![6-Fluorobenzo[b]thiophene-2-carboxylic acid](data:image/png;base64,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)
| Product Number | 6H21-3-X4 |
| Synonyms | 6-Fluoro-1-benzothiophene-2-carboxylic acid; 2-Carboxy-6-fluorobenzo[b]thiophene |
| Purity | 95 % |
| CAS | 142329-23-5 |
| MDL Number | MFCD06655861 |
| Molecular Formula | C9H5FO2S |
| Molecular Weight | 196.2 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 6H21-3-X4
CAS: 142329-23-5
Molecule Weight: 196.2
Formula: C9H5FO2S
PN: 6H23-3-05
CAS: 550998-52-2
Molecule Weight: 210.22
Formula: C10H7FO2S
PN: 6H21-3-02
CAS: 310466-37-6
Molecule Weight: 196.2
Formula: C9H5FO2S
![6-Fluorobenzo[b]thiophene-2-carboxaldehyde](data:image/png;base64,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)
PN: 6H15-3-0D
CAS: 212078-71-2
Molecule Weight: 180.2
Formula: C9H5FOS
![(6-Fluorobenzo[b]thiophen-2-yl)methanol](data:image/png;base64,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)
PN: 6H01-3-0F
CAS: 212078-70-1
Molecule Weight: 182.21
Formula: C9H7FOS
PN: 6H21-3-05
CAS: 863119-55-5
Molecule Weight: 210.22
Formula: C10H7FO2S
![3-Chloro-6-fluorobenzo[b]thiophene-2-carboxylic acid](data:image/png;base64,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)
PN: 6H21-7-04
CAS: 34576-92-6
Molecule Weight: 230.64
Formula: C9H4ClFO2S
PN: 6H66-B-00
CAS: 1781503-02-3
Molecule Weight: 275.09
Formula: C9H4BrFO2S
TSCA: Not listed on TSCA inventory
HTN: 2934.99.3900