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)
| Product Number | 2H01-1-05 |
| Synonyms | 2-(1-Benzofuran-3-yl)ethan-1-ol; 2-(Benzo[b]furan-3-yl)ethan-1-ol |
| Purity | 95 % |
| CAS | 75611-06-2 |
| MDL Number | MFCD08271904 |
| Molecular Formula | C10H10O2 |
| Molecular Weight | 162.188 |
| Units | Price (USD) | Availability |
|---|
PN: 2H01-1-05
CAS: 75611-06-2
Molecule Weight: 162.188
Formula: C10H10O2
![Benzo[b]furan-3-ylacetic acid](data:image/png;base64,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)
PN: 2H21-1-Z6
CAS: 64175-51-5
Molecule Weight: 176.171
Formula: C10H8O3
![3-(Aminoethyl)benzo[b]furan](data:image/png;base64,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)
PN: 4H30-1-78
CAS: 27404-31-5
Molecule Weight: 161.204
Formula: C10H11NO
PN: 2H23-1-00
CAS: 82156-58-9
Molecule Weight: 204.225
Formula: C12H12O3
PN: 2H29-1-07
CAS: 69716-04-7
Molecule Weight: 192.17
Formula: C10H8O4
TSCA: Not listed on TSCA inventory
![3-Methylbenzo[b]furan](data:image/png;base64,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)
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)