| Product Number | 4H56-1-05D |
| CAS | 913642-78-1 |
| MDL Number | MFCD09608014 |
| Molecular Formula | C11H21NO4 |
| Molecular Weight | 231.292 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-1-05D
CAS: 913642-78-1
Molecule Weight: 231.292
Formula: C11H21NO4
PN: 4H58-1-485
CAS: 766539-28-0
Molecule Weight: 245.275
Formula: C11H19NO5
![1-Oxa-6-azaspiro[3.3]heptane-6-carboxylic acid tert-butyl ester](data:image/png;base64,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)
PN: 4H56-1-0BH
CAS: 1223573-41-8
Molecule Weight: 199.25
Formula: C10H17NO3
![tert-Butyl 1-oxa-4,9-diazaspiro[5.5]undecane-4-carboxylate](data:image/png;base64,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)
PN: 4H56-1-862
CAS: 1023595-11-0
Molecule Weight: 256.346
Formula: C13H24N2O3
![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
![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
![tert-Butyl 6-oxa-2,9-diazaspiro[4.5]decane-9-carboxylate](data:image/png;base64,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)
PN: 4H56-1-744
CAS: 637039-01-1
Molecule Weight: 242.319
Formula: C12H22N2O3
![tert-Butyl 7-hydroxy-5-oxa-2-azaspiro[3.4]octane-2-carboxylate](data:image/png;base64,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)
PN: 4H56-1-0EV
CAS: 1408074-46-3
Molecule Weight: 229.276
Formula: C11H19NO4
TSCA: Not listed on TSCA inventory