| Product Number | 2904-1-00 |
| CAS | 659-22-3 |
| MDL Number | MFCD00016487 |
| Molecular Formula | C14H12O2 |
| Molecular Weight | 212.248 |
| Units | Price (USD) | Availability |
|---|
![5-[(E)-2-(4-Hydroxyphenyl)vinyl]benzene-1,3-diol](data:image/png;base64,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)
PN: 2901-1-X0
CAS: 501-36-0
Molecule Weight: 228.247
Formula: C14H12O3
PN: 4937-1-Y6
CAS: 3785-90-8
Molecule Weight: 170.171
Formula: C10H6N2O
PN: 2607-1-0G
CAS: 17581-85-0
Molecule Weight: 164.204
Formula: C10H12O2
TSCA: Not listed on TSCA inventory
