![[8-(3-Methylphenyl)-1,4-dioxaspiro[4.5]dec-8-yl]methylamine](data:image/png;base64,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)
| Product Number | 4H56-1-0D0 |
| CAS | 887978-87-2 |
| MDL Number | MFCD06410583 |
| Molecular Formula | C16H23NO2 |
| Molecular Weight | 261.365 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-1-0D0
CAS: 887978-87-2
Molecule Weight: 261.365
Formula: C16H23NO2
![(8-Phenyl-1,4-dioxaspiro[4.5]dec-8-yl)methanamine](data:image/png;base64,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)
PN: 4H56-1-0C2
CAS: 443687-93-2
Molecule Weight: 247.338
Formula: C15H21NO2
![1-[8-(4-Fluorophenyl)-1,4-dioxaspiro[4.5]dec-8-yl]methanamine](data:image/png;base64,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)
PN: 4H56-3-DS
CAS: 887979-07-9
Molecule Weight: 265.328
Formula: C15H20FNO2
![8-Phenyl-1,4-dioxaspiro[4.5]decane-8-carbaldehyde](data:image/png;base64,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)
PN: 2H15-1-30
CAS: 56327-24-3
Molecule Weight: 246.306
Formula: C15H18O3
TSCA: Not listed on TSCA inventory