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)
| Product Number | 4H17-1-5Z |
| Purity | 95 % |
| CAS | 30877-81-7 |
| MDL Number | MFCD00116065 |
| Molecular Formula | C13H18N2O |
| Molecular Weight | 218.3 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H17-1-5Z
CAS: 30877-81-7
Molecule Weight: 218.3
Formula: C13H18N2O
PN: 4H17-1-42
CAS: 26586-40-3
Molecule Weight: 217.312
Formula: C14H19NO
![Oxo[4-(piperidin-1-yl)phenyl]acetaldehyde hydrate](data:image/png;base64,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)
PN: 4H17-1-X7
CAS: 93290-93-8
Molecule Weight: 235.283
Formula: C13H17NO3
PN: 4H17-9-12
CAS: 210832-84-1
Molecule Weight: 282.181
Formula: C13H16BrNO
PN: 4H17-1-9J
CAS: 21557-09-5
Molecule Weight: 189.258
Formula: C12H15NO
PN: 4H57-1-25
CAS: 842965-30-4
Molecule Weight: 234.299
Formula: C13H18N2O2
PN: 4H15-1-L0
CAS: 10338-57-5
Molecule Weight: 189.258
Formula: C12H15NO
PN: 4H54-1-HT
CAS: 30877-80-6
Molecule Weight: 248.282
Formula: C13H16N2O3
TSCA: Not listed on TSCA inventory