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acid](data:image/png;base64,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)
| Product Number | 6H21-9-X6 |
| CAS | 19075-58-2 |
| MDL Number | MFCD07371540 |
| Molecular Formula | C9H5BrO2S |
| Molecular Weight | 257.1 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 6H21-9-X6
CAS: 19075-58-2
Molecule Weight: 257.1
Formula: C9H5BrO2S
![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
![4-Bromobenzo[b]thiophene-2-carboxylic acid](data:image/png;base64,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)
PN: 6H21-9-00
CAS: 5194-37-6
Molecule Weight: 257.1
Formula: C9H5BrO2S
![(6-Bromobenzo[b]thiophen-2-yl)methanol](data:image/png;base64,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)
PN: 6H60-9-20
CAS: 374933-76-3
Molecule Weight: 243.12
Formula: C9H7BrOS
PN: 6H60-9-16
CAS: 105191-64-8
Molecule Weight: 285.16
Formula: C11H9BrO2S
![Benzo[b]thiophene-2-carboxylic acid](data:image/png;base64,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)
PN: 6H21-1-Y8
CAS: 6314-28-9
Molecule Weight: 178.21
Formula: C9H6O2S
![6-Bromobenzo[b]thiophene-2-carbaldehyde](data:image/png;base64,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)
PN: 6H60-9-17
CAS: 19075-45-7
Molecule Weight: 241.1
Formula: C9H5BrOS
![5-Bromobenzo[b]thiophene-2-carboxylic acid](data:image/png;base64,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)
PN: 6H21-9-X3
CAS: 7312-10-9
Molecule Weight: 257.1
Formula: C9H5BrO2S
Melting Point: 262-265 ℃
TSCA: Not listed on TSCA inventory
HTN: 2934.99.3900
EINECS: 606-218-8