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)
| Product Number | 6H01-1-X4 |
| Synonyms | (1-Benzothiophen-2-yl)methanol |
| CAS | 17890-56-1 |
| MDL Number | MFCD02682004 |
| Molecular Formula | C9H8OS |
| Molecular Weight | 164.22 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 6H01-1-X4
CAS: 17890-56-1
Molecule Weight: 164.22
Formula: C9H8OS
![(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
![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
PN: 8H01-5-00
CAS: 13771-71-6
Molecule Weight: 198.66
Formula: C9H7ClOS
![(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
![(5-Bromobenzo[b]thiophen-2-yl)methanol](data:image/png;base64,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)
PN: 6H60-9-19
CAS: 13771-72-7
Molecule Weight: 243.12
Formula: C9H7BrOS
![(6-Fluorobenzo[b]thiophen-2-yl)methanol](data:image/png;base64,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)
PN: 6H01-3-0F
CAS: 212078-70-1
Molecule Weight: 182.21
Formula: C9H7FOS
Melting Point: 99-103 ℃
TSCA: Not listed on TSCA inventory
HTN: 2934.99.3900
![2-Methylbenzo[b]thiophene](data:image/png;base64,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)