| Product Number | 8H48-3-0Q |
| CAS | 1956369-80-4 |
| MDL Number | MFCD29922223 |
| Molecular Formula | C10H6F3NOS |
| Molecular Weight | 245.22 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 8H48-3-0Q
CAS: 1956369-80-4
Molecule Weight: 245.22
Formula: C10H6F3NOS
PN: 8H48-3-0C
CAS: 1171927-53-9
Molecule Weight: 260.23
Formula: C10H7F3N2OS
![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
PN: 4H48-3-9L
CAS: 1609382-60-6
Molecule Weight: 245.22
Formula: C10H6F3NOS
PN: 8H48-3-0B
CAS: 1171927-43-7
Molecule Weight: 260.23
Formula: C10H7F3N2OS
PN: 4H48-3-9F
CAS: 2375008-67-4
Molecule Weight: 245.22
Formula: C10H6F3NOS
PN: 8H66-3-0G
CAS: 1135282-94-8
Molecule Weight: 260.23
Formula: C10H7F3N2OS
PN: 8H48-3-0R
CAS: 2377846-68-7
Molecule Weight: 245.22
Formula: C10H6F3NOS
Melting Point: 158-161 ℃
TSCA: Not listed on TSCA inventory