| Product Number | 6666-5-01 |
| CAS | 25784-83-2 |
| MDL Number | MFCD00013644 |
| Molecular Formula | C9H9ClOS |
| Molecular Weight | 200.68 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 6666-5-01
CAS: 25784-83-2
Molecule Weight: 200.68
Formula: C9H9ClOS
![3-[(4-Chlorophenyl)thio]pentane-2,4-dione](data:image/png;base64,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)
PN: 6666-5-16
CAS: 132787-93-0
Molecule Weight: 242.72
Formula: C11H11ClO2S
![3-[(4-Chlorophenyl)thio]propanenitrile](data:image/png;base64,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)
PN: 7666-5-X1
CAS: 5307-86-8
Molecule Weight: 197.68
Formula: C9H8ClNS
PN: 6663-5-01
CAS: 5000-48-6
Molecule Weight: 232.68
Formula: C9H9ClO3S
Melting Point: 38-42 ℃
Flash Point: >110 ℃
TSCA: Not listed on TSCA inventory
