| Product Number | 4H56-1-227 |
| CAS | 841286-80-4 |
| MDL Number | MFCD22493470 |
| Molecular Formula | C12H23NO5 |
| Molecular Weight | 261.318 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-1-227
CAS: 841286-80-4
Molecule Weight: 261.318
Formula: C12H23NO5
![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
PN: 4H56-1-6B
CAS: 143900-43-0
Molecule Weight: 201.266
Formula: C10H19NO3
PN: 4H56-1-C7
CAS: 85275-45-2
Molecule Weight: 201.266
Formula: C10H19NO3
PN: 4H56-1-TX
CAS: 143900-44-1
Molecule Weight: 201.266
Formula: C10H19NO3
PN: 4H56-1-PQ
CAS: 389889-80-9
Molecule Weight: 231.292
Formula: C11H21NO4
PN: 4H56-1-PR
CAS: 1403766-49-3
Molecule Weight: 231.292
Formula: C11H21NO4
![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
TSCA: Not listed on TSCA inventory