| Product Number | 4648-1-Y4 |
| Synonyms | 3-Aminobenzylamine, 3-Boc protected, 3-[(tert-Butoxycarbonyl)amino]benzylamine, tert-Butyl [3-(aminomethyl)phenyl]carbamate |
| CAS | 205318-52-1 |
| MDL Number | MFCD01317790 |
| Molecular Formula | C12H18N2O2 |
| Molecular Weight | 222.288 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| POA | Contact for Price | Contact for Availability | ||
| Bulk | Contact for Price | Contact for Availability | ||
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 4648-1-Y4
CAS: 205318-52-1
Molecule Weight: 222.288
Formula: C12H18N2O2
![tert-Butyl [3-(1-aminoethyl)phenyl]carbamate](data:image/png;base64,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)
PN: 4651-1-18
CAS: 886362-19-2
Molecule Weight: 236.315
Formula: C13H20N2O2
PN: 4756-3-0C
CAS:
Molecule Weight: 225.263
Formula: C12H16FNO2
PN: 4756-9-0G
CAS: 118684-32-5
Molecule Weight: 286.169
Formula: C12H16BrNO2
PN: 4956-1-26
CAS: 185619-66-3
Molecule Weight: 217.268
Formula: C13H15NO2
PN: 4756-1-V9
CAS: 220298-96-4
Molecule Weight: 222.288
Formula: C12H18N2O2
PN: 4848-3-X0
CAS: 370-56-9
Molecule Weight: 247.217
Formula: C11H12F3NO2
PN: 4856-3-1B
CAS: 109134-07-8
Molecule Weight: 261.244
Formula: C12H14F3NO2
Boiling Point: 135-138 ℃
TSCA: Not listed on TSCA inventory