| Product Number | 4H56-1-01Y |
| Purity | 97 % |
| CAS | 170837-78-2 |
| MDL Number | MFCD30099263 |
| Molecular Formula | C18H27NO3 |
| Molecular Weight | 305.418 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 4H56-1-01Y
CAS: 170837-78-2
Molecule Weight: 305.418
Formula: C18H27NO3
PN: 4H56-1-0QT
CAS: 1853217-74-9
Molecule Weight: 305.418
Formula: C18H27NO3
PN: 4656-1-8M
CAS: 186347-28-4
Molecule Weight: 300.402
Formula: C18H24N2O2
![1'-Boc-spiro[indane-1,4'-piperidine]](data:image/png;base64,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)
PN: 4H56-1-0J3
CAS: 148835-99-8
Molecule Weight: 287.403
Formula: C18H25NO2
PN: 4H56-1-01T
CAS: 1853217-57-8
Molecule Weight: 305.418
Formula: C18H27NO3
![tert-Butyl 3,4-dihydro-2H-spiro[phthalene-1,4'-piperidine]-1'-carboxylate](data:image/png;base64,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)
PN: 4H56-1-848
CAS: 873779-29-4
Molecule Weight: 301.43
Formula: C19H27NO2
PN: 4H56-1-02Y
CAS: 170838-26-3
Molecule Weight: 305.374
Formula: C17H23NO4
PN: 4H56-1-09T
CAS: 1198286-87-1
Molecule Weight: 290.407
Formula: C17H26N2O2
TSCA: Not listed on TSCA inventory