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)
| Product Number | 4H56-1-04A |
| CAS | 106404-52-8 |
| MDL Number | MFCD14581251 |
| Molecular Formula | C7H13NO |
| Molecular Weight | 127.187 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-1-04A
CAS: 106404-52-8
Molecule Weight: 127.187
Formula: C7H13NO
![8-Oxa-1-azaspiro[4.5]decane](data:image/png;base64,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)
PN: 4H56-1-653
CAS: 51130-63-3
Molecule Weight: 141.214
Formula: C8H15NO
TSCA: Not listed on TSCA inventory