| Product Number | 5H66-B-0N |
| CAS | 1858256-40-2 |
| MDL Number | MFCD28399005 |
| Molecular Formula | C10H6BrF3S |
| Molecular Weight | 295.12 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 5H66-B-0N
CAS: 1858256-40-2
Molecule Weight: 295.12
Formula: C10H6BrF3S
![2-Bromomethyl-5-methylbenzo[b]thiophene](data:image/png;base64,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)
PN: 5H66-9-15
CAS: 690632-71-4
Molecule Weight: 241.15
Formula: C10H9BrS
PN: 5H66-B-0P
CAS: 2377846-69-8
Molecule Weight: 295.12
Formula: C10H6BrF3S
PN: 5H66-B-0L
CAS: 1858242-05-3
Molecule Weight: 295.12
Formula: C10H6BrF3S
PN: 5H66-B-0M
CAS: 2377846-67-6
Molecule Weight: 295.12
Formula: C10H6BrF3S
![(5-Trifluoromethylbenzo[b]thiophen-2-yl)methanol](data:image/png;base64,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)
PN: 6H66-3-00
CAS: 951122-90-0
Molecule Weight: 232.22
Formula: C10H7F3OS
PN: 6H15-3-0G
CAS: 1135283-83-8
Molecule Weight: 230.2
Formula: C10H5F3OS
PN: 7H37-3-13
CAS: 2121705-26-6
Molecule Weight: 227.2
Formula: C10H4F3NS
Melting Point: 44-46 ℃
TSCA: Not listed on TSCA inventory