![2-[(Trifluoromethyl)sulfanyl]pyridine-3-carboxylic acid](data:image/png;base64,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)
| Product Number | 8H66-3-32 |
| Synonyms | 2-(Trifluoromethyl)sulfanylnicotinic acid |
| CAS | 929971-69-7 |
| MDL Number | MFCD09040625 |
| Molecular Formula | C7H4F3NO2S |
| Molecular Weight | 223.17 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 8H66-3-32
CAS: 929971-69-7
Molecule Weight: 223.17
Formula: C7H4F3NO2S
PN: 8H66-1-60
CAS: 175135-25-8
Molecule Weight: 195.24
Formula: C9H9NO2S
PN: 8H66-1-63
CAS: 175135-22-5
Molecule Weight: 197.25
Formula: C9H11NO2S
TSCA: Not listed on TSCA inventory
