![5-(Trifluoromethyl)-N-{1-[(trifluoromethyl)sulfanyl]butan-2-yl}pyridine-3-carboxamide](data:image/png;base64,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)
| Product Number | 8H66-3-40 |
| Synonyms | 5-(Trifluoromethyl)-N-(1-(trifluoromethyl)sulfanylmethylpropyl)nicotinamide |
| CAS | 1204235-11-9 |
| MDL Number | MFCD23382236 |
| Molecular Formula | C12H12F6N2OS |
| Molecular Weight | 346.29 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 8H66-3-40
CAS: 1204235-11-9
Molecule Weight: 346.29
Formula: C12H12F6N2OS
![5-(Trifluoromethyl)-N-{1-[(trifluoromethyl)sulfanyl]propan-2-yl}pyridine-3-carboxamide](data:image/png;base64,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)
PN: 8H66-3-41
CAS: 1204234-42-3
Molecule Weight: 332.26
Formula: C11H10F6N2OS
![5-(Pentafluoroethyl)-N-{1-[(trifluoromethyl)sulfanyl]butan-2-yl}pyridine-3-carboxamide](data:image/png;base64,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)
PN: 8H66-3-38
CAS: 1204235-25-5
Molecule Weight: 396.3
Formula: C13H12F8N2OS
![5-(Pentafluoroethyl)-N-{1-[(trifluoromethyl)sulfanyl]propan-2-yl}pyridine-3-carboxamide](data:image/png;base64,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)
PN: 8H66-3-39
CAS: 1204234-90-1
Molecule Weight: 382.27
Formula: C12H10F8N2OS
![N-{1-[(Trifluoromethyl)sulfanyl]propan-2-yl}pyridine-3-carboxamide](data:image/png;base64,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)
PN: 8666-3-08
CAS: 1204234-41-2
Molecule Weight: 264.27
Formula: C10H11F3N2OS
![5-Bromo-N-{1-[(trifluoromethyl)sulfanyl]butan-2-yl}pyridine-3-carboxamide](data:image/png;base64,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)
PN: 8H66-B-01
CAS: 1204234-86-5
Molecule Weight: 357.19
Formula: C11H12BrF3N2OS
TSCA: Not listed on TSCA inventory