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)
| Product Number | 8H66-3-64 |
| CAS | 173729-52-7 |
| MDL Number | MFCD00099587 |
| Molecular Formula | C8H8F3NOS |
| Molecular Weight | 223.21 |
| Units | Price (USD) | Availability |
|---|
PN: 8H66-3-64
CAS: 173729-52-7
Molecule Weight: 223.21
Formula: C8H8F3NOS
![{[5-(Trifluoromethyl)pyridin-2-yl]thio}acetic acid](data:image/png;base64,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)
PN: 8H66-3-53
CAS: 244006-15-3
Molecule Weight: 237.2
Formula: C8H6F3NO2S
PN: 7H66-3-64
CAS: 650592-47-5
Molecule Weight: 193.19
Formula: C7H6F3NS
![2-[[3-Chloro-5-(trifluoromethyl)pyridin-2-yl]sulfanyl]ethanol](data:image/png;base64,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)
PN: 8H66-7-0C
CAS: 188591-49-3
Molecule Weight: 257.66
Formula: C8H7ClF3NOS
![{[3-Chloro-5-(trifluoromethyl)pyridin-2-yl]thio}acetonitrile](data:image/png;base64,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)
PN: 7H66-7-02
CAS: 306976-81-8
Molecule Weight: 252.64
Formula: C8H4ClF3N2S
PN: 7H66-3-69
CAS: 650592-31-7
Molecule Weight: 255.26
Formula: C12H8F3NS
![{[3-Chloro-5-(trifluoromethyl)pyridin-2-yl]thio}acetic acid](data:image/png;base64,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)
PN: 8H66-7-X5
CAS: 338422-73-4
Molecule Weight: 271.64
Formula: C8H5ClF3NO2S
PN: 7H61-3-25
CAS: 76041-72-0
Molecule Weight: 179.16
Formula: C6H4F3NS
TSCA: Not listed on TSCA inventory