| Product Number | 6666-3-26 |
| Synonyms | 2-[(Difluoromethyl)thio]anisole |
| CAS | 1097193-02-6 |
| MDL Number | MFCD30342492 |
| Molecular Formula | C8H8F2OS |
| Molecular Weight | 190.21 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| Bulk | Contact for Price | Contact for Availability |
PN: 6666-3-26
CAS: 1097193-02-6
Molecule Weight: 190.21
Formula: C8H8F2OS
PN: 6663-3-68
CAS: 2149590-13-4
Molecule Weight: 222.21
Formula: C8H8F2O3S
![3-[(Difluoromethyl)sulfanyl]phenyl methyl ether](data:image/png;base64,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)
PN: 6663-3-69
CAS: 1333375-76-0
Molecule Weight: 190.21
Formula: C8H8F2OS
TSCA: Not listed on TSCA inventory
