight | 224.279 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-3-10
CAS: 112914-13-3
Molecule Weight: 224.279
Formula: C12H17FN2O
PN: 4H30-1-06
CAS: 110859-47-7
Molecule Weight: 206.289
Formula: C12H18N2O
![[(2R)-4-Benzylmorpholin-2-yl]methanamine](data:image/png;base64,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)
PN: 4H56-1-R05
CAS: 214273-17-3
Molecule Weight: 206.289
Formula: C12H18N2O
![[(2S)-4-Benzylmorpholin-2-yl]methanamine](data:image/png;base64,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)
PN: 4H56-1-S16
CAS: 186293-55-0
Molecule Weight: 206.289
Formula: C12H18N2O
![N-[[4-(4-Fluorobenzyl)-2-morpholinyl]methyl]acetamide](data:image/png;base64,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)
PN: 4H56-3-EB
CAS: 112913-94-7
Molecule Weight: 266.316
Formula: C14H19FN2O2
PN: 4H56-1-UN
CAS: 40987-24-4
Molecule Weight: 207.273
Formula: C12H17NO2
PN: 4H56-1-RUN
CAS: 943442-96-4
Molecule Weight: 207.273
Formula: C12H17NO2
PN: 4H56-1-SUN
CAS: 132073-82-6
Molecule Weight: 207.273
Formula: C12H17NO2
Density: 0.936
TSCA: Not listed on TSCA inventory
EINECS: 601-212-1