![N-(1-Phenylethyl)-1,4-dioxaspiro[4.5]decan-8-amine](data:image/png;base64,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)
| Product Number | 4H56-1-PV |
| Synonyms | 4-[(1-Phenylethyl)amino]cyclohexan-1-one ethylene ketal; 8-[(1-Phenylethyl)amino]-1,4-dioxaspiro[4.5]decane |
| CAS | 937796-19-5 |
| MDL Number | MFCD08060550 |
| Molecular Formula | C16H23NO2 |
| Molecular Weight | 261.365 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-1-PV
CAS: 937796-19-5
Molecule Weight: 261.365
Formula: C16H23NO2
![9-Benzyl-1,4-dioxa-9-azadispiro[4.2.48.25]tetradecane hydroiodide](data:image/png;base64,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)
PN: 4H56-H-41
CAS: 1630906-38-5
Molecule Weight: 415.315
Formula: C18H26INO2
PN: 4H56-1-03M
CAS: 98462-58-9
Molecule Weight: 219.328
Formula: C14H21NO
TSCA: Not listed on TSCA inventory