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7-bromobenzo[b]thiophene-2-carboxylate](data:image/png;base64,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)
| Product Number | 6H23-9-05 |
| CAS | 550998-53-3 |
| MDL Number | MFCD09027095 |
| Molecular Formula | C10H7BrO2S |
| Molecular Weight | 271.13 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 6H23-9-05
CAS: 550998-53-3
Molecule Weight: 271.13
Formula: C10H7BrO2S
PN: 6H23-9-06
CAS: 1355171-39-9
Molecule Weight: 285.16
Formula: C11H9BrO2S
![7-Bromobenzo[b]thiophene-2-carboxylic acid](data:image/png;base64,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)
PN: 6H21-9-10
CAS: 19075-59-3
Molecule Weight: 257.1
Formula: C9H5BrO2S
PN: 6H23-9-03
CAS: 7312-11-0
Molecule Weight: 271.13
Formula: C10H7BrO2S
PN: 6H66-B-02
CAS:
Molecule Weight: 289.12
Formula: C10H6BrFO2S
![Ethyl 5-bromo-1-benzo[b]thiophene-2-carboxylate](data:image/png;base64,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)
PN: 6H60-9-00
CAS: 13771-68-1
Molecule Weight: 285.16
Formula: C11H9BrO2S
![Methyl 3-bromobenzo[b]thiophene-2-carboxylate](data:image/png;base64,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)
PN: 6H66-9-00
CAS: 34128-30-8
Molecule Weight: 271.13
Formula: C10H7BrO2S
![Methyl 6-bromobenzo[b]thiophene-2-carboxylate](data:image/png;base64,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)
PN: 6H66-9-Y0
CAS: 360576-01-8
Molecule Weight: 271.13
Formula: C10H7BrO2S
Melting Point: 99-102 ℃
TSCA: Not listed on TSCA inventory