| Product Number | 4H58-1-TC |
| Purity | 97.0 % |
| CAS | 201228-21-9 |
| MDL Number | MFCD13191498 |
| Molecular Formula | C16H23NO2 |
| Molecular Weight | 261.365 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H58-1-TC
CAS: 201228-21-9
Molecule Weight: 261.365
Formula: C16H23NO2
![Ethyl 3-benzyl-3-azabicyclo[3.1.0]hexane-1-carboxylate](data:image/png;base64,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)
PN: 4H58-1-M4
CAS: 63618-07-5
Molecule Weight: 245.322
Formula: C15H19NO2
PN: 4H58-1-DR
CAS: 181114-98-7
Molecule Weight: 233.311
Formula: C14H19NO2
PN: 4H23-1-49
CAS: 111138-46-6
Molecule Weight: 263.293
Formula: C14H17NO4
PN: 4H23-1-51
CAS: 165036-59-9
Molecule Weight: 263.293
Formula: C14H17NO4
PN: 4H58-1-9S
CAS: 474317-64-1
Molecule Weight: 263.293
Formula: C14H17NO4
PN: 4H58-1-ZA
CAS: 87813-06-7
Molecule Weight: 277.32
Formula: C15H19NO4
PN: 4H23-1-Z5
CAS: 17012-21-4
Molecule Weight: 219.284
Formula: C13H17NO2
TSCA: Not listed on TSCA inventory