![1-Azaspiro[3.3]heptane oxalate](data:image/png;base64,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)
| Product Number | 3H31-1-1V |
| Synonyms | 1-Azaspiro[3.3]heptane |
| CAS | 1523571-15-4 |
| MDL Number | |
| Molecular Formula | C14H24N2O4 |
| Molecular Weight | 284.356 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 3H31-1-1V
CAS: 1523571-15-4
Molecule Weight: 284.356
Formula: C14H24N2O4
![4-Azaspiro[2.3]hexane hemioxalate](data:image/png;base64,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)
PN: 4H22-1-92
CAS: 1980048-81-4
Molecule Weight: 256.302
Formula: C12H20N2O4
![5-Azaspiro[3.4]octane hemioxalate](data:image/png;base64,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)
PN: 4H22-1-34
CAS: 1403766-69-7
Molecule Weight: 312.41
Formula: C16H28N2O4
![4-Azaspiro[2.4]heptane hemioxalate](data:image/png;base64,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)
PN: 4H22-1-89
CAS: 1523571-00-7
Molecule Weight: 284.356
Formula: C14H24N2O4
![4-Azaspiro[2.4]heptane 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)
PN: 4H22-1-X3
CAS: 1980063-52-2
Molecule Weight: 187.195
Formula: C8H13NO4
![6-Azaspiro[3.4]octane hemioxalate](data:image/png;base64,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)
PN: 4H22-1-30
CAS: 1523571-81-4
Molecule Weight: 312.41
Formula: C16H28N2O4
TSCA: Not listed on TSCA inventory