| Product Number | 6H17-1-0F |
| Purity | 95 % |
| CAS | 1128-05-8 |
| MDL Number | MFCD00051638 |
| Molecular Formula | C10H8OS |
| Molecular Weight | 176.23 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
![3-(Bromoacetyl)benzo[b]thiophene](data:image/png;base64,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)
PN: 6H66-9-X4
CAS: 26167-45-3
Molecule Weight: 255.13
Formula: C10H7BrOS
![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
PN: 6H17-3-01
CAS: 187658-19-1
Molecule Weight: 194.22
Formula: C10H7FOS
![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-(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
![Benzo[b]thiophene-3-carboxylic acid](data:image/png;base64,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)
PN: 6H21-1-21
CAS: 5381-25-9
Molecule Weight: 178.21
Formula: C9H6O2S
![(Benzo[b]thiophen-3-yl)acetonitrile](data:image/png;base64,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)
PN: 7H37-1-0M
CAS: 3216-48-6
Molecule Weight: 173.23
Formula: C10H7NS
TSCA: Not listed on TSCA inventory