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)
| Product Number | 6H15-9-01 |
| Purity | 97 % |
| CAS | 16296-72-3 |
| MDL Number | MFCD00858578 |
| Molecular Formula | C9H5BrOS |
| Molecular Weight | 241.1 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 6H15-9-01
CAS: 16296-72-3
Molecule Weight: 241.1
Formula: C9H5BrOS
![3-Acetyl-5-bromobenzo[b]thiophene](data:image/png;base64,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)
PN: 6H17-9-06
CAS: 1423-63-8
Molecule Weight: 255.13
Formula: C10H7BrOS
![5-Bromo-3-methylbenzo[b]thiophene](data:image/png;base64,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)
PN: 5H66-9-X0
CAS: 1196-09-4
Molecule Weight: 227.12
Formula: C9H7BrS
![5-Bromobenzo[b]thiophene-3-carboxylic acid](data:image/png;base64,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)
PN: 6H21-9-04
CAS: 7312-24-5
Molecule Weight: 257.1
Formula: C9H5BrO2S
![Benzo[b]thiophene-3-carboxaldehyde](data:image/png;base64,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)
PN: 6H15-1-Y2
CAS: 5381-20-4
Molecule Weight: 162.21
Formula: C9H6OS
![5-Bromo-3-(bromoacetyl)benzo[b]thiophene](data:image/png;base64,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)
PN: 6H17-9-X1
CAS: 850375-12-1
Molecule Weight: 334.03
Formula: C10H6Br2OS
![(5-Bromo-3-benzo[b]thienyl)methanol](data:image/png;base64,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)
PN: 6H01-9-03
CAS: 852180-52-0
Molecule Weight: 243.12
Formula: C9H7BrOS
![(5-Bromo-3-benzo[b]thienyl)methylamine](data:image/png;base64,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)
PN: 7H30-9-05
CAS: 744985-64-6
Molecule Weight: 242.13
Formula: C9H8BrNS
TSCA: Not listed on TSCA inventory