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)
| Product Number | 8666-3-23 |
| Synonyms | N-Methoxy-N-methyl-3-[(trifluoromethyl)thio]benzamide |
| CAS | 329942-52-1 |
| MDL Number | MFCD28384422 |
| Molecular Formula | C10H10F3NO2S |
| Molecular Weight | 265.25 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
PN: 8666-3-23
CAS: 329942-52-1
Molecule Weight: 265.25
Formula: C10H10F3NO2S
PN: 8666-3-14
CAS: 261944-10-9
Molecule Weight: 203.21
Formula: C8H7F2NOS
TSCA: Not listed on TSCA inventory