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)
| Product Number | 2H17-1-X6 |
| Synonyms | 1-(1-Benzofuran-2-yl)ethan-1-one; 2-Ethanoylbenzo[b]furan |
| CAS | 1646-26-0 |
| MDL Number | MFCD00005849 |
| Molecular Formula | C10H8O2 |
| Molecular Weight | 160.172 |
| Units | Price (USD) | Availability |
|---|
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)
PN: 2H17-9-X2
CAS: 23489-36-3
Molecule Weight: 239.068
Formula: C10H7BrO2
PN: 2H20-1-10
CAS: 131922-15-1
Molecule Weight: 192.17
Formula: C10H8O4
PN: 2H17-1-76
CAS: 186093-93-6
Molecule Weight: 188.182
Formula: C11H8O3
PN: 4H37-1-5K
CAS: 5149-69-9
Molecule Weight: 185.182
Formula: C11H7NO2
![Benzo[b]furan-2-carboxaldehyde](data:image/png;base64,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)
PN: 2H15-1-07
CAS: 4265-16-1
Molecule Weight: 146.145
Formula: C9H6O2
PN: 2H17-3-0G
CAS: 1283721-35-6
Molecule Weight: 178.162
Formula: C10H7FO2
PN: 2H17-5-21
CAS: 1646-32-8
Molecule Weight: 194.61
Formula: C10H7ClO2
Melting Point: 69-73 ℃
Boiling Point: 110-113 ℃
TSCA: Listed on TSCA inventory
HTN: 2932.99.7000
EINECS: 216-706-9