![3-Amino-5-fluorobenzo[b]thiophene-2-carboxylic acid](data:image/png;base64,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)
| Product Number | 8H30-3-07 |
| CAS | 1378864-23-3 |
| MDL Number | MFCD12407357 |
| Molecular Formula | C9H6FNO2S |
| Molecular Weight | 211.21 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 8H30-3-07
CAS: 1378864-23-3
Molecule Weight: 211.21
Formula: C9H6FNO2S
![3-Amino-7-fluorobenzo[b]thiophene-2-carboxylic acid](data:image/png;base64,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)
PN: 8H30-3-05
CAS: 1552532-10-1
Molecule Weight: 211.21
Formula: C9H6FNO2S
![3-Aminobenzo[b]thiophene-2-carboxylic acid](data:image/png;base64,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)
PN: 8H57-1-X2
CAS: 40142-71-0
Molecule Weight: 193.22
Formula: C9H7NO2S
![3-Amino-4-fluorobenzo[b]thiophene-2-carboxylic acid](data:image/png;base64,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)
PN: 8H30-3-08
CAS: 874800-63-2
Molecule Weight: 211.21
Formula: C9H6FNO2S
![3-Amino-6-fluorobenzo[b]thiophene-2-carboxylic acid](data:image/png;base64,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)
PN: 8H30-3-06
CAS: 452910-20-2
Molecule Weight: 211.21
Formula: C9H6FNO2S
![Methyl 3-aminobenzo[b]thiophene-2-carboxylate](data:image/png;base64,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)
PN: 8H58-1-17
CAS: 35212-85-2
Molecule Weight: 207.25
Formula: C10H9NO2S
![Methyl 3-amino-7-fluorobenzo[b]thiophene-2-carboxylate](data:image/png;base64,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)
PN: 8H30-3-0H
CAS: 2090172-47-5
Molecule Weight: 225.24
Formula: C10H8FNO2S
PN: 6H21-3-52
CAS: 70060-13-8
Molecule Weight: 196.2
Formula: C9H5FO2S
TSCA: Not listed on TSCA inventory