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)
| Product Number | 7666-3-X6 |
| Synonyms | 3-[(Trifluoromethyl)sulfanyl]benzylamine |
| Purity | 98 % |
| CAS | 234450-33-0 |
| MDL Number | MFCD00236344 |
| Molecular Formula | C8H8F3NS |
| Molecular Weight | 207.21 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 7666-3-X6
CAS: 234450-33-0
Molecule Weight: 207.21
Formula: C8H8F3NS
PN: 5766-3-00
CAS: 4837-10-9
Molecule Weight: 174.21
Formula: C8H8F2S
PN: 8666-3-14
CAS: 261944-10-9
Molecule Weight: 203.21
Formula: C8H7F2NOS
PN: 7666-7-03
CAS: 2415751-71-0
Molecule Weight: 241.66
Formula: C8H7ClF3NS
PN: 7666-3-X9
CAS: 660-44-6
Molecule Weight: 203.18
Formula: C8H4F3NS
PN: 5766-7-01
CAS: 215732-90-4
Molecule Weight: 226.64
Formula: C8H6ClF3S
![3-[(Trifluoromethyl)sulfanyl]benzyl bromide](data:image/png;base64,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)
PN: 5766-B-01
CAS: 213203-84-0
Molecule Weight: 271.1
Formula: C8H6BrF3S
PN: 8663-3-12
CAS: 1274903-40-0
Molecule Weight: 239.21
Formula: C8H8F3NO2S
TSCA: Not listed on TSCA inventory
HTN: 2930.90.2900