| Product Number | 5666-3-X3 |
| Purity | 97 % |
| CAS | 351-66-6 |
| MDL Number | MFCD00040831 |
| Molecular Formula | C13H11FS |
| Molecular Weight | 218.29 |
| Units | Price (USD) | Availability |
|---|
PN: 7766-3-36
CAS: 710965-93-8
Molecule Weight: 233.3
Formula: C13H12FNS
![1-{[(4-Chlorophenyl)thio]methyl}-3,5-difluorobenzene](data:image/png;base64,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)
PN: 5766-7-02
CAS: 259132-16-6
Molecule Weight: 270.72
Formula: C13H9ClF2S
Melting Point: 59-62 ℃
TSCA: Not listed on TSCA inventory