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)
| Product Number | 4H56-1-1C |
| Synonyms | (2R)-1-Amino-3-(morpholin-4-yl)propan-2-ol; (2R)-2-Hydroxy-3-(morpholin-4-yl)propylamine |
| CAS | 452105-38-3 |
| MDL Number | MFCD09787505 |
| Molecular Formula | C7H16N2O2 |
| Molecular Weight | 160.217 |
| Units | Price (USD) | Availability |
|---|
PN: 4H56-1-1C
CAS: 452105-38-3
Molecule Weight: 160.217
Formula: C7H16N2O2
PN: 4H56-1-0MP
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Molecule Weight: 130.191
Formula: C6H14N2O
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Molecule Weight: 172.272
Formula: C9H20N2O
PN: 4H56-5-RN
CAS: 214273-19-5
Molecule Weight: 217.13
Formula: C7H18Cl2N2O
PN: 4H56-5-SN
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Molecule Weight: 217.13
Formula: C7H18Cl2N2O
PN: 4H30-5-0L
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Molecule Weight: 217.13
Formula: C7H18Cl2N2O
PN: 4H56-1-AC
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Molecule Weight: 143.186
Formula: C7H13NO2
PN: 4H56-1-0HG
CAS: 18247-01-3
Molecule Weight: 158.245
Formula: C8H18N2O
TSCA: Not listed on TSCA inventory