![Methyl 5,7-difluorobenzo[b]thiophene-2-carboxylate](data:image/png;base64,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)
| Product Number | 6H23-3-17 |
| CAS | 550998-57-7 |
| MDL Number | MFCD11044565 |
| Molecular Formula | C10H6F2O2S |
| Molecular Weight | 228.21 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 6H23-3-17
CAS: 550998-57-7
Molecule Weight: 228.21
Formula: C10H6F2O2S
![Methyl 7-fluorobenzo[b]thiophene-2-carboxylate](data:image/png;base64,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)
PN: 6H23-3-00
CAS: 550998-54-4
Molecule Weight: 210.22
Formula: C10H7FO2S
![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
![Methyl 5-fluorobenzo[b]thiophene-2-carboxylate](data:image/png;base64,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)
PN: 6H23-3-03
CAS: 154630-32-7
Molecule Weight: 210.22
Formula: C10H7FO2S
PN: 6H21-3-72
CAS: 550998-67-9
Molecule Weight: 196.2
Formula: C9H5FO2S
![Methyl 6-bromo-7-fluorobenzo[b]thiophene-2-carboxylate](data:image/png;base64,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)
PN: 6H23-B-01
CAS: 1954364-08-9
Molecule Weight: 289.12
Formula: C10H6BrFO2S
![Methyl 4-bromo-7-fluorobenzo[b]thiophene-2-carboxylate](data:image/png;base64,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)
PN: 6H23-B-02
CAS: 360576-05-2
Molecule Weight: 289.12
Formula: C10H6BrFO2S
PN: 6H21-3-52
CAS: 70060-13-8
Molecule Weight: 196.2
Formula: C9H5FO2S
TSCA: Not listed on TSCA inventory