| Product Number | 2H17-1-65 |
| CAS | 151703-89-8 |
| MDL Number | MFCD00220706 |
| Molecular Formula | C18H16O5 |
| Molecular Weight | 312.321 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2H17-1-65
CAS: 151703-89-8
Molecule Weight: 312.321
Formula: C18H16O5
PN: 2H20-1-27
CAS: 16669-99-1
Molecule Weight: 268.268
Formula: C16H12O4
PN: 2H17-1-44
CAS: 144309-50-2
Molecule Weight: 282.295
Formula: C17H14O4
PN: 2920-1-X3
CAS: 10493-06-8
Molecule Weight: 314.337
Formula: C18H18O5
PN: 2H20-1-16
CAS: 19152-39-7
Molecule Weight: 268.268
Formula: C16H12O4
PN: 2920-1-27
CAS: 2567-65-9
Molecule Weight: 300.31
Formula: C17H16O5
![3-(1,3-Benzodioxol-5-yl)-1-[2-(benzyloxy)phenyl]prop-2-en-1-one](data:image/png;base64,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)
PN: 2H17-1-53
CAS: 36121-01-4
Molecule Weight: 358.393
Formula: C23H18O4
PN: 2H17-1-48
CAS: 1058712-23-4
Molecule Weight: 312.321
Formula: C18H16O5
TSCA: Not listed on TSCA inventory