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)
| Product Number | 4H56-1-PH |
| Synonyms | tert-Butyl 1-oxa-5-azaspiro[2.4]heptane-5-carboxylate |
| CAS | 301226-25-5 |
| MDL Number | MFCD07779387 |
| Molecular Formula | C10H17NO3 |
| Molecular Weight | 199.25 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
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
![5-Cbz-1-oxa-5-azaspiro[2.4]heptane](data:image/png;base64,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)
PN: 4H56-1-064
CAS: 790704-73-3
Molecule Weight: 233.267
Formula: C13H15NO3
![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
![1-Oxa-6-azaspiro[2.5]octane, N-Boc 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)
PN: 4H56-1-C2
CAS: 147804-30-6
Molecule Weight: 213.277
Formula: C11H19NO3
![6-Boc-2-oxa-6-azaspiro[3.4]octane](data:image/png;base64,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)
PN: 4H56-1-053
CAS: 1245816-31-2
Molecule Weight: 213.277
Formula: C11H19NO3
PN: 4H56-1-77
CAS: 101469-92-5
Molecule Weight: 187.239
Formula: C9H17NO3
PN: 4H56-1-C0
CAS: 103057-44-9
Molecule Weight: 187.239
Formula: C9H17NO3
TSCA: Not listed on TSCA inventory