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)
| Product Number | 4H22-1-42 |
| CAS | 1389264-15-6 |
| MDL Number | MFCD27988002 |
| Molecular Formula | C16H28N2O6 |
| Molecular Weight | 344.408 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H22-1-42
CAS: 1389264-15-6
Molecule Weight: 344.408
Formula: C16H28N2O6
![2-Oxa-8-azadispiro[3.1.3.1]decane hemioxalate](data:image/png;base64,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)
PN: 4H22-1-62
CAS: 1980039-18-6
Molecule Weight: 368.43
Formula: C18H28N2O6
![7-Oxa-2-azaspiro[4.5]decane hemioxalate](data:image/png;base64,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)
PN: 4H22-1-70
CAS: 1630906-43-2
Molecule Weight: 372.462
Formula: C18H32N2O6
TSCA: Not listed on TSCA inventory