![tert-Butyl 2,5-diazaspiro[3.4]octane-5-carboxylate hemioxalate](data:image/png;base64,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)
| Product Number | 4H22-1-81 |
| Purity | 97.0 % |
| CAS | 1630906-60-3 |
| MDL Number | MFCD28166355 |
| Molecular Formula | C24H42N4O8 |
| Molecular Weight | 514.62 |
| Units | Price (USD) | Availability | ||
|---|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability | Contact for Availability | |
| *Items available from stock in the UK ship from Florida in 3 to 5 business days | ||||
PN: 4H22-1-81
CAS: 1630906-60-3
Molecule Weight: 514.62
Formula: C24H42N4O8
![5-Boc-2,5-diazaspiro[3.4]octane](data:image/png;base64,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)
PN: 4H56-1-116
CAS: 1086398-04-0
Molecule Weight: 212.293
Formula: C11H20N2O2
![2-Boc-2,5-diazaspiro[3.4]octane oxalate](data:image/png;base64,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)
PN: 4H22-1-51
CAS: 1359655-69-8
Molecule Weight: 302.327
Formula: C13H22N2O6
![tert-Butyl 2,5-diazaspiro[3.4]octane-2-carboxylate, hemioxalate salt](data:image/png;base64,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)
PN: 4H22-1-95
CAS: 1523618-32-7
Molecule Weight: 514.62
Formula: C24H42N4O8
![5-Boc-2,5-diazaspiro[3.5]nonane oxalate](data:image/png;base64,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)
PN: 4H22-1-28
CAS: 1408076-07-2
Molecule Weight: 316.354
Formula: C14H24N2O6
PN: 4H56-1-RR
CAS: 1407997-78-7
Molecule Weight: 214.309
Formula: C11H22N2O2
![tert-Butyl 2,5-diazaspiro[3.4]octane-2-carboxylate](data:image/png;base64,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)
PN: 4H56-1-303
CAS: 1086398-02-8
Molecule Weight: 212.293
Formula: C11H20N2O2
PN: 4H56-1-RX
CAS: 1630815-53-0
Molecule Weight: 228.336
Formula: C12H24N2O2
TSCA: Not listed on TSCA inventory