| Product Number | 8H66-5-Z7 |
| Synonyms | 2-(Methylthio)pyridine-3-carbonyl chloride |
| CAS | 97936-43-1 |
| MDL Number | MFCD00051678 |
| Molecular Formula | C7H6ClNOS |
| Molecular Weight | 187.64 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 8H66-5-Z7
CAS: 97936-43-1
Molecule Weight: 187.64
Formula: C7H6ClNOS
PN: 8H66-5-Z4
CAS: 123116-01-8
Molecule Weight: 201.67
Formula: C8H8ClNOS
PN: 8H66-1-70
CAS: 175135-24-7
Molecule Weight: 215.7
Formula: C9H10ClNOS
PN: 8H66-5-22
CAS: 165249-92-3
Molecule Weight: 249.71
Formula: C12H8ClNOS
![2-[(4-Methylphenyl)thio]nicotinoyl chloride](data:image/png;base64,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)
PN: 8H66-5-Z2
CAS: 175135-78-1
Molecule Weight: 263.74
Formula: C13H10ClNOS
![2-[(4-Chlorophenyl)thio]pyridine-3-carbonyl chloride](data:image/png;base64,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)
PN: 8H66-5-12
CAS: 97936-44-2
Molecule Weight: 284.15
Formula: C12H7Cl2NOS
Melting Point: 92-96 ℃
DOT/IATA/IMDG: UN 1759 - HC 8 - PG III
TSCA: Not listed on TSCA inventory
