| Product Number | 6H17-3-01 |
| Synonyms | 1-(5-Fluorobenzo[b]thiophen-3-yl)ethanone |
| Purity | 97 % |
| CAS | 187658-19-1 |
| MDL Number | MFCD12913734 |
| Molecular Formula | C10H7FOS |
| Molecular Weight | 194.22 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 6H17-3-01
CAS: 187658-19-1
Molecule Weight: 194.22
Formula: C10H7FOS
![5-Fluorobenzo[b]thiophene-3-carboxaldehyde](data:image/png;base64,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)
PN: 6H15-3-0E
CAS: 40740-56-5
Molecule Weight: 180.2
Formula: C9H5FOS
PN: 6H21-3-04
CAS: 40740-57-6
Molecule Weight: 196.2
Formula: C9H5FO2S
![3-(Bromoacetyl)benzo[b]thiophene](data:image/png;base64,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)
PN: 6H66-9-X4
CAS: 26167-45-3
Molecule Weight: 255.13
Formula: C10H7BrOS
![5-Fluoro-3-methylbenzo[b]thiophene](data:image/png;base64,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)
PN: 5H66-3-X1
CAS: 17514-63-5
Molecule Weight: 166.21
Formula: C9H7FS
![5-Fluorobenzo[b]thiophene-4-carboxaldehyde](data:image/png;base64,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)
PN: 6H15-3-03
CAS:
Molecule Weight: 180.2
Formula: C9H5FOS
![5-Fluorobenzo[b]thiophene-7-carboxaldehyde](data:image/png;base64,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)
PN: 6H15-3-01
CAS:
Molecule Weight: 180.2
Formula: C9H5FOS
TSCA: Not listed on TSCA inventory
