![1-(2-Methyl-2,3-dihydrobenzo[b]furan-5-yl)ethan-1-one 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)
| Product Number | 4H47-1-32 |
| CAS | 175136-43-3 |
| MDL Number | MFCD00673157 |
| Molecular Formula | C11H13NO2 |
| Molecular Weight | 191.23 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H47-1-32
CAS: 175136-43-3
Molecule Weight: 191.23
Formula: C11H13NO2
![2,3-Dihydrobenzo[b]furan-5-carboxaldehyde O5-ethyloxime](data:image/png;base64,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)
PN: 4H47-1-43
CAS: 655235-26-0
Molecule Weight: 191.23
Formula: C11H13NO2
![5-Acetyl-2,3-dihydro-2-methylbenzo[b]furan](data:image/png;base64,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)
PN: 2H17-1-X2
CAS: 58621-51-5
Molecule Weight: 176.215
Formula: C11H12O2
PN: 2H15-1-1J
CAS: 54365-75-2
Molecule Weight: 162.188
Formula: C10H10O2
![2,3-Dihydrobenzo[b]furan-5-amidoxime](data:image/png;base64,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)
PN: 4H47-1-X1
CAS: 306936-07-2
Molecule Weight: 178.191
Formula: C9H10N2O2
TSCA: Not listed on TSCA inventory