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)
| Product Number | 4H22-1-14 |
| CAS | 1408075-68-2 |
| MDL Number | MFCD28054406 |
| Molecular Formula | C18H32N2O6 |
| Molecular Weight | 372.462 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H22-1-14
CAS: 1408075-68-2
Molecule Weight: 372.462
Formula: C18H32N2O6
![8-Oxa-2-azaspiro[4.5]decane hydrochloride](data:image/png;base64,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)
PN: 4H56-5-H6
CAS: 1408074-48-5
Molecule Weight: 177.67
Formula: C8H16ClNO
![2-Oxa-8-azaspiro[4.5]decane oxolate](data:image/png;base64,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)
PN: 4H22-1-71
CAS: 1588441-03-5
Molecule Weight: 231.248
Formula: C10H17NO5
![7-Oxa-2-azaspiro[3.5]nonane 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)
PN: 4H22-1-18
CAS: 1408076-09-4
Molecule Weight: 344.408
Formula: C16H28N2O6
![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
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)
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)