| Product Number | 4615-1-X0 |
| Synonyms | tert-Butyl (3-formylbenzyl)carbamate; 3-Formylbenzylamine, N-Boc protected |
| Purity | 90 % |
| CAS | 170853-04-0 |
| MDL Number | MFCD06659091 |
| Molecular Formula | C13H17NO3 |
| Molecular Weight | 235.283 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4615-1-X0
CAS: 170853-04-0
Molecule Weight: 235.283
Formula: C13H17NO3
PN: 4656-1-AM
CAS: 108467-99-8
Molecule Weight: 236.315
Formula: C13H20N2O2
PN: 4H56-1-04P
CAS: 117445-22-4
Molecule Weight: 251.282
Formula: C13H17NO4
PN: 4756-1-Y8
CAS: 156866-52-3
Molecule Weight: 235.283
Formula: C13H17NO3
PN: 4656-1-2B
CAS: 226070-69-5
Molecule Weight: 237.299
Formula: C13H19NO3
PN: 4656-1-G0
CAS: 108468-00-4
Molecule Weight: 236.315
Formula: C13H20N2O2
PN: 4756-1-1Z
CAS:
Molecule Weight: 246.31
Formula: C14H18N2O2
![4-[(N-Boc)aminomethyl]aniline](data:image/png;base64,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)
PN: 4656-1-3G
CAS: 94838-55-8
Molecule Weight: 222.288
Formula: C12H18N2O2
Melting Point: 59 ℃
TSCA: Not listed on TSCA inventory