![3-Methoxy-4-[3-(carbethoxy)propyloxy]benzaldehyde, tech](data:image/png;base64,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)
| Product Number | 2623-1-22 |
| CAS | 141333-27-9 |
| MDL Number | MFCD01765491 |
| Molecular Formula | C14H18O5 |
| Molecular Weight | 266.293 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2623-1-22
CAS: 141333-27-9
Molecule Weight: 266.293
Formula: C14H18O5
PN: 2615-1-00
CAS: 61096-84-2
Molecule Weight: 236.311
Formula: C14H20O3
PN: 2623-1-56
CAS: 380336-99-2
Molecule Weight: 220.224
Formula: C12H12O4
PN: 2615-1-87
CAS: 117241-25-5
Molecule Weight: 474.77
Formula: C31H54O3
PN: 2615-1-40
CAS: 118468-34-1
Molecule Weight: 418.662
Formula: C27H46O3
PN: 2615-1-41
CAS: 131525-50-3
Molecule Weight: 362.554
Formula: C23H38O3
PN: 2615-1-Z8
CAS: 67387-76-2
Molecule Weight: 220.268
Formula: C13H16O3
Melting Point: 53-57 ℃
TSCA: Not listed on TSCA inventory
