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chloride](data:image/png;base64,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)
| Product Number | 2H16-5-01 |
| Synonyms | 3-[(Chlorocarbonyl)methyl]-1-benzofuran; (1-Benzofuran-3-yl)acetyl chloride; 2-(1-Benzofuran-3-yl)ethanoyl chloride |
| Purity | 97 % |
| CAS | 857283-98-8 |
| MDL Number | MFCD08271903 |
| Molecular Formula | C10H7ClO2 |
| Molecular Weight | 194.61 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2H16-5-01
CAS: 857283-98-8
Molecule Weight: 194.61
Formula: C10H7ClO2
![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
TSCA: Not listed on TSCA inventory
HTN: 2932.19.5000