![Benzo[b]thiophene-4-carboxaldehyde](data:image/png;base64,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)
| Product Number | 6H66-1-72 |
| CAS | 10133-25-2 |
| MDL Number | MFCD18432490 |
| Molecular Formula | C9H6OS |
| Molecular Weight | 162.21 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 6H66-1-72
CAS: 10133-25-2
Molecule Weight: 162.21
Formula: C9H6OS
![Benzo[b]thiophene-6-carboxaldehyde](data:image/png;base64,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)
PN: 6H66-1-04
CAS: 6386-80-7
Molecule Weight: 162.21
Formula: C9H6OS
![Benzo[b]thiophene-4-carboxylic acid](data:image/png;base64,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)
PN: 6H21-1-0B
CAS: 10134-95-9
Molecule Weight: 178.21
Formula: C9H6O2S
![Benzo[b]thiophene-5-carboxaldehyde](data:image/png;base64,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)
PN: 6H15-1-X0
CAS: 10133-30-9
Molecule Weight: 162.21
Formula: C9H6OS
![5-Fluorobenzo[b]thiophene-4-carboxaldehyde](data:image/png;base64,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)
PN: 6H15-3-03
CAS:
Molecule Weight: 180.2
Formula: C9H5FOS
![7-Fluorobenzo[b]thiophene-4-carboxaldehyde](data:image/png;base64,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)
PN: 6H15-3-05
CAS: 1388033-39-3
Molecule Weight: 180.2
Formula: C9H5FOS
![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
![4-(Hydroxymethyl)benzo[b]thiophene](data:image/png;base64,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)
PN: 6H01-1-0B
CAS: 51830-54-7
Molecule Weight: 164.22
Formula: C9H8OS
TSCA: Not listed on TSCA inventory