| Product Number | 4H18-1-0H |
| Purity | 95 % |
| CAS | 2142-06-5 |
| MDL Number | MFCD00516834 |
| Molecular Formula | C11H11NO2 |
| Molecular Weight | 189.214 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H18-1-0H
CAS: 2142-06-5
Molecule Weight: 189.214
Formula: C11H11NO2
PN: 4H30-1-32
CAS: 368429-69-0
Molecule Weight: 190.246
Formula: C11H14N2O
PN: 4H48-1-03G
CAS: 60737-65-7
Molecule Weight: 205.257
Formula: C12H15NO2
PN: 4H48-1-0BE
CAS: 191403-66-4
Molecule Weight: 191.23
Formula: C11H13NO2
![3-Benzyl-3-azabicyclo[3.1.0]hexane-2,4-dione](data:image/png;base64,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)
PN: 4H48-1-0V
CAS: 73799-63-0
Molecule Weight: 201.225
Formula: C12H11NO2
![8-Benzyl-2,8-diazaspiro[4.5]decan-1-one](data:image/png;base64,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)
PN: 4H48-1-EJ
CAS: 1123242-53-4
Molecule Weight: 244.338
Formula: C15H20N2O
TSCA: Not listed on TSCA inventory
