![(5-Trifluoromethylbenzo[b]thiophen-2-yl)methanol](data:image/png;base64,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)
| Product Number | 6H66-3-00 |
| CAS | 951122-90-0 |
| MDL Number | MFCD11841028 |
| Molecular Formula | C10H7F3OS |
| Molecular Weight | 232.22 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 6H66-3-00
CAS: 951122-90-0
Molecule Weight: 232.22
Formula: C10H7F3OS
![(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
PN: 6H21-3-85
CAS: 244126-64-5
Molecule Weight: 246.2
Formula: C10H5F3O2S
PN: 6H15-3-0G
CAS: 1135283-83-8
Molecule Weight: 230.2
Formula: C10H5F3OS
![[7-(Trifluoromethyl)-1-benzothiophen-2-yl]methanol](data:image/png;base64,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)
PN: 6H01-3-0G
CAS: 1171926-67-2
Molecule Weight: 232.22
Formula: C10H7F3OS
![[4-(Trifluoromethyl)benzothiophen-2-yl]methanol](data:image/png;base64,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)
PN: 6H01-3-0H
CAS: 1171926-60-5
Molecule Weight: 232.22
Formula: C10H7F3OS
PN: 5H66-B-0N
CAS: 1858256-40-2
Molecule Weight: 295.12
Formula: C10H6BrF3S
PN: 7H37-3-13
CAS: 2121705-26-6
Molecule Weight: 227.2
Formula: C10H4F3NS
TSCA: Not listed on TSCA inventory