| Product Number | 4H58-1-023 |
| CAS | 62642-62-0 |
| MDL Number | MFCD01167722 |
| Molecular Formula | C12H15NO3 |
| Molecular Weight | 221.256 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H58-1-023
CAS: 62642-62-0
Molecule Weight: 221.256
Formula: C12H15NO3
![Methyl 4'-[(morpholin-4-yl)methyl]-[1,1'-biphenyl]-4-carboxylate](data:image/png;base64,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)
PN: 4H23-1-7P
CAS: 1217863-41-6
Molecule Weight: 311.381
Formula: C19H21NO3
PN: 4H21-1-37
CAS: 1300725-26-1
Molecule Weight: 191.23
Formula: C11H13NO2
PN: 4H17-1-AF
CAS: 265107-94-6
Molecule Weight: 219.284
Formula: C13H17NO2
PN: 4H21-1-00
CAS: 159691-25-5
Molecule Weight: 205.257
Formula: C12H15NO2
PN: 4H58-5-7J
CAS: 193968-71-7
Molecule Weight: 241.72
Formula: C12H16ClNO2
![4-[(Dimethylamino)methyl]benzoic acid hydrochloride](data:image/png;base64,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)
PN: 4632-5-04
CAS: 17847-26-6
Molecule Weight: 215.68
Formula: C10H14ClNO2
PN: 4H21-1-XX
CAS: 904696-60-2
Molecule Weight: 227.19
Formula: C12H14LiNO3
Melting Point: 179-183 ℃
TSCA: Not listed on TSCA inventory