| Product Number | 4736-1-E0 |
| Purity | 95 % |
| CAS | 502841-03-4 |
| MDL Number | MFCD00121190 |
| Molecular Formula | C12H15NO |
| Molecular Weight | 189.258 |
| Units | Price (USD) | Availability |
|---|
PN: 4736-1-E0
CAS: 502841-03-4
Molecule Weight: 189.258
Formula: C12H15NO
PN: 4956-1-X3
CAS: 1201-93-0
Molecule Weight: 175.231
Formula: C11H13NO
PN: 4933-5-02
CAS: 30956-95-7
Molecule Weight: 225.72
Formula: C12H16ClNO
ammonium chloride](data:image/png;base64,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)
PN: 4933-5-04
CAS: 252367-60-5
Molecule Weight: 323.91
Formula: C19H30ClNO
ammonium chloride](data:image/png;base64,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)
PN: 4933-5-05
CAS: 646477-13-6
Molecule Weight: 337.93
Formula: C20H32ClNO
PN: 4756-1-2C
CAS: 1314412-07-1
Molecule Weight: 203.285
Formula: C13H17NO
PN: 4933-5-03
CAS: 49660-41-5
Molecule Weight: 267.8
Formula: C15H22ClNO
PN: 4636-1-E3
CAS: 138716-23-1
Molecule Weight: 225.291
Formula: C15H15NO
TSCA: Not listed on TSCA inventory