![5-Azaspiro[2.3]hexane hemioxalate](data:image/png;base64,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)
| Product Number | 4H22-1-60 |
| Synonyms | Bis(5-azaspiro[2.3]hexane) ethane-1,2-dioate |
| CAS | 1638767-88-0 |
| MDL Number | MFCD27664868 |
| Molecular Formula | C12H20N2O4 |
| Molecular Weight | 256.302 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H22-1-60
CAS: 1638767-88-0
Molecule Weight: 256.302
Formula: C12H20N2O4
![2-Azaspiro[3.3]heptane oxylate](data:image/png;base64,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)
PN: 4H22-1-22
CAS: 1365639-13-9
Molecule Weight: 284.356
Formula: C14H24N2O4
![2-Azaspiro[3.4]octane hemioxalate](data:image/png;base64,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)
PN: 4H22-1-74
CAS: 1523617-94-8
Molecule Weight: 312.41
Formula: C16H28N2O4
![[1-(Aminomethyl)cyclopropyl]methanol oxalate salt](data:image/png;base64,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)
PN: 4222-1-00
CAS: 45434-02-4
Molecule Weight: 191.183
Formula: C7H13NO5
TSCA: Not listed on TSCA inventory