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)
| Product Number | 4H56-1-6L |
| CAS | 38674-21-4 |
| MDL Number | MFCD14581756 |
| Molecular Formula | C7H13NO |
| Molecular Weight | 127.187 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
![1-Oxa-7-azaspiro[3.5]nonane hemioxalate](data:image/png;base64,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)
PN: 4H22-1-08
CAS: 1523617-84-6
Molecule Weight: 344.408
Formula: C16H28N2O6
![1-Oxa-8-azaspiro[4.5]decane hydrochloride](data:image/png;base64,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)
PN: 4H56-5-N0
CAS: 3970-79-4
Molecule Weight: 177.67
Formula: C8H16ClNO
PN: 4H07-5-1B
CAS: 3970-73-8
Molecule Weight: 165.66
Formula: C7H16ClNO
PN: 4H33-5-0D
CAS: 903891-77-0
Molecule Weight: 179.69
Formula: C8H18ClNO
TSCA: Not listed on TSCA inventory
