| Product Number | 5666-5-03 |
| CAS | 68121-46-0 |
| MDL Number | MFCD00870149 |
| Molecular Formula | C7H6Cl2S |
| Molecular Weight | 193.09 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
![[(3-Chlorophenyl)thio]acetonitrile](data:image/png;base64,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)
PN: 5666-5-09
CAS: 18527-22-5
Molecule Weight: 183.65
Formula: C8H6ClNS
PN: 6665-5-04
CAS: 13150-73-7
Molecule Weight: 174.64
Formula: C7H7ClOS
TSCA: Not listed on TSCA inventory
