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)
| Product Number | 2H17-1-X3 |
| Synonyms | 1-Benzofuran-3(2H)-one; Coumaran-3-one; 2,3-Dihydro-3-oxo-1-benzofuran |
| CAS | 7169-34-8 |
| MDL Number | MFCD00051810 |
| Molecular Formula | C8H6O2 |
| Molecular Weight | 134.134 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 2620-1-44
CAS: 73014-18-3
Molecule Weight: 228.247
Formula: C14H12O3
![6-Hydroxybenzo[b]furan-3(2H)-one](data:image/png;base64,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)
PN: 2H20-1-X7
CAS: 6272-26-0
Molecule Weight: 150.133
Formula: C8H6O3
PN: 2620-1-45
CAS: 73014-19-4
Molecule Weight: 244.246
Formula: C14H12O4
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)
PN: 2H17-3-X8
CAS: 351528-80-8
Molecule Weight: 152.124
Formula: C8H5FO2
PN: 2H17-1-1A
CAS: 16748-90-6
Molecule Weight: 162.188
Formula: C10H10O2
![5-Fluorobenzo[b]furan-3(2H)-one](data:image/png;base64,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)
PN: 2H17-3-X9
CAS: 60770-49-2
Molecule Weight: 152.124
Formula: C8H5FO2
Melting Point: 97-103 ℃
TSCA: Not listed on TSCA inventory
HTN: 2932.99.6100
![2,3-Dihydrobenzo[b]furan](data:image/png;base64,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)