![tert-Butyl (1RS,6SR)-7-oxa-3-azabicyclo[4.1.0]heptane-3-carboxylate](data:image/png;base64,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)
| Product Number | 4H56-1-LN |
| Synonyms | tert-Butyl 7-oxa-3-azabicyclo[4.1.0]heptane-3-carboxylate |
| CAS | 161157-50-2 |
| MDL Number | MFCD14582439 |
| Molecular Formula | C10H17NO3 |
| Molecular Weight | 199.25 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-1-LN
CAS: 161157-50-2
Molecule Weight: 199.25
Formula: C10H17NO3
PN: 4H56-1-05G
CAS: 66207-08-7
Molecule Weight: 233.267
Formula: C13H15NO3
![tert-Butyl (1S,4S)-2-oxa-5-azabicyclo[2.2.1]heptane-5-carboxylate](data:image/png;base64,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)
PN: 4H56-1-664
CAS: 905306-11-8
Molecule Weight: 199.25
Formula: C10H17NO3
![3-Boc-6-oxa-3-azabicyclo[3.1.0]hexane](data:image/png;base64,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)
PN: 4H56-1-PH
CAS: 301226-25-5
Molecule Weight: 199.25
Formula: C10H17NO3
![3-Boc-6-oxa-3-aza-bicyclo[3.1.0]hexane](data:image/png;base64,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)
PN: 4H56-1-8R
CAS: 114214-49-2
Molecule Weight: 185.223
Formula: C9H15NO3
![7-Boc-3-hydroxy-1-oxa-7-azaspiro[4.4]nonane](data:image/png;base64,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)
PN: 4H56-1-146
CAS: 1331825-50-3
Molecule Weight: 243.303
Formula: C12H21NO4
PN: 4H56-1-227
CAS: 841286-80-4
Molecule Weight: 261.318
Formula: C12H23NO5
PN: 4H56-1-05D
CAS: 913642-78-1
Molecule Weight: 231.292
Formula: C11H21NO4
TSCA: Not listed on TSCA inventory