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)
| Product Number | 2H17-9-08 |
| Synonyms | 1-(1-Benzofuran-5-yl)-2-bromoethan-1-one |
| CAS | 844891-02-7 |
| MDL Number | MFCD06658969 |
| Molecular Formula | C10H7BrO2 |
| Molecular Weight | 239.068 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2H17-9-08
CAS: 844891-02-7
Molecule Weight: 239.068
Formula: C10H7BrO2
![Benzo[b]furan-5-carboxaldehyde](data:image/png;base64,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)
PN: 2H15-1-X4
CAS: 10035-16-2
Molecule Weight: 146.145
Formula: C9H6O2
![Dibenzo[b,d]furan-2-carboxaldehyde](data:image/png;base64,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)
PN: 2H15-1-X2
CAS: 5397-82-0
Molecule Weight: 196.205
Formula: C13H8O2
PN: 2H17-1-76
CAS: 186093-93-6
Molecule Weight: 188.182
Formula: C11H8O3
Melting Point: 76-77 ℃
TSCA: Not listed on TSCA inventory