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)
| Product Number | 6H15-1-18 |
| CAS | 27035-41-2 |
| MDL Number | MFCD05865141 |
| Molecular Formula | C10H8OS |
| Molecular Weight | 176.23 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 6H15-1-18
CAS: 27035-41-2
Molecule Weight: 176.23
Formula: C10H8OS
PN: 6H15-3-0G
CAS: 1135283-83-8
Molecule Weight: 230.2
Formula: C10H5F3OS
![Benzo[b]thiophene-2-carboxaldehyde](data:image/png;base64,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)
PN: 6H15-1-X6
CAS: 3541-37-5
Molecule Weight: 162.21
Formula: C9H6OS
![5-Methylbenzo[b]thiophene-2-carboxylic acid](data:image/png;base64,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)
PN: 6H21-1-0W
CAS: 1505-62-0
Molecule Weight: 192.23
Formula: C10H8O2S
![(5-Methylbenzo[b]thiophen-2-yl)methanol](data:image/png;base64,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)
PN: 6H01-1-0F
CAS: 22962-49-8
Molecule Weight: 178.25
Formula: C10H10OS
![3-Methylbenzo[b]thiophene-2-carboxaldehyde](data:image/png;base64,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)
PN: 6H15-1-08
CAS: 22053-74-3
Molecule Weight: 176.23
Formula: C10H8OS
PN: 4H48-3-9L
CAS: 1609382-60-6
Molecule Weight: 245.22
Formula: C10H6F3NOS
![7-(Trifluoromethyl)benzo[b]thiophene-2-carbaldehyde](data:image/png;base64,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)
PN: 6H66-3-09
CAS: 1353011-97-8
Molecule Weight: 230.2
Formula: C10H5F3OS
TSCA: Not listed on TSCA inventory