| Product Number | 2615-1-70 |
| CAS | 164520-98-3 |
| MDL Number | MFCD04133155 |
| Molecular Formula | C12H14O2 |
| Molecular Weight | 190.242 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2615-1-70
CAS: 164520-98-3
Molecule Weight: 190.242
Formula: C12H14O2
PN: 2621-1-85
CAS: 30762-02-8
Molecule Weight: 206.241
Formula: C12H14O3
PN: 2615-1-65
CAS: 77355-02-3
Molecule Weight: 326.392
Formula: C20H22O4
![4-[(Dodec-1-yl)oxy]benzaldehyde](data:image/png;base64,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)
PN: 2615-1-50
CAS: 24083-19-0
Molecule Weight: 290.447
Formula: C19H30O2
PN: 2615-1-1P
CAS: 18986-09-9
Molecule Weight: 192.258
Formula: C12H16O2
![4-[(Tetrahydro-2H-pyran-4-yl)oxy]benzaldehyde](data:image/png;base64,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)
PN: 2615-1-X0
CAS: 215460-40-5
Molecule Weight: 206.241
Formula: C12H14O3
PN: 2615-1-81
CAS: 1823954-03-5
Molecule Weight: 192.214
Formula: C11H12O3
TSCA: Not listed on TSCA inventory
