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)
| Product Number | 2H17-3-09 |
| Synonyms | 5,7-Difluoro-2,3-dihydrobenzo[b]furan-3-one |
| CAS | 939759-28-1 |
| MDL Number | MFCD08544414 |
| Molecular Formula | C8H4F2O2 |
| Molecular Weight | 170.115 |
| Units | Price (USD) | Availability |
|---|
PN: 2H17-3-09
CAS: 939759-28-1
Molecule Weight: 170.115
Formula: C8H4F2O2
PN: 2H17-3-04
CAS: 939759-27-0
Molecule Weight: 152.124
Formula: C8H5FO2
![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
![5,7-Difluoro-2,3-dihydrobenzo[b]furan](data:image/png;base64,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)
PN: 2H07-3-X0
CAS: 175203-20-0
Molecule Weight: 156.132
Formula: C8H6F2O
![6-Bromo-7-fluorobenzo[b]furan-3(2H)-one](data:image/png;base64,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)
PN: 2H17-B-12
CAS: 1344891-91-3
Molecule Weight: 231.02
Formula: C8H4BrFO2
![7-Fluoro-6-iodobenzo[b]furan-3(2H)-one](data:image/png;base64,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)
PN: 2H17-K-00
CAS: 1344901-35-4
Molecule Weight: 278.021
Formula: C8H4FIO2
![6-Bromo-5-fluorobenzo[b]furan-3(2H)-one](data:image/png;base64,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)
PN: 2H17-B-05
CAS: 1344888-17-0
Molecule Weight: 231.02
Formula: C8H4BrFO2
![2-Bromo-7-fluorobenzo[b]furan-3(2H)-one](data:image/png;base64,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)
PN: 2H17-B-07
CAS: 1823918-34-8
Molecule Weight: 231.02
Formula: C8H4BrFO2
TSCA: Not listed on TSCA inventory