![tert-Butyl (1S,4S)-2-oxa-5-azabicyclo[2.2.1]heptane-5-carboxylate](data:image/png;base64,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)
| Product Number | 4H56-1-664 |
| Purity | 97.0 % |
| CAS | 905306-11-8 |
| MDL Number | MFCD28502462 |
| Molecular Formula | C10H17NO3 |
| Molecular Weight | 199.25 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-1-664
CAS: 905306-11-8
Molecule Weight: 199.25
Formula: C10H17NO3
PN: 4H56-1-U0
CAS: 61478-26-0
Molecule Weight: 217.265
Formula: C10H19NO4
PN: 4H56-1-253
CAS: 113775-22-7
Molecule Weight: 213.233
Formula: C10H15NO4
PN: 4H56-1-255
CAS: 848488-70-0
Molecule Weight: 213.233
Formula: C10H15NO4
![endo-9-Boc-7-hydroxy-3-oxa-9-azabicyclo[3.3.1]nonane](data:image/png;base64,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)
PN: 4H56-1-143
CAS: 1148006-31-8
Molecule Weight: 243.303
Formula: C12H21NO4
![tert-Butyl (1RS,6SR)-7-oxa-3-azabicyclo[4.1.0]heptane-3-carboxylate](data:image/png;base64,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)
PN: 4H56-1-LN
CAS: 161157-50-2
Molecule Weight: 199.25
Formula: C10H17NO3
PN: 4H56-1-642
CAS: 114676-61-8
Molecule Weight: 201.266
Formula: C10H19NO3
PN: 4H56-1-254
CAS: 1932630-43-7
Molecule Weight: 227.26
Formula: C11H17NO4
TSCA: Not listed on TSCA inventory