| Product Number | 4H56-1-05U |
| CAS | 201991-24-4 |
| MDL Number | MFCD09953375 |
| Molecular Formula | C12H21NO3 |
| Molecular Weight | 227.304 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-1-05U
CAS: 201991-24-4
Molecule Weight: 227.304
Formula: C12H21NO3
PN: 4H56-1-05B
CAS: 92012-22-1
Molecule Weight: 213.277
Formula: C11H19NO3
PN: 4H51-1-2F
CAS: 150521-32-7
Molecule Weight: 213.277
Formula: C11H19NO3
PN: 4H15-1-3P
CAS: 157634-02-1
Molecule Weight: 213.277
Formula: C11H19NO3
PN: 4H51-1-R7
CAS: 1212149-17-1
Molecule Weight: 241.331
Formula: C13H23NO3
PN: 4H51-1-S7
CAS: 1212104-70-5
Molecule Weight: 241.331
Formula: C13H23NO3
![2-Boc-2-azabicyclo[2.2.2]octane-6-one](data:image/png;base64,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)
PN: 4H56-1-157
CAS: 1311390-85-8
Molecule Weight: 225.288
Formula: C12H19NO3
![7-Boc-2-oxo-7-azabicyclo[2.2.1]heptane](data:image/png;base64,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)
PN: 4H56-1-668
CAS: 152533-47-6
Molecule Weight: 211.261
Formula: C11H17NO3
TSCA: Not listed on TSCA inventory