| Product Number | 8H66-1-63 |
| Synonyms | 2-(Prop-1-ylsulfanyl)pyridine-3-carboxylic acid |
| Purity | 97 % |
| CAS | 175135-22-5 |
| MDL Number | MFCD00051682 |
| Molecular Formula | C9H11NO2S |
| Molecular Weight | 197.25 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 8H66-1-63
CAS: 175135-22-5
Molecule Weight: 197.25
Formula: C9H11NO2S
PN: 8H66-1-69
CAS: 175135-23-6
Molecule Weight: 225.31
Formula: C11H15NO2S
PN: 8H66-1-60
CAS: 175135-25-8
Molecule Weight: 195.24
Formula: C9H9NO2S
![2-[(3,4,4-Trifluorobut-3-en-1-yl)thio]nicotinic acid](data:image/png;base64,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)
PN: 8H66-3-63
CAS: 453557-66-9
Molecule Weight: 263.23
Formula: C10H8F3NO2S
PN: 8H66-1-70
CAS: 175135-24-7
Molecule Weight: 215.7
Formula: C9H10ClNOS
PN: 8H66-1-54
CAS: 127868-10-4
Molecule Weight: 209.26
Formula: C10H11NO2S
Melting Point: 161-162 ℃
TSCA: Not listed on TSCA inventory
