| Product Number | 4H48-1-038 |
| Purity | 95.0 % |
| CAS | 262847-54-1 |
| MDL Number | MFCD00114406 |
| Molecular Formula | C9H9NO2 |
| Molecular Weight | 163.176 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 4H48-1-038
CAS: 262847-54-1
Molecule Weight: 163.176
Formula: C9H9NO2
![5-(Aminomethyl)-2,3-dihydrobenzo[b]furan](data:image/png;base64,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)
PN: 4H56-1-7A
CAS: 55745-74-9
Molecule Weight: 149.193
Formula: C9H11NO
![5-(Aminomethyl)-2,3-dihydrobenzo[b]furan hydrochloride](data:image/png;base64,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)
PN: 4H56-5-M2
CAS: 635309-62-5
Molecule Weight: 185.65
Formula: C9H12ClNO
![2,3-Dihydrobenzo[b]furan-5-carboxaldehyde](data:image/png;base64,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)
PN: 2H15-1-Y0
CAS: 55745-70-5
Molecule Weight: 148.161
Formula: C9H8O2
![1-(2,3-Dihydrobenzo[b]furan-5-yl)ethan-1-one](data:image/png;base64,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)
PN: 2H17-1-47
CAS: 90843-31-5
Molecule Weight: 162.188
Formula: C10H10O2
![2,3-Dihydrobenzo[b]furan-5-carboxylic acid](data:image/png;base64,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)
PN: 2H21-1-W1
CAS: 76429-73-7
Molecule Weight: 164.16
Formula: C9H8O3
PN: 2H15-1-1J
CAS: 54365-75-2
Molecule Weight: 162.188
Formula: C10H10O2
![2,3-Dihydrobenzo[b]furan-7-carboxaldehyde](data:image/png;base64,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)
PN: 2H15-1-X5
CAS: 196799-45-8
Molecule Weight: 148.161
Formula: C9H8O2
TSCA: Not listed on TSCA inventory