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chloride](data:image/png;base64,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)
| Product Number | 6H16-7-00 |
| Synonyms | 7-Fluoro-1-benzothiophene-2-carbonyl chloride |
| CAS | 2035458-56-9 |
| MDL Number | MFCD29477441 |
| Molecular Formula | C9H4ClFOS |
| Molecular Weight | 214.64 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 6H16-7-00
CAS: 2035458-56-9
Molecule Weight: 214.64
Formula: C9H4ClFOS
![7-Fluorobenzo[b]thiophene-2-carboxaldehyde](data:image/png;base64,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)
PN: 6H15-3-0B
CAS: 698367-34-9
Molecule Weight: 180.2
Formula: C9H5FOS
![Benzo[b]thiophene-2-carbonyl chloride](data:image/png;base64,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)
PN: 6H16-5-X1
CAS: 39827-11-7
Molecule Weight: 196.65
Formula: C9H5ClOS
![3-Chlorobenzo[b]thiophene-2-carbonyl chloride](data:image/png;base64,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)
PN: 6H16-5-06
CAS: 21815-91-8
Molecule Weight: 231.09
Formula: C9H4Cl2OS
PN: 6H21-3-72
CAS: 550998-67-9
Molecule Weight: 196.2
Formula: C9H5FO2S
PN: 6H16-7-X0
CAS: 34576-83-5
Molecule Weight: 249.08
Formula: C9H3Cl2FOS
![6-Bromo-7-fluorobenzo[b]thiophene-2-carboxaldehyde](data:image/png;base64,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)
PN: 6H15-B-05
CAS: 1935044-29-3
Molecule Weight: 259.09
Formula: C9H4BrFOS
![5,7-Difluorobenzo[b]thiophene-2-carboxylic acid](data:image/png;base64,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)
PN: 6H21-3-0P
CAS: 550998-68-0
Molecule Weight: 214.19
Formula: C9H4F2O2S
TSCA: Not listed on TSCA inventory